.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:.727;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:.94;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:-1.152px}.fc0{color:#000}.fs1{font-size:44.8px}.fs0{font-size:64px}.y6{bottom:3.074513px}.y1{bottom:115.293728px}.y0{bottom:119.777386px}.y5{bottom:681.514126px}.y4{bottom:697.911458px}.y3{bottom:728.656455px}.y2{bottom:763.500786px}.h4{height:32.7488px}.h3{height:45.696px}.h1{height:700.729736px}.h2{height:783.997438px}.h0{height:1014.58492px}.w1{width:520.102875px}.w2{width:599.527453px}.w0{width:783.997438px}.x1{left:0}.x2{left:40.99333px}.x0{left:92.234993px}

ESS241H1 Lecture Notes - Lecture 10: Oceanic Crust, Outer Core, Asthenosphere

Canada

Geologic Structures and Maps

Earth Sciences

Charly Bank

University of Toronto St. George

Introduction to Environmental Studies

Conservation of Tropical and Subtropical Forests

Calculus with Proofs

Linear Algebra I

Calculus II

Foundations of Physics I

Foundations of Physics II

Mechanics: From Oscillations to Chaos

Introduction to Sociology Social Institutions and Processes

Environmental Biology: Structure and Function of Ecosystems (formerly ENV234Y1)

Geographies of Globalization, Development and Inequality

Introductory Organic Chemistry I (Formerly CHM138H1)

ESS102H1 Study Guide - Midterm Guide: Scoria

ESS102H1 Final: GLG 110 - Exam Cheat Sheet

GEO 101 Lecture 21: Review of section

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

ESS241H1 Lecture Notes - Lecture 10: Oceanic Crust, Outer Core, Asthenosphere

Get access

Related Documents

ESS102H1 Study Guide - Midterm Guide: Scoria

ESS102H1 Final: GLG 110 - Exam Cheat Sheet

GEO 101 Lecture 21: Review of section