{"id":254925,"date":"2022-12-31T10:30:00","date_gmt":"2022-12-31T05:00:00","guid":{"rendered":"https:\/\/www.aakash.ac.in\/blog\/?post_type=web-story&#038;p=254925"},"modified":"2022-12-27T19:26:11","modified_gmt":"2022-12-27T13:56:11","slug":"q-a-in-given-rectangle-abcd-angle-apb-is-equal-to-100-degrees-find-the-value-of-x","status":"publish","type":"web-story","link":"https:\/\/www.aakash.ac.in\/blog\/web-stories\/q-a-in-given-rectangle-abcd-angle-apb-is-equal-to-100-degrees-find-the-value-of-x\/","title":{"rendered":"In Given Rectangle ABCD, \u2220APB = 100\u00b0. Find the value of x"},"content":{"rendered":"<p><html amp=\"\" lang=\"en\"><head><meta charSet=\"utf-8\"\/><meta name=\"viewport\" content=\"width=device-width,minimum-scale=1,initial-scale=1\"\/><script async=\"\" src=\"https:\/\/cdn.ampproject.org\/v0.js\"><\/script><script async=\"\" src=\"https:\/\/cdn.ampproject.org\/v0\/amp-story-1.0.js\" custom-element=\"amp-story\"><\/script><link href=\"https:\/\/fonts.googleapis.com\/css2?display=swap&amp;family=Merriweather%3Awght%40400%3B700\" rel=\"stylesheet\"\/>\n<style amp-boilerplate=\"\">body{-webkit-animation:-amp-start 8s steps(1,end) 0s 1 normal both;-moz-animation:-amp-start 8s steps(1,end) 0s 1 normal both;-ms-animation:-amp-start 8s steps(1,end) 0s 1 normal both;animation:-amp-start 8s steps(1,end) 0s 1 normal both}@-webkit-keyframes -amp-start{from{visibility:hidden}to{visibility:visible}}@-moz-keyframes -amp-start{from{visibility:hidden}to{visibility:visible}}@-ms-keyframes -amp-start{from{visibility:hidden}to{visibility:visible}}@-o-keyframes -amp-start{from{visibility:hidden}to{visibility:visible}}@keyframes -amp-start{from{visibility:hidden}to{visibility:visible}}<\/style>\n<p><noscript><\/p>\n<style amp-boilerplate=\"\">body{-webkit-animation:none;-moz-animation:none;-ms-animation:none;animation:none}<\/style>\n<p><\/noscript><\/p>\n<style amp-custom=\"\">\n              h1, h2, h3 { font-weight: normal; }<\/p>\n<p>              amp-story-page {\n                background-color: #131516;\n              }<\/p>\n<p>              amp-story-grid-layer {\n                overflow: visible;\n              }<\/p>\n<p>              @media (max-aspect-ratio: 9 \/ 16)  {\n                @media (min-aspect-ratio: 320 \/ 678) {\n                  amp-story-grid-layer.grid-layer {\n                    margin-top: calc((100% \/ 0.5625 - 100% \/ 0.6666666666666666) \/ 2);\n                  }\n                }\n              }<\/p>\n<p>              @media not all and (min-resolution:.001dpcm) {\n                @media {\n                  p.text-wrapper > span {\n                    font-size: calc(100% - 0.5px);\n                  }\n                }\n              }<\/p>\n<p>              .page-fullbleed-area,\n              .page-background-overlay-area {\n                position: absolute;\n                overflow: hidden;\n                width: 100%;\n                left: 0;\n                height: calc(1.1851851851851851 * 100%);\n                top: calc((1 - 1.1851851851851851) * 100% \/ 2);\n              }<\/p>\n<p>              .element-overlay-area {\n                position: absolute;\n                width: 100%;\n                height: 100%;\n                top: 0;\n                left: 0;\n              }<\/p>\n<p>              .page-safe-area {\n                overflow: visible;\n                position: absolute;\n                top: 0;\n                bottom: 0;\n                left: 0;\n                right: 0;\n                width: 100%;\n                height: calc(0.84375 * 100%);\n                margin: auto 0;\n              }<\/p>\n<p>              .mask {\n                position: absolute;\n                overflow: hidden;\n              }<\/p>\n<p>              .fill {\n                position: absolute;\n                top: 0;\n                left: 0;\n                right: 0;\n                bottom: 0;\n                margin: 0;\n              }<\/p>\n<p>              @media (prefers-reduced-motion: no-preference) {\n                .animation-wrapper {\n                  opacity: var(--initial-opacity);\n                  transform: var(--initial-transform);\n                }\n              }<\/p>\n<p>              amp-story-grid-layer.align-bottom {\n                align-content: end;\n                padding: 0;\n              }<\/p>\n<p>              .captions-area {\n                padding: 0 32px 0;\n              }<\/p>\n<p>              amp-story-captions {\n                margin-bottom: 16px;\n                text-align: center;\n              }<\/p>\n<p>              amp-story-captions span {\n                display: inline-block;\n                margin: 0;\n                padding: 6px 12px;\n                vertical-align: middle;\n                border-radius: 15px;\n                background: rgba(11, 11, 11, 0.6);\n                color: rgba(255, 255, 255, 1);\n                font-family: -apple-system, BlinkMacSystemFont, \"Segoe UI\", Roboto, Oxygen-Sans, Ubuntu, Cantarell, \"Helvetica Neue\", sans-serif;;\n                font-size: calc(4 * var(--story-page-vw));\n                line-height: 1.4;\n                word-break: break-word;\n                word-wrap: break-word;\n                overflow-wrap: break-word;\n              }\n              <\/style>\n<p><meta name=\"web-stories-replace-head-start\"\/><title>In Given Rectangle ABCD, \u2220APB = 100\u00b0. Find the value of x<\/title><link rel=\"canonical\" href=\"https:\/\/www.aakash.ac.in\/blog\/?post_type=web-story&amp;p=254925\"\/><meta name=\"web-stories-replace-head-end\"\/><\/head><body><amp-story standalone=\"\" publisher=\"Aakash BYJU&#x27;S Blog\" publisher-logo-src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/08\/blue.png\" title=\"In Given Rectangle ABCD, \u2220APB = 100\u00b0. Find the value of x\" poster-portrait-src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/cropped-maths-triangle-math.jpg\"><amp-story-page id=\"fe38a4d8-7f0e-4ac1-b7f0-129946ead27f\"><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#842b81\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-9b18fd17-f68a-4e6a-b4d3-1e2c18513d05\">\n<div class=\"fill\" style=\"will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:calc(12.13592% - 4px);top:calc(64.56311% - 4px);width:calc(75.48544% + 8px);height:calc(22.16828% + 8px);opacity:1\">\n<div style=\"top:0;left:0;right:0;bottom:0;width:100%;height:100%;position:absolute;border-width:4px 4px 4px 4px;border-color:rgba(255,255,255,1);border-style:solid;border-radius:9.646302250803858% 9.646302250803858% 9.646302250803858% 9.646302250803858% \/ 21.897810218978105% 21.897810218978105% 21.897810218978105% 21.897810218978105%;pointer-events:initial;display:block;z-index:0\" class=\"mask\" id=\"el-a59ca2d1-4cb3-4bfb-8fe9-f972f2020248\">\n<div class=\"fill\" style=\"background-color:#556aa3;will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:13.95631%;top:12.13592%;width:72.08738%;height:37.86408%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-31d0a519-267d-4991-8efe-b2624a2623d4\">\n<div style=\"position:absolute;width:108%;height:290.28053%;left:-3.65419%;top:-107.18887%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math.jpg\" alt=\"maths-triangle-math\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math.jpg 850w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-768x1626.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-750x1588.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-725x1536.jpg 725w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-484x1024.jpg 484w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-150x318.jpg 150w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-142x300.jpg 142w\" sizes=\"(min-width: 1024px) 32vh, 72vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:calc(17.23301% - 1px);top:calc(67.31392% - 1px);width:calc(65.7767% + 2px);height:calc(16.66667% + 2px);opacity:1\">\n<div style=\"top:0;left:0;right:0;bottom:0;width:100%;height:100%;position:absolute;border-width:1px 1px 1px 1px;border-color:rgba(0,0,0,1);border-style:solid;border-radius:11.07011070110701% 11.07011070110701% 11.07011070110701% 11.07011070110701% \/ 29.126213592233007% 29.126213592233007% 29.126213592233007% 29.126213592233007%;pointer-events:initial;display:block;z-index:0\" class=\"mask\" id=\"el-b7b2ef0b-f857-4522-93cd-4cc2bc35773e\">\n<div class=\"fill\" style=\"background-color:#edf6f6;will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:12.86408%;top:54.36893%;width:82.28155%;height:2.75081%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.5899705014749262% 0.5899705014749262% 0.5899705014749262% 0.5899705014749262% \/ 11.76470588235294% 11.76470588235294% 11.76470588235294% 11.76470588235294%\" id=\"el-908c6990-982c-43cc-8ac5-358ffbb85e58\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.11769911504424754% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.226537em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span><span style=\"color: #edf6f6\">By Team Aakash Byju&#8217;s | 31st December 2022<\/span><\/span><\/p>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:11.65049%;top:1.45631%;width:9.95146%;height:6.6343%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-a94e7914-2951-460f-984a-ae8c5b19ec77\">\n<div style=\"position:absolute;width:100%;height:100.0001%;left:0%;top:-0.00005%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/08\/Aakash-Icon-Blue-PNG.png\" alt=\"Aakash Icon Blue PNG\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/08\/Aakash-Icon-Blue-PNG.png 96w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/08\/Aakash-Icon-Blue-PNG-75x75.png 75w\" sizes=\"(min-width: 1024px) 4vh, 10vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:20.87379%;top:68.60841%;width:48.30097%;height:14.07767%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:1.0050251256281406% 1.0050251256281406% 1.0050251256281406% 1.0050251256281406% \/ 2.2988505747126435% 2.2988505747126435% 2.2988505747126435% 2.2988505747126435%\" id=\"el-a903540e-c985-4c9f-8fe5-fbf8668e181c\">\n<h1 class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.257788944723618% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.291262em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>In the given figure, ABCD is a rectangle in which <span style=\"font-weight: 700\">\u2220<\/span>APB = 100\u00b0. Find the value of x.<\/span><\/h1>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:68.20388%;top:67.96117%;width:10.92233%;height:14.23948%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-8425fdc0-d685-47a7-8ab0-73ed1adfc10c\">\n<div style=\"position:absolute;width:100%;height:101.30711%;left:0%;top:-1.30711%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31.png\" alt=\"q and a-31\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31.png 1218w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-1200x2377.png 1200w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-1140x2258.png 1140w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-1034x2048.png 1034w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-775x1536.png 775w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-768x1521.png 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-750x1486.png 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-517x1024.png 517w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-151x300.png 151w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-150x297.png 150w\" sizes=\"(min-width: 1024px) 5vh, 11vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><\/amp-story-page><amp-story-page id=\"89020882-d793-4419-be80-0af0957d1e38\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-80dcd042-c5d5-475c-a29e-f3e277b48348\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-ff062b17-eb1e-443a-a36d-4320a04780f0\",\"keyframes\":{\"transform\":[\"translate3d(-119.42676%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#842b81\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-ed6d1c58-bb61-4563-8fef-a3b584682d79\">\n<div class=\"fill\" style=\"will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:14.80583%;top:3.8835%;width:76.21359%;height:7.11974%;opacity:1\">\n<div id=\"anim-80dcd042-c5d5-475c-a29e-f3e277b48348\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-ff062b17-eb1e-443a-a36d-4320a04780f0\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-119.42676%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6369426751592357% 0.6369426751592357% 0.6369426751592357% 0.6369426751592357% \/ 4.545454545454546% 4.545454545454546% 4.545454545454546% 4.545454545454546%\" id=\"el-014a8886-8b0b-48ac-95ed-b2fbda2eca8d\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.1633757961783439% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.291262em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span><span style=\"color: #edf6f6\">The value of x in the given image is <\/span><span style=\"font-weight: 700; color: #edf6f6\">50\u00b0<\/span><span style=\"color: #edf6f6\">.<\/span><\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-2.54854%;top:39.64401%;width:110.92233%;height:84.14239%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-ea8f8967-f3e0-4f97-88b3-f4637d07173d\">\n<div style=\"position:absolute;width:100%;height:186.10861%;left:0%;top:-64.02716%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg\" alt=\"maths-triangle-math-1\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg 850w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-768x1626.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x1588.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-725x1536.jpg 725w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-484x1024.jpg 484w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x318.jpg 150w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-142x300.jpg 142w\" sizes=\"(min-width: 1024px) 50vh, 111vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:77.42718%;top:58.89968%;width:4.85437%;height:5.33981%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-c46b463b-cab5-4197-8137-924d44db8005\">\n<div class=\"fill\" style=\"background-color:#edf6f6;will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:75%;top:54.53074%;width:4.85437%;height:3.07443%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:10% 10% 10% 10% \/ 10.526315789473683% 10.526315789473683% 10.526315789473683% 10.526315789473683%\" id=\"el-81d15abb-96f9-459f-b7a2-e1316618fec7\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:2.137499999999992% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.242718em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span><span style=\"font-weight: 700\">x<\/span><\/span><\/p>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:75.48544%;top:59.06149%;width:6.5534%;height:3.07443%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:7.4074074074074066% 7.4074074074074066% 7.4074074074074066% 7.4074074074074066% \/ 10.526315789473683% 10.526315789473683% 10.526315789473683% 10.526315789473683%\" id=\"el-0a49a620-0a34-4e48-afba-eb921696cb5b\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:1.5833333333333275% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.242718em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span><span style=\"font-weight: 700\">50\u00b0<\/span><\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><\/amp-story-page><amp-story-page id=\"a7828f82-ad9a-42cd-bb6d-92458f200afa\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-b7a1d7d7-8aa3-4a67-ac25-8adc64e1a096 [data-leaf-element=\\\"true\\\"]\",\"keyframes\":{\"transform\":[\"translate3d(0%, 0, 0) translate(25%, 0%) scale(1.5)\",\"translate3d(0%, 0, 0) translate(0%, 0%) scale(1)\"]},\"delay\":0,\"duration\":2000,\"easing\":\"cubic-bezier(.14,.34,.47,.9)\",\"fill\":\"forwards\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#10aee5\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div id=\"anim-b7a1d7d7-8aa3-4a67-ac25-8adc64e1a096\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-3281c18e-a00e-4f07-aedf-83cf24b4c5c1\">\n<div style=\"position:absolute;width:100%;height:100%;left:0%;top:0%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3.jpg\" alt=\"foundation 4.3\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3.jpg 720w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-576x1024.jpg 576w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-169x300.jpg 169w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-150x267.jpg 150w\" sizes=\"(min-width: 1024px) 45vh, 100vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\"><\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-page-outlink layout=\"nodisplay\" cta-image=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/10\/logo.png\" theme=\"light\"><a href=\"https:\/\/byjus.com\/aakash-byjus-free-trial-class\/?utm_source=seobanner&amp;utm_medium=3rd-webstory&amp;utm_campaign=freeliveclasses\" rel=\"\">Book A Trial Class<\/a><\/amp-story-page-outlink><\/amp-story-page><amp-story-page id=\"237e0316-7515-4ef2-a806-98e36bd67d23\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-3c10774e-6bc5-4ce0-af35-e4125f3d157f\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-46fc5101-07fc-4734-952a-94dc8ecb60fa\",\"keyframes\":{\"transform\":[\"translate3d(-115.92356%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#842b81\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-6927beed-746d-4a9d-b204-6191bcbd932f\">\n<div class=\"fill\" style=\"will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:12.13592%;top:3.72168%;width:76.21359%;height:18.60841%;opacity:1\">\n<div id=\"anim-3c10774e-6bc5-4ce0-af35-e4125f3d157f\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-46fc5101-07fc-4734-952a-94dc8ecb60fa\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-115.92356%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6369426751592357% 0.6369426751592357% 0.6369426751592357% 0.6369426751592357% \/ 1.7391304347826086% 1.7391304347826086% 1.7391304347826086% 1.7391304347826086%\" id=\"el-f0b540ae-3060-4425-9196-aee2b74a36ea\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:-0.12324840764331281% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.291262em;line-height:1.3;text-align:left;padding:0;color:#000000\"><span><span style=\"color: #edf6f6\">Given that the image ABCD represents a rectangle. It is known that the diagonals of a rectangle are congruent and bisect each other.<\/span><\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-2.54854%;top:39.64401%;width:110.92233%;height:84.14239%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-0e5e74b7-0a21-4ef5-a23a-c50c4487ecbd\">\n<div style=\"position:absolute;width:100%;height:186.10861%;left:0%;top:-49.26848%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg\" alt=\"D is a Point on the Side BC of a \u25b3ABC such that AD bisects \u25b3BAC\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC.jpg 850w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-768x1626.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-750x1588.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-725x1536.jpg 725w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-484x1024.jpg 484w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-150x318.jpg 150w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-142x300.jpg 142w\" sizes=\"(min-width: 1024px) 50vh, 111vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-4.97573%;top:39.64401%;width:110.92233%;height:84.14239%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-a898a034-b8e5-49cc-b3ed-b2d740246ae9\">\n<div style=\"position:absolute;width:100%;height:186.10861%;left:0%;top:-66.35747%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg\" alt=\"maths-triangle-math-1\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg 850w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-768x1626.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x1588.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-725x1536.jpg 725w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-484x1024.jpg 484w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x318.jpg 150w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-142x300.jpg 142w\" sizes=\"(min-width: 1024px) 50vh, 111vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:45.14563%;top:87.86408%;width:15.53398%;height:3.07443%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:3.125% 3.125% 3.125% 3.125% \/ 10.526315789473683% 10.526315789473683% 10.526315789473683% 10.526315789473683%\" id=\"el-1a72561d-3633-4117-86c3-631eb1825f76\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.6679687499999976% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.242718em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>AC = BD<\/span><\/p>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:33.98058%;top:91.90939%;width:37.86408%;height:3.07443%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:1.282051282051282% 1.282051282051282% 1.282051282051282% 1.282051282051282% \/ 10.526315789473683% 10.526315789473683% 10.526315789473683% 10.526315789473683%\" id=\"el-53ed4678-096e-4b0c-b96d-b005a9eb3788\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.27403846153846056% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.242718em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span>=&gt;AP = PC = DP = PB<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><\/amp-story-page><amp-story-page id=\"436ea056-f9f3-4c93-8c39-21f4696ab2d2\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-51831c87-6a3d-4931-b0df-9b8cb72789ab\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-95d7400a-e7c4-426e-987f-6241158414cd\",\"keyframes\":{\"transform\":[\"translate3d(-115.92356%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#842b81\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-0baf36c8-8b88-4937-849d-cb59869c1ab5\">\n<div class=\"fill\" style=\"will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:12.13592%;top:3.72168%;width:76.21359%;height:22.49191%;opacity:1\">\n<div id=\"anim-51831c87-6a3d-4931-b0df-9b8cb72789ab\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-95d7400a-e7c4-426e-987f-6241158414cd\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-115.92356%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6369426751592357% 0.6369426751592357% 0.6369426751592357% 0.6369426751592357% \/ 1.4388489208633095% 1.4388489208633095% 1.4388489208633095% 1.4388489208633095%\" id=\"el-9a3ddc03-3ecf-4e6f-bb11-e34be5200260\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:-0.12324840764331281% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.291262em;line-height:1.3;text-align:left;padding:0;color:#000000\"><span><span style=\"color: #edf6f6\">We know that the sum of all interior angles of a triangle is 180\u00b0.<\/span><br \/>\n<span style=\"color: #edf6f6\">Also in \u0394APB, AP = PB and the opposite angles of these sides are equal we can write<\/span><br \/>\n<span style=\"color: #edf6f6\">\u2220ABP = \u2220PAB<\/span><\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-2.54854%;top:39.64401%;width:110.92233%;height:84.14239%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-85e8c589-2bba-4e7c-9076-200a6a7f917e\">\n<div style=\"position:absolute;width:100%;height:186.10861%;left:0%;top:-49.26848%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg\" alt=\"D is a Point on the Side BC of a \u25b3ABC such that AD bisects \u25b3BAC\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC.jpg 850w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-768x1626.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-750x1588.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-725x1536.jpg 725w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-484x1024.jpg 484w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-150x318.jpg 150w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-142x300.jpg 142w\" sizes=\"(min-width: 1024px) 50vh, 111vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-2.54854%;top:39.64401%;width:110.92233%;height:84.14239%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-1c73a182-3b3c-411b-8140-5dfae36408c1\">\n<div style=\"position:absolute;width:100%;height:186.10861%;left:0%;top:-64.02716%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg\" alt=\"maths-triangle-math-1\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg 850w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-768x1626.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x1588.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-725x1536.jpg 725w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-484x1024.jpg 484w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x318.jpg 150w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-142x300.jpg 142w\" sizes=\"(min-width: 1024px) 50vh, 111vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><\/amp-story-page><amp-story-page id=\"6b89e307-cefb-4728-8999-aa4d1573bbec\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-6187978b-3dbc-46a5-a44b-ed420155b992\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-84538143-1e45-4819-adb3-88e5b9a824be\",\"keyframes\":{\"transform\":[\"translate3d(-115.92356%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-25b3b8fe-d854-43bb-8ec5-3c109b0beb15\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-7d3adfbe-6c37-4859-aec9-1b6719cfbfd1\",\"keyframes\":{\"transform\":[\"translate3d(-115.92356%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-08f9eee2-3508-4e4c-9280-11d3c8c58d84\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-b645401c-b74f-49c5-ba21-2cfd97c56764\",\"keyframes\":{\"transform\":[\"translate3d(-115.43409%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#842b81\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-83958ed3-56b6-49b0-9971-00b44aaaaac9\">\n<div class=\"fill\" style=\"will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:12.13592%;top:3.72168%;width:76.21359%;height:7.44337%;opacity:1\">\n<div id=\"anim-6187978b-3dbc-46a5-a44b-ed420155b992\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-84538143-1e45-4819-adb3-88e5b9a824be\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-115.92356%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6369426751592357% 0.6369426751592357% 0.6369426751592357% 0.6369426751592357% \/ 4.3478260869565215% 4.3478260869565215% 4.3478260869565215% 4.3478260869565215%\" id=\"el-95415538-fd16-40c7-9dc0-64feadff1e5d\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:-0.12324840764331281% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.291262em;line-height:1.3;text-align:left;padding:0;color:#000000\"><span><span style=\"color: #edf6f6\">Also, \u2220APB = 100\u00b0 and&nbsp;<\/span><br \/>\n<span style=\"color: #edf6f6\">\u2220APB + \u2220ABP + \u2220PAB = 180\u00b0<\/span><\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-2.54854%;top:39.64401%;width:110.92233%;height:84.14239%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-17cef2d5-59b1-40e1-b074-92537218f86f\">\n<div style=\"position:absolute;width:100%;height:186.10861%;left:0%;top:-49.26848%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg\" alt=\"D is a Point on the Side BC of a \u25b3ABC such that AD bisects \u25b3BAC\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC.jpg 850w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-768x1626.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-750x1588.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-725x1536.jpg 725w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-484x1024.jpg 484w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-150x318.jpg 150w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-142x300.jpg 142w\" sizes=\"(min-width: 1024px) 50vh, 111vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:12.13592%;top:13.75405%;width:76.21359%;height:11.32686%;opacity:1\">\n<div id=\"anim-25b3b8fe-d854-43bb-8ec5-3c109b0beb15\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-7d3adfbe-6c37-4859-aec9-1b6719cfbfd1\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-115.92356%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6369426751592357% 0.6369426751592357% 0.6369426751592357% 0.6369426751592357% \/ 2.857142857142857% 2.857142857142857% 2.857142857142857% 2.857142857142857%\" id=\"el-16ca2aa4-7ccb-4a15-9974-46b7486aa405\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:-0.12324840764331281% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.291262em;line-height:1.3;text-align:left;padding:0;color:#000000\"><span><span style=\"color: #edf6f6\">=&gt; 100 + \u2220ABP + \u2220PAB = 180\u00b0<\/span><br \/>\n<span style=\"color: #edf6f6\">=&gt; \u2220ABP + \u2220ABP = 80\u00b0&nbsp;<\/span><br \/>\n<span style=\"color: #edf6f6\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;(\u2235 \u2220ABP = \u2220PAB)<\/span><\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-2.54854%;top:39.64401%;width:110.92233%;height:84.14239%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-ccdd2e70-c2a9-495a-95fd-86da7315dca1\">\n<div style=\"position:absolute;width:100%;height:186.10861%;left:0%;top:-64.02716%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg\" alt=\"maths-triangle-math-1\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg 850w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-768x1626.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x1588.