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	<title>&#124; Pakun Co., Ltd. &#124; บริษัท ปคุณ จำกัด &#124; &#187; Essay| Pakun Co., Ltd. | บริษัท ปคุณ จำกัด |</title>
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		<title>How to write an honest but effective abstract for scientific papers</title>
		<link>http://www.pakun.co.th/2023/02/how-to-write-an-honest-but-effective-abstract-for/</link>
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		<pubDate>Fri, 03 Feb 2023 17:01:21 +0000</pubDate>
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		<description><![CDATA[The Graduate Writing Center What are the different types of abstracts? Tips for Writing a Literature Review Abstract in APA 3 Decide on your takeaway message Why write an abstract? Research Papers Did this article help you? How to Write a Good Abstract for a &#8230;<div class="continue_reading_link"><a class="css3_a" href="http://www.pakun.co.th/2023/02/how-to-write-an-honest-but-effective-abstract-for/"><span>Read the rest of the entry &#187;</span></a></div>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;"></p>
<ul class="toc_list">
<li><a href="#toc-0">The Graduate Writing Center</a></li>
<li><a href="#toc-1">What are the different types of abstracts?</a></li>
<li><a href="#toc-2">Tips for Writing a Literature Review Abstract in APA</a></li>
<li><a href="#toc-3">3  Decide on your takeaway message</a></li>
<li><a href="#toc-4">Why write an abstract?</a></li>
<li><a href="#toc-5">Research Papers</a></li>
<li><a href="#toc-6">Did this article help you?</a></li>
<li><a href="#toc-7">How to Write a Good Abstract for a Conference Paper</a></li>
<li><a href="#toc-8">Writing Your Abstract</a></li>
<li><a href="#toc-9">Tips for writing abstracts for conference papers</a></li>
<li><a href="#toc-10">Topic</a></li>
</ul>
</div>
<p>Although some journals still publish abstracts that are written as free-flowing paragraphs, most journals require abstracts to conform to a formal structure within a word count of, usually, 200–250 words. The usual sections defined in a structured abstract are the Background, Methods, Results, and Conclusions; other headings with similar meanings may be used . Some journals include additional sections, such as Objectives and Limitations .</p>
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" width="305px" alt="how to write a good abstract"/></p>
<p>If your data are incomplete or still being analyzed, you are not ready to present your paper. Since you want others to discover your work, select keywords or phrases that capture the essence of your research. Hence, the challenge is how to make the research abstract as short as possible, without leaving out the essential elements, that will cause readers to read the paper. The abstract <a href="https://andaluzadecorretajes.es/pay-for-essay-online-fast-cheap-and-easy-like/">help with dissertation statistics</a> serves as a teaser, a taste of the pie for readers to decide whether they will read the whole piece. In truth, we can’t afford to befree ridersas reliable and rigorous scientific publication requires time, money, and effort to produce. A candidate paper for publication requires intensivepeer review, editing, and formatting to make it worthy of publication in reputable journals.</p>
<h2 id="toc-0">The Graduate Writing Center</h2>
<p>Usually, you will be required to write an abstract for your paper when submitting it to be graded, added to a journal, submitted to a governing body or to enable you to speak at a conference. The conclusions reached or, if the research is in progress, what the preliminary results of the investigation suggest, or what the research methods demonstrate. In the video to the right, Kendon Kurzer, PhD presents guidance from the University Writing Program. To see abstracts from previous URC Conferences, visit our Abstract Books Page.</p>
<ul>
<li>You may think writing one abstract will suffice, but it is often better to have several versions, depending on what you want to do with your paper.</li>
<li>The results are arguably the most important section of an abstract.</li>
<li>An abstract is a summary, and as such should not refer to specific points of your research other than possibly names or locations.</li>
<li>Each word and sentence must pack a punch to gain maximum impact upon the reader, so they can fully understand everything about your paper.</li>
</ul>
<p>Like the title, your abstract influences keyword search results. Readers will use it to decide whether to read the rest of your article.</p>
<h3 id="toc-1">What are the different types of abstracts?</h3>
<p>Do not try and fit all the findings of your study into the abstract. Focus on only the most important results and then formulate your abstract around those points. Remember that one of the purposes of an abstract is to convenience the audience to read your paper. Stating the most important and significant results will help to engage the reader. Although concisely written, the abstract captures the essence of the study. But it always pays to read at least the method or methodology section of the full paper. While the study’s results are highly socially relevant, you might want tocritique the paperby meticulously examining how the data was gathered and analyzed.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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yCauXqirFsSnHnmqoajlxAXuAzn+dLPBlzT8DmWHrWQ0qAi4Qm1Ia9pIaTnJSgnjmotM9523MLUkkodAH41v3lC5Oj0FH3m1gj8ahYHjO2Bz3hv8TgefepeMYMhLd5lfXKQ2B8Rjtcl15pxxQA2cn8qdbTIU+vYvBAR6Uh2BK/Z5CVZKiP0pzs+9p5JcUANmPyrVfZnImcN3eIiy5TyLg+wCNiZCgBj41sNTFx33mkpyClJqMubchOo5SGkkpMknPlit6bDkB9TrRKspT2oIX5EdUGPtMs6S6iS0tPcg1ndlLQ5FdCPeV3Na12jSQzHfbG5XIIAr6lMyTGivDJUg8jFAK57kirD2MmCX5EKXK2ZDaKjb5cpDdntJUkDc6gZz8OKkojsn+zFwSeFqQoAeZOKUNSOXFVotSG2lLW26kkAduKhaV+RIqGDngzL1CiuTDFKuQpBGKWbBIuGnZJUkqVHPK0eWKbdSOvyG4TiGFqUkHIA+VaTFrfuL7TRYWN5AI21na1lNaoSDHaRSlrvzJEw4eo4JmWlxKJGMlsnv8KTXGXol6ZbksqQ4lwZyKvBnp3FtlrZnW9wNyCgKWPI+fNJl8taLlJw/G2yGlA+IB6VkMPQzjqaqMbuxzGi8qBsEBfn7tC7jZbfAcl3UpGwe7uPBNfF2bUNPxAo5KQkH51GajtMmZZ45bkusKWdgIQTxgHOB37fnUtAcDMjrgd0TNaarfvsvZbn3W4yeG29wUEpHlnAz8Tgc54pZt5CLg2EKWpaMrUlHBUTwB6d6lJNudtzilyZhcIOAVgEq+mMirN6C6I09J1XHuesoKpsZA8ZTCDs3HIISSOw4GatbgvErKhPMZ+hH2eX9ZNzdVXmaWIEdJWFyEHLqsZ2o+A7HypyGhmEznIdulLaa37XCj+LHbjt8auO+9R7Q3pVOl7DCajxxnDaVHCPQIHkO/wAOTjywu6ahblJecQcOKz286o66wVDCzV8XpWvYvYMCfej9IezhCQsnafeVt7n1qz4Wl2XGwsgLJwMY8vjXlhgIbih0tJR3x8aZrSyVJ5JAPesCy0kz1VNCqMATyLpm2IQHn2WwtPOcVNx4cVMYIQ0nb24GBWJUJxbrbDWVZ+tMMK0ksgPAA+WciqrFjzH7VWKN0tDEtK2UMpSVjHbgiudeun2cYmo2HL5AheDcGBuCg3wo+QwK67csildsKA7BIzWOTam5cMxnmApKxgpVUqr3pbKmJv06XrhhPyD1JYrjYbktqY0pt5Ki06gNbeOeQfM+dbWmNRLtcjworqlLUeNxPAzyB6f866w+0h0T9jlOXuLFC2nl7198pHnjyzXI71qlwZjobRsQHDjCSTwec5r02n1C3rmeR1elOnciXdD6rWVqIzGluhLpRhWeKr/W+prbc7vEbiPbt7uMZ8uKU7pbHHVe1NulaSgFKMfdHwqCt9uli+RZDjboQhzuQceVWOMGU9hyDOxeiTkZF6jvTXiyhCdzZzgBQ7Zqz9WXBdyuql+1h9ttISgjAA9QAKqPpI2xJmxmpT/hsuKAWcZ49avHWmi/7NJjPMJJYeT3Kt20+Q+Ga3PHV2toPp+0HnmZ+tdF1XPeImKR34rA6g4yKkFIB8qwra9aYtWYpnladXMo0y4R5g5qk+krYc1agHy4q7+s42aZWCccGqa6MNb9VnI7AfzpFifyAS3W39uxnTAbwkZ9BQ22cHittLIAr1lj3FHFXhXM8tIaYjIUK1nWv3QqTmNcEYrA8wfDHHlXfTnN8g32+O1ashBDP1qUlMkDtWpMa9wD4Upq4xXi8pH72tSSnCj86lS0PEzWjKR7ysDzNV2SMDZlVdWFFENtCexIquITSVRkE58/51YPVw5SygnHbik22NgwWjjyPl8arsuTLtbbUBjSylcvTzsdsEnggfUUpLeXDWqNvxszkZ86etIJStRQtO5J7g1EX6wwg1cJi9odbeI4Hbk1lUdsPzHXvsAPzF1i73aO2XENlKVfnW8jV91ShKy5tIGMZr2/lDNjhOMADcQnOPKou26flz7uhLrv7he3H1p5RmXOYsXBexN5OoZTqjIcaG7OSfWthvVEt/KWmSrb6U4r6fwGG0lSvdKecisd96eRLXbo10iqwlawlQx3ziotQ23ex4nRqlzsAi2zqaZJHgqZCtpxgDmtj9sXRRDaYKwPLcKmIelolq1fBbZTubkIClAjjOas7XVhhQNNNy48ZKVpAVuwPWoIgsG4NOvqGrO0iUm9qS5RlCM+yG0rzkHivhOoJ81xESJC8dWRtSnmpVdnbut9jpnqCWVDPapjTluhWXWctuIhK0NNpUkYzXDSCcAxr2NWocjgxYlTtUsPtR5FlWhSztQFJxmmiJpbqE+w3Lj2lCUkZTkkGpC5ajdvl/ZbfjIa8FwhGAOcGrvsrF0ctsbbt2lsH7tVrf4zgxiElNwnM2oNSa5sbhgy2leIg4CRk0mztf6iFwbjSmAgqIJBTgnmunJ+iJd81moGKFJThSyRxnNUz1PskaB1GEBbCQlDPbHnurQr09bJknJxKTahw+B8yfmPmRpqK4vAUdpNbclZmadUlhKkvNMhKlpIBDQ5I7HvUbJB/s2yE9kkAUxSdLuQtDI1Am6JK32kp8FJ8lHgHn8RS9BQ9qPsHWSf1Ha11UjPvKrt9tbfnoCsqSlW9W7knntmrZ0g2Ie57dtJ7kcfSq3seA6oH7wWQfxqxbWT+7bQTjGSKVacGO065AEbLSp2VLSR90KAznuM1dGlkqciNtNtA4wCSO3xqodNuMsTUNpTvCsHH9Kt/TPjKcaRuxu4OAeB6Vk6kljzPTaMBRxLQgwVOwktoRlKADkedTdv2soU0pACgM1h0+y+GNgKQFDbgjuP6Vr+LLRLWvxWQoHZjk8VlE5mkGxHGxMLecD6Ioyk88dx60zpXvGxMZvv/Enn+dKenFuPtKDc0qHAV5cimmJEQlaVB1Sz6GgcSFhHc22oalIAVFSB5bVf0rXkW4JOQntU2ylKEA7cHHOK+3I6JDQdAICxkbk4xUGTMreqRK06jaXTqHSzsARWVLHcqzkcE8evIA5rgLqf05l2Ga7PgxUuJUvclIb7Kz2+v0r9K70yr2N5CGgTtyMjIJB9K546oaQjTYDpfho3KWptasYHJIAPmOdvb0qzorfTbEqa6v1EzOA9U3mFpW3x3nYoSpzc2nI+9yT/AFNL0C+zbi8xtYbShxQ2nzGacftX2yJbHbJDgp2pWErWMDIVzkfyP1qE07p8JtcSaEYV7pz8q9rpqarNMbH7xPHXXOl4rB4zOhekVsuBgCcqK54GMeKRgfSriuGpbteYbEGe4lTbPPupwVH1NVt0m1HPNhNmU034aAUb9vZJ57VY8aNHXD8VS8OeSc961vHqF06ituCOf3Kut5uJcddTQ8LzxXwtrPlW8hvcCcdq8Uz8KvJVKbPKi65p8PTS8+hqpOhrPiapcPcDH8quHr62UaWUr1TVV/Z+Y8TUbq/Piqdlf9yqy+jY0rGdMGNgdq9bYHhq4qR8FWO1eJYIbVxWstMyjZF+WxzgAcmsD7X7sDHYVLyWDvHHnWvIYwntXTVDfFyW38K0ZyBgcY4qamM1HXBs4+lVbK41Xi7sypXw5qPkpyon1NTHhHK8elRclHc1TdcR6tzKR6xPbZLDYzkn+lRFojJNtYOO6c/nW91jWr9qNtp7JNfVojAW2P3+4KobcsZfyRUMSR0a5h7Hnzx9DWXVrSI0W4kAHesKP5Vp6UWEStvooCs2rC44q6NFQ2iOFgfHH/Ksan72lnU/asXbk2Jml2VH/u1Dmtizu+EqK4DjBTz9az6TiM3i2NRHicOLSOe1MWu9KxNKuwURSdqxmn78KQYkIGYCMj8vxIjClK49T51v6hSH9HMkHJQQcD5ilduYiXbmWWVe82RuzTLJJd0g4jcMoB5p5GaP8SscV3lfiQFwdLOoLJIWTlSMc/MVY2sXxJ0uUOJOCM/TNIKrzbogtcidHClDCUKxnGRT7fXGJGl1OAEoUg7ao6bArlrVEh/3KlakR0XuED2OB+db8d6Nb9ePJcb9x6OD9aX1q23iIrIIC8YHzrLq+5t2XV0Z5RJL7AAA+dNC4YH5EfqLC9SqfabsdAd1AHE5CfHyB9a6JtGprTb4cGFNkpQ46AEDPJrnO1K8WemRu5Ks/DvV82aw2W9QoM2cgF6OQpBNVNUV9Y7jxG1ZOmUr3mNFmnIbv8kJTuChkKxya5w65+ytdT0vbkje0ckn410JHUzH1OtAO1sowATVB9bNLLv+t0yUOqQW0Ee6fLNPosWtCzdYEo3fd/mabpCtLgpxwRjFYFS5Crc20X3FNJwQgqJSPpWdxhUXTIjqXuLY25rDZ3ozTTapqSUYOKXovrztOMy3qscce0iLWjbNkBKR9/dx5cVYdjbUpAUltSl7QO2cUnRA2/qFxptsoS+nckEY4p/sE9mC8tChvSOyc4GaneuBkRukPODGGw2qfEkpdkI2BYBSfM5q6tLsKbYaeSCSTyoZqqntSxorDT8mOCtScIbSrKlHHpU9prqLebejx3LW63HSQcLTxisq1PUE3aL1qOJ09pRkS2hsWVFIwcHzx5ioVu0pkX1/xVuloZSfewM0p6C6uWKXNUlDyEKdwVozzVl2WEvUBelQyr3ypaSPIbsgVnuhrPM0a7fUG4RgsiIsOG3GYSlISQSOPxzU87eIcYD981wOTuGB86qbVmntVLBbsdy9leI98klX4AdqQYN91BDvH7Lu2oFS3Gzk7ITjifkVJzQo3DicdvnqdRQLnFmZIlJ45O1WR+VS3iOBPvEEd8CqT0tc3HHFBhba3TgBCCpJ+ZCgDj6VaECfIQhCJTa21FI3BWCPoaiRjiLdAeRJK4APMjI24PcYFU9r1Mdx2W28AF7UhCt2DknHP12n6VbynUvMkggg/l6VWOsLU7eNSNWWKFJXKcYa8RSfcRuyFK+nHFKXhotxuXE/Nr7aLiP7YWyMHNxBTjHY8fe/pSzYru8mFEtyexA5Nfotq77HPTS5xpF81xp57UkteWg448W3G0qOSWtvCVDuPXtnmuAupWgnOlfVS5aKblrlQ4L4XBfXwp6K4N7S1D+8UEbviDXtfG62q/TPSuQwGf3PJ+Q8bZp7U1BIKscce06B6D2uPcw6iZI8HajKVD+I57VaLNlkOSnWIhDqGf4s1UfRVLi7atzGcDA5x/13q5LRLlQQ4WMe+MEHz+Neo8UqHSIpEwte59dmzNf2chRBQAQcEDtmvfZh/d/Kt9LZcUVkDJ5OPWsqY2R2rXSke0oGyUZ9otrZpYnsAKrT7N0Yu3x87SeRjirT+02nwtNbQOCBSD9lyOXbvIcxwDj41nW1Z1oE0K3xoSTOlTEr6ET92o48vSpX2Q7c4rI3C3JV2HzNbi0cTEN3uYpyYuV9vP0rWkxfd7UzTLaUkEFPf1qOlR8DBTig0YkhbnqKc2OAoZFRNyZAOMeVM85lIWM4FQ1zaQr3gpPp3qlbTxLKP8xTU1jxPlUTJRjORTC82EhYyDmoSajalXPYVmX14Eto05+6uRVG5Ie55UR+db9rjkW6OAD9wVg6rPtuT22UqBVuBx9ak7agogspIPCPKshASxxNJ3wiyF064pExWMfeFb1+2uzJuHAQ5Fxx64NQ9sf8OS5nKfTFRl9cv0JxyYoqDKhgKGcBNYKMFuI+Zo2ViylZKdPniyy34ox4boIqzeq6Wp7NofQtBBGCAee1Upp2Tc1rWltYbTnIJOOabrx+2nIEeQJRk7DhCVKzt+PFMZyHwR3FLWCoYGMiGo0a2KW0BvAST9RU0ypbujpikFJJScDPJ4qtbY1rO6uLZaAQnAynnn6V5Ou2rrPutj6gUryeM8CrAtcp6YErmpPU3lpguVyuE1m3NrZUPAdHO3HHxq3H7oz/AGPBLwKw0fdz51RUrVc2MnwpCEEA5BxxmhrqLLdb9m5KBxjPFV9tiKPpj29K1u5PQH5Em6x5C2SEhzt9aydWY8uTqO1Ow2AsFoAkeRzUE1qt4LTsQkK8sd62ZOrp8pSVPICloHu+ZrvrsMADqN9FWAG6PzGnJtqtsae6pBC8EpzyKu/QlwgCxsiU40HOMhR7VylK19fnAiM46otp5CVA19tdQdRNI2szFpA8grFUrKrbX3GWa9iVCsTorqJdzG1A27AlgJUnCilXakifNVIn+0PP7/cIJJ5qoJ+vr86rxHJKnFgZyrJNQE3qJf1K2qkEAemau7Xs0/o4lG2pN+7dLoujyV2p1CMcnI5zWFWnb1D08zeZENYiOYCHMjHvDjjuKh7TKcl6TakrO5a05Jqec1ZeJulWbCt8GM0RwE+8QO3Pp2/Co+PWtFdbOx1+43V7spsmSBeW9Q3+AhqzwbeLTCVHdVGb2l/H/eL55Vz3pp0Kxb7rcnHpb4bYSpSllwHaEg980raJQE3STKCAouRyCAOeBW3eW12+K1DiIWoyf85tIAx865YQy7RH1DD7hLzs/ULRFtW5+yYbEeMn92qfI27nPLKN33R+dS+oLt041fZt1nvkd2W22VqWl0kKxwfvAE8/TtVDQ9HTtRW8xy44leUlASj3W1Dy48ufxqw7PEvekdJfsq53ZlyKxFfjxInh5THS+sLdxnBJUpKe/bFUjUoPc0lusI4UYlSXW/T9N3pm4W6StK2Xxu25AWnNfox9nfVEe9WFl9RAW7HGPngf1r80LxBaTLWlpay0FbsKVkZ57eX4V3b9lNbytOw3kr91LQyAfnSPIqPTBEteNBYsDHDqxPvNviP3C1IC0ub23FE4DR7c/wBK5vvd81Rp2zo1BbEomt+1eEStSg3nGcnBB78d8V19rCwqvMdUFp4tKdUVYVyF8edVOjp2mLcV2q+WxDzDqxlKkhaFp+RBH41nae1RwRNC2psfScT3o5r3Uup9OmTeYmnblCYtzc2Qyw+43LYfU4pJjpQsne4EoChtODuAznirw0re2noiYswPOR3R4jK3khLzY8kLSfMdsjvzmtXQui9M6fihMOxR4raUgJSy2hPHfukZ/KpmXFt89e6PGTlQ4Un72O/9a5e4LZSIpVuVck/mMCmo6mg40UpChS7Pt+7UFsnocCfCfQCSnI+9nBPlkZ/L0qYitmPB8J07to445FaqQmVNhRVK2hSyVYPkCMfXJH1FJyW4nCu0HEx2/VaNX6anXG1uueC284Ay+gZAB2kpx3B7jNfnD9s6KlXWu3yEEFRtKA+QMe8JMgJ/3Nn0xXbWlbkzH6jXqzWRxS7UuQ6pbSfuN5B3Z9BnPHqa/Njrx1KuOuvtCaolpQf2WxcHLfCI7FmOfCSoeWFbCr/xVreLZldmHxiK8xWlOnWk/wC4gj8S++haT+xCdo5Gfxq4IbISUlacpyM/LNVR0Gb3afCiO4/rV76a03c74h1yC0kiP98qOPp8Tjmvqfiav7dP1PmfkbMWtmE9MB7wvYGggJT72B3NYURCfKt5ERTalNLABQSCPQ1tNRuO1byUg8zJNnM5w+1O34On0IUO+KUPsoQyqZLX2yrj07U8fa3bAtDKTgZI4pe+yfEcVGmqZxvCjjPyrLevPkBNUPjxxP5nSZbaKi0lxG4eQVWg9Z5OSUuEfWqs0wx1VX1SmftBGLHuHhkbs5zz9KvswzsBUnnHpWzWgtHWMTEazYeIkv2aWTy4ePjWF6KpCNpOcU3SIuM8flUTLigA4TgfKpGkA5nBcTxEa8xFOZHIPwpYmW5xIOXMD8afbmzgnIpYntgE1QvoBOZcrsic9HLQKSrdznNQ10GxCv8AVOaaJqOTxSxfCEtr8sJP8qyL028S/U2ZzHrV5yRrBLJVlKXBx9asGChSYjSQgfdHeq5vhMjW+Bz+8FWlHYww3g8bRWTSBuaad/IUCVzEUkTMHJ5qY1Q6zM0lIS2lO5pCj8RxUGysJmkipCdKjsWaSypOVOpKVD5g15O1R66sfabtK76WET9GGYqSvxkK8AqwlR7VaBSBakFOMoIBPlSdpc77CsoQAGljnHPFM8WYhdpeZCsqBzT9RkurD5idO38e2TekpZE8cpIxzxURrtki8sL2ja5vQcflXxpuUpu4p57HH41Ja4SP3czbnYoK+GTTt38jASgy4JilZ9Cw7nObh3FfL2VAZPrU3qvprZdNx2/ZWRl3jPfmskOW2i8W+WHBnBApr1mh2dFjO5JwpOfxroJFmCeJYCgpnAkJ0z6eWK7qcVcI4KkdioUw696b6fsdqFzgxE+IP4ay