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      <title>WHII Padlet by Ethan Fromme</title>
      <link>https://padlet.com/ethanfromme1463/h043aq2qw6ai</link>
      <description>Ethan Fromme</description>
      <language>en-us</language>
      <pubDate>2017-12-10 18:30:39 UTC</pubDate>
      <lastBuildDate>2025-12-25 07:05:08 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>How did the philosophers of the Enlightenment influence thinking on political issues? (SOL WHII.6d)</title>
         <author>ethanfromme1463</author>
         <link>https://padlet.com/ethanfromme1463/h043aq2qw6ai/wish/214834055</link>
         <description><![CDATA[<div> Influence of the Enlightenment • Political philosophies of the Enlightenment fueled revolution in the Americas and France. • Thomas Jefferson’s Declaration of Independence incorporated Enlightenment ideas. • The Constitution of the United States of America and Bill of Rights incorporated Enlightenment ideas. </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-10 18:31:45 UTC</pubDate>
         <guid>https://padlet.com/ethanfromme1463/h043aq2qw6ai/wish/214834055</guid>
      </item>
      <item>
         <title>2.	How did the Enlightenment promote revolution in the American colonies? (SOL WHII.6d)</title>
         <author>ethanfromme1463</author>
         <link>https://padlet.com/ethanfromme1463/h043aq2qw6ai/wish/214834307</link>
         <description><![CDATA[<div>&nbsp;Enlightenment thinkers and their ideas • <strong><em><mark>Thomas Hobbes’ </mark></em></strong>Leviathan: Humans exist in a primitive “state of nature” and consent to government for self-protection. • <strong><em><mark>John Locke’s</mark></em></strong> Two Treatises on Government: People are sovereign and consent to government for protection of <em><mark>natural rights </mark></em>to life, liberty, and property. • <strong><em><mark>Montesquieu</mark></em></strong>’s The Spirit of Laws: The best form of government includes a separation of powers. • Jean-Jacques Rousseau’s <strong><em><mark>The Social Contract</mark></em></strong>: Government is a contract between rulers and the people. • Voltaire: Religious toleration should triumph over religious fanaticism; separation of church and state.&nbsp;<br><figure class="attachment attachment--preview" 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         <enclosure url="" />
         <pubDate>2017-12-10 18:33:37 UTC</pubDate>
