.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:.910645;font-style:normal;font-weight:400;visibility:visible}.ff2{font-family:ff2;line-height:.891113;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:.881836;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff4;src:url(data:application/font-woff;base64,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) format("woff")}.ff4{font-family:ff4;line-height:.734863;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:-9.1864px}.v2{vertical-align:1.384px}.ls5{letter-spacing:0}.ls3{letter-spacing:.003248px}.ls2{letter-spacing:17.572px}.ls1{letter-spacing:40.072000px}.ls4{letter-spacing:41.019552px}.ls0{letter-spacing:48.080000px}.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}._1{margin-left:-3.64px}._0{margin-left:-1.034800px}._2{width:10.5px}.fc0{color:#000}.fs0{font-size:52px}.y0{bottom:0}.y28{bottom:37.996846px}.y27{bottom:58.493511px}.y26{bottom:76.048136px}.y1{bottom:92.234993px}.y25{bottom:96.544801px}.y24{bottom:117.041466px}.y23{bottom:137.538131px}.y22{bottom:158.034796px}.y21{bottom:178.531461px}.y20{bottom:199.028126px}.y1f{bottom:219.524791px}.y1e{bottom:240.021456px}.y1d{bottom:260.518121px}.y1c{bottom:283.956826px}.y1b{bottom:304.453491px}.y1a{bottom:324.950156px}.y19{bottom:342.504781px}.y18{bottom:363.001446px}.y17{bottom:383.498111px}.y16{bottom:403.994776px}.y15{bottom:424.491442px}.y14{bottom:444.988107px}.y13{bottom:465.041531px}.y12{bottom:485.538196px}.y11{bottom:506.034861px}.y10{bottom:529.916807px}.yf{bottom:547.028191px}.ye{bottom:570.910137px}.yd{bottom:588.021521px}.yc{bottom:611.903467px}.yb{bottom:629.014852px}.ya{bottom:652.896797px}.y9{bottom:673.393462px}.y8{bottom:690.948087px}.y7{bottom:714.386792px}.y6{bottom:731.941417px}.y5{bottom:755.380122px}.y4{bottom:772.934747px}.y3{bottom:793.431412px}.y2{bottom:813.928077px}.h2{height:36.130859px}.h3{height:36.664062px}.h4{height:37.578125px}.h1{height:834.725531px}.h0{height:1014.58492px}.w1{width:608.748646px}.w0{width:783.997438px}.x0{left:0}.x2{left:4.610622px}.x3{left:16.139996px}.x7{left:39.198745px}.x4{left:50.728119px}.x5{left:76.208804px}.x1{left:87.62437px}.x6{left:98.323040px}

KINE 2050 Study Guide - Interlibrary Loan, Motor Control, Descriptive Statistics

Canada

Analysis of Data in Kinesiology I

Kinesiology & Health Science

Kyle Smith

York University

Visualizing Ourselves, Visualizing Others: Media, Representation and Culture

KINE 2049 Chapter Notes - Chapter 1: Motor Learning, Testability, Ibuprofen

KINE 2049 Study Guide - Midterm Guide: Absolute Risk Reduction, Relative Risk Reduction, Inductive Reasoning

KINE 2049- Midterm Exam Guide - Comprehensive Notes for the exam ( 41 pages long!)

KINE 2050 Study Guide - Interlibrary Loan, Motor Control, Descriptive Statistics

Get access

Related Documents

KINE 2049 Chapter Notes - Chapter 1: Motor Learning, Testability, Ibuprofen

KINE 2049 Study Guide - Midterm Guide: Absolute Risk Reduction, Relative Risk Reduction, Inductive Reasoning

KINE 2049- Midterm Exam Guide - Comprehensive Notes for the exam ( 41 pages long!)