diff --git a/plugins/importexport/native/README.md b/plugins/importexport/native/README.md
new file mode 100644
index 00000000000..d0c6d94ffd1
--- /dev/null
+++ b/plugins/importexport/native/README.md
@@ -0,0 +1,11 @@
+# Native Import/Export Plugin
+
+## Documentation
+
+See https://docs.pkp.sfu.ca/admin-guide/en/data-import-and-export#native-xml-plugin
+for documentation.
+
+## Sample XML
+
+Sample XML can be found in https://github.com/pkp/datasets/blob/main/omp/[branch]/mysql/native-export-sample.xml,
+where [branch] indicates the GitHub repository branch name of your OMP version, e.g.: stable-3_3_0 for OMP 3.3.0-x, stable-3_4_0 for OMP 3.4.0-8.
diff --git a/plugins/importexport/native/sample.xml b/plugins/importexport/native/sample.xml
deleted file mode 100644
index 735f478bafe..00000000000
--- a/plugins/importexport/native/sample.xml
+++ /dev/null
@@ -1,221 +0,0 @@
-<?xml version="1.0"?>
-<monographs xmlns="http://pkp.sfu.ca" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://pkp.sfu.ca native.xsd">
-  <monograph xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" date_submitted="2020-10-12" status="1" submission_progress="0" current_publication_id="10" stage="internalReview" work_type="1">
-    <id type="internal" advice="ignore">10</id>
-    <submission_file xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" stage="submission" id="17" xsi:schemaLocation="http://pkp.sfu.ca native.xsd">
-      <revision number="1" genre="Chapter Manuscript" filename="Internet, openness and the future of the.pdf" viewable="true" date_uploaded="2020-10-12" date_modified="2020-10-12" filesize="14572" filetype="application/pdf">
-        <name locale="en">fperini, Internet, openness and the future of the.pdf</name>
-        <embed 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</embed>
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-        <name locale="en">fperini, Imagining the Internet: Open, closed or .pdf</name>
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czP9FOYtupZB06sr+diGoxNz1xmvvoeEZFbnoxIq6ojLW56SvXZMTmpidM8zHHbY7c9KJpXnfcVpOb3oCI61rbxuymmtb0jXXq3IomV2VujhpU9pWbNquqnAq7M1obpVIKCtXKhuKixARte0JCsiE201okEr8YFjlURrlLX5Fb4MhcWlRB/BXhCq6C1pmbNtdkrl1raWpp4iaa9jdx0GRo4prQ0p+KN5c1dbW1T3Nbjlkf3pk4TXp3ORzrLjjm1XIBkYtnpaxqXb2n7t9RP/RTzf41naO6ijUmVBJUFciqoh+mrviMzGi9zm7Lyoy2ppIYfUaMPZUwlVH7JwFApY10kCUVS5aUlpgTpNRsio1PQEWarMwx5lwjQ6lSJTANY0PJpWq8+1yqlSppbba9lLT0GvMHSjdtN/Xf3bh6xGrWaZdcM1sVt9yaoBVSsjeVb13LcaZlDbPFayujFFZn85LyDflJxY2zy6tLkjWq9OTUbD2Jd3C/79Vn5fV23tzYuHHZ9tmxTaLZkpmZYLDFtpBJf4GrfFWUY7bxxgKszMyMXY91xa40Z8WsacuSlMzMlOUbyY1fdFqT9Jl+6ovRsw38BfTFEjLoOqwxGKOqYxxfyOXiygrMvUtuV+xSchqNwqhOUidrHPHJWZpMY2ZylmMpWWIsT1lpHNAMaL1Jfck9KQPOm9Xj2vGkbcmhlJude7R7ku6D+zRfTL7X8QycKntXadNo1A6HMy9PS9RcOolLik+PA2dJOhi1senGLLWYlJxclKeNRwKnw5GpUcdrHHnYJS9ZI2jVeIxOTsKjstoWZzTiDUmZTeNiDHKbXWirTNOXoe0lTRO1K2WflpzWntdyXVq/9o9aXrujWtOs6dTwmh0YNGJcaY7X9SLRiwfQPvd1Okmhs9rJOZNKy75B7Y3aGobQsx0jZy9e6LjQ0TFyUbaxpotnHVIQkGwroXK3usARs8Pwvd0xBYkOzKnBJYLhHDHMfDxVGdRVatxTSAcZcWBwcMRZTWhBpviEuDi8LFATKbealEo0HsJCRXkZ2l4CixIVJCubPtHksCk/33r6x7EqdYaD5NlzEjVJs3uXHLlu+dqKImtljjZ9ZWbN7Lf01iRDQil/jz07Lbt+toT8R26OUROls9uFRGtM9UfDu+6oc+aVmvXXth/gjlkKbNGGaNzR6iJnBYXibrBAPik4AYWRmWMrV5YVUjGvcBSUdRVuF7YrJoWJwiOFM4UqV+FEIQeF5jyTY6Nio7rVca9KtUpFxMIK7UrtJu19wiN5BwtVM4XnHZwogmh9Gk+4UZEzrvoqsVm8UezTDoq3iAfggPiY6oTq+3lRWeq47OgaY3pcnSkt21yTmp5WZ8FuUYLThEFeo7I4idNp4aMsEGWNZlHeaOoyT5iPmHmLeb+ZM/8ut0WJvB7LKSij+bdWlitrC2qlmO5wNJ27GOig4Rw/GC/OBarPVccmVBpYfAApYwECTVtQZ9uz1LkiOARMclR2keQpnCLI+ySN7Uvxg3ECcLsc6XA47LLGjKix8rI5b18Q/GMLOBoXTDTqcy/VTqy598zfvjverBcTkzE6x+bjBpCSHzV7vkBZ1VPYVn99ePD6/oZrPnzxRbKy6RtfXZVssPk//OWDbBt4mbxR569sHvjBD3+Opx+ox530BEZ+PaSRNle9ccJEHjE/ZX6RvKz5XtqbGqXx11qySlNv3mzaRe7U7NG/maKyuErKBUst7gwHLOT7ppeTOZeFrFYb7KBKsKujjAJVuQM9q1kgLoGcommL0CX4hf1CWFAKv492YaMr+kA0F12bXtvIRBxAEXfQE0hjOGdDI17gthyNTl991CKsxhPttyE6MgMCgiUyg6Jrr217FpL5EjxXxfMlvzH8JmVBEQN4O6B6zjF9LCFpRntMFmdPzdLalVmx+ngRV5osErMGsUQVYnE6g0hSeExMUQkiJCkwoQGfOOY/GNkJ8uYYQferbXPFjnKjylu0t8TcYrzZPJo4mqruaO+ADjwJuzSphtjKFAQTnniPRlXSkdoJOqIpnio5m/rlkoQMJeoStc08l4NTt24dO7nz5C39O17ZUL51xYFPuW/1ruSPPLD7yL98NHFo7xO3/n1bTfUD238w+/bB7164s4tG3QbU2xrUm5V86rhaIEZ2zAvm5ZeBjWomQbdZwaXGtQobFBuUraq2lLZUVb9iTDEBE9bjKS+Kp8Qz8K5CU0FWkk2JG1M7bV2JXaljiYHUSePdcftj9yc+TB7ijtiOkefJS6qXkn6jPpv6W/ECSVRya4ybjXste8UJ23mbKlYkz6JjigiWyJkpSINpvsFVZLCSLuuElQOrwSpaW6xdVr91v/WgNWydsZ6ynrGet+qsfWmn9UT/khl9M2068sZUfCXNXEuNlWnFfJT1FUs0aY7ehyZSaIAicEEX+GE/hGEGzoCGVnDwWDD59mSuJZkcSCbJ0wTN6rwSI7tBKSqLlC6lQlmbUXuC+yxIBjaCBhYYuTjScXYkgEfccw5H9blzI+zAdtZYWVxEXZI5ZQdu46hr1OZxMCRWpqAin4qrVBgMlQSFPGWoFDE7aqiUjaSdjLCIy5WXAe72qGeq5ixpJ2cei1s+v8b+xu1feY+Q47u/Wexcnh4bZbNd23vNdQ/u6V5XUUZuePK7RHn6DRKzrymrMMs0Zklf0/3gQx/WFoxTH12Lut7AhyEe0rhaV5KxM7EjqQu64l/nFUliamUCgtmVWmmhJqCtXVOmZs5pYdEsp4xVX59XUJaiTNK0xd1o7kzYknh9sorwGqVKo45WmFYr93B3KndHTxp2pX2dO5z4ZNxr3Jv6twwXuL/wcUa8FqkNuP10qbrUftWEao/medUP9OdV0QJR6T7N8RoampUYmmuXaBq4lZpmSyvXqunmAtyeuD1J98c9pHlIO61+UhPWvsT9mjsTfUEbrz6lIqA6peJE1X7VQVVYJah2CPFQZDZRXuOMlcZO007TAdNpk2AypfxUIBhSTqGFYPbeVBzN3nCtMlYKxVFRN6SQFHusSvWK2pyTUqk3E595p3mfmTdfiI+fUJMi9X41V6Tepz6t5g1qlxqXoA6rz6iV6sdiTALsoX+95J0uY1GMK6YlhocYQ4wYw5+PITGUEw0KM2Y+RDlGAoGmiyPsZI9ne8O5jhGHgVpSgBqTIxBbWdhR2zblM5GOdge9BVLTqqRbNixdCiM0chxXAuG4kXYaS9gHAmhmJ0CFk0XZKqNd+ZU6BDW1s5xKlZTR7WgqRSqlSG1ySSuVtFJJw0quGE2lyZBUmSTGVuoQ2K4DjgWf9jildC5IkM3WSM3Wbs1i50zlW6S3d/eWXfkW0w/vO/S7Pz31pe9f3E0eVRiSepZsuJ1b/koo1HNz/J53CHnzd0T1o8eWtWUudd1Gz4F4hf4rRqRSPEQtK3fllavL6e2hqLylvKvcX76/XJGPOwHDJ7AULleGy0+Vc+Fy0oUVM+V8mtqcm66f5vWu2Izc3PTMNRnq3PSYNba03HQbXi9cBbbi7LyaovTiulSwlZSqkp2cKtNm0+tjtAnmTNV+NQmriR4VfEB9Ui2o6bUtJbc0LTPPktuS25XrzxUmcvfnhnN5yDXkcrlMwXhdyO0qowc3wwfsjiBd3GgO0mmtml4H5u9s8jXAmJjEKwV7Ep+QShTKREXy3CUA7wB4B+4YoUEEBf/x4790zKexYWElu9bJZ/zGBz/XOCiaY6KKV8wuj3OVaoWapm1jUTH0GB/fUKy3zJ3iz73QuKlq++z4ZktSamZmdpa+mWzbMfKp2bQOcxqe01f2ktZDq5LlU3p85E9clfA8pMDrJ0AXec9VE13ZSTo5rjrt/tj7k54zPWeeTnovSXUgjexJxsjbrOuM7tS9n4irMyVmJ/JmU2JSMk9oEp9ykPCmImGapLhSCV/EcUQZXa526qPMJ9Fl/2jiTZ74lFcgapr83uUUo0l0QWFaOI1LA0IEQZEZ3xJHJuIIvT9Lt+cz9P6cengPVYKsA/rg8Rn3cvQiVMXFs/QSbTiHTWcJHrwAgQZt6lYjgQ6M1yS21GSTr8Wlc5dlW/kSFHgFWfP666U51mtjs20TdQVteZ+tCOYn5ArPz/604eI326/NzenuKe3s4QasZu+qLA/7cx336u/f/JK3qFNf9T5eXdgLlK/9Ku2FS6+fZhuURfStO2jk/4tApQwq62w9bJ4nIrD4E62sJKmKl8Am4AxKXAXm0Rw2YF6HUM/fBQ0Ia1l9JUZ8gOXwFvkUd5B/iH9I2Km4Xnmd6iF1UKOVR4+GNuDY2BwYoBBqABQ/1icCz2pX8luA/mVLev8DMk4gnZV41iuGpMo4DwGSJ+MCpJOvyLgCEsnTMq6EDPKvMq6CN8gFGVdDFveKjGvgM9yfZVyr2MTfLONREFD/RMajoU/jknGd8rjmYRmPgRsMW+blttPwlIwT0MeWyzgHqtg6GeehMrZRxgWk+bSMKyA69vMyroTY2AMyroLB2LCMqyHOmCrjGqg1Fsq4ljtsDMh4FFSa0ub/t0mpaZOM6/gtpj0yHgMFib9CTohApR6dFMtwBdVIUhrDlaw+n+EqVl/JcDXDVzNcQ3WU1C7jqKPkzTKOOkoelXHUUfLtMo46Sn5fxlFHKXEyjjpKccg46iilScZRR6l2GUcdpTbKOOoo9VUZRx1lZMs46ijjfhlHHWVEZBx1lHuM4Vq6rjw9w6PoWvJSGB7N6iUeYhhewXADXUteLcPjEDfmXcfweEbTw3ATG8fHcDOr38nwJNZ3L8NTGI3EWxqj+QbDLQx/kuGZjP55hucx/CTD8xn+S4qrJf5/x3Bprr9SPJrVO3iGs7U42Br11H7AkQKtMI7HUQ/0gRt6MBfhGwitMMDwJvDBMEJIphKhFksBxGnqxnovoxCxZhD7FyBWx+rd/5cjFc5zJsIGbBmE0XmaIHtjOizPVwyV+BRBvoyVsNoa7DGI+Xrs0488hFiv9TheECEAY5j24hxeGGJ1IqzDfBuj8WGdG8en1P047yCWAh9bwbL/ord4Wf9lsInNHJxfKeV0KaYie//sxfUEsCWI0Iez5P4X4/+j0S71kvpc6tGCkmzC9k8e95tMa1Qnvdg2xHjfinWUq/+5PkWspdLw4qwhxjmVv4hlShOSR92IHIrIJ+1P/2cTna8J02acu4/plXJI+3lw1CDjfUAereAKPEk25MN5KU9+pB3/h1QeZruUbhvjqn9+Xq/sGfnMFkOMh0GsGZflEGCroqM6sWYTow+xehHWMvlRSQ6zNVEbLWVaGmC9JLnMSdkN3WxkcZ67S35J+Qgw6YlsLbTVfZkc50afK89pa6HGJT2uZfz2yjoaZpIM4phuNm6AraRPXsM2xmsPpnTcEKtxs7F62ZjUw4YZH1RD1DcpzYBME0QP6Ga6GkFMksMgk103lnqY3XkYX8Ny3rfAIrYxHgZxbDrWEPOPkDxqD5NMEJ8+5mXiAp32MMm4F8QMibc5iUha62dycrO+vYt0H2RzS5YlMv30MmyUSc3D5PLJtpAtS8jLxuhZ4BHdjPqT7UTygI/rb6GEJRkNy5wOz9fRKDLKop4oRyIP3My8bphpa4yN6ZX9UJKRVOdnfeekKlnRGIu+Y/M+QWUdkOcOzGto67zNXe5fkhz+OR+TVreCWY5k1755/iW7lOQwLMfzxRKXbK6XaV+y7lEmYWmkUbZ2ac4WNhYdMYT17gVxpYVF62EmE8mfvYusWYqR44yzQdYjyFY6KFvdANOjW543IMc7urog0/zoIv+h3FKPm+ORWoPIrFLSB113D4t1g/MaHpTjaDfCIONuXF7xKIu10kjbWMsAG82HjxQze2TdDGEfSdabka6XzTAuy2hhPOlmfbfKvEoSohLoR7iF0VBLWRgrqK1Le0BIbvEtiqG9zL5GF2lxbmQ3i+m+BaP1Mvn5mU7GF1H2MgkFmGzn9FrA9vkQ0i/D80MhyoA+BSxqLLTIAjnqFDL6IRy9ENMQiwSUL1oKQicbW/I6KT4G5vfIgvme/7szbmOamIuJl2ZZh17Sil7fgFCLZxuKN2Mt9Z4GFj1ofT3WbMCUnn5W4o5ez/53HK1tBR1oGVzadz6+w8zVDyyIBX5ZyuPzkfmf22Uv6cora1myrbnoN87sdW7OHvZ/fC+dChZG2Tl+JH8aWrCHuZk3SJY1LI/uZlx42J4qWRi183Z5NuqdY3L872bR2yvvXNI8/0gyc2eybfKOS33JuyAGLozykif1ydZyJXn55HVRiXkWRdI5n/34fL1yJAkwzx+djxjdsmYW7p1XjsCLJSXtJR+3io/P7JV9VETJudk5/NIpxc32CQ+LS1eem0p/o7xHSnvK+Md0Ielp8ZlQioRuxpGfSdYrR5F/RueibItzcbx/wbw0dvQySUv7sbT7BxbcE5zz1IEFdnvpXPLJkhpkUcN7WUy/NN7cfhlk9nfpVDAX8y5R+pBWOkGPMonT8Qfm1yPxtdC6h+QoKclf8iq/bB+XouliG/qkFV2yj9Vs7R/X3NxeKJ3sggtWI+00PUyrw5fpIHCZvC+NTNfnY2e5XnkvoecO6YYyFwf+Ge3PjSf5pEfeTxfvi3PjfVyPkrSkFYTkvfxKfjynMfdlsu77b3F7Scofn6FHPr91y6WFHHnknTCEe8/cCPT+RP8/Mb2p5OBtkH5bIBfxCrwZLMXaIqwpwof+1WQjNMqURdhajC1lMl6Bd4gK1msJlOONggId/b+31/3Pd8a5tsLLpDe/H7aO+z197h6P+A2xdcAjNvmGfSGsEmt9Ab8v4A55fcOif7CnQKxzh9z/BVEhHUzc4BscpTVBcfUw9iuurCzKx6SkQKwZHBTXe/sHQkFxvSfoCYx5elu9Q56guM6zTVzvG3IPr/f0jw66A3MTLLusWZTbl23yBIJ00pKCpSViTpO3J+AL+vpCuZfRLyRjTdjCGlo2NLVeRvuo2Bpw93qG3IGtoq/vE9cpBjz93mDIE/D0it5hMYSkGzeILe6QmCW2NonNfX0Fonu4V/QMBj3bBpCsYH4klJCvP+D2D4wvrPKIdQH3Nu9wP+3rRWXkixtC7uFBzzjyEPAGfcNOcZO3J+QLiGvdgV7PcAjFWlrSOuANIi+UZXf3oEcMzemyzxsIhkS33+9xyzxScprTZUkLxzWu9Q334oqGPduCfrffE3CKfTjDtgFvz4DoDYnb3EGx1xP09g97egtEcXVIHMCa4Gh30DMyijwMjovdnh7fkEf0DXvoeFQQ23yBwd6gOORDBoKjPT2eYLBvdJCxJvYEPEyGQRyNMoJL6/cOuwfFXmn1QXEbCkscQjWIo8O9nsDlUshGhrwBTw9TRPf45TJBBcyvT2IYORrGQYcpFvCN9g+gXkTPzSHPcNA75sFFeqhWEfMHfJRVFNGYb3CMaqJvNIC9A3RBW6nk5vSFPFxBYzjdCncQZe2j46MskYdhtHOZcZRcr9iD4h7tCSHRaJD2bPEE/J7QqJvZSsugezjkRT17JTGjRY6LvsFeMRgaR9X2DLgDbuyLo4W8PUGxe1TSj7vX7acjhnxiP12H5+Yez+AgXfAg2mi3d9AbGseJR/2DSLTNGxoQ+30+tEzkxTc0jlxv9vZ6UJGjQclOun2+rUHG0JC7332Ld9gTlKwi4EEPCGHBJ1lor69nVFoiJXYPBn2MrNcb9A+6x6XK3jFPIOSlay0YCIX8ywoLt23bVjAkC7IATadwIDQ0WDgUot/2LBwKdoao6tAeA9QjC2jjP9lxm2eQWiLrsq65dXXD6tqa1tXN68TmBnHt6tr6dRvqxZqV6+vrm+rXteq0Oi3znXmHofgAswJUHUoMjfkKLstW5cUlo7So+Y37RmnPHt8YCwWSydJxUE9DzMPc4iAKaxjJ3f0Bj4cKrEBsx24DblSWrzvkRgmj9hYxQyPZNnRc0eNlFiiZPCqpD8VyiS+UdsjX75GMlGp2vh8qIRTwoong0Mim7J0LDFhmCr1kXhTznRF3i2PuwVEWUtzBoCe0sHeBuBE9Ej1lfG4VuCY5EqIRusWg39PjRRP5+MpFlCK18X7W193b66V+jO4fYHuCk1YHmGxZLLmMqUHvkFe2dEZH/TIYkmIytTxW6duGAXq0e9AbHKDz4FiSuIfQJJF/VJV/XJTMVJbQ4omYPFb3XVoc9UIMdkE2DTpNjycwLK8gIPPNiIMDvlF01oBnzIsbCrWBjy+f0qEmPeinsi9Suvk1Ils4QQi9/JKO6cLcMtd9Vx6WsTzfoQfjW7dnbiCcxx1aRgk2bqjBTSVnaVlFrlhRvDS/qKyoSKPZ2IiVRcXFZWWYVpRWiBVLyivLK3Xaf+B1n+iMtFQos8f8EC/LPnbNpNcCekkcJzo8etyER5DfsIPLXNvcH/96pT/c8V/ij/Lf5p9DOME/zT9+9cXK1RcrV1+sXH2xAldfrFx9sXL1xcrVFytXX6xcfbFy9cXK1RcrV1+sXH2xcvXFytUXK/9PvlhZ9NePS7ib0V+p7Z3L+ngW/V1EOnlfecxBZuELykK6UCw0CiuFazCtXDQDjcH/aJR1zGdo7JFWP0DC5EEemF/UIFWA7XmUp388