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-725x1536.jpg 725w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-484x1024.jpg 484w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x318.jpg 150w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-142x300.jpg 142w\" sizes=\"(min-width: 1024px) 50vh, 111vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:11.65049%;top:25.24272%;width:75.48544%;height:7.44337%;opacity:1\">\n<div id=\"anim-08f9eee2-3508-4e4c-9280-11d3c8c58d84\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-b645401c-b74f-49c5-ba21-2cfd97c56764\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-115.43409%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6430868167202572% 0.6430868167202572% 0.6430868167202572% 0.6430868167202572% \/ 4.3478260869565215% 4.3478260869565215% 4.3478260869565215% 4.3478260869565215%\" id=\"el-9ba200ef-19f6-4efb-a609-3f2c79ad01b3\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:-0.1244372990353705% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.291262em;line-height:1.3;text-align:left;padding:0;color:#000000\"><span><span style=\"color: #edf6f6\">=&gt; 2\u2220ABP = 80\u00b0&nbsp;<\/span><br \/>\n<span style=\"color: #edf6f6\">=&gt; \u2220ABP = \u2220PAB = 40\u00b0<\/span><\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><\/amp-story-page><amp-story-page id=\"3fe175e0-aaa9-4b5b-87e1-0400148fc9d7\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-76a28613-76f9-4a78-bea1-c02c69370049\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-7870022d-6306-4e96-8836-ac5a814fa9c3\",\"keyframes\":{\"transform\":[\"translate3d(-115.92356%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-7a891431-d681-4a7c-8450-99f79be97ee5\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-b475a4f8-966c-40af-b67b-6d932d0ab38e\",\"keyframes\":{\"transform\":[\"translate3d(-115.92356%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-a5f4dd26-c150-4484-bca9-2f5cbc8da3d0\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-d7131126-6397-4cab-b422-99df666de339\",\"keyframes\":{\"transform\":[\"translate3d(-116.83501%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#842b81\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-7ee3149c-4311-4005-990c-d523b00b0bbe\">\n<div class=\"fill\" style=\"will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:12.13592%;top:3.72168%;width:76.21359%;height:7.76699%;opacity:1\">\n<div id=\"anim-76a28613-76f9-4a78-bea1-c02c69370049\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-7870022d-6306-4e96-8836-ac5a814fa9c3\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-115.92356%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6369426751592357% 0.6369426751592357% 0.6369426751592357% 0.6369426751592357% \/ 4.166666666666666% 4.166666666666666% 4.166666666666666% 4.166666666666666%\" id=\"el-2cb402f9-98f8-4b83-803f-648f70ba20fe\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:-0.40987261146496845% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.291262em;line-height:1.4;text-align:left;padding:0;color:#000000\"><span><span style=\"color: #edf6f6\">Since AC is a straight line.&nbsp;<\/span><br \/>\n<span style=\"color: #edf6f6\">\u2220APC = 180\u00b0<\/span><\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-2.54854%;top:39.64401%;width:110.92233%;height:84.14239%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-d725a155-9e22-42c6-b01b-b89475c2de4a\">\n<div style=\"position:absolute;width:100%;height:186.10861%;left:0%;top:-49.26848%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg\" alt=\"D is a Point on the Side BC of a \u25b3ABC such that AD bisects \u25b3BAC\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC.jpg 850w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-768x1626.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-750x1588.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-725x1536.jpg 725w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-484x1024.jpg 484w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-150x318.jpg 150w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-142x300.jpg 142w\" sizes=\"(min-width: 1024px) 50vh, 111vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:12.13592%;top:13.43042%;width:76.21359%;height:7.76699%;opacity:1\">\n<div id=\"anim-7a891431-d681-4a7c-8450-99f79be97ee5\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-b475a4f8-966c-40af-b67b-6d932d0ab38e\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-115.92356%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6369426751592357% 0.6369426751592357% 0.6369426751592357% 0.6369426751592357% \/ 4.166666666666666% 4.166666666666666% 4.166666666666666% 4.166666666666666%\" id=\"el-716d4b91-2dfa-440f-b962-1818db8a9af3\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:-0.40987261146496845% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.291262em;line-height:1.4;text-align:left;padding:0;color:#000000\"><span><span style=\"color: #edf6f6\">Further, \u2220APB = 100\u00b0&nbsp;<\/span><br \/>\n<span style=\"color: #edf6f6\">=&gt; \u2220APB + \u2220BPC = 180\u00b0<\/span><\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:12.13592%;top:23.13916%;width:72.08738%;height:7.76699%;opacity:1\">\n<div id=\"anim-a5f4dd26-c150-4484-bca9-2f5cbc8da3d0\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-d7131126-6397-4cab-b422-99df666de339\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-116.83501%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6734006734006733% 0.6734006734006733% 0.6734006734006733% 0.6734006734006733% \/ 4.166666666666666% 4.166666666666666% 4.166666666666666% 4.166666666666666%\" id=\"el-ff6b3921-587d-41c2-9904-eff8f53daf17\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:-0.43333333333333357% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.291262em;line-height:1.4;text-align:left;padding:0;color:#000000\"><span><span style=\"color: #edf6f6\">=&gt; 100\u00b0 + \u2220BPC = 180\u00b0&nbsp;<\/span><br \/>\n<span style=\"color: #edf6f6\">=&gt; \u2220BPC = 80\u00b0<\/span><\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-2.54854%;top:39.64401%;width:110.92233%;height:84.14239%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-e89b2133-0070-4015-b23f-e1c66d083e0c\">\n<div style=\"position:absolute;width:100%;height:186.10861%;left:0%;top:-64.02716%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg\" alt=\"maths-triangle-math-1\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg 850w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-768x1626.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x1588.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-725x1536.jpg 725w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-484x1024.jpg 484w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x318.jpg 150w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-142x300.jpg 142w\" sizes=\"(min-width: 1024px) 50vh, 111vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><\/amp-story-page><amp-story-page id=\"e82977af-a953-4970-9dd9-13c4bf85aae1\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-929fae2e-8308-4133-a770-3618580a05bc\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-f3ebebd2-a8d3-4f66-bf99-cc675555a4af\",\"keyframes\":{\"transform\":[\"translate3d(-115.92356%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#842b81\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-282cab8d-91cb-45d8-849e-8be1c92eaf64\">\n<div class=\"fill\" style=\"will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:12.13592%;top:2.75081%;width:76.21359%;height:10.5178%;opacity:1\">\n<div id=\"anim-929fae2e-8308-4133-a770-3618580a05bc\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-f3ebebd2-a8d3-4f66-bf99-cc675555a4af\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-115.92356%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6369426751592357% 0.6369426751592357% 0.6369426751592357% 0.6369426751592357% \/ 3.076923076923077% 3.076923076923077% 3.076923076923077% 3.076923076923077%\" id=\"el-3e62d0de-ba72-4efa-bcde-244267132bf5\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.1633757961783439% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.291262em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span><span style=\"color: #edf6f6\">Since it is noted that PC = BP, the<\/span><\/p>\n<p><span style=\"color: #edf6f6\">&nbsp;opposite angles \u2220PBC = \u2220BCP.<\/span><\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-2.54854%;top:39.64401%;width:110.92233%;height:84.14239%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-e7a92c9d-32c8-497f-a7cb-7caf82204045\">\n<div style=\"position:absolute;width:100%;height:186.10861%;left:0%;top:-49.26848%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg\" alt=\"D is a Point on the Side BC of a \u25b3ABC such that AD bisects \u25b3BAC\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC.jpg 850w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-768x1626.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-750x1588.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-725x1536.jpg 725w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-484x1024.jpg 484w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-150x318.jpg 150w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-142x300.jpg 142w\" sizes=\"(min-width: 1024px) 50vh, 111vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-2.54854%;top:39.64401%;width:110.92233%;height:84.14239%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-5eaa7510-b8d5-4ffc-9447-a90c54886ce0\">\n<div style=\"position:absolute;width:100%;height:186.10861%;left:0%;top:-64.02716%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg\" alt=\"maths-triangle-math-1\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg 850w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-768x1626.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x1588.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-725x1536.jpg 725w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-484x1024.jpg 484w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x318.jpg 150w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-142x300.jpg 142w\" sizes=\"(min-width: 1024px) 50vh, 111vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><\/amp-story-page><amp-story-page id=\"080a352b-7e93-404f-bc02-cba9c4e3d8ad\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-9edafa7a-f992-4e79-b0b5-7d5fa70b3c1a\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-19de3666-df3d-4430-8a05-5086d8c39de7\",\"keyframes\":{\"transform\":[\"translate3d(-115.92356%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-91ef50ca-389f-4c61-9e17-36fa5cee8ec2\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-dd93bb7e-325c-418f-aea2-df19a0b26206\",\"keyframes\":{\"transform\":[\"translate3d(-116.83501%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-dd515822-31c8-4a62-a9fc-f71fd96262f3\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-19ec08dc-2ebb-4167-ad19-bbad11a3465b\",\"keyframes\":{\"transform\":[\"translate3d(-116.83501%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#842b81\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-6ab8f678-532d-4a64-8626-c0410a520557\">\n<div class=\"fill\" style=\"will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:12.13592%;top:2.75081%;width:76.21359%;height:3.72168%;opacity:1\">\n<div id=\"anim-9edafa7a-f992-4e79-b0b5-7d5fa70b3c1a\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-19de3666-df3d-4430-8a05-5086d8c39de7\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-115.92356%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6369426751592357% 0.6369426751592357% 0.6369426751592357% 0.6369426751592357% \/ 8.695652173913043% 8.695652173913043% 8.695652173913043% 8.695652173913043%\" id=\"el-3187db41-5ab9-44ae-b583-cc277bc4ff94\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.1633757961783439% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.291262em;line-height:1.2;text-align:left;padding:0;color:#000000\"><span><span style=\"color: #edf6f6\">Also, \u2220BPC + \u2220PBC = \u2220BCP = 180\u00b0<\/span><\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-2.54854%;top:39.64401%;width:110.92233%;height:84.14239%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-e20dbf3c-82bd-4c0b-9d5e-9e66d18b3520\">\n<div style=\"position:absolute;width:100%;height:186.10861%;left:0%;top:-49.26848%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg\" alt=\"D is a Point on the Side BC of a \u25b3ABC such that AD bisects \u25b3BAC\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC.jpg 850w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-768x1626.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-750x1588.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-725x1536.jpg 725w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-484x1024.jpg 484w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-150x318.jpg 150w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-%E2%96%B3ABC-such-that-AD-bisects-%E2%96%B3BAC-142x300.jpg 142w\" sizes=\"(min-width: 1024px) 50vh, 111vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:12.13592%;top:11.16505%;width:72.08738%;height:7.76699%;opacity:1\">\n<div id=\"anim-91ef50ca-389f-4c61-9e17-36fa5cee8ec2\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-dd93bb7e-325c-418f-aea2-df19a0b26206\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-116.83501%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6734006734006733% 0.6734006734006733% 0.6734006734006733% 0.6734006734006733% \/ 4.166666666666666% 4.166666666666666% 4.166666666666666% 4.166666666666666%\" id=\"el-8c746e55-c4a8-4803-81cc-853e2dd640b3\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:-0.43333333333333357% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.291262em;line-height:1.4;text-align:left;padding:0;color:#000000\"><span><span style=\"color: #edf6f6\">=&gt; 80\u00b0 + \u2220PBC + \u2220PBC = 180\u00b0&nbsp;<\/span><br \/>\n<span style=\"color: #edf6f6\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;(\u2235 \u2220PBC = \u2220BCP)<\/span><\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:12.13592%;top:19.7411%;width:72.08738%;height:11.8123%;opacity:1\">\n<div id=\"anim-dd515822-31c8-4a62-a9fc-f71fd96262f3\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-19ec08dc-2ebb-4167-ad19-bbad11a3465b\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-116.83501%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.6734006734006733% 0.6734006734006733% 0.6734006734006733% 0.6734006734006733% \/ 2.73972602739726% 2.73972602739726% 2.73972602739726% 2.73972602739726%\" id=\"el-19521adb-3109-4b8e-baad-b072eb1e24af\">\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:-0.43333333333333357% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.291262em;line-height:1.4;text-align:left;padding:0;color:#000000\"><span><span style=\"color: #edf6f6\">=&gt; 2\u2220PBC = 100\u00b0<\/span><br \/>\n<span style=\"color: #edf6f6\">=&gt; \u2220PBC = \u2220BCP = 50\u00b0<\/span><br \/>\n<span style=\"color: #edf6f6\">=&gt; x = \u2220BCP = 50\u00b0<\/span><\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:-2.54854%;top:39.64401%;width:110.92233%;height:84.14239%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-0e877797-fd8f-4221-bef7-47df459f552b\">\n<div style=\"position:absolute;width:100%;height:186.10861%;left:0%;top:-64.02716%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg\" alt=\"maths-triangle-math-1\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg 850w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-768x1626.jpg 768w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x1588.jpg 750w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-725x1536.jpg 725w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-484x1024.jpg 484w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x318.jpg 150w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-142x300.jpg 142w\" sizes=\"(min-width: 1024px) 50vh, 111vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><\/amp-story-page><amp-story-page id=\"c21e437d-0d7e-4568-ba64-dbb998848ca3\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-066a01c7-9939-4c44-992a-15e5b090c2aa [data-leaf-element=\\\"true\\\"]\",\"keyframes\":{\"transform\":[\"translate3d(0%, 0, 0) translate(25%, 0%) scale(1.5)\",\"translate3d(0%, 0, 0) translate(0%, 0%) scale(1)\"]},\"delay\":0,\"duration\":2000,\"easing\":\"cubic-bezier(.14,.34,.47,.9)\",\"fill\":\"forwards\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#d5c7c1\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div id=\"anim-066a01c7-9939-4c44-992a-15e5b090c2aa\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-f70425ee-d99e-46af-af5f-313b4b890e89\">\n<div style=\"position:absolute;width:100%;height:100%;left:0%;top:0%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1.jpg\" alt=\"download 4.1\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1.jpg 720w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-576x1024.jpg 576w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-169x300.jpg 169w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-150x267.jpg 150w\" sizes=\"(min-width: 1024px) 45vh, 100vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\"><\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-page-outlink layout=\"nodisplay\" cta-image=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/10\/logo.png\" theme=\"light\"><a href=\"https:\/\/www.aakash.ac.in\/jee-neet-app?utm_source=aakashapp&amp;utm_medium=blog&amp;utm_campaign=webstories\" rel=\"\">Download Aakash App Now<\/a><\/amp-story-page-outlink><\/amp-story-page><amp-story-page id=\"9ac3ac7b-8a05-495f-996b-0a7f8e675b02\"><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-ee2ec864-0e52-47d1-98dc-c6bd628ca673\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-deea79e0-18cf-4264-a58b-6c3e3b1ebd26\",\"keyframes\":{\"transform\":[\"translate3d(-155.35712%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-c5c19e68-3e7f-4851-b624-bced7cf2ba66\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-326f4765-0edd-453e-8297-db6f3664bb84\",\"keyframes\":{\"transform\":[\"translate3d(-158.33333%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-81cd072f-0281-4896-9d15-0f39de49d0b0\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-0b25e685-1447-4353-9383-0fe8167dc3cd\",\"keyframes\":{\"transform\":[\"translate3d(154.62964%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-6395d239-e92e-4d8b-bce1-c1491bcdc23a\",\"keyframes\":{\"opacity\":[0,1]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-animation layout=\"nodisplay\" trigger=\"visibility\"><script type=\"application\/json\">[{\"selector\":\"#anim-72e3fc16-aad5-45e5-8705-5d8eeee7230a\",\"keyframes\":{\"transform\":[\"translate3d(144.44447%, 0px, 0)\",\"translate3d(0px, 0px, 0)\"]},\"delay\":0,\"duration\":1200,\"easing\":\"cubic-bezier(0.2, 0.6, 0.0, 1)\",\"fill\":\"both\"}]<\/script><\/amp-story-animation><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\" style=\"background-color:#842b81\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:0;top:-9.25926%;width:100%;height:118.51852%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0\" class=\"mask\" id=\"el-2f4a7951-bf4d-4c04-ad9c-b3ef05bcbddc\">\n<div class=\"fill\" style=\"will-change:transform\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><amp-story-grid-layer template=\"vertical\" aspect-ratio=\"412:618\" class=\"grid-layer\"><\/p>\n<div class=\"page-fullbleed-area\">\n<div class=\"page-safe-area\">\n<div style=\"position:absolute;pointer-events:none;left:15.04854%;top:30.09709%;width:27.18447%;height:18.12298%;opacity:1\">\n<div id=\"anim-ee2ec864-0e52-47d1-98dc-c6bd628ca673\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-deea79e0-18cf-4264-a58b-6c3e3b1ebd26\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-155.35712%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:8.928571428571429% 8.928571428571429% 8.928571428571429% 8.928571428571429% \/ 8.928571428571429% 8.928571428571429% 8.928571428571429% 8.928571428571429%\" class=\"mask\" id=\"el-901b28bc-ea03-4eb2-ac84-4eb9977b54e0\">\n<div style=\"position:absolute;width:100%;height:177.77778%;left:0%;top:-38.88889%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/06\/Numbers-to-words-5.jpg\" alt=\"Numbers to words (5)\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/06\/Numbers-to-words-5.jpg 720w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/06\/Numbers-to-words-5-576x1024.jpg 576w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/06\/Numbers-to-words-5-169x300.jpg 169w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/06\/Numbers-to-words-5-150x267.jpg 150w\" sizes=\"(min-width: 1024px) 12vh, 27vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:15.29126%;top:50%;width:26.21359%;height:21.68285%;opacity:1\">\n<div id=\"anim-c5c19e68-3e7f-4851-b624-bced7cf2ba66\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-326f4765-0edd-453e-8297-db6f3664bb84\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(-158.33333%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:1.8518518518518516% 1.8518518518518516% 1.8518518518518516% 1.8518518518518516% \/ 1.4925373134328357% 1.4925373134328357% 1.4925373134328357% 1.4925373134328357%\" id=\"el-0dfba49e-e4eb-4945-9edd-dd05f0492a2e\"><a href=\"https:\/\/www.aakash.ac.in\/blog\/web-stories\/10-rules-for-writing-numbers-in-words\/\" data-tooltip-icon=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/06\/cropped-Numbers-to-words-5.jpg\" data-tooltip-text=\"How to Write Numbers in Words: 10 Rules with Examples\" target=\"_blank\" rel=\"noreferrer noopener\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0\"><\/p>\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.4749999999999999% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.291262em;line-height:1.2;text-align:initial;padding:0;color:#000000\"><span><span style=\"color: #edf6f6\">How to Write Numbers in Words? 10 Rules with Examples<\/span><\/span><\/p>\n<p><\/a><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:11.8932%;top:10.84142%;width:82.76699%;height:6.6343%;opacity:1\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:0.5865102639296188% 0.5865102639296188% 0.5865102639296188% 0.5865102639296188% \/ 4.878048780487805% 4.878048780487805% 4.878048780487805% 4.878048780487805%\" id=\"el-c07053e9-3171-4fd4-8fd3-3243bdb0979b\">\n<h2 class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:1.2435483870967734% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.533981em;line-height:1;text-align:center;padding:0;color:#000000\"><span><span style=\"color: #edf6f6\">Read More Stories<\/span><\/span><\/h2>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:59.46602%;top:55.17799%;width:26.21359%;height:17.47573%;opacity:1\">\n<div id=\"anim-81cd072f-0281-4896-9d15-0f39de49d0b0\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-0b25e685-1447-4353-9383-0fe8167dc3cd\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(154.62964%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:9.25925925925926% 9.25925925925926% 9.25925925925926% 9.25925925925926% \/ 9.25925925925926% 9.25925925925926% 9.25925925925926% 9.25925925925926%\" class=\"mask\" id=\"el-e98d8619-62c8-4ff2-a7f3-6141bf2125de\">\n<div style=\"position:absolute;width:100%;height:177.77774%;left:0%;top:-38.88887%\" data-leaf-element=\"true\"><amp-img layout=\"fill\" src=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1.jpg\" alt=\"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1\" srcSet=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1.jpg 720w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-576x1024.jpg 576w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-169x300.jpg 169w,https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-150x267.jpg 150w\" sizes=\"(min-width: 1024px) 12vh, 26vw\" disable-inline-width=\"true\"><\/amp-img><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"position:absolute;pointer-events:none;left:62.13592%;top:74.91909%;width:26.21359%;height:21.0356%;opacity:1\">\n<div id=\"anim-6395d239-e92e-4d8b-bce1-c1491bcdc23a\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:0;--initial-transform:none\">\n<div id=\"anim-72e3fc16-aad5-45e5-8705-5d8eeee7230a\" class=\"animation-wrapper\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0;--initial-opacity:1;--initial-transform:translate3d(144.44447%, 0px, 0)\">\n<div style=\"pointer-events:initial;width:100%;height:100%;display:block;position:absolute;top:0;left:0;z-index:0;border-radius:1.8518518518518516% 1.8518518518518516% 1.8518518518518516% 1.8518518518518516% \/ 1.5384615384615385% 1.5384615384615385% 1.5384615384615385% 1.5384615384615385%\" id=\"el-591fcd51-5227-40bf-85f5-5270c7e536a4\"><a href=\"https:\/\/www.aakash.ac.in\/blog\/web-stories\/feature-ten-interesting-facts-about-mathematics-that-will-blow-your-mind\/\" data-tooltip-icon=\"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/07\/cropped-Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1.jpg\" data-tooltip-text=\"10 Interesting Facts About Maths That Will Blow Your Mind\" target=\"_blank\" rel=\"noreferrer noopener\" style=\"width:100%;height:100%;display:block;position:absolute;top:0;left:0\"><\/p>\n<p class=\"fill text-wrapper\" style=\"white-space:pre-line;overflow-wrap:break-word;word-break:break-word;margin:0.4486111111111117% 0;font-family:&quot;Merriweather&quot;,serif;font-size:0.275081em;line-height:1.2;text-align:initial;padding:0;color:#000000\"><span><span style=\"color: #edf6f6\">10 Interesting Facts About&nbsp;<\/span><br \/>\n<span style=\"color: #edf6f6\">Maths That Will Blow Your Mind<\/span><\/span><\/p>\n<p><\/a><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p><\/amp-story-grid-layer><\/amp-story-page><\/amp-story><\/body><\/html><\/p>\n","protected":false},"excerpt":{"rendered":"<p>If you want to learn more about quadrilaterals and some special parallelograms, like rectangles, check this post.<\/p>\n","protected":false},"author":1,"featured_media":0,"template":"","meta":{"web_stories_publisher_logo":224678,"web_stories_poster":[],"web_stories_products":[],"footnotes":""},"web_story_category":[],"web_story_tag":[],"class_list":["post-254925","web-story","type-web-story","status-publish","hentry"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v26.0 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>In Given Rectangle ABCD, \u2220APB = 100\u00b0. Find the value of x - Aakash Blog<\/title>\n<meta name=\"description\" content=\"If you want to learn more about quadrilaterals and some special parallelograms, like rectangles, check this post.\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/www.aakash.ac.in\/blog\/web-stories\/q-a-in-given-rectangle-abcd-angle-apb-is-equal-to-100-degrees-find-the-value-of-x\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"In Given Rectangle ABCD, \u2220APB = 100\u00b0. Find the value of x - Aakash Blog\" \/>\n<meta property=\"og:description\" content=\"If you want to learn more about quadrilaterals and some special parallelograms, like rectangles, check this post.\" \/>\n<meta property=\"og:url\" content=\"https:\/\/www.aakash.ac.in\/blog\/web-stories\/q-a-in-given-rectangle-abcd-angle-apb-is-equal-to-100-degrees-find-the-value-of-x\/\" \/>\n<meta property=\"og:site_name\" content=\"Aakash Blog\" \/>\n<meta property=\"article:publisher\" content=\"https:\/\/www.facebook.com\/aakasheducation\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:site\" content=\"@AESL_Official\" \/>\n<meta name=\"twitter:label1\" content=\"Est. reading time\" \/>\n\t<meta name=\"twitter:data1\" content=\"1 minute\" \/>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"In Given Rectangle ABCD, \u2220APB = 100\u00b0. Find the value of x - Aakash Blog","description":"If you want to learn more about quadrilaterals and some special parallelograms, like rectangles, check this post.","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/www.aakash.ac.in\/blog\/web-stories\/q-a-in-given-rectangle-abcd-angle-apb-is-equal-to-100-degrees-find-the-value-of-x\/","og_locale":"en_US","og_type":"article","og_title":"In Given Rectangle ABCD, \u2220APB = 100\u00b0. Find the value of x - Aakash Blog","og_description":"If you want to learn more about quadrilaterals and some special parallelograms, like rectangles, check this post.","og_url":"https:\/\/www.aakash.ac.in\/blog\/web-stories\/q-a-in-given-rectangle-abcd-angle-apb-is-equal-to-100-degrees-find-the-value-of-x\/","og_site_name":"Aakash Blog","article_publisher":"https:\/\/www.facebook.com\/aakasheducation","twitter_card":"summary_large_image","twitter_site":"@AESL_Official","twitter_misc":{"Est. reading time":"1 minute"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"WebPage","@id":"https:\/\/www.aakash.ac.in\/blog\/web-stories\/q-a-in-given-rectangle-abcd-angle-apb-is-equal-to-100-degrees-find-the-value-of-x\/","url":"https:\/\/www.aakash.ac.in\/blog\/web-stories\/q-a-in-given-rectangle-abcd-angle-apb-is-equal-to-100-degrees-find-the-value-of-x\/","name":"In Given Rectangle ABCD, \u2220APB = 100\u00b0. Find the value of x - Aakash Blog","isPartOf":{"@id":"https:\/\/www.aakash.ac.in\/blog\/#website"},"datePublished":"2022-12-31T05:00:00+00:00","breadcrumb":{"@id":"https:\/\/www.aakash.ac.in\/blog\/web-stories\/q-a-in-given-rectangle-abcd-angle-apb-is-equal-to-100-degrees-find-the-value-of-x\/#breadcrumb"},"inLanguage":"en-US","potentialAction":[{"@type":"ReadAction","target":["https:\/\/www.aakash.ac.in\/blog\/web-stories\/q-a-in-given-rectangle-abcd-angle-apb-is-equal-to-100-degrees-find-the-value-of-x\/"]}]},{"@type":"BreadcrumbList","@id":"https:\/\/www.aakash.ac.in\/blog\/web-stories\/q-a-in-given-rectangle-abcd-angle-apb-is-equal-to-100-degrees-find-the-value-of-x\/#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"Home","item":"https:\/\/www.aakash.ac.in\/blog\/"},{"@type":"ListItem","position":2,"name":"Stories","item":"https:\/\/www.aakash.ac.in\/blog\/web-stories\/"},{"@type":"ListItem","position":3,"name":"In Given Rectangle ABCD, \u2220APB = 100\u00b0. Find the value of x"}]},{"@type":"WebSite","@id":"https:\/\/www.aakash.ac.in\/blog\/#website","url":"https:\/\/www.aakash.ac.in\/blog\/","name":"Aakash Blog","description":"Medical, IIT-JEE &amp; Foundations","potentialAction":[{"@type":"SearchAction","target":{"@type":"EntryPoint","urlTemplate":"https:\/\/www.aakash.ac.in\/blog\/?s={search_term_string}"},"query-input":{"@type":"PropertyValueSpecification","valueRequired":true,"valueName":"search_term_string"}}],"inLanguage":"en-US"},{"@type":"Person","@id":"https:\/\/www.aakash.ac.in\/blog\/#\/schema\/person\/cf47f7cea4939aa1d6f7066a7d62eff9","name":"Team @Aakash","image":{"@type":"ImageObject","inLanguage":"en-US","@id":"https:\/\/www.aakash.ac.in\/blog\/#\/schema\/person\/image\/","url":"https:\/\/secure.gravatar.com\/avatar\/8e3389fb55661953db09dd08e8c113cb006c80494aef17a284c4a0a00976005f?s=96&d=mm&r=g","contentUrl":"https:\/\/secure.gravatar.com\/avatar\/8e3389fb55661953db09dd08e8c113cb006c80494aef17a284c4a0a00976005f?s=96&d=mm&r=g","caption":"Team @Aakash"},"sameAs":["https:\/\/x.com\/aksblog"],"url":"https:\/\/www.aakash.ac.in\/blog\/author\/aksblog\/"}]}},"story_data":{"version":46,"pages":[{"elements":[{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"x":1,"y":1,"width":1,"height":1,"mask":{"type":"rectangle"},"isBackground":true,"isDefaultBackground":true,"type":"shape","id":"9b18fd17-f68a-4e6a-b4d3-1e2c18513d05","basedOn":"5cc6ef70-5d37-4d26-ac07-6a60403db507"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"backgroundColor":{"color":{"r":85,"g":106,"b":163}},"type":"shape","x":50,"y":399,"width":311,"height":137,"mask":{"type":"rectangle"},"id":"a59ca2d1-4cb3-4bfb-8fe9-f972f2020248","border":{"locked":true,"color":{"color":{"r":255,"g":255,"b":255}},"left":4,"right":4,"top":4,"bottom":4},"borderRadius":{"locked":true,"topLeft":30,"topRight":30,"bottomRight":30,"bottomLeft":30},"basedOn":"cc88b92e-4826-4680-a163-d33452008e06"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":108,"focalX":49.679807151247886,"focalY":54.15067462384502,"resource":{"type":"image","mimeType":"image\/jpeg","width":850,"height":1800,"sizes":{"medium":{"file":"maths-triangle-math-142x300.jpg","width":142,"height":300,"filesize":4097,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-142x300.jpg"},"large":{"file":"maths-triangle-math-484x1024.jpg","width":484,"height":1024,"filesize":20636,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-484x1024.jpg"},"thumbnail":{"file":"maths-triangle-math-150x150.jpg","width":150,"height":150,"filesize":3752,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-150x150.jpg"},"medium_large":{"file":"maths-triangle-math-768x1626.jpg","width":768,"height":1626,"filesize":42469,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-768x1626.jpg"},"1536x1536":{"file":"maths-triangle-math-725x1536.jpg","width":725,"height":1536,"filesize":39515,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-725x1536.jpg"},"web-stories-poster-portrait":{"file":"maths-triangle-math-640x853.jpg","width":640,"height":853,"filesize":25658,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-640x853.jpg"},"web-stories-publisher-logo":{"file":"maths-triangle-math-96x96.jpg","width":96,"height":96,"filesize":2238,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-96x96.jpg"},"web-stories-thumbnail":{"file":"maths-triangle-math-150x318.jpg","width":150,"height":318,"filesize":4339,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-150x318.jpg"},"jnews-360x180":{"file":"maths-triangle-math-360x180.jpg","width":360,"height":180,"filesize":8279,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-360x180.jpg"},"jnews-750x375":{"file":"maths-triangle-math-750x375.jpg","width":750,"height":375,"filesize":21148,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-750x375.jpg"},"jnews-1140x570":{"file":"maths-triangle-math-850x570.jpg","width":850,"height":570,"filesize":32089,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-850x570.jpg"},"jnews-1200x600":{"file":"maths-triangle-math-850x600.jpg","width":850,"height":600,"filesize":32385,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-850x600.jpg"},"jnews-120x86":{"file":"maths-triangle-math-120x86.jpg","width":120,"height":86,"filesize":2798,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-120x86.jpg"},"jnews-350x250":{"file":"maths-triangle-math-350x250.jpg","width":350,"height":250,"filesize":10168,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-350x250.jpg"},"jnews-750x536":{"file":"maths-triangle-math-750x536.jpg","width":750,"height":536,"filesize":26272,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-750x536.jpg"},"jnews-1140x815":{"file":"maths-triangle-math-850x815.jpg","width":850,"height":815,"filesize":36745,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-850x815.jpg"},"jnews-1200x900":{"file":"maths-triangle-math-850x900.jpg","width":850,"height":900,"filesize":38951,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-850x900.jpg"},"jnews-360x504":{"file":"maths-triangle-math-360x504.jpg","width":360,"height":504,"filesize":12109,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-360x504.jpg"},"jnews-75x75":{"file":"maths-triangle-math-75x75.jpg","width":75,"height":75,"filesize":1778,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-75x75.jpg"},"jnews-350x350":{"file":"maths-triangle-math-350x350.jpg","width":350,"height":350,"filesize":10950,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-350x350.jpg"},"jnews-featured-750":{"file":"maths-triangle-math-750x1588.jpg","width":750,"height":1588,"filesize":40494,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-750x1588.jpg"},"full":{"file":"maths-triangle-math.jpg","width":850,"height":1800,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math.jpg"}},"isPlaceholder":false,"isExternal":false,"needsProxy":false,"baseColor":"#1e1e1e","blurHash":"U5S~x5t7%Mt7xufQWBfQ~qayIUofIUfQt7fQ","creationDate":"2022-12-20T09:04:28.000Z","src":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math.jpg","id":255437,"alt":"maths-triangle-math","local":false},"type":"image","x":57.5,"y":75,"width":297,"height":234,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"id":"31d0a519-267d-4991-8efe-b2624a2623d4","basedOn":"ea3e1b2f-be61-4b1d-8a51-c9038b3026f1"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"backgroundColor":{"color":{"r":237,"g":246,"b":246}},"type":"shape","x":71,"y":416,"width":271,"height":103,"mask":{"type":"rectangle"},"border":{"locked":true,"color":{"color":{"r":0,"g":0,"b":0}},"left":1,"right":1,"top":1,"bottom":1},"borderRadius":{"locked":true,"topLeft":30,"topRight":30,"bottomRight":30,"bottomLeft":30},"basedOn":"5639af57-813b-49ec-b047-be5d5025cb3a","id":"b7b2ef0b-f857-4522-93cd-4cc2bc35773e"},{"x":53,"y":336,"basedOn":"0ef50ca6-f944-4465-978b-98b2c737a50d","opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":14,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.2,"textAlign":"left","padding":{"locked":true,"horizontal":0,"vertical":0},"type":"text","content":"<span style=\"color: #edf6f6\">By Team Aakash Byju's | 31st December 2022<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"width":339,"height":17,"marginOffset":-4.530859374999999,"id":"908c6990-982c-43cc-8ac5-358ffbb85e58"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":100,"focalX":50,"focalY":50,"resource":{"baseColor":"#cdebf8","blurHash":"UFApFSoz00W=W?fQNHaz00ay|,jY={jtn$oL","type":"image","mimeType":"image\/png","creationDate":"2022-08-02T06:04:58","src":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/08\/Aakash-Icon-Blue-PNG.png","width":96,"height":96,"id":224645,"alt":"Aakash Icon Blue PNG","sizes":{"jnews-120x86":{"file":"Aakash-Icon-Blue-PNG-96x86.png","width":96,"height":86,"mimeType":"image\/png","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/08\/Aakash-Icon-Blue-PNG-96x86.png"},"jnews-75x75":{"file":"Aakash-Icon-Blue-PNG-75x75.png","width":75,"height":75,"mimeType":"image\/png","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/08\/Aakash-Icon-Blue-PNG-75x75.png"},"full":{"file":"Aakash-Icon-Blue-PNG.png","width":96,"height":96,"mimeType":"image\/png","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/08\/Aakash-Icon-Blue-PNG.png"}},"isPlaceholder":false,"isOptimized":false,"isMuted":false,"isExternal":false,"needsProxy":false},"type":"image","x":48,"y":9,"width":41,"height":41,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"basedOn":"8c419d1c-5f1b-4e1c-a969-f41fb672b419","id":"a94e7914-2951-460f-984a-ae8c5b19ec77"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":18,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.2,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"In the given figure, ABCD is a rectangle in which <span style=\"font-weight: 700\">\u2220<\/span>APB = 100\u00b0. Find the value of x.","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":86,"y":424,"width":199,"height":87,"basedOn":"bf049d75-22e6-4b2b-a383-9dd218c87a74","id":"a903540e-c985-4c9f-8fe5-fbf8668e181c","tagName":"h1"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":100,"focalX":49.73856175416861,"focalY":52.296463887395795,"resource":{"type":"image","mimeType":"image\/png","width":1218,"height":2413,"sizes":{"medium":{"file":"q-and-a-31-151x300.png","width":151,"height":300,"filesize":40022,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-151x300.png"},"large":{"file":"q-and-a-31-517x1024.png","width":517,"height":1024,"filesize":348718,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-517x1024.png"},"thumbnail":{"file":"q-and-a-31-150x150.png","width":150,"height":150,"filesize":23457,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-150x150.png"},"medium_large":{"file":"q-and-a-31-768x1521.png","width":768,"height":1521,"filesize":654929,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-768x1521.png"},"1536x1536":{"file":"q-and-a-31-775x1536.png","width":775,"height":1536,"filesize":720703,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-775x1536.png"},"2048x2048":{"file":"q-and-a-31-1034x2048.png","width":1034,"height":2048,"filesize":1204578,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-1034x2048.png"},"web-stories-poster-portrait":{"file":"q-and-a-31-640x853.png","width":640,"height":853,"filesize":409421,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-640x853.png"},"web-stories-publisher-logo":{"file":"q-and-a-31-96x96.png","width":96,"height":96,"filesize":10563,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-96x96.png"},"web-stories-thumbnail":{"file":"q-and-a-31-150x297.png","width":150,"height":297,"filesize":39242,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-150x297.png"},"jnews-360x180":{"file":"q-and-a-31-360x180.png","width":360,"height":180,"filesize":50286,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-360x180.png"},"jnews-750x375":{"file":"q-and-a-31-750x375.png","width":750,"height":375,"filesize":190527,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-750x375.png"},"jnews-1140x570":{"file":"q-and-a-31-1140x570.png","width":1140,"height":570,"filesize":409644,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-1140x570.png"},"jnews-1200x600":{"file":"q-and-a-31-1200x600.png","width":1200,"height":600,"filesize":424676,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-1200x600.png"},"jnews-120x86":{"file":"q-and-a-31-120x86.png","width":120,"height":86,"filesize":10859,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-120x86.png"},"jnews-350x250":{"file":"q-and-a-31-350x250.png","width":350,"height":250,"filesize":68187,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-350x250.png"},"jnews-750x536":{"file":"q-and-a-31-750x536.png","width":750,"height":536,"filesize":283301,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-750x536.png"},"jnews-1140x815":{"file":"q-and-a-31-1140x815.png","width":1140,"height":815,"filesize":592450,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-1140x815.png"},"jnews-1200x900":{"file":"q-and-a-31-1200x900.png","width":1200,"height":900,"filesize":639809,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-1200x900.png"},"jnews-360x504":{"file":"q-and-a-31-360x504.png","width":360,"height":504,"filesize":144829,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-360x504.png"},"jnews-75x75":{"file":"q-and-a-31-75x75.png","width":75,"height":75,"filesize":7805,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-75x75.png"},"jnews-350x350":{"file":"q-and-a-31-350x350.png","width":350,"height":350,"filesize":100494,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-350x350.png"},"jnews-featured-750":{"file":"q-and-a-31-750x1486.png","width":750,"height":1486,"filesize":668867,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-750x1486.png"},"jnews-featured-1140":{"file":"q-and-a-31-1140x2258.png","width":1140,"height":2258,"filesize":1430815,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-1140x2258.png"},"jnews-featured-1200":{"file":"q-and-a-31-1200x2377.png","width":1200,"height":2377,"filesize":1561268,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31-1200x2377.png"},"full":{"file":"q-and-a-31.png","width":1218,"height":2413,"mimeType":"image\/png","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31.png"}},"isPlaceholder":false,"isExternal":false,"needsProxy":false,"baseColor":"#d4ab8c","blurHash":"UGEnkqI@0M$+%f-V$+K50#XT}@w]02tQtk$j","creationDate":"2022-12-15T06:20:28.000Z","src":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/q-and-a-31.png","id":254431,"alt":"q and a-31","local":false},"type":"image","x":281,"y":420,"width":45,"height":88,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"basedOn":"1a2eb267-4cc0-41b1-b501-6c3f45c5df4c","id":"8425fdc0-d685-47a7-8ab0-73ed1adfc10c"}],"animations":[],"id":"fe38a4d8-7f0e-4ac1-b7f0-129946ead27f","backgroundColor":{"color":{"r":132,"g":43,"b":129}},"type":"page","image":{"id":247575,"height":900,"width":600,"url":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/web-stories-page-template-247570.jpg","needsProxy":false,"isExternal":false},"defaultBackgroundElement":{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"x":1,"y":1,"width":1,"height":1,"mask":{"type":"rectangle"},"isBackground":true,"isDefaultBackground":true,"type":"shape","id":"97fef2c4-ed14-4462-a5a7-4c9200b703be","basedOn":"e691b918-53fd-43c3-93df-b723fdeba255"}},{"elements":[{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"x":1,"y":1,"width":1,"height":1,"mask":{"type":"rectangle"},"isBackground":true,"isDefaultBackground":true,"type":"shape","id":"ed6d1c58-bb61-4563-8fef-a3b584682d79","basedOn":"c9b5b156-0eeb-4cc7-863f-4f57aa8e5362"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":18,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.2,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"<span style=\"color: #edf6f6\">The value of x in the given image is <\/span><span style=\"font-weight: 700; color: #edf6f6\">50\u00b0<\/span><span style=\"color: #edf6f6\">.<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":61,"y":24,"width":314,"height":44,"basedOn":"eb57ee9b-0124-4f15-b7e1-c642669a1e5e","marginOffset":-7.069042968749997,"id":"014a8886-8b0b-48ac-95ed-b2fbda2eca8d"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":100,"focalX":50.087713735388505,"focalY":61.269146777543284,"resource":{"type":"image","mimeType":"image\/jpeg","width":850,"height":1800,"sizes":{"medium":{"file":"maths-triangle-math-1-142x300.jpg","width":142,"height":300,"filesize":3740,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-142x300.jpg"},"large":{"file":"maths-triangle-math-1-484x1024.jpg","width":484,"height":1024,"filesize":19104,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-484x1024.jpg"},"thumbnail":{"file":"maths-triangle-math-1-150x150.jpg","width":150,"height":150,"filesize":3456,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x150.jpg"},"medium_large":{"file":"maths-triangle-math-1-768x1626.jpg","width":768,"height":1626,"filesize":38467,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-768x1626.jpg"},"1536x1536":{"file":"maths-triangle-math-1-725x1536.jpg","width":725,"height":1536,"filesize":35904,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-725x1536.jpg"},"web-stories-poster-portrait":{"file":"maths-triangle-math-1-640x853.jpg","width":640,"height":853,"filesize":24994,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-640x853.jpg"},"web-stories-publisher-logo":{"file":"maths-triangle-math-1-96x96.jpg","width":96,"height":96,"filesize":2103,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-96x96.jpg"},"web-stories-thumbnail":{"file":"maths-triangle-math-1-150x318.jpg","width":150,"height":318,"filesize":3725,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x318.jpg"},"jnews-360x180":{"file":"maths-triangle-math-1-360x180.jpg","width":360,"height":180,"filesize":7730,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-360x180.jpg"},"jnews-750x375":{"file":"maths-triangle-math-1-750x375.jpg","width":750,"height":375,"filesize":18632,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x375.jpg"},"jnews-1140x570":{"file":"maths-triangle-math-1-850x570.jpg","width":850,"height":570,"filesize":30243,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x570.jpg"},"jnews-1200x600":{"file":"maths-triangle-math-1-850x600.jpg","width":850,"height":600,"filesize":31017,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x600.jpg"},"jnews-120x86":{"file":"maths-triangle-math-1-120x86.jpg","width":120,"height":86,"filesize":2688,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-120x86.jpg"},"jnews-350x250":{"file":"maths-triangle-math-1-350x250.jpg","width":350,"height":250,"filesize":9501,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-350x250.jpg"},"jnews-750x536":{"file":"maths-triangle-math-1-750x536.jpg","width":750,"height":536,"filesize":23726,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x536.jpg"},"jnews-1140x815":{"file":"maths-triangle-math-1-850x815.jpg","width":850,"height":815,"filesize":33478,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x815.jpg"},"jnews-1200x900":{"file":"maths-triangle-math-1-850x900.jpg","width":850,"height":900,"filesize":36022,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x900.jpg"},"jnews-360x504":{"file":"maths-triangle-math-1-360x504.jpg","width":360,"height":504,"filesize":10740,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-360x504.jpg"},"jnews-75x75":{"file":"maths-triangle-math-1-75x75.jpg","width":75,"height":75,"filesize":1715,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-75x75.jpg"},"jnews-350x350":{"file":"maths-triangle-math-1-350x350.jpg","width":350,"height":350,"filesize":9429,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-350x350.jpg"},"jnews-featured-750":{"file":"maths-triangle-math-1-750x1588.jpg","width":750,"height":1588,"filesize":37935,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x1588.jpg"},"full":{"file":"maths-triangle-math-1.jpg","width":850,"height":1800,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg"}},"isPlaceholder":false,"isExternal":false,"needsProxy":false,"baseColor":"#e0e0e0","blurHash":"U5T9L#t7-;t7xuj[WBfQ~qj[IUofIUayt7fQ","creationDate":"2022-12-20T09:04:31.000Z","src":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg","id":255438,"alt":"maths-triangle-math-1","local":false},"type":"image","x":-10.5,"y":245,"width":457,"height":520,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"resizeWidth":131.03883,"resizeHeight":158,"basedOn":"56d612c5-d180-4b56-b05d-94ede6004e80","id":"ea8f8967-f3e0-4f97-88b3-f4637d07173d"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"backgroundColor":{"color":{"r":237,"g":246,"b":246}},"type":"shape","x":319,"y":364,"width":20,"height":33,"mask":{"type":"rectangle"},"id":"c46b463b-cab5-4197-8137-924d44db8005"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":15,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.2,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"<span style=\"font-weight: 700\">x<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":309,"y":337,"width":20,"height":19,"id":"81d15abb-96f9-459f-b7a2-e1316618fec7"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":15,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.2,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"<span style=\"font-weight: 700\">50\u00b0<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":311,"y":365,"width":27,"height":19,"basedOn":"81d15abb-96f9-459f-b7a2-e1316618fec7","id":"0a49a620-0a34-4e48-afba-eb921696cb5b"}],"animations":[{"id":"78a81f40-ac93-4d1e-9d71-2e6692cf5ab1","type":"effect-fly-in","targets":["014a8886-8b0b-48ac-95ed-b2fbda2eca8d"],"flyInDir":"leftToRight","duration":1200,"delay":0}],"id":"89020882-d793-4419-be80-0af0957d1e38","backgroundColor":{"color":{"r":132,"g":43,"b":129}},"type":"page","image":{"id":239455,"height":600,"width":400,"url":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/10\/web-stories-page-template-239454.jpg"},"pregeneratedPageDataUrl":"data:image\/jpeg;base64,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"},{"elements":[{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":100,"focalX":50,"focalY":50,"resource":{"type":"image","mimeType":"image\/jpeg","width":720,"height":1280,"sizes":{"medium":{"file":"foundation-4.3-169x300.jpg","width":169,"height":300,"filesize":12384,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-169x300.jpg"},"large":{"file":"foundation-4.3-576x1024.jpg","width":576,"height":1024,"filesize":67367,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-576x1024.jpg"},"thumbnail":{"file":"foundation-4.3-150x150.jpg","width":150,"height":150,"filesize":8421,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-150x150.jpg"},"web-stories-poster-portrait":{"file":"foundation-4.3-640x853.jpg","width":640,"height":853,"filesize":71179,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-640x853.jpg"},"web-stories-publisher-logo":{"file":"foundation-4.3-96x96.jpg","width":96,"height":96,"filesize":4456,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-96x96.jpg"},"web-stories-thumbnail":{"file":"foundation-4.3-150x267.jpg","width":150,"height":267,"filesize":10469,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-150x267.jpg"},"jnews-360x180":{"file":"foundation-4.3-360x180.jpg","width":360,"height":180,"filesize":15804,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-360x180.jpg"},"jnews-750x375":{"file":"foundation-4.3-720x375.jpg","width":720,"height":375,"filesize":40750,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-720x375.jpg"},"jnews-1140x570":{"file":"foundation-4.3-720x570.jpg","width":720,"height":570,"filesize":57389,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-720x570.jpg"},"jnews-1200x600":{"file":"foundation-4.3-720x600.jpg","width":720,"height":600,"filesize":58922,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-720x600.jpg"},"jnews-120x86":{"file":"foundation-4.3-120x86.jpg","width":120,"height":86,"filesize":4912,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-120x86.jpg"},"jnews-350x250":{"file":"foundation-4.3-350x250.jpg","width":350,"height":250,"filesize":20276,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-350x250.jpg"},"jnews-750x536":{"file":"foundation-4.3-720x536.jpg","width":720,"height":536,"filesize":55332,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-720x536.jpg"},"jnews-1140x815":{"file":"foundation-4.3-720x815.jpg","width":720,"height":815,"filesize":82144,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-720x815.jpg"},"jnews-1200x900":{"file":"foundation-4.3-720x900.jpg","width":720,"height":900,"filesize":87212,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-720x900.jpg"},"jnews-360x504":{"file":"foundation-4.3-360x504.jpg","width":360,"height":504,"filesize":35440,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-360x504.jpg"},"jnews-75x75":{"file":"foundation-4.3-75x75.jpg","width":75,"height":75,"filesize":3291,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-75x75.jpg"},"jnews-350x350":{"file":"foundation-4.3-350x350.jpg","width":350,"height":350,"filesize":26286,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3-350x350.jpg"},"full":{"file":"foundation-4.3.jpg","width":720,"height":1280,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3.jpg"}},"isPlaceholder":false,"isExternal":false,"needsProxy":false,"baseColor":"#10aee5","blurHash":"UyFjgAV?S6kXpyayWBoI5Bo#WBWAt1odS5R.","creationDate":"2022-12-26T10:52:24","src":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/foundation-4.3.jpg","id":256422,"alt":"foundation 4.3","local":false},"type":"image","x":48,"y":0,"width":330,"height":586,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"id":"3281c18e-a00e-4f07-aedf-83cf24b4c5c1","isBackground":true}],"animations":[{"id":"0f1487b4-8de4-4361-8c89-d3b452fdcd83","type":"effect-background-pan-and-zoom","duration":2000,"delay":0,"zoomDirection":"scaleOut","targets":["3281c18e-a00e-4f07-aedf-83cf24b4c5c1"]}],"id":"a7828f82-ad9a-42cd-bb6d-92458f200afa","backgroundColor":{"color":{"r":255,"g":255,"b":255}},"type":"page","defaultBackgroundElement":{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"x":1,"y":1,"width":1,"height":1,"mask":{"type":"rectangle"},"isBackground":true,"isDefaultBackground":true,"type":"shape","id":"177b94c5-44ea-480c-8982-7b9df3c84ffc"},"pageAttachment":{"url":"https:\/\/byjus.com\/aakash-byjus-free-trial-class\/?utm_source=seobanner&utm_medium=3rd-webstory&utm_campaign=freeliveclasses","icon":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/10\/logo.png","needsProxy":false,"theme":"light","ctaText":"Book A Trial Class"},"image":{"id":238109,"height":600,"width":400,"url":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/10\/web-stories-page-template-238108.jpg","needsProxy":false,"isExternal":false}},{"elements":[{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"x":1,"y":1,"width":1,"height":1,"mask":{"type":"rectangle"},"isBackground":true,"isDefaultBackground":true,"type":"shape","id":"6927beed-746d-4a9d-b204-6191bcbd932f","basedOn":"ed6d1c58-bb61-4563-8fef-a3b584682d79"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":18,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.3,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"<span style=\"color: #edf6f6\">Given that the image ABCD represents a rectangle. It is known that the diagonals of a rectangle are congruent and bisect each other.<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":50,"y":23,"width":314,"height":115,"basedOn":"014a8886-8b0b-48ac-95ed-b2fbda2eca8d","marginOffset":-7.069042968749997,"id":"f0b540ae-3060-4425-9196-aee2b74a36ea"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":100,"focalX":50.0877137353885,"focalY":53.33900645260542,"resource":{"baseColor":"#141414","blurHash":"","type":"image","mimeType":"image\/jpeg","creationDate":"2022-11-17T06:57:50","src":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg","width":850,"height":1800,"id":246612,"alt":"D is a Point on the Side BC of a \u25b3ABC such that AD bisects \u25b3BAC","sizes":{"medium":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-142x300.jpg","width":142,"height":300,"filesize":3098,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-142x300.jpg"},"large":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-484x1024.jpg","width":484,"height":1024,"filesize":15523,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-484x1024.jpg"},"thumbnail":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x150.jpg","width":150,"height":150,"filesize":2763,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x150.jpg"},"medium_large":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-768x1626.jpg","width":768,"height":1626,"filesize":31612,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-768x1626.jpg"},"1536x1536":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-725x1536.jpg","width":725,"height":1536,"filesize":30239,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-725x1536.jpg"},"web-stories-poster-portrait":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-640x853.jpg","width":640,"height":853,"filesize":19214,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-640x853.jpg"},"web-stories-publisher-logo":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-96x96.jpg","width":96,"height":96,"filesize":1738,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-96x96.jpg"},"web-stories-thumbnail":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x318.jpg","width":150,"height":318,"filesize":2963,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x318.jpg"},"jnews-360x180":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x180.jpg","width":360,"height":180,"filesize":6047,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x180.jpg"},"jnews-750x375":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x375.jpg","width":750,"height":375,"filesize":15965,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x375.jpg"},"jnews-1140x570":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x570.jpg","width":850,"height":570,"filesize":22046,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x570.jpg"},"jnews-1200x600":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x600.jpg","width":850,"height":600,"filesize":23406,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x600.jpg"},"jnews-120x86":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-120x86.jpg","width":120,"height":86,"filesize":2012,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-120x86.jpg"},"jnews-350x250":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x250.jpg","width":350,"height":250,"filesize":6522,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x250.jpg"},"jnews-750x536":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x536.jpg","width":750,"height":536,"filesize":18625,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x536.jpg"},"jnews-1140x815":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x815.jpg","width":850,"height":815,"filesize":25901,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x815.jpg"},"jnews-1200x900":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x900.jpg","width":850,"height":900,"filesize":27144,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x900.jpg"},"jnews-360x504":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x504.jpg","width":360,"height":504,"filesize":8031,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x504.jpg"},"jnews-75x75":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-75x75.jpg","width":75,"height":75,"filesize":1401,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-75x75.jpg"},"jnews-350x350":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x350.jpg","width":350,"height":350,"filesize":7383,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x350.jpg"},"jnews-featured-750":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x1588.jpg","width":750,"height":1588,"filesize":31488,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x1588.jpg"},"full":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg","width":850,"height":1800,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg"}},"isPlaceholder":false,"isOptimized":false,"isMuted":false,"isExternal":false,"needsProxy":false},"type":"image","x":-10.5,"y":245,"width":457,"height":520,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"resizeWidth":131.03883,"resizeHeight":158,"basedOn":"01f12336-e393-4583-a114-401c63267ec0","id":"0e5e74b7-0a21-4ef5-a23a-c50c4487ecbd"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":100,"focalX":50.0665056430805,"focalY":62.521274197270316,"resource":{"type":"image","mimeType":"image\/jpeg","width":850,"height":1800,"sizes":{"medium":{"file":"maths-triangle-math-1-142x300.jpg","width":142,"height":300,"filesize":3740,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-142x300.jpg"},"large":{"file":"maths-triangle-math-1-484x1024.jpg","width":484,"height":1024,"filesize":19104,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-484x1024.jpg"},"thumbnail":{"file":"maths-triangle-math-1-150x150.jpg","width":150,"height":150,"filesize":3456,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x150.jpg"},"medium_large":{"file":"maths-triangle-math-1-768x1626.jpg","width":768,"height":1626,"filesize":38467,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-768x1626.jpg"},"1536x1536":{"file":"maths-triangle-math-1-725x1536.jpg","width":725,"height":1536,"filesize":35904,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-725x1536.jpg"},"web-stories-poster-portrait":{"file":"maths-triangle-math-1-640x853.jpg","width":640,"height":853,"filesize":24994,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-640x853.jpg"},"web-stories-publisher-logo":{"file":"maths-triangle-math-1-96x96.jpg","width":96,"height":96,"filesize":2103,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-96x96.jpg"},"web-stories-thumbnail":{"file":"maths-triangle-math-1-150x318.jpg","width":150,"height":318,"filesize":3725,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x318.jpg"},"jnews-360x180":{"file":"maths-triangle-math-1-360x180.jpg","width":360,"height":180,"filesize":7730,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-360x180.jpg"},"jnews-750x375":{"file":"maths-triangle-math-1-750x375.jpg","width":750,"height":375,"filesize":18632,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x375.jpg"},"jnews-1140x570":{"file":"maths-triangle-math-1-850x570.jpg","width":850,"height":570,"filesize":30243,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x570.jpg"},"jnews-1200x600":{"file":"maths-triangle-math-1-850x600.jpg","width":850,"height":600,"filesize":31017,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x600.jpg"},"jnews-120x86":{"file":"maths-triangle-math-1-120x86.jpg","width":120,"height":86,"filesize":2688,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-120x86.jpg"},"jnews-350x250":{"file":"maths-triangle-math-1-350x250.jpg","width":350,"height":250,"filesize":9501,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-350x250.jpg"},"jnews-750x536":{"file":"maths-triangle-math-1-750x536.jpg","width":750,"height":536,"filesize":23726,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x536.jpg"},"jnews-1140x815":{"file":"maths-triangle-math-1-850x815.jpg","width":850,"height":815,"filesize":33478,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x815.jpg"},"jnews-1200x900":{"file":"maths-triangle-math-1-850x900.jpg","width":850,"height":900,"filesize":36022,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x900.jpg"},"jnews-360x504":{"file":"maths-triangle-math-1-360x504.jpg","width":360,"height":504,"filesize":10740,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-360x504.jpg"},"jnews-75x75":{"file":"maths-triangle-math-1-75x75.jpg","width":75,"height":75,"filesize":1715,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-75x75.jpg"},"jnews-350x350":{"file":"maths-triangle-math-1-350x350.jpg","width":350,"height":350,"filesize":9429,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-350x350.jpg"},"jnews-featured-750":{"file":"maths-triangle-math-1-750x1588.jpg","width":750,"height":1588,"filesize":37935,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x1588.jpg"},"full":{"file":"maths-triangle-math-1.jpg","width":850,"height":1800,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg"}},"isPlaceholder":false,"isExternal":false,"needsProxy":false,"baseColor":"#e0e0e0","blurHash":"U5T9L#t7-;t7xuj[WBfQ~qj[IUofIUayt7fQ","creationDate":"2022-12-20T09:04:31.000Z","src":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg","id":255438,"alt":"maths-triangle-math-1","local":false},"type":"image","x":-20.5,"y":245,"width":457,"height":520,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"resizeWidth":131.03883,"resizeHeight":158,"basedOn":"56d612c5-d180-4b56-b05d-94ede6004e80","id":"a898a034-b8e5-49cc-b3ed-b2d740246ae9"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":15,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.2,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"AC = BD","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":186,"y":543,"width":64,"height":19,"id":"1a72561d-3633-4117-86c3-631eb1825f76"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":15,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.2,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"=&gt;AP = PC = DP = PB","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":140,"y":568,"width":156,"height":19,"basedOn":"1a72561d-3633-4117-86c3-631eb1825f76","id":"53ed4678-096e-4b0c-b96d-b005a9eb3788"}],"animations":[{"id":"8d0cf10d-e494-4827-a5d0-38e5c49aff74","type":"effect-fly-in","targets":["f0b540ae-3060-4425-9196-aee2b74a36ea"],"flyInDir":"leftToRight","duration":1200,"delay":0}],"id":"237e0316-7515-4ef2-a806-98e36bd67d23","backgroundColor":{"color":{"r":132,"g":43,"b":129}},"type":"page","image":{"id":239455,"height":600,"width":400,"url":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/10\/web-stories-page-template-239454.jpg"},"pregeneratedPageDataUrl":"data:image\/jpeg;base64,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"},{"elements":[{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"x":1,"y":1,"width":1,"height":1,"mask":{"type":"rectangle"},"isBackground":true,"isDefaultBackground":true,"type":"shape","id":"0baf36c8-8b88-4937-849d-cb59869c1ab5","basedOn":"6927beed-746d-4a9d-b204-6191bcbd932f"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":18,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.3,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"<span style=\"color: #edf6f6\">We know that the sum of all interior angles of a triangle is 180\u00b0.<\/span>\n<span style=\"color: #edf6f6\">Also in \u0394APB, AP = PB and the opposite angles of these sides are equal we can write<\/span>\n<span style=\"color: #edf6f6\">\u2220ABP = \u2220PAB<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":50,"y":23,"width":314,"height":139,"basedOn":"f0b540ae-3060-4425-9196-aee2b74a36ea","marginOffset":-7.069042968749997,"id":"9a3ddc03-3ecf-4e6f-bb11-e34be5200260"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":100,"focalX":50.0877137353885,"focalY":53.33900645260542,"resource":{"baseColor":"#141414","blurHash":"","type":"image","mimeType":"image\/jpeg","creationDate":"2022-11-17T06:57:50","src":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg","width":850,"height":1800,"id":246612,"alt":"D is a Point on the Side BC of a \u25b3ABC such that AD bisects \u25b3BAC","sizes":{"medium":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-142x300.jpg","width":142,"height":300,"filesize":3098,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-142x300.jpg"},"large":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-484x1024.jpg","width":484,"height":1024,"filesize":15523,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-484x1024.jpg"},"thumbnail":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x150.jpg","width":150,"height":150,"filesize":2763,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x150.jpg"},"medium_large":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-768x1626.jpg","width":768,"height":1626,"filesize":31612,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-768x1626.jpg"},"1536x1536":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-725x1536.jpg","width":725,"height":1536,"filesize":30239,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-725x1536.jpg"},"web-stories-poster-portrait":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-640x853.jpg","width":640,"height":853,"filesize":19214,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-640x853.jpg"},"web-stories-publisher-logo":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-96x96.jpg","width":96,"height":96,"filesize":1738,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-96x96.jpg"},"web-stories-thumbnail":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x318.jpg","width":150,"height":318,"filesize":2963,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x318.jpg"},"jnews-360x180":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x180.jpg","width":360,"height":180,"filesize":6047,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x180.jpg"},"jnews-750x375":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x375.jpg","width":750,"height":375,"filesize":15965,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x375.jpg"},"jnews-1140x570":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x570.jpg","width":850,"height":570,"filesize":22046,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x570.jpg"},"jnews-1200x600":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x600.jpg","width":850,"height":600,"filesize":23406,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x600.jpg"},"jnews-120x86":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-120x86.jpg","width":120,"height":86,"filesize":2012,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-120x86.jpg"},"jnews-350x250":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x250.jpg","width":350,"height":250,"filesize":6522,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x250.jpg"},"jnews-750x536":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x536.jpg","width":750,"height":536,"filesize":18625,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x536.jpg"},"jnews-1140x815":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x815.jpg","width":850,"height":815,"filesize":25901,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x815.jpg"},"jnews-1200x900":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x900.jpg","width":850,"height":900,"filesize":27144,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x900.jpg"},"jnews-360x504":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x504.jpg","width":360,"height":504,"filesize":8031,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x504.jpg"},"jnews-75x75":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-75x75.jpg","width":75,"height":75,"filesize":1401,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-75x75.jpg"},"jnews-350x350":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x350.jpg","width":350,"height":350,"filesize":7383,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x350.jpg"},"jnews-featured-750":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x1588.jpg","width":750,"height":1588,"filesize":31488,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x1588.jpg"},"full":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg","width":850,"height":1800,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg"}},"isPlaceholder":false,"isOptimized":false,"isMuted":false,"isExternal":false,"needsProxy":false},"type":"image","x":-10.5,"y":245,"width":457,"height":520,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"resizeWidth":131.03883,"resizeHeight":158,"basedOn":"0e5e74b7-0a21-4ef5-a23a-c50c4487ecbd","id":"85e8c589-2bba-4e7c-9076-200a6a7f917e"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":100,"focalX":50.087713735388505,"focalY":61.269146777543284,"resource":{"type":"image","mimeType":"image\/jpeg","width":850,"height":1800,"sizes":{"medium":{"file":"maths-triangle-math-1-142x300.jpg","width":142,"height":300,"filesize":3740,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-142x300.jpg"},"large":{"file":"maths-triangle-math-1-484x1024.jpg","width":484,"height":1024,"filesize":19104,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-484x1024.jpg"},"thumbnail":{"file":"maths-triangle-math-1-150x150.jpg","width":150,"height":150,"filesize":3456,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x150.jpg"},"medium_large":{"file":"maths-triangle-math-1-768x1626.jpg","width":768,"height":1626,"filesize":38467,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-768x1626.jpg"},"1536x1536":{"file":"maths-triangle-math-1-725x1536.jpg","width":725,"height":1536,"filesize":35904,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-725x1536.jpg"},"web-stories-poster-portrait":{"file":"maths-triangle-math-1-640x853.jpg","width":640,"height":853,"filesize":24994,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-640x853.jpg"},"web-stories-publisher-logo":{"file":"maths-triangle-math-1-96x96.jpg","width":96,"height":96,"filesize":2103,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-96x96.jpg"},"web-stories-thumbnail":{"file":"maths-triangle-math-1-150x318.jpg","width":150,"height":318,"filesize":3725,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x318.jpg"},"jnews-360x180":{"file":"maths-triangle-math-1-360x180.jpg","width":360,"height":180,"filesize":7730,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-360x180.jpg"},"jnews-750x375":{"file":"maths-triangle-math-1-750x375.jpg","width":750,"height":375,"filesize":18632,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x375.jpg"},"jnews-1140x570":{"file":"maths-triangle-math-1-850x570.jpg","width":850,"height":570,"filesize":30243,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x570.jpg"},"jnews-1200x600":{"file":"maths-triangle-math-1-850x600.jpg","width":850,"height":600,"filesize":31017,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x600.jpg"},"jnews-120x86":{"file":"maths-triangle-math-1-120x86.jpg","width":120,"height":86,"filesize":2688,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-120x86.jpg"},"jnews-350x250":{"file":"maths-triangle-math-1-350x250.jpg","width":350,"height":250,"filesize":9501,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-350x250.jpg"},"jnews-750x536":{"file":"maths-triangle-math-1-750x536.jpg","width":750,"height":536,"filesize":23726,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x536.jpg"},"jnews-1140x815":{"file":"maths-triangle-math-1-850x815.jpg","width":850,"height":815,"filesize":33478,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x815.jpg"},"jnews-1200x900":{"file":"maths-triangle-math-1-850x900.jpg","width":850,"height":900,"filesize":36022,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x900.jpg"},"jnews-360x504":{"file":"maths-triangle-math-1-360x504.jpg","width":360,"height":504,"filesize":10740,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-360x504.jpg"},"jnews-75x75":{"file":"maths-triangle-math-1-75x75.jpg","width":75,"height":75,"filesize":1715,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-75x75.jpg"},"jnews-350x350":{"file":"maths-triangle-math-1-350x350.jpg","width":350,"height":350,"filesize":9429,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-350x350.jpg"},"jnews-featured-750":{"file":"maths-triangle-math-1-750x1588.jpg","width":750,"height":1588,"filesize":37935,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x1588.jpg"},"full":{"file":"maths-triangle-math-1.jpg","width":850,"height":1800,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg"}},"isPlaceholder":false,"isExternal":false,"needsProxy":false,"baseColor":"#e0e0e0","blurHash":"U5T9L#t7-;t7xuj[WBfQ~qj[IUofIUayt7fQ","creationDate":"2022-12-20T09:04:31.000Z","src":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg","id":255438,"alt":"maths-triangle-math-1","local":false},"type":"image","x":-10.5,"y":245,"width":457,"height":520,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"resizeWidth":131.03883,"resizeHeight":158,"basedOn":"56d612c5-d180-4b56-b05d-94ede6004e80","id":"1c73a182-3b3c-411b-8140-5dfae36408c1"}],"animations":[{"id":"6ee6d075-0aba-49a9-bd82-bcac2c93f4d0","type":"effect-fly-in","targets":["9a3ddc03-3ecf-4e6f-bb11-e34be5200260"],"flyInDir":"leftToRight","duration":1200,"delay":0}],"id":"436ea056-f9f3-4c93-8c39-21f4696ab2d2","backgroundColor":{"color":{"r":132,"g":43,"b":129}},"type":"page","image":{"id":239455,"height":600,"width":400,"url":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/10\/web-stories-page-template-239454.jpg"},"pregeneratedPageDataUrl":"data:image\/jpeg;base64,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"},{"elements":[{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"x":1,"y":1,"width":1,"height":1,"mask":{"type":"rectangle"},"isBackground":true,"isDefaultBackground":true,"type":"shape","id":"83958ed3-56b6-49b0-9971-00b44aaaaac9","basedOn":"0baf36c8-8b88-4937-849d-cb59869c1ab5"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":18,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.3,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"<span style=\"color: #edf6f6\">Also, \u2220APB = 100\u00b0 and&nbsp;<\/span>\n<span style=\"color: #edf6f6\">\u2220APB + \u2220ABP + \u2220PAB = 180\u00b0<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":50,"y":23,"width":314,"height":46,"basedOn":"9a3ddc03-3ecf-4e6f-bb11-e34be5200260","marginOffset":-7.069042968749997,"id":"95415538-fd16-40c7-9dc0-64feadff1e5d"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":100,"focalX":50.0877137353885,"focalY":53.33900645260542,"resource":{"baseColor":"#141414","blurHash":"","type":"image","mimeType":"image\/jpeg","creationDate":"2022-11-17T06:57:50","src":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg","width":850,"height":1800,"id":246612,"alt":"D is a Point on the Side BC of a \u25b3ABC such that AD bisects \u25b3BAC","sizes":{"medium":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-142x300.jpg","width":142,"height":300,"filesize":3098,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-142x300.jpg"},"large":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-484x1024.jpg","width":484,"height":1024,"filesize":15523,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-484x1024.jpg"},"thumbnail":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x150.jpg","width":150,"height":150,"filesize":2763,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x150.jpg"},"medium_large":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-768x1626.jpg","width":768,"height":1626,"filesize":31612,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-768x1626.jpg"},"1536x1536":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-725x1536.jpg","width":725,"height":1536,"filesize":30239,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-725x1536.jpg"},"web-stories-poster-portrait":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-640x853.jpg","width":640,"height":853,"filesize":19214,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-640x853.jpg"},"web-stories-publisher-logo":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-96x96.jpg","width":96,"height":96,"filesize":1738,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-96x96.jpg"},"web-stories-thumbnail":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x318.jpg","width":150,"height":318,"filesize":2963,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x318.jpg"},"jnews-360x180":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x180.jpg","width":360,"height":180,"filesize":6047,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x180.jpg"},"jnews-750x375":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x375.jpg","width":750,"height":375,"filesize":15965,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x375.jpg"},"jnews-1140x570":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x570.jpg","width":850,"height":570,"filesize":22046,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x570.jpg"},"jnews-1200x600":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x600.jpg","width":850,"height":600,"filesize":23406,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x600.jpg"},"jnews-120x86":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-120x86.jpg","width":120,"height":86,"filesize":2012,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-120x86.jpg"},"jnews-350x250":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x250.jpg","width":350,"height":250,"filesize":6522,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x250.jpg"},"jnews-750x536":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x536.jpg","width":750,"height":536,"filesize":18625,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x536.jpg"},"jnews-1140x815":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x815.jpg","width":850,"height":815,"filesize":25901,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x815.jpg"},"jnews-1200x900":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x900.jpg","width":850,"height":900,"filesize":27144,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x900.jpg"},"jnews-360x504":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x504.jpg","width":360,"height":504,"filesize":8031,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x504.jpg"},"jnews-75x75":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-75x75.jpg","width":75,"height":75,"filesize":1401,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-75x75.jpg"},"jnews-350x350":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x350.jpg","width":350,"height":350,"filesize":7383,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x350.jpg"},"jnews-featured-750":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x1588.jpg","width":750,"height":1588,"filesize":31488,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x1588.jpg"},"full":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg","width":850,"height":1800,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg"}},"isPlaceholder":false,"isOptimized":false,"isMuted":false,"isExternal":false,"needsProxy":false},"type":"image","x":-10.5,"y":245,"width":457,"height":520,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"resizeWidth":131.03883,"resizeHeight":158,"basedOn":"85e8c589-2bba-4e7c-9076-200a6a7f917e","id":"17cef2d5-59b1-40e1-b074-92537218f86f"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":18,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.3,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"<span style=\"color: #edf6f6\">=&gt; 100 + \u2220ABP + \u2220PAB = 180\u00b0<\/span>\n<span style=\"color: #edf6f6\">=&gt; \u2220ABP + \u2220ABP = 80\u00b0&nbsp;<\/span>\n<span style=\"color: #edf6f6\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;(\u2235 \u2220ABP = \u2220PAB)<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":50,"y":85,"width":314,"height":70,"basedOn":"95415538-fd16-40c7-9dc0-64feadff1e5d","marginOffset":-7.069042968749997,"id":"16ca2aa4-7ccb-4a15-9974-46b7486aa405"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":100,"focalX":50.087713735388505,"focalY":61.269146777543284,"resource":{"type":"image","mimeType":"image\/jpeg","width":850,"height":1800,"sizes":{"medium":{"file":"maths-triangle-math-1-142x300.jpg","width":142,"height":300,"filesize":3740,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-142x300.jpg"},"large":{"file":"maths-triangle-math-1-484x1024.jpg","width":484,"height":1024,"filesize":19104,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-484x1024.jpg"},"thumbnail":{"file":"maths-triangle-math-1-150x150.jpg","width":150,"height":150,"filesize":3456,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x150.jpg"},"medium_large":{"file":"maths-triangle-math-1-768x1626.jpg","width":768,"height":1626,"filesize":38467,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-768x1626.jpg"},"1536x1536":{"file":"maths-triangle-math-1-725x1536.jpg","width":725,"height":1536,"filesize":35904,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-725x1536.jpg"},"web-stories-poster-portrait":{"file":"maths-triangle-math-1-640x853.jpg","width":640,"height":853,"filesize":24994,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-640x853.jpg"},"web-stories-publisher-logo":{"file":"maths-triangle-math-1-96x96.jpg","width":96,"height":96,"filesize":2103,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-96x96.jpg"},"web-stories-thumbnail":{"file":"maths-triangle-math-1-150x318.jpg","width":150,"height":318,"filesize":3725,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x318.jpg"},"jnews-360x180":{"file":"maths-triangle-math-1-360x180.jpg","width":360,"height":180,"filesize":7730,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-360x180.jpg"},"jnews-750x375":{"file":"maths-triangle-math-1-750x375.jpg","width":750,"height":375,"filesize":18632,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x375.jpg"},"jnews-1140x570":{"file":"maths-triangle-math-1-850x570.jpg","width":850,"height":570,"filesize":30243,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x570.jpg"},"jnews-1200x600":{"file":"maths-triangle-math-1-850x600.jpg","width":850,"height":600,"filesize":31017,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x600.jpg"},"jnews-120x86":{"file":"maths-triangle-math-1-120x86.jpg","width":120,"height":86,"filesize":2688,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-120x86.jpg"},"jnews-350x250":{"file":"maths-triangle-math-1-350x250.jpg","width":350,"height":250,"filesize":9501,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-350x250.jpg"},"jnews-750x536":{"file":"maths-triangle-math-1-750x536.jpg","width":750,"height":536,"filesize":23726,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x536.jpg"},"jnews-1140x815":{"file":"maths-triangle-math-1-850x815.jpg","width":850,"height":815,"filesize":33478,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x815.jpg"},"jnews-1200x900":{"file":"maths-triangle-math-1-850x900.jpg","width":850,"height":900,"filesize":36022,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x900.jpg"},"jnews-360x504":{"file":"maths-triangle-math-1-360x504.jpg","width":360,"height":504,"filesize":10740,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-360x504.jpg"},"jnews-75x75":{"file":"maths-triangle-math-1-75x75.jpg","width":75,"height":75,"filesize":1715,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-75x75.jpg"},"jnews-350x350":{"file":"maths-triangle-math-1-350x350.jpg","width":350,"height":350,"filesize":9429,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-350x350.jpg"},"jnews-featured-750":{"file":"maths-triangle-math-1-750x1588.jpg","width":750,"height":1588,"filesize":37935,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x1588.jpg"},"full":{"file":"maths-triangle-math-1.jpg","width":850,"height":1800,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg"}},"isPlaceholder":false,"isExternal":false,"needsProxy":false,"baseColor":"#e0e0e0","blurHash":"U5T9L#t7-;t7xuj[WBfQ~qj[IUofIUayt7fQ","creationDate":"2022-12-20T09:04:31.000Z","src":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg","id":255438,"alt":"maths-triangle-math-1","local":false},"type":"image","x":-10.5,"y":245,"width":457,"height":520,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"resizeWidth":131.03883,"resizeHeight":158,"basedOn":"56d612c5-d180-4b56-b05d-94ede6004e80","id":"ccdd2e70-c2a9-495a-95fd-86da7315dca1"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":18,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.3,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"<span style=\"color: #edf6f6\">=&gt; 2\u2220ABP = 80\u00b0&nbsp;<\/span>\n<span style=\"color: #edf6f6\">=&gt; \u2220ABP = \u2220PAB = 40\u00b0<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":48,"y":156,"width":311,"height":46,"basedOn":"16ca2aa4-7ccb-4a15-9974-46b7486aa405","marginOffset":-7.069042968749997,"id":"9ba200ef-19f6-4efb-a609-3f2c79ad01b3"}],"animations":[{"id":"764a1d3e-8ecb-4e82-a39c-5a3bb627911c","type":"effect-fly-in","targets":["95415538-fd16-40c7-9dc0-64feadff1e5d"],"flyInDir":"leftToRight","duration":1200,"delay":0},{"targets":["16ca2aa4-7ccb-4a15-9974-46b7486aa405"],"id":"80804af0-65dc-44f4-9d82-750bdcf31f9c","type":"effect-fly-in","flyInDir":"leftToRight","duration":1200,"delay":0},{"targets":["9ba200ef-19f6-4efb-a609-3f2c79ad01b3"],"id":"ff918e04-a2b8-4597-8b41-921ab392384d","type":"effect-fly-in","flyInDir":"leftToRight","duration":1200,"delay":0}],"id":"6b89e307-cefb-4728-8999-aa4d1573bbec","backgroundColor":{"color":{"r":132,"g":43,"b":129}},"type":"page","image":{"id":239455,"height":600,"width":400,"url":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/10\/web-stories-page-template-239454.jpg"},"pregeneratedPageDataUrl":"data:image\/jpeg;base64,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"},{"elements":[{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"x":1,"y":1,"width":1,"height":1,"mask":{"type":"rectangle"},"isBackground":true,"isDefaultBackground":true,"type":"shape","id":"7ee3149c-4311-4005-990c-d523b00b0bbe","basedOn":"83958ed3-56b6-49b0-9971-00b44aaaaac9"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":18,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.4,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"<span style=\"color: #edf6f6\">Since AC is a straight line.