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      <title>Sociology Project by Shane Driscoll</title>
      <link>https://padlet.com/shdriscoll/1ft4mzyd0o6a</link>
      <description></description>
      <language>en-us</language>
      <pubDate>2018-03-01 16:54:37 UTC</pubDate>
      <lastBuildDate>2018-03-02 15:40:21 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>Functionalist</title>
         <author>shdriscoll</author>
         <link>https://padlet.com/shdriscoll/1ft4mzyd0o6a/wish/237033463</link>
         <description><![CDATA[<div><sub><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:600,&quot;url&quot;:&quot;https://www.aimeeusa.com/wp-content/uploads/2017/10/family-unit-immigration-australia-visa.jpg&quot;,&quot;width&quot;:900}" data-trix-content-type="image"><img src="https://www.aimeeusa.com/wp-content/uploads/2017/10/family-unit-immigration-australia-visa.jpg" width="900" height="600"><figcaption class="attachment__caption"></figcaption></figure></sub>The function of family in a society is to reproduce, and raise and nurture children, as to ensure they are functioning members of society.</div><div><br></div><div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:501,&quot;url&quot;:&quot;https://bloximages.chicago2.vip.townnews.com/ladowntownnews.com/content/tncms/assets/v3/editorial/e/62/e62fd148-11bb-11e3-8c49-001a4bcf887a/52210fceee119.image.jpg&quot;,&quot;width&quot;:603}" data-trix-content-type="image"><img src="https://bloximages.chicago2.vip.townnews.com/ladowntownnews.com/content/tncms/assets/v3/editorial/e/62/e62fd148-11bb-11e3-8c49-001a4bcf887a/52210fceee119.image.jpg" width="603" height="501"><figcaption class="attachment__caption"></figcaption></figure>Crime is an example of a dysfunction because it may cause harm or loss of property. However, it is also a function of society because it reminds people of the morals we share as a society.</div><div><br></div><div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:454,&quot;url&quot;:&quot;http://p12cdn4static.sharpschool.com/UserFiles/Servers/Server_737417/Image/Elementary%20School.jpeg&quot;,&quot;width&quot;:450}" data-trix-content-type="image"><img src="http://p12cdn4static.sharpschool.com/UserFiles/Servers/Server_737417/Image/Elementary%20School.jpeg" width="450" height="454"><figcaption class="attachment__caption"></figcaption></figure>Schools carry many examples of both Manifest and Latent functions. Manifest functions are the implied functions of an institution or group, and Latent functions are those that are not implied, but occur anyways. In all schools, the Manifest function is to teach kids academics and life lessons. The latent function of elementary school would be a day care for small children. On the other hand, the potential Latent function of College could be finding a mate.