wpXx+f9vDhEr9MIVPiciM/w7x+rrS1zTmDsKWD6Vk1vCGqaSU0u+zb/DPY77hAUrTk+ZU1jL21MrVsjIkqUSciwvv+R0jZZ/G/6IwPFv86fRzlivYzkFJedrdFhB+FtBTwhY4CD/SwgjcODi3zqWmVVy4Dn+FWz/If8yckq7vTyliy3BAV/ivwVGsPBP8U/KLU8ei4ktgZogfxcQmMH0FMIZhPMIAvj4R2Anwj6EIwgC6DG1IBQiNNMa/jB/GPk8RP8rO6aFCD6EfQgCtPKPYf1WmvKP8jdBBva9k78HTJjv5T/P8ocwT8b8a1ifjvmDWKb5Abn8Zcxp+5fk+vuxbMb8Pjn/ItanYH4v+4FAC/8FuTzGj7J+ITk/yAen0i2GmnRsFxGKEHjE7kHsHhTdPVTBmBL+dn6QzXQU8xLMh6QcxbVjympjOtpxLCGp5CCKdAeKfgdKbgdKbgf9Lie/fY5mu0STz29Hmu1Isx1ptqNUivggzhekX2XA1IAgIvAo9yDKndaHMZ1BOMXqP43pfoSDtMRvQznmIld7+JumcixoZP3HKl0l1c/wfShqF993LCmtZN+lkkZLDRHzGDnXU1oPa/Uc00TTWs+x5DQpR6qtNTF8D/wLAgfxmGYilCHUIQh8z1RmoeVpfh0MqcEVY9nJ7eR3CjsVQlEdMT7Hl0CLGtAkjXw+VCFBrqWzilR0afyaCQ1v0IiaIo1L06JR+Pid/D6et/CFfDXfzHfyCvpNL9WyUvrtpZXKZaX7ow5GhaNmok5FKcLKGeUp5RnleaVC+gJki7JL6VdOKPcrDyo1+5X7VVxXlD9qIoo3RIlRRVGuqJYohUVFDtbs4rvpVxkwNSD4EfYjCCjjTqwX+RsROlEbnSiKG+l3VTAFLBkQTiF+BnMFlvRIp0c6PdbqsVbPfldFz1paELoQ/HKrcr5lrg+lP09bELKxNQZr6ZcHzmB6nmIIa7Ckw5IOSzqkOsV9hBwaMBURWhB4VncGAa0G07m2Irm9C0HJ2s8zmrk2F+3LfeRyZ8/kknAuOZhL9ucSV1V1TYkrAxOj0dhp67R35nQeEnw2n92X4zskNNua7c05zYeEalu1vTqn+pBQaCu0F+YUHhIsNovdkmM5JOxbe2Ttc2tPrhU61/rW7lzLV9DvZU45ikpYnmGn+ZNTScklFfqaa7gjuJxOTA8gnEbgQY+pBaEQoRrBh6DgjrDaJ7D2Cax9ApoROhEU2OsJGmIwtchttP4Aa6MYbecWtfO4+MenlpU216zFsNuJcACBx7Efx/bHGbWEHWH1YUzPsPpmmf4gq6dUFoS5fjQIbmHhbgu64RaoRuhE8CMo4CS/GU4j4OiYWhD8CEcQBH4LPpv5zdwT+DzOPc47XbpikwXMZtw+jLFqQ42Bi0Zb0JFHWXofS/ewtJqlma6YNboP1ui+s0b3mTW6bES4HNzYdOQellpdUTW64zW65hpdbo0OR0sAK+g4E0uVNCW/Y+k6ljpd8Vbd3626v1h1f7LqvmrVjVh111hpv1T0YR0Xz9IompJ7WbqGpVmuKIvu+xbdZouuwqKr0ZEHCM4OK1iaztIUmpI/H9fX6UHzDPkz1OFIZKoq1zLNActIZKqqBrPZqaqVmF2cqnoAs/+Yqvq85Vnyd8K2NvLBVOZZS42JXCCrBVr+i5z/iayGw5ifx7wf84ehitgxf2iq6jZK/3Xs/yUsfw0y1JT+QWhh/Q6Q1az+q3K/r0w5u3HWL085x3HWL4GTzfrFKedZrP38lHMPZp+bcg5itm/KThm8aaoqz1ITS/ohk6O0PWDnKCdr5RlX4ciDmK+UOtdPOWmvOjrBNKmdshVjlk25fJbYoIVNZ5mysUWmgY0NkQo2xnQK2FkeQ/SMeR1ksFw9ZbsNR1Eet5+1/LXqGbpweJ/opx6w/OpZXN8mLP4fsnrqsOXVE1RcU5aTzmlif8ryE9szlhczp8mmKcuMc1qNDc85pznypOUoCjmMtBx5ynLE2W95wsZaD9mwFVV9oCrf8mXbFsv9dixPWW5zPkvZgCFc8SZsbndea1lbddjSYJ8m2OyqwslcWssyW8BSidVLp8nqY4ctxZnTlJUiHOPwU5Y8nDHLxljZWPE0Vw4qMupyqkKqbtUm1XWq5apSVb5KVKWpUlXxaqPaoI5RR6u1arVaqRbUnBrU8dORMy4H+wao0sB+ElWgqcBwA8d+TEn6KiFH1Bz6TjiOb+QaN6wgYWMjNLauCFc4GqdVkfXhpY7GsLrl+rajhNzdjqUwd8c0gdY2NFBatSuF/hjeCSCkcNddKTTfvuuu9nbSGJ7pgcZuMfzBBlyH9rotYYVtRSKYx6oTq43XxlY21F0h6ZLTBd9aTlz4FWZHYlr43sYNbeHH0trDJRSJpLU3hlfSn9E7wY1wvvq6E5yfZu1tJ8gt3Ej9elpPbqlrnyeDDM6PZFBFM0p2DDIoGWSQY4xsLSNDM82orzuakSERvUBWUyI0nxcYUb80ViZOgWO10AzJuHTIZGNlcumUDO1BGky/cLBoIHo2mD4a2GCplOio3Y4kTjslOVphR4Kj9grWfPhSs80usdMOdjaPnbSzeQi5RJMj0aAVyDScGmkc/5sfz4r/BjE55v5Fbw/9McMuW70HoSu8d2wgMTzRLYpHe38h/8phVld3zwDN3Z7wL2yeunCvrU486u65QnMPbXbb6o5CT31r29Eel6duyu1y19vcde3HHt5Z27horj3zc9XuvMJgO+lgtXSuhxuv0NxImx+mczXSuRrpXA+7HmZzNa5fQRpb2o6qYUV77Q1SfoyL0qI/dKVY21eYDf5rmXMstybemvK0ALhtRTnaw9G2FWEdAm3Kr8mvoU3onbQphv5cpdyUeOtya8rT5FG5yYDVsbYV4IDEem/d/L9gMBiiMDrqwDQ0msjqQui01g2N4Qb643pV4ar6sKurrp39ssmo/KltcxmeqzpZxfmqdlbtqzpQdaRKMTrajtXG5zJOZnCdGb6MnRn7Mg5kHMlQ0oYb2p5yVR3I+GMGP4rWREL4qa9jc45ijv9oMTQapB/ACYII0nSOUUdtW00G9OCpl+AJPR/iEGwIpQgbEBTwXUx/ivArhL8gCHA7pp9H+DrCMVrD5/P59YneOjpju4MGnUS+5FhRecnSaczdfVK+YYuU16+T8qqakkTMp6pLtTV6PIATeBrTHyK8hfBbhP9AUPAlfAkbfFSy2vYgBB0E2ae/oRCiSdARYr+oQKi4Q0GHAyhQA0cN0F+NIYvtHkhwFFAUqBDMkIjVBmm3UZrPff4TTwO6CgplbmRzdHJlYW0KZW5kb2JqCgo2IDAgb2JqCjEyMzI1CmVuZG9iagoKNyAwIG9iago8PC9UeXBlL0ZvbnREZXNjcmlwdG9yL0ZvbnROYW1lL0JBQUFBQStUaW1lc05ld1JvbWFuUFNNVAovRmxhZ3MgNAovRm9udEJCb3hbLTU2OCAtMzA2IDIwMjcgMTAwNl0vSXRhbGljQW5nbGUgMAovQXNjZW50IDg5MQovRGVzY2VudCAtMjE2Ci9DYXBIZWlnaHQgMTAwNgovU3RlbVYgODAKL0ZvbnRGaWxlMiA1IDAgUj4+CmVuZG9iagoKOCAwIG9iago8PC9MZW5ndGggMjc0L0ZpbHRlci9GbGF0ZURlY29kZT4+CnN0cmVhbQp4nF2Rz27DIAzG7zwFx+5QhaRpu0pRpK5dpBz2R8v2AAScDGkBRMghbz8w3SbtAPoZ+7M+m+zSXlutfPbqjOjA00Fp6WA2ixNAexiVJnlBpRL+FuEtJm5JFrTdOnuYWj2YqiLZW8jN3q10c5amhzuSvTgJTumRbj4uXYi7xdovmEB7ykhdUwlD6PPE7TOfIEPVtpUhrfy6DZK/gvfVAi0wzpMVYSTMlgtwXI9AKsZqWjVNTUDLf7n8JukH8cldKM1DKWNlWQcukI/7yDvkwzVymd5PkffIBYt8SDWoPSZuIt8n3kU+Jcae58SPkR9SzxJN3txEu3GfP2ugYnEurACXjrPHqZWG33+xxkYVnm9Et4T/CmVuZHN0cmVhbQplbmRvYmoKCjkgMCBvYmoKPDwvVHlwZS9Gb250L1N1YnR5cGUvVHJ1ZVR5cGUvQmFzZUZvbnQvQkFBQUFBK1RpbWVzTmV3Um9tYW5QU01UCi9GaXJzdENoYXIgMAovTGFzdENoYXIgMTEKL1dpZHRoc1s3NzcgNzIyIDUwMCA3NzcgNTAwIDI1MCA1MDAgNTAwIDQ0MyA0NDMgNTAwIDI3NyBdCi9Gb250RGVzY3JpcHRvciA3IDAgUgovVG9Vbmljb2RlIDggMCBSCj4+CmVuZG9iagoKMTAgMCBvYmoKPDwvRjEgOSAwIFIKPj4KZW5kb2JqCgoxMSAwIG9iago8PC9Gb250IDEwIDAgUgovUHJvY1NldFsvUERGL1RleHRdCj4+CmVuZG9iagoKMSAwIG9iago8PC9UeXBlL1BhZ2UvUGFyZW50IDQgMCBSL1Jlc291cmNlcyAxMSAwIFIvTWVkaWFCb3hbMCAwIDYxMiA3OTJdL0dyb3VwPDwvUy9UcmFuc3BhcmVuY3kvQ1MvRGV2aWNlUkdCL0kgdHJ1ZT4+L0NvbnRlbnRzIDIgMCBSPj4KZW5kb2JqCgo0IDAgb2JqCjw8L1R5cGUvUGFnZXMKL1Jlc291cmNlcyAxMSAwIFIKL01lZGlhQm94WyAwIDAgNjEyIDc5MiBdCi9LaWRzWyAxIDAgUiBdCi9Db3VudCAxPj4KZW5kb2JqCgoxMiAwIG9iago8PC9UeXBlL0NhdGFsb2cvUGFnZXMgNCAwIFIKL09wZW5BY3Rpb25bMSAwIFIgL1hZWiBudWxsIG51bGwgMF0KL0xhbmcoZW4tQ0EpCj4+CmVuZG9iagoKMTMgMCBvYmoKPDwvQXV0aG9yPEZFRkYwMDQxMDA2QzAwNjUwMDYzMDAyMDAwNTMwMDZEMDA2NTAwNjMwMDY4MDA2NTAwNzI+Ci9DcmVhdG9yPEZFRkYwMDU3MDA3MjAwNjkwMDc0MDA2NTAwNzI+Ci9Qcm9kdWNlcjxGRUZGMDA0RjAwNzAwMDY1MDA2RTAwNEYwMDY2MDA2NjAwNjkwMDYzMDA2NTAwMkUwMDZGMDA3MjAwNjcwMDIwMDAzMzAwMkUwMDMyPgovQ3JlYXRpb25EYXRlKEQ6MjAxMzA1MDYxNDE5MzAtMDcnMDAnKT4+CmVuZG9iagoKeHJlZgowIDE0CjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAxMzUwMCAwMDAwMCBuIAowMDAwMDAwMDE5IDAwMDAwIG4gCjAwMDAwMDAyMTQgMDAwMDAgbiAKMDAwMDAxMzY0MyAwMDAwMCBuIAowMDAwMDAwMjM0IDAwMDAwIG4gCjAwMDAwMTI2NDQgMDAwMDAgbiAKMDAwMDAxMjY2NiAwMDAwMCBuIAowMDAwMDEyODY0IDAwMDAwIG4gCjAwMDAwMTMyMDcgMDAwMDAgbiAKMDAwMDAxMzQxMyAwMDAwMCBuIAowMDAwMDEzNDQ1IDAwMDAwIG4gCjAwMDAwMTM3NDIgMDAwMDAgbiAKMDAwMDAxMzgzOSAwMDAwMCBuIAp0cmFpbGVyCjw8L1NpemUgMTQvUm9vdCAxMiAwIFIKL0luZm8gMTMgMCBSCi9JRCBbIDxGNkZGQTZEMDFCMzIxMDI1NEFBMzcwNDZFQkZGOEM4RT4KPEY2RkZBNkQwMUIzMjEwMjU0QUEzNzA0NkVCRkY4QzhFPiBdCi9Eb2NDaGVja3N1bSAvMUZCNkQ2NzcyNEFDMEYyNzM2QzVFRTA5Q0ZBMkRBNDcKPj4Kc3RhcnR4cmVmCjE0MDg4CiUlRU9GCg==</embed>
