.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}}.ff1{font-family:ff1;line-height:.959473;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:.719727;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:.951;font-style:normal;font-weight:400;visibility:visible}.ff4{font-family:ff4;line-height:.958008;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff5;src:url(data:application/font-woff;base64,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) format("woff")}.ff5{font-family:ff5;line-height:.717285;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:4px}.lsb{letter-spacing:0}.ls7{letter-spacing:.000280px}.ls2{letter-spacing:.007200px}.ls0{letter-spacing:.72px}.ls1{letter-spacing:16.85456px}.ls4{letter-spacing:81.9252px}.ls5{letter-spacing:83.840400px}.ls6{letter-spacing:87.9192px}.ls3{letter-spacing:133.992px}.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}}.ws1{word-spacing:0}._2{margin-left:-4.44216px}._1{margin-left:-2.8476px}._0{margin-left:-1.296px}._3{width:35.728px}.fc1{color:#000}.fc0{color:#c82506}.fs0{font-size:36px}.fs1{font-size:100.780320px}.y0{bottom:0}.y25{bottom:50.690559px}.y24{bottom:78.873473px}.y1{bottom:83.267702px}.y23{bottom:100.010659px}.y22{bottom:119.866803px}.y21{bottom:142.285030px}.y20{bottom:163.422216px}.y1f{bottom:184.559402px}.y1e{bottom:205.696588px}.y1d{bottom:226.833774px}.y1c{bottom:247.970960px}.y1b{bottom:267.827104px}.y1a{bottom:290.245331px}.y19{bottom:311.382517px}.y18{bottom:332.519703px}.y17{bottom:353.656889px}.y16{bottom:374.794075px}.y15{bottom:395.93126px}.y14{bottom:415.787405px}.y13{bottom:438.205632px}.y12{bottom:459.342818px}.y11{bottom:480.480004px}.y10{bottom:501.617189px}.yf{bottom:521.473334px}.ye{bottom:543.891561px}.yd{bottom:565.028747px}.yc{bottom:586.165933px}.yb{bottom:607.303119px}.ya{bottom:628.440304px}.y9{bottom:648.296449px}.y8{bottom:670.714676px}.y7{bottom:690.570820px}.y6{bottom:712.989048px}.y5{bottom:734.126234px}.y4{bottom:753.982378px}.y3{bottom:778.962945px}.y2{bottom:827.642268px}.h7{height:26.525391px}.h3{height:26.604000px}.h2{height:26.701172px}.h4{height:30.525391px}.h6{height:30.701172px}.h5{height:72.288228px}.h1{height:841.964569px}.h0{height:1014.58492px}.w1{width:648.385865px}.w0{width:783.997438px}.x0{left:0}.x2{left:3.199337px}.x1{left:69.426637px}

PSYC31H3 Final: Ch. 6-8, 14-16, 20 (Include Neuropsy. Tests)

Canada

Clinical Neuropsychology

Psychology

Konstantine Zakzanis

University of Toronto Scarborough

Life on Earth: Unifying Principles

Human Physiology I

Animal Physiology

Learning and Motivation

Psychological Research Laboratory

Perception and Cognition

The Psychology of Prejudice

The Psychology of Emotion

Developmental Psychobiology

Drugs and the Brain

World Religions II

Personality

PSYC31H3 Chapter Notes - Chapter 6: Neuropsychological Test, Test Data, Psychological Testing

PSYC31H3 Lecture Notes - Lecture 6: Neuropsychological Test, Reduced Affect Display, Alcoholism

PSYC31H3 Chapter 6: Chapter 6: Theory and Practice of Neuropsychological Assessment

PSYC31H3 Final: Ch. 6-8, 14-16, 20 (Include Neuropsy. Tests)

Get access

Related Documents

PSYC31H3 Chapter Notes - Chapter 6: Neuropsychological Test, Test Data, Psychological Testing

PSYC31H3 Lecture Notes - Lecture 6: Neuropsychological Test, Reduced Affect Display, Alcoholism

PSYC31H3 Chapter 6: Chapter 6: Theory and Practice of Neuropsychological Assessment