tag:blogger.com,1999:blog-26197437642134154332024-03-13T16:40:36.550-05:00CoPhilosophyA collaborative search for wisdom, at Middle Tennessee State University and beyond...
"The pluralistic form takes for me a stronger hold on reality than any other philosophy I know of, being essentially a social philosophy, a philosophy of 'co'"-William JamesPhilhttp://www.blogger.com/profile/02115141650963300011noreply@blogger.comBlogger6621125tag:blogger.com,1999:blog-2619743764213415433.post-52708943856525199482021-08-24T21:08:00.001-05:002021-08-24T21:08:13.528-05:00Socratic wisdom<div style="text-align: center;">
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Philhttp://www.blogger.com/profile/02115141650963300011noreply@blogger.com2tag:blogger.com,1999:blog-2619743764213415433.post-72950882297917927922020-05-11T09:05:00.001-05:002020-05-11T09:05:29.549-05:00Tweet by Five Books on Twitter<div dir="ltr"><a href="https://twitter.com/five_books/status/1259747572580827138?s=11"><table cellpadding="0" cellspacing="0" border="0" style="border:1px solid #ccd6dd; border-radius: 12px;" width="500" bgcolor="#ffffff"><tbody><tr><td colspan="3" style="font-size: 0px; line-height: 0px;" height="12"> </td></tr><tr><td width="18" style="font-size: 0px; line-height: 0px; min-width: 18px;"> </td><td><table cellpadding="0" cellspacing="0" border="0" width="464" align="left"><tbody><tr valign="top"><td width="48" valign="top"><a href="https://twitter.com/five_books?s=11"><img src="https://pbs.twimg.com/profile_images/990922599302684672/0yX4qtqz_normal.jpg" style="border-radius: 50%; padding: 0px;" height="48" width="48" data-unique-identifier=""></a></td><td width="8" style="font-size: 0px; line-height: 0px; min-width:8px;"><img src="https://ea.twimg.com/email/self_serve/media/spacer.png" width="8" data-unique-identifier=""></td><td valign="middle" width="388" style="min-width: 388px;"><table cellpadding="0" cellspacing="0" border="0" align="left" width="388"><tbody><tr><td align="left" width="388"><b><a href="https://twitter.com/five_books?s=11" style="font-family: Helvetica, Arial, san-serif; font-size: 14px; line-height: 18px; color: #292c2f; text-decoration: none;">Five Books</a></b></td></tr><tr><td align="left"><a href="https://twitter.com/five_books?s=11" style="font-family: Helvetica, Arial, san-serif; font-size: 14px; line-height: 18px; text-decoration: none; color: #7e8c98;">@five_books</a></td></tr></tbody></table></td><td valign="top" width="20"><img src="https://ea.twimg.com/email/self_serve/media/logo_twitter-1497383721365.png" height="20" width="24" data-unique-identifier=""></td></tr><tr><td height="9" colspan="4" style="font-size: 0px; line-height:0px;"><img src="https://ea.twimg.com/self_serve/media/spacer_464x1-1582829598167.png" width="464" height="1" data-unique-identifier=""></td></tr><tr><td colspan="4" style="font-family: Helvetica, Arial, san-serif;color: #292c2f; font-size: 18px; line-height: 24px; text-decoration: none;">Do you know your straw man arguments from your weasel words? Nigel Warburton (<a href="https://twitter.com/@philosophybites">@philosophybites</a>), Five Books' philosophy editor and author of Thinking from A to Z, selects the best books on critical thinking. <a href="https://t.co/XBnIajkuAv"><span>fivebooks.com/best-books/cri…</span></a></td></tr><tr><td height="3" colspan="4" style="font-size: 0px; line-height:0px;"> </td></tr><tr><td colspan="4"><a href="https://twitter.com/five_books/status/1259747572580827138?s=11" style="font-family: Helvetica, Arial, san-serif;color: #667785; font-size: 14px; line-height: 18px; text-decoration:none;">5/11/20, 2:30 AM</a></td></tr></tbody></table></td><td width="18" style="font-size: 0px; line-height: 0px; min-width: 18px;"> </td></tr><tr><td colspan="3" style="font-size: 0px; line-height: 0px;" height="12"> </td></tr></tbody></table></a><br> <a href="https://twitter.com/download?ref_src=MailTweet-iOS">Download</a> the Twitter app </div><br><br><div dir="ltr">Phil.Oliver@mtsu.edu<div>👣Solvitur ambulando</div><div><span style="font-size: 13pt;">💭Sapere aude</span></div></div>Philhttp://www.blogger.com/profile/02115141650963300011noreply@blogger.com0tag:blogger.com,1999:blog-2619743764213415433.post-42016473404099802422020-05-06T00:05:00.000-05:002020-05-06T00:13:11.680-05:00The End<div style="text-align: center;">
<img alt="Thats all Folks (Rare) - YouTube" height="224" 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" width="400" /><br />
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That concludes final report posting for the Spring 2020 semester. Please hold any questions about grades until May 11.</div>
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Good luck. Be safe and be well. jpo</div>
</div>
Philhttp://www.blogger.com/profile/02115141650963300011noreply@blogger.com0tag:blogger.com,1999:blog-2619743764213415433.post-87431116411584002942020-05-05T23:47:00.002-05:002020-05-05T23:47:21.502-05:00<div class="OutlineElement Ltr SCXW60691024 BCX4" style="-webkit-user-drag: none; -webkit-user-select: text; caret-color: rgba(0, 0, 0, 0.847); clear: both; color: rgba(0, 0, 0, 0.847); cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative;">
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<span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 14pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 23.741666666666667px; margin: 0px; padding: 0px;" xml:lang="EN-US">Final </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 14pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 23.741666666666667px; margin: 0px; padding: 0px;" xml:lang="EN-US">Report Blog</span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 14pt; line-height: 23.741666666666667px; margin: 0px; padding: 0px;"> </span></div>
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<span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 14pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 23.741666666666667px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="NormalTextRun SpellingErrorV2 SCXW60691024 BCX4" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; background-image: url("data:image/svg+xml; background-position: left bottom; background-repeat: repeat no-repeat; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin: 0px; padding: 0px;">De’Jah</span></span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 14pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 23.741666666666667px; margin: 0px; padding: 0px;" xml:lang="EN-US"> Hill: Section 11</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 14pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 23.741666666666667px; margin: 0px; padding: 0px;" xml:lang="EN-US"> </span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 14pt; line-height: 23.741666666666667px; margin: 0px; padding: 0px;"> </span></div>
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<div class="Paragraph SCXW60691024 BCX4" lang="EN-US" paraeid="{97cb6f6a-d6fe-4f3c-a918-ed9923e65e8f}{28}" paraid="738692707" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; text-indent: 48px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
<span class="TextRun Underlined SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 28pt; font-variant-ligatures: none !important; line-height: 48.5625px; margin: 0px; padding: 0px; text-decoration: underline;" xml:lang="EN-US"><span class="NormalTextRun SCXW60691024 BCX4" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">Samuel Hahnemann: Homeopathy</span></span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> </span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559731":720,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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<span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> </span><img height="314" src="https://1.bp.blogspot.com/--fjiVNOKAsk/W-hpG0QNuZI/AAAAAAAACJw/NQsnDpzXYUUxDtzL3JZBtO5NDTRcAk-ewCLcBGAs/s320/Samuel_Hahnemann_03.png" style="border: 0px; box-sizing: border-box; caret-color: rgb(119, 119, 119); color: #777777; font-family: Raleway; font-size: 14px; height: auto; max-width: 100%; vertical-align: middle;" width="320" /><span class="TextRun EmptyTextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"></span></div>
<div class="Paragraph SCXW60691024 BCX4" paraeid="{5c7f02ef-ed74-4367-8075-00e22a5b317c}{166}" paraid="6945801" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;">
<span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">Recap on the midterm about homeopathy, I briefly described why homeopathy was one of t</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">he </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">trying</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> ways </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">to go through life. The reason why is because homeopathy was the idea of an alternative </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">medicine</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> known as “fake medicine” that was created on curing disease</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">s based on the products of magical thinking.</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> </span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"></span></div>
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<span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"><br /></span></div>
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<span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">The alternative medicine was a remedy that was mixed with flowers, barks, metals, and arsenic. The inventor knew </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">that it was to many </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">poisons</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> for one person to consume and could be very harmful. </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">I</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">n or</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">der to make them consumable the inventor decided to dilute the mixture with either </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">alcohol</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> or water and shake it up as much as possible. </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">T</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">his process couldn’t be done just once, it had to be done a couple of times in order to really dilute the </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">poisons</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> so that way it was not </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">only </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">consumable</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> but safe for</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> humans.</span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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<img alt="Home" border="0" class="asset asset-image at-xid-6a017d3f96f2ed970c022ad39c96a6200d image-full img-responsive" height="219" src="https://rosemaryfusca.typepad.com/.a/6a017d3f96f2ed970c022ad39c96a6200d-800wi" style="border: 0px; box-sizing: border-box; caret-color: rgb(201, 201, 201); color: #c9c9c9; display: block; font-family: "times new roman", times; font-size: 16px; height: auto; letter-spacing: 0.6000000238418579px; text-align: justify; width: 480px;" title="Home" width="320" /><div class="OutlineElement Ltr SCXW60691024 BCX4" style="-webkit-user-drag: none; -webkit-user-select: text; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative;">
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<span style="caret-color: rgba(0, 0, 0, 0.847); font-size: 15px;"><span style="color: #00919d; font-family: Verdana;"><br /></span></span></div>
<div class="Paragraph SCXW60691024 BCX4" paraeid="{5c7f02ef-ed74-4367-8075-00e22a5b317c}{185}" paraid="1479840746" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; caret-color: rgba(0, 0, 0, 0.847); color: windowtext; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; padding: 0px; vertical-align: baseline; word-wrap: break-word;">
<span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">Here a </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">YouTube</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> video of someone who uses this </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">technique</span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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<div class="OutlineElement Ltr SCXW60691024 BCX4" style="-webkit-user-drag: none; -webkit-user-select: text; caret-color: rgba(0, 0, 0, 0.847); clear: both; color: rgba(0, 0, 0, 0.847); cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative;">
<div class="Paragraph SCXW60691024 BCX4" lang="EN-US" paraeid="{c85193f2-1398-4f3b-9949-a679cfddf56e}{113}" paraid="1355399795" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
<span class="TextRun EmptyTextRun SCXW60691024 BCX4" data-contrast="auto" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"></span><a class="Hyperlink SCXW60691024 BCX4" href="https://www.youtube.com/watch?v=8jfWdEGJCh4" rel="noreferrer noopener" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: inherit; cursor: text; margin: 0px; padding: 0px; text-decoration: none;" target="_blank"><span class="TextRun Underlined SCXW60691024 BCX4" data-contrast="none" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: #0563c1; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px; text-decoration: underline;" xml:lang="EN-US"><span class="NormalTextRun SCXW60691024 BCX4" data-ccp-charstyle="Hyperlink" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">https://www.youtube.com/watch?v=8jfWdEGJCh4</span></span></a><span class="TextRun EmptyTextRun SCXW60691024 BCX4" data-contrast="auto" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"></span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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<div class="OutlineElement Ltr SCXW60691024 BCX4" style="-webkit-user-drag: none; -webkit-user-select: text; caret-color: rgba(0, 0, 0, 0.847); clear: both; color: rgba(0, 0, 0, 0.847); cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative;">
<div class="Paragraph SCXW60691024 BCX4" lang="EN-US" paraeid="{c85193f2-1398-4f3b-9949-a679cfddf56e}{254}" paraid="310877608" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
<span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">Here is a website showing the methods of preparations</span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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<div class="OutlineElement Ltr SCXW60691024 BCX4" style="-webkit-user-drag: none; -webkit-user-select: text; caret-color: rgba(0, 0, 0, 0.847); clear: both; color: rgba(0, 0, 0, 0.847); cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative;">
<div class="Paragraph SCXW60691024 BCX4" lang="EN-US" paraeid="{0a80f79d-3ef6-4db9-92a2-46159abd538f}{237}" paraid="1817885528" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
<span class="TextRun EmptyTextRun SCXW60691024 BCX4" data-contrast="auto" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"></span><a class="Hyperlink SCXW60691024 BCX4" href="http://www.wholehealthnow.com/homeopathy_info/hahnemann_labs_preparation.html" rel="noreferrer noopener" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: inherit; cursor: text; margin: 0px; padding: 0px; text-decoration: none;" target="_blank"><span class="TextRun Underlined SCXW60691024 BCX4" data-contrast="none" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: #0563c1; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px; text-decoration: underline;" xml:lang="EN-US"><span class="NormalTextRun SCXW60691024 BCX4" data-ccp-charstyle="Hyperlink" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">http://www.wholehealthnow.com/homeopathy_info/hahnemann_labs_preparation.html</span></span></a><span class="TextRun EmptyTextRun SCXW60691024 BCX4" data-contrast="auto" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"></span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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<span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"><br /></span></div>
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<div class="OutlineElement Ltr SCXW60691024 BCX4" style="-webkit-user-drag: none; -webkit-user-select: text; caret-color: rgba(0, 0, 0, 0.847); clear: both; color: rgba(0, 0, 0, 0.847); cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative;">
<div class="Paragraph SCXW60691024 BCX4" lang="EN-US" paraeid="{c85193f2-1398-4f3b-9949-a679cfddf56e}{131}" paraid="1629043847" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
<span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">Samuel Christian</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> Ha</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">h</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">nemann was a German physician who invented homeopathy. Samuel </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">Ha</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">h</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">nemann </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">at his first time was </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">dissatisfied</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> with the </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">medicine</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> that were being prescribed at his point in time. What I mean by a “point in his time”, Samuel </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">Ha</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">h</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">nemann lived at a time period where there </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">was</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> no such thing as a germ theory of </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">infectious</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> disease, no </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">antibiotics, no testing done for drugs, no medicines was developed, and no surgical procedures with the aid of </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">anesthesia</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> or cleaning of utensil</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">s used.</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> </span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; 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<div class="Paragraph SCXW60691024 BCX4" paraeid="{4260f24a-44f7-499f-9b3c-1e77e8c28ec2}{12}" paraid="1795838320" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;">
<span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">Samuel </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">Hahnemann </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">wanted to search for a way to help cure any </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">illnesses and/or diseases without the use of any medicines. So, what Samuel Ha</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">h</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">nemann did was he adventured out and took a sample of cin</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">chona bark, which has </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">quinine</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> in it, this is a drug that helps kill malaria. </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">Soon after Samuel Ha</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">h</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">nemann, who didn’t have any problems before, started to develop the malaria sym</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">ptoms. Which soon created a light bulb in Samuel Ha</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">h</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">nemann’s mind that what if dis</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">eases/illnesses symptoms can be cured by taking a </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">substance</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> that </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">entails</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> the same symptoms. This is based on the idea the </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">“likes cures likes” which as I said before in the last sentence this is based </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">on the idea that symptoms can be cured by substances of the same </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">symptoms. </span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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<span class="TextRun EmptyTextRun SCXW60691024 BCX4" data-contrast="auto" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"></span><a class="Hyperlink SCXW60691024 BCX4" href="https://sciencebasedmedicine.org/reference/homeopathy/" rel="noreferrer noopener" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: inherit; cursor: text; margin: 0px; padding: 0px; text-decoration: none;" target="_blank"><span class="TextRun Underlined SCXW60691024 BCX4" data-contrast="none" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: #0563c1; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px; text-decoration: underline;" xml:lang="EN-US"><span class="NormalTextRun SCXW60691024 BCX4" data-ccp-charstyle="Hyperlink" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">https://sciencebasedmedicine.org/reference/homeopathy/</span></span></a><span class="TextRun EmptyTextRun SCXW60691024 BCX4" data-contrast="auto" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"></span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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<span class="TextRun EmptyTextRun SCXW60691024 BCX4" data-contrast="auto" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"></span><a class="Hyperlink SCXW60691024 BCX4" href="https://www.news-medical.net/health/Homeopathy-Philosophy.aspx" rel="noreferrer noopener" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: inherit; cursor: text; margin: 0px; padding: 0px; text-decoration: none;" target="_blank"><span class="TextRun Underlined SCXW60691024 BCX4" data-contrast="none" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: #0563c1; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px; text-decoration: underline;" xml:lang="EN-US"><span class="NormalTextRun SCXW60691024 BCX4" data-ccp-charstyle="Hyperlink" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">https://www.news-medical.net/health/Homeopathy-Philosophy.aspx</span></span></a><span class="TextRun EmptyTextRun SCXW60691024 BCX4" data-contrast="auto" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"></span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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<span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"><br /></span></div>
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<div class="OutlineElement Ltr SCXW60691024 BCX4" style="-webkit-user-drag: none; -webkit-user-select: text; caret-color: rgba(0, 0, 0, 0.847); clear: both; color: rgba(0, 0, 0, 0.847); cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative;">
<div class="Paragraph SCXW60691024 BCX4" paraeid="{4260f24a-44f7-499f-9b3c-1e77e8c28ec2}{54}" paraid="1330144508" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;">
