.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}.c{position:absolute;border:0;padding:0;margin:0;overflow:hidden;display:block}.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:.919922;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff2;src:url(data:application/font-woff;base64,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) format("woff")}.ff2{font-family:ff2;line-height:.847656;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:.680664;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)}.ls0{letter-spacing:0}.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:-.048045px}.ws1{word-spacing:0}._2{margin-left:-3.667445px}._3{margin-left:-2.065941px}._1{margin-left:-1.008948px}._0{width:1.056993px}.fc0{color:#000}.fs1{font-size:48.045131px}.fs0{font-size:56.052652px}.y2b{bottom:-389.920704px}.y2a{bottom:-372.225708px}.y29{bottom:-354.530713px}.y28{bottom:-336.835718px}.y27{bottom:-319.140723px}.y26{bottom:-301.445728px}.y25{bottom:-232.076218px}.y24{bottom:-214.381222px}.y23{bottom:-196.686227px}.y22{bottom:-178.991232px}.y21{bottom:-161.296237px}.y20{bottom:-143.601242px}.y1f{bottom:-125.906246px}.y1e{bottom:-106.416107px}.y1d{bottom:-88.721112px}.y1c{bottom:-71.026117px}.y1b{bottom:-53.331121px}.y1a{bottom:-35.636126px}.y19{bottom:-17.941131px}.y18{bottom:-.246136px}.y0{bottom:0}.y17{bottom:17.448859px}.y16{bottom:35.143855px}.y15{bottom:52.83885px}.y14{bottom:72.328989px}.y13{bottom:90.023985px}.y12{bottom:107.71898px}.y11{bottom:125.413975px}.y10{bottom:143.108970px}.yf{bottom:160.803965px}.ye{bottom:180.294105px}.yd{bottom:197.9891px}.yc{bottom:215.684095px}.yb{bottom:233.379090px}.ya{bottom:251.074086px}.y9{bottom:268.769081px}.y8{bottom:288.25922px}.y7{bottom:305.954215px}.y6{bottom:323.649211px}.y5{bottom:341.344206px}.y4{bottom:359.039201px}.y3{bottom:376.734196px}.y2{bottom:396.737234px}.y1{bottom:507.293741px}.h4{height:33.828652px}.h3{height:39.46676px}.h2{height:507.295022px}.h1{height:1014.58492px}.h0{height:1014.588763px}.w1{width:783.997438px}.w0{width:784px}.x0{left:0}.x2{left:92.082194px}.x1{left:308.653548px}

PHIL 2170 Chapter Notes - Chapter 7-23: Tragic Hero, Jephthah

Canada

Existentialism

Philosophy

Donald A Burke

University of Guelph

Introduction to Computing

Introduction to Nutrition

Ethics

Business and Professional Ethics

Political Theory

Comparative Politics

International Relations

Public Administration and Governance

Canadian Government and Politics

Introduction to Psychology

PHIL 2170 Chapter Notes - Chapter 7-39: Dialectic, Teleology

PHIL 2170 Lecture Notes - Lecture 1: Tragic Hero, Dialectic, Teleology

PHL 366 Lecture Notes - Tragic Hero, Jephthah

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

Astronomy

Communications

Sociology

Anthropology

Prealgebra

Algebra

Precalculus

Geometry

Probability

Economics

PHIL 2170 Chapter Notes - Chapter 7-23: Tragic Hero, Jephthah

Get access

Related Documents

PHIL 2170 Chapter Notes - Chapter 7-39: Dialectic, Teleology

PHIL 2170 Lecture Notes - Lecture 1: Tragic Hero, Dialectic, Teleology

PHL 366 Lecture Notes - Tragic Hero, Jephthah