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-        <name locale="en">fperini, The internet in LAC will remain free, pu.pdf</name>
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</embed>
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</embed>
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-        <name locale="en">fperini, Risks and challenges for freedom of expr.pdf</name>
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</embed>
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-      <id type="internal" advice="ignore">10</id>
-      <title locale="en">Enabling Openness: The future of the information society in Latin America and the Caribbean</title>
-      <abstract locale="en">&lt;p&gt;In recent years, the Internet and other network technologies have emerged as a central issue for development in Latin America and the Caribbean. They have shown their potential to increase productivity and economic competitiveness, to create new ways to deliver education and health services, and to be driving forces for the modernization of the provision of public services.&lt;/p&gt;</abstract>
-      <keywords locale="en">
-        <keyword>Information</keyword>
-        <keyword>society</keyword>
-        <keyword>ICT</keyword>
-      </keywords>
-      <authors xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://pkp.sfu.ca native.xsd">
-        <author include_in_browse="true" user_group_ref="Volume editor" seq="0" id="24">
-          <givenname locale="en">Fernando</givenname>
-          <familyname locale="en">Perini</familyname>
-          <affiliation locale="en">University of Sussex</affiliation>
-          <country>CA</country>
-          <email>fperini@mailinator.com</email>
-        </author>
-        <author include_in_browse="true" user_group_ref="Author" seq="0" id="25">
-          <givenname locale="en">Robin</givenname>
-          <familyname locale="en">Mansell</familyname>
-          <country>GB</country>
-          <email>rmansell@mailinator.com</email>
-        </author>
-        <author include_in_browse="true" user_group_ref="Author" seq="0" id="26">
-          <givenname locale="en">Hernan</givenname>
-          <familyname locale="en">Galperin</familyname>
-          <country>AR</country>
-          <email>hgalperin@mailinator.com</email>
-        </author>
-        <author include_in_browse="true" user_group_ref="Author" seq="0" id="27">
-          <givenname locale="en">Pablo</givenname>
-          <familyname locale="en">Bello</familyname>
-          <country>CL</country>
-          <email>pbello@mailinator.com</email>
-        </author>
-        <author include_in_browse="true" user_group_ref="Author" seq="0" id="28">
-          <givenname locale="en">Eleonora</givenname>
-          <familyname locale="en">Rabinovich</familyname>
-          <country>AR</country>
-          <email>erabinovich@mailinator.com</email>
-        </author>
-      </authors>
-      <chapters xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://pkp.sfu.ca native.xsd">
-        <chapter seq="1" id="25">
-          <title locale="en">Internet, openness and the future of the information society in LAC</title>
-          <pages/>
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-        </chapter>
-        <chapter seq="2" id="26">
-          <title locale="en">Imagining the Internet: Open, closed or in between?</title>
-          <pages/>
-          <chapterAuthor author_id="25" seq="0"/>
-          <submission_file_ref id="18" revision="1"/>
-        </chapter>
-        <chapter seq="3" id="27">
-          <title locale="en">The internet in LAC will remain free, public and open over the next 10 years</title>
-          <pages/>
-          <chapterAuthor author_id="26" seq="0"/>
-          <submission_file_ref id="19" revision="1"/>
-        </chapter>
-        <chapter seq="4" id="28">
-          <title locale="en">Free Internet?</title>
-          <pages/>
-          <chapterAuthor author_id="27" seq="0"/>
-          <submission_file_ref id="20" revision="1"/>
-        </chapter>
-        <chapter seq="5" id="29">
-          <title locale="en">Risks and challenges for freedom of expression on the internet</title>
-          <pages/>
-          <chapterAuthor author_id="28" seq="0"/>
-          <submission_file_ref id="21" revision="1"/>
-        </chapter>
-      </chapters>
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</embed>
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</embed>