         <guid>https://padlet.com/ethanfromme1463/h043aq2qw6ai/wish/214834307</guid>
      </item>
      <item>
         <title>3.	How did the ideas of the Enlightenment contribute to causing the French Revolution? (SOL WHII.6e)</title>
         <author>ethanfromme1463</author>
         <link>https://padlet.com/ethanfromme1463/h043aq2qw6ai/wish/214834389</link>
         <description><![CDATA[<div>&nbsp;Causes of the French Revolution • Influence of Enlightenment ideas • Influence of the American Revolution&nbsp;<figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:220}" 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dzPGig/p+bIutGxe6jbFu4FS6baOWy4YnJxMYwPfmmEBSvR3NetlC1u5x1jrf/bKmjS4LFzxERb43iyizLrMwZM5MTJ9qAqmdsWx4++oP8LaYDVhVEjYqECZySSCe9AEti9xVE0jf4w0VoWb1kS11kBVLSlzIPeOAB3NU0MfRJ5vqVC3rmWzZPEIr77q73umMRiMYEn1PoKnag3fzl6XTjGKesdQuXHUu7XH8ok9hPYDEVYrUMDJJvZ9zfVb14W7rJu2b0JI2k2bkErDTI3AEx7Glph0+8mtr2eoutdZvBkdbjpcWM22PzDvBwD7D7UWnffc3nVOjIwR71y0m3xNxdixSQTgAGfp695pUNW2eoTUwi/X27m5nbntLBifbk9qeuABAj2rA9TfQZb0/wDbyxPafanDrqIv1gNrXEEyBBXbkDAxB/Staukfg5njVzdMkj3iFQiMrBjjkj+lDN9wnK1VPnqR/iSFUSeCfzJo9yS7LfeuJKHmeN2cDuf9KQXchySPdKlUElz6fMzk4UDuY/rUeQbGB1Or7K1pfyX0dfrBbr3BtIIndEvDEA4kg8YnHpR4wOpTn5vLT3+cnt39ygmAQSrBMece459vrWzHZAQrh7krKUMGAw5GdyDvPv8AekLlnruUeO1TUm7xyFPacD+MgfyAA+xrpDDqcjm9zrSamx4uxi2digWpfbnJM+0mPrxTKppFA3GG3jbXSXioclwnhFYVSm85JOJJAweBA9a573v5AfvOmnHXwV/aTdH07Lba7qdQLg82y0jbtjmJY45wAAJ5o3uVeq6sPHS3Id2wJ0NCisrMtzc6ApbU5FwkySfyz2+tU80ATuRaVVxnR6fbVsg7xEhQUC+se09zk96S/KVNZXh+z25rFancL0mrtrbuKssX3LAUB98SDPMYJAHf71zK8qO9E678T9mPGx2/Ps/r/qQp0zUX5KI9wfOWtgtvHrPcnI47VUtWp2/t9Jy929/1kmp0162AtxHTAE3VI8vH3gUKauhGsmZsTvZku9u74wQ/+yY8wIjnIkniO1dOu4kgmuj6j74W6UzXEuau04szClPPbuODIRiMqDIJMQSIJzSKCYQAo6y22NNprDXtQt6xycWiCLbE+g9J4qN71qv1958y1KXvgEpfXDe8cPavKbtzyBCwZrysQDAknjM8AAnFT+9OU8WvX+JQ4bcb5luyVzqaXBqHF64yu7EjxUwQfSDHpXVRqcYVdyTx5ORLdb6+f+IMmgDMNreeCB4kQzn9BWLr8TcvFWpg7I7pHgXCqwoNkOd3+IQWgwfScRS3HzBe+8i8blVzrrYkuKQYI28/6VUYmd+slm+EtLad3uX2uxaUELk2LhA4bIyQDtEjI78Vy8/JYwPn+s6eLjonk+4r+Kb1lmU2iyr/AAvAa00kgHOcHBmcZmuni7r37nLzGWi3V6ZPCUhpMKTEkBj9Rj0NCt1siRr8QUEe4Pe09vYkAo23zb/mZ85A9DxmnLIuyXiYMzR2/wDC3BY3kftPlI7zGe9C70pGpXUGR63SOrBYJAVYKcMImf1olhIt62rbNlit3GbzdxGBkg9oA9OYpECOKybp1zxbqLJWDCzO5+xj0Jn8sUEz42UoDouZ/Mkmv0l+ym9EYWr+V8MhlccwR2gEfnFTpelrYvZHsWKYd7k56de/DkXTIfG0GGG4HBII5mtyDyHiMPD48b5Jv/MKvu7EXLxZ3gk+JgKTmQP+M0OMrU8amZNy+Tll9/2hXw1oBq7jbyYQMSJCFyCAACeBBk98VV2vRIGPbOet6XS29RctaY7Uxva