<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4376441628931730348</id><updated>2026-07-05T06:10:21.809+05:30</updated><category term="Strategy"/><category term="Exam Aspirants"/><category term="MOTIVATION"/><category term="NEET"/><category term="NEET 2020"/><category term="NEET 2021"/><category term="Motivational stories"/><category term="NEET2024"/><title type='text'>IDEA SUCCESSFUL</title><subtitle type='html'>Best Motivational and Strategic planner blog in English+Hinglish for Competitive exam aspirants.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>33</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-7571348835910571666</id><published>2026-05-28T09:26:08.803+05:30</published><updated>2026-05-28T09:26:08.804+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="NEET"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategy"/><title type='text'>BEST PHYSICAL CHEMISTRY STRATEGY FOR RENEET 2026 | WHY STUDENTS ARE CHOOSING TRIYOGI – THE TNM CHANNEL</title><content type='html'>&lt;h1 style=&quot;text-align: center;&quot;&gt;BEST PHYSICAL CHEMISTRY STRATEGY FOR RENEET 2026 | WHY STUDENTS ARE CHOOSING TRIYOGI – THE TNM CHANNEL&lt;/h1&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiwG82PIiFEQhOVXAW9sEZetw0yGryFUMtTqYiqAU4kmyZtuSqzREaerffVmzIMJKr87Cs6oUTlSSjszD-PoFAS0kPsqkA2WE6IkYe2feGOQFeo1CERMmCIaWMWtlmaRJ13A4bBg4kIq7BD712HTR-Mr0vP6UnD8A8d5X8LVhuzUIyjKPuzzvLUF9doB5MX&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;RENEET 2026 Physical Chemistry complete strategy comic style infographic for NEET aspirants by Triyogi The TNM Channel&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1536&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiwG82PIiFEQhOVXAW9sEZetw0yGryFUMtTqYiqAU4kmyZtuSqzREaerffVmzIMJKr87Cs6oUTlSSjszD-PoFAS0kPsqkA2WE6IkYe2feGOQFeo1CERMmCIaWMWtlmaRJ13A4bBg4kIq7BD712HTR-Mr0vP6UnD8A8d5X8LVhuzUIyjKPuzzvLUF9doB5MX=s16000&quot; title=&quot;RENEET 2026 Physical Chemistry complete strategy comic style infographic for NEET aspirants by Triyogi The TNM Channel&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;p&gt;RENEET 2026 is not just another exam — it is your comeback opportunity.&lt;/p&gt;&lt;p&gt;Every year, thousands of NEET aspirants promise themselves that they will study harder, revise better, and avoid mistakes. Yet when mock test results arrive, fear starts growing again — especially in Physical Chemistry.&lt;/p&gt;&lt;p&gt;Some students struggle with numericals.&lt;br /&gt;Some fear formulas.&lt;br /&gt;Some understand theory but cannot solve questions under pressure.&lt;br /&gt;And many students waste months studying without a proper strategy.&lt;/p&gt;&lt;p&gt;But &lt;b&gt;RENEET 2026&lt;/b&gt; gives you a fresh opportunity to rebuild your preparation intelligently.&lt;/p&gt;&lt;p&gt;This is exactly why more and more students are joining &lt;b&gt;&lt;a href=&quot;https://www.youtube.com/@tnmsir&quot; target=&quot;_blank&quot;&gt;Triyogi – The TNM&lt;/a&gt;&lt;/b&gt; Channel for Physical Chemistry preparation focused specially on RENEET-oriented practice, concept clarity, confidence building, and high-level question solving.&lt;/p&gt;&lt;p&gt;━━━━━━━━━━━━━━━━━━&lt;/p&gt;&lt;h3 style=&quot;text-align: center;&quot;&gt;WHY PHYSICAL CHEMISTRY FEELS DIFFICULT FOR MOST STUDENTS&lt;/h3&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEie27pmQHEPFPHdWf8FKQb7IPGCQlbqMjoa3c-ZL5b-B_vxDvjAQmO-nAascpUh7uO2-AutUsFoYILE4JXT-5RZ7sRFDErm6ZrILUNBZI65e-kGytcFLVBF4fCxt84elGwTpaghV5oU6b4Rg-P8bWkVToPBoJtNcTYQ_iVWrFRsgNoRtR35QIapk66IjuwI&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Student struggling with Physical Chemistry formulas and numericals for NEET preparation&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1536&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEie27pmQHEPFPHdWf8FKQb7IPGCQlbqMjoa3c-ZL5b-B_vxDvjAQmO-nAascpUh7uO2-AutUsFoYILE4JXT-5RZ7sRFDErm6ZrILUNBZI65e-kGytcFLVBF4fCxt84elGwTpaghV5oU6b4Rg-P8bWkVToPBoJtNcTYQ_iVWrFRsgNoRtR35QIapk66IjuwI=s16000&quot; title=&quot;Student struggling with Physical Chemistry formulas and numericals for NEET preparation&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Physical Chemistry is not difficult because the concepts are impossible.&lt;/p&gt;&lt;p&gt;It feels difficult because students often:&lt;br /&gt;• Memorize formulas without understanding concepts&lt;br /&gt;• Avoid question practice&lt;br /&gt;• Ignore revision&lt;br /&gt;• Fear calculations&lt;br /&gt;• Study inconsistently&lt;br /&gt;• Panic during mock tests&lt;/p&gt;&lt;p&gt;The truth is simple:&lt;/p&gt;&lt;p&gt;“Physical Chemistry rewards smart preparation more than endless studying.”&lt;/p&gt;&lt;p&gt;If your concepts are clear and your practice is consistent, Physical Chemistry can become one of the highest-scoring sections in NEET.&lt;/p&gt;&lt;p&gt;━━━━━━━━━━━━━━━━━━&lt;/p&gt;&lt;h3 style=&quot;text-align: center;&quot;&gt;THE BIGGEST MISTAKE NEET ASPIRANTS MAKE&lt;/h3&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiNL9-9fDUywqYfArC_j9X8HR95Kmr3yIWSkoxExSQ-6jj4ymWMHfD0jBIleFgV17Tb_S-HkMAXo3pYnL0cigHRg0EccJ1S7EkLU-WvTm2tqj3OshRkEgLSWG3IeyloDKK-GsqdgP-JAOLSQtZXIP7NX7V-McUBLeOPM_nroPbJwwJZmR7Ylk503XRQydjs&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;NEET aspirant making mistakes in Physical Chemistry due to lack of question practice&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1536&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiNL9-9fDUywqYfArC_j9X8HR95Kmr3yIWSkoxExSQ-6jj4ymWMHfD0jBIleFgV17Tb_S-HkMAXo3pYnL0cigHRg0EccJ1S7EkLU-WvTm2tqj3OshRkEgLSWG3IeyloDKK-GsqdgP-JAOLSQtZXIP7NX7V-McUBLeOPM_nroPbJwwJZmR7Ylk503XRQydjs=s16000&quot; title=&quot;NEET aspirant making mistakes in Physical Chemistry due to lack of question practice&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Most students keep reading theory repeatedly but solve very few quality questions.&lt;/p&gt;&lt;p&gt;That creates a dangerous illusion:&lt;br /&gt;“I understood the chapter.”&lt;/p&gt;&lt;p&gt;But during the exam:&lt;br /&gt;• Questions look unfamiliar&lt;br /&gt;• Time pressure increases&lt;br /&gt;• Calculation mistakes happen&lt;br /&gt;• Confidence drops&lt;/p&gt;&lt;p&gt;The solution is:&lt;/p&gt;&lt;p&gt;CONCEPT + APPLICATION + REVISION + TEST PRACTICE&lt;/p&gt;&lt;p&gt;And that is the exact approach followed on Triyogi – The TNM Channel.&lt;/p&gt;&lt;p&gt;━━━━━━━━━━━━━━━━━━&lt;/p&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;WHY STUDENTS PREFER &lt;b&gt;&lt;a href=&quot;https://www.youtube.com/@tnmsir&quot; target=&quot;_blank&quot;&gt;TRIYOGI – THE TNM&lt;/a&gt;&lt;/b&gt; CHANNEL FOR PHYSICAL CHEMISTRY&lt;/h3&gt;&lt;p&gt;The goal is not just teaching chapters.&lt;/p&gt;&lt;p&gt;The goal is transforming preparation quality.&lt;/p&gt;&lt;p&gt;Students preparing with Triyogi get:&lt;br /&gt;🔥 RENEET-focused preparation&lt;br /&gt;🔥 Advanced question-solving techniques&lt;br /&gt;🔥 PYQ analysis&lt;br /&gt;🔥 High-yield revision methods&lt;br /&gt;🔥 Numerical practice sessions&lt;br /&gt;🔥 Motivation with discipline&lt;br /&gt;🔥 Strategy-based preparation&lt;br /&gt;🔥 Exam-oriented guidance&lt;/p&gt;&lt;p&gt;The channel combines:&lt;br /&gt;⚡ Energy&lt;br /&gt;⚡ Strategy&lt;br /&gt;⚡ Concept Clarity&lt;br /&gt;⚡ Competitive Environment&lt;br /&gt;⚡ Smart Preparation&lt;/p&gt;&lt;p&gt;This combination helps students stay consistent and confident during preparation.&lt;/p&gt;&lt;p&gt;━━━━━━━━━━━━━━━━━━&lt;/p&gt;&lt;h3 style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://www.youtube.com/@tnmsir/playlists&quot; target=&quot;_blank&quot;&gt;DHURADHAR QUESTION SERIES — THE ULTIMATE PRACTICE SYSTEM&lt;/a&gt;&lt;/h3&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg1UjOUDdhVJfy-aPi7SL8NZTgValLCFCLgaSenjWqyldXd8adFLmfpcjfb6MoqyMRlQ1N29690CaLcACe5YmddWam5iY4GFmDFJgCjVJYIT4WgzhKNoHbEKe24dExRPnLpIHaxzyiReypFCLQVWee7jGBGHx5q5AXb8BwAdY9pA46GxJ1OYne0u0tYAIB2&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Advanced Physical Chemistry question practice for RENEET 2026 students&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1536&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg1UjOUDdhVJfy-aPi7SL8NZTgValLCFCLgaSenjWqyldXd8adFLmfpcjfb6MoqyMRlQ1N29690CaLcACe5YmddWam5iY4GFmDFJgCjVJYIT4WgzhKNoHbEKe24dExRPnLpIHaxzyiReypFCLQVWee7jGBGHx5q5AXb8BwAdY9pA46GxJ1OYne0u0tYAIB2=s16000&quot; title=&quot;Advanced Physical Chemistry question practice for RENEET 2026 students&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;p&gt;Question practice is the backbone of Physical Chemistry.&lt;/p&gt;&lt;p&gt;That is why the DHURADHAR Question Series is becoming one of the most loved series among serious aspirants.&lt;/p&gt;&lt;p&gt;This series focuses on:&lt;br /&gt;✔ RENEET-level questions&lt;br /&gt;✔ Tough conceptual problems&lt;br /&gt;✔ Numerical accuracy&lt;br /&gt;✔ Speed improvement&lt;br /&gt;✔ Exam pressure handling&lt;br /&gt;✔ Smart elimination techniques&lt;/p&gt;&lt;p&gt;Instead of passive learning, students develop active problem-solving ability.&lt;/p&gt;&lt;p&gt;And that is what truly improves ranks.&lt;/p&gt;&lt;p&gt;━━━━━━━━━━━━━━━━━━&lt;/p&gt;&lt;h3 style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://www.youtube.com/@tnmsir/streams&quot; target=&quot;_blank&quot;&gt;LEVEL UP SERIES — FROM CONFUSED PREPARATION TO SMART PREPARATION&lt;/a&gt;&lt;/h3&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhFsRYxSuwmkxV6Na2gu1PahAeH8BbNIh9XA9es4ZJmsig2Hv6JF4e8a_A4ALhTQhhLa7YO7SFet1b8hK_NKTowZA2mA63ZVIUIgeYW06_Qmjef5cVjPbFq9tSi-cM8NhAoDRp3yHVcxpfM334nycUxu9KBaNUO5ZLHSnbBUvn8XHmj8rvNn1JOpIULJKiW&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Student improving NEET preparation and rank with smart study strategy&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1536&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhFsRYxSuwmkxV6Na2gu1PahAeH8BbNIh9XA9es4ZJmsig2Hv6JF4e8a_A4ALhTQhhLa7YO7SFet1b8hK_NKTowZA2mA63ZVIUIgeYW06_Qmjef5cVjPbFq9tSi-cM8NhAoDRp3yHVcxpfM334nycUxu9KBaNUO5ZLHSnbBUvn8XHmj8rvNn1JOpIULJKiW=s16000&quot; title=&quot;Student improving NEET preparation and rank with smart study strategy&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;p&gt;Many students know what to study but do not know HOW to study.&lt;/p&gt;&lt;p&gt;The LEVEL UP Series helps students:&lt;br /&gt;🚀 Build consistency&lt;br /&gt;🚀 Improve daily execution&lt;br /&gt;🚀 Avoid burnout&lt;br /&gt;🚀 Increase question-solving efficiency&lt;br /&gt;🚀 Create a topper mindset&lt;br /&gt;🚀 Develop smart revision habits&lt;/p&gt;&lt;p&gt;Because success in NEET is not only about knowledge.&lt;/p&gt;&lt;p&gt;It is about disciplined execution every single day.&lt;/p&gt;&lt;p&gt;━━━━━━━━━━━━━━━━━━&lt;/p&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;MOST IMPORTANT PHYSICAL CHEMISTRY CHAPTERS FOR RENEET 2026&lt;/h3&gt;&lt;ol style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;p&gt;&lt;/p&gt;&lt;h4&gt;MOLE CONCEPT&lt;/h4&gt;Foundation of Physical Chemistry. Strong numerical practice is essential.&lt;p&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;&lt;/p&gt;&lt;h4&gt;ATOMIC STRUCTURE&lt;/h4&gt;One of the most important conceptual chapters for NEET.&lt;p&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;&lt;/p&gt;&lt;h4&gt;THERMODYNAMICS&lt;/h4&gt;Conceptual clarity + formula application.&lt;p&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;&lt;/p&gt;&lt;h4&gt;IONIC EQUILIBRIUM&lt;/h4&gt;Requires deep understanding and regular practice.&lt;p&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;&lt;/p&gt;&lt;h4&gt;ELECTROCHEMISTRY&lt;/h4&gt;Very scoring when formulas are revised properly.&lt;p&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;&lt;/p&gt;&lt;h4&gt;CHEMICAL KINETICS&lt;/h4&gt;Speed-based numericals with direct application.&lt;p&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;&lt;/p&gt;&lt;h4&gt;SOLUTIONS AND COLLIGATIVE PROPERTIES&lt;/h4&gt;Frequently asked and highly scoring.&lt;p&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;━━━━━━━━━━━━━━━━━━&lt;/p&gt;&lt;h3 style=&quot;text-align: center;&quot;&gt;DAILY STUDY ROUTINE FOR PHYSICAL CHEMISTRY&lt;/h3&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEie-uB12p2oFbr14b1VzL57PR-t5HrfdOdKQlwCzvQ_sKrLWOMMs6Pyek8MJHSTtrDcTgvYMqxehVTsQJLgZBswxBjyilZC_q_dlDYux66FxZ_E9rlm1By_-b7cV0tc6lETpNspcbek5uxh-H13Rck_OnFqMXvXBkVm0ln7o7vdtW2Ldqd6tlgcY8W6M8Xd&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Daily Physical Chemistry study routine for NEET aspirants&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1536&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEie-uB12p2oFbr14b1VzL57PR-t5HrfdOdKQlwCzvQ_sKrLWOMMs6Pyek8MJHSTtrDcTgvYMqxehVTsQJLgZBswxBjyilZC_q_dlDYux66FxZ_E9rlm1By_-b7cV0tc6lETpNspcbek5uxh-H13Rck_OnFqMXvXBkVm0ln7o7vdtW2Ldqd6tlgcY8W6M8Xd=s16000&quot; title=&quot;Daily Physical Chemistry study routine for NEET aspirants&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;MORNING SESSION — CONCEPT BUILDING&lt;/h4&gt;&lt;p&gt;Morning is the best time for concept learning because concentration levels are high.&lt;/p&gt;&lt;p&gt;During this session:&lt;br /&gt;• Study theory deeply&lt;br /&gt;• Understand derivations&lt;br /&gt;• Focus on formula logic&lt;br /&gt;• Avoid distractions&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;AFTERNOON SESSION — QUESTION PRACTICE&lt;/h4&gt;&lt;p&gt;This session should focus completely on solving numericals and objective questions.&lt;/p&gt;&lt;p&gt;• Practice PYQs&lt;br /&gt;• Solve timed questions&lt;br /&gt;• Improve speed&lt;br /&gt;• Analyze mistakes&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;NIGHT SESSION — REVISION&lt;/h4&gt;&lt;p&gt;Night revision is extremely powerful for long-term retention.&lt;/p&gt;&lt;p&gt;• Revise formulas&lt;br /&gt;• Read short notes&lt;br /&gt;• Review mistakes notebook&lt;br /&gt;• Revise weak concepts&lt;/p&gt;&lt;p&gt;━━━━━━━━━━━━━━━━━━&lt;/p&gt;&lt;h3 style=&quot;text-align: center;&quot;&gt;HOW TO STUDY PHYSICAL CHEMISTRY EFFECTIVELY FOR RENEET&lt;/h3&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgyFigIBHhUxqsJQFfXdkynuHkHzhNs2S_2C2ePZkLkq-Yn4q6ROqulgSFYec1lpAuuCtX9wX8_7VJZaFKiKAmOvPEQsBfrc68UEHJ8RksofSxd7_bUzO9qbJsT-vx9sR-u_MD6qo5_tDk6Cf06BLKzP933TTvg9ZXVyA-hX2mpSmchZi-HzDOs_-_m0Heh&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;How to Study Physical Chemistry for RENEET&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1536&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgyFigIBHhUxqsJQFfXdkynuHkHzhNs2S_2C2ePZkLkq-Yn4q6ROqulgSFYec1lpAuuCtX9wX8_7VJZaFKiKAmOvPEQsBfrc68UEHJ8RksofSxd7_bUzO9qbJsT-vx9sR-u_MD6qo5_tDk6Cf06BLKzP933TTvg9ZXVyA-hX2mpSmchZi-HzDOs_-_m0Heh=s16000&quot; title=&quot;How to Study Physical Chemistry for RENEET&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;ol style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;h4&gt;FOCUS ON CONCEPTS FIRST&lt;/h4&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;Never memorize formulas blindly.&lt;/p&gt;&lt;p&gt;Understand:&lt;br /&gt;• Why formulas work&lt;br /&gt;• When formulas apply&lt;br /&gt;• What changes in different conditions&lt;/p&gt;&lt;ol start=&quot;2&quot; style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;h4&gt;SOLVE QUESTIONS DAILY&lt;/h4&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;Daily question practice is compulsory.&lt;/p&gt;&lt;p&gt;Even 25–40 quality questions daily can create huge improvement over time.&lt;/p&gt;&lt;ol start=&quot;3&quot; style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;h4&gt;MAINTAIN A FORMULA REVISION NOTEBOOK&lt;/h4&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;Keep:&lt;br /&gt;• Important formulas&lt;br /&gt;• Mistakes&lt;br /&gt;• Short tricks&lt;br /&gt;• Important observations&lt;/p&gt;&lt;p&gt;Revise it regularly.&lt;/p&gt;&lt;ol start=&quot;4&quot; style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;h4&gt;ANALYZE MISTAKES HONESTLY&lt;/h4&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;Your mistakes are your real teachers.&lt;/p&gt;&lt;p&gt;After every mock test:&lt;br /&gt;• Identify weak areas&lt;br /&gt;• Understand why mistakes happened&lt;br /&gt;• Revise those concepts immediately&lt;/p&gt;&lt;ol start=&quot;5&quot; style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;h4&gt;AVOID RANDOM RESOURCES&lt;/h4&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;Too many books create confusion.&lt;/p&gt;&lt;p&gt;Choose limited resources and revise them multiple times.&lt;/p&gt;&lt;p&gt;Consistency beats resource collection.&lt;/p&gt;&lt;p&gt;━━━━━━━━━━━━━━━━━━&lt;/p&gt;&lt;h3 style=&quot;text-align: center;&quot;&gt;BEST BOOKS FOR PHYSICAL CHEMISTRY PREPARATION&lt;/h3&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgizcb0DLumve2QCWaxZVMJlxhHteBmw1nkknvkzCbu2-OmoBNVyCjP98kIGJf-LTRMBzO5l5LyUW2yoGUI82dPHnFhPrkHVkyCGAMXrfQJqyUgwr7-Xm_uA1BVFpf0HKnuHLFqbZ7qFFWCfFHEQ6K4djNLYR5rUQ8XyjfDPU7-5huOkpUb_1qdW-C32znR&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Best books for Physical Chemistry preparation for NEET and RENEET&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1536&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgizcb0DLumve2QCWaxZVMJlxhHteBmw1nkknvkzCbu2-OmoBNVyCjP98kIGJf-LTRMBzO5l5LyUW2yoGUI82dPHnFhPrkHVkyCGAMXrfQJqyUgwr7-Xm_uA1BVFpf0HKnuHLFqbZ7qFFWCfFHEQ6K4djNLYR5rUQ8XyjfDPU7-5huOkpUb_1qdW-C32znR=s16000&quot; title=&quot;Best books for Physical Chemistry preparation for NEET and RENEET&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;📘 NCERT Chemistry&lt;br /&gt;📘 Previous Year NEET Questions&lt;br /&gt;📘 Mock Test Papers&lt;br /&gt;📘 Revision Notes and Formula Sheets&lt;/p&gt;&lt;p&gt;The goal is not completing many books.&lt;/p&gt;&lt;p&gt;The goal is revising the right material multiple times.&lt;/p&gt;&lt;p&gt;━━━━━━━━━━━━━━━━━━&lt;/p&gt;&lt;h3 style=&quot;text-align: center;&quot;&gt;HOW TRIYOGI – THE TNM CHANNEL HELPS STUDENTS STAY MOTIVATED&lt;/h3&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEid6DU3n_4rG1JmuKtslYVoKIBtNjkUYhU2IQE2DgZRxdA4NhEsFrotf3LFv-XC-dMamAcJuLAcRo40SC90uWms_djU_Z5YOSEW4n5pxDmRwya0dU-HKvQ6gCMzRRnAYlTmP2bY5kbPbRX3lKeEebwM6hGgs0SHsRXhPkVZb905qHe-EKSFb4boFPwVxnjF&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;triyogi the tnm channel for your NEET Preparation&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1536&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEid6DU3n_4rG1JmuKtslYVoKIBtNjkUYhU2IQE2DgZRxdA4NhEsFrotf3LFv-XC-dMamAcJuLAcRo40SC90uWms_djU_Z5YOSEW4n5pxDmRwya0dU-HKvQ6gCMzRRnAYlTmP2bY5kbPbRX3lKeEebwM6hGgs0SHsRXhPkVZb905qHe-EKSFb4boFPwVxnjF=s16000&quot; title=&quot;triyogi the tnm channel for your NEET Preparation&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;One of the biggest challenges during NEET preparation is emotional burnout.&lt;/p&gt;&lt;p&gt;Students often:&lt;br /&gt;• Compare themselves with others&lt;br /&gt;• Lose confidence after low marks&lt;br /&gt;• Overthink future results&lt;br /&gt;• Feel mentally exhausted&lt;/p&gt;&lt;p&gt;That is why preparation needs:&lt;br /&gt;✔ Guidance&lt;br /&gt;✔ Energy&lt;br /&gt;✔ Discipline&lt;br /&gt;✔ Competitive spirit&lt;br /&gt;✔ Positive environment&lt;/p&gt;&lt;p&gt;Triyogi focuses not only on teaching Chemistry but also on helping students maintain the mindset required for long-term preparation.&lt;/p&gt;&lt;p&gt;━━━━━━━━━━━━━━━━━━&lt;/p&gt;&lt;h3 style=&quot;text-align: center;&quot;&gt;THE SMART PREPARATION FORMULA FOR RENEET 2026&lt;/h3&gt;&lt;p&gt;LEARN CONCEPTS&lt;br /&gt;↓&lt;br /&gt;PRACTICE QUESTIONS&lt;br /&gt;↓&lt;br /&gt;ANALYZE MISTAKES&lt;br /&gt;↓&lt;br /&gt;REVISE SMARTLY&lt;br /&gt;↓&lt;br /&gt;REPEAT CONSISTENTLY&lt;/p&gt;&lt;p&gt;Simple systems executed consistently create extraordinary results.&lt;/p&gt;&lt;p&gt;━━━━━━━━━━━━━━━━━━&lt;/p&gt;&lt;h3 style=&quot;text-align: center;&quot;&gt;WHY RENEET 2026 CAN CHANGE EVERYTHING&lt;/h3&gt;&lt;p&gt;Many students think:&lt;br /&gt;“I already failed once.”&lt;/p&gt;&lt;p&gt;But failure is not final.&lt;/p&gt;&lt;p&gt;Sometimes one extra year with the right strategy completely changes a student’s rank, confidence, and future.&lt;/p&gt;&lt;p&gt;RENEET 2026 is not just another attempt.&lt;/p&gt;&lt;p&gt;It is a second opportunity to prepare with greater maturity, discipline, and focus.&lt;/p&gt;&lt;p&gt;And with the right guidance, smart execution, and relentless practice, Physical Chemistry can become your strength instead of your fear.&lt;/p&gt;&lt;p&gt;━━━━━━━━━━━━━━━━━━&lt;/p&gt;&lt;h3 style=&quot;text-align: center;&quot;&gt;FINAL MESSAGE FOR SERIOUS ASPIRANTS&lt;/h3&gt;&lt;p&gt;If you truly want improvement:&lt;br /&gt;❌ Stop waiting for motivation&lt;br /&gt;❌ Stop collecting random resources&lt;br /&gt;❌ Stop fearing difficult questions&lt;/p&gt;&lt;p&gt;Start:&lt;br /&gt;✅ Practicing consistently&lt;br /&gt;✅ Revising intelligently&lt;br /&gt;✅ Building discipline&lt;br /&gt;✅ Learning strategically&lt;/p&gt;&lt;p&gt;Because ranks are not created by occasional motivation.&lt;/p&gt;&lt;p&gt;They are created by daily execution.&lt;/p&gt;&lt;p&gt;And that journey becomes much stronger when you prepare with the right environment, the right strategy, and the right guidance.&lt;/p&gt;&lt;p&gt;That is exactly what students are building with Triyogi – The TNM Channel.&lt;/p&gt;&lt;p&gt;━━━━━━━━━━━━━━━━━━&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;FREQUENTLY ASKED QUESTIONS (FAQs)&lt;/h4&gt;&lt;p&gt;Q1. Is Physical Chemistry difficult for NEET?&lt;/p&gt;&lt;p&gt;Physical Chemistry becomes easy when concepts and question practice are balanced properly.&lt;/p&gt;&lt;p&gt;Q2. Which Physical Chemistry chapter is most important for RENEET 2026?&lt;/p&gt;&lt;p&gt;Mole Concept, Atomic Structure, Thermodynamics, Ionic Equilibrium, and Electrochemistry are extremely important.&lt;/p&gt;&lt;p&gt;Q3. How many questions should I practice daily?&lt;/p&gt;&lt;p&gt;A serious aspirant should ideally solve 25–50 quality questions daily depending on preparation level.&lt;/p&gt;&lt;p&gt;Q4. Is NCERT enough for Physical Chemistry?&lt;/p&gt;&lt;p&gt;NCERT is important for concepts, but question practice and application are equally necessary for high scores.&lt;/p&gt;&lt;p&gt;Q5. Why is question practice important in Physical Chemistry?&lt;/p&gt;&lt;p&gt;Because NEET tests application ability, calculation accuracy, and conceptual understanding under time pressure.&lt;/p&gt;&lt;p&gt;Q6. Where can I prepare Physical Chemistry for RENEET 2026?&lt;/p&gt;&lt;p&gt;Students are increasingly preparing through strategy-based and question-oriented platforms like&amp;nbsp; &amp;nbsp; &lt;b&gt;&lt;a href=&quot;https://www.youtube.com/@tnmsir&quot; target=&quot;_blank&quot;&gt;Triyogi – The TNM &lt;/a&gt;&lt;/b&gt;Channel focused on RENEET-oriented preparation and disciplined execution.&lt;/p&gt;&lt;p&gt;━━━━━━━━━━━━━━━━━━&lt;/p&gt;&lt;h3 style=&quot;text-align: center;&quot;&gt;CONCLUSION&lt;/h3&gt;&lt;p&gt;&lt;b&gt;RENEET 2026&lt;/b&gt; is an opportunity for students who are ready to prepare with discipline, intelligence, and consistency.&lt;/p&gt;&lt;p&gt;Physical Chemistry does not become easy through shortcuts.&lt;/p&gt;&lt;p&gt;It becomes easy through:&lt;br /&gt;✔ Concept clarity&lt;br /&gt;✔ Question practice&lt;br /&gt;✔ Regular revision&lt;br /&gt;✔ Proper strategy&lt;br /&gt;✔ Daily execution&lt;/p&gt;&lt;p&gt;And when all these combine together with the right mentorship and environment, improvement becomes inevitable.&lt;/p&gt;&lt;p&gt;If you are serious about improving your NEET preparation and transforming Physical Chemistry into your scoring subject, then this is the right time to start your journey with Triyogi – The TNM Channel.&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/7571348835910571666/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2026/05/physicalchemistrystrategy.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/7571348835910571666'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/7571348835910571666'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2026/05/physicalchemistrystrategy.html' title='BEST PHYSICAL CHEMISTRY STRATEGY FOR RENEET 2026 | WHY STUDENTS ARE CHOOSING TRIYOGI – THE TNM CHANNEL'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEiwG82PIiFEQhOVXAW9sEZetw0yGryFUMtTqYiqAU4kmyZtuSqzREaerffVmzIMJKr87Cs6oUTlSSjszD-PoFAS0kPsqkA2WE6IkYe2feGOQFeo1CERMmCIaWMWtlmaRJ13A4bBg4kIq7BD712HTR-Mr0vP6UnD8A8d5X8LVhuzUIyjKPuzzvLUF9doB5MX=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-6619916589802143455</id><published>2026-05-27T08:12:29.096+05:30</published><updated>2026-05-27T08:22:03.225+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="NEET"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategy"/><title type='text'>RENEET 2026: Why Question Practice is the Real Game Changer for NEET Aspirants </title><content type='html'>&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;b&gt;RENEET 2026: Question Practice is the Real Game Changer&lt;/b&gt;&lt;/h2&gt;&lt;div&gt;&lt;b&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhtetCcL495eLIVwY5VevPeq5G7Fw3DsMhz4hWkNRcw_BPelarj_WOLBwezPnyNDXNoOeyP5u6CNAam7r1lms1YeqVjEXxRU3i-dk6xVK9yFPt_3TLt_P-sbSrCypV8w8ZJJshwgxPo0zv_lmOUvzIIG74x1EI8Nl7RrfV_mTqBYRb3XmTZ5vIdKmWHmHxH&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;renneet-2026-question-practice.jpg&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1536&quot; height=&quot;426&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhtetCcL495eLIVwY5VevPeq5G7Fw3DsMhz4hWkNRcw_BPelarj_WOLBwezPnyNDXNoOeyP5u6CNAam7r1lms1YeqVjEXxRU3i-dk6xVK9yFPt_3TLt_P-sbSrCypV8w8ZJJshwgxPo0zv_lmOUvzIIG74x1EI8Nl7RrfV_mTqBYRb3XmTZ5vIdKmWHmHxH=w640-h426&quot; title=&quot;RENEET Question Practice&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/b&gt;&lt;/div&gt;&lt;p&gt;If RENEET 2026 happens tomorrow, would you feel confident enough to face 180 questions under pressure?&lt;/p&gt;
&lt;p data-end=&quot;346&quot; data-start=&quot;186&quot;&gt;Most students immediately think about how many chapters they have completed, how many lectures they have watched, or how many pages of notes they have prepared.&lt;/p&gt;
&lt;p data-end=&quot;383&quot; data-start=&quot;348&quot;&gt;But the real question is different:&lt;/p&gt;
&lt;p data-end=&quot;441&quot; data-start=&quot;385&quot;&gt;&lt;strong data-end=&quot;441&quot; data-start=&quot;385&quot;&gt;How many quality questions have you actually solved?&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end=&quot;531&quot; data-start=&quot;443&quot;&gt;This single factor often creates the difference between an average score and a top rank.&lt;/p&gt;
&lt;p data-end=&quot;794&quot; data-start=&quot;533&quot;&gt;Every year, thousands of NEET aspirants spend months studying theory. They know definitions, formulas, reactions, and concepts. Yet many of them struggle in the examination hall because they have not trained themselves to apply that knowledge through questions.&lt;/p&gt;
&lt;p data-end=&quot;818&quot; data-start=&quot;796&quot;&gt;The reality is simple:&lt;/p&gt;
&lt;blockquote data-end=&quot;899&quot; data-start=&quot;820&quot;&gt;
&lt;p data-end=&quot;856&quot; data-start=&quot;822&quot;&gt;NEET is not a reading competition.&lt;/p&gt;
&lt;p data-end=&quot;899&quot; data-start=&quot;861&quot;&gt;NEET is a problem-solving competition.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p data-end=&quot;1003&quot; data-start=&quot;901&quot;&gt;And that is exactly why &lt;strong data-end=&quot;1003&quot; data-start=&quot;925&quot;&gt;question practice becomes the real game changer for RENEET 2026 aspirants.&lt;/strong&gt;&lt;/p&gt;
&lt;hr data-end=&quot;1008&quot; data-start=&quot;1005&quot; /&gt;
&lt;h2 data-end=&quot;1060&quot; data-section-id=&quot;1rddr85&quot; data-start=&quot;1010&quot; style=&quot;text-align: center;&quot;&gt;Why Reading Theory Alone Is Not Enough for NEET&lt;/h2&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgXEekWz4jTQs3hSxEbwvWA0R0PP4abiUqQzhDWeSdm68YKu4Y-AiOMXY8AJ1SvrBbyZfEQ3pgrN0sSZcYjKnGGC4CMWXUgJiiFxZgrwWhp1aHGS91MFJWo_qFdI6d4JFmcYGVmNUA8CaI7AlLWGbT_YOBjEyNAObeXacAxF0-WGqtmik2LrAyNIGiouD1j&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;neet-theory-vs-question-practice-cartoon.jpg&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1536&quot; height=&quot;266&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgXEekWz4jTQs3hSxEbwvWA0R0PP4abiUqQzhDWeSdm68YKu4Y-AiOMXY8AJ1SvrBbyZfEQ3pgrN0sSZcYjKnGGC4CMWXUgJiiFxZgrwWhp1aHGS91MFJWo_qFdI6d4JFmcYGVmNUA8CaI7AlLWGbT_YOBjEyNAObeXacAxF0-WGqtmik2LrAyNIGiouD1j=w400-h266&quot; title=&quot;neet-theory-vs-question-practice-cartoon.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Imagine a student who has completed an entire chapter of Physical Chemistry.&lt;/div&gt;
&lt;p data-end=&quot;1170&quot; data-start=&quot;1140&quot;&gt;They understand every concept.&lt;/p&gt;
&lt;p data-end=&quot;1211&quot; data-start=&quot;1172&quot;&gt;They have highlighted important points.&lt;/p&gt;
&lt;p data-end=&quot;1255&quot; data-start=&quot;1213&quot;&gt;They have revised formulas multiple times.&lt;/p&gt;
&lt;p data-end=&quot;1282&quot; data-start=&quot;1257&quot;&gt;Everything seems perfect.&lt;/p&gt;
&lt;p data-end=&quot;1379&quot; data-start=&quot;1284&quot;&gt;But when a numerical question appears with a slightly different approach, they become confused.&lt;/p&gt;
&lt;p data-end=&quot;1385&quot; data-start=&quot;1381&quot;&gt;Why?&lt;/p&gt;
&lt;p data-end=&quot;1478&quot; data-start=&quot;1387&quot;&gt;Because understanding a concept and applying a concept are two completely different skills.&lt;/p&gt;
&lt;p data-end=&quot;1504&quot; data-start=&quot;1480&quot;&gt;Theory builds knowledge.&lt;/p&gt;
&lt;p data-end=&quot;1534&quot; data-start=&quot;1506&quot;&gt;Questions build application.&lt;/p&gt;
&lt;p data-end=&quot;1565&quot; data-start=&quot;1536&quot;&gt;And NEET rewards application.&lt;/p&gt;
&lt;p data-end=&quot;1611&quot; data-start=&quot;1567&quot;&gt;No examiner asks how many hours you studied.&lt;/p&gt;
&lt;p data-end=&quot;1789&quot; data-start=&quot;1613&quot;&gt;The examination only checks whether you can identify concepts, apply logic, perform calculations, eliminate wrong options, and arrive at the correct answer within limited time.&lt;/p&gt;
&lt;hr data-end=&quot;1794&quot; data-start=&quot;1791&quot; /&gt;
&lt;h2 data-end=&quot;1836&quot; data-section-id=&quot;sm7xat&quot; data-start=&quot;1796&quot; style=&quot;text-align: center;&quot;&gt;The Hidden Power of Question Practice&lt;/h2&gt;
&lt;p data-end=&quot;1893&quot; data-start=&quot;1838&quot;&gt;Many students treat questions merely as a testing tool.&lt;/p&gt;
&lt;p data-end=&quot;1969&quot; data-start=&quot;1895&quot;&gt;Actually, questions are one of the most powerful learning tools available.&lt;/p&gt;
&lt;p data-end=&quot;2004&quot; data-start=&quot;1971&quot;&gt;Every quality question helps you:&lt;/p&gt;
&lt;h3 data-end=&quot;2032&quot; data-section-id=&quot;m6tgbi&quot; data-start=&quot;2006&quot;&gt;Discover Weak Concepts&lt;/h3&gt;
&lt;p data-end=&quot;2104&quot; data-start=&quot;2034&quot;&gt;Questions immediately reveal the topics you have not fully understood.&lt;/p&gt;
&lt;p data-end=&quot;2193&quot; data-start=&quot;2106&quot;&gt;Instead of assuming you know a chapter, questions show the reality of your preparation.&lt;/p&gt;
&lt;h3 data-end=&quot;2212&quot; data-section-id=&quot;cu470b&quot; data-start=&quot;2195&quot;&gt;Improve Speed&lt;/h3&gt;
&lt;p data-end=&quot;2286&quot; data-start=&quot;2214&quot;&gt;The more questions you solve, the faster your brain recognizes patterns.&lt;/p&gt;
&lt;p data-end=&quot;2339&quot; data-start=&quot;2288&quot;&gt;This improves reaction time during the examination.&lt;/p&gt;
&lt;h3 data-end=&quot;2366&quot; data-section-id=&quot;ad2dfe&quot; data-start=&quot;2341&quot;&gt;Reduce Silly Mistakes&lt;/h3&gt;
&lt;p data-end=&quot;2506&quot; data-start=&quot;2368&quot;&gt;Repeated exposure helps students identify common calculation errors, sign mistakes, unit conversion errors, and conceptual misconceptions.&lt;/p&gt;
&lt;h3 data-end=&quot;2536&quot; data-section-id=&quot;a10cse&quot; data-start=&quot;2508&quot;&gt;Develop Exam Temperament&lt;/h3&gt;
&lt;p data-end=&quot;2572&quot; data-start=&quot;2538&quot;&gt;NEET is not only a knowledge test.&lt;/p&gt;
&lt;p data-end=&quot;2655&quot; data-start=&quot;2574&quot;&gt;It is also a test of patience, concentration, and decision-making under pressure.&lt;/p&gt;
&lt;p data-end=&quot;2723&quot; data-start=&quot;2657&quot;&gt;Regular question practice prepares your mind for this environment.&lt;/p&gt;
&lt;hr data-end=&quot;2728&quot; data-start=&quot;2725&quot; /&gt;
&lt;h2 data-end=&quot;2791&quot; data-section-id=&quot;5ybixm&quot; data-start=&quot;2730&quot; style=&quot;text-align: center;&quot;&gt;Why Physical Chemistry Demands Extensive Question Practice&lt;/h2&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEib_7Y9MHv6J2qd0DJ6mdTtwxYJeghUTJbQ7l_SVkcLKdThfXvgZJS9QzuYBoc3xdD2jpHEksVZzGVY15CKs_wTDfuwHTkEfcKiVJtPyt7ONlXqL8Wtibo8L6l8gqXNhovPjn3mfI8S8MQuMkeBIxzlGIuA4s5ESDM5r-QoU_jUkvryMfQa2ByQbweHlbXs&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;physical-chemistry-numerical-meme&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1536&quot; height=&quot;266&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEib_7Y9MHv6J2qd0DJ6mdTtwxYJeghUTJbQ7l_SVkcLKdThfXvgZJS9QzuYBoc3xdD2jpHEksVZzGVY15CKs_wTDfuwHTkEfcKiVJtPyt7ONlXqL8Wtibo8L6l8gqXNhovPjn3mfI8S8MQuMkeBIxzlGIuA4s5ESDM5r-QoU_jUkvryMfQa2ByQbweHlbXs=w400-h266&quot; title=&quot;physical-chemistry-numerical-meme&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Among all subjects in NEET, Physical Chemistry is often considered one of the most scoring yet challenging sections.&lt;/div&gt;
&lt;p data-end=&quot;2948&quot; data-start=&quot;2911&quot;&gt;Students generally know the formulas.&lt;/p&gt;
&lt;p data-end=&quot;2994&quot; data-start=&quot;2950&quot;&gt;The difficulty arises when they must decide:&lt;/p&gt;
&lt;ul data-end=&quot;3147&quot; data-start=&quot;2996&quot;&gt;
&lt;li data-end=&quot;3027&quot; data-section-id=&quot;10xtz4d&quot; data-start=&quot;2996&quot;&gt;
Which formula should be used?
&lt;/li&gt;
&lt;li data-end=&quot;3074&quot; data-section-id=&quot;x8hb01&quot; data-start=&quot;3028&quot;&gt;
Which concept is hidden inside the question?
&lt;/li&gt;
&lt;li data-end=&quot;3105&quot; data-section-id=&quot;f64nlh&quot; data-start=&quot;3075&quot;&gt;
What shortcut can save time?
&lt;/li&gt;
&lt;li data-end=&quot;3147&quot; data-section-id=&quot;1tlnb1o&quot; data-start=&quot;3106&quot;&gt;
Which option can be eliminated quickly?
&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-end=&quot;3177&quot; data-start=&quot;3149&quot;&gt;The answer lies in exposure.&lt;/p&gt;
&lt;p data-end=&quot;3259&quot; data-start=&quot;3179&quot;&gt;The more diverse questions you solve, the more familiar these situations become.&lt;/p&gt;
&lt;p data-end=&quot;3343&quot; data-start=&quot;3261&quot;&gt;Physical Chemistry rewards students who think logically and practice consistently.&lt;/p&gt;
&lt;p data-end=&quot;3366&quot; data-start=&quot;3345&quot;&gt;There is no shortcut.&lt;/p&gt;
&lt;p data-end=&quot;3420&quot; data-start=&quot;3368&quot;&gt;There is only repetition, analysis, and improvement.&lt;/p&gt;
&lt;hr data-end=&quot;3425&quot; data-start=&quot;3422&quot; /&gt;
&lt;h2 data-end=&quot;3476&quot; data-section-id=&quot;17qzzjw&quot; data-start=&quot;3427&quot; style=&quot;text-align: center;&quot;&gt;The Birth of the DHURANDHAR Question Series ⚔️&lt;/h2&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjuzqPRtPiZSgDiunX9xlgFlOhhn_ttLNho2x-oaEk9Vo3noN5gRvKqOrTmcXYFznW8uG1txeD6rV__YIB_2Z9kcDm3wqCBrn7MgLRRg0ow3y9YFSCR-jlXslrO6sSZCzMSNYAgFHfV2npTnOUqtk9Yh5v5zHvV6cnBbEghf4JXNy0qZ5W6hB0Zx73rjGwO&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;dhurandhar-question-series-physical-chemistry&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1536&quot; height=&quot;266&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjuzqPRtPiZSgDiunX9xlgFlOhhn_ttLNho2x-oaEk9Vo3noN5gRvKqOrTmcXYFznW8uG1txeD6rV__YIB_2Z9kcDm3wqCBrn7MgLRRg0ow3y9YFSCR-jlXslrO6sSZCzMSNYAgFHfV2npTnOUqtk9Yh5v5zHvV6cnBbEghf4JXNy0qZ5W6hB0Zx73rjGwO=w400-h266&quot; title=&quot;dhurandhar-question-series-physical-chemistry&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;
&lt;p data-end=&quot;3574&quot; data-start=&quot;3478&quot;&gt;During interactions with thousands of NEET and JEE aspirants, one common problem became obvious.&lt;/p&gt;
&lt;p data-end=&quot;3676&quot; data-start=&quot;3576&quot;&gt;Many students were studying regularly but were not solving enough high-quality conceptual questions.&lt;/p&gt;
&lt;p data-end=&quot;3719&quot; data-start=&quot;3678&quot;&gt;Some students solved only easy questions.&lt;/p&gt;
&lt;p data-end=&quot;3753&quot; data-start=&quot;3721&quot;&gt;Some skipped difficult problems.&lt;/p&gt;
&lt;p data-end=&quot;3816&quot; data-start=&quot;3755&quot;&gt;Some watched solutions without attempting the question first.&lt;/p&gt;
&lt;p data-end=&quot;3886&quot; data-start=&quot;3818&quot;&gt;As a result, their problem-solving muscles never developed properly.&lt;/p&gt;
&lt;p data-end=&quot;3965&quot; data-start=&quot;3888&quot;&gt;This observation inspired the creation of the &lt;strong data-end=&quot;3964&quot; data-start=&quot;3934&quot;&gt;DHURANDHAR Question Series&lt;/strong&gt;.&lt;/p&gt;
&lt;p data-end=&quot;3992&quot; data-start=&quot;3967&quot;&gt;The objective was simple:&lt;/p&gt;
&lt;p data-end=&quot;4155&quot; data-start=&quot;3994&quot;&gt;To provide students with carefully selected questions that challenge their thinking, strengthen their concepts, and prepare them for real examination situations.&lt;/p&gt;
&lt;p data-end=&quot;4220&quot; data-start=&quot;4157&quot;&gt;DHURANDHAR is not designed as a random collection of questions.&lt;/p&gt;
&lt;p data-end=&quot;4264&quot; data-start=&quot;4222&quot;&gt;Every question is selected with a purpose.&lt;/p&gt;
&lt;p data-end=&quot;4312&quot; data-start=&quot;4266&quot;&gt;Every solution is intended to teach a concept.&lt;/p&gt;
&lt;p data-end=&quot;4374&quot; data-start=&quot;4314&quot;&gt;Every discussion is aimed at developing analytical thinking.&lt;/p&gt;
&lt;hr data-end=&quot;4379&quot; data-start=&quot;4376&quot; /&gt;
&lt;h2 data-end=&quot;4441&quot; data-section-id=&quot;1r2d7oc&quot; data-start=&quot;4381&quot; style=&quot;text-align: center;&quot;&gt;How the DHURANDHAR Question Series Helps RENEET Aspirants&lt;/h2&gt;
&lt;h3 data-end=&quot;4462&quot; data-section-id=&quot;1eccxry&quot; data-start=&quot;4443&quot;&gt;Concept Clarity&lt;/h3&gt;
&lt;p data-end=&quot;4548&quot; data-start=&quot;4464&quot;&gt;Students learn how theoretical concepts are applied in actual examination questions.&lt;/p&gt;
&lt;h3 data-end=&quot;4577&quot; data-section-id=&quot;zogp82&quot; data-start=&quot;4550&quot;&gt;Better Numerical Skills&lt;/h3&gt;
&lt;p data-end=&quot;4636&quot; data-start=&quot;4579&quot;&gt;Regular exposure improves calculation speed and accuracy.&lt;/p&gt;
&lt;h3 data-end=&quot;4674&quot; data-section-id=&quot;115r8vu&quot; data-start=&quot;4638&quot;&gt;Advanced Problem-Solving Ability&lt;/h3&gt;
&lt;p data-end=&quot;4739&quot; data-start=&quot;4676&quot;&gt;Students learn how to tackle unfamiliar situations confidently.&lt;/p&gt;
&lt;h3 data-end=&quot;4762&quot; data-section-id=&quot;1rl3f01&quot; data-start=&quot;4741&quot;&gt;Stronger Revision&lt;/h3&gt;
&lt;p data-end=&quot;4829&quot; data-start=&quot;4764&quot;&gt;One good question often revises multiple concepts simultaneously.&lt;/p&gt;
&lt;h3 data-end=&quot;4855&quot; data-section-id=&quot;1jvssw2&quot; data-start=&quot;4831&quot;&gt;Increased Confidence&lt;/h3&gt;
&lt;p data-end=&quot;4939&quot; data-start=&quot;4857&quot;&gt;Confidence grows naturally when students consistently solve challenging questions.&lt;/p&gt;
&lt;hr data-end=&quot;4944&quot; data-start=&quot;4941&quot; /&gt;
&lt;h2 data-end=&quot;5004&quot; data-section-id=&quot;1evv69j&quot; data-start=&quot;4946&quot; style=&quot;text-align: center;&quot;&gt;Why Difficult Questions Are Actually Your Best Teachers&lt;/h2&gt;
&lt;p data-end=&quot;5063&quot; data-start=&quot;5006&quot;&gt;Most students celebrate when they solve an easy question.&lt;/p&gt;
&lt;p data-end=&quot;5119&quot; data-start=&quot;5065&quot;&gt;Very few appreciate the value of a difficult question.&lt;/p&gt;
&lt;p data-end=&quot;5169&quot; data-start=&quot;5121&quot;&gt;A difficult question forces you to think deeper.&lt;/p&gt;
&lt;p data-end=&quot;5200&quot; data-start=&quot;5171&quot;&gt;It exposes hidden weaknesses.&lt;/p&gt;
&lt;p data-end=&quot;5228&quot; data-start=&quot;5202&quot;&gt;It challenges assumptions.&lt;/p&gt;
&lt;p data-end=&quot;5308&quot; data-start=&quot;5230&quot;&gt;It teaches lessons that remain in memory for much longer than passive reading.&lt;/p&gt;
&lt;p data-end=&quot;5426&quot; data-start=&quot;5310&quot;&gt;The questions you struggle with today often become your strongest areas tomorrow—provided you analyze them properly.&lt;/p&gt;
&lt;p data-end=&quot;5499&quot; data-start=&quot;5428&quot;&gt;This philosophy forms the foundation of the DHURANDHAR Question Series.&lt;/p&gt;
&lt;hr data-end=&quot;5504&quot; data-start=&quot;5501&quot; /&gt;
&lt;h2 data-end=&quot;5545&quot; data-section-id=&quot;162yfa4&quot; data-start=&quot;5506&quot; style=&quot;text-align: center;&quot;&gt;A Practical Strategy for RENEET 2026&lt;/h2&gt;
&lt;p data-end=&quot;5618&quot; data-start=&quot;5547&quot;&gt;If you want to maximize your score, follow this simple daily structure:&lt;/p&gt;
&lt;h3 data-end=&quot;5649&quot; data-section-id=&quot;1ncfolu&quot; data-start=&quot;5620&quot;&gt;Step 1: Learn the Concept&lt;/h3&gt;
&lt;p data-end=&quot;5691&quot; data-start=&quot;5651&quot;&gt;Study theory from your preferred source.&lt;/p&gt;
&lt;h3 data-end=&quot;5730&quot; data-section-id=&quot;13phajd&quot; data-start=&quot;5693&quot;&gt;Step 2: Revise Important Formulas&lt;/h3&gt;
&lt;p data-end=&quot;5760&quot; data-start=&quot;5732&quot;&gt;Create quick revision notes.&lt;/p&gt;
&lt;h3 data-end=&quot;5797&quot; data-section-id=&quot;1jipbou&quot; data-start=&quot;5762&quot;&gt;Step 3: Solve Quality Questions&lt;/h3&gt;
&lt;p data-end=&quot;5841&quot; data-start=&quot;5799&quot;&gt;Attempt concept-based MCQs and numericals.&lt;/p&gt;
&lt;h3 data-end=&quot;5871&quot; data-section-id=&quot;dd5hep&quot; data-start=&quot;5843&quot;&gt;Step 4: Analyze Mistakes&lt;/h3&gt;
&lt;p data-end=&quot;5900&quot; data-start=&quot;5873&quot;&gt;Maintain an error notebook.&lt;/p&gt;
&lt;h3 data-end=&quot;5932&quot; data-section-id=&quot;6kgmip&quot; data-start=&quot;5902&quot;&gt;Step 5: Revisit Weak Areas&lt;/h3&gt;
&lt;p data-end=&quot;5979&quot; data-start=&quot;5934&quot;&gt;Convert every mistake into a future strength.&lt;/p&gt;
&lt;p data-end=&quot;6012&quot; data-start=&quot;5981&quot;&gt;Repeat this cycle consistently.&lt;/p&gt;
&lt;p data-end=&quot;6045&quot; data-start=&quot;6014&quot;&gt;Improvement becomes inevitable.&lt;/p&gt;
&lt;hr data-end=&quot;6050&quot; data-start=&quot;6047&quot; /&gt;
&lt;h2 data-end=&quot;6092&quot; data-section-id=&quot;1qv1tp2&quot; data-start=&quot;6052&quot; style=&quot;text-align: center;&quot;&gt;Access the DHURANDHAR Question Series&lt;/h2&gt;
&lt;p data-end=&quot;6245&quot; data-start=&quot;6094&quot;&gt;Students looking for high-quality Physical Chemistry question practice can explore the DHURANDHAR Question Series and other educational playlists here:&lt;/p&gt;
&lt;p data-end=&quot;6291&quot; data-start=&quot;6247&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;👉 &lt;strong data-end=&quot;6291&quot; data-start=&quot;6250&quot;&gt;&lt;span data-state=&quot;closed&quot;&gt;&lt;a class=&quot;decorated-link&quot; href=&quot;https://www.youtube.com/@tnmsir/playlists?utm_source=chatgpt.com&quot; rel=&quot;noopener&quot; target=&quot;_blank&quot;&gt;TNM Sir Playlists&lt;/a&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p data-end=&quot;6291&quot; data-start=&quot;6247&quot;&gt;&lt;strong data-end=&quot;6291&quot; data-start=&quot;6250&quot;&gt;&lt;/strong&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;strong data-end=&quot;6291&quot; data-start=&quot;6250&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjVK84P5cFJl112ZA0Qi9oBNIA2EDVFMn5gDIep4Eau9UnBSurnomss7EykGwc69F47AOcKM4dmrEGB968QQqQ_m8YJm8dfnpXNNyR2zz96_voTI8bhodbUrooc7sZjM2wLIL6kElFx4qXYhqA37YwOKtvcw1rM5DlXz8wgZC2Y_YJGT3TLBlN4obm8R8rR&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;dhurandhar series click here&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1536&quot; height=&quot;266&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjVK84P5cFJl112ZA0Qi9oBNIA2EDVFMn5gDIep4Eau9UnBSurnomss7EykGwc69F47AOcKM4dmrEGB968QQqQ_m8YJm8dfnpXNNyR2zz96_voTI8bhodbUrooc7sZjM2wLIL6kElFx4qXYhqA37YwOKtvcw1rM5DlXz8wgZC2Y_YJGT3TLBlN4obm8R8rR=w400-h266&quot; title=&quot;dhurandhar series click here&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/strong&gt;&lt;/div&gt;&lt;strong data-end=&quot;6291&quot; data-start=&quot;6250&quot;&gt;&lt;br /&gt;These playlists are designed to help students strengthen concepts, improve analytical thinking, and develop the confidence required for competitive examinations like NEET and JEE.&lt;/strong&gt;&lt;p&gt;&lt;/p&gt;
&lt;hr data-end=&quot;6477&quot; data-start=&quot;6474&quot; /&gt;
&lt;h2 data-end=&quot;6496&quot; data-section-id=&quot;114wazr&quot; data-start=&quot;6479&quot;&gt;Final Thoughts&lt;/h2&gt;
&lt;p data-end=&quot;6612&quot; data-start=&quot;6498&quot;&gt;As RENEET 2026 approaches, students will continue searching for better books, better notes, and better strategies.&lt;/p&gt;
&lt;p data-end=&quot;6651&quot; data-start=&quot;6614&quot;&gt;However, one truth remains unchanged:&lt;/p&gt;
&lt;p data-end=&quot;6712&quot; data-start=&quot;6653&quot;&gt;&lt;strong data-end=&quot;6712&quot; data-start=&quot;6653&quot;&gt;Knowledge becomes powerful only when it can be applied.&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end=&quot;6772&quot; data-start=&quot;6714&quot;&gt;Question practice transforms information into performance.&lt;/p&gt;
&lt;p data-end=&quot;6811&quot; data-start=&quot;6774&quot;&gt;It converts concepts into confidence.&lt;/p&gt;
&lt;p data-end=&quot;6852&quot; data-start=&quot;6813&quot;&gt;It transforms preparation into results.&lt;/p&gt;
&lt;p data-end=&quot;7073&quot; data-start=&quot;6854&quot;&gt;Whether you are targeting a government medical college, aiming for a significant score improvement, or simply trying to become a better problem solver, make question practice a non-negotiable part of your daily routine.&lt;/p&gt;
&lt;p data-end=&quot;7203&quot; data-start=&quot;7075&quot;&gt;And if you are serious about mastering Physical Chemistry, challenge yourself regularly with the &lt;strong data-end=&quot;7202&quot; data-start=&quot;7172&quot;&gt;DHURANDHAR Question Series&lt;/strong&gt;.&lt;/p&gt;
&lt;p data-end=&quot;7280&quot; data-start=&quot;7205&quot;&gt;Because success in NEET is not determined by how much theory you have read.&lt;/p&gt;
&lt;p data-end=&quot;7367&quot; data-start=&quot;7282&quot;&gt;It is determined by how effectively you can solve questions when it matters the most.&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/6619916589802143455/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2026/05/renneet-2026-question-practice-neet-success.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/6619916589802143455'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/6619916589802143455'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2026/05/renneet-2026-question-practice-neet-success.html' title='RENEET 2026: Why Question Practice is the Real Game Changer for NEET Aspirants '/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEhtetCcL495eLIVwY5VevPeq5G7Fw3DsMhz4hWkNRcw_BPelarj_WOLBwezPnyNDXNoOeyP5u6CNAam7r1lms1YeqVjEXxRU3i-dk6xVK9yFPt_3TLt_P-sbSrCypV8w8ZJJshwgxPo0zv_lmOUvzIIG74x1EI8Nl7RrfV_mTqBYRb3XmTZ5vIdKmWHmHxH=s72-w640-h426-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-2477746686704265717</id><published>2026-05-04T16:31:00.003+05:30</published><updated>2026-05-04T18:21:09.648+05:30</updated><title type='text'>NEET 2026 Paper Analysis 🔥 Difficulty, Cutoff, Rank vs Marks &amp; NEET 2027 Strategy</title><content type='html'>&lt;!--SEO META--&gt;
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&lt;h1 style=&quot;text-align: center;&quot;&gt;🔥 NEET UG 2026 Paper Analysis – Full Breakdown + Strategy for NEET 2027&lt;/h1&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbjF9UBDhOQB6AEya9qChZPLrbqjOZv_i8l0C8ZVKY1PVZVQkS_NdSHrg_yHrFczdv3WZaRGYwocFi5_SJ-9ZCWeAqDNrQUnZ-xmSBbpII1ZmdjwbIOiJjlwPwRYc_WHDMaLLWthj9aXIqalGcinfhThcE0cQiTu3X2iMtNp0G27g2lo-Lh6rY2mNv8Xg2/s1376/neet%202026%20paper%20analysis.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;768&quot; data-original-width=&quot;1376&quot; height=&quot;307&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbjF9UBDhOQB6AEya9qChZPLrbqjOZv_i8l0C8ZVKY1PVZVQkS_NdSHrg_yHrFczdv3WZaRGYwocFi5_SJ-9ZCWeAqDNrQUnZ-xmSBbpII1ZmdjwbIOiJjlwPwRYc_WHDMaLLWthj9aXIqalGcinfhThcE0cQiTu3X2iMtNp0G27g2lo-Lh6rY2mNv8Xg2/w654-h307/neet%202026%20paper%20analysis.png&quot; width=&quot;654&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;

&lt;p style=&quot;text-align: center;&quot;&gt;&lt;b&gt;By TNM Sir | ideaSuccessful.com&lt;/b&gt;&lt;/p&gt;

&lt;hr /&gt;

&lt;h2&gt;📊 Overall Paper Difficulty&lt;/h2&gt;

&lt;p&gt;NEET 2026 paper was &lt;b&gt;moderate overall&lt;/b&gt;, but Biology was &lt;b&gt;lengthy and slightly tougher&lt;/b&gt;.&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDNEog6GUDmGdpqE3y20CP0IJT6apxD55aqtMSbglmW8zIDnnZfNXmYWlV1fYoZMkBqiSiS-CsVl7tMq01CfzVZdun_-ZzWxTt3NMEP6ILjDuXgNye29TgWH7dQXyYp0c5DFyCGVt0IBYiFxG1bnX25hFtInCbfH5tlxOE7KyOZHvmeYUAZ3en4I2VjeY8/s1408/toughness%20of%20paper.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;768&quot; data-original-width=&quot;1408&quot; height=&quot;269&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDNEog6GUDmGdpqE3y20CP0IJT6apxD55aqtMSbglmW8zIDnnZfNXmYWlV1fYoZMkBqiSiS-CsVl7tMq01CfzVZdun_-ZzWxTt3NMEP6ILjDuXgNye29TgWH7dQXyYp0c5DFyCGVt0IBYiFxG1bnX25hFtInCbfH5tlxOE7KyOZHvmeYUAZ3en4I2VjeY8/w608-h269/toughness%20of%20paper.png&quot; width=&quot;608&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;

&lt;table border=&quot;1&quot; cellpadding=&quot;10&quot; style=&quot;text-align: center; width: 100%;&quot;&gt;
&lt;tbody&gt;&lt;tr&gt;&lt;th&gt;Subject&lt;/th&gt;&lt;th&gt;Difficulty Level&lt;/th&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;Physics&lt;/td&gt;&lt;td&gt;1.62 (Moderate)&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;Chemistry&lt;/td&gt;&lt;td&gt;1.42 (Easy-Moderate)&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;Biology&lt;/td&gt;&lt;td&gt;1.73 (Moderate-Tough)&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;

&lt;br /&gt;

&lt;!--BAR GRAPH STYLE--&gt;
&lt;h3&gt;📈 Difficulty Comparison (Visual)&lt;/h3&gt;

&lt;div style=&quot;background: 0% 0% repeat rgb(238, 238, 238); padding: 10px;&quot;&gt;
&lt;p&gt;Physics&lt;/p&gt;
&lt;div style=&quot;background: 0% 0% repeat blue; color: white; width: 60%;&quot;&gt;60%&lt;/div&gt;

&lt;p&gt;Chemistry&lt;/p&gt;
&lt;div style=&quot;background: 0% 0% repeat green; color: white; width: 50%;&quot;&gt;50%&lt;/div&gt;

&lt;p&gt;Biology&lt;/p&gt;
&lt;div style=&quot;background: 0% 0% repeat red; color: white; width: 70%;&quot;&gt;70%&lt;/div&gt;
&lt;/div&gt;

&lt;hr /&gt;

&lt;h2&gt;🧠 Question Pattern (IMPORTANT)&lt;/h2&gt;

&lt;table border=&quot;1&quot; cellpadding=&quot;10&quot; style=&quot;text-align: center; width: 100%;&quot;&gt;
&lt;tbody&gt;&lt;tr&gt;
&lt;th&gt;Subject&lt;/th&gt;
&lt;th&gt;Single Choice&lt;/th&gt;
&lt;th&gt;Statement&lt;/th&gt;
&lt;th&gt;Match Column&lt;/th&gt;
&lt;th&gt;Multi Statement&lt;/th&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Physics&lt;/td&gt;&lt;td&gt;40&lt;/td&gt;&lt;td&gt;2&lt;/td&gt;&lt;td&gt;3&lt;/td&gt;&lt;td&gt;0&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Chemistry&lt;/td&gt;&lt;td&gt;33&lt;/td&gt;&lt;td&gt;5&lt;/td&gt;&lt;td&gt;6&lt;/td&gt;&lt;td&gt;1&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Biology&lt;/td&gt;&lt;td&gt;40&lt;/td&gt;&lt;td&gt;6&lt;/td&gt;&lt;td&gt;19&lt;/td&gt;&lt;td&gt;22&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;

&lt;p&gt;&lt;b&gt;👉 Biology dominated with multi-statement questions!&lt;/b&gt;&lt;/p&gt;

&lt;hr /&gt;

&lt;h2&gt;📘 Class-wise Weightage&lt;/h2&gt;

&lt;table border=&quot;1&quot; cellpadding=&quot;10&quot; style=&quot;text-align: center; width: 100%;&quot;&gt;
&lt;tbody&gt;&lt;tr&gt;&lt;th&gt;Subject&lt;/th&gt;&lt;th&gt;11th&lt;/th&gt;&lt;th&gt;12th&lt;/th&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;Physics&lt;/td&gt;&lt;td&gt;42%&lt;/td&gt;&lt;td&gt;58%&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;Chemistry&lt;/td&gt;&lt;td&gt;51%&lt;/td&gt;&lt;td&gt;49%&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;Biology&lt;/td&gt;&lt;td&gt;52%&lt;/td&gt;&lt;td&gt;48%&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;

&lt;hr /&gt;

&lt;h2&gt;📊 Marks vs Rank&lt;/h2&gt;

&lt;table border=&quot;1&quot; cellpadding=&quot;10&quot; style=&quot;text-align: center; width: 100%;&quot;&gt;
&lt;tbody&gt;&lt;tr&gt;&lt;th&gt;Marks&lt;/th&gt;&lt;th&gt;Rank&lt;/th&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;720&lt;/td&gt;&lt;td&gt;1&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;704&lt;/td&gt;&lt;td&gt;1000&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;676&lt;/td&gt;&lt;td&gt;10000&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;655&lt;/td&gt;&lt;td&gt;25000&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;

&lt;p style=&quot;color: red;&quot;&gt;&lt;b&gt;⚠️ Even 20 marks difference = thousands of ranks!&lt;/b&gt;&lt;/p&gt;

&lt;hr /&gt;

&lt;h2&gt;🔥 Chapter-wise Trends&lt;/h2&gt;

&lt;h3&gt;🔬 Physics&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Current Electricity (High weightage)&lt;/li&gt;
&lt;li&gt;Electrostatics&lt;/li&gt;
&lt;li&gt;Modern Physics&lt;/li&gt;
&lt;/ul&gt;

&lt;h3&gt;🧪 Chemistry&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Hydrocarbons&lt;/li&gt;
&lt;li&gt;Chemical Bonding&lt;/li&gt;
&lt;li&gt;Coordination Compounds&lt;/li&gt;
&lt;/ul&gt;

&lt;h3&gt;🌱 Biology (MOST IMPORTANT)&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;Biomolecules&lt;/li&gt;
&lt;li&gt;Biotechnology&lt;/li&gt;
&lt;li&gt;Genetics&lt;/li&gt;
&lt;/ul&gt;

&lt;hr /&gt;

&lt;!--FUNNY IMAGE PLACEHOLDER--&gt;
&lt;h2&gt;😂 Reality of NEET 2026&lt;/h2&gt;

&lt;p&gt;&lt;b&gt;Student expectation:&lt;/b&gt; Easy paper 😎&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Reality:&lt;/b&gt; Biology multi-statement questions 💀&lt;/p&gt;

&lt;!--YOU CAN ADD IMAGE HERE--&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjaYx8YXKCZ8jmOl4ouiEz5srKExEzAE7JXquf2vRS9c44g2bqd_1MBR-_1t9DH2nmuwWM6gdQyQoafLwrD0JfflTvJhNQvNV31WDFYH33V1-RWfV6Jg9ufoB1bU66kqhq_6UWRynOnuL_YBH5cqo_0fP1LFCmP0f-sEvzVjuB4Et7AHYfIu9pRDGzoBqg/s1408/student%20reaction%20after%20paper.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;768&quot; data-original-width=&quot;1408&quot; height=&quot;284&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjaYx8YXKCZ8jmOl4ouiEz5srKExEzAE7JXquf2vRS9c44g2bqd_1MBR-_1t9DH2nmuwWM6gdQyQoafLwrD0JfflTvJhNQvNV31WDFYH33V1-RWfV6Jg9ufoB1bU66kqhq_6UWRynOnuL_YBH5cqo_0fP1LFCmP0f-sEvzVjuB4Et7AHYfIu9pRDGzoBqg/w593-h284/student%20reaction%20after%20paper.png&quot; width=&quot;593&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;hr /&gt;

&lt;h2&gt;🎯 Strategy for NEET 2027&lt;/h2&gt;

&lt;h3&gt;✅ Biology&lt;/h3&gt;
&lt;p&gt;NCERT line-by-line + assertion practice&lt;/p&gt;

&lt;h3&gt;✅ Physics&lt;/h3&gt;
&lt;p&gt;Focus on numericals + Current Electricity&lt;/p&gt;

&lt;h3&gt;✅ Chemistry&lt;/h3&gt;
&lt;p&gt;Strong NCERT + Organic basics&lt;/p&gt;

&lt;hr /&gt;

&lt;h2&gt;💥 Final Message&amp;nbsp;&lt;/h2&gt;

&lt;p style=&quot;font-size: 18px; text-align: center;&quot;&gt;
Paper कैसा आया ये matter नहीं करता…&lt;br /&gt;
&lt;b&gt;तुमने खुद को कितना तैयार किया — यही rank decide करता है.&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;

Machine भी reset होती है…&lt;br /&gt;
और तुम इंसान हो — तुम evolve कर सकते हो 🔥
&lt;/p&gt;

&lt;hr /&gt;

&lt;p style=&quot;text-align: center;&quot;&gt;&lt;b&gt;📢 Follow for more NEET strategies → ideaSuccessful.com&lt;/b&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/2477746686704265717/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2026/05/neet-2026-paper-analysis-difficulty.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/2477746686704265717'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/2477746686704265717'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2026/05/neet-2026-paper-analysis-difficulty.html' title='NEET 2026 Paper Analysis 🔥 Difficulty, Cutoff, Rank vs Marks &amp; NEET 2027 Strategy'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbjF9UBDhOQB6AEya9qChZPLrbqjOZv_i8l0C8ZVKY1PVZVQkS_NdSHrg_yHrFczdv3WZaRGYwocFi5_SJ-9ZCWeAqDNrQUnZ-xmSBbpII1ZmdjwbIOiJjlwPwRYc_WHDMaLLWthj9aXIqalGcinfhThcE0cQiTu3X2iMtNp0G27g2lo-Lh6rY2mNv8Xg2/s72-w654-h307-c/neet%202026%20paper%20analysis.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-4837560399651073067</id><published>2025-11-06T22:26:00.001+05:30</published><updated>2025-11-06T22:28:58.448+05:30</updated><title type='text'>How AI Can Help You Prepare for NEET Smarter (with TNM Sir’s Mentorship Advantage)</title><content type='html'>&lt;!--✅ Viral Blog Post 4: How AI Can Help You Prepare for NEET Smarter (with TNM Sir’s Mentorship Advantage)--&gt;

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    &lt;p&gt;Artificial Intelligence is reshaping the world — and now it’s transforming how students prepare for exams like &lt;strong&gt;NEET&lt;/strong&gt;.  
    From personalized question practice to AI-powered study plans, students today have more tools than ever.  
    But even with all this technology, many still fail. Why? Because they lack &lt;span class=&quot;highlight&quot;&gt;real guidance and discipline&lt;/span&gt;.&lt;/p&gt;

    &lt;blockquote&gt;
      “AI can show you the path — but only a mentor can make you walk it right.” — TNM Sir
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    &lt;h2&gt;🔹 How AI Can Make NEET Preparation Smarter&lt;/h2&gt;
    &lt;ul&gt;
      &lt;li&gt;&lt;strong&gt;📚 Instant Doubt Solving:&lt;/strong&gt; AI chatbots can explain tough NEET concepts in seconds, 24x7.&lt;/li&gt;
      &lt;li&gt;&lt;strong&gt;🧠 Personalized Learning:&lt;/strong&gt; AI analyzes your weak areas and builds smart revision schedules automatically.&lt;/li&gt;
      &lt;li&gt;&lt;strong&gt;📈 Performance Analytics:&lt;/strong&gt; AI-powered tools track your accuracy and time for every subject — showing exactly where to improve.&lt;/li&gt;
      &lt;li&gt;&lt;strong&gt;🔄 Adaptive Tests:&lt;/strong&gt; You can take AI-based mock tests that adjust difficulty according to your level — making every attempt productive.&lt;/li&gt;
    &lt;/ul&gt;

    &lt;h2&gt;🔹 But Here’s the Truth — AI Alone Isn’t Enough&lt;/h2&gt;
    &lt;p&gt;Most NEET aspirants misuse AI — they use it as a shortcut instead of a strategy.  
    AI can’t build consistency, emotional balance, or motivation.  
    That’s where &lt;strong&gt;TNM Sir’s Mentorship&lt;/strong&gt; fills the gap.&lt;/p&gt;

    &lt;h3&gt;🤝 How TNM Sir’s Mentorship Works with AI&lt;/h3&gt;
    &lt;ul&gt;
      &lt;li&gt;&lt;strong&gt;Structured Human Guidance:&lt;/strong&gt; TNM Sir creates personalized study paths that use AI tools *effectively*, not blindly.&lt;/li&gt;
      &lt;li&gt;&lt;strong&gt;Smart Weekly Check-ins:&lt;/strong&gt; Your AI progress data is analyzed by Sir himself — turning raw stats into actionable strategies.&lt;/li&gt;
      &lt;li&gt;&lt;strong&gt;Motivational Discipline:&lt;/strong&gt; AI can remind you to study. But only mentorship can keep you studying when you feel lost.&lt;/li&gt;
      &lt;li&gt;&lt;strong&gt;Integration with AI Tools:&lt;/strong&gt; Learn how to use AI for NEET planning, doubt-solving, and mock analysis — without wasting time or overdependence.&lt;/li&gt;
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    &lt;h2&gt;🔹 The Future of NEET Prep is “AI + Mentor”&lt;/h2&gt;
    &lt;p&gt;In 2026, NEET toppers won’t be the ones who studied the most — they’ll be the ones who used &lt;strong&gt;technology with mentorship&lt;/strong&gt;.  
    And that’s exactly what TNM Sir’s program teaches: how to balance digital learning with human experience.&lt;/p&gt;

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    &lt;h3&gt;💬 Final Words from TNM Sir&lt;/h3&gt;
    &lt;p&gt;“Artificial Intelligence is powerful — but your real power is human intelligence with discipline.  
    My mentorship helps you use both — so you don’t just prepare harder, you prepare smarter.”&lt;/p&gt;

    &lt;div class=&quot;cta&quot;&gt;
      &lt;a href=&quot;https://t.me/tnmsirpc&quot;&gt;🚀 Join Free Telegram Group for AI + NEET Updates&lt;/a&gt;
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</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/4837560399651073067/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2025/11/how-ai-can-help-you-prepare-for-neet.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/4837560399651073067'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/4837560399651073067'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2025/11/how-ai-can-help-you-prepare-for-neet.html' title='How AI Can Help You Prepare for NEET Smarter (with TNM Sir’s Mentorship Advantage)'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-7245886073893813586</id><published>2025-11-06T08:54:00.001+05:30</published><updated>2025-11-06T09:00:25.079+05:30</updated><title type='text'>The Harsh Truth About Why 90% of NEET Students Fail — And How to Avoid It</title><content type='html'>&lt;!-- ✅ Viral Blog Post for SEO &amp; Mentorship Promotion --&gt;
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    &lt;h1&gt;The Harsh Truth About Why 90% of NEET Students Fail — And How to Avoid It&lt;/h1&gt;
    &lt;p&gt;By TNM Sir | Mentorship Insights for NEET Aspirants&lt;/p&gt;
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  &lt;section&gt;
    &lt;p&gt;Every year, more than &lt;strong&gt;20 lakh students&lt;/strong&gt; appear for NEET, but only a small fraction make it to government medical colleges.  
    The question is — &lt;strong&gt;why do so many students fail even after studying day and night?&lt;/strong&gt;&lt;/p&gt;

    &lt;h2&gt;1️⃣ Lack of Strategy — Studying Hard Without a Roadmap&lt;/h2&gt;
    &lt;p&gt;Most aspirants believe that success comes from studying long hours. But in reality, &lt;span class=&quot;highlight&quot;&gt;it’s not about how much you study, it’s about what and how you study.&lt;/span&gt;&lt;/p&gt;
    &lt;p&gt;Without a structured plan — daily, weekly, and monthly goals — your preparation becomes chaotic and directionless.&lt;/p&gt;

    &lt;h2&gt;2️⃣ Ignoring Analysis and Reflection&lt;/h2&gt;
    &lt;p&gt;Even top students lose marks because they never analyze their mistakes.  
    After every mock test, you must identify *why* you made an error and *how* to fix it.  
    &lt;strong&gt;Mentorship helps you track this pattern&lt;/strong&gt; so that you never repeat the same mistake twice.&lt;/p&gt;

    &lt;h2&gt;3️⃣ No Personal Guidance or Accountability&lt;/h2&gt;
    &lt;p&gt;Self-study students often face burnout and confusion.  
    They don’t have anyone to correct their direction when they’re stuck.  
    &lt;span class=&quot;highlight&quot;&gt;A mentor keeps you accountable&lt;/span&gt; — helping you stay consistent even on bad days.&lt;/p&gt;

    &lt;h2&gt;4️⃣ Overconsumption of Resources&lt;/h2&gt;
    &lt;p&gt;Watching multiple lectures and reading too many books can make you *feel productive* but leads to mental overload.  
    The smartest NEET students use limited material — but revise it deeply.&lt;/p&gt;

    &lt;h2&gt;5️⃣ No Control Over Mindset&lt;/h2&gt;
    &lt;p&gt;The biggest reason behind failure is not lack of knowledge — it’s &lt;strong&gt;mental fatigue, distraction, and loss of confidence.&lt;/strong&gt;  
    This is where &lt;span class=&quot;highlight&quot;&gt;TNM Sir Mentorship&lt;/span&gt; becomes your greatest advantage — guiding not just your academics but your mindset, consistency, and self-belief.&lt;/p&gt;

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    &lt;h2&gt;🔑 How to Avoid Becoming Part of the 90%&lt;/h2&gt;
    &lt;ul&gt;
      &lt;li&gt;✅ Follow a smart, realistic timetable that evolves every month&lt;/li&gt;
      &lt;li&gt;✅ Track your progress weekly with a mentor’s help&lt;/li&gt;
      &lt;li&gt;✅ Solve questions scientifically — not emotionally&lt;/li&gt;
      &lt;li&gt;✅ Build mental discipline — even on low-energy days&lt;/li&gt;
      &lt;li&gt;✅ Get a mentor who has helped hundreds of students reach 650+ marks&lt;/li&gt;
    &lt;/ul&gt;

    &lt;h3&gt;🎓 TNM Sir Mentorship — The Pathway to Your NEET Dream&lt;/h3&gt;
    &lt;p&gt;Under &lt;strong&gt;TNM Sir’s guidance&lt;/strong&gt;, students learn how to study smart, manage time, and eliminate anxiety.  
    Whether you’re a beginner or a repeater, this mentorship program is designed to make your preparation disciplined and result-driven.&lt;/p&gt;

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      &lt;a href=&quot;https://www.ideasuccessful.com/p/mentorship-program-by-tnm-sir.html&quot;&gt;🚀 Enroll Now — Start Your Transformation&lt;/a&gt;
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</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/7245886073893813586/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2025/11/the-harsh-truth-about-why-90-of-neet.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/7245886073893813586'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/7245886073893813586'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2025/11/the-harsh-truth-about-why-90-of-neet.html' title='The Harsh Truth About Why 90% of NEET Students Fail — And How to Avoid It'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-5252219942567091496</id><published>2023-06-02T10:13:00.000+05:30</published><updated>2023-06-02T10:13:33.079+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="NEET2024"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategy"/><title type='text'>A Winning Strategy for NEET 2024: Prepare, Persevere, Succeed</title><content type='html'>&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;background-color: #f7f7f8; color: #374151; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, &amp;quot;Segoe UI&amp;quot;, Roboto, Ubuntu, Cantarell, &amp;quot;Noto Sans&amp;quot;, sans-serif, &amp;quot;Helvetica Neue&amp;quot;, Arial, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Noto Color Emoji&amp;quot;; font-size: 16px; white-space: pre-wrap;&quot;&gt;A Winning Strategy for NEET 2024: Prepare, Persevere, Succeed&lt;/span&gt;&lt;/h1&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&quot;&quot; class=&quot;BLOG_video_class&quot; height=&quot;294&quot; src=&quot;https://www.youtube.com/embed/IGtJfW5_P_k&quot; width=&quot;477&quot; youtube-src-id=&quot;IGtJfW5_P_k&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;background-color: #f7f7f8; color: #374151; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, &amp;quot;Segoe UI&amp;quot;, Roboto, Ubuntu, Cantarell, &amp;quot;Noto Sans&amp;quot;, sans-serif, &amp;quot;Helvetica Neue&amp;quot;, Arial, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Noto Color Emoji&amp;quot;; font-size: 16px; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;p style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: #f7f7f8; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, &amp;quot;Segoe UI&amp;quot;, Roboto, Ubuntu, Cantarell, &amp;quot;Noto Sans&amp;quot;, sans-serif, &amp;quot;Helvetica Neue&amp;quot;, Arial, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Noto Color Emoji&amp;quot;; font-size: 16px; margin: 1.25em 0px; white-space: pre-wrap;&quot;&gt;
The National Eligibility cum Entrance Test (NEET) is one of the most highly competitive examinations in India for aspiring medical professionals. With each passing year, the stakes are raised higher, and the pressure to secure a seat in a reputed medical college becomes even more intense. As the calendar flips to 2024, it&#39;s crucial for NEET aspirants to develop a well-rounded strategy that maximizes their chances of success. In this blog post, we will discuss a winning strategy that encompasses all the essential elements for NEET 2024 preparation.&lt;/p&gt;&lt;ol style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: #f7f7f8; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; counter-reset: item 0; display: flex; flex-direction: column; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, &amp;quot;Segoe UI&amp;quot;, Roboto, Ubuntu, Cantarell, &amp;quot;Noto Sans&amp;quot;, sans-serif, &amp;quot;Helvetica Neue&amp;quot;, Arial, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Noto Color Emoji&amp;quot;; font-size: 16px; list-style-image: initial; list-style-position: initial; margin: 1.25em 0px; padding: 0px 0px 0px 1rem; white-space: pre-wrap;&quot;&gt;&lt;li style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px; padding-left: 0.375em;&quot;&gt;&lt;p style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px;&quot;&gt;Understand the Exam:
The first step towards success in any endeavor is to thoroughly understand the task at hand. Start by familiarizing yourself with the NEET exam pattern, syllabus, and marking scheme. Understand the different sections, the number of questions, and the time allotted for each section. This knowledge will help you create a realistic study plan and allocate your time effectively.&lt;/p&gt;&lt;/li&gt;&lt;li style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px; padding-left: 0.375em;&quot;&gt;&lt;p style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px;&quot;&gt;Create a Comprehensive Study Plan:
Once you are familiar with the exam structure, it&#39;s time to create a study plan tailored to your strengths and weaknesses. Break down the NEET syllabus into manageable sections and allocate sufficient time for each topic. Make sure to include regular revision and practice sessions in your plan to reinforce your learning. Set specific goals for each study session and track your progress regularly.&lt;/p&gt;&lt;/li&gt;&lt;li style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px; padding-left: 0.375em;&quot;&gt;&lt;p style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px;&quot;&gt;Utilize Quality Study Material:
Having access to high-quality study material is essential for NEET preparation. Invest in reliable textbooks, reference books, and online resources that cover the entire syllabus comprehensively. Make sure the study material is up to date with the latest changes and includes previous years&#39; question papers and mock tests. Practice solving questions from various sources to familiarize yourself with different question types.&lt;/p&gt;&lt;/li&gt;&lt;li style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px; padding-left: 0.375em;&quot;&gt;&lt;p style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px;&quot;&gt;Join a Reputed Coaching Institute (optional):
While self-study can be effective, joining a reputed coaching institute can provide additional guidance and support. Coaching institutes often have experienced faculty members who can clarify doubts, provide valuable insights, and offer structured study material. If you decide to join a coaching institute, ensure that it aligns with your learning style and fits your schedule.&lt;/p&gt;&lt;/li&gt;&lt;li style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px; padding-left: 0.375em;&quot;&gt;&lt;p style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px;&quot;&gt;Focus on Conceptual Understanding:
NEET is not just about rote memorization; it tests your understanding of concepts. Emphasize conceptual clarity while studying each topic. Take the time to grasp the underlying principles and their applications. Practice solving application-based questions to enhance your critical thinking and problem-solving abilities.&lt;/p&gt;&lt;/li&gt;&lt;li style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px; padding-left: 0.375em;&quot;&gt;&lt;p style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px;&quot;&gt;Regular Mock Tests and Analysis:
Mock tests are an integral part of NEET preparation. Schedule regular mock tests and simulate the exam environment as closely as possible. Analyze your performance after each test to identify your strengths and weaknesses. Focus on improving weak areas while maintaining your strengths. Pay attention to time management, as it is crucial for completing the exam within the given timeframe.&lt;/p&gt;&lt;/li&gt;&lt;li style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px; padding-left: 0.375em;&quot;&gt;&lt;p style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 0px;&quot;&gt;Stay Healthy and Manage Stress:
A healthy mind and body are essential for optimal performance. Take care of your physical and mental well-being by eating nutritious food, getting enough sleep, and exercising regularly. Incorporate stress-relieving activities like yoga or meditation into your routine. Remember to take breaks and indulge in hobbies to maintain a healthy work-life balance.&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; background-color: #f7f7f8; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; color: #374151; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, &amp;quot;Segoe UI&amp;quot;, Roboto, Ubuntu, Cantarell, &amp;quot;Noto Sans&amp;quot;, sans-serif, &amp;quot;Helvetica Neue&amp;quot;, Arial, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Noto Color Emoji&amp;quot;; font-size: 16px; margin: 1.25em 0px 0px; white-space: pre-wrap;&quot;&gt;Conclusion:
Preparing for NEET 2024 requires a systematic approach, discipline, and perseverance. By understanding the exam, creating a comprehensive study plan, utilizing quality study material, and focusing on conceptual understanding&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/5252219942567091496/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2023/06/a-winning-strategy-for-neet-2024.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/5252219942567091496'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/5252219942567091496'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2023/06/a-winning-strategy-for-neet-2024.html' title='A Winning Strategy for NEET 2024: Prepare, Persevere, Succeed'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/IGtJfW5_P_k/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-1621356454261087616</id><published>2023-05-30T17:44:00.001+05:30</published><updated>2023-05-30T17:44:28.233+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="NEET2024"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategy"/><title type='text'>What after NEET 2023?</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&quot;&quot; class=&quot;BLOG_video_class&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/I6pnq0CgwFU&quot; width=&quot;487&quot; youtube-src-id=&quot;I6pnq0CgwFU&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/1621356454261087616/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2023/05/what-after-neet-2023.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/1621356454261087616'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/1621356454261087616'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2023/05/what-after-neet-2023.html' title='What after NEET 2023?'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/I6pnq0CgwFU/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-1339133549478220397</id><published>2021-06-18T16:47:00.007+05:30</published><updated>2021-06-26T17:37:21.895+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Exam Aspirants"/><category scheme="http://www.blogger.com/atom/ns#" term="NEET 2021"/><title type='text'>NEET 2021 KA EXAM KAB HONE WALA HAI ?</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;NEET 2021 KA EXAM KAB HONE WALA HAI?&lt;/h1&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizQoU52BpMrkJnU9HoQyqSo937Xu4Zlj_zvTYbuKCdJIdjC7qLO7V9xIuRev1RsB6kI6g_FfciqbVVRMJhc8DhHB1ynwLmYRKkqCou-ht0dim7KqQSO7dzcXHEf_Tvpjwv_Z_3bQlTTpI0/s1264/neet+2021.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;NEET 2021 KA EXAM KAB HONE WALA HAI?&quot; border=&quot;0&quot; data-original-height=&quot;518&quot; data-original-width=&quot;1264&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizQoU52BpMrkJnU9HoQyqSo937Xu4Zlj_zvTYbuKCdJIdjC7qLO7V9xIuRev1RsB6kI6g_FfciqbVVRMJhc8DhHB1ynwLmYRKkqCou-ht0dim7KqQSO7dzcXHEf_Tvpjwv_Z_3bQlTTpI0/s16000/neet+2021.jpg&quot; title=&quot;NEET 2021 KA EXAM KAB HONE WALA HAI?&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Ek acchi khabar hai !&lt;br /&gt;NEET 2021 ka exam kal hai&amp;nbsp;🤣&lt;br /&gt;Hahah ye ek joke tha…😉&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Mujhe pata hai iske baad bahot sare aspirants niche comment likhege Sir, aisa majak mat kiya karo.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Mujhe pata hai app sab ko bahot beshabri se intezar hai NEET 2021 ka jiske liye aapne kai salo se mehnat ki, kai ghanto padhai kari, kai raatein nahi soye aur na jane kitni baar practice exam diye.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Aaj is post me mai google me NEET 2021 se related sabse jyada search kiya jane wala question ki akhir kab hoga NEET 2021 ka answer dene wala hun aur itna hi nahi aap bhi iska answer bata sakte hain aakhir kab hoga NEET 2021 aur uske according apni preparation kar sakte hain.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Mai hamesha students/aspirants se kahta hun &quot;Hope for the best and prepare for the worst&quot; kahne ka matlab hai hum hamesha ache ki kamna karen lekin hum humari taiyari aise rakhe ki bure se bure condition ke liye bhi taiyar rahen.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Yani ki NEET 2021 kab hoga? hum umeed karen ki jab hum soch rahen hai yani ki jo expected date hai that is 1st of august 2021 tabhi ho lekin usi ke sath hum khud ko prepare karen jab bhi exam ho hamari preparation me kisi bhi prakar ka disturbance na ho aur kisi bhi prakar se koi kami na ho.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Jab hum kisi exam ki taiyari kar rahe hon to exam date ke bare me janna jaroori hai lekin jab samay hi anichchittao ka chal raha aur jab sab kuch anishit hai to nishit ke bare me sochna sahi nahi hai.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;kahne ka matlab hai hum exam kab hoga iski tenson chodkar puri taqat se puri mehnat se padhai karte rahen kyu ki ek chees to nischit hai exam jaroor hoga aur hamri preparation aisi honi chhaiye ki exam jab kabhi bhi ho agar kal ho jaye tab bhi hamari preparation itni awwal ho ki hum usme bhi acha kar jayen.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;“Wo kahte hain na Jiyo to har din aise jiyo jaise ki akhiri din
ho”&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Hame NEET exam ke liye bhi ye bilkul sahi baithta hai, aise padho jaise ki kal hi exam ho.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Sara syllabus complete hona chhaiye kai bar hum full syllabus ka test dekar exam pattern me puri tarah se comfrtable ho&amp;nbsp; aur har din sone se pahle hum is satisfaction ke sath soyen&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;aaj maine mera best diya aur poori taqat se padhai kari hai, aur kal mai isse bhi jyada padhuga ya padhugi.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Chaliye aage badhte hain aur aapko batate hain akhir kab hone wala hai NEET 2021 ka exam.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Ye batane ke pahle mai appko kuch itihas ki baten bata raha hun,😮&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Are&amp;nbsp; wo History wala itihas nahi,☺️&amp;nbsp; apne NEET exam ke itihas ke bare me, ki pichle kai salo me jab NEET ya uske equivalent koi exam hua hai to unki date me kya similarities hai aur kitne dino ka antar samanya taur par hota hai exam announcement ki date form release ki date ityadi dates me.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;To aaiiye sabse pahle baat karte hain NEET exam ke itihas ke bare me.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;NEET EXAM ANALYSIS&lt;/span&gt;&lt;/h3&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Sabse pahle mai app logo ke samne ke chota sa analysis rakh raha hun jise aap bahot aasani se samajh sakte hain ki pichle kai saalo me NEET ya AIPMT ne jab bhi exam conduct karaya to kaise karaya.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Hum sabhi jante hain ki &quot;Itihas khud ko dohrata hai &quot; yani ki &quot;History repeats itself&quot;, isi baat ko sach mante hue mai aapke samne ye analysis rakh raha hun.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Aur jab hum ise samajh lege to aaj ke haalat ko dekhte hue is conclusion par pahuchna aasan ho jaega ki NEET 2021 ka exam kab hoga.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;Sabse pahle mai aap sab ke samne NEET 2016 ka google search result ki image ralh raha hun&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;NEET 2016&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbWoe3KG0EO1J6kohy306eD9epj60JB8wePzak8lKv8kkEc9b44eMho9jxkS3Tb0a9Oc7gxzMErfBVd8lD123CEkjLd1Tphzgfw-rd2MXkZRBON8-kz-CfepS4nnYyl-xnWrBEfBqNhyUt/s849/NEET+2016.jpeg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;NEET 2016 exam date&quot; border=&quot;0&quot; data-original-height=&quot;849&quot; data-original-width=&quot;590&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbWoe3KG0EO1J6kohy306eD9epj60JB8wePzak8lKv8kkEc9b44eMho9jxkS3Tb0a9Oc7gxzMErfBVd8lD123CEkjLd1Tphzgfw-rd2MXkZRBON8-kz-CfepS4nnYyl-xnWrBEfBqNhyUt/w339-h400/NEET+2016.jpeg&quot; title=&quot;NEET 2016 exam date&quot; width=&quot;339&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;Ye image NEET 2016 ke google search result ki image hai jisme aap clearly dekh sakte hain ki exam ki date kab hai aur agar hum baat karen exam announcement date ki, yani ki jis date par exam ka announcement hua tha to wo usse kuch mahine pahle ka tha.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Aur agar hum baat karen phase 2 ki to phase two ke apply karne ka last date june 25, 2016 tha aur exam date thi 24 july yani ki lagbhag 1 mahine ka&amp;nbsp; antar.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;NEET 2017&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8eZo9RH1tmv_MFHOr5A4TUDeoWcAg-tKqHPo3tVGr_mfntPa8JIbbkkPgl_YqjxI0QlqnySUAV6NAZUq1m3WY69aec_VxE3MSy8ojhIt0DwOAUSi7TjcDGkvpxdDhd4WRWTIdZatwGbU_/s766/NEET+2017.jpeg&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;766&quot; data-original-width=&quot;589&quot; height=&quot;376&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8eZo9RH1tmv_MFHOr5A4TUDeoWcAg-tKqHPo3tVGr_mfntPa8JIbbkkPgl_YqjxI0QlqnySUAV6NAZUq1m3WY69aec_VxE3MSy8ojhIt0DwOAUSi7TjcDGkvpxdDhd4WRWTIdZatwGbU_/w289-h376/NEET+2017.jpeg&quot; width=&quot;289&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;Theek usi prakar se ye jo agli analysis hai ye hai 2017 ki jisme exam form ka announcemnt hua tha 1 february 2017 ko aur form filing ki last date thi 1 march 2017 yani ki 1 mahine ka time duration kewal form filling ke liye. Phir Admit card available hua tha 15 april 2017 ko aur exam conduct hua tha 7 may ko.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Feb me announcement aur may me paper&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Aap dekh sakte hain kitne dino ka difference hai.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;Chaliye Aage chalte hain aur baat karte hain NEET 2018 ki&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;NEET 2018&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMO14qvHP5URwlsL9hCfi7Hebn_GF3naZ_lqfCQyujg0MxfEElVdM1dIsuP3JMW2ByDWhUqCNSKnm7sJ376AcKRwU4eQSCemBsIi9kAZKBAEVHi5vHwp5saDMUCVFpveFJrWUTyjeYt2IE/s784/NEET+2018+exam+date+form+date.jpeg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;784&quot; data-original-width=&quot;590&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMO14qvHP5URwlsL9hCfi7Hebn_GF3naZ_lqfCQyujg0MxfEElVdM1dIsuP3JMW2ByDWhUqCNSKnm7sJ376AcKRwU4eQSCemBsIi9kAZKBAEVHi5vHwp5saDMUCVFpveFJrWUTyjeYt2IE/w301-h400/NEET+2018+exam+date+form+date.jpeg&quot; width=&quot;301&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMO14qvHP5URwlsL9hCfi7Hebn_GF3naZ_lqfCQyujg0MxfEElVdM1dIsuP3JMW2ByDWhUqCNSKnm7sJ376AcKRwU4eQSCemBsIi9kAZKBAEVHi5vHwp5saDMUCVFpveFJrWUTyjeYt2IE/s784/NEET+2018+exam+date+form+date.jpeg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;Aur agar hum baat karen NEET 2018 ki to bhi hume exacltly waisa hi pattern dekhne ko milta hai yani ki&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;yaha par form filling ki last date thi 12 march aur&amp;nbsp; admit card release hua tha 17 april ko, aur exam conduct hue the 6 may ko.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Yani ki Normal situation me bilkul ek jaisa pattern dekhne ko milega , ek jaisa dates me difference milega aur ek jaisa time duration milega.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;NEET 2019&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: right;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi4LRLqHIxJdcyLnZP_Z7hYhhr6sNmXP2q17jDTftmAuagBAxm8i7JSKbYHA9nU9SesKqsrjkX2WCg4-nAEvb04fzalpBndKeehcUS6RsYhr0Ped7vl9CbpQ0RZfId3494j4wEDF1-Z_99/s590/NEET+2018.jpeg&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;531&quot; data-original-width=&quot;590&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi4LRLqHIxJdcyLnZP_Z7hYhhr6sNmXP2q17jDTftmAuagBAxm8i7JSKbYHA9nU9SesKqsrjkX2WCg4-nAEvb04fzalpBndKeehcUS6RsYhr0Ped7vl9CbpQ0RZfId3494j4wEDF1-Z_99/s320/NEET+2018.jpeg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;text-align: left;&quot;&gt;Aur Agli Image jo apake samne hai ye hai NEET 2019 ki,&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;text-align: left;&quot;&gt;Isme bhi hum sabhi ko ek jaisa pattern dekhne ko milta hai auar lagbag utna ti time duration exam release date aur exam conduct hone tak me.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;text-align: left;&quot;&gt;In sab ke baad aata ahai NEET 2020 jo anischittaao se bhara tha aur aap sab uske gawah hai kin paristhitiyon me exa hua tha.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;NEET 2020&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_impRgj0nLEQJGSgFd6eLxXD3jmV2QqS9i4HFRr8UZrpRmoRZz8eX9xk3rlEH2HbJeXHU2a-b5TpZKXGJJOQ3_aWsZ54WrLZBAFh5ouW7YfgHLD6rZ7mOM9K9K3FJD4L9p5LsEDBTOCpX/s768/NEET+2020.jpeg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;768&quot; data-original-width=&quot;585&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_impRgj0nLEQJGSgFd6eLxXD3jmV2QqS9i4HFRr8UZrpRmoRZz8eX9xk3rlEH2HbJeXHU2a-b5TpZKXGJJOQ3_aWsZ54WrLZBAFh5ouW7YfgHLD6rZ7mOM9K9K3FJD4L9p5LsEDBTOCpX/w305-h400/NEET+2020.jpeg&quot; width=&quot;305&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;NEET 2020 jo pichle sabhi year se sabse different tha to hum uski bat nahi karte hain aur agar hum baki year ki baat karen to hume ye dekhne ko milta hai ki exam conduction me ek time duration lagta hai aisa nahi hai ki ek week(saptah) pahle agencies(jo exam conduct karati hain) ne kaha form filling ki date ye hai aur kuch din me paper ho jaye aisa ho hi nahi sakta.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;Ek time lagta hai aur agar hum in pattern ko dekhe to 2 se 3 mahine ka time gap to sabhi year me tha hi, yani ki minimum kuch mahino ka gap to rahega hi sahi.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Aur abhi tak to form filling date bhi announce nahi hui hai to aap khud hi soch sakte hain jab form filling date announce hogi phir uski ek last date hogi phir ek correction ki date hogi phir admit card release ki date hogi aur phir kahi jake exam ki date hogi .&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Appko lagta hai gov agencies ye sara kam superman ki tarah kar lege?&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;Comment box me jaroor batayen aapko kya lagta hai?&lt;/span&gt;&lt;br /&gt;&lt;o:p&gt;&amp;nbsp;&lt;br /&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;TECHNICAL ANALYSIS FOR NEET2021&lt;/span&gt;&lt;/h4&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Itni sari aitihasik analysis ke baad ek conclusion par to asani se pahuch ja sakta hai ki exam conduct karana wo bhi NEET jaise exam jaha lagbhag 15 lakh students ne form fill karna hai aasaan kam nahi hai aur turant karana to sambhav hi nahi hai.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Aap jab ye post padh rahe ho aur agar form filling date announce nahi hui ho to aap khud hi soch sakte ho akhir abhi aur kitne din hoge NEET ke liye aur ye aap asani se conclude kar sakte hain kab hoga NEET 2021 ka paper.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;NTA agency jo NEET jaise exam ko conduct karati hai wo koi superman nahi hai aur unhe bhi ye sara process karane me time lagega.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Well in sabhi point ke baad aap ye asani se conclusin nikal sakte hain NEET exam kab hoga ya NEET eam ki date postpone hogi ki nahi hogi jaise sawal.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;o:p&gt;Aur ha comment box me comment karna nahi bhuliyega aapke according NEET kab hoga taki hum sabhi dates ka average nikal payen.🤣&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;o:p&gt;&lt;br /&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;CONCLUSION&lt;/span&gt;&lt;/h3&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Isse fark nahi padta exam kab hoga fark isse padta hai ki jab bhi hoga kya hum taiyar hai exam ke liye?&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Bharat jaise desh me jaha sufficient infrastructure nahi hai 2 saal ke baccho ko ek hi college me ek hi sath padhana to exam nahi ho aisa to hoga hi nahi , exam to hoga thoda bahot aage piche hoga lekin hoga jaroor.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Isliye ye sochna band kar den ki exam kab hoga aur ye strong determination se padhna suru kar den &lt;b&gt;jab bhi hoga selection to hamara hi hoga.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;Ho sakta hai preparation ke dauran kuch topics aapke weak rah gaye hon ya ho sakta hai jab aap practice paper de rahen ho to kuch topics ka revision nahi ho paya ho , to is time ka upyog karen aur apne sabhi weak topic ko apni strngth bana le aur daily motivation ke liye padhte rahen www.ideasuccessful.com&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;































































































&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/1339133549478220397/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2021/06/neet-2021-most-expected-exam-date.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/1339133549478220397'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/1339133549478220397'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2021/06/neet-2021-most-expected-exam-date.html' title='NEET 2021 KA EXAM KAB HONE WALA HAI ?'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizQoU52BpMrkJnU9HoQyqSo937Xu4Zlj_zvTYbuKCdJIdjC7qLO7V9xIuRev1RsB6kI6g_FfciqbVVRMJhc8DhHB1ynwLmYRKkqCou-ht0dim7KqQSO7dzcXHEf_Tvpjwv_Z_3bQlTTpI0/s72-c/neet+2021.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-3811441665611947349</id><published>2021-05-05T17:01:00.005+05:30</published><updated>2021-06-26T17:30:30.126+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="MOTIVATION"/><title type='text'>THINK LIKE A WINNER: MOTIVATIONAL STRATEGY</title><content type='html'>&lt;h1 align=&quot;center&quot; style=&quot;margin-left: 36pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;THINK
LIKE A WINNER&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;h1 align=&quot;center&quot; style=&quot;margin-left: 36pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;MOTIVATIONAL STRATEGY&lt;/span&gt;&lt;/h1&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDcubB8dN6harAdIMgr1jVgffiCcmfYW1ThIBgD_i4hkWrPJFW3PbPxp10Zyeg7SgaYydF-QyQRjF6zXwtnWJS27063BZysstUFKp_vzh8qVLqHbeaHV19w3lJq0sR4hd-KLZuEE_dB_3f/s1280/THINK+LIKE+A+WINNER+FOR+BLOG+.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;THINK LIKE A WINNER: MOTIVATIONAL STRATEGY&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDcubB8dN6harAdIMgr1jVgffiCcmfYW1ThIBgD_i4hkWrPJFW3PbPxp10Zyeg7SgaYydF-QyQRjF6zXwtnWJS27063BZysstUFKp_vzh8qVLqHbeaHV19w3lJq0sR4hd-KLZuEE_dB_3f/s16000/THINK+LIKE+A+WINNER+FOR+BLOG+.jpg&quot; title=&quot;THINK LIKE A WINNER: MOTIVATIONAL STRATEGY&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;

&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;It’s all in the state
of mind, but sooner or later person who wins is the person who thinks he can.&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Yeseva One;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-color: #01ffff;&quot;&gt;Whether
you think you can or think you can’t, you are right,&lt;/span&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Pacifico;&quot;&gt;Henry Ford&lt;/span&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif; line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;b&gt;&lt;span style=&quot;color: #01ffff;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Merriweather; line-height: 115%;&quot;&gt;It has been told
several times and written in several places about the importance of our thinking
and it’s our thinking what we made of.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Merriweather; line-height: 115%;&quot;&gt;I have also mentioned
Power of our thought in my previous article &lt;b&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/how-to-master-power-of-mind.html&quot; target=&quot;_blank&quot;&gt;HOW TO MASTER THE POWER OF MIND( Click Here to read this article)&lt;/a&gt;&amp;nbsp;&lt;/b&gt;but&lt;b&gt;&amp;nbsp;&lt;/b&gt;today I am going to write here to be
a winner you have to think like a winner.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Everything starts from
our thought, and if you want to be a winner in any field in any job you are
doing you have to think like a winner, it can be thinking different from
everyone, it can be to becoming among 1% or whatever name you say but need to
think like a winner.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Because one thing is
damn true&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif; line-height: 115%;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: center;&quot;&gt;&lt;span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif; font-size: large; line-height: 115%;&quot;&gt;&lt;b style=&quot;background-color: #b45f06;&quot;&gt;what mind can conceive and believe the mind can achieve,&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;So we have to
think like a winner and need to act like a winner.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpX9wHgnsHafQ1bZ763QSTmZPOkBZiyaMwqc3vLIlFu8qb23yLVtjfjDUu3spV_5XiHK6pj3PZQDmhXXzCFNmca-7X4eudhEcdq3AhKVtSu4COulTKf5PQ2yVMPUyTC_S8wNB5HjUF-FG2/s790/rajnikant+vector.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;790&quot; data-original-width=&quot;630&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpX9wHgnsHafQ1bZ763QSTmZPOkBZiyaMwqc3vLIlFu8qb23yLVtjfjDUu3spV_5XiHK6pj3PZQDmhXXzCFNmca-7X4eudhEcdq3AhKVtSu4COulTKf5PQ2yVMPUyTC_S8wNB5HjUF-FG2/s320/rajnikant+vector.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Rajnikant who was a bus
conductor never thinks of himself as a conductor and that’s why he is today what he needs to be because he thinks like a winner.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt; &lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;I am not saying when
you think like a champion/winner you are going to be a champion/winner, I am saying if you
don’t think&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;you are a champion, you will
not be a champion/winner.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;You all are full with
immense capabilities and immense power but if you don’t think you have those
capabilities you can not achieve what you need to achieve in your life,&amp;nbsp; if you accept what you have you will keep getting what you have, you don’t extent
yourself and result in getting what you are getting.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;My several exam aspirants reader full with immense capabilities that they can become topper they
can achieve unimaginable success but they don’t think they can.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Students who are getting 50
marks they think about 60 marks, similarly students getting 70 marks think about 80 and
simply students getting 80 marks think about 90, What I am saying why
students getting 33 marks don’t think about 100 marks?&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Because if he never
thinks he never going to get it.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Thinking like a winner does not guarantee you will be a winner but thinking like a loser guarantee you
will lose.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Think you are
successful&lt;br /&gt; &lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Think you are going to
be successful&lt;br /&gt; &lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Think you are a topper&lt;br /&gt; &lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Think you are going to
be a topper&lt;br /&gt; &lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Think you are champion&lt;br /&gt; &lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Think you are going to
be a champion&lt;br /&gt; &lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Because if your
thoughts don’t change your result don’t change.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;You can not transform
yourself unless you change your belief system, the way you look at things, the way you look at yourself, what you expect from yourself, what you want from
yourself,&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;say yourself you are
successful, say yourself you are champion, say yourself you are toper and this
year only you are going to be a topper and believe Success is your only
option.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;It’s like it’s raining
and you have a small container in your hand what will happen, rain will fill that container, and at the same
time if you have a big container rain will fill that big container also,&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;it’s raining, god’s blessing is raining,
success is raining, results are raining and we have to stand with the biggest container we have and let it be full.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;When I asked everyone
to think positive, think like a winner, most of them think positive for a
while and later rest of the day they again start to think negatively.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; line-height: 115%;&quot;&gt;You cannot get
positive result thinking positive few time and remaining time thinking
negative,&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; line-height: 115%;&quot;&gt;It’s like you can’t lose weight by eating healthy and nutrient-rich
breakfast and then picking out on cake and ice cream for the rest of the day,
look at the winner thinking in the same way.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Remember thinking like a winner, &lt;b&gt;thinking
like a champion it has to be your dominant thought pattern&lt;/b&gt; it has&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;to be your&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;natural thought pattern,&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;become aware of what
you say to yourself all day we all have an internal voice, we talk to ourselves.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;The Key is repetition you
have to talk about this all day repeat this whenever possible, record your voice and
listen it in your free time that I am the winner.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Pacifico; line-height: 115%;&quot;&gt;&lt;b&gt;Other must Read Posts for Exam aspirants:-&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Kalam; line-height: 115%;&quot;&gt;1. &lt;a href=&quot;https://www.ideasuccessful.com/2021/01/how-to-reduce-negative-marking-in-exams.html&quot; target=&quot;_blank&quot;&gt;How to reduce negative marking in exams&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Kalam; line-height: 115%;&quot;&gt;2. &lt;a href=&quot;https://www.ideasuccessful.com/2020/12/how-to-cover-backlogs-for-iit-jee-neet.html&quot; target=&quot;_blank&quot;&gt;How to Cover Backlogs&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Kalam; line-height: 115%;&quot;&gt;3. &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/discover-what-you-want.html&quot; target=&quot;_blank&quot;&gt;Discover What you want&amp;nbsp;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Kalam; line-height: 115%;&quot;&gt;4. &lt;a href=&quot;https://www.ideasuccessful.com/2020/08/apna-time-aayega-need-wait-for-correct.html&quot; target=&quot;_blank&quot;&gt;Need to wait&amp;nbsp;&lt;/a&gt;&lt;br /&gt;&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Kalam;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;b style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;CONCLUSION&lt;/b&gt;&lt;/div&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif; line-height: 115%;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Merriweather; line-height: 115%;&quot;&gt;I hope you all not
letting this adversity go into vain, and you all are working hard to reap
fruits of success when things will over.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;Think like a winner and act like a winner, keep an attitude
where you can solve the problem and think about solutions.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;It is priceless to know that you can achieve your goal by
putting your thought focused on a positive attitude, it’s true that you don’
get a result without action but action without proper thinking and focussed thinking will not give you proper results.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;You have to be a believer to believe you are going to be the
next champion you are going to be the next topper.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;And I am sure you, yes you who is reading this will be the
next topper. &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Shadows Into Light; font-size: medium;&quot;&gt;&lt;b&gt;You can and will accomplish your goal, just start thinking like a winner.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 36pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;













































































</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/3811441665611947349/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2021/05/think-like-winner-motivational-strategy.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/3811441665611947349'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/3811441665611947349'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2021/05/think-like-winner-motivational-strategy.html' title='THINK LIKE A WINNER: MOTIVATIONAL STRATEGY'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDcubB8dN6harAdIMgr1jVgffiCcmfYW1ThIBgD_i4hkWrPJFW3PbPxp10Zyeg7SgaYydF-QyQRjF6zXwtnWJS27063BZysstUFKp_vzh8qVLqHbeaHV19w3lJq0sR4hd-KLZuEE_dB_3f/s72-c/THINK+LIKE+A+WINNER+FOR+BLOG+.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-301278455059118117</id><published>2021-01-12T09:14:00.013+05:30</published><updated>2021-06-28T17:42:18.879+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Exam Aspirants"/><category scheme="http://www.blogger.com/atom/ns#" term="NEET 2021"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategy"/><title type='text'>HOW TO REDUCE NEGATIVE MARKING IN EXAMS</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;h1 align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot;&gt;HOW
TO REDUCE NEGATIVE MARKING IN&amp;nbsp; EXAMS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h1&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9qvJKZvNJPDAy8i760JzQ6T-iXSB_c0Gfa8pNh0XuiYsqpt06gZIzZ-nvFWkcESQTLreYGftVWNHzlSS4Xp_x9Xo2I6702ktvXsP5M7qCOf00ut0_4pRNENvajhh6WwLmZxYmAKXrma1z/s1280/NEGATIVE+MARKING.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;HOW TO REDUCE NEGATIVE MARKING IN COMPETITVE EXAMS&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9qvJKZvNJPDAy8i760JzQ6T-iXSB_c0Gfa8pNh0XuiYsqpt06gZIzZ-nvFWkcESQTLreYGftVWNHzlSS4Xp_x9Xo2I6702ktvXsP5M7qCOf00ut0_4pRNENvajhh6WwLmZxYmAKXrma1z/s16000/NEGATIVE+MARKING.jpg&quot; title=&quot;HOW TO REDUCE NEGATIVE MARKING IN COMPETITVE EXAMS&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;These days almost all competitive exams are happening online and MCQ based and those&amp;nbsp;&lt;br /&gt;MCQ ( Multiple Choice questions) based exams consist of the negative marking scheme.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;The main objective behind negative marking in any exam is the elimination of candidates.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;What?&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Elimination?&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;yes you read it correct&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Negative markings are not for selection they put in the exam for Elimination and,&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;You will be surprised to know that in competitive exams like &lt;b&gt;NEET&lt;/b&gt; several students face rejection in exams just because they mark a lot of questions with the wrong answer that is negative marking because of several reasons and even though they attempted sufficient questions but because of negative marking they are not able to clear cutoff for the exam.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Believe me, this is one of the most serious issue Aspirants of &lt;b&gt;NEET&lt;/b&gt; &amp;amp;&amp;nbsp; &lt;b&gt;IIT-JEE&lt;/b&gt; face and I am dead sure you all want the solution to this problem.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;And here I am going to give you an amazing solution to this problem and you will reduce your negative marking by 80 to 90 % by following these mentioned methods religiously.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;However there are several other factors which you have to keep in mind and follow during your throughout preparation which I already shared in my previous post, whats I am going to share with you in this post is not a one-day recipe that today you follow and tomorrow you will see the result you have to do it for some time and gradually after proper practice and applying strategies which I am going to share with you will reduce it and slowly you will start seeing improvement.&lt;/span&gt;&lt;/div&gt;&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-align: justify;&quot;&gt;&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Must-Read Articles :&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/12/how-to-cover-backlogs-for-iit-jee-neet.html&quot; target=&quot;_blank&quot;&gt;1. HOW TO COVER BACKLOGS FOR IIT-JEE &amp;amp; NEET ASPIRANTS&lt;/a&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/12/howtoprepareshortnotes.html&quot; target=&quot;_blank&quot;&gt;2.&amp;nbsp;HOW TO PREPARE SHORT NOTES FOR EFFECTIVE STUDY&amp;nbsp;&lt;/a&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/how-to-master-power-of-mind.html&quot; target=&quot;_blank&quot;&gt;3.&amp;nbsp;HOW TO MASTER THE POWER OF MIND&lt;/a&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/motivation-for-neet-2020-dream.html&quot; target=&quot;_blank&quot;&gt;4.MOTIVATION FOR EXAM ASPIRANTS: DREAM EVAPORATES&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span color=&quot;windowtext&quot;&gt;HOW TO REDUCE
NEGATIVE MARKING IN&amp;nbsp; EXAMS&lt;/span&gt;&lt;/h3&gt;&lt;div&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;1.PRACTICE MORE &lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;I&amp;nbsp; am going&amp;nbsp;to explain some of the amazing and verified
method to &lt;b&gt;REDUCE&lt;/b&gt; negative marking in exams like &lt;b&gt;NEET&lt;/b&gt; and &lt;b&gt;IIT-JEE&lt;/b&gt; but out of all
those methods the first rule I mentioned here&amp;nbsp; is &lt;b&gt;PRACTICE MORE&lt;/b&gt; is more
important than anything.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Believe me
&lt;/span&gt;&lt;span style=&quot;font-family: Kalam; font-size: medium;&quot;&gt;CONFIDENCE IS&amp;nbsp; ONE THING WHICH DON&#39;T
COME&amp;nbsp; SIMPLY BY SAYING THAT I HAVE CONFIDENCE, EVEN IT COMES BY DOING.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If you practiced
4000 to 5000 questions before the exam it is not possible you are not going to
perform amazingly in the exam because you can
solve those questions with much speed and accuracy which you already did before.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If there are
some new concept it is more probable that you do a mistake or left unattempted.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;When you have sufficient
practice before the exam it is very obvious you are going to perform better in the exam.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: large; text-align: center;&quot;&gt;So &lt;/span&gt;&lt;b style=&quot;font-size: large; text-align: center;&quot;&gt;PRACTICE AS
MUCH AS YOU CAN&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b&gt;But remember,&lt;br /&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;&quot;Practice does not make perfect, only Perfect Practice makes Perfect&quot;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;2.STAY RELAX&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Stop putting
yourself in stress whatever be the situation.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;I am insisting this to my dear
aspirants and this is one of the most important attitudes we all have to
keep during any phase of our life.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;For which exam you are preparing is nothing
in front, your amazing and surprising life ( ALSO READ &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/life-is-full-of-surprises-and-miracles.html&quot; target=&quot;_blank&quot;&gt;LIFE IS FULL OF SURPRISES AND MIRACLES&lt;/a&gt;).&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Don’t take a lot
of pressure before the exam, don’t think you have to fulfil everyone expectation
just think you have to be honest with your preparation and belive me If you
studied honestly throughout your preparation you are going to do great in the exam and whatever be the exam.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;So just &lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;b&gt;STAY
RELAX BEFORE THE EXAM, DURING THE EXAM AND AFTER THE EXAM.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;There is a very common situation during the exam with our dear aspirants is that when they
start solve question paper and if by chance they are not able to solve first
two or three questions they get panic and hence their confidence start loose
and hence question coming in the sequence they also make it wrong by doing some calculation mistake or some other type of error.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Merriweather; line-height: 115%;&quot;&gt;You have to learn it &lt;b&gt;Stay relax&lt;/b&gt; whatever be the situation,
if you are not able to solve 10 questions in a row one by one&amp;nbsp; don’t get panic just stay
relax.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;3.DON’T BE
OVERCONFIDENT&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The attitude of aspirants must be like this –Before Exam I will not skip any
questions I have to study everything and During&amp;nbsp; the exam---I will not attempt all the
questions there must be some questions to trap me.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;How much confident
you are but remember the rule always read the question carefully &lt;b&gt;never be overconfident in any question.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;p class=&quot;MsoListParagraphCxSpLast&quot;&gt;

&lt;/p&gt;&lt;h3 style=&quot;margin-left: 0cm; mso-add-space: auto; text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;4.DON” T BE IN HURRY&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;div style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Some aspirants solve paper like they are going for RACE,&lt;br /&gt; WHY?&lt;br /&gt;Why so fast why so hurry?&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Well in my language its called performance pressure they
feel&amp;nbsp; so much pressure that they have to
perform better and this pressure makes them feel like this.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;And this is one of the most common reasons for negative
marking especially with those aspirants who studied enough who have sufficient
knowledge&amp;nbsp; and even though they&amp;nbsp; do&amp;nbsp;
mistake.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;My RULE is &lt;/span&gt;&lt;/div&gt;&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 0cm; text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Alfa Slab One;&quot;&gt;JALDI KARO NAHI, ITNI PRACTICE KARO KI JALDI HONE LAGE &lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 0cm; text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Alfa Slab One;&quot;&gt;जल्दी करो नहीं इतनी प्रैक्टिस करो की जल्दी होने लगे&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;div style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Before final exam practice a lot so that most of of the
questions you are going to get in the exam they must be familiar and you can solve
it easily.&lt;/span&gt;&lt;/div&gt;&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 0cm; mso-add-space: auto; text-align: justify;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/p&gt;&lt;h3 style=&quot;margin-left: 0cm; mso-add-space: auto; text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;5.KNOW YOUR STRENGTH AND WEAKNESS&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;div style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;When&lt;b&gt; &lt;/b&gt;you go for some exam there always is some defined syllabus so first of all stuck with that syllabus and out of that exam syllabus, you
have to know which is your strong part and which is your weak part.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Like if I talk about exams like &lt;b&gt;NEET&lt;/b&gt; and &lt;b&gt;IIT-JEE&lt;/b&gt; you have
to know out of your syllabus those topics where you are not so confident. Keep
those topics in mind and while attempting paper when a question from that topic
arise be careful while solving or while skipping.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;It is a very &lt;b&gt;common rule&lt;/b&gt; what you know you can perform better
rather what you don’t know very well.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;So always attempt questions from that section which you know
very well and latter attempt question from those sections and from those chapters which you don’t know very well.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;We can also simplify it in such a way there is no rule like
you have to attempt questions sequence wise you can attempt it from anywhere
from anyplace just from that section which you know very well.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Either keep in mind a list of all those topics which you know very
well or which you know a little or don’t know anything or
note them in a paper.&lt;br /&gt;But it must be crystal clear in your mind.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Now Imagine you are attempting questions in the exam hall and suddenly
question from that topic appear in front of you which you don’t know just skip it or keep it for last
and this you can do by putting a cross
sign in front of that particular question.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;But if you saw some questions from those topic which you know a little or you had a little practice in those topic keep those question for solving in the second go.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Now using some logic or some elimination try to attempt it
&lt;b&gt;but don’t guess answers blindly.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;This will surely result in negative marking.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;It is wise to accept the reality of
skipping&amp;nbsp; questions rather take the risk of
attempting questions by simply guessing&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: 0cm; mso-add-space: auto; text-align: justify;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;6.LEARN TO ANALYSE YOUR MISTAKES&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Before final exam aspirants have
to pass for several practice exams.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;For some aspirants that practice exams are simply exam which they are giving and for some aspirants it is
rehearsal.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;I would suggest making it rehearsal
and don’t give these practice papers because you have to give but attempt those
practice papers like that are the FINAL EXAM.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;And after every paper, there must
be an analysis of the exam.&lt;br /&gt;From which you analyse which type
of mistake you are doing? Why there is negative marking?&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;I did several experiments with students of &lt;b&gt;NEET&lt;/b&gt; and&lt;b&gt; IIT-JEE&lt;/b&gt; to know the reason of negative marking and I was surprised to know that most of the time they are doing the same type of mistakes all the time and they are just repeating it in all other papers.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Sometimes they know some of their
mistakes but even though in next practice paper or in final exam they repeat it
again.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Question is how to minimize the same
type of mistake?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Wel answer is very simple&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt; After &lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;EVERY PAPER DO ANALYSIS &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/neet-2020-strategy-top-secret-revision.html&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;ANALYSIS METHOD&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;After every paper( It is very
important soon after paper or at the end of the same day analysis must be performed
)&amp;nbsp; sit for 1 hour and try to point out
those questions which were unattempted or got negative marking.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Take a one A4 size paper and
start to write those question number with reason.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;For example ..there were a total&amp;nbsp; of 3 questions which&amp;nbsp; you left unattempted&amp;nbsp; or become wrong, just simply note it down&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt; Q1—Unattempted because don’t know
topic&lt;br /&gt;Q2—Negative marking because of
calculation mistake ( Also mention which calculation mistake you did&lt;br /&gt; Q3—Negative marking because don’t
read the question carefully.&lt;br /&gt;There is one &lt;b&gt;golden rule &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Pacifico; font-size: medium;&quot;&gt;YOU CAN MINIMIZE YOUR MISTAKE BY
KNOWING WHAT MISTAKE YOU ARE DOING &lt;/span&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Just by saying it doesn’t fix in
our mind but if once you note it in a paper it will fix in your mind.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;By doing it after every exam
believe me, you will improve by 80 to 90 % and I can guarantee you this is the most important step &amp;nbsp;to remove negative
marking.&lt;/span&gt;&lt;/div&gt;&lt;p class=&quot;MsoListParagraph&quot; style=&quot;margin-left: 0cm; mso-add-space: auto; text-align: justify;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;7.BE CAREFUL WHILE FILLING OMR SHEET&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;This is also a very common reason because of which students are having negative marking.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;After solving all paper when it&#39;s time to fill OMR sheet in hurry or buy knowing or without knowing they fill some wrong bubble in the exam or don&#39;t fill completely clean even sometimes student mark different option while filling OMR sheet.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Well, this is also one thing which you can improve by practice and like I told you before about analysis after every paper you can also make it part of your analysis and analyses your OMR sheet after every paper and if you are doing mistake in filling it.&lt;/span&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;8.DON&#39;T ANSWER AT THE LAST MOMENT&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;When aspirants are in exam hall they are in a different state of mind and when those 3 hours of exam pass they don&#39;t even realize. And during those exam hours when last hour approaches close some students start to panic because there are several questions left unattempted and to score better they try to guess the answer or solve it fast or just simply answer it in the last moment.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Don&#39;t do it just&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;simply don&#39;t do it.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Don&#39;t answer questions in the last moment, it is better to manage your time from starting rather start run in the last moment and start attempt questions in the last moment this will result into &lt;b&gt;negative marking&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;&lt;h2 style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;9.REVISE CONCEPT AS MUCH AS
POSSIBLE&lt;/span&gt;&lt;/b&gt;&lt;/h2&gt;&lt;div&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Revision&amp;nbsp;is the most important part of your success journey and I already explained it in my previous post about REVISION.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;(Also Read &lt;a href=&quot;https://www.ideasuccessful.com/2020/12/howtoprepareshortnotes.html&quot; target=&quot;_blank&quot;&gt;SHORT NOTES TECHNIQUES FOR REVISION&lt;/a&gt;)&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;In the same way, you can use SHORT NOTES TECHNIQUES,
MIND MAP TECHNIQUES, WALL NOTES TECHNIQUES, OR SIMPLY BY PUTTING IT AS WALLPAPER AND
KEEP&amp;nbsp; IT ON MOBILE OR JUST KEEP IT&amp;nbsp; AS WHATSAPP&amp;nbsp;
WALLPAPER, and when you follow these techniques look at it all the time and this helps you to revise your concepts several times.&lt;/span&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;10.CONCLUSION&lt;/span&gt;&lt;/h3&gt;&lt;div&gt;&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;It&#39;s not bad if you are doing negative marking at the start of your preparation for any exam but you have to reduce it gradually and for that, you have to know
the reason.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: 0cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;In this post, I shared with you how to reduce negative marking and those who start see the improvement they must reply here so
that their suggestions and experiences can be used to modify strategy if
necessary, and can be used for benefit of other students/aspirants.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Please do write to me send me an
email or simply visit me on &lt;a href=&quot;https://www.facebook.com/TNMsir&quot; target=&quot;_blank&quot;&gt;Facebook&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 0cm; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;!--[endif]--&gt;I&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;span color=&quot;windowtext&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/301278455059118117/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2021/01/how-to-reduce-negative-marking-in-exams.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/301278455059118117'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/301278455059118117'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2021/01/how-to-reduce-negative-marking-in-exams.html' title='HOW TO REDUCE NEGATIVE MARKING IN EXAMS'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9qvJKZvNJPDAy8i760JzQ6T-iXSB_c0Gfa8pNh0XuiYsqpt06gZIzZ-nvFWkcESQTLreYGftVWNHzlSS4Xp_x9Xo2I6702ktvXsP5M7qCOf00ut0_4pRNENvajhh6WwLmZxYmAKXrma1z/s72-c/NEGATIVE+MARKING.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-8621163290443880175</id><published>2020-12-23T09:54:00.005+05:30</published><updated>2021-06-26T20:38:58.442+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Exam Aspirants"/><category scheme="http://www.blogger.com/atom/ns#" term="NEET 2021"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategy"/><title type='text'>HOW TO COVER BACKLOGS FOR IIT-JEE &amp; NEET ASPIRANTS</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;HOW TO COVER
BACKLOGS FOR IIT-JEE &amp;amp; NEET ASPIRANTS&lt;/span&gt;&lt;/h1&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsS4rgUVX66zu-ziUoUmLbv_EsK1-sCHmAMSjtunrlHQtHthe01MS-EzhnPNtoVCBJ2zrMLSNylyyfvPt6B9lUyfTEqv2Fcsn4XmrZ4WU4ezpz77meOWy6OmHTMRjPHJW24hzMbEFc0lJE/s1280/BACKLOGS+IDEASUCCESSFUL.COM.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;HOW TO COVER BACKLOGS FOR IIT-JEE &amp;amp; NEET ASPIRANTS&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsS4rgUVX66zu-ziUoUmLbv_EsK1-sCHmAMSjtunrlHQtHthe01MS-EzhnPNtoVCBJ2zrMLSNylyyfvPt6B9lUyfTEqv2Fcsn4XmrZ4WU4ezpz77meOWy6OmHTMRjPHJW24hzMbEFc0lJE/s16000/BACKLOGS+IDEASUCCESSFUL.COM.jpg&quot; title=&quot;HOW TO COVER BACKLOGS FOR IIT-JEE &amp;amp; NEET ASPIRANTS&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Ultra;&quot;&gt;BACKLOGS:-&lt;/span&gt; &lt;/b&gt;&lt;span style=&quot;font-family: Merriweather; text-align: justify;&quot;&gt;This is one of
the most common issue students face during their routine study or during their preparation for some competitive examination like NEET, JEE.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs4LZoku6wBxxW3MMXlS83gK2ik697Gt_1Q4Vjy0NFrTeE1vXuLR82R57Topunr4AUt8daBaz5nDYGlJIr7muxgs3Rg2BPa7BIjY0KzvkuKKbix_LFlFg-1zjQN2oq5y96ouzKw8XyGgoI/s950/strong+determination.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;950&quot; data-original-width=&quot;747&quot; height=&quot;86&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs4LZoku6wBxxW3MMXlS83gK2ik697Gt_1Q4Vjy0NFrTeE1vXuLR82R57Topunr4AUt8daBaz5nDYGlJIr7muxgs3Rg2BPa7BIjY0KzvkuKKbix_LFlFg-1zjQN2oq5y96ouzKw8XyGgoI/w101-h86/strong+determination.png&quot; width=&quot;101&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You are studying with strong
determination&amp;nbsp;&lt;br /&gt; with amazing willpower but&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;during your preparation, there are a heap of backlogs of previous topics
and now start the real problem.&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You start to lose your confidence,
start feel the burden of study, and sometimes understanding towards other topics also
decreases.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Today in this article I am going
to explain how to face the most common issue of &lt;b&gt;backlog&lt;/b&gt; and how to overcome
this issue easily.&lt;/span&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;Why Students/Aspirants have
Backlogs &lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Well there can be numerous
reasons for this, sometimes the most common reason with serious aspirants are
health issue, sometimes they have to attend some family function like marriage
or birthday, sometimes they have to go out of the station,&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;sometimes they are not doing a proper revision
(&lt;b&gt;How to revise using SHORT NOTES TECHNIQUES&lt;/b&gt;) sometimes they have to
do..blablabla.....&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;but the truth is,&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;you have backlogs and you are not moving with
the same pace as rest of your competitors are moving.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;And bigger truth is that when
everyone is moving with the pace of the class and completing all syllabus you
are not moving at the same pace, it&#39;s like you do not synchronise with the
class and slowly you start see the reflection of &lt;b&gt;backlogs&lt;/b&gt; in your exam marks. &lt;/span&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;What happens when Students are
having backlogs &lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Let’s Understand it with a
logical example &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;b&gt;Situation 1 &lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Imagine aspirants are like
athletes who are running free with some of their speed.&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnYbGCXcXwISXTj8yHLCq52I8Rkz3VojlZSHjb_3f7E6lhgR2s_CnpG1brno85opFJ5CEQMpf3mqk4OYg1vaGcadmlot1HAV7cNT6_stmxrKHFdemPCgMYcp3T6J6dCePOtCKD6RgDi9a3/s750/athletes+running.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;602&quot; data-original-width=&quot;750&quot; height=&quot;258&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnYbGCXcXwISXTj8yHLCq52I8Rkz3VojlZSHjb_3f7E6lhgR2s_CnpG1brno85opFJ5CEQMpf3mqk4OYg1vaGcadmlot1HAV7cNT6_stmxrKHFdemPCgMYcp3T6J6dCePOtCKD6RgDi9a3/w320-h258/athletes+running.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Exam aspirants&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;b&gt;Situation 2 &lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Now imagine a separate
situation where the same athlete is running with some heavyweight tied in his/her
leg.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;What will happen?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Whether Speed will reduce?&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Obviously&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The same thing happens with our
serious aspirants when they are having backlogs it’s like they are chained with these heavyweights of backlogs and their speed reduces.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Hence it’s very important to
remove the burden and heavyweight of backlogs as soon as possible.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The worst thing with the &lt;b&gt;backlog&lt;/b&gt; is
they create mental pressure and lesser confidence inside aspirants mind
because of which they&amp;nbsp; are not able to
concentrate what&#39;s going on and some times these backlogs topics concept used in the coming topic and hence your understanding towards these topic also become less.&lt;/span&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large; line-height: 115%; mso-bidi-font-size: 13.0pt;&quot;&gt;HOW TO COVER BACKLOGS&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;I strongly believe in &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;IT DOESN&#39;T MATTER WHAT YOU WERE,&amp;nbsp;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;WHAT MATTERS MOST &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;IS WHAT YOU ARE &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;In the same way, It doesn&#39;t
matter by which reason you have backlog the thing which matter is now you don’t
want any backlog now you don’t want it to happen again now you want the same pace with
class, now you want to see yourself at the top of the mountain.&lt;/span&gt;&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;STEPS TO COVER BACKLOGS&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;