<span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">Homeopathy </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">was of course looked down upon later in life especially when drugs started to get more known and </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">available</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> for illnesses and diseases. </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">Of course,</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> then more and more people believed in drugs was the cure instead of creating a mixture that was based on magical thinking</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> and known as a “fake medicine” quoted by Mark Twain</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">. </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">But</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> people who believed in homeopathy coul</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">d hold a good </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">argument</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> back that drugs </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">are believed to </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">only mask the problem but never truly gets down to the root of the problem. Whereas by creating the mixture </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">all</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> the </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">poisons</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> and water or </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">alcohol</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">would actually absorb all through your body also as time went on people started to creating mixtures specially designed to a person and their symptoms to get the best </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">accuracy</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> and recovery</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">.</span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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<div class="OutlineElement Ltr SCXW60691024 BCX4" style="-webkit-user-drag: none; -webkit-user-select: text; caret-color: rgba(0, 0, 0, 0.847); clear: both; color: rgba(0, 0, 0, 0.847); cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative;">
<div class="Paragraph SCXW60691024 BCX4" paraeid="{4260f24a-44f7-499f-9b3c-1e77e8c28ec2}{108}" paraid="121956720" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;">
<span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">Even though homeopathy is not commonly heard about to this day there is still studies and proof of people still using this method especially those who don’t believe in doctors and over the counter medicines or </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">prescriptions</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">. </span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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<span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"><br /></span></div>
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<div class="OutlineElement Ltr SCXW60691024 BCX4" style="-webkit-user-drag: none; -webkit-user-select: text; caret-color: rgba(0, 0, 0, 0.847); clear: both; color: rgba(0, 0, 0, 0.847); cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative;">
<div class="Paragraph SCXW60691024 BCX4" paraeid="{4260f24a-44f7-499f-9b3c-1e77e8c28ec2}{118}" paraid="1959995876" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;">
<span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">This is a website showing the most recent statics of the success of homeopathy </span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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<div class="OutlineElement Ltr SCXW60691024 BCX4" style="-webkit-user-drag: none; -webkit-user-select: text; caret-color: rgba(0, 0, 0, 0.847); clear: both; color: rgba(0, 0, 0, 0.847); cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative;">
<div class="Paragraph SCXW60691024 BCX4" paraeid="{4260f24a-44f7-499f-9b3c-1e77e8c28ec2}{124}" paraid="1438790088" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;">
<span class="TextRun EmptyTextRun SCXW60691024 BCX4" data-contrast="auto" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"></span><a class="Hyperlink SCXW60691024 BCX4" href="https://butterflyexpressions.net/2018/09/06/homeopathy-statistics-in-epidemics/" rel="noreferrer noopener" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: inherit; cursor: text; margin: 0px; padding: 0px; text-decoration: none;" target="_blank"><span class="TextRun Underlined SCXW60691024 BCX4" data-contrast="none" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: #0563c1; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px; text-decoration: underline;" xml:lang="EN-US"><span class="NormalTextRun SCXW60691024 BCX4" data-ccp-charstyle="Hyperlink" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">https://butterflyexpressions.net/2018/09/06/homeopathy-statistics-in-epidemics/</span></span></a><span class="TextRun EmptyTextRun SCXW60691024 BCX4" data-contrast="auto" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"></span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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<div class="Paragraph SCXW60691024 BCX4" lang="EN-US" paraeid="{c4168ea8-347f-42fa-a9df-13cfda68bd61}{57}" paraid="1834003916" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
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<div class="Paragraph SCXW60691024 BCX4" lang="EN-US" paraeid="{c4168ea8-347f-42fa-a9df-13cfda68bd61}{63}" paraid="984287044" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
<span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">This is just a bonus to the post. </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">Unfortunately,</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> I couldn’t copy the video to the post so you wouldn’t have to click on the </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">link,</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> but this is an amazing video on Samuel</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> Hahnemann</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> a</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">nd Homeopathy.</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> It is an hour </span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">long,</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US"> but I think it is good on the background and giving more information.</span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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<div class="Paragraph SCXW60691024 BCX4" lang="EN-US" paraeid="{ad3603d6-91d5-4bed-8307-2c832602e0af}{6}" paraid="687362214" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
<span class="TextRun EmptyTextRun SCXW60691024 BCX4" data-contrast="auto" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"></span><a class="Hyperlink SCXW60691024 BCX4" href="https://www.youtube.com/watch?v=I6cHh8t0TDE" rel="noreferrer noopener" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: inherit; cursor: text; margin: 0px; padding: 0px; text-decoration: none;" target="_blank"><span class="TextRun Underlined SCXW60691024 BCX4" data-contrast="none" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: #0563c1; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px; text-decoration: underline;" xml:lang="EN-US"><span class="NormalTextRun SCXW60691024 BCX4" data-ccp-charstyle="Hyperlink" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">https://www.youtube.com/watch?v=I6cHh8t0TDE</span></span></a><span class="TextRun EmptyTextRun SCXW60691024 BCX4" data-contrast="auto" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"></span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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<div class="Paragraph SCXW60691024 BCX4" lang="EN-US" paraeid="{97cb6f6a-d6fe-4f3c-a918-ed9923e65e8f}{98}" paraid="918378660" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
<span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 14pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 23.741666666666667px; margin: 0px; padding: 0px;" xml:lang="EN-US">Total Participation runs for the semester:</span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 14pt; line-height: 23.741666666666667px; margin: 0px; padding: 0px;"> </span></div>
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<div class="Paragraph SCXW60691024 BCX4" lang="EN-US" paraeid="{7d58c691-5c74-4e00-ae4e-23d49399e1c6}{229}" paraid="1168290484" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
<span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 12pt; font-variant-ligatures: none !important; line-height: 20.504166666666666px; margin: 0px; padding: 0px;" xml:lang="EN-US">11 runs since quarantine</span><span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 14pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 23.741666666666667px; margin: 0px; padding: 0px;" xml:lang="EN-US"> </span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 14pt; line-height: 23.741666666666667px; margin: 0px; padding: 0px;"> </span></div>
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<div class="Paragraph SCXW60691024 BCX4" lang="EN-US" paraeid="{47c6600a-19c7-4abb-ae6c-959ebbc03aaf}{5}" paraid="1710702520" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
<span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;" xml:lang="EN-US">35 runs in overall total and 5 notches</span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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<div class="Paragraph SCXW60691024 BCX4" lang="EN-US" paraeid="{47c6600a-19c7-4abb-ae6c-959ebbc03aaf}{146}" paraid="92296119" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
<span class="TextRun SCXW60691024 BCX4" data-contrast="auto" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 14pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 23.741666666666667px; margin: 0px; padding: 0px;" xml:lang="EN-US">Blog link comments:</span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 14pt; line-height: 23.741666666666667px; margin: 0px; padding: 0px;"> </span></div>
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<div class="Paragraph SCXW60691024 BCX4" lang="EN-US" paraeid="{7d58c691-5c74-4e00-ae4e-23d49399e1c6}{9}" paraid="2105175641" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
<span class="TextRun EmptyTextRun SCXW60691024 BCX4" data-contrast="auto" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 9.5pt; font-variant-ligatures: none !important; line-height: 16.1875px; margin: 0px; padding: 0px;"></span><a class="Hyperlink SCXW60691024 BCX4" href="https://plato.stanford.edu/entries/aquinas/#The" rel="noreferrer noopener" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: inherit; cursor: text; margin: 0px; padding: 0px; text-decoration: none;" target="_blank"><span class="TextRun Underlined SCXW60691024 BCX4" data-contrast="none" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: #33aaff; font-family: Arial, Arial_EmbeddedFont, Arial_MSFontService, sans-serif; font-size: 9.5pt; font-variant-ligatures: none !important; line-height: 16.1875px; margin: 0px; padding: 0px; text-decoration: underline;" xml:lang="EN-US"><span class="NormalTextRun SCXW60691024 BCX4" data-ccp-charstyle="Hyperlink" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">https://plato.stanford.edu/entries/aquinas/#The</span></span></a><span class="TextRun EmptyTextRun SCXW60691024 BCX4" data-contrast="auto" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"></span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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<div class="Paragraph SCXW60691024 BCX4" lang="EN-US" paraeid="{7d58c691-5c74-4e00-ae4e-23d49399e1c6}{53}" paraid="894849041" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; padding: 0px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
<span class="TextRun EmptyTextRun SCXW60691024 BCX4" data-contrast="auto" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 9.5pt; font-variant-ligatures: none !important; line-height: 16.1875px; margin: 0px; padding: 0px;"></span><a class="Hyperlink SCXW60691024 BCX4" href="https://youtu.be/HS52H_CqZLE" rel="noreferrer noopener" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: inherit; cursor: text; margin: 0px; padding: 0px; text-decoration: none;" target="_blank"><span class="TextRun Underlined SCXW60691024 BCX4" data-contrast="none" lang="EN-US" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: #0563c1; font-family: Arial, Arial_EmbeddedFont, Arial_MSFontService, sans-serif; font-size: 9.5pt; font-variant-ligatures: none !important; line-height: 16.1875px; margin: 0px; padding: 0px; text-decoration: underline;" xml:lang="EN-US"><span class="NormalTextRun SCXW60691024 BCX4" data-ccp-charstyle="Hyperlink" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">https://youtu.be/HS52H_CqZLE</span></span></a><span class="TextRun EmptyTextRun SCXW60691024 BCX4" data-contrast="auto" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"></span><span class="EOP SCXW60691024 BCX4" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif; font-size: 11pt; line-height: 19.424999999999997px; margin: 0px; padding: 0px;"> </span></div>
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Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2619743764213415433.post-14877901203476437432020-05-05T23:27:00.002-05:002020-05-05T23:37:07.159-05:00Final Blog Post: Immanuel Kant by Connor Coughran 06<br />
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;"> Immanuel
Kant was born in the year 1724 in Prussia (modern day Russia). His family was a
devout Lutheran family, and he was “reared to respect inner tranquility,
industry, truthfulness, godliness, and order” as the most important human
qualities. He lived a simple life, never leaving the town he was born in. His
professional work began after earning a master’s degree at his local
university; after receiving his degree, he was appointed a private lecturer at
the university. Eventually, he was appointed the professor of logic and
metaphysics. Kant is very well known for his advances in two areas of thought –
metaphysics and morality/ethics.<o:p></o:p></span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;">Kant worked to bridge contemporary and
traditional metaphysics by offering a complete reinterpretation of the subject.
He recognized that the goal of the study of metaphysics was to establish the
conclusive truths of God, human freedom, and immortality. However, he observed
that much of the study in this area yielded differing observations and explanations
that seemed equally valid. He called these differing observations and
explanations antinomies. Here is a video explaining antinomies:</span><br />
<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/IlIz8M656gs/0.jpg" src="https://www.youtube.com/embed/IlIz8M656gs?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;"><br /></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .5in;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;"> Even though Kant understood the self-contradictory
nature of the universe, he placed a lot of value and trust into Isaac Newton’s
mathematical sciences. Newton’s findings proved to Kant that there were
distinct, unshakable truths of the universe. This led Kant to attempt to
reconcile his belief in conclusive laws of the universe with the contradictory
nature of metaphysical theory. He accomplished this by concluding that people
explain the universe through their experience of it, but these experiences can
be misleading and do not directly point to the truth. He reasoned that there is
a true nature of the universe, but it is completely independent from sense and experience.
A completely pure truth is a truth that does not depends on the senses. Kant’s
explanation leads to the realization that people are not immediately in tune
with true reality. Instead, they are in tune only with their experience of that
true reality.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .5in;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;">Aside from metaphysics, Kant spent lots of
time philosophizing about morality and ethics. Kant lived in the period known
as the Enlightenment, and he claimed that the defining feature of his age was
the increase in secularism (and the decrease in Christianity/organized
religion) Although Kant left conventional religion, he understood its
importance for maintaining social structure. He became concerned with the
aftermath of a decrease in organized religion – would people continue to behave
properly without religion? This question led Kant to ponder how to use reason
to replace religion as a way to guide morality. He eventually came up with the
idea of categorical imperative, which can be summarized as “act only according
to that maxim whereby you can, at the same time, will that it should become
universal law.” In other words, consider whether or not your action should
become a universal law. If not, then do not do it. Kant considered this to be a
valid, logical replacement for the Christian commandment of universal love.
This way, reason could be used to effectively replace religion with regards to ethics
and morality. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .5in;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;">As an extension of his principles of
morality, Kant also believed that the central duty of government is to ensure liberty
of the people. However, he made an important distinction; liberty does not mean
the freedom to do whatever one desires. Instead, Kant believed that total liberty
and freedom come from acting as your best moral self. When we act according to
our base desires and passions (as opposed to reason), we are acting as slaves
and not in a position of liberty. Kant claimed that “a free will and a will
under moral laws are one and the same.” Here is a video that explains Kant's morality theory in detail.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .5in;">
<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/nsgAsw4XGvU/0.jpg" src="https://www.youtube.com/embed/nsgAsw4XGvU?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .5in;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;">Kant has several famous quotes that I will
present and explain. He stated that “Experience without liberty is blind, but
theory without experience is mere intellectual play.” This represents his
strong belief in combining both reason and experience to know the absolute
truth and reality. His belief in this coercion between experience and knowledge
was also expressed when he stated that “it is beyond a doubt that all our
knowledge begins with experience.” Concerning his moral philosophy and his idea
of categorical imperative, Kant stated “live your life as though your every act
were to become a universal law.” He also claimed that we should “always
recognize that human individuals are ends, and do not use them as means to your
end.” Put simply, do not use people; treat them as human beings and not as
objects.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .5in;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;">Immanuel Kant is one of the most prolific
philosophers of the modern era. He established a bridge between modern and
traditional metaphysical thought, and he established a new moral rule independent
of religion. Kant asked himself three main questions: (1) what can I know, (2)
what ought I do, and (3) for what may I hope. He answered these the best he could
and produced groundbreaking new theories in the process.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .5in;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;"><br /></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;">Sources:<o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpFirst" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.5in;">
<!--[if !supportLists]--><span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 107%;">I.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 107%;">Cook, Patricia. 2020. “Immanuel
Kant.” Salem Press Biographical Encyclopedia.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.5in;">
<!--[if !supportLists]--><span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 107%;">II.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 107%;">PHILOSOPHY: Immanuel Kant by The School of
Life (YouTube)<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.5in;">
<!--[if !supportLists]--><span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 107%;">III.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 107%;">Brainyquote.com <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: .25in;">
<br /></div>
<div class="MsoNormal" style="margin-left: .25in;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 107%;">Total Runs<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: .25in;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 107%;">Before Break: I don’t remember
the exact number, but I had an A (30+)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .5in;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 150%;">
</span></div>
<div class="MsoNormal" style="margin-left: .25in;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 107%;">After Break: 11<o:p></o:p></span></div>
<br />
P.S. Thank you professor for your time this semester, and thank you for helping us adapt during quarantine!Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2619743764213415433.post-58370041073763365142020-05-05T23:09:00.002-05:002020-05-05T23:09:45.030-05:00final blog post on Machiavelli’s early life and works<style class="WebKit-mso-list-quirks-style">
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<b><span style="font-size: 20pt;">Machiavelli’s early life and works<o:p></o:p></span></b></div>
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<a href="https://1.bp.blogspot.com/-zjfcG3zPApo/XrIzjYeiiNI/AAAAAAAACgU/1mEAEipnCvYCBzttwnEPkc2wskSWN2jGgCLcBGAsYHQ/s1600/mechia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="245" data-original-width="200" src="https://1.bp.blogspot.com/-zjfcG3zPApo/XrIzjYeiiNI/AAAAAAAACgU/1mEAEipnCvYCBzttwnEPkc2wskSWN2jGgCLcBGAsYHQ/s1600/mechia.jpg" /></a></div>
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<o:p> </o:p> <span style="text-indent: 0.5in;">Machiavelli early life started in the year 1469 which has important historical annals of Florence. This because it was also the year</span><span style="text-indent: 0.5in;"> </span><span style="color: #333333; font-family: Helvetica; font-size: 10pt; line-height: 26.666664123535156px; text-indent: 0.5in;">Lorenzo de’ Medici’s rose to power. His household consisted of his parents Bernardo and Bartolomea, along with two older sisters and a younger brother. At the age of seven he began studies in the principles of Latin grammar and rhetoric, he also went over the study of arithmetic which happened a couple of years after. Although the family was too poor to own many books, it did possess a copy of the first three decades of Livy’s survey of cient Roman history. During the years of 1487 and 1495 Machiavelli spent most of his time in Rome working for a prominent Florence banker.</span></div>
<span style="font-family: "Times New Roman", serif; font-size: 12pt;"><v:shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f"><v:stroke joinstyle="miter"><v:formulas><v:f eqn="if lineDrawn pixelLineWidth 0"><v:f eqn="sum @0 1 0"><v:f eqn="sum 0 0 @1"><v:f eqn="prod @2 1 2"><v:f eqn="prod @3 21600 pixelWidth"><v:f eqn="prod @3 21600 pixelHeight"><v:f eqn="sum @0 0 1"><v:f eqn="prod @6 1 2"><v:f eqn="prod @7 21600 pixelWidth"><v:f eqn="sum @8 21600 0"><v:f eqn="prod @7 21600 pixelHeight"><v:f eqn="sum @10 21600 0"></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas><v:path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"><o:lock aspectratio="t" v:ext="edit"></o:lock></v:path></v:stroke></v:shapetype><v:shape id="Picture_x0020_1" o:spid="_x0000_i1025" style="height: 224pt; visibility: visible; width: 273pt;" type="#_x0000_t75"><v:imagedata o:href="file:////var/folders/51/gd4_k61j6n51ndn2gy98_jxm0000gn/T/com.microsoft.Word/WebArchiveCopyPasteTempFiles/88367566-44706.jpg" src="file:////Users/mymac/Library/Group%20Containers/UBF8T346G9.Office/TemporaryItems/msohtmlclip/clip_image001.jpg"></v:imagedata></v:shape></span><div class="MsoNormal" style="font-size: medium;">