4fEfdGQDHEc/70pa2dxvAXTqAv/7FmcICTuztyTJE9yRj3pvJ7szFdSmwjRaoeMkHdbUiN5hS5wCe2DBp8+fmIvwPUeakXrJ8RQty4Cd/itsEAYAjsD/rSCHR8wivb8QG7b6kp8bU2Wt2XkBXARh6ELyQPfscVDmK3r41eyd32H7Q8PN5WOnp/L6MC/E7bsqRDQPLwcz+eJntUuMQno/bSvIY/wBo5vBbdoNce4QDPmY2mkkQCAQOf9qqHlbCeQhx177gY1iXt3+Kc/NcdjuHcjOPoa6gtX16nMtb9Z3G3wh8KJc1L37jv4FtAsBgrXXP7pMHAAkn1IrWv11CUR9z0drC/hnFpfkQ7FuObVncOBIAgE+neKhZAVyOHZkqV3pP4u4tw3bgs2y63DdkWg4OQhxJ5BIkcZrjpS5unb3s73n+6q1D3OtT1vQ6JWGksJv3KhKCHcmcbuYwMD2rpMqBvb/NZxWbXe/RPOOo6MLevnUu1t0k/wAbu5OFEnBE98Yp6NsPE9wWDdesm+lN463gSPEXzeWDABAMj1z+Yoc1vDH4leFLFi3z7/5nN/Tqtp/EGHGRO2YMgj78CiX0H6epMoih6fcDWwhYPcwGIO0TvuEnjmRzVNX1N4h7lw6l8FbdBpr1oXxcvILhCKdR4ckBQAM5BJkkiY4moN0Bsaa/lCNVQc/OV7q3wzqUAd7RA2puFyAxtlgCW5IOOT6njijTmA7695DyUrYPH49/n+c663ptPduXL25irS0KfLBxIHb6D0paXtUCMcf3jh6P7ftINZ8L6htGuosOt22djFfkuKWyIB5ABySZJmBT05qtksYyd6IZV0ldvWjbtgsP3m+7ACYj0roHfUh0Ysht6lDMgz/tRxh8qfSW/pGtWzdDEFLcPBsGLoYgZBPJEkfQn1rnatqY9v8A3/idNmtOTow/6jPqHUkOoF/TqzeYlQmWyflCjgCTAHf0qHEIeK5HvSyeQdfWTdZs3tFp9MVZim1R+1UFrbFYMgkgHEexoUqX5Ef2hvyVrTxK+vn5lRu7wyuYk+YF8k55g88d67MrmTm8rFixGuiNt0h2ZS5iba7/ADRic8e+aVGvR8Qr5bZ+ZuzauWA6s6IhMkP5yDEAgDggCYmha9VE3ZqcNssaRjqOkWbf4MnxNTYu5a7pW2rBwwKESCCRM+tAv73pPrA1+D0/SKtltLmqRirFiipnaDbBJBBGQZiQKYbNa56+f59I1nbLb38fz6zOnW0yD2keWYJ4jPaqLb2SJ4+mWQ6u61l1dVlUIUGFJgGJ9cd6VoYowqiFj/UV39ayWd9xLFxsGLjM9y08AAgzg4nBwT7RUKjoC9zo5E+T0ZBfg7p5ualmuEbEQvtfzbmYkLj0mSfpT/aErXo7YPs7ZUbOEsnV+nm9ZsoXVWv3PlPmcWgSSQOw9/p60nHcprnxDyjyIete4Po2taa/vRfJw4XgR3AGeOY+tWpyKYyN+MHSXCx1VAJs2wtt9pLW9ot7ogmeBMA0yPqJ5EX9Z+IiVUozi2A2x7cMhvgGSfUr2HvIntyfaKWtgej3OrgTfz/1PP8AX/EmrR/AS6/hgQUJ3IxOT9DJBx3rqrQ8BkuSzbmT84ZpwQXRXl1CMhuQP+4bkgcHaoxz3PNcy1zTrqdbwlS+9pn9fynfTehXtX/3XhXLiXC21r5CG4BgkT2HqRGOao8ta/gHs+k5im9sM67pvBGlL3AoRXKeFtubmwIJGIjGSTngc1Etu/i3f1ZY4b21K+v2lUv629cG9bTAH991IX7E4rrKVqdzl+8XonGg073b9sBvEuswCKmZc4Az7kVmwGpgTBr/APbWe0/EGubR6LQi2282U8FmHnXcABBPYEg/3zy21p37lOOo3SeRfEmquNf8bc7G5ukpIVTnH0j9arxZYyxH5a2qFqnXrYjtXS9s22Y4MieYI9fSf51dKjoTmqq5seaLquzSLZs3CD+8HySSBJBxHED2P3rltR+8bWOv5k66FbUCr2RLqnHgjKkbiV2S0AGCD6YAImZrpr7SclswSJHiTVpBl60RRLV24cljtTbnw4AkjvkkflXDyNlKnr3PS4crtrPfqWToHxNbSytu3ZCFGG42yFZ0JMtMHJPMmBiO4qXJxu7Z2Ea2Ur0QP4i68ty2Ew/s8NvYGZxnGM4703BR31J8pWpvl3/PmVhw7Euwwft/cV2+KTlbjCOmAqVIbjv9qCbsYcSSam9u8inkyS2ZJ9B+X0qYZ2xmw9EL0lxhp0g7Qd2/YxVmbgE/TGByKlc2+P7StFKafvAwnz5mY+SVHMgjEyDkVUEiKPax18O9Ie9dRLbqly5O03DAEAk/oKpyFfBHqJxXaXLgOfWWvrXTr3TulWFPgG9cuHcSGKXQCzBZIgT5OYB2RXFSpZHOsnRyc1r2ddiNOm6OzoH1WvKa3Uai4+0I7w14CWyCMKCJMDkRMiqNrr41MD+v6xCta++35+kWad7Wmc3UVx4iKhFtg9u2uImTJ2xyfek82z4r6nc/ZCnH5V95+X9+4w1fVmN20FgC1YKNA5YmQJPPcmOJim8DO/rOPzd0kV3ay5OP8v7xpwyIu+4o1TEHYN230BOyT3j1qg6dyaYyEXnttuBlQphHkoDxx6SRW3BCb5Hcgdzp+7VPB2KXITuXMgQJ7CYJOBxk4ptyn7QA+fbLn022v4nxxtQWmu4uHbbtIAQMjM4Md27d68uylcfbPQLaIm78y7dK6R+K0j2XLWw8b2QzctgZW0nYBQfPPcke46OOgGJ37Zy2u+Wnohdn4O0WmtjZaDuud+qi7cB9gRA+wqteOofWZ5bvW5+k85/6ndIK6ixd8zpdIQgYIc/w+xxIjBz3roLuSDU2KP8Apz03d1QyWi0jnyEghuMdwcRI4k1L7RZKg/L/AIh4jFZ6fqLlu9bu2W2m3tCRA2A5iB6DHbtXPSwOSlhAWeO/FWhe1cZdqqkRgEjcJmfT7eldHH47vzBa9mmfErVkkNLehHl966Hs6kBx1hw1FvygabtksT57mcn2iAAPc/STVNW//qWL1EysB1VkSTBQScAyFHYZzj3p6rJ2Kvc4CKAARNNrFwnovVel2whVM7SeIJ5/nxXEKOs6l3qVy1o3DEjiMwDj+zXR7OyRHxdGHaLRQJIz+tWoYSV7NmTX7gUm0VknbBMgIsdj6k0lxbaPUNPHOySWOnttwpyBxyD9KZNijkjTQMj+p+8j6jsaQq/vH8vpJL1j9kT8pHIfh/Qj0PYj2mla49xhMyTdN0cn1+vAqtaybbrJbPhe5fW7btaVdP4j7zN9WX5ASQzgEkSVIAxgye1c3OKqjh/Opfi8SvfzE3WtVrLNvXWNXc/Esz2gkP8AiLVq8Szs6EgFCqgiMAA5EVjNoZnt/aNnSjKNcutcJiByTtmOf+Pyq1QAM7JK1td3pk+k086yxbTgss7sAqMn9AaO6M2Y9S23dIgE8cfN3+1cz2xhsQFuIMj0jEHmj33H+CAX5ZpM/fAA7AVTQIma9wxx4IUtt3gnakTdkd7k/KJ4/eJGIEtWKid/MDbPUWqX8RnZg7NAkiABPbOB6AUbAmeopaw6T0n/AKbavT7NQj2g95bk77gD7bZ+UAkYEhj9c1ClUDZa1ts58S1X+r6fRW1thxCzHctJJJPqSSao4KxQclV638VtetwhVFPeZd89h2oL19IQ7lR1uqu6y/bJc7LTAyuBbjgD1MgZ7UCyGQJGfwv0/wDDabUalvm1DYnkWlmM/wCYyfoBUee/lYD4luGviK/Mi1XXpfYp2uNpG3EiBxHYEcVIpYNlbNXqVv4u1pv+IXNu0RBBG5hdIAIA9CZ+mK7ONdH3OZOk/wAypHO0x27+ldE5k+ZbPhfph/D6jUuDsYbECEoXg+Ygn3gT3zXNyXPMqfHuXqdbEnWCrFtqhQDEJiO4+9V49DuTtkWpgVSJLdY1O69l/LBgCYwIzU6V+pLWfkjlOp27Fvc6SpgeXJJprGuSRbIBd6m7Am3bthTMeJO6PUZig38TuMcbZ6jLpXwpd1BFy/diQIGnhiZ4E8DHoD9aZ67YuZ0EvGj+GyFED2zkgDAzSff13Nh+7c3Ia/wlbI3MxJPa3gGl/wDkh6I33LE+p+FFZmAJX9fzmqF9O4jRPU4tdFSyu2Zj0/rVPvAcieKmys/EGkuW9Ql7T33B42WXC3FJImADJDHsJM1G1l1PUtTDKvuI7Gvs2NPqLT2y9+4jhGPk8IsIJIMEkAnj9a27mdf3jub7iVAqv82Acfu7gMyR24702rEDOoy6EQdYCcnY5G3OZAP5A0tjp2HdZa20xuFc7Pr6VLo7jY+pDqtKIHc8Y/eJ9qxD18xdbRmMWSdynNxI2W/UIe7A9+B2yKfo7fcVF6+JCOnQIUHv/mJ+pP8AOsWfbAnxBrukdTJEAVTyJNIw+FuoCxfvG6NytbYRuKS+4EH3IzHvStNCp8Ri2Ks46t1Vrl3w0csCBPi+ZlPEEjJ+0Upx4axnkPgia/qmV9jFYx/hyNw9Cea33fyQl9JYujEFFaVG6FVVnyEmJj1ya5+VRwlKd9stHVka5ZYWiiW08m64SFEDgAAkmBwBScXE2epTk5a06fc8z1v7PUb1uBykf4YIAX759Zrs8Er4s5vvCzvqa6qN187sh0YQcgMMgilp66+GM9uRb07ReLdt2xzcZVn+EHk/YSare3iL9JINQlr+K9cltFsWgdqAKoWQLagQMzzXNw1V1lroGEqIsjaxbnt6L7+5rp3uRzructbmCPSjsGQu6XQwpZyYH7PLbjGIHeSI+tYx9x3Toj7T6DWNcWw9+0t2VUWix8QOf3CwEA4yCTHeKR5BGwOfX/f5xjjR7z+fG+pFaL3LlnTqib7uFNxtyr6z6QJP2qZXy1VlS5XoJ6/8MaBbNq1ZBnYAstyQOT96lfm2Ep7Za0QR7e1QEdF6hYP1LWW7Nm5cMeQE+bAYxgfcwPvTFhfGvbAjmvqULpPXdZd13h3be229u5cBw6MoMAqRiJEc/Wum1APokkI+p38R6rZprzbS+ADtMQCYJPt/rR8sFe2alC96i4d9/tPJ0v27pv3LzHfMoFyQxMkZ4AEVZLBUqdRaeL5NmbPUDZsjwxtuXJDMx8QNaAiAGmDJ5ERFPeg4MlWydznpWkW/qkThGI3T2QZJ+wB+9TvbxNlKGsK0gaxq1Yri0Tv2QJtk7ZE8ySCKVtVru+4wK4S4DVCRHmx2wIAmZPbvNc+65H35yBrcGrZxb3+CsgvZwNQe6qTBC8yeW7QOXsnGYe4uq7LR0/pCm2pjYkQAMLAGIA7VF5LSpXe2Q6jpyISw+YwMZ4rF1e5moRVrUgHKHHHJq5sk5Kt1m8qAz+zLK0b8fmORPar07d+JKxhFfSVO+VkgpkwZDg4HHJycTRvmGzU3WZ1VWWFKtvxyDgHtPqfShW1XvYUQ6jT4SvOl5nuEIqKWTxoBZ4gDP1kD2qP2jEA7WU4Sy6+iEdR62TpbVvxY8N7v+GP2ryCSZHCmc5k8YAy3GABncHILZd6ZH0npd7VrGm0rOFHn8ElEksfMWJktA4IMkzEUXnpXpe4r9n5DE7H0xr074Xt6l7i3WvWWtJuXw9pPMAEEEwRPcZFQvyNOz0x6Dbp9krPUbdzpuoIWCwBCvcWQyEcgTg8j2zV6NeaovqTW3G9e4mGpuXSxc7ieSSZPf7VTxqeojZZ1YS5cWQhjOWwpA7yaC1HIwKbJreguESCn5/7UryVI5xr8kL6JdNm5b1D57jbLFLh4JHaOR9q3KaNT3G4XxSzD06mPG8ctvZmOWyloRyYmJMAmJ2yO9KVsVzMhu1baOk66G73NRgB7qKWHAkmJCjA7mAI9qyBXTomq69yw2finWqSiuEfcIa7al1X0IOCP1qDTj6U3950m2MEIRb+LOuG4QgsuqgnNtQkevIOBn/altT7LU10/rJ0pz2cAYfqNN1PWKn4u7pggk7QwtJckEfug5AOCSYpKcnDxq0q9ylvs3JmWTqJ+pdANq4p07o4HCW7gtuGIEkkRIJnAjAFX4rib3kjf8PTOdJ11runNi5va8gK+bIuySAGjII494qlzPxPpi8Y2sB8d/pEfxNrl1V2ztVFRJRWCqt+4oJE3COTAEe3vNHhq0Hf+v59YftHjdrYA3dPon+n2RDftncM7uB9vpVt3tnP4p0R78OFFuuGy7Lg8BcgkD3MD8q5ubuvXqUPcsev6aGtPdV1ARZc3G2AWweOM949TiuSuqBOnhsU0saMFQ/iVKWrRt6PcCMnddUAwpJ+aTBI4Ee1ODx6r2x7tLBhHGgO0AQSinhgQE9qTe+2IGepaLXUUYciBz6CsjvUIk51L22HK+2QZPpQzPcy7Kj1XV6hSqaext+bdcuICzHtGZA7fSrJxvu0nlj1WI3tkupuWy95iFUFdxLHgKoB/QE+ppxAQev57iIvaTep092wxL/s2PG/Lc9gDnJA+uKxfj5DB2M8dq9pArdss3mZnaMcmPU+1O+NTTqLiuSe30/xLV0kXNqESLIBe5MZBOAMjJgc5qDf8ZiM6eKp4I6f7i25pioZYZCBjxYBJPBkSO4qpyDjuyX3NkbHqeyaTTafp+kRLCObICMfBHitlRLnMmYkxPsK4ctayr2/X+dRxCp+Ur1z4isapRdsQG3EHxh4dwpwQYk+hE9wOKpbjauMXRNJXPjDSrqLB/jTKnvMcfQ10fZ1q/kyHL+InnmgID+YSsiQcbo7H29fau6511IUze48X4jV3QXFTwgCNltSqWvQiDnPaBUXhw69/5l68woPR/id3OraWTACj0CswH60pxXyO349/+0XDVFCQ2G+Y8nJEgf0qjUsSdORrv1mG6lx2LSDtAG2IOO/rnvQy1TCNteSyv0hnStEzRcYsEDW1JtkrsLAgZ9QQPzFa906IKV+VlzsdUPhW5ueI/wArkShS4MGeSZ57c1x3p3udPf5Ts4jyO/iDajqt8kGzCsswUJ3ntzM8UcAxOpTwrukR3tdc3hADdZmAUDz7nJgAD1nEVStBN3CJfkauZuxgn/T3qN0G5eS1pR/94w3/AP4qGI+8Uf8A5vFUw1/n5zk+5vyPsjX4d6MNIbviPbuwuxfDIBfUsCIUckqCGjn6RUebneSugn/E6uHg8cPI79/z6StWenuBcDMitZuMjG4QFkiSZEzjgAEknFdTyCVQ0T/E5WjVS3SLOT09g1tCYa4eG+fb6kdhGYpXk0V9EDh0f+4RbC2bm8OStthL2wGW2CCYOcsRMD9RWRuY+mDcYR1Xqvj7VgpYUkqmGK9tzx81w+vCDgTEYoV6I+yJNWS1sWzvZSCAZAQjAEemQIreB79TN069xp1rpWpPhLqblxHuIt5VU7bewgkQBiR3HIrGVNqf2klbe4o03xFdtBUcLc2tzG1nUcqTweZBAkHkkU7QudzF2r1LNoviay2qt2lt33R2Czp83EWB5ikZGc5nBrneHKq2x/tL/eG4EuB0Fokhdzf5hgH6dz+lci4y46SkfFGrudO6jY1CqWt+G4U3PlBJIcA8AwQfpXRxVrz8dqb3v/qR5FrYX1BNJcua7UaexpV8NdhsS0kJZJLMZ5Jj04FTOM4x8+1d/f4/5lr31/D6noGk+B0tKIu74ABF5BtuiZBJBBkDGDSo2e+4hbDokHV+j2zbuHXeEEE7DoGbT3HQmQpE5M8SDHqabjorlakFr4bvU8/6p0lGVvC3KeR47m6VHoYAFd1OFHVkX7QNWodMefCfVrlhF0+obfaiEJ8407eknJUz3+X6Vzc3DZdKw8d65ixb8bdJ8K5+KtMq+IRvCEJvPYgd/p963BfyPFPUNzHSV+z1AsryCdo7/u/bvVmoJknuxVpNNba9uYt4IG59nlJ9ge0mq3sh17i8fG2th2Rjr+gI1mzesjNx2G23wlqSFMHOSjSeOKnXmTR+P7x3g1w6iTWdO8N9viI2Bwy1cvp6g+5//UCJMZIP1w3rT9SG9e5OrOB8hzLeYHI7GPShg/McbB6/OWs2n02hXTNA1Vy7auFVIa5p0EQWI+XcxWBzC1Hq162PRv8AP8ynYI+4d1LX2bmvuuCXFoWbUpCJqLioFdye8kfpUvBK59Xf0nTwpqnxDLPU7C23CKDezzEKI7EDn61G1LHfxOutq+pXtVfvBFvgi26v4iMuLlsg4j7iavxlS2Hf+JDmbPHqeu56gfiI37KXBHmVS23IVyASD6GTxXm24EsmdbKF6AG95Kf1PqosakX9Og/EDc285RXIKyRwTB/lNdnHw2sZZ/D9P56nHfmDcPcqmrvXbjNfZ3uXzdhmHz+IRMiAIMAjAxBrsErlQwz9pzovaxpYW5bs3LtyWv3FgbzBtCMAn17nPYCuW6XuVOg/vHNBX2xQGhrNhTuUHc8fLduEAkn1AAAH0PrXVZwbf0kzrKkavqbjn5kgRxBBPp/xXOFa/HbKIvzMOpvWFC21O+ObgkKSSSffsB+dMNLOsyJ1Hun+MLmo0p02vtpddc27lsi29uAB6R6zBz6UfGo7XqDVMZWtP0xXu3Llx3C7ngLyEkgD8o/nWvzZ1WAp3qy5fDWkdR/29iLc5uXiQX9cjJHtxXHe3k7ZnTQwwlp0mn1MxNuOwtE7yO0zjHrUrHWSp0zOsIEVUutbdo37QBc8M8A5xMTntNc3K+OA5sen4viVvTddt6PV6e8AxG1keO9kkTHupgwOYP2t9n47Ij6h5DTqW9PilGsLcbZbd8qjuIVc5JiTiDAHcVbAOiQBXCVP4g1tq7dV7Li42wm47LsZ7pPA9AoAEcCa7vsx0u97OTnXQ+Ige8xVoG76Zn8q66u/E5nSCdN1gZ3V/mHAOCV9/et0uMZMBnHW0lEy2CdsAuBEE/TtS8lKnedsbjbet6iLUatAptgOT/kATJ9Zk8d6kUR1lm9cwgbuotELyYkA7ie2PenTXWCt/Ec+Z6FoOkNY0doXbuoS9fXaRpyLflAJCAnMLJJ9yc4qI9qBn8/zGXZUdbpNtxgmrCj0uyzA/WKuWfp/iTad+5XEcEgenr3pnYhikaWLxMyT/tUUPidlbqdsZePeuKllb48IxIVVWQuZJABPA5PNLtRbNe5nj8kC3TJrOjNuAXIiY/hE8mOM0n3q+iVPs9Q7nOp1JQ7v2bHMi0Ib3MDFMBbpMgbtOx0kes84BuXTBA2hAYJ+p7UKuOVr6hueQNr+/U3odXeDKiuCWZVMcXFxkjvAnNMgG+iSVTF1JF1bUecosuWJgDJyeI9abjOhfROe7jhDun6U2LLhtxu3NshI2oZwJ7wJ49fao8tyz16IKODA+t6hZW1bZ3G1d5uAoHuESQoOQq8ScsQTgQKrxUD8TC2cwgPTmAv7m4UNzkExA/nNPyC1w+YONC2sfOdqb0Npx62yDtPoQYINc3g7iSyoaeoDd1LiAQSHDfKQADxx2I5inrSsRUNZpNRcUTu2g8YDcf0oNKr6mFzSP+k7BsfVuqWxBgyXYHgN6TzAyRmAM1y8vvKV1nRSinlb1GnTfjZVubrieJZAYKEAtMpHBgEiDHGYBrPBb09P5Tqscf3Raoj+sk6l/wBQ7tzyaZdhz8i7mX0gCST9qav2cPc5fNYt0+k6hrMuNVI+U3I09tT6knJ+gFUs0OjE/TYpr2aMW9b6TqdNds2bm13dSU8Ik+JJgiTAB9e2RRq1RQwl62679zeu6JqNPaD6q7b0oPCPF2+y/QYH0mhx3ryWSldz59H/AD/aTsle9SKR1lEBFtnZu5uAKGX0AEkH34rprwtbbpn07