.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:.958008;font-style:normal;font-weight:400;visibility:visible}.ff2{font-family:ff2;line-height:.967773;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:.951;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:.928223;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)}.v3{vertical-align:-4.7668px}.v2{vertical-align:-3.1668px}.v1{vertical-align:5.840800px}.ls5{letter-spacing:-.009600px}.ls4{letter-spacing:0}.ls0{letter-spacing:.009600px}.ls1{letter-spacing:1.12px}.ls2{letter-spacing:23.2px}.ls3{letter-spacing:32.8192px}.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}.ws2{word-spacing:0}._1{margin-left:-2.6928px}._0{margin-left:-1.008000px}.fc1{color:#444}.fc2{color:#232323}.fc0{color:#000}.fs0{font-size:48px}.fs2{font-size:56px}.fs3{font-size:57.6px}.fs1{font-size:72px}.y0{bottom:0}.y2{bottom:7.378543px}.y11{bottom:34.588122px}.y10{bottom:56.365829px}.yf{bottom:78.143535px}.y3{bottom:92.234993px}.ye{bottom:142.195614px}.yd{bottom:490.638919px}.yc{bottom:524.191576px}.yb{bottom:555.961407px}.ya{bottom:587.731237px}.y9{bottom:616.872499px}.y8{bottom:649.488074px}.y7{bottom:681.514113px}.y6{bottom:713.540152px}.y5{bottom:746.847233px}.y4{bottom:796.807854px}.y1{bottom:916.252169px}.h1{height:25.620831px}.h2{height:35.367188px}.h8{height:36px}.h6{height:41.207987px}.h5{height:41.384px}.h7{height:42.440625px}.h4{height:54px}.h3{height:825.733772px}.h0{height:1014.58492px}.w1{width:157.655736px}.w2{width:611.056827px}.w0{width:783.997438px}.x0{left:0}.x2{left:5.124166px}.x4{left:28.823435px}.x3{left:86.470306px}.x1{left:537.949834px}

PS 1200 Final: PS-1200_101 Current Political Issues, The Middle East and U.S. Foreign Policy

United States

Current Political Issues

Political Science

Dr.Ryan

Appalachian State University

Theories of Crime and Justice

Voting, Campaigns, and Elections

PS 1200 Lecture 14: Lecture Notes 14

ITS 201 Chapter 11: ITS TEXT CHAPTER 11 NOTES

POLS 3692 Midterm: POLS 3260 MIDTERM TERMS

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

PS 1200 Final: PS-1200_101 Current Political Issues, The Middle East and U.S. Foreign Policy

Get access

Related Documents

PS 1200 Lecture 14: Lecture Notes 14

ITS 201 Chapter 11: ITS TEXT CHAPTER 11 NOTES

POLS 3692 Midterm: POLS 3260 MIDTERM TERMS