2ePcQtmPaXUtKKeaza3av0Cxb7tLS4g4yPLvVUsS2Y+qvDhZQcvT1+1LOdFtiFCGjtJA4+lYWNNXW3yvYbiwtK18BePKro0hKQW8sxCArgq29619bNBpSXy2kng5x25qaX7n24hbTtPfvK2k9O5kV5pCny6qQk7PhxTNoPo7DvF6TbL2pPvDnH/OmC4OJbmWZ0djjk+uBWjcJmpYWt2n7W9sQpvk+lWKWL8dcSncuzn8zf1PpuJpVD9khq3NMjCeam+jGhtP68VPhX29m3pjNpcbCVgKXwrJ58hgfjS3dZVwltzFXRYU8nnI86XYStsXcnggkkgfpSvHMlV5a1dwB6j9YrW1KFODiNdvSq03xcW3v+O02ZTHjoGQtIOAoeXJA/GnfS0GBfYinZjiP3R271EZPFVvari/Ct6m2kJUh5xCV5HIGc9/nipDR15div8Asm/Pvd++COKTb9a5Xjn/AIl7RgKQG+JZAiyrTI2RFOobJ7oVwf5Vp3uRIeaU7IdWdox7xycUx29Lc+OCcqGASPMn1pU1iTFYeSWyk/w1TXJPM1XpVVyJXzyDcLmYzYJIV5V3r9mm2uWvRUdtKCHVDkn05rhTSEdDd+ZnTyNjixx5BNfo50bNpYt1tWtYQwpsApChznz/ADpXkBlQsb49wm5pYESIZACJCcqByg5wSfSsNxtbqjscbBKRxzu20wXBFgnD2e3XJpD3ZA3YV8/jSdf9TO6SvDUe5ErYeASFqyUpOPX41j7ds0ks9SZXHLjFbDbbx2YwoIGCqtqww5qnlv7DsUAByeDUhCdgXFCXWXEK3gKwDnvTBDitNISUL784HapCrPOZJ7AgxjmZmIwcjbVbcgDOO9JTz4VqERTMMUJCkpe7hKjkjjPkUpNPighthak8HFU/1DvTulbdcNUIaW+iE43JLWdu5IBBAV5cZ/CuFSzBRKIsHLMcCSN8/Z2g+n10kQ5JkvxYq98lQCfEcVwnOPPcoV+UOs4DcbqJJZab2oSoqB9fU/Ouu9X9d7t1ElJ0xb7Yi12VpRkuNIdKlvOZyN54G0d9uO/JPArlbXzzbuvJHACtx7V6PR0+jQ2Ryf8AyYvldQL9SgU5AnTHQZsf2bSrBwcD86vTTt4udoDiYD2zx07Fgjj51S/QhojTLRUAkHGT5Cr7GmlRLa1cxJQtKiklI7jNfUvFVkUJ+hPnnkXHrN+54iK9u3PJOVHO4jvW22yB5Vk9pckhG9KRtGBgVstNZPatxRiZLNOW/tgpUi3x0+ZUntR9jyClyBJdKfvOE59OKyfbCOG4rfkFipn7G0I/sZ5wp4KlYrKC58gT+Jru23xg/JnQ7dtjoWXgykLP8QSM0PxVf3DU2WAlIynmo66OSIyAUNlWfhW2AMzz+4nmQUiKeSU4qFnM4B4pgRIfecKXWdoI86i7mjG7AqTLmSVuYkXVvJIApUuLagT7p704XNKlOOJHcdqSrs5JbdUCeKz7wFHMvVEmQU5BSCog0l6idAZfPPCVfyp5nZTF3q5UeearzVTpEKUsYztV/I1g6nma1M5vSPatdKIIwHCOat+OhKWEJIPCQKqHT6RI1o84onKXTwO3erpYaJaSceVYtXuZq6g4I/Upl1WJKSBjJrDdXFhCk+9yn8a+pisOJPoRWO5LKgV4ONteS1Gd4InovH/UrAzPpCSgWSW0VDIP3c8+VMVrjtlp8JyTzxVT2Oc81e9iXlhoqwtHyNWlbJW2YtsA7VpqxqkIAb9SlpyDkTHAcejXFtSM9+RTVq5tb1m8RQ5Lefrmk1UjwpyPLaefxp3uriZenUKSk9ikk/Lipsf5VPzK9owSBEW1vlwxXHM723BtA+dW29GMyAykk844qlrW46zNbBSVJDnl2GDV6e1JTZYzqEAqAGcUWnkEQq+3Bn1Zkqi3lhvJGBjNbXVsePo50qGClQ7/ADrDFWlV0jPLwnOOKk+p7apej5DbLWSU5FVVOWxLijbaJDaBisr0+ypSE9xggfKlzqjLiQn24a1BPij3cnHOaYemr4XphoLyFIIyD3xSN1zYaXOgSFKI2r4IPekacn1jLWoGf+Zkuy/csa8/xpSfwqSvM2NDujLruzcGxhPGT2pekPKdh2lxQ90Oowawa3VIY1XCko3lnwRkeWeK06DlgfwZnvXvb0/kiSdzke0+0vpQpIWnOCK0rRemYthkW5UbcXtwC/Qkf0rctrR1FJMNtSGlOkISVdgK1tQ6af0nK9gdkNv70eIFJGCM/CoaI2gNqFHEnrq1rK0k9f8AkyWdwGMU8DJxWNkm2XtTYUQUr7A471js0pcdsvpVtLZ3ZxX1eHvFu6JJGFPpDm4qBz6kkfGq1Jyzg/MtE4CNL00LIbmNso3JC1pyOewA5BrX6ltwWIoSpKC4oEdqWdB30Q4qpLi8bU8fDFL991BdNT3OSU7/AAkLSlsHzJNJYYeaZ1CtUF95FBcqa0bNDiEOIyUvtkjw8evlj511n0L1XMtdoiS7xOZVFgpCZO5eFEcAbc+fwrmLTNtkMz3gshO5JbCldiSoAj8M1ads0/eblakwrS8Cte1wt7xg5OfX5UjVMbBtktJlTOsXtQ9J7ncmLo/GdM5tvel9Lqsp+AwQAabpr2ndX2d2I8ttxhTYRyolXPY89iK5r0l091RJWGJcmGypYGUrfA2keQNNN5ia30qHZyGt7KEJTubWChZwB5VjNkHE2lbjJlmaQauNimKtEiSXENHDMgZw4j+HnzIq0La88sJSN+3PmTmqC6ddTEXKUqHdkqLzKuQCNxGc7vj/AMqvy0yojjKHWn07V9j8fSuizHBkLmyJKSXSGyN/cetVP1xZjPdMtQOtuFsttoZd2jvuyAP97v5EVZFympjMlaiCBzj8uKpL7QGpGIPTS7yEuYMqTHCdqh7p35OR8Qnt6Gm6b6rlH5mXqcrSxnJthtwi6hk4cBw1kHNUbqiamb1CmhKR+7URwO9XFadS2+Pc5cx6Sj32sAEjiqUkNJd1zNnJWFNvLKhz8a9UuDSR7zztob11xO1uiM+OzoJmGY370jkkYzVo22VJW0lhxw+GPupKuB8hVS9H/D/szGTkZISPwq/bpqu3Xq3xIES3GOtn7xwABgdhivp3jv8ARQ/gTw+uOLWH5mGKO3FSrCOxxUfESCE1KNDJABrXUTKsPM5S+2ER7VFRjj0p4+xtCI0kp4p+8o4OKRvteKBusdJ8u9Wl9j6L4Wg23D2OTWfWv96zH4mnqGx41f3L3ea4rWmoBaSFD8akXUjnitSeBt7eVaS8zB3RaeQA+RgVB3TGFdu5qdeI9oOfSl+6rGFc+Zp+3iMU5MT5v+eWfnSXfVAuKHxpymke+c+tJN4G548jvWdqWwpmjpxkyFvSwiFjscVWGsXyi1SVZIO01Y+p14bSgHk81V+uHAmzvqJ4IP8AKvN6h+DNqheZRmjGy9qh93GcrP8AOrkayG0jxPL+9VQ6ASV399Q7bj/OrXStIGM1kV8rxNLUH6h+pTExWFgn1Fa91nMxWAXP4hwazTz73atm3WmPenmmJDYWkc815i3aCCZuaYsAdsWrDafGdduEdouJSSpSiOBTLG1Fb4y0rcUQUjHbvTrbrDAtkCZEjtAEoxyn4UpXG1WwNNlEf3yfe7VFrVcZbqT0une5tlY5M01XBie6ZTBUUIPJAqWc15AFt/Zq3cEccDn+deQLfGTZJaWYwC8Ejj0r5/sfZmrbGua0hZdUlKu3BNOXbYAymJ1SNRaa3UZEXmr4xBdC23gr3t3b1p6h9Toj8JEIFS9oHKRmozVHT+3RrA7MgNZcwSBnmnnoPpjT12sK2psVsvDgkgH1rgZbBweokjYcFZDPdR0IUy80kjw/I96+rx1mEyAuC8kpStOBnFP126UWBpl+U2wFLQCoDGcVRs3TiLpPktbNqYpIPHlUVqXOQZIW88iTth6owLPCMNThJzkEVpai1tbdTqb9oCiGjuBxWtG0Xa4dpXcFpQsk8DzryVBtrFvQluOncRnI71H0q0bJJ5jWud+As2XtZWhyFHYbSsJjKChx5ita/wDUWzzShbiHAEI2/d86+olpQqym8SYW2MkkZx3A86xWyxWnWbwt8WOGnFHAJAHanLWvJBMQdS2c4GZt6XvCZkNybDcI2nKVdiDWZc6VPy/LfW4sZTuUc8Vlh6ZVo+S9Z5KTgAKwfSti6OWostC2tJSSn95gY5xUdOgUvhsAe0bqrTYFZhyczFFWUwntp5IwK1be3JctwcmhQXGcVuXngp8v6Vmt4U4040nOVAgYrRbYv1uuMdD8IeyvOBBLpwnHkcilUoN7Tt7lUQR6sbUza1EQhxHikKKljAx5cVbehtBWqNbnnLwrcVhbyijlXA4+VU9aNWON3Yw1QXJtwW4UYUrKgBx2Hn8Kua3mZb7HMelONiU62QGd4KkDz4BwOKpakMWE09GysOZVOr3nLa6HdOLMhAcVvDvPu54KcdiPMHvVhdPLrdVwmZCIrL0lIKEJQs+4ryOM9hnzFVqzGmNyXUvDha9wHlyaubRMW1ptqHpsVWUoxuT2z/0fyp7sqoAZdpQO/BxLSsr+rn7c4i8sWmxMocS2l92ZlZ3diCVkJ455SQM9qqOPJ67a71DJtmnr2YFhWpbGxKMl9W7G7cR2xznjvVlaU0Lp++TlrnONLAIKGVukpJz6fKr1ttls1ih5ZZYQ4hOEobTgDPmKoNctWTwTL6admP1MTOYun6r1pzUb9kvC1KntOFkPq43HPKh8811Npm53FiEYzhwGkJWCoZBBB5x3POO1UF1FejwNUxLkygEFe8qSc7uR5/WrOkaitV2sCJUZ19iQGiOF453YH51l3/W26TxsBWPEm+mTYnHErypwktqSSRgnAxn/AEk+eMVxF9ubrLdmrjbOnNpfZS002Jk7wMlQcIKQ359hz5dxjIzno+BeheVRLGh3xZqylyQ2kr2pAVnOM9uAeeD8e1cya86bxXOoGoP7SRVKcdnLUytXO5nsggnv7oA+lafiaEawu56EwvK3WpXhR2cTka5amvWxYTMfT55BqQ6e3KdNuyvaZDi8FIG6uiZHSDRs8eGlLKePhzSddemdu0pcm3oCkkKVjg59K3/UrK7feYKGz1AxnW/RNqK9YYjEohLeM98VZbHhMznEtubk/wAJqnumTqmtPRkk8pSBkVZFrl4WDX0rQODUo/E8hrFO8mPUN44HNS8Z3JGaVYs9KUjkfjUrHuA4O4fjW5XyJjWDmcwfa0f3XxoZ7A4/Crt+ye0GunzCTwSkmufPtSTxJ1CnntniuifszKTG6fxAcZKRk/DFUqlzqn/U0NUf7GsfmXQ84E4+NaVzdSE4B8qxSZo3pAIPPrUfdZwHc+VaCpzMSRkh1Pjq5pZvEgALOfOtx+4EqcIOSPjSte7jhKueaYxCiOrHMi5stIS5z60l3SWkvHJ86lZk8bHMnyPnShcZgLmT61i6twEmtpl5kbqa4bl44wniqy6gyttieCTnOf5U3XuZvd755qveo8kCzKHbOa81qW+nE29OuWlddPSE3F1XnuzVnIIUkEk5NVl0+x47iyP4u9WO2obB7w/GqlOAJa1H3yoZ57kVt6dlLacSps+8k1pTyCDXljkoakp8RWBmvLXrnE29MTyJZNolLliQHD95vP4UtvoDaUEjdhWOalbBLQ7KfbT3LZwB8qipm3wErKsfvMfnSHAXIIljQndYADzmSdoSlcWSCkD3FVqxi49pF1AwVsLyAPgea2LY4AtxCCDlJ4+lKtsmXFu5yYTO5xAWrLY8s81a0w3pgcRflB6Oo55jzbJ37XsymXzztIwRX10WvC7XqWTZ1EpbDhwKj7JLcXIUw6z4GewI71ouKXp3WcaYFbW3jyc9zmq4GywoJAneiuZ0xNSlSHN591acVQ82A3Ev14SBwskpq2btqOIzYGJy14QtI94fKqwusyJMuy5MdwLS62c4pgbHBiWQ43SAlOIRpgJOc7wKWL7IVHZYSDwoH+VMOo1eFplLQBBU4MfjSjfFLfaYA/gQc1FhucCPqJBEdri4IvStsqPCxzS30ilKc1W0kH3QrPPzFS2sFKb6XRWskBe0DFLXSFSkagZVg53ZyfmKfWB6bHMpNkvLL6hr3apdA82aVnrdNiRkyXkANudiDUxrl5xeqXSVYw1wKVpV6lvIEZx0KQ2ThOKhpwpsYH8R1pPor/mTenTmUhJAOVjg1ZXU5y1QtERysx0OlG5Pbcf61Rrl/dgNLXFWEqAyFeYNfWkbw1cNa2f9tPqkNCa0twPK3b8LBA58sgcdsGn1aV6yztE26lbNqLG6NZdS2+3QdYXqyyoDLq0hpLitrq2zjCygHKQfIHB/nT2vVDcqLFahxhBbCTlKCFOuHAB4H3Rk4Ce/qa3eo10cm2d3xHSorWkjBPujNVnpe8SYM1wqUrwd4wnGSQD2Kj2GarWqLeZbqY1SyLq0ptaZRQG0pIVhOcqHFMNv1RNbHs7ENYSQnhR8hzgn50tt6lgtxjPkgLBSVJSTnbynbzjnIJ9eKlRqG1xLKu5zHkRlOJ3kqT+Hn27fjWdapJ2kTYotVlyTiWdoG6zozrWFb38DnOM+v4VY9z1jLejpjtSDlPuuFKiVEf0rlqF1z09aykQokme4Mp3JPhpxjsCfrUraPtFGO8HFae8V4uFSip4cjGMYx6VXbQXNyBLg8rp6hjdLOvFyeud7LcpRUDnwylO4bdvb+WD8KmY0+63S5xbTaYvta2YzaipleQpIwPePbsDx3BpDh9Y9LaguPjLtztsVIdCiokFtAJ4yQOAB8K6f6d6UsFrhLuFrWiW5PbS4ZaFBSXEkeWPw/Cq91JoH1jmcpu/q7MqeJm01ZG7JbwXo6TJdTucc2+8T5AE88UvdS+mdu15aw1IDkWSpomPKaH7xlfYZ8iCe4P5d6stuMp4FDaUFIPf1/TnNaWo7hE0xpS4366LS3Gt8Z2Q4on7qUAqOKrI7q4KHmaN1dZrKuOJ+XGo7fq606llxYuoyhyK+uM62onAWlRSSPh862ozWqROa/bb5dbOClWOPjz+FQl/vjlymz7utw75zzr6ifVSirH51vW3VEqFCjtuvKcbKRlCjnHy9K9sKgyKT3xPnxs2O2OvadV6FfDVmZSBgEDA+lPlrmoCgCaojp11K05cYzdtVMEaWMBKHztCvkex+VWxb5W1Q3qxkZGDXtdBeoUCef1deSTiWDFlIIB3VvInITj3uKTWrglLYPiUKvKEoUpS9oSMkk4Tj5+VejpuBHMxbajniUF9oaYJOpzlWSMmumOgb4Y0FDG7lSEjH0rjDrFrayT9VvNR5oeLRKVlHvAH0zTLG+1jI0vpuPp3RVsU/JDYSuQ6nhCvQCs5PJ6bT32PY00NRorr9PXUgndT9xy4lO7GD51Caj1Hb4KFuTZ7DCUDkuOBI/OuEY32gOuN1mlTeoWW3pzYYYbLSQkLJ7D41tyegXWDWql3DXfUJ5tTnPgh1Sx/PFPq82NSp/payx/PAlI+K9E5vcAf9zo6X1r6csvOx3NY23eCUkCSjv+NL9y6paRlA+y32K6D2KHUq/ka406gdG9QdP1reeuSJUfOfESSDjPfFKkNu47QYE7ecZKSSKx9R57VUsa7awDNOnxVDjcj5naMzX9iKFgXJs5B7Glm4a3syknE5Hf1Fc1RrvOjkN3BtxB8zk4xUgT7U34jLijn1VWdb5h7RysvV6BUPBlvztW2payRMSePUUi6/v0OdB8GO8FnB4FJb6HW8hSVjzzk4rRkOEpIyc8+dZ9mra3sS3XRsM+7RfHbO24lcdQJOUkjj8ql0dTHUICVRnyR5gcUsQdQexFTM9gKRu+9jyqTGrrOBhLPHl7oqIsMky5M+Z6uSM+VacAgupzzzWCLcjc4xkqRtKhzxX2hKvYnHWjhTfIrGsWaVD4OY+6bbLdwQ9uwFJIx9K0buvMV5tJ+46cY+dIaNYXqPt8N0At8DNa72rbo4FJUpOFHcePOlvp3fkRumuXT2hmlk6WdV7WUuKJ3jzrLZSmNrGQzgAOI3CqwjawucZ1KmMlZOAKnUTr4uQi4qZWh1KSSceVSpoeoYMZ5HVV6yzekYnr2/G1aqM4oeGhWCK2Nfh56DGucdfvMuBWM+WaR13O5S5rkhcdSl5yFkc1ImRfpkXw5DK1NnsPKuvS28NiVt6lcAy7rdco9+6dKjvKAcS17oz54quNKyH0XJbElZDaBtHPeoGHc9SxWhEjNrDZ90gVtqYv8AHb8dEVe48k7agUYnqTFyKhQ+8bdYqYcsbSWyCoOjj60g3BTyAVAEp24+tbBuF+WjLjClJHqO1YHF3dxOXY6Qk9s4Ga6K3yCBIi5BJe/383TRsG1tsKK2ynsPMV9dPVwrI8i5XRJaS2Se2c/SodVw9hZw/hSx2SOwNQ8y4TpJWlrcS4MEjjj4Var0pIwwwJTe1VbKnMZ9Xa6Rd74+5aGFZUNoWs8AUuKuTjKihTviEnJWfWo5CVRWlblfvD39cVppDjijvWRzxVxK0rH0iV3Zn4J4khJlqWCgrBHn8a00THY0hEhjIdbUFoVnsQa+FJKBysmsLvIJHkKkRxIAEGX+xqxGq9LftBCsOBAQ8B5Oef51A2hlxcvYkkBZI+eaq3TmqJdhcWwlwmLII8RGPwNW1pG5W6app5h9LnO7/VNZl9ZrJImtpbFsGDJyVpy8iKgshbrYVnBPb0+mcVXGtLtOVdU2N19aW4+Mp8lH412DpDT8C8WkJ8IFS0jk1yV1qtRsnVa620J2hpbRA+BbB/rSNIy3Oc9yzrampq3Ke5gta/dBzznNMsLsKVbV2FM0Jfup21fbuZH7k9DWQrOckDHNdVfY71vLVOueiZby3GfZ/bIqFKJ2EKAWE/MLHHwrlGGrnmr3+yTKaY6rNBSghItsjBWcAcJPP0FZ/kED0NkdS/4y1qtSvwTO4LYw44oLJ91WU4/u4xiuW/tv9VmbPZWellpkBUm5APzyleCiODlKD8VEdvQfGmvrT9sTRnTeFJsWj5EfUGok5SW21/5PEWRgKcUO5B/hHPHOK4D1Tq+8auvsvVF/nuTLjOfU/IkO+Z7Yx5ADAA7AAAVmeN8c1ji2wcDqbXlfJKqmpDkmRE4+KlLKeMn3h9c/p+NZJCsrxjG0YA9KwblECQr77jgASfJI5zXr7ilurwK9OeBPJjPRnyqU9G2voP3Dkc1Y+husOp7KphpKlXOKo7VRlnK0Z/ur/ociqxXt2BLxGK3tOXR2DeIb8RsJDbySARxnPFSXUPUc1SRpVx9U7HtmrlXK3+2KjOx04BSHBgnIqm+uGpdVPrYatF2eat7yC0+22duFeWT6Gniy2zUmsEMTpDgixFYAJPHPfgfKrZ1Jo3pNp/RK409bMubLjFJSVArCiO/wIPIpTeW1tuFsfA+BJtpdIn+kMn5M4VsOnUmUH7kvKVKGdxp+XpCJfJUSHpOOkyiMSFE+4P8ASzSlqRXs89UJ1ZQsOhtIT6dgeKvDQTNs03pxot7UuuDc464eSfnWn47QjWPuc4Ud/mUdXe1C4XsyV0H0ztGlHUTLo6mbN9VJBQg/6IPani7XtR93ceBjvSd/aJp872HkrHY4VnBpY1jrpdhjmS5Fec3e6Ng90H5168arTaOnahAEwTp7tQ+WHMUvtGXVb1lSwl0jdgYz8a53t6pqXB7O2tah8ad9Z6sc1XPD93eKWEDaiO0ePqfWsNlvs6KUpsltisjtuU3uP514zyGrGq1BdBxPQ6Wk6dApmvEmOOICLlGWjHmRxQt2JHX40aWhBPH3s1OvaXv2r3xJmym0KPG1sbR+AqQY6VSrZFMiTYXJTY7uJJUB8SBVNWycGWCZA2vUtonOi33NKFk8BaR5VLyNBxLigvWaclW4cIV5GpGNpSOkJU1HjMhXbajn8ayt6dEZ0ym5byXEjsFYHHwqZT/5izZjiV7edF3qJubfgrcSP4kc0tqsEpKinwJIx5Yq9WLrcYqNiy28gDncnJNfBv1uz79kaKvM4FRO8dSYsHvOfYFz8BsMk+551P2t5taFJ3AhQ7E0oDYnkJH41kamyGFFbKyMCl2V7+oyu3b3JW6QCwVO/wAJNRCxgE1PLkm4Wfeo+8jGag3ABmo156MsNyMz5guhqc05tBKVjGacLpquYynwkoQNyMCktohL6D55qUvHvqbVnkIpxXJErE4Bm61qF9uOhXhhSlHmt97VV69iwmIA2OxNQiW0i2NOYGQrvTK6QnTZWlPOO9WWrTeCB7TiMpTDR/6PyEX2K67OaQVD1FWXdmIzdrWUsNjCMZ21TXRuWULebCsDjimTqB1ESGl2KyrCi0Nsl4DPP9xJ/mfpWUK2N5URjEemD8xbm3BexbeEJGSdx/kKXpc1SjhKlbh/3h5UPgPhWmu5eOPCS8kK8hWup5ZPv43Dg4rSAA6EpgYmRa21LHioUU+ajXroBADIy354PNazzqthTk49K0xIUxnaogHvXZIDM3nRGSMeHz6k81prQgBSh8SK+UyEK+9zX0CFD4GiBGJqupUpOfjWJTeU7kKJIPat045HFauQ25gDGea5BZputhzPGD5j0rLAnTbY8l+DIcZWnsUkisz7QVhWO/NaxBBqBAMmuQcgy+OmH2nJmlC1G1JZlTI7YwXI6glePUpPB/EUpdWNW23X/USfqq1JcEeYGS2HU7FJw2lJBHzBquW0pUeRUtFRlTWfTPNV10yVvvWWn1VtlfpOciNloUlLKU4z8aYY+Adw4pbtYwkelMTGMDFdeIk1CcHHFZLrcbhb7VKkWuW7He8IoKmllKik9xkeRFYIRRgcc15dkLXbZCUqAy2e9KxnuSBI6iCzIW6sKW5gq5OTnJr7UrxVpZO4ZP3T6eprWQ+y2vxE7irByT/SiIopK3jyVcD5VZ6GZDGTzJBStzoCD7qeCPSvmS1PQ/t8AoCgCD6isscsxJTUVxQ8d07lZ7YHlU3dbhDJS6soyhOAE0sZPckSB1IaNa1uq3v+dZ5Uy22rClrRuTz8qj51/WvIYTtqDmyokgJBSoPkhKiTwfjUgAOpHvuXVpbrZPi2V+O44sMDCSE/ezjuPTNKt+1/qW9OuF26SA3khA38qHx9ahtEJaRO/Z8hAW3KO1Q9fSuhXuhUK8aRTe49tbjexqT4riiE7kn4/nVS66rT2KLPfqPrpe1CV9pz7DckyXfDIW65uB4JKvnmrv0BYrjqmElnUVwZtzEVQQkOe6Vj1IrE83oHQcQFIRLmqGNqOw+tQ0N24Xh/2xToRHBylKjtAH9ati+z7U6Mqsq43NG/qBqXRfTpl2yw4MifcVoDkeU0QEZ/qKpPUmtNUaoYUzcnhGiL5LSE4/OrQnab0Ve5DC7zqf2JSCMrSjKQfj6VAdc+ld06bNWye6+zMtt6jh+DMZVlDiOOPgcEGpbcYDiQFmeEMqMRoTS8BO4n+9zUrbGdrgUDt+A4pdS9mSAT5062CAqUwZR+6ghIHqab9IEiSTGjT1wEcpDhGMjvV16BvMdakBgpOOFNLGUqHpzX104+xR1S6l9N5vUfS90tSfZGVPs218qS9I25O0EZCVEA4zgHiqu0hqBTSkSErKShe1Q7EKHBGKQ21x9MYMr90szrXpK0QNPq13pmIUbT/lkVP8B/vAeVc1O9QVzB/kbCRj1rpSfqlmfZ5VukKy3LjqSQexODXHs60vW27yW2FHw0uqCQO2M0lGcDEeETsyXmaquzxILoQD6VHKvFzJJ9sV+FfJZkSQA3EXkcE+Ve/sO4nnwVc/GngtIkViV+pY8zQFjAwa1zIYP/AHw/A/pXoksDGXPwBpsQJM2uSoOezfwupKT+tfLrKk5BTWjDuUZiU04VcDvwakXbxa3D/wBoH+wr9KQwIOQJbpdSuCZoqZVuCgcYrKtxwoG45ND9wtxA2SQfX3VD+lay50RXAfH4K/SmKc9yFm0cKZLNuA2cpChnfTMJCBpopKuSMUlMTrclhbapGCTke6f0rdGooQhqjePxjjIP6UahmYjZG6UVqDvMntJ3l+0wZjsVex5390hf93PmKwCetSsKVlXck1BtXm3stIaRJyByfdVyfwrHIvMJToW1I+Y2q/Spjjke8qsd3GZNOrHhqSEJGTnI8zXw3K8RALhwocGopN7h4IW9x8lfpWI3WHnKZI/2VfpXcyOPzJorCjtz34r4fjEoykZ58qhxd4oOfaDx/oq/SthvUENPBe/FJ/SjMAce8yhlSCSRgV9KkADA8hitdy9QHO8kf7Kv0rXVc4HIEgf7Kv0rpM6TmbKnlZzXhcKua1FXCHjh4H5JP6V8ftGKOzh/2TXMwGPmSKHCfdoUkk8VoouMMcl8euMK/Ssv7Wgf+/8A91X6VySyPmbbaCFAmpVnKS3nsBg1Apu1v4zIxg5+6r9KkGr/AGcYKpeCOSPDV+lcOfaAI+Y5WxQCQano7g4GaQGdW2Rs59tIH/w1/pW83rqwpwTPPH/6S/0pLKZ3cJY0NWDkkVJbEvw3WifvpI5+VVi11FsCD/8AiH/0nP8ADUpC6n6XSAl+9BI8/wDJ3T/JNQ2H4ktwHvIEsuBxQVlOxRHzGTT3pfSTUfT8jWl9X4URj3IjauDId8iPgO34+lKLeoenzlyS8/qLcwpZUseyvDj0+7UnrLqVpW+sMRoepNsaGlKWYyYzwRx58ppjZxicBB95Hy1e1uF9QKVqVuQR/D8K0ZWW3AfGUoK8ifOo9Wr7LgITMCSPMtr/AErLF1FpTeHJV2H/APA4f/TXf0IHHzNluM5KVnwiE+VYLppyU2wHktq9xW/n0FTLGttCRsAXQHHl7O7/AIa17j1C04+yWWZoPx8Bwf0oGfiR3D5n1Y5jjTkaawcKbUFFPxFdFXDrK4jQaDIU4tpxvw0obXgFePMVy7b9W2CCpW2WAFEnlpZ79/4a3pGu7E8wYv7W/c7tyUeC5gHH+rSdRpU1GN46jKrzTkKe5MG4yJs9L77jik78++onGT/SrcslpvDkdqT7kmMsDCm1ggfhVAo1dp1A4uJz/wDBX+lSFt6j2qA4AzfX2Wx5IS6B+AFWBlPtEr2qLfedEfs7R8Bg3PUk9thlvJLJUPfx8qQ+qvUiTr2HEt8N1QtVrBRFZzlKUgYGPTikR7qPpSYFCZeVOhR5C2XVf+mo2ZqbQxacct18LLu04R7O7tJ9Pu8V0lm7kUqVOpDpdLUnKuMKqztD3eEyyqLNP7tznIPIPkapt3UEB/JU9tUed208/lUhbNYwYSwVSwQP9BX6Ue2DO49wZ29ZPtb666d6MXo7p9MDaJcYx33XMbgSMbk+hwTzVJWzNvY3PObnVrK1HHqc1WTHU2xoTj2rnH/ul/pQ91Os7xBM9QA8vDX+lKCbftjCxYYMuEXpa8ICgcgpxUVJtMHcVqab3E5PHnVSy+qiIxBtjqXFHzUhQx+IqLldTbxMJ8W4bf8AVQRipKuO5w8+8uJ72RhJAS0kD6Vom5W0Egut8fGqXkaqlSeV3RxWfTd+lapu7ZOTKdJ+av0pgbHtOemPmQGT6mjJ9aKK7FwyfU0ZJ70UUQhmjPlRRRCBJPejJooohDJozRRRCAOKKKKIQyaM0UUQhmjJ/wChRRRCGSO1G5X94/jRRRCGTnNG40UUQhmjJooohDNG4+tFFEIZOc0bj3zRRRCGaMmiiiEKASOx70UUQnu5XbNeZPrRRRCGSKM0UUQhk+tG44xmiiiEM0AkdjRRRCGaMkdjRRRCFGaKKIQycYoyfWiiiEKKKKIQoooohCiiiiEKKKKIQoooohCiiiiEKKKKIQoooohCiiiiEKKKKIQoooohCiiiiEKKKKIQoooohCiiiiEKKKKIQoooohCiiiiEKKKKIQoooohCiiiiEKKKKIQoooohCiiiiE//2Q==" width="303px" alt="how to write a good abstract"/></p>