</div><div><br></div><div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:282,&quot;url&quot;:&quot;https://www.wikitree.com/photo.php/thumb/a/aa/Durkheim-1.jpg/300px-Durkheim-1.jpg&quot;,&quot;width&quot;:300}" data-trix-content-type="image"><img src="https://www.wikitree.com/photo.php/thumb/a/aa/Durkheim-1.jpg/300px-Durkheim-1.jpg" width="300" height="282"><figcaption class="attachment__caption"></figcaption></figure>Emile Durkheim (Picture above) is known as one of the fathers of sociology. He founded the very first sociology course, and focused on the function of elements in society.</div><div><br></div><div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:1898,&quot;url&quot;:&quot;http://www.pngall.com/wp-content/uploads/2016/09/Jigsaw-Puzzle-PNG-Picture.png&quot;,&quot;width&quot;:2400}" data-trix-content-type="image"><img src="http://www.pngall.com/wp-content/uploads/2016/09/Jigsaw-Puzzle-PNG-Picture.png" width="2400" height="1898"><figcaption class="attachment__caption"></figcaption></figure>The main focus of the Functionalist perspective is viewing society as a set of interrelated parts that work together to create a stable social system.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-01 16:59:50 UTC</pubDate>
         <guid>https://padlet.com/shdriscoll/1ft4mzyd0o6a/wish/237033463</guid>
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      <item>
         <title>Symbolic Interactionist</title>
         <author>shdriscoll</author>
         <link>https://padlet.com/shdriscoll/1ft4mzyd0o6a/wish/237033637</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:184,&quot;url&quot;:null,&quot;width&quot;:275}" data-trix-content-type="image"><img src="null" width="275" height="184"><figcaption class="attachment__caption"></figcaption></figure>Symbolic Interactionists focus on the smaller groups or individuals in sociology. This is called micro sociology.<br><figure class="attachment attachment--preview" 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fRlfPoqGT7yNp67WPiFEoRZeNklsysm1RgJu0ub1XuPNYy06ex01ayS3WRHajOcP/AI8zS4C+F4LT3ELnlp5I74cRh3WCFJq/VsB5yEuA24SHd6wlVJHfVrqpLDZW1FM6P0muaPaBHxVPydHyvrF5RHcLDEDbq3IH0WUH7QLX3qcMq5prqA0tOz0J5AOGMkDqsVrGUkefdRW+qRf6O5SK6JwLnMkwiwxszbuuC0jNX55I5fha2+vQvKPlMda7oLu3lr889ps4be9Fd5RZ8Oyswlku9G8odI/CHF8bW2uHN2kZm+G+9X9WJzvQ29uprdF6xUkubaqJzvfAPgc1PPFmTosW6ZanWGlA6c8TbZEF7cj4qOZEejN9MGe