<v:shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f"><v:stroke joinstyle="miter"><v:formulas><v:f eqn="if lineDrawn pixelLineWidth 0"><v:f eqn="sum @0 1 0"><v:f eqn="sum 0 0 @1"><v:f eqn="prod @2 1 2"><v:f eqn="prod @3 21600 pixelWidth"><v:f eqn="prod @3 21600 pixelHeight"><v:f eqn="sum @0 0 1"><v:f eqn="prod @6 1 2"><v:f eqn="prod @7 21600 pixelWidth"><v:f eqn="sum @8 21600 0"><v:f eqn="prod @7 21600 pixelHeight"><v:f eqn="sum @10 21600 0"></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas><v:path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"><o:lock aspectratio="t" v:ext="edit"></o:lock></v:path></v:stroke></v:shapetype><v:shape id="Picture_x0020_1" o:spid="_x0000_i1026" style="height: 224pt; visibility: visible; width: 273pt;" type="#_x0000_t75"><v:imagedata o:href="file:////var/folders/51/gd4_k61j6n51ndn2gy98_jxm0000gn/T/com.microsoft.Word/WebArchiveCopyPasteTempFiles/88367566-44706.jpg" src="file:////Users/mymac/Library/Group%20Containers/UBF8T346G9.Office/TemporaryItems/msohtmlclip/clip_image001.jpg"></v:imagedata></v:shape><o:p></o:p></div>
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<span style="color: #333333; font-family: Helvetica; font-size: 10pt; line-height: 26.666664123535156px;">The politics in Florence changed drastically in the years preceding Machiavelli’s return from Rome. Lorenzo de’ Medici past away in 1492 and his place was taken by the rightful heir his eldest, Piero, an inept youth barely twenty years of age. Piero was soon confronted with a major crisis by King </span><a href="applewebdata://DB72114D-1BF0-46AF-A0DD-A681C93DC795?sid=777e0e11-0c46-43dc-ac5c-a62fc5f53317@sessionmgr4008&vid=3&db=ers&ss=AN+%2288367387%22%0a%09%09%09%09&sl=ll" title="Charles VIII"><span style="border: 1pt none windowtext; color: #005bc6; font-family: Helvetica; font-size: 10pt; line-height: 26.666664123535156px; padding: 0in;">Charles VIII</span></a><span style="color: #333333; font-family: Helvetica; font-size: 10pt; line-height: 26.666664123535156px;"> of France which resulted to the banishment of the medici clan from the city forever. Afterwards, control of the Florentine republic fell into the hands of an austere Dominican friar from Ferrara, </span><a href="applewebdata://DB72114D-1BF0-46AF-A0DD-A681C93DC795?sid=777e0e11-0c46-43dc-ac5c-a62fc5f53317@sessionmgr4008&vid=3&db=ers&ss=AN+%2288367444%22%0a%09%09%09%09&sl=ll" title="Girolamo Savonarola"><span style="border: 1pt none windowtext; color: #005bc6; font-family: Helvetica; font-size: 10pt; line-height: 26.666664123535156px; padding: 0in;">Girolamo Savonarola</span></a><span style="color: #333333; font-family: Helvetica; font-size: 10pt; line-height: 26.666664123535156px;"> .<o:p></o:p></span></div>
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<a href="https://1.bp.blogspot.com/-xij8OoYDvd0/XrIzcFK1nZI/AAAAAAAACgM/Oc8LcwnOp8YKEo6Llz4BKx7BfoadtPgnwCLcBGAsYHQ/s1600/hqdefault.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="360" data-original-width="480" height="240" src="https://1.bp.blogspot.com/-xij8OoYDvd0/XrIzcFK1nZI/AAAAAAAACgM/Oc8LcwnOp8YKEo6Llz4BKx7BfoadtPgnwCLcBGAsYHQ/s320/hqdefault.jpg" width="320" /></a></div>
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<span style="color: #333333; font-family: Helvetica; font-size: 10pt; line-height: 26.666664123535156px;"><v:shape id="Picture_x0020_2" o:spid="_x0000_i1025" style="height: 351pt; visibility: visible; width: 468pt;" type="#_x0000_t75"><v:imagedata o:title="" src="file:////Users/mymac/Library/Group%20Containers/UBF8T346G9.Office/TemporaryItems/msohtmlclip/clip_image002.jpg"></v:imagedata></v:shape></span><span style="color: #333333; font-family: Helvetica; font-size: 10pt; line-height: 26.666664123535156px;"> Machiavelli witnessed Savonarola’s rise and fall at first hand and viewed the episode as an object lesson as to the danger of being “an unarmed prophet.” (this information was from the Salem<b><span style="border: 1pt none windowtext; padding: 0in;">Press Biographical Encyclopedia</span></b>) video on Machiavelli’s early life </span><a href="https://youtu.be/SIsqQjqHMNE"><span style="font-family: Helvetica; font-size: 10pt; line-height: 26.666664123535156px;">https://youtu.be/SIsqQjqHMNE</span></a><span style="color: #333333; font-family: Helvetica; font-size: 10pt; line-height: 26.666664123535156px;"><o:p></o:p></span></div>
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<span style="color: #333333; font-family: Helvetica; font-size: 10pt; line-height: 26.666664123535156px;">At the start of Machiavelli life’s work he benefited from the death of Savonarola and after a few months he was called on to serve in the newly reconstituted municipal government in several important posts. Its chief executive, Piero Soderini, appointed him both head of the Second Chancery and secretary to the Council of Ten for War. Machiavelli early retirement from public life at age 43 made him study roman literature and to write/compose many original works. His major political treatises are<span class="apple-converted-space"> </span><em><span style="border: 1pt none windowtext; padding: 0in;">Il principe</span></em><span class="apple-converted-space"> </span>(wr. 1513, pb. 1532;<span class="apple-converted-space"> </span><em><span style="border: 1pt none windowtext; padding: 0in;">The Prince</span></em><span class="apple-converted-space"> </span>, 1640) and<span class="apple-converted-space"> </span><em><span style="border: 1pt none windowtext; padding: 0in;">Discorsi sopra la prima deca di Tito Livio</span></em><span class="apple-converted-space"> </span>(wr. c. 1513, pb. 1531;<span class="apple-converted-space"> </span><em><span style="border: 1pt none windowtext; padding: 0in;">Discourses on the First Ten Books of</span></em><span class="apple-converted-space"><i><span style="border: 1pt none windowtext; padding: 0in;"> </span></i></span></span><a href="applewebdata://DB72114D-1BF0-46AF-A0DD-A681C93DC795?sid=777e0e11-0c46-43dc-ac5c-a62fc5f53317@sessionmgr4008&vid=3&db=ers&ss=AN+%2288258792%22%0a%09%09%09%09&sl=ll" title="Titus Livius"><span style="border: 1pt none windowtext; color: #005bc6; font-family: Helvetica; font-size: 10pt; line-height: 26.666664123535156px; padding: 0in;">Titus Livius</span></a><span class="apple-converted-space"><span style="color: #333333; font-family: Helvetica; font-size: 10pt; line-height: 26.666664123535156px;"> </span></span><span style="color: #333333; font-family: Helvetica; font-size: 10pt; line-height: 26.666664123535156px;">, 1636). Since Machiavelli focuses on issues pertaining to the governance of principalities in<span class="apple-converted-space"> </span><em><span style="border: 1pt none windowtext; padding: 0in;">The Prince</span></em><span class="apple-converted-space"> </span>and of republics in the<span class="apple-converted-space"> </span><em><span style="border: 1pt none windowtext; padding: 0in;">Discourses on the First Ten Books of Titus Livius</span></em>, these works constitute, in effect, a unified exposition of the author’s political theories and should therefore be studied in conjunction with each other. The title of the<span class="apple-converted-space"> </span><em><span style="border: 1pt none windowtext; padding: 0in;">Discourses</span></em><span class="apple-converted-space"> </span>is, however, misleading to the extent that this work is not really a commentary on Livy’s history of ancient Rome. Machiavelli subscribed to a cyclical view of history based on the theories propounded by the Greek historian Polybius, and he used the<span class="apple-converted-space"> </span><em><span style="border: 1pt none windowtext; padding: 0in;">Discourses on the First Ten Books of Titus Livius</span></em><span class="apple-converted-space"> </span>to draw parallels between the events depicted by Livy and the political situation of his own time.</span><a href="https://youtu.be/AOXl0Ll_t9s"><span style="font-family: Helvetica; font-size: 10pt; line-height: 26.666664123535156px;">https://youtu.be/AOXl0Ll_t9s</span></a><span style="color: #333333; font-family: Helvetica; font-size: 10pt; line-height: 26.666664123535156px;"><o:p></o:p></span></div>
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<a href="https://1.bp.blogspot.com/-08xJIZf4ydE/XrIzgX2XvHI/AAAAAAAACgQ/hDp0gNstyGAjWIeotqQeI2_Ni_m9LwK9wCLcBGAsYHQ/s1600/harper_prince.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="995" data-original-width="1200" height="265" src="https://1.bp.blogspot.com/-08xJIZf4ydE/XrIzgX2XvHI/AAAAAAAACgQ/hDp0gNstyGAjWIeotqQeI2_Ni_m9LwK9wCLcBGAsYHQ/s320/harper_prince.jpg" width="320" /></a><span style="color: #333333; font-family: Helvetica; font-size: 10pt; line-height: 26.666664123535156px;"> Machiavelli rejects classical political ideas on 4 topics virtue, generosity, cruelty and being feared which was covered on his most famous book the prince. Machiavelli never pretended that his book was a guide to the virtuous. On the other hand, he did not set out to prescribe the way to wickedness. He meant his account to be a practical guide to political power and through a combination of experience, logic, and imagination, he constructed one of the most intriguing works of Western civilization and political philosophy: a primer for princes. I believe in todays society the two political ideas the he rejects that can impact politics is virtue and generosity. In most parts of the world democracy is the way of politics not monarchy and this requires the head of a state do anything and everything to stay in power which means being generosity. <o:p></o:p></span></div>
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<span style="color: #333333; font-family: Helvetica; font-size: 10pt;">The Prince by Niccolò Machiavelli. Salem Press Encyclopedia of Literature [Internet]. 2019 [cited 2020 May 5]; Available from:</span><a href="http://search.ebscohost.com.ezproxy.mtsu.edu/login.aspx?direct=true&db=ers&AN=87575413&site=eds-live&scope=site">http://search.ebscohost.com.ezproxy.mtsu.edu/login.aspx?direct=true&db=ers&AN=87575413&site=eds-live&scope=site</a><o:p></o:p></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">Machiavelli’s Major Works</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">1503</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">Descrizione del modo tenuto dal Duca Valentino nello ammazzare Vitellozzo Vitelli, Oliverotto da Fermo, il Signor Pagolo e il Duca di Gravina Orsini</span><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">1504</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">Decennale primo (First Decennial, 1965)</span><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">1507</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-left: 16.0pt; mso-list: l19 level1 lfo3; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">Discorso dell ordinare lo stato di Firenze alle armi (Discourse on Florentine Military Preparation, 1965)</span><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">1508</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">Rapporto delle cose della Magna</span><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">1509</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">Decennale secondo (Second Decennial, 1965)</span><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">1512-1513</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">Ritratto di cose di Francia</span><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">1513</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">Il principe (pb. 1532; The Prince, 1640)</span><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">1513</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">Discorsi sopra la prima deca di Tito Livio (pb. 1531; Discourses on the First Ten Books of Titus Livius, 1636)</span><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">1513-1514</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">Serenata (Serenade, 1965)</span><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">1517</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">L’asino d’oro (rev. 1549; The Golden Ass, 1965)</span><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">c. 1517</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">Andria (based on Terence’s play; English translation, 1969)</span><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">c. 1519</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">La Mandragola (The Mandrake, 1911)</span><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">1520</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">1520</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">1520</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">1525</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">1525</span></b><span style="color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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<span style="color: #333333; font-family: Helvetica; font-size: 10pt;">.” (this information was from the Salem<b><span style="border: 1pt none windowtext; padding: 0in;">Press Biographical Encyclopedia</span></b> )<o:p></o:p></span></div>
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<span style="background-color: whitesmoke; background-position: initial initial; background-repeat: initial initial; color: #333333; font-family: Helvetica; font-size: 10pt;">Rudowski, Victor Anthony. “Niccolò Machiavelli.” </span><i><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">Salem Press Biographical Encyclopedia</span></i><span style="background-color: whitesmoke; background-position: initial initial; background-repeat: initial initial; color: #333333; font-family: Helvetica; font-size: 10pt;">, 2020. </span><i><span style="border: 1pt none windowtext; color: #333333; font-family: Helvetica; font-size: 10pt; padding: 0in;">EBSCOhost</span></i><span style="background-color: whitesmoke; background-position: initial initial; background-repeat: initial initial; color: #333333; font-family: Helvetica; font-size: 10pt;">,</span><o:p></o:p></div>
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<a href="http://search.ebscohost.com/login.aspx?direct=true&db=ers&AN=88367566&site=eds-live&scope=site.">http://search.ebscohost.com/login.aspx?direct=true&db=ers&AN=88367566&site=eds-live&scope=site.</a><span style="background-color: whitesmoke; background-position: initial initial; background-repeat: initial initial; color: #333333; font-family: Helvetica; font-size: 10pt;"><o:p></o:p></span></div>
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Iykemroy nwaokike Section #5<o:p></o:p></div>
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12 runs during quarantine not sure number of runs before that<o:p></o:p></div>
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Commented on some final posts<o:p></o:p></div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2619743764213415433.post-89714623154755093012020-05-05T22:49:00.002-05:002020-05-05T22:49:26.665-05:00Final Blog Post: The Philosophy of Love
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What is love? People have so many ideas as to what this word means. Some say it's one's purpose in life. But what exactly IS this thing we talk so highly of?<br />
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Philosophers have been talking about this idea for centuries. People from Aristotle to C.S. Lewis have been mulling over this deep feeling, and most of them have varying ideas with a central core. These four ideas of what love is will be analyzed in depth.<br />
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Philia Love<br />
Aristotle loved his friends. He loved walking and talking with his friends in particular, calling them the Peripatetics. He was inspired by his friends' thoughts and felt deep connection to them. Philia love is seen amongst friends in this way. It is a deep connection between people and is essential for human happiness. This is also called platonic or brotherly love, as there is no intimacy, just a connection of souls.<br />
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<span lang="en-VU">Eros Love</span><br />
<span lang="en-VU">This is love as we see in movies. Romance, passion, intimacy. Eros is the love between lovers particularly. Orginally seen as carnal and animalistic, Plato sees this love as loving the soul in its most pure and ideal form. It is finding happiness through the beauty and truth found in a partner. </span><br />
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Agape Love<br />
This love is the oldest and highest form of love. It bestows honor and affection upon others. This word was used in the time of Homer, and originally, was meant to show the relationship between God and man. In modern times though, it is seen through charity and putting others before yourself. It is love in its most perfect form, as you simply seek the happiness of another far before your own.<br />
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Storage Love<br />
CS Lewis defines storage love as loving someone through familiarity and fondness. This allows for us to feel empathy towards others, loyalty towards family, among many other unexplainable happenings. It is the most natural love to us. We are animals, and animals have to form bonds to survive the trials that are life. We learn each other and therefore learn to love each other, faults and all. <span lang="en-VU"><br /></span><br />
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<span lang="en-VU">I find love to be a curious thing. Scientifically, there is no reason for this emotion to exist. Loyalty maybe, respect, sure. We are pack animals. What makes us unique is this ability to connect on such a deep level with people we feel drawn to, whether platonically or not. It allows for personal growth and development, the practice of vulnerability and acceptance, the learning to respect others and put their needs first. Humans have learned a great deal and this small emotion that is so powerful makes us into something else entirely. People says love is a myth, but look where we have been and where we are as a society today, and tell me we could have done everything we have without love.</span><span lang="en-VU"><br /></span><br />
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Check out these other posts I connected with: <span lang="en-VU"><a href="https://cophilosophy.blogspot.com/2020/05/the-stoic-and-i.html?showComment=1588730798970#c5913469400195305375">The Stoic and I</a> and <a href="https://cophilosophy.blogspot.com/2020/05/final-report-blog-post-modern-day.html?showComment=1588731603099#c2171331048602539204">Modern Day</a></span><br />
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Runs since transition to remote learning: 10Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-2619743764213415433.post-22854296735674999172020-05-05T22:40:00.001-05:002020-05-05T22:40:59.870-05:00Final Blog: Religions in 19th Century America By: Guillermo Fonseca<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: left;">
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<span style="font-size: large;"><span style="background-color: white; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Latter Day Saint </span><span style="background-color: white; font-family: "arial"; vertical-align: baseline; white-space: pre-wrap;">Movem</span><span style="background-color: white; font-family: "arial"; vertical-align: baseline; white-space: pre-wrap;">ent or Mormonism </span><span style="background-color: white; font-family: "arial"; white-space: pre-wrap;">1830</span></span></div>
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<a href="https://newsroom.churchofjesuschrist.org/media/480x640/Joseph-Smith.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="https://newsroom.churchofjesuschrist.org/media/480x640/Joseph-Smith.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Joseph Smith Portrait" border="0" height="200" src="https://newsroom.churchofjesuschrist.org/media/480x640/Joseph-Smith.jpg" width="150" /> </a></div>
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<span style="background: white; font-family: "arial" , sans-serif; letter-spacing: 0.6pt; line-height: 107%;">The Church of Jesus Christ of Latter-Day Saints</span>, also
known as<span style="mso-spacerun: yes;"> </span>Mormonism, was founded on April
6, 1830 on the believe that Jesus Christ was the savior of the world and by dying
for our sins he has brought to us the possibility of salvation through his
teachings and atonement. With over 15 million members worldwide and headquarters
in Salt Lake City, Utah, Mormons believe that there are three levels of heaven
Celestial, Terrestrial, and Telestial and that those in the Celestial
level will be the ones who will spend eternal life with in the presence of the
<a href="https://www.history.com/topics/religion/mormons">Lord</a>. Joseph is said to have been visited by God the Father, Jesus Christ and as
much as 20 other celestial beings which paved the road for the translation <span style="text-indent: 0.5in;">of
the Golden Plates into the </span><a href="https://www.churchofjesuschrist.org/study/scriptures/bofm/bofm-title?lang=eng" style="text-indent: 0.5in;">Book of Mormon.</a></div>
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<span style="font-size: large;"><span style="text-indent: 0.5in;">I</span><span style="font-family: "georgia" , serif; text-indent: 0.5in;"><span style="background: rgb(255, 255, 255); box-sizing: border-box; cursor: pointer;">nternational Bible Students Association </span></span></span><span style="text-indent: 0.5in;"><span style="font-size: large;">(Jehovah Witness) 1870</span> </span></div>
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<a href="https://lh3.googleusercontent.com/proxy/WPpxQ0s8e1vsJdsgjRUowQiYq0BlCKEIMKXcWDIAz2a8LukfXvcGuzBKH7pmeSx9TFXpNpopIH9j0nhl5qMwKtY" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Jehovah's Witnesses in news again at their North Side birthplace" border="0" class="n3VNCb" data-noaft="1" height="200" jsaction="load:XAeZkd;" jsname="HiaYvf" src="https://lh3.googleusercontent.com/proxy/WPpxQ0s8e1vsJdsgjRUowQiYq0BlCKEIMKXcWDIAz2a8LukfXvcGuzBKH7pmeSx9TFXpNpopIH9j0nhl5qMwKtY" style="margin-top: 0px;" width="150" /></a></div>
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The international Bible Student Association emerged from the teachings of Charles <span style="text-indent: 0.5in;">T. Russell </span><span style="text-indent: 0.5in;">in Pittsburgh PA in 1870, after William Miller's false prophecy of the second coming of <a href="https://www.britannica.com/topic/Jehovahs-Witnesses">Jesus Christ</a> in 1843-1844. Charles refused to believe in the existence of hell knowing that God is all merciful. With non-</span><span style="background-color: white; color: #1a1a1a; font-family: "georgia" , serif; text-indent: 0.5in;">Trinitarian believes, Jehovah's witness denied Jesus Christ </span><span style="background-color: white; color: #1a1a1a; font-family: "georgia" , serif; text-indent: 0.5in;">divinity</span><span style="background-color: white; color: #1a1a1a; font-family: "georgia" , serif; text-indent: 0.5in;">, believing he was a prophet but not God himself, Jehovah or Yahweh is God, and believe that heaven is a court with Jesus Christ as the head and the court is made of 144,000 spirit anointed individuals, these individuals are the <a href="https://en.wikipedia.org/wiki/Bible_Student_movement">Jehovah's Witnesses. </a></span></div>
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Total runs this semester 28 runs </div>
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Links to comments: <a href="https://cophilosophy.blogspot.com/2020/04/quiz-apr-23.html">h</a><a href="https://cophilosophy.blogspot.com/2020/05/final-blog-post-sydney-harris.html?showComment=1588735951833#c5217670607103171909">https://cophilosophy.blogspot.com/2020/05/final-blog-post-sydney-harris.html?showComment=1588735951833#c5217670607103171909</a></div>
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<a href="https://cophilosophy.blogspot.com/2020/05/final-report-blog-post-jason-tuttle.html?showComment=1588736405982#c614014201523557940">https://cophilosophy.blogspot.com/2020/05/final-report-blog-post-jason-tuttle.html?showComment=1588736405982#c614014201523557940</a></div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2619743764213415433.post-39136221333158265692020-05-05T22:15:00.003-05:002020-05-05T22:29:57.048-05:00Final Blog Post: Sydney Harris <br />
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<span style="font-family: "georgia" , "times new roman" , serif; font-size: large;"><span style="font-weight: normal;">René Descartes</span></span></h2>