&nbsp;<\/span>\n<span style=\"color: #edf6f6\">\u2220APC = 180\u00b0<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":50,"y":23,"width":314,"height":48,"basedOn":"95415538-fd16-40c7-9dc0-64feadff1e5d","marginOffset":-7.069042968749997,"id":"2cb402f9-98f8-4b83-803f-648f70ba20fe"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":100,"focalX":50.0877137353885,"focalY":53.33900645260542,"resource":{"baseColor":"#141414","blurHash":"","type":"image","mimeType":"image\/jpeg","creationDate":"2022-11-17T06:57:50","src":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg","width":850,"height":1800,"id":246612,"alt":"D is a Point on the Side BC of a \u25b3ABC such that AD bisects \u25b3BAC","sizes":{"medium":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-142x300.jpg","width":142,"height":300,"filesize":3098,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-142x300.jpg"},"large":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-484x1024.jpg","width":484,"height":1024,"filesize":15523,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-484x1024.jpg"},"thumbnail":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x150.jpg","width":150,"height":150,"filesize":2763,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x150.jpg"},"medium_large":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-768x1626.jpg","width":768,"height":1626,"filesize":31612,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-768x1626.jpg"},"1536x1536":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-725x1536.jpg","width":725,"height":1536,"filesize":30239,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-725x1536.jpg"},"web-stories-poster-portrait":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-640x853.jpg","width":640,"height":853,"filesize":19214,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-640x853.jpg"},"web-stories-publisher-logo":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-96x96.jpg","width":96,"height":96,"filesize":1738,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-96x96.jpg"},"web-stories-thumbnail":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x318.jpg","width":150,"height":318,"filesize":2963,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x318.jpg"},"jnews-360x180":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x180.jpg","width":360,"height":180,"filesize":6047,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x180.jpg"},"jnews-750x375":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x375.jpg","width":750,"height":375,"filesize":15965,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x375.jpg"},"jnews-1140x570":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x570.jpg","width":850,"height":570,"filesize":22046,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x570.jpg"},"jnews-1200x600":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x600.jpg","width":850,"height":600,"filesize":23406,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x600.jpg"},"jnews-120x86":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-120x86.jpg","width":120,"height":86,"filesize":2012,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-120x86.jpg"},"jnews-350x250":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x250.jpg","width":350,"height":250,"filesize":6522,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x250.jpg"},"jnews-750x536":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x536.jpg","width":750,"height":536,"filesize":18625,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x536.jpg"},"jnews-1140x815":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x815.jpg","width":850,"height":815,"filesize":25901,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x815.jpg"},"jnews-1200x900":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x900.jpg","width":850,"height":900,"filesize":27144,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x900.jpg"},"jnews-360x504":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x504.jpg","width":360,"height":504,"filesize":8031,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x504.jpg"},"jnews-75x75":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-75x75.jpg","width":75,"height":75,"filesize":1401,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-75x75.jpg"},"jnews-350x350":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x350.jpg","width":350,"height":350,"filesize":7383,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x350.jpg"},"jnews-featured-750":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x1588.jpg","width":750,"height":1588,"filesize":31488,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x1588.jpg"},"full":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg","width":850,"height":1800,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg"}},"isPlaceholder":false,"isOptimized":false,"isMuted":false,"isExternal":false,"needsProxy":false},"type":"image","x":-10.5,"y":245,"width":457,"height":520,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"resizeWidth":131.03883,"resizeHeight":158,"basedOn":"17cef2d5-59b1-40e1-b074-92537218f86f","id":"d725a155-9e22-42c6-b01b-b89475c2de4a"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":18,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.4,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"<span style=\"color: #edf6f6\">Further, \u2220APB = 100\u00b0&nbsp;<\/span>\n<span style=\"color: #edf6f6\">=&gt; \u2220APB + \u2220BPC = 180\u00b0<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":50,"y":83,"width":314,"height":48,"basedOn":"b58e246c-fdb3-4523-aa0f-b3c8aa3add50","marginOffset":-7.069042968749997,"id":"716d4b91-2dfa-440f-b962-1818db8a9af3"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":18,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.4,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"<span style=\"color: #edf6f6\">=&gt; 100\u00b0 + \u2220BPC = 180\u00b0&nbsp;<\/span>\n<span style=\"color: #edf6f6\">=&gt; \u2220BPC = 80\u00b0<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":50,"y":143,"width":297,"height":48,"basedOn":"b4243be4-d197-495d-8ae5-ae6597b8898b","marginOffset":-7.069042968749997,"id":"ff6b3921-587d-41c2-9904-eff8f53daf17"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":100,"focalX":50.087713735388505,"focalY":61.269146777543284,"resource":{"type":"image","mimeType":"image\/jpeg","width":850,"height":1800,"sizes":{"medium":{"file":"maths-triangle-math-1-142x300.jpg","width":142,"height":300,"filesize":3740,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-142x300.jpg"},"large":{"file":"maths-triangle-math-1-484x1024.jpg","width":484,"height":1024,"filesize":19104,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-484x1024.jpg"},"thumbnail":{"file":"maths-triangle-math-1-150x150.jpg","width":150,"height":150,"filesize":3456,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x150.jpg"},"medium_large":{"file":"maths-triangle-math-1-768x1626.jpg","width":768,"height":1626,"filesize":38467,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-768x1626.jpg"},"1536x1536":{"file":"maths-triangle-math-1-725x1536.jpg","width":725,"height":1536,"filesize":35904,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-725x1536.jpg"},"web-stories-poster-portrait":{"file":"maths-triangle-math-1-640x853.jpg","width":640,"height":853,"filesize":24994,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-640x853.jpg"},"web-stories-publisher-logo":{"file":"maths-triangle-math-1-96x96.jpg","width":96,"height":96,"filesize":2103,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-96x96.jpg"},"web-stories-thumbnail":{"file":"maths-triangle-math-1-150x318.jpg","width":150,"height":318,"filesize":3725,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x318.jpg"},"jnews-360x180":{"file":"maths-triangle-math-1-360x180.jpg","width":360,"height":180,"filesize":7730,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-360x180.jpg"},"jnews-750x375":{"file":"maths-triangle-math-1-750x375.jpg","width":750,"height":375,"filesize":18632,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x375.jpg"},"jnews-1140x570":{"file":"maths-triangle-math-1-850x570.jpg","width":850,"height":570,"filesize":30243,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x570.jpg"},"jnews-1200x600":{"file":"maths-triangle-math-1-850x600.jpg","width":850,"height":600,"filesize":31017,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x600.jpg"},"jnews-120x86":{"file":"maths-triangle-math-1-120x86.jpg","width":120,"height":86,"filesize":2688,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-120x86.jpg"},"jnews-350x250":{"file":"maths-triangle-math-1-350x250.jpg","width":350,"height":250,"filesize":9501,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-350x250.jpg"},"jnews-750x536":{"file":"maths-triangle-math-1-750x536.jpg","width":750,"height":536,"filesize":23726,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x536.jpg"},"jnews-1140x815":{"file":"maths-triangle-math-1-850x815.jpg","width":850,"height":815,"filesize":33478,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x815.jpg"},"jnews-1200x900":{"file":"maths-triangle-math-1-850x900.jpg","width":850,"height":900,"filesize":36022,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x900.jpg"},"jnews-360x504":{"file":"maths-triangle-math-1-360x504.jpg","width":360,"height":504,"filesize":10740,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-360x504.jpg"},"jnews-75x75":{"file":"maths-triangle-math-1-75x75.jpg","width":75,"height":75,"filesize":1715,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-75x75.jpg"},"jnews-350x350":{"file":"maths-triangle-math-1-350x350.jpg","width":350,"height":350,"filesize":9429,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-350x350.jpg"},"jnews-featured-750":{"file":"maths-triangle-math-1-750x1588.jpg","width":750,"height":1588,"filesize":37935,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x1588.jpg"},"full":{"file":"maths-triangle-math-1.jpg","width":850,"height":1800,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg"}},"isPlaceholder":false,"isExternal":false,"needsProxy":false,"baseColor":"#e0e0e0","blurHash":"U5T9L#t7-;t7xuj[WBfQ~qj[IUofIUayt7fQ","creationDate":"2022-12-20T09:04:31.000Z","src":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg","id":255438,"alt":"maths-triangle-math-1","local":false},"type":"image","x":-10.5,"y":245,"width":457,"height":520,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"resizeWidth":131.03883,"resizeHeight":158,"basedOn":"56d612c5-d180-4b56-b05d-94ede6004e80","id":"e89b2133-0070-4015-b23f-e1c66d083e0c"}],"animations":[{"id":"076bddc0-138d-47e5-8600-0a6a7b4389f4","type":"effect-fly-in","targets":["2cb402f9-98f8-4b83-803f-648f70ba20fe"],"flyInDir":"leftToRight","duration":1200,"delay":0},{"targets":["716d4b91-2dfa-440f-b962-1818db8a9af3"],"id":"7b90bce3-1f17-4dfd-9f1d-2d56b41905ad","type":"effect-fly-in","flyInDir":"leftToRight","duration":1200,"delay":0},{"targets":["ff6b3921-587d-41c2-9904-eff8f53daf17"],"id":"f1e0d0f7-1928-4ae4-89a3-ff8d39d77ca9","type":"effect-fly-in","flyInDir":"leftToRight","duration":1200,"delay":0}],"id":"3fe175e0-aaa9-4b5b-87e1-0400148fc9d7","backgroundColor":{"color":{"r":132,"g":43,"b":129}},"type":"page","image":{"id":239455,"height":600,"width":400,"url":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/10\/web-stories-page-template-239454.jpg"},"pregeneratedPageDataUrl":"data:image\/jpeg;base64,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"},{"elements":[{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"x":1,"y":1,"width":1,"height":1,"mask":{"type":"rectangle"},"isBackground":true,"isDefaultBackground":true,"type":"shape","id":"282cab8d-91cb-45d8-849e-8be1c92eaf64","basedOn":"7ee3149c-4311-4005-990c-d523b00b0bbe"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":18,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.2,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"<span style=\"color: #edf6f6\">Since it is noted that PC = BP, the<\/span>\n\n<span style=\"color: #edf6f6\">&nbsp;opposite angles \u2220PBC = \u2220BCP.<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":50,"y":17,"width":314,"height":65,"basedOn":"2cb402f9-98f8-4b83-803f-648f70ba20fe","marginOffset":-7.069042968749997,"id":"3e62d0de-ba72-4efa-bcde-244267132bf5"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":100,"focalX":50.0877137353885,"focalY":53.33900645260542,"resource":{"baseColor":"#141414","blurHash":"","type":"image","mimeType":"image\/jpeg","creationDate":"2022-11-17T06:57:50","src":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg","width":850,"height":1800,"id":246612,"alt":"D is a Point on the Side BC of a \u25b3ABC such that AD bisects \u25b3BAC","sizes":{"medium":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-142x300.jpg","width":142,"height":300,"filesize":3098,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-142x300.jpg"},"large":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-484x1024.jpg","width":484,"height":1024,"filesize":15523,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-484x1024.jpg"},"thumbnail":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x150.jpg","width":150,"height":150,"filesize":2763,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x150.jpg"},"medium_large":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-768x1626.jpg","width":768,"height":1626,"filesize":31612,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-768x1626.jpg"},"1536x1536":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-725x1536.jpg","width":725,"height":1536,"filesize":30239,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-725x1536.jpg"},"web-stories-poster-portrait":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-640x853.jpg","width":640,"height":853,"filesize":19214,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-640x853.jpg"},"web-stories-publisher-logo":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-96x96.jpg","width":96,"height":96,"filesize":1738,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-96x96.jpg"},"web-stories-thumbnail":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x318.jpg","width":150,"height":318,"filesize":2963,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x318.jpg"},"jnews-360x180":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x180.jpg","width":360,"height":180,"filesize":6047,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x180.jpg"},"jnews-750x375":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x375.jpg","width":750,"height":375,"filesize":15965,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x375.jpg"},"jnews-1140x570":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x570.jpg","width":850,"height":570,"filesize":22046,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x570.jpg"},"jnews-1200x600":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x600.jpg","width":850,"height":600,"filesize":23406,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x600.jpg"},"jnews-120x86":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-120x86.jpg","width":120,"height":86,"filesize":2012,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-120x86.jpg"},"jnews-350x250":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x250.jpg","width":350,"height":250,"filesize":6522,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x250.jpg"},"jnews-750x536":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x536.jpg","width":750,"height":536,"filesize":18625,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x536.jpg"},"jnews-1140x815":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x815.jpg","width":850,"height":815,"filesize":25901,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x815.jpg"},"jnews-1200x900":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x900.jpg","width":850,"height":900,"filesize":27144,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x900.jpg"},"jnews-360x504":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x504.jpg","width":360,"height":504,"filesize":8031,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x504.jpg"},"jnews-75x75":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-75x75.jpg","width":75,"height":75,"filesize":1401,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-75x75.jpg"},"jnews-350x350":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x350.jpg","width":350,"height":350,"filesize":7383,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x350.jpg"},"jnews-featured-750":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x1588.jpg","width":750,"height":1588,"filesize":31488,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x1588.jpg"},"full":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg","width":850,"height":1800,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg"}},"isPlaceholder":false,"isOptimized":false,"isMuted":false,"isExternal":false,"needsProxy":false},"type":"image","x":-10.5,"y":245,"width":457,"height":520,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"resizeWidth":131.03883,"resizeHeight":158,"basedOn":"d725a155-9e22-42c6-b01b-b89475c2de4a","id":"e7a92c9d-32c8-497f-a7cb-7caf82204045"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":100,"focalX":50.087713735388505,"focalY":61.269146777543284,"resource":{"type":"image","mimeType":"image\/jpeg","width":850,"height":1800,"sizes":{"medium":{"file":"maths-triangle-math-1-142x300.jpg","width":142,"height":300,"filesize":3740,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-142x300.jpg"},"large":{"file":"maths-triangle-math-1-484x1024.jpg","width":484,"height":1024,"filesize":19104,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-484x1024.jpg"},"thumbnail":{"file":"maths-triangle-math-1-150x150.jpg","width":150,"height":150,"filesize":3456,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x150.jpg"},"medium_large":{"file":"maths-triangle-math-1-768x1626.jpg","width":768,"height":1626,"filesize":38467,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-768x1626.jpg"},"1536x1536":{"file":"maths-triangle-math-1-725x1536.jpg","width":725,"height":1536,"filesize":35904,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-725x1536.jpg"},"web-stories-poster-portrait":{"file":"maths-triangle-math-1-640x853.jpg","width":640,"height":853,"filesize":24994,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-640x853.jpg"},"web-stories-publisher-logo":{"file":"maths-triangle-math-1-96x96.jpg","width":96,"height":96,"filesize":2103,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-96x96.jpg"},"web-stories-thumbnail":{"file":"maths-triangle-math-1-150x318.jpg","width":150,"height":318,"filesize":3725,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x318.jpg"},"jnews-360x180":{"file":"maths-triangle-math-1-360x180.jpg","width":360,"height":180,"filesize":7730,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-360x180.jpg"},"jnews-750x375":{"file":"maths-triangle-math-1-750x375.jpg","width":750,"height":375,"filesize":18632,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x375.jpg"},"jnews-1140x570":{"file":"maths-triangle-math-1-850x570.jpg","width":850,"height":570,"filesize":30243,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x570.jpg"},"jnews-1200x600":{"file":"maths-triangle-math-1-850x600.jpg","width":850,"height":600,"filesize":31017,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x600.jpg"},"jnews-120x86":{"file":"maths-triangle-math-1-120x86.jpg","width":120,"height":86,"filesize":2688,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-120x86.jpg"},"jnews-350x250":{"file":"maths-triangle-math-1-350x250.jpg","width":350,"height":250,"filesize":9501,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-350x250.jpg"},"jnews-750x536":{"file":"maths-triangle-math-1-750x536.jpg","width":750,"height":536,"filesize":23726,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x536.jpg"},"jnews-1140x815":{"file":"maths-triangle-math-1-850x815.jpg","width":850,"height":815,"filesize":33478,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x815.jpg"},"jnews-1200x900":{"file":"maths-triangle-math-1-850x900.jpg","width":850,"height":900,"filesize":36022,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x900.jpg"},"jnews-360x504":{"file":"maths-triangle-math-1-360x504.jpg","width":360,"height":504,"filesize":10740,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-360x504.jpg"},"jnews-75x75":{"file":"maths-triangle-math-1-75x75.jpg","width":75,"height":75,"filesize":1715,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-75x75.jpg"},"jnews-350x350":{"file":"maths-triangle-math-1-350x350.jpg","width":350,"height":350,"filesize":9429,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-350x350.jpg"},"jnews-featured-750":{"file":"maths-triangle-math-1-750x1588.jpg","width":750,"height":1588,"filesize":37935,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x1588.jpg"},"full":{"file":"maths-triangle-math-1.jpg","width":850,"height":1800,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg"}},"isPlaceholder":false,"isExternal":false,"needsProxy":false,"baseColor":"#e0e0e0","blurHash":"U5T9L#t7-;t7xuj[WBfQ~qj[IUofIUayt7fQ","creationDate":"2022-12-20T09:04:31.000Z","src":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg","id":255438,"alt":"maths-triangle-math-1","local":false},"type":"image","x":-10.5,"y":245,"width":457,"height":520,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"resizeWidth":131.03883,"resizeHeight":158,"basedOn":"56d612c5-d180-4b56-b05d-94ede6004e80","id":"5eaa7510-b8d5-4ffc-9447-a90c54886ce0"}],"animations":[{"id":"cf74278a-ba16-42c9-bc28-98bcaa4669b9","type":"effect-fly-in","targets":["3e62d0de-ba72-4efa-bcde-244267132bf5"],"flyInDir":"leftToRight","duration":1200,"delay":0}],"id":"e82977af-a953-4970-9dd9-13c4bf85aae1","backgroundColor":{"color":{"r":132,"g":43,"b":129}},"type":"page","image":{"id":239455,"height":600,"width":400,"url":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/10\/web-stories-page-template-239454.jpg"},"pregeneratedPageDataUrl":"data:image\/jpeg;base64,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"},{"elements":[{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"x":1,"y":1,"width":1,"height":1,"mask":{"type":"rectangle"},"isBackground":true,"isDefaultBackground":true,"type":"shape","id":"6ab8f678-532d-4a64-8626-c0410a520557","basedOn":"282cab8d-91cb-45d8-849e-8be1c92eaf64"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":18,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.2,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"<span style=\"color: #edf6f6\">Also, \u2220BPC + \u2220PBC = \u2220BCP = 180\u00b0<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":50,"y":17,"width":314,"height":23,"basedOn":"3e62d0de-ba72-4efa-bcde-244267132bf5","marginOffset":-7.069042968749997,"id":"3187db41-5ab9-44ae-b583-cc277bc4ff94"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":100,"focalX":50.0877137353885,"focalY":53.33900645260542,"resource":{"baseColor":"#141414","blurHash":"","type":"image","mimeType":"image\/jpeg","creationDate":"2022-11-17T06:57:50","src":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg","width":850,"height":1800,"id":246612,"alt":"D is a Point on the Side BC of a \u25b3ABC such that AD bisects \u25b3BAC","sizes":{"medium":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-142x300.jpg","width":142,"height":300,"filesize":3098,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-142x300.jpg"},"large":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-484x1024.jpg","width":484,"height":1024,"filesize":15523,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-484x1024.jpg"},"thumbnail":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x150.jpg","width":150,"height":150,"filesize":2763,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x150.jpg"},"medium_large":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-768x1626.jpg","width":768,"height":1626,"filesize":31612,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-768x1626.jpg"},"1536x1536":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-725x1536.jpg","width":725,"height":1536,"filesize":30239,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-725x1536.jpg"},"web-stories-poster-portrait":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-640x853.jpg","width":640,"height":853,"filesize":19214,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-640x853.jpg"},"web-stories-publisher-logo":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-96x96.jpg","width":96,"height":96,"filesize":1738,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-96x96.jpg"},"web-stories-thumbnail":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x318.jpg","width":150,"height":318,"filesize":2963,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-150x318.jpg"},"jnews-360x180":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x180.jpg","width":360,"height":180,"filesize":6047,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x180.jpg"},"jnews-750x375":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x375.jpg","width":750,"height":375,"filesize":15965,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x375.jpg"},"jnews-1140x570":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x570.jpg","width":850,"height":570,"filesize":22046,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x570.jpg"},"jnews-1200x600":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x600.jpg","width":850,"height":600,"filesize":23406,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x600.jpg"},"jnews-120x86":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-120x86.jpg","width":120,"height":86,"filesize":2012,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-120x86.jpg"},"jnews-350x250":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x250.jpg","width":350,"height":250,"filesize":6522,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x250.jpg"},"jnews-750x536":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x536.jpg","width":750,"height":536,"filesize":18625,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x536.jpg"},"jnews-1140x815":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x815.jpg","width":850,"height":815,"filesize":25901,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x815.jpg"},"jnews-1200x900":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x900.jpg","width":850,"height":900,"filesize":27144,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-850x900.jpg"},"jnews-360x504":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x504.jpg","width":360,"height":504,"filesize":8031,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-360x504.jpg"},"jnews-75x75":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-75x75.jpg","width":75,"height":75,"filesize":1401,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-75x75.jpg"},"jnews-350x350":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x350.jpg","width":350,"height":350,"filesize":7383,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-350x350.jpg"},"jnews-featured-750":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x1588.jpg","width":750,"height":1588,"filesize":31488,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC-750x1588.jpg"},"full":{"file":"D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg","width":850,"height":1800,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/D-is-a-Point-on-the-Side-BC-of-a-\u25b3ABC-such-that-AD-bisects-\u25b3BAC.jpg"}},"isPlaceholder":false,"isOptimized":false,"isMuted":false,"isExternal":false,"needsProxy":false},"type":"image","x":-10.5,"y":245,"width":457,"height":520,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"resizeWidth":131.03883,"resizeHeight":158,"basedOn":"e7a92c9d-32c8-497f-a7cb-7caf82204045","id":"e20dbf3c-82bd-4c0b-9d5e-9e66d18b3520"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":18,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.4,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"<span style=\"color: #edf6f6\">=&gt; 80\u00b0 + \u2220PBC + \u2220PBC = 180\u00b0&nbsp;<\/span>\n<span style=\"color: #edf6f6\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;(\u2235 \u2220PBC = \u2220BCP)<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":50,"y":69,"width":297,"height":48,"basedOn":"98f6eeda-9cf9-46d0-b0e2-21e156c66a30","marginOffset":-7.069042968749997,"id":"8c746e55-c4a8-4803-81cc-853e2dd640b3"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":18,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.4,"textAlign":"left","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":0,"vertical":0},"type":"text","content":"<span style=\"color: #edf6f6\">=&gt; 2\u2220PBC = 100\u00b0<\/span>\n<span style=\"color: #edf6f6\">=&gt; \u2220PBC = \u2220BCP = 50\u00b0<\/span>\n<span style=\"color: #edf6f6\">=&gt; x = \u2220BCP = 