0tr9QsPRnxW24AXXUOyKNoaK6XYbouVCkcMo5ctuTfhdUd6OuPCLZLKaIOtevsUlMf2Z3TfeOxHSYCOk47tmztXbpIK2WeyPM1tc9M8S3PLivZPHYID0HlXf9qwLzdCurOzU7GHo5cEjHj8L2u8CCvQmspo5IvDQ5pSHBNK3cJH27MRI8rKIPMUJLEmcUEmGSN3B7D4OCTXysReGj1PX/AEzUUwgfTvtcvxAtaQbYSL+JXzd03B9D6rhmlr1HMprwZpvKFWu2cyPyH/yWXryPUXBaPLI9RrnXH+Nhv6rGj5KPWmax4Tpl2IU+mql4IkqJSfeI29lslRzk+50R0VEdoornNcel6R34je/HMquToUIx9qOqaGWR2GGN7ydwaXfD4qVFspO+EFmTSL+h1Cr5c3MbH77s/AXWipkzgs4vRDbqXlPyWyfxKpo92MnzJV/h/LOWXHF9MP7Fn5LSB0KoX9qPLyKfD+GRHjr7xKas0HXUTC17TJBtxR9Lmz67QR0eu+R3pF2U7bE2y0mvWPbMys2s8sL8MzGSA5tewlmJvGxvY8RuXVHVN7nmWcNcGT6TWqmf6RdGfaGXiMltG+LOOeksj2Lqmro3C8Tw73XAq/MmY+nJbk0V7t9j/fDh1JylcM6jrQMi0PYdrHgOA90ncqyrT3LxsnHvgj12gdHzDFzQY4+qcJB7BtWTpTOiOttj3M5XakRPBMErmkbWuz8OKr8OafHt+5FJUan1DfRLXg9dvJUdEjavXQ2kRH6tVI2ROPui/wAFk4yXY61OmWzK2ankjPTa5pHEEfFRgtH5XlMUPxZjJ3Eb1V9Df3dVuTaZhJ6Qz+PWqM6q02+u47UUYJxN2qEzSynujiNqMpFdSfRQPcXc20mzbusCbDZc8FGMmsbIwfV7iubbLh8d6+m0dPp1Jdz4Xiepd+ok+y6IRdZ5wlkBt+U+S9QBwH0XnaFdGdep7GLXoHKT9Nm72v8A/siif34A13m0rKrbHhl57/khMNiFeWxRHu1ZoinqYWc+3E0AOBuRhxNFzcdy+fnBSbTPc0+pspea3gz7eTeB3SZNI0HYCA7zOaxenR6kON2pYcUx9vJrBcYppDv2NHyT4dB8bt7RRNZyf0f4hI7tfb4WVlRExlxfUPZpE+l1SomejTsPvDF/MrquK7HPPX6ie82W0bBGLNaANwAAHkrYxscspOW7GqrSDYxd7msHtED4qG0tyYVyn0imyiqtdaZv8UO6mNc7z2KjtijshwzUz+kgu5Q6UZESfo/qq+vE2/RtT9ibRa60UvR54NJ3SAs8zl5qyti+5hZw7UVdXH+Ck1y5P4KxhlpcLJDd1hbm3nblbJpPgolV3ibUa6S/x3dV/aPDtIUMkEjopWlr2mxBFlmmdrS3XVEW2/fx3qybMZxXcnUumKiP0JX24OOIf6lorJLuYvTwl2Lek1xmb6bGP6xdp+YWi1D7nO9Cnsyzg1yiJ+0Y9h42Dh5Z+Sur4mM9HNFxSadp32LJmX4E4T4FaKyLOWVMkXlK3ENxY7aRnhO49SnJTBMp9HSMOJrrW3j5jgqtolJljNA2UfaNaXgXvYdILPCNFOS2ZAOq1G84nwNudthbvFvgquEWbQ1NsNmNjUKkv6Lhws42WbpizrhxO+JKh5P6P8XOfrVfQiavi978Dg1Hom7Irn2iXX61ZUxRhLiV77nU9GaeKQQNa0mJ7RhaALkZE9i2rjFSXQ5LbpzXV9Tx8jiveWx435BSAsgNXyhyXqj1BcOiXyM6dQ/mRll2nMT63OCB3DnIz+V+MeT1nDpNovLrFMi0kJe9jBtc5rf1EBWm8RbKxWXg9Q5SKmeJlOKbnAWlxJjDsrBrRiIy47V81e5Z6H1XC4VS5lZgz9HyiVrAA/m5OOJlj3kEfBZK+SPUlweiXtZPbylVJtaKIfqPzU+vIp+iVf8AJjUnKRVh1sMX6T9VHryL/otPljn/ALh1h2NiG38J3d6evIhcFpXdkGs1xrX5GYt9wBvntVXbI6IcL00PpyUFRVlxu5znk59K7j43VMtnbGFda6JIGxTv9CGQ+6xx+SYkyr1FUd5IH6Gqz/w0v/5uTkl4M/jaf+SIVXSyx/eRPb7zHD4hRysutTW9mmTNB6yVFMfsZCG72HNh/Lu7laM5R2ZhfpKL18y6+UauqlodMtaJWiGqaLNubCQeqH/C/muiM4zfU8W3TXaVdPmiZHSWoOEkMkLSPwvGzvC39HOxyrWdpIrJ9RaxrcTGtkHsOz8Cs3W0bx1VbKWq0bND99C9nvNICo4s3jbDyQyVGxMmmBCkycB2mq5I/u5Hs91xHkFKkyjqi90X+jtc9IRAYZi5u4SNDh47U9RhaKL64LePlFqcQLoYyfZLm37s1ZXvwRLhsezNRTco1O6xkhlYd+EtcOu2wor0Zy4XYva0y60drvQOJvOW8A9jh9Vb1oeTF6C9diyfrdQgXFQ3uDvonrQ8hcP1D+hkaTXyhb/Ec4+yx3zso9aHk0jwzUPsUOnuUWF0b2wQyOcWkNc7C1o4EjMqvrx7Gy4VYusmjzsS4+n63S/Vn819HVLmgmfL3R5LJR8MFoZioDQ67vvVydX1XJo1is6NQ/mKBdRgWVPGZKZ7WgkslY+wzNntLD5tasZSUZpsuk3EvOTzQ7pKxr5GkNhBkzBALhk0X7TfuWOquShhPc0orbl1NdpLlDpoamSB+XNkDnPSBNgXDCMxa9u5eM7Ung96GgsnWpx7kyj0lQVotHzE7jucGtd2lpF1b5JFGtVT5Q7JqPRuGcOG/qOc0eF8lX0YvsaQ4rqY/Vn8jD+TujOf2o/P9Qo9CJquM6j7DsXJ5Rjbzp7X/QJ6EQ+M6h+P4JkeqFAzbC0++5x+JUquCMpcQ1U/q/gsYKOkiHQZCzsDB5qyjFHPKd8922LLpinbkZoh+dv1U80Sqotl9LZHfrLSjbURfrCjniW+Ev8A+DAabppeiJI3dWJpv3KcxZV1W17poz+l9UKSpJtAYn+vHZufW0ZFVlVFm9Ovuq6ZyvuYzTfJ9V03SitM0erk8fl39y55UtdUexp+K1z6T6f9DuhdPc9anqzhlb0WSOyJtsjlvv4O8VtTfh8sjl13D1KPrU7eDQUsU0ZxNbcA5grrbTPE/JYS1LZG4Zog4H8LtvcVXBGcbGa0zqxSu6TYR13Av5KVBPcsr5x2ZQV2otPYFjnsJF7XBGfC6r6MWbx181v1OZOTU4WvZLe4vheLfBYSpl2Z2V6+v6okSfUWsGbWNe0D8Lh3ZFYuuSO2Ouol3wQJtXahmboJAOOEkeIVGmtzrhZTLaSIMsJBsRbtyUGuM7DsMSq2bQh5Hr2VTfYDYoR0YopnuBDGucbHYCfgrRTbMbZRjF9Rinic1jWuBBDQCCLEZDaF9Vpf9MT861n++X5HF0HKCkFxrPJiqZD7S5dMv8aN7veVRC6DEn0Dy2GpIJF2xsNt4dJmOwgFc99asxFm1U3DMg0dpmogaGRyvwAh2Am7bg3yG4dQWS0EO7Zf4mXZEarqOde6R4GJ7i51tl3G5yWMuFwfVNnq08esriouKaQ20NGYuLeXeFzS4VL6ZHoQ/wD0VL6TrLam1gqWZMqZQP8AMd81k9DqY/8A03XEuGWe5Y/YlR601m+rl7nrJ6fUrszeN3C5bOIzU6y1Lr3llPa9xv5qjqv/AOLNo2aBbOJT1GlpSbWPW44neCj0LfDJet062a/ogy6bk9Q262nPgo9CfdMr+pVZ+VoYOnDvHnZVdTW5dcQT2QjNMO3gd21R6ZZa1nYqnyfd2y3uUcvLuX9WVvSP9mj0HrRpCmybUYmeo67m9xOY7laNzRzWcMjb1lhM32gNeqZ2c945SLXcS5n5Xbu9bxui9+h5d/CbodYfMi20xoek0g3G/CHbGSssT1XI9IdRVpQU0c1Gqt00v/TPMta9F1lJIPtZGHY2aNzgyVoAtiGzEBlmsG5wPYqjRqk3HfwUketlZE77Uh/W4Z9oIstY3s5buHwTw+hfaK12YSDVRPLfWjdi7iHWIWnxK8HNLhU94vobDR+sei3uDucc2w9GRht42I8U9dGUuG3rqo5/BfU8kMtnQvY8bBhcDhHYrKSfc5ZVTh7k0T44g1pJ38VJQfijsLiyEkCejje0hzGnPe0G3iq8qLxtnHZkR2rlKdtPGcvUCj0o+DaOtvjtJif+laPfTR/pUelHwWev1D+pj8GgaZnowRC3sN+inkj4KPVXPeTLEU4LSxoDbgjIAWupaRlzyb6s8S1qt+1z2N7PLb8cIA+S9zTf6keVe82MqluYioCfpl15pD7RXPQsVo1t9zIS3MybB+7zdb4R/wBQ/JZS96Lr2shLQoIpAqgCKQBQAgBBkEwhk5cwHaAe0XVHXF7ourJLZkd9BGfwgdmSwno6pdjohrrodxh+jfUeR1HZ5LlnwxP2s7auMWR6SRGfSytzIxgcHEjw2ris0NkOx6NPFK5PqxYq47CS3jYbOoBccq3HserVrFLZl3obWGSF2KF722zN7YT2t2FVTlE2kqdQsSWfuei6J1ugrY3U1a1oxjD7BPEO/A5bRsU+kjy7tDZp5erS8pFFpzULmrhsoIzID29Fw3EOGw9Sj0Jbo1hxWLWJozL9UayPpxRlzd4HSHl9FSUZLdG9d9TeYSX4ZFDS2+JjmEbQ4EELNo9CE12HaZ1jdpN+INvNVbaNIxjL7llT6fqmN6NRKANgxkjLtVueS7mMtJRNc0oonx6+VsbRila4H12tPmLFXV0jks4Zp8ZxjJaaK5RX4bS04dn6THkX7iCtfiPJx/o/N7JfyX0PKNS3AdFK3Lg13wKlaiPgynwa5bNMedygUX+L+j+qn4iJT9I1HhfyNyco1KPQild3Nb8SoeoiaR4Le92kUGm+UWVwAp4xEcW0kPLh6trKI2uckkay4VCiDnZLsYyeUvc5zjcuJJ6yTcr6iC5YpeD4yTzJsbVigqEkmtdeR59o/FZVL5EXnuxhaFScz92d1zsHhG4/NZP/AGfsX+j9yCtUUYlkIBACAEAikAgFQAoAikAoAt0A3NA12Tmg9v1Wc6YT9yNYXTh7WQJ9F74z3OzHivPt4cn1genRxWS6WdRhlQ6M4XNt1nf2HZbsXlW6eUH8yPoNLxCEl8p6LqbrcDhgqSJGEjAXG5YdwJ24TsUVWNPDK67Rxsi7a9+6PSo9IAGz4w3CMhcBp6wNpXVg8HBIFMydpM8cbgeIa7zVXFPdF