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<span style="font-family: "georgia" , "times new roman" , serif; font-size: x-small;">French Philosopher</span></div>
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René Descartes was born in La Haye on March 31, 1596. His parents were Joachim Descartes and Jeanne Brochard. Descartes' mother died in May, the same year, following his birth. His father was a lawyer and a magistrate, having little to no time for his family. Descartes' siblings, Pierre and Jeanne were raised by their grandmother in La Haye. At the age of eight, Descartes was sent to Jesuit college of La Flèche, which he studied there for about eight years. He then entered into the University of Poitiers, where he received his Baccalaureate and License in Canon & Civil Law. </div>
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Descartes had a wide range of interests throughout his life. He was a philosopher, mathematician, biologist, astronomer, and a scientist. Descartes is famous for discovering an important connection between geometry and algebra, allowing him to solve geometrical problems and algebraic equations. He provided proof of many mathematical and scientific notions, which is now being taught. Descartes extensively contributed to philosophy and shared his written works, <i>Meditations de Prima Philosophia</i> and <i>Discourse on Method, </i>in which he explored the limits of what he could possibly know. He is also famous for his saying, "I think... therefore, I am." He is considered the father of modern philosophy due to him basing his principles solely on logic.<br />
In reference to the book, <i>A Little History on Philosophy</i>, Descartes didn't like to believe anything without some sort of examination. Of course, it would be extremely difficult to live if trust wasn't embedded, however Descartes believed it was worth trying to know for certain. In order to do this he developed a method known as, the Method of Cartesian Doubt. The Method of Doubt was a way of differentiating through problems into minuscule issues.<br />
Within this method, he showed tactics of skepticism. This is a video going into more detail about the Method of Doubt.<br />
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/cL0lXc7cU8g/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/cL0lXc7cU8g?feature=player_embedded" style="clear: right; float: right;" width="320"></iframe>Descartes touches on the point of the accuracy of our senses. Deciding whether our senses our reliable was not hard to determine. Descartes emphasizes how inaccurate our senses can be. We could misjudge a situation and see things different than what it actually is, therefore he rejects senses as a possible source of certainty. Interesting enough, Descartes did not trust that he was not always dreaming. He creates this test "Could I be dreaming?" to make matter of the point that our thoughts could deceive one into believing that they're facing reality/experiences but actually not. <br />
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<span style="background-color: white; color: #181818; font-family: "trebuchet ms" , sans-serif; font-size: 14px;">“I suppose therefore that all things I see are illusions; I believe that nothing has ever existed of everything my lying memory tells me. I think I have no senses. I believe that body, shape, extension, motion, location are functions. What is there then that can be taken as true? Perhaps only this one thing, that nothing at all is certain.” -René Descartes</span><br />
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Descartes points out the accuracy of knowing one's existence, which was the beginning of what is known as Cartesian Dualism. <b>Cartesian Dualism is the idea that the mind is separate from the body and interacts with it.</b> Descartes believed the mind is able to generate reactions in the body, due to the interaction at a point in the brain. He created logical skepticism to determine the nature of his existence, in which he based his truth and existence on his thoughts/being able to think.</div>
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To support this argument, Descartes mentions the existence of God. He convinced himself that God is real, which is proof that he exists. He also suggests that the God's existence is real because 'he' has left an idea embedded in people's minds, without the idea of God, we wouldn't know he existed.</div>
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René Descartes had a tremendous impact on modern philosophy. He produced and created different outlooks as a reference for people to base their opinions/ beliefs on. He implemented tactics that were completely different from other philosophers and gave perspectives on more in depth scale. Descartes developed concepts that influenced people to search for a better understanding of dealing with their own issues and philosophy. He practiced the act of solitude to discover more concepts by solo thinking. He has spent a lifetime, attempting to discover the truth and reality of why people and other living/ non-living things exist. Due to his extreme dedication to new findings, he has created many pathways for new discoveries.</div>
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Sources:<br />
<a href="https://plato.stanford.edu/entries/descartes/" target="_blank">https://plato.stanford.edu/entries/descartes/</a><br />
<a href="https://www.britannica.com/biography/Rene-Descartes/Meditations" target="_blank">https://www.britannica.com/biography/Rene-Descartes/Meditations</a><br />
<a href="https://www.marxists.org/reference/archive/descartes/1639/meditations.htm" target="_blank">https://www.marxists.org/reference/archive/descartes/1639/meditations.htm</a><br />
<a href="https://www.goodreads.com/author/quotes/36556.Ren_Descartes" target="_blank">https://www.goodreads.com/author/quotes/36556.Ren_Descartes</a><br />
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Blog Comments:<br />
<a href="https://cophilosophy.blogspot.com/2020/04/redo-of-final-blog-post.html#comment-form" target="_blank">https://cophilosophy.blogspot.com/2020/04/redo-of-final-blog-post.html#comment-form</a><br />
<a href="https://cophilosophy.blogspot.com/2020/05/thomas-aquinas-granville-hinton-final_4.html" target="_blank">https://cophilosophy.blogspot.com/2020/05/thomas-aquinas-granville-hinton-final_4.html</a><br />
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Post- Spring Break Bases:<br />
I earned a total of 10 bases.<br />
<br />Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-2619743764213415433.post-12099918639405519192020-05-05T21:17:00.002-05:002020-05-05T21:17:55.306-05:00Final report blog post- Jason Tuttle<b><span style="font-size: large;">Final Report Blog Post- Jason Tuttle</span></b><br />
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<b><span style="font-size: large;">Stoicism- The basis for true knowledge</span></b><br />
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<span style="font-size: x-large;">Stoicism- Jason Tuttle</span><br />
<span style="font-size: large;">Stoicism began in ancient greece and has maintained relevant status even in current times. Ryan Holiday wrote one of the most prevalent current books about stoicism called <i>The Obstacle is the Way. </i></span><br />
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<span style="font-size: large;">Stoicism says that our reality is independent of our opinion of it. Confirmation bias leaves most people accepting their interpretations of reality regardless of the truth. Stoicism outlines two aspects of our world, the external and the internal. The external is things we are unable to control while the internal is everything in our minds. The marriage of these two things is the key to sustainment without chasing an the impossibility of complete contentment. </span><br />
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Stoicism upholds we must assume any happiness or pleasure that comes from completion of a task is fleeting and provides nothing more than the experience of focus and presence. Stoicism does not say that there is no point in working to achieve wealth, just that one must understand that they cannot allow their happiness to depend on the success of the task. The sign of a truly successful person is one who can live without the material things and still feel complete.<br />
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Marcus Aurelius was a roman emperor and stoic philosopher with everything he could want yet he wrote<br />
<span style="font-size: large;">"Almost nothing material is needed for a happy life for he who has understood existence." </span><br />
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Another stoic philosopher, Senecca, said<br />
"<span style="font-size: large;">Until we have begun to go without them, we fail to realize how unnecessary many things are. We've been using them not because we needed them but because we had them."</span><br />
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<span style="font-size: large;">These quotes are saying that we need to realize that our constant expectations of something in the future being fulfilling like a new car is unrealistic and will never bring true happiness. In <i>Letters From a Stoic </i>written by Senecca, he writes that a vile life is lead in pursuit of material happiness. Nothing is good or bad. Only our interpretations of them is what they are. Senecca infers that a wise man is never driven down by adversity, rather he relies on and derives all joy from himself. Stoics suggests that everything that happens is relevant and we must strive to accept and become indifferent to it and focus on controlling our reactions to it. Only with this can we free ourselves from the world and find happiness within ourselves. </span><br />
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<span style="font-size: large;">Jason Tuttle Section 4</span><br />
<span style="font-size: large;">Runs since remote learning: 5</span><br />
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<span style="font-size: large;">Sources</span><br />
<span style="font-size: large;">https://www.britannica.com/topic/Stoicism</span><br />
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<span style="font-size: large;">Comments:</span><br />
<span style="font-size: large;">https://cophilosophy.blogspot.com/2020/05/final-report-post-stoicism.html?showComment=1588731231432#c5307934018599062295</span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">https://cophilosophy.blogspot.com/2020/05/final-report-carson-eskew.html?showComment=1588731430766#c5793294196150212899</span><br />
<br />Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-2619743764213415433.post-29294983423839065612020-05-05T20:36:00.000-05:002020-05-05T20:39:57.802-05:00Final Blog Post: Sigmund Freud<br />
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Sigmund Freud, a neurologist in the early 1900s, is mainly known for being the founder of psychoanalysis; “a system of psychological theory and therapy which aims to treat mental disorders by investigating the interaction of conscious and unconscious elements in the mind and bringing repressed fears and conflicts into the conscious mind by techniques such as dream interpretation and free association” (Oxford Dictionary).<br />
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Freud was born in Frieberg, a Morovian town in the Austrian empire. Around age 9 his family settled down in Vienna, where Freud excelled in honors classes at a prominent high school. Freud graduated from the University of Vienna and in March, 1881, and he left school with an MD. Freud began practicing medicine in 1882, where he began his medical career at the Vienna General Hospital. Working in the psychiatric clinic and as a locum in an asylum at the hospital eventually led to his interest and desire to practice more clinical work (“Early Career and Marriage” 2020).<br />
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Around the 1890’s Freud’s idea of psychoanalysis began receiving more attention. Freud began to develop and expand this idea while he worked to find successful treatments for patients with neurotic or hysterical symptoms. Freud began working with his teacher, Dr. Breuer, to help a patient by the name of Anna O, who was suffering from hysteria; “a psychological disorder whose symptoms include conversion of psychological stress into physical symptoms, selective amnesia, shallow volatile emotions, and overdramatic or attention-seeking behavior. The term has a controversial history as it was formerly regarded as a disease specific to women" (McLeod).<br />
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Dr. Breur believed that the hysteria was a result of traumatic events in Anna O’s childhood that had since been repressed into an unconscious part of her brain. Part of her treatment included discussing anxiety and fear that developed while Anna O was a child taking care of her sick father. By making her suppressed thoughts a part of her conscious mind, symptoms of her hysteria began to disappear (McLeod). </div>
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This case was the turning point in Freud’s career. Freud began to imagine the mind as a structure that holds three levels. According to Freud, the surface of the mind is our consciousness, “thoughts that are the focus of our attention now.” Below that is our precociousness, “all which can be retrieved from memory”. The third layer was one that Freud regarded as the most significant: the unconscious mind. Freud explained that this layer consisted of “processes that are the real cause of most behavior” (McLeod). Freud believed that by analyzing all of these thoughts, people could learn more about the things that trouble them, why they may be happening, and adjust accordingly. <br />
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Freud also felt very strongly about the idea that our childhoods play a huge role in our personality in our adult lives. Anna O was the perfect example of this. She repressed the anxiety she felt from a traumatic childhood experience into her unconscious mind, causing her to suffer from a serious mental illness. Freud explains this process of mind molding with the pleasure principle; the idea that we are inclined towards easy physical and emotional awards (The School of Life, 2014). <br />
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Freud believed that the pleasure principle could lead to great attributes in adult life, but felt that it could be dangerous if it wasn’t implemented the right way. Freud explained that children are born with a libido, and go through three pleasure seeking phases while developing: oral, anal, and phallic (McLeod).<br />
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The oral phase deals with a person’s feelings around eating. “Chidren can develop neuroses based on how their parents deal with the oral phase. They may find pleasure in refusing food, or turn to food to calm themselves down, or hate the idea of depending on anyone else for food” (The School of Life, 2014). <br />
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The anal phase is the child’s withholding or expelling of feces. A too harsh or too relaxed stance on potty training in childhood could lead to “obsessiveness, tidiness, mean-ness, untidiness, generosity” (McLeod). <br />
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The phallic phase is associated with masturbation, in which Freud believes an “abnormal family set up” can lead to “vanity, self obsession, sexual anxiety, inadequacy, inferiority” (McLeod).<br />
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Freud explained that good mental health came from successfully completing each stage. But if a stage wasn’t completed, he believed that a person would become fixated and stuck in a particular stage in adult life. <br />
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Lastly, Freud developed the idea that dreams were clues that give us a glimpse into how our unconscious mind functions. Freud believed that dreams were wish-fulfillment, and that dreamwork transformed a “forbidden wish into a non-threatening form, thus reducing anxiety and allowing us to continue sleeping” (McLeod). According to Freud, dreams are the perfect environment for the lowering of an ego’s defenses, allowing some repressed thoughts to come into awareness.<br />
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In addition to psychoanalysis, Freud is known for terms like Freudian slip, anal personality, libido, dential, repression, cathartic, and neurotic. A Freudian slip is basically a slip of the tongue that actually reveals a subconscious feeling. Freud died from a drug overdose at the age of 83, but his ideas have lived on by making a positive impact on how society deals with and treats mental illnesses.<br />
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<a href="https://1.bp.blogspot.com/-dTyHnwcqEQk/XrIT04RtHfI/AAAAAAAAFio/n_mh_o--jCMDERIsQD6wM3iakk1JiQU3QCLcBGAsYHQ/s1600/men-hair-losing_hair-aging-balding-bald_heads-amc0785_low.jpg"><img border="0" src="https://1.bp.blogspot.com/-dTyHnwcqEQk/XrIT04RtHfI/AAAAAAAAFio/n_mh_o--jCMDERIsQD6wM3iakk1JiQU3QCLcBGAsYHQ/s320/men-hair-losing_hair-aging-balding-bald_heads-amc0785_low.jpg" /></a><br />
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Section: 005<br />
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Links to Citations and Videos: <br />
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<a href="https://www.simplypsychology.org/Sigmund-Freud.html">https://www.simplypsychology.org/Sigmund-Freud.html</a><br />
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<a href="https://www.youtube.com/watch?v=mQaqXK7z9LM">https://www.youtube.com/watch?v=mQaqXK7z9LM</a><br />
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<a href="https://www.youtube.com/watch?v=V73hdaSTzWg">https://www.youtube.com/watch?v=V73hdaSTzWg</a><br />
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<a href="https://en.wikipedia.org/wiki/Sigmund_Freud">https://en.wikipedia.org/wiki/Sigmund_Freud</a><br />
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Comments on other presentations:<br />
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<a href="https://cophilosophy.blogspot.com/2020/05/voltaire.html">https://cophilosophy.blogspot.com/2020/05/voltaire.html</a><br />
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<a href="https://cophilosophy.blogspot.com/2020/05/final-report-blog-post-modern-day.html?showComment=1588728573397#c6344360877857410921">https://cophilosophy.blogspot.com/2020/05/final-report-blog-post-modern-day.html?showComment=1588728573397#c6344360877857410921</a><br />
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Not sure about runs before spring break, gonna guess about 5<br />
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After spring break: 4</div>
Unknownnoreply@blogger.com5tag:blogger.com,1999:blog-2619743764213415433.post-88517805629764706692020-05-05T20:30:00.007-05:002020-05-05T20:30:52.412-05:00Final Blog Post A treasure trove of american philosophy.Hey, Guys I just though this podcast over American philosophy was an interesting listen.<br />
Philosophers included are Ralph Waldo Emmerson and William James. In order to summarize, the two speakers John Kaag and Brett Mckay discuss the question and thought process around rather or not life is worth living.<br />
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Now I know not everyone is a big podcast person, but, I think hearing John discuss these topics makes it all a little easier to grasp. the total length is about 50 minutes if anyone is interested.<br />
<a href="https://omny.fm/shows/the-art-of-manliness/576-a-treasure-trove-of-american-philosophy">https://omny.fm/shows/the-art-of-manliness/576-a-treasure-trove-of-american-philosophy</a><br />
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Ralph Waldo Emmerson (Below)</div>
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<a href="https://blog.apaonline.org/wp-content/uploads/2018/02/iu-2-696x411.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="A Love Story: John Kaag on American Philosophy | Blog of the APA" border="0" height="188" src="https://blog.apaonline.org/wp-content/uploads/2018/02/iu-2-696x411.jpeg" width="320" /></a><br />
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I know we all read the book American<br />
Philosophy "a love story" By John but I think its a nice option to hear him discuss some of the topics explored in his book as well as some other topics not mentioned. John Kaag also speaks on his experiences in an abandoned library in New Hampshire.<br />
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My thoughts on the age-old question "Is life worth living?", I believe life is always worth living as long as you have a goal that supersedes yourself and your life. There are many different reasons to care about after your life, for some religion is an obvious answer as it gives an immediate answer to what will happen when you die. For others who maybe aren't religious may care to die knowing they left the world better than they found it. One of the quoted answers to this question from James " Maybe, It depends on the liver" this is significant as it puts the significance of the value of life to the person doing the living. Whereas many of the other ways to answer this question place the value of living outside of our control.<br />
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John Kaag on "zest" : <span style="background-color: white;">"<span style="color: #2c2823; font-family: vollkorn, sans-serif; font-size: 16px;"><i>James also said something that maybe our listeners might tune into, which is he says that the significance of life depends on what he calls the zest, that feeling that you get at the pit of your stomach when you do something significant. Listeners should ask themselves, “What gives me zest?” and to go back to a Nietzschean phrase, “Does it elevate my soul, or does it crush me?”</i>" </span></span><br />
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Runs in total for class 30-35<br />
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Refferences:<br />
<a href="https://www.artofmanliness.com/articles/american-philosophy-emerson-thoreau/">https://www.artofmanliness.com/articles/american-philosophy-emerson-thoreau/</a><br />
<a href="https://blog.apaonline.org/2018/02/07/american-philosophy-a-love-story/">https://blog.apaonline.org/2018/02/07/american-philosophy-a-love-story/</a><br />
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Daniel Leftwich<br />
Section 11<br />
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<br />Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2619743764213415433.post-67317254971777410292020-05-05T20:18:00.002-05:002020-05-05T21:16:35.770-05:00Final Blog Post: Respect<div style="text-align: center;">
<span style="font-size: large;">Self-Respect</span></div>
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I believe that one day in the future we will all know the true meaning of self-respect. Yes, we're all aware of how to be respectful to our elders, to our superiors, to our peers, and our parents. However, I am a big believer in cutting ties with toxic, negative individuals and bad habits. I find hard to respect others if we can't respect ourselves first.</div>
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For a long time, I have allowed people to walk over me. I've let them talk to me like I am nothing. I would believe their lies and not question it one bit. I got so used to being treated poorly that I saw no way out of it. Unfortunately, for a short time, my feelings became extremely overwhelming. I felt like I had no one to turn to. It took me until I reached adulthood to finally see others for the way that they are and for me to see myself for who I truly am. I may be a young woman in the 21st century, but I am still a person who is learning and growing every single day. I have never held myself above another person and most likely I never will. </div>