&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;STEP 1: RELAX AND TAKE A DEEP
BREATH&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;div&gt;&lt;b&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcxXBJcT-1O2CiavgCi7Ycnf9-KzpECcIpI33I6g42hSh61wGb7FinzY8FVNVqIQRGSHKis3Txc3Yd-bJf2gCtuCJG9oRZh8xScwSp7CWh2DydK92sU639UH553I3MeubPfPVE0Jad2dNv/s813/relax.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;STEPS TO COVER BACKLOGS&quot; border=&quot;0&quot; data-original-height=&quot;459&quot; data-original-width=&quot;813&quot; height=&quot;181&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcxXBJcT-1O2CiavgCi7Ycnf9-KzpECcIpI33I6g42hSh61wGb7FinzY8FVNVqIQRGSHKis3Txc3Yd-bJf2gCtuCJG9oRZh8xScwSp7CWh2DydK92sU639UH553I3MeubPfPVE0Jad2dNv/w320-h181/relax.png&quot; title=&quot;STEPS TO COVER BACKLOGS&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Long breathe is amazing, &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You are tense just take a long
breath&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You are anxious before the exam just
take a long breath&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You want to do effective study
just take a long breathe&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You are not able to complete your
homework just take a long breather &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You have backlogs, don’t worry
just take a long breath.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Be Relax, if there is a problem
there must be the solution and now decide whatever it takes I will complete all my
backlogs and will move with the class pace.&lt;/span&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;STEP 2: STRONG DETERMINATION&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;div&gt;&lt;b&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpHCVLaQlWpGAaJvxyg8Q0b64mjrkv07XOV_e9FyBvHoSoXtasWiKpDAl90o-Uz3kLq1QxqFIgTozGfG0nls3atm-_ZtP2F6ktmEtsGU4VL8tmZU-SlxyJedbyO8AF9iiof7VtjqKlWtve/s450/strong+determination.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;STRONG DETERMINATION&quot; border=&quot;0&quot; data-original-height=&quot;313&quot; data-original-width=&quot;450&quot; height=&quot;223&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpHCVLaQlWpGAaJvxyg8Q0b64mjrkv07XOV_e9FyBvHoSoXtasWiKpDAl90o-Uz3kLq1QxqFIgTozGfG0nls3atm-_ZtP2F6ktmEtsGU4VL8tmZU-SlxyJedbyO8AF9iiof7VtjqKlWtve/w320-h223/strong+determination.jpg&quot; title=&quot;STRONG DETERMINATION&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;I think this is the most
important step during your preparation even for anything.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Truly Said&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;FAILURE WILL NEVER OVERTAKE
ME IF MY DETERMINATION TO SUCCEED IS STRONG ENOUGH&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Strong Determination and Strong
Willpower can create miracle, People with disabilities can climb to the top of Mount Everest if they have Strong determination and Strong willpower to do what
they want to.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;And this is only Backlog,( you
don’t have to climb Mount Everest ryt?).&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Take a decision today&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;( Also Read
: &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;HOW TO TAKE EFFECTIVE DECISION&lt;/b&gt;&lt;/a&gt; )&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;and promise yourself whatever it will take,
how much hard work it will demand,&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;anything I have to do I will do and from today onwards I will complete
my backlog and will be with class pace because this year gonna be my year and I
will crack this exam anyhow.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Thing like Backlog can not stop me to conquer what I deserve.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You really need Strong
Determination, Strong Willpower &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;background-color: #0b5394; color: white; font-size: medium;&quot;&gt;DON’T LOOK BACK IN REGRET BUT
MOVE ON WITH HOPE, POSITIVE ATTITUDE &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;STEP 3: NEVER COMPROMISE WITH
TODAY&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;This is the Golden rule to move
forward&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;in any situation which exactly
applies in this situation also.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;And the Rule is &lt;span style=&quot;background-color: #2b00fe;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: white;&quot;&gt;NEVER COMPROMISE
TODAY &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;It’s Okay you are having backlog,
but you can’t compromise what’s a teacher is teaching in the class.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Running topic should never be compromised with those backlog topic, you have to find different approach different solution
for your backlog topics but you can’t compromise your current topic just because
you have backlogs.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;It must be very clear to
everyone, to all aspirants, that first of all we have to focus on running or
current topics.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;I remember there was one student
who was having a lot of backlogs, During the start of course because of some health issue he was not able to attend classes and he was having backlogs of a few chapters,
now when there were separate topics in class he was preparing for backlogs and
after some weeks he was completely depressed because he was not understanding
current topics and obviously he was losing his backlog topics also. Overall he left with nothing.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;All student must be very clear
this situation can be very dangerous during your preparation and in any scenario, you can not let these situation arises.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;So remember the&lt;span style=&quot;color: white;&quot;&gt;&lt;b&gt; &lt;span style=&quot;background-color: #073763;&quot;&gt;GOLDEN RULE :
NEVER COMPROMISE WITH TODAY &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Always focus first on the Current topic,
always complete assignment of current topics, always practice questions FIRST
from current topics&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;and plan a separate
schedule for &lt;b&gt;BACKLOG&lt;/b&gt; but without compromising the current topic.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;But if there is some concept from your backlog topic which you need to understand the present topic&amp;nbsp; just complete only that concept from backlog topic just to understand this present topic but keep in mind you don’t have to
understand everything just only those concepts which you need for this present
topic.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You can do this with the help of your teachers or friends.&lt;/span&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;STEP 4: PLAN SEPARATE STUDY
PLAN FOR BACKLOG&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Now the question in front of us
is how to complete backlog without compromising today’s topic.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Well, first of all, you have to
understand the problem persisting in front of you and later understand How to resolve it.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;It is very important to
understand when we are talking about backlogs we have to understand which type
of backlogs we are having, because when we understand the problem then only we
can find a real solution.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Basically, a Backlog can be
classified as&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Theoretical,
Numerical,&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Conceptual, or Whole Chapter
/Topic &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;WHOLE CHAPTER OR TOPIC&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If this is the Situation then I
would suggest asking your mentor for help or use some recorded lectures or videos to
first, understand the basic concept of this chapter and then complete its
numerical or practice part because if you try to complete on your own together
current topic it will take a lot of time and you know it better you have
&lt;b&gt;LIMITED TIME.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;NUMERICAL &lt;b&gt;BACKLOG&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;This type of backlog can be
covered only by practice, you have to plan a separate study schedule for
solving numerical, questions from previous topics.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;THEORETICAL &lt;b&gt;BACKLOG&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If you are having &lt;b&gt;backlogs&lt;/b&gt; of
some theoretical part then you can use &lt;a href=&quot;https://www.ideasuccessful.com/2020/12/howtoprepareshortnotes.html&quot; target=&quot;_blank&quot;&gt;SHORT NOTESTECHNIQUES&lt;/a&gt; which I have already discussed in my previous post.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;For such type of backlogs, &lt;a href=&quot;https://www.ideasuccessful.com/2020/12/howtoprepareshortnotes.html&quot; target=&quot;_blank&quot;&gt;SHORT NOTES&lt;/a&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/12/howtoprepareshortnotes.html&quot; target=&quot;_blank&quot;&gt;&amp;nbsp;TECHNIQUES&lt;/a&gt; are very effective.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;After Identification of the problem
you have to remove it and plan a separate Study Schedule to cover these backlogs.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You can plan a separate schedule
in your everyday study routine or in every 3-day study routine or on every
Sunday or whenever you have a break during your regular class schedule.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;But remember these extra hours for backlog should not affect your daily class revision daily homework completion.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;It can take time might be
possible you get&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;2 to 3 days break, and in
that break you can complete some of your backlog topics or is possible you are
doing backlog on every Sunday then it would take 2 to 3 to 4 weeks or is
possible you extend your daily schedule and you are studying 2 to 3 hours
everyday extra to cover your backlog topic without compromising&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;your current study schedule might be possible
you cover your backlog in 1 week.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;It depends on how you plan your
backlog study schedule without compromising your current topic you can finish
your All&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;BACKLOG Topic gradually.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;But remember never compromise
your current study plan, to cover backlog it can take days or weeks or months
depends on your study schedule and planning but keep patience and keep
studying.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;If you want my help on how to
plan study schedule Please write in the comment box or you can drop a mail
separately.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;STEP 5: REVISION PLAN &lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;After Successful completion
of your BACKLOG topic, you have to plan for its Revision.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Without revision, you can not
get complete command on those topics &lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;You can Read &lt;/span&gt;&lt;span style=&quot;color: #002060;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/12/howtoprepareshortnotes.html&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;HOW TO REVISE USING SHORT NOTES TECHNIQUE&lt;/span&gt;&lt;/a&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;Most Important Point to keep
in mind when you are having Backlogs&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;1.Never Compromise your present
topic &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;2.DON’T THINK TO MOVE FORWARD YOU HAVE TO KNOW ALL PREVIOUS CHAPTERS VERY WELL&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;3.Try to revise the present topic in
break between the class so that you can plan some extra hours in your daily
schedule which you can use to cover the &lt;b&gt;backlog&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;4.Select One chapter one topic at a
time&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;5.Select one reliable source to
over that &lt;b&gt;backlog&lt;/b&gt; topic if you can not complete it with the help of your
teacher.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;6.When you select a particular topic
first, complete it from all aspect that is theoretical &amp;amp; numerical aspect should
be covered altogether.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Generally, students do some part now and some part later, this should be avoided. It must be complete in a go.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;7.Selection of a topic from the &lt;b&gt;backlog&lt;/b&gt;
should be a Priority basis that is most important for the exam or for the current topic
should be cover first latter less important chapter and so on.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;8.Strong determination that you
will do whatever it will take to crack this exam.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/8621163290443880175/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2020/12/how-to-cover-backlogs-for-iit-jee-neet.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/8621163290443880175'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/8621163290443880175'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2020/12/how-to-cover-backlogs-for-iit-jee-neet.html' title='HOW TO COVER BACKLOGS FOR IIT-JEE &amp; NEET ASPIRANTS'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsS4rgUVX66zu-ziUoUmLbv_EsK1-sCHmAMSjtunrlHQtHthe01MS-EzhnPNtoVCBJ2zrMLSNylyyfvPt6B9lUyfTEqv2Fcsn4XmrZ4WU4ezpz77meOWy6OmHTMRjPHJW24hzMbEFc0lJE/s72-c/BACKLOGS+IDEASUCCESSFUL.COM.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-8649221311756428681</id><published>2020-12-16T21:05:00.006+05:30</published><updated>2021-06-27T10:21:37.145+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Exam Aspirants"/><category scheme="http://www.blogger.com/atom/ns#" term="NEET"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategy"/><title type='text'>HOW TO PREPARE SHORT NOTES FOR EFFECTIVE STUDY </title><content type='html'>&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;HOW TO PREPARE SHORT NOTES FOR EFFECTIVE STUDY&amp;nbsp;&lt;/h1&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTChV5w4rDepj6kW7P-OwaoLF-sAd9MRH1utmHumMksNOiR0anM4OoaoS1lMdswCyCwSRG6ulRVCjXWQSsYSplzEHZYD5mv3X9eMmH9LsgR1BPAdJ5B0wFiPPvua08cVbaI_-DC3qiJ-G8/s468/student+taking+notes.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;SHORT NOTES FOR EFFECTIVE STUDY&quot; border=&quot;0&quot; data-original-height=&quot;468&quot; data-original-width=&quot;466&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTChV5w4rDepj6kW7P-OwaoLF-sAd9MRH1utmHumMksNOiR0anM4OoaoS1lMdswCyCwSRG6ulRVCjXWQSsYSplzEHZYD5mv3X9eMmH9LsgR1BPAdJ5B0wFiPPvua08cVbaI_-DC3qiJ-G8/s16000/student+taking+notes.png&quot; title=&quot;SHORT NOTES FOR EFFECTIVE STUDY&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;This article is basically written for science stream students or those aspirants who are preparing for Engineering and Medical competitive exams like NEET and JEE.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;However, with a proper understanding of this technique, you can apply it for other subjects also and aspirants preparing for other exams can also, reap maximum benefit from this technique.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;To explain it clearly I will divide this article into several sub-topics&amp;nbsp; which will make it easy for you to understand&lt;/span&gt;&lt;/div&gt;&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;What exactly are Short Notes?&lt;/span&gt;&lt;/h2&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;As the name itself talks its meaning. &lt;b&gt;Short notes&lt;/b&gt; that is the short form of your detailed class notes which are the essence of your class notes and do exactly the same job that your class notes do.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;In short, &lt;b&gt;SHORT NOTES&lt;/b&gt; are simplified versions of your detailed class notes or textbooks.&lt;/span&gt;&lt;/div&gt;&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;Who needs Short Notes?&lt;/span&gt;&lt;/h2&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Anyone who needs a better understanding of concepts, anyone who wants mastery in a particular topic or chapter, anyone who want to memorize each and everything that teacher taught, anyone who just want drink topic, anyone who is a serious exam aspirant, anyone who is preparing for some of the toughest exams like NEET, JEE.&lt;/span&gt;&lt;/div&gt;&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;Why short notes making is very crucial?&lt;/span&gt;&lt;/h2&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;First of all, we have to understand why short notes making is very important for aspirants.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&amp;nbsp;Preparing &lt;b&gt;Short notes&lt;/b&gt; will help you to absorb the concept clearly and will give you unparalleled confidence for your exam in that particular topic which is more important than anything.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Not only this, when you are in the practice of short notes making from the first topic, you are developing your concept which helps you to understand other related topics.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;I remember there was one student who prepared short notes for every chapter before the exam and it was roughly a few 50 to 60&amp;nbsp; pages for revision before the final exam.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Don&#39;t you think it can give one immense sense of relief in your remind before an exam that you have to revise just a few pages, on the other hand, other students have to revise several notebooks and books.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Now just imagine how easy it is for that student to revise his/her whole syllabus within a few hours or minutes before the exam and just imagine the confidence he/she having while doing the exam.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;b&gt;SHORT NOTES&lt;/b&gt; can make your job of revision really quick, but you have to know when use short notes for revision when use class notes for revision.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;I am damn sure after reading importance of short notes you all are eager to know correct way for short notes making and how to utilize maximum from this amazing technique of &lt;b&gt;short notes&lt;/b&gt; making which can make your journey of exam preparation quite simpler.&lt;/span&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;How to prepare short notes&lt;/span&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Preparing &lt;b&gt;SHORT NOTES&lt;/b&gt; is an art in itself, and the beauty of this the art lies in its conciseness.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;How concise someone can write short notes keeping in mind each and everything from notes or from textbooks is covered the better &lt;b&gt;SHORT NOTES&lt;/b&gt; will be.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;But how to achieve perfection in this art.&lt;br /&gt;To explain this clearly I have classified &lt;b&gt;SHORT NOTES&lt;/b&gt; making in 3 level&lt;/span&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;3 Level for SHORT NOTES TECHNIQUE&lt;/span&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;b&gt;Level 1&lt;/b&gt;:- For 70% to 80% (Command on Topic)&lt;br /&gt;&lt;b&gt;Level 2&lt;/b&gt;:-For 80% to 90% (Command on Topic)&lt;br /&gt;&lt;b&gt;Level 3&lt;/b&gt;:- For more than 90% (Command on Topic)&lt;br /&gt;Let&#39;s understand each level step by step&lt;/span&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;LEVEL 1 of SHORT NOTES TECHNIQUE&lt;/span&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;In this level basically, you have to cover all of your content from detail class notes which will help you to memorise the whole chapter in short and in brief.&lt;/span&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;STEP BY STEP APPROACH FOR&amp;nbsp; PREPARING SHORT NOTES&lt;/span&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;1.&amp;nbsp; &amp;nbsp; &amp;nbsp; Divide one A4 size paper into 2, 3 or 4 columns depending on the nature of the subject. I recommend dividing it into 3 columns.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;2.&amp;nbsp; &amp;nbsp; &amp;nbsp;Now after completion of Chapter right from the starting start note down in that A4 size paper if there is formula just simply note it down if there is some concept explained using some diagram then note it down using that diagram and use sign language so that when you revise you can understand that concept clearly.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;3.&amp;nbsp; In this way note down all formula and all concept in that A4 size paper using SMALL and UNDERSTADBALE FONT.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;This is &lt;b&gt;level 1 &lt;/b&gt;of Short notes making&lt;/span&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;LEVEL 2 of SHORT NOTES TECHNIQUE&lt;/span&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;This level is a higher version of the first level and generally involved for those topics and those chapters where it is advised to read &lt;b&gt;NCERT&lt;/b&gt; or some other textbook. If I talk about NEET and JEE aspirants they are generally advised to read &lt;b&gt;NCERT&lt;/b&gt; in most of the topics.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;In this level, we have to cover all important point from &lt;b&gt;NCERT&lt;/b&gt; (where it is advised to read).&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;b&gt;STEP 1&lt;/b&gt; to &lt;b&gt;STEP 3&lt;/b&gt; Same as &lt;b&gt;LEVEL 1&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;4.&amp;nbsp; &amp;nbsp;Just after completion of everything from class notes&amp;nbsp; make a separate line and write there LEVEL 2 (this can be done in the same page if there is space left or in separate page mentioning the TOPIC name and written LEVEL 2 ) ( I recommend do it in separate A4 size paper),&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Now you have to take &lt;b&gt;NCERT&lt;/b&gt; or textbook and read it line by line and select all-important point or some different concept which was not discussed in class and you want to keep in mind just simply note it down in that A4 size paper.&lt;/span&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;LEVEL 3 of SHORT NOTES TECHNIQUE&lt;/span&gt;&lt;/h3&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;This is the most advanced level of &lt;b&gt;SHORT NOTES&lt;/b&gt; making which will shape your concept and problem-solving skill to a new height.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;During preparation, most of the aspirants are enrolled with some coaching Institutes and there always have some routine PRACTICE TEST where we can find some different questions and some different concepts which we were not able to solve in that paper during that time.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If you are doing self-study then sometimes aspirants are enrolled in some test series and if you are not enrolled in any test series then also nothing to worry.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You all can solve previous years papers for your exams of which you are preparing or Previous years papers from some coaching institutes can also do the job.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The idea is we have to select those questions, those concepts which we were not able to solve in that paper during that exam,&amp;nbsp; if it was due to lack of revision then I would suggest first revise, but if it was because that concept was new to you or is possible that question was all of a new type and literally very beautiful concept involved in that and you want to keep in mind then it’s time to keep it in &lt;b&gt;LEVEL 3&lt;/b&gt; short Notes.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You have to FOLLOW up to &lt;b&gt;LEVEL 2&lt;/b&gt; of &lt;b&gt;SHORT NOTES MAKING TECHNIQUE.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;After Completion of &lt;b&gt;LEVEL 2,&lt;/b&gt; you can make a separate column for LEVEL 3 or a separate A4 size paper for LEVEL 3 where it is clearly written LEVEL 3 &lt;b&gt;SHORT NOTES&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;All you have to do is keep those questions from previous years papers or from Practice test in this LEVEL 3 of &lt;b&gt;SHORT NOTES&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You can write question number with the paper date so that later you can revise directly from paper or you can write concept involved in that question or you can write a complete question with a complete solution it completely depends on how much time is available to you.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;It is clear that &lt;b&gt;LEVEL 3 &lt;/b&gt;should be properly updated for each chapter means after completion of each practice paper you have to update &lt;b&gt;LEVEL 3&lt;/b&gt; of &lt;b&gt;SHORT NOTES&lt;/b&gt; for that particular Topic or Chapter.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Now just Imagine before the final exam how much prepared you are, you have all concept all formula, and all-important point from &lt;b&gt;NCERT&lt;/b&gt; or Textbook at one place, and not only this you have a collection of all those questions which you were not able to solve earlier all at one place.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Imagine the level of confidence you have.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Imagine the level of self-satisfaction you have.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Believe me, this &lt;b&gt;Short Notes&lt;/b&gt; Technique can do a miracle in your preparation for any competitive exams.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;How to make short notes in an online class&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;After COVID-19 outbreak globally mode of education become online in some or several parts of India and the world.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;It’s obvious if games changes rule also changes.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;And in the online mode of education, we have to change our Short notes technique by a little.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The concept is the same we have to make Short notes in &lt;b&gt;3 LEVEL&lt;/b&gt; just have to adapt a little.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;It depends on how your online Class is delivered (Fell free to write in the comment box if you have some different method of online study)&lt;/span&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Case-1&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If you are getting daily notes after completion of the class.&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If your Teacher/Faculty is providing you detailed notes of everyday class in form of pdf or some other format, then you can directly use these class notes for &lt;b&gt;SHORT NOTES&lt;/b&gt; making as already explained above using LEVEL 1 to LEVEL 3&amp;nbsp; techniques.&lt;/span&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Case-2&lt;/span&gt;&lt;/h3&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If your teacher is not giving daily notes&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;In this situation first of all you have to prepare notes from class, this you can do either together with a class or after completion of the class using recorded lectures.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;After notes making you can go for &lt;b&gt;SHORT NOTES-making&lt;/b&gt;&amp;nbsp;technique already explained above using LEVEL 1 to LEVEL 3 techniques.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Well, might be possible you are studying using some other methods and are not able to make short notes, feel free to write in the comment box&amp;nbsp; I will assist you in short notes making.&lt;/span&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;Important Points to keep in mind while making SHORT NOTES&lt;/span&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;1.&amp;nbsp; &amp;nbsp; Short notes making should be done after completion of Topic or Chapter&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;2.&amp;nbsp; &amp;nbsp; It is highly recommended that try to complete &lt;b&gt;SHORT NOTES&lt;/b&gt;&amp;nbsp;just after completing of chapter or topic don’t keep it for later or don’t start &lt;b&gt;SHORT NOTES&lt;/b&gt; when other topics already started. (&lt;b&gt;This is most Important&lt;/b&gt;)&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;3.&amp;nbsp; &amp;nbsp; &amp;nbsp;Short notes should be complete in one A4 size paper maximum.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;4.&amp;nbsp; &amp;nbsp; Short notes should cover all formula and all important concepts.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;5.&amp;nbsp; &amp;nbsp; Some time one Short notes is just sufficient to summarize a topic or chapter but what I generally feel for aspirants for NEET or JEE that, they have to prepare short notes sometimes one time for some topic, and sometimes they have to write 2 to 3 times to make best Short notes.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;When you write 2 to 3 times the final result is amazing and that Short notes are already in your mind just you have to keep revising to keep that extremely interesting taste of that topic last till the exam.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;6.&amp;nbsp; &amp;nbsp; &lt;b&gt;Short notes&lt;/b&gt; basic Idea is to absorb the essence of that chapter and memorize all formula involved in that chapter so &lt;b&gt;LEVEL 1&lt;/b&gt; &lt;b&gt;short notes&lt;/b&gt; should be used for daily revision&amp;nbsp; (after Completion of Chapter)or during that time when you have to revise complete chapter fast.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;7.&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;b&gt;LEVEL 2&lt;/b&gt;&amp;nbsp; and &lt;b&gt;LEVEL 3 SHORT NOTES&lt;/b&gt; should be revised by aspirants before every exam.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;8.&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;During weekly revision Prefer Class notes together with Revision of &lt;b&gt;SHORT NOTES&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;CONCLUSION OF SHORT NOTES TECHNIQUE.&lt;/span&gt;&lt;/h3&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;It&#39;s not easy to prepare for one competitive exam and in times when the competition is very high, we have to prepare with proper strategy and with proper technique.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;We don’t have time for hit and trial and understand what is good and what is bad rather follow some coach and accept what he/she is teaching.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;I completely understand different students have different techniques for study and have the different capacities of learning but it is also true there are certain things known as &lt;b&gt;universal&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Preparing &lt;b&gt;SHORT NOTES&lt;/b&gt; is one of them.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;After years of preparation when you adopt one method and your short notes are ready for each and every topic.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Just Imagine that Situation.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;It&#39;s the day before the final exam and you are prepared enough, but exam anxiety is killing you and you just want to revise everything again and now you have your own short notes in your hand which is well written and only revising this you can revise everything.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Just Imagine the level of self-satisfaction of all the hard work you put throughout your preparation.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Imagine the level of confidence you feel.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Imagine how well prepared you feel.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Imagine the amazing marks you are going to score.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;And this is all just because you follow one simple method throughout your preparation that is &lt;b&gt;SHORT&lt;/b&gt; NOTES.&lt;/span&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/8649221311756428681/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2020/12/howtoprepareshortnotes.html#comment-form' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/8649221311756428681'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/8649221311756428681'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2020/12/howtoprepareshortnotes.html' title='HOW TO PREPARE SHORT NOTES FOR EFFECTIVE STUDY '/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTChV5w4rDepj6kW7P-OwaoLF-sAd9MRH1utmHumMksNOiR0anM4OoaoS1lMdswCyCwSRG6ulRVCjXWQSsYSplzEHZYD5mv3X9eMmH9LsgR1BPAdJ5B0wFiPPvua08cVbaI_-DC3qiJ-G8/s72-c/student+taking+notes.png" height="72" width="72"/><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-1829112293435064469</id><published>2020-10-02T10:10:00.004+05:30</published><updated>2021-06-27T10:26:50.604+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Exam Aspirants"/><title type='text'>FOR EFFECTIVE STUDY: 7 FOOD TIPS FOR EXAM ASPIRANTS</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot;&gt;FOR EFFECTIVE STUDY:&amp;nbsp;&lt;/span&gt;&lt;/h1&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot;&gt;7 FOOD TIPS FOR EXAM
ASPIRANTS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h1&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuKFTucev_sSbC-r7CK6WrLUt8IeeI4NuouaDVAlWgpD1oHXpB_R_PSBcN5g1bEzMzHigSYohJzjjQh3lS9GEkxw7ZpjT4vjqu3ETT85X28-eaa-l4bvjN7PC6JnpCOe9RalB-VNg3Vx4C/s754/Kids-Eating-Healthy-Food-Clip-Art-N2.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;FOR EFFECTIVE STUDY: 7 FOOD TIPS FOR EXAM ASPIRANTS&quot; border=&quot;0&quot; data-original-height=&quot;433&quot; data-original-width=&quot;754&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuKFTucev_sSbC-r7CK6WrLUt8IeeI4NuouaDVAlWgpD1oHXpB_R_PSBcN5g1bEzMzHigSYohJzjjQh3lS9GEkxw7ZpjT4vjqu3ETT85X28-eaa-l4bvjN7PC6JnpCOe9RalB-VNg3Vx4C/s16000/Kids-Eating-Healthy-Food-Clip-Art-N2.jpg&quot; title=&quot;FOR EFFECTIVE STUDY: 7 FOOD TIPS FOR EXAM ASPIRANTS&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span color=&quot;windowtext&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Did you know that our lifestyle has a great influence on
success in studies and on exam day? Balanced meals have the power to improve
our concentration, memorization, and even understanding of the topics studied.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;So today &lt;b&gt;IDEA SUCCESSFUL&lt;/b&gt; &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;brings a a lot of food tips for students from all groups whether it is school going, or
students preparing for any competitive examination like NEET, IIT-JEE, UPSC,
SSC or any other exams!&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Whoever is preparing for the entrance exam knows that the period can be quite tense - after all, the content scheduled to fall in the
tests are extensive, and approval depends on the efficiency of the student in
having everything on the tip of the tongue.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If what you eat can contribute to this process, why not
invest in healthy eating? Follow &lt;b&gt;IDEA SUCCESSFUL&lt;/b&gt; article and stay on
top!&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;1. Beware of Diets&lt;/span&gt;&lt;/h2&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Basically, eating well means having 5 to 6 meals a day and
keeping a distance from fried foods, sweets, soft drinks, and processed foods
in general. However, beware of the myths about healthy foods.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;In recent times, all around the world people used to talk
about a low-carb diet.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The principle of the diet is to exclude carbohydrates and
eat, basically, fruits and vegetables.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;But you have to be careful with your diet, you can not exclude carbohydrate as it is equally important for you.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;span style=&quot;font-size: large;&quot;&gt;That&#39;s why one of &lt;b&gt;IDEA SUCCESSFUL&lt;/b&gt; food tips for students is: watch out
for trendy diets! It&#39;s okay to want to keep your body up-to-date during the
test preparation period, but do so by choosing whole grains, without totally
excluding carbohydrates, okay?&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;2. Take Some time to get used to &lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If you are a person who basically eats pizza, soda and
french fries, it goes without saying that this story is going to have to change
- if you are really willing to turn what you eat into fuel to improve your
performance in studies.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Consuming foods rich in nutrients and vitamins improves the
quality of sleep increases immunity, enhances the ability to memorize, makes
you more willing and concentrated.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Also, learn&amp;nbsp; &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/7-most-effective-ways-to-increase-your.html&quot; target=&quot;_blank&quot;&gt;How to Increase your focus for Studies&lt;/a&gt;)&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;But if you are not used to this healthy
life, your body may not understand and miss the opportunity as it should.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The ideal is to adopt some habits little by little. Besides
being easier for you, it ensures that your little body understands the message.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Some of the examples are:&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;Between coffee, lunch and dinner with fruits, closing around
5 to 6 meals a day;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Drink at least 8 glasses of water a day;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Avoid Hypoglycemia with intervals of up to 4 hours between
meals. &lt;a href=&quot;https://www.mayoclinic.org/diseases-conditions/hypoglycemia/symptoms-causes/syc-20373685&quot; target=&quot;_blank&quot;&gt;Hypoglycemia&lt;/a&gt; slows your thinking down!&lt;/span&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;3. Have a good breakfast&lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If you are close to the fitness world, you may have heard that
breakfast is the most important meal of the day. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;It is true that in schools, colleges, and Coaching Institutes things changes and it is common to
be late for classes, sometimes even leaving this moment aside.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;But&amp;nbsp; &lt;b&gt;I&lt;/b&gt;&amp;nbsp;suggest don&#39;t make
it a habit, especially when you are preparing for any entrance examination.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Fruits, yogurt, sandwiches, omelet, and white cheese are some
of the most suitable options for this moment. It is important to remember that
this meal is largely responsible for the energy supply you will need throughout
your day! So, investing in a coffee worthy before you start your study Marathon.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;4. Prioritize real foods&lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Where do you usually study? In a public library, in the cram
school, at school, or in a space dedicated to the school, college, or coaching Institute that you are
looking at?&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;(Also Read: &lt;a href=&quot;https://www.ideasuccessful.com/2020/10/effective study.html&quot; target=&quot;_blank&quot;&gt;How to choose your Study corner for effective study&lt;/a&gt;)&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;I ask this question because I know that many students choose to study outside the home and, therefore, need to have lunch in
restaurants or mess. If you are part of this team and are unable to take a packet,
prioritize the places that sell &lt;b&gt;Real food.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;A dish made is very welcome, but the ideal is to focus on
restaurants per kilo that allow balanced choices and according to your taste.
Half of the dish should be served with greens and vegetables, and the other
with rice, pulse or lentils.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;5. Take hydration seriously&lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;I already talked about the importance of water in some of my previous important post for &lt;a href=&quot;https://www.ideasuccessful.com/2020/10/effective study.html&quot; target=&quot;_blank&quot;&gt;How to do Effective study&lt;/a&gt; and I will talk again,
because the liquid of life is a mandatory component to keep your body and mind
healthy!&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Remember that up there you had the precious tip about
drinking at least 8 glasses a day? You can carry your bottle with you wherever
you go. The correct thing to do is to take 4 to 5liters daily - and this is a
matter of habit: if you don&#39;t already have it, there is always time to start.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;b&gt;IDEA SUCCESSFUL&lt;/b&gt; suggest starting this habit right now.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;6. Know the power of food&lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You may have noticed that our feeding tips for entrance
exams are mainly about knowing the power of food, right? So invest in them!&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;I suggest eating fiber as much as possible! And the stress caused by the pressure of the upcoming test?
Broccoli, oats, and spinach are excellent options to balance emotions, as they
contain tryptophan, a component that helps maintain a good mood.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The banana is an excellent carbohydrate to give energy and
stimulate well-being. Contrary to what many people think, passion fruit helps
to prevent tiredness and, in addition, it can also combat stress! Isn&#39;t it
surprising how delicious it can be to take care of our brain?&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;7. Don&#39;t fall into temptation&lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Okay, Tea or Coffee can be a partner in your studies, but excess should
be avoided. Caffeine can really get in the way of rest and maintaining a
minimum of 8 hours of sleep is essential for you to be able to concentrate.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Fast food should also be put out of the routine. I know
that studying is tiring and sometimes all you want is to go to the counter or
the drive, get a huge combo, and pass the fries on the ice cream. But should you
be strong and not fall into temptation, combined?&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The feeding tips for entrance exams are also indispensable
for the day before and the day of the test. Make meals and your body a support
team to succeed. Good luck on that journey!&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;







































































































&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Help your friends do well in the tests too!&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;span color=&quot;windowtext&quot;&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/1829112293435064469/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2020/10/for-effective-study-7-food-tips-for.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/1829112293435064469'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/1829112293435064469'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2020/10/for-effective-study-7-food-tips-for.html' title='FOR EFFECTIVE STUDY: 7 FOOD TIPS FOR EXAM ASPIRANTS'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuKFTucev_sSbC-r7CK6WrLUt8IeeI4NuouaDVAlWgpD1oHXpB_R_PSBcN5g1bEzMzHigSYohJzjjQh3lS9GEkxw7ZpjT4vjqu3ETT85X28-eaa-l4bvjN7PC6JnpCOe9RalB-VNg3Vx4C/s72-c/Kids-Eating-Healthy-Food-Clip-Art-N2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-488594881660446272</id><published>2020-10-01T11:13:00.006+05:30</published><updated>2021-06-27T10:27:16.599+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Exam Aspirants"/><category scheme="http://www.blogger.com/atom/ns#" term="MOTIVATION"/><category scheme="http://www.blogger.com/atom/ns#" term="Strategy"/><title type='text'>FOR EFFECTIVE STUDY: CHOOSE YOUR  STUDY CORNER</title><content type='html'>&lt;h1 style=&quot;text-align: center;&quot;&gt;&amp;nbsp;FOR EFFECTIVE STUDY: CHOOSE YOUR&amp;nbsp; STUDY CORNER&lt;/h1&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm-FZIGXQNGThe52Ff1-BYGnD-FKAxtFkW-oSDp9Uv4MQnSQyWqhYFBMBrtK0QcTkPMLdsPLmfDxNIf89aqevhh6de5EVTPUy444xdQJEnOTvbQjVWy5KEcfyLdLqL2V8nolyl8FI9pkHP/s1920/people-3188324_1920.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;FOR EFFECTIVE STUDY: CHOOSE YOUR  STUDY CORNER&quot; border=&quot;0&quot; data-original-height=&quot;1605&quot; data-original-width=&quot;1920&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm-FZIGXQNGThe52Ff1-BYGnD-FKAxtFkW-oSDp9Uv4MQnSQyWqhYFBMBrtK0QcTkPMLdsPLmfDxNIf89aqevhh6de5EVTPUy444xdQJEnOTvbQjVWy5KEcfyLdLqL2V8nolyl8FI9pkHP/s16000/people-3188324_1920.jpg&quot; title=&quot;FOR EFFECTIVE STUDY: CHOOSE YOUR  STUDY CORNER&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If there is one thing that can make studying time much more
productive and motivating, without a doubt, it is the environment in which you
catch up on the material and do your school, college or simply Homework. Despite being simple,
setting up a &lt;b&gt;STUDY CORNER &lt;/b&gt;is an essential task in the life of exam aspirants!&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;With that in mind, let&#39;s count every detail that you need to
take into account to have a nice and functional study corner.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Keep reading to
know everything!&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;i&gt;And if you have any specific problem don&#39;t forget to write it in the comment box or simply send an email&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;FOR EFFECTIVE STUDY&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Have you noticed that, in schools, colleges or coaching institutes, there are several
resources that make studying time much more comfortable? Believe me: you can
also create a space like this at home, and this will help a lot in your
organization of studies.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Want to know how to do this? So, take your notebook, as &lt;b&gt;IDEA SUCCESSFUL&lt;/b&gt; have selected here some essential points for you to set up a perfect study
place to do your coursework&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;Check it out!&lt;/span&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;EFFECTIVE STUDY&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;b&gt;CHOOSE PROPER LIGHTNING&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Lighting is a mandatory item for a productive study. This is
because, in the dark, the production of the sleep hormone tends to increase.
With that, there is a great risk of sleeping in the middle of an online class( Also Read: &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/onlinestudiesdiscipline.html&quot; target=&quot;_blank&quot;&gt;How to maintain Discipline in Online studies&lt;/a&gt;) or while you finish doing a summary!&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;For this reason, taking advantage of natural light during
the day is a great way to light up your study environment. But, in order to be
able to study also on the coldest days or at night, it is worth investing in a
lamp or lamp, to make your space more illuminated.&lt;/span&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;EFFECTIVE STUDY&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;CHOOSE YOUR TABLE&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You certainly need books, your notebook, pens and even some
materials specific to your course to study at home, don&#39;t you?&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;And because of this reason, having a table in your study corner will make a big difference in your study!&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;In addition to helping you to have a support to read and
make your notes more easily, it will also be useful to leave some of these
items separate. Thus, you save time and make your study routine much more
practical.&lt;/span&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;EFFECTIVE STUDY&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;CHOOSE COMFORTABLE CHAIR&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Spinal pain, back strain, lack of concentration ...(also Read: &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/7-most-effective-ways-to-increase-your.html&quot; target=&quot;_blank&quot;&gt;How to maintain Focus while studying&lt;/a&gt;) all of
these problems can be avoided when you have a comfortable chair for your
studies! And want a tip? Choose one that is suitable for your height and also
compatible with the size of your table.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;EFFECTIVE STUDY&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;CHOOSE A BOOKSHELF&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;There is no way: books, handouts and printed papers from courses can take up a lot of space. Especially if you take a course that requires a lot of reading, such as Competitive exam preparation, Law and Education, having a
place to keep the paperwork is essential!&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Knowing this, investing in a bookcase is super valuable to
make your place of study even more organized and complete. Doesn&#39;t a bookcase
fit in your room or in the environment where you study? Smoothly! In that case,
you can choose a niche in the wall or a more compact closet.&lt;/span&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;EFFECTIVE STUDY&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;How to set up your study corner?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Now that you know what you need in your study corner, it&#39;s
time to learn how to organize this environment in the best possible way,
optimizing the space to increase motivation when studying and also to achieve
even better results in schools &amp;amp; colleges.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Come on!&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Choose a quiet location&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;(Also Read: &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/study-at-home-13-tips-for-success.html&quot; target=&quot;_blank&quot;&gt;Study at Home:13 tips for success by IDEASUCCESSFUL&lt;/a&gt;)The first step in setting up your study corner is to analyze
your home environments and choose one that is quiet and comfortable. If you do
not find this space in your room, choose a part of a room that has a little
movement of people and noise.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;This is important because noise can often be one of the
causes for loss of concentration.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;(Must Read: &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/how-to-master-power-of-mind.html&quot; target=&quot;_blank&quot;&gt;How to Master the Power of Mind&lt;/a&gt;)&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If you have to study in an environment where
other people tend to carry out various activities, it is worth talking to those
who live with you so that there is tranquillity in that place when necessary.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Put good lighting&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Once you have a specific place to study, position your lamp
so that the environment is clear even in times of low natural light.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;It is worth positioning your study table near a window and placing
the lamp over it. Thus, you can enjoy the sunlight during the day and have a
well-positioned light source at night.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Have only the essentials for studies&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Have you noticed that sometimes a notification on WhatsApp
or the cover of a magazine can take your focus off? Yeah. It doesn&#39;t just
happen to you. Distractions can get in the way of any student. After all, the
attention that should be directed to the content ends up migrating to other
things, such as mobile games, messages or recent news.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;To circumvent this problem, the best thing to do is to stay
away from distractions. Therefore, remove from your place of study everything
that may hinder or that will not be important for your learning, keeping only
what will be used close by.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Keep all materials at your fingertips&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Do you know when you are completely focused on reading
scientific articles for college, but you need to look for a highlighter to
underline an important part? And when you are halfway through an exercise, do
you miss a word and notice that there is no rubber around? You can confess:
this has happened at least once in your academic life.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Despite being common situations, these interruptions in
studies to search for some material can hinder their performance. So, leave
everything you know you are going to use at your fingertips - and don&#39;t forget
to have water nearby!&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Now that you know how to set up your study corner in the
best way, keep in mind, too, that it is necessary to keep this environment
always clean and organized. Between us, nobody deserves to have to study in the
middle of the mess. So, take a moment from your day to tidy up your books,
clean your desk and take out the trash, like scraps of paper or pencil tips.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;See how learning at home can be much more practical when you
know how to set up a place of study the right way? So, apply these steps as
soon as possible! Your productivity in studies will improve a lot after that.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If you are looking for a more peaceful and organized
university life, subscribe to &lt;b&gt;IDEA SUCCESSFUL&lt;/b&gt; newsletter and receive exclusive tips in your
email. Registration is free!&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/488594881660446272/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2020/10/effective study.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/488594881660446272'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/488594881660446272'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2020/10/effective study.html' title='FOR EFFECTIVE STUDY: CHOOSE YOUR  STUDY CORNER'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm-FZIGXQNGThe52Ff1-BYGnD-FKAxtFkW-oSDp9Uv4MQnSQyWqhYFBMBrtK0QcTkPMLdsPLmfDxNIf89aqevhh6de5EVTPUy444xdQJEnOTvbQjVWy5KEcfyLdLqL2V8nolyl8FI9pkHP/s72-c/people-3188324_1920.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-75866759861055995</id><published>2020-09-30T21:35:00.009+05:30</published><updated>2021-06-27T10:27:52.783+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Exam Aspirants"/><title type='text'>STUDY AT HOME: 13 TIPS FOR SUCCESS</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;h1&gt;&lt;span color=&quot;windowtext&quot;&gt;STUDY AT HOME: 13 TIPS FOR SUCCESS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h1&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZlZsWNw1t01vvBV7iQ2PaazqZLTmfxl8QU2aJmhRy-qrJ3QESCukQ5IsHKlTmAxxrgJacjn2NqrKBApt-1As2JlXavF6j9CoCRScNzZSWpBJdCaaRTDfKqtpkm4gtDvWNv3Yh9-Mzgt6U/s1920/reading-5258350_1920.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;STUDY AT HOME: 13 TIPS FOR SUCCESS&quot; border=&quot;0&quot; data-original-height=&quot;1200&quot; data-original-width=&quot;1920&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZlZsWNw1t01vvBV7iQ2PaazqZLTmfxl8QU2aJmhRy-qrJ3QESCukQ5IsHKlTmAxxrgJacjn2NqrKBApt-1As2JlXavF6j9CoCRScNzZSWpBJdCaaRTDfKqtpkm4gtDvWNv3Yh9-Mzgt6U/s16000/reading-5258350_1920.jpg&quot; title=&quot;STUDY AT HOME: 13 TIPS FOR SUCCESS&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Studying at home can feel like a dream: having your own
hours, studying in a comfortable place, not being pressured by other people,
watching a series during a summary and another ... However, many students feel
that this is a big nightmare since it takes discipline ( Also Read: &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/onlinestudiesdiscipline.html&quot; target=&quot;_blank&quot;&gt;How to maintain discipline in online studies&lt;/a&gt;) and a lot of focus to
be able to have a good performance in studies.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Also Read: &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/7-most-effective-ways-to-increase-your.html&quot; target=&quot;_blank&quot;&gt;How to Increase your Focus during Studies&lt;/a&gt;)&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If your routine is busy and you can&#39;t even think of a way to
organize yourself to get the job done, you don&#39;t have to panic! We know that
starting like this, from nothing, is kind of complicated. Therefore, &lt;b&gt;IDEA SUCCESSFUL&lt;/b&gt; developed this plan that will give you focus, wisdom and some quiet moments.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;b&gt;IDEA SUCCESSFUL&lt;/b&gt; have separated 13 very important tips that will help you
to have a great performance &lt;b&gt;STUDYING AT HOME&lt;/b&gt;.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;\Check it out below and start
putting it all into practice from today onwards!&lt;/span&gt;&lt;/p&gt;

&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;STUDY AT HOME: 13 TIPS FOR SUCCESS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span color=&quot;windowtext&quot;&gt;1. &lt;a href=&quot;https://www.ideasuccessful.com/2020/10/effective study.html&quot; target=&quot;_blank&quot;&gt;Choose your corner (Sacred Study Space)&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The idea of ​​being in a different place every day often
crosses the mind of many people who will start studying at home. It just
doesn&#39;t work very well in the real world. As studies require attention and
concentration, having a specific location for this is essential!&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The best thing to do is to define a quiet environment, with
good lighting and that is quiet for your study time. It doesn&#39;t have to be a
very big space, see? The important thing is that it is a place where you can do
all the activities that are part of your learning routine: reading, practical
questions, video lessons etc.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;A good place to do this can be your bedroom, as you can
close the door and reduce outside noise. But if you are thinking of studying in
bed, amid your pillows and blankets then it might be not a suitable place for study. Because it is the same place where you sleep, it may be that you hit that
uncontrollable sleep at the wrong time! Have you thought?&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;So be Cautious while Choosing the Sacred Corner.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;One solution for this is to place a table in that most
reserved corner of your room and a chair. Want to organize even more? Always
keep your material separate and put inspirational phrases on the walls around
it or you can write in the wall that you have to read one post from &lt;b&gt;IDEA SUCCESSFUL&lt;/b&gt;&amp;nbsp;every day. This will facilitate your time to study and will give you more courage to
keep the subject up to date! Invest in personalization and make that space a
welcoming and comfortable environment - whatever your face is!&lt;/span&gt;&lt;/p&gt;

&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;STUDY AT HOME: 13 TIPS FOR SUCCESS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span color=&quot;windowtext&quot;&gt;2. Set times to study&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Studying at dawn one day and at 8 am the next? Frankly speaking, this is a study routine of several students.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;This can
cause some problems! As you are going to study at home and you will not have
someone charging you or setting deadlines, it is ideal to determine your focus
times, always respecting your limits and your routine.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Having well-defined periods is going to help a lot to create
the habit of studying - and, over time, you will realize how essential this is
to have more and more discipline. Therefore, analyze what is your period of
greatest productivity and, whenever possible, study at that same time.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Do you think it will be #static to remember to study every
day at the appointed time? Put an alarm on your phone and leave a timesheet on
your calendar. These are two simple tasks, but they can make all the difference
in your study!&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;And Believe me, now your study will be Effective study.&lt;/span&gt;&lt;/p&gt;

&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;STUDY AT HOME: 13 TIPS FOR SUCCESS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span color=&quot;windowtext&quot;&gt;3. Have weekly study goals (and play!)&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If you think it is enough to create goals at the beginning
of the year and just remember in the next New Year, the time has come to send
that thought away! The truth you have never been told is that goals are
important for you to achieve any goal in life. I hope many of you understand it?&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;And, between us, having a good
performance in studies is a great objective, do you agree?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;So, to be able to assess whether you are evolving in your
studies and progress in the best possible way to set weekly goals. It is
essential that they are very specific and that you set a deadline to reach each
one,&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;When you create weekly goals, tracking your progress and
reaching your big goals for the year will be much simpler! So, if your main
goal is to pass the entrance exam, divide this dream into stages: start by
stipulating which subjects you need to learn each week or how many exercises
you need to solve.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Believe me: everything will be easier if you outline very
well, what should be done.&lt;/span&gt;&lt;/p&gt;

&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;STUDY AT HOME: 13 TIPS FOR SUCCESS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h2&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span color=&quot;windowtext&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;4. Find out how you learn best&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Do you know when you spend hours reading content and, at the
end of the day, feel like you haven&#39;t learned even a third of what you&#39;ve read?
This happens for a very simple reason: you did not study in the most
appropriate way for your brain and, automatically, you were not able to absorb
the material well.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The famous phrase &quot;&lt;b&gt;you are not everyone&lt;/b&gt;&quot;
applies very well to studies - after all, each person learns in a different
way. In other words, the way your best friend can study at home is not always
going to be the most effective way for you. So you need to find out if you
learn better by reading, writing, watching video lessons or, who knows, solving
exercises.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Decide what is best for you and learn in that way.&lt;/span&gt;&lt;/p&gt;

&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;STUDY AT HOME: 13 TIPS FOR SUCCESS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span color=&quot;windowtext&quot;&gt;5. Use a study method&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Once you find out how you can learn more easily, it is
important to choose a study method to use. This will help to save a lot of time
and have more productivity on a daily basis. After all, you will always know
how to organize your studies.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Don&#39;t know which method to choose? No problem: you can test
the best known and identify which works best for your routine. One interesting technique is to
read the content first and then make a mind map.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You can also test more alternative methods, such as
recording audio explaining the material after watching the video lessons or
creating questions and answers for each topic. If none of this works, don&#39;t
think it&#39;s the end of the world, okay? You can always adapt activities and
create your own method.&lt;/span&gt;&lt;/p&gt;

&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;STUDY AT HOME: 13 TIPS FOR SUCCESS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span color=&quot;windowtext&quot;&gt;6. Take breaks during studies&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Many people think that having discipline is synonymous with
studying for a whole day and stopping just at bedtime. However, although it
seems right and productive, this is a habit that can take all your effort down
the drain, bringing a result totally different from the one you want to
achieve.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;What happens to our brain, when studying without stopping,
is exactly the same thing that happens with a machine: some flaws in the system
start to appear and, when you realize, everything starts to go wrong. It is at
that moment that the tiredness that does not pass appears, the laziness, the
matter seems more difficult and the memory, weaker ... has it happened to you?
Confess, go!&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;This is all because your brain has become overloaded! Thus,
it is almost impossible to have the courage to absorb new information,
discipline to stay focused and even the much-loved motivation in studies.
Therefore, always take short breaks during your studies. Ten minutes to go for
a walk, listen to a song and
think about nothing!&lt;/span&gt;&lt;/p&gt;

&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;STUDY AT HOME: 13 TIPS FOR SUCCESS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span color=&quot;windowtext&quot;&gt;7. Talk to your family and friends&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Studying at home is something that does not depend only on
you: the people around you need to collaborate a little for your performance to
be excellent. Therefore, to avoid noise and interruptions, notify your family
members when you are studying and discuss the importance of this moment for
you.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;In addition, it is also worth talking to your friends! It
may be that your social life changes a little due to the study schedule, right?
For this reason, the dialogue is essential for you to define at what times you can
go out to have fun with the crowd and enjoy leisure time.&lt;/span&gt;&lt;/p&gt;

&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;STUDY AT HOME: 13 TIPS FOR SUCCESS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span color=&quot;windowtext&quot;&gt;8. Eliminate distractions&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;WhatsApp group notifications? That basic look on Instagram
to see if #crush posted a new photo? Start studying and suddenly realize that
you spent most of your time choosing a movie on Netflix? Know that this can
destroy your chances of doing well in your studies.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Don&#39;t even try to escape: you need to eliminate
distractions. All of them, if possible. While these unexpected interruptions to
reply to a message or enjoy a photo may seem harmless, they can take up a lot
of your time and energy to study.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If you can&#39;t stand looking at the phone&#39;s screen and don&#39;t
open notifications, disable all of them and even leave some groups that are not
so important. And you know those sites that you insist on accessing on your
computer? Block them all during your study period! Believe me: these simple
actions can change your life.&lt;/span&gt;&lt;/p&gt;

&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;STUDY AT HOME: 13 TIPS FOR SUCCESS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span color=&quot;windowtext&quot;&gt;9. Create some rewards&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Do you know when you are happy throughout an entire day
simply because you received a gift, a beautiful message or a compliment? Or
when you do all your chores for the day and celebrate because you will be able
to go out with your group of friends? It feels great, doesn&#39;t it? Good news:
this can also happen after a study day.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;When you study and allow yourself a reward for it, the magic
happens: your brain will understand that that activity, besides being important
for your future, is something that gives joy. If this happens frequently, the result is sure: you will increasingly want to study because of this bonus for
your effort.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;So, if you are not in the habit of rewarding yourself when
you are able to study at home, start doing so. It can be as simple as watching
an episode of your favourite series, going to your favourite restaurant or doing
any other activity that you really want.&lt;/span&gt;&lt;/p&gt;

&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;STUDY AT HOME: 13 TIPS FOR SUCCESS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span color=&quot;windowtext&quot;&gt;10. Form study groups&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Studying alone at home can get tiring and lonely at times.
The tip for these hours is to call close friends who are really focused on the
tasks to propose a study group.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;You can establish this as once every week or ten days. With
your friends, you can do some activities, such as&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;debates on topics that can yield an essay, to understand
points of view and create good arguments;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;book club. You choose a mandatory course title or entrance
exam, write down the points that attracted the most attention and meet to
discuss them;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;historical films or that have to do with some matter.
Feature films and documentaries are great ways to keep learning!&lt;/span&gt;&lt;/p&gt;

&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;STUDY AT HOME: 13 TIPS FOR SUCCESS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span color=&quot;windowtext&quot;&gt;11. Dedicate yourself to a new language&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;We have several chances to improve fluency in a foreign
language and barely understand, you know? You can do this by adding the user
to the pleasant: watch an episode of your favourite series in English or Spanish
WITHOUT subtitles and pause if you notice an unknown word. Another idea is to
listen to a new song in another language and try to write the lyrics, just by
ear - no playing on Google, combined?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;In addition, you can even download apps that help, agree
with yourself to read a text in English or another language a few times a week.
Soon you notice how your fluency and vocabulary evolve!&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Also Read: &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/unleashyourcreativity.html&quot; target=&quot;_blank&quot;&gt;How to be Creative in Study&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;STUDY AT HOME: 13 TIPS FOR SUCCESS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span color=&quot;windowtext&quot;&gt;12. Make a notebook&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;This object is for you to ask questions while studying. As
soon as you remedy them, write everything down in the notebook. If you see an
unknown term on any news, put it there too.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;span style=&quot;font-size: large;&quot;&gt;From time to time, review these doubts. They are amazing for
you to feel how much new things you have learned in a short time. It doesn&#39;t
necessarily have to be a physical notebook, you can create an online file and
put everything there!&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;STUDY AT HOME: 13 TIPS FOR SUCCESS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span color=&quot;windowtext&quot;&gt;13. Do some physical activity&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span color=&quot;windowtext&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Well, I keep insisting about Physical Activity in my other Post also like,&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html&quot; target=&quot;_blank&quot;&gt;10 MOST EFFECTIVE WAYS TO MAKE A DECISION&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/discover-what-you-want.html&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;DISCOVER WHAT YOU WANT&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/8-most-effective-ways-to-find-solutions.html&quot; target=&quot;_blank&quot;&gt;MOST EFFECTIVE WAYS TO FIND SOLUTIONS TO PROBLEMS&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;A sport three to five times a week is essential to relax
your ideas. You may even doubt it, but people who do some activity often have
higher powers of concentration, are less stressed and develop more self-confidence
- critical to believing in their own potential!&lt;/span&gt;&lt;/div&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The practice of sports still releases hormones responsible
for the feeling of well-being in the brain, very beneficial for those days of
difficult trial or when you have a thousand tasks to do.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Try to see it!&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Studying alone at home is also essential for you to develop.
Focus, determination, understanding priorities, creating goals. All of this
helps in future jobs! You can be sure that when you are entertained in your
books and exercises, it is not just that type of content that you are
absorbing: you also become a more proactive and emotionally intelligent person!&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;See how difficult it is? By following all these tips, you
can be sure that studying at home will become part of your routine and success
will be guaranteed!&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;b&gt;IDEA SUCCESSFUL&lt;/b&gt; can bet.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/75866759861055995/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2020/09/study-at-home-13-tips-for-success.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/75866759861055995'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/75866759861055995'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2020/09/study-at-home-13-tips-for-success.html' title='STUDY AT HOME: 13 TIPS FOR SUCCESS'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZlZsWNw1t01vvBV7iQ2PaazqZLTmfxl8QU2aJmhRy-qrJ3QESCukQ5IsHKlTmAxxrgJacjn2NqrKBApt-1As2JlXavF6j9CoCRScNzZSWpBJdCaaRTDfKqtpkm4gtDvWNv3Yh9-Mzgt6U/s72-c/reading-5258350_1920.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-353429138710775672</id><published>2020-09-28T13:00:00.010+05:30</published><updated>2021-06-27T10:28:18.062+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Strategy"/><title type='text'>HOW TO MAINTAIN DISCIPLINE IN ONLINE STUDIES</title><content type='html'>&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%; mso-bidi-font-size: 14.0pt;&quot;&gt;HOW
TO MAINTAIN DISCIPLINE IN ONLINE STUDIES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h1&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKTGkjcKTCNSF-nFSA0SGGEaAEFEj9Sp218wfl_pSKcjpAbCqDPMlbXn_zgxyLUvGMnJ4kvb2p8ihsz3j2GiVGLkurqZp796aGlvkZ3nJEk1-TniCSjROFmZCa5AgA8JEYBlNqbyBNf32N/s800/2+how+to+maintain+discipline+in+online+studies.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;HOW TO MAINTAIN DISCIPLINE IN ONLINE STUDIES&quot; border=&quot;0&quot; data-original-height=&quot;300&quot; data-original-width=&quot;800&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKTGkjcKTCNSF-nFSA0SGGEaAEFEj9Sp218wfl_pSKcjpAbCqDPMlbXn_zgxyLUvGMnJ4kvb2p8ihsz3j2GiVGLkurqZp796aGlvkZ3nJEk1-TniCSjROFmZCa5AgA8JEYBlNqbyBNf32N/s16000/2+how+to+maintain+discipline+in+online+studies.jpg&quot; title=&quot;HOW TO MAINTAIN DISCIPLINE IN ONLINE STUDIES&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;b style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif; font-size: x-large; text-align: center;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;i&gt;&quot;Discipline is the mother of success.&quot; -
Aeschylus&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; line-height: 115%; mso-bidi-font-size: 14.0pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%;&quot;&gt;Discipline in online studies:&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Step by step &lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;approach for distance learning students&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;Every crisis comes with an opportunity and it’s up to
you whether accept it as &lt;a href=&quot;https://www.ideasuccessful.com/2020/08/crisis-or-challenge.html&quot; target=&quot;_blank&quot;&gt;CRISIS or CHALLENGE&lt;/a&gt;(Also Read: &lt;a href=&quot;https://www.ideasuccessful.com/2020/08/crisis-or-challenge.html&quot; target=&quot;_blank&quot;&gt;CRISIS OR CHALLENGE&lt;/a&gt;) Want to take a distance learning
course? So you must know that the main requirement is to have discipline in your
studies.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;With this in mind, a distance learning course is a
great opportunity for those who want to prepare for competitive examination, enter the job market, grow in their
careers or even get a new job. After all, this is the chance to study where you
prefer, set up your schedules and face a course with greater flexibility than
usual.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;



&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;The fact, however, is that in order to be successful
in your studies, it is essential that you are a disciplined person with good
organizational skills.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;In this post, I am sharing Step by Step approach to MAINTAIN DISCIPLINE IN ONLINE STUDIES, still if you have any further suggestion or you have any doubt feel free to write in the comment box.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 18.6667px;&quot;&gt;Step by Step approach:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;h2&gt;&lt;span style=&quot;color: black; font-family: Merriweather; mso-themecolor: text1;&quot;&gt;HOW TO MAINTAIN DISCIPLINE
IN ONLINE STUDIES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&lt;b&gt;Step#1&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h4&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;1. Organize your time&lt;/span&gt;&lt;/h4&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;Discipline in online studies depends primarily on
the organization of your time. Although you have flexible hours to attend
classes, you need to set a daily period to devote yourself entirely to
learning and try to choose the same time you used to follow in offline classes because somehow your mind is trained to study in that particular time.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;Thus, the definition of times for studies and
academic tasks, creating a routine for these commitments, allows you to stay
focused and organized at the same time.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h2&gt;&lt;span style=&quot;color: black; font-family: Merriweather; mso-themecolor: text1;&quot;&gt;HOW TO MAINTAIN DISCIPLINE
IN ONLINE STUDIES&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;b style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;Step#2&lt;/span&gt;&lt;/b&gt;&lt;/h2&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;2. Have a suitable and comfortable study environment&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;The second factor that contributes to success in the discipline of studies is the environment where learning will take place. The
fact that the course is online does not mean that it will be possible to study
lying down, with the TV on and other interferences.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;Above all, the study environment is decisive for you
to concentrate and absorb knowledge. Therefore, the place needs to be quiet,
with a table and a comfortable chair.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h2&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;HOW TO MAINTAIN DISCIPLINE
IN ONLINE STUDIES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&lt;b&gt;Step#3&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;3. Draw up a study plan&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;Studying requires planning. In this sense, the study
plan is a roadmap that helps you achieve your study goals. With that in mind,
in an online course, your goals revolve around the completion of the subjects
taught with the maximum use, as well as the approval at the end.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;And as it happens in face-to-face teaching, it is
important to note that in distance education, modules also need to be developed
over a certain period of time.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h2&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;HOW TO MAINTAIN DISCIPLINE
IN ONLINE STUDIES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&lt;b&gt;Step#4&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;4. Set times and deadlines&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;As I already discussed the importance of setting deadlines in my previous post (&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/7-most-effective-ways-to-increase-your.html&quot; target=&quot;_blank&quot;&gt;HOW TO INCREASE FOCUS&lt;/a&gt; and &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/unleashyourcreativity.html&quot; target=&quot;_blank&quot;&gt;UNLEASH YOUR CREATIVITY&lt;/a&gt;) settings proper time and deadlines are equally important in studies also&amp;nbsp; so that the number of subjects and subjects does not
accumulate too much, causing delays in your performance. For this, have a calendar with
all the activities that need to be accomplished, setting deadlines so that
nothing is delayed.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;Also, stay focused( &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/7-most-effective-ways-to-increase-your.html&quot; target=&quot;_blank&quot;&gt;LEARN HOW TO STAY FOCUSSED&lt;/a&gt;) on the disciplines in which you
have the most difficulty understanding, to devote all the time necessary to fix
your content to them.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h2&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;HOW TO MAINTAIN DISCIPLINE
IN ONLINE STUDIES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&lt;b&gt;Step#5&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;5. Record your progress&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;Unlike classroom teaching, distance education allows
you to have greater autonomy to study. There, there is no daily pressure from
the teacher demanding that the activities be delivered. This lack of charge,
however, can make you lose track of your progress in studies.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;To prevent this from happening, make a timeline of
your studies, indicating the date on which you want to complete it,
establishing a schedule for each goal achieved. This way, you will not only
have greater control of how far you have progressed, but you will be able to
stay motivated throughout the course.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h2&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;HOW TO MAINTAIN DISCIPLINE
IN ONLINE STUDIES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&lt;b&gt;Step#6&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;6. Know how to say “no”&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;Not all your friends and family will understand the
importance of maintaining a study routine. Some will still be reluctant and
insist that you participate in social gatherings, happy hours, accompany them
to the cinema, among other programs.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;However, remember that discipline in online studies
is essential for you to complete your distance learning course. So, know how to
say &quot;no&quot; for times when you think that these distractions can hinder
your income.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h2&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;HOW TO MAINTAIN DISCIPLINE
IN ONLINE STUDIES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&lt;b&gt;Step#7&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;7. Switch off the phone&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;Another factor that can hinder your &lt;b&gt;discipline&lt;/b&gt; in
studies is the cell phone. Yes, this device, which today is multifunctional, is
capable of distracting us for hours on end, as long as it has a battery.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;Therefore, switch off the device or keep it in
silent mode, without vibration. Otherwise, notifications from social networks
and other applications can hinder your concentration and, consequently, your
performance during studies.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h2&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;HOW TO MAINTAIN DISCIPLINE
IN ONLINE STUDIES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&lt;b&gt;Step#8&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;8. Take strategic breaks&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;The study routine should not be seen for hours on
end, without breaks. This is detrimental to your health and the quality of
learning and can lower your concentration. So, throughout your study sessions, take strategic breaks to eat, go
to the bathroom, drink water and get up a little bit from your chair.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;These breaks are essential to oxygenate your lungs
more, renew your brain energy and keep you ready to face your learning period,
making the best of it.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h2&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;HOW TO MAINTAIN DISCIPLINE
IN ONLINE STUDIES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&lt;b&gt;Step#9&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;9. Take care of your health&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;The most important thing we learn from this COVID-19 pandemic is that our health is most important and nothing can be compromised in the price of health and like we maintain &lt;b&gt;discipline&lt;/b&gt; in studies same &lt;b&gt;discipline&lt;/b&gt; we have to maintain towards our health.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&lt;b&gt;Discipline&lt;/b&gt; in studies also depends directly on the
care you take with your health. In other words, being rested is essential for
you to be able to stay alert and focused during distance learning.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;As much as your routine is busy, in addition to the
hours available to study, find time to sleep - especially at night, since sleep
has restorative power, being responsible for renewing our cells. And don&#39;t
forget: it is also important that you take care of the quality of your food.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;Also Read: &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/how-to-master-power-of-mind.html&quot; target=&quot;_blank&quot;&gt;HOW TO MASTER THE POWER OF MIND&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;h2&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;HOW TO MAINTAIN DISCIPLINE
IN ONLINE STUDIES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&lt;b&gt;Step#10&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;10. Make tests and simulations&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;&lt;h4 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;To maintain a constant level of content absorption
and, at the same time, test your knowledge, take tests and simulations online. After all, when you perform a periodic test after completion of every small task your mind understands how much you are absorbing and you can improve it later.&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;These exercises also generate greater confidence to
carry out periodic evaluations for each discipline.&lt;/span&gt;&lt;/p&gt;&lt;h2&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;HOW TO MAINTAIN DISCIPLINE
IN ONLINE STUDIES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&lt;b&gt;Step#11&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;11. Join study groups&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;The distance learning platform has a space that aims
to promote integration between students and teachers of the online course. But
don&#39;t limit yourself to it. Join other groups of virtual studies on the
internet, through social networks such as Facebook, for example.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;This will allow you to exchange knowledge with other
members. Thus, study groups help to facilitate the learning of the most diverse
subjects, from the easiest to the most difficult.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;(If you feel joining these groups can disturb your studies you can skip this step but there are some students who really benefitted from this.)&lt;/span&gt;&lt;/p&gt;&lt;h2&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;HOW TO MAINTAIN DISCIPLINE
IN ONLINE STUDIES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&lt;b&gt;Step#12&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;12. Whenever in doubt, ask&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;Finally, don&#39;t be afraid to ask. Whenever you have a
question, talk to the subject&#39;s teacher or other more experienced students. You
will only absorb the knowledge if you really understand all the details that
are being shared on the distance learning platform.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;Otherwise, having doubts hinders your performance
and discipline in online studies, as the lack of concrete information now can
affect your understanding of what you need to learn in the future.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;



















































































































































&lt;/span&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;Conclusion&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;By putting all the above-listed tips into practice, the
results will be quickly noticed.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;However, remember that consistency is what matters
most.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;Creating long-term habits (through discipline)
requires continued efforts. In reality, the main factor in achieving your goals
is not to stop until you succeed.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;Slips happen, but don&#39;t let them stop you from
walking. Never give up!&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;If you have any other recommendations you want to share, just write in the comments!&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 18.6667px;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/353429138710775672/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2020/09/onlinestudiesdiscipline.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/353429138710775672'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/353429138710775672'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2020/09/onlinestudiesdiscipline.html' title='HOW TO MAINTAIN DISCIPLINE IN ONLINE STUDIES'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKTGkjcKTCNSF-nFSA0SGGEaAEFEj9Sp218wfl_pSKcjpAbCqDPMlbXn_zgxyLUvGMnJ4kvb2p8ihsz3j2GiVGLkurqZp796aGlvkZ3nJEk1-TniCSjROFmZCa5AgA8JEYBlNqbyBNf32N/s72-c/2+how+to+maintain+discipline+in+online+studies.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-3716095962695667602</id><published>2020-09-27T09:38:00.006+05:30</published><updated>2021-06-27T10:28:55.130+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Strategy"/><title type='text'>HOW TO MASTER THE POWER OF MIND</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 18pt; line-height: 115%; mso-bidi-font-size: 14.0pt;&quot;&gt;HOW TO MASTER THE POWER OF MIND&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-weight: bold; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisWAMbo5rdhpgJiEZtgoy4sD-K6SG51LgMlwBS6_1fWSRHB3N5wHMQEuDI2d-aivGVvapTdFku-i-jY5mZpI-vvZhhqW5durrGvkv-1BqrfD0vJCBBgEYwvBJd9tuaeJ_UERoXs0msd8US/s1280/how+to+master+the+power+of+mind+.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;HOW TO MASTER THE POWER OF MIND&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisWAMbo5rdhpgJiEZtgoy4sD-K6SG51LgMlwBS6_1fWSRHB3N5wHMQEuDI2d-aivGVvapTdFku-i-jY5mZpI-vvZhhqW5durrGvkv-1BqrfD0vJCBBgEYwvBJd9tuaeJ_UERoXs0msd8US/s16000/how+to+master+the+power+of+mind+.jpg&quot; title=&quot;HOW TO MASTER THE POWER OF MIND&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; text-align: justify;&quot;&gt;It can be said that controlling our thoughts is as important
as mastering the body&#39;s movements, because from them are born the feelings and
passions that can cause us great pain or raise our potential to the point where
our dreams and goals are.&lt;/span&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgppUT5UHrV_Bvrh5j5G2szA5RPKAIYpyApgb42PzxbO5xcYovwgVRNDvEMuLbdvigZdgQD1PyXcb4Vhl4CghaDK_OQ4qDtkh7kKK91qpbuZwI_DFfKXVEMrIYzakeKofBvYJMnFGODZZgY/s693/mind+control+quote+1.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;HOW TO MASTER THE POWER OF MIND&quot; border=&quot;0&quot; data-original-height=&quot;315&quot; data-original-width=&quot;693&quot; height=&quot;145&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgppUT5UHrV_Bvrh5j5G2szA5RPKAIYpyApgb42PzxbO5xcYovwgVRNDvEMuLbdvigZdgQD1PyXcb4Vhl4CghaDK_OQ4qDtkh7kKK91qpbuZwI_DFfKXVEMrIYzakeKofBvYJMnFGODZZgY/w320-h145/mind+control+quote+1.jpg&quot; title=&quot;HOW TO MASTER THE POWER OF MIND&quot; width=&quot;320&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-font-size: 12.0pt; mso-bidi-language: HI; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;“We are what we think. With our thoughts we make
our world&quot;. Buddha&#39;s phrase goes back many centuries, but today it is more
true than ever. And in this hectic and competitive society, defeats and victories
begin to be built within each and everyone - and learning the mastery of the power of the mind is the
starting point for self-improvement.&lt;/span&gt;&lt;/p&gt;&lt;/span&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;Faced with such an important issue for our lives, many scholars
and scientists have been dedicated to understanding how our minds can function
in the best possible way, what are the factors that influence this functioning
and what are the results that can be expected?&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;Among the results perceived by research papers, is the growing
understanding that there are habits and effective ways to proceed in order to
have a better result, cultivating more positive, more objective and clearer thoughts.
I am sharing &lt;b&gt;7 MOST EFFECTIVE WAYS TO MASTER THE POWER OF MIND:&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;Also Read:&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;1. &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/15-most-effective-ways-to-control.html&quot; target=&quot;_blank&quot;&gt;HOW TO CONTROL ANXIETY&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;2. &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/8-most-effective-ways-to-find-solutions.html&quot; target=&quot;_blank&quot;&gt;HOW TO FIND SOLUTIONS TO PROBLEMS&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;3. &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html&quot; target=&quot;_blank&quot;&gt;HOW TO MAKE A DECISION&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;4. &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/discover-what-you-want.html&quot; target=&quot;_blank&quot;&gt;HOW TO DISCOVER WHAT YOU WANT&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;5. &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/7-most-effective-ways-to-increase-your.html&quot; target=&quot;_blank&quot;&gt;HOW TO INCREASE YOUR FOCUS&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;6. &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/unleashyourcreativity.html&quot; target=&quot;_blank&quot;&gt;HOW TO UNLEASH YOUR CREATIVITY&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;But before that, you have to understand what are the
advantages of mastering the power of the mind.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;ADVANTAGES OF MASTERING THE POWER OF MIND&lt;/span&gt;&lt;/b&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;The benefits of having greater control over your mind are
varied and important, and can be divided into 2 groups: &lt;b&gt;the harm you avoid and
the benefits you get.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;In the first category, that is harm you can avoid is getting rid of&amp;nbsp; bad feelings like
stress, anxiety and fear, which, if left unchecked, can result in several serious
illnesses.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;In the other field, that of benefits, by gaining clarity
about the nature and mechanism behind your thoughts, you will be able to
completely control your mind, easily getting rid of ideas and reflections that
make you suffer. That same skill will enable you to stay focused on what really
adds value to your life.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;A controlled mind brings with it the mastery of emotions,
balance, the growth of empathy and greater tolerance for the failures of
others. In addition, improved levels of self-esteem and self-confidence are
also noted. The focus on positive feelings and achievements has an immediate
impact on people&#39;s quality of life and satisfaction.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;Here are 4 key characteristics for success that will be
reinforced as you gain greater &lt;b&gt;mastery over your mind:&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h4&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;1. Persistence&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;American journalist and writer Napoleon Hill spent more than
2 decades in search of finding the definitive personality trait to achieve
success. After hundreds of interviews, it reached 16 characteristics shared by
great directors.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Among Hill&#39;s findings, persistence stands out common, which he
considers the key to turning desires into reality - what is better, according
to Hill, is that this is a skill that can be widely developed by people who can
discipline their thoughts, that is, to control your mind.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;A persistent person is not frightened by difficulties or
failures. On the contrary, it takes advantage of the lessons learned to resume
its stronger and more experienced projects. Much of what we face in life is
evidence of endurance rather than skill. Knowing how to persist is a first and
great step towards success.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;h4&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;2. Trust&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;Trust is the characteristic that lets you know what you want.
Armed with that feeling, you are able to use your skills and resources to
achieve your goals.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;For people who have low self-confidence, change is only
possible by overcoming paradigms, mental models that have been built since
childhood. Therefore, gaining confidence depends on a good ability to analyze
and master thoughts.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;The understanding that each person&#39;s limits are much more
mental than physical and the ability to change the pattern of these thoughts
are the basis of transformation through self-confidence.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;h4&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;3. Power of action&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;It consists in overcoming fears, barriers and resistance to moving
from the idea, from the plan to practice - it is our ability to “enter the
field” to make it happen.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;Almost everyone has plans and purposes that have remained
shelved or postponed in one of those procrastination rituals that we know so
well. The power of the mind, however, is capable of breaking this cycle of
delay.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;Once in motion, the path becomes real and confidence
increases. With that, new goals, achievements and course adjustments start to
emerge to reach the objective of your work.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;Goals, in fact, are an important tool for achieving mind
control. By setting really challenging targets, worthy of their potential, and
continually thinking about them and how to achieve them, the person starts to
program his mind for success.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;This is because we end up becoming what we think about most.
That way, keeping your goals in mind often tunes your imagination to what you
want to achieve and keeps your brain focused on positive things.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;h4&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;4. Attitude&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;This is probably the most important feature of success. It
is the key, the starting point to travel the path of personal and professional
fulfilment.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;The attitude is at the base of your decisions,(Learn &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html&quot; target=&quot;_blank&quot;&gt;How to take decisions)&lt;/a&gt; including
leaving in search of improvements in your life. The other qualities that we
have can be paled or even useless if we do not have the necessary attitude to
put them into practice.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;A controlled mind will find it easier to exercise a positive
attitude towards life and its projects. It is from there that the whole flow of
changes and achievements is born that leads us to achieve our goals and dreams.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 18.6667px;&quot;&gt;I am sure now you are ready to learn &lt;b&gt;7 MOST EFFECTIVE WAYS TO MASTER THE&lt;/b&gt; &lt;b&gt;POWER OF MIND.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;h3&gt;&lt;b style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 18pt; line-height: 27.6px;&quot;&gt;HOW TO MASTER THE POWER OF MIND:&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;h3&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;1. Filter your thoughts:&lt;/span&gt;&lt;/h3&gt;&lt;div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;The first step, as with any improvement process, is to start
organizing your mind. This means, at first, separating what is useful from what
is unnecessary and what is even harmful.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Being selective in what you dedicate time and mental effort
guarantees the possibility of using your skills in matters that will bring the best return to your life, avoiding the accumulation of unnecessary
&quot;debris&quot; and making your mental activity uneven and chaotic.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;As you can predominantly cultivate positive thoughts,
the tendency is for this to be reflected in other aspects of your existence,
from your imagination to your experiences. This is because the mind has a
creative capacity, that is, what we think or imagine finds ways to manifest
itself in the real world.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;That is why it is so important to cultivate positive thoughts
at the expense of negative ones. If a negative idea arises in the mind, we need
to change it immediately for a positive one.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;h3&gt;&lt;b style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 18pt; line-height: 27.6px;&quot;&gt;HOW TO MASTER THE POWER OF MIND:&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;/div&gt;&lt;div&gt;&lt;h3&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%;&quot;&gt;2. Detoxify your mind:&lt;/span&gt;&lt;/h3&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 18.6667px;&quot;&gt;Like we need detoxify our body; we need to detoxify our mind too.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;Of course, it is not easy, and it may be almost very difficult,
to filter 100% of our thoughts. It is a fact that often our emotions and
weaknesses conspire against us. In other situations, it is the coexistence with
other people, with different points of view and approaches to life that
influences us.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;As this type of situation occurs, negative thoughts are
&quot;sown&quot; and find space to grow in our mind. They end up taking root,
gaining strength and intoxicating your life.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;Among the examples of toxic thoughts, which only harm your
life, and which need to be eliminated urgently, are victimization, prejudice,
excessive concern with the opinion of others, conformism, imprisonment to a
past that will not return and the propensity to think that you are always
right, whatever the subject.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;These mental habits represent suffering, loss of time and decrease
in your productivity, because your mind needs to use a large amount of energy
to fight them, becoming a battlefield.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;h3&gt;&lt;b style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 18pt; line-height: 27.6px;&quot;&gt;HOW TO MASTER THE POWER OF MIND:&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;div&gt;&lt;h3&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;3. Cultivate good thoughts:&lt;/span&gt;&lt;/h3&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;The best way to prevent your mind from being taken over by
bad thoughts are to make sure you&#39;re already busy with other, better ones.
Cultivating positive ideas and feelings are the fastest way to strengthen your
mind and provide real results in your life.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Doing so helps you to develop a more optimistic outlook, to
live in a more humorous mood and to achieve our goals. Good thoughts need to be
sown, cultivated and, at the right time, will bear fruit, in the form of the
results that the person starts to reap.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;In short, to change your visible reality, you have to change
the invisible that exists in your mind. Good thoughts produce good results.&lt;/span&gt;&lt;/p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO8c9nHYAcLft8lpTEAcQj3YeJ_2-F9g-Phtw5n3iEp-U-YcYG1naowxeq-m8Mu7nQ4tOy2looLG6UL2okOdZI3KFF3ol3rn4DuhOX93qpBRoQ-jAmme8qnykjzpIj261_8_YUOHDe9Dx9/s395/good+thoughts.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;HOW TO MASTER THE POWER OF MIND&quot; border=&quot;0&quot; data-original-height=&quot;386&quot; data-original-width=&quot;395&quot; height=&quot;196&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO8c9nHYAcLft8lpTEAcQj3YeJ_2-F9g-Phtw5n3iEp-U-YcYG1naowxeq-m8Mu7nQ4tOy2looLG6UL2okOdZI3KFF3ol3rn4DuhOX93qpBRoQ-jAmme8qnykjzpIj261_8_YUOHDe9Dx9/w200-h196/good+thoughts.jpg&quot; title=&quot;HOW TO MASTER THE POWER OF MIND&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 18pt; line-height: 27.6px;&quot;&gt;HOW TO MASTER THE POWER OF MIND:&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;div&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;4. Check your mind periodically:&lt;/span&gt;&lt;/h3&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;&lt;span style=&quot;background: white; font-size: 14pt;&quot;&gt;To ensure&amp;nbsp;&lt;/span&gt;that you just&amp;nbsp;are&amp;nbsp;getting&amp;nbsp;the proper&amp;nbsp;direction&amp;nbsp;which&amp;nbsp;the previous
steps are well consolidated, periodic reviews are essential. After all,&amp;nbsp;this
is often&amp;nbsp;an
important&amp;nbsp;step in any
improvement process: everything always starts with initial analysis, a
diagnosis, and with the project moving forward, new revisions are made.&lt;span style=&quot;font-size: 14pt;&quot;&gt;&lt;br style=&quot;box-sizing: border-box;&quot; /&gt;
&lt;br style=&quot;box-sizing: border-box;&quot; /&gt;
&lt;span style=&quot;background: white;&quot;&gt;It is through them that&amp;nbsp;we are able to&amp;nbsp;check if&amp;nbsp;the
look&amp;nbsp;is being
applied&amp;nbsp;within the&amp;nbsp;right way, if the results are being satisfactory, if
there are directions to correct&amp;nbsp;and the way&amp;nbsp;it&amp;nbsp;is&amp;nbsp;worn out&amp;nbsp;the foremost&amp;nbsp;effective way.&lt;/span&gt;&lt;br style=&quot;box-sizing: border-box;&quot; /&gt;
&lt;br style=&quot;box-sizing: border-box;&quot; /&gt;
&lt;span style=&quot;background: white;&quot;&gt;When it&amp;nbsp;involves&amp;nbsp;a journey to master your own mind, examining your
thoughts regularly&amp;nbsp;may be&amp;nbsp;the difference between the success and failure of your
efforts.&lt;/span&gt;&lt;br style=&quot;box-sizing: border-box;&quot; /&gt;
&lt;br style=&quot;box-sizing: border-box;&quot; /&gt;
&lt;span style=&quot;background: white;&quot;&gt;The discipline&amp;nbsp;to watch&amp;nbsp;our thoughts, review our ideas and, eventually, correct
directions are&amp;nbsp;the&amp;nbsp;certainty that we are cultivating&amp;nbsp;a brand
new&amp;nbsp;mental model,
which&amp;nbsp;may be&amp;nbsp;the&amp;nbsp;thanks
to&amp;nbsp;achieve&amp;nbsp;a
stronger&amp;nbsp;future and
greater personal happiness with our achievements and individual reality.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/span&gt;&lt;/div&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 18pt; line-height: 27.6px;&quot;&gt;HOW TO MASTER THE POWER OF MIND:&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;div&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;5. Exercise your mind:&lt;/span&gt;&lt;/h3&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;The brain functions like a muscle, that is, it becomes
stronger as it is exercised and stimulated. A powerful mind, as long as it is
under the control of its owner, makes it possible to achieve exceptional
results.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;Most of the possible ways to increase the capacity of your
mind are very accessible and depend more on discipline and focus (Also read &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/7-most-effective-ways-to-increase-your.html&quot; target=&quot;_blank&quot;&gt;7 MOST EFFECTIVE WAYS TO INCREASE YOUR FOCUS &lt;/a&gt;) than on
anything else.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;Some effective ways to exercise your mind:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h4 style=&quot;font-size: 14pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;5.1. Reading&lt;/span&gt;&lt;/h4&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;It is the best exercise for the mind. By reading good books,
you learn and dialogue with other powerful minds and increase your repertoire
of skill, thoughts and ways of reading and understanding the world.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;Every time your mind opens up to a new idea, as a physicist
Albert Einstein said it will no longer return to its initial size - on the
contrary: it will leave the experience richer and stronger and ready to reach
new heights. This is the treasure you can find in books of the most varied
themes, genres and nationalities.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h4 style=&quot;font-size: 14pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;5.2. Physical exercise&lt;/span&gt;&lt;/h4&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;The practice of regular physical activities helps to increase
brain function and enables the formation of new cells - including neurons,
known as neurogenesis.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;A healthy body is an ideal space to reach the domain of the
mind, since the absence of physical illnesses and the feeling of well-being
allow it to concentrate the energy and good feelings necessary to reach another
mental stage.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;It is literally the translation of what the ancient Greeks
already preached: a healthy mind in a healthy body.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h4 style=&quot;font-size: 14pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;5.3. Positive thinking&lt;/span&gt;&lt;/h4&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;Having your mind tuned to good things decreases stress and
anxiety, two factors that fuel toxic thoughts and weaken your self-control and
willpower.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;Thinking positive does not mean being gullible or naive, but
that there is an investment of your time in mental energy in ways to transform
your reality - instead of doing so looking for problems or reasons to complain
about life.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h4 style=&quot;font-size: 14pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;5.4. Good nutrition&lt;/span&gt;&lt;/h4&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;We are what we eat. Our brain needs about 20% of the energy
and nutrients we consume, so the healthier and richer in fruits, vegetables and
omega 3 is our diet, the better the quality of the “fuel” that supplies it.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;On the other hand, a bad diet deprives us of substances
essential for the proper functioning of the organism. In this scenario, we
ended up becoming easy prey for diseases and, consequently, compromised our
well-being.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;Body aches, chronic illnesses, digestion problems ... all of
which rob precious time and mental energy - and can be avoided (or considerably
reduced) if we eat a proper diet.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h4 style=&quot;font-size: 14pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;5.5. Quality sleep&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%;&quot;&gt;According to famous neuroscientist Cori Bargmann, from Rockefeller University,&amp;nbsp; it is very essential to sleep to keep our brain active and healthy. During
sleep, memories are fixed and some toxic proteins are eliminated, which does
not happen when we are awake.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;When we fall
asleep, it is as if we submit our brain to a process of detoxification, the
famous detox.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;During sleep, we regenerate cells, remove toxins and
eliminate redundancies and useless information from memory. Sleep also reduces
blood pressure, anxiety and restores energy.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;Sleepless nights represent unproductive days and an unfocused
mind, making it very difficult to keep thinking about your goals and the
positive values ​​related to them.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;Maintaining good habits, such as having an appropriate
condition to sleep, exercising and eating healthily, especially at night, are
ways to achieve restorative and quality sleep.&lt;/span&gt;&lt;/p&gt;&lt;h3 style=&quot;font-size: 14pt; text-align: justify;&quot;&gt;&lt;b style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 18pt; line-height: 27.6px;&quot;&gt;HOW TO MASTER THE POWER OF MIND:&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;h3 style=&quot;font-size: 14pt; text-align: left;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-font-size: 12.0pt; mso-bidi-language: HI; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;b&gt;6. Have self-confidence:&lt;/b&gt;&lt;/span&gt;&lt;/h3&gt;&lt;div&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;A posture of constant improvement and refinement of thoughts
is the indisputable way to achieve mental power, as we have seen so far. On the other hands, this attitude must be balanced with a fundamental characteristic to
be successful in the practical world: self-confidence.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;This is because, without a dose of it, it is impossible to
start any activity, at the risk of being stuck by insecurity. A confident
attitude also encourages positive responses (including biological ones) from
those around us.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-family: Merriweather; font-size: 14pt;&quot;&gt;Positive thinking makes your defects lessened and less
influence your activities. Thinking more about how to achieve your goals is
always more effective than focusing on the difficulties to start or finish a
task.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge1dwugc4lH24moLnRLFQAOjMAnuWyAY4b2gkS0fh_vPQS2Eh7wc6VLCgqgkYdpwEJTf1u3Iz4LzXASKpMmQJIBCOY7GLM1rcaXBMq5mo0Qt2FxOgfWE_n833jS7YYs7aINGMw190UKGA2/s516/self+confidence+quote.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;self confidence by ideasuccessful&quot; border=&quot;0&quot; data-original-height=&quot;100&quot; data-original-width=&quot;516&quot; height=&quot;62&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge1dwugc4lH24moLnRLFQAOjMAnuWyAY4b2gkS0fh_vPQS2Eh7wc6VLCgqgkYdpwEJTf1u3Iz4LzXASKpMmQJIBCOY7GLM1rcaXBMq5mo0Qt2FxOgfWE_n833jS7YYs7aINGMw190UKGA2/w320-h62/self+confidence+quote.jpg&quot; title=&quot;self confidence by ideasuccessful&quot; width=&quot;320&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;h3 style=&quot;font-size: 14pt; text-align: justify;&quot;&gt;&lt;b style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 18pt; line-height: 27.6px;&quot;&gt;HOW TO MASTER THE POWER OF MIND:&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;div style=&quot;font-size: 14pt;&quot;&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;7. Try to have a peaceful mind:&lt;/span&gt;&lt;/h3&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: Merriweather; line-height: 115%;&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;As we implement these good practices in our daily lives, we
discover other ways of dealing with our minds, based on our personal
characteristics and circumstances.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-size: 14pt;&quot;&gt;In order to see these points of improvement clearly, it is
important to cultivate the habit of mental clarity, that is, avoid as much as
possible the continuous and disorganized flow of thoughts.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-size: 14pt;&quot;&gt;When you feel that there is a disorder in your mind, look for
an activity that can help organize it: listening to good music, contemplating
nature, meditating, doing breathing exercises, reciting a mantra - here
anything that works for you is worth it.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-size: 14pt;&quot;&gt;Gradually, these practices will lead you to conquer what is
called a &quot;peaceful mind&quot;: thoughts free from disorder and
restlessness and a firm imagination, able to get rid of the usual harassment of
disturbing thoughts, deceptive feelings, confusion of ideas and harmful
choices.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-size: 14pt;&quot;&gt;A peaceful mind is able to observe thoughts and mental
movements, in a dispassionate manner, as if they occurred outside
of its own consciousness. However great its quantity, difficulty or complexity,
it will not shake the tranquillity of someone who has achieved this condition.&lt;/span&gt;&lt;/p&gt;&lt;h2 style=&quot;font-size: 14pt; text-align: center;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-size: 14pt; text-align: left;&quot;&gt;CONCLUSION&lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;&quot;Our thinking is the basis of our decisions and, consequently,
of our destiny. &quot;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;So, controlling your mind is the most direct way to influence
events and adapt in the best way to unforeseen events.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;In this article, I discussed the importance of having control
of thoughts and told you what are the 7 most effective ways that help to reinforce the power of
the mind. I also list the main advantages that this domain can bring to people
and paths to reach the maximum capacity and balance of their mental system.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-size: 14pt;&quot;&gt;Once we know how our mental gears work, it becomes possible
to direct their operation towards the achievement of our dreams and goals. Each
person&#39;s limits come to depend only on his personal will and effort.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;Therefore, it is not an exaggeration to state that mind
control is at the base and directly influences your prosperity, health, quality
of life and disposition. Your thoughts are the starting point for achieving
personal evolution and for making the world a better place by helping others.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;











































































































&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;If you have any other recommendations you want to share,
just write in the comments!&lt;/p&gt;&lt;/span&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-size: 14pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 18pt; line-height: 115%; mso-bidi-font-size: 14.0pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/3716095962695667602/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2020/09/how-to-master-power-of-mind.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/3716095962695667602'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/3716095962695667602'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2020/09/how-to-master-power-of-mind.html' title='HOW TO MASTER THE POWER OF MIND'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisWAMbo5rdhpgJiEZtgoy4sD-K6SG51LgMlwBS6_1fWSRHB3N5wHMQEuDI2d-aivGVvapTdFku-i-jY5mZpI-vvZhhqW5durrGvkv-1BqrfD0vJCBBgEYwvBJd9tuaeJ_UERoXs0msd8US/s72-c/how+to+master+the+power+of+mind+.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-3001116624433197880</id><published>2020-09-22T20:13:00.007+05:30</published><updated>2021-06-27T10:29:16.290+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Strategy"/><title type='text'>15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot;&gt;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h1&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxnggmsicU5pPBHRe-D1jZYXggWQl6bl7B4AXcTP91HFc_b80FmYfXA-53CK7czC6E8v5343pirxWlo1qxM4TKOoCc-OHeMiOvuoiIJXaUVgsJGfTSQ-_2kGWOTWzd-braKXjhxpNrU-ma/s1280/15+MOST+EFFECTIVE+WAYS+TO+CONTROL+ANXIETY.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxnggmsicU5pPBHRe-D1jZYXggWQl6bl7B4AXcTP91HFc_b80FmYfXA-53CK7czC6E8v5343pirxWlo1qxM4TKOoCc-OHeMiOvuoiIJXaUVgsJGfTSQ-_2kGWOTWzd-braKXjhxpNrU-ma/s16000/15+MOST+EFFECTIVE+WAYS+TO+CONTROL+ANXIETY.jpg&quot; title=&quot;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span color=&quot;windowtext&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;T&lt;span style=&quot;font-size: medium;&quot;&gt;here are some moments and situation in life when we all feel Anxiety.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The first question ponder in our mind is what is ANXIETY?&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Technically, Anxiety is a state characterized by fear, apprehension,
malaise, discomfort, insecurity, the strangeness of the environment or of itself
and, very often, by the feeling that something unpleasant is about to happen.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;Taking all peace of mind Anxiety situation also disturb in decision making.&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Fortunately, there are many ways to handle this unpleasant and disturbing situation.&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Also Read:&amp;nbsp;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html&quot; target=&quot;_blank&quot;&gt;10 MOST EFFECTIVE WAYS TO MAKE A DECISION&lt;/a&gt;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;In addition to conventional medications, there are some
natural alternatives that can help us control anxiety. I am sharing &lt;b&gt;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&lt;/span&gt;&lt;/h1&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;1. Practice physical activities&lt;/span&gt;&lt;/h4&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Exercise is the most common and successful way to control
anxiety. Practising physical activities helps to deal with anxiety states,
because it increases the production of serotonin, a substance that increases
the sensation of pleasure.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;This alternative usually works depending on the person&#39;s
disposition, since not everyone likes to exercise.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;If you can walk every day at least for half an hour will help
you fight anxiety but if every day is not possible at least walking three times a
week, for at least half an hour, can help cope with anxiety. When you walk, you
think. The half-hour walk is a repetitive movement and you end up thinking
about the anxiety-generating points you need to work on.&lt;/span&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&lt;/span&gt;&lt;/h1&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;2. Reduce your daily stress&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;People with a tendency to anxiety need to reduce their daily
stress and there are several ways to do this. For those who are more easily
stressed, I recommend regular acupuncture sessions, in addition to meditation.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Also Read:&amp;nbsp;&lt;b&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/7-most-effective-ways-to-increase-your.html&quot; target=&quot;_blank&quot;&gt;7 MOST EFFECTIVE WAYS TO INCREASE YOUR FOCUS&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;People with anxiety also benefit from alternative
treatments such as homoeopathy and the use of &lt;a href=&quot;http://www.bachflower.com/&quot; target=&quot;_blank&quot;&gt;Bach flowers.&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Yoga also helps to reduce anxiety up to some extent and offers the possibility to learn to
control the mind and body. This control, which is achieved through a
combination of breathing, body and meditation techniques. It results in
increased flexibility, strengthened muscles, increased vitality and greater
control over stress.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;In addition to yoga, another alternative for controlling
anxiety is massaging. If you have a more oriental approach, seeking emotional
balance will be better.&lt;/span&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&lt;/span&gt;&lt;/h1&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;3. Practice Breathing Control exercises&lt;/span&gt;&lt;/h4&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;To reduce the reactions of the autonomic nervous system, we
must control breathing.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Also Read:&amp;nbsp;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html&quot; target=&quot;_blank&quot;&gt;10 MOST EFFECTIVE WAYS TO MAKE A DECISION&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;This can be done by pacing the breath and inhaling
slowly through the nose, with the mouth closed.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;When inhaling, let the abdomen expand, that is, bulge the
belly and not the chest. Then exhale slowly, expelling air through your mouth.
This can be done anywhere, anytime.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;In addition, when you are in a quiet environment and with
the possibility of lying down, use a relaxation technique.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.verywellmind.com/abdominal-breathing-2584115&quot; target=&quot;_blank&quot;&gt;Also Read: Some of the best Breathing Techniques to control Anxiety&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&lt;/span&gt;&lt;/h1&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;4. Avoid Negative Thoughts as much as possible.&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;In my personal view, negative thoughts are one of the main
reason for anxiety. In situations of anxiety, it is recommended that the person
avoid negative or any type of catastrophic thoughts.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;One should try to measure the gravity of the situation,
asking oneself whether there is an alternative form of analysis, whether we are
overestimating the degree of responsibility we have in the facts or whether we
are underestimating the degree of control we may have&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Once the situation is assessed, we must replace thoughts
about the feared event, especially the negative ones. Whenever a negative
thought starts, it should be replaced by any other thought, preferably
pleasant.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;





















&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;This is certainly not easy to do, but it is possible and it
is an important aspect, as negative thoughts and statements aggravate the
situation, intensifying autonomic responses, such as malaise and respiratory
distress.&lt;/span&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&lt;/span&gt;&lt;/h1&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;5. Add Tryptophan in your Diet&lt;/span&gt;&lt;/h4&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;To control anxiety, we can eat foods that are a source of Tryptophan, a precursor amino acid to serotonin, such as bananas and chocolate.
Another possibility is to ingest tryptophan in capsules, along with vitamin B6
and magnesium.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Other amino acids that can help are taurine and glutamine.
They increase the availability of a neurotransmitter called GABA, which the body
uses to physiologically control anxiety. They can also be taken in capsules,
but only with the guidance of a specialist doctor.&lt;/span&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&lt;/span&gt;&lt;/h1&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;6. Have some&amp;nbsp; Green tea&lt;/span&gt;&lt;/h4&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Most teas have substances that work as mild sedatives and
can help control daily anxiety. The best known and studied tea is green tea. Make a habit to include green tea part of your daily lifestyle.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&lt;/span&gt;&lt;/h1&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;7. Keep your attention on the present&lt;/span&gt;&lt;/h4&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;When your mind is fully devoted to the present moment, you
have full capacity for analysis, judgment and action; therefore, this is a good
way to control anxiety.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;When the mind randomly wanders between the past and the
future with no direction for planning, you can get lost in ideas and anxiety
can start or worsen.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Also Read:&amp;nbsp;&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/nishkam-karma-for-exam-aspirants.html&quot; target=&quot;_blank&quot;&gt;NISHKAM KARMA&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&lt;/span&gt;&lt;/h1&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;8. Be more organized&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Who lives in the mess spends time to find what they need,
accumulates useless things, hindering well-being and ends up creating feelings
of ANXIETY. Working, studying and living in a much-organized environment
helps in emotional balance and anxiety control.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Besides, people with a larger organization of their time
can make better use of it, which reduces many factors that cause
anxiety.&lt;/span&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&lt;/span&gt;&lt;/h1&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;9. Be with the one you love&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Living with loved ones, friends and knowledge that has an
affinity make all the difference in the quality of life. Those who are well live
more relaxed and less anxious.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;So try to spend some quality time with your loved ones your family member.&lt;/span&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&lt;/span&gt;&lt;/h1&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;10. Take time to care for yourself&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Setting aside some time of day for you and being able to
listen to your real needs can directly contribute to controlling anxiety.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Knowing how to look at yourself, attend to and contribute to
your life goal is an act of great power for your life. Be able to devote a
little time and energy to yourself.&lt;/span&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&lt;/span&gt;&lt;/h1&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;11. Take care of thoughts to smile more&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Pay attention to what you think, as this will have a direct
impact on your mood. Evaluate your ideas. Put an end to &quot;mental
movies&quot; of unresolved negative issues. Make yourself&amp;nbsp;&lt;span style=&quot;line-height: 115%;&quot;&gt;able to plan, program and try to be
strong, make yourself strong enough and assure yourself that you can handle the worst situation of life, and save yourself from all the negative scenario.&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;span style=&quot;font-size: large;&quot;&gt;With lighter thoughts, you will perceive the world
differently and this will help you to smile more. Laughter, a smile is good for
emotional healing, relaxes and reduces anxiety.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&lt;/span&gt;&lt;/h1&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;12. Trust yourself more&lt;/span&gt;&lt;/h4&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You are (or should be), without a doubt, your best
companion. There is no one who will be with you longer than yourself, so invest
in this beautiful &quot;partnership&quot; with yourself. Be true to yourself. Trust yourself more and believe me this will give you the strength to deal with everyday anxiety and you can tackle all ANXIETY.&lt;/span&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&lt;/span&gt;&lt;/h1&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;13. Develop Congruence&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Anyone who thinks in one way acts in another and says another thing will certainly have anxiety. Try to find a balance between what you want and what you are doing and what you are contributing so that you can keep harmony to your day.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;span style=&quot;font-size: large;&quot;&gt;What is behind your actions? What are your real intentions
in acting? Do you meet your real needs? Think carefully about these questions
and try to see what attitudes can help you.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&lt;/span&gt;&lt;/h1&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;14. Strengthen self-knowledge&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Those who know each other well, know how to respect their
limits can say &quot;no&quot; and are able to protect themselves, have less
anxiety than other people who are still learning to know themselves. Whoever
has a total acceptance of himself can think, say and act without guilt, with the total alignment of his needs.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY&lt;/span&gt;&lt;/h1&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;15. Take good care of your time before Sleep.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Before sleep don&#39;t do any action which develops agitation, worry and agony. try to control your action before your sleep so that you can sleep free from all worries. We cannot always predict what can happen just before bed, but what depends on
us must be done well.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;





















&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Try to talk about more serious matters outside of bedtime. Put
a brake to your mind,put a brake on decision-making thoughts in moments of relaxation.
Changing the life inside the head when going to sleep only generates anxiety
and loss of sleep.&lt;/span&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Conclusion&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Think good, eat good, do physical exercises, filter your thoughts and most importantly read good (Keep reading &lt;a href=&quot;http://ideasuccessful.com&quot; target=&quot;_blank&quot;&gt;IDEASUCCESSFUL.COM)&lt;/a&gt;.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/3001116624433197880/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2020/09/15-most-effective-ways-to-control.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/3001116624433197880'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/3001116624433197880'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2020/09/15-most-effective-ways-to-control.html' title='15 MOST EFFECTIVE WAYS TO CONTROL ANXIETY'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxnggmsicU5pPBHRe-D1jZYXggWQl6bl7B4AXcTP91HFc_b80FmYfXA-53CK7czC6E8v5343pirxWlo1qxM4TKOoCc-OHeMiOvuoiIJXaUVgsJGfTSQ-_2kGWOTWzd-braKXjhxpNrU-ma/s72-c/15+MOST+EFFECTIVE+WAYS+TO+CONTROL+ANXIETY.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-4304892389854804339</id><published>2020-09-22T09:06:00.005+05:30</published><updated>2021-06-27T10:29:41.422+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Strategy"/><title type='text'>8 MOST EFFECTIVE WAYS TO FIND SOLUTIONS TO PROBLEMS</title><content type='html'>&lt;p&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot;&gt;8 MOST EFFECTIVE WAYS TO FIND SOLUTIONS TO PROBLEMS&lt;/span&gt;&lt;/h1&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhRJN7DaHxqqMjMyiAjQdrxVdxcOr8se-4D4qj1ZB70nzsV7k4dyN-aQVhE9H0nOSR1xl83ScR8lwZU2GaeIXO5dx7c0AXTzsMgThjsPvKailvmMrmWkx145MloUWNAfqptRrkh7xvL5wO/s1280/8+most+effective+ways+to+find+solutions+to+problems+.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;8 MOST EFFECTIVE WAYS TO FIND SOLUTIONS TO PROBLEMS&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhRJN7DaHxqqMjMyiAjQdrxVdxcOr8se-4D4qj1ZB70nzsV7k4dyN-aQVhE9H0nOSR1xl83ScR8lwZU2GaeIXO5dx7c0AXTzsMgThjsPvKailvmMrmWkx145MloUWNAfqptRrkh7xvL5wO/s16000/8+most+effective+ways+to+find+solutions+to+problems+.jpg&quot; title=&quot;8 MOST EFFECTIVE WAYS TO FIND SOLUTIONS TO PROBLEMS&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Not everyone is usually stricken with great ideas in the
middle of the night. But many need - or want - creative solutions to work. If
this is your case, rest assured.&lt;/span&gt;&lt;br /&gt; &lt;span style=&quot;font-weight: normal;&quot;&gt;Creativity is a matter of training, according to the
psychologist, PhD and researcher Keith Sawyer, author of the book &lt;/span&gt;&lt;span&gt;&lt;a href=&quot;https://www.amazon.in/Zig-Zag-Surprising-Greater-Creativity-ebook/dp/B00BG62E9C/ref=as_li_ss_tl?dchild=1&amp;amp;keywords=the+surprising+path+to+greater+creativity&amp;amp;qid=1600672191&amp;amp;sr=8-1&amp;amp;linkCode=ll1&amp;amp;tag=tudo05-21&amp;amp;linkId=d8a8b8347e76522a17d0f1f5aa86f74f&quot; target=&quot;_blank&quot;&gt;Zig Zag: TheSurprising Path to Greater Creativity.&lt;/a&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;(Must Read)&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;



&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;In his book, Sawyer points out a path that only requires
dedication and discipline in order to have good insights. Based on his ideas -
and on a text published in the magazine Inc. -, below are an eight-step roadmap to
increase the capacity to find unusual solutions to problems and even to create
new products in the market.&lt;/span&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Also Read: &lt;b&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/unleashyourcreativity.html&quot; target=&quot;_blank&quot;&gt;UNLEASH YOUR CREATIVITY&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;8 MOST EFFECTIVE WAYS TO FIND UNUSUAL SOLUTIONS TO PROBLEMS&lt;/span&gt;&lt;/h2&gt;

&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;1. Ask the right question.&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;a) Before you ask “but what is the right question”, here are
some techniques to find out for yourself: without thinking too much, make a
list of ten different questions that can be used to solve the same question.
Try different points of view. Example: if you want a more efficient mousetrap,
instead of asking yourself: &quot;How do I create a more efficient
mousetrap?&quot;, You can ask: &quot;How can I make my garden more attractive
to rats than my home?&quot; or &quot;What would the mice like to eat?&quot;,
among others.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;b) Uncover the hassles of everyday life.&amp;nbsp;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;That is, be
critical of the products or situations you encounter on a daily basis. Make a
list of what you don&#39;t like and why. What are the possible ways of solving these problems?&lt;/span&gt;&lt;/p&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;c) Do something new and test other purposes.&amp;nbsp;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Only after
putting action into practice, you will really know how it can be used. Before
that, they are just guesses. So, once you have an idea, think of alternative
ways to apply it, in addition to the first purpose that led you to develop it.&lt;/span&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;8 MOST EFFECTIVE WAYS TO FIND SOLUTIONS TO PROBLEMS&lt;/span&gt;&lt;/h2&gt;

&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;2. Become an expert.&lt;/span&gt;&lt;/h3&gt;

&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Research shows that to become an expert on something, you
need to practice it for ten thousand hours - just once or another, it doesn&#39;t
work. According to Sawyer, only exhaustive knowledge of a subject can generate
something new around it. For this, some possible methods.&lt;br /&gt;Already emphasized on mastering the domain in &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/unleashyourcreativity.html&quot; target=&quot;_blank&quot;&gt;7 STEPS TO BECOME CREATIVE&lt;br /&gt;&lt;/a&gt;But How?&lt;/span&gt;&lt;/div&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;a) Watch inspiring &lt;a href=&quot;https://www.ted.com/talks&quot; target=&quot;_blank&quot;&gt;TED talks&lt;/a&gt; to get inspired.&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Listen to wonderful people and their wonderful speeches must help you in several dimension. Listening to them is like surrounding yourself with wonderful productive people and it will enhance your productivity and your way of thinking.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;b) Know a subject in several different ways, think subject in different ways, try to think from a different angle. For example, if
you want to learn about a profession, research about the country in which it
originated, read the biography of someone in the field with an established
career, see films about the historical period, find out the sector&#39;s average
remuneration concerning the market whatever else your creativity allows.&lt;/span&gt;&lt;/p&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;c) Adopt a mentor.&amp;nbsp;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Someone who knows more than you about the
topic and is available to teach you.&lt;/span&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;8 MOST EFFECTIVE WAYS TO FIND SOLUTIONS TO PROBLEMS&lt;/span&gt;&lt;/h2&gt;

&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;3. Always be open and attentive.&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Paying attention to what happens around you and making
connections with other themes and possibilities is essential for training
creativity. Do not just stick to what has a clear purpose at that moment, but
remain available for meetings, readings and unpretentiously experiences. The
advice is to say &quot;yes&quot; to almost all invitations - explicit or not.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;For example, a friend wants to introduce you to another
friend. Accept. Someone you met recommended a reading that has nothing to do
with your area of ​​interest or practice. Buy the book and take at least a
look. Heard someone you like to talk about a movie that tells a real story
you&#39;ve never heard of, go to the cinema to check it out.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;This exercise keeps you out of autopilot, helps to keep your
gaze clear.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Another tip is to not stop at stereotyped definitions of
people, products or stories. Instead of believing what you have been told, seek
information until you form your own impression on the topic.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Even if you do not use this knowledge acquired immediately,
they are kept in your mental files and, suddenly, are remembered and help you
in creating something new in the future.&lt;/span&gt;&lt;/p&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;a) Create your own luck.&lt;/span&gt;&lt;/h4&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The research presented in some books shows that people who
describe themselves as lucky tend to perceive what happens around them more
than unhappy and pessimistic people. They also tend to be more curious, while
those who don&#39;t believe in their own luck are more tense and so focused on
immediate results that they miss opportunities that escape the script.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;b) Don&#39;t be discouraged if things go wrong.&lt;/span&gt;&lt;/h4&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Before a big invention, in general, there are dozens or
hundreds of failed attempts. Didn&#39;t it go as expected? Study the case, learn
from what didn&#39;t work and move on.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;c) Play with toys.&lt;/span&gt;&lt;/h4&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;According to the author, these children&#39;s objects are great
for stimulating unusual connections. She says that companies that encourage the
creativity of their employees often have toys scattered around the
environments.&lt;/span&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;8 MOST EFFECTIVE WAYS TO FIND SOLUTIONS TO PROBLEMS&lt;/span&gt;&lt;/h2&gt;

&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;4. Relax your mind and imagine&amp;nbsp;&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;When you allow yourself to think about things that don&#39;t
exist, your mind can wander and your subconscious has time to work. That is why
time off work is so important to boost your creativity.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;a) Imagine the future.&lt;/span&gt;&lt;/h4&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Do the exercise of imagining how you will be in five years
and what you will have to do to be this. Then, list the obstacles you may
encounter along the way and create solutions for them.&lt;/span&gt;&lt;/p&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;b) Leave something unfinished at the end of the day.&lt;/span&gt;&lt;/h4&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Sawyer says that not finishing a task can help him start
over the next day. After some time away from the subject, when looking again at
the same topics, the tendency is that the new look helps to generate creative
ideas.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;c) Start some to practice something new.&lt;/span&gt;&lt;/h4&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Take the risk of learning something you didn&#39;t know how to
do before. It can be a sport, an art, a logical exercise, the important thing
is to venture into a new environment.&lt;/span&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;8 MOST EFFECTIVE WAYS TO FIND SOLUTIONS TO PROBLEMS&lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;5. Generate ideas.&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;This is the part where you start to effectively formulate
ideas.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;a) Imagine different applications for an object.&amp;nbsp;&lt;/span&gt;&lt;/h4&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;A pen can
also, be a hairpin (similar to those sticks that hold buns). You can also act as
a ruler, as a support for drawing a straight line. A glass bottle can not only
hold liquids but can also function as a flower vase.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Spend a few minutes on this game of imagining different
functions for a product. No matter how stupid your idea looks.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;b) Make free associations between words.&amp;nbsp;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Without thinking
too much, let one word pull the other through different connections. For
example, if you think of one food, then you can think of another. Then,
associate the sound of the word to another. Then, remember the verse of a song
with that last one. And so on. Uncensored&lt;/span&gt;&lt;/p&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;c) Set a time to exercise creativity.&amp;nbsp;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Take a few minutes in
your daily schedule, preferably at the same time, to write down the ideas that
come to mind on paper, without worrying about their nature. At this point,
avoid thinking about pending issues or commitments. Leave your mind as
unoccupied and free as you can for ideas to spring up.&lt;/span&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;8 MOST EFFECTIVE WAYS TO FIND SOLUTIONS TO PROBLEMS&lt;/span&gt;&lt;/h2&gt;

&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;6. List ideas.&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/h3&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;a) Create stories.&amp;nbsp;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;One method is to choose three random
words - or ask someone to choose them for you - and create a short narrative
that involves them all. Another possibility is to take the same page number and
look for it in three books. Select a sentence from each one and form a
paragraph that makes sense.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;b) Use analogies.&amp;nbsp;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Describe objects not by their obvious
characteristics, but by the application they offer. Look for unusual ways to
explain what a notebook is, for example. Instead of saying that it is a pile of
leaves bound by a spiral, you can say that it is a place where people make the
records they want, like an improvised and unique book. Repeat the operation
several times, on the same product.&lt;/span&gt;&lt;/p&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;c) Approach people other than you.&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;People with professions
that you don&#39;t know well, such as those you don&#39;t identify with. Or from other
cities and countries. Join those who have a religion you disagree with. In all
cases, try to understand how that person sees the world. What elements can this
perspective add to your points of view?&lt;/span&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;8 MOST EFFECTIVE WAYS TO FIND SOLUTIONS TO PROBLEMS&lt;/span&gt;&lt;/h2&gt;

&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;7. Choose the best ideas.&lt;/span&gt;&lt;/h3&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;a) List all your ideas.&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Take the list of ideas that you have produced up to this
stage and make them compete with each other. One is good, but the other is
better. Then, the good is eliminated.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;b) Ready to accept criticism.&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Play the devil&#39;s advocate and think of all the criticisms
that this idea may suffer. What can make it go wrong? Anticipate problems to
solve them already.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h4 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;c) Do this as much as you can.&amp;nbsp;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;There is no time when the
idea will be ready. What determines that the improvement of the idea is
interrupted, in general, is the deadline. As long as you have time, work on it.
You can always improve.&lt;/span&gt;&lt;/p&gt;&lt;h2 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;8 MOST EFFECTIVE WAYS TO FIND SOLUTIONS TO PROBLEMS&lt;/span&gt;&lt;/h2&gt;

&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;8. Do something concrete with your idea.&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;It can be a drawing, a collage or a three-dimensional
object. It doesn&#39;t matter if you don&#39;t have your artistic streak developed.
What counts is the exercise of transforming problems and questions into images.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Even if your question is abstract, like the relationship
with another person, translate your feelings and questions into doodles, shapes
or even a cartoon. This exercise literally helps to shape ideas.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/4304892389854804339/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2020/09/8-most-effective-ways-to-find-solutions.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/4304892389854804339'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/4304892389854804339'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2020/09/8-most-effective-ways-to-find-solutions.html' title='8 MOST EFFECTIVE WAYS TO FIND SOLUTIONS TO PROBLEMS'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhRJN7DaHxqqMjMyiAjQdrxVdxcOr8se-4D4qj1ZB70nzsV7k4dyN-aQVhE9H0nOSR1xl83ScR8lwZU2GaeIXO5dx7c0AXTzsMgThjsPvKailvmMrmWkx145MloUWNAfqptRrkh7xvL5wO/s72-c/8+most+effective+ways+to+find+solutions+to+problems+.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-4212092177092890185</id><published>2020-09-20T22:26:00.004+05:30</published><updated>2021-06-27T10:30:03.595+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Strategy"/><title type='text'>DISCOVER WHAT YOU WANT</title><content type='html'>&lt;h1&gt;&lt;span color=&quot;windowtext&quot; style=&quot;line-height: 115%; mso-bidi-font-size: 14.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-IN;&quot;&gt;DISCOVER WHAT
YOU WANT!&lt;/span&gt;&lt;/h1&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;One of the most important steps to having everything you dream of is exactly knowing what you really want.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Also read: &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/life-is-full-of-surprises-and-miracles.html&quot; target=&quot;_blank&quot;&gt;LIFE IS FULL OF SURPRISES AND MIRACLES&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;It seems a little strange to say that, but not knowing what you want is very common to happen.&lt;br /&gt;What happens is that we are practically trained to follow a certain way of life because it is what is known as truth, it is what everyone thinks is the right thing to do.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Following this predetermined script, we ended up ignoring what we really want. Many people don&#39;t even know what their dreams are or what they want.&lt;br /&gt;So, that is why having clarity is the first step to making all your dreams come true. Being clear about who you are, what you believe and what you want is the basis of any future achievement.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Discover what you want: Decide who you are&lt;/span&gt;&lt;/h3&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Many people don&#39;t even know who they are, did you?&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: x-large;&quot;&gt;&lt;i&gt;&quot;Knowing yourself is the beginning of all Wisdom.&quot;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: xx-large;&quot;&gt;&lt;i&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; --Aristotle&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;I say this from experience. A year and a half ago, I suddenly stopped and realized that I didn&#39;t know anything about myself. I didn&#39;t know what I liked, what I didn&#39;t like, what I wanted or didn&#39;t want, I didn&#39;t know my values, what I believe in or what was important to me.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;It is good you ask yourself what you like, what you don’t like.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Why keep accepting things whether asking yourself whether you want it or not?&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Without knowing these simple but essential things, we end up being just a repetition of what is common sense in the world.&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Find out&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;who you are?&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;what you really like?&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;what you don&#39;t like?&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;what your values are?&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;what you wouldn&#39;t give up for anything?&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;which is not important to you?&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;and start exercising who you really are?&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Ask this every day everymoment until you get answer.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;From that discovery, you will be able to make everything else make sense. Knowing who you are, you will also know what lifestyle suits you and what work is all about that life of your dreams.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Want a quick workout to start putting into practice? Make two lists, one of the things you like and one of the things you don&#39;t like. First things will come simple, but over time this list will start to become complex and complete and you will understand certain decisions that you have already made in life.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Then start putting your values on paper, such as honesty, freedom, perfectionism, security, stability, adventure, family. Compare your values, which is more important than the other (would you do something of dubious honesty for stability? Or is there nothing that deserves you to give up your honesty?).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Discover what you want: Decide what you want&lt;/span&gt;&lt;/h3&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;The second step in this wonderful self-discovery that will change your life is to find out what you want.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;What you want both in general and specifically in your life.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Let&#39;s take an example;Do you want to have a family?&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Do you want to have your business?&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;or have a steady job?&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Are you going to have children?&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Do you want to own a home?&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Do you want to live travelling the world?&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;Remember, there is nothing in this world that you need to do.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Nothing is required. You are not required to have children and a family because everyone else does. You are also not required to own your own property because everyone does it. You are not even required to have a steady job.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;You must be happy! To live your life the way you want it and the way that makes sense to you.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Specifically, decide what kind of work you want to have, what lifestyle you want, where you will live, if you will live somewhere fixedly, how you will make money.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;If you are going to have a business, decide which one and how that business will fit into the lifestyle you want to have.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Don&#39;t worry, route changes can be made at any time and are much easier to handle when you know what you want.&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Discover what you want:Decide what you don&#39;t want&lt;/span&gt;&lt;/h3&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;This is a crucial point: you need to know what you don&#39;t want.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;This is more important than knowing what you want because you will always want something. But what you don&#39;t want is more difficult, because you will probably only know when it happens to you or when you at least reflect on it.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;For an example you will only know that you do not want to have children when you really stop to analyze this. Or you&#39;ll know that you don&#39;t want to have a steady job and a boss when you have one. Or you will know that you do not want to own a property when you discover that what you really want is to live travelling the world or to live in different countries every two years, whatever.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;So it is essential to do the first two steps first.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;Just as important and related to what you don&#39;t want is to know what you are willing to lose to get what you want.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Many people make certain decisions without reflecting on their consequences and end up losing things they did not want to lose.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;For example, if your dream is to live travelling the world, you will probably lose contact with your family and friends. You will miss important moments, holidays and events.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;So you need to reflect on what you are willing to lose to make your dreams come true. Suddenly you may find that you don&#39;t want to lose what you are likely to lose in order to get what you want and then you discover that your dream was not really a dream.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;It takes courage and determination to get rid of what you don&#39;t want and let go of what you are willing to lose to make dreams come true, but the effort is certainly rewarded for knowing that a goal has been achieved.&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;So, did you like it?&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Do you already know what you want?&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;What are your dreams?&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;What are you willing to lose to make this dream come true?&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;I hope either you have answer or soon you will get an answewr.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium; text-align: justify;&quot;&gt;Other must-read posts by&amp;nbsp;&lt;a href=&quot;https://www.ideasuccessful.com/&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;IDEASUCCESSFUL.COM&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;1.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/neet-2020-strategy-top-secret-revision.html&quot; target=&quot;_blank&quot;&gt;NEET 2020 STRATEGY:&amp;nbsp; Top Secret Revision Strategy to become Topper&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; 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target=&quot;_blank&quot;&gt;IT’S TIME TO GET RID OF ALL THE UNNECESSARY WEIGHT FOR IIT-JEE &amp;amp; NEET 2020&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;6.&lt;span style=&quot;background-color: #fafafa; text-align: center;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/unleashyourcreativity.html&quot; target=&quot;_blank&quot;&gt;UNLEASH YOUR CREATIVITY&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/p&gt;&lt;div style=&quot;color: windowtext;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/4212092177092890185/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2020/09/discover-what-you-want.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/4212092177092890185'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/4212092177092890185'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2020/09/discover-what-you-want.html' title='DISCOVER WHAT YOU WANT'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-8353930331664367660</id><published>2020-09-20T12:20:00.006+05:30</published><updated>2021-06-27T10:30:24.228+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Strategy"/><title type='text'>10 MOST EFFECTIVE WAYS TO MAKE A DECISION</title><content type='html'>&lt;h1 style=&quot;text-align: center;&quot;&gt;10 MOST EFFECTIVE WAYS TO MAKE A DECISION&lt;/h1&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxWysctMv9YxNbd_64JFRP3H3J0PO8L1AdLI9B7BrtQS3ahbv5dDK1Q5XU3CRLgIbt3HlgtGYBqJoWEJeFXP8-dclUoIOl6thGKmiEkPDJQ2AYb2eL2mMwunGSKxTh_JKzOwIT806lW6Ys/s1280/10+MOST+EFFECTIVE+WAYS+TO+MAKE+A+DECISION.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;10 MOST EFFECTIVE WAYS TO MAKE A DECISION&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxWysctMv9YxNbd_64JFRP3H3J0PO8L1AdLI9B7BrtQS3ahbv5dDK1Q5XU3CRLgIbt3HlgtGYBqJoWEJeFXP8-dclUoIOl6thGKmiEkPDJQ2AYb2eL2mMwunGSKxTh_JKzOwIT806lW6Ys/s16000/10+MOST+EFFECTIVE+WAYS+TO+MAKE+A+DECISION.jpg&quot; title=&quot;10 MOST EFFECTIVE WAYS TO MAKE A DECISION&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;During life, we ​​are all
challenged to make decisions all the time. From small things to the most
complex, decision making can become a heavy burden for some people.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;