43WQ2bRRVmpmj5HYWRYXG98DnDy2Kjpizsr4nqIdylruTaIuwRTPFsyHAOA7bWWb0/g64cZeMTjkoq3k9qQ6zCySwyANtu+xVPRkjrjxWifu6FfJqxVRj93ebeqA4eSzdcvB3V67TtdJIhDRkzc3RPBPFjrDyVXF+DaFte/MhWUMmwRvP5XfRRhmvq1r6l/JMp9Xqt/oU8p/IQPEqVCT7GUtZRHeSGNOaBlpnRmduFzmuIbcG2drm2+3xXrcN0/zc0ux8zxviUbI+nXs+5W2XunygiEBZAPTHpHtPxVI7IvIbViCe7Kmb1zu8o2fVZf+T9i/wBH7kCy1MwQMRSAUAVAIUAFACAEIBCQUgFABCAUknMsQcLOAI4FUnCM1iSLwslB5i8MZr9DmCJlVC7EwuwOafSY7Pad7evavntVQq54Pp+H62Ul1LOl1pqbNc2Z2Gwu11ntuMtjtm7YuX1JI9aOkotjlo0NJyh1AFpGscALdG7LdgzCsr33OefCK37JYLqh5SqWNtuYkY7e6wf3kg3PgtVfF7nDZwu2L6PJe6K1monMcW1DHSP24gWEngMdldWRZzT0d8FlxLenYGsLrhxIvkbgZcQrp+Dnaa6NCiOzGg7TmUZA+G524D4lRgnL8kmNijoMsfklaxpc8hrWgkkmwARtImMXJ4SyeO8pOmoqmdnMOxNYyxdYgEk3yv1WXqaGGIuXk4danCfJLdGOXejiBACAdcql2JZSQTajKniHF8p/kHyWS/2Ms/YiAtSgIAQApAFCAQCIAQCoSCECIAQAgBABQEuGa8UsLj0XgOb1PZYt8bEd4XBrqeeGVuj0eG6j07UnsznSeiAyqiZBkKljSGnJrXkbBwBXhTjnY+o0l/Im5bIWu1cq4vSheQN7RiH+lZuEvB1rVUy9sipbEb53HG4I7rKH0NoYk+jJBeO4bVQ6OZDsNbI0jm5Hs91xCsm0Y2VQs3Re0muNezPny/32td8rq3rSRhLhdEu2C2p+UarHpMhcTvwuHwcrfESMnwSp92dyco1Y4WaImdYaSR4lQ9RJl4cFpXVtsr9PS1IaySqmLnS3c2IuOINOx7m7Gg7guzS6SdzzLY4tZxPS6SLrpj83kzT3XN19DGKisLY+MnNzk5S3ZyrFAUgFAHCFUuIpIJ1aLQ049mU+MpH/AGrKPvkXl7UQbLUzwxLKQCAQqACkgEAIAQBZACAEAIBEAqAEAIyU8PJc6TltLo6XrYO9r2hfN6iHJbhH1Whn6mnlnwezjLYAVZnmjMtHTyfeQsJ62g3UOKfY0jbOOzZV12qGjpBnA1vW0lvkCqOqJvHXXR+oop+TulOcUkjS7Zse3zCpKhdjsq4vOPuimV03J5N/DlY4DiC36rN6eXk74caqfujgg1GpNTGMUroWN9Z0gA+Co6WtzqhxSiW2WzjQNHAznaidzZIoSGtAv9pIcwGg7QtdLp3ZLBx8V4nKmCjHo2UWk6108r5X+k83PVwA6gLBfUVwUI8qPhZ2Ob5n3IpVygikAgFUAcKqWEspBO0j6FOP8InxlkKyhvJ/cvLZEUBallsNFDFiIBUAikgLIAQCIBUAIAsgBAIgCyAEAqA7r5i+OniBs5sxAO8Yi0g+JK8PiVeLE13Po+DWf45Z7Gjptdq2nJimc2UNOH7QHFl7YsV5qtlF4Pclw3T2Lmi8ZJUPKRn04SR7LwbdlwtFf5RxT4T1+SRc0evtIfTMjPeZfzbdXVsTmnwy+O3U01HrHRyDE2eOwGzGAf0nNX54+TmlpbY7xZYtnjtdrgdmQIO3YpyZODW6PHtfq18tbIxziWsLWtG4dEEm3eVzSjKyfKj6LROujTeoyprKgOIDBhY0ANb2CxcfaO1fSabTxpgktz43WaqWotc3+xGXQcgiAFIBGAsoA4VUsCAnaWy5ocIIvMF3zWdXf8l59vwRGrUtHYbIQye4lkIAqSAQBZACAEAFAFkAIBEAWQAgBAKUAxNlJCeErf5mryeJLrFnucIeYWR+xtdZNAOlOOIXfvb643W615d1efmR7HD9dGH+OzYydTo2SPJ8bme80hczytz3Iuua+RohPB2DvTJEk9kLc+jx+KBZ9pueSh452Zjr5saRfqJB+IXRS8ni8VhhRZR6yStdVTubsMhHcLN+S9vR6VQ+d7s+e1mulZWqV7Y/2Vi9A8sRACACpAIAUAcVS4hUlSfpj7wDhFAP+Sw/NZVe00n1lgiBalksI4eEKSRzZSZgoAKQCALIAsgBACAEAWQAgEQC2QAgImkWXYbbiD/VefxKGas+D1+Dzxdyvuj1PU3S8dTHGSRjbhbIN4IsL24HbdeZCXMjr1NMq5vwbl7W2s4Yvez7k33OeMpR2ZVVGq9LLm6CO53hobbwVHXFnTDXXx2kyo0xqFTGGTm2Frgx5aQ82xNaSMjuuAqumJ1Q4pflKXUweoNYIhU1Lj0Wsaxo4vcbhvkFOkqc54L8XvxBFO91ySdpN/HMr6ZLCwfIN5ZypIBACACpAIAsgHLKhY5OxSQWOm/3h44YW/pY1vyWVXtNn7yEtSRHIVlscFDIAEAKSBSoJEIUkAgBAFkABACAEAIBEAqA5c24IO8WVLYc8HHybUWuqxTXYqo5