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I don't want to sit here and speak on myself, though. I want this to be encouraging and inspiring! We all have bad days (or months... or years...) and question our self-worth a little. But for those who do it consistently, just know you are not alone in this. We are in control of our minds, our bodies, and our actions. It's okay to say "no." It's okay to express how you feel. It's okay to stand up for what you believe in. And it's okay to want to better yourself, especially if that means no longer speaking to someone or doing things that you feel are holding you back. </div>
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Self-respect is related to moral reasoning. Watch this video from Philosophy Tube that explains this in a way that is easy to understand! </div>
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"<span style="background-color: white; color: #1a1a1a; font-family: serif; font-size: 16.5px;">In </span><em style="background-color: white; color: #1a1a1a; font-family: serif; font-size: 16.5px;">The Metaphysics of Morals</em><span style="background-color: white; color: #1a1a1a; font-family: serif; font-size: 16.5px;"> (1797), Kant argues for specific duties to oneself generated by the general duty to respect humanity in our persons, including duties to not engage in suicide, misuse of our sexual powers, drunkenness and other unrestrained indulgence of inclination, lying, self-deception, avarice, and servility. Kant also maintains that the duty of self-respect is the most important moral duty, for unless there were duties to respect oneself, there could be no moral duties at all. Moreover, fulfilling our duty to respect ourselves is a necessary condition of fulfilling our duties to respect other persons. Kant maintains that we are always aware of our dignity as persons and so of our moral obligation to respect ourselves, and he identifies this awareness as a feeling of reverential respect for ourselves. This is one of the natural capacities of feeling which we could have no duty to acquire but that make it possible for us to be motivated by the thought of duty. Reverence for self is, along with “moral feeling,” conscience, and love of others, a subjective source of morality, and it is the motivational ground of the duty of self-respect."</span><br />
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<span style="text-align: start;"><span style="font-family: "times" , "times new roman" , serif;"><i><a href="https://www.the-philosophy.com/kant-quotes#Kant_and_the_moral_practical_reason">“So act in such a way that you treat humanity, whether in your person in the person of any other, always at the same time as an end and never merely as means.”</a></i></span></span></div>
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- Immanuel Kant</div>
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John Rawls is another philosopher who identifies self-respect as <span style="background-color: white; color: #1a1a1a; font-family: serif; font-size: 16.5px;">“a person's sense of his own value, his secure conviction that his conception of the good, his plan of life, is worth carrying out,” and it implies “a confidence in one's ability, so far as it is within one's power, to fulfill one's intentions.”</span></div>
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"<span style="background-color: white; color: #1a1a1a; font-family: serif; font-size: 16.5px;">He argues that individuals' access to self-respect is to a large degree a function of how the basic institutional structure of a society defines and distributes the social bases of self-respect, which include the messages about the relative worth of citizens that are conveyed in the structure and functioning of institutions, the distribution of fundamental political rights and civil liberties, access to the resources individuals need to pursue their plans of life, the availability of diverse associations and communities within which individuals can seek affirmation of their worth and their plans of life from others, and the norms governing public interaction among citizens. Since self-respect is vital to individual well-being, Rawls argues that justice requires that social institutions and policies be designed to support and not undermine self-respect. Rawls argues that the principles of justice as fairness are superior to utilitarian principles insofar as they better affirm and promote self-respect for all citizens."</span><br />
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If you are interested in learning more about the concept of respect <a href="https://plato.stanford.edu/entries/respect/#TreSelResMorPol" target="_blank">click here</a> to read the entry that is on the Stanford Encyclopedia of Philosophy.<br />
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Lastly, please find a few moments to watch the below video by Dr. Jordan Peterson.</div>
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<i>"Treat yourself as if you're someone responsible for helping."</i></div>
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Check out final blog posts from <a href="https://cophilosophy.blogspot.com/2020/05/this-i-believe-final-blog-post.html#comment-form">Monica Lopez</a> and <a href="https://cophilosophy.blogspot.com/2020/05/marcus-aurelius-matthew-rigney-final.html#more">Matt Rigney</a>.<br />
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Total run participation: 9 runs after Spring break.<br />
I am not sure what my total was beforehand.</div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2619743764213415433.post-51497349208571846112020-05-05T19:32:00.001-05:002020-05-05T19:32:33.865-05:00Final Post, A Conversation<div style="color: #1a1a1a; font-family: "Helvetica Neue"; font-size: 10px; font-stretch: normal; line-height: normal;">
<span style="font-kerning: none;"><span class="Apple-tab-span" style="white-space: pre;"> </span>Conner Schmitz</span></div>
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<span style="font-kerning: none;"><span class="Apple-tab-span" style="white-space: pre;"> </span>Prof. Phil Oliver</span></div>
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<span style="font-kerning: none;"><span class="Apple-tab-span" style="white-space: pre;"> </span>May 5, 2020</span></div>
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<span style="font-kerning: none;">Kurt Anderson, Aristotle, William James, John Lennon, Fredrick Nietzsche.</span></div>
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<span style="font-kerning: none;">SCHMITZ: I want a better world to live in, a better place to call home. America has been contorted into a place where the most inconceivable ideas are getting the most attention, may that be isolationism, denial in climate change, etc, while the most logical ideas and solutions are being tossed aside by the people who hold the most power. This has trickled down to the average citizen, turning most of its citizens into conspiracy theorists, causing many Americans to deny the importance of self-isolation and social distancing amidst the Coronavirus Pandemic. Because of spoiled media outlets that idolize a former reality a TV host as a President, who’s caused America to spiral into a hotspot for Covid-19 cases. I think so much of this could’ve been avoided if people; specifically the people wielding authority knew what the more serious and important problems that my country… that my planet is facing, and took better action to prevent global catastrophes to happen.</span></div>
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<span style="font-kerning: none;">ANDERSON: There’s people within all levels of our government who hate the status quo so much they’ve been delighted to make the federal government stop working when “they couldn’t force it to give them total victory— for them government dysfunction is an end, not just a means.” (FL 413) If you would’ve finished my book, Mr. Schmitz, you would know I believe Donald Trump’s first election (and probable next four years) to be proof of my theory of fantasy.America has mutated into a place called deemed to be called ‘Fantasyland,’ a place where the American people have been allowed the right to believe any damn thing they want, regardless if they had facts to back it up or not. These Americans can choose to choose to mainline cleaning supplies into their arm because their president told them it’s a safe thing to do, or they could continue their self isolation and social distancing mandates to avoid the virus that’s caused New York City <i>alone </i>to have more deaths from Covid-19 than any other nation; but we Americans can believe any damn thing they want, that our beliefs are equal or superior to anyone else’s, experts be damned. (FL, 6-7)</span></div>
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<span style="font-kerning: none;">ARISTOTLE: But by believing in another’s authority, you can single-handily take away the spirit of philosophy; just because one has power doesn’t mean they’re automatically correct. Us philosophers thrive on debate, we feed off of the constant yearning for what’s right and wrong, it seems you’re after the same goal Mr. Schmitz. (LH 13-14)</span></div>
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<span style="font-kerning: none;">NIETZSCHE: You mean to tell me that Americans’ can create their own moral compass? their own guidelines? In my book <i>Thus Spake Zarathustra, </i>I wrote about a fictional person of the future who isn't locked in a box due to a predefined moral compass,; this <i>Übermensch, </i>or ‘Super Man’ could have his own values, superstitions, or beliefs without being bogged down by and specific moral code, like the ones set on the believers within Christianity. I also suggest that one of the next steps in human evolution is to take away ‘God.’ If God is dead, then one has the potential of clear guidelines about how one should life and not let any authoritative figure dictate our morality. I think the patterns of though and feeling that we happen too possess have a history. Once you know the history of how we come to have the concepts that we do, it is hard to think of them as fixed for all time and as somehow objective facts about we ought to behave. Some people are either unafraid of the worlds current pandemic, or just plain ill-informed. (LH 172-174)</span></div>
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<span style="font-kerning: none;">JAMES: Your idea of this <i>Übermensch </i>reminds me a lot of a Mr. Schmitz’ definition of an American citizen, I can see a bit of foreshadowing from your late 1800’s book in the 21st century, Nietzsche. But as a pragmatic thinker, I believe always a safe bet to attempt to rationalize and understand every side of a metaphysical dispute, even if ones argument might be interminable. It’s astonishing to see how many philosophical disputes collapse into insignificance the moment you subject them to this simple test of tracing a concrete consequence. Pragmatism suggests that the truth tends to vary, it’s based upon the individual, whatever is most rewarding. To make that apparent during America’s current situation, one can be able to differentiate goods way to stay healthy and while being able to jokingly discuss proper amount of pine sol to inject suggested by Donald Trump in order to ‘flatten the curve.’ There can <i>be </i>no difference anywhere that doesn't <i>make </i>a difference elsewhere - no difference in abstract truth that doesn't express itself in a difference in concrete fact and in conduct consequent upon that fact, imposed on somebody, somehow, somewhere and somewhen. (Pragmatism II)</span></div>
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<span style="font-kerning: none;">SCHMITZ: All fair points! Forgive me if I’m wrong, but it pragmatism sounds a bit selfish to me? Many things can be debunked the moment someone with a rational & sound mind enters a conversation.That doesn’t help the fact that people are still stubborn and subject to their own beliefs, no matter if those beliefs are true or false, possibly even life-or-death during this coronavirus pandemic. What would it take to push American society in a better direction?</span></div>
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<span style="font-kerning: none;">LENNON; “You say you want a revolution. Well, you know we all wanna change the world… You say you’ll change the constitution, You tell me it’s the institution. Well, you better free your mind instead.” There’s always been a back and forth between the what the status quo is, and what’s right. One of the best ways to ignite a movement, to bring change, through is through music. When we first recorded our self-titled album in 1968, there was social unrest across the entire globe; the same year French president Charles De Gaulle dissolved the French assembly, which caused a quarter of workers in the country to strike at the peak of the protest; the Beatles song ‘Revolution 1’ is rumored to be the soundtrack to those French protests, much like when 100,000 people marched on the US Embassy in London to protest the Vietnam War. I know that music, just like any other artistic medium has the capability to spark a movement that can’t be put out, and bring some much needed change.. (Revolution 1).</span></div>
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<span style="font-kerning: none;">ARISTOTLE: Art, whether it be a painting, music, or literature, it always seems to bring out emotions people might’ve not known they had in themselves. This is just one of many ways to seek the truth and find happiness. But it’s still human nature to use logic and reason, before you make potentially life threatening decisions, if you were to look at it during the Coronavirus Pandemic. It’s what sets Man apart from Beast, and my idea of <i>Eudaemonia, </i>which an objective way to is to develop a good character; feeling the right emotions about certain situations will allow somebody to achieve happiness, <i>Eudaemonia. </i>This seems to still have relevance two-thousand plus years after my demise. <i>Eudaemonia </i>translate to English pretty roughly, but can be summed up as the flourishing or success of the individual rather than a sort of momentary happiness that seems to be more sought after, especially many people of America. I think it’s safe to assume Seeking some sort of private <i>eudaemonia </i>while living during a pandemic could result in a better approach to society once the dust settles and people return to what’s left of normal life.. (LH-11-13)</span></div>
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<span style="font-kerning: none;">SCHMITZ: I too think that it’s important to develop ones virtues, it isn’t a radical thought to have; that individuals should attempt to do the right thing and become better people. Personal development key to getting through a global pandemic, and I think by listening to the Center for Disease Control to do little things right now (social distancing, wearing a cloth mask in public) are not just a few good virtues to have, but a few great ways to keep yourself and others safe. I still don’t seem to understand why people ignore the facts that are present and continue to believe we’re not facing a worldwide problem. Are people less precautious about their safety (and safety of others) because they believe there’s a life after this one? Who’s to say they’re wrong? It’s easy to think somebody's grandmother ponders the though ‘why should I care if I die from this virus? I’m passing soon regardless, and I get to walk through the Pearly Gates once this adaptation of SARS takes me for good.” </span></div>
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<span style="font-kerning: none;">JAMES: You fail to realize that all people have their own different truths. My academic friend C.S. Pierce and I spent many years at Harvard University developing a different approach to truth, defining the truth as something that works for a particular individual. For example, one who believes in a higher power does so because there’s things to benefit from it, most, often a life after death. Regardless if it has facts to back it up, the act of believing creates their truth. So to say that “God exists” as a true statement is simply to say that it is somehow good for the believer to believe it, some people are able to grasp the idea of a higher power, something that put us on this Earth (possibly for a reason), while somebody else could see right through that.</span></div>
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<span style="font-kerning: none;">ANDERSON: The ‘whatever works’ mentality can work for the average-Joe, but in a time of crisis it’s not what needed. This ideology of subjective truth is one of the reasons America is at the standstill that is is now. There may be people in public refusing to wear masks because they for some reason they believe they’re immune to the illness in the air. In times of crisis we shouldn’t let ‘whatever works’ dictate what could cause the downfall of ones health.</span></div>
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Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-2619743764213415433.post-47296817589508067272020-05-05T19:12:00.001-05:002020-05-05T19:21:41.469-05:00Final Blog Post: Applying Peter Singer's "Ethics in the Real World" to Our New World Today<a href="https://1.bp.blogspot.com/-75PVLwp3NWg/XrH510ywF6I/AAAAAAAAAY0/6Cds3tg2Yxg0dD_m1qh6GbwsEktUPqSCACLcBGAsYHQ/s1600/PS.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="890" data-original-width="1335" height="131" src="https://1.bp.blogspot.com/-75PVLwp3NWg/XrH510ywF6I/AAAAAAAAAY0/6Cds3tg2Yxg0dD_m1qh6GbwsEktUPqSCACLcBGAsYHQ/s200/PS.jpg" width="200" /></a>Originally published in 2016, Peter Singer's book <i><a href="https://www.google.com/books/edition/Ethics_in_the_Real_World/Dom9DgAAQBAJ?hl=en&gbpv=1&printsec=frontcover" target="_blank">Ethics in the Real World: 82 Brief Essays on Things That Matter</a> </i>addresses a range of topics and explores many important philosophical questions of today.<br />
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<span style="text-align: center;">Four years ago, Peter Singer had no clue that in 2020 the outbreak of a global pandemic would force everyone to uproot their way of life and reexamine their individual role in this world. This event has made the issue of ethics and our ethical choices more important than ever, so I have chosen a handful of Singer's essays that I feel are the most relevant to today.</span><br />
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The first essay in Peter Singer's book is titled, "<a href="https://www.commondreams.org/views/2009/05/26/value-pale-blue-dot" target="_blank">The Value of a Pale Blue Dot</a>."</div>
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At the beginning of the semester we looked at Carl Sagan's <i><a href="http://cophilosophy.blogspot.com/2017/05/you-are-here.html" target="_blank">Pale Blue Dot</a>. </i></div>
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<span style="text-align: start;">Here, we see our planet, the place containing millions of species, boundless mountains, deserts, and jungles, and bodies of water spanning millions of square miles, as only a speck in the cosmos.</span></div>
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In this essay, Singer talks about how, not only does this photo help us confront our insignificance in the universe, but it also has "the incidental benefit of distracting us from nasty things nearer to home." Along with Sagan, Singer cites the words of Bertrand Russell and his essay "<a href="https://users.drew.edu/~jlenz/br-dreams.html" target="_blank">Dreams and Facts</a>." Russell writes,<b>"no man is liberated from fear who dare not see his place in the world as it is... until he has allowed himself to see his own littleness." </b>Today, fear and uncertainty permeates everything we do. None of us know what this pandemic means for our future or the future state of the world. Therefore, adopting a cosmic perspective and remembering just how small we really are can truly help to diminish what feels like a crushing weight on us all. It can be comforting to know that we aren't the center of the universe.<br />
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Like Sagan, Singer points out in his essay that, <i>"Russell did not take the view that our insignificance... meant that the end of life on Earth did not matter."</i> Carl Sagan stressed that this photo <b>"underscores our responsibility to deal more kindly with one another, and to preserve and cherish the pale blue dot, the only home we've ever known." </b>Especially now, we must remember to care for one another and value the lives of the people around us.<br />
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The next essay I want to focus is titled "<a href="https://www.project-syndicate.org/commentary/does-anything-matter?barrier=accesspaylog" target="_blank">Does Anything Matter?</a>" This essay examines whether moral judgements contain any objective truth. One key argument against ethical objectivism is that even the most intelligent of philosophers disagree about what is right and wrong. Singer asks:<br />
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<span style="background-color: #eeeeee;">"If great thinkers like Immanuel Kant and Jeremy Bentham disagree about what we out to do, can there really ben an objectively true answer to that question?"</span><br />
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<a href="https://1.bp.blogspot.com/-zYu-_gFjIEc/XrH1ytNosDI/AAAAAAAAAYo/mmysSZ0D4eQMWw-IX1brcDCbG0YoLcc-QCLcBGAsYHQ/s1600/Derek%2BParfit.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="350" data-original-width="350" height="200" src="https://1.bp.blogspot.com/-zYu-_gFjIEc/XrH1ytNosDI/AAAAAAAAAYo/mmysSZ0D4eQMWw-IX1brcDCbG0YoLcc-QCLcBGAsYHQ/s200/Derek%2BParfit.jpg" width="200" /></a>To answer this question, Singer cites <i><a href="https://www.google.com/books/edition/On_What_Matters/7fxCAcdgec0C?hl=en&gbpv=1&printsec=frontcover" target="_blank">On What Matters</a> </i>by Derek Parfit. Parfit essentially believes that, unless we can prove that objectivism is true, nothing matters. But what matters most now is that, <b>"we rich people give up some of our luxuries, ceasing to overheat the Earth's atmosphere, and taking care of this planet in other ways, so that it continues to support intelligent life."</b><br />
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Derek Parfit passed away in 2017. Here is a quote in honor of him:<br />
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We live our lives in constant pursuit of answers and the truth. We are continuously questioning the nature of our reality. Right now, we are in perpetual disagreement over what we should do and who we should listen to, and people keep putting their own interests before the lives of others. However, unless there is intelligent life to ask and debate these questions, none of these questions matter. We cannot let our desires of being right and proving others wrong or our pursuit of personal pleasure divert us from this fact.<br />
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In this video, Peter Singer talks about the <i>hedonistic paradox</i>, an idea relating back to why we should make a point to behave morally and look beyond ourselves.<br />
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Next, I would like to look at the issue of healthcare.<br />
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Healthcare has always been at the forefront of American politics, but right now, it truly has become the most vital and consequential issue of today, both nationwide and worldwide. Unlike most industrialized countries, where healthcare is considered to be an intrinsic right, in America, millions of citizens struggle to afford adequate healthcare and health insurance. In every country, however, there is one underlying issue that remains universal:<b> the struggle to regulate health-care costs</b>.<br />
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Singer's essay "<a href="https://www.project-syndicate.org/commentary/the-many-crises-of-health-care?barrier=accesspaylog" target="_blank">The Many Crises of Health Care</a>," examines the futile and unprincipled procedures of the healthcare system in the United States.<br />