nNflEzO4z0XU0uL2Vh2bDr9+4rppj+s5LaTV/RqxLjD52kSwT3I7j8qb7tXVmOQDAi6zq1Vtuqtz7kl0PvHYfap9D4vuV7TT1Na8IzretgQwMRO5j6fXE/Sp2QcGNQXsIktftHLTt25HbNN66i9rscXPii74WnSYNhbigkBid2CfbHfmaUod9b8w+T6ih74JnzH7HmjkHTBLZgGR+WIp+ovp2E2CSyheT64H1J9BzSpHLsJfUqMJMDv8pc9zHb2HpS+O+5QvnZI31jHkn7kxRKBM8tn2wixqdskHMH7z2+lK03r4j15A1+ZJd1RNtFJhUEDdywAilKAqHbGtzLWtdwI06X09rNn8UzhWKnYDjYDAkn1I7dgZpOS/k+AfrEqIeTFCk7i5XdzEcj0g10CHTIIvZIDqrkzucH2Jx+Zo+FX2ETWd27lx2Wc57ifrSpWp0RzVnBHnbOD3XMGjvUydyazab2PHJmlbBGKrGAtOQCUAnv6/nmuca70yrV+SMumm3aZS1kXHGfM2FP0A/WltVtv4sP0j1A9mxpa6YurvJfFi7gjcr7blhyABkEqZj0nt6RU9aValv8AIyu7ikanoxu6hQ6rtyduFED2H296QWp1AhZ7lx0GnFtQihQBHyAIB70vX0jYyS/qgoYs6gLPzHJPoPU+wrKvRCZ8yr/HHxDa0+ltt4NvUtdLBRqZCqhGSQMwcCMT34qvBTzt38SXLfxOieaanqFrU2LgcXhqQy+Etsg6UWcygSAVI5EEzmuwralusx99d/rvzOZsXMfci0GnsKLYku5KmUG0g8QD3Hrif6azZ1kuprUgLtIMZYjmRbGIiMn0z70ai7/O5hzphGh1jT/8lqYYiVZJ7kHIqlOZq4/z9I3JxVsbX+ftD9fprbMCM/8Aj6UOUF9zUs1PXUWdRdE8ltG2oGPm8xVicwQJiI9q5q1s9We52nJSptTrP7sFtOGTyx//AEW7k104Zk4VWyyO5oS5JkSZwgwB7VLz8esnRm+icnUqnl3gR/8AGCw/PFHxXvIfvSvUgFmRA+0RH+tV0zWc2PxM/DsOYH3yaHkfEPi/M0tkzAz9CKOkH6SX8JKzP2xI+tbYcZ1asHjaf9aCh7ZgtGOm6W7CQsciTGPzyftUb89KuLspXis9xk9tkBLBCCDxO1TEBiBgRionJWzg/wA/WWRDsi7RWjv8MhDuICtcwJPaZx9aryPXkD18ROOmuMJuWUVoZFbt5HiT6g0lbNjRT9pmuPZs2umxKq6c5uRGe096Hnji7HAz6QU9HudzznygmAac+0U9RDhX5jjo3wVq9QZQ+Hb/AIrvlWOJA5NTt9qp8V1jnBY/8sl16d8CaVEUXHu3XiS7OLYAAzCjj7yag83Jbs6JTxqdLrOLvwitoqFBMkz4vdD9eIxQ87PthGpjkO0e2wpTyTJykgsPcE80Mc1mbC9RdrequHMInHlgbri+hBHeq14xO4jbv1C+lfEF3a6OhY4yJV59CO+PpQvTMRz+8arvuEp1W07MjX0V+RIJW2OSCRMEe/vUWls0Iwh1sV/GXwfc1gtXLDW2KzgmPEUxgPkD1FU4OZ41E6f7ftJ8vH5HXueY9V6cmnuOr+PbuJI2XEAYODjMwR7ivRpdsaZn8+JyWrj3AEtXTLot1lUqZVSyqeRJiOaZtUcU1gKr2EORLl27uvB8+iwQOwHoKm2qGVSPXiV7Opcul9NTwWizCt829Y3n68kZrg5GzYd7nSgCBFmv6VdstNmLiGfLdO17fsCYn9D9a6K84mX6fr/1IPH9Ih6vfdtlsh7QAlhcBQu3qT3HpVuMr3Yd/OCy4V9TLWltvbVg3niCUO1gw9am8l62TOoMHuCam0UVhLOWnPAA7g/f0q1LeXfrIHoSc2tArKD4ij88UdfpF6n/2Q==" width="220" height="176"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-10 18:34:13 UTC</pubDate>
         <guid>https://padlet.com/ethanfromme1463/h043aq2qw6ai/wish/214834389</guid>
      </item>
      <item>
         <title>4.	Who were some of the composers, artists, philosophers, and writers of the period? (SOL WHII.6f)</title>
         <author>ethanfromme1463</author>
         <link>https://padlet.com/ethanfromme1463/h043aq2qw6ai/wish/214834571</link>