&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Thinking about this impasse, I
created this article with &lt;b&gt;10 MOST EFFECTIVE WAYS&lt;/b&gt; to help you in your decision making
process.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html&quot;&gt;Set a deadline&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html&quot; target=&quot;_blank&quot;&gt;Change the perspective&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html&quot; target=&quot;_blank&quot;&gt;Evaluate contrary opinions&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html&quot; target=&quot;_blank&quot;&gt;Avoid analytical paralysis&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html&quot; target=&quot;_blank&quot;&gt;Understand the logic of the decision&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html&quot; target=&quot;_blank&quot;&gt;Assess fear interference&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html&quot; target=&quot;_blank&quot;&gt;Avoid deciding on impulse&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html&quot; target=&quot;_blank&quot;&gt;Try to limit your choices&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html&quot; target=&quot;_blank&quot;&gt;Access your life story&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html&quot; target=&quot;_blank&quot;&gt;Practice meditation&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14.6667px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;1.SET A DEADLINE&lt;/span&gt;&lt;/h3&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;One way to create some pressure
for you to make a decision is to set a deadline for reaching a verdict on the
matter. In this way, you concentrate your efforts &lt;a href=&quot;https://www.ideasuccessful.com/2020/09/7-most-effective-ways-to-increase-your.html&quot; target=&quot;_blank&quot;&gt;(LEARN HOW TO CONCENTRATE)&lt;/a&gt; during the established period.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Try to set realistic deadlines.
Avoid giving too long a time for decisions that are short-term. Once you&#39;ve set
the deadline, make a commitment and do everything in your power to be able to
decide by then.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;2. CHANGE THE PERSPECTIVE&lt;/span&gt;&lt;/h3&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;When we need to make a decision,
we adopt a perspective. Try to clearly identify which perspective you have
taken to analyze the problem. Once identified, change the perspective to see if
your opinion changes.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;For example, you may want to make
a decision regarding a job change and have adopted the financial gain
perspective. Thus, you tend to decide to change jobs motivated only by a higher
salary.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Try to adopt the perspective of
professional development, and think about whether the new job you want will
allow you to grow as much as the current one. Assess whether you are still
comfortable with changing jobs.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;(&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/unleashyourcreativity.html&quot; target=&quot;_blank&quot;&gt;LEARN HOW TO BE CREATIVE AND CHANGE THE PERSPECTIVE&lt;/a&gt;)&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;3. EVALUATE CONTRARY OPTIONS&lt;/span&gt;&lt;/h3&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-weight: normal;&quot;&gt;Ask someone you trust to play the
devil&#39;s advocate. Present the problem as impartially as possible, and ask the
person to come up with arguments that support a contrary opinion.&lt;/span&gt;&lt;/h3&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Avoid asking questions of the
person seeking to confirm their opinion on the matter. Be sure to present all
the data about it, even those that support an opinion contrary to yours.&lt;/span&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;4. AVOID ANALYTICAL PARALYSIS&lt;/span&gt;&lt;/h3&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Depending on your personality
type, it may take a long time to make a decision because you believe you need
to analyze all the probabilities involved. Be careful not to fall into this
mental trap.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;o:p&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;span&gt;If this is your case, try to take
a moment without thinking about the problem. Set a deadline for this. Define
that you will not think about the issue for the next 5 days, for example. If
necessary, include activities in your agenda to occupy your mind, preventing
you from thinking about the issue.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;o:p&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;span&gt;At the end of the term,
re-evaluate your decision. See if anything has changed.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;h3&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;
5. UNDERSTAND THE LOGIC OF THE DECISION&lt;/span&gt;&lt;/h3&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Many people avoid deciding
something important because deep down they know that by saying yes to
something, they will be saying no to another. Sometimes we don&#39;t know how to
deal with the feeling of loss and we end up procrastinating the decision.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If you are thinking about
changing jobs, you may internally regret losing a good working environment
where most people are friendly. This can generate a conflict that prevents the
decision.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;If this is your case, try to
understand that in the whole decision there is something that we choose to
leave behind. Take responsibility for the decision and face the consequences of
your decision openly.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;b&gt;&quot;TAKE A DECISION AND MAKE IT RIGHT&quot;&lt;/b&gt;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;6. ACCESS FEAR INTERFERENCE&lt;/span&gt;&lt;/h3&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuzCcyUAVEqeaEllGC95uY2IzQ-xmd6irWur-pMY2gQYuwMekwu9Zazb0CQtn1eXgGwTKwLrjxCZMwW3HRh7khJxBnA54yiwAd5Rrnwotw5_r3VIJJRHC3DoCrfH-cUbIZoL0K2ns8qIAx/s509/10+most+effective+ways.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;10 most effective ways&quot; border=&quot;0&quot; data-original-height=&quot;161&quot; data-original-width=&quot;509&quot; height=&quot;126&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuzCcyUAVEqeaEllGC95uY2IzQ-xmd6irWur-pMY2gQYuwMekwu9Zazb0CQtn1eXgGwTKwLrjxCZMwW3HRh7khJxBnA54yiwAd5Rrnwotw5_r3VIJJRHC3DoCrfH-cUbIZoL0K2ns8qIAx/w400-h126/10+most+effective+ways.jpg&quot; title=&quot;10 most effective ways&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;One of the most common reasons
for avoiding making a decision is fear. It may be the fear of possible regret
after making a decision. Or it could be the fear of the unknown for not knowing
the future consequences.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;o:p&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;span&gt;Fear related to issues of
survival has accompanied the evolution of human beings since the time of caves.
Ponder what grounds for fear you may be feeling. As appropriate, build up the
courage to move forward.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;7. AVOID DECIDING ON IMPULSE&lt;/span&gt;&lt;/h3&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;According to your personality,
you can be one of those people who prefer to decide on impulse. Be careful not
to allow only emotions to determine the paths of your life.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;In this case, try to make an
effort to give your rational side time to absorb the idea. During this time,
plan your decision calmly by putting your ideas down on paper whenever
possible.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;8. TRY TO LIMIT YOUR CHOICES&lt;/span&gt;&lt;/h3&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Another reason that many people
find it difficult to decide is the many options available. If your mind is very
fertile and creative, the options can tend to infinity in the face of the need
to make a decision.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;o:p&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;span&gt;Try to limit the universe of
options to a number that is easy to deal with. The idea is to deal with as few
options as possible, to ensure that your mind will not freeze. Dealing with 3
options would be ideal, if possible.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;9. ASSESS YOUR LIFE STORY&lt;/span&gt;&lt;/h3&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;When facing a difficult decision,
try to investigate if there is no similar situation in your past. The situation
doesn&#39;t have to be exactly the same, the important thing is to remember how you
felt before and after the decision.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;10. &lt;a href=&quot;https://www.mindful.org/how-to-meditate/&quot; target=&quot;_blank&quot;&gt;PRACTICE MEDITATION&lt;/a&gt;&lt;/span&gt;&lt;/h3&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span&gt;It&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;’&lt;/span&gt;&lt;span&gt;s a
well known and several times verified fact that Peace of mind is one of the
bases for us to make sound decisions. I have also stated the importance of meditation
in my previous post. So try to make it a habit to meditate regularly. Thus, you
can reach a decision from a calm state of mind.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;o:p&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;span&gt;Start with a small slice of time
and work it up gradually. The important thing is to keep the practice constant
in order to enjoy its benefits. Do not be surprised if the decision becomes
clearer as a result of the practice.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;(&lt;b&gt;Humble Request:&lt;/b&gt; If you really enjoy reading this article, do share it on Facebook, Twitter or any social media Platform )&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;#5 BESTSELLER BOOKS TO HELP YOU
IN DECISION MAKING (MUST READ)&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;If you are interested in knowing
more about the subject, I am suggesting some books, so you can continue to
deepen your knowledge on the subject.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;p style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp; &amp;nbsp;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;span style=&quot;font-size: medium; text-align: justify;&quot;&gt;&lt;span style=&quot;text-indent: -18pt;&quot;&gt;1.&lt;/span&gt;&lt;span style=&quot;font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; text-indent: -18pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;https://www.amazon.in/Art-Decision-Making-Mirrors-Imagination/dp/0471497185/ref=as_li_ss_tl?dchild=1&amp;amp;keywords=art+of+decision+making&amp;amp;qid=1600582486&amp;amp;sr=8-1-spons&amp;amp;psc=1&amp;amp;smid=A1RZ81YYA4SDTS&amp;amp;spLa=ZW5jcnlwdGVkUXVhbGlmaWVyPUExQUZVTjlXWUFKUjE2JmVuY3J5cHRlZElkPUEwMDE3ODc3MkJGTkZaSFRZU1pRWSZlbmNyeXB0ZWRBZElkPUEwNTYyMjQ0MlAzWU5LWldJT0lVTSZ3aWRnZXROYW1lPXNwX2F0ZiZhY3Rpb249Y2xpY2tSZWRpcmVjdCZkb05vdExvZ0NsaWNrPXRydWU=&amp;amp;linkCode=ll1&amp;amp;tag=tudo05-21&amp;amp;linkId=5a8114ecab4d5469ca2370c037c10fd9&quot; style=&quot;text-indent: -18pt;&quot; target=&quot;_blank&quot;&gt;TheArt of Decision Making&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;&quot;&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;&quot;&gt;&lt;div&gt;&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;2.&lt;span style=&quot;font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;https://www.amazon.in/Power-Decision-Step-Step-Indecision-ebook/dp/B004DI7I6E/ref=as_li_ss_tl?dchild=1&amp;amp;keywords=decision+power&amp;amp;qid=1600582572&amp;amp;sr=8-5&amp;amp;linkCode=ll1&amp;amp;tag=tudo05-21&amp;amp;linkId=4022d5f3727e23bef7a48a42ffde9577&quot; target=&quot;_blank&quot;&gt;Decisionpower (Must Read)&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;&quot;&gt;&lt;div&gt;&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;3.&lt;span style=&quot;font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;https://www.amazon.in/Blink-Thinking-Without-Gladwell-2001-08-07/dp/B015YM4Q7Q/ref=as_li_ss_tl?dchild=1&amp;amp;keywords=Blink&amp;amp;qid=1600576373&amp;amp;sr=8-1&amp;amp;linkCode=ll1&amp;amp;tag=tudo05-21&amp;amp;linkId=9f95b06fa59bf2709c5c655b3c6067b1&quot; target=&quot;_blank&quot;&gt;Blink
- Malcolm Gladwell&#39;s decision at a glance (ENGLISH)&lt;/a&gt; &amp;amp; &lt;a href=&quot;https://www.amazon.in/Blink-Turant-Nirnay-lene-Shakti/dp/9389647851/ref=as_li_ss_tl?dchild=1&amp;amp;keywords=Blink&amp;amp;qid=1600576373&amp;amp;sr=8-3&amp;amp;linkCode=ll1&amp;amp;tag=tudo05-21&amp;amp;linkId=2f503a61c1f032fcb9d9a6ad82db07e9&quot; target=&quot;_blank&quot;&gt;(HINDI)&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote style=&quot;border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;&quot;&gt;&lt;div&gt;&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;4.&lt;span style=&quot;font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;https://www.amazon.in/Smart-Choices-Practical-Making-Decisions/dp/1633691047/ref=as_li_ss_tl?dchild=1&amp;amp;keywords=smart+decision&amp;amp;qid=1600582824&amp;amp;sr=8-1&amp;amp;linkCode=ll1&amp;amp;tag=tudo05-21&amp;amp;linkId=8ebab5c3667bba7370a59e9acf76b759&quot; target=&quot;_blank&quot;&gt;Smartdecisions by John S. Hammond&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp; 5.&amp;nbsp; &amp;nbsp; &lt;a href=&quot;https://www.amazon.in/Art-Thinking-Clearly-Rolf-Dobelli/dp/144475954X/ref=as_li_ss_tl?dchild=1&amp;amp;keywords=art+of+decision+making&amp;amp;qid=1600582486&amp;amp;sr=8-4&amp;amp;linkCode=ll1&amp;amp;tag=tudo05-21&amp;amp;linkId=a765c4191af089f1eab45583ebbdb586&quot; target=&quot;_blank&quot;&gt;The art of thinking clearly&amp;nbsp;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;/blockquote&gt;&lt;div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;















































































































&lt;/p&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: large; text-align: justify;&quot;&gt;Other must-read posts by&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;font-size: large; text-align: justify;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/&quot; style=&quot;font-size: large; text-align: justify;&quot; target=&quot;_blank&quot;&gt;IDEASUCCESSFUL.COM&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;1.&lt;/span&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/neet-2020-strategy-top-secret-revision.html&quot; style=&quot;text-align: justify;&quot; target=&quot;_blank&quot;&gt;NEET 2020 STRATEGY:&amp;nbsp; Top Secret Revision Strategy to become Topper&lt;br /&gt;&lt;/a&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;2.&lt;/span&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/nishkam-karma-for-exam-aspirants.html&quot; style=&quot;text-align: justify;&quot; target=&quot;_blank&quot;&gt;NISHKAM KARMA FOR EXAM ASPIRANTS&lt;br /&gt;&lt;/a&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;3.&lt;/span&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/motivation-for-neet-2020-dream.html&quot; style=&quot;text-align: justify;&quot; target=&quot;_blank&quot;&gt;MOTIVATION FOR NEET 2020: DREAM EVAPORATES&lt;br /&gt;&lt;/a&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;4.&lt;/span&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/your-blood-will-boil.html&quot; style=&quot;text-align: justify;&quot; target=&quot;_blank&quot;&gt;BLOOD BOIL: REAL MOTIVATION&lt;br /&gt;&lt;/a&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;5.&lt;/span&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/its-time-to-get-rid-of-all-unnecessary.html&quot; style=&quot;text-align: justify;&quot; target=&quot;_blank&quot;&gt;IT’S TIME TO GET RID OF ALL THE UNNECESSARY WEIGHT FOR IIT-JEE &amp;amp; NEET 2020&lt;br /&gt;&lt;/a&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;6.&lt;/span&gt;&lt;span style=&quot;background-color: #fafafa; text-align: center;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/unleashyourcreativity.html&quot; target=&quot;_blank&quot;&gt;UNLEASH YOUR CREATIVITY&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;pre class=&quot;tw-data-text tw-text-large XcVN5d tw-ta&quot; data-placeholder=&quot;Translation&quot; dir=&quot;ltr&quot; id=&quot;tw-target-text&quot; style=&quot;border: none; line-height: 36px; margin-bottom: -2px; margin-top: -2px; overflow-wrap: break-word; overflow: hidden; padding: 2px 0.14em 2px 0px; position: relative; resize: none; unicode-bidi: isolate; width: 277px;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;1.&lt;br /&gt;&lt;/p&gt;

&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;color: #222222; font-size: 28px; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/pre&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/8353930331664367660/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/8353930331664367660'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/8353930331664367660'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2020/09/10-most-effective-ways-to-make-decision.html' title='10 MOST EFFECTIVE WAYS TO MAKE A DECISION'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxWysctMv9YxNbd_64JFRP3H3J0PO8L1AdLI9B7BrtQS3ahbv5dDK1Q5XU3CRLgIbt3HlgtGYBqJoWEJeFXP8-dclUoIOl6thGKmiEkPDJQ2AYb2eL2mMwunGSKxTh_JKzOwIT806lW6Ys/s72-c/10+MOST+EFFECTIVE+WAYS+TO+MAKE+A+DECISION.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-436449991369908635</id><published>2020-09-18T19:50:00.006+05:30</published><updated>2021-06-27T10:30:58.055+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Strategy"/><title type='text'>7 MOST EFFECTIVE WAYS TO INCREASE YOUR FOCUS</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;h1 align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot;&gt;7
MOST EFFECTIVE WAYS TO INCREASE YOUR FOCUS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h1&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRB8RKh3nM35K3GaJOOYgIJOvn8PsERfV96LsnkhMdEPqt__pxmV3SNvANJ7be4gowq9zPCdhBask5vOL0bcg7e0aaIZw7dYWitpzsjvRQU-WG9iUeoBRTv3Xm1l36pfkFnyetbpBe89lf/s1280/7+ways+to+increase+your+focus+.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;7 MOST EFFECTIVE WAYS TO INCREASE YOUR FOCUS&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRB8RKh3nM35K3GaJOOYgIJOvn8PsERfV96LsnkhMdEPqt__pxmV3SNvANJ7be4gowq9zPCdhBask5vOL0bcg7e0aaIZw7dYWitpzsjvRQU-WG9iUeoBRTv3Xm1l36pfkFnyetbpBe89lf/s16000/7+ways+to+increase+your+focus+.jpg&quot; title=&quot;7 MOST EFFECTIVE WAYS TO INCREASE YOUR FOCUS&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;mso-fareast-language: EN-IN; mso-no-proof: yes;&quot;&gt;&lt;br /&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Well before start, I am going to ask you one question and
before asking that question I am telling one scientific fact about light, that
it is an ELECTROMAGNETIC WAVE and consist of energy packets.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;So the fact is light consist of Energy.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Now my question is &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Can you burn a piece of paper by using sunlight?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;For some of you, it seems impossible but with the help of
FOCUS and projecting light in the proper orientation by using proper technology
this is Possible.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqQcuACo2ybKouNyxjI-xCgECTzRtIpVwUMyM6c4gmtVUtcZD4TpNDANsvHAXl22i_ANW2Rprz5WkTkt1ywNajUWegE28oul6btmMNJErhshdNMZC7SywzYnLCUNNxSSUnbygSpT34H6a7/s1280/POWER+OF+FOCUS+.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;Power of Focus by Ideasuccessful&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqQcuACo2ybKouNyxjI-xCgECTzRtIpVwUMyM6c4gmtVUtcZD4TpNDANsvHAXl22i_ANW2Rprz5WkTkt1ywNajUWegE28oul6btmMNJErhshdNMZC7SywzYnLCUNNxSSUnbygSpT34H6a7/w400-h225/POWER+OF+FOCUS+.jpg&quot; title=&quot;Power of Focus by Ideasuccessful&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;mso-fareast-language: EN-IN; mso-no-proof: yes;&quot;&gt;&lt;br /&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;This is the magic of FOCUS that what seems impossible
earlier becomes possible.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;By focusing one trade at a time you can become Master of all
trade one by one and can UNLEASH YOUR CREATIVITY (How to unleash your Immense
creativity can read &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;here)&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You can expand your ability to focus in almost any situation.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Concentration, which at work is also called
&quot;focus&quot;, is a necessary skill for our life. From the conclusion of a
master&#39;s thesis to the instructions given by your boss, going through the
organization of the day&#39;s agenda, without focus you cannot do everything well.
Many professionals and students find it difficult to concentrate - and are
distracted for nothing on the internet, in parallel conversations or with
messages that come through the smartphone - and, with this, they do not know which
tasks to prioritize or how to organize them.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The good news for those who have difficulty concentrating is
that this skill can be developed, like so many others. Motivation expert &lt;b&gt;Samuel
Edwards&lt;/b&gt;, in an article published in &lt;b&gt;Business Insider&lt;/b&gt;, gives seven
basic tips for anyone who wants to “focus”&lt;/span&gt;&lt;/p&gt;

&lt;h2&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;MOST EFFECTIVE WAYS TO INCREASE YOUR FOCUS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;h3 style=&quot;margin-left: 36pt; text-align: left; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;Step#1.&lt;span style=&quot;font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;span color=&quot;windowtext&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Look for
environments that are less distracting&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;&lt;h2 style=&quot;margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjq-TPXmgfjPaYTB-DNACbTn28aLCdGJYqB4H5DDy7hN1uDsoUqQy-0rzXIt6jVD66hqIBeri8o0sFrNXjH4hiPK2uEpUPhKpwq8uyy3ZS7aE8xqedbs_Ecmnbd_wTlL_iz5p0RM4VDV-E4/s1280/LESS+DISTRACTING+ENVIRONMENT.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;step 1 to increase Focus&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjq-TPXmgfjPaYTB-DNACbTn28aLCdGJYqB4H5DDy7hN1uDsoUqQy-0rzXIt6jVD66hqIBeri8o0sFrNXjH4hiPK2uEpUPhKpwq8uyy3ZS7aE8xqedbs_Ecmnbd_wTlL_iz5p0RM4VDV-E4/w400-h225/LESS+DISTRACTING+ENVIRONMENT.jpg&quot; title=&quot;step 1 to increase Focus&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;mso-fareast-language: EN-IN; mso-no-proof: yes;&quot;&gt;&lt;br /&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;It sounds like an obvious suggestion, but have you tried it?
Take a day to assess how your focus is doing, if it has fluctuations during the
day. Is there a time in the day when you feel your concentration is greatest? Right
after lunch, do you have difficulty in thinking? Are you the type who is very
distracted by cell phone messages and always “needs” to respond at that moment?
To deal with possibilities, a bullet in try to sleep for more hours and exchange
the heavy lunch for a lighter version (and taking short breaks to eat
something, such snacks). Turn off social media notifications and set some
breaks in your day to respond or interact. You may find in the process that
some places allow you to be more focused and, if so, make good use of them.&lt;/span&gt;&lt;/div&gt;&lt;h2&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;MOST EFFECTIVE WAYS TO INCREASE YOUR FOCUS&lt;/span&gt;&lt;/h2&gt;

&lt;h2 style=&quot;margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span color=&quot;windowtext&quot; style=&quot;mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;Step#2.&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span color=&quot;windowtext&quot;&gt;Practice Meditation&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p align=&quot;center&quot; class=&quot;MsoListParagraph&quot; style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWI8DOsCSA3JG0jorgrhLHYQW8_e46__kL-_sViY7qZbqnaoOupACw5jS37Fc9DspkOnLJjxuMo8s7-BxTMLWe1O9BffGIZaH9Sya1RQKXN1dvFDJMSFEgkfJMTgLukiQxO9y2reGCnTaw/s1280/practice+meditation.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;Step 2 to Increase your Focus&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWI8DOsCSA3JG0jorgrhLHYQW8_e46__kL-_sViY7qZbqnaoOupACw5jS37Fc9DspkOnLJjxuMo8s7-BxTMLWe1O9BffGIZaH9Sya1RQKXN1dvFDJMSFEgkfJMTgLukiQxO9y2reGCnTaw/w400-h225/practice+meditation.jpg&quot; title=&quot;Step 2 to Increase your Focus&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;mso-fareast-language: EN-IN; mso-no-proof: yes;&quot;&gt;&lt;br /&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The benefits of meditation are well known. As a practice, it
is about allowing your mind to return to its natural state - free from
distractions, thoughts and &quot;noise&quot; in general. Finding that state of
mindfulness is difficult, so it may take a while before you can get there.
Whenever a thought, image or sound enters your mind, try to visualize yourself
releasing that thought and keeping your mind as empty as possible. By doing
this regularly, you will increase your ability to let go of distractions and
keep your mind clear, even in stressful situations.&lt;/span&gt;&lt;/div&gt;&lt;h2&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;MOST EFFECTIVE WAYS TO INCREASE YOUR FOCUS&lt;/span&gt;&lt;/h2&gt;

&lt;h2 style=&quot;margin-left: 36pt; text-align: left; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;Step#3.&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span color=&quot;windowtext&quot;&gt;Do physical
exercises&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoListParagraph&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1aL0KsJx5jXS0YgXfApbrsY_4YWMW95r_hkW_HSSPC7R7c-QDs-lr_Zr_CumB2vsgQPktqBUHoUTlFsFdsEmn25bWguTQnFOkbCIZNwPFxUqhmmTNXmf4TtUUwM4o4IymsMgiPHYBt5ob/s1280/PHYSICAL+EXERCISES.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;Step 3 to Increase your Focus&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1aL0KsJx5jXS0YgXfApbrsY_4YWMW95r_hkW_HSSPC7R7c-QDs-lr_Zr_CumB2vsgQPktqBUHoUTlFsFdsEmn25bWguTQnFOkbCIZNwPFxUqhmmTNXmf4TtUUwM4o4IymsMgiPHYBt5ob/w400-h225/PHYSICAL+EXERCISES.jpg&quot; title=&quot;Step 3 to Increase your Focus&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;mso-fareast-language: EN-IN; mso-no-proof: yes;&quot;&gt;&lt;br /&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Scientific studies prove the relationship between physical
activity and ability to concentrate. Starting the day with a jog or taking
advantage of lunch time for an exercise routine can increase your focus for a
few hours. The benefits, however, do not end there. By adopting physical
activity on a regular basis, you have the opportunity to &quot;de-stress&quot;,
in addition to keeping your health up and your body in better shape.&lt;/span&gt;&lt;/div&gt;&lt;h2&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;MOST EFFECTIVE WAYS TO INCREASE YOUR FOCUS&lt;/span&gt;&lt;/h2&gt;

&lt;h2 style=&quot;margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span color=&quot;windowtext&quot; style=&quot;mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;Step#4.&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span color=&quot;windowtext&quot;&gt;Make lists&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoListParagraph&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTnwhXESuOwTPdTNxrz1JA2Fp_ail0B8fNudhGYK4AxZHvWLhrmP-LejFoujt5agbtbEh0IKu8X8PTF2yhfdHWZMSah6kBNGMzfBbX3zR-kjWIKZF0CoRk-sL8wNFWmuoZ28hYDnfnaS1L/s1280/MAKE+LISTS+IDEASUCCESSFUL.COM.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;Step 4 to Increase your Focus&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTnwhXESuOwTPdTNxrz1JA2Fp_ail0B8fNudhGYK4AxZHvWLhrmP-LejFoujt5agbtbEh0IKu8X8PTF2yhfdHWZMSah6kBNGMzfBbX3zR-kjWIKZF0CoRk-sL8wNFWmuoZ28hYDnfnaS1L/w400-h225/MAKE+LISTS+IDEASUCCESSFUL.COM.jpg&quot; title=&quot;Step 4 to Increase your Focus&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;mso-fareast-language: EN-IN; mso-no-proof: yes;&quot;&gt;&lt;br /&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Making lists of the day&#39;s tasks helps you focus in many
ways. First, the list makes it clear what are the most important tasks of the
day. You set priorities and stay focused until they are finished. If the
challenge is to deliver a report but would like to research some information,
write down the important points to look for later and continue with your task
until the end - and only then do the research. If the target is to complete
some chapter or complete some topics then note it down on a paper and try to
complete it in any way. This tactic prevents you from losing focus on what you
were doing.&lt;/span&gt;&lt;/div&gt;&lt;h2&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;MOST EFFECTIVE WAYS TO INCREASE YOUR FOCUS&lt;/span&gt;&lt;/h2&gt;

&lt;h2&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;Step#5- Use your memory more&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFOY-HpiQeBhsaqM4tacO4gAQVrFfTHvUdHPLSJnveeU2s5xKLqvAhmcOzFQjPYOF_E6vypCqZG4DqZ_I6MWYX7Y1B3-K-Mma-iWgKZgAdXHZHYVgY9OCNXUvsJArqhgc8d3kxoNfceY5J/s1280/USE+YOUR+MEMORY+BY+IDEASUCCESSFUL.COM.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;Step 5 to Increase your Focus&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFOY-HpiQeBhsaqM4tacO4gAQVrFfTHvUdHPLSJnveeU2s5xKLqvAhmcOzFQjPYOF_E6vypCqZG4DqZ_I6MWYX7Y1B3-K-Mma-iWgKZgAdXHZHYVgY9OCNXUvsJArqhgc8d3kxoNfceY5J/w400-h225/USE+YOUR+MEMORY+BY+IDEASUCCESSFUL.COM.jpg&quot; title=&quot;Step 5 to Increase your Focus&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;mso-fareast-language: EN-IN; mso-no-proof: yes;&quot;&gt;&lt;br /&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Practice the memorization process regularly, starting with
poems, phrases and quotes. In addition to expanding your vocabulary, you will
also be more articulate. For those who have difficulty memorizing, start once a
week until you get to the daily process.&lt;/span&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;h2&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;MOST EFFECTIVE WAYS TO INCREASE YOUR FOCUS&lt;/span&gt;&lt;/h2&gt;

&lt;h2 style=&quot;margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span color=&quot;windowtext&quot; style=&quot;mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;Step#6.&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span color=&quot;windowtext&quot;&gt;Divide large
tasks into several parts&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoListParagraph&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRWFNJSBtRo2501sKW_qH5iHmyUHrQsJ4A1YKF3_VYgy42rnFpTw3B8JJ9N_-0-hOwWwBzLYxkQPw4WzzflIaJWMxfwj80jK7hZkXzBsHdT1zmSOUKB_yAQXht4i4jzS1ezEM74oRIH8DV/s1280/LARGE+TASKS+INTO+SMALL+PARTS.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;Step 6 to Increase your Focus&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRWFNJSBtRo2501sKW_qH5iHmyUHrQsJ4A1YKF3_VYgy42rnFpTw3B8JJ9N_-0-hOwWwBzLYxkQPw4WzzflIaJWMxfwj80jK7hZkXzBsHdT1zmSOUKB_yAQXht4i4jzS1ezEM74oRIH8DV/w400-h225/LARGE+TASKS+INTO+SMALL+PARTS.jpg&quot; title=&quot;Step 6 to Increase your Focus&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;mso-fareast-language: EN-IN; mso-no-proof: yes;&quot;&gt;&lt;br /&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;If you are the type to panic over a big project and feel
intimidated by the challenge, develop a habit of &quot;breaking&quot; the whole
into smaller pieces. With that, you focus on smaller tasks and complete until
you reach the end. It is much easier to focus on five-minute tasks than to try
to “attack” something huge.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;h2&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;MOST EFFECTIVE WAYS TO INCREASE YOUR FOCUS&lt;/span&gt;&lt;/h2&gt;

&lt;h2 style=&quot;margin-left: 36pt; mso-list: l1 level1 lfo2; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span color=&quot;windowtext&quot; style=&quot;mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;Step#7.&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span color=&quot;windowtext&quot;&gt;Set deadlines for
your tasks&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoListParagraph&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHIU1UFxWwsL7SGV_Un-ohsMcMDlPLVix4lNI-2dXyE0_i6LT-E-RbpOsnZqWHVY2evleqeQm3X36RbaXcyzKpa8EI64WA51BfbdjiLecEl1tVkK6xX7ChtBxbUCO2gu3GJlf3Xj62B6s5/s1280/DEADLINE+FOR+TASKS.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;Step 7 to Increase your focus&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHIU1UFxWwsL7SGV_Un-ohsMcMDlPLVix4lNI-2dXyE0_i6LT-E-RbpOsnZqWHVY2evleqeQm3X36RbaXcyzKpa8EI64WA51BfbdjiLecEl1tVkK6xX7ChtBxbUCO2gu3GJlf3Xj62B6s5/w400-h225/DEADLINE+FOR+TASKS.jpg&quot; title=&quot;Step 7 to Increase your focus&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;mso-fareast-language: EN-IN; mso-no-proof: yes;&quot;&gt;&lt;br /&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;One of the best ways to increase your focus is to group your
distractions and put them on hold. You can set high-concentration times,
interspersed with a break or breaks when you slow down, depending on your
professional profile. Let&#39;s say you set a 45-minute period for reading
documents and checking, followed by a 15-minute break or easier tasks. Knowing
that you are finishing your work time and will soon have a break, the tendency
is to focus on the goal and not be distracted&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;And one last tip: don&#39;t expect your ability to focus to grow
exponentially overnight. Like everything in life, it is important to practice
to &quot;get the hang of it&quot; before you feel the results. Instead of
trying to &quot;measure&quot; whether these techniques are working, focus on
incorporating these activities into your routine. Then, yes, you will see the
difference.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;i style=&quot;font-size: x-large; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;(&lt;b&gt;Humble Request:&lt;/b&gt;&amp;nbsp;If you really enjoy reading this article, do share it on Facebook, Twitter or any social media Platform )&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium; text-align: justify;&quot;&gt;Other must-read posts by&amp;nbsp;&lt;a href=&quot;https://www.ideasuccessful.com/&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;IDEASUCCESSFUL.COM&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;1.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/neet-2020-strategy-top-secret-revision.html&quot; target=&quot;_blank&quot;&gt;NEET 2020 STRATEGY:&amp;nbsp; 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style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;5.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/its-time-to-get-rid-of-all-unnecessary.html&quot; target=&quot;_blank&quot;&gt;IT’S TIME TO GET RID OF ALL THE UNNECESSARY WEIGHT FOR IIT-JEE &amp;amp; NEET 2020&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;6.&lt;span style=&quot;background-color: #fafafa; text-align: center;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/unleashyourcreativity.html&quot; target=&quot;_blank&quot;&gt;UNLEASH YOUR CREATIVITY&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/436449991369908635/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2020/09/7-most-effective-ways-to-increase-your.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/436449991369908635'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/436449991369908635'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2020/09/7-most-effective-ways-to-increase-your.html' title='7 MOST EFFECTIVE WAYS TO INCREASE YOUR FOCUS'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRB8RKh3nM35K3GaJOOYgIJOvn8PsERfV96LsnkhMdEPqt__pxmV3SNvANJ7be4gowq9zPCdhBask5vOL0bcg7e0aaIZw7dYWitpzsjvRQU-WG9iUeoBRTv3Xm1l36pfkFnyetbpBe89lf/s72-c/7+ways+to+increase+your+focus+.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-1683969544434062411</id><published>2020-09-16T16:57:00.013+05:30</published><updated>2021-06-27T10:31:45.140+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="MOTIVATION"/><title type='text'>LIFE IS FULL OF SURPRISES AND MIRACLES</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: x-large;&quot;&gt;LIFE IS FULL OF SURPRISES AND
MIRACLES&lt;/span&gt;&lt;/b&gt;&lt;/h1&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU9XtDEu52SXiVJLn0Q1rwj39nSN6zMByufsblHPGAJIGYxzJccsyJw-cOTC66ATi5yadw0mK6czSLpy4XYNJEFqd8cvQgQJf2_ni6RbptJQmHTuLhhuy4kQ9qrNu3tM6oLGhgmG4qP_My/s1280/Frane+Selak+Motivational+story.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;Frane Selak Motivational Story&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU9XtDEu52SXiVJLn0Q1rwj39nSN6zMByufsblHPGAJIGYxzJccsyJw-cOTC66ATi5yadw0mK6czSLpy4XYNJEFqd8cvQgQJf2_ni6RbptJQmHTuLhhuy4kQ9qrNu3tM6oLGhgmG4qP_My/s16000/Frane+Selak+Motivational+story.jpg&quot; title=&quot;Frane selak motivational story&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Life is the biggest reward for
humanity and everything revolves around it.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Expect the unexpected, Keep some
room in your heart for the unimaginable because &lt;i&gt;Life is full of unexpected
things just to surprise you.&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;After reading this real life
story of &lt;a href=&quot;https://en.wikipedia.org/wiki/Frane_Selak&quot; target=&quot;_blank&quot;&gt;Frane Selak “world’s unluckiest man”&lt;/a&gt; you would really realize, &lt;b&gt;LIFE IS FULL OF SURPRISES AND MIRACLES&lt;/b&gt;, and every day every moment it is something new
which we have never expected.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;We sleep thinking about tomorrow
that after wake we have to do this and that, but nobody knows how tomorrow will
be?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The start of life will end in which
way? is completely secret of life and nobody could dwell on it.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;But in between this surprising
event of birth and death what happens is completely an example that &lt;b&gt;LIFE IS
FULL OF SURPRISES AND MIRACLES&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;This life is immensely beautiful
and hide immense beautiful surprises for each and everyone because the Almighty
always have something unique and beautiful for everyone.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Today I am going to share the story of
one such person whose, &lt;b&gt;LIFE IS FULL OF SURPRISES AND MIRACLES&lt;/b&gt; everyday
and if you try to keep yourself in that situation you will realize life is
really like this and open a new chapter for us every morning every new moment.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;What happening with us at present
is just one event because of a series of several other events that occurred in our past
and it is not completely correct to classify it under the category of good or bad
because what seems bad can be good next&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;moment and what seems good now because of that can happen something bad
next moment.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Imagine
suddenly someone robbed your house and in the next moment you get a chance to play Kaun Banega Crorepati(KBC) and when everyone was losing you win crores of rupees in KBC, really &lt;b&gt;LIFE IS FULL OF SURPRISES AND MIRACLES.&lt;/b&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Well today I am going to share one amazing real story of Such a person, for so many, it can be learning that &lt;b&gt;LIFE IS
REALLY FULL OF SURPRISES AND MIRACLES&lt;/b&gt; and for some other it can be a &lt;b&gt;REAL
MOTIVATIONAL STORY&lt;/b&gt; that, h&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;ow bad things can be, there is
always something surprising waiting for us, just we have to keep faith in that
ALMIGHTY which really controls everything.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/real-motivational-stories.html&quot; target=&quot;_blank&quot;&gt;REAL MOTIVATIONAL STORY &lt;/a&gt;OF &lt;a href=&quot;https://en.wikipedia.org/wiki/Frane_Selak&quot; target=&quot;_blank&quot;&gt;&quot;FRANE SELAK&quot;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;“Frane&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Selak” known as the worlds unluckiest man but in my view, he is the world’s luckiest man that his life was completely
decided by god’s will and after several difficulties and problem in life he was
rewarded in the last.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Well, I leave it up to you to
decide whether “Frane Selak” would be Titled as Worlds luckiest man or words
unluckiest man&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;that completely depends on your outlook whether your glass is half empty or half full and don’t forget
to mention it in the comment box.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;“Frane Selak” a Croatian citizen
survived all type of crash in his life whether is it Plane crash or train crash
or car crash he survived everything and letter what happened is more interesting
which make his &lt;b&gt;LIFE FULL OF SURPRISES AND MIRACLES&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;“Frane Selak” born in 1929, and
in 1962 when he was going on a train what happened was an accident for so many of us, but what
happened after the accident we can’t say it was an accident.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The train was passing through green
areas&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;and the train went inside one tunnel
after passing through tunnel Train was flipped from its track and fall into&amp;nbsp; a river where approximately 17 people died but somehow “FRANE SELAK” survived, however, this ended up some problem in his body but he survived this accident
but not accidentally.&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcbG2jH_7WodJQtEtEIu3Vj_cK-SKfD35EE_HUYi-FvQifhKt0q9EnDonyq-NKRwIl8lAAhhZ8w6lJ5t92pZ2YyegT7e_FawnHv8ssS7YpqKTMyLI81r8XM4sddRbQBO2siuczBV7bI3k3/s1280/FRENE+SELAK+SURVIVED+TRAIN+VRASH.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;Frene Slevak survived Train accident&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcbG2jH_7WodJQtEtEIu3Vj_cK-SKfD35EE_HUYi-FvQifhKt0q9EnDonyq-NKRwIl8lAAhhZ8w6lJ5t92pZ2YyegT7e_FawnHv8ssS7YpqKTMyLI81r8XM4sddRbQBO2siuczBV7bI3k3/w400-h225/FRENE+SELAK+SURVIVED+TRAIN+VRASH.jpg&quot; title=&quot;Frene Slevak survived Train accident&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;

&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Well, time passed and after one
year &lt;b&gt;FRANE SELAK&lt;/b&gt; was going for a Plane ride and this was his only plane ride of
that time but what happens inside the plane was an accident but how it happened was not
an accident. He was blown out of the door of the plane which was at a height of
several feet and he landed in a haystack and he survived this accident also.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBlCYaWmtEAUMrUFx-qjfdtwggelACFx7QnP8JQll47JmG7K0X6pHD3nIHQeiGMzD0xmAzue2Dz-MQMGf6icOB1Gkvg3OCsj2q-9wfn7NYhn3fdvSlyhfKwluc9JOdSTaRh_w2j-ngqalr/s1280/frene+selak+survived+plane+crash.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;FRENE SELAK SURVIVED PLANE CRASH&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBlCYaWmtEAUMrUFx-qjfdtwggelACFx7QnP8JQll47JmG7K0X6pHD3nIHQeiGMzD0xmAzue2Dz-MQMGf6icOB1Gkvg3OCsj2q-9wfn7NYhn3fdvSlyhfKwluc9JOdSTaRh_w2j-ngqalr/w400-h225/frene+selak+survived+plane+crash.jpg&quot; title=&quot;FRENE SELAK SURVIVED PLANE CRASH&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium; text-align: justify;&quot;&gt;Other must-read posts by&amp;nbsp;&lt;a href=&quot;https://www.ideasuccessful.com/&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;IDEASUCCESSFUL.COM&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;1.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/neet-2020-strategy-top-secret-revision.html&quot; target=&quot;_blank&quot;&gt;NEET 2020 STRATEGY:&amp;nbsp; Top Secret Revision Strategy to become Topper&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;2.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/nishkam-karma-for-exam-aspirants.html&quot; target=&quot;_blank&quot;&gt;NISHKAM KARMA FOR EXAM ASPIRANTS&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;3.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/motivation-for-neet-2020-dream.html&quot; target=&quot;_blank&quot;&gt;MOTIVATION FOR NEET 2020: DREAM EVAPORATES&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;4.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/your-blood-will-boil.html&quot; target=&quot;_blank&quot;&gt;BLOOD BOIL: REAL MOTIVATION&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;5.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/its-time-to-get-rid-of-all-unnecessary.html&quot; target=&quot;_blank&quot;&gt;IT’S TIME TO GET RID OF ALL THE UNNECESSARY WEIGHT FOR IIT-JEE &amp;amp; NEET 2020&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;6.&lt;span style=&quot;background-color: #fafafa; text-align: center;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/unleashyourcreativity.html&quot; target=&quot;_blank&quot;&gt;UNLEASH YOUR CREATIVITY&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;What do you think, it was an
accident?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Well now FRANE SELAK also started to realize that really &lt;b&gt;LIFE IS FULL OF SURPRISES AND MIRACLES&lt;/b&gt; and now he
decided that he would not travel anymore by train or plane, and it was 1966, a few years later he survived a plane accident he was going on a bus and suddenly the bus skidded off the road and fell into a river where several other passengers
died but FRANE SELAK survived again this accident but remember not accidentally. Rather
this is the result of that surprise of life which is full of SURPRISES AND
MIRACLES.&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjt5wbDlP-Evn3JhLg8K7-kOLFXUdWGL7L7V6ugdajkZ-YqAQ50Dc3vpwXJQddU5m-1Y2OhFdEvQqEYGhkuevqpwGOfnB5Q2OFDUavQ4-yXCOCoVrnATAGO_fA8IPP8rJYOFFIEHuM5oYHS/s1280/frene+selak+survived+bus+accident.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjt5wbDlP-Evn3JhLg8K7-kOLFXUdWGL7L7V6ugdajkZ-YqAQ50Dc3vpwXJQddU5m-1Y2OhFdEvQqEYGhkuevqpwGOfnB5Q2OFDUavQ4-yXCOCoVrnATAGO_fA8IPP8rJYOFFIEHuM5oYHS/w400-h225/frene+selak+survived+bus+accident.jpg&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Several years passed and now
FRANE SELAK decided that he would not travel in TRAIN, PLANE, or BUS so he
decided to buy a car. And now FRANE SELAK for whom accident don’t happen
accidentally was travelling in his CAR and in 1970 his car caught fire and he
escaped from his car before his fuel tank blew up and survived this accident
but remember again, not accidentally.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;And again in 1996, he was driving his
car in a valley and one truck was coming in front of him which was without
direction, and what happens next was unimaginable.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Imagine what can happen in a normal
scenario?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;But FRANE SELAK was ejected out
of his car as he was not wearing a seat belt and managed to hold onto a tree and
watched his car plummet down 90 metres.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Well, he tried all modes of transport
now he was just waiting for his wings so that he could fly.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Well after several years again
some accident happened in his car and he survived again.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;After several series of the accident
which were not happening accidentally they were happening because &lt;b&gt;LIFE IS
FULL OF SURPRISES AND MIRACLES&lt;/b&gt;, now life is having something best hidden for
him.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;His life was going on, things
were happening, friends start to go away from him because they considered FRANE
SELAK is the result of bad karma( &lt;a href=&quot;https://www.ideasuccessful.com/2020/08/nishkam-karma-for-exam-aspirants.html&quot; target=&quot;_blank&quot;&gt;You can read here how to do NISHKAM KARMA&lt;/a&gt;),
everyone starts to keep their distance from him&amp;nbsp;
and it was 2003 few days after his birthday when FRANE SELAK win the lottery
of&lt;span face=&quot;Arial, sans-serif&quot; style=&quot;background: white; color: #202122; line-height: 115%;&quot;&gt; &lt;b&gt;US$1,110,000&lt;/b&gt; &lt;/span&gt;&amp;nbsp;and now everything changed.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Money changes several things.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;After winning this lottery FRANE
SELAK realizes &lt;b&gt;LIFE IS FULL OF SURPRISES AND MIRACLES&lt;/b&gt; and now all his
pain, all his sorrow and all his grief all his misery was going to end.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;With this money, he bought the house
for him which later he sold and continue with his simple life.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;But FRANE SELAK realized &lt;b&gt;LIFE
IS FULL OF SURPRISES AND MIRACLES &lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;CONCLUSION&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;What we wish if it happens its
good but what we think if it does not happen then it&#39;s very good.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;Because what doesn’t happen
according to us, it is happening because of God&#39;s wish and what happens with his
wish it can’t be bad.&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/apna-time-aayega-need-wait-for-correct.html&quot; target=&quot;_blank&quot;&gt;Just need to wait for Correct time, Correct Place and Correct Value.&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;b&gt;LIFE IS FULL OF SURPRISES AND
MIRACLES&lt;/b&gt; every moment and we have to welcome every moment with a smile in
our face and thanks to God for everything for every moment.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;We can hope for the best and
prepare for the worst because&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/life-is-full-of-surprises-and-miracles.html&quot; target=&quot;_blank&quot;&gt;LIFE IS FULL OF SURPRISES AND MIRACLES&lt;/a&gt;&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/1683969544434062411/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2020/09/life-is-full-of-surprises-and-miracles.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/1683969544434062411'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/1683969544434062411'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2020/09/life-is-full-of-surprises-and-miracles.html' title='LIFE IS FULL OF SURPRISES AND MIRACLES'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU9XtDEu52SXiVJLn0Q1rwj39nSN6zMByufsblHPGAJIGYxzJccsyJw-cOTC66ATi5yadw0mK6czSLpy4XYNJEFqd8cvQgQJf2_ni6RbptJQmHTuLhhuy4kQ9qrNu3tM6oLGhgmG4qP_My/s72-c/Frane+Selak+Motivational+story.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-5608760534582594294</id><published>2020-09-12T15:34:00.009+05:30</published><updated>2021-06-27T10:34:01.598+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Strategy"/><title type='text'>IDEA SUCCESSFUL:UNLEASH YOUR CREATIVITY</title><content type='html'>&lt;p&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-size: 16pt; text-align: center;&quot;&gt;UNLEASH YOUR
CREATIVITY&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKgh6539FfWlo8CBzgKLKtFgs_bDjQ97fQU9K8l3ag3mh5UZKARRRpjb5Vg0f2D8dZgfz7g2EuuzY7OCgUTVFd1EzPdaLhPlhbvJG_A-3Y6kEbOvvZbnaf1Df4ix-PJqRyTn9gF2E4W71j/s1280/UNLEASH+YOUR+CREATIVITY+BY+IDEASUCCESSFUL.COM.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;UNLEASH YOUR CREATIVITY BY IDEASUCCESSFUL&quot; border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKgh6539FfWlo8CBzgKLKtFgs_bDjQ97fQU9K8l3ag3mh5UZKARRRpjb5Vg0f2D8dZgfz7g2EuuzY7OCgUTVFd1EzPdaLhPlhbvJG_A-3Y6kEbOvvZbnaf1Df4ix-PJqRyTn9gF2E4W71j/s16000/UNLEASH+YOUR+CREATIVITY+BY+IDEASUCCESSFUL.COM.jpg&quot; title=&quot;UNLEASH YOUR CREATIVITY BY IDEASUCCESSFUL&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;mso-fareast-language: EN-IN; mso-no-proof: yes;&quot;&gt;&lt;br /&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/p&gt;

&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Do you know being creative can help you solve some of the
biggest problem?&lt;/span&gt;&lt;/div&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;UNLEASH YOUR CREATIVITY: MOTIVATIONAL STORY &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;A Poultry farmer lived in a place
that was always flooded during the rainy season.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Even with the recurring losses
every year he refused to leave that place, as usual, the human mind resists
change and&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;not ready to left his comfort
zone easily. &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;When the water rose and flooded
the chicken shelter, he ran to place the hens higher. Sometimes he couldn&#39;t do it in
time and hundreds of chickens drowned.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Now it was the limit of his
patience and tired of suffering so many losses due to the floods, he
went into the house and spoke to his wife, his voice full of despair:&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Enough! I can&#39;t afford to buy another site,
nor I can sell this one. I don’t know what to do.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:roundrect
 id=&quot;_x0000_s1026&quot; style=&#39;position:absolute;left:0;text-align:left;
 margin-left:-9.4pt;margin-top:23.25pt;width:259.85pt;height:27.55pt;z-index:-5&#39;
 arcsize=&quot;10923f&quot; fillcolor=&quot;#9bbb59 [3206]&quot; strokecolor=&quot;#f2f2f2 [3041]&quot;
 strokeweight=&quot;3pt&quot;&gt;
 &lt;v:shadow on=&quot;t&quot; type=&quot;perspective&quot; color=&quot;#4e6128 [1606]&quot; opacity=&quot;.5&quot;
  offset=&quot;1pt&quot; offset2=&quot;-1pt&quot;/&gt;
&lt;/v:roundrect&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;/span&gt;&lt;span style=&quot;height: 44px; left: 0px; margin-left: -15px; margin-top: 29px; mso-ignore: vglayout; position: absolute; width: 353px; z-index: -5;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;img height=&quot;44&quot; src=&quot;file:///C:/Users/mk/AppData/Local/Temp/msohtmlclip1/02/clip_image003.gif&quot; v:shapes=&quot;_x0000_s1026&quot; width=&quot;353&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;!--[endif]--&gt;After a pause his wife replied calmly;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 18pt; line-height: 115%; mso-bidi-font-size: 14.0pt;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Trade chickens for ducks!&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;The Farmer was astonished.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;His several years of suffering come to an end, by just one
decision, by just thinking in a different way by just being &lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;CREATIVE.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:roundrect id=&quot;_x0000_s1027&quot; style=&#39;position:absolute;
 margin-left:-8.75pt;margin-top:-6.9pt;width:469.55pt;height:60.75pt;z-index:-4&#39;
 arcsize=&quot;10923f&quot; fillcolor=&quot;#f79646 [3209]&quot; strokecolor=&quot;#f2f2f2 [3041]&quot;
 strokeweight=&quot;3pt&quot;&gt;
 &lt;v:shadow on=&quot;t&quot; type=&quot;perspective&quot; color=&quot;#974706 [1609]&quot; opacity=&quot;.5&quot;
  offset=&quot;1pt&quot; offset2=&quot;-1pt&quot;/&gt;
&lt;/v:roundrect&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;span style=&quot;mso-ignore: vglayout; position: relative; z-index: -4;&quot;&gt;&lt;span style=&quot;height: 89px; left: -14px; position: absolute; top: -12px; width: 632px;&quot;&gt;&lt;img height=&quot;89&quot; src=&quot;file:///C:/Users/mk/AppData/Local/Temp/msohtmlclip1/02/clip_image004.gif&quot; v:shapes=&quot;_x0000_s1027&quot; width=&quot;632&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Everyone faces problems. The ability to find
creative solutions for them is what determines success or failure in each
situation. Adversity should have the effect of awakening talents that, in favourable
circumstances, would remain dormant&lt;/span&gt;.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Imagine a situation when you are stuck on some problem and
not able to solve it, you are not able to solve it because your mind is stuck
with the wrong answer, just go do something else, change the topic, solve it after some
time, after someday, might be possible you get the correct answer.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;And this time, this era, the problem world is facing demands
Creativity.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;But the question at this point is &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;How to become creative?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Whether creativity is an art which can be learned?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Whether creativity is for some selected people?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Whether creativity is a thing of high IQ? and several other questions
like this can topple in your mind&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Well today I am going to share &lt;b&gt;7 &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;M&lt;/span&gt;ost Effective Rules to UNLEASH YOUR CREATIVITY&lt;/b&gt;
which is suggested by some of the great Creativity researchers and writers in their
books or in their research papers.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;(If you really find it useful
then don’t forget to mention in your valuable comment)&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h2 align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:roundrect
 id=&quot;_x0000_s1028&quot; style=&#39;position:absolute;left:0;text-align:left;
 margin-left:-1.25pt;margin-top:.05pt;width:428.85pt;height:37.55pt;z-index:-3&#39;
 arcsize=&quot;10923f&quot; fillcolor=&quot;#f79646 [3209]&quot; strokecolor=&quot;#f2f2f2 [3041]&quot;
 strokeweight=&quot;3pt&quot;&gt;
 &lt;v:shadow on=&quot;t&quot; type=&quot;perspective&quot; color=&quot;#974706 [1609]&quot; opacity=&quot;.5&quot;
  offset=&quot;1pt&quot; offset2=&quot;-1pt&quot;/&gt;
&lt;/v:roundrect&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;span style=&quot;mso-ignore: vglayout; position: relative; z-index: -3;&quot;&gt;&lt;span style=&quot;height: 57px; left: 0px; position: absolute; top: -2px; width: 578px;&quot;&gt;&lt;img height=&quot;57&quot; src=&quot;file:///C:/Users/mk/AppData/Local/Temp/msohtmlclip1/02/clip_image005.gif&quot; v:shapes=&quot;_x0000_s1028&quot; width=&quot;578&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;7 STEPS TO BECOME CREATIVE&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;UNLEASH YOUR CREATIVITY # STEP 1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;h3&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;Master the Domain&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoListParagraphCxSpFirst&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;The first and the most important rule to
become creative in any domain is first of all you have to master that art, you
have to know A to Z about the concerned field, you need to become specialize in that topic and then by
following some other rules stated below you can become &lt;/span&gt;&lt;b style=&quot;text-align: justify;&quot;&gt;CREATIVE&lt;/b&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;, until and
unless you master that domain you won’t understand it and if you won’t how can you design something new related so that domain.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;It’s like without knowing medicine, chances
are less you become creative in medicine, &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;It’s like if you know cooking there are
high chances that you can become creative in cooking rather than medicine.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;No doubt it is always possible that you can create
something new which a new domain in itself.&lt;/span&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/h3&gt;&lt;h3 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;UNLEASH YOUR CREATIVITY # STEP 2&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoListParagraph&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h3&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;Deep faith in yourself that there is a solution and you will get it.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoListParagraphCxSpFirst&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;To be creative and &lt;b&gt;UNLEASH YOUR
CREATIVITY&lt;/b&gt; you have to believe in yourself that sooner or later you will
get a solution for that particular problem, you just need to keep trying need think
I have to think it in some other way but you have to keep that deep conviction
inside yourself that I will&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;get
solution.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpFirst&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;This is completely amazing how faith can make you creative, but this is true, even some of the famous Inventor wrote in their biography that they saw it in
their dream, they saw it every time, they believe it all the time what they
create today.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Either it is &lt;a href=&quot;https://en.wikipedia.org/wiki/Elon_Musk&quot; target=&quot;_blank&quot;&gt;Elon Musk&lt;/a&gt;, Albert Einstein, or &lt;a href=&quot;https://en.wikipedia.org/wiki/Richard_Feynman&quot; target=&quot;_blank&quot;&gt;Richard Feynman&lt;/a&gt; they saw it, they feel it because of deep faith and deep conviction and
that’s why they create because they believe.&lt;/span&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;UNLEASH YOUR CREATIVITY # STEP 3&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoListParagraph&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;Surrender all your Preconceptions&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:roundrect
 id=&quot;_x0000_s1029&quot; style=&#39;position:absolute;left:0;text-align:left;
 margin-left:8.75pt;margin-top:.25pt;width:447.65pt;height:39.45pt;z-index:-2&#39;
 arcsize=&quot;10923f&quot; fillcolor=&quot;#f79646 [3209]&quot; strokecolor=&quot;#f2f2f2 [3041]&quot;
 strokeweight=&quot;3pt&quot;&gt;
 &lt;v:shadow on=&quot;t&quot; type=&quot;perspective&quot; color=&quot;#974706 [1609]&quot; opacity=&quot;.5&quot;
  offset=&quot;1pt&quot; offset2=&quot;-1pt&quot;/&gt;
&lt;/v:roundrect&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;span style=&quot;mso-ignore: vglayout; position: relative; z-index: -2;&quot;&gt;&lt;span style=&quot;height: 60px; left: 9px; position: absolute; top: -2px; width: 603px;&quot;&gt;&lt;img height=&quot;60&quot; src=&quot;file:///C:/Users/mk/AppData/Local/Temp/msohtmlclip1/02/clip_image006.gif&quot; v:shapes=&quot;_x0000_s1029&quot; width=&quot;603&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;span style=&quot;font-size: medium;&quot;&gt;&quot;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;If You keep doing the same thing you will keep
getting the same result, think something different do something different what you
were not doing before.&quot;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:roundrect
 id=&quot;_x0000_s1030&quot; style=&#39;position:absolute;left:0;text-align:left;
 margin-left:87.05pt;margin-top:19.45pt;width:279.85pt;height:28.8pt;z-index:-1&#39;
 arcsize=&quot;10923f&quot; fillcolor=&quot;#9bbb59 [3206]&quot; strokecolor=&quot;#f2f2f2 [3041]&quot;
 strokeweight=&quot;3pt&quot;&gt;
 &lt;v:shadow on=&quot;t&quot; type=&quot;perspective&quot; color=&quot;#4e6128 [1606]&quot; opacity=&quot;.5&quot;
  offset=&quot;1pt&quot; offset2=&quot;-1pt&quot;/&gt;
&lt;/v:roundrect&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;/span&gt;&lt;span style=&quot;height: 46px; left: 0px; margin-left: 114px; margin-top: 23px; mso-ignore: vglayout; position: absolute; width: 379px; z-index: -1;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;img height=&quot;46&quot; src=&quot;file:///C:/Users/mk/AppData/Local/Temp/msohtmlclip1/02/clip_image007.gif&quot; v:shapes=&quot;_x0000_s1030&quot; width=&quot;379&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&quot;If you have
obsolete Ideas you will get obsolete results.&quot;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpFirst&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;There are several instances when we stuck to
some problem, whether it is related to life, business, or even studies, and
after several try, we are not able to get solved, &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You know why?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Because we keep thinking the same wrong
solution all time, and if we are thinking about the wrong solution each and every time
how we can expect the correct result, you try again, but the mind only thinks under the periphery of the wrong answer which stuck in mind and this is the moment when you
have to be creative.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpLast&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;And to do this you have to Surrender all your
preconception and biases you have in mind, you have to convince yourself what
you know what you are doing is something not completely correct, let’s think
from some different angle with all the concept, you believe and you will realize
you will start to see some new angle which might you were not able to see earlier.&lt;/span&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;UNLEASH YOUR CREATIVITY # STEP 4&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoListParagraph&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h3&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;Look inside yourself &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;You have to believe me for this and I would suggest trying it
which I have experimented with several of my students. When you are not able to
see things, when you are not able to think something different it’s time to
look inside yourself. Sit calm, close your eyes and try to relax, try
to do some &lt;b&gt;breathing practice&lt;/b&gt; to calm your mind, and when you really start to feel soothing and calm now you can start to analyse that problem again. Using all
the steps mentioned here analyze that problem again and you will see you will
start to see things in a different manner and you will be seeing how creativity born
in a calm mind. &lt;/span&gt;&lt;/div&gt;

&lt;h3 align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;UNLEASH
YOUR CREATIVITY # STEP 5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;h3&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/h3&gt;

&lt;h3&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;Do what the 99% are not doing (Think outside
the box)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpFirst&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;b&gt;Robert Kiyosaki&lt;/b&gt; writer of some of the
international best selling like&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;a href=&quot;https://www.amazon.in/Rich-Dad-Poor-Middle-Updates/dp/1612680194/ref=as_li_ss_tl?dchild=1&amp;amp;keywords=rich+and+poor+dad&amp;amp;qid=1599904238&amp;amp;sr=8-3&amp;amp;linkCode=ll1&amp;amp;tag=tudo05-21&amp;amp;linkId=e0965c15fd00ef2f500aa5dea80cdac2&quot; target=&quot;_blank&quot;&gt;RICH DAD AND POOR DAD&lt;/a&gt;,&amp;nbsp;&lt;a href=&quot;https://www.amazon.in/Rich-Dads-Cashflow-Quadrant-Financial/dp/B079TM16HQ/ref=as_li_ss_tl?dchild=1&amp;amp;keywords=cashflow+quadrant&amp;amp;qid=1599904271&amp;amp;sr=8-1&amp;amp;linkCode=ll1&amp;amp;tag=tudo05-21&amp;amp;linkId=f56819c87b1ad7a3942e866547c22210&quot; target=&quot;_blank&quot;&gt;CASH FLOW QUADRANT&lt;/a&gt;,&amp;nbsp;&lt;a href=&quot;https://www.amazon.in/Why-Rich-Are-Getting-Richer/dp/1612680976/ref=as_li_ss_tl?dchild=1&amp;amp;keywords=WHY+THE+RICH+ARE+GETTING+RICHER&amp;amp;qid=1599904325&amp;amp;sr=8-2&amp;amp;linkCode=ll1&amp;amp;tag=tudo05-21&amp;amp;linkId=3f00a05edecce656cb439da2ad15140d&quot; target=&quot;_blank&quot;&gt;WHY THE RICH ARE GETTING RICHER&lt;/a&gt;, &lt;a href=&quot;https://www.amazon.in/Business-21st-Century-Robert-Kiyosaki/dp/B077V6XBP8/ref=as_li_ss_tl?dchild=1&amp;amp;keywords=THE+BUSINESS+OF+THE+21ST+CENTURY&amp;amp;qid=1599904357&amp;amp;sr=8-3&amp;amp;linkCode=ll1&amp;amp;tag=tudo05-21&amp;amp;linkId=6086397d6af1d14e59429ac2cd69ea8a&quot; target=&quot;_blank&quot;&gt;THE BUSINESS
OF THE 21&lt;sup&gt;ST&lt;/sup&gt; CENTURY&lt;/a&gt;, and several others emphasize this rule and wrote
in his book to be Creative you have to &lt;b&gt;be among 1% people and do what 99%
are not doing.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;Or you can say, according to him you have to
think and do what other people are not doing, by following &lt;b&gt;RULE 3 of
CREATIVITY&lt;/b&gt; when you surrender everything all preconception all believe you
have you will start to do things what 99% are not doing and that will be &lt;b&gt;AHA Moment
&lt;/b&gt;for you when you will &lt;b&gt;UNLEASH
YOUR CREATIVITY&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpLast&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h3 align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;UNLEASH
YOUR CREATIVITY # STEP 6&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoListParagraph&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h3&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;Cross-train your mind&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;Like in sports Cross-training plays a vital role in the fitness of a sportsperson which is also revealed by several famous Sports people like Cristiano Ronaldo, Novak Djokovic, Vira Kohli, and several others where you have to do several types of exercise and play several games to gain complete fitness in the same way you need&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;Cross-train your mind&lt;/strong&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&amp;nbsp;to&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;UNLEASH  YOUR CREATIVITY.&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&amp;nbsp;(If you want to know what exactly is cross-training of mind and some  of the best and unique methods to cross-train your mind to&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;UNLEASH YOUR CREATIVITY&lt;/strong&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&amp;nbsp;let me know in the comment section or mail)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;UNLEASH YOUR CREATIVITY # STEP 7&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoListParagraph&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: left;&quot;&gt;&lt;span color=&quot;windowtext&quot; style=&quot;font-family: Merriweather;&quot;&gt;Slow multitasking&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;div style=&quot;background: white; line-height: normal; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;Might be possible you heard multitasking can disturb your focus and can lead you nowhere to nothing. And this is true also when most of the people are doing multitasking they are in a hurry they are in jeopardy and they end with nothing.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;background: white; line-height: normal; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;But here I am not talking about MULTITASKING, I am talking about&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;SLOW MULTITASKING&lt;/strong&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;, where you are doing several things but not in a hurry.&lt;/span&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;In fact when we search diaries and facts from several famous scientists and several other famous people we found one thing similar to all and that is&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;SLOW MULTITASKING&lt;/strong&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;background: white; line-height: normal; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;b&gt;&lt;a href=&quot;https://timharford.com/&quot; target=&quot;_blank&quot;&gt;TIM HARFORD&lt;/a&gt;&lt;/b&gt; one of the most creative
writer wrote several internationally acclaimed books like &lt;a href=&quot;https://www.amazon.in/Messy-Creative-Resilient-Tidy-Minded-World/dp/0349141142/ref=as_li_ss_tl?dchild=1&amp;amp;keywords=MESS:+HOW+TO+BE+CREATIVE+AND+RESILIENT+IN+A+TIDY-MINDED+WORLD&amp;amp;qid=1599888679&amp;amp;sr=8-1&amp;amp;linkCode=ll1&amp;amp;tag=tudo05-21&amp;amp;linkId=2ae69b8a0a60691333f9b96921694a15&quot; target=&quot;_blank&quot;&gt;MESS: HOW TO BE CREATIVE AND RESILIENT IN A TIDY-MINDED WORLD,&lt;br /&gt;&lt;/a&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;a href=&quot;https://www.amazon.in/Undercover-Economist-Tim-Harford/dp/0349119856/ref=as_li_ss_tl?dchild=1&amp;amp;keywords=TIM+HARFORD&amp;amp;qid=1599888869&amp;amp;sr=8-1&amp;amp;linkCode=ll1&amp;amp;tag=tudo05-21&amp;amp;linkId=ad8063507014c95e1fc330e0d8e69333&quot; target=&quot;_blank&quot;&gt;THE UNDERCOVER ECONOMIST&lt;/a&gt; and several
other bestselling books,&lt;/span&gt;&lt;b&gt; &lt;/b&gt;&lt;span style=&quot;background-color: white;&quot;&gt;explains how slow multitasking is the secret &lt;/span&gt;&lt;b&gt;to
UNLEASH YOUR CREATIVITY.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;background: white; line-height: normal; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background: transparent; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;There are several examples of some of the best scientists, writers, and Nobel laureates who adopted the concept of&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background: transparent; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;SLOW MULTITASKING&lt;/strong&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background: transparent; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&amp;nbsp;and gave some of the greatest discoveries and greatest creation to the world.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;background: white; line-height: normal; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background: transparent; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;background: white; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;b&gt;&lt;a href=&quot;https://en.wikipedia.org/wiki/Michael_Crichton&quot; target=&quot;_blank&quot;&gt;Michael Crichton&lt;/a&gt;&lt;/b&gt;&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;writer of the famous Jurassic Park series and several other world-famous novels was originally a Doctor by his profession, later become a writer followed by Movie Director and then software programmer and he did everything do a different level just because he was doing&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;SLOW MULTITASKING.&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;background: white; line-height: normal; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/strong&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;Einstein&#39;s theory of Relativity, Photoelectric Effect, Model of Brownian motion, and E=mc2 were published altogether means he was working on all these together or you can say he was doing&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;SLOW MULTITASKING.&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;









&lt;h3 style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;background: white; font-family: Merriweather; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;OTHER MUST READ ARTICLES&lt;/b&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;1.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/neet-2020-strategy-top-secret-revision.html&quot; target=&quot;_blank&quot;&gt;NEET 2020 STRATEGY:&amp;nbsp; Top Secret Revision Strategy to become Topper&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;2.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/nishkam-karma-for-exam-aspirants.html&quot; target=&quot;_blank&quot;&gt;NISHKAM KARMA FOR EXAM ASPIRANTS&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;3.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/motivation-for-neet-2020-dream.html&quot; target=&quot;_blank&quot;&gt;MOTIVATION FOR NEET 2020: DREAM EVAPORATES&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;4.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/your-blood-will-boil.html&quot; target=&quot;_blank&quot;&gt;BLOOD BOIL: REAL MOTIVATION&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;5.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/its-time-to-get-rid-of-all-unnecessary.html&quot; target=&quot;_blank&quot;&gt;IT’S TIME TO GET RID OF ALL THE UNNECESSARY WEIGHT FOR IIT-JEE &amp;amp; NEET 2020&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h2 align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;CONCLUSION&lt;/span&gt;&lt;/h2&gt;