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In his essay, Singer states that, in the United States, <i>"about 27 percent of Medicare's budget goes toward care in the last year of life."</i> The problem is though, many of these patients do not want to receive this care, as prolonging their life will only lead to more suffering. But because doctors fear being sued by the family, patients close to death will continue to be resuscitated even "against the doctor's better judgement." Making this even more problematic, The World Health Organization estimates that <i>"its immunization programs in developing countries cost about $300 per saved life,"</i> and this is not just for a few weeks or a year, but usually for a lifetime. Likewise, a program claims to be able to treat tuberculosis in developing countries, granting people an extra year of life, for a cost between $5 to $50.<br />
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All of this considered, does that make spending tens of thousands of dollars on a patient in an affluent country only to give them a little bit more time <i style="font-weight: bold;">morally wrong</i>? Peter Singer believes that it does.<br />
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There is also the system by which doctors and hospitals are paid.<br />
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Singer states in his essay that "hospitals are paid a fee for each service they provide," meaning that the fewer services a patient requires the less money they will make. Therefore, when a network of hospitals enhanced their treatment for newborn babies, decreasing the time spent in intensive care and the number of services required, this change "cost the hospital network $329,000 a year." This type of system yields the incentive to issue more services in order to earn more money, regardless of whether it's beneficial to the patient. There is no denying that there is something blatantly wrong with this type of system.<br />
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<a name='more'></a><br />
Finally, I would like to focus on a subject that's been brought up a lot this semester. Peter Singer calls this essay, "<a href="https://www.project-syndicate.org/commentary/the-tragic-cost-of-being-unscientific?barrier=accesspaylog" target="_blank">The Tragic Cost of Being Unscientific</a>." Here, Singer draws attention to the dire consequences of ignoring or rejecting science.<br />
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At the start of the 21st century, South Africa's president, Thabo Mbeki <i>"rejected the scientific consensus that AIDS is caused by a virus, HIV, and that antiretroviral drugs can save the lives of people who test positive for it."</i> Instead, he accepted the views of a small group of scientists who pointed at other causes. Even when the evidence became irrefutable, "Mbeki stubbornly continued to embrace this position." Had Mbeki provided the proper drugs it is estimated that 365,000 premature deaths could have been prevented. Singer points out that Mbeki's intentions were never nefarious as he genuinely did believe in what he was saying, but in high stake situations such as these <i>"the culpable failure, especially when lives are at stake, is not to disagree with scientists, but to reject science as a method of inquiry."</i><br />
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Today, it is the duty of our leaders to listen to experts and to allow for and examine all scientific evidence without fear or bias, because "the more responsibility we hold, the more tragic the consequences of making the wrong decision are likely to be."<br />
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<br />
I commented on these blog posts:<br />
<a href="https://cophilosophy.blogspot.com/2020/05/an-epistemic-loneliness.html?showComment=1588717914206#c6015920815624507518">https://cophilosophy.blogspot.com/2020/05/an-epistemic-loneliness.html?showComment=1588717914206#c6015920815624507518</a><br />
<br />
<a href="https://cophilosophy.blogspot.com/2020/05/jean-paul-sartre-existentialism-is.html?showComment=1588720188210#c2811266092870133066">https://cophilosophy.blogspot.com/2020/05/jean-paul-sartre-existentialism-is.html?showComment=1588720188210#c2811266092870133066</a><br />
<br />
I believe I have received 15 total runs since resuming the semester.<br />
Section #6<br />
<br />Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-2619743764213415433.post-31775026633040114102020-05-05T18:27:00.000-05:002020-05-05T18:34:24.554-05:00Epicureanism: The key to a happy life?<a href="https://1.bp.blogspot.com/-gczBPIyNsLY/XrHqQ3J3dyI/AAAAAAAANEc/B96xUmwfJbMXK_q2egjmvlaqfoAE3Pp2QCLcBGAsYHQ/s1600/epicurus%2Bmeme.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="400" data-original-width="236" height="320" src="https://1.bp.blogspot.com/-gczBPIyNsLY/XrHqQ3J3dyI/AAAAAAAANEc/B96xUmwfJbMXK_q2egjmvlaqfoAE3Pp2QCLcBGAsYHQ/s320/epicurus%2Bmeme.jpg" width="188" /></a><br />
<h2>
Epicureanism</h2>
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Epicureanism is an ancient idea <span style="background-color: white; font-family: sans-serif; font-size: 14px;">founded around 307 BC based upon the teachings of the </span>ancient Greek philosopher<span style="background-color: white; font-family: sans-serif; font-size: 14px;"> </span>Epicurus<span style="background-color: white; font-family: sans-serif; font-size: 14px;">. Epicureanism was originally a challenge to </span>Platonism<span style="background-color: white; font-family: sans-serif; font-size: 14px;">. Later its main opponent became </span>Stoicism<span style="background-color: white; font-family: sans-serif; font-size: 14px;">. Epicurus was a philosopher who was ahead of his time. He accepted people no matter their race or social class. He gained a great number of followers. </span><span style="background-color: white; font-family: sans-serif; font-size: 14px;">His materialism led him to a </span>general attack on superstition and divine intervention<span style="background-color: white; font-family: sans-serif; font-size: 14px;">. Following the </span>Cyrenaic philosopher<span style="background-color: white; font-family: sans-serif; font-size: 14px;"> </span>Aristippus<span style="background-color: white; font-family: sans-serif; font-size: 14px;">, Epicurus believed that the greatest good was to seek modest, sustainable pleasure in the form of a state of </span>ataraxia<span style="background-color: white; font-family: sans-serif; font-size: 14px;"> (tranquility and freedom from fear) and </span>aponia<span style="background-color: white; font-family: sans-serif; font-size: 14px;"> (the absence of bodily pain) through knowledge of the workings of the world and limiting desires. The combination of these two states constitutes happiness in its highest form. Correspondingly, Epicurus and his followers shunned politics because it could lead to frustrations and ambitions which can directly conflict with the Epicurean pursuit for peace of mind and virtues.</span><br />
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How Epicureanism fits into our world.</h3>
In this Ted talk, Marc Nelson talks about how Epicurus is the original milennial. He explains that the ideas of Epicureanism may have even more value in today's world than they did back then. Epicurus believed that the key to a happy life is serenity. Serenity is achieved by less stress and anxiety. Marc explains that today, there is much societal pressure to make lots of money. Based on the ideas of Epicurus, more money means less serenity. The key to being happier is to make less money and spend more time doing things that you love. Money only creates more stress and anxiety. It seems to be human nature that the more you have the more you want.<br />
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Today, it costs less for basic human needs than ever before. So, why is there even more pressure to make more money. We have free water fountains, cheap food, affordable clothes, yet people spend more time working and are expected to always choose the higher paying job over something they might enjoy more. Should we be working less and spending more time on activities that give our life meaning? should we be more grateful for the things that we have and stop wanting the things that wed do not? Epicurus would say yes. <a href="https://1.bp.blogspot.com/-GI7POZ7kQKA/XrHu8BXsC7I/AAAAAAAANEo/qFhi61y4LMwt1kX8lwAuJVZVG9WMUukUwCLcBGAsYHQ/s1600/quote%2Bepicurus.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="161" data-original-width="302" height="211" src="https://1.bp.blogspot.com/-GI7POZ7kQKA/XrHu8BXsC7I/AAAAAAAANEo/qFhi61y4LMwt1kX8lwAuJVZVG9WMUukUwCLcBGAsYHQ/s400/quote%2Bepicurus.jpeg" width="400" /></a></div>
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<b>An invitation from History</b>: To be free from the fear of not having enough money or losing the nice things you have must be a liberating feeling. Is it practical? Would you do it? <iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/j0bUheQyzzw/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/j0bUheQyzzw?feature=player_embedded" width="320"></iframe></div>
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Personal Application</h3>
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I will be the first to admit that I am easily caught up in the greediness of today's society. I want nice things. I want a good job. I want I want I want! However, after really pondering the idea of epicureanism, I am going to try to apply Epicurus' ideas to my own life. I am going to try to spend more time doing things that give my life meaning, and that I am passionate about. This is the perfect time to find activities such as these as I am quarantined and have nothing else to do. I hope that these ideas prove to add a little more serenity and happiness in my life. </div>
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Quiz: </h4>
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What is ataraxia?</div>
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How did Epicurus and his followers view politics?</div>
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What did Epicurus believe was the "key to a happy life"?</div>
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Discussion Questions:</h4>
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Do you agree that less money equals more happiness?</div>
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Is epicureanism something you would be willing to try? why or why not?</div>
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Do you think human nature or society causes greediness and the want of money/materialistic things?</div>
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Sources:</div>
<div>
<a href="https://philosophyterms.com/epicureanism/">https://philosophyterms.com/epicureanism/</a></div>
<div>
<a href="https://en.wikipedia.org/wiki/Epicureanism">https://en.wikipedia.org/wiki/Epicureanism</a></div>
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<a href="https://www.azquotes.com/author/4529-Epicurus">https://www.azquotes.com/author/4529-Epicurus</a></div>
<div>
<a href="https://philosophy.lander.edu/ethics/epicurus.html">https://philosophy.lander.edu/ethics/epicurus.html</a></div>
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Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-2619743764213415433.post-194527609596431652020-05-05T18:23:00.001-05:002020-05-05T21:06:49.652-05:00<br />
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<span style="font-family: "bookman old style" , serif; font-size: 12.0pt; line-height: 200%;"><img alt="No. 3124: John Locke on Education" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcSuvi2U1UKLa5_9vnIH7IwJXmF_V3d1rQ2-j1T7aPUuxRcYevOe&usqp=CAU" />John
Locke was born the 29<sup>th</sup> of August 1632, he began as an attorney and
served as a clerk in Chew Magna early in the English Civil War. John was sent
to Westminster school in London with a sponsorship from Alexander Popham who
was a member of parliament and Alexander was also John’s father’s former
commander. John was a very capable student although he did not like the
undergraduate curriculum at Westminster School and then went to pursue medicine
and experimental philosophy through a friend Richard Lower. John Locke was an
English Philosopher and a great physician; he was also known as the “father of
liberalism”. Locke achieved a bachelor’s degree in 1656 and received a master’s
degree in 1658. John Locke was equally important to the social contract theory.
Social contract theory is the view that someone’s moral or political
obligations are dependent upon the society in which they live. <o:p></o:p></span></div>
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<span style="font-family: "bookman old style" , serif; font-size: 12.0pt; line-height: 200%;"><img alt="No, no, Everyone has rights Life, liberty, and property is ..." height="400" src="https://media.makeameme.org/created/no-no-everyone.jpg" width="325" /></span></div>
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<span style="font-family: "bookman old style" , serif; font-size: 12.0pt; line-height: 200%;">Locke
was the first to define the self through a continuity of consciousness. By backing
the claim that man is naturally free and equal, he disagreed with the idea that
God made man naturally subject to be ruled over. Locke avoided the problem that
the Bible teaches things that are contrary to natural law because while
interpreting the Biblical passages he had a consistency/criterion about the
natural law. His theory of association heavily influenced the subject of modern
psychology. At the time, the empiricist philosopher’s recognition of two types
of ideas, simple and complex, inspired a great many other philosophers like
David Hume, and George Berkeley to revise and expand his theory, to apply it to
how humans gain knowledge in the physical world. <o:p></o:p></span></div>
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<span style="font-family: "bookman old style" , serif; font-size: 12.0pt; line-height: 200%;"><br /></span></div>
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<span style="font-family: "bookman old style" , serif; font-size: 12.0pt; line-height: 200%;">Locke’s
theory of mind is often cited as the origin of modern conceptions of identity
and self, figuring prominently in the work of later philosophers such as David
Hume, Rousseau, and Immanuel Kant. Locke was the first to define the self through
a continuity of consciousness. He postulated that, at birth, the mind was a
blank slate. Contrary to Cartesian philosophy based on pew-existing concepts,
he maintained that man is born without innate ideas, and that knowledge is
determined by experience, now known as empiricism. An example of Locke’s belief
in this can be seen in his quote “Whatever I write, as soon as I discover it is
not true, my hand shall be the most forward to throw it into the fire.” This
shows his ideology of science in his observations in that something must be capable
of being tested repeatedly and that nothing is exempt from being disproven. <b><o:p></o:p></b></span></div>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/bZiWZJgJT7I/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/bZiWZJgJT7I?feature=player_embedded" width="320"></iframe></div>
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<span style="font-family: "bookman old style" , serif; font-size: 12.0pt; line-height: 200%;">Locke’s
use of the word property in a broad sense covers the wide range of human interests
and aspirations. In a narrow sense he refers to a man’s material goods. He says
that property is a natural right derived from labor that was exerted to produce
those goods. He stated his belief that nature on its own provides little value
to society implying that the aforementioned labor is what gives goods their
value. This position is what some would call the labor theory of value. He
assumed that the right to defend it in the state of nature wasn’t enough, so
people established a civil society to resolve conflicts in a civil way, with
help from the government. <o:p></o:p></span></div>
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<br /></div>
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<span style="font-family: "bookman old style" , serif; font-size: 12.0pt; line-height: 200%;">Phillip
Melton. Section #5<o:p></o:p></span></div>
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<span style="font-family: "bookman old style" , serif; font-size: 12.0pt; line-height: 200%;">Runs
since remote learning, 10<o:p></o:p></span></div>
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Comment Links<o:p></o:p></div>
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<a href="http://cophilosophy.blogspot.com/2020/05/final-report-blog-post-modern-day.html">http://cophilosophy.blogspot.com/2020/05/final-report-blog-post-modern-day.html</a><o:p></o:p></div>
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<o:p> </o:p><a href="http://cophilosophy.blogspot.com/2020/05/final-report-carson-eskew.html">http://cophilosophy.blogspot.com/2020/05/final-report-carson-eskew.html</a></div>
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Sources<o:p></o:p></div>
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<a href="https://plato.stanford.edu/entries/locke-political/">https://plato.stanford.edu/entries/locke-political/</a><o:p></o:p></div>
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<a href="https://en.wikipedia.org/wiki/John_Locke#Life_and_work">https://en.wikipedia.org/wiki/John_Locke#Life_and_work</a><span style="font-family: "bookman old style" , serif; font-size: 12.0pt; line-height: 200%;"><o:p></o:p></span></div>
<br />Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2619743764213415433.post-14613409586396537622020-05-05T18:08:00.001-05:002020-05-05T18:08:25.922-05:00Final Report Post Stoicism <a href="https://bigthink.com/scotty-hendricks/10-schools-of-philosophy-and-why-you-should-know-them" target="_blank">Stoicism</a> is a really interesting <a href="https://en.wikipedia.org/wiki/Stoicism" target="_blank">philosophy</a> because it is the practice of acceptance. It is the idea that when things do not go your way you must accept it and move forward. For example, if your car beaks down you should not obsess over the fact that it broke down, you should accept it and look forward to the future. It was first practiced in Ancient Greece and Rome and it is still practiced today by many people. People who live within a high stress environment benefit from this form of philosophy. One interesting group of people who practice stoicism are athletes. They use it to their advantage to help them focus while performing. Some people who are deemed stoic are Zeno of Citium, Seneca, and Marcus Aurelius.<span style="-webkit-text-size-adjust: 100%; background-color: white;"><span style="font-family: Montserrat;"><span style="color: #333333; font-size: medium;"> </span>Zeno of Citium is the most imporatant philosopher of Stocis because he was the founder of the idea that you should not worry about things that did not go as planned. </span></span><br />
<span style="color: #333333; font-family: Montserrat; font-size: medium;"><span style="-webkit-text-size-adjust: 100%; background-color: white; caret-color: rgb(51, 51, 51);"><br /></span></span>
<span style="-webkit-text-size-adjust: 100%; background-color: white; caret-color: rgb(51, 51, 51); color: #333333; font-family: Montserrat; font-size: medium;">Zeno of Citium : </span><br />
<span style="-webkit-text-size-adjust: 100%; background-color: white; caret-color: rgb(58, 58, 58); color: #3a3a3a; font-family: "Open Sans", sans-serif; font-weight: normal;"><span style="font-size: x-small;">“the fact that, after the loss of the totality of my pharmaceutical remedies, the totality of my books, as well as these recipes of reputable remedies, as well as the various editions I wrote on them, in addition to so many other works, each one of which exhibits that love of work that was mine my entire life; the fact that I felt no pain shows first the nobility of my behavior and my greatness of soul.”</span></span><br />
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<a href="https://1.bp.blogspot.com/-zgi8bgcDZrE/XrHxXUS6_OI/AAAAAAAAACs/BEImMRQ2aSM49xpUtoOP-Fq9HGksG0OfgCLcBGAsYHQ/s1600/293CB10C-2EAF-41E4-A6AC-5531DAEDDC10.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="328" data-original-width="250" height="200" src="https://1.bp.blogspot.com/-zgi8bgcDZrE/XrHxXUS6_OI/AAAAAAAAACs/BEImMRQ2aSM49xpUtoOP-Fq9HGksG0OfgCLcBGAsYHQ/s200/293CB10C-2EAF-41E4-A6AC-5531DAEDDC10.jpeg" width="151" /></a></div>
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He is considered the founder of Stoicism. What is interesting is that his journey of Stoicism started when his ship and cargo sank while on a voyage. The quote that I included above is about his view of this tragic event. He then landed in Athens where he visited a book store and picked up a book that outlined the philosophy of Socrates. Later he discovered Crates philosophy. He then went on to teach at a location called Stoa Poikile which was located in Athens. This was the famous porch where Stoicism was born, practiced, and taught by <a href="https://dailystoic.com/zeno/" target="_blank">Zeno of Citium </a>.<br />
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After reading about stoicism a common question is: what can you fully control? I think that this is an interesting question because there is a lot in life that we cannot control. Everything that happens in our lives can be based off of events and how they happen. If something goes wrong or something positive happens it could trigger a chain of events that could go either in someone’s favor or against it. One thing that I do think that you have control of is your happiness. This is because, like stoicism says, we can choose what to do when something does not go our way. We can choose to let the negative affect us or we can choose to accept the negative event and look forward and better ourselves.<br />
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Farrah Roberson section 5<br />
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Runs since remote learning:10<br />
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Comment links:<br />
<a href="https://cophilosophy.blogspot.com/2020/05/final-report.html">https://cophilosophy.blogspot.com/2020/05/final-report.html</a><br />
<a href="https://cophilosophy.blogspot.com/2020/05/final-report-bailey-enoch.html">https://cophilosophy.blogspot.com/2020/05/final-report-bailey-enoch.html</a>Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-2619743764213415433.post-62134014382688048542020-05-05T17:45:00.002-05:002020-05-05T17:45:37.599-05:00Final Report Blog Post: Modern day Censorship in social media<br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">With the enactment of the first amendment we were given freedom of speech and press, but these protections are not absolute.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">“Congress shall make no law respecting an establishment of religion, or prohibiting the free exercise thereof; or abridging the freedom of speech, or of the press; or the right of the people peaceably to assemble, and to petition the Government for a redress of grievances.” First Amendment of the U.S. Constitution passed by Congress September 25, 1789. Ratified December 15, 1791.</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Seemingly now in the rise of technology more and more information is readily available to its users around the world. Particularly through the use of social medias like Instagram, Facebook, Twitter, and recently the explosion of Tik Tok. These are all platforms that typically younger people use and are often a significant portion of their lives. The youth revolve around a world of constant consumption of media, likes, and shares. </span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">As a user of this media I observe what has been increasingly happening in the trends of these platforms. People feel the need to document every encounter they have and be praised through likes and comments. They post content for their following and receive positive feedback from them.</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">But what happens when a certain following stumbles upon something they don't agree on?</span><br />
