.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:1;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:1;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:16.015044px}.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:-11.530831px}.ws1{word-spacing:-9.609026px}.ws2{word-spacing:0}._1{margin-left:-3.459249px}._0{margin-left:-1.537444px}.fc1{color:#434dd6}.fc0{color:#000}.fs2{font-size:32.030087px}.fs1{font-size:38.436104px}.fs0{font-size:54.451148px}.y0{bottom:0}.y10{bottom:15.78194px}.yf{bottom:35.272079px}.ye{bottom:54.762219px}.yd{bottom:81.432936px}.yc{bottom:110.155247px}.yb{bottom:151.18712px}.ya{bottom:177.857837px}.y9{bottom:218.88971px}.y8{bottom:233.250866px}.y7{bottom:247.612021px}.y6{bottom:274.282739px}.y5{bottom:303.005050px}.y4{bottom:317.366205px}.y3{bottom:346.088516px}.y2{bottom:376.862421px}.y1{bottom:507.293741px}.h4{height:30.748884px}.h3{height:43.560918px}.h5{height:46.763927px}.h2{height:392.24936px}.h1{height:759.657648px}.h0{height:1014.588763px}.w2{width:600.091141px}.w1{width:783.997438px}.w0{width:784px}.x0{left:0}.x2{left:41.031873px}.x1{left:91.953969px}

ENVIRSC 1G03 Study Guide - Final Guide: Cosmic Ray, Isotopes Of Nitrogen, Radiocarbon Dating

Canada

Earth and the Environment

Environmental Science

Maureen Padden

McMaster University

Introductory Microeconomics

Aging and Society

Introduction to Psychology, Neuroscience & Behaviour

Foundations of Psychology, Neuroscience & Behaviour

Child Development

Personality

Social Psychology

An Introduction to Social Psychology

ENVIRSC 1G03 Lecture Notes - Lecture 15: Principle Of Faunal Succession

ENVIRSC 1G03 Lecture Notes - Lecture 8: Unconformity, Stratigraphic Column, Geologic Time Scale

ENVIRSC 1G03 Study Guide - Final Guide: Scarborough Bluffs, Amphibole, Plagioclase

ENVIRSC 1G03 Study Guide - Final Guide: Cosmic Ray, Isotopes Of Nitrogen, Radiocarbon Dating

Get access

Related Documents

ENVIRSC 1G03 Lecture Notes - Lecture 15: Principle Of Faunal Succession

ENVIRSC 1G03 Lecture Notes - Lecture 8: Unconformity, Stratigraphic Column, Geologic Time Scale

ENVIRSC 1G03 Study Guide - Final Guide: Scarborough Bluffs, Amphibole, Plagioclase