&lt;div style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;Creativity is an art which you can learn, it’s like one subject which you can learn, and like any other subject, practice will make it perfect.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;Being&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;CREATIVE&lt;/strong&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&amp;nbsp;and thinking outside the box by following some rules is something any ordinary person can learn and can perform better than those people who are having a very high IQ or so-called genius.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;There are several moments when new and innovative ideas keep striking, the human mind can’t stop thinking and there is some&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;AHA moment&lt;/strong&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&amp;nbsp;when our Creative mind think something unique and with time passes those ideas vanish somewhere in some corner of our mind and we have to preserve those ideas those thinking which is the result of our creativity.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;a class=&quot;editor-rtfLink&quot; href=&quot;https://www.blogger.com/blog/post/edit/4376441628931730348/5608760534582594294#&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #4a6ee0; margin-bottom: 0pt; margin-top: 0pt;&quot; target=&quot;_blank&quot;&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;John Lennon&lt;/strong&gt;&lt;/a&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&amp;nbsp;one of the most famous singer on the planet use to keep one audio recorder device with him and when new ideas, new thought strike in his mind he used to keep a record of those ideas on that instrument and during the night he used to keep listen those recording and from those recording, he wrote some of his most famous songs.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;If you practice creativity doesn’t mean one day you will create another theory of relativity of another Schrodinger equation, painting like Pablo Picasso, music like Mozart, but it doesn’t mean you can’t create something great like this or night be possible something greater than this.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Merriweather; font-size: medium; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' 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src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKgh6539FfWlo8CBzgKLKtFgs_bDjQ97fQU9K8l3ag3mh5UZKARRRpjb5Vg0f2D8dZgfz7g2EuuzY7OCgUTVFd1EzPdaLhPlhbvJG_A-3Y6kEbOvvZbnaf1Df4ix-PJqRyTn9gF2E4W71j/s72-c/UNLEASH+YOUR+CREATIVITY+BY+IDEASUCCESSFUL.COM.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4376441628931730348.post-8040824870160780448</id><published>2020-09-06T12:00:00.012+05:30</published><updated>2021-06-27T10:34:40.882+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="MOTIVATION"/><category scheme="http://www.blogger.com/atom/ns#" term="Motivational stories"/><title type='text'>REAL MOTIVATIONAL STORIES</title><content type='html'>&lt;h2 style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;b&gt;&lt;span face=&quot;&quot; style=&quot;font-size: 16pt; line-height: 115%; mso-ansi-language: EN-IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Mangal; mso-bidi-font-size: 13.0pt; mso-bidi-language: HI; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; REAL MOTIVATIONAL STORIES&lt;/span&gt;&lt;/b&gt;&lt;img alt=&quot;real motivational stories by ideasuccessful.com&quot; 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lfVxpHM11lRcWW/VZ7Jd5A9nHmAZqnx3vMPvTKsc8xBbaxqdXaVXYfq+VmF2utlpVbsO9rjOZShe0+rNOtvHIccoF4e6MFdtknlLPpbbRFo/m6XmIobjiluBpgrEUkMlthep2SgXAnbBjkN47+e9eOu7LZjw3WZMWrMd767Zjrdpw/XlJrz6yXq8/NmvmPzjPkTsKUFSPsSCVWhOLNWy73MopLndWIVYwZ/aqTltTlH1lnWV21vkDz0P1+Iv7fJaOz2c+laEk/d0tOOznV56fqcWR5dexBPfnfhd8bnTmFP1P9W+vk4qbxGmjSnF35LXOc7kOBRzEw85mCsRa7FprkpqLs02xFmrheO4ZH4CaGmAi8+8LmLBjiOY/Xshgn4xiS1kbiPTdm/mJjPmbC4QW8txpnLEc34m7ThmzFUSfGn9quqn6q7iqfC/09fXqb7nxtSzFvCievCM+/tpIAaDiSuGf47jxEvmisuzISlHuvi8SsQJxz17Dfxw0ObK74k5/F4hgBHTu2sP80nMrUR8LifUanEpLfkwxswtjFLEmDgZV8uyTDTSZZicNCIslYiwlCPaXIZYU6n2jUfUZRraILgrt75w2TbWm9sm5YgxlSHKUqo5lsnwMsTnlSGeYFRcqGtDFAWWpRSx5hLE5znqFMOVIE92se4izwrEmSrB9ifk0tmEi8+rQnyeTYSLOgjakcasg6K5O78aMXkQoCCWNDGXauVJoCDqnFeFuFwImsp+qUB8Hl0lYu19yvJlHUQ4+9dShmiRX7nWDtmnjMeVLr8TBEebOLlWaXNJmejDBHF1AGl3QuQRJ94rECX6Tm5LCR4T6dk20qIKiTlVgi/ESTixhSHTsM/DrWWItEhw4G7eirSwXuWiT0h/9jn7ivQmbUU6cQkyAUC14DXF0+QhoekRAIS8KPuNdSOvJuTYEEfQZa5EpAb+yatxgveYtwO4EEwwPCG3WrRL9rfse8ET3GLTyuE76yDooQlQ1pthUZZKhFsrRPnMMzy/ApGWMsQTBHH7j3Wxyvok5thAF2mRYbL9bIMCjlXCTov8GMdxRd4kTdiPFo6xUsSbypBA4SwEaBnisyuRmEPeYV1KMG9PMSau3oYpa3di7pZCROw6jLicE0jILUX03mMI33kI03/NwZRf9yBs5xEkZLPNVXKxZKXP7UleQi3pHyvGOmlFoEftCceZoiX7r1wAQNlHNgHS2GbSjjwo2sH5wSzHaaSVPCn7XY4v8n6VGB+cO0hPhou+NpHXJPALt/KbnFfocy7iGGFc9j3rEW0pkX1movZH8o6aK+qbW073d24B6x01lOJd46N4kw0Jlirh4mlbR37LLQMPP0Sz73JKEZsnQVOi1YZEi3RxOWVYuO0ApqzZhTe//AOTvt+O93/cg6D12Zi+IQ/Tfs2V7pccAcaDfsnBnM2FCNtzHFHchhR9pS2O1XMdsuF00+nvyP8vBV5NaaAQspqwcn6uL185KLUJVuto1fn1+VIouQcM9ZX9X/pOOkZZpIaAgoeARhjRcvIyczKtQGKuEshScHCCIggTqy1tcpTCRQkZ6QuAZaKA1lZgJk5unBC1PIXKmiBCAok4gjEVVxNmFNAUMhIAUbBwAqVgaUr/SSElwJsAK9UCsBC0xOVSUNgQJQS/PLGVIASmBBrkUylo1WQu60OhIydvChauJKXQiDITHJQjwlIhBCuFK0FDNMGn1gYKG9ZFL4ic6RlvolDWC24NbBBYCdDKurJsPTAieNSl0UCEAhMCSIo+rkJCDusvwYXqV6X5kaDDAdakgJIAOF4DekLQim2KagleNBAk48q2URgSUAlHMGIHCrL9pCudEJJ2etQe46yXBG8S7DC+4F3yr+BhJag10CHoLHmbNCI4EvzEvhEArgzRFmpmJF+w/1mGA9xL4R8jFgFSg0P+k2OnQutbOV5EOq0erBfrSVAWn1st+of8w74lf0keU+/krxIk5Uqei7ASFMj+Y55sH/mFaeLz2L5yQUeGsY+5UBDgRYAI2UYBuARwY3sJTGQ9RH3yCFIqEWWVwDrWXI3YXCDBBETvK8H0dbkI2ViE2JxyJBDEWCpBQR3PRYa5AgnWSvmcVyLqEsX6mFkn8jbrI0GQ4DUuRgSPS9DJsRAp4pA3Sc8yuZUl5gOCRdk+QSv2HcdWTrVwsVx85EGMNdGP2oJC9J0AkpJf2M+JNPY2y/6R85gEBuyLeIJMjW/IC3IRwvhML/ueYfIb+UoBsKbMO41JSxrKMU5eI7hyNecRePG+NM4hCdQq8k/qdx1FyOZiBK3Pw+Qf9mLS2l2Y/ONuvPvDTryzertwU37ajdm/W7Bwx0GE7zyM6euyMeGrPzDx+z8R+kc+ovceFwvPBPa3ycEDApjmlGDRbrn9HLy5CPN3HBZbyawftx/Zb3XV2VU7/gthtYCXACkc8Jo2ge9693c1WtgTaMaczs9/V53+f5arJjs5UVEwcoLnwKfGKkEY2VILUYYIaxnEitIkJ0BqLOSqmgJDc3nS50qVAIMTK0GVjCe1HmJiFpoAOdlRuFOIJ+ZUIym7WoAtChtqHtQkzkmUK15qnPSTUmP7TIwHghCxJSVV5FKlLFfNBGDRJiDSzMmWQl6CRQliCDqppauW2yFmGyIsVQi3SMBKQCqEJLdF7e3TtEZC4yCBWLSm0aFwF+3UNAGKhgRTysXlSaEs2i4EEQ2bqf2qEoKOGikKUdYpPq8aCUKjxf6jwIAQugI8iv6Q/ci+pGZDaBSpAbJreCQwjDKXIZrCXAg29gH7klqtE1JIUnDnAYus1YJOSiBKAMZ7ndjfBOyyfQKsC20PtYZSQAutlQZMhcDTAI/s85pzlH6+km2VmjsKHLEtqwNRBCxxplIk5JUgMbdEaGnIL/Y+1sCdBGykpQYSLBTS5AtJXwpnaoEISqUmhAsDal2loKZgJnBgGNtCLYygq6qLBi4VkCP/JGhjQy421KKDALEMSTkVSMyhECXIkkAjIRuIJtDIZj1kn7P90hGQAMkcLxS+Wv9KUC+FsaS7BD7U3pCv6dhPQqNsKRGAL452PNT+5JQiZudhLNp2EDE5lYgnUM0rEy6R2rFc0pWa4FIk5VYgJUfSLyLfhgirlDEsMzEPSBTaTTkXxJJH7fQgyGP7bEikpilPgj7ykNQgSsDDvlV9JrYeTTaEW6uwyCI1u9RwcXFIkMp5Sc41sm8kKGOflCA8/4TgRwIx9pna/hbbbfaFo7YY4mECAfo5DkoQaT2BSGrDGY980QRNe2PnKRVfyUb9e1ROmQA7BGTUbHGbeMH2w5j2iwlTftyHqetyxfOsTfkI2VwI3qsW/Ee+2C6ktopA7K3vt+HNb7Zgwteb8dpnGzF5zU6E7z4qQLYC2OR7OoJt/XOCAOE2sB68HJcuMrtUHM5QGjlV3/8vfi3gxYY7d15DiSFW0dqqggPhL3OaNqCh9dTH+9vqrK3q9HX5NzxzolSqdk7o1HhxS4mrTIIQCgE14UgtFldu/CYnXQpKCgsZRwMSQuhLrYgQvtr2gpgoLRKsSO2WBF6yTE561C4QXHGyPC7AgQSBFADlUpDmnZB2KSfNI47JVWxjCJBwAvGm44g3lYitGSHQ+Ye/QlNFgcoJiECQAkRuqxEISTBJISeFjgMQaoBDaMKk1o5buUJ7l1MlNFPMT2pIpHEzeUXQUkzuEnRK2kqwKrcIma/UDNEX2j9Be42OFrmlxLoR+FHAcrVOkMHyRJhYgGmrZA08EIRFEIhZqMEoRWIuHQUu20h60/EbQa8EVQRtQqiZypCcXYnkHPJABSKtpYimE9oPOWdQc0lAnZRDUE0tkA3U4hEsiAmdGkBtC4jbuUqIuho/UmtE0HhCgAYJ8mRfEKzyO/mJPreLRRvESlzyttA6WuWqXK/9irCWCmFL/pN8KMcB8xJaOm5vEaiIbWhuzVWK7flETbNlB1Z5cntc9IGlBFHWEpEv5yUBhLT+Vf0veYAgmUC6AuH5BAEE+5KHpGaSfVclNEXcMqSj1oh1Ix8QwJD2BCGL8isQbpHaYQIzam0UnQWNta1l0op9LGhmZttOINZ0FAm5RxGVewxhohwCGS6KbEggv+VUCkde5LsEPxWIKJS0iWXbORaomcslfZhegm1qfjmuksgLObQ74nYhFyU2RHJrUixWCABJP7lwUFpgsfVPHjQf17YCpWaa/SSAAUGtGF9Sa00wzjzYB9QkCq2ats3LuSXezLHO9pLX5LalBPTkR27j05XIRZ5Y7HHc81tjtFYnGZd1d3KU3/YwzkPaliPDCX7mbj0gwNacP4oQta9UADHSmlqwJGuV0FaKrUVuL1rJa2WI2HsMC3j32k978f5Pe7Fo12Ek5leJbeCo3FLEWGhMz3nI0Q6WyzJ5WELMV1o95OGJmmH10krfRl0Z9aZzFVefl/Ozi/j6Np1UeS7yrA28xD6vPKli7zweC6ZrIpiy5+fcWBfv3H/Wu7rSCsK4yEOlaQoAVHn81X5T6nza0pKBhFZCrt45iUmbo3Kh6SEAizDLLYpkbvtxEhdbXrSNoFpZxmcaZ0eBEkPNmIn2XXK7iZObYnSHKl+baGjrRMBg4UR5QthRSaNRlim3w6jV4R+YU2ipfBrrc8uO251ycqfw16+Saf9yAsnZ5UjKrkCMpRRh+ScQTg2gsBOhoCiRtjJmAsFKJGfT9o1aMNaJmiJqtSjkpa1LjLkacRYg3ixpwZVzlFmzedMEB4U9wYZDS0YgRXsTCo8K0X6hadOEKG1/EmhDJ7ZhCGRIO2oquc3Jb7RDI0iQQlwKb7l9RaESzzgUjHkUghTecjuNYIhCnOAoTmjV2F/UyChNH7doOHEznNqPE0jIKRNbauQjbjlFsw7CJorARVsFC1s+AnhqEasRa6kW9BA0EVvHzFPWQ/VLXeNTaNMUaFNA1UxAC8SYpbaS9KdWQ/KHBHkCgJjLRL9KLYzUOsXnloltvuScUiTnHkdCLjVB7GvaVVGDJ4GwBLTUrhDYSNtFYXvHPjZTy0ONIxclEmQRdNCmhk6NFZ4OE9of5q9pywg6qGkT23AWCWyFRo3bjSYuQDgumJemVbaDX9nn3B6jVkgaS9OGjW2XPMbxS80RTQZS8qQmkP2cJGztqGWCuKuJbYrNLUMiwZGdL2mPJQ21ORZJB2G0rbVfzEvkA9NxJOeSdgS73EosQYSwp6KGjeDfMfdT7pAWBKQx1jLE0rZNCHhumyswrgC0XFAIEJfNOkttGMEd5x9qsZJonybMH8hb1ObRce4heJXgj6c0xQEDES6Bf1K2XHCKKzPEljs1dVyQUPNH8wZqGaXmUW45yq3rGnOxWIzpFkkn+a7komOh5azkkPMUxym1kHo3d9sBzNxoReTeE9p2ozQNSRA8K0E3+Z5aLOX4zu3jJCsBdDkSuEjh/EvARV+bd8Q/EnDxpgEsCbzI+5ptmRoXastTLB5ZpmMRqRaTtfwmYo8a/XASedWg+Un2m74OtYAXPwqQpdmIOL8LptIY2vlZxK0DADVG6InO4F9LiL+XUBOia1/ErYuYburL+p/KOjemfYzLsv9NTgiPQiDjGJB1BFhyFMji81FgyRFg8TEg8xiweD+QbKFAs2GRlZN9CTIOOr4zjrNj+mVHgLT9BBxSUFGYcKJMprbgEJB+XJbHeCyDQksCHAoPKTgSCoGlR4Clh4CMo0DUQU6srvmmvv5i3ygbM04ewgj3EJB6HEg/JusTI05nVSPBLOlAWmQeBVL3U3ugba1wa9FahcyDsm6Zx4HkQxRi0saB4IMu+SCQcZhpy5FSWIq0A1XiPbEIGkDh2CxHvKUS6UdkP7AvSEu2VflJR4DY/TINBUMCgYKlQtL8uOyHpINyWyoxG1hWACwnvY4BaSeADC0O+5du8WEgqZj5UUMgASHva8o8INOx75KPAVEWaQvD+pJGaeSF40BKAbfhKMy5NVeFyEIghd+OAcuOye8x1IApelBg51ch5QCQcQhIK5Y2Q0nkvcNA2kEgzkohLbfDqP1xN44IyGWS5LMAACAASURBVISRv2a4nVgIpB8CUsijRdVYfABYsh9IJDgQmkipWaTQIvhIswJLDwNLdDxLXk6ioM0GYnJtSC6U42HpURl32WEgsxhC4BEYEqTQuD0mvwqph2Tc1KIqpORXI30/sPgQkFwACTSFfVA1Eoolj9nHiepf0o19wrF3FGBZ5PWYAiDcUi36RIRrY4A0SiyQcThumB/pSnopzSIXScnmSiw+Inma/JtFmohLMrmNViXyYL7kETHOjwLk/XANHKdZgCWH5Tf1nX0vHGlH2hwBVhwCVrJP2X+51Ujer/HYcZl3Yj4XbtRYc0tXakRjD9iQzrzJD9ZqZBUAyw5AtJV8IIG7XIhwrCcVQbSFNGJ7kwsJsgkKZd/Gk4+OA5kngKXHgdRC8pEEUNSuCRBvLkfGfiCV44Hj4LDkxWiLPPVH7VxSttTiJRTIvhLzIscQ+Z0HCDT5onhTaaGb7CulhLYIVvLa7gvwXiaAkQTfEkhF55SIU4a0uSI9BE2E1pEAXb4rn+kEsMqVwF6EE7xSu8r5VIB6aq0cTshqDVwROBHwCkcQrsMV3Oq011VT6tRHE0XDhvjOeZ+Kd1VuffWs67u+HrWAl2AW2g7kSPWv8ztXBe4cK1eXMBMC1clmzGWYWCFR+OpcHenqAzFiILupN4V7o+us6sL6qWdnX31TvtP3+uqsOvqf49uQZK5EyNo/8dysaAybFo4R08IwbPoCDJ2+EEOnh2HYtLkYNScM7y79Cgm7DkEABmsFknKO443kLzB06kIMDwpzuGmO5xFB8zEiaB7e/eBbpIotK3nsmNqT1LxKTMj6Ek9Pm4+hMxZgSNB8vJG8EsnZ3GKUgpXCN9FcjhnfbcKw6eEY+f5CDAlagMmfrkaCMMivu5/d8QBto4TBuKkMSXnH8EbWZ3h6+gIMmz4Xw2ZHIuw3i1C5B2/IxbDZMRj5fiiGBM3FxI9WIcUijWy5ZRO75yBGh6VjaNACPDctBOMWf6JtU9qQaqnCYlMZpqxYhacmz8Ltw8dg0JNDcP/Lb2BkSAwW/LwLSwpom0NNQBUithbhxYUpGBK0EEOmhQnaS38Rhs6KwEsxmZj/85/IKKRGp0ocz4/cbMHw4EUYPi0EQ6bOx/i0z4WWK8FUijezvhb1Gjp9vshr6LQwjAhagBFTF2BY0CKMXpSJ6d/+jvT8SsTTZoYr3j0H8XJkJka8H4bh08IwJiwBsXsOI9lkw4wvfhX9NGx6KIbMCMOcNX8inVo8LjTM1QjdZMbw0DiMmjoHw6aGYPIX68QWhwBQJhvSCcxyjuLtJV/gsbfex50jXsDAR5/BrUNfwOPvTMdbWV8gLecYUvM1TaYybHa1wNKO9PPPmDOsNoT/uk/Q6H+jx+Gmp0fgoXFvY0LaSmTmHUWydohBaV1STDbM+2EHhs6IwvCgBRg+LRRDps3DC7HLELnzkKAt76+auWYHhkyPAHl4VNB8DJ06H68nfYj4vdyKJvi2CfCZmnsUE7M+xzOTZuF/Q1/EjU8Px72vvIUx8xOw6JfdWFpEAEgQWYF3V67GkGkLMWz6IsHP+nEzTPT5fAyfEYyRU0MwYnYcQjbmif58PfFjDOVYmrYQI4LjEberGJO+WIdng8IxYjr5ZR4mr1yDtFxu89HWsAqJ1IpsLcDo0DgMfz8Uw94PxdioZYjZfRSR3GqyVmDuD39i+IxFGDIjFEOnhWL4nBhE/VmEqHzyVyVCVv2JYdMjMTRooXCso90F8ZntCMPIaQsxfHo4pn+7WfT52x+uxZCpczFyaiiGT1+EsB93IFnYd8m+zSoGwjfl4vmwNDw4bgoGPTkKtz33Ip54awbGp3+BpH3HBb/QDozas5S8E5jy0VoM4Xw0fT6GzVyI+ev2IM0qD9nEW22YtW43hgRHYnhQMEYGzcOsb39DkpUAQm7F8v6pNHMJJmd9iWenhWBY0DwMfX8BXk9aKbS21ECSdtTIUlM067s/MGTGQgyfNg9Dpi3Aux/9hJTTuKi2a19YRq5DUWIX7C6AF4ETgRfBFDXYCjgJ+yxNe6VAl8OvCd6YRu8kGJMnuuO4De3cZgU87XVUigbS2YZYEc76q/BT4+vzdf2s7eCpnbw6fNJXOOe2ncS7vX9yKxTugkE9CcNankzjylqoaAnAaCjJLQmpGraHO71zwqhL5U/hRjClhJwCVupd7zvH039Tz/b09RHB1YSshQmwWI+WTl8XVTZ9e/m6Njl/17+rZ5FffXX+x323Id1qw/jwJBgMhjqdp18r9L/tPsz7cSsSC6qQsu8ELh70YJ1pVJ43PjUcaXklSCJNaZhuqUbUjkJ06Xd+jfRtu/dDxJo/kGKVR+W5lZZhqcCwGQtrxLt7zGtI47YLtSh19bOrbzx5I+yeqoR6PSPnEK65+1Fd/l6YtXItsg5U4Z3Mj2EweNu/tT2rN+as/k1oQ2j7EPO7CQFd+9i/X37Ho8JAOtkMpO08hDuHj4NPizb274oeBoMRrbufg9ciluADczWSrdUIWf072nbu5iKu6hcvdOzeD2PmhCPFWor4ImDGV7/BYPSzp7n0lruQkncIKdajuOKhx+zhjnJVXtJv2a4THnr9HSRnH0Jifjki/8hGp36X2NMFtO+G+K1WZBRU4emJ0+zhzO/sa+9A0p5iJFmqkZwPTP7gW3j4Bdrj3DdhMtIOUENUjcwCG0K+24gr730UHs1b2ePo6+Xp2xI3PzoMCVtykFggtYbu5iR1qi/JWonZX69Dz/6X1c7TtxnueH4cUvcdEiCC2680YE8rBMZGpdeK79emA2Z9tQ7J+ZXIyq/EfWPfrBXn/GtvQvSOw0g0Aek08v5pG66+5zF4+vrXisu2dehzLl4MjsBSUwlSLZW4d+SLLuPp6WB/9vTDlCWfYXHOAZx/9a32dB7ezRC7YYcAlgaDhz384pvvR/Lu/Yi12hBhtiGlsBJvpayowR9XPzRSbKfG5pcjNf8E7h31mj29KvflhQlYXFCFNKsNY+bH1/qu4rnyhweF4qNiG24f9oIunRETYpcJDVRkfjmW5VfirYgsdOt3qS6Ogy+NXr645OY7sfCb38QigzsfGXmluPeFmnW98u7HkZJ9FEnsi0JgXOIKGAzN7Xk+OytCaJdFv5vkAi5+pwWdz6nJKwE9emPuT9sQX1gttteiLQTUNoycHW7Pi229bcx4pFp5SIhbaNz2k06/5efqWcWrz1dpRTyx3SntRil/paupvVInTfU+ARRBl/30qe40otpipK+AFkGWAmkKmPGdJxkTmNbEZ55edWxtsn6sq6qn/ZuKp/dVvJOllb3ttbdXRbm6svT0rUFLlq3LRzzr+k+frrHPqhzlK7xlB14kKu00hK2Gk/pR3yGK+DV9VvzUoNYz+fzz6JhiBV6LWQqjtwQYngYD/Hz94d+mF/wC2gngYTQYYdSA2aAnR4hVeFJuOa7+3wNicuI3xvHybg4v3wB4+QTCy8cf3j7+MPo0x62jxyGJ98Vo93pRbT82cTmMng5Qw8nNaPDFC7OjkGGF2MYhb6bkAyODI2EwetjrcPfLk5AmbEK4ymokTakJMJcjieksVUjJO4Yb73/KPsn6NG+FmZ+uQ8oRYErWp/D0bAkh4DykcLjq/ieRvOeQ2KaJ3FKIjn3Otqe9+r5nkGiqQHphNZ6aHGqnjZefL86+9iZccPNd8PZ3gBOfdl0w++sNyCyqRugPv6NTn7O0vDzh6eWLFq3bwMOvmZaPUfi+Af6Y+vHXYttz+rdb4Nu8hZbGgCvuvE9MmKnmCgx87Gl7uIfBgGb+reDfriO8WkqQ4G0wgOEG75Z4NW6J2KaL2GZCrwuusqdr3/1sxG8tEts6T02dAQJGxQcGgxcemjAZmflAQhEw+aNv0bxtW3vaR98JEttfKflVCPthC7pdfKX9G/vaw9gczZoTlOrzNODOEa8gMfeEuIeo5jzkEDzSvk0KheseGyHy9TB44up7n8XLEQk4b8AAEWb0a4GJWV8gvQBIog1S3jGkFgGvxC2DwdPHXh/yLvlr9LwEpBZyS+ko+l03UPvuKfvfYMDFNw5G9M4jSOHW1O956DPgBlmOi0WLopPRqxlGzIpARoENd41+1V6mAi6ebL/RAIPGXyrc4N0ck5Z+Kfiz/6A77OmatWqFhRtykLzrEPpedrU9vGX7bgj+9lcBgqlBTbOW4K7Rr9i/e/r44c3Uj5DC9hWUIWxLDjqdfbH4zroKXjAYcPngBwTQYbznw2ovyAStPBzx7fU1GDB02lwsPwDcMWacvVyjpwcmJH4o6J68vxxvJiyFt49r8K3Pq9vZl2LeD3+IRR41rvePfUPwnqKrwcMTz8xYgHRugRcB41OWw8uPY1WO0+HBkUg9QLs7am2qkVVYjVeTl8DDS4IzX4MRPoxr9MCwWbFIy6d9XikS88qRXFCNkaHRMLBftPzufulNpOaXCZOA+mWmg1fd8XBjwxVYcva5mFB5qXqpd3c+46l83MWxh3PB4oQZGvqu6qP8hqY7qXisp+Y4v9OJ95Ose4ProMoxlyvc5dB4MRN3jVfh9F0X9u8DXkpte8Z3GLS6owUnnPExS+Dh7SuEIAXhgIeeQ8jPuzDrm98wcuo8+Pq3gqc2CfU8fwAiN5qQkVeBq+58SJu4PeHTqi2GT5+L9z5fi3c+/gHvrViLqSvWYOKKtQj+Yacw4harRetxpJjLMPCh4SKtl9EIH08/eBop4Ay45H/3Imn3AflXFRrwGjUnCgYPb7twuGfsu0i3VCHeXFXjsIa7NtYM52qNp7mkxiwl7yhufMABUnxbBGDmJz8j9TDw7pJP4eXDydwIg6c2CXv4YOSsMCwpAsK3FqKDTmt31YNPIMFKu5KD6HXdzfZJ+6wrr0Lmdgs+PQQMnx0Fr1aB8PLzg3dAawydE4kl+6sx54ct6NivnxAuBL/tzzoXwR+vxftLvsLNDz0Hgwc1W6SREY++NUuUP/O7zfD1dwibK++6H4nmCqQReD3+jL18H59mGBMchvnr9mLG8p9xw0PPwOhhQDNNqNw1egIyrTbEbMlF7wscAKlDz3MQv60QKYVVeHrqLBBsGY1GeAjB6wmfgHaYuvQbYRv47sdr0KxNR3uZj06cjowDQGpeCe4YKgEH07L+5954G8YnLMWMT37As2/Pgp9/e5HO068Zel9xExZtMCHRysMIDmNg/TOvNSAPcev7koGDRVoPL2+8GbMUX1UA9wwbKwGib3O8mrhcgKk4XnprOoGUImBs3AcweJHfDfDy8YWPrxTGtwx5GekFNixcvwvN23cU/Obt1RJGL7lAuPSmu5G46ygyiqrw6FsEohTcki+6n38phr0XjBcWxmHg48/Cw8MP5G3GadP9HMxZuwkvJS7FgIeHYuCjz+HGx59D93MuEn3qYfCA0dMTF157E254fDiufeQp3PjMCwhevQPx+06g/813yrIMBjRvFYj5v2SL/n/m7SAtnMDRG8ODIwRoiLcCEX9a0b2/BKCsQ59Lr0Xs5lzE58tt31diMjWeMsDobYSHt4dor1+rdpiraZumfvgTBj42Ctc+8ixueHII+l11rViIeRi94GHwRq8LLsPAJ4bguseG4JrHh2HCsm+EHdmdY94Q9SKY8/D2wpvJHwpeiN6Wi64XMQ8JND08/TDw/icxOjwaz82Yg579r4FBzAOSbjc8OwppplKkmqtw/ytvi3RGoeWT3wO69sT0L9bjgwMa8GrhWIQMD4kUtnY8kEBbzTTzcUFbls16cc7x1fru4psfRPKOQ0jiSW5TBVIKqjFqbgwMHg6N4t1jJyAtX9pi6nnRtcw8ebDiLj99mXx2F0+FMw61Yc7p1LuKdzr9htTzdJb/V+etkJdd46WIrfdVpfRh6ll9o89TJn+Vq6Xq40WBDXU69aGsr0M9qlSBdl+norSrSp1OitjjugrXp3f1/V8UlpZfrQEvH6G14sR0+/Pj8WEZ8GkpkPH7XrTs2tk+wXe/8EqEb8wRwv3ywQ7g5du6I95b+jEyi0sRV1CCFHMJFpuOI9Vcioz8aiTxDiGCpaITCP1xM9p07ivy9PFrievveQq+zQLEe/P2HTDjk1Vgvdg31MjVBl6TNOBFYOmqn+vgWTFp1QW8WmHmJz8h5RAwccmn8PRVGicKWKmdad25K0K+3YD4XUXo0O9CjTYGXPPAY0jLLUHavoPoc/0tIpyTvH/bDhg8Yhzejl+JWR+vxetJi/Heis8R9NmPmLt+n7BrCvnhT3Q6q799Vd/hoiux2FqNb23A7A++hqdfC3v/3DXqLSF4p3//ew3gddVd9wuD+zRzZQ3gxbRTVn6Fj2zAdyXAi3NjYfA0ggCP/X3nyDewmJP0ZgKvy+3t6djjHCRsLURqYRWefW+23HY1GmH0NMDb4CnqevaVAxG7w4qpn/6M5m0UnxjwyMQZWHIQCPt5J9r3PF+URVp07H0O5q/fIgzbl5VAgNG34lfipXkJmL7yW0Rt3IPkvBJti8M18OJKNt56HBnmMtw5Yry9vudcdS3uH/maHcj1vuoGRP6eh7j8akRZeUK1zAG8vKXGq2PX7uh17gUij35X3YDkvYV4NWEJjN4+8PbwRd9+F8OrudzOvWzQYKTwyP2eg+h0gWPLqlX7zpi69Et8xMMkPCxiLcF190gtqtTQ+GJI8EKkF9ImrRJLrCX4qPA47hnxsijXw2CEp7cPJsZmYFlhBTIKTmCxuRxpvNdq9zFcdItD4+XvH4h563OExjP0q5/h395B8wH3PYGE3OPCDnPSytXw9guwL1YeeiMIaQWliMmvQEZeJa699wk73S4dOAjd+p4jwarBgEffniXyTzFVItNciUxLOZYfqsQLc8IEUPQU4McLT4yfgqXFFVicX44s0tZSIbRPd46WfeKlAa/xqSuw7CgwLi4TRq9WoJaPfHfFrfdi8Z6DWFYKfFAChHz9CwK79oJBA6wd+pyNhet2IqMAuP+VSXIBRJBqMNh59/Jb7kfmnmMYn7kSXnbtrxEEXjSkj+b1CQXAgh+3oV13qZ32btYC1z3wOHz85dhu3rYbgj5ZKw6bxForhVZw9DyOEQfwumfsBKQX8OJY3gwvL5RtiK9kalP9ukCUqsfJlKHSNtR3LqOh6U4mnr6sk0nPNPo8TvWzc51qAS9GUGBKFS5AlZsVpYpbVxyVz+n1pcpQqg5dT8Kq/ASubDQXzztk3LRNhuvzdWgD606jz1OfXh/+73tOK6jGuFhuNRJ4SUF84fWD8PK8eAyfPh+X3n43PMW2DCdLozBeTs8+ioycUlx518NScBiN4FbGWedfiguvuQXnXX0rzhtwE867+npceNtdmPHVr+AJKd6OnVJsw3NBc2Aweom0bXufi/dWrkbHPlL4cUJ+8LVJwsYkwWJDagEwKsRZ4zVJ2KbxJGBD+kzxhfQ5aVYIg3EaUafkHXfSePlj9mc/i5N2k5Z9Dk+/5mKS9xTCwMM+4V9218OI+20nupzX3y7ABjz4KJLNpUIQPTd5rtAQsT125+GNwC69cNU9T2DM/FSkZZdi8UEgOb8K89ZsR+feDruX1n3OweQlX+C9JV/imvsehdHDCAoy5vXc1AVIPwAErdoEv5YtIbUABlw5WGm8agIvo68v7h79Al5eGIPHxk9Bl3P6g1tz7G+jX0uMi1siTuzFbstD7/464NX9HCRtLRIao+femwODwUdu+XrJevhp9bn/zSmYtXI1/Fs7QMAjE2di2SFg6pKv4enrAACDHnsOmfnl4v/iQtbtwPsfr8WcLzdg3ne/IXjVBrz/zXos2mpBEu/KcjOGeZkj737KLALmfrcZ7Xv0c9CYdTJ64ZxrbkXwZ+uxrBhIEP9PVyXA3OIC4NW4FTAIDa8Bfc/vjxtoD2c0oHnrjghb9TMeeE1qV1q36YY7H3waXs0kSLv0psFI3XsUod9vgW+r1gLUkIb9b7gNKdlHEMc7kHgydD/wSlQGDB5qTHngtuGvCLtEavJog5NVXI67Rr4k6i2AhLc33ojNFFu+0UWVSLZUI9UExO05iv63/M/ePgG8fskGT/Gl7juCq+912PK16dEPYT9vFydE731dasOYt3/bTgj6bB0SiyqQWGTD/FU70DKwi8jTw8cPry+Ix81PjbLza8/Lr0X0voOILeSfJAMJFnnydEzIIjEHSMDugUfemIK0Yoj/aOT2K0FJajFw5xhpjyU0Xl5eGJ/2oThF+sjrE8W2Lbe5DR5GjJwTjqX7Ie+Kyq9GpqUMVwyW5gvC5KFVICYu/RpLioEHBPAiEHKYHHB71mjwwdBpEZiU9RF8WyqNlweGh0ZJnjbbkFwMjJq2CEaj7Me2Pc7DzI/WouN552h09cCDr0wUoDjBWiH4/VQBL2fh3ND3RP5TgN5p92+pu7gakg/Hj7t4amy5+34mvOHgWtHKJfBShFadod6ZSD278mlcx+OmJ+8qxPYHt0Cc86DdjzvH/5BSDTrVvnM9ar/r6+z8XDctnOvqiqZ/d5i+jjQ2ps2LURNEakuRIEsBBl+DF5r5BeDS2+/HgnW/I7mgAunZBF7SuN5IQexso6IJZeYxMf1jZBRUiwk8YcdhXKhpg/jtmoeeQnrBMVz/6HP28nr0H4AYCl8e1Vc2XrqtxntfIfCqqmFvoW8Teac2X1UiSZvI9MAr1XQcNz6o25Zr0RKzP/tJXAfw7rIvBfCiAPH29sG5l18L7+YEOmxvMzzy2pvocR4PCGgr+IceQ0xBOeKKbUjdfRCDh78Bv1Yd7O1S9JS+Ny686R6ErduO1P3VmP3DVnTue66My608H080axUADx8pLESZ3ILsfTZCVm1C0gFg2vcb0ayFP4xiC9Id8KINkaMvVR28PH3Qom1XPDxhCpJzDiGuqBqR2/LQSw+8epyD1C37kVYEPDeVwMtbgDw//xY4b8B19na36NwDj499B63bOdr66MSZ4qqB18Kz4OHT3L4lN/jFN5BFAW0Fbh/zBrxatodfYCc0a9sOvq3bwbttd4yOzUJSsfx7GldjhVvWSQVA9JZ8PPbGFAS0d2xxsn00lH8/6zN8cRiI3lqAtLzjSCuQJ/VoiP1q/IcO4HXRFRg2IxRGXz8YjV4YOysUF90otZV9L7sOw996H0ZvbRv8pruEQfekpavg5dfMrsW75oEnkcBTrlabsB1MLajCpJXfwKuZMro34rqHRyKdt76LO92qkFFYjjtHPG/nDQ9fL4yPzQCv14gqsCHBZEOKuQoJew7hkpsk8CIPtOBW4697wCs0qAl6eVEKDF6aVtbbB29Ep2Ox+QT6XOUwyL/itvuRuPcI4gqqkFlchaeF/aHkiXa9+iL8l50YG50FD99AMY7ZXxMXf46MomokiO23aqE9GhNM4EWwI4H3w+PfFfZziWYg2cz//KsUQOyuMQ5bNg9Pb7yR8jEWFwO3Dhkt0nM8GZv54qXkJcgoBlJzq8E8Ugsq8b9hY0QcLjKobX4taQWyDkAAIznOjGjZKgDnXnGNnXZtepyLJ16dgBatpNac8YaHxgjglUQN994DuPjGu+zxr7n3SXHg4YanhtnDelx0JeJ/zxVzG23GBPBysdXYFI0X7T/dOiEfnWVNI95pCK855zJoLK8fR/q5sr5nAf708r+uNjh/06dz8cwT9XpXWw7XLWvdxq9HI6mnRWOfnWmrf68TeClCqwLVuzufhNcT5696JlFVHem7q9/JhDPv09EO5nsy9fk700jgxa0VX7GVxUnRzz8AHi2kETjteTw9PXDLfY8hZUs2Ug9XIrKwCsm5Zbjibgm8PI0e8PT1E5PhFbfdi0vp/jcYl972P1x5z+MI+eZ3pBeUi5Xn1A/WoHkrGu0TvHjg5VkL8GXRMbwcHAYPT6mFoQHshJTlYhKnIb7zViOBF7cv3U2CcrKwIdEsr8vQ9zW/1Qm8WhJ4/YglB4ApS76El6+m8fL2w6igENzwxBBRd2+DF3xaBcDPn/ZBcktiwANPiOsvYottYivt4/3VCPlmPe577W2cf82NaBkgAYIwptaE1y1PjcAySxnm/fgnOveR26/Cbkhn2EtB4uHXEr2vHIh30lYgLb9SGLTP/m4T/IRdiyz/qsFyqzHdQo2XslszwtPohRYBbR02K54G+AX6Y8Ts+cgqLkVyQSWi84GYzRacpbPx6tjzHKRt2S+0GE9Pmy3sb8gfzVoF4p2Uxeh1iSb8jN5oEdABPs187QDrsXdmiDup3oxZDg/v5nZgfufI15FRWCFsym54WBrGKzBIgU5N3Mvz45G63/1YSsq3IW6nBZffc79dcPq1ag2ejGReHh6e6HvFQLwaEoO+A27Gxbfdh5HzkpCcVyaE8SvxK+3Aq0//AXh3xZdo00MebLjwymsR2KGTyOe2YS9g1Mx5QsvHfC8RwOsYgj7/FT4tmtsByIB7HxfXJcRbeT1JpQCqE5d8AU9vpYEx4vqnX0C6+YT4U2JqkLIKbRisnf4jTQm83ojJEAdLyLfJpgok8+bwvQRecquRms3mgQGYv2E7Ui1AigUI27AHXc+TRvKs451DRiPi6w3wbSnt5nhKcMzsWGQUVoEa3uS9h9B3wPV2ul195934ILsYUd/9hvbd+9n77/anX8ISK7UuHEM2sbX9wuxIO9gmTz427l1k5PPEYLU4sZxkLhdayMG6QwReHj54K/ETMZ7ufn6svVweOhgblyHv1RLXxvAOtDLc/LQEQ+QF72b+GJ/+ibjb6+Gx79jTBrbvhElJH6Dz+bSRo4bTE/4B7eDj3Uxo0jh+RoTGCs1jemEFpq78Hs0CZZ/y2wszg/FZcTleDomC0ctDtJmHgMYnLkPK/iqxXXqqgJd+btfPQ3/ls5zz3I8nfR2dn/8u+d8U+ji34VS+11WvxgMvAga90yHGv4vwTWGW+gh9Bng5BiGB12uxi+HhxW0RKcCvf/xZzProW/Q4T9v6Mhrg36YLnp0eidTCCsQVABk55bhK22qk+3dz+AAAIABJREFUxsU3sBOCsj7FsqIyJFvKkGEqR4a5BKmmSizmpYqWEiQXV+CelyZII22DhwBaZ108AJfceAf6XHI1jJ403par6RueGA6eiGP9Rs+J1ozr5Sr9/tcmY+kBeWFmSjFAxy0O2nJwe5L2JB+dAD4+Dqw4AnmiUltAiJW5uQJJvLDQyu2cEzU1Xi1bIvizH7FsP/D+4q/h5dtCaja8/PDiggQsWrcFHXufD18NOFFAiJNeBgOufeAZZJgqEb6jEO98tAqTl36NV5I/wqI/TEjNPobgb//A/a9Ohl+rjvDWtFCd+vVH4s79mPvTLnQ+y3G9RmCXnnhhZjieX5CCMZHJoPYtfqsZS4qqxHUcvJwz9GtuNTqO0F9114Pi0sx0iw0DH3vWLqg8m7XAiwsiMDokAt4tJOglnXtceDWCv9yIzEJuxwFJf+Sjz/kOg+yOvc5F6pYDgr5PTZ8tgBu3gHybB2D2d+vx3pLPhQaQQpjhNNjnFhKF4RMa8Jqxcg18xOlF2a+X3/4QkguPI72oAhPSPhXxBr88Fj6tW0vgb2yBlxclIrXY/WKLWpIhsxfY29e6Ux9MSPkIw+ZEwrtFa3u4A/gY8MDrk5CSXyFOWo7Vabx6XjQAYb/uwEU3aAbsRk94cgFg9MTohbEYOTfCDqwvvekuJO87irDf89C8jaOcPpcPRPLOA0jfz0tJq8FLV0fMjBaaSIIq0uPe1ychrfCE9ufSQFZBFe4eKm28yD/UbBJ4ZVl4IMGGFGov8isRs/cILrlJ1k0BrwUbtomte2qJ0i1lGDxSAhryYo+LLsNjz3OrVG7ld+jZF2E/7EBqgTSqf3f5Kng2byFtv4xGtO/ZGxfe+D9ccu0daBnQzj7+2vW4EAs3ZSORF92aK8R9ZC/NjtEOeLBNHnh83BRk5nMRS3BWJfzFhcDdo1539IGHL95K+AQfHgaGBM2U4YL3vfDU29PxwWFehmpDMgGP+SjOu95xKKVVm84I+uwnDXjJ7V/S0r9NRyz6eQdeikuGp6+v5D0CNV79QrssTwNGzokVoC6l6AQeFKDNUy4cPDxw1iX9ceHNg9HvkoHw8fCEhzbnDHx0OFItFQI4j6YdpIfUdLLM+159R1zKKy7p1eYcaoKTCqrFrfu8+6u+hbdeO+L8XJdAb8g35/z070K262R6ffJR//3vkv8NabO7OPViBypydE6v4Knv2V2ZDFc/u3F9sli1SC0Pn53f68rszLfTox37p9BV3IETuwLeuqsdbh35PL44CrxJWxhPbzGxcfIhYJjywVdIPgAszqnAtXcq+xIPAbxmZH2GjwrKkEGDeks5MiwnsDivFIv3VYnLJsM270WPiy4R+SkDW+ard9Se8b1V554IX78Pi6n2nxMjQJmHECbNMHj0K0jenIfoP8yI+sOEqD/MiN1kQdzuw+BfvjwfmoAn33wLT42fjJEhSUjILkFsQQUSLWVIz6kSl7eKS0Pzgcy8E7jxIf11EoEI/vQncYv2VAIvH6m1ILgcERyDFYeBl8MSYfT2F0bCtFdRYHHAg89icX413l3xHXzbdbafFL11xFgBAFdWAh8UluOsi662a0s69r0IcXv3I/TnPejUV67gKUC7nHcpFuccFf8ewK2WpcUQefMiykRTtdiSIpDza+G4wuGqOx9DWp5NXCw58FGHNsnYshneWfYJPtoPDHpIu2NJ2xo+/9pbkbSjWBynT/qjCH0u0AGvnhcgbctBx1ajtvXi69cSQZ/+hBXFwP0vyhNs4noK2u1pcR6fOBtLDwIJW63oe6XUsHAbmychX47LwAcHgS/LgK9OAO8t+0RsNbLd3DZ7PixFXMnhcozQtqvAhkGPO7amzx94Gz4orsDy48DbKZ+iM+0FtfYRELbt0hWhq9Yg7Wi1MBp/NW65fXuu5wVXIHFbPga/MFmCFe30avNW3cXdasNCwmHQbIMuG3Qn4ncfFBdxXnL7vYJPCcC9fJrhqckzkZ5zWFyKu2DNZnTrf4XoY6HNatYK76R+iCUF8q9xYngjvA54EcRQK/habCYyqMniRZT5pYjnAZM9h3HJTbfbx0hz/w6Y/+tu0f9x5iosKQDeyfoKvi3aCDDl6eOLlq272hdRg54cJurLO8+W5VfhrpHyfjJlL6gfe3yW/WgU9BkxPx5ZxZptXDHwfHCUzsbLiEdfn4wsaxVSzNJmkkCQNl+DR3FxJce10auFuBh5JbfGP18F79YS+LOcTn0vQPCna5FVwMtNj2HUvAhhIK/A6tmXD0Tqn4XIyq/Cg6+wfyQQatGuA4J/3Iqs/BO46WnaphnhbfSAL6+c4alIDwPGBMeKf2cI25aNHhdrC0gPqVFXdVO+jwCCRvh36YmIn3eKk5nPhxJ40aaR7TDinuGvInWzGeGbC7BoiwUxv+cidlMuYnceBC9nTTZxXiEALf+PuYom7A4x7b+NHvW11317zgCv07SV6FIQ/MvLokZpbPwyeHnJFTIno1uGjRY3gvM004X/07Y5tFXhNfc8Bt7WzePZVw2WxvWcnDx8mqHvxVfg4htvxwU3SHf+oJtxwfW34qYRbyPVcgyvxafCy9tXTO48uRTQoQs69z4Hnc46G53O6ofADh2FsPLSyuIlhlwRjwpZBKOnvO+IBrK+LVrCv3VbtGzbDi1b07WHf0AnPPn2+1iyy4QufR1bL4E9+yP9z/1ItlYgLr8MyaZK8PbyeP5XoBVYknMUgx58XAgKTvi+zWlc/wMyDwMTl32hnSY0wMvggWHBUWIrYrH1BAY9JYENwYJaMV/90FNItVYiYUsuOp4jDwtQwPm2aIX7x07AxNQVeHDc22jpLw2zSevbnhmNjMIyhP60Xdh4CUFNoXRufyRuLxS2TImmKqQIx0VABZJ5839hNeZ8txF+LdrYQdyAOx+RQrawDNc+7rBf8WrWHBNSpYFz6Gcb4N9ObrsQlBi8vPH8vFgs21+NuM1m9NIAA+vWsdc5SNlWKO4Z41UJBAhM09y3BaZ//IP8i6et+Tj7WnnnFbf4hNbLYMAjk2aKv1PKLKzC6DkRQmNpF3QBbTDokWfw8JgJuPbuJ9CyXRdxcECCAU+8OD8FWflwPeFbbEL78vBYCmJ5upJG/cNnhiFy4y7M//onXHbzHSI/0pL19fL2w+W334Ppn/2IpcXVGJu42H6dRM/zL0HCLivGxS+TdzxpgK3X5Tci1XQAQ2bPE7ZfLOvSW25H/K4Dwtj77bQV8PDlSVPtTiuf5ug3YBCuvOMhBHTpbecnprv49geQtL0Iabzzh7yXDyzPL8e9Q6SNF+vp5eWH12MzsdhKjVclYvNPiFvgk/dQ4+UAXi3922HR+p3yvi4LTx1WIX7HIZx7nRZHGzvUonk288MbqSuE1ljYRG7Yh/Z9L7CPseYtAtG517no3LsvOp51Njp27yMWYEobS9uwxXuPItFSDd42//xsav8M8v4rnn58/R1kcftSAC8KLNqQVePu0VLjJey0PJvhjeQPsaSQfylUgoFPDtX6TdLNv11XXHHrAzj/mlvhqaenhy9GBUfig0IbsizleOgVGuYbBbj0b9MOc1ZtEYb5Eb9uR7f+V4o28XoU0pLz0ZiQSCw/CryWkAkvX2/wIIinh1FsI3fp2Q8de56NTr3PRuv2neFl8BSOwG7EjHCxSHpxHg/0yDmReXJe8G/fDf6tu8C/dQf4B7RHy4BOeGhCENIsJ5BiLkcq///yXwc03AMJ2Zb6gEhdiol/Iz3qa697ejUZeCmt2Blfagf/y3TgX9C8EpspJkNOqnQ3PzkCiy02YRD73oqPQcGtvnl5tMSkxA+RlX8Ml91+nz1cfXfldz73cqT+uQdX36sBNU6Qvi3w3vJvkMybxXcVIm1fEaZkfghvZf9lMKDvVTcgy3QIz4c4tpVc5a/C7n9pHLKyLeh9EQ2/ZVt6XHgJlv5ZCG6/xeVXID6ftjM0BK4Wgm1Z7hFcr6uXp5cP5nyyRvyP2ztLP61x8/eIGRFCiGUWViNu4050PtdxopHlXXXPI2KbdVlxJcZFpdhtjlRdnH2mj/jhNyzZX4WQH7agfQ8psBmvbd8LkPRngTBCp0BL5lYO/1+PR/b5n3OFNoR+ux6eNFzX2nrVLfdjad4xZBQcw9UPKxsv0sFXXGLJ/42k1uWe0XKLS6XrffHVSPojG6lbTeh+tuNkZdsuPZH6pwWLi2wY+i7v8ZLbiB4evgj6aI3QhNFoOmjJp2gRqNntaXV5dMI08V+eiYXVyNh7EHcMe7HGpaWqbL3PS3yvGPwgFq3dhgxLlegnV2OPN+kvWP0b2vV1bM0yn2at2sLo7VhAePsH2AEWaTBiZiRW7K/CK/Fp9u3D7n0uQPJ2MxZ+vwmt23e303LwsLFYebAUQ4IIOCUv9b9hEJJ2HUBavg1LrCfw8IT34NGs7stAe118NeZ+s1EaevOPqk1VAjStzC/H4GdG2vMmbV+LycCSfCCDRsrWE0ihNmn3YVx0w232eD6+LRH58zbwdGZKfiXS8iqQZQWenTTfHkfVt/dFlyNhWyHiC4DFhdV4IZhbhVKjzDgPvzQBi3cfQPyuYiTuKkbC77vR+0rHBbrNWrbAtOXfi0tKqXF93uk290fGThD1SLRWir9mIl8uLa7EXcP1/OWBNxJXCNsv8d+gv+3CuQMH1aqrqrPwvZqBWuL0nENIspYhK78UD74sNav83qxlAEK/34a0oipkHajAm/EZ8HbqhxEhYVhSWI5r7pOLKqbz9mmOqctWIGXvYcTtPITUvfsRlLkCvgGOS417XXkdMk2H8WKoPEjAdALMaTwg6qd7Hvz8OKQXHEccNeqkA09M65weiOnDXT03Jq6r9KcnjG1y5+qTj7XpcXrqWJPmTSvDXVtVuPuyagEv/gWL0taoiczxzruSbDWce0Krws/4/xUacatxfPrnaNPzbLTu0hMBnXtg8KvviP/wS7YCmZYjuH3oCwjo1BttuvdEqw7dcevICeIk3E3PvojATj3QrnMftOvcF226noXA7r0R2L0H2nTrjjZduyOwU09cedcTWPDdenQfcJPQBnAb8cJb70bivkPi6DtttLiiTvnTCl7T0KpzN7Tp0h3tzr4UC1ZvwWsxmQjo0Q+tu56F1t36oG23nmjTtTdad+2Ftl27o22XHgjschaeeD8Y6Tn7cfFdT6B1l27iCoYuF1+EpN2F4g+Lk8zVSMyvQJKlHEn8v8n8CmTlHcWdI15FQCfm2Qsd+l2Eud9sEKvp9z5ZjTZn9Udglz4I7NoHLy5KF6e4kq1VWHbAhjeSl6Jdr/PQunMfkf6mEa8g2VqGlIJKLLWW4aWwZJx77S1o06U3fFq2gVeLluIagg5nnYvrHxuGud9uQFYx722yYe76nTj7ulsRyLZ07om+gwYL26+UfJ7QlIOddU60liPVXIa0okrM+eEPdDrnEgR27Y5WnbrhFhpEm0qQaT0hTgwGdOol6NKu9wV4e+kX4g+70wqrEfHzFvS4YoDo7zZdzkJg7wvwevIKpO8oQv9bHkJA557g5ZR9BwxC6vZ8ZBZVYdTcWAR2Pwetu/RBh74XYsZXvwitW0JBFZblH8czb89A627nIrBbbwR07oZnZoaLP0BOsFYis6AKGXsPYfjsSJwz8Da07twDfq0C4N06AD6t26Fjn/Mx4N5HMDYmEck51LARZHJSdz/PZBVXY/pXazDw8SfQoXdfNGvVAR7eAWLLrUvvC3Dj06MwccVHGDFrHrqddxXue/kdpOUcRNb+aryR8TECe5yLVl26i5OlCdsLkL7nEK68+0kRFti9H8ZHL8PKg9UYE5aINt3PBm3uePI2dc9BcbghvaAKH1jL8XpMJi6+5S60734WmrVqA79WgWjRtiN6XHAZ7h01DrE/bMOyAhvixBxbKf46KDnfhuWFlXj09fdEH7Tt3gvtzjoPEzI+ln/XYy4TwIt/25O87wgGPj4MgZ17Cf7sdt5liNq4VwCe5PxypJnLxOnGud9vQ4/LrxP1bN21DwK79MYzE2ciqxDi73CSacs4bBzIE2269EK7s/uLa1yyaGNVBPH3PEsPVuPxd2cisHMPBHbtKXj6yaAw8JQm/3T8lYh0MQ447pj/0++FCt5NtJI/y5BK84L9lXh4wjS06tgNrbv1QJue5+LtpV+L04u8biOr2IaE3/fh3nHvoMelV8CvQ0d4BbSBb0Br+HfsjB5XXIuH352N0HXbMX39Hry3bjcW/J6Dh96cIurVpmsPdL/oSsz9cSfSi6uRUliBpZajuG/sW2jdjXNUL7Tu1gsvxmYi7Lcc9LxqEFp37YGAzr1w4c33IGlvkbhYlSBQXPC7Mx9XDCbPd0cbun4Xi78FGx+XhcDu5yGA842YZ3qiTbceaN2tJwK790RgN47TvnjqnVBk8aJnM23UuFioKZgbA6YaE9e5nL/n3f34dIzdmvT4e+r519ShFvDiH8+qBqfwgjgnZK7ClK/invH/mg77W+lstSFq52GErtqMOas2IHj1L5i3ZY9cwVl4nUMF4rcXIeS73xG6eh2CV6/H9J93iL+fWrRhH4K/34CQVRsR8v0mBK/ehJlrN2Hmmk2YvXojgldtRPD3v2Hhur2I3bUfU9f+jtlrNmLOql+xaNMupFjL5X/90a7FXI10cyUWbNyHGat/RfDaXzB71W+I3XYQUTsOInj1Zsz7/jcEr9mE6T9sQPCqzQhe9YcoZ/bqDZjz/UaEbTOLFXLCFjPGBs+Dh9GIc2+4GfF5x8SBgDRTNVJoZG8tQ2J+KRLyeeljCcI37EPIN5swn3dJrfkDcfsOI5UXJe4uQsiaPzBrzUYEr/4VkdsLxf8q8jRlfEEpUvNLEPrjNsxluu83YcGmvUixlInTlrzugBeIpuzej/nfbsSMD75B0PIvMG35l1j48zZx4eTiA0BcgU1cRpucfRTzfvhTgLF532/AvB+3IcVUIkBisrUUKZZSJFkokMuETU1ifiVic45gwXebEbpqI2at+hXzN2YjmcLaUoGwTbliKzJ41SaErNmImD1WJPE/+vKqkJ5vw7xfd2Dedxsw/9vfMPv7jZj/Ww5STeWY99MezFr9G2as2YjQH7cgI/e4+MPvqG0WBK/eiJBVGzB39QYk7uFf51SKy3KTikuRmn0Ec9ZsR/Dq3xHy3QZEbDUhJb8UaeZSYfDPv6Bhe5P2HEbod79h6vKvMXnlV3h/5beI+GkHskwlIAhILK4Wtk3U7rkfFzQ+hwADmZbjmLtuK97/9Ee8u3wN3vv4R0T8sgdZ+WXCPm55kQ3RG7ORuO+guKIiQZyIPCDst6at/VUAXm7fJlmrMG9TNoLXbkLo2j+Qspv/A1iJhVssmPb1z3j/k1WY/fWviNpqQsSOIoRvP4zYXcex2FSKtF35mPf9egSt/AZTP/wW0z9bg+jf9mB5fhk+KKoSPJFoKUFqfinSBfAvRWLOEcz9P/a+A7zO4kr72iab3fz7778JEAK4kgAJm2zYTYWQsiGbZDchoRv3Qq8hkEASusGAMbaJe5OrmlUsySq2wTY2uFe5N1mS1W7RlWSVqy69//Oe+ebeud8t6sYkvs8zz3zffFPPnDnnnTPlbjuKV9I34eWUdXg+MQeTt+TinX0FmLI/H1MOFGJabilm5BbhjXVb8Xr6R3greyumbtyFJQU1cnXA0hKf8C/5YkWJD+/tOo53Nu3H1A8PytiIOeXGMjfb1ojYolq8u/04pm46gOkf5mL61qNYedYnNCZgWlnaiOXuRiw86cHUDw/h7c10RzBjTwGWlTYg1tmMhUedeJe88uFeTPswF/MOlsn/FzJ/1VctiHE3Y25uMaZ/oGTC9E0Hsei0FyvLmlQcXiDrgiwXLz7qwqR12/Fyxka8kJKDv6SuxTtbD2HBqUrMOuLCtNxivL2nEK9+eBDPJa3D87Fp+EtiFp5NyMZrWw5iyu58vLu/GPNOlmPxaTemf5yLmRv3YubGfVh0zIOY09WYtnkPpm3ZI3Ji9p48GWsrS+oF2MY4G7DUVY/3DuThrc0HMGXzIby1+SDmnHBi0Uk33iUdtuRi6ub9mMoxtmUf3vroICZv3Y8pH+3F9E37seBAscgx7h9dXso2Xoju06jH+pKOPaFH5HqFAK/IAqwnFTj/aT99M4LzT6Mu9zX/YqasXY6L0+qUwNOCPMlUSmHdLC7eCaTSKuVtQ0JlK2K9EMW3ytWOuCogvgpy1w4VK9MneoEUj7Uh3MtlDu7vUOHcKM7ZM5c+uOGXd2utLGmVjancGM64q/i9Ekj1AElFkI3fXOpI5zf+DU2VUuLxlUDcOV7u2C57lGgFWlHWiCnpH+Or31b/ozfx5eliEeAR/pW8G4n7MATA1GNJmU+USjzL8Sqrm7Sf9xEVtcohAbabM+NVFe0CWHhKk3s5uKGYf3xMmknaCloNCOwIJq09ZK42LC9vE8DBy0STzwEplSo//h+cXLjJPxy38kqw8uJVFlzCk74saRLFzX8AoFCn9Yt1iClrxhJXs9BI6M58ealmCU9qtsieGl48SXrx+3JPPZaX+hBb3CoXivIPrFlv7fj/kitLWpDMZSkvZJkw2Q3EFTfKCVBaeEgb0jyhqhUrS1sRW8y61GEJFTv7l/zjVf3GDfArShokPU+Scj8dT8MuteiZVAW5YJX0IA15bcjSUu7rUiB8Ba9UsFkPzHe2g3XgScW4ina5dy2RfEh+JH+62J52xJa0ywENnurj5ZNctuUyJi9WjT3XLnWOK4VYRONYF16VUuTDvKPnMG2vG+/uL8G0g2fx3oGz+OueQkzZeRxv7jyByR+fxqTNJ/HaR8cwaftxvL0/HzNPeLC4uAFx3lbEVbQi1t0q94etLGvA8qIqLDrlwvTcQryx8wRe2nIIk7Yexzu7CzB9/1m8d7AY0w6cxbu5ZzH9SAlmHvNg9rEKzD1WjpgzFVhyxodFeeewIN+LWScrsaiAir4eK8vqsby4QUA6/8aKfc7+Y59zSZR9sJygnUt2Hki7dZxlQhPyF+OpsRjnapd4MgYtnqY1azmtrM4WJHrb5WoIfud/YHJv0/Iy5sHlxha5x468RPqSV9i3K10cL6xjk5qUcBN6KaRfeMiC9Y6j1ayoASuKeDinFYllLeqADv9X8FQVpu3Jx+sfHcYb247jrd1n8PbuU3hnVx7e3p6HSdtO4K0D+YgprkMqZQ/lTWkb+A8OSRUtSKhiXwNxXvIELVP1MpGR02/OJjmNynFCt7qcJ0WbkVjWhjSXCtNjhN/lkAvrXNmGNF4bQyBd5sNyZx1WlBLIsl8uNEew8CnQRUF1ZJ37io49oUXkOnUJeNHKZQIa+/MF12HcyEkX1EkX37tPDzJSrdq0XdwuJ+bk/8r4H2n8w1gBGq3y9yWqDP4dEAV1u/xfHvccEWhQcIvwtsCUfpcNp6XNWFTWhLgi9XclXHbhtQ/8vz3e9L6slADIh2Ul9fLOvSICRoroN2GRs0mEOgEFrU0raLmiECeAkjyakHC2UQDVCncTbnv8JTj6fRY/f+AxxJ70IqEY0g5dhlg4irlJUpXHZXceBVfHkBuwTP4LsAVLy+plo/PyYp40a8SKoia5p4tlxxe2IO4slY26rFXAo9y91Ch7sGKLufRSj2VOn1jXqPRZd5rg2e6VVJaiEBWgEp7mUqJT7RWhxUctX1h3OgkQUXu9SMdlZWq2HlfcJPUmvYRmxVx+apKb3wnU4oraEF8ELKN10VkrY2cpLZlUpARVpQQnBCVNYk1jfgSdqnzWt0F4gwcSeHKLe82WOOvFssb+4H92Mj9+Z56Mz//Xiy2mImd6ptH8YYxTWt6lTaRzoyz9rixuQ5zkw/5mXkZ845lLrkuc5Jt6rKCyZt+zP4tp0WvAyrP1UuclpeTRdtWHBK3OZqkXwTf/z3IpgWER6dCEBcU+zDpViXn7SzD94FlMO+LCrGNezDtRjsV5FVhSUI2YwjrEFFZjaf45LD19TjbazzvhxF+PFOOd3fl45cOjeHnjAby2eR9m7D8ld3AtPlOLGbln8cZHuXh1w368ujkXb+08gZmHSzDnuBcL82rkb37IC/xz89jSesQ6G5FQ1o744lbEnaU1Si1lrSirR0zpOSwprMeSM+RH8hCXnttkUkGf/bCMe8RI+5IWxBWRLuq6II4l8jHfNb9z/C5ln3I8FvHgieJpgmoCO05SlhURFKlNx1xW5O3uvEJC+IHlsX9FTjRgsfwXK8GgOsFJHllOcCabzltknyWB7bKSOmWB5RUfYiVS/LKMfCn723wCJuNLmpHAS74LajHnhAcLz1QJcIotbcDyYgKoeizJr8S0vacx7UABFhaRLziZVDy+oqROxodMWEprsbSMIJRjjnqEY0zxLcFYrEw2aVVmnZoRx0kab7LnxnmO2ZIGJMjYa0SMqx4rrT5TFzZzIhZZKfcdiOhMmT0FXpGsPOHHZ6Rx27XwTxJ4RWpv9DqFAq+SRqwgM8lafHCmEibKS81qlMALjtOb5lMOMu2kLHvZtnelnGlKpwAKOMlDrAGB/ESw6Pzt38zwSN8Yx/bNLJPPLNcept/1N9MPyk/nrX1dJ9MP980K681+CORFQVQrM2KlCLm/hgOKAozKWO2JUt/Y/gZR8BRIXAJj26no4ygwKXgswbbCWh6jEmYYzfpxRQ2iqGOsixmpnCnUKJQoEJc6G7GUQpggTpSNEpIxkpcSMFQEVPZKoPMYe4tYy3h/ligDdztm7zyFl1ZlIq6UVyG0iJVHQIEIdCorKn0KVy410gV4iHUlbWjFWUyAQQsT/7pIwH4TYpykiWozw0grEc6iAFVbuLwWX1yP+JI6xJZyJkywym/NWFHcKHRIKPbJhZoy+xahTsGu2ij1KbEsgeIrUKvBrAJ17Aefsihxfw3zkLaw3+jYFwQVBLtUQtbMXJalmhFXVI/4YradoIhAphExTtZTARHdrqXsb2lbswAYAmnVBsohAAAgAElEQVTyhtDQoo0oeRkXXPryiUISRSv/INAmwCGOBwKKG9RVIxavcH8S6b/cyfwUEGTbtJUmwKPB8oh8GcMLeUUpqv4nfyrwqRQk2x/DO6ZKm2WzOuvM5WWWybqxndL3RfWizN875cHsU14sP1ONZaV1iHE3Ck2YjharFex3VzO4r4p0Jq/HlXEJrh5xZfWIJ13z6zD/cIlcdfDaxj14Yf0e/OWDA3hxQy7e3HYcMw+VIIbL2ARXHDvkI7aBy8cErAK8GhDLcILa4hYQCIsMEd+HFU6fWIfiBOxwGZf1aZV+JHhfKaBBLUmz7SKbZFKkgAHL4WSHtOW4jbUmNxyDwlfC02p8kH8Yj2ONYJX01X0ikweho7J0kc+YXllV6xWdrTJEhlvWWo4r8u2KshosL6vFitI6oS/rqXimASvK6rCcjlYyPTZIE+5pK21AnAWSpG+c/IsuLnVXYeHJcswvqBZrvaYDwREtXyuL2T7KOU4ayKcK6GqeUcBIyQH+0T0thFIn+iXMg22qB/mYdCEv0dLHSQWtqArAmTLFGsvkM/+4tnhOxqn1rPnQDNPP+pv2dbjpd+abxAnIOFPeBeknQw4qGcQ0qv7im+Xq53D6Sucj/NGJcu15WDqBdItIO7Pd5rNVL/anTh9Sd3u9dPniq35T/NC15zDAi4O80RrgYTpfE/E8+DLoZd+HJQAiPCvTNM3TyqkZh6Vg9GDsI1+XyTpw0PkdrUB81775TT8HfevF+p6Hvglh0E9RmVRi2vFIe3IVl0J4aISTDsX7ooQYj8rEiK/HhvgCIJTA8ccjsOFyiuSj01p5Mox0svzzyae9VVZn+10UIdsq4EWBpc7UgeNJjaHg8SDji99oHbSP5Q54j5M23Sf2+ovQpNIWC4SSM/Y4kpaAv8gnFqdlRVTGjbKn0RS6VEB8XyZyylKmVpiOx290VPZcMiOgmXu8HJO3n8LrW09g9lG3/PG38BwtPKKwVRqdh5+2rLMlE+11Nt+Zl46n22LmERRXA3M7jfv6XeivaRbQO/42a7pa48esM5+FXkY79Xd7O3W8ZdwTWeRTgM3iH/KJH2yGUdA6z876IXza1zS8mH+obOhLmnQgd6LxSQjwChdZD9pwfrj4vRUWrrxwYXbg5QdD5wmI2cvrznuvDtIeMERHfacFVyS/o/SRvkfK73yER6pTX4YTgPVqn0cRMLG0JkRxXalHRzTh+GQc3W86Pt9ZB5al6xKu3M6MnZB0Nn7XZWtf10HVK1A3ftffCJz1s+kry2AACEg7nLQWBceX/rTCqNRVWQp46/y46VzSGRNIAlMB7WwDlzO5xEnLltUmLe/4jdYtplcAwQKTFmBkuN3pcnW4/V2Hm75Y0KLwiu67Xvdt9bfTT1n7AjQXepPPjL5nO3Qb7el1OOnJeOwLoa3RVzqOpod+764fwqddGKNdSfv3HtfOi12hR0/SmrzXVR4JAV4m8/YWA3a1Uoyvy9Z+tDxkEBpMbRfeXemIaHHtnXTBvtuEmKbhp8kXBUAlZLlPU907VVcLhETjt+5+6ylfRi3XUm5mG/V41cDC/Gb2n+yLsZbe1HOD2ivjDwsFiLou9jbpcPEtS6VYLEMslKF5Sl4WEKRCF0AjdWgS4MM8KUPYDtZfy55YV4t8ZzkaYPJ7nKslRF7ZaaHzMWmjn7V11J7G/92Sh/weFIdLmcZYD/pm1d0eZsYP93yhAC973WTp0N7+kLbb6GPRQOcly+BGGh2uaGSl5RJllHJ0ms74dp69+B5hLFpAP2hMG/rcHt5TOtrz6/a7Afq1jOis3yng5Z919aCgzlYoUrxojN6RsIhG2HCdaMa3fze/9fazvaxuv4cRLpHoF4neF8MDVo7epIXuh454ttt938fWCtafyzGkiW6L2nek6EXrjR/IWOBGLNK8Q8rJvU4Bxz04aqOytVnZqDvHVldoYJYr45KyypZHnAF2zbzl8IIscQaskPwuG6UJyKxlQZnhEpSJlcqyVMlYU5asAD0Cli4zTPGR9c2/rB0MnnR8zXMa4Ol3oTvrZrVPJp2W5Sf42Vomt+IGf1OWImVpU3kFfY+i9Loi80wad+Y5aD9RWF0ToGswPQL95q+f0Mfa9yX00fTQbVe+rpfiGbWfLyJdhBcUf8v4JX9HcwY/63Ki+f669xL9eyO/aPXt7W+9Ud9wedjrGS5Od8MoC8RxdU32GZq+9c0vLwK8FwK8iPY1U2shYAIvHaZ9HVcEQhiFb363P+s8wvn2uNHeRWh0k1ntnWJ/726HfKLpwgqtvgES0frl4rfINBeg0EXBbOfNT+Kdfcrxqi0pqo/VnqV4WoQIzIrrZZ+WAllNSHS3gH/QzDuluGF8aWENVvDAQBnBGGfBgX1duk16/PBd9kJFoZWKS+uZyoe+HN7gXqwin7oSgEtKxdzczjJ5IlADwNDlT20xZ766PvR1nUxfC14zjM8CziyZpOME+RHGqF8W2sCUTusHBd2Ud/Z69uW7SbvOPPvbFobWuv3h/L5sgz1vHrjwuyg8Gba9Ztowz/ayLoR3f1vD1DdsG6PQpCftMcdkT/Lpk7TWliY5OSzXnPCqE2PPuW1Sxzron/9PssMBL61AKRS42dN0fkERBnTZv+l8/L4tLzNf+7M9L/O9L60HfdJRfS00OZvWgt181mHa7+hbpO9muPms86XP8GjfdNxocaJ960l6o34mH/X1s79PrBl4VwXXhRCfNDJBF9/ZriVn6zD/lBczDp7F27tOyt1JvIdq/ikPlp6txnsHizDp46N+9/rWY5i2vxCLeLt7aYMFhgIgiGBLj72O202ApKxntKBpx7CAhU19J9CjI/hbnFeJRXlVWFJQKwBLb3ZnuSxTl99bvl2JBeUrlinLKhNGPkhaQ6kFpQ0T/9P+PaTPwyl+K+x8tjWkXkaf9PTb+WxHZ8vqaZvM9J0tk/HMdHy2h3Ulr57Etdcj/Lt1UMbGC/Y6m2lDgJcSpFxK4PH/wAZOClctZIMUSCcAF9OFS2vm09FzkCncNhvk7DUacdV+EnamdtHXmk0CBZ45S6brTtrznMboE6lvGHM4+0OWhMJ80+ZzHUe/m77uUzNMP5vpzGf9nX6P0nMgWnlEbJ/upzDtM+uk8znfvtBC1/FT5Gs6aXlAEMbTfrOPuTF1fz6m5+Zj5pEivLs/D5O2HsaLm/biT+/vwou8kX/HScw8VIq5x91yy/vUvfmYuucM5hxzyUWkBD56OZD9qi1d0QSYGo8c1wpwaQBGP8FFgdgod2nNP+7GAl5amleJuUedeGv7CUwm+NtbgNmHnFh8ugorzvqQUNqMhLJmxMvdTJZ1w+gfU84E5ImWKx354eWAmae0NQyQUu0MpDfT2L/9vb/T6hrslGIU/rKWjQPPAZqSbsHpwr3b8woXJ1KYPa39PVK6TzLcXkf7e1fqZk8beKcVOtAnoXrW/Kaeu1JuT+IG1yu0Hvp7k8guyi+/C+E1HbdZ4y4ELF5ipldmewqvT4vTs9xwfvQ2UFgGD77OvzPt+adRHC0EUV2j3CEjDMB7szQz+J8bwDw+Vc5fd94DFq5NRhjbyzj+eNHbGr4P1VJU+G9Wn8v9SlxmC+9ijf1M2vISEiaTAdZPL31ZvhXO8nXaQBxltWG4rh+facnxxzXK1nF0XtF4J6GMF3KGd/GSpxorVFDxTt4f1oglvCw0vwbLi2qxytWIVe4mJPCutYIqTN+Xjzc+PoKZB4sQV1qPJHczVrmaxDHO4tMVmHOkDIvzqhBf0qRuIec9XnSlTQKECILMNtif9XjQ9WY9E13NWFZQjbd3nsSrH+bitc0HMWnLIby8cT/+sn433tx2TP7yZmVRLWK5NFpUJz7z4D1b8bxfjeBN3o1nvhsuHL0vhtl42eDFT4Y2AYUXqjjDjxldz66D647Ad/jvurwLzbePtZ7QI1rblOwyAVIwD2lLdSQ/Wt76W0/SMo+eptf1oK9/n3rgFcog5x8Qna86aEUTTYFe/NYROFXfSctw/RYOwHc1LFy+/sEXFThbdZNLGHkRY8CxXwnAmLfUndcMaBBNBUcAp79ZcVWYlcbIy8xXP3fENyxL31Wn26LbGV9GoMJLK2k54mWVBHC8mb5OfAKu+FJeIMo/57a+01JVVCvAR4OeOAv0mHXRZYTzCYRYntCmhHkrK9eUnafEsjXvGC1aXsTkVQgA5H9NLjlTKfVb5aKFS9XTLE8/24GXiquAqQKiwQpC0+Si/+mki52/ujrmOxvfXs4nyS/2upjvnW1PV+OZZfD5fLRfl2kvS4d35NvT8b27dQ8BXlrgaN8UNL39rMug35O8RQBq5RPO7+qMy8hDhLphATDrzOdwndFrYUY9zDztdQpHO7Oe4b7/PYeZtAmnPP1hJv3DPEs+hvUjJF9bGhnYcpO2Ak32+Bq4mOEEROZ7PIET8y2mVSbYKqTfxbesRlw6M9+VFckabxx3NhdUVhhwyDZQyJpCSgQQw4oJuOr9gCsIYJURGCnApcEZAZoKC7RRtTfwHq4+4XiX8TR4THQ2ISavElN354nVi1Y2lmla2liuciod04fLN1qYn0+6Kl8uxu9budkT+trGrCl3hc8jTNTM8dCZZ3u+n+i7vc1R3qO1rcM2RMm3w7Q96VOdVpev37WvwzvydXzLl/HPNLbwiO9G/iHAi4LGFHbRBI/9WyJN/KXn39nrcfE9/FLRRbp0ki7OJlB503VIs1JaWyxnAHQJ47tYfYLL1eNLx2E5tLxoJ2UzrYAinb8CBollXH5ToIugin8QTCd7k7hUxz1K4tQz3wm8Euis/Usdtslsh+1Z6m7ICOal6ZRoWbwIcug00KLly3w2vwWeAzTS9KGv6yqyhWXZ6qO/a1+nIQjk/ySq90BdNODSdSJYU/UNlK/zuuhfpMlFHvjb4QGRq52R6R3IGM0TXc3PlGthgZfOuKv+JwW8OhLGSrAqZRD6/LfDWJ3vr0i06Ex4X9IrWvl9WW7kvM3BYn8W4MQ/w9VOAzACBlkuU1YVbdkxwccqZzOSnM1YVdaERPm/Rh/ii3zqfxtpOSppQLKzWdwqTmZKGsTJM8thmpIGSc98CMjo+JzsomtBEsGchDVhFYGkNSky26F5Rofp9+74emkxdIxF7tdAGgK4yP3QlTwlroBWtZyp6c5wDbx0fuY3HRbsR6vTxW/d4ZMLOY0eB5H8C7nuvVG3SO1meG/kfyHmEa3N0b51qS20dhnbPEKAl95UKoTmUoMl4OkHz8D1TDzgCwDyK59AuCioHoZrpRHW7xChRhb8wUI2TDxLgNuXZPzvtrLNjupSx9jy6XnaMG2xWSQ6bHvY+H2pbC68Opv9aX/uuI+UotfAi0tdXPaisl+SV4mFR52Ytb8A03aexDvbjuOdbccwZetRTNl6DNN3ncb8w6VYesqL+LO1SHE2IsXZhKTSBuWcjUhyNmIVx2hRHVbkVyHmlBeLTrix8JhL3OITHiw55ZVv8cW1Ep+gjO1QS3oEJlyuZD2V60ybOss3dpDDdB0DnQg8EG0cMl+DV80ydB1MX9dfh+n38H5f8vvFvDvmt67TSPOy9sP3q+YzlX8gbtfLi9QGnaf2I8W7kMJ1XcP5HdVTW4C663eUf6TvHZUXKZ0OD9fWzoTp9J31zTxDgBdn1v4ZvMyy1eyaYWFBj7m02OvgwRgE0YBbh+XqQdZ1P5GbhKM4O9FN4tq/nd/3zrWVVoauucAyHBm+J20KHTDBdYkuMDvXPpWHwUcd8kr34+q+T+ByINf9ZX+WOsmX5GrC8sJqzD5cgnd2ncLkjw7jrY8OYur2o5ix+yRm7c/DrP1nMH3XCUzZegivb9qHVz/YjUkb9+LdHcew6FgpUpz1SOOJwbPnsOy0B/MOFUr6yZsP4I0P90uaSRv3YdKGPfL+5pZcKePtjw9h6rajmLnvNBYcLbX2PbXI0qaqY1fa3DHdhZ+szfOat3ralwSYHIcp7hZk18HvUvkn555WrKmFOinpbEByeSvSq4FEF9vVoKx91nKnCco6V7eu0OZi3J7Ig95KK6dSuRxvuei8p/qMY5djocd1oNVWuxBZE5CdWkb0uLyQMnrGg6EyOVBnJe8p25TrKO7f23dNl3C+nRahwIsdacwulRVLWbtkKdHaZxHpuc8YSTNzOL8D5tMCVvvRB2KwYuG+lWjObC/zj/ZufuvtZ39/+OsQ3I5IbVZ17lxclUdwG3u3HV2pR1fidr/Ofroa+4sopEkLGUyy30ntE6JFi2EBAKaWumjxIuCaQsvWrlOYe7QMS89UYGVhJRJLapFU5hOX4qpHktOHxNJaxBZWYd6RIkzZdhgvf7ALr27YjVkHzmDuoUK89fEhvLphD15+fyde27QX7xC87TmJuYfOIuaEE8vyPFhZUIEV+RVYlleOJadcWHCsBDP352HqzuOYuus0eNKPpwn1mNB1V/1p0tZOO/Nb5Gedr91XdGOewWnDxdNxOP64VLrK04r5Bwvx4FszMe6FdzB+0l+xYP8ZzD+Yj2eWJiO5tA6rPa1YfOAMnktYg4SzNUhwtyBR+iUU1OsydTnhfXv7L7737pi39u3Z5bpNptvHoflur4/uV+3bv5vvArisAzIJ1kSSYWrpXtVNj3PhQS7ZlzX6wbzSDeqdS/t6yZ9xWY6qg7o+hc+BMP0t2Dfrdj6eNY2CfSW3wodF+xbcluD0XflGOWqPz3LDlc14Zrj5bObRm+kjlREMUoPBllmXMNdJsMFaAOnG2991+EU/mJj61JTpnz8aKcZiX52/MoPb//dSrqaxAiuBjeO632lV0bRYml8lVxgQeC0rOCdWGS43JrmbkOxqQJKLoKIeq1z1SPE0IdlNYe+TcD4nlNZhzpFivLxhD/6Usw0vrN8pz1N3n8TCE07EFlVL3CRXo+U3SB5J7sC7vwyW4+TdWeVyvxbrFFvMu7eoJDjj9/nH/oU05mlBiHc1IKWiDS+mrsNV3/gGHnx1Gn7z8B/wrdvuxtyPd+Irt9yKKVlbkFUF3PeHV3HbU39EMsGdq0UsELo/LvoX6JgVMEMAo1zIZNdYdaD1cxXjaxeipO1tjKwQ5UoWgjyCJuuAiwAeKaMJSWWNsmcyxdUs1lYu1et9lCnuZhmzqeUtSPW0ItXdqvZWcpLAPZdmvayJRqTlbXt4UFoznz5/pv6g/ArvEsp8Eb8FAJCaVPVeG6LXKVJd+z68+7o21OJ1EXgFD5iuMLqLFzfaXFfSdzcuy7TSJjgbLiqa7tKxk+k0wIoEwMgDFKQEXYtOeeTOKKZJ9bYhpbxV+or9RPDFC0fjS3kNg09AEcMowFa5CKAUiBLwdbgIb249jBn78rD0jFfAGYEZAZsANwFV6tkPtPiNVjQBeOob0yR7WgRk0fI2/4RL6sr6aR7qNZ95muOhk/S1ly/Ay1mPdE8TXk3Jwc3DR2JTNZBTXINrbvoh4nYdwKPvzMNPxz2G2Vtz8d3fjkLMjiOy5CiHCvyWh8A4sZdx8f0Tpo0GUZZPwGM6DbKSuM+xjMAmGHhpa5QCbjxMokGcOliiv2tLWYAvyKNNSLCs1TxZTMsVD6fQcVyuLKzGsjMVWHTSjblHSjDr4Fm8tz9f3KyDhZh96CzmHCrC/KNlWHK6HCsKqpFQoiZfMq78Y6v7ivr88SfrGMG5GpBIRx1TVo8EmTAa7x1N+qOtlukyeQGzNRHUkz8lZyPUSaf7xPzujZu/GeAVGGh6wAV8++zJjNtjho7GTBQOVDYdxOnpdy1UVFk0k3dUprl82lHci9/t9IzYp7JEofo8rrgOsVzKKyV4avbzAQUy7+KSPPzLESbo4bNSHLJ5XpbZuNRfj7iiWiSU+NSmevJVKfPh7F859W5tuqcQpOXNikOLWDIVADeil9Qj2U2l0oBl+VVYln9OeEYtlfRefwf40jpV2SFfRihbAFsDMjxteDN1I4b9x3cw/s9v4ifDH8BPR9yPdYW1iDtahhtvuxs3/e9dGDd5BjJohShR1i4CN3sfXnzvG5qQryO5aDSXNAaYEoBFkGU4ZW3SYbQ8qWc5xWudABaw5qQ1mcApECcIqJEPeUhFLFOkg7KgST7uZsQV++SgyqzcIkzZeQyvb8nFpM0HxPGZE6C3tx/FlB1H8e7u43h39wlM23NK3Lu7T2LG3jzMzC3E3MOlWHjCg+UF1TLmlB5SW3lIC5NO3ANKp8Oi0apvv6nT0XrJ1PTN8cw6UH7wuwKxaglW1Y1WfMVf2me4vQ+C3oVvVF4qPzt/Rq6XWcfz/2zWs/N1DAVeFkEVUVWmes+XENUw+cqm846EqT2++d5R2k5+lw4s5Qkv0zXIiS+9KVfqapUtpmqaki2TtWIWk4Cdfw5iHhtzsUxdRrR4vflNyrTVw55/MC1Mmqln8/v5eg7uu9A62dtw3t6DeEoJbE0TXWe+85kzcVEGFv2pBFhPHlhRcdUGceEJ464wfX8XN2Wq/WOK/yQNZ/6WguG7lMU8uc+Ms2rragkdruJY5RpjTcUN1IP1oqJhuvhi7jFT5djpyu/ddfa8uvvOyVG8pwlpHmBS6iZcc9P38PC70zDu1cn4z1/cgymZe5BTBTz89nQM+tqNiNl7DEnlbUgpaUaCzNA7EPodjJfu1vvvMV00XrHTg3EZRv7ms+ZRnYf+Rp/LxoklPsSdrcaK/EosO+3FklMeLJZTvGWYf6QU84+UYMGRUiw67kTMSQ+WnvZiZUEV4otqkFBcJ3mkupuwmkuEBDplvLKlESlcpi+tx4qCc5h7uBhvbTuGVzbsxav8f9Gth0EwNe9oCWJOE0RVIq64RlmnLUtykovWamVRTiyrRXxJNZYXVCDmVDkWHHNh/hEnFh53Y2leJeKK6qStdlpcOO9qmZRLpeFcYqm6lobfkp0takm1lHKPV9coWeeXgwYw5nfKmGSCYoZLnzYi1d0iTkAvgTKXaC2+CNAkfF3C1e+TDeu8nAkBXkI8DVC04jDe9aDQfoA44QvV8cL5HaXtyfdw5YUL60kZHaW1lxcE+DQo6w0/jOKwl22+d6XeHcXtyfeu1CmknN6gmwxwCv/6KE5ZkwJWJW5+V06F2fhe8gyE6Tba6y9gXyw5ak+ltryKeZ1mc6NPmQfTm3npZ/paYZlxdBqzXDMs3DPD7M5M35lnM32H8TvZh2Kl41KjuwWvJK/DzfeNxge1wD4Adz76NH722J+QUwNMSVmLH9w7Cqn55Uh0tiKOV27oPu5kWV0ao2IpicY7wd+0BbIzfnSeDM63w7i0il5oroyTBp+y1nLZvaxeHAEWHd8JmJblebHwaBlmHyjAX/fmYcbuU5i6/Rje2XYU03Ycx7s7eA0Lr2A5grc/5knhQ+Bp3tc37QdP+NJ/cwtPDx/De3tOY/6hIizP8yLhbDWSSuuQyqX+s9WYc6AAkzfn4pUP9mDSpv2YtvskFp92I76k1g+quEzPfZiydO9W+zNplU5i/f0gjEv7tCjXI4XL+tw6UFaP2KIarCw8J47tpgU6pE/8cqiH/eXPJwyfdMgHrFfA8hT0bIBkjnMFsNTSLI0zpIVce0NQy/9lpbWdbS2rR7KzAanORqx2NUn/riqpQ2zBOcSccInjdTgyAbSslJQdLIO+tkxGlCf2+hqyM2KavogTxdqrLZna7zLwOq8N6SXimMpAd2Zft8O0IOjy+7rMvshfW1v6wu+L+nY5TxFEaraqZ62d95Vg6EyZmgeEjnLZaWiZFNB0Ur4hcHRalqOFkOZj/a5nmfa6mP1mftPpzLBwz2b6Dp/te296afyyXsmlPqR7mvFy8joM+c8f4cWFWXhxYSq++Yv/wROLlyGjGng5Phtfv+0exOdXINHVigSXD8mcjdNq2Yt18efVI94J7X+T75Ko2HvLWYc4FDjQIOGT9hVAYZu5CZqKOc3djOSyeqzMrxBlvOBwMeYdKsLCo6Xyvux0OVbmVyKu8BziC6vFl+cC9R5fcA6xZyqx/LQXS0+6sfhoGeYeKMSM3SfwztbDeH3TXrzGK1o27MGUjw9hbm4BFhw+K99eXrcDkz/cL1e6rMz3IsXpQ6qH402NOW6kl2UzAgoJY7jaaG+OCwFT1r5Ktk2BMLVX0w/a/Psu+6oPLNpaezz9+0A7XS4P5oQ6ts1/iMcCcApEKqCY4mpAXGEl5h8+i3d3HMWbWw4ICJ6245jQegVPW+d7MTc3H1M+Pog3Nx/A2x/lYurWwwoY7zuDRSdciCuuVQeEuD9U5GE4IBoYPyF1ZT0/CReGZiF1s+JcBF59IJDNgchnjXLt4Z+Gd61kAsJGC6Pe8PV+jU/Ql4HQXQGohHK0fhTTutwgr/Z0BOIGnzoMUYqWwGd8vxneMt0H8lB005Y3e3hH6dinjMN07GddVnA+XennvutHLgkllbfivZ3H8NtHnsJdj/4Jv3nsefxhSTxSXVVI9jZi1kdH8MCMRUiQk5rNSHTXIYVLInoJOAL9gtvbhTb0iHei85wcghCLCa0m7KeGbrsQ3roAgJgCJVSovIrFJ8ArqcSHFWcqsOSkW1mlimqQVOoTq9RqWSLkMiGXnJvFp7VKvTcJKE9zNWE1rSqWEwsLrTBldVhVXI24ggosPlaCv+45iTc378ekDbvw6vs78fK67Zi24yhi871IddWLE+DFE8eyxKn2g+lxImPF5CnjWcl6Ap/w/av7NdJ3hmvaRIrD72Yc/WwPj5S+p+H61DWBJJ95+Idlzz9ShLe27MfkzfswbSfvJzyO6TuPyvsr67fjzQ/34o1Ne/Dq+9sl3ryD+Yildbr4HGILK7DwZCnmHyvGkjw3Ekpr5HARgesqZ11Eena+LQGgpunUU5914zJzZKcAsIoX/BwCvNgQXSHdKPNdP19YfnREbD9WyhNj2uk2mr7ZNnvazr2rExghpuQOzbzh2tFxmFl3/Wy2IfQ5Wp6aQZXgYFq/FcY4OReap07XFd+sh05nzVZsgqvvaKnL7Uq+XvkAACAASURBVK5vtiH0Wc+8VP27WobKLzgPK4z08fMTZ+EBQU/elpOR/u+BegXCdV3UN7+1LWSGqeN1xg+UE6m/KKgjz2KjpVenqCjscyqbkFneiExvEzKrWkVAJ9JC4W5ERkUrkvR+GycPIpA2rHu0vDv+5qePmReVsnWwQS9FE8yqyYr1DwOltOYEwgIgmWVSYWmn9gkp+qh66zHGMP3c276WF931zfp0lIcZl89mfL4nlNTK/ikqclnWs65E0XH19St6PAgY1demMD8uV0p/c2xwmU0tc6XIMleDgDQCtVQnLTPnMO/gWUzbeQJzcguRUFQjFxRz+ZFWN6ahz2VczbOsE+vM+gRkouYdrVgD49BsnwIQoW1mXrp9gbwD18noMO3ruGY6Habrp+PS18/mNx2ufabXfKfz1b6OY/r8ZubH97mHizD540OYc6gQKwor5T7CZAITpw+xRecwj6eyN+fipXU78e72Y4gtqMRqN4Ezlyfr1dU6btLSJ8u7iWUEW5pe2o9EW9Un0erM+uvvveXbAZU9X5Nm9ue/EeDVGaUQiGMnQrh3OxEv5Pce1d9+HYFxBQEHl3Ka4QM07G16hGuDGdbb5f0t5GcO/KD22PvUEu5BcWxhASHX+wLKX65fkPawDCpAy8kESrdFeLeHeeu8LJ88yPoHFJPPuMIjeKlZWwy1lZjLZ1TeyQRfBAVyRYgaUyke7hdqEMf9QKS/Lke3SQMuXQc/HW117Em4Oca682xa4jpKHy2uyBmhibWHyqYo7XmzzWaYllUM0/RjnGRXo1jMaB3jJnrpj7J6PwijRY1htKJpsJXKq18Y15rMMO/gsvRVL8G+Gaczz+HoofuS6c1y7c+cgOgw+vqZ6fTSIpe5UsrVXWOaXmY8XUcp0wBpug46jY6n02q+1N95l+B7+88gJq9cymM8+WbVi3Wl4zIx93RxTx0POJDupDlpz37Sbdbl6HL9y5u2yXjge/CyvFl/XcegvA35oeVId3zW03QheRj1NePxWf8c+oGBuuK6YfZ3HU5ff4voW4pcM0OkeGaeF5810Okl385oURhCM4jsL9HxbAym4/SVH67/+6qsT2u+4WjU2bBkCm3tLN4473TQ5UfyzzPPRWq/0DRMXUTIcnwYlkbJgwqEgMvVoJasyupkv1Cah4qcV4xUYclp/pNAsSyrcGkl5rQLCaW1kiaFF+ta5bFseSaNwtTh0xym96/pNui2UkH7actLcy2lreOF85lW9IsF7BlH0pUrhS99aMkyATv6O61f7iZR/mIVs5YuCbr0MqZZvq6jOXbC1afHYVZ/+8sz+p4rLuQVLm+lljcq52nwPxPMp3qakErAxXSah9ykpaJLUP34nSBTlyHXzjCd5XS44WvdwDTU5zzlScf31d4W/5iQPGU8KACsl4kJtATYWsBL6G31s5/eHC9Gmb3yLG21xlRv5a3pZNJQ563Ls2hs8qHGW37g5e8sMj0zEOGiTLjSiUGZdbzvQJuFtTDqTh49TWM2ONxzUP42ooWL35WwoLy7SLvOprXXx56O/Wg6M75/gBkMJN/15kQNvvTsz4gXLm3PwwywqetARab7Rft9Xg9D+HwaytJ0kb42gJUN2Ihgo7LRjgLP4g/dd/qdvg4L55vxOvus8/GXr+tB3xS+Np7tbP7h4ukytW+Po8Pph3zz10PVTysTiUcZ6eSsXblUAVvcJM59SNx31IA15Q1Y7arDijNuzNhzDJM378Hrm/lfmnvw1scH8c62w7IRmf/Tyb1NicW1ykJjKV+WwzJD6vVp4Mmu1FHzry2Nbrc5/nWYpo3uE+nHIHoZfWaFm6BBpWsQS5gGW9oKo9+lDKmTkkHqXek9sx762eSlrj6rPNTYVGmpg9U+qiV55eBlrdP3nsY7O47ine0HMTs3D7EF5Ugo5vUaTiw4WoiFR89iyUknEoqrQX5cTcDlpFWPJzhp6QtYAHUbO+tL20lHa5zoC565rMtnWcZ1KSCr8ySgDYBaVbZ+D4qj+93P64aM6kGddRniM5/eysuwpAaVESWcFlftQoAXMzGJZX/X3zrra9OuZujOputsY3S8aPkSiASBDT3IrU7WeYTzo6U1hUG4ZzJquDx1WLQ69+Sbzj+S31HeZp/ZnztK25vfzbJ7M9+/+by0EAvjc+BH4otw4dFoFS5+T8KilXW+vnWm/lIXgiwnQVW9uHRPI1KdPtnAveykSzZxLzlegqUnSzD/4Bm8tWUfXvtgB97dfgiLTxQj/mwFkkq4r8iHhKJzWM7/1DzplqUY7jfqqB7nix5/C+Voaxh9Uw8QhOlrDjS9g2ROGTfah+pDHTec3xN62fMjkOF4jS2owuLjTnG8CmPx8VJM23EEr2/cickf7sHbH+0Xf9KGnQLo3/hwL976KFdOFyaV1oLWVg2+kst8fiCk60o+tpcd7Z3p+F2lVz7pFgjTIEx9YzsUKFOHIcy8dTozLNyzrmtn/HDpL7SwHgMv6TRr86J6pgBSTjrI+GYnmo4X1u9FBcFjrqbrSieY6fjclbQdxbXTo7vvHZXT0Xd7uaF9qpQMw+1x+/LdrEdXyrG3N1paXUa0OH9r3+z06cq7SYuupOtMXDPv3ny2lx0tb3tcvvsVh6GgmMdqV4NYtZJKqgVoyQmuD/dhsnV6640NuzB54268tn67uFl7TyKxqBLpnnqkudXpOVok1Ek6Nba454iO+Yeriw6L1obufOvOONB1Mf1oZZvx+Bwtbk++BZVDmWVNQLRvrgiETERs+sqsZ1C+EfRTd+sdLm97XuTD9PIWZJQ3I9VZhwWHCwXQT912UJ5XnnEjrsCLmBNlcoUGwde8Q4Vi7SL4Ip/x8ADzNdsl5Vi6za7vzHddR3t6HS55sl+ZVwSjw2qLbhqI6bzMPDrzLHU2rGmdSXMhxeky8Oq48uxU7TqaXet42u8o/sXvHdP/Io0u0ugiD/Q2D/BiSJVnYE9QGu/ZKj6HWXtPYMpHB/DerqNYcKgAy0+VYWWeG8uPl2LJ4bOYdyAP8w/kIfaMR5Yd0+Sai1q55oAWMw28ZALKKxFsyzW93Za/9fy0clfKX22Uj9Rm0prfTPARKe75CDcBhX5W+lTxH8PYvkwvwZcPCYVVSCqqxuoyH9LdjVhTTnBGC1MDFh4pwl/3nlLXZDh9luWrHill6jJT+l1yHUwGSB/WzXR+o4oJVGXJL3q/hNDaMubo/MKWYYuj49I34wc/q/FGPtC8EFK2BotWHB1X+dHyjvytR8BLM0bAJwObjsQN71KcFGBm3OjWlEjEuBiuFULv+LLPQFsIuT9AhBI3oaqZjJoB0QSuzOCpbu4bqJdlF/YFmZqCgjwREBi8X0cPNB1u82VwqE2XUqaUxzL49x4qnPnRyqDyV+vlujxVli1P/wQgcrjar8AyVL1VO0PrqsplmbpOVvwOyjDppQRAmLqIwGg2Bn6D3EUkY8cZEAwiSKzyhOaitJUgVkKGdKZAZphP5UG6c5xJnyqasZ90O1QZindSnIrWfloITXQ/6/bS12NapRPaW/2bonlG01Pqq+OTT9SShOIHniRj3+r+1fmxzrotlkCUdll1EHoFBGWKi7eE874n0pY8aMkW/1YC5qfLCfYDgMpsl3UfFPOzLFM63mqeRLTawLYsOnIW03ccwbITpUgtq0WGpwHp7nqs8TQgw12PDFc90rgRuqwWqWV1WO2sk74h2FK0Yr3rsZp9Jm1m3/Gd7WvBalezGjtscxBN1VhQSsTiEUmveJf8Ks7iLdW3HM+aTuxX7dSpMm6XCPStphPr0GLRr0XS0GKk6qL6VdVB58vVDl03zeuhdQ83XtVY1nmqdoiOIH9YukKUo/CaiuevL/WJyAodbq28CB14t5eiqypX5R2og45LOrKuVr2FdrqtCpwpkGy11egTP09YQE7lodvdc19biDQPsG/TXY1Idzchg3+nJTxDXmMY28PLg2tl6Zv3k/EuM04UyLOkBePRT+USoRUmNCprwOqyxoAz7kXj/WhKzoT39f1pylcy3wyLlrajb2Y+3X4226WfZdyRJsoJPUiTME7HCfjRaRWtnt0GXgGwZQImE0ipZ//A8AtrCkU76NLpzLxCnxXT9ZyJL+YTmYZqAyU3ktaJMhMQRAEtp2J8Eq42qHLTL5UHN21SmVCwqTtylBDSM3mlaKlIA0JLKRtRONbmT/YJb4dmecyXwl0pBgr9VlEIVEhpTrVJlH/4zPgiKEURMs+uOyqbJCmXAtYHuXvG+i83CiIxm0u53MtDwMK/yGiRTa9KuEYuk+BItYd/2NsiQChN6qoEu4Aj0k0UplKyijctgEIhKCBCCbF0aa9SIKKcrWUq7t8QOpQpsELBwHLSyqi06QggfEjx05X0VRezsl/SLOHDMKEFwbQIIqu9PPrNegoIYd0Dyk0DQAIEWcLxkHfYj2Z/U1Czr1h3PmsgpPKRDb/SFp0341LZKoVLobzaqeinQIn1TkAgfOBDkoe8yfT8pvibfcf+TBUwqDYWq83FOkxtPha+9PcL02rgRd7VvMpwvnPzO5VYE1YV12FObh5W5Ln84ep7rVi2JC3vF6NSdHN50eo74Qt1yizJVYsUGT+stwJZpL0Cnqrfpf0CAlW7aM2QscBTZAZAU8qLNCCvkicIvknrVqTQcUzJeFV0lvFlbZaW/U7c88Q0nkblZMO03pdDkKw3ftdJnQWgS7/QwsJ2cIlUz/JVHRT9VJ3Uc/jxwrqy3rzQl2NMQICAUzU+yZvyP4siYxQdTIDEccL70jiRUvyp+EDycTbKeFjtZL+wHJ2ed7/ViXWI6RUtSVvKM44Btl0fnmAa8k0tUt3cg8c+YlvJQz4L0JKfOY4Zbpajy+sdXy99a19kp152kzqpfYdsAwEXHfcgKuDlk2VuHvyQ5W7yp8gPi2dMECZygfLpb9jJWAnQS/q9K2HdpE0vA6/OgaXwoC00bfh4vcO8gcF3MT+TFloYayFJRZXpbUNWRSuyKpuRUdmEjMpWZFS2I6OiTQQ0LQ68ODLFTYBBIdyMNRXtlmvDmgq6Vqzx0rWJy6xoQ1Yl47Qh08orxcs7Z6gclBBWAIJCkwKNwswAXrRmOJuRWQ5ke+HPV+ffab+iHZmVQHZFK7K9LUizLG1KCSogSCErQEasfwoQ8vua8hbVNqtNQWVWtMlMlLN/OcFnzTAJckRBCgihclRCTfVBsIKisMysbENWFbCW7hywvhpYV6Uc/xg6uxLIKOcfzap7oZJcBKYsg4CVjgqF5dQho7wRWdIXLcioaEeGF8j0tiObfeBtEcBLBUwFLcDLAr9JVISuZuk/9pvqT9WnmRUtyKxsleUNUbwCTrS1hKeI6iynTj6JYnQ3I72c/ATknAPWVbdhbTXkj66lTVWQPkn3NoMWJoJGpWQtICQzb4IulkOaKQueOuBCgElFSIXK/3esR1ZFE3KkjDasrWFZbVh7rg05Va3ieBkrrVNK4ZJ+CqQKsLDyZzlUppkVjciuasHaqnaxGsQXVCC7slUcl3k4TrIr2xQ/se8q2i3H5zZkV7Yjy9uGzHLF++nl5Os6UX4KaBJgEuDUIdlTg1SPT2ibVdWO7Cogp9Lqf4te5AuGk5bp3PtDZUulL3QnSCRAsECs9A1pSJrRKXCW7m6Q/s+uYH+0C63W1bRjLV11G3Kq25F9jmO3RU7FyVKpq1qNU81nArwVmF/tJk8AWd52NeYrOE5aoo5R8hFlhJ8vhY6tSPHUI8lTj1UyyeMFuW3I5JilPKlswprKRmRWNAkPZ3gpy1X/SX+RT8o0yFfAV+SQXzY1C29kVbRIXTNkYqP5gGOgCeRB8jxllPB+ZTPW0HEclLcjXXiQ/KmBlpoMhgNepj4zZW5vPDNv9T+XatImstIC6JQjGoRpkKUnAXyP5roMRLoCWv6O44YBXgRAwcejg96N49M6PMi3rRurWZgyTcpMlIrIFkfeO8yXsyk9+zCFhxYiPfBlhqkYVglYClnlAkIqQv5m2g6edZ7a7zBvv4CMUHY3v+vyw/ucKSolQ/N1SnE9lhwqx+L9Liw54MSiXBcW5Xqw6IAHC3PdiMs7J/HFssOZpLsFScUNWHTIg0W5biw+4LGcW9IwnXaLc8uhnBcrTlYh9kydACkqlywRagRdPlmqkbqKJYeCldY4msmbsOxIJRbvD+Sp8+6KzzouYftyXUgu5KxYz5a5fEHaK+AVEOpNSC9rwcrjVVh0ILRdLHvhATcSTlcjnct3tNJ5lJITi5dYZEhjNctUwILKUgFO/ichAUh6WRtiDnrw1vsn8Me47Xhy0SaMm5aGR+asx9NLPsaraQcxZ0cJEvMbBMBkVLYgyUPLgwW8RCmo2TfLjT9ZiUX7XVjMOue6sZB9s9+DmP1uLDviAU880dpIvmR8Eda0GvG+o7ImLD3ilXapfmU+LiyWfJxYcapCwJpa8qCiJzDSwItWglokl9cio6pZgEJyUSPm7Xbi9TWH8eyyj/Ho3PV4cFYWnl76IV5avRezdhQhsaAeORUExe1iVVBgwlJwsnTIpSFadZSSpEUvyUPAUicKcx0BtbMdyw9W4p31p/B83A48sWgD7v9rJp5ctBHPxe3AjE15WHm0EmvLgbVUph62n/8Vp2lBZa76iTy44qQXC3PLhIYcEzEH3Ighn+93I0a/C135zYOYA+WWz2fllujwXA8SzlQjTfo90C7yHy3OaQR51UBySRPm73VictZR/GHFdjw+fyPGTl2Nx+Z/gN8v+wivZx/Ggr1OrC5qwloCcW+b4iWxznC8sE2mBZJl1SHd7cPainas9QCxx6owfVM+Xli1B08v2YyJ763B/TMz8VTMh/jLql2Y+dFZxB2vQXY5wV87CL5Wi/WP+qIZyU5OuhTgTijwiYxgezWvkWeijUnGo1toyRZFVxcSi2qlTwnAaE1bdqJCZJDEz3Vi0UH2hROLDjix/IRHgQix6gX4QlmmGpFSUo8lh8tlzCq5xDKdWCJluxCfV2PJfY5VLtu1YOXpc1hwwInFuR7lhOdd0hbmtbq0UZb5FPCirCBPcmyT7r0rt3V+nAybjuHUjeqARAB4mYBKW75kWTEM4NGArGdAS8k4GZMWqP90PCtZ1722d67NtC6aLgR4sXDdYboi5rt+Du/rJQrTVzN6Ckd2url2qpYzVFz5FgV9k3G4R0KXq+vWGZ/KIJrTedKX/OhrF4ZJzTLNtB09+/PsZN5mOb36rMuP4HNPCoXqGk8z5u0uxbW3/wmX3fwYLr/5SVz+A7qnxL/0Bw/godlrkOVuUeDIXYc1nibM212ML//2WVx688NWfCvdLU/gcsNd9oPHcdkPGPYkhvziOXztzlfw0yfm4ckFmzB/l1OE/BpawdxqiUCsTqyzqxarPfVILmrAdya+gUtvejAoX7OMjp4vu+UJXMY23fw4rrr1CUxeewiZ3lbD+qGWHRQQUdYb7quIPVGNb415HZd+/5GwZV/6vYfxy2fnYXVRs3WCrQapzlprWY9giPssDMsElaSrXoAnAdfLqQdwy4MzcPktj2DA10bAcc1wOAbfA8eVd8Ex8F44hgxHvy/fh8/dOB433PUiRr6ThMW5LrGIKOBMyxUtN1wW8yHb047hbyTgC9+5H5eT7rc8hstueRyX3/wELv3eI/j3ES8hqYAbcBWYkeVHygK3WnpKzK/D9x98G5d+/yFcfsujyv3gMVz2g8dw6ffvx+0vLUFmWTPSZamCSl4Br9VU0E6194mWtcW5ToyfkYZvjpiEf/3uo+j/lTFwDBoNx8DhcAy8E44hd8PxlXvxuRvH4Wt3vICRk5OwaI9HAEU6L4a09lwFFFwt0mjdchKM1wrApXViVX4D/hS/Az96aCau/tFzuOTaCXAMGQnHoPvguPpe5Q8dhc98bTwG3fosfvnMYryVfQRZZbRIcSlZAThpvywt+pDubMEvnp+Hz39vovCt8C75l/S8mbR4XJ7lXZ6fEPpeLnEYz3A3k+8exR/jt4oFjHSSZS8XJxoNyPICyYVNeHr5ZvzHqDfwr999CP2vHQnH0BGq/6+8E45B98Ax5F70v+4+/L/vPoD/HDUZj875AHEn6kDrFZfAVnsIegm0NNBnOeyPRgGbM7cU4Fd/WIzBt/4Bn/m3CXAMGw3H4FFwXHWvotPgEXAMG4HPfm0ihv33n/Hr55fh3Y15yCkHMgQAqC0JAthpXfS24dU1+/DF/3oYl9/8iDX+g8d9+DH5OC4XnlR0JD2/+KNHMCk7VyzuorRKmvBfT83Apd97wJAriv5fuOlB/PSZmUgt5R1qakmQ4IdbEzh5y/Q0ycTx6/e8gMtuolxSMkzLtMt+8DDun52NDHebAvOuOrFOjpu2Gp//7nirb9mOx1Q9b3oM1975J8SfqVF7qiywZ9K5V2W2oYdMBS7P1jdasbQlKxLgYXxt2RX6uLn0qJYfVZqeghDKywvTqXZSf5j143s0Fy2u+a1rz2GAF02PBDjMSFUy+D1yJdmw4EYFV0bno30zrkobLW+1STU6kcKnD2FUG/oMzdOsd/g8Q9N0Jp6Zr6ZvZ9L1dhx7PYLf01w1WO2uQaanFbO2leBfvv0QHF+6D44rx8Fx1RjlXzkajqt+i5FvJGKtqxUZLirAKmSVN2LO1gL887fGw/Glu+G4kvHHwnEV41Ogh3Mj4bhyBBxX3AvHF++CY9C9uOKWxzFmWjpi86rVkqZe7hNLTB3SPD4kFdZj2P88A8cVd0TIN1xZtrCrR8FxNes4Ev2uHYlXVh+Q5SIqJ/KnUoa0eHH2WofVnjpklbfhpeS96PcV0mRE+LK/NBz/fOP9mP1xETK5BOTmbJpKQFsUFT9L/hawpJVvxZFq/Pz3C/APXxtttWs4HIPGwjFogrj+gyai36AJ6MewwWPgGDgKDirhq3+Dwf/9O7yStB/ZHigrCvfdeNiX9cjxAP/7zGI4LrsdjqtGwnEV6026j4bji8Nx5Q+fRHIel+Y08FLLE6x3enk9Es/U4drbnlf9c/V9cFw13MqH6X+L/3p0NrLKWi3gRSuR2hPGcZLlbkVGSTsembkRV//4GTgG3QXHl+6Cg7QfOA79Bo5Hv0HKSTsHj4Xj6pEW/9yJK3/4NJ5Z/hGy3cAaD5e7uGdK5U/LS5qnFmnuGplcrfUCk9cexY33vY5+XxkJxxfJgwRcY+AYPE65IeMDzwPHKhpccTc+9/XxuOMvK5FwqlaWBcVK6aFSqkW6pw4ZzjZ8f+K7cFxxpxoHmqevNHiKz+a7ye/28KvvkUlGjpcgiaCRPFKLtd5WzP24GN8dMxWOa+4N0Io0Gsi+nwjFBxMtvhhv0etOAeffuPc1zNicD9JCFK2Hy65KwaZzubS8EWklzZgwPQNf+M5DcFzB/iCNyGMGjTSdyGvksy/dK23/l/98CBOnZ2NNSascJpA9T+UcG7ViNXwhcQccw+6E48rh1vgf08H4J/1GwnH1CDjIW+wvqc9wvJy0D6QPl4wziptx4/DX4Lj8DiVTRB5RtowRXrlx1BtYXdIqp/fUeONEpxbprmrkuJuweFcpvnjzI3BcwQmMlU77V9+N+yanYo2LfUF6VSOnqh13vRgHx2W/VuOF9dJj54oR+L/feRDxp2uR4SZPEtzSaeto38n3jvSZBhiRfLveNeN1T69p/RSsR8xyRPb5QZ4Ge9337XlHe1fWWTUBNdvamWcz387E72ycEOBlT6gLtod3752NN13nCc+7b0zXvfI7X97fd/41SPPUILO8BXO2l+DSmx4XRdV/8EPoP+R+9B/yIPoNuR+OISMw5q1UZLvb1czacw6Z5U2Ys60Yn//eo3AMHitx+w95AP2HTkT/oRPQf8hEw5nvE+T7gCEEFgR4BBx34HsTp2LlsTrZg5IuJ3kaBPykl9chpbAB1/36BTgGjg7kKeWwDDNvs0zbt6ET0G/oRDgGT8A/fG0iXkvPRXZlC1ItS8FqUbzqBJEor/I6rHG24ue/WwTHwBGBcnS59NmGoVRi92Hiu5nILm+zwEE90l08gcSZKXmR5mf6XGJtQeKJWnx/wjQ4vnQHHINGof+w8Vb+96Pf4PvhGEgFSxA2Dv2GjJd6s+50/YeMg+NLd+Lz//EQJqXtRxatdlwu81SDbeBy0m/+uEwUSL+h90v9VLqHJN9Btz6DpHxaQlSdpJ4EOJ5qpBPk5vlww+2vwjFwDPoNZb3GYsDgB9BvyMNwDLwPP3tiHrKcbeB+IQWMqLxqkVXeirSCRvzvs0vQbygV5Eg4pO6kO9049B86Fv3FV33B+pFfBvA723XVCHzm+lG4f0YWslztyPDQUlirwIQso3HzcD2y3W14ZukWfP47DyrL4CDy3wT0GzYW/a4Zo3w+i1PvpPEAljdkovCRY+BduPmBqYg9Qf5vVXv7CD7d1cgoaxYrpOp3lYZtEJ5mPxg81y+IzwP8xzh0DpY3dDSeXrQZOV41fqjwaTGat7MQ1/7Pn6xJyBj0l/5in5FPx8NBsDhwrABwji2ORdKL/eIYQiB5Fwb97BnM21GigConDNbSoJy0LG3GiDdXwTHsHpk09B/Ccf2glQcB/Sg4Bo2EY/Bo6Z9+w8ZB3NBxuIR152Rj2H0YNzUd2Z42sThKf3hqxUr0YtJuDLiOlrPx6D/4QZEZQidNK4NOpjxQ/EDeuh+OQfej3zXj8ErKfpkIpZX7kF7SjG+PektApsiiwQ8pmjD+wFH4zri3BVCmlZNva9TY4nKfyLJmLN7jwlU/flp4WNo75AEMGPygGltDR2L022nIdLcjzUMwXyP7Ku99JRGOq+6Gg3UfPBED2H8ytsfj0pufQOIpH9a4WxXApeHBP6nvnqL/+9Y7faOf1b157BsCRDUJkeceA8FgoNmVvgsLvDTAMTMKF2Z+7+tn7kcwXW+VJ3kS1PmVYN90fm/Vt+/zUYqXs9c13ibM2XEWl970kCzT9KfCHUrFNR4OCvmh92H0KPjOAwAAIABJREFU26nI9LQjpdyn9vB4WzF7uwZeVNJKufYbxmcqWUs5DKXiGyfKQuIMGwcHlePQ8RgweAIGUJgOHi3WnFsmzsTqEm6A5gk8WjtohanD6sIGXP+rl0Vh+pWD5KnydVBpMw9ahsTiQasH3Wj1zrBBVDK0eo3EgOtG4bX0A8ipIGihtYsgQgMk7quowxpvAxbuK8MVP3xagKVqA2litWUYAREVFUHSKNxwx8tILvQho9ziqyDgxTBaa3zIKW/DfW8kwnH1Heg/mCCUtCbAYhvGyLLPJdeNwz98dRwcQ2hxugeOoePgGEaFbylexr3yXnz19hdkPw43/6d4uCxbJ8tKv3luiVpCGsYlJVVHghzSZuB/P43Ewiqke2kh8CmAKMDrnACd5Dwf/u2O1xSt2JfDRgtQdgx9AI5Bw3HrU7OR6WxVwIv72Ty0EvmQ427H7S8sh+Pq30q9+0s6Aq3xcEg9JiheGjJaLQUSnJGGBJ3XEDQppc/lyM/cMArPxW9BTkWT5M/+IIjlsm1WBfBy6j7849dpyRiOAUMIqBTYZ35sr+OasQJ2pP/95YzFgGFjBOQJYB5Cnrgdv/jDAmQUtyDD1Yx0V60ArzVlTbjlwWlwXH0PBghYtECc7u+hBMXkLfKcxXfCbxbfCb9Z38lzg+/C7xZuRI5XAXOeNOPS9C2PTIPjqjvQb/BYC3yyv2jdGgHH4Lvxma+OxmeuZ1m0Og4XWpFP+l8zDv0JKmmp+tKd+Mmj72FNGQ+M0ApDC24tsr2teDFlFz7zb/dJHQlgBhDAMM1QLsPehX5fHoN/+NoEGY+OK8lno6WvOHG6hHQl+Lp6BP7x30fjvS1nJE+OEx5q4Cb/vyTvwYDr2Z8cExz/pJMa/wIO9RgUGnH8canZoh1B30Dy+zg4ho7Ei6m7kVnVgFRvHVaXNePbY94UoK8mHATUIxWgH3QvvjtuMtJLGkGQRp6XCY6rRfb8ZXibsWCvC1f95GkpT9drAOnGcTPsHox+OxlZnlaxbnIyxIML97wWD8fAO+AgXdnP0hY1Ji/9weNYddqHTDf5nmOZYEvv5fl7BF667Rear05wBvrGXj9LNocBYibmUH1si2tuY/L3vT3/0PcQ4MXMZVZknQgy3xlOgBLRicCm0O57p+to+kKkMGWbccI9S33ZrjBp7WFm+kjl2dP0xbvau6D2MNj7yKxj1599WONSfZzlbcK8HYW49Pu0XilQpJQihdBYsXiNens1sjwtsvTH/QVZ3mbM3V6Iz3/vEbGSUdBS6FJoDxikrBiyn+fKO+C47LdwfOEOOC4fCcdAgg0qyvuhrAXKEkKrGUHRo3M3CHhI53KdpwZruIG6sA7X/epFJbhZhl+pU2FPRP8vj8eA68djwHVjMeDacRhwXRjHcLovj8Ln/n00Jq/JxbryNlkykztxOLBkrwxnTHWiJJ9csAH9ho60LFta2Y0DrXUU4qL82O7BE/CZ68dgyrqjcsqNy6Pcf8K9MXRpPNJdXoNMbz1WHKrAF29+XIBNv2tIB1oLlGXrH2+YgFFvJmPG5pOYuf0M/hi3DTfe+wYcg+9T1i7GHTYK/akgB49Hvy+Pw59W7sI6HlCgMPE0ynLNbc8tBhWp6hMFFMXSM2g0Bv7saSQV1GJNOe+eIg9wDFN5NAhoTD5Ti3+7Y5Jacho2VsCRtlQRYN765BxkulpENihA5MP6CuDPsdvUkuyQ0WJp6k+QQ2uZKOT71TItl5ivGYn+13GpiUtUVPYT0W/Y/ZZ1im0bB8fVd2PIL57GyiOV1gnUOlGyvExyaa4HV/3k97KkJVZZAUMWkCc4pDLnkvSQe9D/WgKhUXBczn1zY8QaRnqLxYpgcPBIXHLtfXhtFXkBSHPREliHzLIW/JDAayBpSPDIdtBXlrr+14wHwfEl143BJdePwYDr6Ayeu34cBvjdKAy4/nb8fulGtSTorEd2eSOmrD2Cf/oGJx0WqBPAwsnKOFx681N4eE4O/rr1JN7bnIffLdyEIbf+QZbnlMVrHPpdM1r4sN/V4/FPX5+AOR+fRbanGdw+QN5LOduEmyZOBS17MkaGcLwR3I5C/6+MwI8fm4XJ2Ucwd0ch3sjMxS+enot+w+4RXrxkMC3XtEhxcjEejqvuxG/+tEyNSwEdPuRUtOPF5F0YcP0YOMQ6xLzZD6TRA+h3zQRcch3H5GgMuH4kBlw/StFJxuFYFX7tGFxy7VhccsMovJK2B+t4ipp8WdqIb495Q1m8ZLJBkK7ypnX5u+PeREZJEzLKG0QepbvIy3ymXGrEwr2luOonzwjIk/4mGCewJ+ik9f7tFGSX88Stkn/rzwH3vhanwCj5Q0AXZR9B8BhcevMjSMqrQ5anGRnaMEDZyXLddX492nUZzPSR3fnUO9HqwW/RdJs9bbS4pFnH3zVtw9NG5RH6TYeH9S2wpQ1Ldt/ehq68BxtJlB7RYaHAqxPgIzqBIoMuXibYbWdjRF5QqF04YnSpjs5Anal0otVRl2lekBgtfve/sR6GM9tvr6N1YaNZt+4+Z3p8yHLx8sdGZFe0CPC67PtcaqTAUVYKWRbiksaQURg9JU2UIJd/eHFfjrdZ0nxBwJoS0ErwEpTcD8fQMfjR/bPx+Nz3MfatFNz5l5X4j/vewmdoyblyOAYMIzgj8FDAS8ocOAqX/+AxJJyoBsEg99tkURAX+nD9r/9iAS+9ZEVlOE6sA9wjM+ODfEzfeBLTNhyP4E5i+gd5mPZBHqZvOoXEvHPI9DTKkhuvB1jjaVRL3OU+rPE2Ir24Gd+xZt20ylGh9Bdrl9oHoy00Ek5r0tX34Dd/XiLKVS7XLK9HpqcBmXLxYQMyvLVYV9WC11bvR79rRoiykmUNa+mNe0r+5+kYbKkBPqhtQ05tEz6oA+KOVeLa215S+1uuZjncR8M9W2PguPwu/PSJmchxNQkPcd8W98kEAS+xplGJUoko4JWcz8MRDRbwqkOGnHzjNRL1SM6vwb/d8boFvGiNYB8p8OG4ejRufXKuHLLgqcB0WgbLG5GcV4ev/vo5sc4pCwV5gNZMZTmg1e5LNz+JsZPTMTnjMKasO4HH523ADbfTsjZCgKsA9iHjcAmXWrnMNuQejJ+ahrWedqEjFd46bztGvpEgQKAfl8xEKRO4cKmMS3Mj8ZnrxuKXTy3EX+J3Y+q6k/hz3G7c+vhcDLiWe5vUUvUALokPpgWRy5t345t3vQGhiZfbHHzILCXwmm4BL7aBPEefYG0Urv3flzA15zSmbTyDqRtO4t0NJ/DuhmN+F8yDJzD9g+OIPVaOTHezAIRsjw8TpiUpyx95Syx/o+HgJGfwKDz83vvYUgesr21CTk0jNtUC87eW4PP/8ai1Z4l8wKVA7lkksPw1xk9LFwCc7q6VqzAW7CnDlbc8paxnsiTOJUqOl+H4yi9fQFpBAzb42rGuphEf1LUL8PzF7xao/VpX0dJFiyKXM8fK/rkv/vBJpOQ1INNJy2C97PF6MXmnDXhRdhB4jcEl143Eg9NyMHPTGUzfcAIz6D44rcbghlOYvuEkZtB/n3Q8iYQ8LzLLedCnHmsIvEYReI2C2r7ACQDpT6vtCAt4Ncu1KVSg1AucRPIgQXZFAxbtK8FVP3lW9hUKeBRLKAE3+WoUxrydKiCKExVOOD6oasPwV+OEF8iHytpP3ufS5ljZpL/qTC2y+Fc+1inRDE5UeD2H2+fXT92VxZHSib6z6dJo+i5EP5p6xabvQ/SVqXfCPRv1iFaHT8W3DoBkT9vAQ0DahQCvkE4KR+woYWblhPE7AEjdLc9ejj0fk2nt3yK9M89I33S4WW5n4ut0fe3b69XddyrbNXKFQz2yypXFq1PAi7NEsawosBYOeCngdh9+t2gLtjUBmxuAD+uBtd4WTNtwAl/++R9EAahZtbL6EMjISauhd+PZ5VvAKwI4o83yNijgdRuBl55RK6BHi5Nj8B345TOzsbEKeL8GWBfBra9pw/qaBtBfV92ONTJb5p4hLg82CAATUFmujt7P2HwGn/sml0XGWHt71D6kz14/AVfd8gc4ho5SFiXZx0KwMBKX//ARxJ2oRiYtD5wJa8FHK4GnFusrgcfmvq8sWFSGfksBQcN9uHnCdOSUtWFDHbC2uhlZVY14vxZ4bPF6fObro/HPNz6Cf/3WY7j8+0/hSzc/jcE/exa3/WU+0ooIIn3yf4ICvJ43LF4RgBc3Xq9x14viIKjhRaFcJk0+U40bbtcWrwjAi3d98eZ2Tx1yKtvwh9gt6P8VZR0S5Sh7qe6XZUCeyPvyr57Hgl2l2FILvF/djnW1wIc+YHV+M37xxHxFD27sppK/gharEbLR+cu/fhaxxyqQ7WpElrsBKw5X4tKbHoZj8AjLWqqXxNUBhM9+fTSei92GDZXAhhpV1sY64IMq4Nklm/EP145X4J1Lgdy/xE3kX/wNHF++E6/n7EWmV7UpSyxeJvCyLD/k0aF3499HviynR9fVtgpA5j1Y63jvmuV4V5l266tU+dlenm7lBm0fst0N+PXz89X+qqFq/5KAIgFeIzD85VV4v5z1b0Z2tQ9ZFQ3C3799PkYsdP/3mw/jX//zMXzx5idx5Y+exJCf/w4T/pohy9gZ7lrkVDQICPyXGx9We8EGKyBMQEHaDfrRc1iy141Nte1YX92E7KpG0Oozc1sR/vk74/FP3xiP//etR3Dp957EFT94GoN++iy+OeI1rDxSgRzezebkGGlDeOA1UcoccN0IvJF2UE0kzrXhfTreS3eOtOEYbMX6c21SLu+rE+uVu0aWuzsNvORyUDWZzuCkWizx9Vi4txhX/bgzwEstTb3fGeCVFxl4dVcGdyadXZ9ES2OPa38309q/me9mPP1sfu/qs86jM35X874Q45vt7FPgxYJMApgF9+WzWSaf+7Ks85W3blNfl9cd4JVF87xYvBrEVD93e4FaauQmcGupUczzYjG7Bw/NzpH7g9LLa5Durcaailp8WAe898FpfO7fOfvkpugH1FKe7M3h6b3h+OHDM6wN3I0yA07jUuOv/yxWGClHZtVq/5Jj0J34xTOzRdmuO9eKteeaDdeCteeUy6luxNqaBuRU889nuY+Lgpp7eqy9TnKijZur1Qb1+95YJXtzpDxZWqTSHiOn9Z6etwX9rx0lFhOZIcsGagLHu/Hcym2W5YH3J3EZgsqW+dZhbQXwzJKPZA+ULHcxX7ZFLB5j0O/Lw/G98W/i90s3YNbH+Yg/VS0ANL2kCe99dFo2Yy/edxaxx7zgkmBqfhPSz9Yj01mDTLfaeM4loNuej1F7goROaonFbvEKB7y4/Jh8pgY33N6BxcvVIuOdvMDThz9/luBpuAKosmzIjeg8dDAW/+eb9+PtdcdFwa7x8C6rc7IJOt1TjfWVrYg/WoWBtz4lpzX/zzcewJCf/hE/fmg2xk/JwKtpe5GUX4NMVyPWVrTipaT9cAzjVQvcr8O9XeQ7tbRJ4Dp8cjw2VgNr3Ar4prE8HgTx+rCxEvjVszFwXPlLXPLVEbji5sfxrRFv4p6X4vHHZVsQc7BUlL5YWe3AawgthnqP2t1yJQev7SCIz6nhpa0BPhN+47vlCGhyvNxPxMML5LcG5Lhbcc/LKxU/c9O8tWFe8fY4fPaGcfjZk3Pwp/htmLPzrPT1piogJa8G7314HPN352PRgbNIPFmF5DN1WF3UKPdM8VBKpqsOa70NmPVRHr7w7SfkgAb7nku+ypLDycsYfOWXL+KB6TliFVx+2IssVxvWe4E52wswa1u+gJdlhz1IyqtBSkEtUovrkFZWjQx3teyFCw+8uA1AbSEYcN1IvJqyD+u97WLJyvDWIMPrQ7rXJ36Gl9bSOjVhkKVudb0BD32sKW3onsVLA699xR1avLLLW6xb3uvRdeBVJ1Y/Wv7W0AJmsybZ37VM1779+4XwHrSl5QJpTzSdHu1bd+jpnyTrybLND5enThPumw4LAV76g/Y1U3TX1/nQ724enU1nltXVZyGWZckz03a2bB3PTNvTZ52n6TNPs67mt+4+m/W0A6/5O86iI4uXHXjN21EAsXjZgZds4L0bj8zKwfpydTpNThCJab4R2WWt+O64KbJxNwR4DR6DgT/7vWxm5X+Tyem7sxbwGjRS7QXiHgxRVlx6GImbJryH+R8XY+62AszZdibgtudjjuXk2/ZCzNp6Fgmna7HG3YI11lJBpixTELjw4shGJJ2sxTX/87xYB9TSAy0eE+G46j784qkFSDhcjS/e8pjsG+KSKS13cgjh6nvx/XFTsdYJtYzLqwm4HCcAr15u3p+1pQif/ara6M+lVm5gVuCNZdDqo64K+KevT8S1//sCbn1iJn63YCMW73RibVkrttQD79e3IqOK1wU0I9vdhExXjeIVj1oC+g2B15XcF8ZlHwVSBHgNHIWB//17JBfwdGWwxYt/U9SZpcafPTUP2byxnMuo3kYk5tXgWlojeeKUe3tkjwz3+nGv1kh8b+w0pPM6gvJmZc2gYnXzvqVqZHlqkeNpxUurd+LxRR9g6sZTWHWqWpYXN9ZyyRXIrODes3qxlAyflCzLrP2GkWakF/cVjUa/waPxz994CDH7SsWqSusHLUscP1SOGc4G5JS3Y+6us3hgdhomZe7D8oNeZJa2YkMV8GEtwRFPavLWfx+yna344QO0eN3rp98AWo0Gc7l2JK7/9QuYvbkAc7cVYfbWQszZlh/gOZP/tp0REBN7shJrymlZ5bJYiyzrPbdsK/pfo/a0qVOt7CeCcJ4iHquulhg6Ev9y46O44fZX8KtnF+DP8duw7JBbLjbd1AR8QOBX8f/Z+w7wqKr87QiWLZ/u6lpBQLBid1dX10IRXQsQpIZerKDi2uuuqGtB0LV3rGtDRIEkk5l0ivQaQhFBqcn0kukzSd7veX/n3snNzWSSgPh3d53nOc+5c8u55576nl95D3cpYF2ocTfXzm+NY+a3NTiVdpHH54iKjU4IqTKjyvRY0mGMxEGnjkPH3nfi4humYcLzs/Fy2TbM2RFDaRgoiZItP4Z53ghyvWTWV3QesjhpRuKl7Ddp/zYc//xqDcoo4fImUMBdBbxJkZBa3XWwumthc9fC4ohiHvnf9MmeqjsCr9HNqBqP12y8dnFsUF7DMlYaJF7vrNzdgsTrS03V2HqJ1xfbgtLXlKqx9cBrb8fqn/o549xgPm4pL+b7M/1vKS3z9Uxp/ZjXqP3JFOZWhaCHOXuCYNDvl3lan69NcRPgZf7AfflPtYPxeXOBGK+1dGx+trn/ejrNXd9f5/X3/pjx/sprpnSNwIvUEJmBF12wvxLCSQIhrtrzG9l4NZZ4Kc+pYZj0ikVUJlRp8Zk5wgMWg9VTJ0bkNBrnZKMmHGUAS7qHQ8+9Hq8v2SHu5ZysviLw6v+gMkjXaQJk4qXt1Q045LQb8fs/TcTv/jgRv/vTpFT4/Z8moSHcisP+eAsOO/9GPPjZEpFK0S6EEoK8akpLKaEKymTwxOzVaHcSvahozM5JnlICckKNwv0fLUKxB+g56UWNZoL2T6PlPk6YlPC8s6QKNjeBHV3QOdnS8J2qwDjm7EriL+OfQdZx2SK1Ud+vJCrqmGBygqKUOJacZ4NEDXno2ZNwztCpuOGFfMxYWwVrIIlcN227gpgnKqwo5riiKPDWQQGvEW0CXq1VNRJ45dn5bSTRjAmYISmt0B6IoTzLg+VFtdxIjHqaThn1Srpgj2FedQJ51UoyM09Tx5IhnSpVqonzPBEBKQTqQhXgpPqJNqNJXHLjC4qHjfUioJL1M05su07PfgJf7wwjj8BOBlHaI8XEJolemHPtcbHd43uokrZ4awV8sn0ptTAnYYLvEETVaAJelLAJeO0yAQedPAG/Z1v74y2i+mWb09uZsf397o+TcOh5E3DDy/OEs0t5WyWQ56wT4Hfi1feJbaDQXtDLl56r8l1U17Ed3Igs2lsdMxxZxwwRgtPfX3Qb/nz9C7htRhk+3uQDVZnzRJJGaRTBVwy5tMF01mPc9K+Q1XWg2Fty4aAvIkTFL/ZqtPkiACNv10Ahtj24+1ic3O8RDJ7yEZ4v3SIqVW6NJA4iJFK1x8XGk304naqRwIs2kfS8PH/k8+h777u45p53tDBDOOb63jUDfe96F3+94w3c92EZLNW1mCdepQpMtQp47SaQ3wfg5aKjkAJelLxmtPG6+BbMFFUjbfRCsoBQjjPKxuvHnAv+29IyY4N9/T7jnGZOy2h2ZH4vxysusH/0UJ05zSbAy/gBPDZ/REv/zc9n+q8bmkksDMPKS88o3tSPM6Wj57Ole/bquu6tosf6Cmw/xyznvcrvPuZrr4AXxfNiD9SCqlHUMkNxyyv5yuNOuHa4Wo7K8/nuOvxtRpkYmYt7vOY9JdKSTjfg12eOxVTbetmnbY4rjNk7gjiFpJ7H04iaUgHlCSYTiLjf0y2dnnIkaCSBqxY6jgYNwlWgUTopBIbg7vfLZcJS6h+qAdUATKBkddTiyr+9piQFJ9C7i96L5DoahcP+eDs+WONESSCJO2aUiE3aAeLFR5CjeUF1zsENz81BobtereI1+pLZrhBmu4KwkLpjwVZ0uOQ2ZB09VHjFlKqRz2tSD6GZ0KU6nIRpA0ai1WGSr44978Kdb5Vhzp4E8r2UXLH/0hmBwKt2L4EXjZXDmPV9AGdkUDXqwIvtgIbMz5dtxu/Ov0XAokghdSkODetPHIG73isXsl1KE+dWU/pEA2UCKbWVDY/nVEc1gEpyVJOrvj0oqsa5u2I4d9g/ReKlG7oL+KJ3Yodh6HXTazJ5U7JEQD3PHlUxJSo0hNaoZDhZ878+ltCuj99NJv7mgJei86CBN9seubmoEiclA8lA2fYY9HZmaH9sh8cOxuinv4DNVaepZ5UTB8lT/zFrOX575vUgabFqy5oET3MW4KJCwL8uUaXjQUdSSNBLcxhOy/47Hp29GhZnHXLFyJz9S7UDeh1/9p0ffx7/tFBOZJGUVVTbdBSgSnAM2HaV44QCsnT2oDo9i4D/2BE47LybMXTKp/h8cwBW7nvoYFuLS1vTgVe7Rl6NyrhepF4sJyH9JbkqyWFzlO3esUORJWE4so7ohysnvyISQBrG08uQtpfzqmIZJV4Xjnsa8/ZQQqs8GznJ5rKeXdzLMYYZq/egY+97GxvXswwNxvVU/86V52Mo8tc3D7w6jcWRRuDFvkZw71QOOQL0DfbN5sn/p/zf0pyd6Xpb85kpLd3xoCFu8EBs+3uUE0O6tMx5UGnTPEUPDY55lNDTTnS/BNLc6IFaFAPAawK8zOIxNVgp75C0xzKAad4jLbiEpn1eBsOGCjAXWmv+s2D1+3Swov9vTdwoX/r30CNGjIxV52UHlk6snec1CXr+NVGiMa3WvPvndw9VMcqdOt8dw5tLd+APKa9GSp84GI8T93Ldq7HARaNqtoGYqHRIQXEECVQ5qKdsvGgLQ7AwHBNftaKQG2QLLURQTQ7OsBCN0tus3Ykk2aSERH9+gjB1H9x9BJ6Yu1LUEqRgmLOTwIs2XpSkkH6A/FJU04wVl3oSYwpPD/Mr0hCDWoWgjtQPnW9AO0oQug7HPR/MR6GP+aKUgDZYnJijsLiT+HeFB4dfdJMALfJmqYlPeRJeNPoF5O1JwOoN4Y0lO/D7828VY23lzcl3c7IZjtMGPIyvv48iT1OVyqRPyQpJWZ1hAWXPWTcrigxuDXTccKEREKqAzlQPKmoOOhvQ6YBSHVJoHHDCKPHK4v2cPPs/8D7m7orCwklAk67ZPLXIFjoJkl9er3mDKUDHibDTlXfhyx8iomrJJbu5UErw+7lJOm28dDqJkYoTS9qBmqgJbAV4UdXoCsPiTeAZSwV+cza9/TRpjdQL3zcO7U8ahX98sQwFPk6KPlANRsmGSLBoHybSwBjmURol/YwqHEoVakVyM4+ryeq4qP7m/BDFyX0flMm8vUYNoNoCVcBDcM2dM4SgVAZf6cPKcYBOBywbAhP2WXqm5VZHRcrJ/FA6RG/DXOaB97gisNjrlKqxIx0G2BcIutj2CIav1whvFVWGeFbKwkFJfaX9aWo9SslIfzB26lewcaN1R42APrYBeuuSBuSRfy/DcRdP1ljyR6q2ShoOLQgol/6hGcjTW5QqVhKfHjcMv+o+ATe/aEWhE8jj+CiBwCAkNnSkL7nslldEbS67UnTWPDS7aECf3ySAjIsMvb2r/qLA5CCcPeRRfFLhQaG7VtTmzL/NW49/0KvxFI1OgnUi/ZJtdQTadRuh1MDMKxcSIjFku6CzCjnqVL1dffdrsHm5cbYfcz0+5LkjyCOP16inBcxK+XJ7I+nbN8nC48LxT8k9pBehVy3H6zyO4VS1e8N4d/UudOytG9cTLLNu+E6Cr5EY8+xsGb+oKqfKvaSmHsNJJ3HcEE0qqMpGeVGOlS3RZm4NCV2HLHLEzlV59dK2ku1GtWnGeh2oPkUQwHw1hKhS0xMs7nMwpqvNU/p8lTZWfUEfK1Jzm+ne1uSruWdbOq/KYe+/vXH6xu+hvampDPhfC3wv28h+CQR1etDaov6eJsArhdB0pGZAaUbEph/zfh7n8b4M3o4EGLncM8sYDGmz4NoCQswIWX9WDbCtT4t5Zt5Toa3oN/Wsjm4b0mqpPPQ8/7xibWCQDXSjeHMZgdftGgs9JUpq8iTJZ1aX0Rjz7FewuhPIZwO2R2H1JPHWkh044s8EHzpwUio5TlAEa7e+UoRibz3ynSHk2+Ow0DtN7JAg7v7tTqJnoAJLBBsiUeg8HoecPgKPz1mOQm5+TI/DnSGcKsb1OvAahQO6jtRAFok9xzesqglijIFbIEmg2/0IZB3XH/e8x3wBeSSClLZJYBBGUQC4851SkYop/iZ+F4EQ1T6jMPGlAhR56pDvDmLuzjAuGK3YtcmTpAAaJ5nROPi0MZiaXymG8TLJyoqcqzCuwOhFGkWRH/h0kxfjp858/jfAAAAgAElEQVRCx0tul0E/68hhSlpHiYoYjtMwfqya6EVVRECm6kaIKDsPxw3TcmFz1Iu9FDt/kaga31HbsRB4dVMqXGFR7zQKna+8C7O/jyDfWSsejfny/UptQzDw5dYQzhDmegI3DYCTN60rwacCXgTgnCCp5noqr0J4pIRXjPXeTZOmdB6P9ieNxd8/Ww6rN4FcVwD59gTy7XUCftgOGGTSdKoJVCQJtL2TFSv3nSRLfUIkIl9tj6DbNfcr8C18cZxMyQpPJvqhYntH1v58Z1xWtfkOPqtCnoPtTh8c4+IlaZEtjkiKSfVkXN4jeXJFUGCvQw/SSWjAS7UFLhAIILi7AG3xhikeMnpGUppjbHP6Mdvd0QMx4qlZsLnjyHMGZNGiAF+N5KnIC7yzfDcGPvQefncut/UZiqwjhyhbtk6jxT6LgEiBIy4omA/2TaoOCV7G4+CTxmHKzCUo9irbOwEvrhopP1IlkJfsng8X4tT+f5e9P7OOGqDyLOkzPX4TgdeNSrUuPHnKo5UcXVRzXjLuOeTvqkWemyA2hCJvPR79kjxepJtRtoT6AkTs7theCLDYNzmGCEUIvSoZuDC7SSSV19z9ugC6PFcQeRwnXBHkVyVxwahnRUKtJNzKg5jM+wSyF054Grl74mL6IHaOzjgsTkrhI7B5I3ifwIt0ErQ9FSklbQ4p4VPAa+w0Ai+qfNkGwyiuqU0BLwWuVRlLv+88Fn+45BbM2kp7RNZhELmygCLg4nZrAfnPhUgqkJJEwJYCGOo9qr235ZhjX6bQlrTM95rTNV43X0v333j/L8fN121T4JUGeOggK1NMUR0RsRkQGf+bxXnG9MzAy/jc/jzen6LGlspjf37XvqWtvAYLvLEfGXhxdTkCk161yQAtHdOeRL5dk5T4knjo06UQ4MUVuBgVc5BUg/QhZ4zCk/NWix0WO/28RsCLK1hKvAjCFGij2/zJV9+PE69+AN2ufihtOPGvD+LEq+9H176T8dicJSKJk1UQB2zarFHS4aiTvf+yOuak7GEEEHYZjUPPuRHvLbeLIXZhoBblQeC212w4gJtai5qRNkCayub4Yeh//3uwupUUIk/oEFRZ05NrrqsGee4gbL44SgL1+GyzB/d/NB89bv4Xjrl4EtqfyAl7ELKO4YbSZAbnxEvWcUokWE46+BouG19z4rZ6CG7iAnQHPPCWmlg5MXfTONkoYaDE64o78fUOThJxmRwIToRfyhUDKQ9mf68x1x+vAy9l48atg3TgZXFyglfA67nCTTj03Bs1El1K2JSjwQGUgHUbh7vfWyQeieQxI28avedy7bWpSY9lT2NrGriX+AGbL4F8NydgOjoEkWenl2kt5u6OofvAR4VfSiQYLAMCPQL244ehx02vIt9ei3y+o8nYpqQiUj41QCm50nx1KPBEkOsOINcdVJQVAorTAS9NSiTvG4ffnnkDTrzqPpx4zT3ods296Hb1g2nbHNviCX+9D3e8WwIrgRe/hxI3eQ+dCzhxR2Dz1wvlxQdrq3Dra3nCH3f4BRPVhunH9te2RaK0k2WrSagIvLqRK412YMNxUt+7MW8XpckKUORrQCDP44fFH0BJpBZf74zgyXlr0Pe+t9HlyntwcHeq5gnCBipVfYqBXpMQacCW4D+ry0D8/fPFsPmS4kFb6K3Do1+Sx8sMvCiRvkkBYmGqHyFgiYBJAjeA78TNy0ci65j++OvfXkGhGyJxpNRRAHJVHBdoPF5K+kt7Sy5qJooU7M/jn5GN2rlfLCVeAqyFrDiBAnccM1btQYee96k2KX2F0nED8KLEy5VU73JEUByoax54dRqDIy+eiNlbQ7A62b40AE/+Q44bBO4C3gnguVigZIygNwCLM4B8JwFl8xPzz+UaFyB6+LnkKV0+9Dymi9Pd39w5SsKNobn79vV8q4BX0wGrQScqqzRdcqWp43S1nDnOlA6vme//qf63lK+9vf5T5f/Hfw8nJIrnY3hLVI0/lsRLbXcz6VUrisSImcSInHBo4FwDqy+BSa9bcUDX4TiAkhHx7KOKgqvh8fjN2ePwQum3YoTfGHgZbLwEgKh9Eq+Y/DrydySQu4vSsQjmacF4PG9HVK7P2UVprG4DoET17FycSF4s24KDz+AWLwRRBDtqJU97mlP6PoI35m/Huyt3Y8bq3Xh/dRUe/vdStXWNcHppUghOhJ1G47get+OjCpdICUW6LOAuigJfQr6/0J9AYU0CheFalMWBJbUQrqZZm/2YlrseN03PxV/G/guHnXeLmhRFBakkazrw4mSU1SUHt75hgdVTi3nOBIo89Rjyj/dTdBIEJqKS0/LV8fI7xFlBPOFoSO7UyFTdEeR7wgp4kdhUB16iXiPtB8lGSaD6htAhcAIiL9sbi3fgyL9M1DjWblBSS4ICvq/LGHAPywJ3nRDICn0AvScJPlzq3VRfTS+sQM4TH+DZvPWYtdUv0shygiNvEgXkjCOYqo7jovHPK64v+SYCLw2AdhqJswc9jTm7yAqvpGiy0JJJUqkXCMhmbvNj8BPv4f6PF+LDtU4UOOqEnLSINCQyEVMamQ54Kcmn2EB1Ho6zhjyGr7ZGkLsrodqbqd2x/bHtqRAVeySR5pBCgVI4dxw2bwKFvqTQbNhq6lEarsMitoMkYHUCH633y9ZIo57+DGfn/APkKMvqOMwAvEjoS2kopUcTcMApOXjWWgGbhxLmKGyepNAkFAbIBRdCUSgiXHpMn3xqJFB9qWwbbn/Thisnv4ajLyP1xBCR7OpG+LLVk9hUEtwOQa+Jz4nkmmOGAK+0qkaC4Qlof/IYDH7kUzz08SLc++ECLSzEvR+Vq/DhAtz1fin+VbZB6tdCcEKtBOOqGC6+Xnk9K+ClceZ1pi3hGJw/lsArLnQUc11BBRioxqbkyxPHu6vs6NhLAS/ZAqjraKWepfROVI1fosBF8K/mt+JAg6qxqcRLAS9KgrkAYB5FsiXPEvSxvXEcVQAwn44N9igKuGCwhxQw+5kAr3RgJd25fQUb+/P5dPnVz7X4XoOqUTez0GNpe4brP9b/NMCrjfpOaWhsZC0/x3uM4cf6iH1OZ186QCu+e5/z9xO+Q63W1MBh9SjgdeSPpGpUNhwjcCuBly+BXLdPuHyobspz+WR1n/3guxozuE6pQKkCCUvH4fd/vhnvr3GIJ1gKeImNlwa8RA2nGTp3Goq/3vWaAA5OZvyWtMEbFQkHQWauEKZGxb6DEgdO1vRUHDblQ2R1HgTFsUV+Mb5jLLK6jcJBp4zDr88ch1+dOQqHnDUSvzprNH51xni0O5H722nSNwEcNyn15InDcPe7SqXJVTElS3P3hPDZt158stGPd1fb8dbyXXhl4VY8V7QR00sqZVIr8iVRVgPMDwM2B/DWop24fOIr4tGmDPgJAiiRmKBtqD0S2Q+/hwIXbdaSKPTUYfxzs4TQVSYtuZdAiHZrY3H4BTfi3+td4t6f5/Ijz+lDnrD1c+PmEGZ9F8QJV9ynJBJCGKroMsReqcMo9L17htgmcXK3kLX+uwBOvJrbs6itlZQXqNo/MavjcPS5lZKoOuQSdLj9MlnS/ijXVQNOtsVO4Go6Mxx1JdqdNBwnXHUP+t73Hh7+ZBk+WO3AvN1UF0ZFGjb477TD0bxNBXhzDz9KXMbg8PMn49NN/C5K5MOiOqa3nwAeZwjkwXriqxXI6vBXqWNSp1x24wu47VUbXl+wHbN/0CQT7igKqmtNqkYj8BqGc4ZPEU88m68WFg8pPKh6T9/ubJ44CkgELG2fEq4wvt4Vkd0ZPt7gwYxV1Xhz6U68suA7TLNV4JWFW8QQv8hXL6CwPAzkVSdAyeJZg5/Q6lUtUmjzR5sy8YDsPAx3vGMTHjOqz2d958fnG/34cI0dM1bsxuuLtuHF0m/xtGU1vvyefTCJ4gCwIAyUeoFPKz0Y+/QsHHLaWFGlir2irmomYDl+BE7JfhBf76R0OKZUjdwyyGzjRakggc5pQzGtoAKLSaAcqRfQx29hu+Y7GXhcHEiKdCjPEUC+Q6kaLY44rrrrNbWrgWbvqOy0qPIfgVOzH8Js0ju4Q2pscVJtS0AURIE3IvaXR1yoduFQjhhc3CnCYgKvG1+YiwKPLvGKSjnoNl5NgFcnTdX4fVBoOrhgIHUHnQA4jhCEzZO2TSky256yF8yzU32tpGItAoJ9mZd+ebZVEkVlttBgfqCbIezvuCnw+qXCWlVh/62dhhMnBwaCxR8deHHw7TwSt71WKFKLfJdfRO4FrhqU+hP4tNKH4y//m6w+1UBHdZZS51Addmr/BzF3ZxwWVwIWSjB2hHFq/0c0ygLaORF4cDKk8fIwXPG3V2B1cgCn7RLF/emCkrBQHUBpiC4RYTlQDfTl5iC6XHGXpCcG1GJDo4zc5X20UaH3GlV/9NaSmBsVE5ypvCg6CBpfk+9pCC4ePxV5u9Q3FHri+FfpepycfTe6XHkfjrpkMn53wU04pPtYtO82HEf3mIRPNnhQ4IlhntuHue6ASKAo+flqawinkiuLjO3y3cqB4QBKlTqOxDX3vIECV52oDwk+H/i4HAecqAheBTiKvZ4yzj74lFF49IsVKCW/EpnnZcJTkobimnq8sWgHfnMGpSjcH0/Z+fCdrB+qtDg50z5OyppSMkcSfW4ltcYQTdWq7NAUiB6ODj3vwIdrnOLMwIkxV9RrNbA4Qij1QNS3x1x8h9ogvBO3kxqBrKNzhCi1Q5/JeKl8M2yuBIp8tXj40yXI6kJuLcUTpqscxevwhFF48NMFKA9AgFoubXH4bfYwbM44Sh1AL1JEdByiVHb0cD2KtlTD8dszxuPmV74UdS13SiiwE3ipTbIVyNVUyNKuc3D2sCmYtyuOfFHXErAFm2lzVEPxGvPCuAZWTxz3f1yOE6+5F52uuEfUWIf+6UYcdNoYtOuWg3OGPYb8XQmpm3yXV2yIqBJdGAJmLK7GkRcQUIxSzhbdlNE51bp06rjl1TxRgX+8qQqX3PQUuva5S7YN+sMFk/Gb02/GgSeNxsFn5uCfXy9HsS+BPKq82QbcERT76lDmBrLvfl/at9hDiVOBauOUNHW58m58vT0sEiqx8UoLvGh3Nw7tTsnB47Npp0naE79IukXFKvOObr+nqfntMVH1ClBx0ukghrHPzlREwwK8NEcAcZQZicPPvwEvl20VCbFFvoEcW+z7QZTV1OHRmUtkL0jluKNLoknsOh4HdBuFBz6cL/niWEAtR7EfmVWNl9yMr3bQoYBAOyqekxZPAhK8UVh8AVh8NbB4uZNDTHbbkMWFO4g8SnZ/wgX1L+9KLxja3wCrufT/54HXviLe/zYAJhILDniOCGxmiZemwqHkqu3G9RNSnpB3vjUfyxJqdUsAUcZtgLZGxBCa6jsFoJQXn6hxhBpgKIY9+m8UedTkngJefRXwEm9LqlhOGCds3LTHuvaed/BNCFhoWE3rq+pUHFIqlgUhgKHEV6/ZaERQ7K3DY5+vxIEnj5CtgJRnmpLAKVDF7YKUbY0ALYItjX+MRs4ifdLAiQKQtFUbicP/eDNeK9+u1EqkkZi/VbanEV4mUg10GpECcPS2fHTmSrCcaNs0zxUQT0Aa8lMi0Xviq5oEgOWl1DmkByAYGz11pqg0c+kp543gzaXf47fnKAkXjd2zTqSkUG3uTduaMwc9js82BLAwCMwPQEguRf20M4bLbiKIUk4SOvAiiDqgCyf7UXjiq1Uo8dWJCoVSK9pKPfDRAgENap9PAlFOdipknTAc1z30IfL31ImKq9hfixJ/nbw794c4rrz9DeVxJ+pmgkNl6E1AeWyP2/DBmj2wEQy5I/h0gwdHisepIocVL1ANhBMMn3jtA/horUe9J1APvot7X873Afe/twAH0ouWG5J3vgntZa9HAmTuvZmDBz+dr+yXBHjRuN4AvMiSr9k/sc7OG/6UgEa2LUpxUm2smeNytrcAYHGGUeSJij0fd1zI6pCj1IekpTiehLOjcei5N+GNhTtQHqDKkBIysrv7YeM+hDtqcfK1tHOjYwkXH5q6lbZfXUfjkc8WoyyQxBdb3Oh29T3IOuo6ZHUYofZc7EBwpuzhhjz0sfRFCw3lxeOTNkl+LKBzyRulyOpMo37lKJHVjZQT3LtxDP40/Gnk7yFYimSQeLH+rpedHR7/co3YaSrHBk6IdEyi84Mad0TqLg4XtP9UZMAEDkXeBJ6YvUw2IZf6Ens+tTBrLxvE5+DySa9h3g9xqeuyAARwL6wBPlnnxlmDpijwSDU5HTGk/miWMBq/P28iXpm/DTYCJKraWwG8jrr4Jny1xQ+bPQZLdRD51SFYqqIqVIdhqYqoYxr8V9Frlgtagjpl49XcpPzL+Z9eAvVTl/mPCrxaAjGZQEpLz/7UBdPa9/1ffZPF4J3V2ry25j5lh6AGQKu7saqREgWZPDm4i13EaIw1ejXSINqTUF6NQiehSaBE5aZJR04YjT63vYGHPy3HA/8uxaRXCpEzZSa6Zz+qJDddxuJA8RjU3fUpJRuLX58xDm8u3I5CD20wKN4Pi8TrtL5kRx+rbFzo2UW6Auat82icPegJPPDhAjzw0XxZzXJF2ySkrpXj/g8L8cqCSlgdURRQ4udI4IpbX9e4uzSvMX1jaHnHOCWR6TxG3sd3NgR6bylVlPI4oxEv80l7teG4/tl5sJGpm55726LoduUDyOowDu1l8mdZaWqszjk4pd+D+HidC4sIDgkYCIwiwKvzf8Bxl92ZMmBn3VC9Sa+x9ieNxt8/WyySFKo9CjxBfPVDEGcOJPP3SHDizDqRjP/cIJrgUdm5dL/uYdw1oxAvFG2SzYof+HQRzh/3OLJOGCYebiLpSakaSV+Qg2MunIxZmwOw0dvKQXVhAAX0hNwcxKnXPgSqFkU9qxGcku1dwNhJI9Djlhfw5NerMWMZdxj4Ho98vhh/mTANWaQdEEoRTqxjcGBXUimQFDUHA+5/DzZHEpRqUJpR6KrH8CkfI6vjQG2vxhtU+Uk+6UE3HN2ufRh3vVeCVxdvwVvLf8DU/DUYNuUj/PYs1qFmK0SSz66kZSCv23B07nU/Ptvkh8Ud02y8Gqsa6VjQALzGoEuf+3Hve+W4/6Ny3PdRGe7/sLxpe9PaIO+594MSTLNWooCTvCeCdxbvwOF/ojcw27FyytA3jOfm4D1veR5fbQvLRtncILs8VI8FQeCxL5bjV6dTtajUzGK7R6/VzqPx6zNvwFtLdqHIo9rztZRckVtMiFmp+qVUWfWxI86/DU/NWyNghaCQezYujAKzt/pxwahnFEUKaVu6jREJka5mHvzQJyh00cA8bAJemhRa6/+kb2l/8nA8/uVqMZzneEQJp7J7ioIepRYHVc2aelGTVtEwncCLQPujVdXocNldCkAJVYWSepGBnwsOqpj/PHoqHvx4IV4o5Ubkm3H32+U4XSTDw9GOXpq00xQPTVJ/UGI9HOcMehJzfyB1jCYBF+N6s8SLbZH9krsIjMevTrkeZ/V7EucMegJnDZyCswY+hrMG/hNnDXwCZ12nhYFP4MyBj+OMAY9g3PTZKKiqQwHVjfb/fnDRmvnmf/WeJsDrP6Ug6NXU2vBz+ybmm6oOS3UE+QwpSgrFdktbDD3PZmDH8xZ7BFaG6qiEAm4HYgiyknRpolW+SwNpsrKkMTfvFRZrTaQvXjhqxcqJk6COaVDV9ja3DLpQbYOjvAZpuKxoDUgnMW7q1yhyJWXVzpWizZPA20t24oiLuGmxNqFpfEfi2SYeilTJDRFbLg56VOuIjQ5XxDIRqMlWyBz57DEDkf3gm2qwpirUzYk9hLztEZzWj8CL71ESMhVr0h8Coo6UHmQKw5SaqeMgZB13Ffo/+BqsrloUepJiMP+HiyZrBuJKrSTSFE5UXTj5jEH7k8ah3Ulj0wRF16C+R6nzFGihJGUkug94Al9+F4TVGRMqijFTv1R8QV1uwEGdx+FAghSRmtG+bQi6XnkPJr2Uj+l5FZg6dx1ueC4XnXrfLZQeMpHQ9Z8SgG6UkuTgpKsfxMxNHikn8ahyRMH98Sa9ZhU7LZJkthduLUpJKPnSQKGo3AbLhsi/OZtG8SwfspyPlElNuJgEfN4oEx0930Y/NQvFnjoUpNoOPblCKPEl8Min83FA1yE4IEUtQu9LBgJESl0Gi8H1Hy64XaQOlNCIxCflSacA6IGdb5RyO+KC6/Hqgq3SzsRLzEH+s1p8UuHCcb1uFyoCoVQgmKRUoyullVQDDxXw+Ls/3ogj/jwRB3J7JtZ5J73tUIKjGVsTeHUejEkvF6DICQUOXH5Y7Qn0uOkFyR9Bl0j8pN1p7Y3Amu2541CtbWdqd/RQHYALxjyF/Gry34WQtzuG3je/iqzjcjSp1RgIN5kseEYh64ShOHfwk7jzrVI8Z12PJ79ejpFPfIbfn6/xywn9w81o33kiCNjomfiX66fC5iDAj6DIncQ/v16Lg06l2o9gloH2YATgBKhj8PvzJyLn0U/x1Fer8Vx+Je6ZUSxqzqwT1I4HSnKrObx0GYVDTh2Jl0u2oshN4EUpMTBl1nK0P1Vx8Um6lK5KfY9G+5OpalyJIjdVvwRaBF50XOCYpP6LTZfYP3LsCsnYQsoZ3mOrrsOABwgelQpbbLREwqcoToSqghLDE0biN2ffgl+febOSnLJOZP9O3Q5uNNrRs1faWQ7ufb8URR56mAZEKsUxk960Ix6j/eAgUeU30Heo+hbJ8tGjkHU0d5JgfXInAXpljtTOkU5kiNp0/ciB6DnxJVirkwK0lX0nv++X8L9RBnSoaAj/scBLBxP/ibEZeBlpNXgswKtagTMdeBk5U8hNQ4mMGrAUEJNy0J7llitqo1m6MHMwo/2FAnNiy0RQJoa9mreQBswI6CwO2tuQdE4Br3d04NWJK0s1CRJAiLt+lzEYN3UOil21KKBdBKUPXoK1nTjiwokiDVLgQdn3KK87gjZOunrg6psTpJr4lKqEQIVGr+OEK6h7v8cERJAElCoQ8h4p4BXFqQRe+l6N4iJOYKhC4/fo70sT006r0/Wi3sl+aAYKnHWyefKtr1mEWJXpECjI3nn89s45OL7HHXhi5kq8ULQRz9sqm4SXS77FiCmf44CunESV7ZG4rndVZKcHdR+Dp+euRbGnFgXuMD7Z4MVxPf4mAFT2z9MkHkoSdT2yjqOL/wgceMr1OPAkjaW8w3BFokrCWG1rGTohcMPoO94skrQtdGF3Ub2REA+9L7YEcO7QJ5F13EBRMyovTV1CxHLT+JVExaW8SUWSIHtgUho0Hgd2vQEkp806dhhOuOJufL7BByu3JXLSRkvZx9CGhRKpQmcCfe96C1lHDxYpgQKimv0b30V1GNV6BCwER2KvpqQYAlTFWH482pH3qeNAjJn6hRDN5ov3I2141OKBE/7fP1+Kg04h1YZm0C+SPM3hgECEvFEdSX9B8EvPT6qDScVBqQ+lTIqPizsHnDV4Cr7eGoLNWSeqPYvLpwGvF6UeRCIlqveG9ibgNdWu07QzwzV67WYdOxJ/GT8N+VVxWNw1KPTW4oXC7/D/CHg7jmokJRRmfPYb8oQdPwwHnzoe7QhoyBcmfVPj9KINooDUUTj49OGYblsvjhWsF0py83bH0fOWl5DVYZBStZFAWNsRQbwVaa94XA7anTgGB5MSggsk7u8pm9bfImm3596b7JvHZuOvk19FkaNe48sKyR6XU2atQPtT2c5Z9qSRYJtUxvntTx6Bx2evUrx3YgMXSi0ajWM5x7iGEFPjnSMk4PGDVdXo2OtODQDrHr0alYz0fZY9F3ekqqAaWRu7xOaSpghsw9wgnLsDDMWfRz2D3J0RqYN8t+JR4+Kz3F+PkY/9G1kd+olkmM9JO6EEr1EwtAHjGCR2aErqT3XmlZPfgJXSLmm7ClQaJ+NfjhuAyX97WfwCvAwqu4aO3tDpjYPBvh7r6XNlqKsKKULXwRVjgh8RvXOg1PhfKD3g5NkQ6HEXFfdwet7R+yzPgKbJCyTElI4ALNV+FFT5YK3yw1at/uc5yBbuRW61D/l2TpZBFDjCsFFVSKN1btpL93lPFO8s2Y4j6QnUiZMSxfQ3CSgSAkWReM1BkaZmoFGuzRsX1cYRlJJ1Go92nW9W9jkC2jgIpQ/t6InVVUkfhESxIw2qh4jx+AcrHCjx0n5IEQeS56iA3ko7Yhrw0iRr8g6Cw7YE5ocGtqQ+GI2Bj7yHInc9cncmcG7OUzJ4C+jSuMEIvmiHc9XkV1Du4UbKdSgNJJsE2ve8u2wPDv8z1RK0PaIEi2Wovp8go9+9M1DoqIWVNlHeOjzx9Xr86vQJanKV1bliqBdgQJDAyZqA4XjaI5GVn4Bpgux/J5M+jfs7jsCQf3wGSxWpEGhYHICFXlUOxYXE97z5zXZ0vHyyNmnfggM634oDyAemTxrm8tOcBAjA2neZqDaFPm4IjrzwJrxUtBklJMMVb0S/tCWRrIqxdBCFngTmbo/j4uunq9W/xj+WdQL5x1TbEBAjwJZtQHmC6pJLAQOcPDv0ly2b5u2IweqiZIITZFAmbWn7roiwtE98uQAHnsL7hyOrMwEC30FgpdS3TeMGSanshXn0CHTp8zDeXLQLxR6lcmd7s7gCsIpxvQa8KJ2las9cVq38r0hOR+KSCdNRUEVHC6pNQyh2ARNfzBeJDe2n2DbbnXCTxh6v3kkgIQ4dst2PJn0RgMpFDb99ENqdNAST3y7WJEukRyBIDaHIk8T7q/agy5V3anxwt6Bdp0mK5kMAqNrRQVTm3K+Rkl297Z7AsiR1w3hkHTMA5w57HF9uCcv+o7Try3MHxCB9yhcr0P4ULlA4XvAZzd6x8/Vof/IoDXjVIl88OhvAs3F81cdKPS7g+Of0ixqSNqHPzKvEoecS/A9tAHgpqbeSqCpwxAWdJj3ucpNqDyfcpAD/scPQ9ar78eEah7RTSrsUnQnH/zDKA5pp2cAAACAASURBVLUKeB2XLUCrvb5rh4xhLY0xarxMtWMBXq/DSvvZX4BXI+nPfzvI4vexPRlDGuD1v4M6jRVuLBTjsfGefT3W09VFq5wwxJCTNgwasKLkyEbQVU0wRHuHGjXJcGBLhaC4LtN9ma7+Muk5/LDYfSiw+2Bz+FDs9GO+qwbfuENY4g5jhTeKVf44VgViWOoLYZE7gIWuAMqdNSiyB1BQFUBBNQGNknjNla1FInh76TYcTlUGvb3ECJeTP1eTVGkNxZhnZqHQrTwHOUFZvVHZWPt359+s2Nb5DPd54+QpoIHP60GBiCyCLEoijuUedlQ/DcNvzxmLa+99HZ9vconKiuCwYWAmeWYU5OA6qe99cn9DmnrarYw7j1IbAnekVCkHAx56B2U+YLq1EgfTbqYDv1X/dmVMnNV1KO55txxFLrLcq21JBEAbvJSEKX1XHc4bzn0Eh0J94w3IOp4u+GTUH4mjLr4dH6yyw+auQYG7RqgrHv50KY657FZRbwh44ORHlansn0eVIGkTuIWM7lXGPQlHCdnloeeNx9hnZiNvV0zsYQi6WCcqb+QU4uQVRLGvFq8u2IYzaGxMNeyx/EYSso5UajlKZihd0dWPIqmhuo71Q3A3BCddew9eKNqAUi+lHapt5hPoO/T3kVCSCwJKchL4ansY2Q+8j4NP55Y2NCBnudMmiYGTNO2MqDJjIPEqy3qU7EN5yGnXY9Df38e8nXEUeuplkcHv4rdQxc6JbJ7LjwLSGbiBez4oxzGXThIAwjpVUg9lY3cAgYQElp8mlWJbPnYQaEf1x+HP4K1v9gjNRIHLJ4CFCxk6NtCr8dIbn5d9FsVOiraFqbbcyvaWup8So8G4aOwzKKhKokAY2gMCKm3VwC0vWPH/zmWbJImpTpg7XgzUKW06gHXVhR6qrDf2L25qPVRIVY+9dCLufrdE2mcBWdUFpCpgZ3EGURKoxWsLf8CZg55Qal32OdYtAZ0ALUoDGZREUknyWP/c7WEw2p08ApdPegmfrPeK5IrSzXlc7LkD4iDx6MxlyCLZL/u0fC/7D9vNGGR1G4bHv1whAJBezZI3kVpSIp9p7mHb5Tf4wG9gH316XgU69eECYrDWLlkObEeUbmos+F2UdE4WLTzHPFFq2GUwzs15Au+vdghZMdsS80JpP/s0/5f5k8iZ8gmE0Z+krwScMobxu7R+nKpPc/1zbOPYN1I5y3QYgj63vSzAy/IfDLzy7CQvViFzfWWqy/+9a/rcr8dNgJd+gfHPuWCN+dyXY/0bm0tDv67HFrpZG4J+fq9ijahSwJcJeNlo++DgQKOYujnwM1gkkFtJmwwIduw+FFZ7UOrwYZE3iJX+KNYHE9gSrcf3CWB7XIUdcWBnHNgdB3bFgR+iwOZILVb5Y1joCqFQQJtfbHX4PYXeMGYs34aOPSfioFPHChA5uPs4HHw61RijcFD3HFz/ry9QSMkA9+hzhWD1RPD2ih04tvckHHQq7+NWP2NxyOmjJD74dD4/Tjs3Fgd3H4vfnHU9Dv/Tbejc+0FcNHYaRj/zGV5ZsEnUCsW+pGqH3FpGVKYcFJVree7OMM4c+gAOPG2YpKmn3ab4DOZxNA45bQIOOmU4hj7xnngzjnzmI7Q/dTgOZt67j8EhzHP3cTjotJHocPkkvL10h+SPksuGQLWu9l+zd7n55bk4+PRhYLkRQBzSfbwcH9x9PA7sPgr3fViOIh9VTT4BvfTEmrF8F4Y/9gW6XvkIfnUGOYo48XLbIE6spDrQ7OOOH4L2p4wSCo6/3vkKXi7dJF5phV5KunyahIDtVdnvCRBiObpCMtl8udWPW16eizMHPYzD/kQ2e6qtqMoi+M1pCGK3NAK/PfNm2RdxwrRZ+GyDUzzlKAnKc3IC5WAaFOBFgKykXtx7kBNaADZfVCSjT+euwuW3/gvHXHa7eLhlHT8YWR25LyW/jxuaU+U4TGzLjrp4Ei4ZPx3PzF0voJTkn1SdE6RIW3OREkJ5NpK7iYbRVk9UjMPfX7kLIx7/UFjkf3U66TX4TbQlpN2NtpUPzx2fg0PPuwFnDX4Et7+RC7apskA9bGzL0sdIbKqoFUiU2Wfyv9D+5CE45PQxQvnRpramtX31zBgcePJg9Jz4rDgKWKmadVOypuwky33Ay2Xfov/9b+K4HpNw0GlkemdZDdXaAbcmov2dUj0ecvoEnHjVIxj88Od4b4VdyoB0GzKO8ztkgab6KAE529lX3wVx22v5OHPww/jtuTQfIFhiPTBt1j/LjHXC+hiOoy+ehL9MeAr/mLkIVntSQBbHJI5FXARKu/LV4vGvluHX546Wvi39RspKbZn163OG48k5y8VDkW1HjWsRMYUwjsGNx1NFVUHCXCX1D8DqDonn7SfrHRjz1Eyccu0D+O05/Ab2DQbmn/aj/AatjXUZhsPOuxFnDP47Jr+ZjznbgygL1oPqRYtH1TE1CTTL4DhLT9DRT3+C9icOxCFncBwwjFunsx+PzzzuyP0jZbFx4KnDcPU9L8NGExGOlaJKbSwFMX6/+ZjSa2MwX/85/jfm95fjxvX3C/DSVllsuHrjSNeI9Wvm2Hiv+VqT/3xH6j18HwdCTYXopo2Bqhyq++ghRoNY2maQaFHSEsARRSHpAZxB2Bw1KHFQclWDFb4INoST+C5ej+0JBaz2xIGqWD2qGaJ1qJKQhD3CUCvn9iSAnbXA5lgdlvnCmO/0o9gRhM3JrTACmLvdhxeLN+PZ/Eo8U1CBZ62VmFawHtMLKjHNsh4frtsNmyeIAnHtp11YBHN2BfF86QZMtazDNEul3DtdnlmH6da1KhSsw3TbOkwrWIMXizfgrW9+wMxNPhQ6EphfQ4qBWqGzsLhoE0FVTEgrAxJPRmB102YlglcWfotnC9Zimp6uFk8rWIvpDKbz/C/3atdI5jitoBLPWTZgmqUC763dLVKH15dswbT8CkwvqJA0nitYC4ZnLavx6qJNsNhrYHOxnCIy+RMAmI+LPGF8uc2B6YVrML1gHZ4rqMBz/G7rOimTZ/PW4b2Vu6SuKfGiusnmjoiKg3QOs7514/miSvGSu+H5eciZ8ilypnyGYY9+juun5eFvb5bg6dyVmLnZgVJvAuU1dShyx0BeNBWormb+1GAv6hpKST30cgyhtCaOBUGqVYN4beE2PDZrOe54swQ3/SsPNNoeOuVj5Dz2CSY8Nwd3v1OOl4q3YM73NTKpk++JQIGODmpS52TFoE0mVHO66QjBmO0jgCJPSLzwipx1+GiNHU/NWY3JbxTKO3LkXf/GyCc/ETD48Kdl+GD1ThQ6VB6FOkImn7AYorP+bewn3BtS7MsIwHiN7wqiNFCH+X5g9hY//mXdhPveWyBOAEMf/RjDpnwikowbnpuLO98uwatl3yF3Z1y4ror9YVjdpGmgfZfW79whlbYrjreXf4+plrWYbqnAdLZvtr29CM8WrMPU/LV4e+kPsDkooYyk8s4ytHkiihLBB/x7rR3P5q3FPTNKMf6ZL5Hz6CcY9o+ZyHn0c9z4fC7unlGK52yVmL01gHISrAbqQY9kGZvE1o6ggmONXkeUsIZR6ktKfczbEcArZd/iH58uxcQXLRjx+CfIeexjDHv0Y+Fnm/xaAR77YjE+XLVHbPZIxVFInioBdAR1bF8xaWuFrjhmbfFgupX9aj2es7BvMayX8WK6rQKzvvOgkPdLn04/7prHTqsjBkrvSM6rADbBF9tivQCwr7Z68HL5Bjw6cz7ueCMfN77wtXBwDZvyscQ3Pj8X938wH68t/B65OyJCW1Lqi0kadGwgLQm/QcZaqoUEAEfx/podmGpZJf2X9a2PAxwXplnV2NBoTDGOKxaOkWwnFXg2vwLvLPtBxlR+N80mjHNHS8fm8mjp/v19nfOY+R3mPP7yX83n6cohDfDi6qNpof63n0tXOOZzshIylY35ntb+pzEyB3arrNg5QVFlotjS1XsUA3gBB1AZEGLC2WOjZ09VCCX2IBZ6IlhVk8SGSB22xYBdCaA6AVTFgT1RCLByROvgiCbhiMZhj8ZRFYtjdyyOPbEEqqIJ7IkmBZztTADfx+qwNhDBfHsARQ666degyBURziPyEhVHalEaBsrC9cIuTVoDTsAkdOTAzm1cbFSVuqMoDdaCLukMwkqt8WQJtxHPGf7PD9ajPJhAaSAKSms4qXLykW/3RIUFnCvSAhdBF43EOUkFREVHNneSSOrppriTDOnzujGQr0v/z3zwO+iWz1DkpzF1TFbzi0jbIG77vFanBQinls3DSTkkRuUkdmwaeL0Gxb6Y8IORCkLyyTIhO7f2n8SxlOAQFFndUQERlLYUeqgSimFBuF6+jTxeJDct9ddL4OSnf3NpIIFCjw5CmI6azEgQWuiMotAZRqErKBMdJ18deBGgWF1UPSZk5U+KCu41yclMvacOpf5alNXUyzeUB+tR5OXEp7bQ4TY6yukjoi0o+M16uYSlTDhZsq1TQmEjoHBFUeiOoixQq/jVgoovrNRXjzJ/nbybPGKso7KaWhR5+QypKgiEFMglmFSBbY7gl+p5AjB+N1XvmkTMGUWJR+2fyfT4TcU+8oXVosRXK/XIOi+vqRd1qDigiDQ7KIboNntcSShkIlZpFgdqVXvRaT1C9WD7nc9YP9b+LyDdgzE0uk+1LZav/i1WyT8XYgRIBM+snwhKNX4z8lGV++tQ6qtV9ePju1VZsS2U+KPSbhr6TxhWD+uBEmLabxJYqP4lMccgdwjF3nCqjer8bZT6SX0EVd2TC48SINq9cXHFchYw52ZdxFAobY1xDMWehKTHMteDtH3ymYWAYk9Sxj1pC2wPkr/mJykClUJ3AIXsIzIGcExUwItjaKE7hmKfAs4LI6pvqf7CdgxRG5NAl+9mHRX7EwLarQKuw6qPONhX4grMGwBhkT8p7VTGi6A+bqgykW8zcrTp36t9p2Lk18qP7cxfC5uLkm3WrVpAtna++E+5LxNOaMs3mNNpy7P/V/e2Jc9NgJd0fif3n2omaIMDJ4o2h+bS/Bmc53dnCvKtzGcbv5sG8k3S5UTB1bo2gbCh0ABaVqQEYhI4mXEVrwzKeY/NHkRxdRDzHSGs8MWw0aBK3BWtx55onYAtJd2iRCsJRywJeywBeyyOagKueBy7EknsjteiKlqLqkhSPRMD7AlgW7wOSzx8jx9F2qTGlSBVSXkeH/I8AVg8AW1A1wZhNw24CdiVcb4AEkrBvEFYPAwhpa6R79RAlbYSV9I9TgZcdXIw5WTKdDhZM1CCQS4lghNO6pw8KLEJyHmu3BWIZZlS9aQFmeTVMdNsFATkaACF73XVwEq6ALETYrtnmpzQ/aofCMAi9YOScFHSxkmD72tSt6lzBGVK4sTJSEnEeL9qQ5I+JSvyboISptdwH9sHQbk6zwmSk2pYCzWwefwCPJmefL8AeYIT5pPSSgVSCrnfpDOEQmeNkmLyfgGxpA1hfiipUGAp3+2H1RuAzct7/SjWyi1fYk6MChSkHDu4VyLVP/I82yvTiovjg3q/mpCLHDEUsswYWLZO1iWle0HYmLaARk6uQRS5SQ+hS7GUSpllIeCRewGSFoNOILJoYVr8Zk6eqk+pMud5nuM7VZkL8GPaHi4MCGz5Hgbmg3XPclQSD0mb7+EiR/jc2CaCEqTemHfWm7xb9WMFCk3HIrnW2qXeLuT79XagJJOi1tTPi1ScZc2yYT0yX2x3QQVACUA8XHQwDimJn1ZeCsCxzFT6CqzqfULPmwLhUg8CvHhdfQ/BuYAhd0yAvN7emA8FmtW3NIxpTJPAPir1wrqR9ubiO9inFDhi/iWwf7PsNGmiWhSo9illoJdRk5hl4ZPFA/OnxgaWiwLjUl9ynt/OsUQtQtjnpb7JYUaAKAsSqpBVv6SXJ6WNhRLiIl2VfsrxRcZgtgflzFHoSshOB6o/qu9WfVovV7ZZLbDdcaySMY11zDLWF6Usa76f6Wr5NakRBTjI+/W5oGms2r/eD0yxjCVq7EiNDYZzehkaY/VdpnQ0wUDGd5nuodNTQ2ic771PR42FbXm+Lffq326MpY2Zyky/rpepHqfOm8oiUx6aAC/prGzQexM4UGQIe5Xm3uRjPz5TyNWXIWT6Jk4iRa6GoCZAToIqNDzLgUqt/NQkE0MRJ2HxhtDVHDUodvqw2BPE+mBcANLOJLAnoQCXgKhYLaokUIqVaBziSVRJSGBPrE4CAZpdJGJ1sMfrRRW5PVGHteEYyh1+FNqDIp1gA6OUggM6AblS72ighrZo2kSvD24yIbEO5DwnLFILqMlQJBSccD0cTDmhsDw5UVCKZWp3WjmxvKSseF27R02U2nnDfby3yBQaPWt+h+RTm9iEjJOSPhWoStTr6j8tLiKZpQZIjHm3UY3M7xJCzSiowlFSCq72KcUg0GX7DMNGrjiqRLSJTK5riyRppyKhUxM97R55L+kjOMkIiHETmDcAYlWuCmwoYKHAEiUe7CdsBxIESOiTmJpAFIBUAKtIwCSfiYi0hABK6ljr96k24FJtwfj9TY9Zx8FG/bSI/dvUptL/ZxlHDYFlqQERAc2N82XMI48LDe3ZeE3GF+39bMvp391wvqV7zP2hpfT+T67vxzFbASLDIkbG2phpsaM0EPokqkBVQ1021KvqLw3/092jzqXS0idw40JKB2nNxo3zmzYtMW/Q8m04Zn8u2svQmu/KdE+jfBrypJdnq2O9zPS4DWllAjzma5IfbTHHBd2+BHO5sA5YFw2hoa00AV5cjRqDcUDgsfGa+VhWMsYOJCubhknNfH9b/rclH/uSrvk9Lf03vst8LwfQ1gEvtWoXKYFIOgyqFClz8iH5sdgXQmUkiR+SVCvWYlc0id3RJPakAJcOvKhCjKeCGYTp99ujtXBEa8GYKkee3x6vw7fxeizzRlBsD8igzxUama85YdO7UICVo0bUkbQHK3JQNalCscOPUkcAZQz2AMrtfpQ5/HJcZq9Bid2PIrsPRQR2DqqQFOgU4KVJEwnwUitsTYJVSKJMHUgYj+WcAnlqJa2AsX4swI6OAo6QAFnGkhbTkMD/QUNo/F+ACsFKmvB/MkG1YiLOlC+2UZEYOtiXwyj1JFDqTmC+rx5LqE7y1gtjf4EzCau7VjxWKYlT7ZzSobBIpaRdE9xpCwuCH4snLPtI5nnDyPWGwTjfExQJmyzI6AhCagaCO5HWsO5DYlNIcJCqcxlDDG2AbYTekQ5KS9gXVKDUSYWmY5b0PQ2AZyoPXuMCJ9096erceE49Q4lN+sC2Zxwf2nIs7dZQ103f2zjPxuvmY/O3ma//LP6b5h1zWZnHVvN/8/2N/3M8VQu/lFTKAHj0a4z1BQUXmgyUmBqDua6N18zHKl3t3boUT7QcmsQtpTLXFhmGPKXLp/Gckmpywdo0mPPRtv+qP7BPtDmI1FhJIvWFcYux9JFWPtNojGg8PjSMHSxbTVLciljmib351lY8k5qv9HnLELcIvBo34MYD3C/XmpYHPRH1YE0zWRsHOWP5FQiXlpp8eCweYjJJ0s4qgMXeICrDCfyQrMOuJEFXFLsjUVSLGjGJ6hilXAp47RHbreaBF1WQdi3wmPfvIlCLUQVZhx8S9eIVuZBgqtqPQmcAVqcPVqcfVkcA1mofbFVelFZ7UV7txXy7FwspjXMFsNJTg7X+CNYHotgQiGNjTQKbw0lsjtZiYySJ9aEEVvgjWOD0o6jaCyupLOhAICLqBvW2ufPog4CVgMHc6FuY4PRnzbFKJwgbDeX1wDrTj+30GG0cjPX3n3jMcqV3IyVUzP8CTxyl1WF8vnY7Ply2BZZtLiwQCVQIJZ4wFjhCWEbVtisoYZXTjxV73Fi6w47F26uwbKcdK/a4sMrhw1JvAAv8NSjzBlBCA3dPCCVMS1SE2oBISQ/5pOz0og3BaleekEpqqg+a7FcKpOkxQboAdWcANi3Q+UMF3tu0L7L/STDVobFOjXVoBCg8z/uM15seN52c+D16O5N3G/KljwutiTONHcynMS/m/8ZrrTtu+h36N2R+PtNzjfOYOR21OE9bh1r5mYGW+X+mZ81jSUv/jZN4Qzm09K1Nr7f0nsbX2faNofXgoXE6yumKjlc/eTD1Wb3v/pgxzREoKc4ceE/rQhHNG1w/ThCVvZh0qAWi8T+l6sbQBHiZGzT/Gxt1uuvGcxnv5YCxP4JRyvYjHJu/odF/c/4zvc80QBoHH/OgbC5Deu6Il5vDh2+8IWyMJrGjth5VyTrsicZQFYmgOsoQRXWU9ltKtUjw1BLwskcTYGh4JoHdtP2KxkSCtjtej+/jdVhDvi+HF+UOD4odLpQ4vSh3+bHIXYPl3jDWBqKoDMWwKZLAlngttiVrsV2AYT32JOpQRfWlGPvXg2nuYkhCKC42RJJY6o0Ih5gOpvQyUXZKjSdSZYAeTKmy9f+MxX7EsLrRy1JWWzxP9beAWNoWKVsdeU7su7T/AnyZlmH1JTZdjSULxsm5pWNjff88jtVgTskUVYAlnijeXrQG1939GE7uPRjHX3ANLrhuHF6cXYCVVS6s+347KpevwHqLBcs//gCL3ngJi5+figVP/xPlTz6Osn8+hvKnHsM3zz6N5S88h8Vvv4klM2dhbWERKpetQsXGLVi7oxprHTVY7gphIbmRHAHxxKXzBo1RaaCf542LZ5yADfYZsTUimPJLsLn8KHQFZAHCmPZnDA3XKflSKlQ9lsFe7Iwygye9DkU1q0vvDJImXWWrx/r9jM0qvJT0T3teb4d7ExvfI+8ymCzwPcbr+nubjTW1c9pvMKWr0qCkXgVd7Z4u1u9pLk73TKZzet39+LFmkqCN1fp4bq4XTub0RFa2fyputkxZboZ2YqwP/dicftP/DW22SbkIuGjIS9NnG3+T8bpKq0bs7Ghr91OGBim0Lo1uiNOBIXo6M4itZUqC3fCMMb10z+/rOQFeYltK+9IfNzQqd+5MYQitAl7GSs14bAYl5v8ZJEAKDTaoEXR1QirW7G70BmpEqVQr6J2pNXHTb2joAM11eh21GxuCrubQn5G8GdB4ETty2oFNqWjENkWzT1GdXZ90aMtEFO7HIk8NNoQT2BGvQ1WCtliUVsVgj0bFYL5KPBUb7LkETLUg8aJ3o3g48tl4AnskxMTjsYrG+ARLBEjRJDbWRFBRE0ZFOIrKWBzfxmrxXaIO3yfrQRuzXbXArrp67KxVkrjdiST20JYsRqP9hARK13TJGlWjuxJ12F4HVISSisCVk5grjGJ6WLkZU51FlSFXwmr1IDQBorai6kqpqqiuEpWVdNyGVVBDZ1bnxJjcoxmViw2TohwQrz4tDd5jDNxUmhQPrFvjpJypPttyTQ3OjVdBxhWR3s7lnKntp65lOG+jGpfqOVnNqUm0mIblHNxI1uqLCmluzmPPI+vIk3Hwkafg0MNPQofDO2Pi4BGwvPwqiv75GKy33ojysUPxzeCrsKRfDyy96lIsu+oSrLj6Uqy8+jKJl199KZZfcxmW9OuNRYOuwfxRg1E6cQIKH7obhf96Bktm/hvryoqwft06bNixA6s9Lizwe2H1+ZHnrYHFq4zBix20Y2S759YwmgMBnQg8pKKokXM8L4Eeo+J1S4kwz6kVrnHwTA3KGcpJ+ij7qfRVVU6NzunX2hJrK+jMq/KG9pq6z5BPjm+tqWdj/TYHgNr2PT/u5GOsj5aOU/WVRlrBdpvpeuZrTctaH7PNsT52pOJ00pBMbUEDrKyLVL0a5oSGc5klMqn3p4CJ8f7Maav6/unrkUCjLfVk/MbM9cf5eV/q31h2jY9bapN7c70R4NKArzmdJsDLiPbbfGwySlUrQmXky8lLXwmkjWWgMaBzfYDVYiNa5LHxQ9iYm4Kp5s8Zv0t1vMYI2/gumagMDcr4v6XGoAbzBjsY88RMexkGHXQZG1+xy48FLj/WB2PYmahDdawW9nAMjkhco4Yg2KoVWghSQ+j0ECLJijYAMbN9F/9XxwiyYtgTV2F3PCbnHPG4ADtJl3Zf8VrsTtRJ2Jmsx+7aelQn61FNj0gCq3gd7Anel8SuWBy7mCbTjscEFDroSUnpHKVyMUVlsUc8KxPyTRWBCMqrPGLzxUm0hJOpMyBBJlNKOcj/JACIdUSvKOV9SK4l4Vty0TPQHGg75k+tMOgBpge6pYtHGCUn+rE+sXsCym2dKxN9oudAarRlEkmHZuSdAVSb67rRf6Yng3fLg2O6Tmw+Z+wL+rG0YQISj3oHn5FrwtPmRbk/ijJvDNdPexu/6nQejjr6NHQ/9jRMvvBCzLzuapQP7I8lff+Kpf0ux8r+vbGhby9817c3NvXvjY3ZvbGxP497YWO/XtjAOJv/L8WGay/Cmqsvwop+l2LxgF4oua43rIOvQPGEwbDdfxsWvPQMVs75FOtWLcL6Xduw1uPGUpcXi9xBLHCHUOqsQQnbAOveQ/ClgDZBsY0AWwsEJiXOIEoZHEGU6KCNwE3Amw5cDGNKmtW/Xl4/ZpyqnzQAgn3cPIakG0d+zPyY0zKOb02OTWVkfnZ//W+uXIxlZRwfmzs23t/8MceHxmO+/r9Juqby0PtRk3LTpRmG+/U008VN3tNMW9HvM6ahn2su3l911Jp0jXky5rm5Y+P9mY75fKbre3utNd/U1ntS/d/QFsznmgIvgidzSIEDHSSkj81efI0mm5YmqVZORHohNPoQNlpTno1AzAi0mh4ToDV0wrZVoAIDimeoaWcWA1/Dd5sBp6hdU+Jvul+rfNCeqszhxZpAROytCHKc4ThckRgc4RiqI3GhgiB9xG6qFjWpFSVMlGQpkJMJfDUGXgRLBF3OuJJQ7Y4kUBVRx0yTfF+7NXDniMTgDEXhDEfhisXhEBBHmgoF4qriUTBUx1SoikWwO84QlXwS+BEk7ogmsKkmgpW+EJb6I/jGF8ZCT1AIXMucPpRqocTpExWnxA4fShxeFZxedd7uv9YbnAAAIABJREFUQZHDgyKntyG4vChicPrkXDHvdXlR6vKh1OWXmOnxfLGDwdcolBCcuPwocZFSgdIQZVBerHnftbpdm9RRrH+qHBkrqU7LwIvtvVFbT9OZ9T5hjPVnirliFu9R1T4JaMqcHrG/WhSsx3O5i3F6j4E48rDOuPasi/HBoGysHnINtlxzBb6/5nJszO6F1YN6YP3AntjUvyfWD2DohfXZPSVUZvdC5YBeqOD//j2xoZ8CYwRkG/sTlPF8D6zufwm+yb4EZf17oGxoP8y/9RYsfHYqln45C2tXr8Ca3XYsdwWxmKSYLgW8OLlRuikSTm8IBV4FvAi66NRBLrtSO0GXBrwcARTTLtHZEFQ56JLF9CBMgLjQSpArqnEo4pZaEvTzxjSUdK6YDgLMk0lV0XQsUZOHcbxp7livv3SxsZ7143T3/dzO6XlNF7OsmisL/XzT8mwsvdDva23M8VYPzT3TUIZ6/euxsR2kP24uTTlvWAzqC8BGsWFO4v0N+WiYq5pL33hvS8fp6mJfzrWmHvV8t1SfxutSBi2AU+P9rT3el29t6dlMZZ8GeOkrRWPcuOKbT9D4jH7clmdbe2/j+1QBcIJpCJnF9I2fb/57WrpPSVZSEhddgkKOHZHKUdql3N6LqUoTiSC9szgxUEWiqdSkQakOTRBBW6oVvhpso2QpUQ97OAlHOA57REmVdsZiCggZJFv0YhS1oxYbvRqbPRYiVRrVK2kUyVV1YKQkYwp0EXjxPwPzYI/EJOikrMrGTKWzW/LG/NFeTJeqxbEnQQN+gi56T1JCxlCLnTTmj9ViWySJbSSCjdRiKxn4Q0lsCSbwbTCOzTUxbKyJYQNtymi47w9LrI4j6jgQQWUggg01UWwMxrAhGENlTRSVPA7FxBaNx+troqCkbZ0/jDW+IFZ5g1jmCWKJy49vHH4soBem3YviagXKWBfc95ITMlV1xR5SGGiqO0N7M7a91LFZTZECUcqYc+/bXeN2mW4A0NPWr8l/UV9TouiTtljqrcWsTVUYcPuDOOx3HXDVGRfg48GDsGZof2zofyW+7d8HlQN6Y93Anqi87hJsyr4Y6wdchooBPVB5XU9sGNATG7N74NvremFT/x7YoAUCtM39euHbfpfj2359sKX/Ffi2/+XY3L8Hvu3fExv7XY5V1/ZBeb+/wjIkGyW3jsf86c9gyddzsH7tWlRUVWGZz4dynx/FPvKK+WDx+WHzKkBGO7H5BF0OTpxK7azUxFRLelHo8aDI7UWR2yd2YTTuL3KEUWwniKKtmF+C2ItR8unxK24sL7mxKCltCEoC65c2UCTtgG1Bl7CyHURQ6oygTDa4Jk0HVbmaZJYSVA8luWGUCDBTUjxpR1zMGtWJ5knFNNnq9clYr9PmYuO9xmP9fuO5n/pYz0O6OGNeTKC2zc+nKU8dAMiknua6yg/rmxxi5qDaAdtC86FxP230fTJHNLSzhjanpPzmBUDT/xnSbvZbmj6Trhz39VwK9LSUD0Ob39d3tuX5RvWg5bEtz7f23nTv4Tk+r/+y9IN0iTaXwP/CeX3F25ZvVXYonFwJurhHHQNBFldobPycQGpQQpsmsVUJiHSlxOFBucOFlTUhfJeoxc5EErsIuIT2gUbzceyMxbEzrrHPR2LYHYmlaCOaBVgGaol09zANPfA6AZx+nw64jOeaXEsZ9lMypvLGWIz1NdUiJWa7IgyKAiNFgxHXqCxI5hqrTwVK8yTE6rEnVo/djQIlfcZQjz1xY4D8l2fi9djNLZQS0OJ67IzVCeCjsf+OhHIk+C6SxJZwAptCCVQEY1hJCZyLIMyNUkrZqPL0Kh4x2hEqYN06iVW6PiVtIcPApD/Tmnan39uqmACAnd8ZQok7hm9C9Zj86rs49PiT0e2YrrjvkktRmHMd1g7ph839rhAV4/rs3tgwkCDrMlDCteG6PtgwoDc28HzfntjUrxc296WEqwcqsy9FZf/LFAjr11tA1sZ+fVRMQJbdC5v68bneqMy+EhXXXY1l/XpjQf8+KBk+AEWTb8E3r76ANTYbKjd+iwqHByv83BQ5ImpGq1ftoUipIRcylEYKya7HJwCt0MuNmwm8CLqUfZ5y6OGAR8DkgdXlhs3tkVDkouRTqbkJjlTQ1N6UiHi48XsNbN4gCr00BA6imIF2O15e88ImElafgDZFbKvOWT1+MRwudUdQKsBLn8S56GLem28/5nrPdG9rr5nT3Jv/rX2X+T79Xebzxv/6PZli4/3pjtM9a74v3T36OfO9ytRBN3ng4jgT0DJfawx0GqfN9tiQrn5c7KkBg/4/fawmb2N6ev7bGhvT2JvjjO9zko7IEAzj3d68q7XPmPNkfs583fjffO++/DemazxmmvovBbyMN/xyrKsZVGwsD321RON/HZw1imU1qxiMSSqn1EsKfIlawhVAqah9Aii1e1BW7cJSpwcVNSFsTSQV6NI9DSNxUP2nAgEYpUaKq0sAkwEo6aDo5xRXi7G9nn8VyzcIlYX6Hn6bAmYNMcGZHnTOMgFshvM6gCMHGYP+fzcpMlhm2rZIamsknW4jid2RJPYwiKpWPbsnXieAbUe8XghqN0eSWEnqCwf3r/QrWzNusyM2YM1PmnpnNbYX87F+z97GxvTSpWG83uhYX2UKPUMNFoaSeKF4AbpfNQi/PeYknNPxBNx38YUozhmKjQP7Y0u/K7Epuw8q+vUUoLU5m2DsclT2pZ1XH2zq30dA1Eae669UjlQ7qtALFf17Y70WKgb0QuV1ykZsc39KwygFU+lt7tcDG/tfjJV9L8Wi7CtROiIH5ffdj6Vvz8CG8gXY9N0urLf7sMQdQKk3iCIvCYfJNp6QHQ4svhAsHnKE+WRbFg74YmMqzPWK60hsQam+FDtBJZWiBIzqyWLhl1Pccg2qSk2to9n8yaJJFk6cYCm9Ithyw0oQJ1Iw3k9JPydGqhU5UdOrkpKxGpRwUqU0zeGHjTx2GSZxnTJDjxvVoWECU+9q3BbN9+rtw3w+3bP6vXqc7pl9Oaenmy5uTbrpnmvruda8R79HT1v/b4z1a41jVfepxbcBXBufVRIscxtoCsR04GWUeKlzzdd54/w0vo/XGuejMTj8qa61lMeWrhvzab7XeI3H5uvG/+Z79/d//d2/AC/TIGYueIIproh1UMXrOugyxubn1H1UJyhyRZEwOGk8THsUDvReUWktIi+Stwbr/DXYEopid7IW1fQMjEZFBSiSIqF5UPsqVnOLn3ASVWLnpVSDlErtC9BqlYpSl4pFGyRaRumW2v+xsbozlS4lYgIOjfnkcYMKU/+G3Uyf91JSZgCUqbQM53hdzkv6ulqU59R7RBoYiYtNHO3i9FAVjoEh9T8SRVUkJrQcwmkWpkq3FrtrgS3xeqHOKHcqbiruoUhvR0pZKFLXO1K6OF2bSHdfunO0zdLtszJdz3SP/pwxH/SW5RZOInV1+lDuD8Fa5cZ1dz+O9kefhSOO7o4zju6G2/94IeYNGoi1g6/D+r5K8rVxQC+x4aLEanN2H2zq2wub+irD+039Cbx6oyK7t4CtiuxeyhaM9mBaWHddL1Rc10ukZhv79RS143fZvbGFxvvZvbEuuwc2XdcLm2kvdm0PLOvbG8UDrkTBuKEofeQ+rH7/TVQUW1BZuR4bdjqx1h7BMlcdyjx1KPAmYeHuCtzbUXZFUM4TYoRPabPm3KPs8zQqCCFOVVIMcuVxQlNgSU2IPFfuCqKcNBisf1FR+lBIcOf2KvAl1A7s41EUu+JCRlvii6E4EEWpW7NVE69rlX6Jh+1I98RU53QJR2MgpkCbse6aO9brWY9buk9vW21tO+Z09fdlitvyjPHe5tPUzUky973mn1fPGcvAeGx+zlxGLd1rvG4+Nqed6b9IVXXpquYgk/l+NV6Y85vpmX291tZ3ZSqPTNdayqf52b3939J72nrdnA+aoOjnmgAv/cLexm3N3M/9fhrM6oazcqxPiJqbrwzyVEOwc2iBZcdCLnGFUMrgrEmxuC9yBrDYFcRyb0iM5zeGYvie3oNJcnTVwp5Iwh6PidG62ltRp3uoRXWsDs5oHZwRbvWjuLgkpu2V8f/+OtZUiin1o+m/kLmme7eWv+aeU+fpFKC8K80xPTDthqC4y0inoZ+nOrahDByxhOxRyX0qGXS+Mv39OqBTNm1MQ6WlvDpph0bwl5A62RKtwwoPOagCKCO9BY2A6WHnC4nqscQbhjHsbb/5qZ6jV6DFxz3sasTRYL4ngGXBJB5660scdWofHHbsRTjq2PNw0jEnYfiZ5+D9vv2wZNAArBtwBdYP6IENtOcaQJsu2nH1wKa+lFT1FCN6Srw2EERRlcjjbHo7qsBjGuHrxvg0ut9AlWT2ZdjIdAf0QUX2lVhPFeaAHtiUTZuyywS0Le/fAwv790DJwD6wjh2EknvvwOKXXsSqL2ejcuFibPx2GzbsdqHS7sValw8rPDVY6Auh1BeRjaNLfGEUsY/6QrD6QijQYpsvDKouCxj7IuD/Qqo0yS/n1WJfFEX+qNRxOdXP/ggW+yNY6g8LD90yTwQrPEGscfpRWe2RfKzdY8eyPVX4ptqJBZRs+6PiIMANkotdPpRoEyqBXok3mDaY24OxjZmPzff+d/7XVLwGMNIAThomtLZ8u16ObXnmp7rXPC/+VO9ty3v08tvb2PgucxrGay0dm581/2/p+dZeN6dr/m9Op8QbQpNAUmlPSMddSKkazQ//r/1ng+c3s1AZG//r54xlUkQqAm9A1AhcyZYyuLg6DqDc6ccChw+Uai11BbCK+yz6I/g2nBSCUlI07KkFqhOAPV4LRzwp3oX0FCQVA8+RuoGxXNeBF22+NFDxU8fCI0YusTRB8p8hX+me0c854gn17fF4mrjxNXpfOhNJOBM8z6AAVtqyiJP2IomqRJpA6WIygepEHPZEQoHeRC2q4rWiptwSCGG1y48l1V4s5FZItMejpIsSFW8NinyqnRg7oLFtGM+nazvGe9t6bB6YM/03pk3gVcC27Q2hjKpu7ooQSOCD+RX4S/+bccgf/oTfdfwLDutwNo4/9mRMvnYQ8m67HWXDB2D5oN5YP4jqw0uxvt+l2EQJlRjUX6bsuvr11KRgBGZ6UBQUpKHYRPsuDYhVildkD6y/ricqBipAR0oKSscqBvSU+7b0uxzf9e0jBvqV/Sg5uxxrBvTB0n69Uda/D2zDrkHhzcNQ+tDtWPL8U6j4cAY258/D5m++QeW6DVj/3U6s3+3ESrcPK/01WOIP4ptACN8EI/imJoJv/GEs9tVgiS+Apb4AlnsZ/FjpCWC1pwarPQGsdHmxnHaXO6ux9vtdWLdxK9at2oCKZetQsXAp1hZZsSp3FlZ+9h5WvvUyFr0wHXOnPonZr7+MstVrsKDaJYOvza/ALm0FCRjIYdQAHJRdT8N/HWS0DlCY25a5LRjrf1+PzW16f/1vmk+9jNLFasxu+kzm8uMEyJD5Ob0u9iZuKe3mr+/POsz8vc3n6Zfn2lo2DW31/7P3HtBxXdfZKNhAlUi285JYzSXPqbYVx7YkSxQLKsFOSpG7Hbc4cY/j8uwkv+z42ZbF3jsJ9gYWEI3oGJRBr4MZzKD3Oh2dIEh+//r2uRczGIJgESnKWZq19jr33rn31H3O+c7e++wTuMDSkdc9A16BDPNOvw9kJv/8qt0ZNKLlWYXKw65sZaehLFWQ9MIt7g68MNi9yLH3K+rrByVbxa4BVHqHZVdd/eg4mrmLj7ZIY9fQQ2eo4hCVZyWOo2/0CuwjV8RHl/KzRSek6hBrSrgc/H+U/19BLyU62vUfVSiSKC3/ftdSnoAy6RIs//JNeqa9z2eBEi1dsqWHuiPXiZASOAG5Cuz2jvGeErNx9F6+hh562B+9ioaBEZhcgyhzDoq3/izaDVFN5KKfL32H2p12xnvzvj+f3uran8eFj+kvyzGEbOcQDJ5hZLlHkdUziK/+ch1mv//jeOzpT+G9Tz2P9zzxKbw4fxUSDhyFaeMbMHxuKcpWL4Rp1SJYVoWidnUYrDSqpy+vVaEgOKpZwV2Li0QKRmlXzaowIeuqMD8wpknBKAET4g7JBbCumq+AF/2EyY5I2oARrC2CefkCWGkfJpK2RaKeJLirWrkAJSsXoGB1GHJfiULW51ch81tfRs7Pfgjjr/4LhW/+FgU7tqDk4D6UnjiKsjOnUHHhPEzxF2GKi0XVxXOoijuDyvOnUBFzHBWnjqLsWDSKo/ehaM8uFG/ZhKJ1b6Lgd/8/8n/1f5D3858g+4ffQ8a/fgMZX/sysr74T8j4/FLkvBaGvFfDkfLqYhz73CrE//5XqKg2objPiZQ+N5LFLo0bGugSQ0nTJtpFW+RN3N8SDEzPQ4H8cK/ifbDx+CYx3QDdF94B8JJFh1pU3155mC7B8lQ0XZ743/Tt9O7//9vr5+b8cc+BF3f7UMXGAYbhpHs+8yP+x51J+ntyL97L1XfT3esrFZ4nJxSg8rn9lZha9TC+LE5IWv64+sykRMM7gnSqH7gT0U6pRz9yHAPIcwwg38GjcwZR0T+CKropENcF46gduYqG0WsCtNrogJTOR8d5hA4lWHSGygleARAFosYEVNl1b+/i60odWk0wYB8ZF+BFECLgQRyT+vxsTQAK/f8HFPZKuVi2qUl3oqqHVPXxWpFeNmX3pZeJ4InAStSY9DNG8lNxqvqYbCumAy491OOSODTAyrqmhEwPRVom51denQBfPO6I3vmbxiGHk5cPXkahdxg5NPCmPzCnV9RGOi9m6FJSAelTrJA13tb7wHT8LWptSl/vmiid08kXD9M2OIdhsA8im2pwzyiY78LBcfzq8Dk8+VwIHn7q4/h/nn4ef/LkC3j8w5/B1l1H0FdWgoLf/CeyX1mCyjWRsK2OgG2FMrK3EFzRyJ6OVKlCpFpxZYgY1ct/usqRriQ00iVi9PWlgJqusqS9F/2HhYFSMdPql2Fa8zJqVr0My6qXYV75MmrpwmJlCGqXLULdshDU08iftmbLQmBeHoLKFSEoXb4AhX5UtCoMxa9GofC1JSj83DIUfX6FUOEXlqPgiyuQ//llyP/sEuS/GoWCVxYjf3UkClaGo3RpKMqiFqFi6UJULH0ZFcvnwbRiAapJSxbCvIxgkCrW+ShduQCXPrcCWX/4DepKC2Hp6UGRi6pFusRQEzHrn2rMdPKKc1AkLuSft0r+fEJVpj/5//fHe63z8lShj79VnU6+9+9n+nzhexb4buA90+u/CU2VF/9ngXG9Xfe3nj995X8nvft21c+dpHOr+pkuLn9emHz9loGX/+qKW7HFk7T9zkN+mzEd2Sll8iN51wfk7n71wEFqAAaRAgwr43fuQOJA6eFgyYrl+XLq+J4y+osaGkPd6FU0jo6jlS4fxmmjdRUdV66ik+4RrtBAXpNoXaHdliKqvPxJfy6hprrz/1+/1tVxDPVnDyqcUmU3lRrvbXzGzQjT1YeeZ/0dJe3yAS+CL510dSXfIVBmWxI0Ezy3XwWarlyHZXgMZV46++TpAv3IdmruB3SpqEg3AlY7fEcD9f4AX392YzgoRthUX99rYvoGx7AAMPYbTkZG72WcKDZjwRf/FbPf//d47JlP47EPfAYPPf0cXvvWz1BRXYumfCMMP/w+jK8slV2O1mULYF4VBtPqMJjFceoCcSlBJ6r6TkbacolKctV8sQNTtl3KJux2ri10UbFyobiyqJE4KBmjawsVhwI9oWLYbxED/zBYVtBVhSI6daV7C8ZhFsC0ENXLF8KkEa/Ny+crWjYf5qXzUSM7LBVIlPxTykav/KteQvWaeeJM1rpaucjgRgOqUStWRyD9C6uRt/5N1FVWo7LPjVynB9mufgXQ6YyXxvk8HF5zEEtntrdL95oH/lfHF1CvPLB9err3fezB1++tyvxO+/+d2gbT1dPd5/lG4HWbEicdMYuvHM1R5H0FXlOBMk1ipufl7kICK2715m4XdT5glmsI2e5B8XBOZ5p5dg/K+0dhu3wNTZyAr/F8QvqG0o/sUbvwRKJC6YymDuS9P+kSGD0kEJBrmeS1az9pjv7egwx1sKKH3XpeJbwiZz3yvEdFBCvTkf7enYe6d/6pQkl7mnqj81a+w7bQ65KSM3+VLa9vaCueCHBF22HJclFqeVU76HvsKrgxgobVtP/irkfa93HApVqCtn8TqpAJ8MROPFmyeiPg0hcTfPf2OnaWaxCBdLNvyeti1C12jEp9nukZQa53DEbHCL7xq3V4+JmP4bGnP4nHPvAS5j7zEp759HIcS8mHvdcFy95dyPrqZ1Ei0q2FsKwOg2lVGMzLqWJcACtBywqCHaojFTiikbztLoHXBDij2nLCiF8DXROG+1p6ArI0oEV/YuJ3jL7FKIXjc4I4fkvjf52oHqXzV4I5Xxr6M9qk0feYeaVyHFv1yiJUrAmD6ZUIWNZEwLY6HMXLw5H8+Vdg3LoRdVaL2AVmu0ZFQm6gLzhKR2U3o9rReLO2eff57fH7HdUT7W39+lFgP+G9///vXt+HNvCr/3frV9XvDcBr+pXBdOhvEFnOQdn5xd1fd0r89m7IQBXhWyER9w8iw8OdasPiMJGGcDy2JLfXhRK7Rw6Kbr7CswrphJNSrXFxFNrNw6rpxZ2HTsvxOdxNR1sh7rLjGYUBLhH8Jn4dAIhLhCme6/8/6FDfAThVeKu86WBND2/1/v36X86xvEkd62rIwLTFTxoBpey0VAeS05Bf1KT03s9Dy68CDcNXUeEaRoF9ALkObq7gRgudlORU9akBDRyRX4dvg2dvBFNTTRq382zSYCcOGn32KrRVy/AMI9tLNepVrD2TiL+atwSPPPEsHn/mJcx64kUEf/hl/GTrMdR0OdFpzEHqj/4VuavDxKu9rlKknZfNz75LB0kqpCSMTlUVYLqrkDslV1ClqXZMynmRE0BJxc80FFG69rJGSoIlaRJgCcjSdl9qcVk04MV3dPDFZ7yupcpzxSKR8FGKJpI8qlIJvtaEIW95CJK/8jmUHtyP2oZGGJ0epHlHkeYeEwm+Qd9ww4VcAECe1C5/JJNTYBkC799JZQrM2/24v5Py3o/073ecd1K+O3n3fuf77Yr/Tsrs/+4NwMvgGkQgcSV/O8RBxkC13V0Q1TV3QpIWv9HSup38TfWOgWCR6kR6xPYMI9VLu5dB5PR5UNznhtU7hA7aZY2rnYdizE3ANervzkC5QaAbiB4/UpIYSrKmJgISfcJ/UOBET/dmoZ6/qcKbfXO7z6eKU38WGEegJO2G/28CrPT4/EN+O3E/Ia3TbMs0iR0la2w/cVkxOoK+0VE4L4/BSWA9MirAmjtNuSu1fngcxQ4Cr35kuweQJdQPg3tAkdanfIMBwdeN/Syw392Xey4qPIPSb9jfsnikDfPiHIHReQVxlnZEfv1HCP7zj+Lxp57Ho8+8iDkfeA6Lvvw9pJZVw95Qi8zf/BKZr0XBRCAi0i369QoV4EWQooCVfoQQ7/2v9f/vMCTomgBemrsKDcjRY76StAWGlMIRZOkUmObNnivpGL8TteXKMOUsdnko6peFoG4Zjf0XwrgqHOnf+RZMZ06gsa0VJe4B5HhHkeUenjSGTgy4GvDS23Wq8ehBPOMO7JtRYH70vN8sDHz/Qd7fLI/38/l05b2f6d6vuKcrz1v5737l90HGeyf1cQPwynZxUJ5MOshhGPjfH/t9jjYB0paL7gEo+TK4uCvRDZNnEE0jVDdxp9s19NHQXeyBrsAu7h7GJqnaJtRgVG1doSG4ZkxP4HYD8b/JtkkTYGAKEBH47r26ny7NO/3vVnkKjG+69yfZv13x2cnpz1XdTq4/PT79HT093TZOf66HtA3T7b/0Z33jtM2j+w669hiH48oV2OUA8TG4xsbhvDKOPtL4OHrGr4EuQXgWZKFLqZQItgi8GBKEcWGgEwcFHXzx+sH1nQE5kNzIQ8ld/ZKPHOcwCt3jKHCO4du/34H3feQFPP7UJ/GeD76AuU8+i6effQnHLl6Cs6UVhj/8BhmfW4LqNbSt0nY4yk7ERVDSI13yxFAHOwRL+vXdhPzeJ/FSYErFowz0uRNSEY3+bSvChXhc0SS1YkAeKNUKJN3/GNOoptE+vfWvDIONxvwrw8Wey7AmEvk//w/Up6ShpacbhW631GOBYwiFdi/ynS4NhA8j2zMy0e4Prs1vzm/+4/utrm+V/1t9/3b8f2MefX1Q74u+8Ob1cmM8t353uvLdTXx398105b2z/6Yrz53+N0mw4jcuqra4dd3eXV281Xinq6+AuAOFR9OM8TcCL+cgsu+WpknovlfaXeY5R/tOkLKbtl1DyKFvIwIv7yAax8bRce06ugm+Ll+FY+waHGNXYSdo4sQ9flWoR3xC+QBC35Wr6BMD++vo5UHXpLFrfqSAl0zw8i7fV6SDgEnhFH6z+K1QADDR49HDSfHIu+Oao1aGkwHgRJy6sb9u+6TtKFS+xhQo8fefxZ2MfeKLjC4adPJ7TwMyk79X79lZn1emIKln1vWNpOJR7iBYTv8y6uWWcJztdU3i15/Lu+OUYqpTAgjYxFcaQbVfWjrQljYfvw67AHBKua6h6/o1tF+/DtvIZRS5vMh18ygbZVDPI22E3/WO6DfI6ODrwQKvIeTSKSzz5XQji6DRNYR8zxUUea9iS5wBz4b9Ex5+4uN4zwefR/D7n8V7P/QP+PXvtqCxuALZv/sfZH2WwEu3pwpFHXciimRJgS5l17VAXEhQLcjdjYEA587uqQYk3QiURO24krsLmYcwOeKIxxzpRxrpz1XInZd+pNuJaWpG//htlOIxTjmrMhTlKxcid3UkLn39S8jfugGNZeWo63GDmywMAyMwOIZQ0KcOXDe6PSL1ynQSeI1K/T7YNg+YJB7kWP22p30Hk+fbnrf70S7Tlfed+t/9qId7Eed09XX38d8AvAhE7poeENNSanXMtvpCAAAgAElEQVTXeXaobzkRMQ7a6Rgd/ShyelE1MIz68atoA8S+i45O+65cR9+YAlI9V66jZ/w6GBJY8T/7letwjCni/QTo4jXVlRPE7+jPi5O/ctrZrYdj2hmC4laCntR18j3nUUI6qf/1/zQpjqYyExUd49XSkfQ0x6yUGgnw0v5T4EX5GFN5u4be8WsQKZAWEnw4rhDIXINDAyO8d7Dc2n/qWgEVvucDVeo79czvWoDRdYmPcToIlsb9/pe09PS0Opa61t5h3q4yn1cn8ts3zvpW9asDM0rAWGeUTHYKjaNLk3oRRAswExB4Dc7x63BKHqhiBnqvAD208bsKNF8Zh3V0GJWDAyhye5DjcItdl+yCdXP7MVV3lCYNiOuJHE0lrq/sOAHfehJmh1cdW/ibCwLyKEM/UgDv9gcAg1t5dGf6lHYZ3B5keQZEvc7djkX940hv6MHKb/8Uc574OB75wPN49IMv4rGnPollK76G/FMXxZ9V9iuRMK/hodk0YqeqMUIBlFVqF2PtygUg0W2Ecg2hgFfN6hDw6CGCH92hqnjCX62OCqLPLt7rOxcJhOS91QthXb0ANasXwSoOVheJ93z9PX5HD/j8zweelFsKngs5QavCULcyVPyD8WgiuqaQ9zXgZVvNsySVWwwa1TeKa4z5KFo1D1mfjYDx5z9E1dkY2FrbUUIfaE7lE4o7Q7mjO89N6ZY61YCuOgxiz0fV4/BEe+rteqehf7tPvp6u/X18dDvpqXgHfTxGnuNmozse2/mNTnr+GJd+fa9DXzkn+oveT8jrbkU+SZf/hHqv8xIY393UX2Acd3LvX7Z3zrXeBno4uS3upHxv57vT1V9gPia/6y8RDOw/NwCvSS/IBDLZ9so/Ml5Pev++darAAt67e3bSXBJBl1MZSDPMc/ajwD2Asv5hmIbGYBkZg23kCugItWF0HI1jV+Won5bLV9EydhUS8po0ehUtI+NCzSPjaB6+gqbhK2gYHkP98GXUDo3COjgK8+BlIVP/MCo9QxoNotIziHL3IMpuoCHt2ZD8z3cU8d5HZZ5BcXfAsNwziAqvHvcQTJ4hmL3DMPcPw+zl9RAs/cMTZBschW3wMiQcuoy64THxSdYweh2kllH40XW0XL4OKePoOJqGR9EyOobW0atou4wAuo7WMUxQy8T1dbRduY7WcaB1/DparlxF09gYGsdGhRrk+jKarlxG4+UraBQ3HsqVR8PoGBovK8e0zVrI+4axq6gbHYd1eAw1w2MwDw3BNDiISu8gyoWGpF6kzgcGUTU0iJrhEZFe1Q5fRv3QZWnHduZr7DqaL19Dw+hV2IbHYR66hjLuAHTSjYQH2Qx1O0OGbgW62C/o7yvPPYQ89zDyPCMyKXNi5n0udxJ6LiPbrU3ITjo05TUH6X6RSBk9l5HvvYxc1wiyHcPIdozAYKcPLuX8NMc1gjzPZeR5xsBrTpAGLT8365e0v8xy98NAKZfTK3nP9Q4jr/8yctwjKOy/giLPKL6/YQ8e/9gCzHjqU3jsQy/hsb/4BD76/76IYz/5NfJ/8EMUrQmH+RWCLnqx5zmLkahepdR6dK9QvzIE9fRkLzZfSk1IoEPgVLNGOV+t4/urQlG5hv66FsK8egFMaxah6tVQVL8aBvMaertfhPoVC9HI44l4+DbPeiRI41mP9J6/ch5sK1+GbeV82NbQ5cM8WHm/isCPICoM1tWRqFkdieqVETCtjEA1d2FSisWjj0ivUJ3IawI02qoR7FFKF4KyZS8hc8VCpH3n6yjetxsN5VVosHtRQglX/wgMXtb/KApcIyh0jSKPfgV5nFT/KLL7R6Wdc6St2VYjcuQQjx1i+7PtclzDAgrY5mw7TkrkpxxNTU0gxPeZBt+lNkI2LokfNvLYEHLdwzBKfCPIFYBOYE++JLGNFY+St7gg4L3EL2kNIdczCmP/ZYlH1EH65ij7MHIco8hxjiLPPSr5zXUzH+RRjv16vNo8IBJe8u4w8tyXkee6gjz3mHzL73I9Y1DfqzL6Jl59PJ88cfn+1+cZPU1VNvIv5yAucIyeIeRLPSlpLlXn9FOn/NWNIMcxglzXKIxelmMYuaxjl1docjkm54GLJr6vaBRG1pVn5LaIbab6J3mE9TuizZd6OSanNbm8d/+fbu6gbE11m9MHH07YvGqmGO+E/NF7gQ4EVd/TeVEP774dpmvP6YGXGN3Sx9XN6WYD/B/Lc1kdsfPqJB1S7WrkzsYcuwe5dg/y7MqtRL7djUKHG8UOL0pIdo8K9XsH733PihxuFNrdKLC7kG93wWh3IY/koJ8fL3I5CDo8yLG7ke1PDq/srGQehHS1lZ5PceTKbxXxeKIJ4rcCCiiN8ah0HF7k6STl8SC3T5WJ7jJ8RN9UHuQ61H9Z3U6cNtXhRJkNJ8rqcKasFmck5LUNqY1dKHD0o9DhRYHDJXWT2+XG+aoGeS+mrB5nyuoRU1aLmDKbRryvR0xpHc6W1yLWVI8EazNSGzqR02mX45XomJbOJwucbhSSGLfdi0L7IArtAyiwe2Dsc+FCdT1OldbiZEkDTpU24lQZqQEnS+pxophhA06UWXG8tEaVoaIBJ8obcKykHsdLanGiTN2fKK/H8TIbEus7kW8fRpytA6fKa3GmwopTZdU4WWbGiRILjhbbEFPdgqxeTmh655w65ASV3O7A8cp6HK9oCKBGHClvQFxTtxYPwdSIgK9cz7CorRKa+3C6ugWHiq3Ym1uN3TlV2J5Zhh1Z5dhrNGF/YQ2OVzYjrtGOzD5ODgRP+qTIAWOqfPG5F9nufuR6KIEYRnKHEzHWNhwur0N0kQ2HC634xf5z+MuwL2DGM5/Bn3xwPt7zF8/hI3/xLH4+bzHSvvAFVL22GNVrXoJl5TzU0J8XdwjSO/1y2lnRgSrtr+gcNRS1y8JQvzQMLcso1QpHycoIZC8NR1pkBOLCw3AqLATHwkJxPDwMJyPDELM4HPFR4chZFoHy5YthW7EY9csWwrqcfsOUXRcBHYkuIsTvFs+MJDiTnZW0BYtExcrFyF0egUtLw3EhKgwxEaE4FRqKU2FhOBMehnPh4bgYGY60pREoWBEBy6oI1K8IR/WKEBhXLULqP0Ug5TtfRcnWDWjKyUFLZy8yGjpwpNKKgyYbDpnqcKyiAScrGoTnTpUqXjpc1YBoUwOOVNXjWOVNqKJB2v9cbbsCUwKCFUjSARgBV6Z9ABcbu3HC1IQDRRbszqvAzuwybMsowa7sCuwzmhBdZMHp6iYktvQK0CBI8A36jJOkTyDkCQWYCARyXJeR1OZCjLUVh8ts2GusxJ7cSuzIKsOOzDLszTXjQH4NjpY14EJdN9K6CVgIovzT0HiNi1fXMFI6PDhe3oTj5c04XtGE4xWNwvvHKhpxtKIeyZ32CWCp8qVLhPQ83ixkvvXyqDKpvjKIpNY+xNQ042iZFQcLLdhnNGNXdqX0l13ZVdibZ8bhEhtialqR3G7XwCH5n2n5A0hf2pyI4xq7cLTchmPldQH9d6o+PbmPs7zHKhuhl/tCfacfYJ06TV87+fJxp8/eqcDrnQC0AvMQCLz8QdhU13faFvr7gXHdEnhNPXhPNaD7iad1Ee/bGE6Xz8li+cmqGlaIXjkMOejJwKcBMFETaeBHgBJBioPnLyqwQlBGoCLPnF4YnQrgKPBCiYgHBpLLgyyNMqnecXthcPcj28OdcFrooeqHPn9oc9PvA4OUxOmSOVER0Q5Pk0RODKhaRxUpJA27Vbw5DLWVXY5TrfBYPn4voFPiU6tGDkBZ3OXmJtFmaRAJHQ6sTy/A7xJy8UZiAf6QaNQoD28k5uJYVRMMrhGlOmNdeoaQ1OHGxrRi/CHBiD8kFAi9mZCPdQlGrIvPx7r4AkVxRqyNy8O6+DxsSMjFliQjtqcW40CeBefNnTB0DyKfkwOPYurrR659AHl2pQ5mfRjsA9iZVY7fxxXi94lleCOhFG/EFWNtfAk2kC4WYmNcETYkFGJdXCHWkhJKsD6xDGvjS7H2YjHWXyzD+njeF+EP8bkykea4riDG2oV1KcVYl1KEdcn5+ENiDt6Mz8HaxHxsSi5CSqtTpBuBHcp3z5X3ZZl41ibkYR3zkFCEdfFFcr2WdZCUL5Nqrr7qclG6dQWxDb3Ym1eNjckFWJdoVPWWUIB1CQVYn6i+X5dUiLWJBVibUIANycXYaajEWVsXsp1cXY9MWsX58qSt7uh7zDuK5A4XDhZZsDm9WPLCsr0ZX4RNSWVYf6EAL37hZ5jx9Mt49AMheN+T8/GRJ57D958LxYklK5CzcjHKX+XB2RFoWBmJ+mWhaIiah8YlL6J2xTxYVs9XqkhRC4ahdgVB1BKkRYXjZHgI9oeFY2/IEuxbtAz7Fq7E3kVrsDvkFewJWYW9IctxYGEUji4Ix9mFBGhRMK0MQ93yRWhYtgANy+bDJq4hQlGzPAI1K8JB56nm5bTrWgLzyhXIi1qC2NAwHAoNwd6wCOwKXYzdoUuxN3SZxL934TLsX7gMexctxb6QSByZvwCxIS8jfWUkUr/0KtJ/9iMU7d8Nc0ER2rr6YHV4UOQawt7iavwmKRu/TTbijcR8rI8vwMaEQmyIL8D6eLZxMd4kJZbgTbZPYv6UxPb7Q7wR+wtqBGxTAqX6qgLElGydqWnFrtxKrE8uwJsJRhVPUj7WJRb6+ED4is/ysfFSgfBNbH23SC9zRJqq4mXcE3zA9vdcxqV2Nw4W27A5rRhrE41Ym0ReY1yKz8hr6xOKJK218flYn1SIrRllOFbZhPSeQSXNkzHej6/cl3Gxvk/xu/A6+VXx7pvxLEMeLjZ1K9Cv8/3EPDFZ+jCR34n3fOlQykdJb3yzXUDWpuRirE9U6aj0mO8SrE8o1voe+5IagzanFuFIaS2S29zaYkWfAyanT+B7orIJb3KMkvGL8bONSXpa+v2NofTPJMUDbybmIrrEiuwJlTPbZXJ6797fn/qQTU7aZqdb1bE/FuD1rd6f7n//uPie//0NwEtAit9KORC03D3ACQQ89/feP5+BZbjx3tfgeuX4V6gPFXMyVbY7FFUrUqpKAjR/cKS/J/EJIBlUbgbEnkbZ1Bg8g8rdgEdzO6C7IiCYkoHYl6/A/Mi3/P42yVcGpql9R5FvwPfK3qdfbH4M3mFc6vZgW3YF1qWWYkNauUZl2JDG+xKcsnbA4LkMg2dEzv3L9o4gqbsfW7NNWJ9WgfWpVVifVoUNqZXYlFqFzRPE+wpsSinHptQybE4rxabUErnfcKkcG5PLsa/AhqQOZ8DqmhNIP/L6uRFiFHsL6rA53YztBit2GGqwPdOMHZkm7Mqsws6MUmxLL8bmtHJsTqvExtQKbEivwMZ0k6JUEzanmbA1rRJb0kuwI7MYsbUdqBoDDN1j2JxUid/GFGFDYgW2ZZiwKa1M8roptRRnrZ0wUn3iB4gnXfMQ6r5h7DNasDm5BFtSK7AltRJbUqqENiWXY39+LbL6qCqiSpJqo1GcMrVhc0opNiWXYHMKqQxbUstv+F7iSq3CFtZnSgU2JatvoovqkNnD+KhOGZS4Gb+Q5JWqz8uIa+zF9qxSbEguAsuzOVXV0ZY0M7anWbAr1Ywv/nIn3vex5Qh+6mW89+mF+JsPzsPPwtbgwNI1OLZgPhKWhCJ3xVKURkWiavEi2BbPQ8Pil1C3ZB5sy16GZfk8mFe8DOuaEJStCkHM4sU4EBKBPeFR2BOxFPvCl+JQ6FIcXbQUR0OjcCh8MaLDonAwLAoHwhYjOjQSh0MjcXRRGBIieSQPVYGLULv8JZhXzYNp9QJx98DzIS0r58O0Ohxlq6OQERmOswsW4siiUBwMZ3xLER22TNI6IuESRC9ajIOLIrB70RJsDluOdVErsOG1z2P/f/wMhhMxaKxpRmNPPyrdoyjSVESZ7hEcLKvFxpRibEuuxPZLFdiRXI7tqZXYyrZIM2Fzqglbkk3YllKt2pptPhWlVQmPHyppEKmTGpP6keflqR/9OFJeh40phZIW22ZLWiU2p5LIR1XYmsr4TdiSosWfUiG8svFSMTanFgvgp3r6Rj6gHdooLtb3YHtGGTYmFyveSSlTvCbxMV7yqRZq+df5bMOlYlCKlNTiANXh/nxPNVxCkx1b08izk8vO77emlcn/E/nSeJI2tv7x3HDt1sdbTXXvGsN5W5fEt/ES+0k5Nut1oaW7NdWk2kXu2VeYH75Xhg1JxdiRWYmEZrssQlT9Tx5vCbxOV7dLP9yaxnrX+rCEfn1STy9NT0OF0l5stzSOcSU4Wt6IHCcXRZz7Jqf17v07sz5u4EP/8f4O21DHFgz138Qh2TdLSNmq3KJz+GfqQVy7OYlpdLvpB1YefXiRtOf0eURwIr6P/J6r/31p+Rv363WYx5WlUyM9P27Npoz3/tf6/1qoDER9+dDzw5AgKhAw3e49y5FDFdPEKnPydS4HOLcXeQQDtFXpcmNvbhW2Z1RgR2YVdmRUYkcmrytk4D5vbRfbJSkLv/UMIa3bg925JmzLoKifoUnC7QwzqrE9k/HxP8ZFtUYlthsqsNVQgS1ZJmzJNGNLZjU2pZdiR245Etp7kOuhrQUlc/3I9w6idHgcZUPAibIO7LxkwdYLZfjDcSN+ezQbb5zKxdaEUuzPNmN/bjV2ZVdjR7YJW7LKsclQis2GcmzOqsDWbDN25tRgf64VB3NrsONSCdafycZ/bruIV7+9AX//8nfx5D98GZ959Rf4zdEs7M+pk/xvy6zC4Yom5Lgva7YetLGZTPneUaS0u0UdtD2jXOpuewZVhVXadSXOWbvFfov1zXo/b+vEtvQKbEs3YUdmtQBI1rl8J3Vnwrb0KmxLr5RQ1SeBJqla3uOEx9V8FiWE7Au0F6O0Q+zGlPF3QpND8rUtg+oktkEVdkp6ZuzIsmBXlhn7sqrxP4eT8dHFX0fQn38Kjz0zDx//+wh8P+w1bFz+OUS/9nkc+/qXEf+j7yHvFz9B3s+/i9wffAN53/wqcr74OeS8ugZ5a1Yhd80KpC2PwJmQl3BwURiOhCzBsZAlOB6yBCdCF+NkeCRORUTiVDglYWE4ER6GoxFhOLI4HIcWRyA6KhIHoyIRHRGChKhQlK6OgPmVBTC98iKqXn0RltXz0LDiJTQsfwlVq0OQGjUfMSEv43RoGE6FRuJkWBROhEXgaGg4okMjsDMkHFsilmDT8tXY8MpnseWfv409P/0fHN24HyeOJ+BEfB7O5pmR2eJCvntUFikZPG/Ro3atHq+sw66MCuxJNWNPajV2Z1RiJ3k5oxLkix1Z1diZYcKudJOvTqV9zIr3yf8asZ2PlTVpPMDxgDuqB3DS1Ai2jepzWp/RvmE787ttaYrIA6r9mZ6i7ekEOCU4bWpWNmAy1pAH2K8HkdTiFDXctvRy+L7XeUjlkzy2nemkk/90ftTfqcLW9FLsyTUhtdOjgTvymRdGD9V+vdhpIM9znFD8JWMH6yGrEonNBGy0ufIbC291zcWDZvtIO8kLtV1gv9qezv7E/Pn6lepnHF8q1BijjzsZ7FM+YhkJIC+1OsV2S/IzsUih3dgwYiztUla9HKovsh/7yrYzi+Mb25750POiXzO9KmzLqMDJqmZl73YrkHmrunj3/zvjnXdgfd028LqjTvKACqqDw8Bw2rwHAq+b3lPs6C96VDt0VNyc4G6kPNcQjM4hGB1ayGt/cg2CvpQCiYBt2jxr6kafqpBSOD+aqgx+4HG6uOliwOjyIF9oAFldbhwqqMa+bBP2G8zYZ6jGfoO635tdgThrOwqkjP0wurwwugeR0e3Gwfxq7DGYsDe7GnuzTdibY8Lu7GrszjbJoL/LUC6T/57cKuzJMWFXThV2CJmwK9eMXTnV8owD+P6CSmR1u1A+dA2mYaDEOY746k5sOJmLV76zCZ8I+RE+8slv4em//wqe+Lsv4+lnv4qPvPgvWPDZ1/Ef62OxO8WC40XNiM6vxcFCm9CBgjpEFzRhR7IZ/3PAgK/8bD8+EfYD/OkHVyHooQUICpqPoKAFCJr1Ep569vP49b4UHMtvwp5sC3blWrC3wIqztk5cbOiagvi8GycqG7E7pxK7J8pOOy2Wvwr7jWakdnhksiWgTOtyippoV7YZu7NrsDvbgt1yTeBowi5DlUjPaIN1sMCq3jVw4mCdWrA7x4I9OeqbXVQ7WtvFjoVt7QNdQ8jo7ZfyUzW5O6cae3KYngKne3KqsTuX9xU4yHZJK0HI136KWU8/j0c+8Bk88aEX8ewzz+ErLy3D6Tc2Ivn0SVyKi4W5qhRWWxmqzUUwlxehOjcHpqQUVJ6JRf7ewzj+y19hz3d+gL1f+TL2rnkN+5esxr7Q5TgQuhzRoUtweFEkji+KwunQFTgdugSnw6IQE74YMRGLcZqgLGIxTkSswPnQxTBEKvUmz3+sXfUy6lbNQ/2K+XJMUVbUfJwInYfoyAgciFyGfWHLJZ29kcuwe+kq7FzzBez85+9i13+8jr1v7MSRfedw+kIWzlBya7DgaHYtDmXXYk9mJfYVViHF4YBhwItMtxNZdA/hHsBxU52odfU22pNNvib/Kh5m27K9WL/qWt3zeqfBn0zYmVWFExUN0tfz3AOyESOhqVe+Y5uwPYWEFzQ+yK7CvjwzDhZahQ/2sK9ksw+pvrVba0/VphVIaO6ReEU6T/OBvn4cLtHKYKgWflZ8pniHedyTW43oQquQ2EoZyH86n9WoPOWasdNQIbZPVIty4ZDj9sDoGUBSa4/YibFfM18EaOS1XQbyqUkkZUripUuxbj3eKYmtkuSmdDjFto19YqIdcswqLdYD28JQIeCPdnCsH1VG8rYZe7JrFOXUYJeBNnJWZPVyUcKFtCYddvcL8DpnbZN4pA/71a26Z9tWSXpSRo0XaItJnlCkjXmGSpwyNU/0yenG4Hvxnyz6ufB/l26og3tRv281jmmB14TBuRhNTt05/CU9U1/7Ga7rhuF66BiQFR5XeTfQFKo7/8L68qbil12JtwFY/OOY+tofQKkBRUkktA7pr/flpKZJoCiFuhmJtMofGOnXfq47psqLf6eRHZesE43yZOelutev9VAHcvr3rBtpGz3dwFD/X0Jl70WjU4JJSq+iadydV4N9eTbsz7NiX14N9ufRgLUasXWdYuuU6+SKlJKbQaR1u7VvzNhrtGCvsVqMweU6z4zoohocKq7BwSIz9hfwPw6WHKAtEu9+owX78iw4mF+DI0X1OFZcj3hzB1JtLmw9W4wv/WgH/vaFr+OhPw1H0EOLEDRzIYJmhSBoTgSC5kQiaHYEgmaHImjOIjz2xAosWP06/ntLCg4k2nAw1YYdcZX4r90p+NyPd+H5qJ/izz/0KmY8HIKg2YwrFEEzQjF7driAr0f+bBm+9rODOJRRi8PGWhzIt2KfkXXBPJqwL6/6pkTDZNbV3ly+z3pjPVoENJ00NSDbofx/cVI8a2nB3pxqVb/yfo28S1Xl3jwTzlS3ILXTLRMnJ8/UDgdOmxqx31gN1td+aRO2ixX7cs04XFyLjG6v7NYlHwjfuIZxobZTwBbrmuXYn18jNjJMg+1Jo/3oQhNOlVlxrqIRP1x/CH/+iSUIfvLTeO8HnkPoouVY/8vXEXdwLy7EHMb5+DMwFBpgbbfBYm+Fub8X1YNuVPZ7UUkVem0rzmUW43xSHs6dTUTMwVM4vmE3Dr7+O+z6wX9g15f+GdGvvIajK1bh6NKlOBQejsMLF+H4ghCcXhSB0wujcHrhMpxYtBInFi3B2YWhyImKRPmSMJQtfhnFS1+CcWUIUlZF4ciSCOxa9Qq2fu6r2PLP/4bt//Zj7Pv5r3D4t9twevMhJB6JR3ZyIbKMFsQX1+FEYS0O5dtwMN+KPUYz9hgtOMC6zKWBeRliapuVpNU9CKNzUM6yPFPVgj2cWGm8nW/BHukXNdhvrMGBghocLqnFoRIbokutOFxqxZGSGhwpVXS4RD07XMr3bDhUbMNZa7NM9nm09XQMiIpwbw75xcczwm/MW0E1ztnakN7thqFPgaikVjuOV9RL2+3PNwvP7DdaccDIDRkmHK+olb4vi0D3EJKaewT0k090niEvHxCeNsv7l1p7hc9oQ5ne7cE5W4cY2PM9/RuWl4uHA/kmXGrrk12FlEgRvDBP+/PZP7QyyLu8tsg3l1rt8p5I1Qk4bwccyHvKnCPG0oh9eZWK740ck2wqLSP7phqXOL4cL6/DsfJ6GW9oM0lS/5PnNWL/zDMjtpbjGNWYlPirsZ4SL0rWCEQnysL+ZbRKe0tceezjjFeFejqSlowPHCNM2JtXhTNmSjeZBudSVZapxv23+oz1qc8B74Y31oU+TzLkuBiIJfzv9fn2ZqH/u4HX07XjFMBLX4UwQzTwnkyKYaZ/J/Cb+3Ivxu8+kCA+k/yYWb+/0/CG8olhumdi67Hagqylq3snp62U+ETSDOU1w3Yaz3PrPg/IFdLvZTs/jd59pKRpSqqm1HZcrXBQmpqMlEw5KZ2anvg9QZF/G/inO9W1HPkkRvqDSO324FBZLfYX2rC/oA4HCutwoKgWBwptOFBUg9iGLgU4ZUMAdxrxG7f2jRX7i0g12F/IiaMG+wvMuFDfJZIXArSUThcSW+04Z+3EkaJaHCqw4BB3URXU43hBM3YkmvCLnUn47A824R9CvotH378UQTPnISjoJQFIwXOXYvbDSzHj0WWY+ehyzHhkBYIeXoGZDy/HzIejEDRzAYLmLMTj71+Jv3z2n/G3z30DH372y3jPEysQNDcEQTPnY8bMeZgxcz7mBEdiTnAUZhO4zXoJwY+/jDX/ugEH0mpxqrgZh4rUjqmDRTWILq7BoUKSDYc4gU8iPrMhuoAStlocLKhFdGGduqakotCMxOZu5HGi4i6tPi+OldoQnW8Vqdwhfiff2nCgwIwz5mbkOLgiVwsBTg4FXuXo91RlfUAebDiUz3q0Iam5V00mwidDyLtuCzQAACAASURBVO4bxPHyBhwoUNIMKU9RDQ4W1yC6yIxDxSacq21FardLDv0uco3hXEkjnl/5Lwj604/hqb/6DDb8+nXkn96HnENrkXlkPS4d3oS0o9tQk3US1pJLsNaVwdzbimKvC+kONw5X1OJwgQXH8604WdSIs0WNuFBgxYXcElzMyEJBdjYq09NQefYECvdtRebGNxD/+n/hyPd+gIP/8n3s/+aPsO/rP8TBr30f+7/+XRz85r/i3He/j+xf/AL5/+eXKPr96+LM9OLa9Ti3YRti9x5D3PGLiLuQhthLWbhgKEBMfjVSLO0o6hpAmXMEhc4hZNq9iG3vxpFKtksNDpRYsL+4GvuLTYgutiC6wIrDJfXI6vHCaB+CsY/OUUdx3tSKaCMlTuRpK/YVqr7A909XNSGzZwAZff1I7/Miq9cDQ48bBoZyzZD3bmT1upHJZ9ycI6p9Sj3dOFTMtq/HwcI6RBeSb2pFIkOeia2nWp9uE4aQ5/HC6B0UFwoZPR4cKaUk1yLv+njRikNFZmR0uZDvGhbweM7SguiCGkSTb4sYP9+xIbqwRqRvzBPjpRSWYNDItNzDAr4YfyDPRxeYcd7WoviMAMrNnbxOKYcv/7WSFvvE4aIapLTZRTKep5s0aMArcOyVsYvjnwaG6DIis9uNo6XMv0XlW+9blASzLCU2xNZ3IbOXG4iU2xWCx/O1rdKuqo5siGbZpfxsfxtOVDbAYCfg8gEvmlrE1nVr/YV1xDZR7cJ+fbi0TtKKa+xBXGM34hp6/KgbcY2dkyilg7sp9fL45tDAcr/V+5vNGe8+n3ouna6+b1Vn03073X83Ai8/xtP9nFBVoZO+GtBD3zuaTxTNjQF38wX+N929Hp9/ON3776T/KOmR/PiJqVkO2Umk/8dQf6aF/mV9x13L6nUAmb1uHK/iIEOqx5HSOo1sOFJqRUJzl0i5clwe5NBWibsie72yCuc3fJ8DlPrOhsOlFiS1diufO+LjSvnfyfcM41JzJ46W0G2DDWdKWvH63lR8MurHeOSppQiiRGrmyyKFmjkrHHPmLMac2VEg8Jo1dxlmPLQcMwjAHlkm4GvmIysx8+ElmDE3FDMIsGYRrL2AoKDnNNAWglkzIzFrZgRmzw7BzDmhmD13MWbPXiJSr9mPz8dnv/d7xFd34LypBcdKbDhaZsOhkhpEl9Ugutwq2+9VuVgvDX7kX0962RmyDmtw0kQbLI9Mbhzo07ocOFxmEbcRnHgPFdfJpE+VECdUqiFpO6N4hFIyEm1rBkUCot5jmqRaHGVYUieDvgLxlEYOIq3LgyNldThSVotjZTYco0SmzIro8locKqtBbF0LcjwDyO4fQK6XvqpGUeoYxdd+sR7BT38CT/zlJ/Hm//dz5J3ciaIT62CMXofsA5uRG70OtXGb0Ja1F435Z2GrKURVdwdSWrpwuKxWpDvHSutwtKwJR0sacby0HqfKapHe3INKzyiqvMMwuT0wuxyw2Ptg7upBblUN4tJzcTE5F7GJ2YhLyERcYgYuJqUjKSMH5bZ61LS3w9bdhaouBxIr6nGx2IbY0lqcL7UhppRuT6w4WVaDc7W0x6PNIiXU/VLGXO8gcvuHkNrjFhcHzOchtk9ZrRi2s54OldpEbWbU+JSS43PWZhymW5FSm9Qx616kVyUWxNQ0KUmOZwBG7wDyPQPId5O4O1e/VqHRw/x4hVR7DiKxpWeCBwj69LgPl9BtiBUGuoPxKBtMtj/5gUCHvrzoToJtr3igHkfK6nFU+p0Nl9ooYRqGoc+Dk6Y6kUazbNGUupWSrDhUakFcU4/4DJNFoMeDHI8LOR4Pcj2DSGjtxSGR3Fm1dBS/s+xnLE1KquYZFMkXVYFHWY+Svs6X9eKS4mhZHVI6HFo5FOjUJ6jA8fHG+yFcamdfYTvVaVSPw2UkPqvBxaZOsTNlnmkXOmEb6hzA+bo2aStVR8x/I46UMaRkrE762WTgNYiLDZ04XMwyc7zzlYntc9JUL/Mi+Yr9k+H05AN177jxPmDuejd/PpXz/aiLG4AXVzkkNRjog/zth/6A6H5k+I8pTmWgrupT1ek9bExtUNEHl+nqRa1elXH6nVxzMMmye3DG0ij2SiermqCoESerSA0yMXHwl1U7V8ieIWT1eUWsrt7Rv2mSOE5U1eFSW6/YTxA4kCjS5+REVxyxtS04a27C2ap2fPeNY3j8IysQ9NCLCHp0MWY8vBgz50RgTvBiBItkKhKz5i7GzIcIzJYj6JEozHg0CjMfXSZSsOCHojBnbgRmzl2kAFgwv1+KGXOWYvZDyzDroUjMmhOBWXOiMHPuYsx6aDFmzA7DzIcWYfU33kByTS/KvVdxsaYdpyvqcbqyAaeqGnGqqmmCWB/HK5X/Hq6aqfahbZdeT7w+UdmsPWvA8cpaxDV2SD3leTkQDyCrz42Lje24WN+BC3UdOGdrx9madsRYWnGhrk1E4b5242TLiX1QwNsZSzNOVDANrX4rVfrMx8WGDj8pme5TrAHH2HaV9ThVUY+T9LHEb00NyOhxIqefBz27YXTaUeT2osR7BevPZeJDn1mGx9//t/jc6ldwfv96FMZsRuGxtSg5thmlRzag4fwm2DO2ozVzN2zFsahsNCHJasPJqlrxY3aC9WRqxXGC2MoGnKtpQZ5zCAU8qoj+7DjRD/Qjb3AA+QNDyHf3I662CeeqbDhvqsO5qhqcq7YgtsaGhMYmZDucMPZ7YRzwIrWjF6fpS6u8EafKm3C6shmnSFVNOFFVj/Qep+wWpFsVmYil3lVfpM+r+OZeHKusEzpaUQsS64O+rVI7HUrq46HkZ0ikTuRhvV1PavVOo3tKVQhw9TGU4MpIW6EpSMYDj29cZfumdztloqfE5kIt+aANZ2uacdrcgIsNbZrdp+IZ1d/Yd0aQ1uUSvqSvOMUHOi+QH+vE2F2Al70f8c1diG3owPm6Dpy1tSHG1oLTNQ04Y21Eeo9bc/MwgBwPAaqqL9qPnqtrE59krE/yOXla+ehqEMBJUwbyJaVErLMTwod8T40dKl+qH6R2OhXwkvi5KFDSH5Um09UoYKFKk424pi7Jx/GqRuh0rKpBrk9bGpFJCaIOsPXvuamAG4W63TJmqTyxjpgfVVfslxyX2A76WEoQldDcLXXoK49WpopGaRcKGNT7bEvfWK/zQGCox/1ueA/nwj9C0HgD8DJ61UrM6FWrMX1Vdnshv73zCf7db+68zjjx+tP9qkOqQs7ZOPg34Yy5RdReKmyRla4arKj6UHzDwYrSnHO21snvmlUcp82NoMidA6E+yBF8Fbj7Uej2Irm1E2dqGnHe0oVdSVX4x4jvI2jui5j5CAHWYgFas2ZHgDRjVjhm89kjBF6UdkUh6NEIzHx0CWY+TEkYgVcUZgYvxow5SzBz9krMnLUSM4KiEBQUgqCgeZgx4yUEBX1Gk4T9I4KCPo4FS3+M2OJ2VI4ABd7LSG7txanKOpwxNSHG3Iqz1W2IMbXidFUzzlpbBeAQ5OgUW9+hym5p1uqsTYWWZpmk0rtdCnhpfYUAlyodUevQS7aLriCUJIMhwSzbOr9fXVNtnN7tkIle2qWa7cL6Vm1yxtIi7XWprcfXH91DYotzytKMk5ZWxJhbRJJH1dmZqlYBGeKF3+tFjrcfha5+FLs8qBoaQmZTC8Jf+xoefuyD+OhffQKb/+e/UHhuJ0pPr0XlybWoOP4m6i5ugDtjM+zpG9FoPIYqcx6SqytxzlwveTtlbsMJSxtO1pCakdjaizx6zBfwrXaqUupZQA/kriEUuEeQ0tKDs9UNiLW2IKGpA2lddrGLU/VBj+6kQSS0dEuZTtd04FR1O05ZOnHK3I6T1a04W9sum2L4ni79kL5C8ErJlJv86hWeO2ttwsWGdlxq7xOXDgQrRu/wxETM6/imDq0vsL7Zrqre2Q4K6PraS9pT8qjn1ReyDEo6ovcbqvXYxvRPpe2WFtWysq0l6JvYOct642YZhxfJ7X04R/BU3YjT1c2IsfjyRBU1+5uAR3pbFw/3w6repVzc0UzzBk6CA6o+uQjy0sP7sDgXzexzi+T0VDX7P/mZIcusiGlSBSqAU+p0SCRHMRZ9vCBv6tSGGEsLMnrcEj9VpoqYJuta9QGmLXVww1wyJMDxlLkJp83k8RactjQrMjfhQn27bDKa1M4iheKCkO3cj3NW1V56/vX24+JSjWW6mpWLG/aZXpwyE2Q1gYscVQeqPBwXKWiYGMduyO+dj+v3axx/J8TrDzbfCfl5kHmYEnjp4Ov2wJY/QHsXeD3IxrwfaXNwv1DXirPWFpyztgug4k4fDmB8xoFfgSi2PYkSr34ZjNV7beobWwvOkqwtSOukqkEBLz3PCnh5kNHdh3O1zUiodyDZ0o9lX/odgua8iBnBYZj1UNQE8CLomjE7HLMfXow5D/N5JGY9GokZpEcIwlZgxsNUQUYhaFaE7FCcEfQiHpr5PN730PN48rEX8IH3vYi/ef/LePYDC/Dsh+fj7z/8IhbMX42DMakwDVwFfZIZvIPIdHpwnnVACYS1A+dqOnC+hmGbTLay2heJiLJx4cRC6QcnRNaTXg80pI5r5CTFAVmpDvXy50rdqecyIYskUE1EBESUiqV22pHQ3InYetZ9o4A4Aj9KRoTYLjaV7vnaFhDg6fFz4k5u60OMtQWna9slT3GWNlw0d+CCpQtxDXRtQRWjB9kEC65hlLmcaPA0wNKYjx//+Hv44NN/iyf/9K/w2cUrkHxgC2xxe2COWYvqU79DQ+JGODK2ojttK+qNJ2G2FiPDakWspQkXbN04a+3G2VolZWEeKfUQICDlHEC+axAFzgEUOAeR7yT4GkaOfUDspHIpGesfUZMzgRmBKMEqv3UNIK6pA2dsLYgRCU4HYmydOEupobUV8c09Ai44GSuAQYlh/4TqzyimFVSPO5Ht8PgBAZXGRP3JpEoJSKdW7+QFlQbTUW3bKYsOLjwMdq9IizPsHuhEaYyPvOpIKU3DkOeh6pn2VXo/4rjaL2BbQIlnWCSf5C32uYRmSkfZnxpBwCi8pvGB5MePD2i7RNBGHlDlUWkI8BS1qAL1lFjxXdqacWciQSjBBfvs2Rr2efKNj5/P17L8LbjUTkmRDliGRHImfCjjhM6T2ne2VpEiJbf3Irm9ByrkdZ+P2nqR0ePHuzqgcQ/Jt8LzgXHbWpTZg0gc/QGPLoEkUB0QaZ//92cn4mlGSgfHMr0cCngxX2xbVb9aX9O+ia2nFJJ16Z/e7V1L3Qcsnv0X0tNe30V6d5PH+/qNl0Dfj/43lOkOyvAu8LqDyrqvjPgOzUe20yuqMa5qY+s56bfL4BXb0ClqMZ/0Sp8wlFf9+KZOxDbwXX5HIkhR31OlwoFF6lNT+/Dsw0LaF/W6kVDXifSmAew4W46Pv/RvmBG8ALPnUsUYhdnBi8UWiyrGGXMjMfOhSMyZG4ng4AjMfjgSs/9kCWYQiFHtGLwAQTM/ifc+9hyee3YZPr/sy/jPf/sBdv3mVzi1aQMu7tyFS7v3IGP/XmQc3AfDicOoyEpCfZMFZmc3CrxuZPd7YejvR2JnL841tIPHflxo6BKjWkq2KOWgxGRiwOauzi6HlDmuoQNx9T66WN+GdKquBDhwMvSpoWgPxMGYoIBggOqpbLsLaZ19SGruBL+9WNcqqtiLdS1yfbGuHTqpdNoRL2m2IamlSzZmKKkO7Y2Gkdah8nWe0rn6diTWdSKhtgfxdb1IauoWFyKFXhcKPf0odbph67SgzXwGTbnbcGLTT/HiJ/4B7/nTD+FDH/o7/PAb30D28b2oT4pGzbnNsMZtRVvWYdTnnoa1Mgum5jpk1rdKW9KTeWxdD+LqOxFf146EunYxOs+nobhm/8S6yPUqop1ZjncQOf1DyBkYQnb/ILK9/SKJ4zuiovVSQqTqK7GF9dMqZYqrb4eP2pDS3jth66NLQlgnus0V65p8KNJEmQi1yWDK/kgbo17Fy426GxG6DiEftAtRjcxrSsZEfUwV8hQU28DdiUqNKeXQgJe+2DW6vcinDRg35vQ6pRwJTZ2Iq29DbG2r1v5tcs9nqsw6r7WDvHexrg2XWntAGzUBqZqUj2koVaUqu8HhQVpXH5JaWZZ2XKgjUc3dKmVV/b4LF+uYPklPh2G7HFUmpgIEtCJZcvu1gd4eeh7Js4qPWQ5FLRPpMc1ztiZcau329SnpGwposzzkeV8eVL0z37QdFcmdf9sJsFf54s60xKauSd/G1bEvsK5akd5lV4Be64ssC6WFsXWtsmDSJdocx0hsY6VevD2w5T9/cPx7K+Qf1zvlWsYare6muqb/xenodssRWG+Mc6r03o5nd5vnKYAXkb4iJcHw3evPpw9vzlC3m8l337vzjnzv64xASp35mNTaJatJ2jvQmF5RN+KbukStMEni5R0QFUhii/+7nSIpiJfvO/1Ws2pVL3l3D6KQq/LefmQ2ubH2WBY+Nu+bmPnwfMx+KBzBcyMx96EoBGvqRoKuGcEEXkswmyrF4CiRfIkEbG44Zs34NN738MewZOFqbPjP/0TmsX2oSTmBuuQDaEjejcZLu9GUsh9tqQfRmrgHLQm7YTccQU/+cTSWXICtsQQmewcK+t3I6fci0+FGXFMnEpq6kNTcjUReN3eK6oNAS1e1ckLjKp51QzCTJGEPkppIXch18PB1Sly8fqRJYFzKEDvX7kV6Ry+SmjuQ2NiJxEbG042kxm5cau4S4nVSYw+SGruQ1NipnjV3Sr4utXTJ2Z+F3iEUeJjeIAp57l+XS/5PbOlCUgu/6UZSsx0JTX1Iae1BkcuNckcPrM42tHZWoLPsMOzJv8RA6n+hNvY3+HzUp/CeJ5/G409+BM98+Fn808rXsO23v0Z+wgnUFCTBWpmN2gYTrF3cQdiHZNZTax/imffmLqS0dCO5uQvJkj+vSLCUqkmNGXn9A1Ck7jnxiWTLwwGb6sh+FGhEkK5oEGltvapemrqR3NSDS0Kss06kd9oFDDCuifhkoNbivq0JUB8DqUZziNQlsaUPic29IJ/7E8ERd6zSUJ6han/ywmQiAODGFaVeI4hUNDHm0j6JwLujF4lNHYoaO/3iuVncqtyJjR1IbulGjp18RoDrA5vsbwT/VFlTfUvgShBB0Kj3bV8/Z39nX+5GgvBzr9RvYmOX8Cb96/ni70cBVaC9bqn7iTI3d8rigQuIiWeB9SFp9Eg6XLRRujuxmPEDymntTJ99gH2hG+R1LjL4jUisNCA9MR4KsGcfGADdByS3qEWGLx+sL/JnJ7K6Haq/sM+Qv7yU3rmkTvTxTLV1j7SvqPIJZrVFZCAguNX9RB79geJtXN8q3gf1PwEQ2/9uSMDTbfXFG/HFW0n3bvKqf3OnefZv7ymA140Fm9SQfoOhPijedniXFTsp/XfjmHKl5N+o9+ZaAS/aMHBAo60Dxe4M/YmTxyTgRamVk9/Y/d7rwaX2HrEx4rfqG9qVUL2itsXT4z3tqQrto0io6MSSL/43gmZ/EkFzFmBmcASC50Zg7kMRylg+WIGuGbTdmrsEsx5aipkM5y5FcHAkgoOex9898TJe/7cfozDmMNrTj6A9aQ9a43agNXYLWmM3ozl2I+pj16Mxbi1aLr6J9tg/wHlpIxxpm9GasRO1hedRU1uOUns3Cr0eAUnpHXaktvYhraUHaa1dSG1TZfIHXjwPU1ebpLQS0PRChX3I6HT6TVJTAC86viXo6nQgpa1HwFBqmx0prSSHCtt6kUKSuPm8F6ltpB75Jq2jD9l9bhn8aKBO4EVpWoFnGFk9LvV+aw9S27olnzySKbHdgYzOXlQ4Xaizt6Gp3oC2vC3wJv0IV+P+BVcT/x2OS6/jzR9E4q/++oN4/ImP4LGnP425f/ZRfOQTL2HrkcOo6GxDjcuOKocDpZzkXEOIb7cjscOO5I5upHd0IrW9WyQ3yW094kZBt9Gi/RWvadujSKkTC9xDKCRopA0gJ18pB8tCm0CCCdqCDSGjw4k0tkurHWmtTqS2kexIJq91U4Knx6GBr4AxRAdlsgtRS0e/Vn1JN6egAbxDa18Hktv0az81WTvTtctBzKntdskH8xJIKW19CniJfR9VfRr4FBU0VawupFId19qt2lvanG1PniKx7fVr8oMftfWAfEBeEpu5wF2VtCGjnSD5rJVpaPFOxN0rdce0+B/rkfwoIdNs6UNqW5/wk5JY+lS3bJscu0fjUfWd8LLGn4p3/fI6kW+m1Sfq8OTWHmRSKs58EyT6gcaMLgfS2u1I6yD1CTBlSJ7if3pbKqmxsuFjPyDw5Cki/E7qSu9HWl9iHzL0OicBL7ps4VjFhRTHQBXaZWzj+KbAoZKW3ukkLHPaNNKhaaU1Afz7Tpkf3woAYrv5z1uB5Z/0X0D5+S0Xl0JTAT8ZPzRAeLPrqb67xbM7bXP/MtwAvPxXRlNd+xhadYg7uZ8qvmmfBQyC+mB4Q+jXMSfiu91v/2jf44Tqo6l2Tt382e20nVKDUdWR0e1Aemcf0rscyOh2TiI1uA+L3Y3Y3tBY2jkg7/B9f+LAmNFtR66DEwJVBxr4kHLQxmcIpfYxJJR0YuHKnyJo5guy83B28BLMDV6G4ODFmDM3TFw/cHfjLKodg2lwH44ZD3F3YgTmzHgBn/rIIuz99a/QlHoM3akH0BO/DV0XNqH74iZ0x29CZ/wmdMRvQlvCRrQmkjahK34DXEkb0Z+2Fa7M3WjN2I9G41nU1leixt6FUrcLWXYn0rucyOiwI7OzB5ldqk44SeQ5lTqD9SHlZFknyI6MLrtMSJyo1IqJEghOCL5Jiwer872MTr7P751+5EJGp1+c8o6KN6OrD5nddhh6XZKPAtaryw2juJwgwB2SY6Iyej0iAcpq70UGJ5JuF5K63UjvcaC4qw0N3fXoMMejN+N3GEj4PsbjvgnEfQ3XEr6JoeR/R9qOryD0hb/G+/7ir/EnH1iA4CdfwOMf/DS+8pPfwNDuQMXwmBjl0+6Kdm/0L5XR6UJmhxNZHSyXj39yHFSlaYboASGf66TqSgEmfVL1heo9Slgyu5wauUSyJ3XX7UR2n2eivgnedACnjyH6MxUqoCpSQpF6+NS+qi8NyORMlRTbSfrDpDZS7UNAQ5rcfv5tyWu7qJIlXS/9shFYKklLjsM9wTuZ3X5tHphWp0tLw/cO64EAgqdI6GUKlK6yfxKEB/JYZqeeRy0+lkHjOfJ4ZpddKKvHgVyHW5OikX/Zj328zP7ty7fOozpP63nV09JDh/QnlUaflMEXZz/yXQMysWb3upDZqfKhv8t+mNndh+xeh18+9Pzo/YvjUr+WL/888bpPiBJGlaa+KKLUUfUZ1ZY+/uU4yDIqviAv+8biieuJOvHPi9/1VN/ci2cPKl3m/VZpT/M/5wOdJupQqw/9ucwZAXUk9sEutSFI2Qpzo5YfuZSWYeI9/T957pMET2CHqfDEVM9uhR0CvlFYiSe89Ou4CxNnNd4qcYps75ZuFfcf3/9kNL2T3mnIb++20d9KurfK5+R8kUmy+1ww9DiQTQPkPtckynOqVTVX1vrqmt8QBHAC8Cf9W/5f6KX6ixMhGdGDfI9HVEcljlEYm4fxpe9twaxHForRPH11TYCu4EWieqQx/YxZEZg9JwKz6adrzosICvoH/OPfhOPQ2rVoyTqKvoytcF5aB2fiVjgSt8KeuAl9SRvRm7IJvSmb0ZuyFV0p29GRshW9yZvgTt0Eb9oWuNK3oS9jB9oz9qK+IB71jZUwOzpQ4KJjUTrFdCG7xy4DvZSP7gqcrNdBkTZxYvIvt37Ncuttzklx8iDlRY7diaweTjp2GHpU3dG+h99n9TjF1kdC7T8+Z53m2On+gekrfuJkQPsgPX52eKqwaDPGuHMk7y6kcxLrc6K0rxO1TUVoq4hBV9pv0R//PVxL+Bauxn8L1xK/iasXv4wrl76Npth/x9dWfgrv/4sP47GnXsSfPPMiHv7zj+MfQ15DYlUTKkfGoZxiKlV5tt2LnF4vcnq8yOn2ILvXI0CIEjlO/pTC+Yj8o4NSrl7VOKOXadJ//u9xpeykE1o9bhUa+pSjUoJZfyA11TX7sPCgm7wcAL4kH/qKekDqWm9P9gfF56zXyf2CZZyeCI48KKTq1C9NHtXFNroZD+lp+/PDBB84PBofTt/HWSdTxU9eEyKvafymp8fyEZjkOQm49PiVJNh3r/ib7eH7bvIYwOcEM3xnMpEnGL8io8s/HS8KXAMi+cxlvfY4J1OvA9l9Duk/vrzoeWTbav1CxiXmh/3Tn9jn+pDrIPDyfcdrVVdO6Y9639NDxsF3dN4J/PZ+3fvzi359v9J6O+PlgnGC/PqEXkZZUAa0D/M38c1dXk9fxrudo9VCYUISp0vkNOmzjrwmgNd0A9zb/Z8+6N4qnCpft/rm3vyvTXCc5O6YfJPwneeF304eIO7dfWC+1BmMHCQJHAKJeZ+q/vne5IFVfc9nBAQ66GKnYt5zPW7k9rtR0j+KSud1fOe/DyH4veEImhWGOcFLMSt4IWYGL8CMuQsRNIdSL/rgosSLriXmY0bQR/HRD72AQ2++ifasGPRm7IErdT28aX+AJ20TPGlb4UlX5ErfAicpbRsc6dvhzNgGV8ZmuNLXw5m2FvaUtbCnbYAjYzvaMg+irvACahsrYHH2oJgTj90rQIeTAyciDtgcfFkWhnymQo8M3By8FQBQwELVmQKd+qDCOuB3+rdGJ+PxEeObTKoelVTDPy7NLYCXoGYARR4Pit1uIQJHlWcv8hxOFLnsqHa0ob7JiLb8vXAk/ycGEr+Py5e+jfHEr+Fy/NdxNfGbuB7/FVxP+Bpcl36C9T97FR/967/B+576JN7zwecx98/+Ds98bAHWH7uAEhrPDg2K89XcgQEY3MppsHgeF+/5in90XpqKb/RngX1Cfx4Y0g6H/BTIl/78p9fxzULWhTtU5AAAIABJREFUPeuW4Y3v+IFBSmkn8bVq64l2m/L7ycDqxvgn/+/PB5QqTUUTPKLxhH++9WuG+rV/mqqufDyq86nOa5N5TPEfpWc6iPePV7/2hezLqo50ntdDPX7mXc+X7zuVV/97Pc/qmbLRoso539kPo8M7mQTEqT431STs46WpxiS2vep3er70tBnymS/vk9ubz/3zHHjtH8/9vvZP+1Zp+b97L6+nqvtJz6YCU3fx7F7nefr47h546VJ1PfQfu/5ogZd/IXSR+q0Y7r787/WiwOu5C5pqkJ88CN+X/N4Fo+v1qxszi80M7WYCJA/+IIwSrcltxPe5CvCVkQzPe4Z5dNo54EWxZxRnChrw4tIfI2jOPMyeE4VZM5dgTnAYZgeHYGYwQddizJ6zDA/NXYK5c8Pw6Kzn8PEnX8DeX72ObsNJ9GcdhCtpBwZStmEwfRPc6RvgTFsPV9r/Ze87oOQorrV5JhiT7Pc7ku33/J4DNiCiDTbRfjiBQVnaJO0qIkwSQkgySRmEUAADEibZ2BhskDYpC4HS7s5sTlrFzXFCd0/YMOn7z1c9vdvTO3GDkLD6nDpV3ZXz1/feurUC9u0vQtqxCvbtq4UhILOTvbj9RVi2r0DH9udUALb1edi3Mt5q1O14DdX5G3CgthyVtnaY7KTQKdirkEXETYF9KevA5GD6NgiiDMA6dCyEjrk8RX3fJ9mxn/r3qA5CUJNIJbAhX7IjX2IYngh041PZDbOtHYc6alB/aCsa96yFPfdReD5KhTdrInw5E+HNSUZ3bjq82elAdjJ8WWmQts3Frn8uxx23/gxf+ur/4ILLrxOsRtpjHliAT5vbUeDuxB5Zxj6HU2g9pwyfEIwPjjsVcOuBYt94CK1jfN/1AF4fv/e7brzp/QfqFmNYUk/gGtPgaVCNgiXG9oDmWnz11ufNPLV89d+junspbaGgJ2ocXX1EXXXvffEi960aR0Y+yyvacKA2D1bEH7evbP3btnechK2L2q7axmxMR2tzlsXod7zftTIez3FnrGMifRIurDE9/XusftKHPVHc+j7Ru1k+7emleGnCrCeVLU44xT8Rw3X6wL7JyBMsMrLJEjWMO/AynyiDa7Dl4ITioNxDqozDhSKpBzMXrsfpX7kRp53xE3Ga8ayzfiWuCDrjrF/i9DNo7sKZp/8KXzrrLpx79m245cqx+PDF19C2+1+QPnkZyraVUHJXQ9r8EuzbVkHa8QJs254PAq+VggJmF1SwFyFtXQ1561pBEROUMIKynashb18FZetKyNufR8eOVTiycz1qijejpqkaJfY27FMk7FF40o7sIgkEPxoA0oB4HsFYlD6O2nb9AD2Bk95EA/vBjUAAW8bhKTZVgH2P0gmTw4kD7QdRX/kR2nYtgZw9Cz2Zk4CsJARyxsOXPRre7Anozp0CT04GfDmToGTPRMf+F3HkwHZMnfUA/vPb1+KcS6/BeZfdgDO+OQI/uH00PjBVoMjZiXxxIoxl4KauzouCYFtEqnO0dvos/fJlB/QmtCzDN//Vvg7fx2K8RV1voo07jofw6fJ79LSjpRtrLYvVVoNJO1beA/eP3lYnZplDx+jA634ypRNpXRns9+Fqg1PAK8rGOFyNPhTpDmpARVl4oy00Q+sXpArJCvKVIDXM6kCJ7MWrG/dhxG2T8IVzrsVpp1GbPO9XpAwXzY34jzNvVy+0PuN2nHn6z3Dld36N9c9QruufkPa/AdvOVbBteREEUpYd1Kj+ApSdpHKR5bg6aOh+EfLWVUHgtRa2bS8J9qN16xpI29YKeS/7jhWgad++Fkc/eQsHyrejsu0wzDLlO/rYJuLvt5eKoAKfqP3cD1gZNkNSqPR/0kw7xEQBYaR82Sivwo3UiXyFV/PYUGCzolxqR01zOY6W/RMtOxbCkTkd3sxUBLJS4c9Jgzc7GX5SvLKT0ZOTAc+m6XDmzEDD9qfQdCQXRyyH8eLb7+E7196Fs771Y1xw2U/wxQtvwNevuBNPvv4eTBYFhZIbBXYn8u0K8u0STHYZ5uA8C6mTrn5R2+oznKP5kgK9OV7ljNRO/D7YMgxn2oMt24kW/1RbDX68DXWf6n+E6B4UNSzGOpw4QSU+Aswp4DXohUzTJ5SoPbgBHW1BiOn3mQEvssL0AKMPfJHlmG93wmzrRInVg5yiOjz50gcYM3Mx7hg1G3feNw+/GLUA/3tNEr5w7k047fSf4j/Oug1nnHU7zvqPn+KiC27EzDHT8PE7pHz9Hcq+t9Gxcy06dr4Ay+bng2BrLexbadYIQXr7thcg0WxdJfzt216CbSvN2qD812pYdpI1uRLKlpVo3rQah/e9h+qjZpR1NMNks6usUh2A0Ld91AUnxoQntUifVp+MDVmzoawNkU8vKONfuB15dmpBV08D5tvtKJXaUG2tw6Ha/WjMfxWtWxZAyZqJQNZkBDJT4MtOgScnFZ7cyfDnpiOQPQnenClwZ2agI/dB1Jf+BQc6qlHhsGFL2THc+OtUnPX17+E/L7sO5198I867/Kf4ZfrD2FnbinKXFwV2F/LtDnHfowBfvcCLrKj+RmVjD2ZORJt/g0n3s4mr73ujO+q4imM9M6anfx9s2p+3+Pq2Mbo/b3X9t6xPjHX4+AEvPduOQtCcyJot/LQFzujHd82PdrgFS/MP5xcmvnbsszctXfzeMmlpccP5LIyWv778+m+aWyu7vm0GXl51Y+bmPBBDQfDhNWRZ9M+D+qX6vufJlIsKsqSCMkgcQ6SWlLt9qOoEimzd2NuoYH+9G/mNXcguasD0p1/HN7/3e5x25o047Qs34wtfuAOnn3YLvnTa1bj2u7fhqWkPYfc7L8O292+w734Nls1rIG9+CfKWlyARXG17CZZta2DdRoH6FyFtXyXAl2A5bn0J1q1r0b5tDVq3rYZl22ooW9fAlbsattxVqPt4HapLc1HVdBAldjvyFf5xEQxR0JZ1i68/GEc1bAO9Udk9qsJQ9W9OayPOKXXxl0AwRYC1T5axlzqgFN535wrKz6igjXJolD8rtXfgaFs1mg5uQtO+F2HL/QO6eGIxMxXITIV/Qyq8G1Pgz02DP3cyvAJ0TUZX1hRI2bNg2fcCGhrzUGhvQ5HbjbwWB9LmLMNXv3MtzvvWlbjgkhtw5tevxHdvuQd/3VuEEkePANH7qdKAbSLKyj9BtVxibRAnWjV5IG1ORJ4PsdtVa5v+9mezLkSuSzzliVbfeOJHCzOcacedr9jw9FTb6PMmWrrD6TcUbaXKtA1uPAxnHU++tLU9VbVVirQs5Fgpy5poffR7ktF93IBXPjeBqPIDkUlpjDuUJmo5KI8QLOdQ5qlPS0s/kq0POxB3pHQ/D99Fe0iSOFXHk3U0kerFjZkDXshLOVQZFIYtkBWYHA4UOd0olrtR6vShoiuAQnsP3thSiN+lPI3zvsF7GK/BGV+4Caef/nOcdtoNOOf0Ebjhu7di6YwZKN+wDh2fvg3bjlchbyPwWo2O7WvQwdOM2ygDtlYI2assR7IdV8O2dQ06tq0V7EX7FsqKrYW89VXBkmzZsRoH897FgYYylEhW5DkMsl2KhP2aCaHu6Sl9GgjRgAdBGMFXUMaGClsVKpZVQaloN4KXIIjZb6dSUCvyJAv2yzYh5L87eLrPTFm5IPijUH2F3IFagq6iv8O25Qm4s6fAnTMZvswk4KNxwIaJQGY6/FlT4ctME9892Unoyp4MW/YDaP30ebQe24kaWz3ybHbBuiyUurD2o234rxt+hTO//iN85fKf4KxvXIVv/PDneHzNG8hrlVCouEV5Rb2CZWc9xFjQ6hplTBjHSiilNLQtY/kZ0zr1HnkuDmfb6Psp9GdD/fHQ+xvd0coV79obLY3h9ou3jAMNN1zlj1We4cr3855uP1ajvqHjqbw+/FC7o+U/1HmFSy9S/uHCDse3SPmfLN+NbWIsN/21b8LNv2CewBMAvg+EkLKTT51HVoIxJ8yyEzXdgLmpCyvf+RjX3Xk/Tjub1K+bcBoVqp7+C5x52nX42hnfR9qvx6Poo9fQ/sl6oZXevn0FbNtXwr6NQvWU5aLeLgrRU4fXKshbVoNgi6CMaiYknnbcsQrtO1+C/eM1Io2jn/4VB+orUCjbBOtUE6w32sb669+58fTKbAVPJaqbjUYFUCmDeQQtNqqDUClH+yWbOCW4x0FN//xOTfEWFNgpw2VDkc2KYtmOEtmCSusxHKv9FK0F62DbMh9K1iy4c2eiKzcD3swUBDYmwb8xDf6safBlT0XPxjR4slPRnTsZtsxpaNqxCPUHNuOQtQ7F4g5HO/ZKEkrcPdh2oAE3j8zAWd+knNcNuODS63H2xVfijonTsfNwE0qcXWrf8tBBvx+yxDd+fdudcg/tD+5g2lObv+HswaRrjBsufe2bMWy4dy1sLNsYN1b4RPyNaQ/leyLlSCRsrDImktapsH3rXj/gVaAoQ0q1itVxJ6s/2+lUW4XfACJNMGNfa+3H8KRuFXCDppuUEYKy4EnBfLY1qUGC0mMT4Mwku1Du9OGAG/jksB0PLnoLX/v2r3DaaRTIvx1fPP2XOOO0G/D/zr4Kf0xJQv2mtyDtWA9l2ypx6pGC9TzxaNuxEtYdK2DdTnkvVYEqTzqqKiZWw7bjBbTvXInWXWtg2bEGlu1/Ql3eR6huPoQCAiZSbQQFJwgwFBn5YcGGoa0YV0cZy1N4MpKUL5W9SPYEjdouqluwJh0K9juc2K/wtB11dFkF6KIcVYFdRrEko0pqw9HWMjRUfYC2T54Vurk82dPRkzMN3TlT0JM7Gb7sSfBlToI3KwOerGno3piuCtlvmgxX7lS0bluA+vKPcLD9mDilyJORBaTuORQUOt3Y3yJh1pKX8bXv/QznXDQC/+/bN+KMr38f3/3pXXhz616UKF0wCY3sKnWKfWns/1PvJ0abRJqvsb7H6j9tjYzXjpXeYPy1tWYwaQw0rlb/aPG1MJHsaHGH1C+4fnENE6bfT5NuzBIraOE0O1r4U369a2BY4KV1/pB26Oes0U+1kW4CGvo20oIdbTwRdJFFZpJUACbS0FhSnNT0F0CHAvp2Acp4osUkuVHV48cBtx9vbzXjt0kLcMHX78BpX+BJyB/htNO+gwm/noDavbvR+MlHaNq0DtatL8O2bTWsO16E5eOV6Ph4BdqpcmL7Kth3rAnq+CJ160VYtlGv14uw7vwTWra9gtpP3saRA5+iytoMkwBHoe2g1T1aXemnshXJulMpe+oCpp7w5ClPUvYKFJc4kShOJVLOkaBMUUGXCvYU5Cku5MluFMgulNqtOGCpw5Ejn6DB9Co6tj6CzqwU+Ejdys5AICdDKEP1ZyXDn5kCf9Zk+HOmCC31pHZ5s1LgzU6FffODaCx8C0dbqlBOcBf8GctT7OLScJa/2NGNN7fn4bs3340zv/EjfPmS63DeRVfj69//KWYuXIX8NgnFri6hAkOALsepH7pYY+Jz769tzr02x7vOGNaRoWwPbb3WxrKWtv670Y9hjP6x3rV0RVzGF0b9gaL8kdGo/gynwCR+MNWwdOvf+8KpaerTMfoN7r3vZ49l0udjdGs/haG2VufEbX3bJeI29kkicT+rsFGBl7FCfP+sCvp5zzdcWw/Vt8G0XawyDFXaYqHh4hM0Il+HggKHQ/xVicnNhcmhCrOTOkTBdtXfCbOrC5VeoKCjB29sK0XGgtfwi/GzcXfGfPw5czcOttlxtLYChwuy0fTJX2HZTs32q2DbuRKWXS/A8jEVqK4SpxklshW3r0H7ZoKx1ZB3voLmTetwZNffUVP1sdCBVSZZUSg7YWIZxAKlybNpC07fAtq3MGl+QVuRYFJUQElQyTozPerZIpASh1WYh8MlZN0EJZBUP7IfFQVmhxOFsgMVsh1HrXVorNuHxpJ30brjKVhzZsBBqlZOMpBJOa5kIHsSkDMJyE5CIDMZgcw0BLImIZBFNRKT4M5Jh5w7TQjT19buQ4WtHcWSHcX2dpiD8mQEXwSL5Z0+7DjcgtuT7seXLh2Bcy4cga9cdj2+dOGP8bORk7Ctph6l7h51YyXoCoJnbbzEGleavxbeuOgn9D6MG3pv+U7lEXtvCAM84u7HE6R9tXGptyONAf5IxmXsshAlED+e2hrIH9B4438ewp0g/RupL4f6+yngdZJ0uH6iJ+oe6kEzdOmpQD7SH5q2KBO4mGRZ/AGSfUVqkApKyJ7jaUIKobuR73DD7OpGuQco7wTKHX5UdwJV3UCJ7MRRpQUtjWWo3/shGjNfgj3rRcibn4e84wXIO1ZB2k7dXS/DueMVKNtegsyTjzteReP213F474eoOViAqo5alDqsKBRX8fRfWDXgSFsspJIiqHj673SbaejHekkUiFdZrJTlMmmUP7H4SjDLNhRKVpTJVlTKFlTY21Fhb8IhyxHUt5Si9ejHaC18B+07F0LKfQDd2Wnw5FJWi3aKAFoUovdn8dTiFASyU+HPToNvYxoCG0kNS0NX7hRYN92Ppj3L0HRsGw7a62GWHKKMxTYLiiQrTAqpX9SEb0Oxswv57U48/tJf8LUf3oKzL7waX7n8Rpz1zR/hv35yF9Zs2AIz1YMQmHLDtavsY23sxDuGe8MPYnPR0jhlh1Jnj3d7DAZIHO+yRsov3LgVYQ0/Fvw2kPrq14mBxD9p45wk+3CkcZHo94SBl3HgJZrhiRTeWBf9e7zl1MfR3PHGTSSclvZQ2InkO/CwqlxSXPFDFi01HheQfPEnSGBCIXyLOMlHgCLYkQQtDhlml4QSWUaV3YlqRUGFbEG5bEGNZMdhmwW11g7UNrbh4LEjOHqsAi3V+3Ek+y+o+vMiHH1jAer/Og9N7z+Jtn8tRsdHz6PjoxWwbngBlo+eQ9s/l+DQB8tx6JN3UddchmpHGwoV9fodamenKWA57AoK7EGAJZH9qX4ncMyzq8eb6e6jfAXDMo7dAbNMBaMSzJIdZsmGIkVCqSKhTLahTG5HpdQsdHAdaD+Cgy01OFRfhGM1OWgsfhuWvdTEPx9S1gPozOIdi5PhzU1HTw4Vok5AIGeiAFa+rHT4yFqkqogs6ujKgJfsR7qzJsOePR2tH/8RdYdzcNBei1LZigK5E/lyFwpYRra7bIdJssBkp+1EidODf+RV4L9vvhtf+MYPcf6l1+HcS0fgy/97AybOXYj9bTaUuDoF6BL9qVtc4x3H2vgZzIaipZGIHa18iaRzKmwf2DvefTgcbR9xXIQRO4i3vnqwFc4dbzondTjd2jAc/XaipdkPeMUqYD/qxCD+RD/zgdLLgzewgLTvseqmhQtnx4o7nP7DOIj1QtJiLATrQcoN34XOGiEg7kK+5BLAxGyXUCQE6CmfZUOeQ0I+AQxP5VHA3KEaVa8VWYlu7FM6sZ9sNruCIjupPh0oUqh53YYqmxUHbR04ZG1FdWstjtUeQmtlFVpKilGftxv1H29F4+aNaPjob2h478/oeOt1tL39CurfehENb65E0/oVqPvTMzj42mM48PpDOLj+MRxZ9wSOrJ+Po+sX4Oj6eWj48xOofeVR1KxbgKOb3kXTkSoctVlRJduFXiyqkiiTJZTZSH1qF2obyqQOlEgWFMl2FBJMOW0wO2wolMmuYzwJ5XYrKu0WVEqsix0VrI+9DQdsjaixHMGhtgM43FKOY435qD+2C/U1m9BU8S+0FL6N5v0vo2nX82jd/gysWx6GnHs/nBunoHuDKigvWImkduVMRnfOJPhzUuDPToGXrMQsqoxQlaUGhCxXOrqzp6A7JwPOzTPRuOOPOFb+Nxy21qBU6oDZaoNZcsEkdQq9atQ+Tyqf2UaAqG6mxZ3d2FHfirumPoyzv3MVzrnoSpx/yQic+a0rcP3dqdhUcRSlPN1IOTYH+5tUL81oGzKBNg8KqNTPWOvPQPwHtM5wPEeao9H8IsU59T1ye55qm1Nt8282BhIHXidiAw0CaOjBQ8SF9kSsc7QyDaI9EtnYQtqLrCShp4mKPbmpkiXoENfFEDgVkpojgBZPK1Kg3A6TzE1cQj71Qyk25MkWcaGzYHEpTpQ6nKiQJNTYOtDQ0ojmuqNoqapCU14BmnfsRGNWJur/+R4a31mH5lefR8OqJWhasQgdzz0D29IFkBY/DmXhbLifnY3OZ+fC/fSTkJ5+Ch1Ln0Lby0+i4Y25OPLnR3H0tTmoW/8Eal+bi9rX56Fu3TzUvfI4Wl55Am2vLILpmSex/dmlqPjwH2gtz0XT0X/hWN0HqGvMRn1tNhrqctBYn4v6+k2ob96OutZPcKxtN4617cOxlv2obcxDfX0eGmvz0XxkDxoP7kJjzWY0VW9AU+W/0Fj2dzQWvYnm/NfQuvcltH26Eu0fP4OO7Y/DuvkRSDn3w509Dd2Zk+DJTII3Mwme7GSh+sEjdG/xnkWaNKGFnoLzvpxU+MhOzE6Fj9cBkc0o/Kk0NVkI3Hty0uHeNA1t2+agoewdHG0vQYXcgiK7FYU2CYVkFUpuQcEzC+Alo9BGKp1KxTO7qJ1ewZNv/A1f/uH1OPuiK/Cfl10r2I2XXvNLLPvLRhRKlL9zYL/DpgNdoWxH7QRnImMvkbAh4zTavDnldwoADOMYMFKzTo3LKD83w9gPJ0K79wNe4Uip+kXuRCh0vzIMAmh8HoBXvwl9nKkHgqUmQBfZgFaYaWQrTJINBZRfEocyKPOkCo+z/0xUf0D9VFYCMgVmpwPFDgdqZAV17R1oqq9F84FSNBV+ivqdWWj657toeGsdGl9Zg5aVy2FZ9gyURfPQ9ewcOBbOhH15BuTnp8LxwjS4Vk1H19rp6HllBryvzYD3lQfheuphHB0zDeV3T8XBGQ+jY81CtL7+FOrXz0X9usfQ/PpjaPjzbBxd/yjq/jwPjeueRMdri2B/8TmYUmch5/9Go2rOVHTnzIan6H4opemQS++HZH4QjqKH4Ch6BErRI7CXzIatdA4spXPRUfQU2gueQtueJ9Gy60m0bV8Ay7YFsGydD9uW2ZC3zIS8eTqU3Olw5EyDW6h1mA7PxmnoyZ6EnuxkeLNTEMhJRSAnBYHcVGF8uQRWNGlCViuQPRnICZqsNCBzApA1HuC9i0Kei+ArRZxk5PVA4CnHzBR0Z6bDkvsw6vNeRn2LCVWOtmDfyUIVBAX8C2Q3TIoLZtkhqHiFvHeRLGAujIoD5d0e/KuwHP91y69w5rd+gC9fdi3OvWQEzr1sBMY+9BTMHTJKqO0+CLo1ile4dWa4vhnnx6n3vkMsw9oWnO8RTL813LDR9iuXIR19/H5hNQH1E8ymvKPenCzlPtHKybVIX6ZCxQm90fvFcuvj0R0tvDFfhh3oOIwJvNRjrQ71tFVQUFaf2QnhPgW8QgaMmSfe9JNcE+aOYEcbbEa/QomXIGuC4eqRZ3EkPMhq5Ck9s6LKAuVTIJsn2lydKHD1wCx3i9N6BQ4nTC6qJLChSrHgkKUFx5oaUHegBg3789GYnY2Gd/6MppeXof2F+bAtnw3bsodgXfYA7MtnQlkxFe5V6eh5eRIC6ybD984UdH8wE90fzYA3ezr8W6ch8HEGArsnA3vTgV0PwrXuARSOGY1dPxuD/Htm4NjcZ9Hx0kq0rluC5vXzUffKI6h/8xEce/sRHFz/CGrXLUDLnxai6Y+LUDTyfuy7cyzsT00HNs2Av2AcfIVjEShKgs80Bn7zWPjN4+Ezj4PHNBZdpnHoLpyAbnMyPPkp6NqdCuf2JLg2JaEzNxk9ucnw5qbASzs7SbAEBbjKSgU20qQB2QRbBFqT4M+dBO+mdPRsmoLuTVPRk5sRjKOBMg2A8dTiZCA7KFAvABv9CLqSENg4AchMgj8zDV0bJsOW8wiaTevR2FyIA0o7OG6opkIAIAcv11YNT1mK8UT2qaB8qTcK8AQmgdenDW0Y9dA8nPftq3HOxVfiK9+5Hmd+8wqMuGs8PjRVosTpRqFT3XTUgxKG8Rkcq8axdur9OAGkYQIoIWuQfj0aArembqHXHqY6DGoMBlVCsIxsi0KeQtaZ4WyfgaY9qPoOYx9Eq0+hg23bZ6KFNfrp+4Nuo3/sd/atZkKBdbS4/YBXtMD003dMrLCfpb++nEa3vlzGhhfvnCRBow97srhZ9iJZZ/ge1ThRpEQw+nRkB4r17/zT4GClcVINAlU/qKoDqB5B/aaeQDQrXSiWOlFmU3DIoeCYvQ3H6qrQULQHTZs+QvPbr6F1zTK0r3gatuVPwLb0EUjP/QGOFbPQuWomPOvS4f3LZHjfT4ef+qh2ZsC/exL8+yYhsH8KsH8mkD8dgfx0+AtS4DVNgLdwHAIlE+ErTIN/9yzYX38AhSlJ+PS2ZOT96n4cnvUMWpY9D8srz6Fj3UI0rJ+L2jfn4OifH0fT68+g4+WlqJn2BPb+cjJ2//peSKv/gMCeB9FTmAKPOVnk4yfwMo1GIGjo9ppHw2MeA59pLGCagEDeRPg+mYiezePRkzMO/pwkgKCIQIuGVKgsmmQgKwnImhi0+U4QxbAqq7CXZZidGgRYKSItP6lfZClmU7ZLNYGcSQgEqWI8xUjqF9VGyBunoWPLPLSV/hX1rWWoVGwopMoKsXDKMDnZn9QhRuCl9qsKnFTQzbFEQM3wRbITJXY3Vn6Qg29d9XOcdeEPcd6lV+Psi67ExVfdhgV/egelshtlrk6xqDGOoHCGbL6KmG8hY1Y/zuhWlAGbz2zeOqjy4wQ0IW0f/2YRsx0djrjry/GUiDlu7di7iWqbaait3+Dpjr9cvPrM2WsKnc6w9TeLNEPT5c+s3vTPMzR8f/8TcAwOwbyIOH50IEz0lzbW+J1uvb/mF8Hu15YcH0NQ9v7AaxCJFjoGvjgOZmFNNG6x4kCv4V2A+kXdobK8yPaiCfHThzuJ3FpdBmL3q79hQ6Q8lgZeuaFS3YPQO+V0wcyFRlZQKkmolhUclNvR0HAMFlM+2j78FxpfXYPmFxbCunwBHIsv+cv6AAAgAElEQVRmo3vxg+heOgNdL2Sg67V09Lw3FZ6NM+DfPBP4eAqwJx0BAq2CFPhJbSqeAE/ROHgKSXUarVKeCIQKxsJfMB6Bgonw5yfBbxoPv2kisO8BdP/1MRy7fyr23jEWe+5Mhmn0dFTd/zjaFi+Bdc0ytL2yGJbXnoNtzfM4Nnsein83E3vuHIuSjJFwvTcTftNM9BSnwGtm+mMRKBgNFIxBoGCMsIXbNEYFYvnjgfxkYH8K8Ekq/JuTBcsPmZOBrCnifsRA1lQEsqYgIE4cEjglC91bVPlAYKYalT0oANpGugnYSBXrM0JFBIFXJnVyUTFqOgIEYdmp8GRPRmfudMibHkB77mw0f/ocWqs/Qn1HFSoUqolwo8jZKU5SFssSisT9mOpiTuoXATUXGzEWZIIk9USpmO+yAwe6/MitOIQf3zUKX7z4Rzj/shE49+KrcM7FV+GeqY8hr9GKSpcHxQTqEsEa5x91kKlpEcgZx2a/cXcSzTet7GyfoVikjWmcLOtsEceM3uj7UHx3qGON400YfXjtm2b3+Yl1WZ8u3fq0E3Abx10i76LMUfIy9pv+PRxooL8GsPRu7Vu8tlmRUag3sqyKCYSz9eFOYHfE/g03jiL0CQ88sV160zLs9eHGVbjxIMa0AOihgDha/+j7nm7tOU1zGANEHAAOWT3Or1tcwi0IorLBDi+SZQyHKaYmbUlnZAXF8ZownXQ8ypxwO4QpZ+8AOo5+2l+voE4E2Y7FMgGWA0U2G0okCUUEXQ63UO5ZKdlxVLKgjqcPC3fg2Ptvof3FFVCeeRLdC5+AZ+nj6F76CLqefxDul2bB88ZM+P81Hf7tGcDeVCBvImBOQsCcDF/BRHgLxsFrGgNvwWj48kfDn0/K0ij0FN4Lj+k+eE33wWcaDb+JoGgCUEDgNU5lCZqSENg/A/6cR9G2fBYKx03AntsmYO8tk2H6zTRUpj6Kww89ifpHl6B2yjMovutB5N8yGXn33IvWlcnApzPhL5gMLwGdoHSNgl+ArnEIFBBkjVNBmJkUsFHwEQDmTwDykoA9qfBvT4Y3J0mlTGVRncMU+AQAy1C1yGelCUF4ao+ncLyfAvK51L2VJqhYoCxX1mRxqTWyMoCs9KBQvUY9o3A9laKmqZS0rCTwBKMrczLach5C3Y6FQoi/ofYTHLEeRZlDElSoEkVCucOGUsmOEsmGUt71qEgoVuwQ4IELMucw+5uUzOCcJwAjeKpwdSG/xYZJ85fgvO+ooOsr374Op3/t+7jyjlF475MiVDoJvNy9oEsDXxzDYnETVFqCsqAxjulE1g5j3M/o/d8eeBn7zNAP+nU2llu/XhZrY0a3cR6vtVBfzlh5avMkETvc5h1PfH08qqdJpJz6sCeLW4wHw3jS+iNSHVSVPZJom2jxtXRohwNeAqBx7YtF/XJSdllndFgJwSdu4EU0rRqVBCsW32Ah6NYXmu5IjTDk3yVuDH2mSJKhGf33fm7DIB3ycg1R+tHa1eg3JO/BDVAPYJkuqR9kZfI7B6/4u+I3UjLsvJzZDpLLqeOq1CajztKGpgMlOJj7N9T/aREsy+ahc+Fc+BbNRc/S2XAsnwX3mlnwvDMTvuwZwMczgb0ZCOSTlTcG/vxRgqrko1yVaRz85nFBUDUWgbxxQN54BPLHwVcwBr6C0fDTEHgVjEIgf7Qa1zQaPvMYdJtGwm0ejZ6iyfDvng33X+egdd5DqBk1FftuHYO9tyZh7+3p2HfrVOT/bAb23zQF+aMmoHFpOvxbZgGmdARMLNdEURayFEWZSFErmBA0pK4RDNIvCABNE4D9yfB/nISeTePgyZ4IXxY1xycDG5NA5aag/NVGapgnWEpGgAAtZ6IQohdsxGxqmJ8Ev9A0ny7AF9VD+LInw5M9CR5xgpFhJqsKUrOS4N2YjO6sDNg2PYrmfWvQUJON+rYS1EhNKFLsKKDslcOBMtkCqsIoliSQ4sU+pH8RWZAKDz/wVKoKvCjPQJkV7c+RPz1lDrdgJ768cRsuuupWnPWtK3DBZdfiSxdeiW9d8XM8tnI9yuVulDl7YLar8oGkjqrsfN0aoZ+/GgAL2onNS7V8vX/9UebgYOeKvlzGtIxr41C+G/M6Gd/1bRfLHat++vixwhr99XETcRvTMb5H6+8+uaA+VqYIz805SE1R11Z1gw9JqzdM3x7cty+roEsPVHt/Zgxzqu/7wAki/fbTkDmcWLqJtL0+rLHdE3nXp0N3PHG1cOwT9pWwuZ4FKfi9Nv14ty2NPqwSL8UrSN2iwsp4ChYpjLGSp95D/0yitYexTfVh+/mRZB3F8A9Km8jCHRwc2nd9enrgRTeBF1lDgrIlNm9u4DKKhNAoD2HYUSzbcdAuoamxCU17P0H9m2vR8vxcuJbOhnfZHHiXPIqeJQ/BtWImut64H4GchxD4dKpgIZK6ReDkK7gPftNIFUgJAEUKVjSjsvvI8qPxC2oYKWKkPI2Er3AUvMWj0VU0Gm7TWHhMk4HCWcCuh+D5x4PoWJGBY4+koiYjDeWpKaicOgmNf3wA1r9Mg/fjB4C8KUABQdUo+Mwj4RUyXJTvGouASaV4kcJGyhfLSRBIQz+YkoG8NPh3paBn03h4syaodyZmTkSA1/lsIOhSBd9JoSJ7kKxDqoPwZKf3KjrlSURxx2JmGrBRBWHe3Mno2TRZXHzdk0N9XWnoyZoMd9Z0SJsfQ+uu5Wit+ACNLWYcVRpQpnSoilBJcg+eJOUiXUgWI+WveF2RMApMTjsKHFZxWEKMN54sYxhB6SRIswuwRt1elV092FJ9FDeNnIRzLrsK510yAl++7Hqh0+uXKbOwv9GGSpcXRZLKYtT+BEm2F2kHFzBtXOrHIN1CXpByhBTSN4xt8R70E/78y9T9XernitFtzOfUe/+f55OhTfT9Opjy6tOJ5h5MHsMd17hmD+u7ntNkdMfLdWK4MESbaO2k75to4Ybbb6Bt24/i1YvQgpux8X24KzKQ9MORA/XphPPXf9OHPTndKhjSBOiF8KBhI9M2NNoJ1VE3eUokBeWcXDy16LTB5LChyGFHsRgr3BCpd0tBq6UF9gozWj76OxpWL4Nt2QL0LJ0P/6In0LPkYbhfnIHO9dPg+5CyWzOAfZOAgmQETBNVcGUeDdAIWSmCLQIb2qHgSrwzTAQ/X94o+PLIkiSVbLw4idhTOBrd5tHwknpGypWZJhXI50nImfBunQXP1lnwbpsB7J4BFMwA8icD+wmqVBYiBelVyluQ+iaAF8uoGZ5yHAN/4Vj4CgnWkhDIT4Fvdyp6tkyEJzcZ/k0p8G5KEicbha6t7DQItRCCYkWWItVCpMGbo17/48uZCGRPADYkAx+lIrCRYVTKF2XGqJW+k4LzWWmwZj6Ejm3PobXkfdQ3mVAj16LM2Y4SpxUlVOjqDP6Faawg3ZhgH/IUo7gVQLAabShWJHXMUKUEw5KtzHEQBF5FkoIydxfyWmz4w9K1+M//uV7Id51/6bX4wle/h+/f8nu8tW0/Khw9KHW4Bfm+0CGr5RAyFzzh2l/OS/+NIFEzqoCs7m9S59cbRidAm9B417VF7Hih884o8yP+fLU/Ye1vODgvY6ed4DxNqNyhaes3sZC/9ShriH49GQ73idQ+0cqir3u0cEPtpx9bxrSNYIDzM5Ixhv3M3gcxfo31j/Wub7t+7mhjXj+XNephlLaN1Ob8rj29rMZwDa8nWwr+OnmfQdNHrtTJZ2iFMthanHB2rHTCxen7phOW7xWc7ytPryB9r58x/MDqE6vMsfz7yt+Xv/ZN3+Z0Fyt9pkgIQUooVFTD9xDDDZWyVhEMqRuRjJpO6MLMenBc8GqeMmplJyXEZRdsKAKxMurlUsiiUlDX0obW/bvQ+uZqSMvnomfx4/AtmSfsniWPoHPNDPT8YyoCH09FIC8NARMpRPchIFiD44TMFsxjIIw4FThenAyEoBzxlGD8JkA5rPyxCFDAnqaAKh/IBhwpqFYEd6RgeUgVY7qFSao8mYl5jguWgULzBFwsE6lXQWMeh4CZoGpckOKlgS6+jwWKxsFfNBZeM1mkExEwpSCwNxWebcnwbEqGd1MyPLlJ8GxKFaoivLlT4c+m3NYk9ZQjheizKOOVip5NDBdkO2amw78xHYGNyfBvTIV3wzQ4N/wB7dmPo+njRWg2r0VL9YdobijAUUstKnjRuKsHeQpPFZItKKFEzF3OAV0/a1RP7USvoG7bUCRbUSRkvyhDyXHqQInihJCrFKR5GcXipJAT5a4uvLltDy6//k6c+c0f4suXX4dzLrka533nGsxasgaVjk6UOVyCRV1M4EVgx3soOabEWOa34Jg2CE+r80KbAyyH5qZtfDeyOEjNC29C0+lL0zj/wr2HixsaLjRPav7XTGg4Y3mP3zvrYCyLVsbP0jaWKdy7vv0j9S+/h4brX1+mrYUJl0//b339qm8j5hX6Hj6v/ukNJFxfGYzpaXNTsyPtA/yuhdFsrg3xGsZJJG0tj7B2yHzu6w+tX0Lt/vtlqH9ofGP7RBsr+v4zusPGi7DHRmsX+mlPH/Di4mowmqyU+Ms1+IUDahG/GePq33WUlbDx9WEN7nDIUtTBmGYwnjF8SH2NcYbz3VCP0HKQoqDK3AhbIltHNdwIqQk+1PAiZbvYJOmvN4V2G0KMxLCRDNPVgJxuYw6CaDPZzk4ZBbwnkfJAkoQKXuFjt6Hh6DHU5maj9pUXYV88F/6Fs4Elj6Fz6SNQVj4E99v3w597P7A7AyAYIVWIguhmUq0IbjRQNUZQu1SQpQEvzS9Om9QxkR4F3ilkPx4wj0VA5DcagcIgVU2cRiS7kGxDAjCyOClXNgqBPNVW1UUQWI1X0ylgmgRiTG8CYGYZVSPYnGR1Mj3zWAHoKP+FghRgTwr825Lgo/yW0K1FxaY8eThFGFV4niokJgh2Y09OBjy56QjkpgFUmpqdgq6sdDiyp0DZNAP2bY+i/ZPFaCp6Ew2Ht6GuuRRHO46gSm5EuduCMrKAqX3e6kaR5Eap4kApx5SgVqmLl/Z3yD93TV5BXag49mwo5oXYBF52WTUiLjcKCp46heEl37zHsabHg23VR/CL5Bk47/Krcc4lV+GCb1+HM775A9w2bgp2Ha5DlbNTXAFFwFXiJCXNqoKv4HjmdUthDce+fj4k4NbPBaNbm1N6m2EGmtfJGK9EyPXxx0k1J00dDGuisW+1d33fRqybLq1o4UsUGZoJl5aW58k0hvRlNroFVZuU7TDGGHaw7yHtHqk/Is3NRMMnsH6E6+fBfusHvGIhteHyD4uC+ScSNIPNV0uH9mDTOj7x7SFgKdqg5oClv2YX2W0o1ptog9LgRwH5Irt6MEEToCYrgiBLbNIEYBSgFHq67Ch3dKCpvQmt5kK0vfsuLMsXw734SQQWz4N/8Wx0LX8A7rX3w/v+Q/DtnYGAeVKQajQqSL1KUqlBVPegUZN6ARhBlkZhGiuADsFOWBMSxwjOCOSCQEtPTSOAEpQtsgapf2sUPEWj4SsiJYuqKMj6pOC8qpqClDPq5VLLxPSMwEtlh4pDAUL2a3yQojcOYNw9SfBvmQAfZbyEnFYGsGEK/BsyEMhMB4GXAGTZE+HNnoDurGT0ZE1Cd+YUuDNnQNr8MNp3/RHNeSvRVPEuWmpzUde2FwelKlQ5W1CuyCi1uVBsJ1VKFZIvliwosXegVLIKoXmOkZIgeNLmBKmc/GMU/c1+5kXdwjCsZiQVeAUXLIIzjRXIy71JtSqnbqI2G+a/9Aa++r0bcPZFP8YFl/MKoSvwPz/9NVZ/kIkK2YUyMYZsKCF4t1sF0GK5+HPAsSuM4edBlNsAEDSgEMvWFsloc8jop8WJZRvjxfseK90TxT/e+pzM4RJqa66Xuk07kXrr452o7kTq83kI+1n1QxjgFUotMTausaBG/2jvxriDedfnEykdhhGLuWERD43bH83r/YfTbfyLMOalp1Lp62gMp70zjCCtG8CUcWMi1SOSITuRFMdeKqdQeKkeweXdiWV2O8rtdlQrdhyxt6Kl4SBad21G46trYVtEwLUAgUVz4Fn8IDpXzkT3WzMQyJkB7JkGb1ESvEVj4C8cJfRcgaoWCEgKJqpUqSDVSAU2GnhSqV+CKqZRq/rZOtkvoUZCkwejTWoWqWqjgkZlG6pyYWODKiCCFCvzhKCc2UQgLwXITzGUi+EI1gj+VIqXnwpSBbtUyzNI7RIsyD5KGPInArsnwrdlvABVPJ0IocNrKgKZGfBlpqM7MwOOrCmQc6bDmTsFjk33w7ZjPtr3rkRr8TtoPpSN+qZ9qLNW47DcgAOOFlQ421DsoMA8WXZkCTtRbldQYScL2I5ShwVFTksvZUn8NFBVhG7zCHHzcIRCuS5b8C9XF1awJuhPXV+qWgnKagkyPy8Pl2Uc6vbivU9N+J+bfy201597ydWgOf/yEciYvwjldieqnZ1B8Keyw1UKtxz1R2MogVdIfSO1Q5zftbmXqD2UZfh3SysaxenfrS0GW1+tLTV7sOmdiq9bL6OsIf2Al77hwvE09f4nh7uPZactjvpyawNOb+v9h9Otz5PuaHnpwzKcVhe9HS2+3q8f6FL6gJgGvDR2r5BTU6i8kMLNMkplK2pkG5raW2AtL0HHh++jfS3vTnwC7uVPoHv543AvmwXX2gx43p8O7JqOQEEyvOZ7hWwVAZSX2t1NVHI6QaiCQMF9AFl7grJE6hLZevTXhNlHquBJpyFe0xSv2jrgFUYAn2w/DWgJlqYIo6ZNtqLKSiTAGwsQqIlTlKqcGfVxBUzMXzNB4MbyCwF9qpFQTzKqaVOFBcHXOPjM44UQP+XHBJtyz0R4tk9ETw4vuZ6EruwMdGZORmdmOlzZM6BsnQ3Lx0+hY+8KtBS/jeZDW1DbVICDlhrUyHWocbSg2tGBcnFylDJ3VAVBQ7eEQgdPmNrEwYdCJ99V5ZNkCYqDFwRm7EsD8NIDcxV0WcMDL0H1pDyWDWQ5i1OwBF4CdNlQpthR7erErkP1GDlzLs67/BohZE9ZrzO/8QP8fFQqtpQfxAFXF0qFgD7lzVTVJCr1LfKipY1z/TgeTrd+vundw5nniZC2vq6fpTuethjK8jE/bYzpbWM5BpOnMa0T4d1YH2OZjP4n6rux3Cf6ez/gVeKwQzO9f75c6MXpNf7thpoShcoWNcOFtI8HPli3vvFipxUqFKgu5KGKVDWhQQ1U0Fa/DV2ZY5cz3ry0soWzY4E09kNfn/S1Y1BIXpHEJsmNslSxoshhRaGDtk1s4GJTFNrFHSijMDUvA3XYke+2osphQUtbI6x5u9Hx5quQli9A99LH0bVoDjqXzYayfAa6Xp+OQO40cVoxQIoQdWtRH1ceAZCqj4uKUAUgodB6wagg8FIBEnV2ec1j4RUyV/fCb75PlQcTwIssyqDsldDdRR1eKkgTykx71UgE9Xkxjjj1GKR+hQAzXRgN1AldYARjBFzMR9UFFmoHgZ4AVCpIVE9cqmGp1FV9HwOPeRx6yJKkbq99yVB2TEFH7gx05D6ADgKtT5+BxbwGLRV/QeOhHDQ07ENDRxkOyQ0oVzpQIqhPDpQ4XEGhdqpj6LvmhexfdQxT7xb70SKAV4FTErJ4vXJbAnAFZfd0LHyN3UjArYJuDfxwjIUashcp/E4dX0IoXrEJXV8caxTa5w0F5TL1tznw7J/fxX9+/3qcfcmPcf6l1+CL3/wRvnPj/+H5v3yIKqULlYoLPCXLPMsdKnDsG6f91xFtzvbN4dCyGcuqf9fiDIetlatvLdH6g3a8cz12OH3bxHLHyldfZqM7dlxtfJxMdug+YKxz9PfPpp6DGavG+hjTiuavzpvwdY41NuivH5vG8Hq/xNycH/p51d+tr1OssP39Y88/Y10G+94feFE2JGjIUqDR3mPbx78CfQ1g7Ax9WYx+xnd92BPFbSyj/j1GGXlyTQPQlPtxKEHjQKk4ti+L62EE8BLqBWwwu2wocqpUi0pJRjkVoPIePiFAraBUseGQw4rm2ho07MxB46svQFo6D54lc+BdOhtdSx6Ce9UMeP82E9h6P7A/XQAr6tBC3hihjgG8QodsOXGFD1UxqGw5IageBFUCoAhN88ETg0InFwFQH8ARaiYomE8N9qbxwZODVJqqCtQLihOpVqR08TLrELDVB4oG+107Yaml0/suwCSvEqLiVvVkIylgXXlT0b7/abSaX4al8m9oP5KLtua9aLJW4KhcJ6hZFIjnKUGy8gSgITAh+1ByokxyCUWlxbKrVzEfgRdZfaWkWio2lMnUPB96kktVB0HAxAVVBVga0OL8CTkRpPcPAxyod6vEGaSaEXjJVFHB8Saj2C6hwuES7Ma/7y3AD++8G1+8+Aqcd+kInHvJCHzxkiuQMudZlLY7cMDZhQrFibIg8CrV5cXx2jevtbGuH//9/UOBlhZHs41xj9e7lv/g7b45rM3lAdrcwNi+EUzMfMRY43gbZtO7ZkWpZ9xl4PoVw8STH8PEnWeY9ok3DzH+Bz5GtbmgAQxjn2rfw9nGsPr69p+TiY1rfVqJuaO3hbHM4eoV/Vti9RhsOzC+9vSeamQl+gqpL5A6Afr81HChlVY3dm7u4QzZCnoTLoz+WyJhQ8vBsunLHtltjPe5eCdL0CmhlHaYyc6Ns8xBI4sFuNCloNDFzVNCqcOGCsWOKjupXU4UuRyodstosrSho6Icre//HQ0vPgt52ePwL5sH39L5cD33ENwvT4N3wxRg7zT1omrzRKHHivqsxFU6eX3yUQEhlE7BdE1QngBJO2kYFKjnSUDKRfG6nTxeNE0N9eOFegjexSgATQFZlmPgM/MaIY2CpsmGaWnr3qMK4A8unBF8CVkwAfioTHUsPHkT4CyZB0vtP9FmKUKzUosjDisOOGUhlF7i6ESRsxuFzh4UOrrFCcRKRUalogjdaBWSAxWSExWyGxWKG+WKIoTpKVBPU6Ezqp8D5YpmnChXVEMKZrgxEe83QXlzkgKnoNTJeUYheYI+UhWorsKFgz1e7DpSj4mz/4gLvn0Vzr3oKlxwyTU4/Rv/i5vuTcGG/DJUyp0qoGQZKTvo4NoQfryGK1u88zuRNMPlczJ+iwSqer+z3yKZCIBMi3sytse/Z5kj73n8SQoxur1ysG2lxweDTSuR+Pr1IJF4ImwvmI4C8sPso7Hy0ZfJ6A4DvJygELUwXKTFQq37pvkNwNYDKbp78xlAWqFxB7eZxGrAz5t/idOBMrHZOVHCi6xdDpS4yPKRUOaUUOLiAGQYBQedNrS1NcCy/1PUr3sV9iXPoHvxEwgsfgz+pbPhWv4HOF+ZDn/mDEHl8vJEIE3hOARo9CBLsOZIlRrT+10TVFeF51W5KspZqYY6sXgv4gR4yUIkhaxwAgLmJPgomC/ucKR+LvqTQhakqAUpXKSMaVSo4bb7AS+qm8hnPdSTk56CVNjKl6CxbTcOKM0oF4ufGyXOLhS7ulBExaKKSwCQCoItRdIZAit+c6JCcaFScUIFZaQwqaw6sutUMK0C5jLZKYAzwbMAXY4g8BI/RQNdYDjPXMF560CZk+uDjDKCPmffGlHl7kSNuxsv/O1f+Nr/Xoezv/YDfOXS63DuZVfhW1fejKdeeRsHnT1CyJ6syXKmSTAngFf84EublwRtRqP5/TvaxkU+5J3jLhLo4nfx4x150/53bM+Tvc7quhBcH7j2G8zJXz91r9LqmUh9GIdr53AYrouRTD/gRVaBZrS/5Fi2Fp52tLCqILAmEKza0cLH7efg4j3QxlMBB0HHiWX6NtSB161/m3Cg8W9HkN5lJ4pJ1RKIX0KFnaxGCmWrlK8jchtaD1egOeefqF+5CNKS+fAumY/A4vnoWfwYHM/PhPvNKfBvng7snSLUL/B+QnGFjjjpN17osvIWjoanaKTQ5m4EQEKInoBKyGGp+rGEcLu4mocqHsbCWzgegeLxQBFPQPLibN61mIbu7ePg2TkO/r0EXylCEz3ZmKQ2USZLsDCHic2oAa1ItirnFTwlaRqHnvxUWCtXoM5aJC6kLhFjVhKyUZSPKncSRNlRqVhQpVjUS6uddkG5JBhmv4kFhew5MdZtIgz9SNkUGyavAHI6hSGLmKDaaDRAPZAxJcqgOMXPGN2kmJJdzTFT6XKijCBeZl0UHPV6sbGgGNfdNQrnUJnqxdfi/MuuwZkX/gBjH3gC5mYrDnZ2qzJhQSoc04k8B/uP5YHU4fjGOfHWFvZZtI2J/pH7IFr/nMh+gxk7n1W9BlPm0LgVTgeimdA5MXz9z/mtmcTGWP+9MATQiHWoD+SE1ie0Lfr79dWXa1li5Rr42AgDvAYGYiocDtD0r1hfxUMaK4gGo4WP36+v8cI1XIWTf+SRTbg4J/a3/gMxvrZSN/pSUrYURZyIoyA9TblsR7Vkw2HZjlrZitb2ejQX7kbtX9ehdcXTcC+ZC8+S2ejhqcXls6GsfADuv85AgFf+mNPFyT7/vtHA/rHi4urey6vNY+ApHAVP4X1Ca3zfCcNx4kSjn0L2Bby+J/hOwXRxuTTvOuT3ZID3KhZMBz6djp6NqWh55deoWnw9Wl7/JTqzxsCzYyL8+1LExdqBfArzf7bAS4BLXuZdkAQPryUqGIuu/DRYD6xFva0MlQ4Ko7MPbShz2lDqtKPMJaPMxf4JCqoL0EUlo3ahaJTKRkmpUDdNspIZj4bAi36yoFQWuxTQRKJqEKSR2jbw8a3NcaZhFycsKxwSKsXixxOKBPU83eiEqbEFDzz9PC647Cqce+HVOO+Sa/DFC3+E638zHu9+vA8H3T2odLoEUKNsm75MFQSiOqP3O+Ue+IJ/srSdCugJ6lUzlOXWNv/wQF+bH5r9+W/roWzbaGlpfTkQgKPvM9XdNzaYXqmQbaV8K39IB9Zn4co1mDJHK0c/4KUuyuqgU4FSH0rtX3n6aQOUNitM1BjelFH412AihVMmeFYAACAASURBVE3s+8AaOlrDnNh+bOs+QNvfTdkeJ8pDgLC+jexBNpYajnI/lYqEw4qEJlsrOg6Vo23TBrStXQF5yQJ4ls6Df/lcdC96FI4lD6Fz7Sx43lNBl9+UAY9pgriIGvkjhUC5eseips9KA1KqigVxxQ41wOePR4CyWwUThLJSghNv/ihxkpFX7QSKeLF0OgI7p6BrwyRYX5uAY0/9GmXTb8S+8d9H0bSr4HxjDPybJ6Fr83j4P0kRF1ETeKkKTFW1DpEoUsP9nZdn+0wT4KFKiYIxcJvS0X7oVRyTqgVIYZ8JipGgQBB0KcII6pVgBbO/+oAZwRWpW+WkCkWgDJFy1mdILbOjzGjiWJSiLzbqPCd1roLygA4bKoVtRwVlvMQPlR2VDglHu7qxfsMWXPjDm3HOhSNw/qU34pyLR+Cr37sRc1evQ42rG9WdpODZhKyYfs4Zf5T0fqfc+rmcuDuUja1naZPqmnh6w9Ef+jEYbkMcTJ76tAeTzqm4iY2VwbS7Pm44N1Xs9JoYYzhcfH4L15/6sOH8B/otDPAimApFk/G+q2BJZYFw0zCaPtBlRZlC0z+MMU587+EbbaCNMrTxwoPQweWhB7t9bpWKwneHkAeqFIBKCS6mKiWFFJUKh1UAr3KZ4M2BA4qEOplqIhrQat6D5r+/jvYXFqHrmSfge3oOsPgJeBY/BjcvuF49C76/zwB2TUOgIA0e00T0CAoT1TyMBMxUxTASXt6HSMoVWX2UdcrX1D5Qi/t4IG8cfPvHwJevAhRB3RLX76QBe9PhyUqF7bVRqH3yLpRPuxnmcTfCfO8NKPjNCBSNvgbWRSOBD6YjsGkSPJsmwL9LBV7UqUW9XOqJSVWNgwqyeLqx72TksAMvqrowUS3GeHSbxkMunIG2Y2/hmHJYZRvqf1goz+WQVXmtILDiAQeavvGvLnJRN01NLiwIihhXA0earc7R6Aumfr4bx6n682VDuWJFhcOijiWOJ3Eog7JoVClhE+Zotwe5hRW49b7JOP+Sa3HeRdfj3IuuwRnf+D7um/4I9h6rxwEXfxC43qh/qvq/2dCfr+hlNpbz1Hvk9mIf8UcrnDlRgFes/os+RkP3r1hp6f316dKt9zvljjymTqa20fexAGu8dYNGWz+Pgz3EwCu+jtEqPpSdpaV5Yk0W/cZpBJmDn9TGTZjUDqqRIDuKJ8UqZZ6KI9WDLCuVbVXuZL5WoXaAg40qIlrtzbDVFKE59x/oeOl5uJY8ie6l8+DltT/PzkNg0Tx0L3kYnatmwvf+NGDHVKHV3WcaJa7ZIbjShMhJ7aLiU58wYwWwUi+qpsJRVU8XgRgF7AU4MvO0YiqwJwOB7dPg2zAd7tfSUfvwb1A86iYU//ZnKPq/m1B29y2o/N3NKLv7elRMugmOV1MRyJwBf1Yq/DkT4d+RBOxPFkCPgM8ndHxRFxjzIfWLrEz1CiABunr1dg1CvQTro6UTxmb9vKYkuM2T0VH2GFobP0CdfEyAE1KjhnL8H6+01HlmRZnDgnInjTauCeg16gmpYHbUuDtR2m7HI8vW4LzLrsJ5F12LCy65Fl/61g9x9Z2/x5vZW3HY1YUqh/ZzoP308afMgjKOU4dmqwvj8arnqXziW8tPtdOpdjo1BhIfA2GBl9aQGpjR3hO1h5NdMJxpJ1rPyOGPD/DSWE9kRxU77SiiXJCLskFUhiuhyCWj0M1v6iZZoVhxQLGgXm5HW/NhNOdtQ8M7a9H23B8hLZyHriUL0LNsHvxL5wFL56N78YNwrsxQKV07pgP7JsOfR4rOvfCZebG0qnBUnCIMnmLkBdFCs7sQdCeliScU1XsPKfsUMPNKnsnw75wK30cz0P3mDPT86X64n5+K2vvvRsnIn6H4tzej4vd3ouq+X6LynttQ8bubUHbfDWh6/HfwvjsN/uxp8Gfx8ugJ8Gwbj8C+ieJibAG8qGaC7Mte4EWAlyxYm0MGvHi5t/76IkFpGwWYRwOF9FOBl9M0FR2VT6OtNQe1cq2gZBF4GcdwyHsMcnnkMZf4IpBYWsEx7bSiXJj+wKtcsaHSaReAqsELvLVpFy7+8c9w7sUj8OXLrsX5l1yFL3/7x3jsudU45OxCjcst2oIHDPoofMF0CeyYj649QtopiuymFk4f92R1a3WhfbLWYSjKrW+HRN3R8o+VVrS4p/wSX3NitXei/vo+SDRutPD6dIfS3Q94sRCU81LteBq0j9UVrQJ6P02OTP9tON1afpo9nHmFpk0BYW6w4Qz9QgX+tfLRNvr1ew+ypoQ6AacMCieXuihgLaPUbUWF04oqRUK1TNUDPHHG7xKq3DbUOa3oaG+AtTgPTe//BU2rl0CmHBfvWFzyBLqfexJeAq/Fj8O35FF0vjAdPX/LAHZNQSAvVZXLokZ36ugqGgsfTy3ySiAzQcdYobRUAC8KmJOiZVbVPIgTifunILBrGjy5U+F8bwqkP02B87lZ6Fk0B/6n58IyMxVVv78DFXffiqp7b0flfb9A+b13oOKeW1F2909QMuZ6OF5IAjb8Ab7sKfDnpsKbNR6eLeMQ2J8EmKnCgmopaDPv4L2KPO0oBPV5ybV21+Ig1U306iEL6gwTFDD1bknRDia2SzIk0wNor1mJNtunOKLUqxRHV//+79fHhvERzV8/dozuaPES9wuOaZcNFTROGo5vCtgrQn6N75UushztONLdg10HjuFXyTNwzkVX4oJLr8FXvn0tTv/qd3F3+h+w+3AdalxdqHAqahqiXdT5wjQqXXQzj6Ftr8TrHX5O6tt6sGkmlJZu/jPfaJvCYMt1Kn74vj/VLsevXfTjO1y7JzR3ElhXw+U1FN/CAC8ucKrRy1ho32hH+q4PM1C3lvZA4ycST8treG2NIqBtUHoQ1tfWiZSbYSu1PtKErt0yKjopoM3j/BZUOaw4qMg4LLlwSHLisCKjzmVHk70ZluoStGRvQOuaVXAufBa+ZxcAi56Ab/EceJ/jfYtPwLuYsl2Pw7fsEfS8MgOBzRnwm5PhLaTcEqlJZOdR6ehEcSehp2g0qDZCZR9S39ZY+HXAi/q4Ap+kwfNROtzrp8K5chZcyx5B5+I58C1dgMAzT8I2dSoO3vNrVP32VtTccytq7r0dVffegcrf347Ke36G0vtuxIGpt6JrfQaQ/QB82enw5aSowGvzOGDvRAG0WAaV9Ukt+cFLsgWrMSl4H6SORWhQN6Gpu9BkwLT3SLb+OiI1TPASbeYrTnSmwV70GFoOv4lmqRiHnE0CSPAUY7Rxl+h4SCR8tHzj8wtSoQiIBDBSgZd6ZJ0AisDLLsZotdOJSsmJJ1/6M869+EqhTPUrl1+Lsy+8Av9706+x9p/ZONztQbXbGeEHRZ03WrkSqedQh9XKQDta2vpwene0OKf8QtdCfbvp29v4Pdy7sS21MMbv+nctTCRbH1bvjhR+KL7r84nXHSvfeNOJFC5W+tH8I6U53N8FJZ24RTNhDv8NdxmM6YcBXiowMJL8jVQbo78Q5A1L2dEDjdjucOkO9pux7HwfbJoDiR+uHPF+M+bXKyxNVgw3PwIvQS1QN8Uyl1VsigdcdtQ6bejoaIJ0oBxtW7LR+qfVsC1bDM/ihcDCp4BnF8C3aD56ls2H57n58C6dA++i2UJJqnfpw/CumwXsmAFfYSp6zOPhoewS70fkCcL8ZPgKJsIj7lakMP1o+MjeI6vRrN7LSCFznl7syhkPy0uj4V42E75n5gPPPAMsfRa+xfPRcX8qqu79hWApVv/+FlT97mZU/vZmVP/uFhz8/Z2ouOenKBp9LZqfvAf+92bAlzkVnqw0BHJS4CercfM4BPbw0m3KmKlXDKnXEw038OqTEQsHznpMabAWP4nmYxtQJ9Wg2tWMcpdNnD409qn+Pd5xMZBw+nwSd0dmNap/nTxZyTGoUsS4ENf5/fjrjt347+t+gXMvuhLnXzIC5116jbjHceazK3DQ3Y1qN/X6WcShG7IpOb4pwM/yCdkx3WEdbezHaydex76fpUhxo7V7pDixvvPAEcNES1vzi5VWNP9Y7RYtbiJ+WlkHYieSjzGsenBLO8CltqkxzEDf9W030DTijafPK2YbBg/SxJt2pHCx8okUL57vsdIOqW+wPnF9SxB3hCtrzLIlmAfT4zqmN/o8PjfAix0UrkE/y2/6hh6s21iP3vQEeuc1P6pAc7VDQo1LxkGnFceUNjRb69B6qBCNW/+FxtdWoWPpM+heOB+BRX8EFv1RKEP1UzEqr/9Z9gT8Sx9HYMljwvgXzUbPokfg+dNDQPaDQN50BEwpQnaLKhLESURSskxUCUEg1ndfoirjxcurVfkuFFAOayLkt8bBuWqKuNvRt+Rx+BbNhuXBZBwYS3B1M8rv/jmqBLXrDlT/7jZU/+ZW1PzuNpT//iconDACtlXjgMxZ8GWlw5uVAmSlIpCdBO8wAS+N8pWIrQEwxnEXpKCjdAlaGj/BYbkOFZ0tKHNTQapGOQ4/bnv7dwATPlZc41hK7D068CLrmyosShwWlDotguV42NOFXYeOYvzMuTj3wh/jnItG4PzLbsQZ37wCt4+fiuySShzqdqOKPxBUTxEEXpRFFGorxKnP/ic041qUh3FdYDvrF9becg/RJhipX5hvJL94vsdqt3jSiCdMrHGYiH88+cUTJpE8GVbr31htdiL5x9MOkcJEq4fWFp8nW6vv8a7TgIGXNoAjdSC/a2ESsSOlFysNkV8ElBwpzYGWMVZZwvuTlB5K8eMJQ37TbKN/tHdxOpHxXXZB8ap2yTjklHHEIaPZaoWlvhYd5gK0bnwfja+uRMtzC+BYNhfdS8nae1zIbwUWPg4/Dd+XzUZg2SMILHkEWPyYoHb5Fj4Gz+I56HzhIXS+fT/8W+4H9qUB1NtlHgWP6T6hd6tPjorUnyD4CgrXU6A+UKAa7EsGdmXAkzkV7nemQVkzGc1zRqJq9M0o/dX1qL7nFhy45zYcuPsXOHjPXTjwu1+i5rd34uDdt6Hk99eiLONGuNanADkz4c9Nhz87FchMA7KS4SOrUUfxGiyrkeApPrDFcHqjV1kxGu6CNFgqV6K9oxgHlVaUuVtR5upApZAz6D8m+vpcY72Ejpk+/1jftfjR8oiVRjj/YHqajFcIq1FBpVNBORXB8iCHW6V6VbkkHHR1Yvm69/CVy6/BORdejfMv+wm+dMkIXDTiNqx470PU+r2ocvPkohXlCtVU8EdCVcwq1B/oNsFEF8n42yxcfft/068n2sId1jbM97jKEQSKRqqN/n2w61as9ournHHUTd9Ogy3zUJWJ6RjLFe09bL8G95lY7TgY/2j5RvUbQL/o6x817Qj764kex9gP4cprDBPpXR83Uhjtuz6s0d0feEVq3EgdGik8v0eKE+27ll60MPTTwsVjG9LSGka1KS+l+7MxhBWCvS4ryLrTTAXZeE6rUBxZ5bSjmie4gmmodSarhYCIwocKqhTVVDscqHI4UEkFmdQw7pZQ4pZQ6iaAsqEymG5V74kxCVUOOSiwLAt2YjnDBvOudNlwoMuKw53tqJeb0d5yDG3VFbDt2IGOd95B24srIS96Gt0LqRpiDrqXPgrv8sfgWzpHCNITeAUWzRWyXFgyBxCUrseBJfOAxVQjsQD+JQvQuexRIZPlefsP8OdmAJ9OEhdYe4U6iZGC2qUqQh0Dr5ka6il4T1knKkgNnmSkLi/KXlHg3ZSMwN40eDalwvrK73Hg4Z+geMLVKLr3GpTcfR2q7rkFh+65Cwd/8384+Js7ceie21E68lrUzrkT3vdI4UpDIDMF2KhSvCjn1bNpPLBnYvB+xFGqItd8VYUET1GKk5QFLA/B4UgETCz3KPXeyKBQPP3EHZHBy7SjAS+VqsW0gqc1TeOFzBspf+IapPxR8BWMh7twGmwH/4QmuRrVLqr26FDVMAhZPHWOUF6PhmOoymlDtdMWVLHAqz5IGSNVzIIKlwWVQTCjAW8hgC7mg6q0lGClQqhn6NMwTzCkCoSqoKnS1RGcmxRet6DS2YYqZ7vIl3OBY5jpVDs4ti3Cr9LB8a6BOYZh2UPnuFYPEV8c5OibW8e8PfjHrn348R1345xLrsYFl/0U51x8A07/xhXImL8YFTYbajplVLnIGuoQdRZlVlSBfYI3NX11rkab//r5LOpjWCNi+Yek3W89SGDtMcY1lCMkn+Pol1D9h7Bc+nxj7Q36sPG4Q9LTymxsf75rfr2Kf0Mpznp/vTueMgxXGH05wrnD5RvSHrp2CBtW1ybh0h+qb+Hyjvcb5380E286scJFy0Ndg/qwgjFsrLT1/jGBlz5wLLexIOpGooKSuN1aAwfBTCLxYpVP8++XpoNH31Wjhem1xcktlbJU5raDhlQmkQY3J6csTFVw46zWJnRwY2I69KtxSDjgUMNq1A6xkVAuq/ckF9kpVlGWaoeMA4oDNYpDBW5OCZTXOuywol7uQJvcgQ5LIywNNWgv24/2j7PQ/Pc3UP/yi2h7bhGUpU+ha9F8+Bc+ASyeCwIrPwEXWYmL56pmkWpjyRPQTGDpXNCo4GsBsHQBvMueQCcvxF7xEJTXpqDn/anA9mlCUzzMZDWqV/4ItqKJgCt4ipHULvqR+lVIYXOqmBgtTkEGiscB5mRgfwa8WyZBeXMsap/8BUqnXIO8UVeg8J7rhVB9zT13ouruW2AePQLWFSOBrAwEcpIRyEwGNqYikJOG7k1JcFN7/d6kILi7DzDfK6hvqiZ76veiDi+CJN7hyPskKYumyqTpAZbGJoxF8dLC9QIvoaGe9aNMGdmuY9FtToWj6CHYjr2FWuUQKt2kCHHi2oLXA3HR52ZAcO3oPRVYRUqPAGPqRsHwNFUuBZUul9DRxiuCSp2KOK3K8aOFp/4sbdEVOraErJ8V5S4LKtwdqOzsEGCLgvBljk6UO93BMnWgmmOPeTkkVClUrMvxakG1s138ZIgyBsvVOz90Py3aNzE3XBJIheWaQCpWTZcTeQ2NSH38jzjr4itw7sU34PxLbsJZ37gSt4xMRWa+GUe7XahmOV0dKsWMd8wpMtgesdYWLW/ascIa/UPixrPuaGtULDtGWvp8jW5jGUPew7S5MX6095C0WAdDOfVxE/Ezhu2Xj769BlkHfRnp1uetAQUtjEbR4XcRVtSZPxZcv/t+Dnr99OUMurW0otnG+kYL+1n5GctofI9WLmPYRN/1aScaN57w+vRjufXpaWH134bb3Q94GTPUCqXZRv8T7V0rZ7w2J2w175YLGhVAcTFSTTUpVk4HKl2hht+qnC5UcuNyucQlpJUuBVXcbIKbq6AmdHagwq1SKwS1I0i1OED2iyILMEaqBlVBlLsVVLmdqHI5BcWDQO2QS8bhTgm1bgtapGZYW45BOVQJpWAPOnI+RNtb6/D/2XvP6LrKM234+zHvTCAk82Z9XyYDhGR97/e+M5mZFEpIQoKxgUySAVuyqnvDuKq6NwwukmzAEEjCBFJIIzQHDC7YliwXuam6yuqyJEtWPefo9H7O9a3rfvZztHUsy5ZtSrLQWvd6dnl2OVt7P/va933d1933wmY4Nz8FT94q+DeuQLBgBUKbliNaQO/VMmDjUgN8rZTsRQFe+QRXA4BLT0cLliK6aTFQsATIV94ver0C+WvgL1gNz+ZF8DyfgeBvFyDy7lygeJYIl0ph7LJJwPEpiB4nEFNAS7IKy9IQOa7I+BJ6FOI9Na6YBTkJODELOD4XODAP3ncmo+OnP8aZnO/h+MS7UDr+XpQmfhsn53wPnlenIbJrLoI7ZyBCYv37MyTcSODlK5qEyLHJhpxFIiKVCYhWJElmIQGfSEyIx01JSAg4IkAaFCa8sryECisOEOoV8CK41DUnCfBoU+GumAvb6bWwdL6HZsd58XQSqPPeoheKAJxgjP9vuY9cXpx1eXDG7Ua1eIws4gWt8bD2Ie9DSoPwXnPjtMeO055+9SHgsaHaa0W1yIiQV2XBOS+XWXDOZ0GNz4Jqbw/Ourtw1t2NM+J1IxfLI3bG7RDwf07OhefnQI3TjRrKQxCIiTeWXjM3zvH8h3gxXW5ZjUf1r/U60RwI4Ok/voEv/Ou3cdPt9+Dzd9yHm267E1/69+/imd//GS0Bv3xc0KtX7eG1cYm3t9pB0DkE+Pp02afX5TL3gHn854eInjffRwRdNPOyT6f/Oq6Hkpqhx/7y56v/50O1/D9zbNLjE+eH6nelZeb7Jb6veV389KXAywAcGnjEb/CJnNfnLF/Z/NIebMOds/Qd5gEk8GJKPF96l5oKG9J7cMbtwmmPE2e8DjG+GJlSX+OxykvwjNcmnBe+xBpc/WiU/Tpx1u3EGZ8DZ/x21Hj70eixo81lR4erDxcdF9HZ04LulmpcPHkY7UXb0P7G79Dx8ovofC4PfZuehCfvCUTy1khZn2gew4gkxlMKgqFDZdG8ZaCBYUV6ufLp1VoJbFolxukBW47opqUG8Foq4CvKsGP+k4jkr0M4by2CBZScoJL9fPh+OxuhbY8B+2cjetTQ+KqaiGBVCgIMO5alGCWCpoKSEiIxIYArGZGKZAQrUhCoSkeoaioiVTOVsOrRGQjtngHrr9NxbsVoHHnsm7iw6ScIbZ2N0M7HEfrgMUR3zhLV+vD2aRKyDO+fCRybDpRNlhBiuJygi6HEVEQrKWiaKtpekukoZYUMfTGtMSaeOoZDr85UIgGBY4qIqIqMBkOWFQxnTkG4fDrslTnoqX0RPdYjaHJdFACv7icFbqjYTgBGwEPQTq01ykyccrPwtZJqqCaoIhBxE3zQLCAQq/PZUe93oNHvxvmgHxfCIbG2QBhtPqDVC5z30KJo9QEtXrYRXAiGcT7kR73PjnPePpzzdeGcn54wAjE3qp0uqHMk0ONgRBDUj7MeB856nMO+pOjh0l4u/czJMmOAY7hx65FS3JcwScKNt3z5O/jsl+/G333xf+PxVetxsrsPdeLVs+IcARs/Qnh96I0eZoD9dN3lXz5/Tdcm/sU1onkj0sC6ofzN3Fb/dpk2wJde9mn7MdwzZs/kEM/ziP7fJjA93HbayzlUH/M9MNT6G7nMfCxO67//S0/okJtu9VeBbs0u3fhp3cfcDupjCunp/V9raz7G9Uyrl4vSHWIIkSGbs55+nOHLRuYZgiTXymyKA8PfxtAi2zMeO0567DhBEVOPC6e8buFxkefFlynlHviPrJe6iHa09fejxdGPNrcdHW4bOm3kaDWhr+ksek+XovfYXnTtehOdr72Crpe2oGfLBlgL1sC5kcWqVyK0cRXCeeRurUAofyVC+asQyF+NQMEaBcQ2EoytFvX5cP5KRPIN8EUQlm8GWnHT+asRzV+jQo30iomel6rXKACsgOueQDT/CYQKVsK7ORfO5xbA+0oGgn+Zi+i+xxClsn3FdIROUGaC0hIEKOlK/4tAiEKr5eRhUfZBrQtXTEKwfKLUeKQaPCqmqCzK4jnw/GUyAu9OQXTXLIR2Tod/xxSEd00VbxeBV2T3HEQOLAQOz0f06GxEj89CtHQGUEou2ixEyqcjUj4D4fKZiJTNQqR0pmRnQmpDqtAoPVcqREpyvNmjNcw0gV1lMqKVSdJGKgkmqRE2EcHSqeirXIHO86/jgqMatc5uqY1HsEWvl4QGHQwxKnBD3h49UQyznWNIUMjrRpja60KDx40mrxfNvgBa3EE0W4KoafejssaOA2U92HvwInbsbcXWbU14/c0m/OnPTfj9H+vxuz/U4I9/rscbbzVi2/Y27N3fjUNVNpw870GjzY8Wjw/NXhdq3Q7UuJ2odTokLE7eojoHfjj0i/Hrkh8qtQRY+mOFz4D+0DGWcZ0898IRM8I5DhsafB6c6rFgwVOb8Znbvo7P3n4PPnfHt/EPX/oavv3jZLx18CjOBwIC3sjvope5xsPrNfASjR/AOG/+eDKfV2zsiRt3dJ9raQeNV+YXiXA91W+9lv1+UraJjYdX+WIzv5yG+t+Yl5n7xk8zo9W8zLwdp83rrjQdv635N12yzgQAhtrvoP933H004nWm++VK/+8R79t0bvH7jj0H+vimvubj0LMs3uXLrDf3/URNX8O9OtT/+kYvG+4aabwVA17x/zTOD7eDv4V1mhOjXNKKc3VaiNDk2DClnbwrK2pNRsBV67Qoc9tQy9AQBwiHVV5cDfRoeW0467Og1mtBs7cP7Z5edNov4mJ3C7pbG+CoOQNrxXF07d+Li9vfRtfrr6LzVy+i44UCdD2zFrb8lfBtWIHwumWIrqf3SXm0wiTBkxift1zCisGCVQjnr0E0by2w8Slg/VpEN9AT9gRC+WsQoiq9cLeUByyStwLKKB0RH3Jcg2j+WjHkrzbCkQw58vhLEC5YghD5Ynmr5XiR/CfA4/vylsCzOQO+n89F4A/U2ZqP6IF5iJbOQrRqEiJVrJlIsvsERWAvSwWOpQDH06SANotoE/yE6QWrTERQxFgnI3KcpYVYOHsmUMISQ1MR3JsG/+5U+HZOQHDHTIR358BftByB4mXw718Cf8kSBI4sRaBkGfwHFsN1MBeuQ4vgKlkEz+FcBI9lIVI6R8KBJP9TBFa1BF+mbEaCxDgQJp4uymbQ6LmrTAEBVwx8SZHwdPhLp6Dn5Dpc7CxEk7tVCkrzWZHCxBzY+Fy5FRinFMg5O+8bO+rsDjQ4nWjxetHmDaHZHkZ1RwAVtW7sO9KL199pwEu/rMCz+Ufw1Ip9WJ75AXIf34F5k9/DzKR3MD3xHcxM/Atmjf8LHkt6B7OT2W7FY0lvYXbK25iT/i4yH/sAq5ccwDMF5fjDHxtx8JgddRfDaPME0cwSPnaGugl2lISDcufznHsFUJF0r557JgFc3qod6rkR4EQQ5rGjJRTEi2++i1u//n3R8iLwuvnWb+AL/+subPjv36PZF0QNPciUkJCkAB7XMuyLV4G8y5/HcOf4t7lO/3+uob3iS0zxDTXv8Ea151jk6wAAIABJREFUBF5mUBT/EjSvG/G0PGuXenh4X6t72xi7h/jt1/d+G/6e1EBnqPZ67sv4/V3Nvvismu1qtvnE9DE4sDfqXrxR+xnu+lwCvK7vRruGBz02iH9825LfVWvieXFergOzQSRdnoRjK2ocVtQ7lNeq3slt+lFrd6De6QSBVpPTijYWnbb3oMd6EX09zehtO4vumnJ0le0XAnznjjfQvvW3aPv9L9D5i2fRuWUj+p5eB3vBWjg3rIR3PT1aKxDYuBSUcxB+Fjla+ZSBIH9rJYL5qwRQhQuURytCD1aMML9Sgar85eByBZBWIZrHPgRrzGhcHrPYdnr7/FWSyUjQFslbK+BNts1fgmh+rrKCJYjkc18rpYC22t9SRPKWIZC/DF4q0j+XBd9/L4DndzPhfWsKwrtnAEcfUyCqlGT3iQYRnd4tRXZn2C5YmQT/iWS4K1IRqJiMUOlkIcazP0OVOD4ZOJKOUEkq/Psnw793Lry7V8C5dyOcRXmw78tDfzGtAP37NsO2twCWvZthKXoGtqJn4CjOg/vAavgOZSB0dCaipSTkT46BL+FsCe/LULcfBnhRKDYk6vxGIW7xdpHrRe/dDNhqtuCipRQ1nm4p+CxeJFFPZjYgeX9WASMNXi9avGG0OqNo7gujusWHoxUWvPt+I375y0rkrTuIZZl7MH/Ke3g8bRvmpGzHY4nvY+aj2zAncRcWJBchI3k/MlMOISvlMLKSDyArpVgsM6UIWan7kJ1ahMzUvchM2YuMpL2Yl7ADcxLex5zUHcictRsb15Xg/Q/acfqCH42uoGTfEhzWut1CtCfYqmWGozFA60FFgys9b271QK6BF1+mzUEvdlaewsPpj4mS/S23341bbr8T//Clf0P6ghU41tKBOo8Hpx1GORLxKH8KvMzX9crT1zGWDgE+BoOgDwd4DT7G4OzD4cJFejvzx3NsWhJXlBdHwEjcb5MP7St404Z7Hw7lpDAvi/8/8WM9ZuIhVRnxfD4+XFOZ0syWVhnTQwNC/bzGn/e1zsf/JvN+4tdx3rx+RNNxwEuBeAJ5ZfFASi/Xbfz6GzU/3G+4IvAy30hqeribZChX+3D9r35d/AMQf161sZt3qHMYWMaXid621sg2ZPhPsg65Dyc9DzbUU4iUtQ4lxGgHpSBqnW7UOp2ot9vRaO9Hs9OBFqcTHY5+dFu70XuxCT31J9BZcQAdxdvR+5c/oO+3P0fvL56B5dmNcOSvhWv9Sng3LIN/43L485ZLmBB5K4ENy4H15GHRu0Qv1HIl8yBcLeWZEhC1cY2In9LDReAVpfQDQVD+UkQKliK0aYlYhDwt2QezGikPYWQ3MsNRpjkfb+q4ktloeNAIvlSIkdyxxQAtjyBsqYAvlhkKb1yMaF4uosya3LQa0U2UoVgJ1+r5aJr7CE5OvQ/1OWPQ8cJP4HozHZEikukfBypmInJiKkInJyJYmY5AWQr8lckCvHwsMF0xCZGySVKeKFCejJDUh1REedZhjJQ+huChLLgKn4C96Fn073se1n3Po69wCyyFz8Fa+AJshT+DpfAX6Nv7EvqLXoKz6Hm4Cp+CqygD/oPTEGFh7bJ44MXwogKDquQQQZgOOdIzR12ySQiXT0KIvDXhlRFwUUIiDcHyafCfWAhL0yu40H8a1eT3uVQiRR3vH48LTT6PhA0bHWGcbvehpMqKv7x/Hj/7WTnWrixE7pwdmDvhHTyW/BfMTd6O+eP3YGHSPmQlHUQWAVZaibIUzu9Hdsp+5KTsR27qfuSmHUQOLfUAclL3Iye1WIzgKyulELkphVictheL0vcgN70Ic8fvxcyE7Zg/bSc2FhzEriMX0GANodntQ73ThTqnC/XMyDU8WHpAiR88+YzqZeY+zMblPD1ejT43zvTZsKjgBdx0+9dx823fwv/86r246dZv4N/vH4c/7TmI1nAkJn/BMCLLX6lB8lKvBb0fKtQ4cGx9Dh9Gy6QYs30Yx7j+fQ6McXqsG0l7SWhKh6iu1BovOv1Ci2/NLzRmz0oGrQEG+JsHHdcUAlQeLrNHTE+rF6vaNg5cyMtY7VP9dnV/MOv3jFOp2RO0xbxn+vhxxx3+f3GF66zvTaM13zecHn7fN+5+jj9u/PzlziO+30jn4/dr3j5+HefN60c6HaM7yLUm/eFyxvEifp0xhsT9vwbvc+R9hvsNlwCv4Tp/nOvi/1Hmc6lz21DvsqLOTeMNqy+SIvsOdQG5fR0zCwm+2N9jwzlmgbktsqzB6UC9wy0vHco61DpcqHO70eBx4oLLhh5bNyxdLehrOIWe8v3o3rMVF//8S3T892Z0b1mP/s1PwbWRIGs5AvkroHhWyutE71VUQJE5zGdMF6wCSHwfIuNQJB4EaJk8XAKkDHkICSHq8KF53/H7YwhRG4GbXq+Al85mRN4TgPC9VgIFyxThvkABOuGJGXwwAjVyyMJ5XMfMyWVwLnkcTZMfwYmx9+Hk2O+hKuE7KE29Eydm3YuaRfejY8ujcLw+GYGi2Ygcn4to6TyEjz2GYOkkhCpZ65FaWymIkEdVRV6YkYFYnoaw8MZYd3EegocXwVn8FGxFz8JW9FNYi56Xace+p+Eq2gxX4dPoL3wa9r0FcO8tgHf3eng/WAHP7jnwFU9A6AhDi1OBsikqCaA0XZUdkmPzuCThs+C2Ci2KWn+ZAoSiXVY6BZFSnguJ9QmiY+Yqnwn76Sdg6XofF5xNqPM4UBcIoM0XRrsDON8bwYk6B3bva8Ovf1uJjeuLkTPvfcxOewePJb6HeUkKZGUkFSGDYCuFAEqBqexUerMOIDu1BDlpJchMPojM5GJkpRYjO20fslIL1XTqAQFjBGQEZlmp2oqRSQCWthc5aYXITi5U+087jPlJeyVcmTV/G15//SwaOzxodTrR6CI/yymle+o8Tvk98tHisQ8MlnEfPgPPJ59H40ubA5vHiZZgGC9v+wD/77cfxM23fwNf+Mq9+Oytd0voce3PfoM6lxsNPpckEOgB2fwSj3+eB441GBR9uvzjvR6XjtkMNxtgSV5+6vw4BvN+0v35ET3of8d7y21BLT3E1C50WVDnsqLebZjTiganRaR2KLdD43ydS1FB6sitddnAlmN+Le9bjzq2vpdknss8vEcHbNB5xIHuK60z7yd+Wh//Svv4dP3138P6vtJjyY26poIfNI4wWvOy4Y7zVwO8hvsRBFsCujxWSUdnX3WjMzOqX4wPPL+85cLIg0dQxn+qFbWePtR5aQRuBGIO8UrUuD2S0s5U+Fa3Hd2OXvR1N8NSX4Weo3vR/s5raH/lF2h/bhN6Nq9Df/5qePMV3woUHyUBfiNBiTaG/5TMg9LKUh4nhvti4IfAKwaENCAaDLQG9R+i71DbD16mQZfmcA0cR4Eung+9ZCTSG30M4EWvloBGAYjkla1Sul+bVwCbliP8ZC76MqahNv1HODX2fpxNfAA1KWNwNnEUzo77Ac4k3ocT4+5CRdI3cHL6XajJ/A4urv8x3C9PRGTbbKBkLlAxG6gkIX6KiJKKGCslGqQ2pJKqiJRNQ/DoAvgPLoWzeANs+55Dv9gzcOzbCGfhE3B+sALOncvg2bkUgV1LEPpgEQI7s+DdORfu3dPgOzgR4eMTAQKv0smIHpsAHJ8gIqz0cFF/TAEvVWxbpCdEbDUJkfJHES1PlCxKnle0lJmTyQiWT0B/+UL0n3sBTks5rF47WlxBnOpy4WBVO958qwY/3VKGFYt2Y/6MtzAr9TXMSn4L81K2IyutCNkESEnFyEreL14rgiYBVvRqCejiPMEUgdghZKceRHbKAQFbBF8x04BrUMt+B5CVxn7K+5WdUozsVO6HHrQDWDihEI+n/gXzZ7yGt948i6YuH5pdTpV273GilpITArL6UcdsRdNXonqZEIzZZZ2spyeBYUq3HbVeh2zfHPCjuLoeY2csxN9/6Wv4/O1343O3fxuf+edvIGnuIuyrqUNzwCPPK0FbPbcb4Uvv0/7X/8K6kddQxlX+D02ghmN0bLnp/0sgpq3B2Y8Gpw0NLmaDW9Hk6cd5rx1tPgcu+F3oCLrRHnTjYsCNTpN1+F244HOgxWtHMyV5jP3Ifj12454y7l85J8XT1b95qPPS6662NT8b8dNXu49P+32y7mPz/4P3SP0wpu+hodq/GuA1/I3LL6IB0MUvGv1S4JfyWY8FNQRVXoYQbag3srLoZq718KHuQQM9XRwIvEyZVyn+9V472p1WWC2dsDVVo+fIbnRs/Q06Xn4aPc+tg7VgLRx5T8Kbt1bI7fRqhTetEIsKgFotyvDkQAlYoicrJt1ggC3ypK4JPJnB0kinNfAaCuTRe6bOl6BqAHgtF69XOI/8rmVKiqJAgzLlEfOtWYi2WcmoTnoIZxJG41ziGNQkPojqcQ+gJnEMahMeRu041mB8AHUJo1CT8H2cevRunBx7N86k34Pqufei6ckx6HklEZ73piNycA5wlBmKUxAtnSoyDZFSLdY6HYHDC+EpXglnUT7sRVvgKHwGzr3r4dqzHO5dmfBsnwfftnkIbXsc0e2zENkxFaFdkxHYPUn4YYFjKkyoQNdERI4awIvSElTeJ/CqpCeL4UWeA4n+5ISlAxWJYlF6yAjeDJX8QPl8uE49DXvdNlyoqcXB4ia88tsKrFm/B5kL3sHs1PcwK3E35iQVIoP8qzSGCemdMix5P7KTi5W3il4rhgvTVDhRPFcGAMtOG1jH9QLACMLE6BUzPF26v7EvBby4TwK5fcgV4FYiwCs77SAy03hOhZiT/B6WZ+7AgZJuXHCFQUFfequU7o0iyvPFyedLPnK8/ailGZ4EPUDJc2uE97mOz1Sjx4lGhxtrnn8Zn7396/jsP9+Jz9/xHdH0+v++80P8ZsdutEdCUnOUzzFN7+/T9pP7IuL/ZqiXjPkFxWkz+DLfL9LPRaDVj0aHDU2OfrS4HLjgdaHD58JFvxvdIR/6IgFYokHYoiFlkSBsYWX94SD6oyExazQISySInlAAnT4v2txONLvsaOQx9H0lUicq/GQ+fw38Psz77XLXSq6RCYh+mOfwN7Fvw5GiPJkf3Vgh9+swwGs4UHYJ8DLfDOLypdvXZOb1coOY1pn7jXQ6fr/XMk99rAY3NbKU8eGhl6va0ydhxDqPDY0uVdNQMrOMry/yT0St28MvcjuaXVb0OLphudgEe9lh9Gz9M9r/ewu6n30StoIV8G1YBqxfDmxQZXWiVIffoABLWEjw9GrF86eMeYIsA3wN9kKNFDxdT/+hABe9anGetXzqd7GvCkEqXhe5XarkEDatBDavRnQDC11PR93EH+NMwgM4S6A1bgzqEh9E7TgCrgdxLuFBnE18GNUJD+FcwkOoSXgYNYkP41ziQzibMBpnxo9G+dh7UZZ0F8on3onjM7+Js6vvQ/8bKYgemYlIxVREK6mPRU/UBITLp8F3ZD6c+5fBUbgB7t2b4N61Ad6dK+DfmYHgzlkIs4D2doqszkRoxyQEd4xHcE8CogeZUTlJintLNmPpREDAE71fSnVf1ZhMFa0xEWAtN7Iry6ap7USzi+cyEWFmRVbOQPREFpzHC1D1l1fwp82/x/rMPyFzypuYlfIepiftwJzkYmSmlCErqRTZKUeQnXIYOSmHkZvK9hByUg8JEBJulgGsCLwutf1GWJGkeeUJU4CLnivDCzbkdobHi2BL9l+MzCRyw44gJ/UIMskRSytGbsp+LEzchzmp2/Cz50tx5rwb571++SipYVkfeW4IxLRnWbX8iKnzqHC/HhukYLuHHmR6rRhy7EOT14GL4RD+sGsf/v37/4Wbb/0W/vEr38XNt92Jm7/8H1j53EuStNLocYmAsA5DDfuSuMpx6FrGlU/CNiMdT6+2/438bfEvGo7F2riOoT45LwOsawDG/yvXi0fLZUOL244LHie6/F70hvywhAICrOyREByRMOzhIOyhIBxhZc5gEA6T2UMBWc8+7NsfDotZQkF0B/xo93lwnvckaSZGdITnwGkBXMY7hO+T+Otztdf1Sv10+JMh0KFsuO3jz2mk8x/Xvs3HvdZzHmq7enowTTZUH/Oxh5uO33bYvjp8fQ3tJcBL3wQSDx9ih7GHa4h1l9vmapbr48ZajSQvc5xYP9N6uqSb+KVkt6LRzrg/Q4s21FAoksKT4rJWwIuerzpmTFGjyOcU13OLy4pOawf6Gk+jr3gnen7/Cnq3bIA9bxUCeSsR3rAM4Q1LJDMwSi8WwZfYCmD9CkWQF5HSVcBGhuriiOwmz9ZH7+W6ElCjPARNgS8NCiN5JPvTCLaWqOLaMq/I/95VC9E+OxXVyQ/h9LhRqEmil4uFrsegLuFBsdpxD6KG4CvxAZxLHI0aWsIYVCc8iDMEZOMfxqnxD+OkALSHUDduFE49eieOpf8rOl96BNFjjyFUOQHhE9QCS0WoPB3h0mkIHJsHz6FF8BSuRuCDJ+Hfvhz+7RkI7ZiFyM5JiO6cgOiuyfDvmQH/vikIH0o3JCySAYYGKWkhRtFUSkmwpJBhzGwUkKfqTkbLyeOiQv14hCsTESgfD39FGgKnZiJwcgmsR9bj5Osb8OenNuLJqS8gI/FNLBi/CwuS9mFB8n5kpO1FVjo5VYeQyzBh6j4V8kvbL16vzNR9yEihFSOD4UWTx8rsvZJpgq00crpoIwVeB5EpwIvbFSMriR435fHiMXNSi7CIbfIhzEvahQUz3sb23a244IqiwetELRXxRd7BYpBUldeL4Ud+5AjX0qWkV5ikwqQVEvPrmVxA2RXh51jQ7HbgeGMLJi5cjv/xxa+Jx+vzd9yLz93xTTwybR52VZxEi88n3jEJU+qX9hDt1Ywv7CNjhh5XPoHt1f6Oj7JfbLy/xuvFczXL8PBFpjk36n7g/6UfTQK4+tHhc6I74IElHIBNPFkB9IcCArJckTBc4TCcBF3BAAi4XMEgPKGQmDscgpPG9aFgrHWEwnCEldlDYVhDIQF1LW5Kt7CUm1XOgSCR59LI0KSb74lLQ0kf5bW/3LFuxP/k49i3+ZhX+g3mvubpK2132fUmnGDe38c1fQnw+rhO5HqOyweZAz8H+gYKNYrxYbKCXq5aqscLMZMkTgW8mlzMSuxDi7tPVOJtve2wna1E995taHv1RXQ//SR8G1YjmLcUobwlhpDocoQpWCqSDpR1oDApw3Kq2DTDieE8LhsAXuRDiffLBLpU+G5or5MGPB9Vq4CWDikydKjOi79FGUOMK4ACSlAsQ4TZlwWrEFq3CL0Lp6Iu7cc4Pe4BVCeMxtlxo3E2cYyEGGsTxojXq2bcaNUmEIiNQv042mjUjx2D+rEPomYcQ5H0hj0kVjv2QTQ+Ohq1Cd9D7ePfhetPFFmdjmBVEsJVKQgdT0fwUDpCh6YhfGgufMUL4d6VAe/2hfC+/zj8u6YhvHciIsVpiB6YBJTMQOTYbETKpksNRRFnpT4XgVcphVxTRcyVRH7WbtRGLxcqTaWASullI+hKQLAqDcET8+A/sQId+9fi+B+fxq9XPI+nJv8cuQm/RVbSe8iUbMOjyE4+KgAnZ8K7yEx/BxmpHyAnbR+y0wqF05VFQnx6kWHFyGJY0eBuEWRpXtdgrxeXa8Bl9ogNhBoH9x/oQ2J+Jr1i4vFSocbMpANKiiLtADKTC5HL80vdh8yUQsxLfx+b8o7gZIMbF/wBNNCj5bGgjqF5Ai0dXpIkFfUMMllFD4Cc5nNZa2Q88iVX5+xDk9uONq8P61/6Lf7xq9/CTf/8LfzPr3wXt9z+TXz5G9/HL99+Dx3BkIC2Oj6z8lI0CNJxgygB1dWMH/qcPqnt1fyGj7rP9V4rnm8MeBH8xu4XG+ooz2O3osXtRKffg96gX8BWfyQEercIuGLeq2AAdgFbCnARXDmDAbgDQbgCQTgDAQFj7GM3eb/EGxYKwxkMwxVQ5gwpDxi9XwxlNjis8s4QHpgRNdEgLP73j+T6m50Dl0yTbxx/3woHeYjlcf3iz2mk85cc17T/ke4rvv9w+zavi98uft7c1zwd328k8+b9fBTTw3nLLgFe5h8y1Mnp9cOt031G2pr3qbc1L7vcNHknVIZnmRF+RUk/ipsSbHlVVhXDFbVel6Sp0/N13mlFh7MPVks7XDUnYHl/K3p+/hysTz8JW/5yeESsdBlCBYsRoXgogcjGVYhsVMruBCz0BrHwtCach/OXI1RAvS3lJWKtxLBRM3EAfBkgR/hTV/JCfVjrTWR+AVqK88WwopDlY7pgBFtLVbkherkIwDYsh33JPDROTcDJcaNx6tFRqCWXa+wDOPPIKJxLfBi148njGq2MocbE0dLnXOKDODfuQdQmPIS6scpqxz2Mc2PJ/aKX7H7Ujbsf1WPvQ9X4u3Fh7Y+UQn3lRESqWAIoHZHDkxEsnCg8Ld+uqfDsmAnPzlni1QoVTUPk0CREj7EuZBrC5VMQqZiFaDn5YdTaosI8S/xoaQjKRKQgQkDF8kYVyQhVpCBUmYpwLIsxTWmOsQ5l5VTgxBwEylbh4s4CHP3Fc3g19+d4Iu0lZI97CznJRchJI3n9ALImHhG5h5zkEuSQKJ+6C9nphchIK0GGgB+S2gmUGGJUnCslAaFCjgw7msFTvNfLvG4k0yTlK4+XcUwS85PJITsoxPwMEu/T6UnbI/pf81IKMX/Gdrz/QRva7EE0kxPptqDRbRCepVVeAnq1KALLlhwaDYjquQ35XW67Acissv3FUBBvFR/GPf+ZjL//p/8APV6fve2buOnWryFn/dM412tBs8ct+nl8pvWYMNJWjxsj3e7T/gMA+qqvBYGLmRxvTAuQMcKNnCbl47zbgXavGz2BAPqjYQW2wsrD1W8ALXquaBI21OBLe7OCATgCAQW6An7004L+AcDG9RqIBUJw+UPw+BX4coQjEn7s8vsEfDXabULAp6eLvzUWerxGTx/3IdQX43qMaPo6jnnV/6e/smNcz/Ovr8lHPQ4MR40YAnhxgKMxVVdNM3VXm16m++jlA+m9evsb2ZpSh3UKsXFuPA9yTc567agWci95XDYhZ/IhIsekwQgzKKVwK867rbDZu2FrOIuuXe/A8vLzsD+9Dj4pw0OR0qUIbFoKf/5ShPIZXqPiO0Nw5HQpMVIqv2tBUtUuj4XhlBo86yEapmsjiteLwMvQ1RrkBfuwQNal+43VajSOr3hcis8lHjD+VnrzNjC8yLqN9Ootg2fVQnQ/PhG1yf8pgIseLoYMyeeih+vcuDESUiShnsuUsQ/Di2NQTaK9hBNVX3K/JATJ/Ywdjbqx9ISNwulHvo/y9O+g96UE4OgMqX8YZkFrFtQ+PhU4PBWR4skIFU5GWMDWNERZIJtcLYqxUk2+gt6riQgLKZ4SEcmIlDEbkUDL0OWSeo6JCnxRl6t0Mli6KFJJ0JYsyvRgKaGKGQhX5sB+7EnUvl+Anc9twQvzfopVib/C4nHbkDt+D3KSDyBjfDEWjmcIUYEbCRdSzHT8AWQlkfB+CFmpR5GVegRZAqwUH0vpbRleKU2yJyAyhRsHgytKQxC4cRt6rw4rcrzsk2DO7OEiyV73JceLAIuhzoPISWFGpNEy7EhifboKeTKrMjf1KDKSDuLxlG3YnF+MU3VOXPD40SQZYn1GpplDxIMb+DzSuywvLbYDY0aD8czqzGN6zOrdfWgLeHD6Yjem56zB333xX/HZL9+Fz33lbnzmn/8doxKnYmfZSXSEw8LzUuOLBnD0omhJATXOSHayJNgwyWawDYxlQ40jA+OcHtNiMgWxsWbo7fh74o91o+bN4+rA2Dr0eVzt+V6+33Bj9cAxh/u9XMf/M3lajDTEjFIPkpHIxKY+kXk477ah3etAT9CL/kgQjmgITho5WyEf7CEfnOGAMR+AI+SHMxSImSscgDKGE9U0+ztoEVpwwIQHxn2o0KM7FIKL05GQGPljbR6S7m1oJBhhghW5isb7Re5r8Qip+3ng/ad/4zDXznwdeA24T3kXqW1VNv5ltje25TaynXE+g45/hfvz8v/vgf8p+5jvtYH96/Ma3Pdq9zl0P73PG9HeyPMa2Jf5WlzvcyfjnUhcaamrgXYI4DVwEvriMbygTS/TrV7OVi/7qFsiWT3g84FnGFFeDvza8pLYa0edow/kcPV5bLC1N6Dr0B50/P5ldD27AQ4qxUshaCWNQC9VaNNyBKn+Ts/WRsN0H5GMoMI7QZgOyRl8ro8JTF0pNCmcNBFnVbUZWUJItingb1a/gyFEmv5Nav1KBNfmoCdzOmrSfoxT/0WP1AOoJXFewNZoma+OgbDRODduNM4RkBnrOS8AbdAy7oN9R6F67A9QbZDwax/9Ps4k/ADV80fD+UYaUDHVILAz1GfUU6Tg6fFJwNFJgAAuEuXJyTJAV5UqXC18rdKJUqZI6WwRkBFUUZtrskGun2So1quSRRGWLSKAK58KVM1EuCoTtpI1OPXGJvx53bPY8NgLWJTyG2QmvIPspEJkUUMreZ9hKhtRAyaG62gEPkoCgmBKCaAqEvwAQCJY0ttdfWt4zNKUphf3kZtGGYrBGY3m/anj0Mt1SPhm5JxlJ/M8lAYYuWbMfMxOOozshKPIST6C+Wk7sGDma9i+swWt/WG0uN1odPah0cMXiUPkV/hyILGeReFpDO/Xc9wwXsZ8+TI8yeUi2+KxiDRAVziCZ3/zOr74r9/FZ277Jm758t246bZv4Utfuw8v/vldxfMi58bLTDRbrKVGE8cZLpOxxzgej3mJ3aAX1CXj2lDHulHLPqxzvsx+1XXktVR2yW81XiD8/w1l/N/L/5r7l3C0kUUe+/+T12dBm7cfXQEXLGGCLoIlP5y0SEDMFQ1CG5dxvfQJ+eEyQNYA8DJAl7Gt3ocCXwHYBYSp/ep18S2BX3fQK/IUvMeY+U6Te42gx7ge+uNBz8s9xt9m7sPn4TLXd+BetaGB2fXGcfTx4lvpH7u/B++X5zDcca5GD3V8AAAgAElEQVRnnf59ur2efcVvq/d5I9r4fX8S5/XzEGtNOOoS4HW9F+XjuACNArZsQtBkRiO/Khja0A8Sw40tLguc/d3oP1OOtrdeRfsLeXAUrEGgYDVCm+jtIXBSnp2IhAhXICLLCUSoFr96IMxIVXcxktFNwOsTCrrEW8dkAAN4ybwm/htirQyFSv3GmHL+CoSfWoz+nMfQPCUBpxMexOlHFeDSgEq3BGI0AVwEXSYzAy56t5SHix4vBdjOjeN2KhOS5Pvqcd9DZfLdaFv3E4QLpyNSMQmB8hQh1avi2fRWUc7BME4bRk8WgZWY4dWCkQVJTS56siKV6YYnbBoix3XB7CniBYtUsObiBESr5iJcvhqWfRtR8moefrV6HZ6c8SwWpfwJmUm7kZF8CBkpR5GZdkTI7SzJoz1Q2ntFxfhsETPdK6Km2dToIhl+SG7WYABm9lgNNS2SEIbHTDxXVKenVytln1KpNzIiCbgkfGnIUVBM1bw/erwkm1LI/oo3lknQxtAnsyyTDkm7MH035k3eimc2HUJVYz/aPAElUik8Lwca3E7DW6D4lAKuZJChF2HA+LLhhxBfMtTOa/La0BEM4P0jFbhv7BT8jy/9Bz7/1Xvx2dvvxM23fx1zV21E5YV2tPo9sn/xnLitAvi0J8C8/8tNX2lMM49ZV+prXk/gebljXu9y83E+7Gn+/qGOMdRyejWHMvP2GlTUa7DstkG8XD4HesNe2BCAPWp4p8Sb5YfrSsCLHrA4gGWe12DLvOyqpqMhWKMh0QGjRph4l3ifmgGoBl/mVgCmAmm8n+U3i6dMOSDM10NP832kPyAk9B5/LQ3Qqo/N7QZvYwBC47rq/X7amgCy+X/0SZs2vJe8x/RfrEj2lf6J8a7IK/X/KNY3eWzCPWl296PJTQ+XqivX6OrFeXcPLrp64OhrRc+RPTj/y2fR88wa+CiFIKBJldoh6FKmBEKFkyVaXPQCDZDOFfncCBfGuFAKfImHSIfvDEBmXvZxTmuAqM8hslGFSpmxyDCimOEFCz+5CLacWTg/NRFnEh/C6UcJphRoqkukFMSD4vHSwMsMtOKnBwGvcQ+jZtxDsi/ur3qsAmnsQ+BWkzAKpxPvRdWUO2F9ORk4Ntsoy5MuYAqVJLxzmgApRVlVMqIVJMnT4zUBkXLWgJxoiJ+mAVWpCMs2XG5ISDBzsYyAbZJIUwQZlqyaivCJuQieXI6LxRux7xcF+HnmZiyb8DIyk15DVur7WJhaiIVpB7Eg9RDmpZRgYWoJMsmJEkFSw6uVXGyU7Dkgkg9Uk1fZh0r6QRTkjRCiGQRdadrstWIIM1NEUwnYVDkgKQtEhfsUJSmhtL0UoOO23D9BoRJMLUZOGrcj90yFGmU7CYUyTKr6sQQR9cVyJh7A4ynvIevxd7GzuAUXXMB5t1vCSQ1uh2QeEhSJp8P4ktcvDw1AmgjAvA40GGKo9V4LGrwWldZv7cfclfn4uy9+DTfffhf+8Sv34pY7voV7fpSMd0uOoysaRrOXlAEdtlKtUApMwE4fK779sMagvxXgdaOvjwBsvvT4onGR2qGyFftCXtijQTijDAUGBGy5wn4JGxIkcZmdHi5j2txeCUTF9zV7xYbflqHOMHpCfrSwpJUODxqeq1p6aeUD49KIDr18+iPDDN51mDX+fm1wWUDjeh7HbNLXaUG9NsOjOwB++9FoOBMGwNuNBxyDfsdlAPm13i/x+zbPi1co7vk2X79BfT8hgGqkz7/591wKvMR9OuA21i5W8w83T1/rP+FGblcv4qg8Z4YjHOCXFkHXBWcX+u0X4as/hZ5tb+DC83lwGJmILGsDhhAJkEieJ5eJy+j1otJ8DDgpYKIkFbS0gm5NJHUjTKeBzcfdaqDFVmQtjPMTMVeCQwkpLkfEkMfg7wuvXwzH4jlonZ4kgOvEf43CmUcZJjT0uITDpUKIGlDFA634ed1P2jjgRU6Y7k/JCXK+TiTeg6bF9yO0jeHEmQgdnyR1EcHwoCH1IOFCgqXKVISqqLWVKkBK11CMEmCxeDXFT6voAUtBWAROpwHU4TqehkhpAqIV4xGoHA/fiYkIn1mKzuJN2PvzZ7Al4zksTnsFGePfQFZyoehtZaccR0byYWSk7kdm2l5kpu1GRuoeLEwpxMKUImSmMNyoaiaKZynGz2IIUVlmMrMGlTHkqMVORwK62JdK9hksek1Ql1KMXAFViiC/YHwxMtMOIZMEf1NWpAqJ8vyoWk8Pndp2AHwRsJUgK6VEhRrpPWMINakYuekEmfswJ30bnn3uIKpb/OjwR9DIjxy3HU0eB/jxo4EXX7x8vjUAanbbIMDLY5DuhWTdhwZPL5q9NnSFQ/jpH9/G7V+/Xwpnf/6Ob+PmW7+JL/yvu/DcH99CWyAgwKuR3i7jZc4XFI8pXgq+xAwAZh7c9LR5vLrS9JXGJfP2sRDCEGPm9a4zH4fTVzqvj2q9vs6DWv2/Nr8Q3aR8WHHeZROJCEvIBKh0+NAAXQRJZuA01PTw4Eltb+5zJeClwpmKR0a+F6UrLvrdwvWS+0Y4VeQ/WQyajQKS+h7k/ay9rmw1iIqVLnJY0Oy0osWQyWj1MIvXIXbB50Q7ze9GR8CNi0EPLgY8aBe1faf0oTo/rzF5cQLGCEoMD9iN/l/H32vm+UH3sfn/ezXTcc+Feb/x03KcqwVecfu90dfjavc3UuBlfmaGAF59aHCPxCyS5cRMp3hr9FjwUVi9pw+1Xn6RUC6CYQwbmt296LVfRE9tFS7+/lfoLliHQP5TwMbVSux0/QpENq4xaiguRVSAF0EW5SBo2oulNKxYqzAqtQhJtNfG/ibwdYNDjaoeoiK6m4GUTBsE+MvpgbEPQZZWzdfnqfcpy42wYmQdAddstE4fj3PjHxYPFwEXeVvn6JWiPUpR1MFcLYIpDZwu1w4CXiKcSo/Xpdsxq5Fk/Mrke9Dz7H8Bh2dJDcXI8SmKx3V8IiK0MnquJigtr4p0VbeRxPvSARO9LWp9VVD3i6FFSlJMBI5NAY4T0KUjVDoRwfJZCJ3KRc/hldj/yhP4efYWLE7+LRYm7kRG6mFkpB9Bbtoh0bTKST6K3BTKQ5ATVYxsKduzHxnU36L0AsnpBtiiR0pNKz6XkOrpTTLZlYROxUNlFLtWAErvU9VcVMBLedcYvpw/fjcyJu7FqoXHsGTGYWSnH1IgUYcXxXulPF/q3EyhSQO4CfBK5XmSA1aEnORiLKK0RfIhqQs5P3UXMudsxb4DXehwAk1Ot2QQM7TPF1K9hxyuPtR5+kDyvB5Hmiia6lJkfJWdRGBGjlY3znutuBjyo+hkNX40YTb+4Z/+FQRen731Lnz2y9/ElJxVONrYghY/PWscY9R+6129KruSy8STMNgbpkEX23rxWPB42tT58RyvbHob3Q5so8/lw2jjz4vX60bZdY3JktHKrNZhxnauc/bivMuCTp8D1rAPDoYWDcAV3wqRfpgwohlQXc20GXRx2ryN5o+x5XJ1LgE4okH0hrxoI5gX/qK63uo+I5+RQN8i93GjoxdNNCetD+fdFrS4rbLtBU8/Orx2dPqc6PG70BtwwxLyyjWwRfzojzKDc8DsCCJm0aB4BLm+J+JDu9+JVp6Pu0+ut3pmWGHl0mtvfvde6f97rffrlfbL9ebzuNbjjHS7qzmvT1qfGwC8BgbYkV6wG9e/F40c3FkOyKHUkVu8vejqbUbtwR1o+Nlm9Dy9DvbNT6J/w3K48pfDuX4pvBtWILBxOYJ5SxDaQGClCPMhA3wpCQlmMzIsSa4XC0CrabZRhuuMckCXACPDY3Y9yzVwMoMnvb+BdQMcM71O2hjoMrItDYCoMi4VmAutWwL7otm4MCMZ58Y/pOQgyMMywoAS/hMvlyLBkwg/GEhdCqDiAVh8/wGwprhd3Oe5BNZxvB8nx34fdXMfhPe1VFA5PlDFcj1TAV3Kh+V5GE6smIBQGQEVQ4tGeFFI9GlKm6tMZS6GyichyHqPLHRNj1kpZSSSZdtgRQ5cRwpQ89YL+MPqZ7B6whZkJb4t+luZaUeRwTBiMsNw+5FLOQjhQdGLRPV5hvqYociMQkPMVIpQHxBPE71N4nESuYjLeba4fHhul+JnqZJBEjo0vFgMV5KLRVkI1muk3tbjSVuxee0x7Hi3D6sWlohwq3jnNKeMfC/+FtM5KW/XQMhRgUElY8GEgdyUA8iluGoSrwMzIvdgweR38NKL5ahp8eGCJxjLOGxw9aLe3Ys6A8zoZ1uDLraNsk5lIzZ46PFiqa5etEgtVC9y1j2Nm2/9N3zu9nvwudvvxWe+9A38y3d/hLcPHEUnAuAHlgA66oi5esUUQKGumCLvC+mZBHcjVMT5KwGWeJAzknn+3g/DRnIOI+2r/zcjbfn/M/8/SZancZl5mmCEQOSi14H+kE/I8m4BOsrrpYFQPAAbbt5pcMEu17ri1g+3L71OnwfDmwQ71ogf3QE3CJ6aeb/SPMr4+wiwCCaZpNXGzExPPy76HOgOuAS0WSM+2CN+AXFOnSQQCcIVIchTQI/TYhr4GeCP50KemwaG5MBZIj50Bz1o5T3s6gNBYC3ve9NHzUj/h5/2/yTglT6NuzDA8bqOf+pQqPKj+Ec3unvR7OxFs8OiwJdbeby67O242HACfQd3o2/H2+h978/offcPsGz9DSx/egn9v3kR1l88DeuWdXAUPAFvHsn2a+DPX4lAniqLE8lbg/BGkuvXABufAItf0zivld4ZVlSeJIYtTXY14Otq+pv7xHPIhJsWD75WISIq9IYaPSUwqKSfvwYoWIPwuqVwLJmH1lkpqE7+Ic6MJYCiFtfomOK8loIgkKIchJDgE8jDuvpQY3xfIdeLt+sBAVsiMyH7Y13H+1GWcA8uPPUosHc6wmVJ8FUlIcSaiaUEVOlSD5HyDqLnxfBieZpBrFcZiSjjPDMaUxAqT0WAnrGqqbKPEGUkqNVVOQGB8mx0FW3BB89tQcG0F7F43NvISdwumX0ZLBRNYJNSiEUpe5CbsgfZyUVG/cRiZArPay8WpjPcWBTjTAl3iuDE0PFSwMtUtJoeMTGV6UhuljJFah8AYTpcqcKTwrFKYwhQFcNmmJHAT4OkBUnFmJP6HtYs+gBHSmwoLbVj6by9mJu4B5kmGQmRjWD2ouxHy1iQ46WBF0GgAoniYZNQ4wHkJB9EdtIBFc5M24f5qTuwLOs9lBzrQrs7gmav2wi5cEBT4IsAjGFEvrSa+GI2TL3EFI2BfRq9JNirwscXQwG8/PY2/J97H8Jnb/0WvvDV+3DzrXfilju+iYJfv6bUxPn177OJ90GOwbGKnjNybXTatiYsG4RnCc8M4SEwj1Vm4HIlkBa/XqQx5ByUJ4LeiBth8cf5KMZRHoPg6nJGz4sGWGzV/3UAjMk6Zx+aHb3i9bGFDdAVDsBN0yBEpCIGQo9KOsLIbtRZjnEtgdXlzB3yg6bXCziL214yJ03ZkwRfAnboZYqwJJFfCP+2aEASAC54+xW48jnQ7rPjot+JrqBb1hEQEaT1RxXIorfMiVAMYBJkusPKPGyZjWmcH6fFDEkM+e1cZ1wfXiN1nVT4lMfhufBa8z6lN5n3hngctfcx7v4e7l4x3/d6etC9dgPf//HnMei+ijtnfS6xNv4+HKZ//HH+GuY18ooBLxkIORiaLHYxhvnx7GPe5lqmr/Y4l/bjV0kPGrw9asD39qHZo1Tp250W9Nn7YLH1oKe/C72OTvTZLsLa0wpreyP66k7BXnEEnn274Hz9VfT98hl0v/AUejevRP/GZfBJ1uMTktnIMkAqFLlCQpSif8WMR3rDpAC21u5S9RhZk/GKXC9mExasRJitALgVgJQdIphT8hYqy1KJsUo/6oMZYIzrxIQkr7ZlxmW44Ekp3B2i4GvBE8CmtQiuWw774vnomJmO6sQf4uQjD+Cs1Ex8SMKIteOoGK8KW4sWF4VR44DWtc/zGCTXc5/3oyaR3jN617ic/K4HUDXpbnS+9ChwbKZ4tgICnlIUwCqbjOhxFqqm/AO1tVIMI0k+TUr/RMsIxpi9OEFCjIGKdATKqOeVhOjJFIRPTYOnfCWq3/opXl78PBanvoTM5HeQlVSETEpDpBQZYMgIwxF8pCigxBI/UuaH/Kg08quKhCelCOgKLNErNJDVSCBjgKpYmI/z5FbReKxCNU8QFtPv4vR+ZJELlkSgxBJDJchI5Lza38LxBIKHkJN+EDMTt2Fx5g7sL+lElxXYvbsTObNYqmg3spP3CWAUCYs0JgIwjKi8V4POU5+fADoN/NgahHxqejHsmXIQ8xKLsHDau/jd76pQ3+nFBV9Aybe4etEkYIuAqweNXhqXKS4WicHNHqsYxwb9DBNI0Vr8Thyuq0PCzIX4u//nX/C5L9+Dz91xD2768jeQPGcxSmqb0BH047yP3JpuNHnVeKNeGorrRb4XeRRsB5lpLBtqXNLnwjZ+vXndUOvj+/+1zzd7rTjvGdr4/9O/r5H/Q68FbOX/Su8Xr5+rD21uq4TY6PVxg/pcSosrFgIUTS5qcxmmQZKeH2FLUMN96XZY4KX3zWNy2uCX0eslHjCERObCGvKBwFFLUgjvjOFSJgYYrXixBERSY8z0e8hnC/oMrTFDcyxufXz/2LUhICNQY6JBRHnhOvxOtPj65d7n/4fPlIBco+X8oPtU/jf8/wxhV+obv948b/y/h9yv6ZnW56LvFd3y/hgw474xlsk4YTyn/I0D/Yz76grPsD7GX0t7VcDr4/ox+h84VDvonHhzePvQYBgHBA4GLW4bWj39aPHb0OjrQ52/Dw1BC+oDfWgI9KElbENbsA9dnk44nBfh7W2Co7kKveV70LXjz+j81Qvo2/QEnBuWIkDyecEyhDYtQ3CTUqdXIcg1EoYEw5DaM6WLYI8AeBF8RUW+guFMAiizF02BK+qLEXiFC1YhXLAGIXqvClYjUrBKTIpv08sm3K3liG5ejsjTDKcugm3JY2iZOk7Azll6uFisWgpUPyjCpgRarKMooT8CMOp0UQj1hgEvgqyHBdjVCugaZXC9VAHtU2O/i8bsUfBuZaHqaeLJCpanwl9B4MWaipMRLWW9xMmXAC8h3bO2Ign0ZSpzkXpc5IOxP9tg5ePoL30Sh36zCc/M3YKcpFexMPV9ZEzYg5y0IuSKFUs4jqrxOVK4+rDK+jM4UAqsDIiPKimHwWDLDGiGntZZiArIqT6UbSgRy00tUUWzU0sUuCLwkpAnQ33FyJlwANkTDmFhyj7MTnoLy7O2Y+++bnQ6gZa+EF5/qxqZ07djYfIeLGJ/AVUHkZVOwr0Kb8afF4Getvh1nCeAVMDrEBYmHZAyQiuXvIey0xZ0eINodqsXtSK7E7zQk2UAMIZqCJI8NnmhD3p5y3NrRaPPitaAExd8Xizd9Dw+/5Vv4Jbb7xQx1Ztu/zq+evdovF5Ygu5IRO3Dxw+t3hgIIDG32dcvps6B4Mtkf2OD9qCx7wb/tnjgZfZwCbAa4mUuwIug2m1Bq9smoTeGyuj50TIR4mHSXint7YkHS1cAJ/Fg5UbMU5yV5yZcMAFhap5Ai8BRwNhl+GcSGhSgNBh0Xct5DQJeBpizhwNgJig9bgKGJdzJLFEj7Ml3nNcmPEl9TxAU6emPulWgkMBQmQAogijDzOfT7OMz+/Gdq/lcPo7pTzTwuvoLYhNNIA62zDSQQd7bL+nBTGVWX2b665ukyV4BaXV+C2p9vaj39aDZb8H5gFXaTm8v7NZ2OGpPwlH4Dnp+vQW9z66BM38pAgVLES6gBAVJ9+R7EXithgJeXMa6hkqkdKBM0PCeLwlTbloF0JhtaGRVSjYi92cUpRZ+loA5hjvXAhueUEavFvlmLFe0SSnNMwEgtC4HfYtmomF6As4mP4TqR+5HzX/dj3OiuUVNLlXQmmKn1YljcHY8wZcCW5qrdeOAF8nzlKKgx4shS4K8B3F23BicTXwAlePvxMW8HwEHZovMA8FWqDJd6iKq+ooEZFOAcppSqFder3SVwahFUQm2jrMWYxoix1gUezpQlYu+/fnYtuVZrJ72AjJT3kR2+gEsSD2MrAmHsXgCaxYa3i3xPLFo9BGpsyhZfiZSPItHx0wyEw2vlkgzxIEwg1dF8DPgGTO0tsTLpTxdsr+Uw8hNPaIs5bDS0RIAeBCZ41mKaL+cM0OZC1L24bHkrViR8xfsP3ABHXagwwPUXPTi5V8fw8Kp2xTwSiOnS4U/lT6X8ugNBa7MyzQIY2teTqDJcOSC1ELMm/oO3nirBs0WH1o8/WAWVpNkYunBtA9N9HyJ8dnrU6DJIGXrZ1u+nn1WtPjtaA948er7u/Ct0eNw0z9/HZ/78l246bZv4JavfAtrfvor1FntaPU5cN5H5W8z8BqYFpD3Mb589O/6a21HArwk5KVfrCSYOy3o9DqE5+RBSIXMgv6BMKMBuATkxIGseODxUc0TJEkYUJ+b5loZrQqDMvtRmYCtWJ/gYK+W3sc1trEwo3Gs/rAPfUEPOnwOtEqGqEVaalLSyDcTYMzWpUO/KgkgBoYNL7PM8wPF8Gaa1ytQp9cRyNkE0BHUKWCnlp0X2SZV+cW8vd43K8LEjKDQY4sZ99nsu9SaTOCLGc7iAf+In99Lfov5mn1I0x868BrKW6WX3bjBaXB4oZkvAsMYcqj1WVHnU3wTDg4tTt4gSpyOLs5WusdZld7lQK3HiXq/E40ekkMt6HddhKPlJGxF76Dnl8+gf9MqBFhCh2BIvEuqziGBV5RyFCLEagCvuCzHQeT3uGxIqscL8NpEb9YKyarUHjQNvIRLxuNInUcW4jaI/qKgTw/XMkSeXYrAxhxYcmaiaVqiFJ5mhuJZgpyEMTg7bhRqx45GQ+KDqE8Yjdqx96N2LMN+LOvzMGpFp0uFGLX6/LWCL8UPU/sSD9r4h0XRnnwxhhmrEx7CmYTRODP+Bzg97R7YXkkAyh5XHC6S4CvSEKLoqXi9yN+iovxklaHI8GIFC1yTbJ8uWl2omiThx3DpWERKkxCmqn15Ljr35uON9flYnPYS5ifvRMaE/chKZxmfo8hOOobspP1S8idbPEsGl0pLQJA0H8tS3C/ZjAJISLiPk4/QAEu35u04Tc9RlhG6VKr2CgiJDAW5VNTgMrhc5IyJCr1kS1IL7CAWJBdjTlIRZqfuwprlH6DkaDu63UFc8HrREYji1HkPtjx/GPMnbcOC8buRm0LvGjMuVeZlFkObDHGaPFwjm1aZm5mpJXg8eSfWrtyLMw1OdPj8aHDyo8cusg/nGRbxUKOrB83eHsMDxvC/elHw+ZdnX2cp0kPtteJCwIWT7R1IeTwbf/d//2/841fuwS133I2bb/8Wfpj+OPafrUNXNCgvA/mKFr4XvWt9Ikuhv6w/joH0b+mYw4Ua+b+j/pp4ViRMrLydrSTTu/thCXoU14lcpVAAHg28woNBSrxXyAy04tdd7bx5H8NNx+/P3FdzsFxBP2jD9TVvp6fN/fWya2kJ9Fg6yRbywRImp8yHvrAXvUG3JABQ/Z+8M4Kydo9deGBtnn7JguT/gkBtKGNiAEFbq7wHFZBjvzb2Z2am2xZnXKaM/fS2Q+9bJR7wGOe5fwMg8p2rQKIRXtQAUAM7A9DJM0TQFRfSJq1AP9sEcALihgJE+iNgqHXDLLvc/c7lLXE2XN/4dWbgyWnz+g8deN04cKW/pIdqB4CXAlz8kUpUlerYZ0I2nAnaUOtX2zIE2ULCoq9fXgDn3b1opeaK04HzbheafW40+B2o9fej2m9Da6AfTkcXHKePoXvrq+h6bh08UiR7NcJ5qxEWMdKViDIzUrTAFMdLK8HHA65B8zo8SRBHT1f+CoRoVM/Pp5grtcUI6JR0hZQvyqfa/nL48pfCl79c1PeZEOB4IhttGVNxcvJPcHTcD1D6o/tw9kejUPeTB1D7KAntP0B1Ekv0PIBzj4xC7SP3o2ncaDQljkH9WPZhoWollCpg64aGGseIN+2cQdQn8DpLNfzxo3Bi/HdRn/UDeLdOQLR8pkhE0MvF+owhIdEz3EhJiHQVSqSkhGQoUr+LGY6pEPK8UfCaJPpA2VSEq9agZftG/Hp5ARanvYCMlG1YmF6CDIbckvdiSVIRFicdQvb4w8hOYqiPIT+S2ouQlULF+b3ISitUNQzJ6RIyPYGLNnK1BsJ08UBryHlyvERwVZXoUQKrBGQkzRtiq6lUuec5FCKTPK20g6KjNTt5B2ambMPGJ0txrMqKHl8YbRxsPDZcCIRwqsmLpzcdw/wJO5CRtFtAFwn89HZlpFPoVXv1Bs7ZfP5XnBbgyBJJhzF//D5kzngPO3YYZYR8bqlzR49zCzlb7j60eHpxnjwvrwo3auClwgyKJC8fYcIP6UNrwI6OgA+rt/wMX/w/d+Mfv0Ix1e/gplvvwq3//gP8fmcROkNBebb11zdDjs1ei/pCjxvczAPdp9ND87ZGcl34YhR+kX7BsaWny2WR7D6CBMnKo8cn5IeHRHLD+0MgcTUAxAxcRjp9Nfu/Uh8BiwSMhl2pf/x68znHrxvpPMOcmltG8r6DoU9yzEwSFGZpCquRmUlCPiU8yFOzCHDzSokmylpcYkGveNXoWaMROFtCytQyt/D1KIsh6419WNmGTfsNetAb8kjyAWU5egQguqQ8VKffKfcHZTaYCSqgzalAnwA+AXTUfDNCqAyl0kNmeL7Y8j6l963V16+M03GmPXTxYCm2nEBPvHADgOpK9/+gbWNA8eqeJfO28cf5GwFeHBAU0FI/kF/bipTX4LOg1m9DbaAfjT6WrlCovUVSoMkLs6Leb0ODX7k55R8sRFEbGv39qPE7UOOzi2qw1W+Hq6sJvcXv4+Ivt6A3fw38m1YjKKFBluRZhsiGpRKClBI8MUmH+KxD07xIUpCXpYBX2ABegYJlEtaM5CuNMeqMEbBFRPJiDfwFK2EvWNfRr+MAACAASURBVIWezWtx4el1aCp4CnXrVqPmiRWoWbcUp5/IxqnF81D52BSUTxiPiuSfoOzR0Tj+yPdRNY6hReXdorerbuwo1I8bjTqS3AV4MQyo6i3qkKNuRcvLVBJILx+q1Z4yve4MywPFwoxjcGbcaFQlfh9l4+9C29r/RGTvYwiVzxCNLsleLKVuVzpQRuCVLCR74XAJ8KJuF+UhSLSfgNDxZISOpSJSNgnBytnwVK7DuXd/gV8uehqLk3+PhUnkcxWBWYvUqcol6Er+AItSixSfK7UE5HblCp9pH3LTCpGbtlf4XzkELHGmPFYDxacHshKHl4hQKvbFSobCVJ+RshS5Ew4K4MpOK0R2ejEWilDqQWRNPIi5ae9j9qTX8PwzR3DqnB+dvihavSzVo7KcWn0uVLd48dPNx5AxYYcAR3q7eF7kdmWkc9+Uh4gLhxqK9oNDipfpI3UgyRujZ+4QFqTuwKb1B3Gu1Y/2UFCeL4afqKHXItaD85QgIMeLHCx+dfLZMoUX+GHE51KFCC3oCHux9UAJvvPjJPzDl76mgNeX7sbn7rgTi/Kew9muTrQHPeLRpjDree6bWc2uPrTIAK2efeVx09NXN1DGD46fzg++bnyhUVeKLzzKRTC8xZcotbp0BiOBF8GHeIx0OFELpur5T1Krif2mVkKPRqak/BYdjoxrzSDreqfjQZns7xLdM5LulTQFC4LH+GfkphlJAiT+c7kOiUofY72ESw0wp0On5n3EpjWnTbbzS5FyKVQux9RyGKZjGKFRAYnMDuV5S3LAwDTPqz/il/tEQFvQK4Cux+dCl9eJDgOQKY+cAmG8vxh+1F6uGJAxQFhs3gBEVzNP4DZcv/hn/nJ94/uNdP6jBV4ccM12g2K5OstCkLEQD8kn4YDfg0Yfv4gVB6XFa5eBo8V4OTR5dHaUHfU+C+r9vWjwdaPZ240Wb5+QFgnU2vjS8DrBkkTdXhu89g70nz6Mtj/+HLb8VfAzPEjPFaUdSGyXcKACV7GsRik/NJjrJdwuhhyFTG8CXptWwK+BFzllGxeLwjz3Fc5fDc/GVbAUPIHe/94C2/Y30V9xEJa6Klhba2C/2AhnVxNc3U2wX6hDX00lukqK0Pjab1G5YS0Oz5uFoyk/weFHRqFi7ChUC6H+fpx95Aeopkr9OJLdNfBSLYVUzaaB1EhbhjmrE0iqZ01GcrsexInx96E8+U70Pp0AHJqPkHi8JkoR7FgWYxlDisxiZAYjw4eKYC8ZjLoI9vEJiByfhmjZfPjKVuHUmwV4IXMLchNfw8KkPcicUIKM9MPISj2IXMn2IwhjdiI9QfvFdPmd3LRiIaYvYqhOQoqUVWA5HpYBIoA5iCzD4gHXpV4ukuINaQipoaiV4xl6PCyq+FnJlItQ+lnKA1YkZPis9CNYmHYIs5N3YcG0v+C3v65Cc3sA3d4QWnwuFdYLuNHot6E91I/mLhdeefEoMtO3ITuFBbzpNaPmF718JeBxhE8WB7bMnq7hAJiSvyiUTE9elwXjP0DunO0oLOnCea8PTeJRVs9eq7sHLS4CLw6edjT57AP8Eoao9Ncsp/nhQ8+Yrw/tITdqevswOWMp/v6f/gW33EZNr+/i5tu+hfseTUPhyZPoRUi4XvRaK7CljslnfmgbDCBGOkh+2l9dP/Ek8MNVPl5VeKrL5xQpBqfxwheNLANYMbPPEfLBzuzAkE8y/WRZ0HdJCE8Dl3gAcrXzevuRtjxfOT+KvIaHPi8h4JOEH2cjPVZ8f30t2Mav0/Pm8+MytxEC1aFQ3VIuI3btmVEZ8MHJlqFeAzByW7P0hp4WqQ9D5kLLX2iPn/Thdtq0dEds34HYOfH8+P9my1JQ8hsE0A5w5DS4E88oQaQB7vrDfvGg0VNGDxklNOQ+Y9hUPFsKMA33LF4OJH0Yy4c7D71uUKgxDhxeAryoJH3jbACtCmqlx8lsJjSrUO31HJvuSQsIqlr0ACzgSX0Jq4tPd6UV533s24dmnwJXHMCb+dII9Coj2d7bh1Z/P1r9Dpx3WtHudggHhV/mbf4e9PkuwtZYCeuffgNL/lMIUFZi02rF/dpAMKXrOVISQpuSm5CwoWRJUp5CaYOJJIWEHZXgKbMXA5vJJ1uGSN4SKWfkz1+F7oIn0fqL59C5fSv856rg621Dn6sH7QEr2qJOtETtaAla0RF2oCPsQmfQCWvQBafLCntXK3pOlaH9jd+hYs0ilExLwtFxY1D1yP2oSxiDhrFjUPPIA6gZq0KO58aS/P4gzggXS4cGHxLAJBIQ9I5RlythNKoJ1gTEGaDNKIJtLp5dQ8CVwILYo0QzjMc8Of67KJ14F3peTAEOZyBSPg2hCqrTT1VkespHHJ8EpdHFdrrKVCxPBcORzFqMlk1FhFa+AL7j63Dytafx/II8LBr/KrISipCRTH4UwQ+lGQ4K94keK3q/aFSdp+YVjSE/8qsEjIhwKiUdBixW/iflgKqXaHDBBgCX0uuiB4t8LqXdpZZlpCi+FUv9LEwtlpqPWZI9eRQ5DHWSM8ZSQEm7wexGCrTOTn4PuQvex9ZtjWi1RtHp86FN5BdUyZKmgAvNQYYaLbhg9WD7tlosmr4Dmcl7kZnygYieZlFkNfUospKZMHBIShsNnO9gDlv8cjMo4zoBmiwlNJ7nWYwFE3fhZy+WoanHh46wT4r6EmgpUMTQAcEQuSdOlezCZ96nn0GLSpP3OoSc3+qzg+VUOnxe5L/8Km77j/vwmS99E1/46vdx861345/+5Xt4ZesOtPs9cg1aPX1o9fYrI0Ffaj8OBb4+TOClvWojbYc/JxUu0ePZpe1gj97gY6sx0LSNly8vNbZy/DOHYviSUNwaNTbHuDS8x0yhFeENCXfIglaHBe0uG3r9bhFI5ctTvUj5glUSDfLSJQAzeZJiy+TFfGnoUb2wL11+NeDLvO8RTZvPj9Px3rj49ab5oc7rku1N+4vvb+471DpZRu+THFNdlxhY0gBIQJXpmhmgR9XAVNmasX1TpkK8UzqhwASQeJ4EdbJfQ2tMwNgAWDMfW3kFdT9jf8P8X+W3Gp4xgi85D8OzprxzypPGdTqp4KLfIXwzAjB6WmOSGvRa+QfsSl4sfR/f6FYBrLhnj8+XNj9lcgzj82SyS4DXjT65j2Z/atDlwDty40uAF4VAqw8tfvJSFBFYXhB+h7w0Ljj70UZeWNCKukAPWvzdsLk64a87BdvW12F9eiN8rP0ovCwVEqTAKgVLFfAi4X65mJQfYgYisx8JvPLWik5YOG+5aHmFN9KDtgohSkfkUwx1JRzrl6Hj2afQ+fYf4DxVCmdPCxyuXnS5VMkKCeUE7AIgm31UA+9Fq8+qSJckTLqY+m9Fj98Gp6sTngvn0F28DWeeexIHZqWhJPGHOP3oD1Hz6EOoo75WAgn5D+B04oM4Q1L8uIdQO/aHOD3+YQlT1o97CDSGJpkRSau5jO6X9ozVjR0jAO1swgOoGzca9WNZFPs7KJ9+L7pemgQcy0G0bArC5WkqxCheLqVCHxWSfTIi1OSSsCOXp4pyfbhiMiIn58N1bCOO/OoZbJ71DJYm/wnZKTuRKTytEqmRSG/OIsn0U6KhWuxUgJWhIq+BlRSzjiPWm0GJAiRadFSFF2WbNIYRqfVlAl0GACNoianOS/ivRJTyc1MOYVFKCRazPE/KPmQkFWJh0i7MSd6KdSuLUHy4G+1O4ILPrwCNfDDQo9sv3q4mHz20vej2BFFxsg+rM/dgQdJO5EwgT22Pqs8oGZgs/aPOwfxbYr9V/145T+WpM3v06C0kUGRmI8sJ0Xs2J2EHVmRvR8VJC9o9ATT7nGj2uSAEez9f9n0i6dLmcaGF4Eu8VBa08h718Xnll6wDXN/mVXXqLnjd2F1ehVEJk/H3X/w3/M+vfA+33HYvPn/HPZi3YiNOdVxAZ8iOVu7bTeBFoDfcsz8AIm7seHR9485w50K18lYm/gxlw/7WIbbhdebHppgRLtQhQwNcCeDSWWd+G5r5wtAcGhk/rLjgtv3/7L0HdFzVvS7+X/93703yksDNzeUl91KSm4BtWZJtQgd3WrDVmxuE6qpiG9NLQjGmhpaENPJCEnpJAIMB94rB2GBcJdmy+vQZjTR9RtL31vfbZ88cjWZGkguQhFlrr73PmXN2L9/5VbQHSPXvhDsaFHmjhEyX6fAfhDyX1uAzx3GAMIj3vwjPmuuu05nqpZ/RcaZnj+g/GqrVlvNTmMQQypimkCXFAqINYHREdUgxhpraZY6FPdmjWNP+aMLILs2RUJmAbGyaKJGPBSrthEkkYVBzlLGc30kUpUxr6+j9l3n901JCuvAl8NLolF/PBvhiHGdZhNwCuFp8HtH6OBh24SBtgPltsAbs6Aja0Nn4KZyvPAP30jsQWXoLog/diuh9tHxP0xK0Fk8ARgqY4Vx72Y0g+FIakLcCS+9Az323I3bfLYiJ8dOfIbz0RkTvvQndS38K7313wfKbR9GxZQWC7fvR2dkGa8iKlqAN/OrXCJt1Jou0QcxjOHAoTG0vfvkaBw+/bmljqduBlh4H7CErutwNsG9diU8fux/rrr4CGwouxvaC8dhbTErWWBUKyYKcjNr8i0QbkbJg9XmTUCuyYgboyieVTGkwatmu5JjvEYTtyR8vFLbaPAK7c7F95lmwPEn24kKx1SUGUcUqfRF6PypA945yxD6ege4dZejdXgB8VIDeD0sFoHXvmI7Ix3Pg3Hg33nlsGe6+/DFU5r8o8lJV01cLRUY0GEVbUFlq1xbjhQWoXeqkcd/TB5QM8KyAFO1CSACYopRpMEfgRz+Pip1H1uKmBBVOsyHL12BO0QrMmfk8nnpyK3btDcDqB1oDfhE+JeWCh3GDj8CFsofUELShKWiHNRhEoyWCp5/aicppr6O6bBUUqGO730X1tBWonvZeXL7MDKrSpc0Arap0HSqFJUqq4VrJm4Zaq656Cc+98DEOOkJoCQdxiIAwaJd5yI+ZZh7ggU4cCnTGgZdi5XOdkfLjFWpYI0FUwAtrLIwGbyeuWnw7vvqdLBx30lk47qSz8bXvjsLpkwvxzkfbYe8NoJlzm7b6DDCXHnz9cwGvVP3QEKJsHSn9CeBlPoB4X66Nr3IZF8pw+d0iEG0Jd8IW9onwNQ9LHw2j6kM9xSF7tA/tL/MbPLA1A5tU6QGB1zEaz+S6mOshlDZqvhqulQi86EWArEe6cBLZLyrPUKFDfyAY3DPzPP5s032BFwkdEmQtqfWm111ynAJ4MbO/t5Dpa3eg/3Rb1XNNIX6NKwCjDgc7mgIOtJLcKcK8ymkptbZayDIJO+GO2BE88DHcf/4tOh6+C75lNyN6/03A/QlTEwk7Xzcp0CXAS1mnF4F50WokRcwwjvrALfDddzMcD92LztdeRHjfDvg6mmENW3EoYkddxIYDEad8xdKxq1L5JXXBgUMhO0gFIeXrEKkOYiepQ0i1TbKx0v2EHQ0Rsqg64A44EbE3wbV5LXY+cjc2XFuKjQUTsfPHF+BA3jjUF4zHnqIJ2F08EfsLJqA+bzzq8pTDbFK69hYq0DUQ8NqfP1kcbu+hQH/+RAmf5p+HD4tPR9PSPPSum4veD64Q34oxOrn+sBjdH5Yi9uEViH14FXo+vAr44HL0bi1HD6liH1+HyMc3onb5vfjTz+7HLdMfQVXhy6iZphxczytdK+5/aoSSRFYjXQEZbMWShFNrM7g44rS2Vi9yXXSSTTMRKlQbZisWi5FUalFSm3ITqor53DpUlr2D60pfwc2V7+DVv+7HIRvluaJoEZVmK5pDDhnnJr9XHPLyK7DB70RzhCw3G5p8HliD3dix04vbl7yDOcXLJf/rS9ZhUfk7qJn2NiorSAUbfNvFRRHdFEmgvBipcjSloXw5krp3TflzuPOWv2HPQT8soW4BT4c4/8JWNIbswuYSW1/cQIU6pTaspqBL/lPsQiV/SZZCa5ibbQA//+Pz+J8xE/C17+biW98/D//7u6Nwwmln4snnXkajn2xJCnkzDwKrTOs8E/BSdUn/vt4f0sWZyh3ov3R5ZqB2kQKWsa2py6QYhohisM+FmsYyjMD9Xsx/KK0ysnZomoBaaDz4qAlH7TkvNeo0e0inTYc0KTlfAqTBA6Rj1VfJACf52gx4ktNC8TKN6dGsY7p6eEU2LAgf5cPE1yVdMYXh6QnCFu5Ei2jOUmGHH2pqHlNBR861lFgl9RpQazzVmsv0vPm/ob1Lan8iqHrrddgPeJlJ25SVYjDf+4dLyyamZCBITVAbENmNdgmNQk2wodlvlwOQ7EbZmAzZEn5x2wJudHnbENj3Iex/+TVc99+BwDKahCA16zb03nMzeu+h1iM1E28QQ6e0A9ZDduJ9t4n7IRo8xbIl6F22BNEHb0LHsptg/9X96Fz/NoLtB+ALutAeoCFKG+oiLrHCT+TPL9KWLjda5Ou0b70PBWxiS0mNIakOXvl6sHQ5YeminIaiMPAAtwSc6Ao5EbTWw7PpHex68C5smFGI96dMwC4BWeOwv2Ac6Faolj4d8wzBe5HvGhzw2kdr+fT9mD9eqGP7CygvNhbbC87AvqrzEX6JMlzXIrpjJkKflCP8cR5i24rQu5VW6+nkmv9fCWyfg+6Pb4Fl9UNY+csH8GjV41hU8mdUlryO6unrUDl9LSrL3hPn1ktKtoD2uQioSNURB9YCigyTCmkoXYOhAA1MDTN8H4p9MMqXbQBBF30fVhevUQ6rKX9WvA7XFb2FOTNexEPL1uKDbU7YAr1ojwTEJENTyIKmULtQtZo4Zl1K9oEHJ7UHD/mtaCJrWdhSnWj1RvHmWw1YdO2bmFf4nsi1LTZMWFSKTFp6ua7kdvcBogYLUgEvajdS2WA15pa/juprX8XbKxrR6ulGi9+HprANBwLtQvUS6rFPsRxFVoMbKQFTHzaapsQo4e22cACb99VjUvEV+F/f/iGOP+VMfOPEH+Fb/3MGZlXfhO1NjbB2+yUfzl9NoU4FoEQ4l6w1Un61cHg8Zl2Ue7GUsbEH/l3thaRq6a9vHlDSBqO/CdQDrkTwk12rAu9T3d8S9sERDYhJAlIeFDtIxVqIm/FAh7JZhik5nepd8zOp/j/ce+Z8j0b6cOuR/N7RqEuqPD6rclKVffj36GIphK7uEDq6A/DE/LCFvGjzu9Dc5UAjKfxiooYARgEaWZOcu332kaGtZ51HyrWfvC8MsBck56H3JLX+FJbS+0hm4JVc8N/pdaaBEVadHASGtg7TAQcaA3Y0BmxoDPFQ41e7A80Bfgl65GtQABjt13jdsHS4BLh4/BZ4P9kIx9NPwvXgnQiK70XDqnwceN2IHmoq3n+TyHARnFGGC0tphmIJIg/eBPsDN6Dt6UcQ+ngDAp4WtAYor6UmFFX1RT3fcM/R4iPoooaR8b8Yk2TdVaB2WTPtlHGC0l4Kjdn5bWgOOIWKx/Yc9DnE/x3ZQu1BB7oCLkSdLbCvfwfblt2B1bOKsHXKROybOhG7ii7CrgL6VrwQtQU0iEpDqKSEZWYzku1Ig6kEXqSa7Rc5ssnYWzIJuwrPw/bi0Wi5YxK637oK+GguojtmILojH9hRIgL12H4Nej6ejcj2xWhffRfW//5hPFn9GG4o/g2qC/8mAvSiBVhBy+rvoabsXdxYuho3izai0iSsKlsrNrzEZ6F2n0MfhEMIfYCJma1osCHNefFZxWZcK2UsrlCC7VXFa1BTQdta72FO6XJcW/4qrq98HS+/UotDtigc0Qhaaa8myMVKNqJiJXIekx3X6OsUAMFrjiPH+BA1CLuoSegUraAmZwR/+uMuzJ/5KuaVLBcqV1XJBlSRyiYW6BNmL8zgqk/7UoBSUr7Iql1kuCOiAkFVxUrMn/4mfn7/JtQ1hmAJRtAcplsfi7gOUmwrbpAK/Ii9Hpp/iK8zuwF+FDg45HOiLexDiz+Aebfdg2+clIXjTh6Db550plC/Ro6dgrc/2AZbTwiHfA4xX8F1IRtcKmpQHGTpNW6OB9ioB7nnqbHJAOAGmU/y5n0418l14XU80Fh0lwMt7GM/P+Y8sAQ9sIW9cEaooRiAtyeEzl76KaSmX7BP6IoFkT5Qo80cMj07tP94KOvQtwxzeanTndEAjlZI3/ahtYf5ZKrTkZSj+0nHR5LXZ/euAl1eOiIPemHxudDitaPJa0cL5ysBGNe2yDQba91YU/G5bczzw1kzn/U7aYHXZ12Rz7c8br7mzVgdeI0BCw4FGaxiYoIaWtrgm2gCEbz4HEIJE23NgA2dHc3wf7gGjqd+jgB9Kd53K7rFnhcNoZLKdSMi912P2LIl6Ln/RiVAL8DrFpEPsz94Jyx/+iW8e7agi7JcPEz5RS9sGVI1CApJcuXXu6FyS0DF+hsaSsoqOBUEOEE1AHPKZtvkd6GeVvxFAJ+AkooCSqGAhxiNIbKNdC7eGfIiaG9G28o3sP2em7FmZiE2Fk7GdvHzeLEAL1Kt9hYqAXtqNSbLdZmvCbwI0GoJvCgfxlAwEXuLxgn42lE+BnXXj0XnHy5H94p56F47B7ENCxFeexfa3n4Mnzz3KN585CE8XHk/bpj2BGpKXhRDqAQU1TSXULEW1dNWiw2shQRCpSuxsOwd1FDAXqy3k/VIY6TU8lPsPTPoGHKaLDs6zWagJiTNNMRBHGW41hssujVyf1HFeiwopnPtdaiqWIvZZW+i+prX8YsntmL7LjesgW60h/1oJmuYYDuoxlrNTWOOCmldCZsSdLVQy5Y2lbw89ClETRMO7bCGfTjQGsbvntqOOTNewrzSFcoMRul6k1bj4FmOib6hxudqYTVSwJ73F5SsxnVF7+CGynewboMN7d6YtOFAgOuG1GTOU9aP89RjyHwRDLCNag5KmhtnkBQ8m2gttgb9+MNf38Lwcybj306gTa+z8LXvjsF/nnYW7vvNH1DnsavNWOa5IZcpX8Nm9kBibWvgxzokAuvEZwYbEuBKb/h8l2vnSMLR2P9Eg1QfRpqKRZEIBp8KbX43bKEOOCJdcMf8Ql0gyGLo6kmEzh4CrkAc7PAQ93eHEIilD/xfH/ZHGicf+GaQkvzfP+J1cv/9I7axT5sMgO+NBUQL3xHuhDXYIR8GnLOtci4542tMrxchKJg/LOTjNLFG9XOJOHmd931Wr2kdJ97r+1ziPvNL91/6+ymAl0ESY2aatBY3iKgNI5pi/QzjVBWQ+8bz5mc/y7TUy1TnlO1h/fWgaOBlBVmNcpgRoAh1gRQGza8lydMOGmmlIVZa6LYFbQjb6+Fb9Tpcj92H8LLbxPBp9703oIfsxaW0TH+TyIDFxO+j0oCMLb0DjqU/RdsfnkJo5wfweNvR5LMKVaolQCepFJpXB1UjKRzidsFQZWV9THUXb/U0LBmkDTO7Al9+O5oMypcigRoHXsgu7WPbeIA3dhJ88UDvRLN8eXjgC7jga9+PAytewPY7F2L99AK8P3UydlMDMv9C0Nn2HvqCLJoEOtumVXpStBIyX3QRxEDgxXeUuYo91IjkczRDUTAOnxadj49KzsCOmWdj/4KLsGdJHrYumY7lNVV47Or7cXvFr7Go8CXMz38LlcXvYUHJClSXvyu2uJSphrdRU/GuUGQqS9aJfFdl+XtiTJRgQShepHoJYDJAx1BlvbT1dsqK0QyFGXiR9SbsOII6BbwoT1VZugoLSmkzjIBrHRbMWIvZFW+jPO/3+PnDG9Bii8FFKpchOC8yT7KZkFKpHA8TtIhzXLEGz3lHcOFAc9CJFlKSugy5oDCpo3ZhJVmCYdQ1R/DrX36EOdNeRmXpO+LzUVik4gbJbCZDWc8nkFLmM/Q1+0kDNEXBqyqh5X76nFRyc5Rjm1u0GnOnv4bf/2Ybmu0xWCJ+HBSr8m4xyyJrRxvgFKqxB80hF5pDTpFd05Rn9WHBuelCa9CHj5taccm0K/H/f+sH+PfvnY1vnnwWvn7SKORfNQ8fNhyAvdcvlEGCDooJiLiA9E1CTlPJMilqmwJfJvmmpE1bb7iJmJS6gUPKvS/VfpjuXr8yTFQqUx3Vnsw5kWARco6QTdgirEK6OmPwwBbsgD2kKFmucBcYaFrGaxxyGmj5egw2D6lZ0YBQtChvIzI3SRQuXzQIHfzRIMzBF6OczuEH80GcMR8DBBLofdYhDoiknYcPNAeqd6b2Sz9Rq/RYhKTxNo/JQGk9Z9LFGd83zUlfbxhdvWF4e0NCgXVGfUKRbSPHyTTvmZYg68NYo+QS9Ftj+uzvv45JRWNIv94T/8lzQgBRcpYio2pat8nl9l2j5vXq1LgL/59OiawI5UVMQbOtUsXm59Kl9Xvp/v8s7us6JMdNAQrPKwF69dXdt+2iss7Dgarr1HoUWRrGPDDUoUFNQaq1NkU8aPXbxb+j314H+4qX4XzwLsTuoemIGxAme/Fuajf+DJFldyJC+a9ld4DmI7z33Qbrbx+D98N1CHnaYDGoVfIVKy46aP1bAT2hYgmIsqPZZ0eLj+xEAisVCAYbpJ6qbc0BsklVuxoFvCXayP6I97+AZJuSbROhfFr6V5PbEe2AJ+hAZ9NuNLz2Z2y9cQE2l12GbVMn4FNSroomY1cRqVe07TUJtaL1aFC48sejnpqMYhl/MvblKWC2lzJeAr7oQJvgazx2FY/FrsJzsCvvLHycNxYb8/Pw4pTLcX/hPbil+A9YXPw2asq2orrsAxFcp/9BceVTRqOnqyQQOFSWbkRl6SZUiRsgCoIbMkl0Ti0W6VfGjaOabVUlpxOUHkMuKu7uh6BrrQT1DI2sGjJdpWTpbUQNbWeVbcCCijWopOzZtA1YMGM9Li/9GyaOexBT8+/Ca2/vgCcWEbYP7SM1dXlB4Xku2sRcJeWLlCAGBTD6sOlkbPXzyvivmGoIeWAJh3CgLYBfPr4B8ypexPzSFagsJxg0bHKJjTKm2RYFsJQyAAEYKXl0i2S4RmL7itejijJqQWObYwAAIABJREFUpJyVrkdl8WqhoNH22eyiV3HXDSuwc5cX1mBEPlRoK48aPQowGBQ8mWfGRkSqnnzUkJpLcEm2I7V1XWiLUMjej5q7l+H479Nh9mgc/72z8ZXvZOO0syfj9c1b0B6lRqRiVfbZPGX/Uh8XfTZEoRir/hRRAoMinOhrRSFOdx1fK6b98XDuJa9JMf8i4gykoDsUJTNIjWoFqPQhQ0WL1oBHAauQF/ZwJ5yRTrjDXfBE/SCrhgcywVEcFMWC8EsIwU9AZQJPPvpWjAbgjwTgiwTg53UkCD8DD3bzQdyddG3+zwBc8TLN5RvpTNSy5P+CSdS1YHcYX4RgruexrI+5nOQ0x5JjdEwC58dhUi4DA4xRcjsCHON4CMPfkwisg7+HIQx/L4XtCcLotqhL5jyptpaAG20+yipT6cg408RMjVOZh+KZLSFx3iWvVXWG67NcnfM86+NBzvjE/4IBiAOM+4ID9PNJz/bL2/S/xltx4CWaU9SeMoXkyqa7TlVQumc/z/up6nk491qCDpG/auHghqlhyAGyoz1ohTtkh7/hU9hf+B3cD9yK4P1LEFp2A3qW3gZStyLLlAmJnntvQ/SBO2F/9B64V7yIqLMBjgBlsBQ1Q+zvhF04ZATaGxObY8YmzQnXwmCAqzhADJFq1TewjaLeb5oA/dod5qRSLEoK6LZGvOIPkOW0BZxwRdwIdrUjWPsRmp79FbYuvAqbSi/G9h+PU/JeheNFeF6s3xdNwt7CC1GbdxEO5F1oULoo30V240TUFjGQSjZRNCfrxMDqJOzJm4zaqTRXMRk7Cy/BptIivFpeiV+X3o2lRb/DLcVvY3HxBiws2YLq0i3ivmZx6TrcULIGS+hc2gAVyu7UeiwqW4dFZbRhtQk1dI6t/S6SNVi63jDvkNpNTlzmSRtRFbknAixStOjbkfVQMYXnGcSlDoXoy6lduRYLZq7EglmrcHXxchRM/iPOPP0u/GDYtai+6Teobacwcwdag1a0yiHrFspFi4yRXod2RRWSw56eFBicIkdlHj+uKa5bGeOI0nbkwW0PRXCgMYRfP74V82a8hLklbwtLln4oabBVuUNSVvkVxUsJ/rNvakoUVUyZwKA2I/vLoOYJhU+BzUVk3Za/g4VXv4JXXtqFNm8UbWEvGmnSJL5RsX5cI+orU+aqrjPXEL9oRavYIRrDbZEutIVDeGHVWmSPnYp/PSELx51yJr5+4mh8+7QzcMdjT6DOY1HGgw3qmQZM5o2zPyDTG7Hpo2OQQMrc30cjzbEyB71mSf0kBYtAi1/67QE3rKEOOXRcUT86yAokpQo8mGj/KIwAQ6rDLxZGMBZSwCUDq5AHYwJMhOQd82E4UJplmw/XRF5fDND091wfc78ey7S/O4y+IUFV5Pzq+1/fa/5/uH0sc4fzxwBizCfUE1GhN4pAL430hkHqrGg+9oTQEfPDEfKi3e9Cqz4DuY5lTem9xiCWyD6TAFDJa3cweCT5HV4P5r1Uz6QAXn0rl+ol871UlTHfMz/7RUib63Y4aXMbKGPT5neiTQaVlAYrmiN2NEUcaI644QvY0bV7C1r++CicD9yI8H3XAw8QeDHcLhqPPUtvh2fZ7XA++xSiddvQ6beAVCnaKxH2QdjVZ2NWdpzUgDezXA24JO47dtI+QeMEceqw0bFuh+6DlnCC7dPCQ4zl8hA00HyrAeTIpmwLu+CJOBD2NaNr9wbU/+4hbJkzAxunTsAndENEy/QFY7GrYCx2F0/CnqJLsDfvEiX/RY3GggmoLVSyXpT3qi+ciAP541A/dSz25V+EPXk/Ru2US1E3hdSzcdhVPAEflUzBmrKr8GLpbXii8Anclf8sbi54C4uL12NR8UYsKlqLRcVrsYimE2jugBQuQwCcwKimZDOqSzeLyyC6CRJXQSJkvqEP8FpEGa1+LnVof4sghIFAa6O4+qkh+CveiMWlm7CIZRTzOWVUdWHFBtRMX4d501bgytJXkD/5t7jg9PuRM+JG/M+wazH2x0vwl+VbYI1E0Bq2oynUhlayCA1KZh/5Jyp4kCUsQvbcUPRYqfHWY8mY40ng3OC3olHytYqMjyvci3qCr1+8j3nTX8W88tdRWf6uyKcpo6qKTSr+HUtXKUBKqh3bynYLC5LsRSoKKBZjJZUE6N+yfJOATTr0nl32Ch5auhL1LQGRV2OdhMoqlFZDSSBIIKnrzrQBgEi253yTZwnOPLDEQthlsWLK5XPxb98Zjq+fdDq+cfKP8PWTsnFhxSxsa6iHA7Rkz3cNahXlxkgFFBYE2YqaDaEB1xcgZn0N0EVwKoEfu8Z6Frah3yWC786IT7S8vDE/ukh1ovaXIY8llIGYomQJuCKw6jYDqMRhOJgDWx+c+tBLHIgK1GVikSWDvkzl6XLSxbp8Had77h/lvm6njpPblakvj+Z/eg7pOEQAZASpk4B4AvkUIRXoz3DPXG9dXjw2v0dr+nG2sgJ7GoR1xoJwR7pgC7nR5jcoXwZ3J7HHGGefsefo++bYvIemS6s9JrF3JF+ney/V/X7AK9VD5nv6i5Ix75srnyptfvfzTuv6metxJJ3HDZ3aFi1+G1oC7WgNkWqhZMFotNQa9MDnaUHH++/A9qv7EFh6A3ruvQG49zZxKdR9F8HYbbA9cje8776Cbk8j7CHls46C8vzaVXXlwUzZHX2YJJC23qg1oOIhl8xONLc3Oa37RI8nKS2knvHgYloBAIcAMXmWrBo5TJ1ojTjREbUj6jkE17ZV2P3QT7F5ZhHeL5iET6ZegD0FKuwumoid4lpokrgjIquR1Kz6vMmoY/qyiaibOh519OWYP0FcFBGA1U6djLqpysJ9bT6t3F+MrUUVeLdwHp4vvgNPFj6Bewr/gpuLXsf1lKGiG5/yTaiiYdISArL1WFy0EYuLNmFh0WbUFG+W+8rB9WoDXBBUkKpjmJeg7BPlvkyBYEooYwZ1i+BLAEnxeiwk8CO1hw6tyZqrWIOaGWtRNW0lrih4GVMm/ALnnP4zjM6+GblZSzAiax5OzZ2Fyp8+hd12L1qjfgHrzWFqzxqUTmPjiAueC/DS2rVm0NJ3/XFsZT7T1g1ZknK429AUsqI91AFntAcHW0N4+qkdmDvrBcwufVP6q7KIoJQKCvTt+A6qS+jnkW02bI2JOQ72iZLtohFYYa+KgoKigNHFEftlTtFbuKnqDaxc04T2rijaQvT4QODPOZwMvLiJ8b6i6CUoYMb8DrhgYf/4u3Drw0/iv0aeK/Jdx33vDPzLCcNwyunn4YVVa2CJ+dXaCNrRQjBDYCeyG9RA1rJk7Ju+/aXn/mcV91l7BvAi4KItQAZqgsp6FuqyW+RaqGVIeRefULMSgEpTt+JUpmhQUbVItYr1pTyZD7iB0snvJgOAoVxnKmso+QzmWXNZAz1vfjY5PdC7Q/n/aOadnNexuo4DH5lHIYRipmACYRqMJccZ+ycJrJnb0KccXaapPOary+IcJcucYCzQE4G/lyYofHBQtCLoRCvllfkBJ2vKBRIVEoSFFMSJDIDsWO0N/YDXQAX12Tz+joAX28W6a4Ch2zFQezP9z69zCtgJyzFoRxuD3452fwfa/T6xr+X2O9Ftb0THOy/D/vCdiNxzE/CzW4C7bkb0niXouv82uJ5+HL7ta+H3taE95EBryCPe2mmbq5XsQuMwYZ1JBRNhYc0aIUAiANQUBD7LtEGp6lP/VPeM9wRQBwm22B4CLnucVan7Sg7yiA3NYQIxw4BdiFpSbnQGnYg5G+FY/Tq2/WwJ1ky7DFvzx2Fn3vnYl38B9ufTCfdE7J1KN0MXSqjNuxB1+Rdh/2WTsW8KtRzHYXfB+dhVdD520Zk22Y1TLsaBKZegdsoE7J96AfYLRW0ythUV473SuXi29HY8lP8wbil5FoumrcD8GRsxf/oWVJESU7QWS4o2YEnxJlxfvEmoUwpE0dEzrbqTOqapOco/I6ldZhAmrEbNZhS2JIEG5ZzWii2uhbRQP20NqmesQuXM93BN6V9R/uM/4eLzHsfZo36GHIKtEVXIyVmE3FE1+MHwyzEhrwrPr9wKS3e3+P88xHElazCsWGx0ENtMiqeMDfvajuYwNf0GCR6CHrRFfKIZyM2nhVTYoA2tIS9s4RgaLTH86ZmdmPuT13Bd8UrML6aJiY1YNG2VuCqqLl4JUv40mCLFi21W1EAlDyb9Ur5B5Lwo8yXUv9JNAj7nzngVT/3yA7TYu2ELBpQcIsEQ29EH/DhkbpPixTneGnEJ21D8jvI6rITgLbEAXt/0PsZcmIf/dcKpOO77Z+Cr/5WL//jh6Vi09CHsd9nEhRDfYx4EXmqz7UBLqAMtYXd889WbsLrH+6n+S2zWieeP/F6ftchDgXU1AinkUv+gU1j6jrAX3p5gnL3Cg4YHVfxgNFEE4uBrADai+aAbbFofdjrOeLCa6sTnksswy38l/zfQdbzd5j4wpc3vD1RH87NHkj6W5STnfST1HMq7mfpZz4HDiVPNh0z1kvabxtdcpuQVDSEQNT5EesluD8Lb7Ycr4oXVOMMEeNGHrQG8dNxnHRrn32d9b8jA67Ou4LEoTw/AkcbC8uGgRlxqEyXaDpHS1QlLoEs0EmmstNPvgr91HxyvPwP3stsRu4smJm5DdNmN6Hjwdjif+y0CB7fDHbYIO4myPlZqFAY70BpyoVUmDsGVS/KnjSeyAuVQJYWKE02jemOi8T3eU8+ptORlejb+Dicf35dJSDaW2wBgFPJVsmaidUbr1xEHGiM8QJUGGW00CUso1AFbxA1/1IVAyz4cevUZbLxhLlaVXYQPaPk+j8ZXJ4ktsD1TJoiA/V76bpxKma/J2ENn3HnjsDv/POwpPFccae+eSt+Rl6Ju6iXyPF0MHcinNf1zsHfqedhecAneL5+GFwtnY8m583H5eT/FVUUv4pqKt1E5/T1cP30lri9fhcUi97VOqDjKaTXtfNHUhCFwb1C7aBC0L5uRNr6Ub8PKktWKolW2GjXT1mLhNJquWIWq6e9gzrQ3MS3vWfx40i9x/llLkTvyJmQNW4SRIxZiZE4NRo6qxsjcaowYOQcjRl2OG+99Ggc7/GiN+NFMR7BaZktYbMpFFe3EJViKBFwatAyCamNYJ5c8SPkRYKME22lM1BILo8nVgxdfrMWCK1/DnJLlYlesuniVyMOxX2pKDc1F6Rv6ZqTs2kYlKyeULqXhKHbKhDpGwEo7ZWtwbdFr+OlNK/HxTh8snRG00l5UlPXQFC5+GPDamKNxQNkXWMqHRtAp7oFqnU6UzK7GV75LduMYfPNkgq9snHVpCbYeOAAXwpI/2bEt/DCQPJVGEj8q+gI+Ncc5bxN9/zl8CWsqF+OQUz6y2tnecAc6uv1Kdqs3IgLuBC36oNIAhtf6gNb/He1YUyLkQCYL03QYpkof7fJ1fqnKMt/Tz30Zpzf3caR9Y+7vw0kfSfnJ5TEvrgOlROJHoCeAQC9to/lgD3mEGEEOkYCvzwlcZcIu/YGXeTPQ6S9gxTM1Sjpb193Y1Pi8AI0UCFgDkCHH3CwJbiIEJB4cinpxiMLoIQIm2itSRkrJbrFF7PAf3IbOPzyOrqW3I7jsNjEp4XrgNjhefhq+tl1o77agPqYoG0qY1os2g6LWIpQwA3jxUDbAXp82me7FgVfSPX0/VVvZR2KoVWtTkQImgQclAYFhQFbYOEobTfxBklXC5ygkTpZW0I2w34auum3Y84dHsXr2NKwtmIRPp44FWYaU29qbTz+QpHCNwx4J9A1J+14XoJYgberF2Df1MuzLuxj7p9LFkDK6upssS1rP57O0G1Y0GR+UFeKPl83CrKxynD+sEhecfi+mjHsCMy/9Pa7N+wvmFb+J6orVWDh9HapnUMPwPVRNX4ma6WuxsEJRcmjcVFF5KIiv7vGahk75XM30NaiqWCVyUQvKVmB20RuYednzyJvwK4z90f0Yk30bRo5cghHZCzFsZCVG5FYhe/RCjBhVheGjFiBrdCVOHXYVphbdhuXr98ISiSrFBbq9iVMsSZlioHwTqV5mNpmSfco47+Pr1G5QfgigPQbF1Ia2qEfkig6G+L8f7d5eLH/9AG6a/zrmFy9HdSHl1DYJ61VAadlKsYVGCuDCkk1YWPK+aDWSjctQVbJWDLMuMvxMiomJ8nWYV/Yuqq56Hc8/vweWjh6xQN0eIfuabEVSUxUg4nxSMl26bRowKXApzwYdornY7Pfh3l8/jZNHjxPgddwpZ+FfThiOE3MvwJ/eekeMs7ZFPMK2JGtVAy2zrFyi79i/xnxOkpdLPPPZAjHWk8ordGLfEfPB1x2Ma3mZ5biO5PA6nHf7HHikMGQAXgPnT/Cow9AAQqZy+d/AZf99P6MBto6/iO09kjFKyHAZwvyG3GI/Sq+efwZ1VYEvP4KxAII9lH/0w8VzSORFHSI7+Xmt6Uzl9gNeBBLJQeR+hLKiWFpf9Ov+9Sc1R1F0Utdd/z/EWGwNqU2cGoDNYQ8aJSbbxI6WkAUtAR4CHWiOedHptyH40Tq4fvcYvA/chsiym+B+8A44X34G/uY9aAu2oyFKgOgWm06KKkDQo7QnuTG3+6nl5ImzAfu0x2AlklUoAEvanGhTnOKVdF/yiLMhFSWCoFHyYV4SCPrI+nSjLcj6sZ7UIFFBsx8FfIm6OzUg7Qh0NsOxbQ22PvQzbJx2GT7MG4s9hRS+v0DAF4HTvvwLhaJVVzgZ9fkTcWAq/UFS/uticcy9lyYnJND8xIXYS/Zk/oWoLaRZigly74PyafjlpTNRMKIEo0+bjREjFmN0zg04a8wNOO+MuzH5vEdRMPl3KPnxM6jIfw5XFL+M2SV/xfySNzC39G3MLXtbxZJegbkEVyXLcU3R33Bl4SuYMeVZFF/4O0wZ9zgmn/0Azhv1U4zJugnZWYuRlbUQWdkLMSKX1K0ajBxdg6xRNcg24hGjqjFi9HycljsLS+78LRo9YVgiAQEilOmRfpV1R1ayTY03NUoZOBfCHtHyyzyHzWtTyefx3fj8kPEkoLHjEAX5Ix7YohG0d8SwZk0Tbql6HdcWvo5qEajfhKoiKiisxqIyyn3RBhrZipvFybeSiSO7lbJeK7G4gmYnKBf2ntgJqyxfi6tKXsF9d6/BgZYoXOEg2ilAT8FxDXiosScA01xvNdflg4UUVYIRtp+Cs6EA1u7cjbMuLca//OdwHH8KbXr9CMd/bwyuWXI7SBGz9wRFlqyFwJIfRIYcahvZeAZFV/WHKpvlD75P+9Yz3q9J+2Kcxc/+TvOfvs91LWnGATssIRdcsU54e5XhUh6uIssiAvNK40sON9H+6s/Kk8PYRBlLdzjrwyzd/6nupztUE0BKUeRE7kazRc2sR5HviSAY0yGFcLY+VJOAFOvbp3xzvkY6VZ2Hek+DGnM81DyS+yPt+/20Byk0HjGFhDahgBKTqQXRLu33vmEGQvqOc8McIgjEdEgzb5L6PG29UzwnpkooYxgNZwyp8zTMnsSF5zXw0iZQVBzgvDYC50KCvc73/Qh2GxSvmA/OEA2vUtZLra8+AMg453h+tRlnXFxO2nher89jGfcHXsLOMg7ZL9PqUBywH3g4eNRBKVQwB1rDVrSF2mAJ2dAm/3WKYcOQpwW+99+D7VcPoGPprbAt+xlsz/8Z/vrdcHGyhD0CbhhT/oPUu1aGIDWcXLDSxYc4sP28xoigLnUQ1mfYpYAZPcdHnGjvdiIYdSFkrYPtrRew5frrsK5wMj4Vh9mTsDfvQuyj6yHa+Cq8UJmayBuHuoJxQtXaWzARuwsmY1fBhdhDgEbAVaBkxPbmTTLeuwi7CqdgdUk5lk6swCVZ05Azch6yxyxGTm4lRmRXYcSIhcgevhijsm/GqDF3YMyYO3DO6Dsw9kd3Y+yZD2Dc2Q9iwjkPYfzZD2LcWQ/ggjOW4bwx9+Ls0XfhzNw7MCb7FuRm3YCcrMUYmVWNrKxKjMypQlZuNbLISoyHGozMXYSRuYsFeCkQthA/yLoG43+8EM/8dR2s4Qgs0S6DmqiAV4uAWSVf1yrUTaU9Sg3SNqEkcn7pMVfAOnGt76tYAIUBvvUz2kxBW9iJtpBVQE8rWeLhABzBHmzaYsVPb16B60pewwK6BSJbUcxjUOmAxl/XiP2v6rL3FIuWpjTEHAdZtgyrsIg2zkqVjbDZZctxwwIK2bfAFeyGlSBQwEgC9JjrpuYU2+qWoOtLRQ8CL2s0iDqnE7Oqr8fxp+TiG/99Oo4/+Sz8y7eHYfSEqdi8tw6OnrBi10VImVXUWvaf5M2PpHj/HcO08THG9Zpcnm6Tvi/U5JDSiqZ8qJXawj1d6EJABIYFABgHnQYDlHVhOtUhpp9nbJaJMafTvZsqv1T3pAwT8DE/I6YGkkxaJMqOIBSLpg/dkT51lsNVH/JptDQz1cVcr+TnzNe6frzHtPm/wabNZWVK980vgkB3NCnwnhG0eZBBxnGKkfQZ54cGWslx6rmj6923jgP1RwRBqa+iJipNRw2sk+P+eekyGevx7gOw09w3v0cNXn8PqcMBoXZ5Ip2wi19jp4CvNkOcgRweIciEXEJZbqfiDp8TjlLC7JJem8c67ge89ObwecfJDU+uT/L/n8+1BiDcZAm+9GbL+w60heywhpyw0CYPv/RDTjiDVvidB+F6fyVsf/4tWp75HdzrVyPQ1ghnl3LrYSHFiFQO49DQhwcnES1Sk3WZKEuXeWzi5H43XyfXQQSkw2wv6+JBQ8SFhqgDbRE7PKR+hawI1H6Eht88hvevvRwbplyIj/JodHU89uRfgN10uC3uhxhPwB66EiqmSQpSyWjlnr4eDQOs+QRtdNQ9Uazl0/bXrqJ8vFc8CzefX45JI6chN2e2gKMROdUYNXoxcnNqkJVdjWG51Tg1pwqnZddg+MgajMhaiJHZiyVkZS+S6xFZ6n7WSMppqZCVqyhZwj4cXYWs0QRcBpUrBfAaOaoKI0cTmNXglFMvx6zrHsLOQ05YaRiUX1xhjwT6AKVAPftMxlqE7Ak4NMAi6NLAS825TOPAcTH/r6hG6p7MIVJiaB8q1ClzyRrqgsPfjR07HXjonlWYU/ES5pe8JWYkxE4Z3SFVvIeaaUo2jlqNFLinbbRFtORfskqBMPqi1P4pK1Zi3vQX8OsnN6Ld1Q1r0CcfD9z8dH30/NFAUfVJAnjxOQWg+A4dvHvx5LPP439+NB5f/U62uBBi/N8jz8Mvnn0Zzf5OtEc64m1XoJVz8bPfWJPHwDwe8p9QndVYtoV4SDhgD7nh7e6CzwBe/KoXihepCQYo0ODAfPjo/9TBx0PMoCZpgGaiFpBqIIebGWSYKErMV8uQ9Y95wBoHeTSMAIO+jiWoNeZ7CQoXD+JUVC59r+9BbabYENCZ80yZ1vWJhuE3gqof80/knfxu/L9uBSIIJCQY75j7uX+aYKLve+Z6J6fNz4ZiBKLhRCDwNF8npzOA6Th45DhS6DwOvthvun91nOiLeNtN/ZN8T/rQ1Lfma3mW7Y/PgcygzvyuHhvVR4k+T+6z5Gt/LAyfmJeg3bpoXKux0xCsp6KXULv8DsWVEaqzpmyTY6PAFgEXA0V59D6Uac2a1+/hpM1lMK1/cQOqh5PpP/c7CTmo5M4lG4MkzXba+jLkeJrCdlgjTrj9FrhttfDaD6LLa4GHAsg0TeFzwuqnWizfVYZRlZyVwZag4LsAucRh8tn2f4Jioeqh60NgSW0ymzja5oSmxfIDlP+iYDVl7SJOeMNOdLua4Nr0Hj564Kd4b/oUvE/Nx8KxhluhidhfOBli1Z4yYEVjsbeY8mC0bE93RJTxUpbulWNuUr3GYz+t4xdMwu6yQrySV4a5ZxTgvJGzhO03fFQNRuRUIju3EiNHzcfwUfMwbHQlho2pwbDR1Rg2qgrDcimLxVBtxOreiNxKZAnIqsKI0eoZeX50lchvCcUrNzXFS4AX8yb17fTZuPP+F2ANxGCLdgobrJVgK0hAwZgaeOxbjjPZ1NQq5dziOOs+Zzox39KNu56HCrSoecJ7Ov92bk6UIRPXPQRhVjn43ZEQ6hq68NtfbMG8mc9jTtFykeWqLFKsxIUVirpVTRaj2CxTVC/RAqXMVykVESiITzMbqzGn4CXcfdNb2LGzA1ZfTDR1hUUt5H5lW45tkLoZX56a7K/uEZy6lUeGgAPO3gA2792LcVPL8ZUTRuCbJ52Br59IQftRmLlgCfbb7bB1+wSs6T7QfajzS9dnn+V9qQvl8ShCYFC86KnCGfKgq4ewK4hAb1gZjTSsiMfBlQGY+oMAfeAmgBOf6QOeKF8lLCGCrwTrRrNwVJxgb5qt3SuWJ9mdyVSaxLW/Owp/jymQGmI6lBXLLImFpllMwkozvWvOhwdsv3LNeRvp7iiCRuj/vJFHrG9eQV4TeJjeZTrUE0OwJ6ZYWhrAagpcPCbwSpTJdKK9/etnflaDpb5xCKFuw3zDIIBWn3eTwHOf+RG3Dm+w6Pr1palPCKBNQdqjqXDx90zUOuk/1W5laZ7Up1SBph+MvjJijhGBlD+SGVizPj6DDcu4q0cFX28Uvp4IPFEfnOEOWOkqi26zDGOqXNMkdpjXNs8lAVz0jEEOk8FuND9zLNJ6P9Lxl8DriDteH4T6kNQHpRsi98WB9jtgJQKnjAtdqNAFUNSDg91ONHY70RyjfBiBC2WnPGKlmoZZ24MOMc4qAEyb7hAZGUW9OBYTZOA8E0BLqHgB5SdOzFzQwKfItdnU5BfNNQpQK2Fqaqm1h11w0P5XwIagrR4tf/szNlX9BBsLx2PHFGo0Um7rQuynjFcBWYsKWNHX4/7CiQLOCLT2iXC9AmIieE/ZMQrsl16EbeWFePqyCpSOKUPWyGsEfGULRaoSOaOrkDOKoRrZuQuFYjViNGWwqpE1pkYFpo2gWIhVBitRUbyyRHZLvZuS4jVKsRqzcvneApyadTUumnoTXntxqk9aAAAgAElEQVT3Y9jDUVhEho+gWgMvgi/K7Sm5pGZq5oVsJuBl3jw4zxKmPgYeL8M2lLDelI02GvxVJHY9j+xiOZ+mTNzREJrbw3jh2d2oufpvuCb/b6gSY7SkcFHua5VoLlLDURlWpTbjetF4FDdCNGBbsgGLi2hu420svPIVvPTCHti7AAspUvxoEIF2peEock7SbrY9YUBUb1CMBUCGnbB1d6LR68KcG+7Af3zvDHzjxDPEhdD/+vZw5Iz9MdZ88ikcPSFh13M+qr5ReQ6mn472M+Y2mNNC8RPWR4LiZQk6hEXSEe1EZ48PnT1+dPUE4BOTEkFhPdJeUfxQ6+U9ArSQBLnPe8mHnvkZeTaIQI8RuoMIJAW+L2WSddMTACkJFFhm3BmjS6IA6MjYG6MGWRDeiHJTxLhDgg8eGnyN+IxrdZ+HY0e0Cx2RLhUzbQqeiHJ51MG8owHoWMozytSOsqV83jMCjWiaA43MdmpDszQ2myrQ6r/ho7Kfixz5TxnqFGvtYrHdAIzJslaHeR3oIRAJIWiE+JgYY0NB8eR7g70m282XJqj5kXDNY/ZG4OvWluGVgV5lJV71Ew320pac9BmN93aHVJ9zDCIBdHC8o10gqy9liHaJOysZQ/PY6DHQeRtAXJcTHyP+Tw1fWqzv9otBYfodpTNtcpRI5eKeZhF5UEXFoowWz1uuPcUtUqCLz+nA++a1mZwmUDsaQZen48MAXmagYQYb5sNBpRWrRG0uCbZJ+oYe7Y0vkV9ynY/1NTd9BaSoMk/A1e63w0LDiOJk041GYSWqQ0goY6RIEIFzkpAFJQNuAC+D+qE1tQSgJclZJSgh/duWPA6Znh34v/7jrPtZ6hcmtUaReUm1sxruTkQgP0y2I8GXA+3CdnUi5rMhtO8j7PvlfVh7ZRFWF12IDwouwt7CS1BfQHMSk0WmS7QYC8Zjr9j6MliRAr4m4wAdbeeNx86iifikeCI+LbkIWyoqcP+FM3DhiFKcMXI2xhAECRCqRk7uQozKXoTR2YuQS/BFOS2hWim2oaZiyb2camTHw0Jk5yxEdu4iZOcslnQm4JWdU4PsUQvwg+EzcMXsZThg6YQrFhZQSsFOjjNZiGK3y09Aq8ACLdgL8JJx12uJ64bzg/KDmg2ZWFt6DBgnrzX9H+cW5xjnFvufAEzqQSF22YzUPVckBLsXWLG8CTdT6L74RSwofke0HWnjq7KIlu0V8Kou0YZnaXCVVv0JvNZhYRGNzK7B7JKX8eC9q9HU1g1nOAJ7xCdznEZTaV9MU/aSNzx9zboTqLRFXMJGbAt04s+vv4fhZ1yKf/12tjjN/tp3R+G/Rp6P+3/zNBq7PLBESfXSfcn3Vd9xbrNvBp7j/dfQ4N9JrI/kdaevzSxQ3hNWY4hg2Ck2iGxht2g3UsPREe4Q20TuaCcYPAwxnxiMpNFIBm+PCh2Mec37Peb/AvD2+FUw3umIKeDjjnjhCnvB2B32SlmOSIeU6wh7RDWf6vn2oBs2hoALtqAK1oALVr8T1gCp9GlCwAlLUuAhmXwvfs3Dk/mKSR0Vs0wpy4ilHro+GWLWn/0nccgjBjbVtdE+fS/kEWojhbKpEUfqCQPTbvrBNIMJE1gkiEwFMsyA0pz2xnzQgZqrOq3HLPm6s9sHc5D/k+4JIBZQrMadz8fzMcqQseZ4G2MudTJd6/ZJW6OdcJmCM2L0hxHH+49zwgjxeRFwwpYhqLlCF2Zqfuvxkb5mP8v87oJH182Iec3/nBGvlMm5wbOFgRQu2cP4MUmxHhFl0PJcai/k/XSBa0+vy1RxuveO9H4/4JWq8MO9pzeYRKzkN2QjFW2l9CBMb7zpY0PrS2t/ZYwzd+7htk+9p2W7zGUoYft2yuwQeBmTgRurWNYVAWe1UZEaRsFaS8gh/8lkIiuI8lxhpwTKSMlhK7a63GihM+4BJkym/znZBppwmd5P9x/byrGmXbOWKNOqvbJQeOizPSEHrNJezoUOOCMe+ENOdHtaYNv0DrbcdxtWzMjDpvzx2F0wHvvyaDZiImpJ5RLjqROwWwTuJ4KmJfbkTRRzE/W0eF94MXaK4+1x+Lj4YrxVNA13nluOC0+dhdNHzAFZf6eNWojho64X4XeCpmyG3JoEuGI6l9QwFTQoU2CsRuS9BHwJADNTvTS7kcL1BHPXI5fl5MzD6LOuxv1PvghHKAJHtEvcTCnryjzgOW8Ivjim7BMDYIU55vYkEEVFC2MuZBz/1OtKKC0yt7wQdmPIBkuYhn/JHlabFrUqCcKc0RDcQWDHdifuu+NtXFfyPOYXrxCH2ddXbEZV0TrFbhRL/7T5RZtoZDGuRQ1dCdFRePlGXFf6Jm6s/ivWrWuBK9QNeyQoVN3miAMtMTtaYjbRAFZ7hF5LfevfHvWoOcWDMhrGrkYrLiq6Dv/yHyPxjVPOwjdPPhNf/+8c5P3kOuxqb4G9OyhmTQhkOVe1VqOkdf+a+08rsKSKzc8dpXRiP1TrxXwdX1uGVhbniXwlE6wYh42VygZDCEINML1PqgDzUqBbiUGQ7ZIq6C905sH/OU/0oWPhQWccajrN/U2C6T/9vHnf0el4zL4XeRx+tFE+NhFI+dfUf5VO1EHyFg21pGfSHba6/kae7QG7sNkpY0eqI2NzIAuY7bEaoFhi4zoTyOB/FPJOF2RPlDEx+ov9pgGp5J9ijINJ98zXRlqB0r7lJtfT3AampX1GXczjq8ctHuu+Mz4SqIWrAueB0U8hl3w80IhpcmA53P/1eCZiUx+ITLTpWs8nXc/4vFJAS+om50rfORFfR+nmgXF/oHMw3vYB8hnqc8cWeBkHfHxxGSQ/OaAHIPGlAlz6PcbtYfcQAp8/VkHXw5y/usfNUUifEX6x854LFk4SavvxC16AFC2LO9AeoVaTA7YgvxrUpCVLyiLPOtEmQuouyYf2isybdTvzZhka4CVd6/vxOMJ8Epv+0eob2dAJgCNuAV6tUR7mTlg1gJT2u2DjvCBr1bAazv+dYTdCkU7E2g6g5ZU/YOvCn2Bj8QR8Qgv2+fThSEF6shsnYG8hTUjwmgZZJ6Fu6jjUkc2YfzH2FlyM/QXjsTP/AmwrL8JrU2fhypzpOO+0WRiVOx+njboep42+AaeNXoRhYyoxYkyl2NvSAGukNglhCM1TMF4HBdQIqgjYFmLkaAIvHbSQPf9nWCwg7dRhV+Oyglvw7qbdcEZCcEQ7xP8eQTlZhjxkZPxE0F7NG1kvpA4yyBriWBnjG+F9BZwT6yrp2hBg1x84OpY5EvKgPdQpwMsStsIWsYrmrT5Y2gT8keLqkC9MX7QX9XUBPPXz9zFvxguYW/gmaDSVVu2FwiXC9RS6JxVM+aqkz8aqsvVYUL4Jc8vfxdwZz+KPT22F3R2DKxSCLeJFe8yDlqgDrVE72hlkPprmsLTBoPaJSQ0KzvtgD4dR2+bBwtsew/85dRy+fuKZOO6Us/GvJ4zAqAmXYfmWLfKcJdIFS6RD1li8n1LuAXr9povN67p/Or6mjLUXLysDSNPv6HWnr0XrivkYa1PvcRw/2QsYy56SYJUQGOl1ly6WjzhRzFHvxfdRPU/M+7KmJugyjT0sngcPTiNwbWcKtN1GCrcK2jMBvRP0D238UIsqN2StMseN+U/qeFJIVaauk44TzziS6sjr5Hvp22Hlh6IRFLhQAI0gTd9PH5OCmQh8Jx4GOshN7LA4+E1xT4Mf8zNxEGyAFAHCcQDjUCCJQMncLuNa9Y3uo3Rx//7SRAJSnNIHA3glz6EIFY6Yp3lumcoWUGfU25hzHGfZH2Vu8F1FxU8FgMz9kep/85pNTqd6/mjc6we89CbQJ+4HoJI2euP/gSqkJ4mO+zyvN640cfrBzDTQX4z/9AZrjbhhDjJZTIcBr/VXQnwTNSaysOgEoCnQZh6fPsDLAF0WA+jxOUH//KJM2vB0Hqzf0e5f3eZU+epy4/UhkCB7JUjXQ250+2zw7/0Adb/7ObZcW4GteZPwMSlZ4lx7LGoLCLLIdpyM2qJLUF9EC/jnYS9lwgi88igDNhafllyKDWVleOTiGSgaUYQzT7sKWblLMHz0jRhGgfsxCzByjDJ0SlClWYwJ9qEGU+liAizKcy1C9qjF8cDrrJxFkt8Ps67EVfN/jga7H56eMPiFzc3XHulI2eecH6n6bCj3dN+njo3DW8acYN8mgF8oKMEOWCI+tEU6BbDYQg44w150hnvQZovglZc+xuLrXsF1RS+hhq6S6EC7mCzGVVhcsQp0I1RZtgkLytdjfjmB10YsKF+D2QUv4ee3bkD97hDcnSE4eSDQtlaoQ1FFI3Y5HOWDipusKKCQCsyN2g1r2CcmONp8YRy0dWJ/Sxf+/OoGZJ1ZgH/7j1H49+9fIADsOyPOwe2PPIFDXjfsMR+sUY+sNx7CNGeRug81mEkTH8HaYP/ruW6O9bikrs/hrcU+e2nSoZ4oR/XBsSg/UUbq+qfrC90vuk6MB8rr6P+vOAsED0c/78NrT/J4DqVe5jPmaOwnQynb/OwXpR7mOn1R0v2A17GtWDJSHsKk1Og9TmrsS1o0T9Rj24Yh1PlINhHjS1O3Rdon6N4uX4BmZC6blsjAKIoBn5VDy6CMmMmuYhPMdCB8HhtdfLPll71QPg0KYIRaJgQlbnRF3Yi4GtHx4Rp8+tgybLy8FJunKvZiXd4E1OZPwu7CydhRPAGfFo5V1u4LLkZt3sWoFwOsF4hNsE+KpuCtspm48dxyjD11FnKzqzFqVI1Qv6jlSOOmpHYNHmyZQZgGXgsV6CKVK3cxRmQTiF2PEbnz8aPz5uPhXy6Hzd8NZ9QX/0qWL19jfsh4xefKZ7D5c25JeWbgRdBvmCohSIm4YCNgoZmDgBceymd1dGP9+lbcc9vbuLbkRSygGYmSjVhcshGLqMlIl0E0J1G+FjSiWlVBduM6zC1ajhuufgvL32iE0xeDgwccPyKiHkXxipDipanCim1BChzLdQUDcATCaHYHUdvqxf5GLxqtUWzd2Y6LCufhG/91Bo476Rwcf8q5+Mp3snDJ9CvxSXMTnD0Bg0rE/iSYU1/Eej3pjz9FSfqM1nR8jBXlLF4X0/3DvacpDqlic56f50FsrscXKZ2g5n328yB9PxzBWXkU5lP6en2R+ujvty5HHXj1W/hJX19mgGR+dqCB7vNepjwJOv4RJp7BUtBtoXFFScfJtAngqQ4RA2xpXrgR9+XZG9odZipbEhXuiDZmUmvMQdc5VUwZAJbNdgZItrfDJsCSbEovmqJkE7kRjHUh7GqDY80b+Pjem7B+VhE2XErn25Owh4ZYi8ZiX+EFqM+bgH3i25EuhiZg35TzsV/cEk3C9rJC/CnvClSMnokzRlyNMTlzMTp3rshxZeUsFMoU3fswDA2AJeS6yHrMHr0II0ctErdBpHr9YPhPcGnhzVj/UTNswaho39gjDqEytVPOzegXrgOd/uxilqmBF+3NKeBFIEK2H6lEJOdLfUTQ2QNnuAvucAw793rwi0c3o/Ly1zCvaLmYj1hc9D4Wl2wWX481ZDWWrhF2Y2XZelSWrcbskr/hl499gFZ7BBTeptwiWYyWsAU2Gg9l+WFStyhQ7YEj0AV3IAybJ4zmdj/qG32obfDhQFMQB5rD2FXfiVuX/h7/PXw8vnLCKPz7Kefi304YgRHnTcZLq9bAFvHDGu4wBG7ZFrsExYIysefSUsI+u01dUXuOkOrCMUsTrFFFaf/s5tZn13dDbZPq66T6mfst1V71edwz14npz6MOX5ZpyLBpWbak+Aj6JyPwigOjAYCOBkVCZaEAXZoQ/8o0hPLMz8lGb8gCxcs1X6fJ05yHTpt5uirdt8Nkc+cGz46LCwia0wrE9M8n+b7KY+D8zHmb0hkHjlQB/ayh7WRo+tBInNIIodaORwTUKaQugdeGlg61R/is1gKiQKeSCVHtUPUmi0WXk6pPkttsvk68xzzUwcnDUwVzvpI2tZcHrdaOsgedcARpXJYCqZQv8qI50oXmsBeWkAfuEJ1v2xC070XrOy/gwzsXYc20PGz58TjsmTIWB/PH4WDBJNROnYz9eReBFu13FYzHrqLx2F1Cq/eXYl3pDNw9fgYmDytFbtY1IpuVQ/ZgLm180exDgpJFlqP5On1aAS/9vAJuSsaL907NnoX51z+BQ44AnJGgCO1agjZYQlZYw8pFjOq3RD9q8NGv70xjNOB/pn5OuWFLXhxHAi+CH0O5Q8bQYHcTkIQ8KhCoG3KIlJtyxbrRYovhjddqcfP8V7Gg9K+ozF+NRSWbsbh8kwjd085XVck6LCheI1SvOcVv4+4l7+GDbZQrC6Ep5kRTtB3WSBvcfifcnW64/G64g51wBQJwBaKwdERQ3+xDfWMABw5FcOBABAcawjjQGEF9UwSvrdiB7HPy8JX/zMHxJ5+Dr303B98Zdgauv/sBNHV44ewOCdiNzz0txyIUYQqYq7mv12/q9Z4YmwH7PXmMBjUO6lCNrxm+k5zPP8r1YPvjWLZX1yFdGfr/dHG69768/w85b7XoT7r4cNdqP+Bl1jTQQGawcV8hvvSaCemey1ROXCjRLKDYJz308liPVB2arn6p7qfSEEn1XKp7GrAyNh+QYmdJgKGyT9Lmd4jGiyPkERVnsfVjUium0UWqETPuMuz/KBs8AVEt90RJqfDCEfSIWja1Z0QFPC5wmei75P5IVe/B3uuXl97MhLqSAF4EYJRpI4WLhyFNT7TQ31bYA8oZ2eh7L+qAI2pFN0PbbliXv4CP77ge6yumYMulF2DXlIkiaL//MmpAXojddMqdNxH7ii7BvsKp2F5UgBemlOKa04swZviVODXnemTlLkZOThWGZ1cK+CJYIghLBmJpgVcuqWVm2TC+Xymsy1Oz5uCssXPxq2dWwBakGQX6D7Mp7aiwDZagReS9lFaVkvsaeI6bhHNTjJ15XAZeSyyTgIuUIFs8aO0kZRuHINjQzA1Z0UrbYvSaEPTCGQnA7Y9ix3YLHr13FRZMe0lYinQZtLCMpiY2YlH5Riwsp1HVtVhQuhI1P3kVzz23A9ZwDywI41C3Ay3RdlgCbnh9AXR6fXB3+GD3htDmjuBgewj7GsOobYzi4KFuHDwYQ119CAcaImhqBz7YaUXRzIU4/qQz8E3a9DrpdHz1hOGYXDgL22ob4e7uhT0UEP+mSguQKujse5vhUYLzntQ2UltVzHTfkBCONgtKDyadGsjpj57Dz3cwZX8Rn8nYHyYh9M+17hSazxD0Gv1c6/hF6at/gnpQESxdOJI50A94mTfvo502q+kq9d3EgT9wWcZBwcOiX1CqrAPn0b+8ZHAwlGul3t0/z771SNgc0ergOk4lW0AQJsBLJjXtlCg1Y9o6oS2eLsNAYrA3DAYxwsc0DfEZ9yRGCAGE4NehNyjv0n6Mi3Z6KLRMQEfjroZMGDfGobU/c9uT89JfB7wvaQ3EqABAv5RRyqglBIBbRaPTDltUyX21+a1whm3ojDoRCToQa6+DZdVr2HbvrVh7eQXWFlyErVPHYmfeOLFyvz+fjrYvQm3+j7Gr4BJsLi/BskllmDC8AiPpvzG3BjmkbpnseBF8aQpWWsClqWOivUj2omJRZtHK/agFyB5TiR8MuxJTy27D1t0tcMVCirok2jmkKLHPCQBSzeXB3OP7BmUqVWyygUQqZ9/AMeN6UeUQZNCfKKlwQokLERwac0IopJqCTa0iggZqRVK5xgpn1Imu7iia20N49aVPsXjeS7im9HksKF+BKhpbLVuLxRXrUFn0HqrLV+Pakufxi2VrYGsII9jZA1/ABzvLivrh8kfgcQfhcIXQbAuitqkLtY1h1DV2o+5QN+obYqg/GJFQdzCEg80x7D3ox7LHn8eJw8biG98djX8/6Ux87YRsnPaji/HUn9/AIYcftkAUzmgYNjG0yLYTdFGhgACL/WBquyga8D9TMGm1pddeY399Gf55+kDNnX+e9v7zzm17iK68UgcSBQ53DvQDXjTex5BxY0+12R/ze5kaOTTAoNv4ecdmrY84xUvLXBljQFahK+pFV28AAUTg76VPtISPMPqyCtHFhRHEH5hYQ6bl44A4D6WF6yBCCCIsYKyr1y8+4Wg00SlGEtWYH+3+yDSH2F4tb8GYqsHtYbuwHF2G/RsK4ROQWaIu2P1kRSpDtDQ82k6DelEPwt0diLpb4di8Bp88fg82LijF+rIL8H7e2fg07wLUThmHuikTsC9/MnZUFOOPU6dj5qgSnJ19lbgCGjmGwEmxGXNMaX0vU5wlFC8K1FOzkYCtUkDXiNzZyBp9HZbc8X/R7A7B1U2tPBvsEYIlri2HUFgovH54gYLvhztmSmg+Xq6ocjtgpTmTCOtogyOsgj1sgy3EYI9/9VmDFlhDFtAUhSVClqkTLloaD/fgox12PPbAesy/4mVcV/RXLChegaqSd1Fdslr8OS4u+RuemP0a/nbDq3h98e/Q8NdN6HZ64AkGYekMo90ZRKsjjPqWAPYd8qP+UBQHD8TQ1NCDukOkfNGlUQi1B4Ny3dgOvL1mL0adW4ivnZCDb518No777zPw7VPOwRVz78QnBxxo8UTQ1uWHJdAJW4hajk7YIrRfZoEtYofNkLlT7F8T4NLg6wg218PdlP9e3ovPocOcx1/Edg7cpkzn0Jf/fRHH9EjqlA508f5RBV6KfKYnEA8GbtSJYA+7kD64lVVaWqZNEQY6LOwhWrU1QnI5IWcG5KnJ9ol6m8mAyaRCXX9HvAwn7GGGRDvZZspdKEBEVmD/wEPH3DcDp/VBm1SO2DBR7EabaJMZBvACbmEt0n0IfbcFeyOgCws6z034/Yog1EPfYirwfqgnHA9B+ukyqGGh3jAYmI/k1RsSK8cuA3zRnAP7X7eDfZjYiPpSWAYaS/6fCXjF5WoMWTte28WavQvOoAsOWqSW/lfyYo6QS8wQcMyUXTA3rARkEQc6wm50R7rQ29GKzp1rUP/C4/jop/OxZVYBtuVNwqeXnY9dU8dje/FUvFU6A7ePL8Ok4cUYkz1PtBCFwiW2uTT1irJblPsyy35pQXoCLGUkNYvW60ctMYTqKwV4jRy9AD8ccTnGXbwQz7+xBbZABK6YP648IOCL2oLC0tLzdajx0D40+o+DXi9O6Uv2pwoaENpgI+gS4EXQxaA3GgvsYSvsQrGzoj1IsNYBe6AD3lgv2hxRrHz7IB6+cy2u/8mbWFTxNm4qXo6f5r2IByb/HA+fcysey5mLn/+wHM9cXIlDL6xFxB6E3RNFgyWAvYe6sLcxjPrGbjQc7EHjgW40HIiitimMuqYw6g+GRd6r7hDZjT3Yuc+JGdfciuNOPAPHnXg2vnXyufjqf4zCuZOvwHsb6nCoLYr6lk60uPyw+wNwhjshcyjI9pF97QABplXk7gi8lNybihV1jBRBoZJpSpl+RkCZqS/7sV76rpmM49Dv3Uz5DvW/geqR/L85/+T/Etd6nzhacf/+SZRl/i9Veeb/+6fN7cmcTpW3+Z46V1LX60jKNZ9XQ08PVJ/Mbc5c3kB5/2P/b+N52CckWI/9+y25L9L3ez+KVyp0yA1KBwc3q7TBCUcofUgc4uYDXaUJfNLnyzL5f+rAd5l3qrrzHg+NVMhVlWeHI2STYDc063RbeRgpwEXtrv4hubzk9vGQNQfmq9+ROul6m/JWRlQdcASccIc60BnziS+2UA8B1tEJBGdhcQIbEd9uvh4/OmKdAvIIfuSgFdmXRH0Tm4rqZ9XWBEgzb05HL81xVWWo+aHGn2DLLqwii4ADR9Qth78t4oSnxwl/tB0Byy641r+JA79+BB8tuhrry6ZgY0E+1pTOxOMXT0fBsDycmXUNcnIXxeW7suljUdiGGnjRqTbTpIglA6/FGDnqBowk+Bpdg+wxCqhl5S7AD0fOxLQr78bOBgvcsQisIa+wc0lhUew89mv6+arnyODjVAvcPHbmdKpnk++ZnzenKYhPoEXKpA02su04PlT2CHhgj5Id3oWIPwzLDhdWPLAVj+Q/jUcueBhPnnEbnsqZh99mXY1nhl+B54fNwG9+WIJXym6HY3UtOtvCqDvoRe2hEPY3dqO2oRcHGoADh7pRR5ZjUwiNrTG0tvWitb0Xh9pjaLDGUNscwBNPv44Th0/E//7O6fj3E8/B1084HafmTsFDj7+KWgrjNysh/UZrF2y+AJwhPxyhDvnIoN9QZ9gAl0INU/PNSuokqYFa5otr17QPqj2i/z7Wdw/IvD76b9zJ43B0rvUaGnxsblfmNgw+z88zH3N7BkofzXoOVNbR+n+gOmcuJ9M8/PsY34Haf7T/V/3Jfkus9/5lZOrXfsArkZE500Q6HfgZzP1MeZsP1sHkZX5GAy9z/uZDKxl0md+Ng6+wHXbZWBNtHXDSiWaeU1mbp0aeptbpmFQcE/hi/cz1kjQ3dJPlXgI8PucKu+GNdomzUzrCDQqVi5SsvuCL91Pd08+niulxXihmPRHDyW4QfgTFOa876oVDjJm6RA6MfUDQZe7bzyOdoMoo6gyFwimfI/UT0wd2sZDd2m1Ha7cN9m47/DEnIj4LQg074Vz5Jg7+4gm8f/Pt+ONVC3H5+TNx+shZGDmalCpF2coZQzClTUpo8NUfeBGI0QzFyFGLDaOrVcihKQmyHkdV4vRz5+LeR15ES4cPrlgA9giBFwEMqSlKHlEtSjOoOfx0qvHoN8/SsMxSvWu+l5wPhe8JzO1BJZBOkxO2KJUgPHDEXHCG27Bz82o8e/1SPF94O/6UW4nnfng1Xh52JZ497Uo8P+xKvDxsFl79wTS8dNp0PDViGt646iHY1jXC0RBEU0MI9Yci2N8QE9muusYoGpujcB8MwbrNiv1v7sTmP67F+69+iPqdDrRZerBqcz1+NK4M3/jOGBx/4ln41snn4PgTz0TFVbdiZ50Hhyw92HfQh30NXhxs60SbJwBHMAhHqDy5qMUAACAASURBVFPmuNofuDY515WJE9o0UyHFmk3Tl8l9Ze7HVOnk5wd7nSqvo3nPXI8jydecz1DTR1Ju8rtDKTv53SO5Hkq5R/LsQHUcSt4D5fXl/6n36cF9iCWwxZCBl2Y5HE6caQKkHFCDWiVlHaYcAfMlMEsOUp4gVh4gmrWSLDRpkBnFKWwCYIlbH7r24X2TU9B+frloyiGFLA4NhBKQsQ5yEBsUL+U8WlHo3GGPULsonyUyWimAlxlUEXyZrzOmCbxiimUZiIXg71bAi8L4PlATskuoXxTAF+e4ciApgWwKXqccqyMYn8HkZwZepELaIm7YIh4xj8Fx8ASdcAdcQimk7JxyquwSm1EEk4GIB7EuCwJtdWj4eAfuufUx5GTPwEgKw4/WFK2ESYkEhct8T2kwCjijodQcJdeVM6YaOaOV8dTvD7saF+ffiJVb9okJCbLhZA4YrCQFZHm49z3QB9MHh/tM8ro73Hz4HsEJzX/YCXrFFpcD7TEnbEJ1dMEbc6J+x2b8+soqPJqVj+d+UIGXvleGV4dNwyvDZuHFH1Tg5R+U441TZ+Bvp83As8Nn4VcjZuHVax5B6+oGdDXE0HggiIMNYVibe+E61I3GTS3Y9uhyvFxxN/5wzmw8mT0Tj02qxCcvbIO9FfhkXweurV6K//M/5+Eb3x2D4046E//6n9k4a9I0vLF6F+qbu1F/KIbahgj2HwyivsmHJrsf1q4gnKEucVclH01cz/KRQTMsCkyqj6/EWB1J3w30bvI4ma8HeveL+L+5/kNNfxHb849aJ/PY/KO28Wi360j7bMjAy1zg0UyzY8z5pbo+Wp3XtxxSnGwSNGrl/wpY8pBxwxlM2MZi2hXqEPMM2jM9TTXQk70OfMYRIGhJ5vmar8nSM9AzWZqGnBcBBkEiTUb4KByfBnhlAlbJFLB+17EIQgaQ0/kEukNKM9IQwCeL0x3uiDt5JVBQqvcJ4GXux1Tp5PHq94zBvlEsnMTXgH6P9+PBoAoqn15KHs4a9oDBFvYI5cIVdIvNLyUHpgTGyRoT35HdbrT12mGFEx2I4f++uAq5o6/CD0+bLeYk4kL0hnkImpQgJSwRlLZjlqH1mDAjQVMUCwSEjcipwYjc6zBn0aOos7jgBY142kFjqfYI62kG4p8/FVH38+BjlwBeytsJxYus05gDzdSIpHJE0A5X1IVIwI3WdzfgL1Pn4/enleLZYdPxl+HT8cLw6XhxeAVeziK1qxwvnlqB54bNxB9Om4UnsmfhjTlPwLu+DaHGHnQ1ROHYbMFHT7yLP5X/DI/mzMBTPyzH098vwdNZM7G2+tewbraiuQXY19yN3/55Fb43cjK+9p0cHHfyj/DV7+Tiv7Im4I4H/iTmKA40UkC/F3WHerD/QFCoXw1tXWjv4EeGDy6aWxFKNeehnuMDj1F8fsbfUe/LHpLmY0RTwQff7/3XxlDetUecMIehvPvls337Xo+djgfTP+meNc+doaQHU2amZ8xlZXpuqP/pduqYoh8ZQ5r1MdRyv3jPq3M9U72GDLx0p6aO2dGODIFaROmC3uwSE91cRqZGHNF/Ul9VJ6VirgCRZj8QRHnCnejq9sPXE5Tg71WmGkghIhuQ136aeTBAkq87gM4Y5aa64Il54Y52iAkHahAyOER43AU7PdhzszcMjvJrm1Qmd6RDytP5CauxhwL1KgyJupUEsJhHuCcSDwLAYiEETUEE8HtCUof/x96bB8lx3WeCE/vHTmzEbMTExMRubMx6RyJxdwPg2mNba8/aKx/jGXs9MyuZhySLuiXeACnJx4wvEd0NyhZxNABSJi1SFw+JpCxLAkiRACkC6AbA+wDQ3XX2WVfWfVdmVX0b3++Xryqrurq6G2iAlITuePGy8niZ+fLle1/+ft/vey3wxeAGcZvyGZtnyGdtlpl3Pvs4icue1L2981hvOT2Wu15SYwEjoOGcfJw4nMDGqiSQoNRBLYpEdR6J8iwsV/xztraASD2JXLOB7/7gDH7tN8nvuln4W2r1cknzLUkJgi0Dvm4X96Io3RNguaKrBGI8dvCaHXjvhk/ifb9xOx56/BginO6mnkTcpkWVbdqALjOYL27vq2rHXXXdvy47n0v/59DvuhR4xcqsY4JJSkEwWYiW41goRUDOVKmSBaJp+P/hB3jw1z6Gr224Fo+sux6PbLgOj2y8Do9tvg6Pb7kBj268Ht9cfwO+tf7D+Pr6j+D+wY/i5J1fw8K3X8L48BN45IN/ifu234j73vtH+Ma66/GNzR/GgYHr8YPPfgWpE3NiDfMFbIQjwPOnp/Grv/0R/E//61YBXv/z//5L+Of/y1b8/nU78cb5HGYiwESwJlYvylH4QmVRwp8KpzFr5WGVy0jViiq1UqV8iWsJ72jf3e1yqXrt3q/zt3knFj+Hpcrrtb6zzH7PXziR5EW6qd++y19Tv/N2X2e/fZfb1l2W+b3ccf22mzJ65f2O827rPta7rffy2jzv1Z+3/Zy7j13N79731C7bu72zXHPfS+W9y/CWd6mXO6+3s+0vd+6ljl3uON2+LPDygp9ll22rY6DtrnCpaA5EbpLtTgJxh9FF5EPRBaduuISbL3tOD4dq5fua86QQt+kmIU/Frcgq3VNJWEzVlIIup4wSIwFht3Iul5uMIFTOVbmLeyXgRbS06MYrodAsicAphU6zTh4ZO4s0VcBFaT4lgMtqga68cK4IvIzVy4CuleTmmkzefQzBlkmMeqzQAubYqNg2yjbBXUWiIkvNsrgdqYhP0r18NbO+avG+z7n7ua/Fbz4TtgnJ7SQSbluTqDRZJmilCyyOBKPuCLxqEaRqUaTLESQEFCREmiNn13H42bfwe//5v2H9wKc1GtEl0eu0P8rzUiV68r9cnpc7IbbIR2zfIVMDEYgNXkN35M24atNH8cGPfAlvBOLINAuI21FEa1HXgkLARfBF8EI3nUbVLQW2+rflxe9Zv05sufrvPLYTeHVfBy2OBFdJ4UTGELXj8u6m7BRocUwX88jlyqimbNQDGZzZ/QgObbse3153Lb6z7np8Z911+O66a/Hd9dfh8fXX4TsbPoSnyPla/8f41tU34OGNH8bXt34cD6y7Dg++5wP49lXX4okNN+A766/HoQ1/hEc+9CVMP+tDYtrBdMhBcLKG6ekmXp3M47Y/H8W/Xvdr+Bf/5hfxL//tr+Kf/+ttGPyVD+CRJ8cRnHMwFS7DFyphKlSCL1SBL1jDOV8Jk6ESZuIVRHPkfanOXdJOtdrYcvXXvb2zPhd3xN37X8jv5c5xoduXu5Z+5S537Fps73f+5bYtd/7ljr/Q7cuddy2297u2iym/X7k/zduWq5N+93Yxx5pyewAvdrxu6jJRe83VPZdtS8KzORh601IXmnAsJAR08WusbZZkZy+yCp51/UyWPa/Fc+0cKLypY38BXQQSHEB4/UlYdlJcJslaEplaHkUCEYIsAVsULa2qvANlG4Tc7hLcjUXKABvKOHT/U1OrqRpbpXoRRVrSRHWeFrWi6G6VG7SluVa1RgmlRlnlIUy5ktNd6KZu0Mffnn37AS+WUXU01ZiLRYz3w3usoNAsIu3kBIQSJJivZj7T9jNm3V08GDONknl3m0nUEminOBLUm5JEYBNBpKIRjnyOESeOWTuGubpOu2QVF5ASd3IUUSeFTKOOH584h9//4J9jw9ZPYOPATao4z/kWSZgf3KmSESInwchGV1bCBV4iJ7Htdsj8jJx2aNsdWL/5U9j+y5/GPaPfw1y2gHQzLeBPLSd0H6fcxLauwJDBHN3cw9ZvT/vtaK+ynh8J7QGd5+iX2s/J+8zay53HGsumfoAo4G0vy3N34q5FkRGO1PFy3e/5IjIZB1aijkSiiYIF5N9M4Me3j+IQLV3rrsf3yO26ivkN+O6GGwRUcfmpq6/HE+s+hO++9zo8+QvX4p/ew/0+LJywh9dfi70bP4hHrv0LzPzgbViUlJipYTLsIOCvIRB0EJhv4htPjOMXNv8W/od/uRH/4n/7RfyP/2oQ/2b9+7F7z6OYDJbgnynDP12CL1wGrV5+irJSIyzIyMmKyE5MWznECpzpwRUaln4hhoTNpO3c5J3vQLs+Wd/Sfpd4Lss9j5Vs73xm/Z//avZd7tzLldXZLttWts7jVrK+sz7NdfWr185zdNVJR3+1RNlLPK++5a7gGHPtlzLvd40Xc95+5f40b1uuTvq1s+WO5fZ+x7PezN8/MwsdlbmCxuq9CMtOiFuHrh1vMheiViXPgMHBmqHpboh6p6nPtUIZS1S3a8WznmCgnxSF91pkuZqA5UntY3ktnWVlqxmU7CJqjSpqTbrpKpqabm5+98i5vze1jvXsK9tRRQ1VVFk+j2lU9DhZp+fxllNr1lBr2h3J6z7sv0ywWG4lXlOF/C6nhGq9IueuNgk0CRqpfF+W6YhUbJWWOYbfe58vB+EY4jbTYsAkDdBtiN62YtqEd7u301687FqJXGsRz2csRwL6xIIUQcxeQMyJivtroZpBVAZQWjAJdhZg1ZPIA3jqmVfwf/+HHVg/8AkMbKe7kNP/MDLxLtH2Us7XLdiy/SZQm0usXqJUr5NqE4wNXnObKN9v3bYD6zZ8Er/zn3Zi/PUAco2SWNvYlixa6egCFSsqf8dg2W7qek8WtdPLup3PkcCCnYYFizILbuIHiCS+G05ULHkEvVY1iWQlC6uURyJfQCRdxrxVQSRRQyRZR9xqwkkA6aMBPHbtX+P+Tdfi0Y034B83fAjf20hX43V4ZPMNeGLjh/Hk+uvxxHpaxK7HY++9Dt94z7X46nuuw6GBj+KB9+/AD/7sYcwdDSHtryBMNyFlJ0JVhEI2ZsJ1zMw08OobFm664x78202/hX/1C7+M/2Pj+3HjTV/C0RenEJyuITjjCMneH7YlctLvWr18rjI+hVk5GfdsrIREroJkia5HfoTRUsrEOuEzZM42ZX5734cry73bsfYT0v476s+sZ27qVmVj9Le2S7ZNTVfqt3f9XqmXn6Z6MXirBbwSVA9304XcCI/teZzbobcsJq4Fwwzi7OA4SLEz18E9iSQ79ipdfu1ls86sX2qbd79khQPEMkkGEXOeFJI1cq3SyNVyCkq8YInAyPO7F6BazToBdQ0PqBMwVEa1Xm6DsA4Q1wt4UZvLpDaHqzcIWwwaCcZa1+wBXiVUBXwx0jFtM4iAz8l9yQm0XXBOIKSWAFoNTer8smwdZ4735LRmeUHYouXuL8vWeeMydU3SHQSNKK7FKDu3zXHQTNeTotpv1Wo4emoSn7j5Xmy55lPYsq2t1SWuRYIrWr62M79d5Ca2bPe4G12V+820gm29HYNbd2DT5ltwzS/ehP9+9zcxY+VBwduEcMz4LnAQMZ0if8fctMR74qmTfvV14dsMoDLXZHK9rgTBl+ca5H2uxGGZVOXxKuxrlRVwRdNFRJMlLCTKiCbKiFs1RCwHEauB2FwVZX8FU98+ja/97g7cv+FaPEaL11U34PGrb8A31t2Ah66+Dg+/94/w0Lpr8febP4SHfvVzePQP/hw/vOkAxu/9Ifz/dBapc2VkppuYCVQwFapgKlxDYNpGKFBD0F9FIEhgVccb57P4/tNv4OHHXsT3n34Tr51NIzRLwFXFZKCKqSBBF3/XXBV88r0UkHHbVJDgK4/QXA7zySISxTxStZxLC0iIizVZiyNJyZdWPfFZvlPP0zy/d3vO+iH3ku2M1+oFrlzXq/64zn1f+LEiy979TFu+AoAvvD94t7ebn83rWwy8KhQU1cSORToX0+kyJ7Dqk7zASzpx2ddYmBRE6UvHZQvJClNSotEylQyyTNWspkoWWSbz25t3rc9Us1gqZWtZdKYcsrV2ytl55J08CnT9Nej608Rluv1agMQFRLQOMXWAlR5AjNvNvmZ/r7XJLHvLN8tmG3OzrjMnUGsnr2tRlz2uSOOSbOVti5e3fHNOcx6xejXVXUqOWq6RR8rJSKdJsVm6ytqWKwKgOAiATCKoNiCeuWlPrbzKgUyTAC8PAdgL0LnstVCaZUbQiRWikoDFiDoXFIiIr1wbXWFR5FBEruHgdd88vnzgKfz2739B+FgbSawXFfqdLaAl8y1S10umA9oJqtMLp6sloMpJtKn9dYe4Jbdu3Yl16z+B3/q9O/HimRCyTh3pOqczYofB+QxJ8jcDjnfw8A4gl7Nz8YoQ87y8DneA6zG4dQAveV/zSJYLYg1K5IqIpUoCtiLxKmJWDVaiBiteRzTexHTUgS9cxGywhOT5It746lE8+Ht34eCGD+HBq67Hgxs/ggeu+SS+9f678OT1Q3jmzgdw6iv/hMnvvIL5n8zAejuH1EwDC3MNhMN1BMI2qFg/NW0L8OJk2VNTRQRDtvC1JgIVBOebQrafiwOzUSA4WxeANhmoYMJPkEXgRYBFEMYpiAjIai4ocwSY0fI1GSwgMFPAbKKERKGCdLWIVJWAk+2MiXVHdze5hG6SqZbaH67etr+Wy6sdZLvP3X1893bv7+59L/w325h5D7hMsETwZQCYAVHmXdA2qdNXKV8zYUcgqVXP7F/0eHPN5vr42yxfyU2d/nzkpi2Y3Pv8zTqTe7ddzLIpz5v3K28R8Gp92VbiSLrJu67fsijAV/XrRVx2IrQYQ6LML2ZLOq50NY00Fa6dLHL1HAp1ioTmUXQKqNglTQQ1q0zleglLpVK9BG8qExB5UoWASnhUzM0yeVUKUFpAxHXR0fXI5AUtZh9vboDMcrk5xrtfr3Xe7csvqwuRbsTFaQXASwj2FG4to9zQuR45W2SuSfClLkcFX20uBRsdp5LxJm9DNCCrlVcSSLqpG6TJcWw//AjgIEcXZ1dKlC0kGGEnoCuGlB1FsraAeHkeKTuNAqrI1h287l/Avfc/id/7L1/A+sGP4epNn8bGgVuwiZNaUz5ikEKojFSkLITyvTR68fPYPPhFbBm8q8X5ojI93Yx63A5s3nIzBrd/An898g0sZChCW5YZFhgVKwMyB4tapDXocCAxL6S3bi7fMgcrA74MMFZw2HGdBGMCitW1zGdGbblUqYR4toBoMotYMo+YVUYsUUUs7iBu1ZEg6Jq3MTNdRYBWJgE3ZcyGbcSninj7h2/hx/c8iaf/6ls4secHOPvoGdHvir5qYXYyh/lZG7MLDQRnagiEa/BPc7ogGxPTdZwN2Tjrr8I37Wpy+UoCnAiuJniecA2+MMVXVYR10k+wRUJ9DXQvKshSsKXAi+CLidYvG1MBB5N+R3L+JlgjIT8UKSOSLYEWPkb5puh+JMinZ6DGKZQiSEhiPXKey0sLvkz7WWnefT3dx3VvvzS/WS9uO2vVEdth0k1cJlgygMvsa+qSIFffJS2H5XFGEk41Ztpxu/9hWd5+6N2+vFyd97v+7mP77bvcttWU1b1v9+/lzrVW27vP2/3be57ubfzN98Gs9+7LZbN+qdzs32u72dYrXwS8jLVrqZzCid7k3S9e4Rxu7IS0AyJIS1WTyDgZAVm0IBVJFm+WhGBeaZZRbZbBnK47p1GFU6/AdhOXl0pmH+YX5/bzWo0WgxThPbluPoIdA4h+XnIBeASg8qzI+SoiV8/Kc01wKiZGEQo4Mh2k5qaxSYM0Lhmxfi5hMW1ZXkzny3II4tiWCNwJvtqJA58Ceq4j34jgZh4pZwEF5JFvNvDaZAx/d/D7+N0/vAvv3XQtrtr4MWzYcisGtt6lSvPblLtlgBelI7aIij2jGHe4fK/PY4tMJUTxVLocye0iz+sObBq4BVdv/DB+/7/uxJm3Q8g3q2LF5b3rfbetIfza7x6UTR1d3pwDEgcsHZi0w+D1MnmukR9d1aS42CinkqrkYBWzSKQLiFo5SXGriBjdi/EK4gkCrwbmozamwxUEfSUEfGX4/TX4CZZIZg9VMD1Tw+ysjbl5G7NMkQZCcw78Mw6mZms4P1vDuRlatGjFsuHz1zDlp/CpjQmCIb8tvxmRyOmAyPM6z4mzQ1WdSDvI89R0PkcBVcbFWG25F42lSwGXC7rEzajlG/DFfCJQxUSgBP9sHnNWAVaxhBStX6J6T7CgH5pty2G7E9e67XwvLnRdN1jq93u5c3Qf22//fm2z33GLt5k2ZtqZp60JgGJ7VNAllkRpjwzcyCJZ0xkGSCtR1z3HGVrPzKDZtuSYd88Mpv2u/920bXF9dbYb77WuZl/vcStZXk3ZvfZdyTnWep9e1+Fd5z2fd32vZe++XO61j3dd9/69fnv3N8uLgdcyX2viZpSvYR0gTUHMOdksv/I5yJAHkXFSyDVyKDYLKJNhQ5AlliXNq/USqk4ZVaeEWr0Mm+46ghtZpxwn+c113cnsw9xDFl/eEtTL2rM0+FoOYPU7X/ex/fZ9p7Z1X2PHbxfU1hoExgSdjMhklGUB+XoWGYlms2CVXcsVLVMdSUGWcS22+BqGt7GKXK2vtLpYSHFORkafEjyU2NZo7Uog28ihAAdvh6P4u4NP4Xf+4Iu4evONeM+Gj2HjwOcEMG3Zeic2D+zE1m07MSg8rVtVn8twu7YxopHAShN5Xkq+v6OlcK/aXTuwfvPH8b7f+AQe+cfnkLILSDv8+naBYg8g2R4oOjtV7zt0eZbbg6C5Jh2M3cAJsW6lkKrmkKwQbBQRp1sxXUTMKiFulSQnnytmVZFINRBL1DE3X0MoXIY/WEIgUHX5VzWZ2NrnLyPkUz6WP8RJsJWrRQsVAZA/UJMIRepyMUpxOsgJsh0EfVXZJiCM+7nJR1DFY93km7bhD9kIhGzdJ+QCMwK+MJXrayIhIRwukup5DeJ2VH6X4Xlxnboea5jwq0VM+WC0nBURXigilikjXa4gXcsr+Z6ct5bbrA0CugHOT+Pvfu1xdffjdS22AZYBrORhphzuo6CKNAKrmkWsmMVcJoWZVBLRYgaZeg4pJ4lYeUEsYCmnHfhA2oEJgDDL5vfqrvXyP0Pv9S53zd37Lrf/xdx797kupqxLdWz3NXb/9p63e1v3b+++XF5ue/f+S/3uLmcx8Fo2ktEQp93cE+bPqDaJ2OJAWLOQradRaOYEdDFCzgzqErVHgjoHdqcM29HlVYEPD4AjmKNlyptWWhavqXNfcre8qW3l6tyvE8D12mbu1+S99nmn15lr8+byfIzlkc9HQHEZDgEYoznFSllEqVlAgS5jO4MMgxE8nK2WO5GDeE3BUlsCwpWCEEK+Lgs/jByxHomda8q2BFwRYJmUdlRPKmXHRSttNp3DN588jv/3j/4SV226EVdt+hQ2DNyMzdsImnZic0uPawcGqL/FCa5lzkUKp+5sWbjEAjZI4HWbRDUOXnOrgjaxglFyYgeu3vgZ/NL7PodDD/0TrHIJ2WYaCXsBKZFaiOl9yEBiIemkVJ7ElSnp9UJ3v5iX7jc7E16fe41utB51qygLQT0ugloGliRKWcRyeUTSRURSZURTNcSTNuKWjZhlI5qwEU8SdDUxM1dDMFRCIEj3XwkERgFansihIsgKVxEM1REIOAKMSIoP+QnObPgCCn44IbY/5AjwCgUchIK2uBsnphVgCUhz3YnketGyJUBLuF+0qlX1mCBBVk2sYLSESdSiC7xEv0uAl+F76XRCCrw02lEtYmUl2ofK4qb0BR0XkJUQnM1jPllAqlJCyqbUSloTg4NEXkMBwKV7hoYP1Tu/lOe98LIJTikkzXbGNsh33bRD5gqglDfHbWlECmkEojGcn4lgYiaGyfkI5jLclkLSiSPpRJGqx2TZDHgEZbxG846Z3xd+3Zf+WV65toutY1f+ychALcq95ffa17v9Qpd7latt0bRH5TXqO7sIeHEA7J/cF8Ts5yRgMUmEm75MatlIIG2nXOBVpjCCWq1cqQSb8gxMYlVRCQWCEC8AWLzctkx5ieW63AZ2i49b/TYvIDJSDmtR7qUpQ61RtEhpWv39eq/LAC8+G1oTaY2Udc0K7GYZdpNyF+ompqwsFceKjQJydhaZWhppgjAJmiAwUtAl4MuOgyCp1eFK5+mS8t1tqZruQwDfCcJiIACTL2Ruq0eFaEtwX0QdZ86GcMefHcCWX/w43ruB2ly3YSPnUtxGAMXoRBdIbbtD3IwDW3diYPDzGNhGYr2ZCJuRjARgdyhI234rtmz/nEQ+Dmz7PDYPfAGbB+7Exi2fwfZf+hS+dM+3MZ/OSNSnDBy1uIAWDS5IyowFBDDs/PW+4wLMeF8Ej2awubDcdBArKcfsa0kEqOXWe2vwY5SegOOUuhbp2inlEM3mEU0yYrGCWMpGIlVHgpGK8YZIRVgpCOianiHoKcIXKEOsWRIxSMBDyxbJ8FVMhAnAbEy6Fipap4z1isvGdSg8LQFJ5vgqJqfVuuUFXlzmMQR2zH3imnQtYnJ8TYj4cowLxNTK5ZYrgIwAjdwvtbq1eV8UV22fX6MdqfmllrPJQB6+6Rxm4nnEGfVYLYByKxppzfbtfb6s+3YH3B5k+dzMc/E+Qx7v/f2zsmzqgXWh98RxggAqVVegRG9K2mE0eRbRQgbBaBIT0ylMTecxEc7htXOzeHMqhNlUDBk7hUw9gTTBl1i9CHppNUsgVWefwsAW04f8rNThlfswbefdlGsglXoAjQWXefc1erctAl6dg512It51HEA6Ehu6J7X2FXdFElk7I64p4Qh5Iv+ExO5xEXoH/t7LBF1LySRw24WDDS/I6l425XavN7/N9ovJTVkXnndb7Za3xvFcF3LNYv0SIEZ3sesaFiuYBiUwClQiQ52cPHsBYVVaUBhcEUe6mkC65iZasdhZMlXJB4whLeCF7U4jANmetIPWr2K6PqSNOVFkGpwzs4wfHXsF//na/4b3bPwQrt70KZ3OZ/sd2LRNgRc1uXTuxdslWlHBlU5qLSR5l9fFqX906iByuW7FwDW3YPO2z6my/dbPY3Dbn2DjppuxafAj+LO/+nuEo+QuUm6AgIUDBqPeyItKy7RPHEAEeMk7f6qPyAAAIABJREFUE0XKjkgAQMqma3Txu9V6d5bdxg6YAxnzlZTT7rAtSn3QEmcAMIEuXbe8h2oayVIW8VweUXK5kmXEkjXELPK3HCQsG1aigUQCAr4WFhzMCAm+LMCLoqRTrjSDuvHU8kTrk0nGNWhygq+gJFrElAemchG0ktEqZVK7DFPWheZtgGXI9f1yA8qYm/1I2i/ifCCDwHwGkQwjHksyG4VYemsRJO2F1rPRDrdt1dFntsQzdAhGDGBYybN99+7TMU50jBtqtRawzz6Almu6ddhPVHOI5rIIRlOYCKcxESoqeA9V8NZEEqde8ePVsz7MxCNIy7um7VetyqxT1l9UkuVEwbSyd+TdW49Xrv+n89l0t3/vc1w18GqFBIsIpNdXT4JzDIxsNOHWlIrIVNMo2Bq12D3Qe4EGt3X/7ty/E3gtlk9og43O4zrL7QU4vOftXvaW1b2tV1ne/Ve73Kv8lazrdZ5+x3F/WvF6HbfsOuPSlehPrVtaw8SC6QIwsbrRHUkHYCMv7shCPYu8k0KWyvE2wUnbEtZ2S5pQfc11wFIrl3So/EImd4qduMPoWBvfe/o0fvs/3o73rv9jcQ0ObPuCuAw3cY7F7bdhEyMQCcBo9RKXo04HZKYBohuSfC7KR0iiO1Fckrdi8zbO43irKNOLq3Lrzdiw+cP47O1/i7PBCIpwJMKNXDNel7pAzX2pFhwtfuSgJYX3GHGXKdPCY7jeTSsCUCvpgDiodX0cdf1OuhZqHfgIEnNIlnOI53MCuCJWEVGr4oKtBqJxB5FoDdFYDXEBXk0sRByEwiX4A0UEQhV1K7ZAF12H6rbzgiNj4RJJCMPNckFZQFyTLvAS1+TlAV7e6zPLbYBFoEWXY69ISI3YnKTu12wRc8kirBItX2mkacVxCLyUfygfDmJ9UeFctfgaMOx5pmwLsp8e12obpo24OWdh6Ehdz3e5579oe3d5l+G33htBk36EpIUvyknLswjMpzARSmMyVBDwPRlSty9d2C+9voDjpyfxytsBhKMRpCppZOsk4Gs/QVd/SoCrea/0A069MKsHtIvq6mLr+srxy/ZPPw91vgh4tUN+SRJ2OwDPoKAmXCXQd+9L4CVgq5ZCzskg7+RaoItSD/0G9W6g0G9fbuve3/u7+1jvtu7l7n27y+61/VKs676uS/37Qu+B2l4msQwBXfUqbKcsfD1y9iQQQvhg6o6sgq5mToNEHfwCis28kPOzTgZZOy0kfbUY0TKmofoELCJd4vLGaBGzqlEd1ISHVMOzJ87iD/7rn2Ddho9gyyCtWa78A3NGHW67RdIWsWQp4FIARhB2Gwa2M5GzxePuxKYBTpqtrknqeVFeQmQlKJI6eBPWb74BH/rYX+LUm34UYYsrPVGOygeHWrE4iOhAQiueBhUY0MV3yX2fCMZ4X54B9eI7G9dySEArPLg+4MtJIi3ANYtUJY9EgRauHKLJvGhyxRIEWLRw0aVYRyxeQzReRTxhC4l+fqGG0HQZgRCBVwX+AN1yJLfXhcg+xal4PFYus0zLFoVO+dtYvEyuoEwjE8kHM6ntHlw7i5e5nn55C3xx0A8Vu8CXLffpDwOTwSbO+RlVmRMLaKyQRdrJtoI/6D6TZ0v3LgOPGH1bpeXTbSeegdjbHvotC1ipxsRC3LIS01J8gYllrEnytOd+12+28X3mO0K3YbJaEMuhfy6D84EsJkTI1gaDJhR4VYRjd3aihFMvR/DCySm89IYfoUgEVjmFjLRnEvJpAND3jJxT/SjyfOB0XeNy792F1umV4y68Pf6s1J33neq+p0XAy3wZmNy8JK3c/ZoQjSIKQxJs0XXkJJGtZ5Cv54Tvw+g3uhfpeuKchL2ESC81uDDle0VMvctme7+8G6D02/dit3mv7XItr/aaRdOL0Y1G48wALruMGpMbbSo6bIZzZmRDJCCiJG2B7UHaBl2TzZJoubHt5EjWdxPd1OoCSyJDrlglKm7KfL2MyZkkPnPbHqzf/DGs3/RZbNlKBXqCJxU83bT1dmzadqtavLaqxYtkeRU/pQ4XNbwIrAjYeMxd2Cx6XXfq9EGi1cWIRup47cBVGz6C//CHO/DsiTdRaNY1iq0aQVqI/2ZQpX4YXYrGmmXAlsmNNXgx8DLvV/vYpQcLs287V0HPluWwy5pmghuYc5BLO3mkawVY5QLiOboUi4gkKIRagYAuSwn0VKAXqQhGLiYVfM0uVBAMF+ELFcAJp4XT1VKDd9wIQuadFi8S4fsBLwOCDBAzuVn/zuQEgpxUm8DLWL5I6ifXqy6aXxMBI7paxGQog+B8BgupPJLFEtJVuqHTqj8n/WRULDwKwBUctJ/hyp93N/DydvBc7u7ku393779mv7tAzaJ7Yx0Q5LF9yjIt3zlYJc4SkENgNouJQFb104RPV1c3I0FYqCpta9Jfx8uvZfHi2CyOn/Lh1GtTmAhPI1FMIuuQb8coa/c9M1qUy11Xn+1rVjdrBW6vlLP8R8JaWmwvUX0vAl4dJuxeDdJYv+TlIVcnKVFtJFfr7H6q+STSES7wksHdDNQuF2u1A/6l2N+Aqn5lm31M3m/f1W4zZZp8tce/M/u3JwaXCbU5qXa9BtuTarKOnLs2j0zFaFXkVqJGORG4q+HWzosoU3pEUhGVJgF7HuV6HiWH7mpaUbNIl6t45IkT+PX/5w5cvfGzGJAJq29xdbaUpyXuRboRhVxPdyLB1x3iRjRWLwIxXU83404XgHGSbN1feGEDd2D9xk/i137zc/jOD8aQtevI2nkRz9SvZfOFTSuGcrh0wOkGX2ZgVZCkQQRtq4cZpFYOvDxgzn0XFXgpl649YJA/p/ytTI28uwKS5RLihRKimRIiyTIiiSqicVq5SJ4n6Kq2UkzAGCMYHUzPlRAIlwRwEXQJ/0qsU64FS9yLGiW4CHiFKROhUYgkwreAFUnytI65rkeuJwHfkPDfGcBlrGsGeDFSk8DLWPZItGeUI4n5CjZVoLWEiUAOU6EsZmNlWMUq0tUyUtW8BJmkRTJBLWDmeXe2FbeNyCwPpv2YdrPyXNtl2+LZea6Vl7Pa46RNC2eQLsS2xUOBIn+rZY0cTwbhZDiParEi+mi+6Swm/Hlw1gABtpy4XAA9gS7rnbIgrO863jxbwviZGF4cD+LF8SmMvzqBc4EQYtkM0pWccBUzLqc0WekEuKwbfiyZ1F1XV363282Vuli7ukiz3XnSYuDlMX2biu94AV15gKyTFuuWWLNEfsGVdPCQ3I1mlwEW3bkXOHRv+3n4rSr5Ri2/0316sffvrdu+y4ar1ZG39da6r4MAq1bXIAczUXc76EEn7ja/5f5c1yQtZIyO7NBc87otyQ8zFjLmdWq7lWA3qO+m0ZqVBh18Ncwl8rjp9j3YuOXjAqQo7zDASMStO5WvRX2u7bdi8/Y2uV4nvSbwYjKcrp0YdOdk3DhALtdOmQaI7kVyugi83rvuY/h37/sMHvzWc0hWasg38sg4xp3n5VPFxA0q/B7p3C1k6kwJN1mtzp4DsOn4Ta77mmM0p1yGph77O9TJM4NIUtye5MnIrBB2Ehk7IddJrTVOl0XrS7qSh1UsCOBaSJYRJXE+WRf3YSxed92LNbFuxWnhoiK9Vcd81EFg2tXdapHdORh6XYYEKbRyefldqv6u4EkjFyX60AO86GL0uh8N6PICL7P9nQFhhtzP3AAyc58KwBjtOEVZDImurGAymMNEkMT7LCKZElKVMjI2rV90pesz077VtBnP87UZ6EBXsKe9CFDgcZqUx9QZ1OQNcDL99pK5Jxiq47iLXM+2LO2ObY9t3AVf2ha5jtY4JgKvLKxiGfOJMvzTRQFcygtk3doCxGnlUrDb5trxGZybKuLMqzH85GQIx0+FcPK0H2NnzuHs1DQiyaTMr5u3U8jWYsjacWQbSaTrJPGbOvTUtweEmXfxSn6lfta6DXT374uAV88T8iUySdwVaXENVWQeQ7VqGCsHB3kO1iI/4JK4uay8n67IQ3cg7rnNA+B08NfBt2Nwbg3UXeUuOvbdub0fIJI6WVX9dN5jv7Jlm1NGxfCxzHm4zhNpyuVewKsNvjTgodIRbcp1mmSqIgF0OkUT3ZBMHefw6rGRByhgq6TaYdQPc48Rkd1GDZVGAz/+yZv43d+/C1dv+LhEIQpgEn4XuV07ZfJqkuI3E3y5k1q3gJds3yHcrS3U8RL5CDeKcfvtGNx+JwZEZJXWtM9g6/95I0a+8phMB0SWGl2JEsLuRgNmnKQb1q6dugItAieu7wZSS3do3fu2y+ksQ8v1lk1gZ/bhLBEMYLDclEbWzrUAV5zyEKmCWLgiCYIuneaHfC7lddXE0hWjVlfSQTTZwGzUgX+agIMuNVohuMyBkfMwOq7lysg9EHTVRXGerkU/rVhUkufUP5STCJSFu+WjlcyVczBRjX6q0oedluSEAC8XyFFQtQ16DPhZq5wA0qReZRrg1WsbgVcDvkDDnWaIEhecZLsoVq/JUBa+2SymY1nEC3Tv5mQWjzTBFYGzyCG4YEDAuAoD6/Zu4NXZdtYSMK1VWRkCrxb4olvbtEOCLn7xR2Q7o36tYg5z8Tx84YKCq6DyA9m21LroWlTdZ8N14toOq+v3zXNJHB8L48WxaZx6aRYnT/lw4tRZvH7WhwUrjlw1jVwtjrwTR7ZuPmBM/fJDhYm/Wa98Bp31a36vVd1cKafPh8JFAv6fhro17cnki4CX94ul1zIbKiPTCs2skKXFTeQO0Ixs807lc9mWJapOLSPGQtKRGzHQXvlyx7oWl3Z5jODzpvZ5Re/KFRs1+9NqY5KRYjC5Wb+S3JTXynvdS2tdFTWnX1IARBBEYONNNYrZeo71uhB1uT2lk0zXJMCIx7jrpb502dSHN+e9t3+360bBdxE1WrXqediNok4f5Tiw7Tocp446gGS+hi/t/ha2/9KnsXHLTWLBarkRXfX5FsgygqmLwJexfFE4lfM0Ulz1JhFLHbhmB7Zt/wI2bWIE4x/ji3+xD8GFOMoSwZgS/lbaUUuFsSjwZfIum5fr4nLzde4OCjJItC1bKTsj+mC8FkbQpZw5pJx5pO2oWBvIj8tR4qBYRTJLDS7KQjBS0UYy0YTFuRXjnGexgHiyiDjnXIyXEbUolFrFQtLBdIRT+RhA5GCCLkAOjOEGJsNNkY4QK9c0gVgdU+Q9mQmnTbTiDK1ltk4LRD2uUBmBcFmEVgMEZYEqAkEbQXJ6OG1PiNGMRUyFC/CJW5MWsbUAXizDJJd/FiZIKrnnMQO9AVpq0esP+DyWLylbgaYBCb4wJ9suYjKYRXghj1imKO41CSiRwT7iWmEIAAw4YFsiuO+yhrWefy9rWG/QcHHtb2VlmnbPPCNtb0GsWhmxahnLV0zaZbYel2AaBnPMCuiia5GRrA0RzlV3IrlcBLla/8Zlbbh2fF6BmSomfAWcfmkOY6dmMH56GmOnQzgx7sfY6Qm89rYPs7EI8rUU8gR8wtPhtaSRrtL6S73BrMi+0CqnvEwTGNN2/3vv7cry2rnd1rouL0c7N+e40Gs3x5t89cCrFkfOSaLYzAnwEguUDKYEXe8Q8GoBjk5Q0An8zPX1ypc+bqm5Ipdbb8CMsfL0yqnYv+K0ons090HQVVsymWvrnRNEtY9dGfBSINdZ3+ZaVpMTxNK9WNTklFGvE3Q1YdsOnAYwEYjj+o/8BdZv+igGr9npTu2jXK024PIAq27Q1f17K8n0d6lrkgR9RjBuvlncmJ++5V68PjktshFZ0esyriIFQ20XvHZK5qVam7wNvFovu9E8Y+SnKM1zkOZAQW7ZAlI1DT7goJIpF5DMl5BIVxFPUWm+CvK1yOFKWg1YcRuxOKf+UeCVEFBG12IVkYSN8DwHPkb0qTVrIljChAAiAhMXcIQ5YXURU0zU3KJlbKYmkWiB2Sb8s8DUNPDmRB0vvVnFWR+tZOSAUX6iBH+w6EZFUq2eqvUccGkVY5lrDby8IInLen8t4CUAjFaV1QCvNkDoBGh0jRkJCncfAQw5zCVySBaLYv2S2RhalhZahPgsXYsqKR+URnCpH9qmXIAmIG1lwKhXWzRlrnVO0J+uRZCWdhhFqmpSDFlahmsZxHIZif6cCpNI71q7XNCqda8Tmmsb43NSHTVauxR8cSYB1m8Jb7xlYfz0LI6fCOLkeBBj4yGMnQpg7MwEXn59AqH5OWTKGeQc6uyR+2ghU+N1MKXkeujW7YxIvgK81rpdXCmv/R6bulgEvIxffqk8U40jbydRamRRaRZQa5bguBYgWjIufvBdzUDt3bcXoNJ1jlPDkslDCl8MMgxpnJN3u+V7wRLBkPe3sfosCZI6r3HJa+p3vbKN5XjvvXuZ2821M+88b8sN7HUJG2kIsVoufWz3eTsBpVq+1GrWXpY6kuvtvBZjWdPrI9iroGrTCkarVwmOU5HnZts2nIaDcq2JR7/7PH7j/Tdj3caPC0hSXldbp6sX+FKLmFGnV1CmBPs7XFfjTolupNtxcNtOXL3hRlz74b/CiVemkK/XkKpmhJ/DQYydtHFNdHbYfLnYaa9NavF5FpXHqEkdHDhQS+K8qKQA1DJIl3NIFUuwMhXEKIBq1RATGQjmnMy6gkTC1mRVZM7FmFUWXlci5SAab2J6ugG/34afcyUGOc2PLXMvUp3eHyzATwJ00IZ/msCrBB+lJWZtBOabmJxp4k1/HafeqOLZEwU8edjCQ48t4ODX/Pj+03GcD8DlghXhDxUQIACiu85fhy+gFqPJUAmTrUhCztVI95PyfS4u10G8XQZ5awRbqhNFTS4CJgUABGbLnZPgSo9tl0mgxcRrVrAXCDdkmaKrtOTNRCuI56pIVYrIODmxdiVtFV1VEM3IP1cepAfn1nTe7Xy5NtfZ8Zu21Tu/cECXFm9IAtl6DBlnHqnavPC8aOEjvzCSLiE4z+CDnAAnA1a1zhVw0ZU9GWC9a/2RO6fLWtfm2UwFypiYLODMSxEcP0nANY2x8WmcHAtj/HQIY6encPqVKQRmYkiW6HKnbA2tclS9Nzwzd5YNctFYz24uJGixOOp71q7nznq8lOt7AeZ3/7ruPnDt6qvz3tsfpb3b8KXbvppn3u/aegAvQ4DsnWeqMeRqCRTtFMr1LGpNyki67rY65/NzQYq4rNQSYqxD3YO2+U1QI+BNgJs7N2BfYOEBPLKfARomr8F2qC1lEn+3UwfgIUBp7ec5fgngYsBCO28DDOOm6wA63rK7ljuuYxHYqsJxmHqAxlVaFlm3JslE5H04cKrL1Q3kev/mczXPUHMvwKvBqWtSEMhn0X4GsmzqmBY2EvbdOTu1LHWB1utV1J0q6GhM52v4wp8dxKaBP8bmwVskElHmVRQXYyew6gZg3eCL+l1mHwKujVtuw5bB27Bx0yfxO//pTvzw2ZeQq1dEfoGDoHTM/IJ3wY68gCL+uNygt4rtKwmD9qjf85rIozERYplSGclsCXFO8UMOF+dSTNClqFpcsURZgBf1uCgTwd8StUjZiEQNC7EqZmbrArj8PgKuJoKBJvw+grAafH4VOBXNLbqHpoGpcBNvTzVx6rUqnjtewBOHk3j48XnsfzCILx8IYHhvCHfvmcGuPWHc//Acjr9Ux0SIx1WE38OBdCpQx5SfHDIOutTEKre0mwhoLhZ4scw2MOKg3v1bAZcO+F5wxv0IxLiOHLXu46gtVXITy2DZ3JdggW5NAxoYZGBkJ6qY8JcQmC1hPllCqlwWHh4j/5K0FrkAgBpUKjKsgKAdbU5JCpWlaK1bBM672lxXu2oBdtOWpTxTrjnfCnLhbbnvhiwzqMNChrNKOPPIOBFQq4+gayFZgH+mBAImqSMXUGnd0rJq6tbUH+vMVu5cgBGkZalnw8fjLAl0U7/2uoWTY9M4OU7gNYuTY7MYG5vB+KkZnDgZxOmXgzgXDCOWJ9+MrnrWccSVJGAgA5OJtvSMeY67X0fdmDq6HPkK6t8TQeqNKFVxZkbFrj612lRXm7mw9WtYT91tvMdz6W7Xl+L3auqB73Jncj+U7ZjBXfhnZkmjTjwNUKJQ2r8Zpk6rV7aWUMtXPYtqI49ao4Bag9YKTnhdRpXcH5fPY4jiHZYWdz+zj3B/eLybqvUimOR3k+tZnivY2bLOqGK6cMtoqeH6Dg6RuQaud+eFJGiRfVeWS2CARNm55H6XiC7Ec+G29Sb9y3WIplUJJIYLOXzRtblBCO59eevH8Mi867Ru3WOanLC61CcVBRQTGNvNUitxjsWKaKxRzmFxqkpdK9eKfKvO1H4+refScQ3unI7mObjPybQJzRc/BwnM4L6cCxK8PyXZsw6dehn1ZhUOmnjr3Dw+cO1/x3uu/uPWpNabB3e6ivNt96KIolIY1U0GdJm8A3TJHI6MfrwV6zbeiF/5vz6Dbzx2TAdEhwRhuksWkKJmV8e7QNBz6VLnudrvn7hx5IvdkilTMtUMMuU8UoUSEhlauMqIxqqIxWzEYiTNO4jFCbQoEVFp6XFFhd9F1yKJ9E2JXAzNqPvPFyzCJ5Nd0yJES4SDwGwD/pkmpsLAWR/w0ut1PPdiEU/+KIGHH53HgQfC+LuDs9i9fwFDe+YxtGcBQ/sSGBpNY9f+DHbtS2L3vhk88o9pvDYBTM3UQcvWBIELQQonypbBmDyyGiZb8yfaFw28pkQGQi1RbdClAzzBlrGwyFyMQRLlGaVYw4RfwZTKGLStXwaAqUWM+xjQZfZh2UwK3DQ36wgoCDAZzVfAbLwIq1gS8CUaa1WNauTsDhlGB4o1U6UYtE3QncfUbhPLtUPvvr2W2y5BtvXVianKuVvRi7x2Tv2j7saszTlbC5i38gjM5KQ+CaYYjEA9LtYDn41xIcqy+9zV1ah6aQSxUp9uW5RtwSpCYQfnzudx+sw8TpwM4cTYDE6OzbXS2PgcTo6HMf7yBN72BRHJsD6TyDPwhdfMKcxk+rIewEv4ap313KvuLtW61T4H7/5tCsTqpUO85ax2OVOLtdqr1K+njV6qevKWu9x78G7abvBWC3gte3EmcsVJIEvTcjWBXNVC0UmhVM+BIf8mqWI5pQmox1REuV5opVK9oNpMdh4FO4dCLYt8La2EyGoKeaYapxvKoOhkZV8ew3IYTSllmXIl5zYtv8Lck6rNoiinV+HNuVwEgUa/VG4WUUIBpWZB8rKor1OBXVNJtnOfrkQNqqZbF8y7k1xrvqVTJXpVnmvmPTCVXA2rkpODSUUu17MdiXXUTml5Hnwmi1MaeXvpVODE5nZyicRtmVaS59J1HWwD1Nxi4jOgO9rUv9YBwR7rwwV95hk28ygjjyoKkrhPlZNxk6zfrKDsOPj6t3+Mf/8bt2PTZnKxPq+6W0Yaopu75flNwGVAGHMDwIQjJvM53or1Wz6Bbf/uRuy973uIZ8vIOTmJiErXFuQLPkdisERsEWwpaVjzSwe+2u+i93x875IiEZGhW7GQRyKdR4yTWYsrkfMp1pU8zyl+4uR2VUF5CIqgUhSVBHsr2UAi2UQ00cDcgo0Q5SICJILnMRXOwzdbhW/GwcR0A28Hmzhz1sZz4wU8cSSNBx6NYO8DM/jygRB27wtheM8MRvZGMbwvjaH9OTdlMTSaw9CBHIYOcjmLob1xfOW+GTzzYgmTM8C5YAWT4QrO08pFi5prBaF1iGBMB9y1BF60UBEkERBx0HctU3R1BpsIhIDwLOAPAZN+Y60ygE3J3rTQEHgxN1GbLI+/20ndlMY6Y1yWPI4gjyR/v0SJVkT3KzCbEeJ9tlaBaK1RQLjOeQvpFvO2O9PW2B7Msrc9etdd+mW+D95k3gtalnJ2DqlyUTht/ukcJoXPxcnHbUz4bRGf1fpX4EV3b7u+FKQq+HKfg1gMVb5D5gMN2AiSa+iv4PU3LHE1nhgLC9l+7NQcxgSAqQXs5HhASPdvngsikkyhUCugWGc/ZoncRCsa09xP3URjMu+8x0v5u/OZXvjz6+fiWm6beYYXkl/KuulXdq5ugYn7rFUdrqScXte0kuO4j/lrAa9ehXnXSQh0Q0PYGaYr28T6ZSFnp5AXkUsSGtOLEr+AulOOOkN2So7NyotgISt8FX6dcJDhy9EmRJrjTfl5UcunpliqIzEAwCTOEejdXqin0U5mG8vQ9VomVfgzyDVSyDLV3WR+m9ys75HnFl0Tp1IyyVyf1bpOc72asz5575pyDvfTxHWtqCHWUU3rrJ1zHa2SbiJA9qaqAmaC5kXJ/cI2X9qLc30uen5ehzclkLPZ6Zp7470mZY5G3rc+A61n1rVJUif1JHINC/lGUp5NsZFDgQCuTuBWQapQxI7P34vNWz6GLQN3YcvgF13gRUtXfzejF3TRvWiAlyxvvwPrBz6LjdtuxF8MfQNzyQI4yyTvL1uLQgBXXTtB84Jrfvk6ZJWHoDJ3CtTPy9lZpEt5WLkcYgRdVkmsWQRUcRLnLQdJqwqLfK64616kKKroctVgpRqwUkA03sDMvI1QuIZg2EFopoEAAZG/gdOvV3H0ZAlPHcngwcdiuPersxgeDeFL+2fwN3vn8Td7Y9i1P4HhAxZ27U9ieDSHkYN53H0gjV2SUth1IImhg0wW7h61MDyaxci+WXz1m9MYe62CCRLtp6ti+aLriKKkCrYciZAUC1SIxPvVRzWq9YT8MSYFST7OASkDvIpx8nzklwXCwMSkg+MnEzj9UgZ+grBw01XhJ6BSS1YbWHlBFqcPUreibiewMjwx7keeVzsZwOcPUz6B3K+akMx90xmxDGUqJeScvMiBCB/JITE9IQOLtrtka5Dx9svvhmUOKGyrnC4uWdJAAl+YSvSu5ZB8wLALPuWZmnpjfXUGNujzU4uh1J9YIWmJZNtQ66jPz4nVbZw7n8OpM7Ni3Ro7RY5XGOPkfJ2awdg4rWB0PYYxfsaP194KYiYSFbmJYoN9rL7jeQ7eTgLM8wIc3f73MgKvtXqGKkUC2BD2AAAgAElEQVRj9ANXl7elaLzgczXLl7NfdM9FHGKwyGV8XnwfOV6ZxN8rfYaLgBcbX7/EgvlgmcuJpaFayLsDuyJlumjIUTBf6osfXAeiFt2hzvOK8J3NCErven0ZDADx5u0Gs/jBd5yrw1rh3kfHOQhSGPZsUrs8cy1LVW73dvP7QnKpZ37VOvrF233ORV9pq2hwOZsAaYkk5fCcbmrVg6c+eKzUWRsMmmdhrrNd566fm2borro3v+XZ2Xy2vCaKHhK4pcVsna0xkKOKNybD+OD1f4b1Gz6BAZneh4CL0wQxtd2M3csD23UbVetVuV6V7bcIx+suAWHv3XA9btm5F765JEqouqArjhwBrXxFqRik3pu3LV/EF5YIoJKEzOTqH4m2E3WHuI6WtgVxdYqFy84hWysgXSkhWSgjkSoreT5J96GZ4sdGPG4jEa8iadWQtGyJYkwkHZdkrxGO8XQDEauJ6Qhdh02c9dXx8lsOnh8r4qnDKTz0eBT7Hgzjbw+EsXv/HIb2RjC018LQviR2jVrYNZoSF+LwgTRGDqUxfDANLu86QLBlYUhSQvLhg0kMH7RkPY8bPhDHyMEAvnPYwpt+iG4XIwv9lJkgYV9kJRqYCjXgCzHn4EyJAQ7aHJwXgxlVvacMBa0ntkfIlVGUNYnMpHUqEFL1fL9rofJPN8R1+trZBp76YQR7D72Bgw+cw4+ey+LNKbpDIVaxSX8ZoWkb4RkO+FUJAjDSFAQCuszoTwI7cw0GVBjQZfYzua7X6YcIOCltkcVsPCvTOGWqOeT44Vcn4Gb7UABm2qO2RfYP1MaKIFsnn8q1kHk/smTZvLsrybs+0tyyTH/R/oBr9xFKWGfZjBTMIZHPYzqaxVQ4B5/UNV2GnJ3AA0hlSilTN4sthF6QS1cvLYRMtJhJYnmcWD3s4PxUES+/lsCJ8RkcHw/j+FgIJ0+FBIARiAnvS9yO0zgx7sOrbwYQnp9HupREuZkRva9cLYaCExcgRgmKgsMxjR+9rgirGd/4MSvjEscmz/jU0Z+accr0k525GVv6jQt5gkBP6rcvt5kyTa7jhucZsT9vjSft9a1+vtXf937+fO6mj++fd95rx3Wz3rypa9zt2HeV28x9M7+YcnjsUvXuXW+WV3Muc408xvy1LF6mwAvJ5cF2mMD5gNvAxbvcbZKTCqvFZODl4GseEF8CJv6WZT4QLnsqiDfiLXs1y90VzXLNub25uQ5zLa3r8TQk7zVdyLL3fKwf47/urqvu38vdb/f+3vMst+y9b++98xnJtj7Pofu8Bmh154ygzYjLOoqcHXEtnErS1S/oGh793jH85m/fig0bPoMtAzt1rsXtnxUZiG6wJZasrbSCqYuRFi6q0A9suwOD1+wAJ82W6YC27sDVG2/Eh278G7zydhhkmPHaqHjNAJJclZZWA668uYpD6n1cjEuAEZJMquEkAEyU7gm8IshQcFI6EoKusgCuaLqMBauCCOUgRPiUoEuFT60kARcjF2nlooWL6x0kkg3EmVJNRJNAcL6JV94u49jJLJ46EsdDj81h9B8ItALYtSeEXfvmMLQviuH9cYzst7B7NOkmC8MHkq00NGqBietay2LZonWrvZ8cczCJXQRhhwje5rD3H8I4eqqs4CZM0n4RwSDBl6Pgi8CL2mDT1A0j4OLckOSeEXgZ8OKCGwKesEpfqLCrTlsk1rNQFZPC8WKEZgNBKV/LoNTFmbfr+OaTEfztAR/u2T+DkX1z+PKBIL7+RAQnXiXXjK5HB4EQ9cSqbpCBEr8ZregXqxnBHcsk6OL5bOWtueKfCiK6rtnsz30ZWCAArgpfOAf/TBpziSxS5RJy9YJ+wHKQdz94WxHnjNATIjvBF4GZ9re0lOdrChz4Qdz9Dvf/zf2XS+yLo8gJ6NMPKvEI1AqIZfMIL2RFvZ9gUoEl3YUEV6yjlScBXDJNkAKzlqaXW5bZPhGo4s1zeZw8PS+CqsfHZ3BiPAS6GE+MBYV8f+LkLJjI+Tp5agovvTYB/8ws0qU0Ck4WBbHMc5xZQN6JoVA34wD7pHiLeqH1ysFZxVm1nzd1zTzpJlrOOgdx89v0ueZ3KzdjXNf41tq+RHncbsq86Jz93hIpT89Wv9Td1rqut1C34E0rua8V79Ov7rzbVlu33mO77mfZa/Me24UTVgS8+j1M78kvFHgROAhy7Lo4lt3v3GZbr/MuHvR7D5AC+Po8DHOOy52v5p5Yfyu9XxnIPfV8MfflffbyrJYFwF5rkVpF9drVXUqlaQVe3EaXSgKFJpXXa/jrkQexZfuHsXnLTRjgRNhi5eJE17RkkbdFLS9Nna5HE71IdfpbROl+yzYCt9uwbvPH8Qcf+CKOnngLZUAjsMQ9G0O2SosXAT0HFrUksO66Qe5q6t27r1gOxJ3Jeydny3XRiquW7Z4uVw4IBaRLBcQzeUSsPBYSRUStqsydGLWMJUsjFKnFJZYwanZZNSRSdUStBuaiDYTnmpjwO3jhZAbfeiKKg/8Qwt8emMLIXj+G9sxgeF8UI/ss4WkN78tieH8GQ/tTGBY3Il2KMUlizRKw1QZdBowZEOb93QJkdEnSEkbwdSCGoX1+fOOJKF49R9I+rVsUMKXEhLoGSW5XQrUb5ShRbd6oQS7TFUU3lplLUTlEBGbkD4mLilY0grhgQ0j6wguaphgsBFg9/J0Ydo+GMbJ/AcN7E/jyaBr37I9gZG8A9z00g8NHMzjra8I/zUmxq+7UQHR3sVyCsQp84iY1lhhjxVGw0SaM8zeTSyh3pStknbjRGLnHbcr7mgylMBPNwyqUxdKpxHtthwaAyUdCa5YCWmf0A1Tf6cUfsRfyrhuAIccK2CCYiCHvLCBrz8v7QctchqArl0doPo2JYNLV6OL9eOvBBB9cXK5cOcOr0zZxbqqMUy9HBXidODWDkwK8ghCL13gYJ07S5Tgr0Y7U+joxfg5nXj2PyWAYVi6p4KtO4j0BFcGWSa6VpgVGCK68wIt14TEEeEHrEgP1hTwH7zHd/e5qf3vLWrTcus+lAdhSwEytom599Rhjuq9z0bl7HHMh+yx3nuW2X8g5V3MMz2/++lq8+hXqvQnuR8DgTQKoDLDy5Gafju2eijfl9ju3d5spb7W5KcOcb6l8qf3M+kuZiwXGUze9ztXvvjvquEdn0Ks8s26p+lhqffe5lv0t98UvbP1C5Ben8MpcnlihUUAoksanbx7Be9b9EQYGb9UpfTiR9SD1u1zl+a2cJJtAzACw22Wy600DnMfxTgxeQ5X6W7B54Hb5vWHzp/Hvf+sWfOf7L6LUdISXQgsjBzVei3QuYnnll33MTV3uBU97NvfZ7zl4t0kn1erkOL+cSRYKDoNKCshVikKej6dziFoFRKySgK64TOljI2px8moly8eTdVhptWwtxJqYWWhgIlDBq2/nMf5qEc+fKOHxp2LYd8iPXV8JY+jeeYzsi2FobwJDBFkH8hjaX8DQPiYukySfwa79BExx7DoQ0TSaEG4X+V0mEVxx2YCspXICr7t5/GhCgM5X7gvh+89kcT5IeQlGMxYwxSlhgpRoMCR4SksQYLnSAi3wQrceRTUpwlkSaQHKTpCg7w/UQMkLtVIZwMPjdcCn1tgLL5Vx/zfnsGtfGLv2JTC8P41d+9IY2Z/GyF4Lw3si2L1nFn93wI9vPRlRTloIGtkp8hK05hQRpJs0WJL5Jv0BR8CdyG247kwFHgoEFXTxXnTaG/LNeE0qm6DgUDhMwnUjF6qA4GwO0TRdzAUJ+CBvlG2NFhnhI7n8WOVWErCzrUbkA4YfMQog2h4E814vnXsBG0GFJvVC0MrdBl45J4p8IyVq/AupHALzaUyFmGidZF2bCE7e8+rBlrGO9TrWRJYy8pQAm3X7+ttpnDg1K+nkKWp6ufpepwm6wsL3OnV6DqfOzIjQ6vGx8zjzynmc9wUQTzNALI8C65djGPmddrRltdJ1Wo/tvo+Aq11HuuwBYT36WnPs0vW/NHAxx5gyLkVuztErX94SujJDSa+y13LdautlLc/tLav7Osw2rjd/awK8WKApnHn3ic1vs4/5fSXvbZL+uaiXljmWwIvAZh4SliwWLwY7VPCT8fP4w//vT3HVug9jcNvtGHQ5XpsH78CWwbuwZRstYAZwMXfJ9rSGDe4A52TcMngHBrfy2DuwfsNn8Cvvuwlf/drTsEoVFJsZ5Bt05US0I/XwzdqdqbeTNctLt/HWs3PfA2+bl3fDve8CBzIx3ydRqGWQZ6pkkSm6Vq5EVkBXLFlBPOWAAIuAK5ayYWWbiKeBSILReNTCquGNt0oYfymPF05m8exPUnj6+Ry+/3QJDz2axVcORrF7TxRD++PYtS+OkQMpDB8kLyuFoUMZ7DqYUe7WKDlbKQyLK5GAiinuJrV0GXBlrFvMzbolc9fdSJ7Y8H4Lw/fO4L6H5nHi5bq6HKermHAFSf0hEuCp9eXOAylzQKoLUQdkbiPvS61kdFFqUh5XKOwgSLefv6DgjIBu2sH5UBM/PpnFga8TcM3iblr0DuVw92gSdzNYYNTCyL447jmQxAjB5J4YhveGMfq1AI68mMXZQBM+csNCapki8ApyaiBfGVM+1RyTKZDIS/OIqNLtqS5Scp2ovk4LnwGXtAxxyqSmpEl/E1OUXAjYLvE+i/lE3tX8KgiXKm/oGGIldl2DAgLYhr2JYEHdZd42aNqnWWdytve2tYfAow0sBHzxfDW63ug24vQ7ecwn82BkJqdGIhg2oEuDJdTiZUDUWucmQjUw7cjk2WNn1N04dooRjarvNX6aQEvJ9ifHZ0XtnutOjHGaoUmcevkczk2FsWAlkK1kJFqc9cP7VdpBv/ec20x/YOrK/P457tf7gE7T9n6e8zUHXiupzPZLfqVhrqS+3sl9zLMy+VpeS9vf71q8CEYac8iTXC7Ai8TXGh761rP4dcpIbPk0tm3fga0CtOhC3CGRjQPbOO3PDgzw9zaXPC+uSOV4UY1+yxYetwNbtnwWg9s+iuG/ewSRdBmlZkU610I9hnyD/I6IWt9cC1zv+zUdK/OVteHu+hNirk1CryX8EZlXjoTqcgFWLo9YqohIooIo+VupOpLppkQiJpJAJA6EFyi5UMFrb+cxdiaF548n8dwLKTz3QhbPHCvgR88WcfiYg+8dqePvv5nF7v20bqUwItatOHbfn8TIfUmxZt19MI6h+yxNB+lWTGD4YFzTAZfXRTA2mlFA5uF5eYHXcstDBHgHLSHbE9jt3mfhnn3TeOR7KSHaT9EdKhGAtFZxDkdaSsizovvOA1xaUYN0NxHg1CUSUaMU3QjGYBkTviImAzqlEaUxzvqBHx5LY8+DU7h7fwi7DmQwfKiAoUMp7JLriuOeQwncwzoYpWvVwshoAcNy72F8+b5JfPt7Czj9hi1TIXEeS1pjaH2h2zFIAj8jKAM1ibbjOl5/+9pdTpoECyiw9IcZOKDuMtG4EmkL6lxxX06j5GBCZD6yCM9nEcsWkauVUWxk1DLLd6ZOThIHfQKsBddS0wYBpu2tJDeuxY6cLn9a2AhGagkUKEdTzSNdKmM2noNvOi2yGMLpEtI8SfAEkl6gvHJu13LgzFjAuJ/hfanVq4pX3rDU3TjGiMY5sXIxwnH8zGxLcoKAjGKrY+PzrktyCmOnz+P1s37MxfkhpDI+jBLn/eYdC0VGr7XedX4kmtTr/Tf9Q69tV9a16/Hy1EV7nFGO2eU+f6/zrQh49Trwp3ndu/FB/DTX54Veu3kO+mVJ8MVBZA45F3jRzZguVfE3Q1/HwNZPY/PATdi69Q4MDHbJR1C53k0k0JPjZVyOjHoc3H4rBgZ3YPOWO7B5y42480/vxXQ8hgpKyNvUj8top1on8GIyQNBLmnWXW53v8p2GGei0ftSV2qoriYIit4RWriyy5TzShaKIoMZlQuu6EOFjLtCanm1gwlfFG28WcfrlPF44kcWzz6fwzPNpHHkujSNHc3j6+QIOH8vj8LEyDj9fx3d+WMXBh5MYGV3ACMHEoSSGDqj1auS+lBLd+fuQkt6HDinI2j2aapHplVifxu79BG85DEtkYhdxfkVALIWhAxkFXofiQsgfGc3iy6Nx7L1/FodfyGNihlGOlFig9YoRji5HiNYuIWWbqDiTczBvW4p0oCdIIxmbumR06ZXhm2ngtfPAkz/K4N77ZrB7dEHAH/XFCL7o/iR37Z6DSUnD7m8BiYeoRZbG0ME47t43i+G9fnz14Tn8+IUSzvuA4Cww4a/J9EnB2YpMih0M1z1zTxIcOCpNIbITjM4zPDCS6d2JultyCrwnA+joRuMk46yTqmp+zZDrV0KmXETRKaj0QY0WLmPVSihRXNzlK/8waLXLrvZt3lF9J1g29a9KSObKmIvS4kiLoplgXIEQXYydYHPtQBfbQTfwIvgy696eUJL98ZMzOHU6IgBL9b1UZkK4X2Mm0nEB46cIvoI4MebDydPn8epbUwgtzCFTouWrgAJlcFofYQpm5WPJ4btLIr2njxAwtny/sFRdX1n/81N3P5fAq/210u+r5eenEbxTL7zp1BWg8GuEX9YLArwYRk9R2nA0jc/e8mW856qPYoDuQgKrQS+J/jads5Eux607xeK1WXS9qEbP/W7FwLabsHnLLVi/4VP4zM334mxwGmVQpDIiOmYlu6iRSK6LhkBQI78MAPNEKpmOtmOA4gBnUme74b2xfgsUYK1FhDsi9+2kkXfyyNWKSJdKSGTLiKdtxJJNLMSgZPiAg9ffKmL8pQxeeDGJZ4/G8cyzcTxzNIMjRys48lwZR46WceRYCc+8UMaR50s4/DxBVw2P/VMOo/8wh+F9IQyNzmH4vhh23TePuw8uYGg0Kdpb1N+im3GYLkaCiwO0auUwsj+rXKfRNEZGUxgZzbjrshcFvIYPZkF5iaGDUQFgIwey+DJdfXvDeODbMxh7oyaWJEpIkK9F16EM4GJFIQjhQG9kJQiuVIfLR45YqCnSE8oVIy+sBP9MTRT3X3kbePwfU7hnXxhDe+ISOLCLVqxDvB51r46MpkHAOcKAAtaPGwxAPtouF5wO0Z26N46RPXP4yoFpPP5UAi+9TtchJwPn5OB6jcI7cnlaIhPhKq63JBFaUgoqsUC3o3+6qG5TAWLkrxVdbauaAC9x25F8L9ayAmYjOSTzReECFqkXSDd9jdGGKQELogFIa42ABvNudbZNfe+9fSCXu8AEPxDccsg9zNfySOZ5/oJw3MhRI1Ak+AlME3Cple9Sgy9j7TKAqw3Ianj5jSSOn6DFa14I9QK8ZAJtcr4Y1UgXJLW95jF+akHAGbW/6HY8Pv42Xn7jPAJzMwq+GtmWZZHvsLpePeDWjWIkCKP7VTlwver5yrp3apx5N573pwZ4GetB77x/BEbHV4kZOFeYk8hqoi51AFVzpQ6eJELT9O4mdzBuH+P5Glrh+VZ6rfKiu19da7280mvo3m/Z61ginLgFTqQe2blFNbqoUcDYaz584EN/gavXfRJbt2s0I4HVpq0EXORs3Y7BbXdhYNufgNGKm7bdhk2Ui9i2AxvJAaN7ceA2vHfdDfjA9X+K069PoYwais00MvWo6GQxBJxk9zZ4ct00dOHwmsS9Yp4zXYPuc+ezd/kdQjTmdbcAmLoQpU4EUEaRdTQKrNDII+dUkSzXEMvWsGA5mF5oiATBa2+VMHYmg2Mn03jmJ0kcPmbhR8+lcPi5HI4cLeDp50t45vkKDh8t4/CxEo68UMKPns/jh0fzOPJCDYeP1fHtJ/K499AchveEcM+BqFi7dh1MYNehGMStyOjCDikIAjGuI08riaH9bpLf7r6tde1jTRkrzuW8LmdMOGE8bwx3753HyGgQTzydxVt+EthpxaLbjpGDHMzLCBjLkEhL0L1I2QkHPrrkyLsKNjFJQvc0VfFLOD9dxdQccPpNBw89msbwnmkM7V/ArtG4iLkyYnNoL8n0tOJlMbSfqvspuXfyvFQYlnIatBjSUkj9Mr33YeF+RTBybwD3PxTGsy8WcTag1jpew3khz9OFaAvBn3MKCuE/QHV+lZwgQCRYkBSm5UutdCokaixIXKduSLHsieWP1j+S1ovwz2RF8T5nl5Cv54TozulwqAOncxKSaM+2mgTFQosNfgC0AYB+6KjlhpadVhJtRrZtw9m1ROk9V8sjli0hvJCX6Y4UVKr1TtX7eb2e+7oMywq81OXMZXK93jqfE4L98bEwTpwKY+z0tBvNSJK9O6+jcL5UaoLzPFJ64uQpn5DuT4xP4fSrEwjMziJdVMtXkYLPLQ5dtKMedVxQiz37MgI0rVvPWNHV95mPziXzC+3b5Tz6oafXYa5nZblEdcr1t/cvOnGYJOCTALQrsR+UsbDffV7oPb1bj6sz8vzCnvFPD/AS4rWJKuvKO8Tr2Fl0potBvAZEmTJY0UX6/N3E3yoo1+7QuC+PYzLHrXV+oQ98Jcdd6LWupOzufcy5igQnNUsSNYKKTQv5egmPff8FvP8/3oGNmz6HQc7LSCBFLS5yuVzgxajFgW2fl20bt92GjQK8GO14p0Q2rtv4cfzeH9yFZ154HZVmHcVmriULQWV6sXCx45AvWvNVS94MOxPysAjAFISZ5y55PYmivHz6nFsAUsrS40t8MemuoEuxzqipKtKlGuYStJBU8ca5PE69nMZPTiZx9AULzzxn4ciPEzj8nIXDx5I48nwGR47lcORYAUeeL4p168jRkiwffr6IH3DbC2U8/WId33+WICOFrxycx8ieCO7ZnxCJiLv3JcFEJXkqyNOKY8DSSqIRzb5rltPStp/XRC4ZoyZj+NKeMPY+OIOj4xX4KFwaIjm+DrrtKMJJzhdFUI0mF1XfxQrk47QxDfjF6lTB+XAWE7NFTM4Bx1+u4YFvzmH43mmM7I9i+EAUw4dU0uLuvTGM7KNL1Y3e3EfQpdYu3icBGgHY7v3qdtVAAwNCE7hnNImRvQsY2RPCnvuCePz7sRb3y0ftMQqiUm6C4Iu8L38NAbHiKVAxAIXgTMEDAYtajLiN69u/aVFSvpSJkqT0BLlfU+EsZmI5JEtlCUQRUC/gixIzFLnmINy2arG9kq8k72HDQoHJDB4c4Nz2rO8C27ClZHOCrkwOofksJkMk0udFnJYyGxq9qHw8c1+XK9d6agM+Aq/zvhLOvBrF8VNhnDitwGuMBHt3Em0q2dPlSFmJsVNqBdPlAMao8zVO0v0Exl9+C+cDQSSynHpNtb60Xgi8lFenufYdxUbcBbeeOjV1e1nziwBeDDJqKLCS/q/eCbq4bamUF2D/Tt/7T8f51xR4qe+bA03vtJJw1KX2WapMWS+NWr/m9Etj7ZbzFNKTzkvLLDoJlG1NJbdja01XICHea3futb6Xd195HBAIWuIoEtDaSUn8cio1qYJdxFcOPYptv/wxbNx8Mwa27hQSvdHpIp+L4Ev5XTvRsoRtvwsD2z8voOvqDZ/Cr//mLXj0qRMo1psyiLAeBFBTK4uDUCOKQiOCQp2JnarpQHldURTrETdnJxQD20ALgAn4MtYCDlx8/ixvHoXmggxsxUYZuVoDC0lygLJ46Y0EXhyL47mfJPHMsSSefi6Fp5/N4pnnCvjxsbKkp4/l8fQLOUkEXuRvPfNCCU8/X8TTx4p4RkBYAYefr+DpnzTx1BEH93/Twsj+GQztjWL3frrOsqrLtZ8WHbrUsq7qfJfo6Yo4WhfC6+o8RixKJOjvz4j7knwxcs5GDhGAJfA3e0J46LsxvHKWUYO0YtVBiQaf3yWpi6SE6mWRUK8yDORMGTdjGb75Gs6GHRw7Xcahh6nNNSsaZcMEUgcTGDqYEE4XgdQ9jKzcR+seAVcaQ+Svea18oyTZ09XKKZGMZIYb4cnIx4N0TSYwvGcO9+wL4IFvzuDo8TzO+wFfmFGJ7pRFzP0VBAJVBIPK/6Kb1LjJlIBPAMZ1mmjpI9AkgPG67WQ7ZTOEuM46qOC8P4/gHIFRGZlqBYV6AfmGqt6TL6nEe35Q0HJFEMH+OQF+7BTZ1uWDw7R7DlxqdWZeamRRqJUQS+UQmk1jKpzBFHldAiwJDgm8eM0KGtv3tFg+4mLA2FLlav0Q9KlkhQGyr7+dwthLszh5mkCKnC7KS5BgP4fxU8zJ+TLq9m0QJsT7U1S49+MnJ97G+EtncdYXRCzNOstJv0SLfLGhSfsLl/vF+vQCWc+4cXn73ra1yoCnleYS3S0R3p1liIXLgC5+rLoWL/lw5W+CNdei2vteWZ4XrP4sLPOeLmy8XwS81GTIL/3eqe1K4cupSUyMsj8HpD7JjqPoSQVRBGZo8uLk3U+XEyjantR1nqWuV9Z3mU4XNUL3Xtv307530zHxGFl2YijbMVTsGEoM6W7EkG1q4jJTvmEaVWfjXXTe5a7rZ267qRfNTei6dGTyZWUsXgmUmzkki0V88S8P4qrN14tExOB2neLHyEWQQK9EeteluF15XQPbqdt1JzZs+iR++X034eADP0C64qCCvICofH1eBh6dV5TAiwBp3gVfZgDiC9UNvKIoOBEUqO9DqxxBmDwjDlZqLeBglidPrTGHHMFcs4BkycFEqIjxlxN45ug8jvw4hmeOkaeVd0FUBT8+VsPTx6p4+lgFzxwjb4vWrTyeeYGAqyBWr8NHafkqCgCjBezpFyo4/EIDj/+gin0PxlQElG6w/SnsEgFUBTkSjSh8LQIeTtvTBkQjBzt/e7et7TLPk8XIaE5I+vdw3kYRZ7Wwm6T/gyncPRrD394fwvefzeBtP6fraagul0QGkixfhp+q5QEuE8Sq1ASnCiKnyzdbx1sB4MhPitj/NYrCzmM3eWviJtTgAuFrHUhgN4n0owkJIjDASyQ0PHXD+5dt7jpawqRORhO4ex+jHlPYfTCHXXstjOyNYfeeMPYc9OGpH1o483pdRFr9swSF1BArwReg5lcVUxRidYVUVY+KoDkEobEAACAASURBVIXq9a5WGcGmC2QUoOl2LqsVjL8VfOmE3rTy5DE1nca8ResXXdk55JucXzby/7P3HtBxXFe2KDMly5ZtyRqNJcuyJZIilaz5fzzhvVnvrfcm/Hme57HHQdnKgTlIjBIjIiVSJECAVCbFDGYSicggEQnmiNjIHdABGZ3D/mufW4VugGC0LMszxlp3VXVVdYXbhbq79tlnH7Fo6Qu2CSjgi45ibxWLy2cr7+c+v0ka72uWyeGAQtDV7aFpbxcMTZ2ore9GTX2PJBAIiNIzF2XKcwsL368GlG4GgA3eH/tNNWaVurSmwB73X1nbh4pTZhST0RKmS9VtlPqNEmakvQRrOhJ0sSm7iTLaTUjGI8OSdL+vRsmxCzhzsRZGGzV0XcIYsj/5oha27tCtN/jMV8BWPe8HPvOuG3xcYfy96jj3+35HA1AEUXLu+rioL+ezzm+FUxvDnXxh1sdzeXnm9652vXy2/mdqV7vWq6+7DHjpsdwrTSP/aSPnr7T91ZZHfn/w/NW+d/k6shBXble7GfoC4e/1+jmwDmx9fLvRbpYebeoMWOD2WeBkJlHQgq6QBd1sQdX07fS3oasd/7/Wusv/6fjgYj+p30HTU/lZQ60PDWYbXp0aj/vHPS1hRNpGiK7rJ7Pw6ONht3phvqQm43Rxpmd9xnETX8RjTzyHmPdoG9ELDzwSMnQSYPnZ+LszRZwvDyYR9SvGS/+HUQ+f/vuK94mcJ+8PkzTFhKn5XgkzKPBFnU1vqAtdfieabN04cd6GnEITMnPacDiX2YguHM53IiOvBxl5BFVOZGpgi8wWG4GVWkew1Y303E5k5HUJ45UpAnoP0vL82L7fiYRPrIhJMIk3VlxSN6JpBiq6JAIspVdS1gi0R9DAwyCA8eWCrDCwG7Df5A5QUB+XQHd4Zkm2I57nt96BKIKj9TRYbULyF004UkFQBXGMF0PVhl4YWtyoq+9DnaEPBlpKNLlR3ejCJTIwrT5caAD2ZfZg9YZWxKwx92uzCOriNjCjMlxLMo4+XcJosT/IdA0NQMmCUVQvIEyz1ohjggAF9+LET2BHZrFTwrorE414P7Een20zI7ekDxcMkNBpdQM9ufoky1LVcwyHxxSYUqyRYrQIvLTEgn4bDQVsBLSIvxlDmQRfyniVy6vrO1HdaEejxQF7Xxe6/V2q8LwwuSrzkc8bZ0h7YdBeePk8dZLBCRjR4+P/I5mxbsm0Ndk6UdfoQK2hW+ppSrZovSoyLuWAdNAl58s6mWHwowOsSNCkL7vWNPI7nNe3H3q5CkNzm6o6xXyRATt93qZCjRrwEuarTAEugi6GFaV4NqelrapRdK+Dr9IWlJTXo6ScovtLOHmuBs0Ws2RB9wXb5bmlSgyZoYAYmS8FwNjP+vPipqZXGc/6n0lf9ja0JNGa3Cf+NjilfJIiFMieEmi5fFZ42LxWuLXPAsZ+32vWnq831V9/Yt+9DHgNBkA38vlyQBSODw+17mr7Hmr7Ky67xg9+NZQd+SM7g21gG7DMbwGBFvchICtI4bcCXQRenI9skccaCMAuBx2R2/5XnFdv4XxYmTUgxPvFAVewC32BPpSduoinnl+KBx56ERNpI/H4HDFApR/XY4/RkV55dj3CmowMOZLxemwaxk96BY/85BnMfScRTZZ29IUoPuZgwkGlFX0+k4Bm9Zm/C8EWH5j6vPbGJywcGVxq+vi2R7DGsKMJzqAJzoBJ5mXA0vy/WOKn2+dHW5cH56odyCtuRWauGVn59NfqQ3aBUzIRD1Onld+jtFvCbpHh6lOgq6BHhRS5bX4XMgu6kXOUmYv8rhOHj/hxMC+Az1M6sWqDCXEJFsnIk9Ai3ebXKV8qhtViktsGenL9MYHXegfIsLE00coEh5TnoXUDWajoD+2IEuDVhpVJTdh50I4zVUHUUkNERquxF9WGHhiYrUjxOhkPgg0ax5pCOFkTwM7UNqxKbkLcGiviEpRongaxEkJMZtYmC3ZroFCyKzWx/FVAqLKSUN/RQ47UpYk1x3qCRVpxMDuyR3zOCGzj17H8UiM++MiA3RkdOHkppNWk9KGynmCR2YkqNKcDCjXVmCxZF8ly6UyXLsbXzGPFNkOv8+gDrSmq6jtRVW9DXbMdrfYOdHl64Qx2C4PVTWYrYIYrpL1c+qxwBtrhCrbDyReHgBnOEDVdPWLga7R0oba+EwZx6GdpJBq/MstSP3f9fHWQqOvVwkCJ1xUJlgZe75WF+JHfiQRekfvT55V9iEpm0L9HgHixphvHThi1ckHUdVFET3ZLlRKigaq429Pzq8SI0pJWlNJqoqROW94iJquKEVMArOJ0JepbWtDt6YYbXdJvrBDA5wefZ2S72fgSFzmO/KnMy3UELHD5LXD7LXBpBEOPkAqqkDhBFkGXDrzIfJEJk5fnPzEA9Mf6XS4DXlcEN+zYIRrB01DLv9JlXxLwGupHcPnNYOsJmtEVMqMTasrPfFANbkI/B80SZuI2/xUB1RWvmf0R0fpCFNFb0MsmfRkGXr3+Phw8fAT/+vM5GDfpVUyiCSo1Xo8q9/lHxYl+Jh55ggWv6dM1Q8oCTXjkdYyf9Bxem7ISF+uayXOhL+SQMioMEzr5IPHyTY7HbEGPn2/5KoMrHK+PBF4O9Hnb0eejBo2aGB14GdHnVyBOAbE2uEI0lWTYqwtHSozILrAhM6cTmTl9OJzrAsFWFr22hOVSOq2sAs0SIs+Nw3keHOZUY78yKKjP70IGw5L5ZLv4fQ8OZXvw8Q6yRc2ITTQpGwRhXDqVrotgI5kiciti1repqRijEmhcgY26CvgYwFrd5HZkh2Lp35XMckE2sZFYSTaJ2ikK7DfYEMUpMwwTrFi9oRHZRb24VB8Sx3malbKOY02tC3V1nA+JjqqWmYsX/di834SVSZWIS2zCe2TW1hF4dQsbRSG/fg3KrV8V7CbLpmpHhtfr28lU2K4OSUoQoT2LhTP7U2PpWPRb3P6TuxCT1CUAL259O+KSWBXAgpi1RsSurcfnO0w4csyJygayXyFUShFtHbzo4INghY0ZehqbNRTbJZmC+nac6uCHoIeifOWMX1nXhar6djRZutDeS8+vHjjJ0shLjsZsEXj51L0tz3GyYUEHHL0ONFscqGvollJMkuRAwb9UFeAx9XPWp5Hn8IdhvAaDr4HnENZ46curGdptcOHMBTuKipVhqnKwZ/hQq+Eouq9GlJa2orTErMAXywyV1aC01IDS0mYUlzShWHfAr2hASXklyo6fQ01DAzpcdrhA5kvTdfIFPWhCn2g7jZeNDYPHiqt/VpGWocakP/QyPhsZ0XF7LfBowIvP9C7KajThPcEXARen1H/JcmFNLx8Tw9f5x7umP0yfXe1ar77uMuA1ONQ2+HMkzSnriPb1dlmYjqDsym3wviM/X+17l627CsqWGyakwoGKmaLmwSwslYSWGHYimyWsVpuiUBm3locQRdZtcPEa5MbjYK1uns6QGV0CrAiutKaBCgKuHn2Zxpbxe19V+8PcZL//P430UwTw0gXtFKq6gma4qSHw8i28Az0+Jz7behh/9w+TMeHhV/HIE8qTa9Kj0yXM+AgNUx+nbQSZLm2eXl0TX8CTzy7F8bMGCS8yhZ7/+GSnXHzb54NEmlmAk4QNxR5CJYSIjk9jPekp1u/bw3OjriNoRE+wBd2BVglPKg0gvX48aLU6cfyMFbkFJmTn2UW/Rc0W/bYO57kEOEl2ogAqJZJnyFFYrDw3svK8yGbL9yAzr08Amnyf9hH5dKL3Yn8GRePM0DNKll4cQ14iEqc1AjVd9OJieEyFyCQcpoXFGG4U0HCT4IlgZChNmLBY160VY7jTJiFGskPq/NT5xiZ1IG49EwFsiFnbjM+2taH8dAB1TRD3emb2KS8sD+qbg8IiFZ/04dMdZsQmGhCf1Ir49VbEM6TIgt/CchHc0Y3fDoYIFbBSx2M4dihdVz/4iuhHAi8yXgxRSh8SdCURlNFglU2FMhXgbZOEgbgk+p9RwN+MtR83YE+GAycuBVDbAsXkSUFwGsXSEoPAxoM6eoE10tOLtStZnYDhO1WUOwyydHBG4EPQw4zHAFjnkSHK+ia/2FhQE1dj6EVjSw/snX3o8/UpcT1fHqhr5DNKntnUfXWg10tvsG40mhyoru8QS4961qesD0pNSQUKdbA11JSgS4EgnYVSdhh6+G8o0Hb5fnTWavBUB1WXT/Xjqv3ze9R9EYReqOpG6TETSspbUF7BMGMdSsrrUHqMDBazF8mE0UTVqPy86PNVRsZLWU1QE0Yxvg7ayirqUHL8AkpOnMZFQzXsfVY4Q52K7RJZikpaEC1WxLikjxF9fGEnOLvCi7sCKWTSf//n7VD7YPSGwEraoGNwfFIAygq3X2O0PGb1kkr9sgBLTcPMMVEDXyRZpHrCVa9p4PVcFl3SsAPHXRWmbYOTyR0Md3IsHnSuvDa5lsjlwSGWRa7nvIBD7Vy4fcR39P1FTofqQ32Z2o5jS7iFQaZZxhu33ww2p5A31P4qRnQI4MV/xis3/aCccrsen6m/Df5e5LZDzQ/ePvLzUNvfzDLeTARBDBG5fKqxw9SxTOhliQ0CrxAZDcauHeLx5IAdtoARjhAHaoXsu4M2iWl7fG3oDFnQIUzN0IDqZs71y/qOflN/7aZDMJN88FNHx9/Gwzco6gZC7VIgOvb9HXjk8VfwyONv4uGf6AWwFdCaxDqMj1FUr8KNEx+fhvETX8a//XwR8grPwRPywiWWFAwJ8p8g/E+p/lEYbmTji4FDSwoh6OM/o1mFEoNG9YCkJiZkRU/IhK5gMzoDLegNWeFEF3oDTlg6e3G2yoG8o0Zk5dmQU9AjzJYCWSqEKPPUbhUwvKgaXea5nJmK2YUuEdVnkRWTrEWniO0zcnzizZWeH0BKah+SP2fGYguiE60CJMQMVbRKClQoLy6tvI/UXNTBBrVMyr6hH1jcBAAbCnhd3/6oo+rUtFQERaokERknghYyVCuplUqyIoaMkWQdtmBPWgfO16isxTqGuKR2oxuV9SHklbqw4Qsj4te1CMvEjESCHR5HNG7i1k8t1iDgJdmLuq5raG3X9V6TbjyryiExSSCisX+F1XMgOsGIlUkGfLazBUcq+hSTRy+yhgAMtMag+72BYTxq25yobvSgimE62k00DgJeovFSNREV8NI0YZLpqJzxJSuSWaH1BGQ0ne1Aq7ULHU4mmHTACTucZJx5r4cIumjg60Rja7dWeJwJDAxjasW7pTj59QGnMDAKM2HhZZcDrcHrBgMufh68TeRnfXsu07MauYzztJY4ftqO4vJmlB4jY1Un4Ku4vA5F5XWiAStm3cZjTTJfcqxJfL+Kue0xasBY55Hgi8wXwZoBZccNOFpeiaMU3VfXwdJF3VyHhGnJfokOii98ovvky7veuB1ZfvY5nzNK2jJwqj9/hlr3+y9zBdvgZoIYn7l8HkdIa5jd3RWyoRsOuEMO+AJ2eL1MJlMaNoIijwaElEzEKvtwESBp+xp4LTdwvuw3OgYEHXAGGe7mvB2uAJsiQNQx1T7lOgJtcAtBoq4jchnnI7cffF5cL9uzP7T9DDUd/L3Iz5HH43f5OXI9j89+kXMkoJTPCohdBrwuG/wjfpjL1gmCDF/g4PWRJzHU/ODtIz8P3j5y3Y3ME9l7vBZ4PWZ4OZWBlnoedTNx2sUbi8Ar4IADnTjpa8KnVenYejENNa565WVDX66gFW4vMxoVg0ZR/Zd1njdyTYO3HXwOX+fP8s+gvYUQ5PCfn78Rw7l8y3IH7PDAAXtvOxYs3oAJE3+HRx+fKjUZJ4kzPdkt1mAk8KKYnvNT8MBDz+B//OM0pGaegDPggwcd2psl3x75D8AsLb3xH4Tgik1bJ6nzajk1WxThu/iApNUE/6lCNvSF2tAdYqYidWN9cDhp2NmF4ooWZBe04nCeHVm0gcjrk7DiYYKsgu6IpvRaypdL13cpMT23pYWElP7RAFlarhuZBUFk5APb9vUg4eNWxK9pxsrENog2ilYGwkJpoEs3KJUBn4O+Dro4DYvsrw9URH738nkdgEUlWLFibRt0P7Cr7ltqHnJfBIA68CLr1aEsJmjroLNyiSxW3YqkzxtRUOZBbRNE60UmiHYNOUfcWL/RjPjEZsSuMyN2vdJyRScQeHUr6wwJMbZrAFX11cDzu/FEgwFeZmQSk/VQrgpbxgjLRtsOJjjwGrVw5jo73ku2YWViMxI+bsbBrC6crQ5qnmWadQT1X8zYZCiPNSoNqki4spVQJqFhwEEwwkZwE9ZYcT0F+mI3QeBFJoyi8/pesTKh+am9qxd9fqdkDjuDqu4iQVdDM3V03aIVY/1I2mEoSwzdR2xoDVf4nCLPRT8nfcp11wZd6vxVuFIHVNcCXlfarw7CzlxwgD5e1HdJ3UZxr69H8bE6FFcYUHysXjy/jpY2o6jMhJIKE4ormlBS0YSi0hZppcdoQcF96H5grSgqaULRsTqcvlgDcztf5jvgCjngFGDVoj0/1HPGFeIzxApOhWXpH6Q5hlze+Fz8Q7VIgHHZWEFfyqAdDmY2ogPeoANe2vuIpKgNbq8ZfT4zevgsRBt6+DzUcMBl++q/RgVIIq9HZ91kWZCsIZlCgherRJj4QuzSwKswYNq+BOAMAkr9IGqI5TynyOsl6ORnjwYiB6wb9H39WJHnHTk/+LuRwIvjHK05ekJW9PLFnUAv0Aav34yAz6zjLgzT567Veddar24w3mSXI8Brffdm1+udMdT3ZZ32o4mmSAZ9vnnQn0uFQT1+O7rRiTq0YZulFM8WrMWjn07Ga0fW4ZirRtKynQReIQoO2XmqIwXBDrq5hjqHPy9T/3jOUPjNhX2i3hiUiNPNfz6/etPxwI7mthbMmLMa48b/TpznaSXxyOOz8egT9PJSoGvSo9Pw6OMzMGHSC/jpf3sBm1Py0OPxCNPlDLWgL9iqAWO+RelNfxMli2XR3jxVVleY6aJ4Xj0wJSQjzC6voV3KGHX7vGg09+LYaSuyj5iRmdeGjNx2JZ4vVJYQzDzMLKQXF7VZbPTiYqNwXrFcWYW0hlA6rsz8DrW+kICsW1zp0wv8SM0NYfPuXqzZYJSQVfxamncqp/XoBAWuJPwlruqK2SGwYXhNNc30k+u/BPd5HXARaC1fY8GyD8wy1YHXAGCiOb33L+PxtfNUWYGasF6zbZDz08OCDJWuNWHlunps3WvDyQt+1LYGcaE2ANpqJH5oQuwaAlAF4EQnlkRjVgIvljZi6SP6bJEFoyu97sbP/tD7htOI/rnhebJzFsQktSFmHef1/RFAqvqOUjFAwrDdYG3Kles6sDLBiviEBmxMMaL4pBeVDKXSdFWYLIIdL2pq3ainAWsDC3BrpZJE/6WzPzqbRGCjgxoNjNGKQtgvLlfLWC9SLCwMTtQ39cBs60VnnxM9HhfaHD0CunhMlU1JgOVSNRh5TrIPHUBdH3gKgyH93PTptb8fCbj0+fD+rv79wSCtvplFxrtx4rRF9FqqcDazFRsFNBUdq0LRsVoUEZhVtCPvqA3bd19Ayv6LKCi2oPR4B0qOWcUJv7SiGWXHWHjbiNJSC8rKrSitMErG46lzl9BobpFalm4+5wLN8uIXfo7wRV9/0ePzJvKZo541/YAswBfQQYDhS/zsCVqhNwEXGjtEdsbrb0dboA07LmZhT30hGmFBHzrgCjjg8lrhpfaLYUFN89wFWvEoHbSKFmjP+kHjonrWD31NHKOFTCBJ4qfch80i58hxQqQodBKIAEyynfSJCovq/SXLNXClL/uqppHAi9fk8dngIYsXUMwgz4195w4MAbx0EHMzU7lAIsyIdjP7udHv6B3LCxdGRfvR9f0wLNQFshWKoSKCZ6cIA4J2ONCBXFcVpp/ZjEdS5uDOTa/ie5+/it9WJKHAU4NuufHsgvJdQQs8ZGo04HA1UCXb/AHfXPTr+9pMB/2zDe6byN9GAS8+APgmYIEAL2Ye8rcJteNCdSVefjUa4ya8hIkPT8ejT1A8z+LYyrvr8SeY1TgV4x56Bf/PT19Fwoa9cPS64UEP3EET3CGCLsbeWSpFuXWL3qs/BKDuFXWOvC/0h59iu7icDwNqM4T6ZmaY3w1LhxNnLtqRf9SC9BybgKTsIxS9MzRIg1OW8XFLKR8FsPQMRT1rUW2nLCS4joyYAmcEYRTUZ3AfR/w4kO3Hx1vasZKhtASCEDqpdyImYWCJmzB4iAQU+rwGLAR4qJI41wZJ+ncvn/K7ZLiWrjZJ4zyPrzNJ4XO5FqBRdgx6TURde8YQquxvnQMryX6tbcaq9Y1Iy3Xh5EUaxdqwKrkO8WtsiE/sEVYpOtks7vfRSVZV1oe6KjE+pb7KqoEude3q/CKv61rneY310q/cRt8nz79NgTFma4qHGG0sGP7sQqyAQTti11oQvaYZCZ8242CeAyerqf0KSmixmiJ5MVv1oL6Rrv1h4EUWR4BWv2mpDmgIsAiSdKCkRPasbanqPnK9Cm3SzLXG0I0WUy+Mbb3i0UXhvMEQRB3rXlL8b9C0ZqwhOUDsrx9vCAAkZY94PCVslwLgDZEAbojvDMGC6WArcno9wIvbC0uo7ZPzzMBkHUyK7AV0lbJ+o1GMVBlOPFJWhaPH6lBCj73Cdny0qQbLYouwLLYY6z+5iH1pRhwt60LZiXYUlTfjaJkBpRU0X21CSXkrismEHatDWcUlHD9zCQ2trehyt8MVYiMIsUgWaf/zRcJyDrgYShPGnzII6k/ZGAEg42P7gwIvjpf9jA/1riQjhJWxwo1OnHYa8LuMVfjrjTOx9GwKzvpb0I1uuALt/VIbt5hOm9ADPh8t8GmALHIs0sflq00JAPns5zYMfxKceH2q+QJWdZ4yRlADrAEzgjMBMfyeTYuUDA3qZL9XGZc4Rl/t/K62TscA/dOIsZ7fI85wE3jJ1Aq/FnEjAaH/9TNeVzvQ13WdjnLZAZGDO89XfiBN38Mf1uuzwu+xwsuyGuhANUxIMubj7zOW4tbtr2Ps3qm4bfcU3LXtTfz70Q9wuPu8sGFu8WayaiJwpRlS6PXmf7iva3/e7Hmx/weDrat9lhAg/6lC/OdTSQwunx3eQDdKjp3Cb558F+Mnvi5WEg//ZAqkUUz/2HT85K9mYOIjL+Hhx57H8pitsHU4wQAjKXECY/7uLj8fYtQf8O3y8nNT1D8BuAJeDC2yUSBJU1+m2rtDPXAFPWh3+nDJ4EBhSROy8szIpjUERfBSoFpZPdCXi/otcZcXZ3ld36VPlV+XmKQWutV21Hgd6UVmYR8yCnqRnu/C4SMB7D3swfovCC6YGWcB6wNS3B2d2C7lfyIBjg561FSFFCPXq3myTQzHcR8ECVcCFFxH8KADCTWlYSjZraWrjVj8fuvvCbq0YxOUaE23eVAaNbrE8zpsiF5nQXySBYmf2bD+Cys++KgZcYmtWhIBQ3ptiE42ITrJosAXPxO8SUIBEw8UkBv6eq/WD1fqn/Byut0r3Vqn5gXGsKlVFQEnEyZ9TNClfMqi1lnlHIUl4++Q0KHqVCbVYdMeI0pO0zaDrvfUZvmkrmMdgVSjE4YmCtQplqd2Kag5xisQxrBgJOCi/QbZs5pGV0Sj/Qa343eU431NfR9qGII09MryukZWCwhqLvSsH8nsSjaCOYImnfUaasr96jYXCiiqRAEF/GpkP18d8CIIY7FyFbp14lJND06cbENJaatqZa0oKlPartITbThc0IbkzyuxMKocC1ecwqLlZ7Fg6XFErzqOj76owqFsC46W21B6wiShyaNlNSipaEBReT2Ky2tRUl4jZYaOnahGfZMJ3c5eeAId8BAYcBwKspGd4ed2cDwhkHAHTPBoTT7LIG2XRKObfQ5f63s66CKzpPtRiowCVrTBhhRLGf57+nLcsvlV/MWmN/FifhJyOy/Cgk50UQ9Ig123EW6K6UGwaIGP9hLc3/UycxGAS5KdCFoYioVNmojqqfv1WeCjBCWomCK3aIHJHCmAqiQkYYZQf85HngeX6bhg8JRjVuS2NzI/eLwjgBQmkdfCUCPahPBhWNYXtCPoIRBzoBedOu4Khxpv5MBfl2114MUOZviPF8q4KtE30bPfa4ZPS40VBBrqgAntSO85h8knPsP9e2ZhxI5XMSJtBkZlzsLog9PxnZ2T8T/SlmOf9SR60Stlguhlwvg9s+NEnyS04c3/cF+X/vuyzmPwjaj/E+hT/Tj8XeSfQRgl9bblCvIB1AZ/qAdB+JFdcBw/+/d3MP6RqRgvha+niraLIcfHHp+Nhya9gocffxLzF69Hk6UDPrjVw4xvTT4bvH6H+ucMGMF9842T/kX9IXBN9yU6AjkfrtNSgOUfvQPeUB96PD40mPpQfMyErHwjsvJtyMyjvQOzEd2a95bmv0XrBzE5ZfhQB1vKDFUJ7WmYyjCiLqonQ9aH9LxupOpFrguC2JXqxLqNFsQkstwNQ4QdiGFJm2TWWrQiSsBEGDQMBF6X67EGr9fDhYOXRwI3MQnVHNqXrzFj2QcmLFnVinffa8GSVUZhvQgs9H1xfuj9XeV8IoToCnjpQEY3KLWCoToK16klI6CKPIawZP3HVYBTadmUEz4NU+ndpYPIyO9+OfOaQF/MV3WRPqeqSZUAgl3dM4y6NlpqrCcwVECY4C2a17amEUmfNSEttwvnq4OobyYA86OaAKqhD7XMdmxwo5qu9wbWr2SpHgIZAjECKjZ+ZsiSonwW42ZGJD+z0ebEJa1/OzJrZMEkDKkyA2s1UTq3oRmq2lYHTARXA0GXXi5ILxkUuX1df81J7lvfx7WnkUyXPh+5Xzk3VgDQmr4u8jPnCbp01qumzokz52xKp8XSQWVGlFW0obSiA2k5Fqz56DTmRxVhXvQJLIg+jwXRl7Aw6iLmLzuBBSvKEJdwCpt2GpBzxIbS4w4UV7SiiFmRx5RYn1mQkGimtQAAIABJREFUpeITVofy41WormtAexcH3E64/XapdsKXQA68bn+HmvIFMWjWmkkBMQFejiu+LOrP0pudCtDQGCOSEPKCqjFeXbCiNmRBzPl9GLdzDkYfmo7hB6bj9s9ewz/tXo7NTSUwoVMiQHzB5TNVNF7BNiEydJCpP+cjp/ozn+ctL9qwwQ3quqi3ZrYfE9asaPMZYafIH3b0wg43y/MxszJoUqSHn0lY6qVa6vuK75wK5cmYooEszuvHjzy2ZEjyHNg0hkrfbqjpjfQz99e/D6liY0QXrUVEokRQ1g0j7DjQWPKfA3jxYvXOJXJnyR5OuZzAy+clciYYs6Id7bgAE943pOPv0pfim9vfwPDdr2Ns6gzcmjYLo9NmCQAbs/MNTNz9Nja3FKOHXlA+1qMyo1ejVomc+zv6jxRT7v+RI3/wr3hev3mvBrrkJtf/EbS+kr4TFooeMPzNTAjAgYCzE11GG3ZvzsI//q85GPfwFEz86duYRF3XI7Px+E/mY+IkZjA+g1lvr0JdkxEBAV1866FAn/4zdnj87UJdOwNNcAdb4AkZtQecotkls0eyVflPyExKPkgI0Cxwhzrh8jthtrfj1HkLcgpbkJPPcj9dqswP2Sm2fnd5arYU2yVlfmiEKm70BF9KsyWCegkpduJwQQcy8jo1u4k+pOWS9fIhoyCILXu6kfCREfHC6rQhei1DZLpdgR1RyW1gSC0MJnTAQxBA4EIndR0EDA16CJYiGaCBIEQBGO5/xVqLxnA1Y/H7zQK8yHoRBOmg68sCXgQiccmdWlYiz5+AiwwRvb10x3llVCpi/CSCMJswX3EJ9C9jTcVwH4SzDclGsR90YMb58HbX6quBfTO4P7lPXVen71fXmHUhXso0qe+o7E3FlqmkB2Z2MhTJ36sH8QkdiFvTgvcTa7ElxYzyU25UU/vF0GKTB9X1TsXeaMJ5Ah3RbNG+QdgkgiQFigRoCeiisJ4MFqdKQ8aMSQI49V1V55LAi8wWAZ6ECRvpTK9AnNonAddgwMRlPIfIpkT9dfoxNYAodhfibB+5j8GgLrxOnRuTBMLmq4OPr4MsTgkWCTzVsvB+1Pmp/RCcXqruQMXJVhUiLLeguNyOg2kWvJdwGouiS7Ag5jjmxZ7G3NhzmBd7HgtiLmBB1DlpC1ecwMJlpVi97gxS9jcjv7gDxRU2FJU34WipQTIgKb4vZoHtkmqUHjuPS1VVcHRa4A10wsPsPAKdgEOYMLefrBcHY4IvEzxBowa87OC6K7H0NwIE9G11lkfAiPYcJnghkyRskqZZ7oANFYFGvFyQjLs3T8botNkYljkLI/dMw7c+ewN/s2k+ks+moTFEVqpTmCkpmSdjIZ+51DSp56s3wKgSr1eFEkU0z++xUUDPcSpi2gM7TME2pFcXYOeZNFS66tEBmmkTfDEByizAS6IZ2njPbNEeAV4M24YjGpHXq49PfKn38ZoZEdHGIC671hiq9+G1phzjyGrKNZP5klCjES4/X/z5Um9HGzqRYjuO/7l14eXAS6gynTL7Gk8HdJjmAyUhI6b5S/aIFd6gFX4f3zLskolGqjSz9yJeOv4p7kmZgREpb2DYoakYnjYNY1NnYezBWRh+cAZGHJqJ0TvfxF9sfgPrag/Djk70BCnAt6IbjImrAZrgTm40CgEZm+bN9jXusy/zt5V/Gq2vabXQCyv6wKwd1TwhrS80PQH7hf9wFEryJmZ/+fl2J4XGmdreCXQ5cH7LHnzy25mI/sfJeOqvXsJPH3oJjz48BU9MmoLHHp4O+nhNePRFvPBaNC5VNiIUcsLDlGcyXUGbesBpKcj0BnOFTHCFWuEOGuENmOEL2ODz2+EP2OWh42H4mQ8j+ohJ5lE37D0u0IDyaAmF8xZk5jmQVdiFLArfJVNRAa9MvWg1C1f3N6XzUmanYSG96L2k6HUnsgq6kF3YgyyGGQnSCn04lBvAxpQerPqQ2h+TmIzG0x5Btz7QfLkIRPSw3NVBwWCQMPDzQOClgxKG+KxYvlYLKa5qxpLVqi39oAXL1hgFdPG48es7+tmu3+c8buy7YTYpDKQIonTRvgZsBthkXB2E3tjxB/bh0N/l+ajG346AUAEwmrp2IF5KJbFmZafmYaZ+Y/p9xSXYEL+mDfFrjUj6vBlp+d04VxOCoSWkWK16usdrvl9iaKq0YNSDSf1KMkACQCJDg/T4UsJ6CbtJcWsd9CjwpECNBl7Iihmc4selwpIEZQQzDCMq3VdNQ68ANFUjkRmYOgPnR3WdsqBgDcna+pAUMmdmJfdlqPfDUM/z53U4UcsKBFpxa93/S4CcgRYYZPQI6gioXP3sViTg0udrWcJIuy7F8il7DQMLkhtU2LZegGQvjp8zo6jCjKPHurFzfzPi15zDwmWnsWD5GSyMuYB50Qp0zY85j/kx57Aw7gwWxJzBwuhzWEQQtuwkFsccx9oPq7An1Yqj5V0oOWFB8XEDiitqUUxX/LIWFBU1orS4Cpcu1cPeTqG1A75Quwo1asxXOBRJ1ovgi6DFrkKUQXu/AP5Gn9sU9+vPYT6Te6Cez3xme2mJFGK4k4DQAr+P2f58+WyHDe3Y3n4M//3wCoxJeR3DU6djVPpM3JL+Fkbvno5Rn76MH38+BQsqtuC8uxFO6r6on6VeTUAcn62qBXw2BBl5YN3KkB09sIndBsGZ3+9AwG8XDZQvaINPSA07zvqaMTt3A/71s3nY2VoCC2h7wszK9v6QrVc01mZ5XitrjjZ4QjyOAnnsK/3aJZlLu36uh8eKEBMEaE8hdkAKFEb2L3GF/lkwhhYi1pdFTvUxkP3t9VsR0BrBNCNjHPMIrhlVcaITWZ1n8bOsONy65ZU/XeDlZWdrzR/gRTMGzAtmx6ubi5mLvayYji4Y0IaPm/PxvzOi8J2tb2Ds7im45cAMjEybgeEZ04XpIsIfnjYTI9JmYdSeKfjW5lcx/+RWVIvJql27aQkalBCbWXF6liM7/r8K6OLNp990vMnZ5zrY5WfeiJE3qD4vviy8CbWMVwpJ3V4r/IEOoKcLVZsO4dP//SKSHvw3rJ/wJOIfewmzH3kJz457Hv884Xn8dMLzeOKR5/Hyi7E4fboJfgQlW5Hu804+QPhQ8VMfYYc7yLcyFT5kiJH/DPKgYTiT5oA+Te8X4j91O1yBLvEOazR3ovykBVn5JmTldSCLmYh0jhe2ikBKCxeywLWWnTgU6FLL9G1USFGyGgvJdDEkyf30IetIAAeyfPh4qwPx6zRrBJp9Rhh26gO8Ypd+fyDBMCL3xWxIAphoLaS4IsEs4Grxqia8+34jONWB17I1rYhaxww+FV7UmS793P7Y04FA8noA0h9+G2ryCJ518BW/rnMQ8FKeX+w72ZZFt8ncMby8tgXvJddjyx4zyk5R7A4YmoISFlQMUgA1dPCv88FA81WK4cmKCWvFsCTBkhYWjGTHCHouY68iWSJNSyaARw8t6sCL2i2yYmHgRVZKMiEN1I0pw1fWpRQAREsMYaNYacCPOoIggzJ3Zdmnuvpeqb05EIB5tWLhEYzedQEvZn8SPKpzNjQE0EAzWYMf9fUh0NeMbN5FQy+KTnRgy54mRL1HLddpLFxxDgujLwjDNY+AK+4iFsRexHwyXsJ8ncf8FeexYMUFvBN9AQtXnMaCZcexYuVpfLSpFoeyCeTaUHrCrBiwYhV2PFbegoryOpw5WwmjuRVOD+ULnQKwZIAXkKVAEF/85DkZUC+P8hJ5ky/xOvDg/uT5rL0U85mtnsU8BgGIYnxopcSs/taQDQvPbMe9u2Zg1EESEjMwMnUGRqfPwei0ORi1ZyrGbHwZ93z4Cl4+vAYFHeclMU08zKi54liry3x4LD7fQwQdfObzM69VvfgGvEp03htSyVQOtOOLlkL87e5F+MtPXsdrpR/jpLcRfeiGkxmVIbs2rihdnJuyETHd5ouzAl4CviR6ocYg/dp7oVwWeL0co50CRLWoWH+f6H0T1ovp45ZO8uif9al+PH6WfWtsnxNtQkIQdHkJPoPtMIWseOHoOnx762sYdnDyfw7gxewHNv7IFOd5g3b4RAzvQBscKPUY8M6ZFDyycw5u3fo6bjswE3dkLcCdOQtxa9ZcDEufgeGpMzAiYw6GZ87GMIKv/dNw6/Y38c+HViDDfkpMVQMuC3weM3z88bRyN3JDyc1jGxJs6D/Sf+Zp+B86fPP2X2/E2xeBF//5KMYkW8h/Or+foMuOxt1Z2PRPk5H8459jz7insX/8s9jx0LPY9Ohz2PDIc1j++EuYMel5THniJWSu2gdXrRWhng4BUQK4xQtMvTHSe4b/9ErTRdClQLMvSM2FWbxUhKkMtMMT7EWfxw2L3SmZT7ksZp1tw2G6yzNTUZgs3fhUs4PIJxjTrSGGZrv4Pd0cVfRgFONTRF9AL69eZB3xgnYRuzM8+HBzO+ITjIhea0Zckh3xrP/X77IeZnMIlOKTGFK7edCgQJcCXARRZLhWkOH6oFWAFsGW3pasVsCLbNcKFuGW8N7NH/uPDc6+6uOHgVckANPA1RXCwQSQDH+KESwTKtY24sNNLZI9e6E6hLrmEGobQqghmKBPl4AuZj66FIhp6EWdWEAwxKZAiGKO+Jmg6lrAiwwTt+OUgIv74JSght+lID+SqSLwUuFGatJqmryoauxDVUOvgMDaJurNAlDCfTJgPA8X6hp6UVvfjbr6bqkFSd8yMWyV8CIZLh6D7epsF89TdGlyrtS7qQoAhnoP6uu9qDd4UVtHABpAXXMQ51nT81ALlsYfxzvUcC0/j/nRZ7Eg5jwIuubGMMR4UTReC6IuYl5MJRbGVsvn+dEXsCj2IhbFXMRCArFl5/DOitOIWXUKn28zIKvAjpLjHWLWSlf88gozysX7qxInz1ShyWhEt7sdbjjAiIAS3Gvhrn5mRRfi39xUJBOSrKTGRIYSCRD4MizMjIAEpe2SKETIhk7YYIEDxV2X8Mv81fhGyhsYnjoVow/PwZj02RiWOlPGxlGpMzFyzxSM3Poqbv/oBfzr/mXYay6DhWWTQG9Dm+bvZeln2Qhy5LgM9fEatUiIeIOF6JrJeFIHTrgMePXoBtyRMhUj90zGj3bMxPrGXNFid4eYBWqHP+hAgGDSzyiGYr28jFhIyLYN3og+1fuWU4I0Ga/FGoMv46qxr6RJxGOgG4PuzCDf1wBq5DzBGMkWwR1a5iqPI/2vsWw9BJ1BB6whK7Ybj+KelOkYeWAKhqfP+NMFXvrATlTJH5Y/MOlDot+g3wEPUSYcONR+Gk8WJeL726bh1pTJuD11Du7JegcPHonGfSUx+GbeAoxkLPvgdAxLnYVh6bMwnDfYgRkYvf1N/GDjm1hZkwoz7Ah67YCP4IFoWfmy8Jh6JoZohfgjCaWrIX65Kf7woExH5Tc61fvxZqa84eXm07QCumaAy7g//i7y1iGMmHIiJsPFGmBkpDyhDsDZAWN6Nr74v28gafx/YMuEZ7Bn3HPYP/457Bn3JFLG/wp7Hn4SOx9+HlsffhEfPvo81v3z6zi9dT+C7WaEPFZ43CYJNfLaI6+jn4GUhw/fdijMNIoTsxddcIecsHX1oLKuHUfLzTica0VmLkv1sESPC+kFvUjN65ZpxhFdx9WN7IIeacoINSyeVyCNGY4uaVLmh3UZWS6I2Y96OPKIFxkFLOrswrqNVsQm0KPLjpXJrC/YLgyUgCJNfK4DBsWeKHZEX3alqc4ADbVe6bfov2UCQRUBlmK3OCXT1SBtyepGCNOVaBbD0zgWhx4QxvszCLtaf6iC2SyafXm7DDxHJBpES1JAr2i/GJJcmWjC6vX12L7PirLTflTR8qExBDJL1XUsGN4rlhOGeobvCGqURksBLg0UCYDSwVMkw3XleQW8Iter79eIRkzXVGkWDhT0N3lR3eRGdbMTVU29qGnxiEHs2eoQzlYGUM3yQ00BVDGbsrEbdY09qKvvQa2hD7Usd2QgoKSon+t7hFlT2rbwsfTwIqcqdKqDRAUYee30Pqtv8GhhTZV8UNMUxNnKEA5kdmBlYiUWEWxFXRCwNS/uHN6OOYu5MecwP/YCFhJsRbNdwvyYKsyLqcJ8gjEBZeexMIbgi/uowcIVlZi37ATeiT6GVUnnsH1PEwqKbCg/6UBxuQlHSxtRXG5AcXklKk5VwdDUgm53h1jmiCaVpEHIDi8ZnYAutOdUsfQ3OmX2HyMKfBYGfG0IMqKg6Zr4bFRSCyX74Njp99vFn7AGZkRf2INxu2ZjzP4pGJM5G9/NXYjvZM7FyNSZGJ4+W5qMkQemYtj2V/GNT1/C/9z9Dj6ry0YrbPCgEwRClG/wWpT0R817qL8NmBBgiJM+ZxKNsqMr2I76UBtiqw7i4V1zMXYvx+HpuCVlCv41Mw7pHadhB7ND29X4y+vh/gly2Ed+ykfYV3z2qz6T5exLNm29hCiZXRhoQ5BRD7HuoGBf7UdkKZSmDGjh30Axkjx3AjzVSMCQ6SKoc0JbpwEy4g9WASAG2d95Ev8nOw6jdk/GqLSZGH1o5tcNeN04yifbIZ3OQddrkfgxvUjqYcXH5qP4x4xofGvbGxizfzpuz1mAewuXYUJ+FCYVxGLckVjclfMubj30FkYfnIURqbPk5iIQG3NgFsbsmopvbnoNP8t9D9m9F+BED/zBDilx0yvZckTOWoYEb3YiZzqwa+fEKduVkLi6WW78mof63o0CLn37ofZ1vct404lgUYSaA+eVboqCR1Ufi8wgaWa/TwHYgK8dcHfBlHMUW//jTSSP/xm2P/Q0dk54DnseegEpDzyL3eOewf5Jz2L3hN9g9/gnsePBJ/HxpF9j7+vvwnr2LAKSMUSdmHrQKNCl6GSGoVmCiOvkH4TCR2lkufrQ5Xah3tyOslMtyC5sRVa+Hdn5LmQVBHG4wIf0/B5kFHYgo7AH6ayT2B9WVOFGcajXyv0owEUz1DDoOlxIPy/NPkKKX7vEfiLriB9peSFs3deL1R+bEJPQKgMzy+XEJfVo9gQaI8XBOALo6AzKZYN2xDY6EBgKeHEZhfHL15oEUDGMSKD17vthoLVktZrn8mVrW8XOQZguOrCLM36EncIQx9WP/+cpAfLlgCsMwhQLFtlPkkjAQuFkIpOpAVN1IGlZEZfIUlFN+HCTSe7F87X0/QppoTxqnKibUmE/xWqpsJvOeinmisvYIsHU1eYjtyfzpTeyVgoMibCdrBS1YcycbPahuoXNj6om4OgJJzam1GPz7iYcOdYjpZKqm5ityQxLze/LwPNnOJBsngoJ1rFeZcP1MV5hZo7hRtXYFzXUljUGUN3sxalKH3antuOD5BbEkN2Nr8W86FOYG3sa8+LPYW70WcyNPifhRgIuZjWyzY+5hHkxDDuSCTuLBbGKHaPwfmHMJSyMJiA7hwXRZzB/2XHRfyV+eAn7Uk0oLLWi+Dj1Xy0oqWgELSjKT1SjrrEFnb3tkgDkC2nu8HwRFeBghjekZBFKSK58I697XtgXTUPrbUPQx3CX+kxZDMXlNEGlDIdif7/HJgaph7pP4x/zYnHbjjcxNm0Wvp0zH/fkvYvvZy3EmEMzMCJ1BkYRfDH57NAsDN87FcN2vIqxn7yAv940C2vO7EWzrxX+ULtonfxuEzxek2ix6FFGXTTBUtBrkogDMyi7QnZY0YFdljL8Q8YK3L5jMu5InYtbMt7GyH3TcdfWKZhc9glO+JWezO+xAx4bQrwGjclSul2l0xWgJYArov/8ZvjZKC0hCOMYQG02Iy4iUVG2GAoEc+xWrgWcCsCKAHRKXxb5e6gXfReURpiAUIFdu0Ry6P+Z13cJvy5OxLd3TRVAOTJtJkalzroceOkD8lc/Vcg4sgMi58Npt+qtIHKd22sSczKfxyJlDs6FTFhuSMXEffMwZstruCNtHu7OfRc/OBqFB4rjML4gBpPyYzEpPw4/ylmB2w/OFaA1kjdV+iyMTJ2F0ftnY9SeGRi94w3cufl1TD+9BeeDRomFM5ODWRaCtCWTjlYICh2TBuW58Z9IP0f5oSM+68u/zOng/rnez7/POYRvdPV2wX8C3tz6cv0fTt4I5GFig99rAzwOoK8L1sJjSHn2Layf+HPsHPcb7H/wWewZ9wz2PvQc9hKAjXsGKQ/8FrvHP4WdE57EJxN/jdQX3kVXxRnA3ylifaewWYpRFKDr5znwH08Z2Hn9FKlS8+WAD064/H6Y7C6cOG9F1tEmpOebkJ7nUNmKAry8OJzvEtuHzIJOJaiX7MVuCR1mav5cFMX3M1g6k0Xj034biT6k5fUiq9Ajxa8zc9zIKQgiPSeAz3d04j0WuU40I36dVTEi1PckdSI+mcJrFU4cCmBx2VDLIwfwwfMEXDQ6ZUYifbiWrm7B0g+asfSDJmlktgi4BoCuNQRdbeFsQM0DLCxq/zP7NbifB38Oi+v1UONgIKZ+S/33FGCrl0wiu0jH++ROxCb3IF7YUBviE8z44MNGbD9gQulpP+pagfpWmp76RWNV20CPL7JcDAuqUGM4MzESSF0JcOngittyH2yc1/YlWZWaCz5LHEkoUDN4ZW1Ehh2bgrhUD2QV9WLdxjrEJlQhLrEOiZ80YHe6A8cvBFXGZlNArC+oA6MmTD+G1JlsZJkiLrvyOav1BIG8Fm6rzpcJBlUNPlyk7qwFOH4pgO0H2vD+ugbErWnDe0ldWL6qGfNjzmBe3BnMj7uA+bSQiDqHRQwnUu8lgIrgimBMy3DkMm25WkbW7BTmRZ/E/JizmB99EfNXXMCCpaewIv4MPvriElJzjCgss6HkuBUlx4zCfpWUV+JSdT3aOx3wBfvgDbXLyzkHdvWSTg2WAg/Upd5okxdnzYhUshYZFSKAIPigtZIYgNvAaiy9wXZUBo2YeWYzvpcyBbfsn4Zv5yzAX+S/i3szF+IHhxfiWxlvYdSh6RidOhOj0jg/G6MOzsKw/VMxfMdr+NZnL+Ohj97A/KJPcM7TiG60i4sAAZ4uhmd2Hxkvn9ckLBRL6VjhQK6zCr/KXYXbt72BO9Pn4b6cJfh2+jyMPDhTdNg/3joNK6r3o5qGraFO8eAMesh0KXsJ6TM+89lPYiVkgsfH8ViNwXrfsU9Y4q+srQJZrUVohlHCoU6fEW6/Sc6TU5fPqPqe/XWNviezJ4bqFNLLtRk16YtdtGnnvI2YXbEJd22bjBGHpmNk1luKNUz/EwJeQwEEifWy0LGPoaY2SXE94TFg+slN+EHKTNy6dxq+kz4XP8xdhocKovFIQSwm5sbgoYI4PJgfg3GFsXggPxp3pC/EyAMMM87EsIyZAr5Gp76FEfspsp+MUdtfwY+3T0f8hX1oZrFLZlsELEKb8iYm2OAPTFqTPx7P9asGXkP1z1eyTASO6k2BN7ti/NRn0rMEX31826G7sb8NFFXC1Q5H+QnseWU+1j/yS+x46BkBXfsfJOB6Bjsn/Aa7JvwGeyY8hT3jnsLeh57FZ+N+he2/mgNbyRnA163eXvyt8AnIomiTmY0sgq7eqMhyMXvRx9BwsB1e9KG9x4lLtQ7kFxuRlmNFen4v0lja56gLGeIaT+sHzX8rx4XDbHkseK00XcoaQjnLZ+Q7wVCi8ufSw43ad7V9pOf1IiPXiew8H3ILgdRMDz75og0rE5oQm2DBe8kdWCmCajtWJtkU80XHdoaXJBtuICsSWYB58CB/2WfNKJUMFwEXvbfYFr/fIiyXAlqNWPoBWwOWflCPJavZCMZaEZVg1iwr9FJDrKdI64M/hxevtw8U8OrQxPXUdg0GYPpnavfCIEyBa7skP4gtRnIXYtd3CwjjuvjENtF+bdjUiuyiXlQagPoWZbxaJRoqBVaUnkoDTAJMrgxiwiyYDoC4rQ68OCW4YbYgi2YrDzGyXnVNbtAotaahR7ah/9j5yiD2p9uxKrkGceuaEC+2H+2IWd2B+LVmfLipFZmFnThf50ddSwjUgdXSr4zaMmZtNij2S2VD8rj68YcGiwRgtMSgZQRbdYMXlY0BVLUCRWfc+HSHFXGJjQJaVya2Iz6R5ajasPS9egkhMpuRYOudqAt4ZwXnCbRUWxhzVoT3C6OqsTCqVmuVwowtiDmNRTEnsSCOzNkZzI2txMI4AxZFVWP+krNYtOw44j84gU07qpFdSPsKG0rKW1BcVovS8os4d64SNocFPj6fqBn2tSqLCbGcYBjr+kGXZGdLmM+sLJT4QkrBu26zoEUnCIZEa+VtQ2/AgSY4sKohEw/vfgvf3PUmvp35Nu7IXyTA6/7sd3Bfzrv49uG5uIVWSwdmYuShORiZ9hZGUGyfOgsjGT7b+ipGb3oJ3/nod/htzvvI7TqLThbaptyErJfXiCCP62GdR5MkxflCDpxw1eJ35evxvZ2T8Z1Ds3BP7mLck7sE385agNGH38LYtNm4dctreHzHW/iwIQ8NsIFFyMleydhP8sOvMjN9fOH3meBm8zNDVGnAxHMzRDcCG864a/DW0WT8bNcCbLMUgnwbQ48cv3mO7G9hxOTlXdcCq7FdxjUCOvERUyFMCamKoasJgaAF/oDygWwPOVATsGDBxRTBDbfum4YR6TMxJnWWgNbhqXMuZ7xUOEZRedQyXV9T9ZuuTYcO3B89l8LfGRhyE4ROWlA6hp2jvqti2IzF8pgmoU2ZAUJ/riPOKrxU9iHu3j4Vo1Mm486MeRhXGIUJR6IxkSxXThQezo7GI/lxAr7IfD1wJBZ3Hn5XgNeItJkYlj5dGrMbaS0xdt8MjN0/HWO2vIzHvpiONWf3op6GbxQTUmTPH8lngV+yI3gzK3qVMWSvBsJUn0Zeq5oXtM63HK2F++Lybb8260iH6w8E/bz5W2iZg0KXa+wfmT6CL9LMFDQyu4OgqffceWTMWIp1k36GreN/hZ0PPYNdE57HrvHPI2Xic9gx8WmkTHwaeyY+hb0TnsTmH/0Cn//Di2jclwd4euAHDQZb4A4+IfrFAAAgAElEQVTyQUWga4Qr0CoaLma4UjhPJszNUGSgF51uD+qN3Sg9bkJ2vhkZuV3Cah0u9CKzwA0VFuxTVhG683yeG4dFm0XWik2J6AVoSRjRBcV+qSLXupCeNhLKw4vrPThcGMDhQmBvmgcbNrYhLqEJcRw4kzoQR4uIBJsUvGbNQc7HJFDzZZcag7GS2RgO7QkjomuBRIRN1kk1slrheRvEaX6NMj0VsPU+tVxGLFlN4KXYLTJdBF6c6rouWkaI83uks30i3e41ABa5/CucHwx29FDqVzXl8Xksuv4r53/l36UfX+97fb1sQ/d9FurWLUHkM5fxN2dZo4jWv47r2dqlRbPv2c+SfaqOH7PWgbi1HYhba8Z7SY3YedCBivMBVDWFJNynROnUQNEgVRXKJiOkRPOqCLfy+iLTxM+cKuaojqaqZJCEMVOeX2SdyCqxlFENrSkMbD7Ui/GqYr1YvLy2ETh2xofNu/lS0YDoRLKmrKXJWpmdiEvoQ9zaTkSvNmJlggEbd5pQVOHDBQNQ0xJEbZNPQqfcd40hqJr4f2l2GNR1SeamllUpjJtiy1jMW9z6CdJaglL/svCEDx9tNSJqDV902gRwxSV2qP+tBDuWrzZiQUw15kddFD3XomhOyXZpDBezGmPOa8CrCgp8VYn+Szy+aDchocezmC/eX5cwP7oK86OoD6vCuwxVLj2FhSsqsHLtGWzd1Yj8IjvKTlhRzNJD5Rdx9sIlmG1NEvZjUpjbpxrHXWGLJNtRAwQcj8W2iOMiAQGjC5rzPccaAg7N74rjpAAKycCn/ZFJgIHHa4TTbRQLBzsc+MxahJ+kvYtv7GKYbw7uzl6Eu/MX4y/zFuOH+Utxb/4SfDd7IW7LfFvkOMMPzRIt9Ii02RjFtn86RuyejGG0Ztr8Im758Fn8094l2GYsEt0XRfdunxUuN8dJAkGGNh2o8jZhZtmnuHv7FNx2cAbuylqAe/OW4t7C5bg9eyFGZ74lwO7WfTPw7S1v4u/3vINN5iIR8rMckxTRZuhQwojEAbTFUHiA2IGmpb1QpehoaWGBHZ825+Bv9szF3Ztewb9lxwpApF2Fn5mWXjMCXoYkdc2YBX3sT59JNGUynmvjHnVgrLspNSplPFSEC4EbJTWsb/mBIR0P7n0b39g9FaMOzcKotDkYc2A2xh6Yg1vS3hoCeOmDqsbgDER4OtIbONUZn2si9Agkye9w3wO+o4vStSwDAhayJH4tNs1yAbxo3T2eaL7Xb4UNDmR0n8Vv81fjezumYNSeabgjaxEePBqD8YVRePDIChHTTyiMxUSGGPNUqPGh/CiMOxqDO3MWY+QB0qgMNU6XrAO62I9On42xB+dg5P7pGLb3TYzc+hLu3zIZM0o/wZGeS2hDO1zoQMjvANxWie+K0J8/Bn8wAY7qH+Cya43o5wF9cIXl1/M7fBXbCJs3+HfU/tn5dtF/DvJQiGC+WAssxL7qRfXBDKz5u3/Hxw/+f9jz0G+Q8tBT2D7+aewY9yx2THweKQ89h90PPo3dE36Lzyf8Oz77u6dwfO1GBG30hnEgyH8Q8VKjdoAPH9ZXbBb62eNhfzuE4erze9Fq7UXFeSsOFzIzzI4sitw1zVV/0Wpdq0VPrQKNveJUms5i6ayWmjLrUdd2KdaLWY76tpzS1T6AtLwgth90Ys0nJkQntAiLRNDVP6DeIHgRAKJ9Rx/sOaVgnqHBqESzaLOUaJ4aroHWEAwxqtCiAlwKdKnsxeX06UpUtRd1QPFVTgeAlhvsl5s9z+s9Zng7mseGDWx1I1suI2ANb6cAGj/r5xa5Tl829JQFvTulYoGAs4ii5wTA0QntiGW9zoROxKwlYG/E+i+akFPcg4vUSjUrw1SCLQEkBp3FIrDxooq1GBt8qKIuS4AMywkReNFjS/cGc6POoLFQArpoFRFApcGPylovDI0B1Dd6UFnbhzrqqOqB/DInPtzShJjEeiwnY7qhA9HJBI66yawGKNd2Im6NA7FrWpHwUQtSUjtQfi4g4cfaZorwCeZUwW6ea1UdQaQ6d7rvU5xPfRjPuVquxYtKg/pcS/F+A8/FheTPqedqQRzBHzNEE5WPGovMr0zqQNQHJrwTV4d5Ky5iXhS1WmwMO6omOi8BX8pqQoGtG5inZoygLuoS5i07hXfp//XROexKbURBKQtss2zRRZw8ex7NpiY4vZ3w0WyVxZUFeFG7SoKBz1UlWteZLY6FCmgxNMZGtodTPnPJzBBcGeHxqpdTMYf2t0pGuTtkhw027LKxNNBSjN75Om7JfAt3Zi3CvblL8IPcpTIlEPp+/lJ8L28xbjs8DyMP0Vx8FkSSw2m6Yr1GHZyJEXunYvj21zB6yyv45oYX8MQXsxF3cT/OB03oQJeUX2NmIgtun/bUY2bFRvxg53R8Y/90fC/vXQFcf5nzrjpewRKMSZ+DEYdmYMzBWRi7ayq+u/k1/EvqCilnRMG6kzZAUpXGJGDJ7zWpcUH0vlZ0sewbGSyCPb9DdGJvnt6IO7e/gVv2TsadOybjd8XJqHDWSQSr18ttFegiWdAHgis1dgsYE2ZL4RVGcUj8iG5NIyL6PCYpC9QOO7ZajuCnhxbhlp2TMTZ1tvTT8LS3MDZjHkYfnINRQ4nrI0FA/yA6gF6LGFy/hOWRx+O8YnY0HZcWxlIgTQnVuZ4lgJitwR+yDR3Y134SPy94D9/f8iZuS3kTd2Uvwv1Ho/FAUQweLIrGj4tW4P6C5RhfFI/xDC/mReOB/Cg8ULACPyqKwp15izH6ELVdKsw4MmMORjOuLXQqO2qWZCIM2z8Zw7a/hO9ufAX/58AKbKjJxCVPE/rQJZqjoEuJF8UuQd5EtOv5Evrpq/gtrusYkeBKuy7+PpLeO2idrvmSqZRQsMEf6ERXTSUOL1mJ5L/+JT798c+Q8uCvseeBp7B7/HNImfQ89kx4BgceoJj+F/jw//0PlMZ/iIDVAcAPDzrk7SREXR+pX3mT0vR0BOjBLnj9Ttg7e1FZ046iYjMO57VILbZs8dBi6FCxUum53UrLFQGiFHgaCLIiw4k6MFN1GcmEUddFTy4Wuu6Rz9xHdqEbabl+caJfvaFFRPQCjhLsiF5LFiTMoAw9+EYwXf1AS4X59O11wMX9EjAtT1BZivTgYtM9uCKnKnsxDLp0ywjdLkLPXNSP8eep+h100KQDLWrmaMMRnajp4KS25dC6t5vrQ94fYSsRdVxV/JsMmtTcTCBAIzNmQ8zaJqzZ0IRdBztRcZbidYjxKhmtqjpaQHhQxzChgaFC2itQxK4yAWm+KsJ8AjRqtDgV1kl9ZsYhPbhqmU0pmYd+MVNl5iEF9RfrIL50iZ82IXpNPaITWDtTK9vEMCO1ggSrkqDBUB/9zAiCrIhZ04J4scwwIS23G2eqg6htDaCWxbnpst/kEVDF86V9Rk0tjViD0sROo8GvRPrNZLxCuFgDZB3pQ9JnBsQn1iM+qQ0rk21YmcSi6x2ITVChRob4yYItfb8B8wmMosLhxQGarpsEXvOizmFe1CksjKYBK5mxc1hEIf/yEiyJK5Ni3IcyWlBURgDWiIpTNWhsaUWfux3+kAPUppKpYRYin58CskTKYpb6imSRmDgktjgit+BnvvCzUgtZGgIBehUqYTkBHEvp9aAdZtiw2VyMf0hfhtu2vY5bD8zEndnv4Pu5S/GDnMW4L3sx7slejHtzl+Ke/GUCvL4pwEt5XI4Ukf1MjKDm69BMAUdj9s/AyF2TMXbnG7j185dxy/rncd/nb+Llkg3I6rkAKzrRjk4UuarxWvnH+P6O6bj14AzcUfAO7qaIP38J7slfir/MW4K78hbj1sy3MSpjjqa3noFvpEzGHZ+9iv+1bwl2tpUL6eEJ2RFgQh3DmKLzNsHlMYq0hdn0zJ73eMzoRCc+Nx7BTw4swDf2T8WwtKkYvu9N/GXKdMw9vU2KgNvRjh7Nn5M+XL1BzXXea5QXemEXNaKIQIyh06CHY5BFLCWY4U9rjLT2E/jnnGjcuvsNKbk0KmM2hkl7C8NTZ2MEAWXG7MsZr8jBdzAoGupz5PY3M9+/T41F4T50ANavUWKH+NihjNtaRSfk86jwYprjDH6RGY+7tryO7+6dhu8dnocfHlmOB4ticH/hCtxbuBR35SzEnZkLcF9BFB4sisN9BdR1LcB3Mubirrx38J2chRiTNkduJCJ60qgjDs5WGi/qvPbNwOh90zB631SM3P0mRu98A7dsfgU/3DoNv8lajY+a8nHB16oquJNa9atq7bzp9evpv84rMFp/Muvln1wHyGENgkrhDX/m9fTr3ySbRNGwfewbjw3+NiNqth3E/qfm4NNHf4Uv7v+lsFwp45/GnvFP4+D4p7H9wV9g41//FsWL1sKYfxyuVjMC7i4gyCKjnLYDXjt8BF8MMTKs6HSjvqkTpeUtyMluRV5uF3Lpm5UfodWi+3xhn5Z1SHYqHC6MBFlXmteZrv6pVhaIIcmcowxdunEopxef77DjfWZRJbSKa3nsui5hMaIIvoQJCeulrjU4Dwy1hcOKqni1URPLUzSvNFzMSlSgimxWZIsEXWqb5WvJdNEyog30+dLDavo08twGnkf4/PXlkdveyLz+/StNI/d1pW2ud3nkviLnr/R9tY0OglTRcFVOicXClccZGa9IBpL7ity3Pq8fQ/98/VM9ZKkV5BaWsx3RiV3SyObErrVi5VozPt7cirySPgnh1bUGpVA2SwIZDDRbZZkgTRMl7vcEZF7NhFXz5JI6jboNhVcc5+sbAjKV8kKNPgFcBmMQJyv9SEm144MNLYhlQXeyW1rpqiiGzhNV8ghd+5kowLqbAigZbiULxVA7w+trzViV3IiNKa0oPN6LShYCb2aZIxb6ZmixD3Tob2gIwVAXQl1tAPWiW+tDZX0XDC1+XKwFDmb2YN3HzYhPbFQ2LZIgooWFtRAuQ/wSxk+ySZHyd+JqMH8o4KWL6m8CfFE3Jvowiu7Z4s5hnja/gO74SysQ9d5xbNxWLxnVRWUWlJ+oR11jI3pc1Ge1K+Ze/K9IRLQKqyXSG5FTEJBpmdqcirWPTVgXhij7RH5hht/bBrhpWuoQ5ulS0IjEqjT87d5FYq9E0fx3M+fj/pzl+HH2cvwwa4kI3O/NXozv5ywWBuqu/MX4VvYCCS1yfKTdklguUbNEEfyhWbiFLgB7p2HM7skYse1VDN/+KoZ98SK+9dEL+Jf9y5HYmINPHWX4RfE6fHf3NNySMRt3FCzCD/IX40fZ7+IHmr7rBzlL5Li3Z87TiJDZwrKNPjQDI1PewO2bXsX/3LcYm1oK0SoeYSw2zuo0HGtN6Aua0BU0oleyE5lVb0OluxGzjm/EX2yfjLEHqbeajhGp0zF2zzRM2PU2llXuw4WgCT30C/NbRC5EhpD2QxLC5L41aRPHNIYk4eZYxPCu8qQk6DrqvIDfFifgO3unYkTqVIxMn4GRGXRKmIURGW+LLm4YfdEOXwN4RQIpHRhELvt9QcXgfUk2giZgo0iOAjq5YIYXva2S/tnlM0r5HlZdPNR5Bj/LWYXvbH8TtxyYijEZM/CN/Pn4buG7+O7hBbgt9S3cmsZw4XSZv5vUacEKfDf7XYw6MAsj9/MGmIOxGbMx8pCG5gWAzcZwWT8Lo3ZPw8idkzF61xSM3PYGRm57XSjVYTtfw7Ctr2DUJy/gBxsn4xdpsUiqSseJnmo4gmb4WQpBipGGGUK9D680vaw/vsZMmQ6KJXskgvmSsLMOovlbas2rid6ZCNHD+YAD8HTDU9OA0xu2Y/O/TcaHD/0Snz/wS+wa91sceOgZ7HnoSeyc9BtsefjX2PE3r+Lgrxcgd/5qXNi2F8aiYjgbagF3B4Be+NydMFr4tm/H4TwzsnPsyMvtQW5uH7LynKLXypJMRAWyRExPtirSJJWmqdfRdMAVua3YTRQyvOjF3ow+fLLVhPeSmhCXYBJRddy6HkQndiM2qVsrtTM0O6IPzENNxW1e6ixyIFGD2rIPjBGGpwwtsqYigdZggBX+zGzG8HolpifjFU3wJZqxgYBKBwdDndN/rWVhwEuma8mqln6Hf/E7S7BIuDFcv5FsmepL3elf/w2v3W/6sbTfIqIOJQ1Wpch2cieik7sQnaTuq5gEisYJZlqx5sNG7E5z4NQlv3hpUT8l1g8sL6RlKRJw1deTQSK40rRdFLkL2HH1F9+mI7yBTRiobs02Aig9G8TG3W2IT25G9FqL3Ncx1HOxRmWiysyNT3RgpZRJ6kNMYi9iklSppOjkNsQkWxCjZc4KGCJ7uLYRH3zYgJQDdhw7G0BNE0On1KH1iqFqPQX+NTRHZfjUiUpDB2pbPDhT7ceBjA6s3dAqdhFx1OKxpqhUWnBoRdZtiJPzU6H5+PXtiEu2YvFKg1hH0J+rX1Qfq/RdNxxejABp1Iux0QGfHmGqBuQFzIvVQpsrzuGdqJOi/9q2uwH5RRaUHDfgUp0B7d2UULCeIwd9I7ys5cjwIccVaRb4pCwNAYICCRKGJChjBqAAL4IE+loSFnQg31mDGae24MEds/CNHW9gTPosfDN/Ie4uXIr7cpfh/qxluC97iWit7stfhnvyligGqmAJbic5kT4HOts1/BDZLo6h0zF892SMTJmMkTtex8idr2N4yuvg+Dh8+ysYs+ll3Pbxi/jR7jn4cepC3LJnOr6RNRffy1uIH+a8i3HZGvAi+MpajPsJ/LKX4I7M+QLqhATJoIfYTIw8OA1jd0/GbRtfxF+lvIW1hnTUggW16fOlRPe8dhbvZtiVsh/KkGhe+vd7FuJ2Zm0emCGJAhTu33JgNm7bNQ1P7H8HHzfmwQo7/CHui3pzapLNCPlpyaElJIiujiJ6C0IEu14TegNtYOC2wluHN09+JqCL5rO3HJqOWw/NwKgD00WrxujZ2Iy5AljpFar/DdNnrgQK/tDLZQBnloJ2wUSvSjioYtbMOnD5zOgOtMEIKw7ZTuD/ZsThti9ewbBdr2DYvlcx7MDrGLbvDQxLeR2jdrGTGT6cIT/YmNTZ+GbmAtySPhejDs7GKMZeaZTKNM9D0yTdU5ApywYd4o/MuPUUjNo7BbftmoK7t07F32ZE4e9TV2D8tlm4b8tU3Lt5Cu797A3c99ErmLj+NfxD8mTMPbgKR5pL0SVhU76JKBboWqCK211rm6/Leh10iYCTv1cki6eBLl3Dx3OW9WS9vCbJQmF8vIdgGg4EQz2AqxsdZy+gKDYZW/7lZXw8/t/w2Y9/ju2TnsSO8b/F7nFPYvePn8K2H/4Knz3w70h+5Bf46L89jZTn5iJ/1adoKjuL+vPNKC5pRkZhu/huZeU6kZPXh2w9SzFfhRcpfpfMRQFcujN9pPv81ecZWtSBF/fFYtn060ov8CDzSAi7Ut1I3tiGleuasFKsIvh2zcGoE9GcJncgbj1L9gwEN9ceiLUyP/0FrqkhasPS1c0RYUXdADUMssIAa+hlyjCV4IvMjVH0SzwXHSgQdF0/WLjxa7qe6/56baMAEfVckW7/DOfyM8OPZL8YstX7cHB/sk+vfU0R2/SDLr1Wpeb1lcSi6Q5EkcFZT0aJ/c9sSIYf2xC/rgGfbG1FfplbdE81jUHRfNF4VM9SFJ8varvEA4xCdSeqG5WGSmUaMmNRy25s7IWh1YlL9UHkFHmxfjNDnxa5lqh17VhBFm49j89MTmbn2qGyCLsQl9iLWLZ1XeLMH/P/s/ce0HWd55UoAKKyiBQlSpRkNZd4YidxXuJMyozjSSbOeOLYyST288x7z7YkFvRe2AkCuChsqARFqpEUC3rvRCNFSZQo9t4LegcLiHrv3W/t7z8/7sUlSJEiKTle5lpnnYtbzvlP4f333d/+9t7QCVNmO0wbOhCf2SVjJwvMEjxZsITkFmS+04Ly2n4cO2vGuWsW0aepkiO7H2/jzKVBXGwx49BpC3YVd2BtxkX5oWNK5bkjqOJ5UeyWvo+ZMarPv+SNZnQjem0TFpvoTn8SixkXREG9AC/DZsIOTD0IEKPJKo1Y6QUWEX8SYabjCE84jkjaV8SfRmTMKSyKoYXFISw37Udy5iHklp5H3UeXcOL8VfQO9OO2hUbPnRgFqwz8LlXAS4EtArImjFptGi926dFPij94GZ13C/04Z23Fxiu78aPqeMzY6SP5xJ414XiifjGealyOpxqWY3bdMsyqWYwnqxdjTu0yzG1gpYgdjVFgmZHeWvS5FMaLjWdkoKj5ov5510K47FgAdy7b58F522twfu838NgyD9N2+sI91w9O+X7SwDajejHmNkTjld3R+GbVcryyezmebVDdjK9Ur8QrNavw4u5ozKxYBLeSULGvmFIaCifOyYUB8Cjwg2vOAnhsex1/8H4Awj/bhk+HL4vHptnco7ocyUgN06urB4fGrsDn6DbRfotrfDGBUAjcysPhWkRbjEA8ke2H/1Eci4LWjyWv8raVnfCqucE62g4QfEnEkjFHGz5gtOeg1uyUpQlLj+3Cy9kEWr5wKfDGzFx/PFsSiidKQuBZGgz3kmApyVLSRFsO/e++gJe0WtpPso/wsVgPELlbiS5ZpmrDGDvlqJUi5UfvkSHWW7vRPNqGjEP5+Jf8Ffhh6XL8oGoV/ktlNP62KgY/3p2En9Ym4+cH3sY/HH8Ls3iCaf5WRqBFwV4IXIwLqp4LwJRSf9DYjMCL3Yxu5XSXZWnRG+55CzF1xzy8tMUHyy6UoGb4Iqp7TqCk8zPkdu5HduuH2NW6DzkdH6O84wA+aDuI89fPCUDkxeM5u5/zpt9nv54AaB7hubbfrrTT3mPbk72uWEjl+Etam/QrfwUwL5NrLlJmNMzndDQDwRjfI78W+KuMfmjWboxayFrRxb4FfYc+xf41G/DuT+dh7Xd/gvRv/TM2ff0n2PSNn2Drqz/Duy//FO98/V/x9tf/Hemv/hzR3/4F4n62FCVvf4qGul6U772Fsj1Kd1VF1/j6WyhvvImyxpsoJ+hqHEZVwwiq64dQXTcAiQa6D5ZLs1sEXXws68YBlDcOoGLvMMr3WLGj6DaSN/NXe5sh5L2JeJaCyFBk9iAus1vpXB7CAV5N5pxY+Gu+Q4xQtev8RCZrcqB1JxCj+F4511N4z4BsmQDtSmW/B14aUPK8q4WaqxgxomWzAsu76hySBYte3ypdpXyPI8DipK8nfsfXJv3bKNtJ+U6sPLj/Lph4/Td0IHZDJ2I3dMm9FZ+psh9pOxKf2a9ATEor0ja3oLCqHwdPkkGyQATqFwmoqPPSeY4U16uoHhV+TcE9Be0U1bObcQQXro7h+JkxCXZP29SKmPUtUj6M29CH2MxexG4k8KItBt3he7EmrQtJ6R2is2IUFl34aQarjsUoO2b0GHowjllFZQlwowYsuQ1r0y5jy852NH48JLYZ58mAXaXGbBTnr1lx4AR1lJ1ISr+ChFQVuUWWK16Ar63cK/9vxJCY568HCWS7uJCRTCXrdQWL6FY/LrBXnY3i7/UFgddiCdom20XgdQYR8VyfQHj8UUTEM4SbvmD0CTuKxTEHsTjmE0QnfYL0d46iqPIcDp1sR8eNQdy23MIw6G5v/Mg1pBtkvEYZrm1mBYHzDMuPXeJndcvahgtjV7CrbS9+sy8dr+70h+f2N+CUuwAupf7wKg3CEwWBmJUXgCcLgzGVwKYsGO5VYZhWEyWlRa/yMElwIQlBkEVCgiVGAV+sEJUEwY2vZfvC6f15cN3yOubmheBv9ifj+41JmJMVBK9sf3iWhsGjPAKzq9ktuQpfq12FV2pX4eWaZXiudimeaVgmejKWO1+qi8Hc+lXwql4EF3qGcf7mfF0aCjcCJhIlxSREvOGx7Q08885C/GvVWhS2H5B4wEGwQaET1jFGEfVja9eH+MOyxeLG71wRBOcK2kaFwqksDFOK2TnJY/DD7Cw//FP1ahT3HxH9GJksmnDLfEwsQl0XM6HZAEjTdGkW68QVawfWXijDt3cFYsY7v8Hz27zxl+Wr8MtT2/CPJzfhmeIQeBUFipSJwNG9KAiexZNEBtlP/Pfz2H4Sf5jHtCOgQHtYbiZ6ZLFcp+g+qbVaO2DmgQ934uZYFy6PNuHI8AUcHjqLo4PncOz2BZwdvIKmMTJiN9FoacFrR7fjmcJQOBf6Ykp5MFwrwuBSGgrnkhBM0T4kpQFwKQuAMxd6eFWwayMA7qX+cC/0wdTsBXDPmg+PHfPw47o12Hv7IkYxgjEMYJhO9rgBxs+wbVYYHPTDau1TKe3yn8EGvu7nfE54DyMOHveiOy/vAr5kPJOMQVx9GZ1g6ZDuTXZwMoqBi5lg04hVkGgHhpSKu2+HAC8QfLHrk7/guG3GPFlaYEUTgE7A3IObl87hXE4ZPo7ORNXCaFT+OgzV/08Edr8eh9LX12Hn/0rC5v+RhNR/TkbSr7Zh+/oT2F09iIoPhlC694a4zlPsTrBV2tiP8j18jqXFIVTVDwvwIhtWPe5If2+my8Zy2d7HSKGyPYMobRjB1vx+rH2zGSZmGqbRhX4QCekDiE+/CdOGXsRldsGUyfKKEhlPOsnet0cW2RROLnShp0UEJ397M9T7A13Kw0uVJycAh3VtYrgqExRZA47rIfIhH+5YNej56tcETGS6hFXiJJ7egVUp9pFLvA4KiNGodlUyS48TwdcDgdhx0KXBCs9BFxIyOmWhJs+U2Sn3FrsHabjKjEdxvhfm6yZWZwwgPplWChexJacZjZ8O4BS1UewevDSK0xfYQcicxGGcky5Garvo10VQRud3K85dtuDsFQsOnzQjt6gXyRuuIIll6fQexBCAsqN2Yy9MXMjosmswrQ+r07qQmNGK+MxmxGe2IkG86hQwU8zXTZgybiIu/YZ8zrShC/GZ3bLwXCek9GBNai8S1jVj3YZLyC7pxv4jzIK04tw14NOjZryX1YKElMuqnM9uYRH1d8n/M14n0ZMZFiz6vChgyvqbm8AAACAASURBVLH2iFca2bmYda1YEn9eWUuYTst6EZ3p43WnIzMd7W0mPq+7ke89LE73LC1GmAi8zkiZUcqOcUcRSfBFOwoR3p/AEgK8mMOIit6P6MQP8da2Y2j4uAlNXTck3myU4Iu2OeYmEdzzu3mM7Av1TCP0naIYvx+30Y3zt84h45Od+MmuSHxrmzdezPPHCwWBeDk/CH9QEIbv5UXgv1ea8OvjW/F/zu/At+qi4V7ojymU3VDUTi1XcSCcigIEYAlJwWqQoe8i+8XnPCU82x/OO+bD6Z1f44W8UPzi4k785OR7eK4kCk+UhWNm9WI8U7sCLzXG4YXaVZhbsxJzapdjds0iPLt7CV6qWyGlzud2r8QztSsxq34F3Gui4MRxlIcJ8+XGKlU5xekBcC70ljxHRvBMyfKG19YF+NPt4Vj12U58OngRDNy+ye7JsavwP/w+Zu7ygTsBG0uWpbTDYB5zCNxKw+FOPXcFNV+BmJnjL/GC9bdPSX4k837ZNc8KD4EXGMFE3TbPNzrRgjZsvlyD770fhBe2++Kfatcg6WQJCobOIKa7AX9SsxJP5vnDvcAPToX+cOY6awHc83w14YVxxmuUjNMXXASRG58lW0XgxG3p54XNkufVZM1Jd9hxX6KPahdDMmG9aEwmSwfM1k55PAjl0cGMRDPrsqB9AFmTG7DglmQ/xZ4twjeyQuCR4wNn5jCWEXiFqk4JtsKSNmWNmjcY/bsMJK/QPFPZWW4MhBt9OBiPkLUAc7d4Y+2pErQwboFuw5ZuWGh3IW2obbBYO4TNITJWdXgCkMmOXx2T/XlxfPxFr8FX+TkCLgFdBHMGHauBmVnyschudWLM2oYxtGBUFv5qIxPWCovEO3TCgm7FgOGm6MDQ1wv0dMLcfQPt526jtqwdmzPOIzP5Kjasa0Hq+iakbWjCjrybKKOFQ+MQKvYMCegSg1SCq3o6z/ejqr5PDFFF70VrCVpISOj1TWG/xCaCgExe02XF26hpGERNw23UNN5CFRm1xmFU7rWgoGYUb2f3YXVmC0xpbSpWR7Q3LP3Qq6vPruSkGZOHBxGa+eLkTpZFg687Ga17gzDt36U/t5y5jWuoE2sBBeTUEql90YvJAGH3DRAdjnMcSPSNC7CF/bif57/oPh/h5xTwUkBKn382JZApVMDV/lxfVddlrQJgiimzlYsJRrk9Lg8OTPV9pNeO55kAkcC8D4kbybh2S8i5Ka0JKW83Ia+yC4dOW3HuChSTxe7GC0M4d2EEZy9oB3yakVLvNSo2Dx8eGcI72S1ISm9BAsuLGwhuWPKk1pBsFsfA+0NdW7JeNJAdPzaCqg1s4FC5n+p86PerhgFlEExWmOwXXfvVIucppQOm1KtIffcqisk67xvBpm3twnTFp1KbaDsHvDbjXaB8Xu4vPRZ9zpQEQNi5jD4xVF2exA5HhmLTIFWBrC8OvLT7vQrcFld7MlyGdkxKmeOPCe5OInzVESwygrgj+XjVfsSu/xC7ik/j5KV+3BgahIAvaxMGR5uMOaYLIxaCsavCxoyNXseQpQ99I2043XMKH3cdRmXXfuS070V2x17k9e5H1c1jODZwEdfG2vERWuB3IQ/PF4XDs8BfJDacEzk/srynGS5VYiRoUXMl18xv5DzpZPh4uWR7w3WXN6bnBWJ6XgCmFQZiRkUoZu2OwpO1izCrOgpPVS0SU3PP0lB4VIZjZt0yPL17GWZVL8bUyghhhvg8wZ/MyWTWioPgVOQPp1JKgvzhlkPAtQBO+T5wKfDFFK53voEnt8zDP5bGIvNyLT60tODNjn3485xFmJFP81IVdySZk2IbFSKlU8lmrmTpMViOf+4uP/ge3oIjo1cwau0HbTs4d1nM7QK6pJNeOvQ7UNm8D28UJ2BBbQbebdqH02OduIZb2NT+Ib5bvEjIGvdcb7jkLoBz/kK45HvDOWseXHMWPn7gRQCmwQfZDwIMBaRsz/M9fH6IdWy+H8ZrljYFAmViJtWnmDC50awtUoq0ir9JB25aWM++jjPWVkSfKcA3coLhlesDTwIonTHFG4WLlB1VNqMCXuqGkpuL72dkEBExWz/z/eHEC53ni2nb5uMvsyKR1fYh+tAjrb5if2GMU4DmGJmcdoygS7E5LJfagS+eC338jmDL/u+vEkB90X3z1xeZL/4SYxYWFz4WJkzKkG0iEh2mJsHKEjIpcjKbDC+l4zxFoj0YHO3G4AhdhXthxQAAM27cAvYf7Ma7WeeQsOEs4ja0ImEjAQ9d3tmWfhkpm1uQWz6Eyj1mlDcOo6x+AOUsJ0pJke7zBF5caKB6E1UiurcDXnW3wPKkvL92AJW1t6RNnpowCblmdBA7GCmi32NFXuUYNr7PSeeqdC5KRxcnjY29iGPr/AQvKtvEYD9JPOhj+4mabMqq5DZV6pKga078NEe1GaJqYHWvtQZdaq1KZgRfZG3YNckxmmhh8LDAy25yfNDj/m14v76eHAsnd+r0aOPh2OCgukh5Da5iaRKBbJNcJ6YIODJgtm1pYPDw9wkzIrnwHoyl1UhGl2LB0joQl3INa9IvYmtWO/Z8TLaLwdVktYYN+4ZBnLs6JE7yF2mQehnSIblhyyXEp12UdAUx/jUyJQmSEpm+kEYmi6DmbuMnEOwQlpZMrQaiAtYIjFiO1+bAdmseA1ksidOS8u4VJGy4jLVvNiExvQlryfyyQ9jYr/01Gh/LPYFXv6RHJKTRULUZi+JoqHpCNF5R7D6MNfIbDeaLGi8Nxj5X76UzHyeUKgnoVAwRt2O/LTJqETGMHmJ80Sks5uOYj7AsrgFpmz7Anv0X0XfrNkal0tKFMcagjfZgbLRTpaiwY9zcpRzjrV0Yo/UO+jDEpBU6ybPjHn3iPclqzTX0IP58Kb6eFwZPdiTSnV4bo3KOJMNk18XInEYBLoZFguQ2krCgHlq6/gPhWay0TKJpogC/wE8MyGlC7pLvA+cSf6ksOZUFwLUqHNNqF8GrIkyAEUuJTkXMhVTlTK45FzOeyDXPD055PphS5A+3fF+4Zy2E2/Z58Nz6Bjy3vQ63XfPg9P5v4Lzp/+CF97zxd/Wr8YN96zA7W5mgS5mSzQEsLVJzxTIq2a5yxaRJybE8GB75PvjWzkAkHctHC0kCenVKqHc7Bs0tsHA+s3aif/Aq9p3fiw+bP0OrpQc3MAxGZW9v2Y+/LlwOr+3z4J7rq5z9ySSWBMC5wBcuTMLJ/wKM1xg6YL/YT9IaONiDCwFeBFJ0kZUEb4IqTrZtsFgUs2UmOAHpuxYMoQUjIOCysUUELtSAqe0SgbbCYlE2/Rbp8OgGAykPma8h6nQOvskbKdsHHmW8cIEKbBk3EW8kOeGMOzAYLz4nzwsoU4CMtCYvujMpwjw/uOb6wi3HG9O3vY6fVSZg3/UTcgMPoEtsLigip35J0tctqgbMcfNcjYIMkAKX9ufG/tz9LjzWgJLHYn+8PCcWuX7NGLE2y7UmKNNsmNKEtcmty9r5bUZNMDwWw7g1OIYzZ/qwK/8a4tNOIDrlgtK1bLyO6IxexBglt/hUGiVexpvbO1BaN4by+iGJ9KEAXtirBlVWrKbXlthLkNUaNJgtPrZfFAAj8KqsYyj2AGr2DBoWFIwXsiC7dARp7/DX/jUkpPMXt5pM+Eubbt1x1OAY3k56MniUa04qJg281jaBTJWa8B8MeE0EXYqxEfbGDnjJuNOUZ9SjPIbHta3xCddhMv4i+5PzbAeg9d96H7RLEPC7thkrJB2A7KNmIHXp8ZrBIjZL+ZHXzQY8bEBFymJGSfeLjFV/RoBXRo8CXTRcpR+Y0a1KgJGwvhOJ664h861mlFXfkBIirSHONg3g9NXrONc0iEvNVpw4C5RU9SNl4yXEp1wVwT6d+E1ceP8Z55cANIGP7c6THsuka10ClPcboJ4RV3TnNxaOVz/mmqCf+yVwjUtrF1F/Av+vJXciiTYVRqoA1/oa2fZtWFhMGJ9xPxMwpqoMzbiUNixLvCh5i7rDMTL2qICjJQmnjJigBwFeqkzpCNCUcN9WuiTQ4qL3wS7IJfFnsYSaM+ZHxh5E1MoGmNbuRknNabT1DWMMQxgxM5C6F5aRXoyN0PuLcw3lG8rzUgzIxWaiA5axLljHumAZ6sCYuQ/nLa1YdaYQ/yk/ClPz/EG7Blo8MAaIJUaK5/W8qMuLrBrRDoHgS2wRyHqxc0+0V8w3DoQHQVJRkGiZniwOx9eLl+C7OUvwZ4XL8YflS/AUwU9lEJyraFZO03JugzrrYGXpRIaLc7NBkrCcSeA1NS8Q7rvIbC3AtDx/fL/OBN9j2+H34Vv4/2rW46cVJvyoIhb/rTIWP6g24dtFizFtl59kMGswKWQKDVlLguFRSv1YqIBGCt65H6dKSo0CMSNrIf58ZxjevFCFTokI7MEtzvOiOVdB22wsozXSGPXJ1pvox01kdx7EfymJwdSd3vAo9Id7fgA8qfGqiMAUMm7UyRUFwnmyUqM9qLqfx46AQRgro5xIIZqUB0Hk2ImRceClgBPYrillqU6ZdMfQBrOlFVajXZNMyRiN0NAp9v90kx0CHeHbpKTHstWglaCrF0fp1XFwG57PDoBXji+m5/vDo4gu9IoStb+J9OO7rTXSdyoJlDIl0fwUIu5cb7jmeWPOO/OwoCEDnw6eRx9/TVi6JZEdY52w0OeKjA8ZL6NMKufIAGA8p2YyQwawdDx/+u/7Ofe/de8xjovjItjkwuPk8VoEhBKA815Q5WFabhB085rzmlKQz4aEIfTghuUWLrUPoLT6KlI3nIIp+RJMGW1YxYkurR+xmbcQs+E6VvEXsfyyb0PChmasefMatuX3o6xuWKwiaG6qAq0HZU0DVJteS3U6VtfT54uLAl9kvSi8lzJkA1kzslyDqNwzjNK6YWwvvIXkzTStpBBdAS6J1BHDS/o8kSWiaaTNtdw2CTgyYQ/3N408dalxMlf6yYDV3Z5TrJhialauV2yXntDixKzTVh57XMfzOLarJus7neTvd1/2n9fnQwvn+Tevwcp1jGdiHmYzlq9pVrYeAoaV/m65mNoSHFN8r8q43O7EMSiPML2/ia/d/31CQEJgR8f4OJb7BJgoYCTmpSm3kLi+H0nr27Eu/Qq25rRg3+FBnLhmwammEZy5ZsGnx8bE0mH9hitISGmWGCs65pvSlBedsJ/SbXm/47IBnbsdlxovx+x4XvQ+NPhn8kOvOPhzLUBwAqhS778TgOntaB89VSZlF6SUStO7EL3uGqLiTitD1XhGAN1ZcmQZUoOle60dAdf9/c2OypNYFHtcAODS+DNYFHsai2KOYknsfixPqMPOwuO42jGAMYzAbCGg6sTYKEX1nHdaRcrBuZfNTKLRHWP1oAuDlk5cRw9OmJvEu+rrBeFwzfUT83Cv0lBMLQ1RFhEEPkYHo54jyW4J8DJKjcJ2GSVJsklTDEBBUOHEkuO2+fhPRcuxsqUeedfPoeTGBaxoqsR3K5bCq9APrmxoK/QVwMeUGCeCL3ZJcr92+xbyg8J/VqEKA+GUwwSZN/DDqljUDJ/DFXRL/NCpoUs4NnABn9y+iJzBE/jFZ2/hiRwCuhBMqQoT01JWt9zYEFAYIMavZLvkOMjYlQTBiZKjCtVYNzPLB39TsgL5TfskzJtsIecrEgbUd92mJp0EgaVPLCvy2g/g78rj4ZnlK4wdtWMejAgqCcOUEoIuaskilL6saBJx/cNM5iMwykvUYlkV6BLgZfzN50RMbaUeqh1gmYmIUtpeqdeis3k7LCOt0sLJNk65gZj5JyU71cVhHWuDdZR5fF2g42zjrdOY99FmvLgrEK55voLa3YrZ7hoIJ3YxlCmXXX0T3bHmjWawXvo1VZIMhktxIFxIFZIqLfSFc85CTN+xAC9sWYj5H76JT29fxHXcwKilR8R3ZsM0lReIDBA1T6J3s2MKCUQEfNk99zDn/bf5s/pYeR+MsoPR2iPnatRCvRdLkexiJXvZCisBrGUIHX23sefTJmzcdhzxqefAX6LUcSSkM+OQv34Zm2ITfPOXN0sqiRv5hX0Vae+0oLB6GJWNI6hgx2IDBfHsdLQHXeo5uthrwCVAyyg3ak0XQRsF+dV7rSjePYr3cpWIPi6ZQnqlH+FYBJiIozhb4jslpuRuE8yjfJ7Az8aw2Ptz2euN7v14YhlSWUvEptJjSU1UAgS+dOClQIhiDW0CdT2mr2LtCJQUa6UE99TaRTMLU4CX0nxNBLiakTRYsLU0u21VOjo781VhTO2ih+73ODUDx7Uq+SnGKJYAhaJzozFAsTs3kJR+C4nJDK1mfuglJL99HkUNN/DpGWDvQYrW25GYehEJKS1SXpSoIsmd1J2JtKwgEDLuEW5f7peJ101fPzkOAUmTsU82QHT34zUYZO4zvQ+0r4jlD51Mlnv540exYSzncht3gld+juNVY1Y/lLhfG3Dj9aRmb1HCeYTHnkBk3Enx4GK5UZcA7wW0HF/TOrFJARczISeUICf+HWU6hvDYI4ikF1j8OSmB0npicewnWBJbh83vH8D5pj6M4Zb8uKXRJ7v5OMdyDuXcQ+AlnXgCumig2of9o5cQcHQbXs4Jhjs9uFhqkw4/NQeKiN4ReJEFo+bLDnxJOZDO9VKaNIT4BF1ZC+G0Yz48ts7HnLe88cvGN1E2eg1VaMGvD72D53b5wauQDJs/3Ir84U5birJAOJfalRg1IDKA3Tjoo9i/hPYV8/DiFh/EHczCJeYyspPR2osx9KMLfdjevR9/VrgUUwvYOMfyaCBcKhXDRi0X/ctciQsqg+BUSQZPOeSLLxmxQnkA3MoDMC3fFz+qMqHo+iGRFo0xosisYpxoWMs5v5fJOV0H8I8VJszM8he8wPMkzQclYXArC5fzyw5Np4ow1VFZPklI9sNM4gRetA4YsQNdnHD1YrHQoKxLmBCWGckO6YDr80NXcWH4EvqIJkXLxe425h8qewJ2E1B8bSWLZunCbXMXmtGN3NZP8LOadZidHwyPggC4VobBqSpUTqiArlKDNqVQ0BALaupUhIPGTUZELeBLd21IB4VR4yaIKwzAlHxfuOQsFOd6j+3z8OxWb8zf+yb2Dl5AD/oxhC7D4ZbMnSHIYwmSIIwMkG480EyYgA5lnyHgjKyQ3aLf/x9nrboZdSem1nxRw6W0XwRbukWXweftGBzhZ67DitsYGBzBsVPXsTPvMtakn0VcyhXR0PALnaArKb0dqzPYot6FRMleUyaisRQSGyJ2dhWuzmzCu1k9KKsbQdWeYSPWR1lLKPuImxLzo9gwQ9OltWC0oKi9iRqjNMmg7Oo9QFG1BW/tuI7EjCbJXEyU8kof4sSF3iiXEBAaLAa/xB0nEfvJ0fGxfi+f14/vtdbbJ/Baua75nuL6icDq8nggtuPz7HKMTm5CbGqr4edldwzGpOk47gf7m9fp/hbbhK0ncruxTMJu3OtcfdHX9LHd7fP6WDjW2NQ2YbK0tYTWeSnNnSr/KiCmNHS08Fi2+hpWrmX5sc3OfoLnh8fMtSrhsYx3tzHo9+mxymf4/4WfoVYqg8DLKDWSSSKgZowPjUxTqI+8IcAqOvky4jdewZs7e5CxpQtxKYz/YYcugZyhPzOYKHF9T+9GoojqVdC3aLFE16iv12Rr+2vo+Lr9aw6Pec+QxZP/W/pzmtGbjCGznS99jeT80EdPgz9x0FcRTARf/H8r76Wh6trLiIg7jYg4VSq0B14aLDmCLP6tX7Ot+dwkz4v2a/IypP4sOx4j6XafcBzhpuOIjDuFxaYzWBp/EkvjDmNRzB6kbP4AJy6SgRnEsKUH9JUym7sxzEzjEWqgOzEq2YVMELyO+hun4P3RW3g1LwRT8/xUSZGdisUhEnwtQnPqqwyrCPt5ko/HhfUsQxosFI3HZV7lZwjkcnzgRCPV7Qvh/s7rmPXOfPywcS1+fPBNPFsYAq98P7iXBsK9IlQZspbQV0tZWcg+DB2ZgBcDeJEJo+eWSz7LdH4STTT93dfxgx0RyO/6BL3oxai5B7ctfSKK9zn0Hp7K9od7kT88SgPhQV0X3QoqCIhoLaXcC5wqAiHHPB4NGKSsp1glK+H58cH0HB/84uN0NA6exg36ToqurgtmSx/60YPSzgP4SbkJs3bRFV+RPcLSETySbStTnZnOZbSwMEq05ZM41z8M8GIZaVhKiqq0qAEX1xYLvTV6YObAWW4is2XuxCB6JXF85+laLCpLQ137AXHZHbB2Y2ysU5gtZWLGm6gVQ8KOXcepkSYkn6vEfy2Px6zsYLgx5LoiFM4VoXApp34rSJxvpX5LUMUbhTeHwWxpFM21gC4NvIzastSxifBp+U9kz+1LWLYPXHK95cadtssHT7w9D/9evRa7+4+hG924JaxfuwBECv8JFgm87MGT1kIJINHlOTtbBj6vPjMRyGhAM/laNSTY7+fLfkw2U3QFhsBeAy7bmr/EyG41q/KimUD8NkYsZlxqHUBezVWs3ngcMZwE5IuxHzH8QqS/jxHzkUhTxnSVvcYvUzJd4pOVzlBh+vJ0IyGtGWs3XsHO4n5U7R1T0UA0Om0YQEX9DVQ06IUi+xsipqcOTIntb6Gq9iYq666jRrohh5FXOoiN7zHrrQNxwgTRIFN9ucendSNJ2viVVkeJrlVHo4zZ0MHYT4yTPdYTK1+zf6zfq5/Ta/0+AV7rFfBSMUF3sluOAMvxbwKC6ORriEltRmw6OzNZKrVNcGIlYUxaejxfbH1/oIsT4N2A1932q88L13d7j37e/r13e6zfa79WGiwbKOA4E6RbrxNx6e1YlcLrQGClgRbXl4xFP2dcn7U0vm0S4T1ZMg2+JgCFe9w79uO2H6MYkNKElPcROwNlYZcgx0oWsw2xvI9Fk0Uz05ti7kvj09jMDsTwdYrwRWvWj7hUgpU+yTnkjw1lZ9GFRP74IfjivsgkGYJ42/gdrzXvJ7JRetH3l1pPOAbH407vRQJtJQgC+X1gBJITjMUKGFNsl9q3/f9D3bBg3BN23bPsNub7eU2Zfal+MNHZvkuuI1mviDiWGhUT5SiE1wDp3msNvDT4Uh2OKnz7c4CX6YQyWk06hoiEo4hkeHfsGSyOOY3Fq05gSdwxRMV8jNUb92H/8SbcGrsFK3phHe0Uo2ox20YXbqNPuvCz2j7Gz+qSMTc7EF45PvBkya0sTEKb3YtCBdiwHEYdkj3w0syWBkUafAmjQ2ChgRfn0WKK6f3hnO0NJxqp7nhDdfHle8OzOECkPxTxz66IxLTycDiRwSLwqwhTJT87Rm0ceMk8zhJhKJzZ3VjoL4HcrlnzMWfLPPyiIgGfDZyTvGSyXbs6PsL3CiLhTiPTMn94FPjiicIgTCV4E1aN8iE/OJeSpOFzBHWMCwxVjQNlgXAvDcLT1VGYxfJm9nw8u30BfD/dhCNjNGrtw4i1HzdwHSV9h/GP1fF4ggaypX6yPS+WSQ0mUTAE5UpGs4BiDFVJU7c1jttJ2DMukz2WjkNDLH/HYwEYCiyoyZbUZ5fR4dcFi7kbFjrvSqmtCzB3y4EcGr0K/31v4Zvpr+H/rU3G3sGz0qE4bDBkEPdYCvC70I4u7L5xHIFHduAPy5ZjWgE7EYLhxVoqb4TSEHiWh2FqSQjcmbFIgzfNavHm0J0axkUW4GVQg6RTebJY+xWKkihfNGJEwgRuvGj+cMr3hVuuL1yJ7rMXYvq7b+AfClZINEErWS/0wWrpER0avapYdhymwB42sT3PHbsjrASltKEwHqu/aanQCfMDLMIuaRD3kGtbeVABQPu/x4G5sQ/ba7zWqqzK49HdHxYGmVoIuPuECmf3IoX2sPbBbB1FR+8Y6j5qQdq7xxGTcg6mdOa9EXywpEE9ifoCNxk5b3TnVq7vyiRRWs75693QnshnKb5Nu4rM99uRX02frUFUfTCE8kZ6ed2QEN1KsYVQonmCLrJc0ulIrZeYpN5GZd2QgK4N7zBLrlWVVQgA6cvFTjHxKeoV4EUWgJOHshlgpAu/9PUXv5oM7jm5OE42Dn/bT7R8zG1xff/Ai4CA+i21LFtzGVwopBeWS+KCWLIxfvnbMXYybs16OIzrwY5JXcu7T8621wm81PvsJ2h13PrY7fdtf37sn5/ssf17J3s88TO2MfF5+/dzfAp4KUPT2DSGlE8EXsvXKuC1cj3XBF8agCnbDkY8TTRc1ftT94ze38QxOY7D7v4SIGFsQ7y96O/F/ys8n+wq7FDmqzJ2aqX6EUvtFpkxdmnyvMv/MQITvq7Kc+xcVP/v1HWRHzjCRKuSv01sr8d/55pMm1ps4PVuxzfheHnvMYtSQJ79dnkeeOz8f6af5998bHdO9N+iSaONBP3O9GfU5xXQ5+dU4Pyy1VcQEXfGLjxbiertuxDvDboI2CYDXgRf9wZd3G6UmK2S9TqORQk2IT69vpaa6HhPj7ETCI/5ALHr61C/7wIGBm/Dau4TyYvV0oXr1D6PNWPNhUr814p4zMoPhVO+P1w5N5aHq6U4FO5cSkLhRnaGnX4OOiuZC8lEadJCGCrlDiApL8Z8KfMmgVuuL1zIeuX6wp3bKmHpLkTi+aYXh+DZ6qWYU7MUXmX01VSGphPnYcOklfuUChT3TbbIsH7K85HK09RdtHiaD78PN+PwWBOOjFxF2Mfv4pksPziV+8CpzAfuuQsxJysATxeGYDqxQVEQPAoDxT3euTJELKPc8wIlj9m5OBhOxUESGv79/evw2rVc/OLAm/jDncF45a15WHpkOy6NNQnoKrt+BP9Qn4hpOd5wLvOX4G3X0gDp0JTyKwkg7XvG82aHKwhm9T8b8DLKYDZWxmZ/wOeUJucea8b+GM7l4npOsbS1S8pw1GuR6aLzOYEZ3WVvoB9vNTXiu7mRmJ7ljad2+mDh/rdwfPiqdA2ybGmV8mQXLlmb8W5LA35el4xXCqNUJ0IFLfhD4VEaLvXUKXS55Y1FXS1jygAAIABJREFURC9p4DYQ5UKKUd88xo0kaJQXV6NtfYMZlKvUnstJT9Lbi+g1WEzlpNMxn3VqPwkG9Xjn1/jOjmCsPJqNk6NNGMENgD5fUm9XpTYzbTEITg1WjK9JFpTU4skA2hbz51yHu12fh32e+7Ufh+NjzaKp/SjfLjrRk71kM4SV2j1eMzYajPI50rLKv0slEHRidOwWbg2YcfT4dWzNvoCEjNOIT7uGxFSWEhk10of4VLao9yGRJUROePTakV/Vyv1dvlxlcu5FYno/EtJUFMn4F256u2TIvZ3di9KGMZQ30NeLHYpkuNitSAd62kQMoKqWa5Yfbxh2EcMoqxvF+3n9SNnUgQRqzFjekpw5w4leJjP7L/cv/zEnLXvgNbG85ch8aeDFtaFBWs9JXwm9J05cj+tY9OR49/U4qM7oRqIwnQS4HQJyqctRwFYBj/FrPWGSfdRjv/tYbRO8mrDj0tsExJJB1KyXWl/CyvWXZVEMGK8Nr8NVrFh/zdB5aaDJbT3sMUw2Zr1NNVaOXemdCGi0QasGIzzPPcb5d9yW3s7v1pr/l2znvVvAcFT8BUTGMDbI0F/FP0BH4z30W58P2JjneAKRppOy2Bgy2lAcxuLEY4hMPIaQhAOISPoM4dEfwpS0D9W7L6K7fxAjMtv2o67/FEIO78KfVq7CjCJVPqNBON3gGZkjRIV9Z7+hrVJgR3l4TXgsHYd2cyjnSGMRiybOrcVBEtU3rSQUU8vDpFNR4vmKg8Ss9MnapXi2YSVm07erhB2LhlcYq0oci6486fm4nMBM6cuUbioQU3K94ZbtjWl5fnDfMQ/PbvOG94mdiGmuwv+VE4kZO+bDa9d8vFIQgh/vS0bAlSL89PR76hzQdDXHT5g5MnvOzFLM8xO/zin5gXDKD5C4wWezg/HaqR0oGD2P7L4jCNv/Hn5ZGItN58qR23cA/3PPWkzfMR9T2XhXznJmMDzpTF8RApcqmtDyPBN7KMBItkthDXWMDwy8ODHfbRGGjF17hqic5UWCL/G6kgR1W5zM8BgtF3pxeOgiFny8GbN2+YJZSl4FfngxJwiLjmfhoqUNA9ZedFo78fGtU1h+bBf+qmIlXimKxOzCUPEMkYNhWyipwjIuIXCjARtPKqlMsla8iLobw9BwqZOg6tO8eQi8yHbJwhtIAy+js9G50A9cXIopsvcTEf/U/EC4ZXnDNVs56VL09+SWN/CbxnTU9R9DL71TWDId7QRGOsCSKa0VeJ7MVtXRya5OR3AjfxMAfVWLHQB0HJsALulaVeBZtGyGVxf1d+BiVq3LVq4ldoH2Em0YRS8GzMM4f3UARRUtSM48h4SUK4hPpSljB9Zk9iKJv2BFV0IDRgW6ZJKgKaIGXuO/bvllyfKieu/4F6dsg/qvFqS83Y7s0iFUNFpRXj+ICnYs1g9KaHaFYRfBjsaqxltSkqzYMyIi+i05/ViTeRWxyc1INNgBYeE2MJCYbAB/6dt/WX/5E5FiC7oMbZHqnlM6Il3iUgzLxNKi6lrkhE/X+zj6dMlx6An2cR6H3se91mr/BFgMMSarSCNXdg7y8W8X8DLGKkwn7RA6EC3lRgW8NPhSLJdivPS10MBLe6Uphk+Dr4e8BsLsOJrUKsNQ9X9Enf9xbzbtcyVMM8dgsFr8cTHh/xr/fsix/dZ/Xh0z/euWJl1BZOwpw83+1H0xVfcDqu7nPSxzRprOIMp0DlGxZ7HYdE7GQhAWFX8MoUmfISTxU4QnHUYURfgrP8LS+FpsrzyBPd1tePfaJ/jVns34bukyPFEUgCllfnCp8odrFQXxSgxPvRN1zY6NZRPAlt18KUbjBnvD9/Bz7hWsNLFkFyJdh575gXiyIgqzqhaJV5awZyVB8CoLxeyqRXi+MRpzG6MlA5IdhgRqMhfLnDuxm1LmZIMIkdIj2TM2u1FrTYeBXDJaPnDPXoDpub54rjwcXysMxd9Vm7DiYBaK2w7gU7ThnesH8dfVcQLWnErpxu8vrJxHLr3FmCPpK9oxF3ZNFgVJh6bbTm/JZ/Y7uB0HzPSov47aGycQdiYbf1Efg5m5PpheFAg3OvuXBmJ6ZRimsZzJhr7yADiVBwqWEF2XBpHGuSTg0//GGS9b6chWZrJnUSZ7XT+ny1D8m6UmARXUK5EBG23FyGirYkXG2BnQiQ50YdPVWnyPXiIFgeK7xcwoOtN+uzAKqZdqcNLajsKWj/FGTQr+PDsCL5ZEYnZZOLwKAuFZECAo04PlRHYMVIbCuSpUWkfFh8u4aM40fKP3iL1DvS4/ck1NmEEF6lLkOPAieCvwhxM7NujQm+8NlzxmONLEjaDLV4zdnAp94FTkDacdv8HMd1/Df86LQuLpQhwZvoI+tvaOdoCdJ7SYIPPFjk7wHJEdMs7Vf4S1vta2tdE8QQ0fM7JGyWSym4YlRTJ93TDjJoatw2jtHUPtR+1If/cU4lIuKisGhuluZImOQIlxKCr2RCYFYbrIcNElWwEvFQTML38KY2msSP2J0napSUJ1GrI0Qf1JYlo73tzag5LdFlTUD6NCbCIMPRftIxrZ3XgTFSwvNo6KE/2bOzieZiUyZ3mEpUWKctMZBXQdienctjKp/Oonom5EJ9tigxTw4iR/ASvWXRR9kW2y1yzYVUSn2OwiJk6uj3NinWwi18+p/dqYB1WmjU1h80DrePzObyXwMkAiy3nsilMxQizj6vPNtR3wWse/m8QGxAa8Jp6Hh7qvJgVeGoip86q2r8puIjinj5Z4ZGnwp8fjuH6c98dvw7bV8aqmlSbpKIyK1dqsk+P2ErYy4sRuxPsBVffznkgTgRcDts8Ypq5qTYPXxTFnsDSOf59CVMJpRJhOIsh0AH7rGuG9qRyvlW7FT6pT8UcVqzCN3fhlKi7HtUzlHU5hTB41SRVBcK0MgStjgnS5kADoLotUhSjHYQoMtdBSVQqWAO0pRQHwKgjCM9VL8XTNEokSkjJicaA8fqZmKV6sXYGv1Ufj2foVmFYdqcqaArjsSov2+zZKniIB4lzOfRpaMiFC8uha74cpdITPmQ/XXW/g+3Ux2Hb9EDoxACZcfnT7Iv53Qzqe3+aLqYWsWhn+nfn+cMn2UfM6CRWxmAiFa7nSm0mYdbYP5u7wR/Dh7dhvbkbV0Dn89OM0eBX4wC3fRzKenWrZrciGBH/JYCTwcquiXsxG+mhCR59XjkH/Gwdeos0hg3GXxR6E3fOxmZMvWR16brXBykgYs5H0PdqJAXM3Phm6gHn738LTYnRG9BgEr+IQeBYHYWqWD/6qZCUy2vei6MZxrDleDJ89m/HT+vX4m+pYfLd0CV7IC5aQz6kUvhOBs65aydqqIZqTk0w2i/4cBuVnhzpFRMiLawA0QedSkzY6IYX1UiaqTrm+cM4lyGIEgA9csxZiKsX1u3zhtXUepr73Orze+TWmv/sbzNzyOp5+7zX85XuBiN+3DWduX8RtaydujzExXpnHqvOh3PgdWaXJ/nYEZXe8h2Dnfpd7MFp3bNfhvfTbUotDCdroRFXty00YM19VXTUYRu8tKz47xrJiExIzziIu4ypiGO6b2ScCYOYXUofCciLZJFVW1AyXkbtm6FVYdhSWi27WBFYEbiImpjZFeWqxdJKQehMJqddhSu7E2g0t2JZzHRUNo6hpJOtF8TzLjjcNpmsIZfUj4nr/5nYK41sRRy8uRv9IV5jyQmIOHsuaLIWKqPgr/PVuAygaeKlSomJXLmL5unNYvpbgy27CZ2lrXRNWpbQK6GU5yVbae/BJTzFunKge/LP38xkCgej1beKPRfG57Zgfz/7uZ0yTv0fpnyQ/M6MDMakthtZLlRMJwNgxqkuQyuyWwKtZSlqK7Xocx6RBkwqftv1oMcCXiOVt+33c13Pyc2fb/5f5OgG8BvH6se341Xmjpcry1ZeEaYqMOSVu8gRNSuel9VuPCXix1MjOxnglzJeuSemGPI1lMeexctVlLI25iEWmcwhPOIGA1Z9hYfo+/OqtKvw0dyv+vmYz/qQmGXNKl2FacTjc84LgkRsCj0K60wfAtdzIKKaGmSamnBcNIbgj4yUVIc18UWfFsiANT0uC4V6k3OpnVkUJk/VM/Qp4UuJDZqo0SEDZs7uX4cXq5XipZjlerI/G7Nql0tEo+zGAlzwWDZfWddm6K6UkyP0bjW8ELiwROhNUknEqoBu8NzyyFuCZ7T74ZX0aCm+cwAdoR/CxLDzPAOs8f3gWBUqTnDTckWmjWL84AM5F/ur5Ymq+DI1bOXVwwfDK98fXCsLwbwc34Z8a1uG5HNpLecO10AcetK7K9cG0ggA8UxWFJ8vDRUdG43bnIgr4aU2h8i2JLWTcUkGbxMeLGp17LRRG320RDZNEwNBOgXomZZRqNTfDam4FOImPKL+RLvRi49VafDc/UpxzXUjRCZXItPBAYbJYfvxRdSJy+4+gCX24MNqKzwYuoLr7IHKaPsCmS3WIuFCC73+4GtMlAoDIOVDQOOvFLkUK4QpSN8qNcoHtwRc1W7IYZUejRKluQuXH4VwYCOdcP7UwFypnoWRDfS0vGN5H3kfSyVKkHCnC2iP5SDxZiDVnS7D5SjXyr+3BB22foX3wqgjL2WkyZGaafAtGJX5AAVO68Ms5JUtkLNqdX4ArwavjdeFzemHZ8kEWB4bNHmxZLezItG37zmutPLccwZdo/5hbSU0XumBBP26bh3H2yi0UljdjXcYZxKy7CFN6M+LfbJcOqtjMbpgy2TnVLyJfAVwCvCj2JRBz7G5Totz4NOq6uBB4sa2dnU4U7hrCYUbbpN5AYupNJKb2IT6lCWlvNSO/gjmLw6iUrMXbqGi8iaq99PsCskpuI+3tdsSlNEn5LS6dgbvXjfDeXvEoYleV3q8CgF/NpMEJSoEQdX5WJbeKnYRiWFSZkaBr+VoyXop5ETf6tYyuIajUpSQNvL7Ycdgmqi/2+c+baOnJRFNSGpLqwGm9T/v1523nsb2uxdoCPGnhwAm7U1gvNiwwP1Oddy2oJ/gi+GUWJiOZWg0bCQfwyu0+VGOGIaaXjkstaFcNAPJ/SiwVbPeQPj/251Q/1q/9Lq418NLHpo55IuMXva5JGCcFvE5LuVG72k9qFfGQ2i7NhkXGH0NkPIO0GaKtgrS5v8UEfqbTiIw7g3DTaYST8Uo4gdDEwwhc/Sl8U/bj15t24+dbS/Av2bn4t8ps/HvDNvx9TTK+V7kCT1NYXkzgRVDArkLFzIxbQmiA5bg2yAkRuBtd/h6FQZhWFAKyWa9+nIC5H8RIHA+7GxnJ41Udiafql+NrDdF4afcKvLB7OZ6pXYbplXRytwEsPSeLDor7sZ+fWY7knEwQo9kxkiw0ey0OhXMBdVlkvnzhzkih7IVw3/I6/qI6Fv/r0Nv4VtFiSZxhUxz1bS50PqAdhlg/hKgOzuJAMVRl56QrF4rixc+LrvwBcCn2g0eBP7yyfOCV54+p+ZRDBeLvC1Zg/p5MrLxaCd/mEqnGeWb7woNmsixn6jIu98Xn6IrAoOwCf0142UKyH2gCd5zsDSNMTspmMAiZLrq0DiDwaoaVpbaxdgygB58NXsTrn2zGjGxfuJYEwL2UNhDh0l7KKAG3CnYf+OHZHb743w0p2HPrlAjx2R0H9MMq+eO3UHz9OP62Jh6e7DQ0TpazBl/s0DAupNR2DUQvF9CgNAWUUbwnF9OgIQ2KUz5bEgwnAi+2yeb7wTnPG1NyFsI1ax5e3umPzdfq0YmbMOMWLLiJQQIO9MMsC7OyejBKUztaS9DTTBoPDNbLOH8EXo7n3WIlcDUWnlf9eJI13/tgC53kbYutbKgc5tW2WmGx3jkuPU41PsV6UXAvZWYxSe3HCMbQ1jWChg/bseHtU0hIuSiGoozRoQ4mjm3tG9pVtA4NGNOUKaPyHeoxjBg1yKI9hA2AUY+UQNsIWfi4S7WYs62cMT1c2ImV0oeElH4ksg09tRMJaVfw1o42FO9m5M8oKveOoqJxBGX1o9hecAspm1qQmKrMIinsN7GNnm3mEl2i/MJUCz1b2jlGgjE1eelJ6qtZs/2d3XSc6LWBqgZfl5SAey3d0mnWqcwlVQeXdnJX59k29gc7Jj1pTba2bVPvg9u+26Lfo9Ys9ZDlYs7h5wGvO/czcVuP63WWulnSVsek/KzYtaesJVrEX228kWG8m1GBLsYLkc3j2HjuxscoXYRf1GT0846bHaI0DFXWK/o+sK0/7/O/26+re5jHqC0uuhG7vhVL4i9gMUt8UvZjR+LjZbsIvjTbNRnw4usR8QRbJxGWdAqRiSdAw9VFscew2HQKYYnHELj6AALXfYCoTXV468Ap5A62w/9KCV4sjYRrESNyVNfduPZZAI5BNDiCLoIezomigVb6MI+iYMwuj8QrjbH49keJwmSxS5EAw70kBNOqIjF99yJMq4nCzMpI6WKcU7sMM6oihSmTfEcDUI2DKvsy42SPOY7iADiR6SoIxJSCIDjnBcAp1086KD1z/eFWQIJkIdx2LMDUrfMxPcsX7oYOy7lSCfU557NMKueB7JyhA2dJ04WCf3Z3SoWMei0/OFewNBsg7N7TJeH4v49vwdsdH+HAzXOS53gcbQg/mYO5OwMk1sitgGBRdX0K+VOgLDCcKVXK8xEcoZHXeKlRT6wPs+akPCZLK8bQPA6+zOY2Kbm1oQvvXqvHH+dEwI2u8BWqE8KtgCL5EOU2X+EHl3J/eBX74+ksX7z28UYcGDmPMWsfLOYeXEc/Gm6fxs+r1+DZ7d7wKg4Q4MVuAgZwCn1Kys8AXhqA3QG6RPimzOFE12UAMP0+mqA5FwUL8OJJY6mRaeiuOQsw5/2FmN+Yik+Gz+O2tUfsMTDagdExHr9qMmBu1iBzKimoB8XnSvvGqBxALZOdawVs2mCBEuJzfc/lPsGXAnA2/Z496OJj7tdKwIU2Gd+dY2tRrxvpA2ykIPCi/QVoAjI4iM+OtmHrjtNYnXwK8esYN8IS4nWYMth5yC995a5NtsqU1iEROzJhScyJ7cudHlmSLfe5wItBubYvTAFeArh6kUh3eb6W2oy1b17F+4XXUVJrRgVNUXeP4t2sXqzd0AxTShMSU7uQRG1YKrskCb7oZE1Po3YkZnQiMUODPJo3/pYAL4rPU9scgBeZFdpFKOBFHRHF6RLzIv5oamJRmh7b+VZdbnYg4D6MSicDXPq5cTCht6PNKyesDTdxeY/NOoKCeo6b5TiuCRw53ju2qbf9uNYTxkrQMtmizhnBIheCf2q9OG4b8LJnu1SZkSzeBOClQRf38TCg3n47k46X2Ybch+18q8e8F3g9JjtGPvdg98aXfq0e4B6YAHaNz2ngpa8jy/AmiuwTL4m4fZHoqrQVhCoBaobqUa/Z1RhllBujxoGe2ufi2JNYHHsWEXHnEWY6gwiWIxOPYrGJzBj9v04jLP4kIkyHEW7ai6i3GxDS2IC/qt6I6XlRcCthR2Ooiq9h150AK1U+FDsJB9AzzkAJ6xUEj/JQzK5Zgm/si8effJaMb+yJw9OlkSAD5mrkNbLcSONTNriRQZpaFQmvqkhlWcHuReqyHYDXhP3YgT+ZiwUUsTwYIJYYTjn+cM6hSD4ATnn+cMnzg2eWH1yz2LW4EO45ao52ylsAZ9pPSEyRYs8EdHEMRUrcL9pvIV/ItinwSS9QZ5ZkS/3hUcYMyiB45Prj1eJFiLpQhNPoxhBuYQQ3sa/nOH6UswLTti2EKwX7eWTUlFUFxyVLDs3XGZLt+/iAFydrDRxkopcsvlbxs7qJHnw0fBq/+ngDZmf7wJUUYDFdZqnvop+ICqcWAWCJP9zptVHgg6d2LEDkyV04a26ViJ6DI1fFduK5nT6YVugPV9aUWVqkvssQC8pNxBwmGrsZF06QO9G9QV0K42V0PGr0r9eCxI16shPZLnY2FnjDuWChqvNufw1/siMY29v3oYf5gyPtoOeYZE1aOgyQRRBGAEoG0HhsMFh3gprJSobtsILl38les3/u3iVi+1KlmWDObhkfG7My0QQLmsZtIcQagsBKgGMHLGiG1doC8BrTOmSsA8BtjIwN4cyFm8grbsK6jOOIW39enKbjUujufh3x9AtKob8WAQxLgcw67JQMOAFGApzsQMADfIl+3hc8Ha8JnOJSryHtvS7kVVtl2bSzF4kZ7KpsQhJjflK7EJ9KRou+QXosLD2o8gPF/2ryVwL+r3IikgneKBnSboGMl9gTGAaeBF3L1tAYVYnodePB552rB31dg6zJ1ndsa9KJ23Hy5znuBLMiCVqYPxm9XoEvnnvH8pD9fu339+WDNLrXs/PSZj5Lxo45muq6KI2XLjUybYClVD1++7H//rH+v/f41zz/+nw7Xgu519K75BpGsquQodWm0+MaLxV2PVHjpR3tHxqIiRO+0njZ2K/jiIo/jsWMEYo7h6i4K4iIvSyu9pEJhxC2+lOErPkU4QmHxXA1IuEkAtd/gp9nFuJP307Gk9uXwL0gEk5lYXCuCIdzZSRcKsOlKsR52LXYTzr0tPUBy4FcWOoT93iyQ9R1lYVgds1ivLw3Ft/8KAHf/DABr+6NwzMNKzCjOgoeBF1GaY2fJ/CieF/mWkqKpPKkRPracUCDLplz7cqN+m8CIc7Z4lTAch2b3QwQQ8bLNdsfntn+0uxGHzGWHMl8ORX5wTXfXxEn7GjkdkQDbuRS0qWghAs1aSpTUcbHqhnd7g39m3tFuOATryxffDM7BHGn8nHO2oZr6MKbZ6vw7a2BcNm5UMqIzvksKbJjUgFCacrL9ZEOSuY+uxQEaMLrEZUaBRzYAIAEIxticpYfmc13A13Ycm03vpFPAdpC8cBwl7bUUIkRcCUFSE+MshDQBZamZ9NKguCeswCv7gzAqovlKDZfQvDJbLy8KxBTc73hVU7BIClCRe/JmjcMgVhRoKI9axZJyrkI6u2AFy+CXHz7tZ31hLxfarP+BvAiVbhAga+ceZizbQF+VbsOh4cuYMTaCxrXke2iaSrtICQI3ACiAsAMEDpZefHzwZU90PrijyeAYsfSJZphQYs479PgVqwh2JlqdCjSBFe6VanfYwKB9Tba2odQV9+BDZvOwZR8HnEp1xDLX/0ZfYhJY05cHxI39AuAUZ5MnYZJqt2v64f5hf85II3Ai4aPplSaszZjw/s3kLGV47kmmjPFZnULGJR4FOq77ICX+gWs2JbxCV1YBduXtv7y/nLWCpyQpSCgEqCSrCd46oo4yRt2EWmKVVGAhdqhRzuZ6clqsvUd5+K+gBdLjO12gIXgq0nYo7sBL70fxzHo57+sNcfHa0GgzmtDlnGFsF66BGywXoZ/2u+B16O9F+/3OqvrpH9E2cag7x/bdqhdVP+/llBkL6VGZVxK0PU4gddiA3gRaBF4RSQYIIw6r7jjWBJLe4uLiDJdks7HKNNRhCceQmjSEWHAIk3HEJz0GX6zuQ4/zH4fz+eswtQCdjUGwbkiCM5sQqsMk5QXAg9aObkV+4lfJedEAh4NvKYYj2lDQbaIc6pHcTCmloSCfl0zKyLBMuJTdcswnaVEAjQK2anDotUTA6hFw20XO+Qw344DLAe2TdguPjcJ8HLOV2bmTjm+eLowAj88kIH//EkKZoipuh/c89mt6K/0ZKLbUiCS3mFc5PjKuNa2Gqy4hSk8wHzH8iDlxUVdWFGAGLJ7ljBuyRffygvBkkuF2Dp0GP9Wuw5ztvuKH5i41lN3VhAgYE/sKjRIpKM9CaLiSewkdPnLfn0vQGD/PqBDzDPJknChpomdjzRUlTW6cWLgFBZ8kIpZO+bDPWs+nskPxjNlEXBj+GWJH9wrmeHEJHK2pwZiel4gvla1FD84lom/aUzCX5dG458/2YhvV62U2B53sl0M2jQQNU8mjVMZ8eNeGIgZ5eF4dk80nm5cIc/zxuGNwAutF81wjQMwDbx0d2Sx0dnI+iy7Gimwz1soy5Qdr+PVrT5YfboA19CGQXRJViXXBGACvChWJyg1SovqPKlS3sTzZys/fpnP27Nhsl9eP4Z+czHzsTJFhQDLflgtN2CxDuP6wDA+O9qBd7adwep1F5GQzOiUHsQyyiezHzGZfYgTGwiWNfQXHPVRBAwqP872vH5drfWX4P2u77YdPq/ct7vByBNTegdi09qFmeBjdqKJQasAP1pZqHKo6LcMgb/+orbfx/2O6/G8T00GGnhxTQaFDBcB18p1TYhJUdE/fI3j5jgSM/vuyRg96Fj1+bjvz4lo3FGIz7GphWONTekwSnSGwSiF6LK0TPDxst+nGgcbBeytEhQo5rWzf+/jeqzPhbomChDHprIrs3USgT1BMfMw1XXhmGyftz33uMb6qLb7MGN+mM8+7Pjt923/WG/X8TmWHKOTm7E44RwiY1SpcTLQZc9yTZ7dOJEds3+/42MNvKgns2e8+JivLWO5Me40ouJOY1HsCSyO4ULPsbMIN50U0DVvQz3+cdcuvFScIHOkc5kPXMp84FzmB6cyfymlOZPtYcWpLAAzKkMxrTpCCBAhHAwQJKDJ0EdzfiXrxXlUugN1xFCx0kGzMiSgyzBDFf2U8VmZZ1nadABdwjAZ79Fz8jjg0kDMHnjRe8tgu6i7JsP1VGEo/uKjdfijfUmYWhAEN7JNTJkp5XEaAKooAG60oMoPhAfHzXGUEncESN4kGS8Xat8MLEHDdSGBioPxQtVSvFgchVlZ/nDPWgiPXfPxckUk/vrT9XihMAxezJAU7VkAXIsVc0YQxufEjoqWVMQ4xB1ljxp4MfqGfk7GooBXhwJe1k7cQDveP1+Ov37XD3+VG4Vf78tE+PkC/PdP0+CRvVA8sqYwNLPIH1PoJpvjB88cP8zKDcKPPtuIyOuN+KdPNuLFvHA8IRFBbDFl+CXFcESrivki1elZHIIZpWF4rn4FXvrQhDn1y+VGkRvKqGkLspeTbyBxhxuC1KigdlKQktPIC64GsDbGAAAgAElEQVR8vFSt1htO+Qvgse01fD87Au81N6CNeZXWHpUzyfMg54SdggSlXAhiWI68u3D9XkD3UbzGMuHERY1Jja1D/LgU4KLPWDNgbVLifXSJjmtweBTnzt9GTsFlrEs/idVp12BKYYnlBuI33JJORebEUZjOKBGWFul9JbEiYoJqy3ajoJ7xOxJr8lhsCZRxZFwqJzdlVxEvhpH9CmRp80iJJKE7fr+dS74jSLD722GS11/aX8VaGC8yK2tUWY5t8AoAaFCjxu0ITB52rHqCuu/tfA7w4nFoTzKydoq5M2wy1jYbwIvHQnCuWCU+VrYYytJBQHKqobWyA533PcaHugc5LsPSRMbYLQ0C7GDUZqqajaQuz35MD3wuH2qcdvfxQ2znYcb8MJ+1P29fzuNu8P/U0qRLAryiYo+PlxsdAZP++2GBl94O11EU24vgXjnai+ZLdF1KhL8o9jiWxZzEsuizWLLqHEISD+GNDQ34WXYhvlOaCs+SUDhV+sGlkp12fnAuV6CLZTR2/7txrqyMENZqdt1SeFaEqW4/0XTdaT6uQZHop4WNUjF7BCl6vhSAZpAbCmxMUlnS860dCXJX4GV0CNqXGp3HwRcj/JTGi4BL2KwcX3hm+2FuzTK83BiNaZQckTih9ovYgkapZOKKbMCIc/yUYsYJhYjjPkuqzJ6cmRuAfz76FpZ37Ibf4e34p5rV+KP8KMzcsRCeeT5wZ7mSyTYGBqE435WNBmKoqtz82TUqgNNw4te1xkcjrpe4GTqxKzd2VZ4y4nLQhebB89h6vBDJh3NQ3XkIn1qbsbq1Hn9UslR8NtwK/TClgIsyRiNjxbxFjxx/PJ0TjL/4cB3+7ON1mFu+SDojWK91qlTmqDxomrqR5nQvDMLMsghpY31lbxxe2huLObuXSe1Zuik0itY3lr4BJlnT8p+lS2ejZu2c7wunnIVwyiHzRcdbb0zJno8ZW9/A3xWtQHHPQVzHdcDcB8tYl3RxmiVKp1N8tsRWgwyYGIzeu3PwUYCsybZBFu5ui7KTUKauLIeaLdcwZm3BGHoxbB1Ac+cN1O29gg2bjyMp+YLE/MjEt1H5bsVx4iGLtIHlvS4kpvUgKa0fq9Oug2U8nek2vhZ/LiN38SEmgUm/gIVRIAvCzjMV9stMx/j0m3YLGS4DkEkskfYPU+Bw0u3KOCeCmru/79FMcvfaPgEL9UQUc1NnpFk8/RkCLg26OOHp57/0tR3w0mPivaOBVEyq7s40Io3W0f/KBrwItvT7FUummCX1mCxghzBMPA8U59vA5+O/BupcKkCoj4fnmhM2NWrjHl7i6dUkrOuXfv4f9f+v3+Ht6f8n4+sMssrXQIF9ZIwhco8/KQDswfIb75/1ugN8idj+hPh2hSceQ0TSUUQmHMWiuGNYQjAYd0zKjQs2NOBfswrxZxWb8VTVCskYpoTHrVTlGauyHTVOzGkMw/SyRXi6ZgXm1q/C7N1LJetYVYUM0GXMk2SCtNEqAZKuFBGAUU/tWR0Jz0rGESkvTf26WFCIgfndwRe3oQHd3dai2ab1U6FhaM4SHufjAnps+sArNwDT8gIxOzsQf1ESDf+D22HqbMBPjm7GrGw/uOaSKKEJuq+UAaewHMhyJf05c31kGzRkJe7wMCpmHvl+mLF9Af48fzHe7t6P0+jH4dFWbO/8DL86ugXPFASKNk7Kt1WhcCIJROBVEmqUMpVmnSzXOPAqm8RAdbKJ+r6fExE42R1D58X4ICtLjRSVt6N/rAktI1dxHX24hdso6TuKv2W6d5YPnigOhJckg9OgTEXzCPIsDoVnSZhkO82tW4GnKqMwgyidrBjrtHbdEfTmcC8OwvTSMMzdvQyvfhAnor8XG2PwdPUSiRiSUqMBsDRin0B9OoAv3myy8EYj60WUnaeoTheiZ2Y/cdk5H7O2zsOPi2NQ1kXw1Y9hSw8GzW0YEXPRdoyNtsI8Rv3UnWzX4ywtqlKiTRN2d7aLzBffp+KKqMkbtfZiFEPovjmCjw614q0dJ5GQegSJ6ZeRtIGlxU6YMnuQ+Ca7FdsRn9qKROkC7BJj0yR6bqX1yyLt9+OgxZgMORnLhDyxTPRIJiWyUgQa4jJPd3tGCxEAcuk3/mZ5sUc8mMSHie8XVk6BNcWOOY5Ng66vEMQ4THoEXwRdnPSTNqqSIjvUeB416Hok59Rhvw+0TTvgZfucAiss/66SuB3tfaXE6JMBL8VwKcDG47bvgNSmpHxeAKidSSgnUT2R2vb/qEGZ/b2hGLBVqUwWIIBUfl6MalLM2KPe9++396iuq75PbP+HCKJbsTSBET7Mb9SslwJSj5Lh0izXOPCKm8h6hbNjUboX2cV4GFHxhxGe+BkC1n+I+Rtr8fOcfPyg6h08VxUjmYEs97kVhcK1KAyuZeFKRF4cArdx0LUSz9XH4NnalXiiapHNdV7mQuUMoMGQZqQEKBGIkeUqCcYTuxdjVsNyuJEtMxrXBHhxGwbLc8c86wDe9D7utpZoI7tmNz0X09B8So6K7puTG4LfHNyKypvncAp92Ny0F3+QE4Kp778B93wfODNhppBgjY1ytHmgHQWBlzecc1U1y7XAT0qVUyjap4Z813zMefcN/LJqDT4euEAKAses3WLO+lw2bSbIIiq5ExNyGF1I4MXjGD9fWr5ksHt3MF4PCgAm6IPE5FNN8NwONU0UlNMsdNTSghFrK4bQgQH04cjgJSz4YDPmZJH28xXU6FpBQRuDqJktpdznPUpC8dTu5XhpnwlzG1aI6N61LAAu5RSq+UsNlowUETpBGEuMz9Yux9f3xeOVPbECvF5qWIWZJeGCZEmH8qbhTXA/wEujdfmM0JK8YOqikep0ZXSQvvBZC/HU1oX4nwWrUNR+AP0gaOnB0Fgbho24JFpqaGG9PteTAVv92pex1vtXoKsJYxZ2NnbCggHcHh3DyYvXkVV0EWsyTiEu/Yq4usdl0GCUpTkVXk3Dx6QMMlztSEoj6KLXlgrfNdHCQCZARgIpoXsC3eb5HgFDLPs5gptHMIkYwIsGq0np3UhivJC4ztN5nuXPbiSl87UuJIldhGEZIWPT4cE6QNh+PHpytX/uy3xsRL0Y7JXSbrGUSkZIAS9OQHrysJ+MvkoQliCB547XWenVqHmijoZ6LnvTUQ28KLAnWOHxMVWAGjaWJaltI9havpp+X8qvTANQzYTZH//jf6zvDQ3KaUlCu4+ryt5j3RWQ2VOdspNfo8c/xi/zXv2Pua/x/zsiT+hBggS2d2DlGlpLUEtls5Mg6HrUwIt2Ehp4sYtRgzEBXHGnsDj2tLBcS5nTmHAQ/us+wq82VeHfduXjhzVv4w9qTJjJSk2pnwAf57JwiDVSGVNZqIsOxvQKMl3LMLduJZ6vX4lnapdienm4vCagoZwMDoGE4eZuNKVJbA/n57IQqSI9URmBFxpXYebuxQI2tN56nOEh8NKMjwOxocGYALnPYb0EeHEMoidTJAjBl2uuL9xYRty1ALN3+MOH+YroQdHNs/hRaYKEZrvnLpRoIVceOw1NWXqU4wlRnZKFNDb1UUveQiFY2H1IoCYuBnkL8NKuAKw4nIWDlg6UDJzHD4tWYeauhXBjB2RZkFhOsLzoRJ0Y7To0U2iUSQlSZSl5xIwXDTfN1hYx3iRgINs1JpYDLeM5jUPoxWlzC5YdzcY3dgRhOtsuS/zgwk6LCtJxgSI+m1ISAq+ycDxVswwv7YvH1/bFYVoNW2ED4FQRAGdGHpQGCKLkCWTg5qyqKLzQsBKv7ovD1z+Iwzf3mvD1hjip83oWBak2V+2YKxdZGazabgoK/3jCDAFgeZBx0xpgjWiVtVoCL4r6mExOEV8OaUpvKZG671qAp99bgL/JXoItF2rQZunAEKj5IuBSQFR8suhWLzYNhrs/mSZhCqmrMnRgwj7ZgJoGSFyrUmErYLFf+Dw7KdVC2wdaQ5it12CxNmNMSof0BuM1YrmzSxYpDbO7ka+jGaOiUxvG1Y5hlNU3Y/2m4zClnIcppU1KJMwujM+8CZNouug6Tz+ubqzOpD0DMwzJICltlfgFSTnRxiqxw1ABLw2+FOv0uCYcMlqJwmrRBoL71AuF9bSaUK7jAgr1+DUTp9cTmB49uX5Vk8pE4KXBlJos1ITPx+OTx4Sxf1Vj5rnndVaNFrzWumxIoLRSynE20GXLl6TzPmOPrmBVajNi0wjQVAensmmg+N7IPVxPiwaWWm3b/vLPgb43NPBi526nBJlTg8exKssJdR2+/PF9hdf/t+U+vI9x2K6L+qGg7qluxKa0YGnieWXhYACuLwK6xIFebCHoRG8AK3p3aU2XERWkANYZLI09hSWxJ7DUdBTL4k5gGfMaY08iKv4IAtZ+iF9vqsRPc3bhv1W9hT9uXINnShdjWj5ZLZVx6FRFf0xaOfiDOuonKsPwXO1yPF+3Cs/WRWNOQzRm1S2V0GtxsSdrZWinWeKj1EZkOkZeIrv83IqD8GRllNhKMIORf9MVfhx4keUR0HUX4DWeGqOYIWHK7PTXdzBf+jXuR+cnMzCbeY15PnDN9obX9oX4en4EfnlqG352YgtmZgXCnZFApQFi1O7GqCMDNKrSqeFUz65LeoRRkF/sb8Qn0cJCEUEkg9yzvfGdkqWI6qrF/GvFeLEwAp6URxnAy10a9xR+Gc+X1GByQpfoJMDrYRgWC1oxaqUdQasy3zRTRM7Q5A6YR9sxaqHbVQ82X6nDH+dGwoOApdgfUyS+gCAoTPKTXIqCMa08CnMbYvDyvgS81BgnpUJ2URCt82QQYbLrgCfPvTIcT9Yuxgv1y/FKwwq83LAcL+2JxosfxGJO3Qp4lYTKTSFtrgbSFeTJkyLgitEJBFtsJeVigC++RqTOi0L0agSJ8qaTmIJcP7jn0DCNpUcfMValp5j79gVw2/IGvrM9FMsPZeHo2FXcRo8AUbOZAIimsi1SfqXPmY7oUeJ7NigQeNEfy+bfNeG6CDCjQL4VEE8t+mrxMQFXl1hAqABuWj4o4CWAmPmbYuxKnzV2XBJ4saxIwEwT1F6YMYDOGwNo/KQFG7edhSntPGLS+Aud7BS/hKirMbQ1LGUZ5SyyLexW5BeWivqxTTyPC1D9frv/wSZRo9Rom9TI+Ch9mva7UqJ6gi29XJToIw2+VOahit1RzJgRwWPYZ/A+TOQPgEwNvr66c6SApWK1aJHBiCC61atOS53vqNa/v5e/uut073NPvarRlZ3BjuxOLFt7WawlIuNUaPYXYbzuBrzIdGnz1EWmU9K5qIxbT2ORiUDrBBaRAYs7hbCko/BN/Qi/ersC/5KfhR/WvYnv7I3HnLooeLIEWBAG15IIaUBzKmdHHVmqCMyoWYQ5tYvxfM0SzK1ZgWfrYzG7IRqeVRFqvjMyEyVfkGwNQQMrSobZKgXuBFmzKqPw6r54vPyBCTNLw0XULrIcO7ChGa1J1/alRgeB/aSgi9sl+KIrQVGgnfSHrJcf3PJ8JT9xCsuG2QswtTgEU0tDxf5ChO4TkmxspunEArJNjsEYO+d6gkYeM5k9aUIoDBILjecbVmJu7XJMpeSphLYZtKMIlHIjU3MotCcppI9Blxv131zrf+Pi+gkT/Lj9wf3ZHBBwsbQobIowMQzFVqai5rF29KIHFT0H8OOSGMzY6S11VQ+mmpOCKwqEW0Ew3AtDMLNyMV5ojMWr+xLx6t54PFO5VJLPPYuC5YYiWBL7fzJk5UFwrwzDrOoozCoLx4yCQDxV8f+3dyXAUZZnODEhHHLIJQO2CqjtoFanIx2naseprdMZ247jjC3TsXXkDOROyAkomuxuEtBgCIcgBjQCIdeGkIMkmgABAwhBwqmInAkSwg1Cwm6ezvN+/7f7syQRKGgHNzP//Pex77+z35Pnfd7njcaQtW+hd9UU+K+OETCn/MFUTlpMVF0BZmUkA05aNtI9cV2c703Ay8jZik6MFRC5zAEHSZUE6U6atvllBxpfghD4ZU3AwCWBeHXtbFSc3obzOAGw0tHxnTSQbqH2zaFYKueVBtXPUlzjCVyvx26Cx/BYfTyrJptMk7L1YGWleIqhSVWcXiE4I8A7CofzgPTUdOAcLra2YMeeZizL341352xH0rv7RLdlY7No6qLIcOkUloAuxbyobW7bgs5/yP5ff2Bv/XMJCHXZaCgGSm+73THS92lvfrvv3eH12wFewna9Q8sFzXYpMb0beNF9X01kvdyTOl5baCj7DPbsJOBXFY9KXK+AjzkOns/X2b7OjjWf19kyr0HPLoIv6SBgpIg9r93ZemfX/6F9nV2X+37o/I723+h1PY83X7ezfTzOc/+tXO/8OdTvmuufytknQI1erPUrxBlmqm7g5U4/6jRhR3OpVDTc6c3HEFjFWneKiJ/gKs5aj1jbl4i2UTi/G+G2fQi37EZ4yhZpij1qcTH+aifoWoBH16Wi/2exRgNsAoAo+BZPFs2RbyELzxLQs+wN3F2RgLtLo9C7OAIDyuNxb+U09C6Jkeo8giwNPggQdEWiH7VbBGH01LSH4Z7iGAxbZ8FDnyejf/kUcawXMqNEZZE0yHABLoIszzSjB/DqjPEieCGTxgI6giE+h2++obnm2JsbBF+api4fL/5dBF6sYOxieHkSOLHiUtKVhikqryngUjew5rrgAkPXbRQT8J5SsckelGwplBeMbgVhCJCUJdO2lEaFStaO2ESAl4AvAyhqps7AHLyH/nMBL3M660aXBXAZAnu6mpNNIbBgf8JLOI6Nl/fitao03LtwNAYuDcLvqm14umYmBuSEomv2JPTIj8DAUpZ/MlVow7BqCwaXTcM9hdHysrvmh6J7Acs2KdhTtCArEwJygoQ965obJCi0T1k0epfFoFtRpJimEqGrvLTKVUvA+SXSwnkdEPp46MnY5jqP/wWwOWgxTegipKpS6M58lV/utpSNs8cJ88W8s0+uqpjwXToOPReNxnP5U7FgfxmOimP8KcB5Qgxl6W/G+FxpOQJH62E4HXSNV2152KC6vXfAOMsEMlpMJ3LiNtUPkmyWaO+c9OAi0FNgT9hHxzGA76b1KAiG21gE0HYJ+xvOoqh8L2a/vx2ps/bBltYA6yz+p3cOibNPI1HsICigZ3XgSSSxnyHnJqNRDnTmHzHv8tVgyxsPo6rV9D0h8KLXlaQLXZ5dTMmZQda1y9qpn6wXtV5KTE/wrDRjZJUYb1Vh+NO8B/czKHAjVhemtkd6XR/n/X78NO/JHHdPQGfe514+jimp+13AywycrndZtQPS9hBX67nikwi8aJDKNOR2JFi2ItayBTE0SbXsRGhqHcbOW4tRWavwl5VZeLpqHh5Zm4JBFQniT8Uehn72SBBs+UqWKFRa7bCqsVtRHALs0cJYdVsVhl6lUeJ1ycbO4l5vYp5Y/egCSxz/VoaieyHH6Hg8XGPFiA0pUsTWo3iyOL9rwGYeX+V8DbA8gZdpXZ+rAZvn3Lxf6aTClMUTs005k8TLS9lFTBAA5pMzAS67CUqCCMDI2hFk6fHeNJfUYDsAyfUcPE+fbxT13cXMV0GwNMT21SasArzcHqE6Fq7rGPe8BnjdLOPF3n5Km8QUlvKtuuI4houOBlzEcRxpOYCUTVn4fWYI/l6ajDf3FGL++S8w6ssPMeCjQAzIj8SQyukYvtaG4WuseGiNDUOrkjCk/E3Zzg7o95Uk4L7iOPQri0Hf4ijclx+JX+XFYWRZIp6umYGh5VNFfM/AkuHqYY8Qpoy+HqRAGQQxazO+XBIMg2ZUQjujlZB+AQbFKvuIsCWHS5ozBP4FIfDPDxFxfffsQAzIDcEvimLQa+kkBGSOQ5fM8bgrcwz8l4xB14/HImDhv/HA4kAE1czHmuatONP2nRittlL3RXBK8f2VI3CymTi1WWQMO+jlSNAlrZikxQ9BFwEYt1FXd1walLeB/ls6/ajeB/3V2LDc6fgWbWiGEw40nXJibW0T3l+8G7ZZu2BLO4zkWc1Ifu8cbBkXYZlzFokZTXgroxF0o7fONhpaSz83Dig3/x+z+4fsp//BvR3Pcn0/4nfmZ283ntc41ytmiqCJ4Mkzdehu+u0JvJhePCyO9mQfKLbXQnpJebNfopEC5zto91k6YCJv5Ngfer96/41c82aO1ffR8xu5hj7HPDefb97OZfO+O3G5o88rldezm400cZPoDOOsexCbtF2E72ZLCS6b19sDY1cBL0NI704/1iM+8UtMSarHlMR6JNBE1VaHiOSNCJtZgzELKvFSTh7+WJKJkdWz8NgGGx6sfhNDiqdgUOE0DFg1BX1L4tG7NBZ9i2MwsCgOA1fFox/HzpVTcE/eVHQvmCzWS5IJstNrSrFbMibKWEcRPlNm2nU+FF1XRWJQWYIArsc3voMHPp2Onnb2JFSZJ4IjDWA41sp4awJXLnsJXtNjuz7ePOez6HU5V7cbMgAQNWfCemlDVbblYT9l2kbk0jrCsJtguz9WMFKnZozh/FzyfOKoTx3X1WCJ68LAEShx2XgWYcgMyZF4gBF4EV8QR/BzFVIrptsiua/pwhrGfW4Z8GJqTLRJYhSqUlwEFRecjWh2NmDDofWYuSYTi78qwxeXD2AvmjHjYAWG50/GgMJI3P/pdAxdn4Jh65NF0zW02iLMF9ONv6yxYvDatzG8OhFDy6dhWMU0vFy3EKn7VyOrYTNyLu1B0slqPFlllTJQvlTfEkUPBtBB10CZOtAMkM7rChImguVLsfPl6ClEXpR4htA3RE/yMpW4nqZtActZxjoeg1ZF4W9b5iD+azum7yhAaO0SjKpOx4slVjybHYfffhKJEZlB+E36aIzOegPFu8px6vsDaG2jz5my4BChPMGSK3XoTvEq5svdVNvFepEdg2pqLYyXkx0DKKA/gjYcBnBUBPhMNTraTqC17QQcOInzly9j++6z+CTnEFLSv4Y17SisBFNsaJ1+Gpb3jKbWc5thmXsMiXMakTSH5pCK8XIPbFenAe7EH+Pr/UyeP9qe69d7nTv1OGUbYk7pakaqSZqRK5f3Q+LAr4Tz5lY7CnypFCSX6f5+RBqY2+YqE1Vz3Fyxl2bQtw7cuq7rIdDW925vf0f79Pb/de55zxu5nue5XDef77nfvO9OXPb8vBIPaQ9GKxq2EuM/C6oJ+tSUfVLNGJO43QW0mHYUAGUI5tsDXdymgRfn1x5TLyJ6Aq/4pF2YbN2F4Bl1GJu+Dq+9X45/LCvACyWL8cyn8zByTRpGrpuJp6rS8EzFXDxX/iGeq1yMZ8s/xB9KFuEF+8d4MWcZXszJwfP5S/GkfQEeKLShV0GcpOyYGvMTx3ZqmxU5ISJ6gglmisgUFYSiR3EUBldNx2O1M/DEpnfxYFUi+q2MRkBeiIylbEGk9dACWgzA4gmwXODrRoEXjyewMQCRZKIIdgi+XObmCnT50jZC/LpYqajGaslCSb9lAiUFKDXYIh7Qy3quAZrrPiyqo8O9+VjdH7pQWWr4ifY7CHTv530FmHGbnQWEBttmpDWvAV7tpba4zZN90evuOavijklPP6ehY2K13GXHMZx1HsWRC/vQ2HIE34uL1xmsPLkNz5dY0HP5RPQsm4y7V8egZ2k8+pVPRf8yhdj7lMShZ3EsupVEw780Shx1uxVHoE9hOF6pnYt1LQdxCJeQc2Y7XqhMQf9lwcpYlSK6Yuq1KIpXVQau4BLNU59lfKFU08pgqVL0zQuEb55y0JfgGX5dKnWomnJymRWN9PJiDtk3exx8VoxF90/G4tGsECRsyMTGc3vRgGZ809aA+kvfYOuZr7C+eQcqm+qwunEjKg7WYNuxrTjTcgiXHQ1ocVBrpaob27OaYIzN28UHzJWGPOoCajq9yI4BBF+SsnQeFt8wR1szWnEB3ztbsb/hIuyrv0Ha/B2wzPpW0jSW9NNIyjgrzu10nE8UkTxNRI8bE5fp6k6BvRowrXNMBpbtVv+ZB1nvcns/6j+rbYbGy/2ZCYgU68XvFHVQAr5mmPVe1HwpAKZAFyscmV5khWMjbHMpplfASqfuCAjkHvKdpDnu7f/uaRDyY9zLe49b/z47fH9ivKx6ytoyyPZTXtEEixiqHkCCbddNW0lQ5+UJugjEOMVb2BKI4v1diLLWI3jGFoxLr8Hr86vwn8wy/DOrAC8vz8NL2Svw8vIVeGVpAUZlFeFfS0rx6gcVeG3hZxg9vwqB761DSFotJqTX4JV5JXgq8wMMzn4D3QvYKDtYHO2lKo/dWQx2i6QE5TRd6ASQH4q+JTG4v/otPELQVfsOHl6ThP5F0eheQNd7piCVLkyfL0yZIeW5BniZAZdeNoMZg10ShkizTJybDFi5TwMiPqsI7UmI0FKCXlwU15PxEsmPCXgZ6/TjJKhUWu8IubZi6xQA06BLwJJmyMhi2YMVoGJFpaQY6TkaKk2vKXm6K0dhAk+8oICYctQXrVl7vRpvGni1NQp7c5n9GakxYo+/K8fR1kowxm3HAcdJmXa2HsKErUvQ/6NA9MqeJD4YPsWsUgiDv53O8+EIyGfbnyj4Fyozsq5FkWIHwd5LPvaJGJYdgcRddmSe3Iw/lVnRZ/lEEd4rzxE68oaLX4ePlIMq2lQCR+aKiJR2EMYkQErKUulGPx4+ho+HgCyXYSorFw00y22G6VpA/iQMLAjFiJI4PFv1Nl6vzcBHhypxjJWJOCWTs+002nBW2u0AZ+DAabTgBC6hES1sIi5WDo2gLs7JSlDdXkjStwr0usEvRfENUgmpLCV0RaO2kqDr/Ak4HRTZk4U8IqnMKziL5vOn8dnn9chYtA3W9+phm30QZAukvQ+ZLbrPc+I2V2sfYznjPCzpF2BJ548eW/zQoZ6TrnB0C+29A8OtHxjuiJiagBcrxaREX4N4Y+6ZdtTpR/pgUfdF8EU7CYIu/R2ktxfjozWGEisNugwfptsdvw4H7h8B9N3uz/Zzub4LsJveGXWs2kRZ9PIeppIAAAFkSURBVK0Gg0pfr7dnHcbUlD3Cdt2opYQ7rXi1nQQrGqOtOxFl2YtoK6+tNF7xts2ITd6EqNRaRKVsQlTyJoSnbEZY6maEp25BREodwpLrEJpch3BbHSKTt2Fych1iLVsRnfIFxsyqxJ/nLcGvF1nRb1k0upLBWR0I37IJ8C+aCD8ai9onCVkhwCM/GF1ygyRV+fA6Kx7fOBNPfD4TI9bYMKQ0Ab3sEdIoO4AEB1vmkNHxkPNwXYCXZ2pRAy497wR4SYqPxxl6M804kUiRexqsFxkmP1o7cByntVPuRBnfqfOiBoypRo7zAorIgpHN47lk+cT01J3WlM9vAC4BSqxeJCtIFlBMV5WVlHK9D4ZP9iT4rQiWyTebvSNDxJhVGmQLIFTO+DzXXwifEE14wSWud23xLngj4I2ANwLeCHgj4I2ANwLeCNyWCHiB120Jq/ei3gh4I+CNgDcC3gh4I+CNwLUR+C8suJAPDjxR1gAAAABJRU5ErkJggg==&quot; style=&quot;text-align: center;&quot; title=&quot;Real motivational stories by ideasuccessful.com&quot; /&gt;&lt;/h2&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Merriweather; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;Have you ever face difficulty?&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Merriweather; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;Of course, yes&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Merriweather; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;We all face difficulties and challenges at some or several points of Vida (life), we all are fighters, and we fight very well. Sometimes the problem of life becomes so harsh that people who were fighter start break, but there are some people who fight so well that they become a warrior.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;And in today’s post, I am going share&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;2&lt;/strong&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;REAL MOTIVATIONAL STORIES&lt;/strong&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&amp;nbsp;from two corners of the world after reading which your flesh hair will bristle.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;em style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;(Don’t forget to express your feeling in the form of a comment)&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; line-height: 115%; mso-bidi-font-size: 11.0pt;&quot;&gt;At one moment, you will be surprised to know about them, their struggle, and at the second moment, you will feel real motivation inside yourself, you will feel your blood boiling, you will realize you have immense power, and you can do anything.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;





