.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}}@font-face{font-family:ff1;src:url(data:application/font-woff;base64,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) format("woff")}.ff1{font-family:ff1;line-height:.878;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:.901000;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:.779297;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:0}._0{margin-left:-1.041143px}.fc1{color:#000}.fc0{color:#4f81bd}.fs0{font-size:40.037609px}.fs1{font-size:48.045131px}.y1d{bottom:-366.840275px}.y1c{bottom:-337.220392px}.y1b{bottom:-307.600509px}.y1a{bottom:-277.980625px}.y19{bottom:-248.360742px}.y18{bottom:-218.740859px}.y17{bottom:-189.120976px}.y16{bottom:-159.501092px}.y15{bottom:-129.881209px}.y14{bottom:-100.261326px}.y13{bottom:-70.641443px}.y12{bottom:-41.021559px}.y11{bottom:-11.401676px}.y0{bottom:0}.y10{bottom:18.218207px}.yf{bottom:47.838090px}.ye{bottom:77.457973px}.yd{bottom:107.077857px}.yc{bottom:136.69774px}.yb{bottom:166.317623px}.ya{bottom:195.937506px}.y9{bottom:225.55739px}.y8{bottom:240.431444px}.y7{bottom:270.051327px}.y6{bottom:299.67121px}.y5{bottom:329.291093px}.y4{bottom:358.910976px}.y3{bottom:373.656806px}.y2{bottom:403.276689px}.y1f{bottom:485.095526px}.y1{bottom:507.293741px}.h3{height:27.105461px}.h4{height:27.345687px}.h5{height:36.761094px}.h2{height:507.295022px}.h1{height:1011.382316px}.h0{height:1014.588763px}.w1{width:783.997438px}.w0{width:784px}.x0{left:0}.x2{left:115.162622px}.x1{left:201.586004px}.x3{left:467.145568px}

ASTR 202 Study Guide - Midterm Guide: Punctuated Equilibrium, Stone Tool, Limbic System

United States

Life in the Universe

Astronomy

Walker

University of Arizona

Human Side of Organizations

Marketing Principles, Concepts and Tools

Basic Economic Issues

Computers and Internetworked Society

Personality

Psychological Measurement and Statistics

Research Methods

Child Abuse And Neglect:† Clinical And Research Issues

Abnormal Psychology

Health Psychology

Psychology of Divorce

Theatre Appreciation

Classical Mythology

Developmental Psychology

Human Variation in the Modern World

The Africana Experience

The Moral Mind

Psychology of Terrorism

Developmental Cognitive Neuroscience

ASTR 202 Study Guide - Midterm Guide: Drake Equation, Main Sequence, Protostar

BIOLOGY 152 Study Guide - Quiz Guide: Opsin, Gene Duplication, Color Vision

Anthropology 1020E Lecture Notes - Lecture 2: Mendelian Inheritance, Carl Linnaeus, Hudson River Chain

ASTR 202 Study Guide - Midterm Guide: Punctuated Equilibrium, Stone Tool, Limbic System

Get access

Related Documents

ASTR 202 Study Guide - Midterm Guide: Drake Equation, Main Sequence, Protostar

BIOLOGY 152 Study Guide - Quiz Guide: Opsin, Gene Duplication, Color Vision

Anthropology 1020E Lecture Notes - Lecture 2: Mendelian Inheritance, Carl Linnaeus, Hudson River Chain