.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}.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:.924805;font-style:normal;font-weight:400;visibility:visible}.ff2{font-family:ff2;line-height:.939941;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:.935547;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)}.ls1{letter-spacing:0}.ls0{letter-spacing:57.348px}.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:-11px}.ws1{word-spacing:0}._1{margin-left:-4.576px}._3{margin-left:-2.508000px}._0{margin-left:-1.012000px}._2{width:1.188px}._4{width:618.232px}.fc1{color:red}.fc0{color:#000}.fs0{font-size:44px}.y0{bottom:39.071768px}.y28{bottom:234.046294px}.y27{bottom:250.187418px}.y26{bottom:266.456646px}.y25{bottom:282.597769px}.y24{bottom:298.866997px}.y23{bottom:315.008121px}.y22{bottom:331.277349px}.y21{bottom:347.418472px}.y20{bottom:363.6877px}.y1f{bottom:379.828824px}.y1e{bottom:396.098052px}.y1d{bottom:412.239176px}.y1c{bottom:428.508404px}.y1b{bottom:444.649527px}.y1a{bottom:460.918755px}.y19{bottom:477.059879px}.y18{bottom:493.329107px}.y17{bottom:509.470230px}.y16{bottom:525.739458px}.y15{bottom:541.880582px}.y14{bottom:558.14981px}.y13{bottom:574.290934px}.y12{bottom:590.560162px}.y11{bottom:606.701285px}.y10{bottom:622.970513px}.yf{bottom:639.111637px}.ye{bottom:655.380865px}.yd{bottom:671.521988px}.yc{bottom:687.791216px}.yb{bottom:703.93234px}.ya{bottom:720.201568px}.y9{bottom:736.342692px}.y8{bottom:752.61192px}.y7{bottom:768.753043px}.y6{bottom:785.022271px}.y5{bottom:801.163395px}.y4{bottom:817.432623px}.y3{bottom:846.384162px}.y2{bottom:877.76968px}.y1{bottom:909.155199px}.h2{height:30.980469px}.h3{height:31.861328px}.h4{height:33.386719px}.h1{height:529.710687px}.h0{height:1014.58492px}.w1{width:648.207032px}.w0{width:783.997438px}.x1{left:92.363097px}.x0{left:108.888533px}.x2{left:115.421845px}.x3{left:138.480593px}.x4{left:161.539341px}

ENVS 1050 Midterm: Midterm 2 - Study Guide

Canada

Geology and the Environment

Environmental Sciences

Galina Morozova

University of Guelph

Watershed Planning Practice

Human Impact on the Environment

Introduction to the Biophysical Environment

Geomorphology

Climate and the Biophysical Environment

Environment and Resources

The Earth From Space

Mapping and GI

Fluvial Processes

Global Environmental Change

Biotic and Natural Resources

Management of the Biophysical Environment

Remote Sensing of the Environment

GIS and Spatial Analysis

Environmental Hydrology

Environmental Impact Assessment

Energy

Evolution

Glacial Geology

Microclimatology

Groundwater

EAPS 11100 Lecture Notes - Lecture 11: Seafloor Spreading, Divergent Boundary, Convergent Boundary

ESCI 1001 Lecture Notes - Lecture 10: Supercontinent Cycle, Geologic Time Scale, Nuclear Winter

ESC 103 Lecture Notes - Lecture 11: Continental Crust, Clastic Rock, Divergent Boundary

ENVS 1050 Midterm: Midterm 2 - Study Guide

Get access

Related Documents

EAPS 11100 Lecture Notes - Lecture 11: Seafloor Spreading, Divergent Boundary, Convergent Boundary

ESCI 1001 Lecture Notes - Lecture 10: Supercontinent Cycle, Geologic Time Scale, Nuclear Winter

ESC 103 Lecture Notes - Lecture 11: Continental Crust, Clastic Rock, Divergent Boundary