<p>Editors use your abstract when they first assess your article. Prospective reviewers see it when they decide whether to accept an invitation <a href="https://sodramarblog.com.br/how-to-buy-an-essay-online/">dissertation support services</a> to review. Once published, the abstract gets indexed in PubMed and Google Scholar, as well as library systems and other popular databases.</p>
<h2 id="toc-2">Tips for Writing a Literature Review Abstract in APA</h2>
<p>Some researchers consider it an outline of the work, rather than a summary. Descriptive abstracts are usually very short, 100 words or less. Then, use these sentences as an outline to write your abstract. At this point, it is also important to check your target journal’s style guide to examine their abstract guidelines. For example, some journals require a structured abstract with discrete sections, and most journals impose a strict word count limit. An example of an abstract can be found on the second page of an APA paper. The abstract provides a brief break down of the article to help readers to understand how the paper is useful to their research.</p>
<ul>
<li>For example, you&#8217;ve included your results, but if you have an introduction, method, results/outcome and analysis/discussion, these also need to be summed up in your abstract.</li>
<li>Each journal likely has unique formatting and requirements for abstract submissions.</li>
<li>These are much longer than descriptive abstracts, and can be anywhere from a single paragraph to a whole page long.</li>
<li>The length varies according to discipline, but an informative abstract is rarely more than 10% of the length of the entire work.</li>
<li>What is the intended audience’s level of expertise in your subject?</li>
</ul>
<p>An abstract is a short summary of a larger work, such as academic, scientific or general research papers. Its purpose is to give the readers a glance at what comes next and convince them to keep reading. Therefore, it is usually situated at the beginning of such works. The abstract should <a href="https://smkwirautama.sch.id/wp/solve-math-statistics-homework-online-with-do-my/">pay someone to do assignment</a> be written for a broad audience, and therefore jargon should be minimal. Since abstracts are often more accessible than the research paper, they should be understood by people of various backgrounds. This is particularly important if writing for interdisciplinary journals and conferences.</p>
<h3 id="toc-3">3  Decide on your takeaway message</h3>
<p>So don&#8217;t add anything unnecessary or add any irrelevant words. It’s a little tricky to provide a solid one-way answer, because it may vary between different submission scenarios and academic fields. As with the final paper, your mentioning of prior literature and your methodology will feed into your description <a href="https://cacangolachina.com/2023/02/03/43-dynamic-writing-prompts-for-high-school/">https://cacangolachina.com/2023/02/03/43-dynamic-writing-prompts-for-high-school/</a> of your findings. Once you&#8217;ve covered prior research or justification for your study, you should describe in a sentence or two your research methodology/design. The sole purpose of a highlight abstract is to attract the reader&#8217;s attention. These abstracts usually are shorter in length and sit around 100 words.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="how to write a good abstract"/></p>
<p>Understand the structure of an abstract and learn technical tips on writing a proper abstract for a research paper. Writing an abstract at  first can seem impossible, but if you follow the tips above, you should find writing your abstract an easier and more enjoyable process.</p>
<h2 id="toc-4">Why write an abstract?</h2>
<p>Wolters Kluwer Health may email you for journal alerts and information, but is committed to maintaining your privacy and will not share your personal information without your express consent. For more information, please refer to our Privacy Policy. Use precise, clear, descriptive language, and write from an objective rather than evaluative point of view.</p>
<div style='text-align:center'><iframe width='560' height='314' src='https://www.youtube.com/embed/9prprVpjgKg' frameborder='0' alt='how to write a good abstract' allowfullscreen></iframe></div>
<p>The present paper examines how authors may write a good abstract when preparing their manuscript for a scientific journal or conference presentation. Although the primary target of this paper is the young researcher, it is likely that authors with all levels of experience will find at least a few ideas that may be useful in their future efforts.</p>
<h3 id="toc-5">Research Papers</h3>
<p>However, statement of facts in, say, the results and discussion and the conclusion, must be in the present tense. As a division of Research Square Company, we’re committed to making research communication faster, fairer, and more useful. We do this by developing innovative software and high quality services for the global research community. Our growing team is made up of researchers and industry professionals working together to solve the most critical problems facing scientific publishing.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="301px" alt="how to write a good abstract"/></p>
<p>This is in part because most literature databases index only abstracts, and access to full-text articles is often restricted. To write an abstract in APA, you want to include the research questions, research methods, types of research included, <a href="https://dermmatchindia.com/history-essay-writing-service-at-11/">https://dermmatchindia.com/history-essay-writing-service-at-11/</a> conclusions, and implications of the research. The abstract is going to be less than 250 words; therefore, it needs to be concise and to the point. To make sure your abstract  is concise, you can create a rough draft and edit it down.</p>
<h2 id="toc-6">Did this article help you?</h2>
<p>But in many cases you will NEED to write an abstract for your work—and a lot of what your colleagues in other disciplines <a href="https://www.bing.com/search?q=how to write a good abstract">how to write a good abstract</a> know can help you. For a scientific paper, you  may have sections titled Purpose, Methods, Results, and Discussion.</p>
<p>Use the Scientific Abstract Checklistto assist your completion of the task. Finally, an example of an abstractpreviously accepted for presentation at the ACP Resident Research Competition is attached <a href="https://asmti.ac.ug/how-to-write-a-financial-aid-appeal-letter/">https://asmti.ac.ug/how-to-write-a-financial-aid-appeal-letter/</a> for your review. Following the title, the names of all authors and their institutional affiliations are listed. It is assumed the first author listed will make the oral presentation.</p>
<p>The body of your paper will, of course, develop and explain these ideas much more fully. And in some cases, some of this information is implied, rather than stated explicitly. The keywords in an APA format abstract make the abstract easy to search in online databases. Additionally, they provide readers with a quick idea of the general topics covered in the paper. APA abstract keywords are found at the bottom of the paper, and the word &#8220;keywords&#8221; is indented and in italics.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="how to write a good abstract"/></p>
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		<title>How to write an abstract</title>
		<link>http://www.pakun.co.th/2023/02/how-to-write-an-abstract/</link>
		<comments>http://www.pakun.co.th/2023/02/how-to-write-an-abstract/#comments</comments>
		<pubDate>Tue, 31 Jan 2023 17:41:32 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Essay]]></category>

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		<description><![CDATA[Organizing Your Social Sciences Research Paper febs onlinelibrary.wiley.com Write the paper first How to Write An Abstract Table 5 Four Essential Elements of a Good Abstract Abstracts What is the purpose of a scientific abstract? Depending on your subject area the journal may require a &#8230;<div class="continue_reading_link"><a class="css3_a" href="http://www.pakun.co.th/2023/02/how-to-write-an-abstract/"><span>Read the rest of the entry &#187;</span></a></div>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;"></p>
<ul class="toc_list">
<li><a href="#toc-0">Organizing Your Social Sciences Research Paper</a></li>
<li><a href="#toc-1">febs onlinelibrary.wiley.com</a></li>
<li><a href="#toc-2">Write the paper first</a></li>
<li><a href="#toc-3">How to Write An Abstract</a></li>
<li><a href="#toc-4">Table 5</a></li>
<li><a href="#toc-5">Four Essential Elements of a Good Abstract</a></li>
<li><a href="#toc-6">Abstracts</a></li>
<li><a href="#toc-11">What is the purpose of a scientific abstract?</a></li>
</ul>
</div>
<p>Depending on your subject area the journal may require a structured abstract following specific headings. A structured abstract helps your readers understand your study more easily. If your journal doesn’t require <a href="https://xn--l3cj5ckccrr3b2f.com/?p=8654">law dissertation writing</a> a structured abstract it’s still a good idea to follow a similar format, just present the abstract as one paragraph without headings. Essentially, the descriptive abstract only describes the work being summarized.</p>
<ul>
<li>When writing the abstract, be sure to incorporate the key terms.</li>
<li>If your abstract is to be published in a journal, you want people to be able to find it easily.</li>
<li>For example, a reader of a fusion journal likely only needs to know why you chose a specific confinement mode, whereas a non-fusion specialist would need an explanation of what a confinement mode is first.</li>
<li>For example, it is very common to use the passive voice (“experiments were performed”) in the sciences.</li>
</ul>
<p>We invite you to share your research with the community by posting it online as a preprint. Our sister company, Research Square, is a trusted preprint platform that lets you get credit for your unpublished research early, increase your citations, and get feedback from the community. AJE&#8217;s abstract editing service is specifically designed to help you polish your abstract and meet word count limits. Andrade C. A 6-week, multicentre, randomized controlled clinical trial to evaluate the safety and efficacy of placeboxetine hydrochloride in the treatment of major depressive disorder in an Indian setting.</p>
<h2 id="toc-0">Organizing Your Social Sciences Research Paper</h2>
<p>The Word Count feature of Microsoft Word can help you keep track of how long your abstract is and help you hit your target length. From this abstract you now know that although the dissertation has nothing to do with modern Brazilian politics, it does cover the role of newspapers in changing traditional mechanisms of power. After reading the abstract, you can make an informed judgment about whether the dissertation <a href="https://vitanova.co.uk/do-my-coursework-for-me-online/">https://vitanova.co.uk/do-my-coursework-for-me-online/</a> would be worthwhile to read. Even experienced researchers prefer to go over it several times. The main challenge you may find when writing your abstract is keeping it concise AND convering all the information you need to. Tell the reader why  your findings matter, and what this could mean for the ‘bigger picture’ of this area of research. Familiarize yourself with the abstract criteria of the specific journal.</p>
<p>This portion of the abstract tells us the perspective adopted by the researcher or researchers. Any sort of image, illustration, figure, or table, or references to them.</p>
<h3 id="toc-1">febs onlinelibrary.wiley.com</h3>
<p>However, authors still contend with the high costs of publication in open-access journals. As an academician, reading research abstracts that tell very little of the salient findings of the paper, particularly those behind apaywall, causes frustration. I tend to think those abstracts work more as a marketing strategy rather than to disseminate important information. This article shall guide you on . It lists the four essential elements of a good abstract, ideal number of words, and tense. The article ends with an example abstract of a real-life study with a supplemental video related to the findings.</p>
<p>This portion of the abstract summarizes the results or major findings of the study. It only states the significant results, most important ones, or highlights of the study in a sentence or a few sentences.</p>
<h3 id="toc-2">Write the paper first</h3>
<p>But perhaps publishing companies also need to be reasonable in their charges as many reviewers give their services for free. The information provided in the abstract must be sufficient to help <a href="https://www.bing.com/search?q=how to write a good abstract">how to write a good abstract</a> the researcher decide whether the work is relevant to his or her interest or not. It should be brief but not lacking in essential elements to foster understanding of the research conducted.</p>