&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; line-height: 115%; mso-bidi-font-size: 11.0pt;&quot;&gt;Yes,
you can do anything.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; line-height: 115%; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;h3&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;REAL MOTIVATIONAL STORY #1&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;h4&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 12.0pt;&quot;&gt;CAFU, WHO
DEFEATED DEFEAT&lt;/span&gt;&lt;/b&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;CAFU, who defeated defeat by ideasuccessful.com&quot; 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&quot; title=&quot;CAFU, who defeated defeat by ideasuccessful.com&quot; /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;h4 style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;“If Life runs smoothly throughout life, is not life”&lt;/span&gt;&lt;/strong&gt;&lt;/h4&gt;&lt;div&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;h4 style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium; font-weight: normal;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;After reading this inspiring and motivational story of&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;CAFU,&lt;/span&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&amp;nbsp;you will realize success leaves clues, and we have to follow it.&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;This is the story
of &lt;i&gt;&lt;span style=&quot;background: white; color: #7030a0;&quot;&gt;&lt;a href=&quot;https://en.wikipedia.org/wiki/Cafu&quot; target=&quot;_blank&quot;&gt;Marcos Evangelista Moraes&lt;/a&gt;,&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;background: white; color: #161616;&quot;&gt; popularly known as &lt;b&gt;CAFU&lt;/b&gt; in the &lt;b&gt;FOOTBALL&lt;/b&gt;
world and in 2004 he was named among 100 world’s greatest living players and one
of the most successful player of his generation.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;But reaching here was not so easy for&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;CAFU&lt;/strong&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;, but CAFU&#39;S strong determination and his strong willpower gave him what he deserves.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: Merriweather; font-size: medium; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;h4 style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;CAFU&lt;/strong&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&amp;nbsp;is the epitome of hustle, drive, determination, and success.&lt;/span&gt;&lt;/span&gt;&lt;/h4&gt;&lt;p class=&quot;MsoNormal&quot;&gt;