<span style="font-family: Georgia, Times New Roman, serif;">Increasingly the reactions I have observed is that of a cancel culture.</span><br />
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<span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"> "<span style="background-color: white; box-sizing: border-box; color: #1a1a1a; margin: 0px; outline: 0px; padding: 0px;">Cancel culture </span><span style="background-color: white; color: #1a1a1a;">refers to the popular practice of withdrawing support for (</span><span style="background-color: white; box-sizing: border-box; color: #1a1a1a; margin: 0px; outline: 0px; padding: 0px;">canceling</span><span style="background-color: white; color: #1a1a1a;">) public figures and companies after they have done or said something considered objectionable or offensive. </span><span style="background-color: white; box-sizing: border-box; color: #1a1a1a; margin: 0px; outline: 0px; padding: 0px;">Cancel culture</span><span style="background-color: white; color: #1a1a1a;"> is generally discussed as being performed on social media in the form of group shaming."</span></span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">when you see something you don't agree with many times people take to social media to call out what they seem to think is wrong in the hopes of a public backing in an attempt to shame whatever it may be.</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Instead of allowing people to share their opinion on a certain topic or idea, that can produce a public discourse, many choose to attack and shame them for these ideas.</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">This does not allow many to express themselves and what they believe in and instead provides a hostile environment towards them. Although you may not agree with what someone says does this allow you to silence them?</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">The government doesn't enforce freedom of speech when it comes to social media and what is produced within them. So who polices the content that we receive?</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">In a sense it is us. Everyone who uses these medias and comments on posts. We can have influence on what people post and control the ideas that are spread. Given that we have this influence should we be mindful on how it affects others? The answer to this, I believe, is absolutely yes. </span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Instead of creating a cancel culture within the media we should be encouraging everyone to express there ideas. We should think twice about leaving a comment out of hate and instead express why you disagree with their idea. The world does not revolve around you solely and once you understand someone else's perspective you may come to agree with them, and if not, at least you'll understand why they think the way they do.</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Who decides what is right and what is wrong?</span><br />
<span style="font-family: Georgia, Times New Roman, serif;">What is hate speech and who is directly affected by it?</span><br />
<span style="font-family: Georgia, Times New Roman, serif;">Does social media promote an environment of cancel culture?</span><br />
<span style="font-family: Georgia, Times New Roman, serif;">Is censorship good at times?</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Sources:</span><br />
<a href="https://www.dictionary.com/e/pop-culture/cancel-culture/">https://www.dictionary.com/e/pop-culture/cancel-culture/</a><br />
<a href="https://archives.cjr.org/cover_story/21st_century_censorship.php">https://archives.cjr.org/cover_story/21st_century_censorship.php</a><br />
<a href="https://www.abajournal.com/magazine/article/social-clashes-digital-free-speech">https://www.abajournal.com/magazine/article/social-clashes-digital-free-speech</a><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Comment links:</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Runs:</span><br />
<span style="font-family: Georgia, Times New Roman, serif;">total runs post spring break: 10 runs</span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Section #6</span><br />
<span style="font-family: Georgia, Times New Roman, serif;">Miguel Angel</span><br />
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<br />Unknownnoreply@blogger.com4tag:blogger.com,1999:blog-2619743764213415433.post-68443934511289695662020-05-05T17:41:00.016-05:002020-05-05T17:41:58.607-05:00Final Report: Carson Eskew
<b><span style="font-family: "Times New Roman",serif; font-size: 16.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman";">The
Father of Modern Philosophy: Rene Descartes </span></b><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"></span><br />
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman";">Rene
Descartes is considered a large influencer of philosophical and psychological
ideas. He is also recognized for contributing and discovering many fundamental
concepts of calculus, geometry, and other forms of mathematics. Descartes is a
rationalist that strived to live his life based on logic; he also accredited
knowledge as being a focal part in his life. He lived from 1596- 1650 and is
most famous for his phrase “Cogito ergo sum” which translates to “I think...
therefore, I am.” </span><br />
<span style="mso-no-proof: yes;"></span><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"></span><br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="file:///C:/Users/Eskew's/AppData/Local/Temp/msohtmlclip1/01/clip_image002.png" v:shapes="Picture_x0020_1842177601" /></a><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman";">Rene
Descartes is famous for his writing and contribution to the world of
philosophy. He is considered the father of modern philosophy because he was one
of the first philosophers to branch out and base his principles entirely on
logic, not religion/ a higher power. Descartes believed that humans have a
tendency of misusing their minds by not thinking enough. He also believed in
solitude; he was able to discover more knowledge by thinking to himself. Descartes
books expressed his vast experiences with knowledge and helped many people by
explaining how to work through problems. He developed a Method of doubts, which
was a way of sorting out problems into smaller issues. He also categorized
peoples’ passions into 6 areas that he believed branched into every other
potential passion in existence. </span><br />
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<span style="color: #101010; font-family: "Times New Roman",serif; font-size: 20.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman";">“Each
problem that I solved became a rule, which served afterwards to solve other
problems.”</span><br />
<span style="color: #101010; font-family: "Times New Roman",serif; font-size: 20.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>-Rene Descartes</span><br />
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<a href="https://www.biography.com/scholar/rene-descartes"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman";">https://www.biography.com/scholar/rene-descartes</span></a><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman";"> </span><br />
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<a href="https://www.youtube.com/watch?v=3kIatZjJs5I"><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";">https://www.youtube.com/watch?v=3kIatZjJs5I</span></a><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";">
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<span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";">Rene Descartes relied entirely on his senses. He did not
trust that he was not always dreaming, which is why he believed the only way to
prove he existed was by thinking. He was only certain that he was thinking, but
he could not be certain of anything else. He contributed so much to society such
as cartesian theory and he also created the method of logical skepticism to
attempt to discover the ultimate question of the nature of existence. He proved
many mathematical and scientific concepts; everything that children learn in school
is entirely base on Rene Descartes work and research. He spent his entire life
seeking knowledge and explanation for why people and objects exist. He
developed many influential concepts that have helped many people find a better
understanding of how to cope with problems and understand more about their own
personal philosophy. </span><br />
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<span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";">References: </span><br />
<a href="https://www.essentiallifeskills.net/descartes.html"><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";">https://www.essentiallifeskills.net/descartes.html</span></a><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"></span><br />
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<a href="https://www.biography.com/scholar/rene-descartes"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman";">https://www.biography.com/scholar/rene-descartes</span></a><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman";"></span><br />
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<span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";">Comment links: </span><br />
<span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"><a href="https://www.blogger.com/profile/18201037495212879228">https://www.blogger.com/profile/18201037495212879228</a>
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<span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";">Runs:</span><br />
<span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";">I earned 30 before spring break and 10 after.</span><br />
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Unknownnoreply@blogger.com4tag:blogger.com,1999:blog-2619743764213415433.post-41142028263522916962020-05-05T16:56:00.002-05:002020-05-05T16:56:24.690-05:00Ralph Waldo Emerso<div class="separator" style="clear: both; text-align: center;">
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<a href="https://1.bp.blogspot.com/-Yrp0P69RrvU/XrGtjY2VB3I/AAAAAAAAABk/go4J03GfD841OdKwoFqYBrHAK_Dsazy1gCLcBGAsYHQ/s1600/Ralph%2BWaldo%2BEmerson.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="284" data-original-width="177" src="https://1.bp.blogspot.com/-Yrp0P69RrvU/XrGtjY2VB3I/AAAAAAAAABk/go4J03GfD841OdKwoFqYBrHAK_Dsazy1gCLcBGAsYHQ/s1600/Ralph%2BWaldo%2BEmerson.jpg" /></a>"<i style="background-color: white; color: #4d5156; font-family: arial, sans-serif; font-size: 14px;">To be yourself in a world that is constantly trying to make you something else is the greatest accomplishment."</i><br />
<i style="background-color: white; color: #4d5156; font-family: arial, sans-serif; font-size: 14px;"><br /></i>
<span style="color: #4d5156; font-family: arial, sans-serif;"><span style="background-color: white;"><span style="font-size: 14px;">Ralph Emerso was born on May 25th 1803, in Boston, MA.</span></span></span><span style="background-color: white;"><span style="color: #4d5156; font-family: arial, sans-serif;">He passed away on April 27, 1882. While being here for almost 79 years,</span></span><span style="color: #4d5156; font-family: arial, sans-serif; font-size: 14px;"> He was known as a </span><a href="https://www.dictionary.com/browse/essayist?s=t" style="font-family: arial, sans-serif; font-size: 14px;" target="_blank">essayist</a><span style="color: #4d5156; font-family: arial, sans-serif; font-size: 14px;">, poet, lecturer and a philosopher and one of the primary people who led the </span><a href="https://www.history.com/topics/19th-century/transcendentalism" style="font-family: arial, sans-serif; font-size: 14px;" target="_blank">transcendentalist movement of the mid-19th century</a><span style="background-color: white; color: #4d5156; font-family: arial, sans-serif;"> </span><br />
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<span style="color: #4d5156; font-family: arial, sans-serif;"><span style="background-color: white;">Ralph attended college at Harvard university where he was licensed as a minster in 1829, just like his father was. Later he married Ellen Tucker, but there marriage only lasted for a few years. His wife pass away due to </span>tuberculosis, after that he resigned from being a minster.</span><br />
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<span style="color: #4d5156; font-family: arial, sans-serif;">From then on Ralph went to Europe where he meet </span><span style="color: #4d5156; font-family: arial, sans-serif;"><a href="https://www.britannica.com/biography/Samuel-Taylor-Coleridge" target="_blank">Samuel Taylor Coleridg</a>e</span><span style="color: #4d5156; font-family: arial, sans-serif;"> and </span><a href="https://www.britannica.com/biography/William-Wordsworth" style="color: #4d5156; font-family: arial, sans-serif;" target="_blank">William Wordsworth</a><span style="color: #4d5156; font-family: arial, sans-serif;"> where he would continue his studies. around 1833 he would return to the United States to lecture about his experiences and beliefs. With the American transcendentalist he had published </span><span style="color: #4d5156; font-family: arial, sans-serif;">"</span><span style="background-color: white; color: #333333; font-family: open-sans, sans-serif; font-size: 18px;">The American Scholar" </span><span style="color: #4d5156; font-family: arial, sans-serif;"><span style="font-size: 14px;"> novel which was based from a lecture he gave in 1837, which promoted writers to have there own style of writing. then in 1841 he</span></span><span style="color: #4d5156; font-family: arial, sans-serif;"> wrote "</span><span style="background-color: white; color: #333333; font-family: open-sans, sans-serif; font-size: 18px;"><a href="https://math.dartmouth.edu/~doyle/docs/self/self.pdf" target="_blank">Self-Reliance</a>" </span><span style="background-color: white;">which was based on pursuing one thoughts and intuition rather then adhering to the public norm. </span><span style="background-color: white; color: #333333; font-family: open-sans, sans-serif; font-size: 18px;"> </span><br />
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In Ralph's later years he wrote less and less. Around 1872 he started to have signs of memory loss where he wouldn't even remember his own name and when people asked he would reply <span style="background-color: white; color: #333333; font-family: "Open Sans", sans-serif; font-size: 14px; text-align: justify;">“</span><em style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Open Sans", sans-serif; font-size: 14px; text-align: justify;">Quite well; I have lost my mental faculties, but am perfectly well</em><span style="background-color: white; color: #333333; font-family: "Open Sans", sans-serif; font-size: 14px; text-align: justify;">“.</span> His work and beliefs were a big influences to his proteges <a href="https://www.biography.com/writer/henry-david-thoreau" target="_blank">Henry David</a> and <a href="https://www.biography.com/writer/walt-whitman" target="_blank">Walt Whitman</a>. Ralph Waldo Emerso writings are considered one of the 19th century major documents on lectures religion and thoughts.<br />
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<span style="color: #4d5156; font-family: arial, sans-serif;">-Ty Harper Section 5</span><br />
<span style="background-color: white;"><span style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 13.2px;">not sure how many runs i had before we went remotely </span></span></span><br />
<span style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;">semester remotely - 9 runs 1 base</span><br />
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<span style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="background-color: white;"><span style="font-size: 13.2px;">blogs commented on:</span></span></span><br />
<a href="https://cophilosophy.blogspot.com/2020/05/final-report.html?showComment=1588715182627#c8826505312483439701">https://cophilosophy.blogspot.com/2020/05/final-report.html?showComment=1588715182627#c8826505312483439701</a><br />
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<a href="https://cophilosophy.blogspot.com/2020/05/henry-david-thoreau-final-post.html?showComment=1588715687641#c7195275791316559970">https://cophilosophy.blogspot.com/2020/05/henry-david-thoreau-final-post.html?showComment=1588715687641#c7195275791316559970</a>Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-2619743764213415433.post-41072822514293542282020-05-05T16:41:00.000-05:002020-05-05T16:42:23.973-05:00Seneca the Younger<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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<span style="font-family: "georgia" , "times new roman" , serif; font-size: small;">We suffer more often in imagination than in reality.</span></h2>
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<span style="background-color: white; color: #1a1a1a; font-family: serif; font-size: 16.5px;"> Lucius Annaeus Seneca, better known as Seneca the Younger, was born sometime around one to four BCE. Though born in what is today known as Spain, Seneca was raised in Rome where he studied rhetoric and philosophy. Throughout his life, Seneca faced much illness and at one point in the mid to late 20s it was thought that he had Tuberculosis. His aunt nursed him back to health, and when he was nursed back to health she was the one who influenced his way to power. Sec </span><span style="background-color: white; color: #1a1a1a; font-family: serif; font-size: 16.5px;">Eventually, he became the tutor of Nero, and later when Nero rose to power as emperor, Seneca became his advisor. It was as this advisor Seneca developed some of his most well-known practices. Towards the end of his life, Seneca was painted as a villain, being charged with trying to assassinate Nero. As punishment, Nero commanded Seneca to kill himself which he later followed through on.</span><br />
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<span style="color: #1a1a1a; font-family: serif;"><span style="font-size: 16.5px;"><br /></span></span>Seneca biggest philosophical contribution was Stoicism. His works dealt heavily with ethics and living a practical life. For Seneca it is important that we do not get caught up on the potentials in the world, rather we should think of the worst that could happen and realize that even those scenarios are not the end of us.<br />
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These videos go further in-depth into Seneca's life as well as his work in Stoicism, and you can read in-depth his works <a href="https://plato.stanford.edu/entries/seneca/">here</a>.<br />
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I have eight runs from quarantine.</div>
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Krysta Hawk Section 11</div>
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Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2619743764213415433.post-65557698486817117552020-05-05T16:33:00.000-05:002020-05-05T16:33:07.201-05:00Final Report
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" width="200" /></a><span style="font-family: "Britannic Bold",sans-serif; font-size: 18.0pt; line-height: 200%; mso-bidi-font-family: Aharoni;">Noting</span></div>
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<span style="font-family: "Britannic Bold",sans-serif; font-size: 15.0pt; line-height: 200%; mso-bidi-font-family: Aharoni;">but </span></div>
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<span style="font-family: "Britannic Bold",sans-serif; font-size: 18.0pt; line-height: 200%; mso-bidi-font-family: Aharoni;">Sleep…</span></div>
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<span style="mso-bidi-font-family: Aharoni;">BY PAU KHAI</span></div>
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<span style="mso-bidi-font-family: Aharoni;">Based on Robert Macnish's "The philosophy of sleep" </span><span style="font-family: "Britannic Bold",sans-serif; font-size: 18.0pt; line-height: 200%; mso-bidi-font-family: Aharoni;"></span></div>
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</div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: #7030a0; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 30.0%; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 1.8pt; mso-effects-shadow-dpiradius: 3.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: #5B9BD5; mso-style-textoutline-fill-themecolor: accent5; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .8pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid;">D</span><span style="color: white; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 30.0%; mso-effects-shadow-angledirection: 5400000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 1.8pt; mso-effects-shadow-dpiradius: 3.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-style-textoutline-fill-alpha: 100.0%; mso-style-textoutline-fill-color: #5B9BD5; mso-style-textoutline-fill-themecolor: accent5; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: .8pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: solid; text-effect: outline;"></span></b>o
you ever wonder why sleep is so important to college students? </div>
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According to <a href="https://www.tandfonline.com/doi/full/10.1080/07448481.2010.520051?scroll=top&needAccess=true"><span style="color: #7030a0;">Kathryn</span></a> from Department of Psychiatry and
Human </div>
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Behavior at Brown University indicated that, poor sleep interacted </div>
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with academics and mental health, and an education campaign </div>
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positively affected
student sleep. As a college student, </div>
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we need to put sleep as our first priority
on our schedule. </div>
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Because lack of sleep is proven that it has significant
effects on </div>
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<a href="https://www.sciencedirect.com/science/article/abs/pii/S2352721818301190?via=ihub"><span style="color: #7030a0;">students</span></a>. And what many of us didn’t realize
is that, </div>
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sleep is the essential to our daily life.</div>
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<br /></div>
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<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">A recent
study done by</span><span style="color: #7030a0; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><a href="https://www.tandfonline.com/doi/full/10.1080/07448481.2010.483708"><span style="color: #7030a0; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Jane</span></a><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> from Department of
Psychology at</span></div>
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<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">University of North Carolina concludes that, many college
students </span></div>
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<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">are at risk for sleep disorders, and those at risk may also be at risk </span></div>
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<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">for academic failure. </span></div>
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<br /></div>
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<b><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">How
much sleep do you need?</span></b></div>
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<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">According
to </span><a href="https://www.sleepfoundation.org/press-release/national-sleep-foundation-recommends-new-sleep-times"><span style="color: #7030a0; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">SleepFoundation</span></a><span style="color: #7030a0; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">:</span></div>