<p>Other researchers will use it to evaluate your work for inclusion in systematic reviews and meta-analysis. It should be a concise standalone piece that accurately represents your research. One of the most important parts of a scientific research article is the abstract. Successful authors put substantial effort into crafting their abstracts as it is often the only section of a paper that is read! In the case of a conference paper, the abstract will determine whether  it is accepted or not for presentation to colleagues. Conference organizers and journal editors and reviewers pay close attention to the abstract because it is a good predictor of the quality of the paper or talk. A poorly written abstract says the author is inexperienced or doesn’t care about quality.</p>
<h2 id="toc-3">How to Write An Abstract</h2>
<p>Humanities scholars and students aren’t usually taught to write abstracts like our friends in the natural and social sciences <a href="https://crayonshealth.com/5-people-who-can-proofread-your-scholarship-essays/">law dissertation help</a> are. That’s because in the humanities, full pieces of discourse are preferred to short, condensed summaries.</p>
<div style='text-align:center'><iframe width='561' height='310' src='https://www.youtube.com/embed/9n5GgFjprcQ' frameborder='0' alt='how to write a good abstract' allowfullscreen></iframe></div>
<p>For example, you&#8217;ve included your results, but if you have an introduction, method, results/outcome and analysis/discussion, these also need to be summed up in your abstract. <a href="https://tartfashion.it/2022/04/05/buy-annotated-bibliography-from-our-service/">cheap dissertation editing services</a> When wanting to speak at a conference/panel discussion, the abstract you submit for this event needs to be written in an informative format we discussed earlier.</p>
<h2 id="toc-4">Table 5</h2>
<p>The audience for this abstract covers the broadest possible scope&#8211;from expert to lay person. You need to find a comfortable balance between writing an abstract that both shows your knowledge and yet is still comprehensible&#8211;with some effort&#8211;by lay members of the audience. Limit the amount of technical language you use and explain it where possible. Always use the full term before you <a href="https://farnay.com/essay/buying-college-essays-is-now-easier-than-ever-but/">https://farnay.com/essay/buying-college-essays-is-now-easier-than-ever-but/</a> refer to it by acronym [DNA double-stranded breaks , for example]. Remember that you are yourself an expert in the field that you are writing about&#8211;don&#8217;t take for granted that the reader will share your insider knowledge. Although short in length, a good abstract typically takes several days to write. Share the abstract with your mentor and make revisions based upon the feedback.</p>
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" width="309px" alt="how to write a good abstract"/></p>
<p>How did scientific discoveries, theories and assumptions influence contemporaneous fiction? ” If you were submitting a paper to this session, you would want to have a sentence or two about the theories you were discussing and name the particular works where you would identify their influence. Mastering the art of abstract writing is essential for boosting the visibility of your research within a given field and for ensuring its future for your career. Throughout your academic career, you will write many abstracts, covering many different projects and aimed at a wide range of audiences. Practice does make perfect in this case, treat each abstract you write as a stepping stone towards becoming an expert. This blogs aims to show you how to write an abstract for a research paper or a conference. Search Engine Optimization , which means including keywords people are likely to use when looking for papers on your topic.</p>
<h3 id="toc-5">Four Essential Elements of a Good Abstract</h3>
<p>Readers have only to flip through the pages of a randomly selected journal to realize how common such carelessness is. The methods section is usually the second-longest section in the abstract. It should contain enough information to enable the reader to understand what was done, and how. Table 3 lists important questions to which the methods section should provide brief answers. Note that, in the interest of brevity, unnecessary content is avoided. For instance, in Example 1 there is no need to state “The antidepressant efficacy of desvenlafaxine , a dual-acting antidepressant drug, has been established…” .</p>
<ul>
<li>Research.com needs to review the security of your connection before proceeding.</li>
<li>For the purposes of writing an abstract, try grouping the main ideas of each section of the paper into a single sentence.</li>
<li>Last but not least, in this part, you may explain the impact of the results of your research and how they influence the actual knowledge.</li>
<li>Again, consider your key message and use this opportunity to leave a lasting impression on your reader.</li>
<li>Search Engine Optimization , which means including keywords people are likely to use when looking for papers on your topic.</li>
</ul>
<p> Ensure that all of the information found in the abstract also can be found in the body of the paper. A good abstract will lead to more people being involved in your research. To support International Women in Engineering Day, we’ve put together an infographic showcasing some amazing researchers – click on each photo to discover inspirational stories from female engineers.</p>
<h3 id="toc-6">Abstracts</h3>
<p>An abstract is not a review, nor does it evaluate the work being abstracted. While it contains key words found in the larger work, the abstract is an original document <a href="https://ekuulutused.ee/buy-persuasive-essay-from-custom-writing-service/">essay review services</a> rather than an excerpted passage. There are as many kinds as abstracts as there are types of research papers. The classic abstract is usually a &#8220;Informative&#8221; abstract.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="305px" alt="how to write a good abstract"/></p>
<p>Finally, most readers will acknowledge, with a chuckle, that when they leaf through the hard copy of a journal, they look at only the titles of the contained papers. If a title interests them, they glance through the abstract of that paper. Only a dedicated reader will peruse the contents of the paper, and then, most often only the introduction and discussion sections. Only a reader with a very specific interest in the subject of the paper, and a need to understand it thoroughly, will read the entire paper. This paper is the third in a series on manuscript writing skills, published in the Indian Journal of Psychiatry. Earlier articles offered suggestions on how to write a good case report, and how to read, write, or review a paper on randomized controlled trials.</p>
<p>An abstract example includes a page number, title , abstract text, and keywords at the bottom. For research projects still in progress at the time of abstract submission, students may opt to indicate that results and conclusions will be presented . Even though an abstract goes at the beginning of the work, it acts as a summary of your entire paper. Rather than introducing your topic, it will be an overview of everything you write about in your paper. Save writing your abstract for last, after you have already finished your paper.A thesis and an abstract are entirely different things. The thesis of a paper introduces the main idea or question, while the abstract works to review the entirety of the paper, including the methods and results. To the basic requirements of the descriptive abstract, a conference paper abstract should also include a few sentences about how the proposed paper fits in the theme of the conference.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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I00rUMUppy3piktmcD5S0wl5NuFqsld+WydiO0xLacrTqZH81KMrGpc6hClKtZHVDZPMKXtv2RAWvFrmJAGZaTNE8FCQonQvj7nVbmE3Gkj1xammauEK1VRT5ps7P1mVfYTK0lc83pXxy2tLekCwQLK53JN+60X1ScqjFLfmJGlLcnG0qU2ypYUVkEDYjYixvbvIi3g1tyrtltbTdPQwouNkalqd7CTbZEaeer2LGcaSFJlMHzsxRly6hMVJD0umWQ6bFNwp0OgDTYgNm941qMRbuZ6f4ZrVqq9GdLaGeqRpqJxqQdYmnJdtwyqxqW31+R88ZWZiqGmtOu05wvaCFdXyVAnYjnGsxiqvNUCZVh+xqgYSUmW79Xki/ONbhBeYDslILrIdBU84ZwO8MLIvtzSYzsbppGcqTsky7OSaUzGl3USdIBSbJGk7+uEtN1EyqlT8pZ1u5StOwAKgLW7dj7o1Ey7jRMpUUS7KHng+2ZPU62Lt23ubWB80T6irECJaXap6FLmVWDwJTYEaSTv221cttoDG5UK8lVQAkG1JlkBTCg2QVqKiAkW57AQnazVJWmSb5peqcdF3GUJ1bhC1EW7dwgeuJs8uq+ALdli2p86w1sSkE8iQeZiOyqvJpSH5phCpttohYZsHFL1b6ASEgEXtciAsqNRxP4VQ00ekSz8nMTBbqXGWpLku2UkpKEDY7jfUdr8oxV6dEiWVzKastpsulxunoUpa+u2kkhIJslKiT3ARtKYaouSYfn2XmF6SVpc0hYVqFrlBIPb2xHfdm5SaQ/KMzDrobmUJU202vSs20qOog9+3bAc7JYtotQeWpMjjhtLd7KXJLSlaRZOqxF73NtPPmbbRtqRXZFEvMVNcpWVtJS00uXfZW48hSnLa0pAuU2Xe422PdGZmtYvW4ptbLDiSuyFeDWsm5tyd52POJMlOVqoa31gSU3wEJC1MBSF2vcJSFFVrnmYDWU/MegzyC2zhLEbSEWsp+muJum5361jf/Lz327Y27eJKc9hp7EDdInfzBPDlnEaXFqFrAX2sbjzc+6Dk1i5EvoZn6StwFSQpxtxI0G1lGx8qNkJqaekNHhcqJ0hJCg0pTXZqIB3I59vbCBzL2P6J4aW5WnTDrXUSp7UUk6tfIdvkjcfSjcytcpj9DfrQpz4ZZUPzYJU4q9uaRuDve0RUzOL0Bxap2jnQlYH5h5JWdyLEnbsFhG2amZxUgpKphhE8QC24W1qRew2Ivc2JIvFpqpmOEKUxMS0nyyoJm3WG6LVHEt3SHvB16Fkfj3xfiDFNGpGEajiNFNe0yKVIZYUktqfeJ0obSq48pwpTe9t4yIfxk22EeMKMS0LEcB0XI9cbeQnXOCoVJxHFUrUOE2rQkWFwO/tPriq78hpmdLr80zTalQWGa3K1ldIqkqVLswlU2UJf1AqRYtGXdAFyAtQ6tjHQZS48qmNsFMYqr9Blpd9dPkJky9PdcfBU6wlbiCCBpKVlQsb2tuY7WaeqxqrT1OqMsZEWLrLzCy5ffySPTGxTNyaACH1JIJOzRtvbst6oDRpxLR1zLiG6FUVFtaUBSpVQBUVab3PYD7ompn6YinTE94rnAxKJCrBhRW4CkK2TzPle4xr3XMYlRSitUhtsABviS61rJ33O/aCB6o2q5moqpiUtTjCKghKCtRbXwlLBuoC+9jygNK1jKivPuMow1V0lI/SLkFhCu8C/rse2JC6vTZuSemZeQmZZLbgbK3mS3xBYWIvzte3pgh/F6UBMzVaMkrSSLMO9U32F7xStpqk7SEyzZYdmrpF2wrSQOZ3B3tARazqepjmipKkQpbX59JWLJ7RdBBN+VriIrDFTamVFGLmFyzDjaXmXpZKnU6UpFiq+2qxO9/Ki7ERRK0ghdPcqCEusBTKUqCjtzAHaPZGkqklS5isO+F5WvTijb/bEoa4argW1EkEkDbkYDsw6CySXA4A6DdLYFrrFk7He0SOEtKblJ7uXaNv/AIjVUuUl5GQDMlSGqa286hRabSkAKKk72HbtHPYjXWqZonHMUT7bEypaktsU1L5TyJ7Cf3/dAW4XxVUF17xLXJ9C3JloLS04wlh1iYCbrbKb3KdPWBtbnHcJQlVlghQJ0ApIO5Ps7O2Pzqarc++maflqtXXGWXlNBDVGDS2VAq5KPWUnqkWPmjeNvVOn0R+oVSsz000/Lp4YTJJbflSpQTrITuSkkEiL11U1ZaYyUopqp/VObAzi1MjXnvHU66wmbdUiVYfSULVZelNkFItc919t46pZSmaaQtzQNNirzKUPxj88lqrVHmUJGM6q40dKkPrw8VrIAO90o0nc33B5R2cjU5fxe1UUNTL7bEmtJCmFBxem2+jmDtCuqmqIimMimmqJmZng4rNr5fT4aw3hhc/KS86Ehc5JKUhxNiSbOJSdHkoF9vKPdHd02nik0eUpom35rwUMtF59ZW44RsVKUSSSTzjl5+tzs5PLmaVXqtINEJ4ksaKt2wKQQUlSNgAd7W3PmjoaVWZarNLYYE3xGC0VqmJZTOs6gLgK773ijDhrF7D1XNdzVTVMTEcm2hCEGy1ia8gobfVJTaW16tKwhJ3AvY2WfN2dojTVqpYiU+ZrDxlWrt7tzMqXFJFiSbpUN7gd8R6RMSz05UEMSzrKmnihSipJDhskatt+SRG0iJjMQpSp4sEwhdRXIOyzThSUMyC0OKSUq5FTmnmEj1xuhXUN+TLzaRq1HQBe/Inc2vaIUIRGQMVGc8bPTTpmFyhALDSm0Bae+5Hft7Ilits6QEyMwhIOySkbREhEib48RcKEo8CORCBFFVpvhnRLPhVlaQGknex388Q4QGCmVXELc0ldTdaclktqA4EnocVsLarrI7exIjaGuoPOUfPIeQOzYRChDOY8jgmLrzLbSyuWmkJT1lLAFgPPEJOYGHHAFh699tW1/wD3QULgp2sUm5Ivt3WiUxgrW0hxuSkAhQCgOGORiIopjyhXTEcYaan45prUzMuztRQ6i+lkAITpT3GxEbWTxrS594SlPC3XF/utm6v/AHGJHyIH/llO+xFW8GTDLgcl5eUYUnfU0NJMSsvnZuqKk3m5aQnWniFBC1S4UEqPJRF7Gx3jQLfzPS4qXDFIdQEW4ngD2rVqNiCHbenu2jqDRKwbnXa/++iqaLWwmxfR9qA1tGm8RiWUisyqnpm+/g0uUJAPZZaie/lE3wp8JA8VTljyPC5++L26HW23C6H0aiLeV3cvfeKqodaUAlT6dKPJ68BGnJmfLLipemTbb60kJcUyDY2JBIJ3AO9oxUadqYp7C5qTmnnynUt1psaFq7VJseR7jE00Stq/78J85dvFGqDWGm0ttuNpQnyUhWyR3f8AXfAW+ETNikUudsdrBsfjeKPVKZaCVOUqc3UACpFrH0kxl8S1v/xkfbi1dCrDgAWtJsQoXdvYg3EBQTM0hISaVNkdgDYNvYYqmcmTZHiqctc7cK3Pn2xd4lrlrGZSrmd1crm//wAxUUWtX/TJ9S7QGEVFxbhbbpswSgBVkpCiBc2NgfMfZFxm5m9zSp25/wB1/wA4qmgVVBJQW06gASF2UQCSAT3AqUf+KLhRK0OTqR6XLwHOOOZgJqKzKCXVIKcUeG9JrLoSRskKDiR3bkHmecb1qouTDKHmZCbcQsbFCDYkbHa/fGbxLXP3ZhCT2HVyixrD9WabS2haUpF7IS5YCAeGTI28Vzw//Gfxi1c9MNjiLkJxIuN1JSNybDme+MqaHWgq4eSB53LxY9h+sPpCHnkOo2Ogq2BBun2HeAuRNzaXAjxVPFSgbdVI9fONS/jajsuKl5hxwLaJSpKyAQe7yhG5NFragCZtOu1tercX5j2xrjgdRUpS5WWWpR1KUrck98Br/nBoBVoM02RfcX//ALjK3jWhzCg1LuqU4pQSlLa03JPpUYm/Icf+W0/7EWPYU8XsrnBT5NJaGq7YsRAR6TVZ2XaUuocd50rNylAGwOw2MaRdSx4Hi8iapZQkEhs0xY1K03Tchzv7Y3Stj6t4pASW6w6plgTcmrjBCFOFpACdfM2BUTse+MoraWrJRLzICeVhy98QYQGudquO1PlxiZp/g91EoXJOFdionnxO4geqLX6rjUgLlJqnJVqCVFdPcupO9+TnZtGzhAX02szwkGUVhoPTQT+cUwzobvfkASSLDbnGaZrFmnFIYmErDawlXDCt7bene0RoQGpVU8f6g3x6OlAAKQunuFVjbmeOB38gIn0ir1xDKkV9ph4pWlSFSrCkJ4exIKS6etq5bxnhASGK8+Jt5T8iSwf0SUosoeklyx9UIjwgNJh/9pVlP0Zkxu40WHlJNQq9lC5mjfeN7AIQhAIQhAIQhAIQhAUV5J/pV8I7ungGRY+rT8I4RXkn+lXwjvKf+oy/1afhAZ9IihFjbf2RdEWoSSahLKlnHXEJUNy2rSr2wGa5+iff+EV5i4B9e0c0vBMmpoNpqlTa0CwUl86vXtGReEW1s+D+OKoUhfECuOAqxHK+jl5oDoete2n3/wDKKHWDyFvX+EaBnB8uwdXjGoOXUny372sd+wc4DCUsClIqFUJQ4HSrwk72Pk+g90B0G/0fefwihKrXsPf+Ec8nBMglTqhP1Ozq9ZSZlWx9sWHA0nx0PNVWrsqTa2ma2233BBgOkubA2Fu0xQFWwUBftteNFM4NlJpb63KhUkmYsTpmSAj+kchf0eqJtIpSKSFI8MmHuJyLywoi3YOqIDZgXiukRRJG4uNoa0XtqF/TAV0iGkRWEBTSIaRFYQFNIhpEVhAWkbbH2xTzggjstFHkBadO4JBAI7LiLJaXErLty6VqWEJtqVuT6YDLYRDrQtSpr6oxNHKIVb/ZU19UYDi1eUfV8IpFVeUfV8IpAIQhAIQhAIQhAIQhAIQhAXu0iRptpmVQ4H508V9RXcKPottFkbCq/opT6qNfAIQhAIQhAIQhAIQhAUV5J/pV8I7yn/qMv9Wn4RwavJP9KvhHeU/9Rl/q0/CAkQhCAQihNgT3RxhzKl2Ko/S5+iVBngOloTCWSplZClAq1ckjq9veIDtIRwMtnHQJmbEmzR6+64p0NAJpTo0lRITquLJBt5SiAeyMzubeHkTK5FElWXH0PqYIbpT6hqSbKF7dlv8AlAdxCOFks16fPTzcgmgVtpT5Slpa6espKibKBIvpKQQTqt2xg+eWh+ATE87R65L+Dho6Hqa6NRcCylIVbTchBHOySU35wH6AeUanEk1W5Olqfw9TUz06HG9LKnUtgp1DX1ifo3A85HZeOZp+b1InacajMUOtySUJWXUv09waChYQsXFwbFXMdUjcG28UGa8g0oGoUCtyzalobC0SKnklRRqVYovslV0E25pPeICyVrmazbCG3Mvae+W0JBcbrCEJWv8AeUkFJIHcCT6o66iu1OYkkPVeTbl5orVqbC9Wkajbft6oSTba945h3NGky/CQ7Sa4FOIDm0g4bApSoA2FgbLHw57RnTmVSVNOzC6RWm1MTapLSqmulalAKOoAC+khN9XnEB2cI4t7M+nMzzkgaFX1qQCS4mlu8PZWnZVutv3d0R283qK47wkUHExVYqsaJMJ5eciw9sB3kI4eZzWpUrOOSpo1bdS0441xGaa64lxaCQsJI7ARz5G9hFBm3QTNiTNNrKHVMOTSUrpzgKm0EAkX7bkC3O5gO5hHDIzboS21Ot0bELqUqKepR39Vx5inf0xZM5tSQkVztOwzXZtSFlvgGSW06tQbdXZCVAFZPCKbJBN1CA7yEcFJZu0qcefYNDrjK2Jd2ZIcpjoSW0N8QHVbmpJFk2vc