.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}}.ff1{font-family:ff1;line-height:.932129;font-style:normal;font-weight:400;visibility:visible}.ff2{font-family:ff2;line-height:.936523;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff3;src:url(data:application/font-woff;base64,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) format("woff")}.ff3{font-family:ff3;line-height:.666504;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff4;src:url(data:application/font-woff;base64,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) format("woff")}.ff4{font-family:ff4;line-height:.67627;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff5;src:url(data:application/font-woff;base64,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) format("woff")}.ff5{font-family:ff5;line-height:.67627;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)}.v1{vertical-align:15.6px}.ls3{letter-spacing:0}.ls1{letter-spacing:48px}.ls0{letter-spacing:58.68px}.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:-11.080000px}.ws1{word-spacing:-6.4264px}.ws2{word-spacing:0}._0{margin-left:-1.64px}._2{width:1px}._1{width:2.2px}.fc0{color:#000}.fs1{font-size:23.2px}.fs0{font-size:40px}.y2a{bottom:120.417907px}.y29{bottom:149.881863px}.y28{bottom:164.741945px}.y27{bottom:179.602027px}.y26{bottom:194.46211px}.y25{bottom:223.926066px}.y24{bottom:238.786148px}.y23{bottom:253.64623px}.y22{bottom:283.110186px}.y21{bottom:297.970268px}.y20{bottom:343.319139px}.y1f{bottom:358.051117px}.y1e{bottom:372.9112px}.y1d{bottom:388.796115px}.y1c{bottom:403.656197px}.y1b{bottom:418.388175px}.y1a{bottom:433.248257px}.y19{bottom:463.865151px}.y18{bottom:479.750066px}.y17{bottom:495.634982px}.y16{bottom:511.519897px}.y15{bottom:526.251875px}.y14{bottom:541.111957px}.y13{bottom:555.843935px}.y12{bottom:585.307891px}.y11{bottom:600.167973px}.y10{bottom:614.899951px}.yf{bottom:629.631929px}.ye{bottom:644.492011px}.yd{bottom:659.223989px}.yc{bottom:688.816050px}.yb{bottom:718.280006px}.ya{bottom:733.140088px}.y9{bottom:747.872066px}.y8{bottom:762.732148px}.y7{bottom:792.196104px}.y6{bottom:807.056186px}.y5{bottom:821.916268px}.y0{bottom:849.971079px}.y4{bottom:851.380224px}.y3{bottom:880.84418px}.y2{bottom:895.576158px}.y1{bottom:910.308136px}.h1{height:.640521px}.h2{height:28.984375px}.h3{height:32.410938px}.h0{height:1014.58492px}.w1{width:385.593511px}.w0{width:783.997438px}.x1{left:115.421845px}.x2{left:138.480593px}.x3{left:161.539341px}.x4{left:184.598090px}.x0{left:199.201963px}

POLSCI 1G06 Lecture 20: November 19, 2013 - Consequentialist Defenses - Lecture #20 .doc

Canada

Politics and Government

Political Science

Todd Alway

McMaster University

All Subjects

Accounting

Mathematics

Statistics

Computer Science

Calculus

Psychology

Management

Biology

Physics

Chemistry

Electrical Engineering

Mechanical Engineering

Marketing

Music

History

Project Management

Business

Architecture

Geography

Science

Nursing

Information Technology

Engineering

English

Finance

Philosophy

Astronomy

Communications

Sociology

Anthropology

Prealgebra

Algebra

Precalculus

Ethics

Geometry

Probability

Economics

POLSCI 1G06 Lecture 20: November 19, 2013 - Consequentialist Defenses - Lecture #20 .doc

Get access