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<span style="color: #7030a0; font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Newborns (0-3 months): Sleep range is 14-17 hours each day </span><span style="color: #7030a0; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="color: windowtext; font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Infants (4-11 months): Sleep range is12-15 hours</span></div>
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<span style="color: #7030a0; font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Toddlers (1-2 years): Sleep range is 11-14 hours </span><span style="color: #7030a0; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="color: #7030a0; font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Preschoolers (3-5): Sleep range is 10-13 hours</span><span style="color: #7030a0; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="color: #7030a0; font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">School age children
(6-13): Sleep range is 9-11 hours </span><span style="color: #7030a0; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="color: #7030a0; font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Teenagers (14-17): Sleep range is 8-10 hours </span><span style="color: #7030a0; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="color: #7030a0; font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Younger adults (18-25): Sleep range is 7-9 hours</span><span style="color: #7030a0; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="color: #7030a0; font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Adults (26-64): Sleep range is 7-9 hours</span><span style="color: #7030a0; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 115%; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="color: windowtext; font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Older adults (65+): Sleep range is 7-8 hours </span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">SleepFoundation
concludes that majority of college students </span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">need about 7-9 hours of sleep. </span></div>
<div class="MsoNormal" style="line-height: 115%;">
<br /></div>
<div class="MsoNormal" style="line-height: 115%;">
<b><span style="color: windowtext; font-size: 13.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">The Obstacle</span></b></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Which
is very challenging for most college students </span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">because of work,</span></div>
<div class="MsoNormal" style="line-height: 115%;">
<br /></div>
<div class="MsoNormal" style="line-height: 115%;">
<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="173" 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" width="400" /></a><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span></div>
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<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">extracurriculars,
assignments, social life, etc.…</span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Here
is a </span><a href="https://nces.ed.gov/programs/coe/pdf/coe_ssa.pdf"><span style="color: #7030a0; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">figure</span></a><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> that shows percentage
of students who </span></div>
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<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">were employed:</span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">According
to the figure about 43% of full-time students </span></div>
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<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">and 81% of part-time students were
employed in 2017. </span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Which is reasonable to conclude that around 60% of </span></div>
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<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">college
students are working part-time and full-time. </span></div>
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<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">In this case the amount of sleep
that students are </span></div>
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<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">recommended by SleepFoundation is almost impossible. </span></div>
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<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Addition
to this, students are also required to do their </span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">homework or assignments after
class or lecture. As well </span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">as dealing with their privacy and social life at home
or dorm. </span></div>
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<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Last but not least, students have to study for their exams as well. </span></div>
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<br /></div>
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<b><span style="color: windowtext; font-size: 13.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Effect of sleep deprivation on health and
body </span></b></div>
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<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">According
to </span><a href="https://www.healthline.com/health/sleep-deprivation/effects-on-body#1"><span style="color: #7030a0; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Alana Biggers, MD</span></a><span style="color: #7030a0; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">, </span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">sleep
deprivation </span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">drains your mental abilities</span></div>
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<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">and put your health
at risk. Sleep deprivation can also </span></div>
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<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">disrupt the functions of your</span></div>
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<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Central nervous
system, Immune system, </span></div>
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<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Respiratory system, Digestive system,</span></div>
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<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Cardiovascular
system, and Endocrine system.</span></div>
<div class="MsoNormal" style="line-height: 115%;">
<br /><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Here are some
long-terms effect of sleep deprivation, </span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">by </span><a href="https://www.healthline.com/health/sleep-deprivation/effects-on-body#1"><span style="color: #7030a0; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Stephanie and Kristeen</span></a><span style="color: #7030a0; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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" 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<b><span style="font-size: 13.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">What to do?</span></b></div>
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<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">According to </span><a href="https://www.teenvogue.com/story/10-sleep-tips-for-college-success"><span style="color: #7030a0; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">teenVOGUE</span></a><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">, here are 10 sleep tips for college
students.</span></div>
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<b><span style="mso-bidi-font-family: "Abadi MT Condensed Light"; mso-fareast-font-family: "Abadi MT Condensed Light";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Plan
your schedule around your natural rhythm.</span></b></div>
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<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">-Every person has, his/her own way of how their body</span></div>
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<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> naturally works. Some people might be having a hard </span></div>
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<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">time staying up late or
some people are used to staying </span></div>
<div class="MsoNormal" style="line-height: 115%; margin-left: .5in;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">up all night. Whatever the case it may be, know
your natural rhythm</span></div>
<div class="MsoNormal" style="line-height: 115%; margin-left: .5in;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">and plan ahead with your schedule.</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 115%; mso-list: l1 level1 lfo2; text-indent: -.25in;">
<b><span style="mso-bidi-font-family: "Abadi MT Condensed Light"; mso-fareast-font-family: "Abadi MT Condensed Light";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Get
on the same schedule every night.</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">-This one is self-explanatory, everyone knows </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">when your body tents</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">to become tired at some point. So, known when your </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">body sent
signals.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; mso-list: l1 level1 lfo2; text-indent: -.25in;">
<b><span style="mso-bidi-font-family: "Abadi MT Condensed Light"; mso-fareast-font-family: "Abadi MT Condensed Light";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Get
outside quickly.</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">-“You should do this even if you feel poorly," says </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Nowakowski. Don’t stay </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">in your bed for too long. Because if you don’t</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> get up, your body
is not</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">fully wake up.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; mso-list: l1 level1 lfo2; text-indent: -.25in;">
<b><span style="mso-bidi-font-family: "Abadi MT Condensed Light"; mso-fareast-font-family: "Abadi MT Condensed Light";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Be
as active as you can in the morning. </span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">-This will help you stay alert throughout your </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">whole day and
let it </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">becomes one of your morning routines.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; mso-list: l1 level1 lfo2; text-indent: -.25in;">
<b><span style="mso-bidi-font-family: "Abadi MT Condensed Light"; mso-fareast-font-family: "Abadi MT Condensed Light";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Reward
yourself for getting up on time.</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">-In order for you to make this as a habit, </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">eat something that
you always </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">crave right after you wake up. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; mso-list: l1 level1 lfo2; text-indent: -.25in;">
<b><span style="mso-bidi-font-family: "Abadi MT Condensed Light"; mso-fareast-font-family: "Abadi MT Condensed Light";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b><span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Aim
to get to bed 8-9 hours before your wakeup time.</span></b></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">-To reach the recommended hours of sleep, </span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">if you are not
doing anything try to go to bed early.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> But if you sleep more than the
recommended, there</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> is a consequences of health problem as well.</span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>7. <b>Unplug before bed.</b></span></div>
<div class="MsoNormal" style="line-height: 115%; margin-left: .5in;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">-This is one of the most important tips for most teenagers.</span></div>
<div class="MsoNormal" style="line-height: 115%; margin-left: .5in;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Our body needs time to wind down, so spend at least</span></div>
<div class="MsoNormal" style="line-height: 115%; margin-left: .5in;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> half an hour before bed
away from electronics. This will</span></div>
<div class="MsoNormal" style="line-height: 115%; margin-left: .5in;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> help you relax your body and mind.</span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>8. <b>Avoid naps, especially early and
late in the day.</b></span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>-Taking a nap during the day can get
in the way of your sleep at night.</span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>So, avoid taking nap during daytime
at all cost.</span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>9. <b>Avoid light at night.</b></span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>-This goes back to the electronics
as well. </span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> Our brain takes light as a cue </span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>to be awake, so always keep yourself
from </span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> exposure of lights at nighttime.</span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>10.<span style="mso-tab-count: 1;"> </span><b>If
you are sleeping through lecture, </b></span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><b> it’s time to change your sleep schedule.</b></span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>-This is one of the most important
way of knowing </span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> if you are doing everything</span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>right with all the tips. If you are
having a hard time </span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> trying to stay awake during </span></div>
<div class="MsoNormal" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>lecture, you need to change your
sleep schedule.</span></div>
<div class="MsoNormal" style="line-height: 115%;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><br /></span></div>
<div class="MsoListParagraph" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Section 005</span></div>
<div class="MsoListParagraph" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Runs= 10</span></div>
<div class="MsoListParagraph" style="line-height: 115%;">
<span style="color: windowtext; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Pau Khai</span></div>
<div class="MsoNormal" style="line-height: 115%;">
<br /></div>
<div class="MsoNormal" style="line-height: 115%;">
<br /></div>
<div class="MsoNormal" style="line-height: 115%;">
<br /></div>
<div class="MsoNormal">
<br /><span style="mso-bidi-font-weight: bold; mso-effects-shadow-align: topleft; mso-effects-shadow-alpha: 40.0%; mso-effects-shadow-angledirection: 2700000; mso-effects-shadow-anglekx: 0; mso-effects-shadow-angleky: 0; mso-effects-shadow-color: black; mso-effects-shadow-dpidistance: 1.5pt; mso-effects-shadow-dpiradius: 3.0pt; mso-effects-shadow-pctsx: 100.0%; mso-effects-shadow-pctsy: 100.0%; mso-effects-shadow-themecolor: dark1; mso-style-textoutline-outlinestyle-align: center; mso-style-textoutline-outlinestyle-compound: simple; mso-style-textoutline-outlinestyle-dash: solid; mso-style-textoutline-outlinestyle-dpiwidth: 0pt; mso-style-textoutline-outlinestyle-join: round; mso-style-textoutline-outlinestyle-linecap: flat; mso-style-textoutline-outlinestyle-pctmiterlimit: 0%; mso-style-textoutline-type: none;"></span></div>
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{margin-bottom:0in;}</style>Unknownnoreply@blogger.com4tag:blogger.com,1999:blog-2619743764213415433.post-16852369291782342832020-05-05T16:31:00.000-05:002020-05-05T16:31:16.101-05:00Final Blog-Skepticism<div style="text-align: center;">
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<span style="font-family: Arial, Helvetica, sans-serif;">Skepticism is the ideology that knowledge can never be certain. It originated in the 5th century BCE from a group of eleatic philosophers. Eventually it was refined by Socrates who came up with the phrase "All that he knows, is that he knows nothing". However, Pyrrho is considered the father of skepticism as he founded <span style="background: rgb(255, 255, 255); border: 0px; box-sizing: border-box; color: #1a1a1a; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Pyrrhonism</span> which was the ancient Greek form of skepticism. In this form he proposed a neutral stance on ideas, religions and ideologies by accepting things as they appear. This view changed during the age of enlightenment as many philosophers began to argue with one another on how humanity and the world works. </span><span style="font-family: Arial, Helvetica, sans-serif;">Many skeptics in the 17th century began to target other </span><span style="font-family: Arial, Helvetica, sans-serif;">institutions of philosophy. </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">For example, Cartesianism which was founded by Rene Descartes was targeted due to it being intertwined with Catholic beliefs. This again caused skepticism to change from a neutral position to a more offensive type as skeptics began to go out of their way to disprove the existence of a higher power. Today, skepticism has taken many forms one of which being existentialism which is school of philosophy that emphasizes the concrete and problematic character of human existence. Another modern form is logical positivism, this form is about the possibility of gaining knowledge of anything other than mere </span><span style="background-color: white;"><span style="color: #1a1a1a;"><span style="font-family: Arial, Helvetica, sans-serif;">tautologies. This basically means gaining knowledge from other things rather than people who say the same thing in a different way. Overall, skepticism has taken many forms and there are many different sub sets just like most other schools of philosophy. However, many are similar as most agree that knowledge that is obtained should not be immediately trusted until there has been further investigation on the particular subject. </span></span></span></div>
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<span style="background-color: white;"><span style="color: #1a1a1a;"><span style="font-family: Arial, Helvetica, sans-serif;">Citation: <a href="https://www.britannica.com/topic/skepticism">https://www.britannica.com/topic/skepticism</a></span></span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Links to skepticism videos: </span></div>
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<a href="https://youtu.be/DsTWlKgXniw">https://youtu.be/DsTWlKgXniw</a> </div>
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<a href="https://youtu.be/k_SAocFtlio">https://youtu.be/k_SAocFtlio</a> </div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Comments on other presentations:</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><a href="http://cophilosophy.blogspot.com/2020/05/final-report-blog-thomas-hobbes-as.html?showComment=1588713190340#c469252471634345046">http://cophilosophy.blogspot.com/2020/05/final-report-blog-thomas-hobbes-as.html?showComment=1588713190340#c469252471634345046</a> </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><a href="https://cophilosophy.blogspot.com/2020/05/voltaire.html?showComment=1588713797675#c2590888486681320921">https://cophilosophy.blogspot.com/2020/05/voltaire.html?showComment=1588713797675#c2590888486681320921</a> </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">runs before spring break: 27</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">runs after spring break: 9 </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Lennon House section #6</span></div>
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Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2619743764213415433.post-17535884909075223862020-05-05T16:17:00.003-05:002020-05-05T16:17:08.839-05:00Henry David Thoreau Final Post<div class="separator" style="clear: both; text-align: center;">
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Henry David Thoreau was a very important part of the Transcendentalist Movement in 19th century America. He was born on July 12th, 1817 in Concord, Massachusetts, a major setting of the movement. He went and studied at Harvard, and studied German, Greek, and Latin. He graduated in 1837, but struggled to find what career he wanted to do. He decided to set up a school with his brother, but unfortunately it closed when his brother became sick. After college, he met one of his greatest friends and also another key figure in the Transcendentalist movement, Ralph Waldo Emerson, who exposed him to the movement. Transcendentalism focused on critical thinking and spiritual issues, and has shaped modern philosophy very much. Through Emerson, Thoreau was given land that would ultimately be the setting for his "awakening," and the land where he wrote <i>Walden</i>. Thoreau lived in the woods for a while and used the time to think about how nature affects life, and became a small hit in that era. Today, a lot of environmentalists use the book for philosophical evidence in their arguments.<br />
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While living in Walden Pond, Thoreau was arrested for not paying a poll tax, and spent the night in jail because of it. Through this small imprisonment, he came up with his next famous work, <i>Civil Disobedience.</i> Thoreau was an abolitionist and also a pacifist, as he did not support the Mexican-American War. In the book, he states that one should act on its individual conscience and not abide to laws and government. A famous quote from him states that "The only obligation which I have a right to assume is to do at any time I think right." <i>Civil Obedience </i>became highly popular in later civil rights movements, and figures like Martin Luther King Jr. and Gandhi used the ideas in the book, as did many other non-violent protestors. In his later years, Thoreau was still fascinated with nature and studied the many flora in Concord and also Cape Cod. Thoreau, a staunch abolitionist, still stood by his believes and wrote essays regarding his views on slavery. He highly supported John Brown, the abolitionist who raided Harper's Ferry. Thoreau called Brown "the bravest and humanest man of all the country." Thoreau died on May 6th, 1862 after a long battle with tuberculosis. Henry David Thoreau not only shaped the Transcendentalist Movement, he shaped modern philosophy through his works.<br />
A video on why every student should read <i>Walden</i>, if you are interested:<br />
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Source:<br />
<a href="https://www.biography.com/writer/henry-david-thoreau">https://www.biography.com/writer/henry-david-thoreau</a><br />
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I do not clearly know how many bases I have since we went online, as I only started writing down the posts I have commented on recently. I think since we went online I have had 8 bases. I do not know how many runs I had before we went online either, and cannot give an accurate number, but can say I kept up pretty well when classes were not online.<br />
Comment on Malcolm <br />
final report post "Final Report Blog: Thomas Hobbes as an extension by comparisons."<br />
Comment on Monica Lopez final report post "This I Believe Final Blog Post."<br />
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Section #005<br />
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<br />Unknownnoreply@blogger.com2