&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;background: white; color: #161616; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;strong style=&quot;background: transparent; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;CAFU&amp;nbsp;&lt;/strong&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background: transparent; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;was born in a very poor family in the street of&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background: transparent; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;Jardim Irene&lt;/strong&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background: transparent; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&amp;nbsp;in one of the poorest slum(Favela) area of&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;background: white; color: #7030a0; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;a href=&quot;https://en.wikipedia.org/wiki/S%C3%A3o_Paulo&quot; target=&quot;_blank&quot;&gt;Sao Paulo&lt;/a&gt;,&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;background: white; color: #161616; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;and this street of&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;em style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;Jardim Irene&lt;/em&gt;&lt;/strong&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&amp;nbsp;taught him to &quot;&lt;/span&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;NEVER GIVE UP&quot;,&lt;/strong&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&amp;nbsp;and it was a lesson what he carried throughout his life. Before entering the football career, he got a rejection from several clubs, including some of the famous clubs in brazil, but he kept trying and kept believing that one day he will get what he deserves because he learns&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;life is all about struggle&lt;/strong&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;strong style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;After getting a rejection from all the big club, after
listening no from everyone, when normal people lose hope and start to search other
career think about another profession, CAFU kept trying because he believes in his
ability, he doesn’t care what people are saying and in last, one club (not so
famous) accept him, after seeing his potential and understand &lt;b&gt;CAFU&lt;/b&gt; have
something that he can create history one day.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;