         <description><![CDATA[<div>&nbsp;Representative composers, artists, philosophers, and writers • Johann Sebastian Bach: Baroque composer • Wolfgang Amadeus Mozart: Classical composer • Voltaire: Philosopher • Miguel de Cervantes: Novelist • Eugène Delacroix: Painter (transition to the Romantic School of the nineteenth century)&nbsp;<figure class="attachment attachment--preview" 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width="202" height="249"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-10 18:35:24 UTC</pubDate>
         <guid>https://padlet.com/ethanfromme1463/h043aq2qw6ai/wish/214834571</guid>
      </item>
      <item>
         <title>5.	What improved technologies and institutions were important to European economies? (SOL WHII.6f)</title>
         <author>ethanfromme1463</author>
         <link>https://padlet.com/ethanfromme1463/h043aq2qw6ai/wish/214834700</link>
         <description><![CDATA[<div> New schools of art and forms of literature • Painting depicted classical subjects, public events, natural scenes, and living people (portraits). • New forms of literature evolved, such as the novel (e.g., Cervantes’ Don Quixote). Technologies • All-weather roads improved yearround transport and trade. • New designs in farm tools increased productivity (agricultural revolution). • Improvements in ship design lowered the cost of transport. </div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-10 18:36:24 UTC</pubDate>
         <guid>https://padlet.com/ethanfromme1463/h043aq2qw6ai/wish/214834700</guid>
      </item>
      <item>
         <title>6.	How did the American and French Revolutions influence Latin American independence movements? (SOL WHII.7b)</title>
         <author>ethanfromme1463</author>
         <link>https://padlet.com/ethanfromme1463/h043aq2qw6ai/wish/214834776</link>
         <description><![CDATA[<div>&nbsp;Influence of the American and French Revolutions on Latin America • Slaves in Haiti rebelled, abolished slavery, and won independence. • Father Miguel Hidalgo started the Mexican independence movement. • French, Spanish, and Portuguese colonies gained independence. Selected countries that gained independence during the 1800s • Mexico • Haiti • Colombia • Venezuela • Brazil&nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-12-10 18:36:59 UTC</pubDate>
         <guid>https://padlet.com/ethanfromme1463/h043aq2qw6ai/wish/214834776</guid>
      </item>
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