.pf{position:relative;background-color:#fff;overflow:hidden;margin:0;border:0}.pc{position:absolute;border:0;padding:0;margin:0;top:0;left:0;width:100%;height:100%;overflow:hidden;display:block;transform-origin:0 0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0}.bi{position:absolute;border:0;margin:0}.t{position:absolute;white-space:pre;font-size:1px;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%;unicode-bidi:bidi-override;-moz-font-feature-settings:"liga" 0}.t:after{content:''}.t:before{content:'';display:inline-block}.t span{position:relative;unicode-bidi:bidi-override}._{display:inline-block;color:transparent;z-index:-1}.pi{display:none}@media screen{.pf{margin:13px auto;box-shadow:1px 1px 3px 1px #333;border-collapse:separate}}@font-face{font-family:ff1;src:url(data:application/font-woff;base64,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) format("woff")}.ff1{font-family:ff1;line-height:.92334;font-style:normal;font-weight:400;visibility:visible}.ff2{font-family:ff2;line-height:1.194;font-style:normal;font-weight:400;visibility:visible}.ff3{font-family:ff3;line-height:1.205000;font-style:normal;font-weight:400;visibility:visible}.m0{transform:matrix(.320260,0,0,.320260,0,0);-ms-transform:matrix(.320260,0,0,.320260,0,0);-webkit-transform:matrix(.320260,0,0,.320260,0,0)}.ls1{letter-spacing:0}.ls0{letter-spacing:57.348px}.sc0{text-shadow:-.015em 0 transparent,0 .015em transparent,.015em 0 transparent,0 -.015em transparent}@media screen and (-webkit-min-device-pixel-ratio:0){.sc0{-webkit-text-stroke:.015em transparent;text-shadow:none}}.ws0{word-spacing:-.044000px}.ws1{word-spacing:0}._0{margin-left:-4.928px}._3{margin-left:-2.732px}._1{margin-left:-1.536px}._2{width:1.584px}.fc0{color:#000}.fs0{font-size:44px}.fs1{font-size:48px}.y2b{bottom:196.383672px}.y2a{bottom:214.958775px}.y29{bottom:231.228003px}.y28{bottom:247.49723px}.y27{bottom:263.638354px}.y26{bottom:279.907582px}.y25{bottom:296.048706px}.y24{bottom:312.317934px}.y23{bottom:328.587161px}.y22{bottom:344.728285px}.y21{bottom:360.997513px}.y20{bottom:377.138637px}.y1f{bottom:393.407865px}.y1e{bottom:409.548988px}.y1d{bottom:425.818216px}.y1c{bottom:441.95934px}.y1b{bottom:458.228568px}.y1a{bottom:474.369692px}.y19{bottom:490.638919px}.y18{bottom:506.780043px}.y17{bottom:523.049271px}.y16{bottom:539.190395px}.y15{bottom:555.459623px}.y14{bottom:571.600746px}.y13{bottom:587.869974px}.y12{bottom:604.011098px}.y11{bottom:620.280326px}.y10{bottom:636.549554px}.yf{bottom:652.690677px}.ye{bottom:668.959905px}.yd{bottom:685.485342px}.yc{bottom:703.163715px}.yb{bottom:738.264254px}.ya{bottom:754.533482px}.y9{bottom:770.674606px}.y8{bottom:786.943834px}.y7{bottom:803.084957px}.y0{bottom:816.023477px}.y6{bottom:819.610393px}.y5{bottom:837.288767px}.y4{bottom:854.967141px}.y3{bottom:890.323888px}.y2{bottom:908.002261px}.y1{bottom:956.041320px}.h2{height:31.882812px}.h4{height:40.656px}.h3{height:44.352px}.h1{height:106.32645px}.h0{height:1014.58492px}.w1{width:593.122245px}.w0{width:783.997438px}.x0{left:92.234993px}.x1{left:115.421845px}.x2{left:138.480593px}

HUMA 1160 Midterm: HUMA_TestReview.docx

Canada

The Enlightenment and Human Understanding

Humanities

Stanley Tweyman

York University

Introduction to Sociology

HUMA 1160 Midterm: Humanities Test One Review

HUMA 1160 Study Guide - Midterm Guide: Modus Ponens, Dialogues Concerning Natural Religion, Natural Evil

HUMA 1160 Study Guide - Midterm Guide: Cartesian Doubt, Empirical Evidence, Direct And Indirect Realism

HUMA 1160 Midterm: HUMA_TestReview.docx

Get access

Related Documents

HUMA 1160 Midterm: Humanities Test One Review

HUMA 1160 Study Guide - Midterm Guide: Modus Ponens, Dialogues Concerning Natural Religion, Natural Evil

HUMA 1160 Study Guide - Midterm Guide: Cartesian Doubt, Empirical Evidence, Direct And Indirect Realism