.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}.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:1.286;font-style:normal;font-weight:400;visibility:visible}.ff2{font-family:ff2;line-height:1.237029;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:.881836;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:.881836;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)}.ls2{letter-spacing:0}.ls0{letter-spacing:164px}.ls1{letter-spacing:308px}.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:-13.344px}.ws1{word-spacing:0}._0{margin-left:-1.008000px}._1{width:27.2px}.fc0{color:#000}.fs0{font-size:48px}.y24{bottom:129.000886px}.y23{bottom:148.088405px}.y22{bottom:167.047820px}.y21{bottom:186.135339px}.y20{bottom:205.094755px}.y1f{bottom:224.182274px}.y1e{bottom:243.141689px}.y1d{bottom:262.229208px}.y1c{bottom:281.188624px}.y1b{bottom:300.660455px}.y1a{bottom:320.388495px}.y19{bottom:359.97268px}.y18{bottom:399.556864px}.y17{bottom:419.413008px}.y16{bottom:438.756736px}.y15{bottom:457.844255px}.y14{bottom:476.803671px}.y13{bottom:496.275502px}.y12{bottom:516.003542px}.y11{bottom:535.475374px}.y10{bottom:554.434789px}.yf{bottom:573.906621px}.ye{bottom:593.634661px}.yd{bottom:613.490806px}.yc{bottom:653.074990px}.yb{bottom:672.418718px}.ya{bottom:691.506237px}.y9{bottom:710.465652px}.y8{bottom:729.553171px}.y7{bottom:748.896899px}.y6{bottom:768.753043px}.y5{bottom:788.481083px}.y4{bottom:808.337228px}.y3{bottom:828.065268px}.y2{bottom:847.921412px}.y1{bottom:867.649452px}.y0{bottom:907.233636px}.h2{height:45.744px}.h1{height:46.992px}.h0{height:1014.58492px}.w0{width:783.997438px}.x0{left:115.421845px}.x1{left:207.656838px}.x2{left:253.774334px}

SOC317H5 Lecture Notes - Lecture 11: Global National, Subculture

Canada

Shopping and Society

Sociology

Sarah Cappeliez

University of Toronto Mississauga

Political Theory

Canadian Government and Politics

Introduction to Comparative Politics

The Politics of Islam

Urban Politics

Introduction to Social Psychology

Deviance and Social Control

The Logic of Social Inquiry

Youth Justice

Special Topics in Crime and Law

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

Anthropology

Prealgebra

Algebra

Precalculus

Ethics

Geometry

Probability

Economics

SOC317H5 Lecture Notes - Lecture 11: Global National, Subculture

Get access