25x2VMqDdUp8tUmErDU00h5AcbKFBKgCApJ3SbHcGAlxBrf7KmvqjE2IVb/ZU19UYDi1eUfV8IpFVeUfV8IpAIQhAIQhAIQhAIQhAIQhATak60tMshDiFKS0NQBBI9MQonVADweTtLhBDW7lx1/Yb+2IMAhCEAhCEAhCEAhCEBRXkn+lXwjvKf8AqMv9Wn4RwavJP9KvhHeU/wDUZf6tPwgJEafFOIJXDFIdrU6xNvMy3XWiVbK3CB3C4HtMbiNViKvSOHZLxjUuL4MFoQ4W2isp1KCQbDe11dgOwMByk1nNgiTlZWamJ6cbYnGlONqXJuXsFlJ1XF08ri/YbxVvNfBM7JPzqFTzkvLpUVlUk4na6U7JIF76hY+YnsiP89uCX6g1TksVJ1tZSkzJpznCbJSohKtQCgeqkbAj84jfnaac3sDIkn5/wybU1LnS4oU6Y+mUAW0b7g/9WgI7ub+E5GZUxPsVGWc0t7CTU7qu2lY3Re1tVt+0GMqM1MJF9mVdM827MSwmAgSTmwWhKwNhYqsoXtyNx5oxTGdGEJN6WS/L1JEvNreQ3MmSWW7tlsEn96x4ot1f3VcrC9HM6cCpkvD2ZmeeR1wlKae+FlQ3sAUDnyHZy3EBanOPA7bS1upqSEBek3kHh1jc79XzGMsrm1gepcVph2eUlppTy0GQd2SCATuNzdQIH+UnsNs81m1haTmZ2UWxU+PJ6roRIuHikDcIVbTsbjcjcRMOZeFg1IPpfm1IqTwYl1CSe3VdIuTp2HXBufPAQEZrYLdl0TKXKi62+oI0GnPKUdV7EptfTsey1okNY8pyqfUp5FJnlN0+XE4llKWw680rXpU2kqFlEoUAlRSb280R15wYMRNCUccn0qKSVK8Wv2TYJ/y/5/cYSWbGBZuZZYlZubU7NqDSAunvoSNwAFKKQEi55k23gLGM3MJuSjk2liogtucJxsyq1L19bydGoKTdPlJJT1k77xi+ejAyFlGufTZWm3gDvMnlbTzuPfG0GY+G0Km23WaghUipwPJ8CcIQEuaLggWUCdxYna/LlGOdzRwrIT/i2YM/dQRpUiReWFFSAu2wvcBSb3HNQ89g17uc+CWWGpgmeCXXkspSqTWlRJsT1VAWGkk+o+eMCc+su3JZE0qfmShSSolci4kpFyNwRtyjePZj4QlEzLz0xNt+BupZWVSD+61BdgkBN1bNrJtewEYZDNLBtUlXJmRmZp6XaljMuuLkXkoDQXp1aimxub2tfke6A1yM48DsvJQFz+hTaHW1tyS1tltaA4kgpuBcKtvbcWiRIZtYJqs001KJqIcUkkKXTnUhABF9RI23tzivzvYKTIeFSqqhMISUpQhumvJ138kDWlIsAQdzyiXK5m4bnqk3S5cTutzYr8EcQlJ0k2NwD2cwCPPAQJrOfAtOmBLTExUg4ooG0i4QLpuDe3Lax88b3CmMaBjJl56jOPupl1AKL0upo37xqAvGkVnBgtpagz41dZQlS1vJp75SkAXNxpv7u0RsZbMjC0w6thh6dLjbanlJ8AfB0j+pO9+4QHUhCALBCQL35dsXAW5CNRhnE9PxXTzUKczOMpQvhONzUuplxCwkEpIVztqAuLi9943KeUAHKIVb/ZU19UYnRBrf7KmvqjAcWryj6vhFIqryj6vhFIBCEIBCEIBCEIBCEUUtCELWVCyBqV5hDKZ4U+ZMxTGdXkrCPz5OemXy6i9T2pmpuhlIWJhmlzDrDqSSAULQghQJCrKGxsbEwjpUbKx1VMTOHr+HFubcwNFU0/Xo+X6dUkFDcoOKpQ4WwIG3rAufXEKJtQcWpuXbXLqQEtDS4VJIX6ANx64hRzXaIQhAIQhAIQhAIQhAUV5J/pV8I7yn/qMv9Wn4RwavJP8ASr4R3lP/AFGX+rT8ICRGurlVkaLIu1CpLWhhsC6kIK1C55hIBJPqjYxqsSV+l4ZpT9arMwGZOWQVuqsSR3WtvAc5LZp4Dn1ol5esOOPPag2jwKY1OEGx5o89oq9mlhZuacZW/NFmWeUy86iVcUjiJTdQuBvp2uQLXULHYiLGM0cuePJyEtV5dK5xRDYQwtI1EFfYna+59piyezQy3pM+ZaYqLLT61rZWpEqsBCkaipKlBO26CLHtFoDMnNDB77Dk/IT77jDPDJWiVc3LgWdNiBuAgki21ue8XyuZWD595MuxVnbuIWoL8Gd0hKQCo3Ke6LJfNHAM1Py9LZqqVuzbPGYPAc4boJAsFabFXennsruMRVZyZboeZYVXGy6/fZMs5qQnY3UNNwCFAb9oPdAS3cysFmUl5tyqPBuadLbavAn7LVzItovyB5jkCd7Rj+djL3SFPVlSLlIAVIzGxICgB+b7iCB6IyM5pZfzcw3T6ZW0Tc68tDbUu0yorUoqCRYEDle53FgDEVjODLpUow5MVJcut2XbmES7kuriaFeTYJBBO29iYCTUs0cNU2kM1tC5yYlFzokVKblXApKyNV9CgCQBbkIy1DNHA8otDM5VyjjNocSlco8rUlRsOSDGGezMwDIziZGpVBEsp1LT7bjzBShaXB1VBRFhcHttzi5GY2DPFKa22+4iUTL+EJBl1JUppJQhdkEXGhTiAe4388BBfzkwXLqkVNzMy/J1JJLU2JRwNgJU4FlQI1JsWyOXWKhpvvaRJZsYUqssZmizM1PKKkAoTKuMqAVrPN0ITtoXyJ5DvEWKzWy3kpR19FYlhLyzrbawyyogKc1FNgBYnqqJtew3PO8XtZtZYLQlScSS44gCrllza3/B2wCSzXwPWitUrUnCw0gOa3ZN1KVIKwgqAUm4AJtuBzuLjeIjmduXARLuCtPvNzOoXEm8BpDalEm6d/ItYb3UNonN5rZcPPNSstX2HXXl8NKENKJNgey3LYmLBmxlq2p1K60wjhjiX8GdAVvpuDw997C47doDNT8zcvqg/KU+WrSC86sNsoVKupCV3sOaAE93YIjzubOApRLMxO1VxniK/NHwF9SlHVYghKCeXba3n7IzS2aeXM443LStcQtxwFIaRLOkiydR20dgO/miPM5v5YtFlYr7D6phSkoCGFqO1yRy23HttAXt5s4CE2JM1J/iFIKVGQmPzgBUCL8Pci3LzxkezUwVKJl5iZnXUMTMuX231SjunQHA2RbTqCtahsQOd7xNqONMOUyfbk58vMNvy6ZhEwGFFB1kJSLpubkq7uYiFMZn5dy6Wi9XpdKFaQ2pbCwnrpLgIJT9AE+sQG9wxiWl4rlHKpRnHXJYL4YcWgpCjpBum4uRv7o3aeUcxT8dYVn56TpVIqJmH6gC40ltpZAQL3KiR1RdChv2gjsjpk73OoEE7W7oC6INb/ZU19UYnRBrf7KmvqjAcWryj6vhFIqryj6vhFIBCEIBCEIBCEIBEeqyQqlLmaYXHEpmmltKKCApIUlSbpNufWvvfcCJEASk3BsfNFqK5t1RXH8K10U3aZorzynk85s5d5yUulMYcpdDpLkxIIRK+NZqfmOFMSrJc4KOClQUlwcVRJKiNtgIR6L0p+iN/NCO9R+I71EZfT+Z7vPVfhfCVTnqq+OzYVQgtyguLhrlcEj0jmPXECJ9Uvw5Tfbh8rD48z64gR596MhCEAhCEAhCEAhCEBRXkn+lXwjvKf8AqMv9Wn4RwavJP9KvhHeU/wDUZf6tPwgJEayv1Oj0mQXOV2alWJMaUrVMqAbuTYXv57Rs41temqNJyDj9eelmpJBSXFTNi3e/VvfzwHKPZk5VMTKWX6/RkOpUUpSrSFBQSSQLjuB9V4kKxvl25LJnpqv0h9HEWzxlFCkhxKApYvbY2UFEdyowjEWU89OBpE9h9+ZU2t3UEtKVsNzfTsdNz6LxmGNcq2WRwq7QENqcvbiNpBWqyb8uZ2HftAVaxxl14G3Uma1SvBiFJaeSElICUpUdwnYALB9Cge2IDmaeUrMyxLrxPRuI+2taSAi+lJAt6bqG1o2L+I8ufBpbiTdHmGHXEy8slCEr1LWUApSB2WU3fbkREOWxNlQ/4OpmcoSi9obSgNIDqlLVpQAjTq3NxygJPy6y4al5mpeNqehiScQ25NLaShCVKCikBdgCbJVy7jEWVzGymn5hUrLYgobqkMl0KCUBGhPMBRAGw7O4iMreKcsTx0pnaMhsbvkNp0pXq02Xt5V7ix7ozNVXLKluzjCJugy7rbgTNtpLYKXFWTYi17qsBbzDaAxO5mZXJEuH67SlofKWmVWSoKIIASAByBIF+UZkY4wGZIvsVCUcYa06Qw3xBpccCb2A5Fw2PZdPmiK7iTKCVKfCKrhtAS4sJCi0LKSQF2HZYnfzmMicUZYy8y/T25ykoWxww40ltO42INgNwNjflf1QFgzDyxfS7w6/SnGmmDNvqDWyGkrCCtW23WOkX57xcjH+WCm1PqrNIQ22/wCDKXpQE8XQlekEjnpUPRyMXydbyqfYXMyk3QeFMKQwpaODZalWKUEp77cj3RRWKsrZdwyK65h5IaJWpm7QSk8ibW2Ox9kBT5f5Z6VTDNXkHENPNMLcZaSsNuONqcSCpANuqlRiOrM3K51lyaTWqZMMtLQ0t1toLSComwJANvJUd/o3iVKYlysecEjIVLDzi5p5AQygtHU4eojYDc729cPHuU/DcaE1hzQggOIAaA7SLi3df3wGRnG2XjkuxPMVWnht9TqGXENpJWUbLtZPZY3ttZJ7jEWYzHysk5Zx92r0rS1dKg2yFHV9EADyj3RK8d5bS8s1NeHUFmTPEDS+oGwoKBcseQ/djEjEeU7q0yorGHFreVYN6mCXCdhsOfO0Be7mhlnLvOSU1iqlsvyyuE42rZTah+6RY2IMKDinL/GFRclKHMyE5MydnUkMgpIFxrQoixtcg25RRVZyqL9jN4aU646pFlIaKlu6yCOXPUFA+cRcjE+WtPn0yTNSpTMy88ZQIZSkEKFiU9Xu1Dn2mA22G6nQMQSLdWoTks6i62g+02NylZCrEgG2rVbvvcRvU8owS0pLSg4UqyhpHYhCQkC1h2RnAtAViDW/2VNfVGJ0Qa3+ypr6owHFq8o+r4RSKq8o+r4RSAQhCAQhCAQhCAQhCAQhCAmT6FJQw4p1xXEbFkKA0o/ptv7YhxPqh/NSmx/RRAgEIQgEIQgEIQgEIQgKK8k/0q+Ed5T/ANRl/q0/CODV5J/pV8I7yn/qMv8AVp+EBIjWYhcw+3TXFYnMgKfdIc8NCC1e/Vvr258o2cayuiiqknBXxKGS6pc8LKA1e/Vvq25wHKSHzNN1BxNOThXwqYVYpZDJUSRpsB2EgkG3MGI07OZKMzXi4yGGHXG9bmhmQac0FsFSrlKSAQEqPm0nujZSU5lU4625T5rC/hGpKm1S7jCVbkWI0+ciLHKrlO3MF/wrC5U6hLWpCmSspdUtNiRvpUVKHdcmAup1Zysng0JV3DzglptLEurhNAJfUlC0pbuPK0hvlv1R3RGkpzJucQqoSTGFdEjMhku8GXTwXQshNjba6gdJ7TyiQ9VsrWpZrizeG0tNTDRaTdkhp9Z0tkgbpJIICj3Rleey2lEFDycPtJnFtvaQGbOkm6F7c9xcKPbuIDFM1HKCTbdVMzGE2UL/AEusMAK31b9++8XtO5XztSnNElQXai4fCJjVJt8d0tknWdtSykoUQd7FJ7owibyjnG2XnncKuKeaTMNpdUxqKVJBSog77pUPaIztYjy3ShM/KVGkOaZZ10Os6FqDQQpaiQncDSVk+uA1zbuVFZpkxiFFKpDjFKeceeUqnhLjS9dlqKdIV1lIueYVa+8SF1fKKYdQVLw289NuJ8hplS3FlO2oEXuE9/IRmksVZaVQTJlqlTCgsJ47jqeEFMjSU3KwApA1otuQNQ5RjdqeUcjMIZU/hht9IW6lLfAKkBOlJI0jq80+2AjvVbJSly6GlLwqyy082sJQ1L6W1gkIURbqm4Nj6Ylz8/lRJBvwpnDn+0pSGzw2TrQpIKQNtwUqB9B88Z7ZaTDbU06xhwtzChw1uNs9dVwDYqHWPWHti5teWs0ppsLw64tCCtttSmVFKEIHIHcBKAn0C0Bo2cR5KSvAqMsnDo4fDmEPtSjQ4V1pCFFQHUIKkm/PY90T36nlJJqa4qcNNpnlOAO8BoNrW3cK1Lta43G8Z2VZUrk3USz2FuCn8y6W1S9kjUUgKI/zC2/aItNQysqTbSjN4YmWyVuoaUqXVZXDKl7dnUClHbkLwEZM3k7PtAqOHFsSbzjI1obSyXFJSVgA9VR0lN+dja9otccyOm3EALwgXWiHEKb8HStGk3BCk7ixT7omtzmVrTXBYmcLhsqBCEOy1r2G4A2vyHqEYZt7KmlVNph+UoLc7MPNyqAmWbKlLdVZCSUpNgpR7dtxfnAZXZrKiWWgPLw0yvV4W2UcFKiVEr1jtuoqKrjmST2xjVXcqKoBUHnaE+tfFmEuONsqWS3+kUm4uSOHuf8AL5ozOVHKpQUp2awy4EaW7OKl9jpFkC+99PZF0xO5ZU11hEyvDzCpd1Us2PzQ4biyQpGw6pN1bdt4De0DENDxNJCqUCqS89LOWIcZcCwLgEDblsQY2kayhSVFlJBAoErJy8m6A4hMq2lKFJsAFdUAHYCNkBaArEGt/sqa+qMTog1v9lTX1RgOLV5R9XwikVV5R9XwikAhCEAhCEAhCEAhCEAhCEBOn30usS1yLhu21vK0oOnvv1jziDEyoy7DQl3W2W0LdRqWpKQCo95PadhEOAQhCAQhCAQhCAQhCAoryT/Sr4R3lP8A1GX+rT8I4NXkn+lXwjvKf+oy/wBWn4QEiNbXGaU7JkVpuTXKGwWmaCC2SeQOrbnGyjT4olsPT1Kek8UMyztOc0B5EwQG7lXVvv3wGqFJy3p7geRT8OsO7FThQw2q4sb8vMIiT9JyqbaMxN03DAQsIQoqaZspJ6zYO3K5Ch6bxkm8G5YzbX+10SgvjTuFNJVce0xY5h/K51ZS9TqApc1pYJJQC4EAoCRtvpAKfVaAxt0XKeWfmZNFNw82JtDbzrHDbS26ltakoXoPVNlJVZQHMRQyWUy2W64qWoDzc02hhpxxKFoKW9QSlN7hKU6VbgWEZnsGZVvtIafoeHnESjXDQFoQeG3vt6NjGZOGct5JsMpp1EbSylxKUlKNLYVcLHoOogjzwETxXlHPSbVVXRsNTDB0IaeVLMKSqyUhISbdiSkdhsBEuVo+WMjqckafhmWCkq1KabZTqBToVew3FgU+jaIbWDMqA0lDNIoQZC1q0dTSpakoBNr8yG0b8+r6YxzuCcp2JWRExQaMuU4ol5RPDCm+IpWuyRe1+re43teA2E1IZYzkqyzMy+H1yx1LTsyEABSVqG1tipKSRyNt7xhqFMyukaU9Vpul0ASbC+G48mTbWlK1EbHSOdymMSsDZVTyUS3iiivBLjiQ0VJVqUbhaSNW+5IsY2ctSsFUynGlSUvSpWQeUXFNIUEpUoHSTble4tfzQEVyQyzfkETLkhQHJSVSqZbAZaIQEjUVJA8yQT6BCX+axx9nwNvDvhDzKnWlIbZClNKASSD3EWFu7aLJLCuV8oszMlR6C0u65fWgI1EqB1Iva+4Jv5jGI5f5Svs6RQcPFCklIUnRex7jf139cBKlpHLlhapCUlcPMmYs4UNssgOnXcX2sSFEH0xVFGyzpxS0KZh9njoUEDhMguixSrs32KgfSRGBGCssGEMSaaLRCJDZtKiklrrC99zvqtuYpO4XysnGWZmdpdGW0U8BlwKSkALJOlJBFiSD5+cBcaNlUCEIp2Gg6E6gUNMJUBpB1AjcbEG/njNMyWXC5pmoTktQHZqyJhp91tniADSptQJF+xBB/wAoiI7gXKh1gMqoGHiy0eKE8NA6229/UN/RGVOActa4pDiaBS5vwWzCVtpHUDVgEbHkARty5QBNNyqdCH/AMOXmxqR+bZuu21xtzHKKzMjleRaak8OuN1CY1K1MskOvpBUCogeVYE3O+0Sk5ZYDQltDeEaYEs34d2AdNzc2vyi5OWuBG5YyaMJ00NLdDxRwBbiWICvTYkeg2gN/ItybUu03IIaRLoQEtpaASlKRyAA2tEmMMuyiWbRLtNJQ22nSgJFkgdwEZoBEGt/sqa+qMTog1v8AZU19UYDi1eUfV8IpFVeUfV8IpAIQhAIQhAIQhAIQhAIQhAbCq/opT6qNfEqedccRLJWwtIDQIWSNKvR229O8RYBCEIBCEIBCEIBCEICivJP9KvhHeU/9Rl/q0/CODV5J/pV8I7yn/qMv9Wn4QEiNfW6FTMRSDlMrEsJmUeA1tKUQlVjcct42EIDjGsnsuGH/AAlrCsohzTp1BTl7fajG9k1l3My7UnMYaYXLMI0NNFxehvrKVdIvsbqO9+2O3hAcIvJDLFSdCMLMNpKkLOh1wbpII/e80Z05PZdB0vu4al3nVcTU4tS9R1m6uRtb1R2kIDjfmfy3ASE4SkxoUFp6y9lDkecT5bAOFpKky9FlKNLtykqtLjDN1FLaw3wwoXN7hBtzjo4QHHyGUuX9LmEzUjhiTadQnQFWUTY3uNzbfUb98YTkzlktOleDKbslLYKUqSdIUVAbHlqN47aEByreWOCmlJU3QmEaHVPpAUqwcKCjVa/PTtEJOTGWSFcRODZBK7baQoW9BveO3hAcenKfAWudccw1KqXUVKVNL1L1OlSws3N+9KT6oqcp8vvAhTvkvKGWDrb3DKl21o8lXPmLm3pjr4QHGO5Q5dvJCXMKSagLAAqXawII7fMPYI6Ch4dpOHJUyVFkm5RhSy4WmydJUbXO/btGzhAUAtFYQgEIQgEQa3+ypr6oxOiDW/2VNfVGA4tXlH1fCKRVXlH1fCKQCEIQCEIQCEIQCEIQCEIQE+qABqUsObd4gRZU8RUYTrdImKpLS82yrwfQ4HLLX3AhG8RVVqkNhS11FspQnWrhtuKUkG9iRp2vY+yAmwjDVp2SoKELq06ywHQooslxVwnc8kdgjCutUdKAs1NlILfFKVpcCtHfbTATIRhnJluSp7VUcWlUs/8AoygKJV1Sq9iO5JPOI9brMhh+jt1ypTKEyjukpWgKUbKAIOkDUNj2iAnQjLKyyp2XZmpd9hTcw2lxs6juFC47O6M/imc+kz9pX9sBDhEzxTOfSZ+0r+2Himc+kz9pX9sBCV5J/pV8I7unkeAsfVp+EciaROlJN2rWI2Ue31RvZaqpZYbYU0NSEhJ6+3wgNzcQuI1vjU3t4OD50ruPhFfGn8sftiA2NxC4jXeNP5Y/bEPGn8sftiA2NxC4jXeNP5Y/bEPGn8sftiA2NxC4jXeNP5Y/bEPGn8sftiA2NxC4jXeNP5Y/bEPGn8sftiA2NxC4jXeNP5Y/bEPGn8sftiA2NxC4jXeNP5Y/bEPGn8sftiA2NxC4jXeNP5Y/bEPGn8sftiA2NxC4jXeNP5Y/bEPGn8sftiA2NxC4jXeNP5Y/bEamsY7pFCmJaWqd2lTTiWmutfUpV7Ad52OwvAdPcRCrRvSpr6oxzQzUwcVIQazJpLpCUAum5J5XGnaMVSzHwu8mapRqDSHtCkq1E2RbnqNtj5oCKryj6vhFIjzNQk2aWmtibYck1kWcbKl7d9kpJ90YjW6IghDtak2lm10OFxKhfkbFHLzwE2ER8QT8rhqkLrlRmWjKtBJUW9RVZSgkEApHaR2xqcRYwp+HKAziSYbcfk35YzaC0Lq4VgQbG29lCA30I53B+N6ZjSQVU6a083LJYVMBTosShJIO3qifhHEVLxtTHqxQ5hCpViZXKrUs9YLRa4IF7c4DZwjOJJ8i5U0PWr+2IczNSkpNSMk9PS/HqLi2WEJ1nrpbLigo6duqCYDLCM3gbv8A48t9tX9sYlo4bb7xcbUiVtx1J1EIuLj93fYjlAUhGGkzslXAsU+eYKmvLDocQPUSjeEB8tMn85eltm5hfFWKkdJ5ykIwjLOzfBmGmFvzRSw45pQklJF+HpJF7FQ9EfmFJ6Z3Sxqk9KU+Xztr6VTDnDVqQyAhskhSiNHIC5572O3MjymnFdURfQGU352bteKDFVTBuEsX+rEB60q/TX6VtOqa2JbPmrziUpQoPNhlSCVISVAWSRsSQdzy5mNtiTpXdLCh0Cm1c9ISqTXh2hHg6ENBSEqbK97pOoC1tiPRHjT5U1IckS/3YioxVVBfSWUE9obEB7+yLzZ6TWfDFYaqvSgmcOs0dcshCZuntTCXlPcQXsEjSEhB3/zR+dTPSt6Us3i04Em87592Xaqa6Yl99pngK0O8JLoBRsCE3A7iI8sS+PpxhhLZpVOcUObiw6FK9OlYER5nGM7NOJUGZeWSk30MawL/APEpV4w27VdNdVya+E+UZeRXXnTpiOL3HnRnx0usnZyhU5fSKn5+VrElx2A2hkOMoS4UDWnTZOrmnbkmJlFzz6TFWyyqWPXOlRPS83KU8z7NPMuyUlSHShbDjhTstSSkosDc7EWjwg9jOsvupdfnUvBNgErSSbDs27I2AzEmEs+DikU0NnykpMwEqPYbcW1/VE/SmrhNWTcs3rETVOItZzNPDTOmIn/bx/7e0MiOkL0os4scjDM90i67R5BqXXNPzSGJd5WgcggFIvc2ueQFz3RyGMOl30scHYmq2GZrPesTS6XOLluM0liy0pPleR3EXHfHk5rGtalHlPyc0llRvbQk2A7gTv74xu4wrL75mH5pLjvPiFJCvaLGK00XYvTVNWdPRy4ovRemuas6JiMo5d3v3PrPXpE5PT+G5ej9InE9Wcq8mqYmG5qWl9TB/N6OTKQUqJXbnyjqKZ0kM6RQEVmsdIKeZW6+qXakWS0p8EDZbiCkBKCdgoH1R85HswMSTS2XJ+qOzhliC2mZcW4lNuwXNwPXHRnPnFivLptFPIfqy/7462Gu4a3d13aNdPLPL/1jxFm9NnRaq488+L1lJ9KHpNYnzDGFmc+5qhSng4fW/MIZ0pSEFSkpBSNSzayR2naNNmT0tekbgytNU2gdIav1hh2Tbmi65JS7RQpQ3bsEm5B2Hebx5HrWYdbrtSNUmDJsPLSEEMsWSAOXO598QXMV1N0guvNOEbXUiOZNNU1aqZyT9C/GKi9Nf5Ij9HOfu9zYt6QvSTwtgJOLE9KKbn55DzCHZNiTbUhaXUarNuBvykclDlzjW5cdJPpW46ksQVGYz7q8k1RZIONpSzLrLr6rlCV9TqpsFXUNuXnjxV8rqvpDYmkhA5J0bCMsvjSvMBYYqimOInQvhgo1J7jbmIthaNP7mrOP683XxmIsV1U12LenhGcf29aYL6XXSmxbjGj4RmM+qjTPGs61JuTjjTBaltZALiuoBYbnyhzjq88ekJ0nsmsXN4Ykek0/i1pyTRMonqazLhpSlLIKLgKFwBHhc4oqCCOGWTbkS3v8YfKuqXBuz6eHyjLTVEUTRMcZ/lpvbKOkv0nzluccHpD1YPoV1pZbMtY720ghvn/zjn6D0xuk/Up1crN571eXSlKlFxcu0RYbi2lo+i5jySrF1XUjhqmELRe+gt7RaMV1JPIMb/7uK2P9Ouaq+ML11RMRlD1ax00ulNM1RmnIzprSUPzCWdaWWFKAUq1wCgAn2R12Z3Sc6S2B5ekzNH6RFQqqKlLh5Ra8GXw16AS2bNiykm+oEbbc48WSeMp+UfDymZSYsLhLyFFKT5tJFiImTeY1Tn2eBMSEine6VoL+pJ7wS4ey45Rv272GosXIrozqny/pa3cpoj80ZvZ2G+kp0l67hCoYlc6Q1UZmJJpDyJIolw5MIW46glsFF16OGCsDcBaT3xwB6bfSsBsM5axYbbol1H2hux9I2jzsnMypsMiWYplMS0kWSlIfSLegOAC/PlGoexfUnXHHOHLJ1kq0pbNhfsFyT7TFMVdsVU0xapynLj92a9et3aIpppiJh6f/AC3Olb/jJV/umP7IfludK3/GSr/dMf2R5b+VNT+ix92IfKmp/RY+7EaTUepPy3Olb/jJV/umP7IfludK3/GSr/dMf2R5b+VNT+ix92IfKmp/RY+7EB6l/Le6VY8rOSsfdMf2Q/Le6VR2GclY+6Y/sjy18qan9Fj7sQ+VNT+ix92ID1J+W50rf8ZKv90x/ZFrnTZ6U7im1PZx1dRaUFt3aYOhXYpPU2PnEeXflTU/osfdiHypqf0WPuxAepFdN3pVrToOc1aIItulnl2DyItV02elSpJS7nJWVA8wUM9b09TePLvypqf0WPuxD5U1P6LH3YgPUDnTV6UTrIl3c36stoEENqaZUkW8xRaLmum10pmEBtjOKrtpTyCG2UgDuFkco8u/Kmp/RY+7EPlTU/osfdiA9RvdNzpVzDRYdzmrTjZ5oWllST6ii3YIhVPpg9JSsywk6tmtU5lkILYbcaZKQkgC1tHLYR5p+VNT+ix92IfKmp/RY+7EB6UpHS66R9GsxR81ahIoWOFZtlhKQknf9yw5x2GHukv0n1OVOSpGezjHgraJwtSrDB8LK1aXFA8NCApAspWog2BIvbbx38qal9Fj7sQGKqmOQY+7gPY8x0r+lLKy8lNq6RL/AAp2aUzqD0sQykOBBcWCgHQBc7G+0bnE/SY6UWCcft4XrHSCruI5RlDT8w/QhLPqTxLpTZQQtINi0VHsCwNztHh/5U1L6LH3YjNLY0r0mQZec0FJCkqQnSoEbixFjzAgPe8r0rs8HLp+W2cb7Z4J4qZeUSpGsKNrFnkU6d99wfREPJPPfpP5t12uUKv9KqbweuiSZmy5UJVhanAHEoUkJOjrJupRAvsnlaPFbGcGYUqlKZXF1TaCEhCQl5eyQLADrdwEalWNK8qaVPqnQqYJ1Fak6lKJ5kk3MB66r3TA6XGGMQVfDs7nbXXHKZOLlQtIaAUEKUjVYI7SgmEeTV5hYlmJpycmZ1t553dbjjQJMIDmIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAIQhAf//Z" width="307px" alt="how to write a good abstract"/></p>
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		</item>
		<item>
		<title>Example Physics Problems and Solutions</title>
		<link>http://www.pakun.co.th/2023/01/example-physics-problems-and-solutions/</link>
		<comments>http://www.pakun.co.th/2023/01/example-physics-problems-and-solutions/#comments</comments>
		<pubDate>Fri, 27 Jan 2023 08:53:46 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Essay]]></category>

		<guid isPermaLink="false">http://www.pakun.co.th/?p=3217</guid>