50\u00b0<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"x":50,"y":122,"width":297,"height":73,"basedOn":"a74ac90e-3683-459d-892b-eef3d8ca4cc4","marginOffset":-7.069042968749997,"id":"19521adb-3109-4b8e-baad-b072eb1e24af"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":100,"focalX":50.087713735388505,"focalY":61.269146777543284,"resource":{"type":"image","mimeType":"image\/jpeg","width":850,"height":1800,"sizes":{"medium":{"file":"maths-triangle-math-1-142x300.jpg","width":142,"height":300,"filesize":3740,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-142x300.jpg"},"large":{"file":"maths-triangle-math-1-484x1024.jpg","width":484,"height":1024,"filesize":19104,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-484x1024.jpg"},"thumbnail":{"file":"maths-triangle-math-1-150x150.jpg","width":150,"height":150,"filesize":3456,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x150.jpg"},"medium_large":{"file":"maths-triangle-math-1-768x1626.jpg","width":768,"height":1626,"filesize":38467,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-768x1626.jpg"},"1536x1536":{"file":"maths-triangle-math-1-725x1536.jpg","width":725,"height":1536,"filesize":35904,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-725x1536.jpg"},"web-stories-poster-portrait":{"file":"maths-triangle-math-1-640x853.jpg","width":640,"height":853,"filesize":24994,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-640x853.jpg"},"web-stories-publisher-logo":{"file":"maths-triangle-math-1-96x96.jpg","width":96,"height":96,"filesize":2103,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-96x96.jpg"},"web-stories-thumbnail":{"file":"maths-triangle-math-1-150x318.jpg","width":150,"height":318,"filesize":3725,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-150x318.jpg"},"jnews-360x180":{"file":"maths-triangle-math-1-360x180.jpg","width":360,"height":180,"filesize":7730,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-360x180.jpg"},"jnews-750x375":{"file":"maths-triangle-math-1-750x375.jpg","width":750,"height":375,"filesize":18632,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x375.jpg"},"jnews-1140x570":{"file":"maths-triangle-math-1-850x570.jpg","width":850,"height":570,"filesize":30243,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x570.jpg"},"jnews-1200x600":{"file":"maths-triangle-math-1-850x600.jpg","width":850,"height":600,"filesize":31017,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x600.jpg"},"jnews-120x86":{"file":"maths-triangle-math-1-120x86.jpg","width":120,"height":86,"filesize":2688,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-120x86.jpg"},"jnews-350x250":{"file":"maths-triangle-math-1-350x250.jpg","width":350,"height":250,"filesize":9501,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-350x250.jpg"},"jnews-750x536":{"file":"maths-triangle-math-1-750x536.jpg","width":750,"height":536,"filesize":23726,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x536.jpg"},"jnews-1140x815":{"file":"maths-triangle-math-1-850x815.jpg","width":850,"height":815,"filesize":33478,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x815.jpg"},"jnews-1200x900":{"file":"maths-triangle-math-1-850x900.jpg","width":850,"height":900,"filesize":36022,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-850x900.jpg"},"jnews-360x504":{"file":"maths-triangle-math-1-360x504.jpg","width":360,"height":504,"filesize":10740,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-360x504.jpg"},"jnews-75x75":{"file":"maths-triangle-math-1-75x75.jpg","width":75,"height":75,"filesize":1715,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-75x75.jpg"},"jnews-350x350":{"file":"maths-triangle-math-1-350x350.jpg","width":350,"height":350,"filesize":9429,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-350x350.jpg"},"jnews-featured-750":{"file":"maths-triangle-math-1-750x1588.jpg","width":750,"height":1588,"filesize":37935,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1-750x1588.jpg"},"full":{"file":"maths-triangle-math-1.jpg","width":850,"height":1800,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg"}},"isPlaceholder":false,"isExternal":false,"needsProxy":false,"baseColor":"#e0e0e0","blurHash":"U5T9L#t7-;t7xuj[WBfQ~qj[IUofIUayt7fQ","creationDate":"2022-12-20T09:04:31.000Z","src":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/maths-triangle-math-1.jpg","id":255438,"alt":"maths-triangle-math-1","local":false},"type":"image","x":-10.5,"y":245,"width":457,"height":520,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"resizeWidth":131.03883,"resizeHeight":158,"basedOn":"5eaa7510-b8d5-4ffc-9447-a90c54886ce0","id":"0e877797-fd8f-4221-bef7-47df459f552b"}],"animations":[{"id":"dee346ad-29dc-4669-98d8-7e8de4bd67f6","type":"effect-fly-in","targets":["3187db41-5ab9-44ae-b583-cc277bc4ff94"],"flyInDir":"leftToRight","duration":1200,"delay":0},{"targets":["8c746e55-c4a8-4803-81cc-853e2dd640b3"],"id":"28d7b77a-9d8a-41e3-a01d-9165fe4a94d5","type":"effect-fly-in","flyInDir":"leftToRight","duration":1200,"delay":0},{"targets":["19521adb-3109-4b8e-baad-b072eb1e24af"],"id":"f848a361-cb80-44e5-b2ce-585e2d536194","type":"effect-fly-in","flyInDir":"leftToRight","duration":1200,"delay":0}],"id":"080a352b-7e93-404f-bc02-cba9c4e3d8ad","backgroundColor":{"color":{"r":132,"g":43,"b":129}},"type":"page","image":{"id":239455,"height":600,"width":400,"url":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/10\/web-stories-page-template-239454.jpg"},"pregeneratedPageDataUrl":"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/4gIoSUNDX1BST0ZJTEUAAQEAAAIYAAAAAAQwAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAAHRyWFlaAAABZAAAABRnWFlaAAABeAAAABRiWFlaAAABjAAAABRyVFJDAAABoAAAAChnVFJDAAABoAAAAChiVFJDAAABoAAAACh3dHB0AAAByAAAABRjcHJ0AAAB3AAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAFgAAAAcAHMAUgBHAEIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFhZWiAAAAAAAABvogAAOPUAAAOQWFlaIAAAAAAAAGKZAAC3hQAAGNpYWVogAAAAAAAAJKAAAA+EAAC2z3BhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABYWVogAAAAAAAA9tYAAQAAAADTLW1sdWMAAAAAAAAAAQAAAAxlblVTAAAAIAAAABwARwBvAG8AZwBsAGUAIABJAG4AYwAuACAAMgAwADEANv\/bAEMAAwICAgICAwICAgMDAwMEBgQEBAQECAYGBQYJCAoKCQgJCQoMDwwKCw4LCQkNEQ0ODxAQERAKDBITEhATDxAQEP\/bAEMBAwMDBAMECAQECBALCQsQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEP\/AABEIAlgBkAMBIgACEQEDEQH\/xAAeAAABBAMBAQEAAAAAAAAAAAAAAQQFBgIDBwgJCv\/EAFIQAAEDAwMCAwUEBwUFBAgFBQECAwQABREGEiEHMRNBUQgUImFxMoGRoRUjQlKxwdEWJDNi8ENykpXhCRcYgiU0RFVldYPxJjVFY3NTVHSFsv\/EABwBAAMBAQEBAQEAAAAAAAAAAAABAgMEBQYHCP\/EADkRAAICAQMBBQYFAwQCAwEAAAABAhEDBBIhMQUTFEFRImFxgZGhMkJSsfAGB9EVI8HxU+FicoKi\/9oADAMBAAIRAxEAPwD2WIvypRGA7\/wqUMQ4+zSCGfMGvnE0fScsjUx0k1kGSngI4qTTEA7Cl925JwKvfXQza9SOMcnsisVRT2SnBqU8DPlilDA9KrezJog1xT+7WvwPlViERJAJArXIEKBHcmSlIaZZSVuLUcBIHcmrjJyaSXJLUIpyl0RBCOo9kmmMy96etZKLjeobCh3Sp4Aj7q4l1P68XO+SXrPpF1UK3IJQX08OPfMHyFcvtMGTqK+Q7aqWA9OfQz4zy+AVHGSTX6f2R\/brUZ8HiO0cndpq9qVuvf6fDk\/F+3v7v6XS6nwnY+Hvndbm6i37vN\/HhHrWPrDR0hexnUkBavIeKB\/GppnwpCA7GWh1CuykEKB+8V5r63dGHejtwtsNd9YuSLgwXQWxhSCDggj09DVa0h1F1RoyWh613BamARvjOqKm1j0x5fdXVP8At9i1elWq7L1G6+m5Vfz8vocuP+7ep7N170Xbml2U+XCVtXz08+PRnr33c9yKTwsHlNR3TvXVk6hWYXCErwpTeEyY6j8Tav5j0NWlUVkjkV+aanHm0WeWn1EXGUXTR+y6HW6ftLTw1elmpY5q015kP4W4YCaQR8dxUwIjQ7msVRWc\/a71CyHVSIsMCjwBmpL3VA7LpPd0DuapTsVEeYwPagxfTFP\/AAM9jSeAfOjeKhj7sB+zR4KSfsCnxa4xmkLJPlRuFQz93SfIUCOO+KfpjgD50hYqd6GhiWAT2FJ7smn4ZSe47UpYQRjtS3oKSGSWG0ggjOawXAbV2Ip6Y\/oc1gplQo3e8ZGOQFCtKop9KlVtqIweKwEfOcmqWRrqKkRCox9KwMWpdUU1pUwQe1UsliaTItUXnGysFRM9xipUtkdwK1qbFPvASojFQj3ArWqIQcGpQtKrWponypqbBURhij5Vj7sB6fhUgWM+uawUwseWRS3lJsj1Rga1lgJ8qkFNHt2rUWFZ7UtxXIxUgZ5rS42Cak1RCc81gqEjGSvmp7yKKpkUpCQK0rTzUmuM0kEcmm62APpVqSfIckctAPetSmx5VIORwabOoDSFOOKCUpGVEnAAHnRuQU2NVN\/KqzrPXmnNEQVTLzNSFgfAwj4nFn5JqU07r\/pxflue5azhyXmgSI8cB1zjOVKScHaMeWTkivN3XnUfS1dxMqLsbuMdSVNvwHFBEspcyUrZWTtOEoOQcZJFaaeMc06l0RE5bY3ZZT7RS1vKls22O7EC+Wt5S6E5Hbyz8X5Gr\/onqXpnXkVTtsk+DJbO12K8QHEnA7eo57j514nvOoYPiuJsjaWSnCHnlk4CQcYQnuOPXnuPLNRdm1Zdo0G83K0l5pURLL63gvb4Z8QJSPqSocD0PpXrZtNp5Y7itsjjWdp+qPtDtSKTAGRW5TfYpFY+CojJFfDqSR7zNIQVdhS+HjzFbvCWP2eKTw1elXGdmbSZqDSeOeaz8AVtDWBnzrEpWT2NXu94tqMC2kedcJ9p7Wz1tgQ9F290oXPSZEspOD4IOEp+hUD\/AMNd42KHlXkT2knnHeqMtpwnDESO2nPoUbv4qNfcf280WPXdtweTlQTl81SX0bv5H5r\/AHY7Sy9l\/wBNZFgdPLKML9ztv6pV8Gcuqc0PpuRrDV9o0xFfLLtyloYS4P2Mnv8AdUHXo32POls+86vT1BuMVTdttAPuylDHivkYGPkK\/ee2NfDs3Q5NTJ00nXx8vufy\/wD032Tk7a7Uw6OEbTkt3uin7T+hC+0z0bk9M3LLczqadeGZyVR90tW5bakAHAPpg1wyvoZ7RPT5PVfptIasTjcmfa3TJi7CDuUnhaPqR\/CvnvIjvxH3IslpTTrSihaFDBSR3BFeP\/R\/ar7S0CjmleSDafl8OPh+x9H\/AHE7Bj2N2s56eNYciTj1auqat358\/MtPS\/Wb+iNXwrmHSmI6sMzEZ4U0o4J+o7\/dXtcM5SF7vhIyD618+6966QW9M0hY5LxJW9bYzij6ktJJr4f+6Wix454NbHiUri\/fVNfuz9E\/sn2lmyY9V2dN3CO2UfddqX1pP6jwt\/OsS2Pvp2WTjGDWJYV5A1+SqbP3ihmUDzNKlpJHOac+6k96zERfl2q+8943EbBtIGKFBAHYU69zVSGJjjmhT95LixqEg+Qpdgp0Ihx6VkIQ8yae4QxUnHlSYHpUh7gCfM0foxR+yk0nkig22RxCT3rEoqV\/RTn7ho\/Rix2bP30d9H1KWNoiSkikKcipdNqcX+xitqbIP26mWeK6spYmyAKAfKk8M+QqyfoRofOsv0ShP7IqPExK7llYKD6ViWCedhP3VZzb0J\/YFYe647IFT4lMO5aKwqIo8hBrSqKoclFWhyItX2UgZpsu3uqPIqlqPVi7orvuwx2ArWqOcdqsK7QSc5FalWjHc1XiF6h3UivlkHyrAs\/Kp9VqSOTmsf0W33Kvuo79D7qRXlRgT25rSpgirKLSlaglCFEqOAAO9PE6PmKIC2QjPko8\/hS75IGtvDKUplVaywT61cpOln2I77ziFZa+JKW0+IpYGcgJHdXHH0qtwYybldmbfJi3u3NLUlsOSYWwurXnbtwSMDCs5+VRLVpdF\/wL2X5kWqKPPNalRT5c1eLj01skLxrrLmXKU022pZZBx8KckkbfUZ4+VRf9kenkaZbH7ghLTzjpEdanVoLqvs7OSNxBwR55PnipWulfQOCpOIYbx4rqEZ4G5QGaib9bnb7ZbparS0ZDj0N1pxaFYQ0FJ25UvsDhWcd+K6Zr3pjYdVojFi4JhPRth3bQoKKTkHnAzjz9M+tUSL0KnaKlvX3TV6lqYcX\/AHm3LWfBWtQCC9jP205UQk8EceQqJaxytRBM8\/N9B+jfTPp+NXzNU3CPqe3lExt99wMSELCtq0oRn9YjIAAPmQT3rzT1fa0vq1bV6tk0ImtoQ07hOFJICU7gnzQOAR9oHnkK4mtZOdU77qrWEDWU5m\/s6XblPOzFLBYcbWoLDjSh9hahghB9dprj0m4LaLrLawXVqUVoUclfrhXkf4136OU8cvblZy5KkuEQcmTLiSzEuACJOEgKByhxAGEkHzzgYNapc6T7muGyrDKnQ64jsSoJIGfUAZqVlIhaggiHIc8F9onwnVDlB+fy9R945zVcjLdakPW2aPDmR+Np\/wBoPMZ+nIPmK9+Et6SOF+yz9ABjteQo8NlIxitZCyeM1rLaie9fn6t+Z9NuryNxQ0fSta0IBwMYpPCIGDmsfCcJwEmtY+yS5J+QpwDjApClOc1kIzyhnBoMJ884\/OqUyfMwIT64ryf7VFjeg66iXsIJYuUJKQvy8RskKH\/CUfjXrL3J75VTeq\/TFvqJpR21FSUTWD48N0\/sOAdj8iODX1n9Gdt4uw+18epzP2HcZe5Pz+Tpv3HxP9wf6fzf1L2Fl0mnV5I1OPvcfL5ptL3s4X7MPSPRfUmdc7hrC4pDdpLRRDLgR4oVuJUc\/sjb+dde6z+0PpTpxp9egul\/uy5yWyx4kYDwoqcYJBHdVeQZ8TUOj7rJtcr3m3zGiWnkJUUEj7u4NRZJUSpRJJ5JPnX77qOwMfautWt1OVzxcOMPy9OvvT6n8z6P+rsvYPZj7N0WnWLO7U8j\/F1fFNcNdPdXSzu3s++0bO6dXJyzareemWSe8XFrJ3LYcUeVj1B8xXZesXSrpB1J0jcupFhu0OJMZhuShJjuJCHlJSVBK0+pxj768SU4Rcbg1FXBbnPpjOHK2g4QhX1Hanrf6bjk1kdfosjxZON1dJL3oXZv9aTw9nS7K7TwrPip7dz5i\/c\/T7+8SBBk3KfHtsNsuPynUstJH7SlHAH4mvoHaICbVaodsbOURI7bCfohIT\/KuAezX0clOzW+oGo4qmmmQTbmXE4KlHjxSD5Advxr00ISDxX5P\/c3+oMOv1uPQ6d2sV21+p1x8kvq2j9o\/s9\/TGo7L7PydpaqO2WetqfXZG6f\/wCm\/ok\/MYITnvWe3yFPfckAdqBCTnvX5j3x+wvGxkGs\/OtgQo\/Z4p17qlJ4Jpfdx5k0d6ylAbBhasVn7macoSlHYHitniAY4xS75jcIjVMBRHNbUwGx3FbTIRjuax95HkDR3smTtihREbFZBlCewrUZRFJ70r0o3WNPaOAlOMUbEnypsZDvkRSF979\/8qTY945LYz2pNqe9Ni88R9s1jvdPO\/8AKi2NZB7xjtSEpA5xTErd5wusSXfNZpBuHiynGQkGm7hA54rQULV\/tTWBjFR5eVTQKfuNinAk9xWBcBPcVrMTJxvUareq9V2DTKPCm3VDcgfEWkgrc2\/IDz9M8UOUYrliuUnSLG4QTwsYrFe1nBfdQ0CQAXFBOSewGe9cd\/7075qBbTNkSqBFaUlC1EJ8V5W\/ZuUrsB2OB2pvKVZnV+96i1M7cNh8VplhwnAWrKBk9sA4GORgelYS1MVxHn7FKMl1OvMXvTUqUmGL4w44XC0pLPxlKsZ5PYcfyp2pFltyUypc5LrHhkr8f9Wc7SQEj7j930rhT3UcWeM41YLbEgNLWXXHQrKj8AGckdyU8H12+lVife7lfpKnRMkAqAU664VFboKyMpJ4SMZ5+ZpLVJLhfz+e4l45y86R3NrrP0\/gFuJ7y5MkuHK\/cmCUDjkAn\/XHyrVL6ysqtT7+nrewJEZ8NFp9wnYN6EqJI4yPEScehrzjLekQHn1to3RmoofO05AUVfECruTt\/wD+qjLjrWM3EmQ4K3kNof8Ae1Eq+0tTTSVAAdx4iFHJ57CiObJLoJ4YJne9QdXdI6wtaNP6pRMiP7Ny5VtfISjIB8RBGDjBx+NcrVP1azckNdMPaNKks52268OBpxQ3A43KGDkYHfmuLXu8qYcZkNOrBlAYSkkbcBX6v5c8\/fURNjx1wWJrEZ6Rh\/4pAV8LowP1aT+9yDn0z6Vvj3vlkSUEuDusb2vuoGhL2uxdUo8ee4gpbKoIT8TeUkkFPCiQT9K6FaesWhOu1g\/s3KtF4edDTT3i+CA4ClQLchtSeG9pCjng8fOvLFliW28XOPpm1+7rvtzi+GkzU5QytbrZStKs55bGD6BZ7bc1Z7r1Rumhor2nelIajWd1k2a1PtxP191ktsBD01w4zsGFKQkd1D5GtVi3mUpqJ1293LqZdpF40sm5odt1mU0lcp07JS5iPibAUDtwpIbKgByD864n1Y6sdUtE6duX6bvbxuMiOY4Xa3HQiDhxn9YXV8lWCEkYx+tRg5Bq4X27Xbo1000JC1DFfm3KfFcnzDJyhxaWRHaStahzv2NoPPqqvM\/VXra5NftV7s7Lcu2tSi9KiyVqc3p8JtL0dwHgIL3ilHyAV3FaafE3O0uCckko89TkOo9eX25KQ9HuDrHhZQQg7Uyypxbi1PgcOEqWeSPP5CmCnHLrBVeYjQCY6wiS3jKo6iON3+Un7J+dRLM9tt4PR2UBsOFeHQCnBPwp+fmDTay6juGmrmLpbgh4KSWX47o3NymD9ptY8xwPoQMV6qhxwct+o9cuBZc3kFJz9r1xWu6vRrnGbkxUFNwi42YHC0c5R\/T6kelR2pL8zNS3HtbAZtm9T8ZJOVpUtKAtJV9UdvLPzqKhTHkqxlQUCDwcH7q7ME3FUzLIr5R+iI5804+6skgDnFbjvweDWvkn4hgV8M5tdT3N0mAPonNZ\/PFYgJHYc0Eq5wTRvYnJrqZ\/SkOfU1qUp7HGawLjyTyDRvZDyG\/BrEpJ8q1+OvjKT+FZpeJOMGmsjXQpZqKZ1B6R6T6jRtt5h+FLQMNy2uHEff5j5GuC372RtXRXlHT96hTWSfhDxLawPn5V6xCgrzNZBGfM19V2N\/W\/bPYUO602S4fpkrS+Hmvkz43t\/wDoXsD+pMnf6zDWR\/mi9rfxrh\/NM8cxPZP6mPOhEpy2R0E8r8ffj7gK6t0+9lzTWmZLVy1LJ\/TMtshSWynawlXrjz++u47M\/t1klGPOu\/tL+4vb\/aeJ4ZZFCL67FV\/Pl\/Rnndk\/2x\/prsnMs8MTySXTe9yXy4X1TNLUdLLaWmkJQhI2pSkYAHpWzYqtoTShJ8hXxKlJv3n6HvS4RqCCKNtbwgnypfDUP2fxNXyLvEN\/DIP1pQ168042E+QrIN\/SqVi7wZrZXj4RmtJalZ+wMVJFBxwKwO4fsE\/dSal6i7wYFt8f7Os0tkpypGKd\/ETgtGs9oNJKXqHeIj1Rtx3JFYmOoDyqRU1kdhzWnwHB2A\/GimLvBqhhWeT+VbksDHKM1kWHO\/FZBDn72KatdQU0aiykfsYoLYx2rdtc\/aWMfSkDaMclVFsreNlMc8CsfBI8s08BQBgAn61i640y2p10hKEjJJ8qVlKYzLKu+wY+tV+brawQJy4CpCXHGEhTxSfhbyQACrtkk\/dg5xW676gktjdGwglW1pOBkkggbvn54+leTNR6muOlOq10nX67iVbZSXmn0OKAQ0hWF7AO2Skpxj935VLl5LqUuT0bq\/qQ\/ZbW5IYhnxXNrbTWOSSRzn7jXmvVt+ubtydlylqdeeWXXCDkITu5A9B2FdFuGsWdRaAkvRXkvOsRxJiSCdu10KGWl\/MBRyPMCuN3Seqe6UvpS8l90FTjaSjn4SRx5c96ycXN2zSElDoSDmoVw7ZJuMX43UsFbaCop+JAWUgHyyo8\/dTy5Tby+pcW2KiLkIcdZUh5WxKSFhO754GTz6ZqkSb4bY0TITGWEqDSd\/IJCVKUPQ4Cc8\/u04l3SQ++7JlqLbj6jJdz8G3dlSuP3cqJ\/D0rWGDgmWXkurUASfBTIuKZCmnC4pS3Nre7bkdueB2Hz9aipuorkyhce2tPyXHWw2XVZbb2qJ4QD6cHH0qtydYPQrZHuEZyOlpuQWWgU5Upadx2nHmRj78etamkXRExy\/XCe9JuI3BMdb+5mIhSMKc2jjOB28t1axwVyzJ5WS8G8Xq6zxZ563TLlNuBngJB2o3cDsBx9eKglIjRkyPf5Liks\/q2UoTuJHByD5gqH51heb3Dhw1OxlOuXCTuMUJG4pUeAsjyHn8\/vrXZrPJuDbT12L7L0hRU2tP2MJDhWMDtyABW8cSSsylMiAbddpLyWGSzEUsncSSk8q2qGe3GBSNWK76jhCDpoPOLalBtASypSF7klOOOAQdoH+\/Vxtegpr1tWm9S4ljsjsgzHXH1jxn0p+EISM7gCM48gTXUrd1Q0JpiyJtGnLY0mEmWp5DERsKW+EpylSnVcYz59xgEdhW646GT56nObPoe5Is6NH22M09q66RN14uAaKza4R3hSUY7LU1wcfF8Sk\/tDFMv82+6U1qu+Mx3LR+gLbGVp5iUgktF15TQdwe5\/WvLKiOFBPrXYbDrybbM6z1elMCNMdXKatEL4ZEyMOEqWvHCftfEfIEj1NX6x9TdF9SXbTq+Zam7cLSj9E3houFxTttUsL8ZHmVMuICseqh5ZrSEndNGckjl3VCJrO5aXVq\/UOsLjfHfEZjEzCMeGQvelIHnuKCR6CuDTWGI63Wpkfcw634bzQGCT23fI5rsfVLVM21LY6dvMQ5UWxy3XXZEMqKZCgsgk7u4wMA\/fXDrxcXHn3VkFSnOQSc4Hz\/OunCpV7RlkavgoeqbW5Cm7Y6wuFgeCpIwnt2+tQbjzhcUlwBCwo8DjHPauhqZjzG0x7gyVMbwshJx2qsX+3JXJZKko8FDaY4faH+JtztWofvYABrsjLyZmQzTDQW2l\/BiynBk\/wD9N0dj9FDg1tuVtahvB+I+lSdxBRnlBzwKmGLTCegybap8ctkpcz2c42q+7+ddY9mH2SuovtFXJq5Ptu2nSLTm2XdnEf4hSfiQyD9tefuGeaJ5YYU5ydJFRg5ukfTKx+11paS80xc7W\/HYUglckrBDRCNxCx5kH4eO5rruj9d6b15b03HTdwbkpUkKU2D8beR2UnuCK8tapg9LdL35uJrvRD1rbmhDyEWmWp0F1xIw0UnuQQoZHHnT\/pf1E6Safvrjmn9HXSG7H+EPu3QElKgrCgj9r7Pb5183LDCSs9Lc\/I9ZFL3PahKj2UMGqdausWi7hFaL00xpC3zH8N31G0hWfQ708+pxUw5qu0e4puiCtyIokeKgBSRg45IPFc0sLj05JcvUmxg1ls+dVX\/vD02ghK3nRn\/9s81knX2nFn4X3j\/9M1Hdt+RHe4n1ki0pbB7gVmlpNVZGvdOKOPHez\/8Axmt7et9PLVtS+6T8kU1j9wu9xfqRZUsj0pfAA5BqEb1XY3EhQlLHOOU1tGqrEBn3pWPXFWoofew9SZDBPmKPBPkaihqmy4CxIXg+e2shqmynn3rPrTSiHex9ST2EedKOai3NTWYN7\/eePlWI1LZwBl5fPb4ahp31H3sPUmRnyoPPeosaktA5Mk\/hSjUtnP8A7Qf+GtKfqSssPUkcAc1kFccYqJXqazA4Eg8\/5ayRqO07tviqB\/3aipJ9R97B+ZJlbnlisFOPjtimhv1q85J\/CkOoLT\/\/AHR\/CqcZPzF3mNeY68WT5ITQFSj\/ALNFM1alsqBkyCT6YrD+1dlCsBxw59EGlsl5sXe4\/UlEKcx8TY\/GlKlHgI5+dRJ1bZgcFT2f\/wCM1h\/bawpWEOLeHzLZrRRl6iefEurJn9ZjlsfjWXHpzUT\/AGw07kAy1DIzymg6w04P\/alf8BrZYmvMnxGL9RLbQR2pPCz5VEf2100O8tfH+Q1vF\/iToocs5U4XCUhSk4x86HjSVtlQzQm6i7N8mRHjuBlTg8UgqCBycfyrnatdSrjrO8aWdt64z9rjsOstuKH6xt4uJD2PTLeBVniXO3WiZ4Ac95MolL7izznBPf5\/0rgvXO5StK6wY6j6JYLs+DFQxeIq3cuTrek5S4lPchB35UOxGfKsqjJcdTdXfTg6Fqq5MQYD0p5G9SD4cZKRypzOMj5jNeQeqevIlzdZhnTzOWXUOCS9lTrrjfiIUlQPG3hPHr9a7odaWzWTY1rAWp21Qbcjwmw7ja6kZUFpP7eCskeiAa8s6uvlmvckf3Mxn1OOLllTilJWtayd6Qex+M8eoFPDie4qU6ibrZraethi1Wm9rSh533hyOWjsQScJTnsogHH1J9Ks8a\/adjS3pBm3Ax4+3lKEgjzHbjzrjFuuj7DpiOx+A4otnschWefrgHPyqYVM93hFtaynxACob8eJzgAj+B++uvuEYd+zot5b09cmlupW5JhH4wh0AKWopIPby7j\/AM1Zqdl3F+WXtsh+47it5wjcjITg+mBgAeuDVAts6bCtcdciWh1hzaErwSpJI8x6cGrXb7gpccx3tqW1FOM91Jxzn88D603j28D7yxFWFuTb49rirDMoSXZjsguE73VYxgH7OA2nHruNPnUPMtR\/ElqQ4tp1txZQAdmMjIHckkg\/dTYajYhSUuttIUpT2Ssg7Wwc8gd+OCB8qjf004Y6n3XmHTHb4bUnl1SsDPyAJJI+lVtkyd6Q4hN3iW9GiMW1akrK1uTgkJACRwAD3P8AryqwzLgNNWuTJMhLakR1LKgTuW4raAjPlt2qVjzOfWtOnm5jloYXd5E5vwSpZWFhDPhZHw4+u78RUVNkI1M5JluuGJYWMEuOJG5awSNwB78bsD0NFWxW0iDKW7khx2dOky332\/1X60qQMqPHp6nHyrouktMWrRNi\/ttr91bjrbvhWmw5+OR2AW6jultGTn1xXLUXZDCUzAwtESGQzEaWoYXjkLP3nJ9amW2LzqiW9rXVl793jk7nZD6yC53OEpHKvP4U9\/lkVq4t8Gd0P5Opbp1Fub2p9sh+LNSEJisJ2OSCNqlMIHZCBhIUeAkA\/SqxrG\/26DqdlDceI03DipjPKitnwJDvxBwDPKkkKCN3nt3ftVI3fX648Ndn0vDRFhOJJefWgJeeJABRx9lvjhI9TnJNUqdOuE0f3mEw42Bx+9+NaRjRLlZUtX6klXm+reWg7vAbjrW2jAUlsBKVK\/zFIG4+ZyfOqtMZSRlKePOr5PhR0JUoIO4jI86q64\/iIUSBjJB9Qa6I9DNqyqTEgo8FonJPcU1cZTGHu6h4hc4KSPP1q+x9LqjQl3aQ0PC2kp3D86gpVrfCBc3Y58PCWkHyJ2Ak\/wCvlVpk1RRrnZXGgl+M+UhxezZnkk8\/nX2\/6CdN\/wDuy6NaP0OtpKX7ZamEytowDJWne8fvcUuvlL7O+gUdRev+jrRPYS5Z2bmmTKUtP6tbEb9apKvXKUhP\/mHrX2T\/ALU2FOEmc3jHlXm9pXkUYL4nRgnDHbkzxJ14vcl3VMB92U34qUl1tBQD4ai6pJVj7vwzXGYt291dblNLcQvxTlxSsL3KI\/PJ4+tXTrtdoytdIEOSh1xppTe9CvhJIJVg\/JSjVFtc1p1lpuO00plrCnFr5UtY7Y\/DP4VMcdI3ch6zrRdvdtlicnyH3oTuXlqUreg78kqPYgkIwD5KB8q9E9CdYSJzlw0Pei6hi5tSUNrQSlLDqApxKyP\/AKRBI8lmuJol6V1I\/ZIb6URZsO4xHQWUE+9OeKEkrUONqUZOD9ogA8VeOlMn3S8XOal19r9Ew7m80+QCVkRnUNkE+QcWE\/MkeVJxToSZ6ktnT\/3kA6Zv0KUoNNFxh1QV4LhQCUAjJwQSRnyB+VRl\/hM2xxbM1tTbzKgfDKCOe2QfSuEXTU87R14nsWK9lsi3WotthxScr\/RjA8QqHckFYA\/zZ8qu+huvsu52yTa9bw03dCPj8QHa6kFQxhX3nH0qNsVVo5c2m7y3B0y6JebdwlDpQ4U54b4+YzTaM3MSfDdW2oFRUNzau+cdxzTG43pqdCRL0rMcltuNf+qeF\/eEqwo9h3xjHHrUNpy7T7tc3bTDiuyVNo8ZagTuKcHAwM45GK2jg3xtdDycm\/FPZLqX6O2hClbpO5CxlDakkbcd+aRz+9ANtust+Er4G1JJUv1\/OmcXR2tZ8ZLzcDwf1ZcQHHAhC8E\/BuPY4qaulkZ0\/YjfL9fWWWoraTKQynxHUKKsYT5Hn+B9KzlhjHqzWEM2TpHgdstthvwFpbaIGdozgnvWtbj7hcjmI2G0gbVpIG4nk8+VQ+ntX9ONSuutDUc5mRHaCizIcSwFIwTkeXl68Gpq3TdAXC5u2xmyamdEZYIlsoUWF5A43diAFfTvis9kPU6PD5n1Rgy3FQoR5LRbRwQVr37ie+K1OYbS57g\/GwtWEBwKSUH\/AFmpu4R9Ax\/BVIdvEJptxRCxHcKT3zkgHgfF9+K3yx0uhRlSZmqX47I+IKfQpKeCPMp+dPuY+ou4y9KIJolThQtcgFHGClOF\/Q0+YcZXHC5G5s5x+yMDyqsX\/UWmYupNP23TF6Xc2L+t8eOXQhCQ3jISo8FQ5+H5irbNtVnRCj3By\/So8d91LIc8D4G3jyN2edpGE\/U1FQfHoPw2ddF1Mgy0prGW1kYIAGOPrWwx7erCUvBK09wO9VCai+RJktlm7trZjIKEltG5tZUAeT3BBPbzAqqXHWerbZckx3HhIKm0LJTGKU4Vj4QfXHNXjwwyOotWc+aWXAryQdfA60hMJx0IStCQMZ3CpAxITqkg+Hg9\/hNcrg63ZeVFjxFEylJG5Ck52rxyk49M+dPJmsLx4qHW5EZiG7kuu78qwOBtHYeVW9M15Ex1UatnSFwbeXSCtQA44RWtUBnxUrZmBGM7fgJ\/Gudr1y5ud8C4KkBAQSpBTgZBKu3pimcrqZEt7aZz9yeQ0pGSpbRwk+fOe\/IqlppeSE9VjOmrwCjxpMcrScZCFYrVMbM0paQ0kbCMuJTjjzx865lH6lRH4xeauhC920l1spSn4sDv6nFSVqut\/vkxtNv3LgubvGmA7EJx9e\/A8qUsGzmXARzrL7MFfwLeuFBQ4VKz8AIJI\/0DSR7PNuSVqghxhsAEKLYPid8YPzxWcqwwJGibhdrVPE+UhiT4ZL+EqeaSoYPp8acGqDe+uak6WYv9kW01FT7u0hW7HxOg4GPI5ycH0rky5ljpLqz0tP2e8jbyVR1BOh1s2KXKMrfNwpxrccJZIB4UfPyJHyqq9HNcr1D08iNTR7tdLWty2Xdo43ty2VFDgP1ASfvNUfp31\/N0uwsF4lFh2V+sK5K\/1Tju4YQk\/sFQClD\/ADJI7VyO+Xq\/ez9rvW9pJEmFqos3OMcqT4UhW8u7VK+0AXMZ7namprfG11X3PQjjjje3yPR+t9SOW9lEi0sh9xlZWCR8IcCQEKV\/lBSAa849eta266psmorLc2VXm2FKULaXjxWFDJQv1BPl6E1xvWnXPXuo9QKjvXdbMBfxORWkltKR5qCj3rnt+1BJcKG3XilpsbW05GcZOOfPvW2HSS3b5eYTzJKkW+FrpcaI7PtjzsaJdF+OqGsEJBHcj7ysfIZFR793ZlTXJ4HvElaUiNuI2pPbOPUDGPvNc\/cmyioJS6UoUcpQT8I5OSP44oiXGQl1JSMpAKjzyMA5r0VhS6HI8jZbbgJT5DBipU6pG4\/ECcYyTkHywaZw5LypTz4X4hb2JZCxnYgdh9M4\/wBGtUVqPPwliSllHC0hS8A8j4RjuefwzUk9PUtSm49vQlthBCUtJ+0E\/maqqIuyfTc5LVubhQJi1tojhtwqaAUoEhZA+isjPy9DT2DfyIraXRlLeeAO2SPvxwKqrNzmts\/pBCG2lJQpGx8eeMAfI5xz5Yp85GRCZYebuDcxx5CC6G0na0ohKikHzIPH\/wB6nailJk5Iuzc8NpRHbKmnNxwMA4JUCfU\/xCQKd2SBFXNjusXCcll1tbayhsFaFbck5PAGewqORDE4MsQXSy05klazuUD5E47YPcfKp\/YxZrWIbUpaX9iXAXBnOUgjj1Jx9M1D44RS9WSS57Ue2N2JCnkxIyB726tWXH3OMN5PYDGT86qGotRNOrbYZb94aZUSiGz9gK9VkcClukuXIaTEW+VJIU66c8kknz\/Co5i3rDBQystNLySlI8qcYJcilPyRIWp+MzMRfL7a0XCWcCJFUsiIwMHK1pHLh5HB47\/KtV9uN8uKmpM6QZi20hCW9u1DaQnaAhI4GAAPuFa2lxYbRMh1asApSc5I4p\/a3EvKSUL3NKASkHkkg96vnqTwysl9hZb+Jex5rxG1hGRnzGfXHOKfJZfeaWwtYWsjKSU4z9KmZLFv3H3VKUvAg7kDj4SePzP41i3Fc8NTylBtxsZG7sfl9adhRV3WNjIMlkheSnnzpbNphE6QX1xR4IBVkj7S+MD6d6tlq01P1RJ3LaIZbG5bh4SkfWrdHRao8YWi1w1PeGn4nUjCCc84PnUyy7eEXHHfU5fqa0x37K9BW4pAaT8CEftLJ7f69aptwjJbsIYaTtbbWtYYPKlFKRvWT5DOAB\/SurSmVQ1PXBTaUhPiJCF4OVAEH+Jrmk0NvXNu0N\/CmcoF1R\/2SMhbij8glKvwrXHIidI9IexH05hW243jVE5P6u2W+PFjFfI8eUlLz4x+8hKWEH769euOWFlKkOyUtFABUnAyBnuRXBeh0SHZen8IzZBVcby65cpZIOPEeUFH4QO4TtT8ttdIX+gombsqE7IcXtbXJLoCnGyCFZR6J4OPnWWXDulbZ5U86nN7a4PntLkSJNxS828VGM0lhRcXkeItKvXv2Vk+VbbZc0twXGvDC1IKmi5HVypQ3BX3HPeuz9M2NB2DTFxuNpukC73KEl5uVa5bQC1OqSUK3lXIbAxjHOSo+VcykaF1fdwH7VDiupUltS3mVpbQ464kLIGcZO5R7duapNS4PZujVpK4xWbjGkykupLaw+pOeElB3Jz94\/OujaG1XYYpctV3kKRDucGVGcWO7a3Er8PJH7Ic8Mn5DPlXE2Uy4LbqZPiIKMnkdx2\/j\/CmD+oHWUbWFlKsbcD6c\/1q3i3OxbzrFx1ZDn6plKi+8TwWkR2A2o7QhttttvPr8KPr29a6do67dOrTY3f7Tz7hCuclCsEIStrAWkpO0fFkBCx\/5\/lXm6DrR+2x2JdvhsRnw2GPFCeVjvk\/Pgc\/L51DXLVl5mPLccdKvEIUVA98dsfjUPBuEslHtO16k0my00u1artslxTqy0h11TDuMHbgjso\/zq72zq7pm2uQ5gZcitNtrZmONvoSp1xOE\/Hs5Ukk7j8xx3r54t3y5oKXlOubfsjwzgk\/OnLOqLu1lKXzg4+FJOOOxqPCV+Fjee\/xI926u1xqJ5X6abv7km2uqIQ9De\/VtJ+IYUnunjaCT5kCuX6v6mvw4zVokqkSETNqW3S5vGCrkq+\/P4muDWXqJq+AytmFd34wkoWw6lI5WlQwUnPcc\/zq19LYGvdSXeJdL1Cg3i3wHQBEcf2PLbK1BICQPiBWpPJIAzg8GoelUeWUs98Inr5qKRnC4ymlIjADconxEkEg89gQrt24FLG6n324aXhsM6hmNSrLIUyhtqStAchOkqTwDyUObh8kKRUF1PtuvLTqBx3WUR6LPnN79oRsTt2lISkDgBBbUjA7bDVD8O5299d0bSoO29z+8MqSQQ2pIBOPTGM\/QVSwqhPLbPUOjfaI1Jox2K4xMVNjKT+tbdfUo8HA5J88qP0r0zoj2hun3USOmO9cIqXlYS7Em7Mtrx2wrhXmPu+dfOdT0UwfHSpweJgIIwUp+Xy8vzqHcuj1tm+8srW0uSAV7VE7j5HP+u1ZLA\/ysp5Ivqj157QM24yeq7aNLNNyIUG1qmx0R2QQrxHHGnSlKPNGMZAz8FSTuv8AqBbI0GKwLo9CLslh1iXFUoBKGkJQ5gj9pZWr6getUfoTqtd4a0nf0zlmfp67vWq5p5OIUkJcjKV54LweTx617XY1BBucRDqGwhRZbd2PIxtUrOArPkcgfcawyYo37XDNI5mkklZ5t0d1Pa1PLMu5KiM4cU0l9pICXFpTgeIgHBG0Hnv29KvaG2b45ItdvuaYr60nw8qCkqBCsFCjx9nBI798VebkrpnNYjmRpexoaf8AiUgRtikoA7\/ABg5V3PHNUS76p9n+2FdmbuDcZ5T5W4zFkHCHCNqSB3HYedc0sEX0kaLM\/OJvldGdDMWKS80zNbu629r7jchxCSOMk4+X5A1yzWXSDVjExC9DaoaVBaS22I8trC\/CUop4UTtOdpPPyzXTXuunTC0JTbYlzud0iNq8JSikZQlKCQFE8kHGPyqNf6h2q5WT+0MKz3S22d6QpoLkNhS0OIIWrCR6BeR5fDW61OfE04ytej5OKfZ+nzqpQr3rg84ygrT9znWmY1Kjy2NzpS8EhC85AKQCMg4GfnmpjS0dd9aZkT4MyS8pJWmCplJCyDkqACj5flmrreINp6hw\/wD0BrKzrckKJackNBKnH1ZPhr3Zwn7RwCAMepp3o3S1x6axZzN1ZtSbg+pSI02M\/uKmUj9hX2cjYpW0HnODXof6mu63Sj7X88zyH2HNZ9sZex1vz+FFh0J0aTrH9LtX65otzbSQhmBH+NxtKs4WrPY5Cj8iB61EMf2rtJGiJBfSq0x\/AQ+4rYh8pG0EeYOPtDzKT6istP69Z07cWpVtWlxxnCVyCskv\/vbvXcrt9asOs7ZeOoWl1a604x7q7DbdUpSjjxSnBOM9+PDH3Y8jXi588tZ+LqvofQ6TSw0CqHCfn5jfo1qqOxctR6UvxcFhucgNplH4cPrQlbgP7qVpeQnI7EfOuLdVNI3LQF8Y0i1N99Zt12kXLwlnCHUrCFNkg9yEqcBPYZwKa3idedFWK02mfKf99O5yc842fjW6d5UfTbvSkA+SBWxhyR1M6d6g1CiW4\/qPTc4bkqCnnJEUx0rJA78EKJA7pTjuRV4cc2q9DeU4xe71OeXN1uNFeYEoKdUUjhZ3NHHnjuQfP5n0qA17dbxfHok6\/wB1embYrLTZeWokbUpTgc+oz+NVmbqOU06FyGlN+IotLT5b0KORnse1NNW3uS7Fh+D8StiQBntzz\/OvRxYJJqzkyZ00Rt5deaaQ2pxcpCcgBS8lCfIA\/I5qKemonhpaW1OFKgjH8zWbjjjxBKsk9xTqLay48l9lspJwTjtXdGG1cnI8ljJ2P70yU78gE8g9jyP5VFr8aPv94S54nG1wdikccj8OaucPT0qGw14iS8hCUpUrHKsdycevnT52wJlJC2mEpQRhQQMn5\/wqrSCypRJT8YNutxylhCRu25OPPdmrjbLxIZcDsRSVJW3gEjORwcVHmyyIktKEDDLvw7Upwnjtx8wDT+Dpi4WWJCuDrSjAubSnYysdilZSof8AEk0nTEmOHZbSyoGAcqypZODuJ749KkbDsflKjraccdllLYO8cJ24AAPmOOfMZ+VJAaMwhAUjcnyP+ua6xo\/plJkQoupIkG1y0rylpMmQUfrueCB5DjntWWSSguTRe0UG76VvOmJrTn+JFeaV4DiCdjydyTuH0IP4msrow7hue\/l11De1tvdnnHn9K6hpxUbVdtf0NqByIm8NPOyLVJbUfDU4vHix0\/IkApHruHmKqYsrlsmLhXFpW7JAUoeWfL\/XlWak\/MOH0K6mN4cRTz68qeSklOPskDGPzz91R0GaEt+DIyCkfDVpMKG85JhOSNsllhb7aM8KCe4\/BJqqTYZjlb4wpDmFBPoK0jT4JckgXCdWpT6AVBB3lPqAacq8VyQlqEhKB+2vGBg+Q+fzrGC49JZLBVtT3Kk9zT1Abi5a27nBwMU2Lchqi1usyW3m3CAFZUnHKxipKY1EjsNQpsokLcBdSBuXnyQkeaqW5TXYLfgBtpMwhPc8sp\/eJ9TxVg0HpCNHKNQTlplukfB4nZvvzz5+dTKW2O5mkHbpGSA5C9xh6hCodvlAqbgtKwpQB7uK8\/8AdFS2o5sSITFghDLLTQXvTwEpwD\/Conq\/dWpFiZnQYbbjlrd8RbxODjkbU+vcE\/SqyiVJ1Mhi2xXSpkpS67zjc1j4Uk\/5lYH0zWKg5pSNu82NxM4a478mG7L3qbfEh5bRHZGCtJJPyJP3gUw0naNO3jXKrdOShiPPkpL8tQG+LFYbdDyEeX6zx2k\/+WnN\/mw4tmTKuTJjywAgMNryCpIGST+7kZx9BUToOHctxuSrQxKemHfHMtGUAEnJ7j1P4CuzBjcn7jzNfq44MTbPYjV40czYUTP7QmKmN8aVKWhsFH7Q+7jPFY23UfTu9XIri6pdKShKi02klK1nBzjGTXn+fM1JMiNWuTFtk51o\/rA8MAJPJCCP51aYtyvSbG3Fgx7fa0NbSFRnUFQ4+Luc9v51rPEvU8KGsh6fuc5j9OnWrg5crwJCnnFpK\/AAc34zncQee9O7vbFz58aRMfkx4EcjZvZwlGF7sYB9eM4p9EkwoYKGro+hJ+QNanGrZId3G8Oq\/wB7j+FV4aLdnX\/q\/wDKIl7pW3NtzYY1FGccCAHVrJ5Oc8Z8smq7L6Ny5b6kxLhBJQMA+NjPkc8VfxbbaoDwZzgWBkEfF\/Oou4uMwl4fekr57pG3+dXHSvyZX+qp+RSn+kt2S0pph2LIejpztbf5B7dsc8VENdK9WSXyE2tw5PCAoVdJtxhOJ2xlSUKPmHjk\/nTWJM1DBc8e3PryBgZXzVrSyH\/qa9CDX0p1FEAFztzzCB+ykpz+Oawh6S3yhHEdlKwcL3r+L51bW9e6xayJlqjzEg\/7RAJ\/Gma+p1\/Ykl1nT7aFjjCkBaR9xFS9M1w\/3G+0ovoQr2kn4t5RCkXVDbYIw6UhOSfL0AHme9dIg2q96NdQ3oO+uPqKUmTcGlJCXDwQhCT2QDzz3OPQVWZOtrzd2N81NtbIA+HwEpIPyqJY1TcoUoSI8p1txJzuQ2lafwxRLROSJj2pTOla8uWuOoMSJL1PMVKXaE+HHIaAOx1YKhkd+5P4+tU64aP1ZbZpuDtplEhtbj\/vDRIcQF7EAHzy2AefU+lZRequrobokC4x5oP2kOsAZHpx2qyjr\/quTFREYtjMQoTtC\/HUpJH+6oYrLwGVdEbrtTE+SlNaeWu3uCBHeQzuSVsqBKkoIJQfnjlJ+gPnUlP6c3SXZTfm4yHUQjl1DbeNzZyRz3ylQ2kY86s1m623e1ThMu2mbRcfh2FaY6QvZ6ZH9KtB9oXps6orOgrhbHjnJhPBKST3JB4NYz0uaL4iaQ7SwS6yIj2eY0+ydQY7MuEpqLe20QnFD7KFEgsuny+F1KD9CqvTcPqNOk6yvOirsptpuC69HYlqXgcAqTkH0GRXntHXvSzj4dZtC20oxtzFQFjHbkEVkrq7ZLncROgWhEmapWVKkqCgsn1Tnk1lLRZJO5It9qYYLhlan9Qurdwu90Ys1zujcS4yV+Kw0FbXm93Cc4yBtAGBik08i4S30xtb6ZciTpJ2okOJLeDt53H5kDn5mroNZavWtx4XZFpjukEtR4iSMfIntTG89QY7TW2O8ZUjHxOSMJyfoTQ9LapI5n2vXMaJiz9KEuM+KnVcMB0EhCD4qskgjcB2IwR99XZvpne4el59ulXpbNuXJS82WVeLvC2iF4QeQoLDZB7YBHnXB3Op14gqK2I8XnjDbxB\/Ktdv6ouvSkuXgSw2DkhqUQcfjUPQSXP\/ALKXbbqqOi2vp0WUR4jCJcJtTqmnS4gIJIBBdVtG3ChzkdiketOTpjqFpq5F3T92RLtyEq2MPOBxKu+0bD3IJGcYzj51Do686Uhxw1GtN0dWB3ckFY\/CmMnrJc7qQ5b9LkhByFqZJCaxj2fNvj7ly7akl0\/c6\/pKy6RuM19M+P8Ao2WuRJdCkthMcMbv1LZQeQccHnk\/SujTzqhatP6a0Wu3m3Oqb\/SUlS0lpKEqysYJyCr4h9MV5btOrdQSl7Ue6s5OdqgrI+6r\/Zb9IjoSuU4MgZUrZgfdTeh2dSY9tyyOtox66dANYztWyLlZL6J0N8eIpDmQQrcSlIAyMJSQkHucGqjofT2sOm+qGryiM8zF8JpiVGQwtSXkhpKFqUSOVFSQoeQyRXaoHUmwRBiXcZbX+Zl4Ej7jTa69T+nMtQjzNbT293cPIyB9cVpDA3xtNJ9oblcZUzg2teidg1vqeZeNLifbIk1anVQAgKCHFKyvYPIHHaqBrLpK1plQbnsSCEgAeKQk\/gK9D3S76TiyP0lpzqQ2kjkJCcfxrluuLydW3Tx7vqhEracApTniuzFiafPT5nm5dRnr8Vv5HII+k4riyYlsdWBySCo4\/KiRbnYI2tMhsj9k5robq9O2RnexcHH1dyhIIzUbH6kxIbyvA0qxMJ4GUbj+dehDGnyoo5PE5k+r+pRAu5ZzlaE9vhFbUGanBQ++kn90irNPiat1i77wxo99tknjwmUtikb6U61kuJQLPKjoPdRWnj8604S5pC7zJL1GNusd6ntF9K5JQjklRTit0tV\/tMVLcqDIdiJyUJABT+Hl51YZXSa72e2lx3VUhlYGSlDqNoNQDELUyojzTmoXnC0cp8RxGD\/WlFRk+WmiXlzR6Mi0X2yoQEybe4xuyMAYxnvirHatcWuNDVb49yeYaUNpTuPA9M1Un5mpHwq2OqjlPO5SG0Bah81UwiWu8Wt\/xRGbVk5+NQUKeTR4ci5VHTi1ufHxZ1G06h0ww4hxm4qLjagtBSsbkqByCD5HIBqa1TrU6mdMhaGWCXFulaBlRUoDPbyyM49Sa5JMfakFv3r3VlxIwotpCMfh3qbhT9GRYakS7nIfdKcDCCdp+Vcr7Pxp2rZv\/qud8bR88lpdwNw\/xZBR4e91\/YNuc4xWqRc1keCpiDgeQdJqtzL5ZWFlMVLjiT+04nB\/CmitQxefBayfIhoVutNFcIy8Tlm75+pPGetlZU0yyknvtUaWPqV63vCT4CFqTnGcED51S5N7uS1EttoGfMgD+FNz+npR3JQT8kU\/Cp+RpHPNdZV8y4K1PBeWgSG1YDniOfFys8ZJ9aukHqXa3Y6IQjuJaQOQlwDd99cYci3hGC9HcGfI+dCY10GFJgufUGolooS6o1WqyL8M\/wBjsGodY266wnIbURxIcR4ZwQRtPemNqu9mtVvc8B9xEl5WF7m\/hQ2AAkJx5gD865rEf1C04A0CgeizUymbqMI+JqMsY5O4Vm9JjiqDx2W+ZJmWpblFupW0q5oAUoAlWc7c84+dXS26t0XEjx2VylqQwlKW0uKyhIAwABXKLk3cpDx3stIPyNMfc5e79a+gfLirWOEUZ5prUJb6O4M6htrz6n7VqC2x1LOfij5NWS3Trm6kOL1RZVo4OA14f8K87NFDY2+8tpI8wOafNS3sbU3VAGPTFPusT6tnFLTJO4nVFX+EOBbm1D5g1rN2szpw\/Zm8HzBIqaa03q1WVyZVuQkeTaQr7q2P6dubSCXrlGQoKKMOx8AkEDj8atZNMuLPElg7QXtd2\/sV12DZpgKrbcpludPb496PwNQNwuGrbGdj6mJ8fyWE5yKvidIy5AxiG656sr2k\/wAqbStHXhtBCoLykf5kZH4itY9y+kjNarNh4zY39ClxNbW5ZCblZksnPK0o3D+tT0PVWkAnK1w1D0LBB\/jTaXpZG4+NBWg+ZAqNc0nCJyps\/wDDitXivoy\/G4H6onndY6GAIENtSvVBKaZp1RpRxw7GikZ83c1GJ0lCHAR+VKNKQSraI4Kvkmo7lx5sh63A\/Nj6bqbSbKCosIcPoOahVastqlnwYyENntzU3G0A\/JA8C0KWD57KlY3Sq5HBVaG0D\/MoCrWojj\/MgjqcdcKTKSb5aSvemOFH51vj6lgoX8cRxKR3CUZroTHTZmNhUly2sn0U6DTk6UgNDCbpaePIKpeMxv8AMU9Rk6wxSZUYmrtJMIBkW9Th8wuOf5VvOs+n2Mptfhuf5WlY\/OrG5pMrSfBVb3\/9xwVD3DSbyEkuWhzH7yMKFT3mOfSRhLWPpkxyXzGJ1tp5WW2YUVKT5rbNYx71o\/xw87cYcZzOfhZUT+VRsmwJQSGUbFejjeKYPRbjByv3ZtxI8wgGm0\/I1x6nD0Ta+JbF6j00+6kDVjq0j9lLK8U4avOhxy68uUsDPLZFUBd+mt5SmFGyPIjbTc3qcpWVWtkj\/K5WUoWdkciatP7o6Mbla5asW21RdvqUZ\/jWRlwY+PHFvQfNJbFc5N2mqRhqMpjPmkmo6Qm7Oq3Jmv8APlmo2WWsq85HdLHqKMytPusO1vEHzaFWx7XN0di+6iPbo6CP9mQk15hjuXyL8SJUjI9FYrf+mNRKVtU4+ceZcFZSwW7Ra1Cj0kj0F75KdytMqPu8srSazRfL0wNpkMqT6DFcGj3LUBI\/WlI+aqmId2uKMB54q+q+KpYpef7GT1OOP5vudTuGprylBDFtjPE+eQDVQuybpeDvfsDSXB2Wh7BqNbuMl4FKHGwT2+Oou4u6ra3e7OoUk9sEE1tCG3yCOqg3+JfUeu6Snv8AxSpwiI88vHAqV05bNLx1JUq8xX3GztW284UlRHp8q5zJ\/Tjy\/wD0k7Ix8icVYdMDR8A+8XwzXSOdiTtzTk1XJ0d6q62duj3TToiBqJpyGeMEl1Ks04Yt8C8MKiRrdbISldlIWEq\/GubJ6idLIIw1pi4OY8w8M1rc6q6ZXzaNMTmQP23HgQK59if4b\/nzKWZ9Wi13LQ+oYS1Bm93AIHYNrJSPzqBXbr+094bt3mrT55c\/61I2PrjpqKjw7pc5LXlsbY3\/AJmpRzqx09uhwh8uKPbxmEopRc4unyNzVWrRCR9PPOHc9JUoHv4jgppeLJDiI8VhcYq80qVkVNy9YaRSjc21ByewSSf4VXJPUOyh\/wAFTcNsE4BKDWsW3y39jHvnfHJAS0hZKEwLegnjclpRNQ71lmKJW3OaTnskNqFXp7WGk22w45PglZHYMmm7GoW7kT+jblDa9AcJz\/xChSSVqX2NPESXVFD\/AEBIcUDImJ+ZDZNP2LHaWkgv3Abh6smp2bc5bbhanSZKvmwGyPyFQ8v3V8FwyJSgP2VYBP4VSzQXWX2H39imNZm0kJkxXc+S2SKZLj24ZKGYn51tgx7VId2uIltp81EDFO5tr0u2nLV9b3eaVYz+VDyR\/UCzK6K3MZhNAu+IykfJOaYNakwrwGpTqUjj4W8VLvs2pKtrdwQqmjjluYBUX2sDzxWkGkqRsskejRqEhh0la3JLij2ODWTM99tRSFqSn\/MDUc5qyGhwtNSE8cZIrcNSMrQQuY2AR5JrdV7i7kvI2vpaluYTNCc9+SKRNmUP8O8Np\/8AqmoeRdWFLJbkFVbYLkp9YU2Wsf51YqXG+hopNIm2tOtujL9y3\/7qya2DTVlTkPXAJP8AmVitCmbk+ghhQJA\/2TgpiZNxbUW5bDbm3jLgBNJqiLb8zfO09aVH9RdWc\/71Rp06nd+rnNuc\/sk0\/baMv\/DtrKv91WKz90nxjliAUEf\/ALgqeo1OuLO+Oa+jNRi14XgvKXhsNgAEHsT8qZXa+TphZlPI2JD4wArPw7Uq\/nXNJt4NxZbktRlx22GwkIVxlYJBX64OAPrmpBq8vy2wIklbpY+zuOPjwB\/KvJWBI7Hmb6l3i6vhWm6xp9wklCEjlIGUp+IHAx9DXTLd1S0pf3cw57TO8qSEuJ8Mkj5H615k1Db7q1bm13BLqUOKCGkrHPKgnIV2OBup8huL7g6xJjuK8FClhSVnKCocfXOP4UPAn0BZqVM9MzP7yC4gMSBjPCUniqvdJDMUEq08yrPOSjHHma4dZNbXfSEhj3Oe64ydrobcdKkrOSClWeT3\/Krjcuthv0CDHmacZZmSJISyYcgry355CvsqJ7Z4+E0linF8MzlDDk5lBX8CWb1i1KlCPbdPsknJytAAx9attgsOotSWx+9R0WuJEjK2LcLYzu8kgeZqmWnW2gtQCZZXoEu1KZYKw8VpdUoMAqP2e42JV28xV20lP0gqJnSerPe0qJQpqQytrblP2sHj1x9KqSbiZRwYIu9i+xWbpqR61tlTt0WEHITsTt3f0rVBham1KUm3KS4hY3FTknlI9SO9V\/UjYuF2cjR0f+rHLwzkKcKljj\/y7R91P9JP6iVOLECNhplPieIrKQ2AMlW7yxitFiSVoFKEX0LY905hI0sL7I1G2Xw94TzSht2DbuJCT8S\/MDHcj51Awo+nrZBXdLhbvFS8QmIh08uAHCl48hngevPpVjaviNTtP33VzwkyGXBGiR2kBCXVpQkqUsjsPiBOO5NVHVLsq5vn3kBB\/wBmkJ2pSAMAJHkMAURg26ZctRGPKGjclq5S3lsf3dG4eG2njCSrH5CrFb7VKWoJauT6AcftcVVrLESxNZCl5S8gJB+eR\/OumMwfdo7Ml5KQl\/bgDjv\/APellhT4M4zhk\/EkMY9vnpO5MtLwAyfFbCuPvpvMtzSyPGsUeQVqSgKbQUnco4A48yTXRdNafVcXwlmPlLuPhPmATlR9E\/OpXU\/U\/Q+g4qrQwYHjRtrr0hxncoqJUCGiOygEkAnsTmsYymnUQnpNLkVzijkp6ZRp4BkaadY352lS+\/0rE+z5KnKIt1gkLJ8kg1atJ9crJra4DTjUAxozEcqjkrz4biXOAD35STwfMCuzaT6zxbYtFo1ElKA4SEyko\/NWPL51o82aDpsyj2ZoJdVXzZ5imez3d4BxLta45HkuUlJ\/Co49KocNREiMpxQ\/Z98Fdm6ruXK1XldzcmxpkC6HxIslskpKB359RXPoN5dVPDI+Nt5z93P4VUdRmkrTOXL2To1La931Iy3dL2pigIekA\/k4ClySRVxtnQS4LR40my2S3tgZJdBWQK6VbL3AtrTLoDaWoEdrP+d1eT29duDVK1Z1YcuLqrYwlaQlO87QcHPmfwP4VHf55+Za7G7PxK5Jv4tjB\/Qen7QCJN2gq2nH93gAj86bSNPabQ1vSpToOf8A2RsVCydTkWmY\/ISd7bRcSM9yBnH5GuW6x9oSTaUJgWC1tS3nwVFS1lIbSoY8vnj8KuLzPzKj2b2e3Sxr7\/5OjSLfpBZURGZwk4UVxxx+FRkmzaSdVtQ01g+aFqb\/AI15sldRNbzC\/Ek3Pw\/eFBR2pyRk9gfIVttpuzqg9M1NKaUDkq3FX5V0R75fmMsvY+il+Wvg2egntH6dWnLN4kRlH95QcTUTN6fyZRKYV8tkgeQcGxVc1s9yZflGJdb5NfZ8J0JWpe1KXNh2E45xuxn5ZqRktWNVuhvxbpLRK8FZmJ8VRDTgcIH1G3mrWTInT5OOXY0FzjytfcnLh0v1S1+sbi29xHqh6op3Quq2knFubUPRqSDTFDd6TaU3FjVAAdVtbjh5SnD8yPIVtgQdXTeW7utIORlRwCRVqUn5AtDqMa4zL6P\/ACNXdEajyVGySs+qVpNaFaX1Iyf\/AMsuCfogGrRB0ffpiA7M1n4Sjk+C0srcwPPA+lTtt0FqOWlHur97SkocV4r7gCFFAzgY++jel1RotPq\/1x+jOdpseqDgCHch9Gq1yLDqkg\/3C5HHrHJq7JjX6HLLD95ktgHG7ceac3m5XTT84wZWoJQcDaVgqXgKJHYfn+FNyryIWLWXxKLOYmy6sC8N26eT\/wD4x\/pTxmza7WkJTAn\/AEDBH8qmk9QNRyXVtIuEjbuUjhZJ4NaXNU6wM1ptE6YhjjxFEK4HrST9xr3WtfHs\/f8AwNW9GdQZA+GNcE59TitLmg9csqJdjXLPnjn+dWS76nh2tQcXqGWtK8bFhZI+hrVbtU3G7Ex4t6fSvAKec5HqKe5ehPd6+PO6NfBlWe0pqVBPjsXP\/gVTFenpzZ\/W++N\/MtHP8KvTrWsmHwTqB7wl85CjwKk7cxql2T7sjU0d99Y3NocIIUPnTUl6Fp6xecX9TlbltaaX+tuclQ8wUYp02zbFN+EmO+79VZNWvWmqdYacLKZFrt8jxVqbH6pJyU7c84\/zCpqC7qZuwt3mbHtEQu4w0WgFjP3VPexQ5LXOKuK+pzZVjhu5KLXLyf3RWI0lJXy3aZhH+YHFXl3Wd8Q6Gm1MLJ7BtAp8xcNSTW1PFKlYwSlOMj7qe\/d0RjkzazAvar6lEi6Cu0nAZtLgPzpw7021E0nKrS59yqtyrjemR4h8RIGAcKGQT8qwXqO4IUMTX1DHOeMGrSvyOaWt1t2mihyNLXW3EqdgzWh5kEkU0CAk7XXXUnzz\/wBa6N\/a2YnIU6tQ8wpOa0O6it0nidaYz49S1g0bWaw7R1KVTin8CjtNxsY99eT9F4rciNE35NweA\/3yatTk3TSuWrNGQfvrUJB3Zt8aCnnjKAaW2SNP9Rm\/yV8yLeL0lht5KClbSQ2oDOCpPJ+7kU\/hyl2q2MrlrG9zcXB2IyCAPr2I+6oq63F4oaCWS08ZBSe+MhKd2R5AYB\/83ypXLvCkeIt8FxQOAjOVbscH584\/CufaevubLLqnU36W0nY7K9LfTItkkupjqRw6yoLwrd5EbkYHmFH0FY2ibITHuK3UqV4rHhqSeeQPhI9DzVQfu0mfLQ\/IYfAZQ2wlC8DbhI7fLv8AjVgiuyzbJXgrGQnd9xNKMEick3VEM+04llsS0E\/aUN\/BBySP45pxAujNvYgRI1sQZTbi31yUn9aUqwlCcdsA5OPrVptulLreNHT7oFR22orjbbrjy8KSSQQAPP4Umo+32aC7bGX4rKESWnMJdWs+K6o8bQPJKcKOfnQ15D72lybLM4i3zbTqiQ067b1vliWMALKDjxSPqlSwPpVqiR52lw\/aPE\/vaJDkdQScbVN8E\/Q8H76i7o3HiQmYimVFTKw4lQPBB+1keh5Py5pxIu5kamkQHkkvMNhvxAf8VJSnasnvuwCD9BTUWc8sm4kbvblyrlGmafYdjS7hvDq3HfgUtC8lxPyAWkfUipxy8zrSwnS9sda3rk7JruOVoxgp+R3lXbyAHrWUOa7IbiwrbBQ67bj4hk\/tIRkrSjB\/zKST\/u\/KqzLdcjPFxK8KWcK57\/6NCjfUz73yOg6Fu6rhpbU5cYYQ5DxcY+1HZSJKWCn70OZ+ewUxkzLZMaD8xx3xsbgQBisOnnhfpGXaPHSlNytkpIIGAVeCpxIHqd6E\/eKq0iatsBKVZPxcd\/M\/9DTjH2mRPJaTJN5mNH8G6MSStlhtSlgoKcI5yfyH41coTOp7vAjWa2t+E\/JSAy88jJiNEnc4r1xzgeavkKqOm0SZ6xEQgKBDbZQpAUlayrO0\/LCSfwrqb+ubd01totEG3szbo+hCSpfIaT2AA8hzgCqyxte8WLKk7kN5d+a0Vb2+mmipEmVcXjidOedKnCtXKyVHgHuSOyRXAOsl0afnIYiyPFYiMJaDgJy4pO4qV95JI+Rq96s1ExBEhUp1pN4uWXJRTgBG4\/4YHkT5\/LA9a4VrS9suzXkPuAbWvDUEnzxipx40uTdZZZJl\/wCnk0RGEPsJ8J9TgLSvMKR9k5\/3gT9TXbYeprPqRCW1y0+C4Qh8n4XIKyOVD95onOP3cgeleX4+tLbp2CmG4pUgPxiwlX7SVLSAfwJyPpUK31luemLkiVblb5DGUOIIyhxP7SVjzSecj51M8afJcIzm+F1PXN\/nWnT2nZGnZN2ju2txzxGnPH3e5SSStLhSeUoc3bSOwJSfKqjpS+w3dTW9HvXhBL3iuNE48NIJTlQ8ucVw7UOvJGoLdGmxgf0PdEqZZdwVKhugZVEeJ+0BkFKjyUkEc5xANPajcvTSEyloW6ENvL3bSsABCAV+Q7cn1zSjiTQ5QlF1Lho9GO+0jpS3yXYDqXnXJKnpKllHwtLLu1lBB\/dZ2prmmo+uF3u91d\/RRQ1FO8IIAClHPw5PoAT+Nc51tpV9i6sxzcUSZk15xx55p0KS20Dx29cj\/hNOYen0w9qW2FLRgJwT2+dXDDG+EOeSO1NvqSczXGpVlGy4qcWs4Wk\/Z88j86hUx3Vzn35jgWuTyo9gPMY\/HFYTY5iup2pOcn4T3\/1xW6Ohx97CxhBHOa120RvpcGKra0l1LpAWUnaeaVpl1DrqVElIUcUs9S20smGpBV4isp81D0\/EVIbH3XmHIzWVrICwo8etFeQnlaVtju3IabaBLIUSOcipFcO1pw4JqGwvs2U5UOf9H76bpl+ClG85UOwxwKjbhbpE991bO4FZBQtPkRyP6VW2jDvLfLJg3CAxIbjwIgC85Di1klQ+nYVcrHquIwl20TY6HN\/95QrGNqwOR9CAPwrm+x0xI6H1Nh9ohQXg4JxyBSou7MGY3MkIUpoEBYSecHvirpVyS25dC8o61u2GUpvT1itrTKCQt6QMqWOMgenIFMf+\/jWL1zalt3EtNNvod2IGU8HJ47Hv+VVSfHtE+Qq4WiHuZfRsSh5OQhfnjFRyQwlalRoiGcHlKR8IPao7vk0jNVwi+znbndr4L25NU5bZEtXu60qOzbknb8iBjINSr2nm+pCE3VV3jxnbcwXVpeV3RyMgDk8\/xqiN3+62m2vwor2xuWja63jKTyMKHorjuKhEzpkyO5DZecS5jA2L2kp8xVNUqEtze5M7DC6i9P8Apyoumxs3Kew2W5EJ9vKfESB8SFeh5znmue6+9oXVGsXls2u3QLJDcTs8CEyBkfNR5qDiaKu8iDLmqS++tlfjtulJUFcjelRPnyk4+dRl803HsctmL742+tbaVueH9lBVzsz5keZrKUbdnXhnijcbtm2wXFE11Vru6kKZlOJ3OqTuU2AeVp+eM1NR3bzppyO4+lB8CS6mO8OUvtpA3AeoOUkfU1EWXQeptQhUu2QVlMVPiKWBhKQPT1PI4q\/2920PQo0C62V64XG38tNZKUtHnfvx5bicj5D504onNminSd+panUrvdsMxjLZWlKg7wG8Y9fXj8qjLTZnLM+LzdEqS2oAstnKSsDnkdxnPanFmvtotsVL9xktiXGeUqPGTwyzwSMJ88HHJ9KgrxqO6aleT7qypaxuy4e2T3Ua04PPWRp9eBxrTXH9oH2GotvbU62QlptKB8HI4Hz471sYRfr5GDFwbaYQr4fhJKz8sdhzWNi06xbCqTLUXJSwSpZHY+g9BVibmliJ7ohxJZU6FkAYUSO3Pcd6y4ObN2hXs4\/qMrdptuBHEluCpSAclZGfPHJ+tS5gsO4kw48hLang2VZBUBjtgd\/X8KkYb7vu4jMraajEjx1PDcELTySB58HPzxUU4uU\/dVRYrxB8QK3I+HJwCcY8u+PlikpN8HDKcpPdJmuQ+zBku7IqXEuKynxUbTgFQ49OM\/6FQU2NG3rIxuKsjYcpx\/rFP0yGHJLfjh1\/G4KSpXfvjBrTMD85MiVEbYQ01+tWhCgNmeMfl+dXGVMpSbIZbTadw25NNFtJORg\/hTl2RxzjNaC7nJCScDJx5VqpI1VjJ9gYxt5pmY+3cpLhSRyPnUst4OErUMknk4ps4UnIAFPcjWMmuC\/6j6zRNZsRrfeumunEXLalCZRbLK3Ao4zkYTnPrTa4WC8K08uUxoaJBhMKWlEpG9aVugBRCMdj8KjkHHlmmLS9NXJbKI97s7sWQhavCcSFPNqKspbyry5PPyFPUvXi2QzBt8q4swH29jjceUrYUEHOEqyADnkJ8s1zbK6HrPPfErRzmbJuEyT4klwuqPY4HYcY4qzaci3AQ5TrsPY2U5D6kkpTjy++tr9tssKAufb71cH30hIQ21DCiFngYUeCMkHB5xx3rpWjbVq\/qHEjPa4nGDZ4ydzbXhJZ8VCQcYSADzt5UfQYptpDbbXUosGz36VbZkBq1zHm5YbdKsEJbPwqTgfvEDn0Bx5mrLoTp5eprq5ku1uNtxkqWN7eCAMjz8z\/AFrpesdXf2bat9osvhRretJWGdnxEJOElRPPPOPlirpo3U9iv2njb1TQbluK9q1AF1J5wPpWUpSiroIyjOW2zz1qCE07JS23EUl07UOjJUFKyeR6fSo22pj3GU9DkMt+9JSmKhY4ceBWCG+PMgFAPzFdB6ohqx3sNwGtpdG9e7jGCAfzNctu129wmB+KrY85JQ82odwU7hnP15+8VtBbonLucZbS56GdYly5sVxaYzqCvxFqUR8QBBx9Se3oartxlKYkrbcKVqTgK86Y\/p9hm+KuEcnwJyQCEfsvhIIx+IH3VDC5+JIW6UuBK3CTnskGnt5sV2WjTt7mwr1Amx2y8YckSAyFY3hPJTnyBHFVrS2uU6nnPQVRA04lwIYUgE+IkqI3EHseRx8632+7xIM8Ov8AiIQXA3vCgAMnnn6Zq72mZou5XcX+02GPHbguOxmXgsIMpG4+E8oHsQgKzjzUmml7VhKaUHaJ63vQ9DQJV5muIWuAkMo2n\/EkrAUvH0AQPuNc6XryLbXRq+\/3Nlc24pU7FZzuLaM\/C6R5DvtB8xmq91E1vccLiSYaUohrU82yoja+87yFHHdITt+7A865FcDdr689dLjJ3PPLGTngD0A7AAYAHypS68G2n02+O6bo6LeeptpmPr8JQe3nO9YysqJ75+tUu5FM5T8xyW22hoKVuWcblY4H1\/mRTJGlX4sRu5uuJIXhxKEqydmcZP1I7VpuMZRYVHWVnOF7ccHAJ\/n+VJ35nXjx4oS9hmixyDNvbDUpSnUIWlQSD6EHipOdbg5dprzkdJakuOfCk8D4jjn5fyrCz2gW65x3VNkqI4we2eP51MXtTAfcMNAaaShKiFLyST3JPlk0KPHJU8q7yoehJaMet+nUOWm4r96td0UgSYwAO1ac7Hkei0k9\/MFQPBrpFvgW2SzPYKGpTcm1OtNKQn7S9yQjjyPA\/OuHR35iAVJQCnIyUnJPPbNT0HWU+3vKZQ08EjG3YsoUPXkd6qNI5dRiyZHafJ2SJ0ms10tuIa0RLg0CFcbUPoz8KvqR3HyqmXvRl5sbxCnwtKVYGF586jGdXXh15h5FxlABBAS6vkZPIz9TW9+83iWE+OpagVd9+furRUcH+7B8sjJjMtCsOqz8+9ao0d9ZCiOeCBT5xMh1aAtRT8WCD51N2WNAfV4W9pHhI8R5SlchOQM\/nRtLlmcYmy02D3i2PXBLLZLBOR59x\/MitaIEi2hKpTexKwFAngj4RuH15q46Sdhy5ZstvipUy4lXjLWv4nThRBCfL4Rk49KadRoghKVbXVBTkVyOguE8K3NlC1E\/7zQ+\/NHByrJJyplFecCsp3A81NWh2ELJLfXkuxCCsYwChSkpxn1+L8AfSqk7MZW6pDJLahkFShx9cVuhXB2Cl1p6WXmJBQX2wnhW05BHzGT+JpHU4OS5Jec4yhTqWgFoUT4Zx35P8xVbuqFpZ3FPwq7DzBq+3GzLS3JirHhKhT2\/BWcbVwnidjoHmNwBPzUaolzYuLivDWlW5JIP1BofKtDxSqXI\/wBGXKMhTlsmAhh7nJHIUcDIPkafyLS6+HJDLeEJ\/VrJwMlJ4IHzBTx61CQIUqKkKcTwRuHHJrpsGW3MtgT7rHW3KipQ+laQFIdSlA3Jx5nalX301wic89st0TnK0S5I8FhpSldh8OeKkrb0u1K+Uzn2xGbBSrcs84PPYV3DQWltLvRBOkObpSFHKAjCUHJxz68A1s1NfbbaViOywJb68hLKOTn6Cpbt0jHxc1xBHIptluFstsnw9TutOpDhDbZOxwL4UVfMgfXiqGbFNkTGmrcy\/Jz8IAAIB\/ZGfIVc9VOTw2Ey5LRUtaktwmlArSlXOFEduccfWoe36e1DGbDqLmGCvClNpyMeYpSo6cebuo3KSLxpq8vWW3sw9RXNceNHbKUwoBCCvPfxHO+c47fSm17ulvvMpLmmrcbW0jGVIJ+I+ZJPKifnULGtLLBC5i1SHe5Ku34VKIeQEhJASnBxgflSteRxTzu\/Z\/8ARriWi3F1K3mPFKeVKWftHPOalmS02FNstoSE88Dg\/Soz34sJIB4WMH585rFN2TkAApGe9Scs98+WThlo2hTqQcpOAD502kzYgaabbBDgyVq3Z3ZqHXcCs+f3VqQ4VqIA4CcnmlQRxV1J6XcXFPl5bniIGAPIEYwOPpWCJnhOHC1FawAFJVjFRAecdKRkqPAAA\/KtDklZJHOBwflR0GoXwSD84trKkfCM+fNamrk+2HEtqSUyAErSR9rnP8aZmW14ZTsBIIIzTdT27KsgegFWqRooqhw64kOblpO3BIB4zWrx0AcqI9R5HtxWlSlLG5Sycdga0qd9RmnaNIo3KfB4CuDzWv3vw1EpA+JJSc88EU2W9g8VqU6CnHnk81JrGPmc\/cfQZJ8EowAMFKsiu89C7rcNQOuWu63ZqLDiIAS69ztSVYKUjzPxVwWLBcmveGyjOVZKiO31rqdjcRaIjVvswUsNYcXIA2gKAJVyePX8BShFs9nWSiobOrPZln0lp61R22m4rXwYdQHEAkrAyCv1OeQPLFQep4dzTILk4JjhwhQeOAjw0jn6fSvP7nWm+R4sZV0v5mmKCUoQSFN89tw7jGe9TFs9oC0rElu6sGQw6khhKkk5J7ggmiOOuWzz5uUlUY8HQrxCQ9JYXepDS3ko2suZCkloAYGfpiod\/UWndPkurlMtrbSQHEnBH0NcT1Lr27XOS4IDyorCnCUNJyQhOeAPkKirHpa9axnOP3K7K8FhBW8skhISPJOfM4q9vkRHDxunKkdZv2r3tdxWlNvOSVKW5D8VI52gIVk+voa57e27rAaR+lLc7EW0UqYCx3ZVnaT8zgn766PZY7Fit6l6aiLRDjqIiIfA3rK05UtR7kqKPuGKrnUJi6R7HbnLxOW9LuKXZa937KUkBIA8hjeBVqLXkTHIlKkU22vKLEhGeVlO0g8oWDwofwrF+8sx7SzFfXmWgOh4+aiF8H7wR+FZwXo0RxpDq2my6tCS46SENgnG5WPIDmoa+JnXWTKeDTHhRiVOqZIKTyBu+hJoarobxW989CMn6gnypDTq3SW2XkuNNBIKTtPBI86n2Oo8piMYn6GjrWUbfECySjtkpzwCccn51Cx7Y0la2VNrWsgYWUnyPP3UsiwSlqcmRou1CVAbUjO3j\/pUqMjeU8TW1jO4Oybu+XEsq2LO4Z8uP\/vWxmCGE+G9F+Lvg1L6Rtfv17btch4RlPbtpWdo4B4ye2ae39ESySVxZc9iZJdUS0xDVu2DJ4J8qajXLIlle7u4orT2XWfAbaLfiLCQAeMj\/qRTC4xn5SkhhTri+G0FKc7sDb\/Cr1ZLfaf0mw7qmf7vDYQCvwk7iFnKvDSPPIwM\/wCYGrVcus+hNNwnrbonR4Dyxj3mVtzn94DGRSkl5hHNNSqEbK9p\/pJc7dAjXfUamShQLy45eUjCMZAUsdlHAASOckUzvGjGrkGXbQ262VocSptSivcC4rYkfMDjPnyawf6r6u1QEWuc8lMcrbAQhsIT8JGOfPzq5WWHe4rmW4qG5LSgMuLARtVggnPbGcZ+dXCKaOXPmz4pbptWc\/b0he2mkJNpeScEAKb5IT34qRhaMu0mP4vujfCgVpJ2nHl3+nlXRXNXvwnyJcJt9SCU5ZktrJP0NMrhr21XEf3tkw\/DG1IdZKcfeOKtRRg9Tnl0iScHpPJm2KHdH34iGE\/C8yyn4+EgHJ75yBn76r03pxc0SgYF2abaBO0KazxnisXepNkjsKYhzHju42BwpbJPBP38UHWlvmWxU4PORFoBwCokKPrjv6fgaEkZPxEear5G5HTi5bQuReQoE9w3xmn7PSKK6lc12+hG1OTwAe1Uk9TJW4Bt10gDnJ4zTSd1WlpbLfxKOeeaTcTRYNW3wdO0XpxzT+ootzhXNt9bLhbAeSAAFJKCcfRRx86XU7KHnH5stTa0kJQpvOcqS4VZ\/Fea48nqnd1FKGGmxtO7JGST\/oUL1nqK6Okuvt+QISjA9KlSi3wW9Dnu5tF6dstmmx1TksBpxRyoAYHGeRTRq1WlhpT0trDaB3KgMVz26Xu9rl4cuSmgtIUEIVhIB5AFZRotwuO3fNWtKvNSs01O3SRr4SUY3KfB1hnUelVQP0Za2iX0I2J3OZynIISCfIYOB86krdEttyeQXYLavFcLRJ7hZGQfvqk6b0kwy2u6TpiGWWlIQVK+0CT5D7sfjU\/A1JarYveHFLLL6lIx2UQAAfp51SVLk4ssef8AbtltuPT9kR2vHSwhRBwEK5Tz51AzWoOl4wKXDIdYcUtIRyjaQAcn1\/6elQl26gXC4OLS1uVk5Azx+VQ65VwuR\/v7v6ruG0jA7VMnXUIQnFXN8ehLxOoE4PSURmXWGJSsrDJIzn0PkR2yKwXeL3cAW0uCEyv7ak8uLHzV3NM0ONpCUJG1I7Dyrb46FHPYfKsXNjlKvwKjOLAiR1FwErd\/fVyc04L6iM7j2pop9A4CufWta3yeEZqLsyacnch6tzB+I8+eaJMxCinalCQEJT8IxnjufnUcZK1Hk+WKw8RJI3qOMjsKBqHqOXngcYJ+lYISpYKgngHk1pKkk9ycVmh9aEFIXhI+LHkSKC6aVIcLKQMFYIQTj6ViHBjA9eKare3AAY4H41g5J3EDgYAHFAlEdmUQcg4PkR3FYBYUlQG4nIJOfL\/Rpo45he1K8pB4oCykBYUBg55+XNMrablKIOcCkW4BxTZcgqAGRxWJd4yTTGoscF0FJClEHyxWpSkYO081pU6gkJyAcZPyFNlyeSlB49ak0jGxwVJUcE49a0qSnBUF+famxe559awS8ScGg2UWRzs+FaENsw4okJA298bljk59RWCrpdbmx+vLgZRkJZbG1Ke\/kPvq3NyrA5v94srSUrVuGw\/Zp\/Bk2SGsPW5CWlnIIKc4yMefHnXVGEZeZo9YoL8Dv1OdQ2LhIWIyYrhBIzx5A85qVXZpHjsIjoB\/Vn4+wSc8n7hmuh2+3thDs1mQw2ShWPM5I\/rRcIluDDbUZ9kueCEKcQrIAxk\/Q9xVrAkZS7RcnwisQ7c3JWlnxAjwwNyleXPKj+ZrqOjLNbbooRol0ZgR2glKW3D8TxA5Ur5k+XlVAjQ2EuFZxsb4GOx9TUlCkxmXQWQTtPkKpQo5suZy4O+t6KvF1QWEx2UJbCVIf3pDfGcDP0J\/GuZ9amnkw4nvbaQ83iKlKB8KEgKxg+ZPNMUagv6Gt8F6QltJA4WcZ8u\/FQ+otTyr9DZc1LJxDgkeC0hG1S3d2VLUrz9AfSnsaOfG7kmii36RbWQGTcUtvLHhhCEkqzgc+gFarNM0jb2GpF0ukl5xeS+ylopCxuSQNx4IG3NVe+xit\/31t8uB0nHGCPQfhj8abi0y3EJ5XwOAc8Vzty3cI9+OKHdpOTO2PdbtK2\/e1b9OxHY5QlOUJw4vHGVbh3wMVA3LrRbbi6pbOmY4yCEjaABz5gd\/rXM2LLLdUfgVinsKwykPfChSQoYJPpTUpvoYvTaWPLdv4ks\/q59+Qp9uM2hSkbAkJ4A\/rUHL1FcCopS2gBsEjCRwSTn7+ac3OA3bJCEOTWlYGSAvnOfSsIdjk325Oth5MRL29fjPA7VlIyQkD7SuRwKiV9DfGsUFurgZeLdZIShTyypXxd\/M4yfrwKV63yoa3FS8l5pe0tqPIPnT+PYZhaVJansyIyFeGXG1fElzA+EjvjPGexxUlA0XebqtUhbbjiFLBWvOVYJ5OO5x8qFBy8hz1MMfVpIr8Vch+aE+Iv4wleB6DuP404Teb66h+G9JlyQ0R9kqOAk\/1xXTYnTyFAJnrW2lUZh7ag5G5RQRz+GfrVfs8M2rUF3kNhQadiIJB+zl4AKx9FbiP92r7lqjljr8WVNxV0v+SlFE+UoOFh7BORwe9PkLurKtw9+G3nBBI4x5GrdGabLClCYSpSQEqx9ntUk3dIrLbbsuSkISML3kcjPP8KpYUubFPXPoo39SgNpaee2zCkE88p7inc1DE3fFtcaQtCFn409z28vuqalamsI8T7clsLGxDTeDsHkSfmaSDrmFGcZdjaeSl1RG0rIwRS2x9R95lkt0YP6kOzYpykBAgSAQP2his06OmyF\/EwlGSO5zmrf\/AG5vk6QtqDCaRu8kJ3FP3mkjXCXb5zU+ejxFJUVKSpQJKu4p93Axlqs8fRMiYnSPUbvwtsBAP7RGAfvNObn0ya09CWJupVuyyQfdmRgJyRnJ79qvKeqcYNhKoS9wxyFCqpeb\/Fubrr7TDyVOq3HcoHHOaHHGjCOq1U5VLhfIp79igWSWhaokh0KT9suE5HyFXHTinn2WpNtaUxsVypSRgD7xUa5cFvJSh1lC0oVuTuTnBreu9TlNpa8bYkDASgACpUox6F5ck8kUn1+JISrgp5xxUl5wjdkNBQ2n5kjvzUa6zHUoqDQwScDOcU1LilEZVzQHAk53Gs5SlIhRpcMdtpbb+yhKfpWRdSMYVTUPE5HB3DvjtzSeLz5DAxUUJpj1K1EhIHJrNJWtWxpJUfIDk1HF7BTtUQc5yD2rbHnyIaw7HeKF8jcO4FFC2vyHBc+0CeccVsYnOxlh5n4VpB579+P51HKeKx3+\/wBax8ZKD8Xc9uaKHs9R0p\/dyc1gqTjgCmin8Z2nOD3rBT+U4AHHOfOky9o996wccfjWZdIG0KBKk7jjnFRu\/d2znigLJd2F3ZwQT\/KkPZZIyVLjrShbqF5QlWUHOMjOPrWkujPByKY5KvsqKvnS+IRnntVIaglwPFLSkkbs48xWBcJH2\/Kma3xtG0nPmfUVrL21OT3\/AJUyljJALQkfErBFanJScHbmmK5ClYSAOPOtZdyec8+lTTKWNjlTpJyawL2DnPFaESCg5GCR2zWpT1FMtYxwt\/msQ6jvnmminSc1iXCO1BptJQOj1rYX0dkLUBgZz60xL6D2I+dHicZyKaZm431HfvkhIKUvKCT5AkU5g3VqKpXvUJEgKB5KiCD68VFFbnG3nPAxWHiqyd4Ix3qlNp2mDgpKqLvb9aQYyHEtxPDLiSk7khQ5FN417tzDyZCkeIoH6CqeHgT9K2CQSO2c1p4mfmYvSwR0G665hXCI3EiQDGCOVFK\/tq9TVOuM6Y+tbKtimVnIQVH4RUeXRkUOPp3HwyQnPGe9D1EpLkeLBDF+FG9EaRIeDMCOlYxwhXmR51JIbdiktT7epOxOVJJ2qxUGJa0HKV4I8wcVt\/Sc5xfiKkLWrG3Kjnj76I50uqNJxlL4EtJvEiHHLNr0mPG4JddVnaP500s+m9aa5uBbcmMwI321qScBCcEjgc+X5ikZuziGylxhtalDG7zrS7JXsIivPxitO1RadIyPTFW8kJdWyI7oJqCSfr1\/dmlY0zbnXP0HFXLcaVlU6UMlWOfgR2GT611By\/aZ1NMXcob8Rp+LFcZjRjhsZW0CpQHl8R25\/wAtcijwI0cPNrcW4hzJSVHBSfurcxGjsndgqO4K+Lzx2qVlUStRhhm\/M7XmXixR9Kx+nC17C5dVqcyUJ\/W+J3Ax6DgUzsV2mwUpEhKkqwPgUooKfn8qr8a6yoSXUwnfBD3C9gxn5UvjrcJW64VKPck5Jo79KtqMXhbctzvc7L8q8tO259cxJ8QJPhhL2\/ccHGc\/PFVq4X+RHW3+iGmVtIQw24l1OFOeEc9\/QkmoZa0JI2Kzxk\/WtTkgDgGlLUSkTi00Yu6sbJRfXVBpuZ4KCrCRnJA8hWKbOPEKpsxbqwc8nIrb4iicgn7qzCyO\/wCflWLk2d2+S6cG1mHDZ7JyQcgmnCUxhwG0jHI4psH0n4RjisfFO45I4OKL95k7fUkm3QlWGiQV8YTwT+FYOSEgD4yTzkYph7wtCxtOD3BFalPqJPPelYlCyREhJHJ7VmmQNuBj61Fh0g962trA7mlY3BEsZ2GDGbOG1lK1Z77hnt8uTWsPDPB5pklwE5yOKz8QenemZ7Eug78cnJz5UqXUkgqGeeaZ7xilSvJwKA2j1a\/DUUEncCQR6UF0Y5NMC6SaFPnaR35zQCgOvG28VmJDZSAc7u2B59\/+lRxezxkUinyk5ScEdqfQru0SC3i3jcR8SQR9K0qkA477snvTBTyuOTmkS6cj5UmylBIfh4YG7nFC1oSE7c5I5pl43BOcfKsVSCScDA8uaVjULY7U\/gY\/hQhYPNR3i89znyrNDpANNF7KRI+IEn7X4GsC6O2f+tR7knnAPNYiSrt\/GkCxj5TqO5PyrAvJI74piXiTmsVPjtRZewfLdRk7SceWa1+J86ZeNk0eNxRbLWOh3vB86wWsA02LtYqc3edK2VsHAcya1rd5IFN1uqHnWG85o6FKHmPA+EJDg7HikEr1P51H+KrGwgAjJOaN+eaOBbCSErkYJH0NZe8IIJUo5zUaHfMGl8QHkmmLYh+p5JHwqrEPuA5B7dqZBwbftjv2xR4vP2xSoNqH\/vS8YOax8cc8ZJ7c0zDw5yvtR4iVcBQ5pi21xQ9+NCylwYKTg81mH0p4zUeVgBQ8TJBwMdsVgHznFAbNxK+8Y8\/zoMnJzn86jQ8D2NbGnmQol7cU7TjafPyoI2JDsPDPJo8c84VmmJeHajxQO6qB7EPQ5yCVVmZBBACqYeMB2NIHsYJooNlkgZBA+1+davFGeDTMu5pUuj1pcMFGh\/42xOQRWCnyokg0yLwPGaEukeeafAKCQ+DxA3Z+tBfGSAaaJdQf8QkfSsC52OfrRaDYiQS+kH7ePnWtT3J5780yLoIwDSeKPXmgpQoe+Oew\/jWTb+Tz5UxDmexpQ56GlwJxslC\/k5HHriskyM+flUd4+f2qyL54BOPKmR3ZImTjg1kmQTyDjGajPGV60eMR3oDuySMoE5yBWtUkEZ3fLFR5kE8UhkYHegaxj4P7TnNIZAyMnvUcX1duaN5IKie3YUcl92h+p8d81h44z35poXBtwDWIWc5NKgUEh743OCe1KZAyeaj1vKHAPelCjtCz2NFIrZY98bg47gZNY+9EjaDTMrz51j4ozgU6DYO\/GGcE0eMO2cU0LhNJ4wAIx9aQ1AdLfOe\/FYqfWoAFQwkYFMy6VHOaPEPqDRtLWMdFz50BzHnTUrOe9HiEedFD2IdKcPrWBdAPftTZTpzx50gPGSRRRcYKjep3cc5FZpV8Pemalc96yS4ocZoobxryLcq2iWNxKZCDyMjCh94plN0082gOx0uDcMhDgxn6HsacsWmfnbb5ayrPCM9\/pVgjXqfEjNQLkyQUKwpDqchQrzceVx\/CdubEpco506lbCyh1JQodwRzTdyYhsZK0p9cmrpr1iGpr+5eGpaUJI2nJCj5A+Y+VcgmvPJfWiUQoE5Ix3r0sbc1bObHjU2WMXeKpfhCW0VHyChTgPE4471QH7WouePFWUpV8SR6VZ7NLdcihDxJW3gE1e1o0yYIxjuRNFXmVd6Ao+opqXvI96UPAeRqTnafoPA5xye9Yl0DyNNi8KC4aCdrN\/ikdqXxz5nNN93FYlVA1FeY68fJ70oe+dMg6QckVkHec47UWNw9B4l4k8EVip0kjmm3igj5n51ofuUSL8Lz6Un5mixRhfkSIeIOSayS8NpJznNR7Ult5O9tYUk9iDWzxeMUA4PoOw7xk0vjcjkc00CyR3pPEPYUE7GPPFPbIpC7nim2\/jGKULxTDabi4QccUhcJ8hWgLU4sJSMknApC5hRBHIpBTHSXD91bA4O2aYpcBOM1n4noaA2jvxfyrLf8AMYpmHDjvWQcHnRQqQ8C1AbvL1o8XjCjTYPE4Tzj0qRt2n71dSDEguqSf2iMD8aaV9CHtjzJ0Nt+SDmkU4Ku1u6XS3WyqfOQztOSEjJrKRoS0RNockOuffiq7tmPiMV0mUTfk1sRvVgJSVH5Cuhsaa0xEG9yP4h\/zKrFyVaIhKIsRpIT8qO7DxClxGLKSxa7pJALMFxQ9cYpXLPdGztcjFJz2zVvbuDss7GfhGcYFbWo7bq8JA3JA3KPPNNYxd84vkoj1uuDAKnI6gPXFMnHlD4duMcV052ESwXFrQpPYpxzVZmWyO+86jwhtHY4wabx10NcWdS6oqocUfOjxMHmt17hC1NKdQ6VAeWPOoi1mTKdLiwVZGAPIZrJ8OjthDvI7l0H6nj86QO\/OrLp7SzVwnKhunerAAHpkd6a6s0pI0+7u8NXhn18qvY6sy7zGp7E+SD8QY70eKO2aboS46oIbQSflUzC0868Ap3O7GdoqUm+hpJqPUYBecbSVE9xis\/BkL7NkZ9anWtOupz4SsLB+zjmta40lh4NuJJPlT2szWSD6Mjm7VMcG74RSi1Sd23ckkd6sUXDidigAodxWxqGsla0AAjvxVbCHmq7K07Z5yeUoSfoaZuRprBO9hY+6rktspUAo5V64oWQlshaQfSn3ZPfsdtpMfY8teN5yNp5HzzU2vU1rk2r3OfESXwCkPL5J9P8AXzqnyb03uCNu5Q7HPAFQ8pNxeUCk+Jk5CQe1eSobPwnpKO\/8fBbL1ppiWhE+zS8EYUppRz6dq5FqWJKbnvqltFCt2e3yxmrk1cL5aGilSntih9nBPFR67ZdNUTi2plWXQEgqGO3au\/R7ptxoxt6eW6crRVbU2VslKiTsVxn5\/wCjVj03bpL05cNhbTSXkkOOO8IbTnlRPyqRjaS9yVKjhSVraWkL2nIBwf6\/lTHUcC4Q7elyO24lp5WFLH7vz+Vex3Hd4d8hvUY862RfUmRraxWmSq1iwW+6RY4Wj3hxBSt1Rx8QI7Dg4+tRknUGlJjilIsbsMkjHhvlSQOc9\/uqkLK2VqClhWPMGlS4VZ2kntXmvI31Ljo8UeVf1Zb3l2N3JiT3E57BxGcfeKVm03CQ27IhoEhpkblqbVnAPGcVUUqVjIJBzT6JdHYaTsceQs+aF4pJxfVBLTuK9h\/UlFrcbO1YKSO4Ixik8f1NI1qdEoJau0YP88uDhf41MQ7bpmcAk3Z+M4vBSHG8gg\/MU1j3fhZzzlLF+OP05IguA+VBc4q8WDQGnLmvw5eqS0vxkNpSlkkKSVYJz5YqV1N080Jp+6Qov9oZLrEpIUtaUjc2D2JHoa1WlyNbjkl2hhU9nN\/A5ZIeWhslHJ7CoKXDS8St9ZB8yTXcp\/SzTTkcKsuqg6QtA\/XN44UQM8emaq2oukao0pMdvUkNZIyAcgH55rploZwgnVl4O19I+FKn8Gc6t7zcMgMKWUnuDVkbYmPJC2o61JPY44qRb6ZXi1JVIdRGlIx8PgvA\/fip6JHuMS3Ai0OkJVyoN7k4x6iuDNCWJ8o6PEYs3OOSfzKmYc5IyqOr8axUy+0nctpQqfuN0YU6Au3lGBjhOOaYGZEQrelgKweys81y967No421bIzxee\/40F044NWJuLpu5B16OpbPwFRZUc4IHODUe3px2evFofbfyOEFWD9K2i93CMHNRtyVV6kUHFJOQSCD5Um\/Jznmsrhb7ha3ixcIjrDg8lpxTTfzmqaa4ZcakrjyOg5zWxK+QTTRKyTg0+hw3pSgEJ2j1PagUuFyZBQNP7bZrhdHA3EYUcn7RGBU9atP2thsSH3kvOA4APbNTsO4twfjYCMjyA7VrHF5yZw5dTSaxrk2WHRdttbjbt1AkvEglP7A\/rVym32HHQGoCEIaSMJwABmqVc7usNJO4hSiVAZqI\/Sq3goFZwntWtqPCOLu55vamyyzNRlxSmytXJ8j3NRUm4LLasrJPYc1BvywpXwA8Z862tSfFBDiTuQO2e4qd1nQsKgrRvduzha2lzJTxmmiJHiJO85Oa1SGN6v1eAFflWTUVbRSkqSoE1HNm62pcEtHnC2RlJRnx3OB\/lFPbbdGY6w7IG9skbk1EvsuLIWhoqHAyO2a0vNuISEqykA8gVa4MGoT69WW39JxVynUNPJLK+EjbjaPrRJtzUZSVh5DocQFbknPl2NVi3NLdkISkE54x6mrLPkNx2kxUj7CcDHJz51pHnqcuRd3JKLKlriM2q0OONoGQoE\/jURYWUmBvbaGQEH8j\/OrVLYVcozsQsklxJAGKh9KhO521LAQtGU8+YzWMo+3Z6WDK\/DuPo\/sLJvrtmfjzmSpDqCncR5oV3\/A1ab\/AHhrUFmWlxCdzjSXEn0IODj\/AF5VWtRWpuRaHShB8eKCFfNJ\/wBCm1tm7bRGG\/cvCkkH7qE2m0xTxxnCM11THNrtaGZCQGwBtzyKuEVu2tuIjvkNtpQVKWB54plBWlJUpKEKUUEJCjxnGKg7g8+Xj4ilDyP1rSKUEccpS1EqbolJ81oOF+IojPCPXAptIfM1BkFsJdT9oj9qmsGM6+UpSThSsZPapZyzyIscLUrlQJOT5UU3yDlHG68yELrqXd7YJB88VIRJLbbQK1nd3+6mag6pCkJIGDxnimShJWVAqKUnCBzU1RvxkVMfuXILdLnhkpJ4B9KH5bTjYKUYOe3rWsAKSEbgSABj7qj5LiW1qCFfYGcg\/Wm+g4qLdIR7Tt6joDqGmnUqSDlt0KrKCJkNxT8mG8Uo5UQnOPwqNdku79iVnGOP5VsizJSN7TchaQtJCgFHkelJ6TGn7LaOrxOVxqdMs6NYsoQCuOlRB3DckcAVUEXh673h13xFNMqKyooVtBABVjj6YrP3jbubeQlaTxz6VujKhoT4bDaEhWScj14pY9KoyuyZZUov2TZpe5rhqcbUAVOtqGFc5yO\/1qbn3JMaBEh3K3bG\/AQkKBzuGO9R9ptFqlSEuv3QxXEr+ElvKCn7qu0nTjt1s3uKizNKMlt1lYUcE57dxXo4sORxpHl6rPjjkTkvic2uOkoUyG3OT4MZL5Vsyk5Vg4qtvWBMUqS1Jbcz2+6rwvTutLspFviQlBMQKQhKvh4ySe\/zrRH0zqOEzJcm2FxTpCUIwNwBz3rnngcnxFnfh1TxxrvE\/da+Rzp9tcdwpUk8ViJLHYt5P1roMnQ+oJDPiqtK1BXbYN2flVeX071Ct1ajapTCEJJJWyoDIFc0sE4vhHo49bimvakvqQIcYcUPgwc8GpK6vtiQGveS24222ngccJFR8ZsRXVGYNqUDKgoc8eQ+dMpExcuQ5IWPiWoqP31ldI6Nu+VryLBZ7vPtrr0kSN6PDJOFeeeOKfao1iu4XRp4IStLcZlrPPdKBn881VY0hCULbP7ZTk\/IHJ\/lWl6Wp99xz99ROPSn3jUdqZHhoSyb2uS4QNYTAhaw4tPhoJA3ZSa13nVdxuchtZdKFNMoQQD3wnvVYD4RGWQAFKwnj0861NvrLhWokk0++ntqxR0mJT3qPJYGNQXAKWtcl0hLakgE+vH86lrNr\/UGlni3DuK9uE7kE5STj0NVFMlJG3PCiMj5VqecDjil9sknvULLJcpmktPjn7MoqjraupMTVrKYd4t0ZL24KLzaAhZGeRxSXWNotMnw7bfvCU2kKKXk5TkgHGR9a5IhwoyoE84GQeRz\/wBKSfcFypTryRtSpXwj0T5D8Kcskci9uKbOePZ+yf8AtScV6eX3LxPSYaitl1h0FWEqaWCFD0rVEk+5PpmxgptfG9sHH31Rm5KwsYWQQRyDU+1qYLlEKY8VtR2o\/eA9KwWNXcTpljnFU+Tqkq7\/AKa0w2yrwpTKcpX46QVsL8sK7gVz64WiXEUpQbJQnk\/Ktsae\/Z3VvoVuiyk7XWifs\/8AUcVtuV+Mq3iM2hIJ+HdnnbW+6+JdTzceGeGX+3+Fs0Q4jAbC3FhTikkoGeK2wHpLjqgjJCBk+gqJguKafSlWRhXChUtHmu22NJix1J\/vB2ncOceVJV5nTOLjaXJNIlyopbZdVuSU707fLNbETXCFbQrHeq\/mUX2wEqIwDwcj7qlrep59wtFWAlOMVpF26RyZIKMbY7M9x1wBSiQBxWwEb\/Q4JJPamim3I69wA+WKcssuKQpakHG3AzVpNujCUopWh8zEBG\/v91YyozqNriTygEHA8qytchSx4C0ckYBzQ+hwLKXZGxCjyB3q9qas5nkcZ0xs0w9v2uKwhXIJ8qfNw1qWFIO4Dua0NR3FZDLa1YPwqPpUlHTPaV8CAUHG4q4ANOMKJy5n5PknrO1AeS4yWyPhzz5mo+8iO2tQKkpKick+Y9BTuLdrdEXtmPoQcYUlHIqvS5cW7XPczlwrVtQDwAM1bpKjjxQk57ndD6ytuLfLrTXAHB9Ks0ZuC8w40tlCAlQysfEpfbzqNQ4yiOIsVo5cACsdyoeVOIkB5pwB13ARyv0GBQlXQ1fL3McmJBals+G+ltJ5Clfwrm2sZVvtl5TNs8rcpXKkgYIPmKntXXxlMnwkOfC2kE48z5VSRfrbHml+U0hxxJJ2qTnkissjXQ7tHCS9urXp6jlOt5L0he5pK0OoCFkJ9PM09sludmMiYlW1oOZSjGOf6VWX9SJfQphqIy0hayohCQMc+tXKxX2KbchgRSjYkYOe\/qayi7fJ2ZouEeI0SCVvMqKXH207eefM0xuk9D7gICd4OCRwDWE7xFvh5OcGossSiv4kn4j6VbZzwxxTsmrZdQw8lCkLAUcHzFWW4rVIZbKyrCRwQfKqaGZCUhxCgD25rZ71OKEoU+tRQfI9hVKT6Cngi+R7KcdcXsbYUlKc8kd6jXm3mzucYVj5HHNZrupacKX5gR9DWAlSHxhuYh5I7cg\/lRdhGDj0MG3Q2hS8qBA8zTJCVLdJUc7hzzTlxtxzKSn7VYNxlNqWSO3w\/f8A6NLqWnV0aJcCfAkmPLiqbWlGTnzwfKmjW7xglJIUs4z9a6jLct1+iqXNA8RlPxAHBUk9yPnVRvOkZdtlsvRFGRHcIW04kZ3Dvg\/Ou7Jp5R5Ry4tXGXE+GVk71L2pSTk0q0utdkkH6VJhlUNTjq2jlKsKz+yfSmz10Qc5SB6nFZPGl1Z0LJKX4VwaI0h0ZSXNuO5PYVN2\/V79kWVWuQoOJ58Qng\/Sq1LmpXlWQAewqPdkAnIHlUxzSxP2GaPTRzr20dUj9ZtR\/qZUh1pwKUUvJLY+If8A2xWbGrL4JhuFre8CQVbvBJy06M9sGuSJdeI2pUcE5xV\/0q4xc45bltrSuOkZU0eT6HFdWDPPUS2yZy6nS4tNHfGJ0yJq5Op7SpSYJbczhZYUApCx8u9abH1SnQg\/aLy6FSI4PhqcA\/Wo7ZPzrn6\/fLRfCqLK8Nmb+0v4QVj+BNRt9cfjSmJRP6xv4Vq+0Ckn1rWTlBW\/Ixjix5HS6PoWC43vT026rj3zT8d6BMJCcJCVtK8iCKhLj0t0rLD0q03V2O39oBSd2xPnnz4qHvLqz8RWcpAUPQc1OwVvKjKdZkpwU8f5gRWSUMsmpxs2feYIRlilX7FevHRHWVsZ9+toj3SItO5LkZ0EkfSqDLgXG3PKRNiOsqSopIUnHPpXV9PXyXGiyITklwBl5W0bj2NNtQXFRfZQ42h9Dm7e24nIPasMujwvHvg2jtw67UwyPHkSl7+hzJlAkJ8HOFk\/D6dq1fG274awQQatatOxLvKUmzNqjSEpU5sKso49D5VBS0nxSxJaLchklKwRg5HeuCeJx69D08eoWR7V19PQbLSUq4PFYFRHOazOcnPetsSAuWC4rKW0\/nWNG25R5ZpbJUeAT51sTb5CyFFGM+pqSbQw2NiGwfKtzZKASpOc9qKIeZ+RFJtEhSjjac1IW2AuDlwMJefzxuPCR\/WnrLu5fKQj5gU\/CAG8ghWRzVxj5nPl1EqpjdE5aoympVvbUtSdu\/zA8j9c1pEbxHhsSdgSD99P2WQ6yVlKhle0HywKfW6IHEOyCnahs4rTa5Pk5ZZ44k2hk7bNiWlhxKwtGVBI+wc9jUn+izKhgqyXUpByBweK2sMzo6lrVFBbdRt+IYBB7EVOwXmGmm4spox1EtqHI+IHn+lXCCfU4c2qmq28kFbozsdKmXBglORuHOPlUvbIjbkpAChucST99O9SPRS608woeMlvZhKfLAx\/Go6CmTuQooUlaQccfeK0UVGVHPPLLNByfFkvcrK5HQ26g\/td8duK2xIC0tKEhpQKxuTnsTT6FJXdYiosgq8RkBxHH2sd0\/hmnJU5ItQdSR4jKtp9cit1FXaOCUsm3ayskeAobGwCg4NOXnGFuhTgGQBkJHPagrYXJDhylLicKB8lU9g2T3th2UpSiEDISOCRU15IuUuljNVzlpbUzAYDafUpycVH3G4zMJCnlk4544qWbkLDahECcI4UCMK4qHkKdecUCj7R\/OplyXipPlDRKJD7hKOc+ZHenUJlyK4lZRygg8d63NRXQtJxTlCnFOeAQVntwOw+ZqUjaU2+CesqmC6SreXRhTYA86kdRT2LHYnpU5QQ+8nay333E98\/KqpJ1U3Yox8BTan1cIUBkcVz29aimXN1cmdKW4R2yew9BSnkUVS6mun0ss7t9Au12U8VyXlZXnj5n+lVtbxcWVk8q5NYyZS5K8nhI4Ap3abYZy8rO1vPfzNclObpHvR24Y2zQyy9IX4bKCsn0qwW5ydb436xwHacAeg9KmLfa22gBGYxj9ojGabSYshc0QVNErUOcD8K6Fh2qzinrFle3yRkjWM+OkMqSzjsCpNaZerpz5QyhxpPflCMGoqXADKih1tWQrHJ7VHLebZdBIzhPaodrqdGOEJcxJhcye+DvlLI743GtIcmNqSpMhaQslI+I1HuXYbfgQB61g7OQSnAPGD3+VJtFrHL0JWRvA\/fUOCTWDbrqFBQSpI9Unmor9JLJ2g1tZuG1whXajcmx900ibi6gfiugpcK0BQKkqq6\/wB0EFq5KcK0OjxAAMkk+VcrVJyTg+dWizapuUS2IgplBLTKy4hO0Hk55Oaccm22znz4N1OPUtUVTjY5VnPnTiz31UJ5dsnFS4+7KMnsD6VDuT1MHPwkKOOK1zXEr\/WuKSgBO4Ht3r2N\/F+h4fdb+J9GS+ooIYcXPbBfiu7d5SefvHrUJK03CuDBfts7avv4a62W6\/vtb2k4kMbClQX2PFQblxMUrWFFGVZKR5Vnknjly1aOjBhzR9lSpr7\/ABQyn224QlFLjW7HbFR7zpQrFTRn+9ZKH94x2J5qAuTLzL6lLSQlRODXn5YxXMT18Lb9mfUfRl+ItDCFJBWtIJNWKzTlWqS5JQ7hIaClj78Y\/jVHacIAUlfII+tTdruLK2zGn7y26sHenunH8RVYJ7ZE6nDui15F01BdffLaHBjc2A4kjyIx\/Wmtxlpk21B7lwbh9abSo7i7cTCcTIbDa1BQ7kEen3VX\/wBKl0x4eSkJQEk+hrvy5WncvNHn6fTqUVs8mOZEwSpD20kICFJxnPkaf2a6eDbUB7IAyAcdxUG0yYsmS28r4W2XCD6nBA\/jWcS6xY9rTHK1eMVE\/LFckMjhK5Onydk8SnDala4JaM+hybIUcbFpS599N7vcf7wy9vKihfOfTFQrk\/evKVKSogDKfSs2XXw5vP6wN5Wcj08vwqXlbW1FrAovcyastxag2+Y6lpx6XIT4bOxJ+HvyacmxydYRVLXa1x7i0APeCnal0H9\/PY\/OpFOpYsCIyuMGEEpBwEjOahXNd3H3l1S1pdScAoUOFAHtW\/8AtQSjOVr0OOKz5G5440\/Vv7FbFqf95WzIb2bDhYPcVJBoMIDaU8EYApxKuEeZMS\/EZLbagn4VKzz581jubdcUsDAyTj0FcEoxTpM7nkk0txGuNGOr4hyeQK2MhSuSO\/nTh5KZOXj+xzj5VghbbiglIwScbaz28mm+0Zsgg5bTkn8KcJLi3gCRhP2sDzrMoS2gbO57VsbZc2nwmyogZI8\/rWiic8sifJJKQlMCLH4C1LLmR+6fL8qeMOltspQgFOM49ahowkyB4qEnYk4Kj2FOY7ymy6hx3aUDIyO+e1aJ2cM4cNWWSN71NZSVqX7uyM47gVHTY62pIQrKhyvkcY8vypzb9QORYpR7twrjJPFN5FyTJQ46VAEAp+6tHt2nJCOSM264LLY7e9dra+uP4C5MV0EJcTnKSOAD91YI1VPtqlMzrXGWznlJTggjzBqP0lqJ7T7dxu6fCcSygDw1kgKWScY+6qzMvF51JdFSVN71rUVeGkYQn5VO6kq6nTDCpXdUi5x9YWX3tKkqVHO4KBUOM\/dUu5Niuy1yYTyFx3sJVtOQFHzqqtQ7imIY0+4QEBXZtTIO36H1qN94lWN51yOpK1qHC2\/sH1BSe9WpOPUxeOGR1B8l3kRGVtrQ0kKSrByO4oanpiNhl34CjgpB+1VPi9Q5UJpKVMMvbe4WnBB\/pT+Lqm2XGT476mWisYKN2RuPmPSn3kX0IlpckVbXBJXZ9AfTIawkr+1g+tZobjOR0LwNwyTzzUddpMKE2FPLSELOUrT8WR91Q799aDBREUG2geVqVyqlKST5JhinNcIsK58RpJK3QkDjaOVGoe7alCWvDShLLJHDaD8Sz\/mPpVWl3zcsojArUf2vT6CmYZlyCXXj9dx5NYvI3xE78WjUfayMynTpM1xTmDgDsPIegqFUJEt3wwgpAP4VZmA2GtiYxUMZVg96W1RQ1NDspsbNx4PYVPdbmrO6OdY4ul0G9r0r7ykKcbPOfiJwKtNvsMWG0p4D4k7cD1yK1fpFjxShshCe5ya3\/pBKWUobWSnBwfWuvHDHDoeVny58vXhEvBMdQUwtxKCr7JP8KYani+4usrbfCzz8aPUf9D+VR7UlwIU5tKcevlTS6zJjsIuZJDK0q+7sauWRONUYYtO45lJPgbahbckfr0Ajx0BwE\/Pvj76pkxK0LUpzOc81cJMh2TZGG9v66O8R9EqGcfkagLo14pcQ3j7Oc\/PvXHlp8nt6OTgtr8iFJUUkgH4TWBdVk8+VSbDiXpSdyBh5jbtx+1tKf481Ckq3EEeo4rnkj0oO3THEfxHXNrflySewpwpYZcLK2xu9fWsITSmzuWnhRxirIrTTV3t7kph8CZG+AtfvAHj68Y\/CrjBy6GObNHG7l0K8VDaopPI8qegZjF1l0b0p5T548zUZ4TzTimXGlBQOCDS+McAZ8sUl6Mpq6otjNxkyApSlIIHmeO1NTMeuL+1bx2AYJ8sfIVd2un+mlRSwNUOsr\/aKmciox3pstTch2z32PLTGG4gJKSfkPnXS8kq9pM8yGfA37L+wwaAaQGkdh25rN6MiQ0oLKd23jAoT0+1cW0vLgLU24OMODI\/Oo57S+rbQ4VyIcptP7KiCQapaiNUwShJ2pqzU3Y3XWRIjuJQc4IJ86l4+nmHClVzuzXxd0jnFREePcUuETUuN4P2VAit7zTgyk5Kc8EHkVcHCrqysm6bpTr4EmuBpmG64Es+JsI7jvTNkaUVIG5EtGFcoSOKjZjUtI8Rpw9sHz5Faos\/xHvBktbVqAG7Hl603lV1S+go4PZvc38yeRPt9ufU1apTi2FD7LgwUnz\/lUfcLYifKMu3FKFEb1tnjt3IrRPjtqR48Z8KV354z61oVc0rQ7JQstOttHAHYqKh2+7NKU\/yy6FY8Ve1Bu\/51Fclvyg5FRje4kDJ7kcZH5UydtktKPEG3GcYzTwslbyJLZ+PuR6isnRIdiLwk70KBArJx3cyOmMtvQbNNoQ34u3lKec+ZrRFckoUp5snbzn58VJIQqRGWCChYHZQ78VBOvvsqCFZSUntUzW2mXD2rRIMxZs9xKYbS3CfTyFPV2BEBlT90khLmRhtPJ7+fpUZa7pMivhyE6UrTnHPkaay7hJkOKU66pSs8kmlcEraticMkpUnS+5LqcZxuZASlKQMZ88c\/nWbS3PDJDgwoYqGjPEtuBR5AGPxp8274gSkfvY\/Ksbt2KUGuB42F5yF8EgYrIRlJdyDypeQaeQYnjsKU2nKm\/i5qWtMH3h1DjidzbfxHjv8AKrjDdwcmTULGmxklKAPE3YyOAKwEt9pWI+4FWQVfKrPcGLKypG9xoh7uU\/7L5HFNoj2j4j6VS5qVAd0oyf8ARrRwrizjjqHJXsbJvTVrhyLVGRLKUB5wArx9nKu\/4U21FHtSZL7cFsFyOC0r0UBn4hW5\/U2nW2kRrdLaXHUBtWOFJUP3h5fWo26SYy\/DucTw\/wBWfj2LzuSe9bNx20jgjjyLLukmrK29cJjn6sBJSn4RxgisGFyXnfACDyefkakZqYdvl+\/AoVGdQcpJ5BIyCPyqAl31cn+6wm0tM91ulOFKGe2a5n7PVnsYv9xexGkTcue03DVaIroWlTqXXHB5kDGKs\/ThyIJMtuQlB3xyEKV+yQQTj5kA1zJ28R45KWSleAMYFOLZq5UF5t8oO5tW7A7H5U45EpJseTRznicYnYnoDF2WCtIRkk7s4wBVbu1w0ra3VJlXEvK52pZGfuNUK+67udxcWiI+6ywrskHGB6VWluuOL3uKKlHvk056hN+yiNP2U0k8j+RdLvebVNT\/AHKB4QyfjUv4jUYHmycjB9CmoaLKCNwXkpNOXUBptMmIvKMZIB7Vne7k71hWP2UTuGnW2vCmPHcSFAngHkit5g2\/wi9tWVc7QVd6h7RLluy2iw2FbCFHIyD8jUpNcVKne5JSEqPxL28BCfOtI01dHPNSjLbZtbft6QPBawUjkgUjIXMeKlBSWzkJ+ePKt0dUYNeC20kuDgKp+lD8mCpDDSEBCt\/HetYxtHPOewwakMw+4HKSCD5fWm67iJDawwkKWMHgccU1dYWVb5CyQPKso+wLK0kJQOAmjc+g+7iva6s1+E9JV8buEjuB51Iham44SnOEcimzY3KKkDaCe5pwNm\/alzPHP30RVBkdmxL7juUJWfhx2qTRCK7PIDv2nR8I86YMIQXE+HlXbOBkJz6\/hTp+UxESpoSC7nJSAe2fKt40lbOLLcmowIhJQwxvcKsSEJVgD9pJwaae5MvELZX8WeUmspc1t1pqOvKSh1auPMHHH4imhcU2hxxDoCU9h61yya6HowjJK\/M0u2l+HIZdKNuxZwT5jvWn9EJbfW64EoQolSSfMU6manQmAiM+jeptWUKHf51W3rm480VrdWVBw7QTwE+lZzcF0OvFDNNe1wWBTVuDKmUrUtzuMeorW5qJuAtK2WtysJKznBBx2pvCiNu29TrL2ZBwpWfJPfioZzxHm\/GXklR5PqaUpuPQqGKMm1LmielX+HdH0OLQGlpwoK28k+hphOglLrj0NaXGFYIx+znuKjEsOFW9KSQnk48qetbyypleQkc\/Op3OX4jTu44q2dC4N3V1ZCMnHnzUt\/aldtjCDBcCQRudVjuapTUlTIU4Tnyx86wM3Byc9+RT71s4paWMn7i4J1bOJ\/8AWVYp1\/be9PMKYZmrwB58\/wAapaLhGbTsbjkKJ7lWTW2330RXVJkNJUkn8KtZm3yzN6OPWMSzS7tdpLYVMcS724Wkc+lNvGgSRiQ2uMo91tnKfwpHb1Dlxw34adoHB86jJLoSMNqCkmqnt8mZ44t8NUyz2zRs6+NLRbLzDeUVHDZOxXPnzVgb6OFpp2Tc7o014QGVpP2PrXK27lJhuh6I+pCkn9k4IqzxOpVxlMe6XJ5SgobS5+0R6H1rBJyf4mjTJjzRVw5Nt60HItLqWo10jy2VcoUk\/kagJem7gwlaH42Qr7KkHPapx28uOoAbdRtPmkd6YSZ8gq3rdVkdlA1vSS62Rinnv2qNS20rgNvtYbdYwhQzg8djUnbfd3kk7RudRn6etRD9zVIBTLbQ+O2SMEfhWyI5Z3XUeDIcikADaTkE+oPlVR1Pdu6sqeNyi0yZNu3IU06AUk5Sc81AXGFbHpAhk4cKfh3dz99dT03paxT4QekSkSMj4lpcztH8qr2sdEWRElS4j8gOM4Vjyx3yD50\/Fwy+yov5mWLJ3Uvbkczk2CawVOMjLZ+zg0zbttxcH+GQB5mrq7b3WGgBOJb\/AHXE9\/vHaoe5sy29y4zalhScK2cj8qmccdWj0cWpc1SaIxUONDaSVSNzxOFJ8sGncAKQzltgKJPdXYc96gNj5XsUlefpW95+cykeGXkjjnBxgVzbk+TeWLdxZdbU3I3gqleGFJ3YSO3PzrZc3nIh90i3NZDmOEADk1So+pbqwNpUlQOByKReopang6UIyDu++rWRbaOXwOR5NzaLrPtthi24PG4yVTFY3pydv4+dNIKLNHgKlS2ES3XcgIKuUjyNVh24XO9KSlxzalIwMcACpy125qNCcbLgeWohZOMYI8qcW5PhETwPFDbOTbsjLkWi+VR44ZT+6nPFb7O9IakpaWSlt74FFQJSD61LxZ0ZvlxhsqzzlPenS7tEko8NDbaCnvhOOapY1d2OWaW3ZttEXPhyVqC25oLCsnIT9nFQsyRNkn3aOy8ptPGdnKvnVmiPtsz2nXDuQM5HrkVYTcoyiFxYYye5Iq+6jPzoxeongaSjZy5m33B1ZQ3CeUoHkbDT9Gm70oblQlJH+Y4roDt1REIdLTaFPJzxzzTZu571e8JO8pG9ST5ijuILhsfj88laikigO2a5snC4Tv4U3XHfbJS4ytJ9CK6D+lorq963DkqyUqTwPlUVcHveluSSEbEjAx+VRLDFdGb49XkbqcSoBt3B+BX4VJ2qI84FJK8IUMFGMk1ktxCApHPPI+tNTIfZd8RgrHzrKlF2dLk8ipcE207NtrSkQYit3bft7f8AWn2nLO9JK5ct0pVI3bgrvgGq2m4XFZG59ZwcgVMwb++UpbdB+Dj4a2hKN8nJmxz2tRq2TztrbiupejhPho4Vk85qSg+EyrJUMEEn6EVCi5tvthIUo8c8d61GQ4hGQlxZ7AAE10KSXKPOnhnkjtmzZcEFUkpSobMkkVrbaQlJCRnPnTKZPdibDJjqbXgcK8zUe9qFwqPhJJ+lZOaT5OzHhnKKSJiS+tCC02kE43DJrETwWd7YBIxn51EtOtuL8ec6UHaCEjyrb+lmo5y0hKiPNR4qd3nZp3XklY\/j3t+3uPD4iggcee45P86jnL68c+E2lsHzPJqMuFzdelLdcWlRX6DgDFNmt8leMnHmTUPI7pG8NPFLdJD9ycuSsEuFRBHbjFNpEw4UA4ec5FanXmm8ttAcedMivIPrWcpHRjxrrQOLKu\/YedalkZrI8jFY4HpzWb5OpKh3AuTkRW1Jyk8EGnj76WGlNNoSUuL8QA\/snzqHCRn0reh4FSQ55DGaabSoynjTe5D6JOYQVIdTtCwOe+CKey3Fz3BMZaT8aQlwIPmD3x99MIsdt5xIWNyN2SflT5m1tsse8OvKbO8gp7fCB\/PNaRto58mxO11PpL\/4EOgGMfo++Y\/+Zq\/pSH2DfZ+P\/wCn3z\/mav6V6JxRivf8Nh\/Sj4\/xmo\/W\/qedh7B3s\/hQV+jr3kf\/ABNX9KFewb7PylFRt17yf\/iav6V6JxRijw2H9KDxmo\/W\/qeeW\/YS6BNZCIF8APl+k1f0raPYb6DD\/wDT71\/zJX9K9A4oxT8Nh\/ShPV531m\/qeeF+wj0AWSTb72M88XNX9KxPsG+z8Tk2++f8zV\/SvROKMUvDYf0ofjNQvzv6nn1j2Geg0bhuDfMehuaj\/Kth9iHoQRgwLz\/zFX9K79ijFPw+JflRL1WZu3JnntfsLdA3Fbjb70M+lyUP5VgfYR6AK72+9\/8AM1f0r0PijFHh8X6UUtXnXSb+pwa2+xX0TtLgcgtX5s+n6UVg\/UYp7J9kHo3KcLjkW7gqG0hNwUBj6YrtmKMULT4l0ijOWfJN3KTZwVfsUdDVpCTAvIAGOLirn8q1j2IehSTuRCvaT8rkofyrv2KMU3gxv8qKWoyrpJnAnvYi6EPgeLbbuVJ7L\/SCgr8cVLK9kfouuAm3Ks8wspwOZXxHHqcV2fFGKh6TBJ24L6B4nN+pnApPsP8As+ySkr09OTtzwiaoZ+vFNV+wf7PKwQbJdRn0uCh\/KvQ+KMU1pcK6RQ\/F5\/1v6nndHsHez82MItt7A\/8Amav6U5R7D3QhtJSmBegD\/wDElf0rv+KMVSwYl0igerzvrN\/U8+Oewx0EdVuVb70D8rkofyrFPsK9Ak9rfe\/+ZK\/pXoXFGKXh8X6UHi8\/Te\/qefm\/Yc6DNqCkwL1kHIzclf0p2r2L+iCkbPcbwB8rgr+ld2xRimsONdIol6jK+smcGd9inoa8hCFwLwQ2nan\/ANIq7fhWDfsS9C2gQiDecKGD\/wCkVdvwrvmKMU+5x+geIypVuZ5+X7DfQZbhcMC9Anvi5KA\/hWI9hjoIE7Db70R6G5K\/pXoPFGKXcYv0orxWf9bPPavYW6BKIJtt547f+klf0rYn2HegqRgW28Y\/+Yq\/pXoDFGKO4x\/pQeKzfqZwNPsR9CEEFNsuwwMf+vn+lYj2IegwWHP0ZdioeZuCv6V37FGKfc4\/QnxGX9TOEo9jDog1gNwLukDyE8\/0rYr2N+iyk7fdLwARji4EfyruWKMU+6h6E97N+Z58e9hjoLIBD8K+LyQfiuaj\/KsWvYT9n9n7FqvH33FX9K9C4oxU9xi\/SjTxWeq3v6nnd72EOgD7hcXb73lXpc1D+VaT7Avs9Hvb77\/zRX9K9HYoxS8Pif5UUtbqF0m\/qecP\/AH7PPf9HX3\/AJor+lbB7BXs+pQW026+AHn\/APM1f0r0XijFHhsP6UD12pfWb+p5w\/8AAF7PGc\/o6+\/80V\/Sk\/8AAD7PH\/u2+\/8ANFf0r0hijFLw2H9KH47U\/wDkf1PN\/wD4AfZ4\/wDdt9\/5or+lH\/gA9nf\/AN233\/miv6V6QxRijw2H9KDx+p\/8j+p5v\/8AAD7PH\/u2+\/8ANFf0oPsAezue9tvv\/NFf0r0hijFHhsP6UHj9T\/5H9Tzoz7BXs+x\/8KBfR\/8A7RX9KcOewv0Eeb8J6Be3Eeirkr+leg8UYprT4l+VEvWZ27c39TLFGKXFGK2OaxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxMUYpcUYoCxcUYpcUYpkiYoxS4oxQAmKMUuKMUAJijFLivEPtX3XWmqNR6s1tou9zo0PpB+jGy3GkLQ2\/Jdc8WRvCThQQjwe\/zrHNl7mO6rOnS6bxOTZde\/7L7s9u4oxVQsfUONfelsHqXaLfJujUu1N3FEWIAp10lAKkJB\/aByMfKuQQfbd0RdbJb7haNG6hnTp9xVBVb47PiLjJS4EF15SQUoGSSAeSAacs0IVufUmGlzZL2xunTPR2KMVzXVPW2Da9YOdPdI6an6q1JGiJmzIUJaG0xGVY2lxxXCScjA7086R9Y9P9XYV0VbIUu23OxTFQLpbZYAeivDPBxwQcHkehprJFy2p8kvBkUN7XH+S\/YoxXD+qvtNO9LupFp6bv9MrvcpF\/KEWuW1LaaZlLOAUjd2IUQOam9fdcbhofqFpjp8305ud2kapTmK\/HlNJSgp5dCknnCE4JPY5qe+hzz048y1pcrp11VrldEdVxRiuWX\/r3bmNaz+nehtLXHV9\/tDIfuTEFaG24aT2StxfG4\/u962aH6\/aZ6gaVv98sNpuKrpphS27pY1oAmMuozlGOxzg4PY4NPvYXVkvTZVHc1xx9+n1On4oxXJtEe0PZOoHSa4dW9OaYu0mDb33mlQ0BJkLS1jesDtgAk\/QGp7or1dsvW\/Q7Wu7Bb5MOG7JeipakEb8tkAnjyOaccsJNJPryE9PlxpuS6On8S94oxXkL297Wm2L0JqW23C5Q5tzvzFqlKjzXWkORsKVtKUqA7k8966BrLoLoyTctPWrQeo3rFqeLPi3tLblxkOe8w47yPHQU7iCk7kjnzIrN5pbpRS6V5+pstLDu4TlL8V+XSvmd9xRiuT6967XLSl3m2bTfSPVuqnbaQmW7BYS2yglIV8K1n4+D5VnpT2hLBrnpRceqWlNP3Oem1KdbmWsBKZLTjeC4k544Sd30q+9he2+TLw2Xap1w\/wDnp8DquKMVwXTvtWs6x6YyOp+k+luo7jBgpeXLbCm0eGGid21Z4WQkbiB2rYx7VkC8dNFdVtKdN9RXexRmlOzXQW2vACDhzG4\/rNmDnHpU+Ix+vvKeizp04+ddV19Dtd2utssVsk3m8TWocGE0p6Q+6rahtCRkqJ9KiGeomhX9Lxtat6qtv6CmAFiep8JZc79ifPg8fKud9Q+pmj9aezjL18jSl01Npm+W4qlQYiktvpjkHxFKJ+zsKTk+WKoan9B6m9hG9T9H6WXbbIzpy4rgxJqkvusLQHBvK8fb3ZO4c80pZqdRrpZePS3FOdr2tvl\/3Z6Hc1tpJrSy9buaghCwtsmQq4eJ+pDYOCrd6ZGKe2O92jUtoi36w3Bmdb5zYejyGVZQ4g9iDXlfTd4sVm9guxO6r0bc9SWN61FFxjW91LbjTIcWoulR+yElI5+Yrq\/S3X2jbD7PGm9YaY0pdo1iENtuFa46PepQysoSn4ftEq5J+eaIZtzV+ljy6TYntt+04+Vf9nX8UYrhVt9qiO1rez6M130u1Po86hke62uZckoLUh3yT8J+HJIHPrUr1A9pbS\/TPqLD0DquwXSKibHdlNXMpHgOIbb3K2AfEtWcIwOckVXf46u\/cZeEzbtu3mr+R2DFGK590Z6wxOstoul5g6Xu9kZt08wkIubJacfTsSsOpSQCEndj6g15o1xoaJob20tKwLveb8rTGs98yMybo8G27gFFRH2sbd4T8PbC8VM8+2KnHlN0Xi0jnOWObppN+vTn1PbGKMV4X9seLY9KdeNF3L9L6gRBvT7TmpWI9yebZQypxDTahtOGyQlZwO+w12Hr304suq9UdL9JQJ95ZfmzPdnHIlzdaxa47RcdUrafiJPhp3Hn4qnxDbkkulefqaeCiowk5cSTfTpXXzO1Stc6Pg6riaGl6ihNX+eyqRGt6nMPOtjOVAenB\/A1O4ry9dNQdM7b7XmlNN3fpjfG9VtwjbrTe35afd3YyGHCHQjuo4C07jzkmstTddupTPtYw+m9i0tNlW+32OQ67akTG2xNUshSJBUoYG0J4Hfk0\/EJXu9a4sT0UpUofp3c19jv906gaIsl6j6cu2qLdFukpaG2Ybj4Dq1LICQE9+cjFWDFeQfa5djxeoXQ7VM3TyolwevgclsstpdkkpLRDW5P+IQcgeVddl+0YxYuo2n+n2stA3mw\/wBqVlq1T5C21NuuD9hSU8oPI7+oprOt0oy4qvuKWjk8cJ4+bTb6eXp6nYcUYpcUYroOITFGKXFGKAExRilxRigBMUYpcUYoATFGKXFGKAExRilxRigBcUYpcfKjHyoEJijFLj5UY+VACYoxS4+VGPlQBDav1LbdG6Xumqbs8hqLa4jspwqVjIQkqx9TivKPSHTHW3VPRW9uN6c0lMg9SVzbrMfuEx1MjEoEJCgkYG1O3HyAr1Zq7Rel9e2ZentYWVi6W1xQWuM8TsUR2zgjPc1q05oDR+ktPu6V05YmYNpeCguK2pWwhSQkjkkjgY4NYZMTyTTb4o68OojhxtJe02vhS+Z5u9gzWzyum+oulWoJTaLnoi4yI2xbgz4Cirt8gtLg+mKb\/wDZ3mGdG67Ciz469WSBgkb1I8Jv7yO\/513O0+zt0VsUiXLs\/T23RH57K48pxpTgU82v7QUd2Tnn5070h0N6TaBuabzo3Q8C0zE7j4scrGSoYJIKsE48yKyx4MkXC2vZs6c2sw5Fl2prfT8uq6+fmeW9J2JTHtldTdPar1redLSL8huZa34koR\/fWhghG5QwoBJ4Hqk16O6PdKNBdObxqe46U1FJvFzvkhp+7uyJiX3PF+Igqx2J3E1atYdMdA6\/Uw5rHSkC6ORf8F15H6xv6LGFD8akNOaT03pGKqFpuyxbeyshSwyjBWR2Kj3UfqavFg7uXNdW\/fyZZ9Z30Ela4Sa8uPv8jhHtx6GmXzpVH1\/Ymz+m9BT2rzGWn7XhJUPEH0Awr\/y1j0d1DF66da3erUZSXrTpjTMO2wVDkJmzEh6Tj5pTsSfrXRutXU6zaFtLdjuWjrvqR\/ULD8aNBhQlPtvq2gFt1Q4QlW7GT86b+zb0sHSXpbAsEiAzDuM1125XBln7LT7yt3hD5ITtQP8AdqXDdn4fHn8V0\/nuLjl26SpLnlR+D6\/t9zinsnvJ0f1161aZ1lIbi3qVdRcGlyVBBfil10pUkq+0kBaTx2zWv2c7dLv\/AF867a5sLZXp2c45BjPo\/wAKRIBOdh7Kxg8j96vS+q+lnT3XMtmfqvSUC4ymE7UPuIKXAn03JIJHyJqasWnrJpi2tWfT1pi26EyMIYjthCB88Dz+dEdM47U3wm39f+wya6MlKSXtSST9FVf4+R5I9ji6Wy2eypqyy3CfHjzYMm7MPsuupSpKy1gDBOeTwPnVv\/7PUp\/8OcNskb03aduT5j4x3Fdmj9G+l0W+ydSx9D2tu5TVFch5LX+Ko\/tKT9kn54qQ0b090X09jSIei9OxbQxLdL7zccEJW4eSrBJweT2oxaeWNxtrhNBqNZjzRyJJ3Jp\/v\/k80f8AaGJiydP9OYL60kO6raC0b8K2Fsgn1HfvXY9IdD9MaR6jRNeaQfDUVFnftsqOuQ4+pa1uNrQsKUo7QAlQI+Yqx616NdMeo09i5640bBvEqKgIZckbyWwDkYAIA5J571L6T0TpfQ8J236VtCIEd93xnEIcWvcvAGcqJPYD8KpYP91zlXNfHgzlql4eOKDaau\/R38zzfpvqHrXrL1s19pC9dRH9E2DRLwYZhQVoYkyk7lAurdX+z8OeP3hVf9j5bEXot1mSqd4rTd+uyUvOrGVj3VICifU\/xNenrp0k6bXrUo1hdNGW2ReQjYZim\/jWn0VjhX3g02h9FOldvt15tMHRNvjwtQuF25sNbkolLKgolQB75A7Y7VC089yk3dX9zV6zE8bhFNJ7fJeXX42edfZGkRkexTfwt9tJQi87gVgbcoOM+maw9mSREHsJXxDr7QKYd7CgpQ4J8TaD9fKvRVn6G9JrBp25aSs2hrfDs932+\/Q2t4bf2nIyN38K127oL0gtOm5+kLboO3RrNdFNrmQm94beUg5SSN3kfSlHTzjt5XCaKya3FNzdP2pKXl5fP3nBujMqKPYCmBUloFFhuqFArHCip3APzPpTDpvJjD\/s6rukyGwoaduyCN4zuKncD6\/KvRMToP0igaXlaKh6Et7NjnPJfkQUFYaccT2JG75njtWEfoD0di6Zf0ZH0Dbm7JKeTIegpKw0twAgEjd6E8dqFp5quVxGhPW4m5OnzPd5fTqcFscmMP8As6H0+8NbhpSS3jeM7tyvh+vyqIidYdSdHfYa0RqPRrcdVwkBq3mS6nxEQwtxwlxSfXjAz616Sa6C9IGdLO6Ja0Hb02J99MlyACvwlOAYCsbvTy7U+tPR7plY9LS9EWvRduZsM5fiSLeUFbK1YAzhROOAO2KPD5FVNL2aH4zC7uLac91e706nkTr7Y5Vqu3RG43XqrP1bcp2q4DzwdkILLQUts7m20\/YSTkDPcCrj7UK4a\/ar6FIkqZU2mS94gWQUgeIjGc13tzoF0bdtkK0OdPbUqJbX0yYiChWWXU\/ZUlWdwxk45xWepeg\/SPWN4b1BqfQsC43FpCG25LyllaEpACdpCuMADt6UPTTadVy16+Q46\/GnFu+FJdF+YvLZaWkLaKSlQ4KeQRXmr27NOSx07sfVKztKNy0Feo1ySpH2vBK0hYz6bthP0r0baLRbrDbI1mtMUR4cNsNMtBRIQkdhkkn8a13\/AE\/ZtU2WZp3UNtZn224NFiTGeGUOoPdJrpy4+9xuHqcOnzdxmjk8k\/t\/0eT9e6Wb9oHol1T6kRGQ+u5LZesS0j4vAtzYOEn\/ADOKkfjVp9mDVS+sl0s\/UOUsOjTGkYllKgcgT3lbpP37Wmf+KvQFg0lpvS+nWNJafs0aDZ4zSmWobScNpQrOU4Pkcn8aa6J6faL6c2xyzaH03Ds0J54yHGYqSlKnCACo5PfAH4VjHTtTU2\/j8ep0T1kZYpY0n19n3Kkn9kjzJ1ikxh7efSQqfbAbtz6VkrHwktycA+h5H41skvMw\/wDtF0PTHUMNr0j8K3FBIP6s9ifofwrvd56EdItQanOs71oW3y74XEve\/OFfihYxgghXHbyqR1N0p6d6yvETUGp9IwbhcoKPDjynEkONp\/dCgQccng1Ph523a\/FZa1mNJRp\/gcX83d9Tz57Xs6C51R6FutzGFIGpPE3JcBGwqZwrPp86y9sGTFT1W6GKMhoFGpN6jvHCCpnBPoK7jqboT0j1lMiXDU+g7dcJEBhEaMt0LBZbSSUpThQAxk