&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;But before someone believes him, &lt;b&gt;CAFU had to&lt;/b&gt; believe
in&amp;nbsp; himself that one day people are going
to write his STORY which will prove &lt;b&gt;REAL MOTIVATIONAL STORY &lt;/b&gt;for the
world.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;And after 2 years of his entry into the club,&amp;nbsp;&lt;b&gt;CAFU&lt;/b&gt; started
give promising result, starts winning several regional and local clubs, people
throughout the globe, start to see his game and realize &lt;b&gt;CAFU&lt;/b&gt; is the magician of
football and with all the remarkable action he has in his game he had only one
flaw and it was he lacked the fitness to his crosses.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;But who said &lt;b&gt;GOD&lt;/b&gt; is perfect?&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Other must-read posts:&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;1.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/neet-2020-strategy-top-secret-revision.html&quot; target=&quot;_blank&quot;&gt;NEET 2020 STRATEGY:&amp;nbsp; Top Secret Revision Strategy to become Topper&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;2.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/nishkam-karma-for-exam-aspirants.html&quot; target=&quot;_blank&quot;&gt;NISHKAM KARMA FOR EXAM ASPIRANTS&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;3.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/motivation-for-neet-2020-dream.html&quot; target=&quot;_blank&quot;&gt;MOTIVATION FOR NEET 2020: DREAM EVAPORATES&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;4.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/your-blood-will-boil.html&quot; target=&quot;_blank&quot;&gt;BLOOD BOIL: REAL MOTIVATION&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;5.&lt;a href=&quot;https://www.ideasuccessful.com/2020/08/its-time-to-get-rid-of-all-unnecessary.html&quot; target=&quot;_blank&quot;&gt;IT’S TIME TO GET RID OF ALL THE UNNECESSARY WEIGHT FOR IIT-JEE &amp;amp; NEET 2020&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; color: #161616;&quot;&gt;It was the year of 1994 when brazil was going for finale
against Italy in the FIFA world cup, the world’s most cherished game, and it was
the time when Brazilians heart was beating with a loudspeaker in their heart, in
the last moment one of the player of the Brazil National Team (&lt;/span&gt;&lt;b style=&quot;color: #161616;&quot;&gt;JORGINHO&lt;/b&gt;&lt;span style=&quot;background-color: white; color: #161616;&quot;&gt;) hurt
his leg and went back, and the next moment in the place of &lt;/span&gt;&lt;b style=&quot;color: #161616;&quot;&gt;JORGINHO&lt;/b&gt;&lt;span style=&quot;background-color: white; color: #161616;&quot;&gt;&amp;nbsp;next player who was going to replace him was &lt;/span&gt;&lt;b style=&quot;color: #161616;&quot;&gt;CAFU&lt;/b&gt;&lt;span style=&quot;background-color: white; color: #161616;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;In that match&lt;b&gt; CAFU&lt;/b&gt;
was not playing as the main player but he gets his chance his opportunity.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;The fact is destiny give an opportunity to each and every one, some
of us use it and some of us lose it, but the one-time opportunity must knock on the
door.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;But &lt;b&gt;CAFU&lt;/b&gt; was not among those players, who are going to
lose this lifetime opportunity.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background: white; color: #161616; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;CAFU&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;background: white; color: #161616; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt; entered the match and his stunning performance
made &lt;b&gt;BRAZIL FIFA WORLD CUP&lt;/b&gt; winner of 1994 and this was the year when
BRAZIL has become one of the most successful nation of the sport.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;And now &lt;b&gt;CAFU&lt;/b&gt; is the new face of FOOTBALL and became
one global sensation of winning, the new face of struggle.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;And next time it was 2002 when BRAZIL win the world cup again
under the captaincy of CAFU.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;span style=&quot;background: white; color: #161616; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;b&gt;&quot;CAFU, WHO DEFEATED DEFEAT&quot;&lt;/b&gt;, his early life tries to stop him but
he doesn’t stop, his friends tried to stop him but he doesn’t stop, several rejections
try to stop him but he doesn’t stop, obstacles in his path&lt;/span&gt;&lt;span style=&quot;background: white; color: red; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;background: white; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;try to&amp;nbsp;&lt;span style=&quot;color: #161616;&quot;&gt;stop him but he doesn’t stop.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;b&gt;&lt;span&gt;He struggles, he smiles, he fights, but he gets his RIGHT.&lt;/span&gt;&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;CAFU is one lesson for each and everyone to learn that you
have to be stubborn and willing to conquer any obstacles you may encounter in
your journey to success.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;REAL MOTIVATIONAL STORY #2&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;