		<description><![CDATA[Table of Contents Heading Creative Physics Problems with Solutions 7 Solving Problems in Physics General physics Force and Mass University Physics Volume 1 University of Wisconsin Green Bay Share This Book Lack of neural efficiency related to general giftedness and mathematical excellence: An EEG study &#8230;<div class="continue_reading_link"><a class="css3_a" href="http://www.pakun.co.th/2023/01/example-physics-problems-and-solutions/"><span>Read the rest of the entry &#187;</span></a></div>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Table of Contents Heading</p>
<ul class="toc_list">
<li><a href="#toc-0">Creative Physics Problems with Solutions</a></li>
<li><a href="#toc-1">7 Solving Problems in Physics</a></li>
<li><a href="#toc-2">General physics</a></li>
<li><a href="#toc-3">Force and Mass</a></li>
<li><a href="#toc-4">University Physics Volume 1</a></li>
<li><a href="#toc-5">University of Wisconsin Green Bay</a></li>
<li><a href="#toc-6">Share This Book</a></li>
<li><a href="#toc-9">Lack of neural efficiency related to general giftedness and mathematical excellence: An EEG study</a></li>
</ul>
</div>
<p>Our results demonstrate that pairing application-specific CMOS hardware with physics-inspired optimization methods results in extremely efficient, special-purpose optimization machines. Because of their fully connected topology and high digital precision, these machines have the potential to outperform current analog quantum optimization machines. Pairing such application-specific CMOS hardware with a fast interconnect could result in large-scale transformative optimization devices. We thus expect future generations of the Digital Annealer to open avenues for the study of fundamental physics problems and <a href="https://quelsitedevoyanceestfiable.com/best-guide-to-write-expository-essay-updated/">commentary essay examples</a> industrial applications that were previously inaccessible with conventional CPU hardware. In contemporary education, students often need to use the Internet to find information for solving a problem and completing a learning task. Teachers assume that students are sufficiently skilled to do so, but research shows the skills necessary for effective information problem solving are more often than not underdeveloped. This paper presents a study on embedded IPS training consisting of whole IPS tasks integrated in a 20-week course on vocabulary development, and its effects on student teachers&#8217; IPS skills.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="physic problems"/></p>
<p>Determine how the equations in your toolbox can be combined to find your target variable. If you are using kinematics concepts, draw a motion diagram specifying the objects’ velocity and acceleration at definite positions and times.</p>
<h2 id="toc-0">Creative Physics Problems with Solutions</h2>
<p>Two example problems using the heat of fusion to calculate the energy required for a phase change. Find the length of the pendulum when the period and acceleration due to gravity is known. Find the period if you know the length of a pendulum and the <a href="https://www.glasshome-sa.com/?p=3452">https://www.glasshome-sa.com/?p=3452</a> acceleration due to gravity. These example problems show how to calculate the momentum of moving masses. This example problem is similar to the Atwood machine except one block is resting on a frictionless surface perpendicular to the other block.</p>
<p>First of all, you must know and understand the principles of physics. Secondly, you must have a strategy for applying these principles to new situations in which physics can be helpful. Many students say, “I understand the material, I just can’t do the problems.” If this is true of you as a physics student, then maybe you need to develop your problem-solving skills. Clear and incisive, Twelve Problems in Physics provides thorough coverage of critical information. The book is written for introductory calculus-based physics courses for science and engineering students.</p>
<h3 id="toc-1">7 Solving Problems in Physics</h3>
<p>Dynamics problems ask you to relate motion to the forces causing it. Note that the word “force” isn’t always used explicitly in the statement of the problem. You know many forces such as gravity, tension, and normal force that are present even if not listed in the problem.</p>
<div style='text-align:center'><iframe width='568' height='314' src='https://www.youtube.com/embed/K-Fc08X56R0' frameborder='0' alt='physic problems' allowfullscreen></iframe></div>
<p>The following is a list of notable unsolved problems grouped into broad areas of physics. This is actually 3 similar example problems using the specific heat equation to calculate heat, specific heat, and temperature of a system. See how to calculate wavelength if you know frequency and vice versa, for light, sound, or other waves. You might say that you’re more comfortable working with numbers the whole way through and that the two methods will yield the same results as long as you’re careful.</p>
<h2 id="toc-2">General physics</h2>
<p>They varied the mass of the system, but kept the weight on the end of the string constant. They varied the weight on the string, but kept the total mass of the system constant. Frequently expert problem solvers will start with the target variable and work backwards to determine a path to the answer. For example, if you are looking for a velocity, you know your final answer must be in m/s. Now, knowing the target variable, and your approach, you can assemble your toolbox of mathematical expressions using the principles and constraints from your approach to relate the physics variables from your diagrams. This is the first time you really begin to look for quantitative relationships among the variables. Then, using the question, your physics description and the  approach you have stated, you will need to identify a target variable.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="physic problems"/></p>
<p>In the fully connected problems, accepting a move and updating the effective local fields in a CPU implementation of a Monte Carlo algorithm is computationally more expensive than for sparse problems. The PTDA yields higher TTSs than the DA in both cases of bimodal and Gaussian disorder, likely due to the CPU overhead of performing parallel tempering moves. Considering the number of problems solved to optimality, the PTDA outperforms the DA when solving 2D spin-glass problems with bimodal <a href="http://ashiassociates.com/2022/08/03/list-of-marketing-project-topics-and-materials-pdf/">quotation introduction</a> couplings; however, as shown in Figure 3, the PTDA solves fewer problems with Gaussian disorder. Figure 3 illustrates the TTS results of the DA, SA, PT+ICM, and PTDA for 2D spin-glass problems with bimodal and Gaussian disorder. In all TTS plots in this paper, points and error bars represent the mean and the 5th and 95th percentiles of the TTS distribution, respectively. PT+ICM has the lowest TTS for problems with bimodal and Gaussian disorder and has a clear scaling advantage.</p>
<h3 id="toc-3">Force and Mass</h3>
<p>At first, you might think this method is a waste of paper and/or time. Over time, you will develop your own streamlined version of this template- and that’s great. However, keep the essential elements in mind- 1) stay organized and 2) write all the important stuff down- and you can expect success. Many of the physics problems can be found scattered throughout the textbook for the Physics 16 course here at Harvard.</p>
<ol>
<li>The parameters of the DA and SA have been experimentally tuned for each of the nine problem densities .</li>
<li>The R2 of the fitted model is greater than or slightly lower than 90% for each algorithm.</li>
<li>The physics problems included in this book are significantly more difficult than similar books within the same theoretical domains involved, leading to better teaching and learning value.</li>
<li>Notice that the essential elements are all here- a sketch, a list of known and unknown quantities with units, algebra, numbers plugged in with units and a short evaluation of the answer.</li>
<li>First of all, you must know and understand the principles of physics.</li>
</ol>
<p>Students performed better on some science content domains with a particular item type (either hands-on <a href="https://www.fis-distribution.com/having-more-women-humanitarian-leaders-will-help/">essay on to kill a mocking bird</a> or traditional). Implications for assessment developers and science instructors were also discussed.</p>
<h2 id="toc-4">University Physics Volume 1</h2>
<p>Figure 5 shows the residual energy , which is the relative energy difference between the lowest-energy solution found and the reference-energy solution, for the largest problem size, which has 1, 024 variables. We observe that the DA outperforms SA, as it results in a lower residual energy for a given number of Monte Carlo sweeps (S≤105). Furthermore, Figure 6 illustrates that the parallel-trial scheme is more effective for this class of problems, which could be due to the decrease in the degeneracy of the ground states. In Figure 6A, we observe that the difference between mean success probabilities, for a problem of size 144 with 104 Monte Carlo sweeps, is larger compared to the bimodal disorder . The success probability correlation of 100 2D-Gaussian problem instances with 400 variables in Figure 6B further demonstrates that the DA reaches higher success probabilities, which results in a lower TTS .</p>
<ol>
<li>Time is a key variable that tells you to work with the kinematic equations.</li>
<li>It is easiest if you can find equations that contain only one unknown—that is, all the other variables are known—so you can solve for the unknown easily.</li>
<li>This study aimed to compare student science performance between hands-on and traditional item types by investigating the item type effect and the interaction effect between item type and science content domain.</li>
<li>He has written several renowned books on physics, is Head of the Committee of the National Physics Competition for Secondary School Students, and is the Honorary President of Loránd Eötvös Physical Society’s Education Committee.</li>
<li>Here, you must use your common sense about how the real world works as well as those aspects of the physical world you have learned in your physics class.</li>
</ol>
<p>The biggest shortcoming of beginning physics problem solvers is attempting to apply the laws of physics, that is write down equations, before undertaking this qualitative analysis of the problem. If you can resist the temptation to look for equations too early in your problem solution, you will become a much more effective <a href="https://www.estanbulplastikcerrahi.com/what-is-an-argumentative-essay-simple-examples-to/">https://www.estanbulplastikcerrahi.com/what-is-an-argumentative-essay-simple-examples-to/</a> problem solver. This book is a compilation of different methods of formulating and solving inverse problems in physics from classical mechanics to the potentials and nucleus-nucleus scattering. Mathematical proofs are omitted since excellent monographs already exist dealing with these aspects of the inverse problems.</p>
<h3 id="toc-5">University of Wisconsin Green Bay</h3>
<p>The number of Monte Carlo sweeps in SA is 104 and the number of iterations in the DA is 107, corresponding to ≃104 Monte Carlo sweeps. Our results on spin-glass problems with Gaussian disorder further indicate that the 16-bit precision of the hardware used in this study is not a limiting factor because the DA outperforms SA on instances of these problems. We leave a presentation of our experimental results using the second-generation hardware for future work. The statistics of the TTS distribution of the DA, the PTDA, and the SA and PT algorithms are shown in Figure 7A for SK-bimodal problem instances. Comparing the DA to SA and PT, we observe that the DA yields a noticeable, consistent speedup of at least two orders of magnitude as we approach the largest problem size.</p>
<ol>
<li>This problem could be modified to solve any object tossed vertically or dropped off a tall building or any height.</li>
<li>Per our terms of use, Mathway&#8217;s live experts will not knowingly provide solutions to students while they are taking a test or quiz.</li>
<li>Our results demonstrate that pairing application-specific CMOS hardware with physics-inspired optimization methods results in extremely efficient, special-purpose optimization machines.</li>
<li>Before a transparent material can be approved for use as a windshield in an airplane, it must first pass the &#8220;bird-impact resistance&#8221; test.</li>
<li>See how to calculate wavelength if you know frequency and vice versa, for light, sound, or other waves.</li>
</ol>
<p>Note that this step requires a constant time, regardless of the number of neighbors, due to the parallelization on the hardware, whereas the computational time of the same step in SA increases linearly in the number of neighbors. Here’s an example applying the <a href="http://www.oppublicidad.com/the-6-types-of-argumentative-texts/">essay outline high school</a> equations of motion under constant acceleration to determine the maximum height, velocity and time of  flight for a coin flipped into a well. This problem could be modified to solve any object tossed vertically or dropped off a tall building or any height.</p>
<h2 id="toc-6">Share This Book</h2>