0uqehnSbW06JctV6HgXOVAYbjRnXysqabR9lKcK4xk896J4Jy39OWvsGLWYsfd2n7KkvLzv3+8vKSlSQpJBBGQQe4pcVrixmYcZmJGbDbLCEttpB+ylIAA\/AVtx8q7DzRMUYpcfKjHyoEJijFLj5UY+VACYoxS4+VGPlQAmKMUuPlRj5UAJijFLj5UY+VABijFLijFOhWJijFLijFFBYmKMUuKMUUFkdqC4TbRZZtzttodukqMypxqE0sIW+odkBSuAT86470J9q\/SPW7Ut00c1YZ2n7zbkFxEWc6hRkISopWUFPfaRyK7i4P1av8AdNeBLt0x1DF6M6Z9onpmFNap0Rcrk7JQ2OZcITXioKA+1tGcjzSTXLqJzxyTj0819D0NHixZ4Sjk4baSfo3fX3cHqPU3XC96d6r23pY30sus1y7hb0K4NzGUtOsN+H4zu08gI8QZHc44rrOK8yaT6o2LrH1p6O66sLg8Obpq\/pkM5+KO+n3YONn6H8sVHaQvVw9o72h+oeltT3a4M6T0IEQodshyVRw88pakl1wpIKjlteOfMUo5+eHdul9LHPSccrbtjcvjbR6sxRivLHQLVeoLf1y6l+zbfL3PulktLRkWp+Q8VSI7K0oJb8Tvwl4YPcEVVfZP0u5rvU3VzTGp9UaimWqy6hdhRoyrm4BsC3UAqVnJIS2nGCPM01qdzikutr5omWh2KUpS4ST6dVLoe0cUYry97EWpr9KkdTNBXW8TLlD0nqR2Hbly3S442xvcQE7jyf8ADB59attw9sPptbbhJtz+mNcqcivLYWpvTshSCpKiCUkDkccGrhqIOCnLizPJo8scssUFuqunvOkdUdcTOnGi52sIelZuoBb0+K9EhuJQ4GQCVuZVxhIGTXKNN+1bddUdPE9VbZ0Wvz2mQHlOyWpzDjjaGlKS4otjkgFJq+601NB1n0B1Dqm2R5bEW5acmvtNy2Cy8lJZWMLQrlJ47GvMXs76h6o\/+EH+zWj+mrlxjymbowi5++I2hLjzocIZ+2opyrA8yKyy5ZRyJRfDTfSzp0+nhLC5TirUkuXXHN+fuPTbfVJ7qF0UmdSOi0dN2nyYDzlrjvp2lUlOUltaT+0FA8fKpfpDcdfXbp1Zbj1PtzMHUzzBVPYaSEhCtxxwOAduMjyNeb9AQum989ii9WHp\/qS8\/wD4Xiy5Up1Diokpu4JSp0hW3kIJV28wKb6T6x6j6YewRb9fxJbsu9r8SHFkSVl1SXXZS0BZKuTtGTz6ClHPTUp\/pvjoOejtOGNc76Vrnnp\/KPZOKMV4+6g6Bvmi\/Zsjda7Rrm\/jXcCBEvMm4rnrUiQXChTjamydmzCyAMeVbuqXtE6w1D066PWbS802W89VVsImTGuFxmQpCHi36EqXwfSrepUL3qnSf14Mo6CWSu7latr0qlf0ovXXrrP1M6Sa\/wBE26FGscmwauvka1IBS57y2lS20uFR+z+2cYr0DivEftRdLNN9PNa9FpNjkXR16Vq6I1IXMnOP+IUvMneQokBR9RirN1O6pSdVe0zL6T3ljUknSenbSJD9vsKFF+ZKWEEKcKSFeGkLxwe9ZrO8c5KfqqXxRtLSRzY8bxejbdejrpZ62xRivK\/Q+b1Y05qHqjbbbYdSDSMe3m4aSbvyFF5MgN8sgqJUQVeRPYD1rlmn75a9TezbqTqbrTqNdmuqcVyappo3NbL8eUhwhhlEcEfCobeNp71b1SSXHr9v5wZLs9uTW7i0uFf4vd5V5nvvFGK8iTNE6ltnsdXvX2pNT6pj6wn2gX6a67cVhxMhCFBCdv7CSlQygY5x6VLezj041jr6zdPOt+p+ql5W3AhAR7EjiIWktrZy4onctZ+2Sc84qlnk5KKj1V\/ImWjjGEsjnwm106uvI9S4oxXi7qs10y1EvVL1n6ndR9Taos7cl8SbM84qHbnUhRQ2sIwjanGD34Ga2XX2kdc6a9i3SesmbiXtWaifFkYnOjKkqC3AXT6q2N\/jzU+Lim9y6K\/UpdnTkouD5bS5VdefodU9q7q91J6H6Sb1zpWPY5NsS+zEdZlJcL\/irKuRj4duAPnXcbdIVMt8WWtICn2UOEDsCUg14h9sbo9Z9GezrB1E7d7xcr6qbCTNmS57jgkrWklaignaOe2BxXbut8\/p+xZNMQdedSL\/AGVmXES2zZrI6pMm5LKU4ICBvO3ntjvUxyyjknu9F5+tlz08J4sah1bkrr0ryO4zhN9yfFtLIl+GrwC9nw\/Ex8O7HOM4ziuKezR1o1f1ZuOvLZq+HbmH9JXo2lswgoIc2FaVK+Lnko4rlns26in6b9pi\/dKrNcdVr0rI0+LrGh6jUsyWHUrbBI3kqwd55zUd7LXTiz9QNV9bot9uF1RFGrpTXgRJimEbi69+s+HB3DyOaXfynODj6tNfAp6SGHHkU35Radc8v0PWnUK46js+jLrd9Ke4fpGDGXJQJwWWilA3LB285KQcfPFUj2Xuqt96z9IoGvdRxo0ebKlymVNxwQgJbcKU4z8hXHPZy1xqqVYOtPSXUt7lXhvRHvjFvmSSVOe7qQ+kIUo98eHn76iOgfUSd0q9geZrm1tpXOgPT0xd4ykPLk7EqI9AVZ+6mtRclPoqdr4NBLROOOWOk5bopP8A+yf\/AKPaeKMV4Muj2rrx0gsmtNAW3qVM6nuJiXBV0Uhz3SSVKCnU43bC3tJ2jHkK9x6ck3Gdp+1zbvH8CdIhsuyWsY2OqQCtP3EkVthzd66o5NTpvDpO75a+n\/BIYoxS4oxW9HJYmKMUuKMUUFiYoxS4oxRQWJijFLijFFBYmKMUuKMUUFiYoxS4oxRQWJijFLijFFBZlijFLjtRjtTEJijFLjtRjtQAmKMUuO1GO1AEffnrrGss1+xW5ufcEMqMaM48GkuuY4SVn7I+dcs9nPSvUTSOintEdRdK2+Eww7JeaeYnpkpkB95bikKSBxgLx867HjtRjtUOFyUr6GkcrjjeOutfY8rdL\/ZW1J0p9pt\/XFhdYVoJUaa5EYMj9ZEfkhO9tLf7uUDn0A9KsSejXUHpZ1r1L1X6VQrberfrJpP6TtMuT7stl9Jz4iFkYIyVHH+Y16Hx2ox2rJaaEVUfW\/gdEtflnK507VP3r3+84b0c6Jah0Zq\/WnWTWDkOXrLVxKkxIyz7vFaSBsZCz3J2oBV6AVVvZh6U9Yel2seoN31hpi1sxNYTXruyqPc0ulp4uLUlkgDsfEPxeW3516bx2ox2prTwTi15X9+onrcklKMq9ql8l0o80eyz0m6t9Mdc69uuuNO22Lb9ZXB27IdjXFLymHC6tQaKQORhw8\/5fnXpbFLjtRjtV4saxR2oy1GeWon3kuvuKP1mt+sLz05vNh0PZotyuV2iuwPDkygwhCHW1JK9x8xkcedcW6H6N9o7o\/0ci9L4mgLC9OjKlFu4O3pJaR4zi1glAG44Ku3yr1DjtXK9We0Xo3Q8iQNT6f1VCgxXzHduSrQsxUkHBVvB+x\/mxis8sIKXeSlXFG2DLkcO5hFSV359fqc10b7NmsOlHs\/6v0Tp9cTUWq9aKdM1S3\/do7ZdbKCUlXkkEn5k1loD2c9VXn2XZXQDqfAiWqQxu9ymRZQkAueIXUOkADG1RAI8xmvRmn7\/AGXVVmiag09cmJ9unNh2PIZVuQ4k+YNSGO1KOmx8V0qvkOWvzO93Xdd+do8v3bpR7QWs+kMLoHf2LDAtrTUeBM1C1LLi5ERkpxtYxlK1BIBycVL9Z\/Zhk3zRugo\/S2ZHg3vpo6y5aBK\/w320bMoWryyUJOfrXonHajHan4aDTT58voJa7LGScaVNv3W+tnl3rR0t68dX5HTvUMnTNhgyNJX2PcpUBu5blLSlSVLIcI24+AADvzzU11A6KdQ7Z1vge0H0n\/Rz10egCBerNOe8NElvaBlLg4BwlP3pFeiMdqMdqHpotttu+H9AWuyRSikqSar3PqigxdT62tVjvmqOpUO0aetcCAqQlMeQqQ6yUpUVrWr7JAGMAeleX+iEXr7K0HC1Tp3pBoHVUWZIlTYl7usgMzpaVvrV4i07SQSe3PHFezdRaftWq7DcNNXyKJFvukZyLJaJxvbWnaofga5Fpj2bbvouxf2N0r1l1Nb9NJ3JZgJbaUthCiSUoePxAcmoy4pykmrpX6X9zXT6jHDHJOk211TqlfpzZRoHVHWntU+z5rbTenNER4mpQ87p6dGcmhuO0pSOXELUPiA7Y710H2b9I9RtF9L4HTPX2nIduTZ4BitTItwS\/wC8FSlZ+EAFOAfOr7046Z6R6VacRpjRtt91ieIp91a1b3X3VfaccUeVKPrVpx2q8eFpqc37VUZ5tVFqWLFGoXa9f3PKnSXoT1n6T6L1p0nt8HT821Xt2U7CvTsoh0pdb2bXGwNxUABgk4yT5U3ieytrHU\/sp23o1qj3Sz6k09MVOt0luQH2lOha1DJA4BCyn869Z47UY7UlpcaW3yqvkN9o5nLcqu0796PKnWnpZ7RPWvoexoG7WDTkG7QXozi1IuO4TFNfDvScYQCCSQec8CpfqP0U6mXLqh08616Uttsl3LTUFMGfZZsoJRjCgVtu4xkbye3cCvSmO1GO1D00Xy274+3QUdfkikopJc\/\/ANdfM866d6VdWY\/tUr61X61Wk2m4ae\/RLqYsz44yt6SMpUMrwEckeZ4qK6a9K+unRXVPUGRpnT9gv0TWd4eusaU7cPA91K1rUkLQRlQAXzj0r0\/jtRjtT8NFO03dt\/UT102trSqkq9y6eZ580H0I1P0n6X6yTbExtTa51s6\/JuTi3hGZLj25JCVKzhKN6lfM1B9FvZ51nH9nC89AOqdqhwG5IfMebEmJkblOuFwKwB8JQoJ+ten8dqMdqPDQTXuVfXqD12Vp31bTvztdPoef+kmn\/aP6aaLh9NJNj01dWLM37pbr05OUhJYGdgcZA3ZSMDg9hXe44eDDYklBe2DxCj7O7HOM+Wa247UY7Vpjx92qTMM2Z5pbmkn7hMUYpcdqMdq0MhMUYpcdqMdqAExRilx2ox2oATFGKXHajHagBMUYpcdqMdqAExRilx2ox2oATFGKXHajHagDKilAoAoJEopQKAKAEopQKAKAI6\/WSBqSzTLDcw6Yk5lTDwacU2vae+FJ5B+YryD7ENkTK1b1Nvk2dd7jK0xfJFutjT9wdcSlnLg2bVKIJO0DJr2atSGkFx1aUITyVKOAB9a8jewdIjq1J1kQH2ypzVrq0AKGVJ3u8j1FcmZJ5sfz\/Y9HSya0uav\/AI\/uSfRrr91T1t1f6j206KmXK12u4xoLMIT2kC1pTuQtXI+MqKSo49K65qvrbBtGsnenWkdNT9V6liRRNmQoTiG0xGTjaXHFcJJyMDvXEfZGlw7d1u67t3CWzGUb+k4ecCCR4r3PJ+Yqr6SsSmPbN6nae1Zre9aVk35Lcy1Pw5Yj++tDBCNygQoBJ4Hqk1jDLOOOPPVtfudeXTYp5pqqUYp+fPC\/b3HoCwe0jY9S6E1Lqy0aVuzty0g+uNeLEdqZUZaM7uT8JAAUc\/5TUHZfawY1R0rd6r6W6WajuNshtuuTEhbbfhJbJC9qjw5tAycVsgdK+nvTHRfVK6aZ1O\/dbjfLc+9d35c5Ly\/G8FzaVEdirceK5p7MEiOn2Dr4FPtpKId8CgVgYJ8TAP18qvvMqkoyfk39DJYdO4PJCNrdFc30a5\/9HSl+1fAmdMh1b01021FddOsMl6bIBba93Sk4cI3H4wgg5I9KuF26\/wDT6zdH4nWqXLe\/QU9hpyMlKMvOOOHCWgn97dkfca4B0AfiH\/s+Lu06+z8NsviVpUocEuvYBHz8qTQ8HphqP2HNG6Y6n3R6HbLpJagNS4+FLizFyXPBWf3QD3zxg0o58jSd9Y38ysmkwqTVOoz28dWv88HcLN13nO6s07pXVfTO96eVqsuJtcl51t5txSGy4Ur2f4Z2jODSdfOrOntH2saAFjkal1LqqI9Ht1ijNeIt9JSUla88JbB7k+lcP0zqDq50H6x6H6Wah1hb+oemdRvqYtr60pcmwEAAb9wyUgAjnsRnniuwa1n9Jrb7TOiJN5v8qLrZ+1yYMCG21uakMOEkeIr9k5CtvrzVRyylBpunaXNcX9n7jOWnhjyxklaptVfNX817x37KPS7UnSDoraNHaskJXc0uPS3m0K3Jj+KrcGgfPHn8ya7BSgUAV1QgscVBdEedmyyzZHkl1bsSilAoAqzMSilAoAoASilAoAoASilAoAoASilAoAoASilAoAoASilAoAoASilAoAoASilAoAoASilAoAoASilAoAoASilAoAoASilAoAoASilAoAoASilAoAoASilAoAoAWilAoAoEJRSgUAUAJRSgUAUAMrxZ7bf7XJst4ipkwpjZZfZUSAtB7jIIP4Gqho7oX0l6f3c37Rmh4FpnkKCn45WFK3d85UQc\/Or4BQBUuEW7a5LjknGLjFtJlMf6N9L5GqJGtHtFW1V7lFJfmbCFukdioA4P3inWsemHT\/qAphzWWk4F0ci\/4LrzeHG\/otJCh+NWkCgCjZGqofe5LT3O17yqL6V9PF6al6QOkoAs8\/b71FCSA9g5G9QO5WMeZqOtfQrpHZNMXHRlp0Lb4tkuykrmQW94aeKTkZG7+FXwCgCl3cPRDWbIlSk\/Xqc\/g9A+j1t0xN0XA0FbmLHcXEPSoKCsNOrScpJG7+FO7N0X6V6f05J0haND2xiyy3Q89BLZW0pYGArCicHHpirqBQBQscF5IHnyvrJ+vVlP0v0i6aaMuRvGmdHW+DOIKfeEpK3Eg9wlSiSkfIYqSn6E0fdNUQNa3HTsKRfbW2pmHPcby6whXcJP3mp4CgCmoRSpITyzb3NuxKKUCgCqMxKKUCgCgBKKUCgCgBKKUCgCgBKKUCgCgBKKUCgCgBKKUCgCgBKKUCgCgBKKUCgCgBKKUCgCgBKKUCgCgBKKUCgCgBKKUCgCgBKKUCgCgBKKUCgCgBKKUCgCgBKKUCgCgDKiiinQWFFFFFBYUUUUUFhRRRRQWFFFFFBYUUUUUFhRRRRQWFFFFFBYUUUUUFhRRRRQWFFFFFBYUUUUUFhRRRRQWFFFFFBYUUUUUFhRRRRQWFFFFFBYUUUUUFhRRRRQWFFFFFBYUUUUUFhRRRRQWFFFFFBYUUUUUFhRRRRQWFFLijFMkSilxRigBKKXFVPqlq6doXRcnUduahOSG5EWOj31ZQwgvSG2t6yOQlO\/cfpSk1FWyoRc5KK6stdFcu0\/1ffZl3GFq9yzy2oAhE3KwOrkRAqS8WkoWVHKVJISTzwlWavkTUEW7y7zabOrfNsy0x3lOoIaDy2kuJTkd8BSc47ZpRnGXQqeGcOq\/n8ZK0VzDTuqer07W9z0zeY2jWolkREfmvMKlb1tPBZ+DdwCAg9+Oan7Z1V0rc5K2UpuEdoxnZkaS\/FUhmay2AVrYVzvABB7ZwaSyRY5YJx6c\/AuFFUlHV7SyLddbjcYt2twtEZE59mZDLbq4ylbUuoTk7kkgimb3W7S0d6bDes2okzLchMiTF\/RqvFbjHOJOM\/4Xwq+LPkeKO8gvMFgyP8AKdCorRFnwplvausaQhcR9lMht0H4VNlIUFfTBzVN6d9SVaxiXeVdbYLb7iv3qMNxUX7c4CpiRjv8SUqyPIpNU5JNL1JWOTTkl0LzRXN7\/wBXYi9Kajl2OLPgXW22h65w0XKGWhIbSOHUAn40bikHt3FWIdQtPhu6rCpT6bJ4SJbjDCloLy8YZQR9pYJGQO24ZqVki\/Mp4ZpXX8\/jLNRVNb6raZNmmXWRGucZ6DKahPW9+KUzPHd2lpsNZ5KwoEc81E3vqwywdMTrdDnoYuF4fts6E7CIlhaIrrgaCPJe5CPPGD3oeSK8wWDI3VfzqdIoqG01qu2assi71akPoS046w6xJbLbrLzZwttaf2VAjtXL9Cda9S6gc01Jujel5TGpVFIh2iU45OgjwlubnkKOMDYEntgqFDyRVe8I4JyTpdP5\/wAHaaKol56tadj6TZv9vkuBVwtc25RPFjqV4aIze5wupHKdpwkjvk4qUf6hafg2m93Sa694enIjUu4FDR4QtkOgoHn8J7U+8i\/MXcz9P50\/cs9FUmdr86YeWzf4cye9cZDr9ri2yN4z3uCENZcWkEYCVLOT8xUjqXWTVr6fTddWdpMxpmB79HS5lAcSQCM+Y70b48+4O6lxx1LLRUNqi5X632xlWm7Mm4T5T7bCEuKKWmQru64RzsSBzjk8CqlD17rN+13aEuxWxd8tFzRbZD7byhbm0llLxkKUr4ghKVYUO+aHNRdMI4pTVo6NRXNbR1kiM2UzNTRPGkfpdVmjuWZCpLE94M+KFMeZSQFJ5\/aSRSa16vxLYw9DsMWeqXHnwIT0pUIqjMuPSGUqZWvOA5sc7eRPep72FXZXh8m7bR0uiq3rnVUnTES3sWuAibdrzNRb7ew4vYhTpSpalLV5JShC1HHPGB3qGt\/UO4WOXc7R1LYt9vlW23puvvMJa1R34xWUHaFfEFJVgEee5OO9U5xTpkxxSlHci+0Vy7V3XOLYdLTL3btJX56dCkRGnIEiCpt1Lb7oQl0jP2DhW055VgHGasF56qabsUj3adEuhLDDcmetqIVptzaxlJkEH9XwDxzjFLvYeo\/D5Kuv5\/GXGiuZt9YoNq1JqS335qY7b7bcIzLUyLEK2IrDsVlYW+4DwCtxXPPFWC69TdNWi8KtMlM5xLLrbEqazHK4sR1zbsQ64D8JO9Pr9oZoWSL8weDIvItlFV+wa3s+pLzc7Ja2Jy3LQ+5GlPrjlLKXkEBSAs91cg8eVV27651tZ7m3PmabhMWBy8NWdCHXFic8XHQ0l9CR8GzJ3Y77QTTc4pWJYZt7fM6FRXNZfUrUjM2VembLAVpeDekWN5xTi\/fFuF5DCnkj7GxLi8YPJCSacSdca2t14gyLrpuFFslxvAs7DS3Ve\/klakpf2\/YKDt3YHISc1PexK7iZ0Kiueq1xreDe7W5edNQolmvF1Vao7JdV7+k\/HteUn7BQQ3uwOQk5Pauh4qoyUuhE8bhViUUuKMVRAlFLijFACUUuKMUAJRS4oxQAlFLijFAGVFLijFACUUuKMUAJVK6w6auurNCSbNZbaxcJXvcGSIj7iW0PoZlNOrQVKBAylChzxzV2xRilKO5NMqE3jkpLyOLK0cpUbVN61Zp616Hsc+xG2LhR5La0qe3qUJCi2AgKGUhOBuP4Vb+i1qu9v6fW6dqPBvV6ButyVtxl974sYPI2p2Jx\/lq6S4MOewY0+IzJZUQS28gLSSCCDg8cEZrcEgDAHFRHGoys1nnc4bWUuNpC4L1hrK5SihuDf7fCiR1oXlYLbbqVkjyx4gxXOdH9GLvp6zuWq3aQtlnvNus79uh6hRcXHi66pvYlxtok+FnGVZ+6u9YoxQ8UXywjqZxTS86+yo89xejmqXJN+nxdJw7MbrYG7b4arqqSt2SiUlwuLUokAFIJGMfOukXPR95la11PfGW2vdbrphi1RyXMKL6XJKiCPIYdRz9fSr5ijFKOGMeg56mc+v8AOn+CgS9Kam\/7noGhoJQ1cl2yHapbiXtvgtlKG5C0K81BG8p9TioZPSO9aWurU7ReqLvKMu0yLNIXdZ3jCK2GyqM42No+w4MY9Fn0rrGKMU3iiyVnnG0vP\/k86J6LavlOXaU1peLan5+kp1leWq7KkOSpji2il1RJISlWxR4Axnnyq5SunmrrNpu96O0r4X6LfeYnwsyfDdJLoXLiKX3AWArDnl4hHlXWcUYqVgiuhpLV5JVZwmw9J79bIeq3BoW1sxbzMt0ti0Lua3FYZbIcHjk\/A6FYKVZ21P6a0PrVt7Tsy9cN26\/ybgI78sPuxIi4TjSGy6APEIcXn5JIHlXV8UYprDGPT+eZMtVOV35\/4oqOiNN3Ows6mbuCGwbpfZs+PtXuyy6E7SfQ8HiuZ6C6a6vtsTR1nl6BtOnntNPsvTb2xLZcemobQoKQA2kKw5kZ3k8fOu9Yo2gjBFN4k69wo6iUb9\/\/AEeb7naYcfTvV6\/N3OO9ZmoM62WFQUNoXJbL8hCD2UVPuJSMeaceVWTVmjOoMqy6ptGm7FDmsawscaOH35gZMR5EbwilSCMqBGCCOxzmuv8A6Ds3uaLcbRC90bWHEseAjw0qByFBOMA55z609x8qhYV0b\/nJo9W7tL6\/L\/lWc36haUvlzbsz1u02zdHYMZbIW1cPc5UVxQQN7bp4KcA5Se+E4pNYWrUEToPPs95f\/SF4asngyXGUE+M8EgKIA75NdJxRitHjXL9TJZmtqro7Kvr9\/W0fSLw6f2xibeXC202l6QlkNoUQFuBSuCpKckA8E4qr2K366tuj02226EjQXIskLkw59xalqu7S0q8YqdAwlxSiDlQIOMdq6hijFDhbuxRy7Y7aRyPT\/TrUcefbLs7a4drYGqDeVWtl8KbgR\/cFsbEEDaSXCFEJAHxmtV70Vr9tm76Us9ngyrZc9QsXxFwclhCm2zKaedaU3jJUNi9p7YwK7DijFT3MaovxM925pFQ6haau16as1408GF3TTtxTcYzL6trb48NbTjZV+yShxWD5ECqld9B6016q66hvsGFZbgbexCtcL3gSEoU3JTIUp1aeCFrbbTgdgDXXMUYqpY1LqTDPKCSXkcy1PZtf650heYs\/TtvtctXui4Mb3tLq3VsPpdVvdAwlKtoCR5ZJNNrvprX6XdTNWawwnWtcR2zIW\/MSDa3zGSwsKGP1yAEpI2+ea6tijFJ4k+r\/AJ\/GNZ3HhJV\/1\/hHE5nT7X8K3aq0VabTBk2rUyY8Nu4uywlcZlMFmO44tsjKz+rVgDz71qk9FAxrW6TZGh7fqCLebgzPRcJNxca902obSpDjIVhzBaykgeYB7V3HFGKXcRfUpavIun\/Pu\/wVnRFhn2Fq9onpbSZ97mT2dis5acWCkn0OPKqdMZ6lyeozl3unT5u5Wm3PBqzKReWW0NIIAXJW0oZLvKgB5JHHJNdXxRiqcLSV9DOOZpuTSdnJpmidarcnaNZt8VViuGoU3v8AShkgLaa95RIWyWu5UVpUArtgismWupb\/AFFdvl96dtzYUWSYtpeReWUtxIxICpBaI3F1QznzA+EdzXV8UYpd0vUrxD80vv8A5OUW5rqXI6hvX7UnTxuRGYkriWt9F5Z8KHDJwXvCI3F1Y5V5gfCK6tS4oxVRjt8zPJk7yuKoSilxRiqIEopcUYoASilxRigBKKXFGKAEopcUYoAWissUYoFaMaKyxRigLRjRWWKMUBaMaKyxRigLRjRWWKMUBaMaKyxRigLRjRWWKMUBaMaKyxRigLRjRWWKMUBaMaKyxRigLRjRWWKMUBaMaKyxRigLRjRWWKMUBaMaKyxRigLRjRWWKMUBaMaKyxRigLRjRWWKMUBaMaKyxRigLRjRWWKMUBaMaKyxRigLRjRWWKMUBaMaKyxRigLRjRWWKMUBaMaKyxRigLRjRWWKMUBaFooop0SFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFAFFFFFALijFLgUYFUAmKMUuBRgUAJijFLgUYFACYoxS4FGBQAmKMUuBRgUAJijFLgUYFACYoxS4FGBQAmKMUuBRgUAJijFLgUYFACYoxS4FGBQAmKMUuBRgUAJijFLgUYFACYoxS4FGBQAmKMUuBRgUAJijFLgUYFACYoxS4FGBQAmKMUuBRgUAJijFLgUYFACYoxS4FGBQAmKMUuBRgUAJijFLgUYFACYoxS4FGBQAmKMUuBRgUAJijFLgUYFACYoxS4FGBQAuDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAGDRg0UUAf\/2Q=="},{"elements":[{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":false,"scale":100,"focalX":50,"focalY":50,"resource":{"type":"image","mimeType":"image\/jpeg","width":720,"height":1280,"sizes":{"medium":{"file":"download-4.1-169x300.jpg","width":169,"height":300,"filesize":7907,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-169x300.jpg"},"large":{"file":"download-4.1-576x1024.jpg","width":576,"height":1024,"filesize":49901,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-576x1024.jpg"},"thumbnail":{"file":"download-4.1-150x150.jpg","width":150,"height":150,"filesize":5838,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-150x150.jpg"},"web-stories-poster-portrait":{"file":"download-4.1-640x853.jpg","width":640,"height":853,"filesize":55365,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-640x853.jpg"},"web-stories-publisher-logo":{"file":"download-4.1-96x96.jpg","width":96,"height":96,"filesize":3183,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-96x96.jpg"},"web-stories-thumbnail":{"file":"download-4.1-150x267.jpg","width":150,"height":267,"filesize":6648,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-150x267.jpg"},"jnews-360x180":{"file":"download-4.1-360x180.jpg","width":360,"height":180,"filesize":13090,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-360x180.jpg"},"jnews-750x375":{"file":"download-4.1-720x375.jpg","width":720,"height":375,"filesize":38088,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-720x375.jpg"},"jnews-1140x570":{"file":"download-4.1-720x570.jpg","width":720,"height":570,"filesize":51858,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-720x570.jpg"},"jnews-1200x600":{"file":"download-4.1-720x600.jpg","width":720,"height":600,"filesize":53999,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-720x600.jpg"},"jnews-120x86":{"file":"download-4.1-120x86.jpg","width":120,"height":86,"filesize":3486,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-120x86.jpg"},"jnews-350x250":{"file":"download-4.1-350x250.jpg","width":350,"height":250,"filesize":15539,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-350x250.jpg"},"jnews-750x536":{"file":"download-4.1-720x536.jpg","width":720,"height":536,"filesize":48941,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-720x536.jpg"},"jnews-1140x815":{"file":"download-4.1-720x815.jpg","width":720,"height":815,"filesize":66194,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-720x815.jpg"},"jnews-1200x900":{"file":"download-4.1-720x900.jpg","width":720,"height":900,"filesize":69498,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-720x900.jpg"},"jnews-360x504":{"file":"download-4.1-360x504.jpg","width":360,"height":504,"filesize":24356,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-360x504.jpg"},"jnews-75x75":{"file":"download-4.1-75x75.jpg","width":75,"height":75,"filesize":2421,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-75x75.jpg"},"jnews-350x350":{"file":"download-4.1-350x350.jpg","width":350,"height":350,"filesize":19624,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1-350x350.jpg"},"full":{"file":"download-4.1.jpg","width":720,"height":1280,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1.jpg"}},"isPlaceholder":false,"isExternal":false,"needsProxy":false,"baseColor":"#d5c7c1","blurHash":"UvCbTqX99~jYpyjYWXa}9ajF-5bIbbX9oIn$","creationDate":"2022-12-26T10:52:28","src":"https:\/\/d20x1nptavktw0.cloudfront.net\/wordpress_media\/2022\/12\/download-4.1.jpg","id":256424,"alt":"download 4.1","local":false},"type":"image","x":48,"y":0,"width":330,"height":586,"mask":{"type":"rectangle","showInLibrary":true,"name":"Rectangle","path":"M 0,0 1,0 1,1 0,1 0,0 Z","ratio":1,"supportsBorder":true},"id":"f70425ee-d99e-46af-af5f-313b4b890e89","isBackground":true}],"animations":[{"id":"c4adf87c-b0ff-4328-a2ac-0c6d89394e38","type":"effect-background-pan-and-zoom","duration":2000,"delay":0,"zoomDirection":"scaleOut","targets":["f70425ee-d99e-46af-af5f-313b4b890e89"]}],"id":"c21e437d-0d7e-4568-ba64-dbb998848ca3","backgroundColor":{"color":{"r":255,"g":199,"b":0}},"type":"page","pageAttachment":{"url":"https:\/\/www.aakash.ac.in\/jee-neet-app?utm_source=aakashapp&utm_medium=blog&utm_campaign=webstories","ctaText":"Download Aakash App Now","theme":"light","icon":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/10\/logo.png","needsProxy":false},"pageTemplateType":"list","groups":[],"defaultBackgroundElement":{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"x":1,"y":1,"width":1,"height":1,"mask":{"type":"rectangle"},"isBackground":true,"isDefaultBackground":true,"id":"9a28b13f-9f30-4bbb-8cd2-d3f9d98fcef0","type":"shape","basedOn":"3990c1fb-5a39-489c-a3ea-b05b0f7766a4"},"image":{"id":247908,"height":600,"width":400,"url":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/11\/web-stories-page-template-247906.jpg","needsProxy":false,"isExternal":false}},{"elements":[{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"x":1,"y":1,"width":1,"height":1,"mask":{"type":"rectangle"},"isBackground":true,"isDefaultBackground":true,"type":"shape","id":"2f4a7951-bf4d-4c04-ad9c-b3ef05bcbddc"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"backgroundColor":{"color":{"r":1,"g":160,"b":227}},"type":"image","x":62,"y":186,"width":112,"height":112,"scale":100,"focalX":50,"focalY":50,"mask":{"type":"rectangle"},"borderRadius":{"topLeft":10,"topRight":10,"bottomRight":10,"bottomLeft":10,"locked":true},"groupId":"e28cf8ad-8c0e-476d-b337-9cbf5744019e","basedOn":"e5163308-545e-40a9-bbcd-a275a05f207d","link":null,"resource":{"baseColor":"#2171ad","blurHash":"UAB}kMIY_2WA~bR4jEbJD4t8X9ad9XZ~aet7","type":"image","mimeType":"image\/jpeg","creationDate":"2022-06-02T13:29:10","src":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5.jpg","width":720,"height":1280,"id":181926,"alt":"Numbers to words (5)","sizes":{"medium":{"file":"Numbers-to-words-5-169x300.jpg","width":169,"height":300,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5-169x300.jpg"},"large":{"file":"Numbers-to-words-5-576x1024.jpg","width":576,"height":1024,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5-576x1024.jpg"},"thumbnail":{"file":"Numbers-to-words-5-150x150.jpg","width":150,"height":150,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5-150x150.jpg"},"web-stories-poster-portrait":{"file":"Numbers-to-words-5-640x853.jpg","width":640,"height":853,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5-640x853.jpg"},"web-stories-publisher-logo":{"file":"Numbers-to-words-5-96x96.jpg","width":96,"height":96,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5-96x96.jpg"},"web-stories-thumbnail":{"file":"Numbers-to-words-5-150x267.jpg","width":150,"height":267,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5-150x267.jpg"},"jnews-360x180":{"file":"Numbers-to-words-5-360x180.jpg","width":360,"height":180,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5-360x180.jpg"},"jnews-750x375":{"file":"Numbers-to-words-5-720x375.jpg","width":720,"height":375,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5-720x375.jpg"},"jnews-1140x570":{"file":"Numbers-to-words-5-720x570.jpg","width":720,"height":570,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5-720x570.jpg"},"jnews-1200x600":{"file":"Numbers-to-words-5-720x600.jpg","width":720,"height":600,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5-720x600.jpg"},"jnews-120x86":{"file":"Numbers-to-words-5-120x86.jpg","width":120,"height":86,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5-120x86.jpg"},"jnews-350x250":{"file":"Numbers-to-words-5-350x250.jpg","width":350,"height":250,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5-350x250.jpg"},"jnews-750x536":{"file":"Numbers-to-words-5-720x536.jpg","width":720,"height":536,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5-720x536.jpg"},"jnews-1140x815":{"file":"Numbers-to-words-5-720x815.jpg","width":720,"height":815,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5-720x815.jpg"},"jnews-1200x900":{"file":"Numbers-to-words-5-720x900.jpg","width":720,"height":900,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5-720x900.jpg"},"jnews-360x504":{"file":"Numbers-to-words-5-360x504.jpg","width":360,"height":504,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5-360x504.jpg"},"jnews-75x75":{"file":"Numbers-to-words-5-75x75.jpg","width":75,"height":75,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5-75x75.jpg"},"full":{"file":"Numbers-to-words-5.jpg","width":720,"height":1280,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/Numbers-to-words-5.jpg"}},"isPlaceholder":false,"isOptimized":false,"isMuted":false,"isExternal":false,"needsProxy":false,"provider":"local"},"id":"901b28bc-ea03-4eb2-ac84-4eb9977b54e0"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":18,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.2,"textAlign":"initial","padding":{"locked":true,"hasHiddenPadding":false},"type":"text","content":"<span style=\"color: #edf6f6\">How to Write Numbers in Words? 10 Rules with Examples<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"width":108,"height":134,"basedOn":"99904d48-a702-439a-be66-8b748f0e6055","x":63,"y":309,"groupId":"e28cf8ad-8c0e-476d-b337-9cbf5744019e","link":{"needsProxy":false,"url":"https:\/\/www.aakash.ac.in\/blog\/web-stories\/10-rules-for-writing-numbers-in-words\/","rel":[],"icon":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/06\/cropped-Numbers-to-words-5.jpg","desc":"How to Write Numbers in Words: 10 Rules with Examples"},"id":"0dfba49e-e4eb-4945-9edd-dd05f0492a2e","marginOffset":-1.0259999999999998},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":33,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1,"textAlign":"center","padding":{"locked":true,"hasHiddenPadding":false,"horizontal":null,"vertical":null},"type":"text","content":"<span style=\"color: #edf6f6\">Read More Stories<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"width":341,"height":41,"basedOn":"e5d8d515-cc0b-4c1a-bb75-c770831d63da","x":49,"y":67,"tagName":"h2","id":"c07053e9-3171-4fd4-8fd3-3243bdb0979b"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"backgroundColor":{"color":{"r":1,"g":160,"b":227}},"type":"image","x":245,"y":341,"width":108,"height":108,"scale":100,"focalX":50,"focalY":50,"mask":{"type":"rectangle"},"borderRadius":{"topLeft":10,"topRight":10,"bottomRight":10,"bottomLeft":10,"locked":true},"groupId":"677c78d5-50d7-464c-bd8e-115845a2a6e7","basedOn":"901b28bc-ea03-4eb2-ac84-4eb9977b54e0","link":null,"resource":{"baseColor":"#8d231f","blurHash":"U8HSE4EM00$*VXofb^WA00%0.SNauPNGiHt8","type":"image","mimeType":"image\/jpeg","creationDate":"2022-07-23T08:32:02","src":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1.jpg","width":720,"height":1280,"id":222780,"alt":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1","sizes":{"medium":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-169x300.jpg","width":169,"height":300,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-169x300.jpg"},"large":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-576x1024.jpg","width":576,"height":1024,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-576x1024.jpg"},"thumbnail":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-150x150.jpg","width":150,"height":150,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-150x150.jpg"},"web-stories-poster-portrait":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-640x853.jpg","width":640,"height":853,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-640x853.jpg"},"web-stories-publisher-logo":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-96x96.jpg","width":96,"height":96,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-96x96.jpg"},"web-stories-thumbnail":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-150x267.jpg","width":150,"height":267,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-150x267.jpg"},"jnews-360x180":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-360x180.jpg","width":360,"height":180,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-360x180.jpg"},"jnews-750x375":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-720x375.jpg","width":720,"height":375,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-720x375.jpg"},"jnews-1140x570":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-720x570.jpg","width":720,"height":570,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-720x570.jpg"},"jnews-1200x600":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-720x600.jpg","width":720,"height":600,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-720x600.jpg"},"jnews-120x86":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-120x86.jpg","width":120,"height":86,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-120x86.jpg"},"jnews-350x250":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-350x250.jpg","width":350,"height":250,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-350x250.jpg"},"jnews-750x536":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-720x536.jpg","width":720,"height":536,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-720x536.jpg"},"jnews-1140x815":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-720x815.jpg","width":720,"height":815,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-720x815.jpg"},"jnews-1200x900":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-720x900.jpg","width":720,"height":900,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-720x900.jpg"},"jnews-360x504":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-360x504.jpg","width":360,"height":504,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-360x504.jpg"},"jnews-75x75":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-75x75.jpg","width":75,"height":75,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1-75x75.jpg"},"full":{"file":"Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1.jpg","width":720,"height":1280,"mimeType":"image\/jpeg","sourceUrl":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1.jpg"}},"isPlaceholder":false,"isOptimized":false,"isMuted":false,"isExternal":false,"needsProxy":false},"id":"e98d8619-62c8-4ff2-a7f3-6141bf2125de"},{"opacity":100,"flip":{"vertical":false,"horizontal":false},"rotationAngle":0,"lockAspectRatio":true,"backgroundTextMode":"NONE","font":{"family":"Merriweather","fallbacks":["serif"],"weights":[300,400,700,900],"styles":["italic","regular"],"variants":[[0,300],[1,300],[0,400],[1,400],[0,700],[1,700],[0,900],[1,900]],"service":"fonts.google.com","metrics":{"upm":1000,"asc":984,"des":-273,"tAsc":984,"tDes":-273,"tLGap":0,"wAsc":1065,"wDes":273,"xH":555,"capH":743,"yMin":-272,"yMax":1055,"hAsc":984,"hDes":-273,"lGap":0}},"fontSize":17,"backgroundColor":{"color":{"r":196,"g":196,"b":196}},"lineHeight":1.2,"textAlign":"initial","padding":{"locked":true,"hasHiddenPadding":false},"type":"text","content":"<span style=\"color: #edf6f6\">10 Interesting Facts About&nbsp;<\/span>\n<span style=\"color: #edf6f6\">Maths That Will Blow Your Mind<\/span>","borderRadius":{"locked":true,"topLeft":2,"topRight":2,"bottomRight":2,"bottomLeft":2},"width":108,"height":130,"basedOn":"0dfba49e-e4eb-4945-9edd-dd05f0492a2e","x":256,"y":463,"groupId":"677c78d5-50d7-464c-bd8e-115845a2a6e7","link":{"needsProxy":false,"url":"https:\/\/www.aakash.ac.in\/blog\/web-stories\/feature-ten-interesting-facts-about-mathematics-that-will-blow-your-mind\/","rel":[],"icon":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/07\/cropped-Ten-interesting-facts-about-Mathematics-that-will-blow-your-mind-1.jpg","desc":"10 Interesting Facts About Maths That Will Blow Your Mind"},"id":"591fcd51-5227-40bf-85f5-5270c7e536a4","marginOffset":-0.9690000000000012}],"backgroundColor":{"color":{"r":132,"g":43,"b":129}},"type":"page","id":"9ac3ac7b-8a05-495f-996b-0a7f8e675b02","animations":[{"id":"6c121e2a-300a-4294-9bf6-a4dde1cd9c0d","type":"effect-fly-in","targets":["901b28bc-ea03-4eb2-ac84-4eb9977b54e0"],"flyInDir":"leftToRight","duration":1200,"delay":0},{"id":"d02ab6c2-774f-4f5e-b4f2-52018c7a02b1","type":"effect-fly-in","flyInDir":"leftToRight","duration":1200,"delay":0,"targets":["0dfba49e-e4eb-4945-9edd-dd05f0492a2e"]},{"id":"9659363d-f8a5-4330-b01f-108bb17fd9f4","type":"effect-fly-in","flyInDir":"rightToLeft","duration":1200,"delay":0,"targets":["e98d8619-62c8-4ff2-a7f3-6141bf2125de"]},{"targets":["591fcd51-5227-40bf-85f5-5270c7e536a4"],"id":"ac8b06d2-6a33-444b-9ee5-49c699e53974","type":"effect-fly-in","flyInDir":"rightToLeft","duration":1200,"delay":0}],"groups":{"e28cf8ad-8c0e-476d-b337-9cbf5744019e":{"name":"Section Copy Copy","isLocked":false,"isCollapsed":false},"717b680b-38fd-4d3d-b666-ae0589bdfc2b":{"name":"Section Copy Copy","isLocked":false},"bc9fb3f2-45e2-4dd4-b98b-0576bce54827":{"name":"Background Copy Copy","isLocked":false},"a473fbcb-be2f-4384-99ae-484931dd977d":{"name":"Section Copy Copy Copy","isLocked":false,"isCollapsed":false},"d94acd98-e748-417a-88f9-30d9fdb70672":{"name":"Section Copy Copy Copy","isLocked":false},"677c78d5-50d7-464c-bd8e-115845a2a6e7":{"name":"Section Copy Copy Copy","isLocked":false}},"pageAttachment":{"url":"","icon":"https:\/\/www.aakash.ac.in\/blog\/wp-content\/uploads\/2022\/08\/Aakash-Icon-Blue-PNG-1.png","needsProxy":false,"ctaText":"Download Aakash App Now"}}],"autoAdvance":false,"defaultPageDuration":7,"currentStoryStyles":{"colors":[{"color":{"r":10,"g":126,"b":103}},{"color":{"r":132,"g":43,"b":129}},{"color":{"r":106,"g":174,"b":175}},{"color":{"r":38,"g":53,"b":36}}]}},"_links":{"self":[{"href":"https:\/\/www.aakash.ac.in\/blog\/wp-json\/web-stories\/v1\/web-story\/254925","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.aakash.ac.in\/blog\/wp-json\/web-stories\/v1\/web-story"}],"about":[{"href":"https:\/\/www.aakash.ac.in\/blog\/wp-json\/wp\/v2\/types\/web-story"}],"author":[{"embeddable":true,"href":"https:\/\/www.aakash.ac.in\/blog\/wp-json\/web-stories\/v1\/users\/1"}],"version-history":[{"count":0,"href":"https:\/\/www.aakash.ac.in\/blog\/wp-json\/web-stories\/v1\/web-story\/254925\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.aakash.ac.in\/blog\/wp-json\/web-stories\/v1\/media?parent=254925"}],"wp:term":[{"taxonomy":"web_story_category","embeddable":true,"href":"https:\/\/www.aakash.ac.in\/blog\/wp-json\/web-stories\/v1\/web_story_category?post=254925"},{"taxonomy":"web_story_tag","embeddable":true,"href":"https:\/\/www.aakash.ac.in\/blog\/wp-json\/web-stories\/v1\/web_story_tag?post=254925"}],"wp:lock":[{"embeddable":true,"href":"https:\/\/www.aakash.ac.in\/blog\/wp-json\/web-stories\/v1\/web-story\/254925\/lock"}],"wp:publisherlogo":[{"embeddable":true,"href":"https:\/\/www.aakash.ac.in\/blog\/wp-json\/web-stories\/v1\/media\/224678"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}