&lt;/span&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;TOMMY CARROLL, THE BLIND SKATER&lt;/span&gt;&lt;/b&gt;&lt;/h4&gt;&lt;div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;Having a physical disability is one pain which can’t express in
words. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;Sometimes these disabilities are irreparable and basic things
in life become very difficult.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;But here I am going share with you another &lt;b&gt;REAL
MOTIVATIONAL STORY &lt;/b&gt;from another corner of the&lt;b&gt; &lt;/b&gt;world of one such person
out of numerous other examples like this, that despite a physical disability
he is history creator, he is result maker, he is an example for several people
throughout the world.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;img alt=&quot;TOMMY CARROLL BY IDEASUCCESSFUL.COM&quot; 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&quot; title=&quot;TOMMY CARROLL BY IDEASUCCESSFUL.COM&quot; /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background: white; color: #161616; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;TOMMY CAROLL&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;background: white; color: #161616; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt; had a most inspirational history, at the age of
2 he was diagnosed with cancer of Retina, his parents, his dreams start
shattered. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;Can you imagine a 2-year-old boy?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;How painful it can be?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;He survived this natural calamity but he became totally BLIND,
colours become meaningless, walk alone in the street become difficult, do things
like normal people become difficult.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;But for &lt;b&gt;TOMMY CARROLL&lt;/b&gt; this was one small obstacle, and
nothing could stop him to start his skating at the age of 10.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background: white; color: #161616; font-family: Merriweather; font-size: medium; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;&quot;&gt;Like other people, he can’t focus on what he can’t do but he
focuses on what he can do.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;Strength does not come from winning. Your struggles develop
your strengths. When you go through hardship and decide not to surrender in any
condition that is strength.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;&lt;b&gt;TOMMY CARROLL&lt;/b&gt; proves his strength and today he is &lt;b&gt;one
great skater&lt;/b&gt; and if you see his Skating it seems like he can see
everything.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather; font-size: medium;&quot;&gt;It is difficult to imagine those hard days of his training,
how many times he would have fallen, how many times he would have wounded, but
today because of his immense will power, the strong determination he is a sensation
and an inspiration.&lt;/span&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;TOMMY CARROLL&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dzNBUXau3oJxjtPHYg6cs_HPG5xQuo--iuTn_mjgTSjYdppzVHVoIUPmiG-R1C54jzmDjb8yHJHP5hCvd_n8A&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; 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style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;6.&lt;span style=&quot;background-color: #fafafa; text-align: center;&quot;&gt;&lt;a href=&quot;https://www.ideasuccessful.com/2020/09/unleashyourcreativity.html&quot; target=&quot;_blank&quot;&gt;UNLEASH YOUR CREATIVITY&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Merriweather;&quot;&gt;Wish you all the best!&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;br /&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.ideasuccessful.com/feeds/8040824870160780448/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.ideasuccessful.com/2020/09/real-motivational-stories.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/8040824870160780448'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/4376441628931730348/posts/default/8040824870160780448'/><link rel='alternate' type='text/html' href='https://www.ideasuccessful.com/2020/09/real-motivational-stories.html' title='REAL MOTIVATIONAL STORIES'/><author><name>IDEA SUCCESSFUL </name><uri>http://www.blogger.com/profile/04537610076935077434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_MixpLtcraDH2vn0oRe0aTw8TLK8tVAJnVpiGBMVmHhAQwny1wUDYJRvLXyRcZa6V5w9FllP-DPvsfmyQuQDYVcHSXxImoE3TAn7sQRgwNFNGfV9dkupbI8gfzkskD27JW2H2PEEM_dG0qq4MHxFuRbFNXXqP0GWNT4RAl-OQWQSpXSM/s220/IMG_9335.JPG'/></author><thr:total>2</thr:total></entry></feed>