.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:.910156;font-style:normal;font-weight:400;visibility:visible}.ff2{font-family:ff2;line-height:.910156;font-style:normal;font-weight:400;visibility:visible}.ff3{font-family:ff3;line-height:.893066;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:.94;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:.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)}.v3{vertical-align:-8px}.v2{vertical-align:-4px}.v1{vertical-align:4px}.ls2{letter-spacing:0}.ls0{letter-spacing:23.2px}.ls1{letter-spacing:32.8192px}.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}._5{margin-left:-6.201782px}._0{margin-left:-5.16344px}._6{margin-left:-3.753618px}._2{margin-left:-2.617578px}._1{margin-left:-1.608400px}._9{width:20.000016px}._a{width:22.617574px}._4{width:24.032016px}._7{width:26.720037px}._8{width:44.000016px}._3{width:52.016160px}.fc0{color:#000}.fs0{font-size:40px}.fs1{font-size:48px}.fs2{font-size:57.6px}.y0{bottom:0}.y3{bottom:6.86254px}.y2{bottom:7.390329px}.y26{bottom:8.431816px}.y25{bottom:23.804314px}.y4{bottom:92.234993px}.y23{bottom:102.483325px}.y22{bottom:126.823115px}.y24{bottom:146.574214px}.y21{bottom:149.881863px}.y20{bottom:172.940611px}.y1f{bottom:195.999359px}.y1e{bottom:219.058108px}.y1d{bottom:242.116856px}.y1c{bottom:265.175604px}.y1b{bottom:286.953311px}.y1a{bottom:310.012059px}.y19{bottom:333.070807px}.y18{bottom:356.129555px}.y17{bottom:379.188303px}.y16{bottom:402.247051px}.y15{bottom:425.305800px}.y14{bottom:448.364548px}.y13{bottom:471.423296px}.y12{bottom:494.482044px}.y11{bottom:514.978709px}.y10{bottom:539.318499px}.yf{bottom:562.377247px}.ye{bottom:585.435995px}.yd{bottom:611.056827px}.yc{bottom:631.553492px}.yb{bottom:654.61224px}.ya{bottom:677.670988px}.y9{bottom:702.010778px}.y8{bottom:722.507443px}.y7{bottom:745.566191px}.y6{bottom:768.624939px}.y5{bottom:814.742435px}.y1{bottom:950.828762px}.h1{height:21.184712px}.h2{height:27.773438px}.h9{height:29.24px}.h4{height:32.507812px}.h5{height:33.328125px}.h6{height:37.328125px}.h7{height:39.99375px}.h8{height:40.794641px}.h3{height:834.370554px}.h0{height:1014.58492px}.w2{width:123.386849px}.w4{width:140.607122px}.w5{width:174.009000px}.w1{width:205.390675px}.w3{width:608.039974px}.w0{width:783.997438px}.x0{left:0}.x2{left:3.546435px}.x4{left:4.828246px}.xa{left:7.646537px}.xb{left:16.613828px}.xd{left:24.288548px}.xe{left:29.412714px}.x5{left:38.844127px}.x6{left:65.746px}.x8{left:73.432249px}.x1{left:88.688557px}.x7{left:96.490997px}.x9{left:198.601155px}.xc{left:339.527256px}.x3{left:571.922288px}

PADP 6960 Study Guide - Midterm Guide: Boynes, Profit Motive, Organizational Commitment

United States

Public Management

Public Administration and Policy

Willoughby

University of Georgia

Introduction to Anthropology

Multicultural Literature in America

Human Geography: People, Places, and Cultures

Public Personnel Administration

Administrative Law

Leadership in Public Service

International and Comparative Administration

Public Financial Administration

Research Methods in Public Administration

Introduction to the Nonprofit Sector: Theory and Practice

Public Administration and Democracy

Policy Implementation

Foundations of Policy Analysis

Data Applications in Public Administration

Introduction to Philosophy

Criminal Justice Administration

Special Topics in Psychology

Criminology

Criminal Punishment and Society

Juvenile Delinquency

Introductory Sociology

Protest and Social Movements

Sociology of Alcohol and Drug Use

Criminal Justice Practice

Development of Sociological Theory

Research Methods in Sociology

PADP 6960 Chapter Notes - Chapter 12: New Public Management, Australian National University, Public Administration

PADP 6960 Chapter Notes - Chapter 12: New Public Management, Australian National University, Public Services International

PADP 6960 Chapter Notes - Chapter 11: David Gergen, Public Administration, Triage

PADP 6960 Study Guide - Midterm Guide: Boynes, Profit Motive, Organizational Commitment

Get access

Related Documents

PADP 6960 Chapter Notes - Chapter 12: New Public Management, Australian National University, Public Administration

PADP 6960 Chapter Notes - Chapter 12: New Public Management, Australian National University, Public Services International

PADP 6960 Chapter Notes - Chapter 11: David Gergen, Public Administration, Triage