<p>In problems with bimodally distributed couplings, although SA results in a lower TTS for small-sized problems, the DA and SA demonstrate similar TTSs as the problem size increases. The performance of both SA and the DA decreases when solving harder problem instances with Gaussian disorder, with significantly reduced degeneracy of the ground states. However, in this case, the DA outperforms SA even with its current precision limit.</p>
<ol>
<li>Mean, 5th, and 95th percentiles of the TTS distributions for 2D-bimodal and 2D-Gaussian spin-glass problems.</li>
<li>You often need to decide which direction is positive and note that on your sketch.</li>
<li>Some of the major unsolved problems in physics are theoretical, meaning that existing theories seem incapable of explaining a certain observed phenomenon or experimental result.</li>
<li>You will begin automatically to do those things that will lead you to construct an effective solution to the problem.</li>
<li>In particular, we catalog a set of semantic biases that constrain the content of theories.</li>
<li>The paradigm successfully deconstructs the elements and the structure in physical thinking and then eliminates the obstacles of people’s underlying thinking, so that all the thinking built on it can be clear and ordered.</li>
<li>The label below each rectangle represents the TTS percentile on which the confidence interval is based.</li>
</ol>
<p>You will need to get assistance from your school if you are having problems entering the answers into your online assignment. We are more than happy to answer any math specific question you may have about this problem. Electricity &#038; Magnetism problems are often found in other categories. In addition to definition problems (e.g. electric force or field due to point charges), you use <a href="https://medseka.com/2022/06/09/expository-essay-guide-with-definition-examples/">narrative essay def</a> electric force in Dynamics problems and electric energy in Conservation of Energy problems. Unique to Electricity &#038; Magnetism, however, are problems involving electric circuits or electromagnetic induction. Feel free to look at the different examples of physics problems. The solutions for the problems will not just consist of &#8220;plug &#8216;n chug&#8221; formula usage, and number crunching.</p>
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		<title>300 Creative Physics Problems with Solutions</title>
		<link>http://www.pakun.co.th/2023/01/300-creative-physics-problems-with-solutions/</link>
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		<pubDate>Fri, 27 Jan 2023 08:31:03 +0000</pubDate>
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		<description><![CDATA[Table of Contents Heading Physics Problems And SolutionsFor Real World Applications General physics Lack of neural efficiency related to general giftedness and mathematical excellence: An EEG study Measures for explainable AI: Explanation goodness, user satisfaction, mental models, curiosity, trust, and human Charge and Coulomb Force &#8230;<div class="continue_reading_link"><a class="css3_a" href="http://www.pakun.co.th/2023/01/300-creative-physics-problems-with-solutions/"><span>Read the rest of the entry &#187;</span></a></div>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Table of Contents Heading</p>
<ul class="toc_list">
<li><a href="#toc-0">Physics Problems And SolutionsFor Real World Applications</a></li>
<li><a href="#toc-1">General physics</a></li>
<li><a href="#toc-2">Lack of neural efficiency related to general giftedness and mathematical excellence: An EEG study</a></li>
<li><a href="#toc-3">Measures for explainable AI: Explanation goodness, user satisfaction, mental models, curiosity, trust, and human</a></li>
<li><a href="#toc-4">Charge and Coulomb Force Example Problems</a></li>
<li><a href="#toc-5">How it looks on a student paper</a></li>
<li><a href="#toc-6">Physics Problems for Graduate Students</a></li>
<li><a href="#toc-8">List of unsolved problems in physics</a></li>
</ul>
</div>
<p>These problems relate speed of an object at different positions. In order to work a problem using Conservation of Energy, you need to know either that there are no significant forces taking energy out of the system or the size of those forces. <a href="http://hibrite.sg/zulekha-hospitals-lab-reports/">example of an outline for an essay</a> Conservation of Energy will not tell you about the time it takes to go between two positions. Also known as motion problems, these problems ask you to describe motion. Time is a key variable that tells you to work with the kinematic equations.</p>
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" width="303px" alt="physic problems"/></p>
<p>To increase the probability of finding the optimum, this process is repeated multiple times (referred to as “runs”), returning the best state found. This study aimed to compare student science performance between hands-on and traditional item types by investigating the item type effect and the interaction effect between item type and science content domain. In Shanghai, China, 2404 ninth-graders from six urban junior high schools took part in the study. The partial credit many-facet Rasch measurement analysis was used to examine the instrument&#8217;s quality and investigate the item type effect and the interaction effect. The results showed that the traditional item type was significantly more difficult for participants than the hands-on item type, exhibiting a moderate-to-large effect size. Moderate or large interaction effects of an item type with a specific content domain on student science performance were also detected.</p>
<h2 id="toc-0">Physics Problems And SolutionsFor Real World Applications</h2>
<p>PERMANOVA testing and PLN modelling emerged as novel approaches for identifying the key variables that explain the use of terms in the description <a href="https://unsa.ac.id/how-to-start-an-essay-with-a-quote-learn-with/">controlling ideas</a> task. Per our terms of use, Mathway&#8217;s live experts will not knowingly provide solutions to students while they are taking a test or quiz.</p>
<ol>
<li>Posed in accessible language and requiring only elementary calculus, these problems are intended to strengthen students&#8217; knowledge of the laws of physics by applying them to practical situations in a fun and instructive way.</li>
<li>Sometimes, it’s because the student is confused about the physics.</li>
<li>In addition, the annealing time is expected to decrease, and we conjecture that the TTS might decrease accordingly.</li>
<li>The books are printed on demand, do not have an ISBN, and are not intended for resale, which results in savings we pass along to students.</li>
<li>In contrast, video games involving agents and objects embedded in richly structured systems provide an experimentally tractable proxy for real-world complexity.</li>
<li>Find the length of the pendulum when the period and acceleration due to gravity is known.</li>
<li>Yipeng Gu obtained his PhD in condensed matter physics in 2014 from Jilin University, China.</li>
<li>Have you ever wondered why you feel slightly heavier in an elevator when it begins to move up?</li>
</ol>
<p>This block is hanging over the edge and pulling down on the coupled string. The problem shows how to calculate the acceleration of the blocks and the tension in the connecting string. This example problem highlights the basics of finding the forces acting on a system in mechanical equilibrium. Equilibrium Example ProblemThis example problem shows how to determine the different forces in a system at equilibrium. The system is a block suspended from a rope attached to two other ropes. Have you ever wondered why you feel slightly heavier in an elevator when it begins to move up? This example problem explains how to find your weight in an accelerating elevator and how to find the acceleration of an elevator using your weight on a scale.</p>
<h3 id="toc-1">General physics</h3>
<p>This is significant, because when performing a computation in parallel, if a portion of the work is performed sequentially, it introduces a bottleneck that eventually dominates the overall run time . Amdahl&#8217;s Law quantifies this by stating that if the sequential part is a fraction α of the total work, the speedup is limited to 1/α asymptotically. In section 3 we probe the <a href="https://www.prehealthmarket.com/2022/04/13/how-to-write-a-book-report-with-examples/">essay about to kill a mockingbird</a> advantage of parallel-trial over single-trial Monte Carlo moves and in section 4 we discuss the methodology we have used for measuring time to solution. The experimental results are presented and discussed in section 6. This example problem uses the equations of motion for constant acceleration to find the position, velocity, and acceleration of a breaking vehicle.</p>
<ol>
<li>We leave a presentation of our experimental results using the second-generation hardware for future work.</li>
<li>To perform ICM, two copies of the system are simulated at the same temperature.</li>
<li>Determine the time for the feather to fall to the surface of the moon.</li>
<li>Bookstores and these vendors share in the total projected mark-up.</li>
<li>In Quantum Mechanics problems, you may look at wave or particle behavior of light and subatomic particles.</li>
<li>As explained in section 2, for the fully connected problems, the cluster moves have not been included in PT because the clusters of variables span the entire system.</li>
<li>These problems allow any student of physics to test their understanding of the use of the four kinematic equations to solve problems involving the one-dimensional motion of objects.</li>
</ol>
<p>These data illustrate the role of the c-Src inhibitor to block E2-induced apoptosis and enhance E2-stimulated growth. Caution must be exercised when considering c-Src inhibitors in clinical trials following the development of acquired resistance to aromatase inhibitors, especially in the presence of the patient’s own oestrogen. This study uses two statistical methods to investigate the differences in the ways in which different panels perceive and describe two French uncooked PDO cheeses in a free sorting task and then in a verbalization task. If several correct solutions are submitted within 3 hours, those lacking a clear and understandable explanations will be rated lower. The winner of the round is the first student to submit a correct solution.</p>
<h2 id="toc-2">Lack of neural efficiency related to general giftedness and mathematical excellence: An EEG study</h2>
<p>In the current early implementation of the PTDA, the TTS is higher than it is likely to be in the future, due to the CPU overhead in performing PT moves. However, the PTDA algorithm demonstrates better scaling than the other three algorithms for a fully connected spin-glass problem of average computational difficulty, with bimodal couplings. SK-bimodal—Spin-glass problems on a complete graph—also known as Sherrington–Kirkpatrick spin-glass problems —where couplings are chosen according to a bimodal distribution, that is, they take values from with equal probability. 2D-Gaussian—Two-dimensional spin-glass problems where couplings are chosen from a Gaussian distribution with a mean of zero and a standard deviation of one, scaled by 105. Such problems arise naturally in many fields of research, including finance , chemistry , biology , logistics and scheduling , and machine learning [9–12].</p>
<p>In addition, there is a kids section to help kids learn science, with an emphasis on physics. This is a useful resource for parents and teachers who want to engage their kids in the sciences, and help plant the &#8220;seeds&#8221; for future interest, and a potential career, in the sciences. Maybe you want to know how the physics you were taught in school applies to the &#8220;real world&#8221;. List of links to unsolved problems in physics, prizes and research. Under what conditions do smooth solutions exist for the Navier–Stokes equations, which are the equations that describe the flow of a viscous fluid? This problem, for an incompressible fluid in three dimensions, is also one of  the Millennium Prize Problems in mathematics.</p>
<h3 id="toc-3">Measures for explainable AI: Explanation goodness, user satisfaction, mental models, curiosity, trust, and human</h3>
<p>In particular we want to construct the velocity and the density profiles of a layered medium from the reflection coefficient at two different frequencies. One <a href="https://www.gotpicture.com.do/how-many-sentences-in-a-paragraph-words-in-a/">https://www.gotpicture.com.do/how-many-sentences-in-a-paragraph-words-in-a/</a> of the oldest and often used inverse problems of quantum theory is the calculation of the potential energy curves of molecules from the spectroscopic data.</p>
<div style='text-align:center'><iframe width='569' height='315' src='https://www.youtube.com/embed/N6IhkTjWrd4' frameborder='0' alt='physic problems' allowfullscreen></iframe></div>
<p>If you are only asked for positions and velocities, you may also be able to work the problem using Conservation of Energy. This website contains a variety of physics problems, complete <a href="http://ipoojari.org/2022/08/01/how-to-write-a-business-proposal/">informational essay definition</a> with solutions, taken from real world applications. The intent is to stimulate awareness and understanding of the physical world for people who are interested in physics.</p>
<h3 id="toc-4">Charge and Coulomb Force Example Problems</h3>