XxuBa4te3Y5pIItwIXysk65Nd0fcx5LoJ7pm/wBXuUOqDQ2XBNb1hhcR7w2+Cj1pIquFU2ro+Vl+/lDNujTC/XJl5NU/EfYquArvP+ir0vrzUzROiDI2NeC1xaXF2E7Rc5BFOyzpFGseG6bTv1LJ7eTE08eBuAHLFituvsHlkvodHp/Sh13Z8jxPVq+35fatjpdh5oIAsgBAJZACkAgHCqljqNtyBxIHibKJbMLdEvTBvUTf5rx4OI+SpX7Ea/UyItCQKEPY4QxBSAUAFJAIBEAIAQClACAEJEQgEAqARAcGJt74RfsWMtPVJ5cTqhq74R5VJpCiNoNw0X7FR6Ol7xNY8S1MdpscxdngkdHSvpLS4pq5bzYFxO1bxhGOywcdl1lnWTbOVYyBACAEAIAQApAWQHaqWHKb02e+z+YKstmTHsPaS++l/wA2T+cqK/ajT6mRlckEByUMBFJAIAUACrAAoAIAQAgAqQKVBIIQIEAhQAVIBQPAiA6UkCqqJZypQFKkCIBSoAiAUoBFIFCA/9k=&quot;,&quot;width&quot;:251}" 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" width="251" height="201"><figcaption class="attachment__caption"></figcaption></figure>They also are interested in symbols in society. A symbol is anything that stands for something else, for example, people have a great respect and pride for the flag of the United States of America because it represents the history of the country.<br><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:330}" 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" width="330" height="153"><figcaption class="attachment__caption"></figcaption></figure>The sociologists must agree on the symbol's meaning before they discuss the impact of the symbol.<br><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:187}" 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" width="187" height="269"><figcaption class="attachment__caption"></figcaption></figure>Max Weber was the father of the symbolic interactionist perspective, as he focused on how society affected individuals, as opposed to the other way around.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:200,&quot;url&quot;:&quot;https://corponet.de/wp-content/uploads/2016/05/Corponet-Verstehen.svg&quot;,&quot;width&quot;:270}" data-trix-content-type="image"><img src="https://corponet.de/wp-content/uploads/2016/05/Corponet-Verstehen.svg" width="270" height="200"><figcaption class="attachment__caption"></figcaption></figure>Max Weber used the idea of "verstehen" to attempt to understand what meaning people attatched to their actions.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-01 17:00:02 UTC</pubDate>
         <guid>https://padlet.com/shdriscoll/1ft4mzyd0o6a/wish/237033637</guid>
      </item>
      <item>
         <title>Conflict Theorist</title>
         <author>shdriscoll</author>
         <link>https://padlet.com/shdriscoll/1ft4mzyd0o6a/wish/237033922</link>
