.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}.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:.871094;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:.666504;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:.858887;font-style:normal;font-weight:400;visibility:visible}.m0{transform:matrix(.320264,0,0,.320260,0,0);-ms-transform:matrix(.320264,0,0,.320260,0,0);-webkit-transform:matrix(.320264,0,0,.320260,0,0)}.ls2{letter-spacing:-.011733px}.ls4{letter-spacing:-.010667px}.ls1{letter-spacing:0}.ls0{letter-spacing:.017600px}.ls3{letter-spacing:.021333px}.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:-13.246783px}.ws1{word-spacing:0}.fc1{color:#767676}.fc2{color:transparent}.fc0{color:#000}.fs2{font-size:53.3328px}.fs0{font-size:58.666px}.fs1{font-size:106.6656px}.y2d{bottom:7.209702px}.y3f{bottom:7.495374px}.ya{bottom:7.544054px}.y1e{bottom:7.581204px}.y1b{bottom:7.663191px}.y11{bottom:7.910432px}.y2f{bottom:7.960392px}.yd{bottom:7.992418px}.y8{bottom:8.075686px}.y2{bottom:8.198666px}.y36{bottom:8.286289px}.y33{bottom:8.410038px}.y2a{bottom:8.574011px}.y27{bottom:8.615005px}.y25{bottom:8.655998px}.y22{bottom:8.780259px}.y19{bottom:8.985226px}.y17{bottom:9.026219px}.y14{bottom:9.109487px}.y5{bottom:9.438714px}.y3d{bottom:12.041791px}.y2c{bottom:30.26845px}.y1d{bottom:30.639952px}.y10{bottom:30.96918px}.yc{bottom:31.051166px}.y7{bottom:31.134434px}.y32{bottom:31.468786px}.y29{bottom:31.632759px}.y21{bottom:31.839007px}.y4{bottom:32.497462px}.y0{bottom:76.862494px}.y35{bottom:119.141349px}.y31{bottom:165.258205px}.y34{bottom:188.316953px}.y2b{bottom:211.375701px}.y2e{bottom:233.152127px}.y28{bottom:256.210875px}.y30{bottom:279.269623px}.y26{bottom:302.328371px}.y24{bottom:325.38712px}.y20{bottom:371.503335px}.y23{bottom:394.562083px}.y1c{bottom:417.620831px}.y1f{bottom:440.679579px}.y1a{bottom:486.795795px}.y18{bottom:508.573501px}.y16{bottom:531.63225px}.y13{bottom:577.749746px}.yf{bottom:600.807213px}.y12{bottom:623.865961px}.yb{bottom:646.924709px}.ye{bottom:669.983458px}.y6{bottom:693.040925px}.y9{bottom:714.818631px}.y3{bottom:737.877379px}.y15{bottom:760.936128px}.y1{bottom:783.994876px}.y3e{bottom:862.13713px}.y3c{bottom:887.757962px}.hb{height:23.058236px}.h5{height:24.339277px}.h8{height:24.33979px}.h2{height:25.620319px}.h7{height:25.620831px}.hc{height:36.952755px}.h6{height:39.101118px}.h3{height:40.647976px}.h9{height:44.835942px}.h4{height:48.679067px}.ha{height:72.603441px}.h1{height:706.494423px}.h0{height:1014.58492px}.w9{width:488.458587px}.w4{width:640.902533px}.w5{width:671.648555px}.w1{width:674.468384px}.w6{width:675.49168px}.w3{width:687.021054px}.w7{width:715.203969px}.w8{width:721.609176px}.w2{width:733.138551px}.w0{width:783.997438px}.x2{left:12.810416px}.x1{left:50.858887px}.x8{left:62.388261px}.x7{left:68.793469px}.x3{left:96.976384px}.x6{left:108.505758px}.x0{left:109.529054px}.x5{left:112.348883px}.x4{left:143.094905px}.x9{left:295.538851px}

PSYA01H3 Chapter Notes - Chapter 3.2: Reuptake, Cortisol, Agonist

Canada

Introductory Psychology: Part I

Psychology

Steve Joordens

University of Toronto Scarborough

Calculus with Proofs

Introduction to Cognitive Psychology

Cognitive Neuroscience

Introduction to Anthropology: Society, Culture and Language

Ancient Mythology I: Mesopotamia and Egypt

Introduction to Computer Science I

Discrete Mathematics

Introduction to Microeconomics: A Mathematical Approach

Introduction to Planet Earth

Geographic Information Systems (GIS) and Empirical Reasoning

Introduction to Linguistics

Introduction to Business

Managing the Business Organization

Calculus for Management II

Linear Algebra II

Techniques of the Calculus of Several Variables I

Differential Equations I

Reason and Truth

Introductory Psychology: Part II

Introduction to Sociology I

An Introduction to Probability

Human Health and the Environment

Statistics I

Foundations in Health Studies I

Listening to Music

An Introduction to Statistical Reasoning and Data Science

Introduction to Sociology

PSYA01H3 Lecture Notes - Lecture 9: Monoamine Neurotransmitter, Adrenal Gland, Cortisol

PSYA01H3 Chapter Notes - Chapter 3: Monoamine Neurotransmitter, Morphine, Inferior Colliculus

PSYA01H3 Chapter Notes - Chapter 3.2: Reuptake, Cortisol, Agonist

Get access

Related Documents

PSYA01H3 Lecture Notes - Lecture 9: Monoamine Neurotransmitter, Adrenal Gland, Cortisol

PSYA01H3 Chapter Notes - Chapter 3: Monoamine Neurotransmitter, Morphine, Inferior Colliculus

PSYA01H3 Chapter Notes - Chapter 3: Neuroglia, Alprazolam, Neurotransmission