<p>It was once recorded that a Jaguar left skid marks that were 290 m in length. Assuming that the Jaguar skidded to <a href="https://www.uniquecardwedding.co.id/how-long-should-your-college-essay-be-what-is-the/">how to end a essay example</a> a stop with a constant acceleration of -3.90 m/s2, determine the speed of the Jaguar before it began to skid.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="physic problems"/></p>
<p>2D-bimodal—Two-dimensional spin-glass problems on a torus , where couplings are chosen according to a bimodal distribution, that is, they take values from with equal probability. It is important to note that the correct scaling is only observed if the parameters of the solver are tuned such that the TTS is minimized. Otherwise, a suboptimal scaling might be observed and incorrect conclusions could be made. Recall that the TTS is the product of the R99 and the time taken per run τ. Let us consider a parameter that affects the computational effort taken, such as the number of sweeps. Increasing the number of sweeps results in the algorithm being more likely to find the reference solution, hence resulting in a lower R99. On the other hand, increasing the number of sweeps also results in a longer runtime, increasing τ.</p>
<h2 id="toc-5">How it looks on a student paper</h2>
<p>The SA algorithm starts from a random initial state at a high temperature. <a href="https://www.jasaparanormalampuh.com/harper-lee-s-to-kill-a-mockingbird/">https://www.jasaparanormalampuh.com/harper-lee-s-to-kill-a-mockingbird/</a> Monte Carlo updates at decreasing temperatures are then performed.</p>
<p>Two areas of modern physics are addressed through example problems on this page. Special Relativity problems ask you to relate the observations of two observers measuring the same thing. In Quantum Mechanics problems, you may look at wave or particle behavior of light and subatomic particles. As always, basic definitions problems are found with other Definitions examples. These are straightforward problems that take you between two closely related concepts. Definition problems may be strictly mathematical (e.g. components of a vector), may involve rates (e.g. acceleration is the rate at which velocity changes), or they may simply be definitions (e.g. pressure is defined as force/area).</p>
<h3 id="toc-6">Physics Problems for Graduate Students</h3>
<p>In this paper, we compare several Monte Carlo algorithms and their use for solving optimization problems. The results unsurprisingly showed broadly overlapping cheese configurations between the three panels. However, none of the panels clearly separated Cantal from Salers cheeses.</p>
<ol>
<li>Finally, the move is applied by swapping the states of the opposite variables in the two replicas.</li>
<li>The intent is to stimulate awareness and understanding of the physical world for people who are interested in physics.</li>
<li>One part of learning how to solve a problem is to know what approach to use.</li>
<li>Finally, calculate the numerical result for the target variable.</li>
<li>The material is organized into twelve carefully selected chapters.</li>
<li>However, in this case, the DA outperforms SA even with its current precision limit.</li>
</ol>
<p>Physics problem solving can be learned just like you learned to drive a car, play a musical instrument, or ride a bike. What can aid you more than anything is to have a general approach to follow with each problem you encounter. You may use different tools or tactics with differing areas of physics, but  the overall strategy remains the same. Most likely, you have already acquired some problem-solving skills and habits from previous courses in physics, chemistry, or mathematics. Like other areas of learning and life, some of these habits may be beneficial and some may actually hinder your progress in learning how to solve physics problems. Yipeng Gu obtained his PhD in condensed matter physics in 2014 from Jilin University, China. He teaches physics at the School of Natural Science, Changchun University of Science and Technology, China.</p>
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		<title>General Essay Writing Tips</title>
		<link>http://www.pakun.co.th/2022/12/general-essay-writing-tips/</link>
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		<pubDate>Thu, 22 Dec 2022 16:00:53 +0000</pubDate>
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		<description><![CDATA[Table of Contents Heading How do I place an order with your paper writing service? Availability of Native Writers Writer samples Keep your grades safe with the &#8220;write my essay for me&#8221; request Know your essays audience Your #1 paper writing service Write my paper &#8230;<div class="continue_reading_link"><a class="css3_a" href="http://www.pakun.co.th/2022/12/general-essay-writing-tips/"><span>Read the rest of the entry &#187;</span></a></div>]]></description>
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<p class="toctitle" style="font-weight: 700;text-align: center;">Table of Contents Heading</p>
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<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="302px" alt="i need a essay written"/></p>
<p>As the final paragraph is represents your last chance to make your case and, as such, should follow an extremely rigid format. For the first body paragraph you should use your strongest argument or most significant example unless some other more obvious beginning point is required. Though it may seem formulaic – and, well, it is &#8211; the idea behind this structure is to make it easier for the reader  to navigate the ideas put forth in an essay. You see, <a href="https://allspice.ir/what-are-the-4-types-of-thesis/">https://allspice.ir/what-are-the-4-types-of-thesis/</a> if your essay has the same structure as every other one, any reader should be able to quickly and easily find the information most relevant to them. Our service exists to help you grow as a student, and not to cheat your academic institution. We suggest you use our work as a study aid and not as finalized material. Paid attention to detail, was very conscientious and timely, and adequately integrated theory and empirical evidence in his writing.</p>
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<h2 id="toc-2">Writer samples</h2>
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<div style='text-align:center'><iframe width='567' height='317' src='https://www.youtube.com/embed/dbNVbIA8Os0' frameborder='0' alt='i need a essay written' allowfullscreen></iframe></div>
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<li>The quality of the project will tell you whether or not the company is trustworthy.</li>
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<h2 id="toc-6">Write my paper of any type</h2>
<p>The writer is expertised and clearly understood guidelines. Will ask Cristopher to help me write my essay again. However, writers still tend to rely on somewhat cliché opening sentences, such as quotations and rhetorical questions. Great writing techniques for essays include brainstorming and tree diagrams, especially when coming up with a topic for your thesis statement. <a href="http://www.paviweb.com/best-essay-formatting-service/">how to quote examples</a> Becoming familiar with different structures for organizing your essay (order of importance, chronological, etc.) is also extremely helpful. This means subjecting your essay to close and comprehensive editing and proofreading processes. In other words, you must read your paper as many times as necessary to eliminate all grammar/punctuation mistakes and typos.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Where can I publish my academic essay?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<ul>
<li>Boston Globe.</li>
<li>Extra Crispy.</li>
<li>Dame Magazine.</li>
<li>The Christian Science Monitor.</li>
<li>Kveller.</li>
<li>The Sun Magazine.</li>
<li>New Statesman.</li>
<li>The New York Times.</li>
</ul>
<div></div>
</p>
</div></div>
</div>
<p>Sequentially, rigid quality control and internal databases give authentic results. Customer reviews about StudyCrumb speak for themselves. Check what students think about our best essay writing services. Choose the right filters for easier feedback navigation. We’ve <a href="https://dodungnoithat.net/chua-duoc-phan-loai/the-perfect-college-essay-structure.html">essay topic examples</a> employed 50+ editors to check the quality of your paper and ensure that it stands up to the required academic standards. These advanced experts also mentor writers who are new to our team to make sure they deliver top-quality essays starting from day one.</p>
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		<title>Legit Essay Writing Service</title>
		<link>http://www.pakun.co.th/2022/12/legit-essay-writing-service/</link>
		<comments>http://www.pakun.co.th/2022/12/legit-essay-writing-service/#comments</comments>
		<pubDate>Thu, 15 Dec 2022 10:05:37 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Essay]]></category>

		<guid isPermaLink="false">http://www.pakun.co.th/?p=3329</guid>
		<description><![CDATA[Table of Contents Heading Checking if the site connection is secure Can I add more money for a specific order after hiring a paper writer and making a deposit? Is write my essay legit? Understanding Your Assignment How fast can you write my essay for &#8230;<div class="continue_reading_link"><a class="css3_a" href="http://www.pakun.co.th/2022/12/legit-essay-writing-service/"><span>Read the rest of the entry &#187;</span></a></div>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Table of Contents Heading</p>
<ul class="toc_list">
<li><a href="#toc-0">Checking if the site connection is secure</a></li>
<li><a href="#toc-1">Can I add more money for a specific order after hiring a paper writer and making a deposit?</a></li>
<li><a href="#toc-2">Is write my essay legit?</a></li>
<li><a href="#toc-3">Understanding Your Assignment</a></li>
<li><a href="#toc-4">How fast can you write my essay for me?</a></li>
<li><a href="#toc-5">Plagiarism</a></li>
<li><a href="#toc-6">We can help you get a better grade and deliver your task on time!</a></li>
<li><a href="#toc-8">How to Write a Good Introduction for an Essay</a></li>
</ul>
</div>
<p>Academic assignments are extremely time-consuming and nerve-racking, especially if they don&#8217;t fall under your line of interest. It is normal to feel tired and unmotivated, or lack the inspiration to produce any high-quality writing pieces.</p>
<ol>
<li>They all have substantial research and writing experience and are experts in their field.</li>
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" width="308px" alt="i need a essay written"/></p>
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<h2 id="toc-4">How fast can you write my essay for me?</h2>
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<div style='text-align:center'><iframe width='569' height='317' src='https://www.youtube.com/embed/YcAKt97JEmY' frameborder='0' alt='i need a essay written' allowfullscreen></iframe></div>
<p>Follow these tips to identify the high caliber essay providers and avoid disappointment. They are available to answer your questions, address  your concerns, and help you find a reliable essay helper for your needs.</p>
<h3 id="toc-5">Plagiarism</h3>
<p>Your email will be used to log into the website, and you can pay from there. But, you can use them to offer a cushion, as you navigate the stress of mountains of work, along with jobs, family, friends, <a href="https://felixsafety.com/how-do-i-actually-write-the-name-of-the-article/">https://felixsafety.com/how-do-i-actually-write-the-name-of-the-article/</a> and yourself. A failing grade could have repercussions that last for a very long time, especially since it will affect your overall GPA. You can find all the answers to your burning questions below.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="i need a essay written"/></p>
<p>Although we have a whopping 98% success rate, we still believe in having a money-back guarantee as things might not always go smoothly. Pleasing <a href="https://stationeryworld.net/2023/01/09/how-long-should-your-personal-statement-be/">https://stationeryworld.net/2023/01/09/how-long-should-your-personal-statement-be/</a> our clients is our number one priority, and if we&#8217;ve failed in that, our job is not complete, therefore we do not take any payments.</p>
<h2 id="toc-6">We can help you get a better grade and deliver your task on time!</h2>
<p>We do not endorse or condone any type of plagiarism. Once everything looks good, you can release the payment and get the final version of your paper. The thing is, there’s almost always too little time to handle all your assignments properly. This can put too much pressure on you, causing you to be too hard on yourself just to tick all the boxes on your list. And, often, pushing yourself to achieve unrealistic goals brings even more problems, including burnout and even depression. I really like the process of acquiring a writer and setting the instructions for the writer to let them know exactly what&#8230;</p>
<p>Most essay writing services will price their essays “per page,” meaning you need to multiply the page count by this price. For instance, if a service charges $10 per page for a high school essay and the essay needs to be 8 pages, the price would be $80 as a base rate. If you tell an essay writing service, simply, “I want you to write my essay, what is your price? The reason for this is because the cost of getting an essay written online can vary depending on numerous factors. First, you provide the service with the basic information about the essay you need written.</p>
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