         <description><![CDATA[<div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:196,&quot;url&quot;:null,&quot;width&quot;:258}" data-trix-content-type="image"><img src="null" width="258" height="196"><figcaption class="attachment__caption"></figcaption></figure>The Conflict Theorist analyzes society by observing what groups hold the power to cause change that often times benefits that group.</div><div><br></div><div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:185,&quot;url&quot;:&quot;http://compforce.typepad.com/.a/6a00d83451df4569e2013487ae290f970c-pi&quot;,&quot;width&quot;:273}" data-trix-content-type="image"><img src="http://compforce.typepad.com/.a/6a00d83451df4569e2013487ae290f970c-pi" width="273" height="185"><figcaption class="attachment__caption"></figcaption></figure>Focuses on the imbalance of power in society, believes that those with more power in society have more control over those who have less power.</div><div><br></div><div><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:225,&quot;url&quot;:null,&quot;width&quot;:225}" data-trix-content-type="image"><img src="null" width="225" height="225"><figcaption class="attachment__caption"></figcaption></figure>Karl Marx's ideas were the foundation of the conflict perspective. He believed society had two classes, the bourgeoisie and the proletariat, and that eventually the proletariat would overthrow those in power<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:1080,&quot;url&quot;:&quot;https://cdn.lynda.com/course/107420/107420-636245800044090736-16x9.jpg&quot;,&quot;width&quot;:1920}" data-trix-content-type="image"><img src="https://cdn.lynda.com/course/107420/107420-636245800044090736-16x9.jpg" width="1920" height="1080"><figcaption class="attachment__caption"></figcaption></figure>They also focus on violent and nonviolent conflicts, and how they impact people's decisions and lives. Conflict Theorists believe that competition over resources is the heart of social conflict.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:565,&quot;url&quot;:&quot;https://d1efx2k3wyih38.cloudfront.net/2016/09/20103443/iStock_49024380_SMALL.jpg&quot;,&quot;width&quot;:848}" data-trix-content-type="image"><img src="https://d1efx2k3wyih38.cloudfront.net/2016/09/20103443/iStock_49024380_SMALL.jpg" width="848" height="565"><figcaption class="attachment__caption"></figcaption></figure>One common nonviolent conflict that Conflict Theorists may analyze is that of men vs. women, and how they are represented in society.</div>]]></description>
         <enclosure url="" />
         <pubDate>2018-03-01 17:00:25 UTC</pubDate>
         <guid>https://padlet.com/shdriscoll/1ft4mzyd0o6a/wish/237033922</guid>
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