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czP9FOYtupZB06sr+diGoxNz1xmvvoeEZFbnoxIq6ojLW56SvXZMTmpidM8zHHbY7c9KJpXnfcVpOb3oCI61rbxuymmtb0jXXq3IomV2VujhpU9pWbNquqnAq7M1obpVIKCtXKhuKixARte0JCsiE201okEr8YFjlURrlLX5Fb4MhcWlRB/BXhCq6C1pmbNtdkrl1raWpp4iaa9jdx0GRo4prQ0p+KN5c1dbW1T3Nbjlkf3pk4TXp3ORzrLjjm1XIBkYtnpaxqXb2n7t9RP/RTzf41naO6ijUmVBJUFciqoh+mrviMzGi9zm7Lyoy2ppIYfUaMPZUwlVH7JwFApY10kCUVS5aUlpgTpNRsio1PQEWarMwx5lwjQ6lSJTANY0PJpWq8+1yqlSppbba9lLT0GvMHSjdtN/Xf3bh6xGrWaZdcM1sVt9yaoBVSsjeVb13LcaZlDbPFayujFFZn85LyDflJxY2zy6tLkjWq9OTUbD2Jd3C/79Vn5fV23tzYuHHZ9tmxTaLZkpmZYLDFtpBJf4GrfFWUY7bxxgKszMyMXY91xa40Z8WsacuSlMzMlOUbyY1fdFqT9Jl+6ovRsw38BfTFEjLoOqwxGKOqYxxfyOXiygrMvUtuV+xSchqNwqhOUidrHPHJWZpMY2ZylmMpWWIsT1lpHNAMaL1Jfck9KQPOm9Xj2vGkbcmhlJude7R7ku6D+zRfTL7X8QycKntXadNo1A6HMy9PS9RcOolLik+PA2dJOhi1senGLLWYlJxclKeNRwKnw5GpUcdrHHnYJS9ZI2jVeIxOTsKjstoWZzTiDUmZTeNiDHKbXWirTNOXoe0lTRO1K2WflpzWntdyXVq/9o9aXrujWtOs6dTwmh0YNGJcaY7X9SLRiwfQPvd1Okmhs9rJOZNKy75B7Y3aGobQsx0jZy9e6LjQ0TFyUbaxpotnHVIQkGwroXK3usARs8Pwvd0xBYkOzKnBJYLhHDHMfDxVGdRVatxTSAcZcWBwcMRZTWhBpviEuDi8LFATKbealEo0HsJCRXkZ2l4CixIVJCubPtHksCk/33r6x7EqdYaD5NlzEjVJs3uXHLlu+dqKImtljjZ9ZWbN7Lf01iRDQil/jz07Lbt+toT8R26OUROls9uFRGtM9UfDu+6oc+aVmvXXth/gjlkKbNGGaNzR6iJnBYXibrBAPik4AYWRmWMrV5YVUjGvcBSUdRVuF7YrJoWJwiOFM4UqV+FEIQeF5jyTY6Nio7rVca9KtUpFxMIK7UrtJu19wiN5BwtVM4XnHZwogmh9Gk+4UZEzrvoqsVm8UezTDoq3iAfggPiY6oTq+3lRWeq47OgaY3pcnSkt21yTmp5WZ8FuUYLThEFeo7I4idNp4aMsEGWNZlHeaOoyT5iPmHmLeb+ZM/8ut0WJvB7LKSij+bdWlitrC2qlmO5wNJ27GOig4Rw/GC/OBarPVccmVBpYfAApYwECTVtQZ9uz1LkiOARMclR2keQpnCLI+ySN7Uvxg3ECcLsc6XA47LLGjKix8rI5b18Q/GMLOBoXTDTqcy/VTqy598zfvjverBcTkzE6x+bjBpCSHzV7vkBZ1VPYVn99ePD6/oZrPnzxRbKy6RtfXZVssPk//OWDbBt4mbxR569sHvjBD3+Opx+ox530BEZ+PaSRNle9ccJEHjE/ZX6RvKz5XtqbGqXx11qySlNv3mzaRe7U7NG/maKyuErKBUst7gwHLOT7ppeTOZeFrFYb7KBKsKujjAJVuQM9q1kgLoGcommL0CX4hf1CWFAKv492YaMr+kA0F12bXtvIRBxAEXfQE0hjOGdDI17gthyNTl991CKsxhPttyE6MgMCgiUyg6Jrr217FpL5EjxXxfMlvzH8JmVBEQN4O6B6zjF9LCFpRntMFmdPzdLalVmx+ngRV5osErMGsUQVYnE6g0hSeExMUQkiJCkwoQGfOOY/GNkJ8uYYQferbXPFjnKjylu0t8TcYrzZPJo4mqruaO+ADjwJuzSphtjKFAQTnniPRlXSkdoJOqIpnio5m/rlkoQMJeoStc08l4NTt24dO7nz5C39O17ZUL51xYFPuW/1ruSPPLD7yL98NHFo7xO3/n1bTfUD238w+/bB7164s4tG3QbU2xrUm5V86rhaIEZ2zAvm5ZeBjWomQbdZwaXGtQobFBuUraq2lLZUVb9iTDEBE9bjKS+Kp8Qz8K5CU0FWkk2JG1M7bV2JXaljiYHUSePdcftj9yc+TB7ijtiOkefJS6qXkn6jPpv6W/ECSVRya4ybjXste8UJ23mbKlYkz6JjigiWyJkpSINpvsFVZLCSLuuElQOrwSpaW6xdVr91v/WgNWydsZ6ynrGet+qsfWmn9UT/khl9M2068sZUfCXNXEuNlWnFfJT1FUs0aY7ehyZSaIAicEEX+GE/hGEGzoCGVnDwWDD59mSuJZkcSCbJ0wTN6rwSI7tBKSqLlC6lQlmbUXuC+yxIBjaCBhYYuTjScXYkgEfccw5H9blzI+zAdtZYWVxEXZI5ZQdu46hr1OZxMCRWpqAin4qrVBgMlQSFPGWoFDE7aqiUjaSdjLCIy5WXAe72qGeq5ixpJ2cei1s+v8b+xu1feY+Q47u/Wexcnh4bZbNd23vNdQ/u6V5XUUZuePK7RHn6DRKzrymrMMs0Zklf0/3gQx/WFoxTH12Lut7AhyEe0rhaV5KxM7EjqQu64l/nFUliamUCgtmVWmmhJqCtXVOmZs5pYdEsp4xVX59XUJaiTNK0xd1o7kzYknh9sorwGqVKo45WmFYr93B3KndHTxp2pX2dO5z4ZNxr3Jv6twwXuL/wcUa8FqkNuP10qbrUftWEao/medUP9OdV0QJR6T7N8RoampUYmmuXaBq4lZpmSyvXqunmAtyeuD1J98c9pHlIO61+UhPWvsT9mjsTfUEbrz6lIqA6peJE1X7VQVVYJah2CPFQZDZRXuOMlcZO007TAdNpk2AypfxUIBhSTqGFYPbeVBzN3nCtMlYKxVFRN6SQFHusSvWK2pyTUqk3E595p3mfmTdfiI+fUJMi9X41V6Tepz6t5g1qlxqXoA6rz6iV6sdiTALsoX+95J0uY1GMK6YlhocYQ4wYw5+PITGUEw0KM2Y+RDlGAoGmiyPsZI9ne8O5jhGHgVpSgBqTIxBbWdhR2zblM5GOdge9BVLTqqRbNixdCiM0chxXAuG4kXYaS9gHAmhmJ0CFk0XZKqNd+ZU6BDW1s5xKlZTR7WgqRSqlSG1ySSuVtFJJw0quGE2lyZBUmSTGVuoQ2K4DjgWf9jildC5IkM3WSM3Wbs1i50zlW6S3d/eWXfkW0w/vO/S7Pz31pe9f3E0eVRiSepZsuJ1b/koo1HNz/J53CHnzd0T1o8eWtWUudd1Gz4F4hf4rRqRSPEQtK3fllavL6e2hqLylvKvcX76/XJGPOwHDJ7AULleGy0+Vc+Fy0oUVM+V8mtqcm66f5vWu2Izc3PTMNRnq3PSYNba03HQbXi9cBbbi7LyaovTiulSwlZSqkp2cKtNm0+tjtAnmTNV+NQmriR4VfEB9Ui2o6bUtJbc0LTPPktuS25XrzxUmcvfnhnN5yDXkcrlMwXhdyO0qowc3wwfsjiBd3GgO0mmtml4H5u9s8jXAmJjEKwV7Ep+QShTKREXy3CUA7wB4B+4YoUEEBf/x4790zKexYWElu9bJZ/zGBz/XOCiaY6KKV8wuj3OVaoWapm1jUTH0GB/fUKy3zJ3iz73QuKlq++z4ZktSamZmdpa+mWzbMfKp2bQOcxqe01f2ktZDq5LlU3p85E9clfA8pMDrJ0AXec9VE13ZSTo5rjrt/tj7k54zPWeeTnovSXUgjexJxsjbrOuM7tS9n4irMyVmJ/JmU2JSMk9oEp9ykPCmImGapLhSCV/EcUQZXa526qPMJ9Fl/2jiTZ74lFcgapr83uUUo0l0QWFaOI1LA0IEQZEZ3xJHJuIIvT9Lt+cz9P6cengPVYKsA/rg8Rn3cvQiVMXFs/QSbTiHTWcJHrwAgQZt6lYjgQ6M1yS21GSTr8Wlc5dlW/kSFHgFWfP666U51mtjs20TdQVteZ+tCOYn5ArPz/604eI326/NzenuKe3s4QasZu+qLA/7cx336u/f/JK3qFNf9T5eXdgLlK/9Ku2FS6+fZhuURfStO2jk/4tApQwq62w9bJ4nIrD4E62sJKmKl8Am4AxKXAXm0Rw2YF6HUM/fBQ0Ia1l9JUZ8gOXwFvkUd5B/iH9I2Km4Xnmd6iF1UKOVR4+GNuDY2BwYoBBqABQ/1icCz2pX8luA/mVLev8DMk4gnZV41iuGpMo4DwGSJ+MCpJOvyLgCEsnTMq6EDPKvMq6CN8gFGVdDFveKjGvgM9yfZVyr2MTfLONREFD/RMajoU/jknGd8rjmYRmPgRsMW+blttPwlIwT0MeWyzgHqtg6GeehMrZRxgWk+bSMKyA69vMyroTY2AMyroLB2LCMqyHOmCrjGqg1Fsq4ljtsDMh4FFSa0ub/t0mpaZOM6/gtpj0yHgMFib9CTohApR6dFMtwBdVIUhrDlaw+n+EqVl/JcDXDVzNcQ3WU1C7jqKPkzTKOOkoelXHUUfLtMo46Sn5fxlFHKXEyjjpKccg46iilScZRR6l2GUcdpTbKOOoo9VUZRx1lZMs46ijjfhlHHWVEZBx1lHuM4Vq6rjw9w6PoWvJSGB7N6iUeYhhewXADXUteLcPjEDfmXcfweEbTw3ATG8fHcDOr38nwJNZ3L8NTGI3EWxqj+QbDLQx/kuGZjP55hucx/CTD8xn+S4qrJf5/x3Bprr9SPJrVO3iGs7U42Br11H7AkQKtMI7HUQ/0gRt6MBfhGwitMMDwJvDBMEJIphKhFksBxGnqxnovoxCxZhD7FyBWx+rd/5cjFc5zJsIGbBmE0XmaIHtjOizPVwyV+BRBvoyVsNoa7DGI+Xrs0488hFiv9TheECEAY5j24hxeGGJ1IqzDfBuj8WGdG8en1P047yCWAh9bwbL/ord4Wf9lsInNHJxfKeV0KaYie//sxfUEsCWI0Iez5P4X4/+j0S71kvpc6tGCkmzC9k8e95tMa1Qnvdg2xHjfinWUq/+5PkWspdLw4qwhxjmVv4hlShOSR92IHIrIJ+1P/2cTna8J02acu4/plXJI+3lw1CDjfUAereAKPEk25MN5KU9+pB3/h1QeZruUbhvjqn9+Xq/sGfnMFkOMh0GsGZflEGCroqM6sWYTow+xehHWMvlRSQ6zNVEbLWVaGmC9JLnMSdkN3WxkcZ67S35J+Qgw6YlsLbTVfZkc50afK89pa6HGJT2uZfz2yjoaZpIM4phuNm6AraRPXsM2xmsPpnTcEKtxs7F62ZjUw4YZH1RD1DcpzYBME0QP6Ga6GkFMksMgk103lnqY3XkYX8Ny3rfAIrYxHgZxbDrWEPOPkDxqD5NMEJ8+5mXiAp32MMm4F8QMibc5iUha62dycrO+vYt0H2RzS5YlMv30MmyUSc3D5PLJtpAtS8jLxuhZ4BHdjPqT7UTygI/rb6GEJRkNy5wOz9fRKDLKop4oRyIP3My8bphpa4yN6ZX9UJKRVOdnfeekKlnRGIu+Y/M+QWUdkOcOzGto67zNXe5fkhz+OR+TVreCWY5k1755/iW7lOQwLMfzxRKXbK6XaV+y7lEmYWmkUbZ2ac4WNhYdMYT17gVxpYVF62EmE8mfvYusWYqR44yzQdYjyFY6KFvdANOjW543IMc7urog0/zoIv+h3FKPm+ORWoPIrFLSB113D4t1g/MaHpTjaDfCIONuXF7xKIu10kjbWMsAG82HjxQze2TdDGEfSdabka6XzTAuy2hhPOlmfbfKvEoSohLoR7iF0VBLWRgrqK1Le0BIbvEtiqG9zL5GF2lxbmQ3i+m+BaP1Mvn5mU7GF1H2MgkFmGzn9FrA9vkQ0i/D80MhyoA+BSxqLLTIAjnqFDL6IRy9ENMQiwSUL1oKQicbW/I6KT4G5vfIgvme/7szbmOamIuJl2ZZh17Sil7fgFCLZxuKN2Mt9Z4GFj1ofT3WbMCUnn5W4o5ez/53HK1tBR1oGVzadz6+w8zVDyyIBX5ZyuPzkfmf22Uv6cora1myrbnoN87sdW7OHvZ/fC+dChZG2Tl+JH8aWrCHuZk3SJY1LI/uZlx42J4qWRi183Z5NuqdY3L872bR2yvvXNI8/0gyc2eybfKOS33JuyAGLozykif1ydZyJXn55HVRiXkWRdI5n/34fL1yJAkwzx+djxjdsmYW7p1XjsCLJSXtJR+3io/P7JV9VETJudk5/NIpxc32CQ+LS1eem0p/o7xHSnvK+Md0Ielp8ZlQioRuxpGfSdYrR5F/RueibItzcbx/wbw0dvQySUv7sbT7BxbcE5zz1IEFdnvpXPLJkhpkUcN7WUy/NN7cfhlk9nfpVDAX8y5R+pBWOkGPMonT8Qfm1yPxtdC6h+QoKclf8iq/bB+XouliG/qkFV2yj9Vs7R/X3NxeKJ3sggtWI+00PUyrw5fpIHCZvC+NTNfnY2e5XnkvoecO6YYyFwf+Ge3PjSf5pEfeTxfvi3PjfVyPkrSkFYTkvfxKfjynMfdlsu77b3F7Scofn6FHPr91y6WFHHnknTCEe8/cCPT+RP8/Mb2p5OBtkH5bIBfxCrwZLMXaIqwpwof+1WQjNMqURdhajC1lMl6Bd4gK1msJlOONggId/b+31/3Pd8a5tsLLpDe/H7aO+z197h6P+A2xdcAjNvmGfSGsEmt9Ab8v4A55fcOif7CnQKxzh9z/BVEhHUzc4BscpTVBcfUw9iuurCzKx6SkQKwZHBTXe/sHQkFxvSfoCYx5elu9Q56guM6zTVzvG3IPr/f0jw66A3MTLLusWZTbl23yBIJ00pKCpSViTpO3J+AL+vpCuZfRLyRjTdjCGlo2NLVeRvuo2Bpw93qG3IGtoq/vE9cpBjz93mDIE/D0it5hMYSkGzeILe6QmCW2NonNfX0Fonu4V/QMBj3bBpCsYH4klJCvP+D2D4wvrPKIdQH3Nu9wP+3rRWXkixtC7uFBzzjyEPAGfcNOcZO3J+QLiGvdgV7PcAjFWlrSOuANIi+UZXf3oEcMzemyzxsIhkS33+9xyzxScprTZUkLxzWu9Q334oqGPduCfrffE3CKfTjDtgFvz4DoDYnb3EGx1xP09g97egtEcXVIHMCa4Gh30DMyijwMjovdnh7fkEf0DXvoeFQQ23yBwd6gOORDBoKjPT2eYLBvdJCxJvYEPEyGQRyNMoJL6/cOuwfFXmn1QXEbCkscQjWIo8O9nsDlUshGhrwBTw9TRPf45TJBBcyvT2IYORrGQYcpFvCN9g+gXkTPzSHPcNA75sFFeqhWEfMHfJRVFNGYb3CMaqJvNIC9A3RBW6nk5vSFPFxBYzjdCncQZe2j46MskYdhtHOZcZRcr9iD4h7tCSHRaJD2bPEE/J7QqJvZSsugezjkRT17JTGjRY6LvsFeMRgaR9X2DLgDbuyLo4W8PUGxe1TSj7vX7acjhnxiP12H5+Yez+AgXfAg2mi3d9AbGseJR/2DSLTNGxoQ+30+tEzkxTc0jlxv9vZ6UJGjQclOun2+rUHG0JC7332Ld9gTlKwi4EEPCGHBJ1lor69nVFoiJXYPBn2MrNcb9A+6x6XK3jFPIOSlay0YCIX8ywoLt23bVjAkC7IATadwIDQ0WDgUot/2LBwKdoao6tAeA9QjC2jjP9lxm2eQWiLrsq65dXXD6tqa1tXN68TmBnHt6tr6dRvqxZqV6+vrm+rXteq0Oi3znXmHofgAswJUHUoMjfkKLstW5cUlo7So+Y37RmnPHt8YCwWSydJxUE9DzMPc4iAKaxjJ3f0Bj4cKrEBsx24DblSWrzvkRgmj9hYxQyPZNnRc0eNlFiiZPCqpD8VyiS+UdsjX75GMlGp2vh8qIRTwoong0Mim7J0LDFhmCr1kXhTznRF3i2PuwVEWUtzBoCe0sHeBuBE9Ej1lfG4VuCY5EqIRusWg39PjRRP5+MpFlCK18X7W193b66V+jO4fYHuCk1YHmGxZLLmMqUHvkFe2dEZH/TIYkmIytTxW6duGAXq0e9AbHKDz4FiSuIfQJJF/VJV/XJTMVJbQ4omYPFb3XVoc9UIMdkE2DTpNjycwLK8gIPPNiIMDvlF01oBnzIsbCrWBjy+f0qEmPeinsi9Suvk1Ils4QQi9/JKO6cLcMtd9Vx6WsTzfoQfjW7dnbiCcxx1aRgk2bqjBTSVnaVlFrlhRvDS/qKyoSKPZ2IiVRcXFZWWYVpRWiBVLyivLK3Xaf+B1n+iMtFQos8f8EC/LPnbNpNcCekkcJzo8etyER5DfsIPLXNvcH/96pT/c8V/ij/Lf5p9DOME/zT9+9cXK1RcrV1+sXH2xAldfrFx9sXL1xcrVFytXX6xcfbFy9cXK1RcrV1+sXH2xcvXFytUXK/9PvlhZ9NePS7ib0V+p7Z3L+ngW/V1EOnlfecxBZuELykK6UCw0CiuFazCtXDQDjcH/aJR1zGdo7JFWP0DC5EEemF/UIFWA7XmUp388wpXx+f9vDhEr9MIVPiciM/w7x+rrS1zTmDsKWD6Vk1vCGqaSU0u+zb/DPY77hAUrTk+ZU1jL21MrVsjIkqUSciwvv+R0jZZ/G/6IwPFv86fRzlivYzkFJedrdFhB+FtBTwhY4CD/SwgjcODi3zqWmVVy4Dn+FWz/If8yckq7vTyliy3BAV/ivwVGsPBP8U/KLU8ei4ktgZogfxcQmMH0FMIZhPMIAvj4R2Anwj6EIwgC6DG1IBQiNNMa/jB/GPk8RP8rO6aFCD6EfQgCtPKPYf1WmvKP8jdBBva9k78HTJjv5T/P8ocwT8b8a1ifjvmDWKb5Abn8Zcxp+5fk+vuxbMb8Pjn/ItanYH4v+4FAC/8FuTzGj7J+ITk/yAen0i2GmnRsFxGKEHjE7kHsHhTdPVTBmBL+dn6QzXQU8xLMh6QcxbVjympjOtpxLCGp5CCKdAeKfgdKbgdKbgf9Lie/fY5mu0STz29Hmu1Isx1ptqNUivggzhekX2XA1IAgIvAo9yDKndaHMZ1BOMXqP43pfoSDtMRvQznmIld7+JumcixoZP3HKl0l1c/wfShqF993LCmtZN+lkkZLDRHzGDnXU1oPa/Uc00TTWs+x5DQpR6qtNTF8D/wLAgfxmGYilCHUIQh8z1RmoeVpfh0MqcEVY9nJ7eR3CjsVQlEdMT7Hl0CLGtAkjXw+VCFBrqWzilR0afyaCQ1v0IiaIo1L06JR+Pid/D6et/CFfDXfzHfyCvpNL9WyUvrtpZXKZaX7ow5GhaNmok5FKcLKGeUp5RnleaVC+gJki7JL6VdOKPcrDyo1+5X7VVxXlD9qIoo3RIlRRVGuqJYohUVFDtbs4rvpVxkwNSD4EfYjCCjjTqwX+RsROlEbnSiKG+l3VTAFLBkQTiF+BnMFlvRIp0c6PdbqsVbPfldFz1paELoQ/HKrcr5lrg+lP09bELKxNQZr6ZcHzmB6nmIIa7Ckw5IOSzqkOsV9hBwaMBURWhB4VncGAa0G07m2Irm9C0HJ2s8zmrk2F+3LfeRyZ8/kknAuOZhL9ucSV1V1TYkrAxOj0dhp67R35nQeEnw2n92X4zskNNua7c05zYeEalu1vTqn+pBQaCu0F+YUHhIsNovdkmM5JOxbe2Ttc2tPrhU61/rW7lzLV9DvZU45ikpYnmGn+ZNTScklFfqaa7gjuJxOTA8gnEbgQY+pBaEQoRrBh6DgjrDaJ7D2Cax9ApoROhEU2OsJGmIwtchttP4Aa6MYbecWtfO4+MenlpU216zFsNuJcACBx7Efx/bHGbWEHWH1YUzPsPpmmf4gq6dUFoS5fjQIbmHhbgu64RaoRuhE8CMo4CS/GU4j4OiYWhD8CEcQBH4LPpv5zdwT+DzOPc47XbpikwXMZtw+jLFqQ42Bi0Zb0JFHWXofS/ewtJqlma6YNboP1ui+s0b3mTW6bES4HNzYdOQellpdUTW64zW65hpdbo0OR0sAK+g4E0uVNCW/Y+k6ljpd8Vbd3626v1h1f7LqvmrVjVh111hpv1T0YR0Xz9IompJ7WbqGpVmuKIvu+xbdZouuwqKr0ZEHCM4OK1iaztIUmpI/H9fX6UHzDPkz1OFIZKoq1zLNActIZKqqBrPZqaqVmF2cqnoAs/+Yqvq85Vnyd8K2NvLBVOZZS42JXCCrBVr+i5z/iayGw5ifx7wf84ehitgxf2iq6jZK/3Xs/yUsfw0y1JT+QWhh/Q6Q1az+q3K/r0w5u3HWL085x3HWL4GTzfrFKedZrP38lHMPZp+bcg5itm/KThm8aaoqz1ITS/ohk6O0PWDnKCdr5RlX4ciDmK+UOtdPOWmvOjrBNKmdshVjlk25fJbYoIVNZ5mysUWmgY0NkQo2xnQK2FkeQ/SMeR1ksFw9ZbsNR1Eet5+1/LXqGbpweJ/opx6w/OpZXN8mLP4fsnrqsOXVE1RcU5aTzmlif8ryE9szlhczp8mmKcuMc1qNDc85pznypOUoCjmMtBx5ynLE2W95wsZaD9mwFVV9oCrf8mXbFsv9dixPWW5zPkvZgCFc8SZsbndea1lbddjSYJ8m2OyqwslcWssyW8BSidVLp8nqY4ctxZnTlJUiHOPwU5Y8nDHLxljZWPE0Vw4qMupyqkKqbtUm1XWq5apSVb5KVKWpUlXxaqPaoI5RR6u1arVaqRbUnBrU8dORMy4H+wao0sB+ElWgqcBwA8d+TEn6KiFH1Bz6TjiOb+QaN6wgYWMjNLauCFc4GqdVkfXhpY7GsLrl+rajhNzdjqUwd8c0gdY2NFBatSuF/hjeCSCkcNddKTTfvuuu9nbSGJ7pgcZuMfzBBlyH9rotYYVtRSKYx6oTq43XxlY21F0h6ZLTBd9aTlz4FWZHYlr43sYNbeHH0trDJRSJpLU3hlfSn9E7wY1wvvq6E5yfZu1tJ8gt3Ej9elpPbqlrnyeDDM6PZFBFM0p2DDIoGWSQY4xsLSNDM82orzuakSERvUBWUyI0nxcYUb80ViZOgWO10AzJuHTIZGNlcumUDO1BGky/cLBoIHo2mD4a2GCplOio3Y4kTjslOVphR4Kj9grWfPhSs80usdMOdjaPnbSzeQi5RJMj0aAVyDScGmkc/5sfz4r/BjE55v5Fbw/9McMuW70HoSu8d2wgMTzRLYpHe38h/8phVld3zwDN3Z7wL2yeunCvrU486u65QnMPbXbb6o5CT31r29Eel6duyu1y19vcde3HHt5Z27horj3zc9XuvMJgO+lgtXSuhxuv0NxImx+mczXSuRrpXA+7HmZzNa5fQRpb2o6qYUV77Q1SfoyL0qI/dKVY21eYDf5rmXMstybemvK0ALhtRTnaw9G2FWEdAm3Kr8mvoU3onbQphv5cpdyUeOtya8rT5FG5yYDVsbYV4IDEem/d/L9gMBiiMDrqwDQ0msjqQui01g2N4Qb643pV4ar6sKurrp39ssmo/KltcxmeqzpZxfmqdlbtqzpQdaRKMTrajtXG5zJOZnCdGb6MnRn7Mg5kHMlQ0oYb2p5yVR3I+GMGP4rWREL4qa9jc45ijv9oMTQapB/ACYII0nSOUUdtW00G9OCpl+AJPR/iEGwIpQgbEBTwXUx/ivArhL8gCHA7pp9H+DrCMVrD5/P59YneOjpju4MGnUS+5FhRecnSaczdfVK+YYuU16+T8qqakkTMp6pLtTV6PIATeBrTHyK8hfBbhP9AUPAlfAkbfFSy2vYgBB0E2ae/oRCiSdARYr+oQKi4Q0GHAyhQA0cN0F+NIYvtHkhwFFAUqBDMkIjVBmm3UZrPff4TTwO6CgplbmRzdHJlYW0KZW5kb2JqCgo2IDAgb2JqCjEyMzI1CmVuZG9iagoKNyAwIG9iago8PC9UeXBlL0ZvbnREZXNjcmlwdG9yL0ZvbnROYW1lL0JBQUFBQStUaW1lc05ld1JvbWFuUFNNVAovRmxhZ3MgNAovRm9udEJCb3hbLTU2OCAtMzA2IDIwMjcgMTAwNl0vSXRhbGljQW5nbGUgMAovQXNjZW50IDg5MQovRGVzY2VudCAtMjE2Ci9DYXBIZWlnaHQgMTAwNgovU3RlbVYgODAKL0ZvbnRGaWxlMiA1IDAgUj4+CmVuZG9iagoKOCAwIG9iago8PC9MZW5ndGggMjc0L0ZpbHRlci9GbGF0ZURlY29kZT4+CnN0cmVhbQp4nF2Rz27DIAzG7zwFx+5QhaRpu0pRpK5dpBz2R8v2AAScDGkBRMghbz8w3SbtAPoZ+7M+m+zSXlutfPbqjOjA00Fp6WA2ixNAexiVJnlBpRL+FuEtJm5JFrTdOnuYWj2YqiLZW8jN3q10c5amhzuSvTgJTumRbj4uXYi7xdovmEB7ykhdUwlD6PPE7TOfIEPVtpUhrfy6DZK/gvfVAi0wzpMVYSTMlgtwXI9AKsZqWjVNTUDLf7n8JukH8cldKM1DKWNlWQcukI/7yDvkwzVymd5PkffIBYt8SDWoPSZuIt8n3kU+Jcae58SPkR9SzxJN3txEu3GfP2ugYnEurACXjrPHqZWG33+xxkYVnm9Et4T/CmVuZHN0cmVhbQplbmRvYmoKCjkgMCBvYmoKPDwvVHlwZS9Gb250L1N1YnR5cGUvVHJ1ZVR5cGUvQmFzZUZvbnQvQkFBQUFBK1RpbWVzTmV3Um9tYW5QU01UCi9GaXJzdENoYXIgMAovTGFzdENoYXIgMTEKL1dpZHRoc1s3NzcgNzIyIDUwMCA3NzcgNTAwIDI1MCA1MDAgNTAwIDQ0MyA0NDMgNTAwIDI3NyBdCi9Gb250RGVzY3JpcHRvciA3IDAgUgovVG9Vbmljb2RlIDggMCBSCj4+CmVuZG9iagoKMTAgMCBvYmoKPDwvRjEgOSAwIFIKPj4KZW5kb2JqCgoxMSAwIG9iago8PC9Gb250IDEwIDAgUgovUHJvY1NldFsvUERGL1RleHRdCj4+CmVuZG9iagoKMSAwIG9iago8PC9UeXBlL1BhZ2UvUGFyZW50IDQgMCBSL1Jlc291cmNlcyAxMSAwIFIvTWVkaWFCb3hbMCAwIDYxMiA3OTJdL0dyb3VwPDwvUy9UcmFuc3BhcmVuY3kvQ1MvRGV2aWNlUkdCL0kgdHJ1ZT4+L0NvbnRlbnRzIDIgMCBSPj4KZW5kb2JqCgo0IDAgb2JqCjw8L1R5cGUvUGFnZXMKL1Jlc291cmNlcyAxMSAwIFIKL01lZGlhQm94WyAwIDAgNjEyIDc5MiBdCi9LaWRzWyAxIDAgUiBdCi9Db3VudCAxPj4KZW5kb2JqCgoxMiAwIG9iago8PC9UeXBlL0NhdGFsb2cvUGFnZXMgNCAwIFIKL09wZW5BY3Rpb25bMSAwIFIgL1hZWiBudWxsIG51bGwgMF0KL0xhbmcoZW4tQ0EpCj4+CmVuZG9iagoKMTMgMCBvYmoKPDwvQXV0aG9yPEZFRkYwMDQxMDA2QzAwNjUwMDYzMDAyMDAwNTMwMDZEMDA2NTAwNjMwMDY4MDA2NTAwNzI+Ci9DcmVhdG9yPEZFRkYwMDU3MDA3MjAwNjkwMDc0MDA2NTAwNzI+Ci9Qcm9kdWNlcjxGRUZGMDA0RjAwNzAwMDY1MDA2RTAwNEYwMDY2MDA2NjAwNjkwMDYzMDA2NTAwMkUwMDZGMDA3MjAwNjcwMDIwMDAzMzAwMkUwMDMyPgovQ3JlYXRpb25EYXRlKEQ6MjAxMzA1MDYxNDE5MzAtMDcnMDAnKT4+CmVuZG9iagoKeHJlZgowIDE0CjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAxMzUwMCAwMDAwMCBuIAowMDAwMDAwMDE5IDAwMDAwIG4gCjAwMDAwMDAyMTQgMDAwMDAgbiAKMDAwMDAxMzY0MyAwMDAwMCBuIAowMDAwMDAwMjM0IDAwMDAwIG4gCjAwMDAwMTI2NDQgMDAwMDAgbiAKMDAwMDAxMjY2NiAwMDAwMCBuIAowMDAwMDEyODY0IDAwMDAwIG4gCjAwMDAwMTMyMDcgMDAwMDAgbiAKMDAwMDAxMzQxMyAwMDAwMCBuIAowMDAwMDEzNDQ1IDAwMDAwIG4gCjAwMDAwMTM3NDIgMDAwMDAgbiAKMDAwMDAxMzgzOSAwMDAwMCBuIAp0cmFpbGVyCjw8L1NpemUgMTQvUm9vdCAxMiAwIFIKL0luZm8gMTMgMCBSCi9JRCBbIDxGNkZGQTZEMDFCMzIxMDI1NEFBMzcwNDZFQkZGOEM4RT4KPEY2RkZBNkQwMUIzMjEwMjU0QUEzNzA0NkVCRkY4QzhFPiBdCi9Eb2NDaGVja3N1bSAvMUZCNkQ2NzcyNEFDMEYyNzM2QzVFRTA5Q0ZBMkRBNDcKPj4Kc3RhcnR4cmVmCjE0MDg4CiUlRU9GCg==</embed>
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-        <name locale="en">dkennepohl, Chapter 3: Leadership Strategies for Coo.pdf</name>
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</embed>
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-        <name locale="en">dkennepohl, Chapter 4: Toward New Models of Flexible.pdf</name>
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czP9FOYtupZB06sr+diGoxNz1xmvvoeEZFbnoxIq6ojLW56SvXZMTmpidM8zHHbY7c9KJpXnfcVpOb3oCI61rbxuymmtb0jXXq3IomV2VujhpU9pWbNquqnAq7M1obpVIKCtXKhuKixARte0JCsiE201okEr8YFjlURrlLX5Fb4MhcWlRB/BXhCq6C1pmbNtdkrl1raWpp4iaa9jdx0GRo4prQ0p+KN5c1dbW1T3Nbjlkf3pk4TXp3ORzrLjjm1XIBkYtnpaxqXb2n7t9RP/RTzf41naO6ijUmVBJUFciqoh+mrviMzGi9zm7Lyoy2ppIYfUaMPZUwlVH7JwFApY10kCUVS5aUlpgTpNRsio1PQEWarMwx5lwjQ6lSJTANY0PJpWq8+1yqlSppbba9lLT0GvMHSjdtN/Xf3bh6xGrWaZdcM1sVt9yaoBVSsjeVb13LcaZlDbPFayujFFZn85LyDflJxY2zy6tLkjWq9OTUbD2Jd3C/79Vn5fV23tzYuHHZ9tmxTaLZkpmZYLDFtpBJf4GrfFWUY7bxxgKszMyMXY91xa40Z8WsacuSlMzMlOUbyY1fdFqT9Jl+6ovRsw38BfTFEjLoOqwxGKOqYxxfyOXiygrMvUtuV+xSchqNwqhOUidrHPHJWZpMY2ZylmMpWWIsT1lpHNAMaL1Jfck9KQPOm9Xj2vGkbcmhlJude7R7ku6D+zRfTL7X8QycKntXadNo1A6HMy9PS9RcOolLik+PA2dJOhi1senGLLWYlJxclKeNRwKnw5GpUcdrHHnYJS9ZI2jVeIxOTsKjstoWZzTiDUmZTeNiDHKbXWirTNOXoe0lTRO1K2WflpzWntdyXVq/9o9aXrujWtOs6dTwmh0YNGJcaY7X9SLRiwfQPvd1Okmhs9rJOZNKy75B7Y3aGobQsx0jZy9e6LjQ0TFyUbaxpotnHVIQkGwroXK3usARs8Pwvd0xBYkOzKnBJYLhHDHMfDxVGdRVatxTSAcZcWBwcMRZTWhBpviEuDi8LFATKbealEo0HsJCRXkZ2l4CixIVJCubPtHksCk/33r6x7EqdYaD5NlzEjVJs3uXHLlu+dqKImtljjZ9ZWbN7Lf01iRDQil/jz07Lbt+toT8R26OUROls9uFRGtM9UfDu+6oc+aVmvXXth/gjlkKbNGGaNzR6iJnBYXibrBAPik4AYWRmWMrV5YVUjGvcBSUdRVuF7YrJoWJwiOFM4UqV+FEIQeF5jyTY6Nio7rVca9KtUpFxMIK7UrtJu19wiN5BwtVM4XnHZwogmh9Gk+4UZEzrvoqsVm8UezTDoq3iAfggPiY6oTq+3lRWeq47OgaY3pcnSkt21yTmp5WZ8FuUYLThEFeo7I4idNp4aMsEGWNZlHeaOoyT5iPmHmLeb+ZM/8ut0WJvB7LKSij+bdWlitrC2qlmO5wNJ27GOig4Rw/GC/OBarPVccmVBpYfAApYwECTVtQZ9uz1LkiOARMclR2keQpnCLI+ySN7Uvxg3ECcLsc6XA47LLGjKix8rI5b18Q/GMLOBoXTDTqcy/VTqy598zfvjverBcTkzE6x+bjBpCSHzV7vkBZ1VPYVn99ePD6/oZrPnzxRbKy6RtfXZVssPk//OWDbBt4mbxR569sHvjBD3+Opx+ox530BEZ+PaSRNle9ccJEHjE/ZX6RvKz5XtqbGqXx11qySlNv3mzaRe7U7NG/maKyuErKBUst7gwHLOT7ppeTOZeFrFYb7KBKsKujjAJVuQM9q1kgLoGcommL0CX4hf1CWFAKv492YaMr+kA0F12bXtvIRBxAEXfQE0hjOGdDI17gthyNTl991CKsxhPttyE6MgMCgiUyg6Jrr217FpL5EjxXxfMlvzH8JmVBEQN4O6B6zjF9LCFpRntMFmdPzdLalVmx+ngRV5osErMGsUQVYnE6g0hSeExMUQkiJCkwoQGfOOY/GNkJ8uYYQferbXPFjnKjylu0t8TcYrzZPJo4mqruaO+ADjwJuzSphtjKFAQTnniPRlXSkdoJOqIpnio5m/rlkoQMJeoStc08l4NTt24dO7nz5C39O17ZUL51xYFPuW/1ruSPPLD7yL98NHFo7xO3/n1bTfUD238w+/bB7164s4tG3QbU2xrUm5V86rhaIEZ2zAvm5ZeBjWomQbdZwaXGtQobFBuUraq2lLZUVb9iTDEBE9bjKS+Kp8Qz8K5CU0FWkk2JG1M7bV2JXaljiYHUSePdcftj9yc+TB7ijtiOkefJS6qXkn6jPpv6W/ECSVRya4ybjXste8UJ23mbKlYkz6JjigiWyJkpSINpvsFVZLCSLuuElQOrwSpaW6xdVr91v/WgNWydsZ6ynrGet+qsfWmn9UT/khl9M2068sZUfCXNXEuNlWnFfJT1FUs0aY7ehyZSaIAicEEX+GE/hGEGzoCGVnDwWDD59mSuJZkcSCbJ0wTN6rwSI7tBKSqLlC6lQlmbUXuC+yxIBjaCBhYYuTjScXYkgEfccw5H9blzI+zAdtZYWVxEXZI5ZQdu46hr1OZxMCRWpqAin4qrVBgMlQSFPGWoFDE7aqiUjaSdjLCIy5WXAe72qGeq5ixpJ2cei1s+v8b+xu1feY+Q47u/Wexcnh4bZbNd23vNdQ/u6V5XUUZuePK7RHn6DRKzrymrMMs0Zklf0/3gQx/WFoxTH12Lut7AhyEe0rhaV5KxM7EjqQu64l/nFUliamUCgtmVWmmhJqCtXVOmZs5pYdEsp4xVX59XUJaiTNK0xd1o7kzYknh9sorwGqVKo45WmFYr93B3KndHTxp2pX2dO5z4ZNxr3Jv6twwXuL/wcUa8FqkNuP10qbrUftWEao/medUP9OdV0QJR6T7N8RoampUYmmuXaBq4lZpmSyvXqunmAtyeuD1J98c9pHlIO61+UhPWvsT9mjsTfUEbrz6lIqA6peJE1X7VQVVYJah2CPFQZDZRXuOMlcZO007TAdNpk2AypfxUIBhSTqGFYPbeVBzN3nCtMlYKxVFRN6SQFHusSvWK2pyTUqk3E595p3mfmTdfiI+fUJMi9X41V6Tepz6t5g1qlxqXoA6rz6iV6sdiTALsoX+95J0uY1GMK6YlhocYQ4wYw5+PITGUEw0KM2Y+RDlGAoGmiyPsZI9ne8O5jhGHgVpSgBqTIxBbWdhR2zblM5GOdge9BVLTqqRbNixdCiM0chxXAuG4kXYaS9gHAmhmJ0CFk0XZKqNd+ZU6BDW1s5xKlZTR7WgqRSqlSG1ySSuVtFJJw0quGE2lyZBUmSTGVuoQ2K4DjgWf9jildC5IkM3WSM3Wbs1i50zlW6S3d/eWXfkW0w/vO/S7Pz31pe9f3E0eVRiSepZsuJ1b/koo1HNz/J53CHnzd0T1o8eWtWUudd1Gz4F4hf4rRqRSPEQtK3fllavL6e2hqLylvKvcX76/XJGPOwHDJ7AULleGy0+Vc+Fy0oUVM+V8mtqcm66f5vWu2Izc3PTMNRnq3PSYNba03HQbXi9cBbbi7LyaovTiulSwlZSqkp2cKtNm0+tjtAnmTNV+NQmriR4VfEB9Ui2o6bUtJbc0LTPPktuS25XrzxUmcvfnhnN5yDXkcrlMwXhdyO0qowc3wwfsjiBd3GgO0mmtml4H5u9s8jXAmJjEKwV7Ep+QShTKREXy3CUA7wB4B+4YoUEEBf/x4790zKexYWElu9bJZ/zGBz/XOCiaY6KKV8wuj3OVaoWapm1jUTH0GB/fUKy3zJ3iz73QuKlq++z4ZktSamZmdpa+mWzbMfKp2bQOcxqe01f2ktZDq5LlU3p85E9clfA8pMDrJ0AXec9VE13ZSTo5rjrt/tj7k54zPWeeTnovSXUgjexJxsjbrOuM7tS9n4irMyVmJ/JmU2JSMk9oEp9ykPCmImGapLhSCV/EcUQZXa526qPMJ9Fl/2jiTZ74lFcgapr83uUUo0l0QWFaOI1LA0IEQZEZ3xJHJuIIvT9Lt+cz9P6cengPVYKsA/rg8Rn3cvQiVMXFs/QSbTiHTWcJHrwAgQZt6lYjgQ6M1yS21GSTr8Wlc5dlW/kSFHgFWfP666U51mtjs20TdQVteZ+tCOYn5ArPz/604eI326/NzenuKe3s4QasZu+qLA/7cx336u/f/JK3qFNf9T5eXdgLlK/9Ku2FS6+fZhuURfStO2jk/4tApQwq62w9bJ4nIrD4E62sJKmKl8Am4AxKXAXm0Rw2YF6HUM/fBQ0Ia1l9JUZ8gOXwFvkUd5B/iH9I2Km4Xnmd6iF1UKOVR4+GNuDY2BwYoBBqABQ/1icCz2pX8luA/mVLev8DMk4gnZV41iuGpMo4DwGSJ+MCpJOvyLgCEsnTMq6EDPKvMq6CN8gFGVdDFveKjGvgM9yfZVyr2MTfLONREFD/RMajoU/jknGd8rjmYRmPgRsMW+blttPwlIwT0MeWyzgHqtg6GeehMrZRxgWk+bSMKyA69vMyroTY2AMyroLB2LCMqyHOmCrjGqg1Fsq4ljtsDMh4FFSa0ub/t0mpaZOM6/gtpj0yHgMFib9CTohApR6dFMtwBdVIUhrDlaw+n+EqVl/JcDXDVzNcQ3WU1C7jqKPkzTKOOkoelXHUUfLtMo46Sn5fxlFHKXEyjjpKccg46iilScZRR6l2GUcdpTbKOOoo9VUZRx1lZMs46ijjfhlHHWVEZBx1lHuM4Vq6rjw9w6PoWvJSGB7N6iUeYhhewXADXUteLcPjEDfmXcfweEbTw3ATG8fHcDOr38nwJNZ3L8NTGI3EWxqj+QbDLQx/kuGZjP55hucx/CTD8xn+S4qrJf5/x3Bprr9SPJrVO3iGs7U42Br11H7AkQKtMI7HUQ/0gRt6MBfhGwitMMDwJvDBMEJIphKhFksBxGnqxnovoxCxZhD7FyBWx+rd/5cjFc5zJsIGbBmE0XmaIHtjOizPVwyV+BRBvoyVsNoa7DGI+Xrs0488hFiv9TheECEAY5j24hxeGGJ1IqzDfBuj8WGdG8en1P047yCWAh9bwbL/ord4Wf9lsInNHJxfKeV0KaYie//sxfUEsCWI0Iez5P4X4/+j0S71kvpc6tGCkmzC9k8e95tMa1Qnvdg2xHjfinWUq/+5PkWspdLw4qwhxjmVv4hlShOSR92IHIrIJ+1P/2cTna8J02acu4/plXJI+3lw1CDjfUAereAKPEk25MN5KU9+pB3/h1QeZruUbhvjqn9+Xq/sGfnMFkOMh0GsGZflEGCroqM6sWYTow+xehHWMvlRSQ6zNVEbLWVaGmC9JLnMSdkN3WxkcZ67S35J+Qgw6YlsLbTVfZkc50afK89pa6HGJT2uZfz2yjoaZpIM4phuNm6AraRPXsM2xmsPpnTcEKtxs7F62ZjUw4YZH1RD1DcpzYBME0QP6Ga6GkFMksMgk103lnqY3XkYX8Ny3rfAIrYxHgZxbDrWEPOPkDxqD5NMEJ8+5mXiAp32MMm4F8QMibc5iUha62dycrO+vYt0H2RzS5YlMv30MmyUSc3D5PLJtpAtS8jLxuhZ4BHdjPqT7UTygI/rb6GEJRkNy5wOz9fRKDLKop4oRyIP3My8bphpa4yN6ZX9UJKRVOdnfeekKlnRGIu+Y/M+QWUdkOcOzGto67zNXe5fkhz+OR+TVreCWY5k1755/iW7lOQwLMfzxRKXbK6XaV+y7lEmYWmkUbZ2ac4WNhYdMYT17gVxpYVF62EmE8mfvYusWYqR44yzQdYjyFY6KFvdANOjW543IMc7urog0/zoIv+h3FKPm+ORWoPIrFLSB113D4t1g/MaHpTjaDfCIONuXF7xKIu10kjbWMsAG82HjxQze2TdDGEfSdabka6XzTAuy2hhPOlmfbfKvEoSohLoR7iF0VBLWRgrqK1Le0BIbvEtiqG9zL5GF2lxbmQ3i+m+BaP1Mvn5mU7GF1H2MgkFmGzn9FrA9vkQ0i/D80MhyoA+BSxqLLTIAjnqFDL6IRy9ENMQiwSUL1oKQicbW/I6KT4G5vfIgvme/7szbmOamIuJl2ZZh17Sil7fgFCLZxuKN2Mt9Z4GFj1ofT3WbMCUnn5W4o5ez/53HK1tBR1oGVzadz6+w8zVDyyIBX5ZyuPzkfmf22Uv6cora1myrbnoN87sdW7OHvZ/fC+dChZG2Tl+JH8aWrCHuZk3SJY1LI/uZlx42J4qWRi183Z5NuqdY3L872bR2yvvXNI8/0gyc2eybfKOS33JuyAGLozykif1ydZyJXn55HVRiXkWRdI5n/34fL1yJAkwzx+djxjdsmYW7p1XjsCLJSXtJR+3io/P7JV9VETJudk5/NIpxc32CQ+LS1eem0p/o7xHSnvK+Md0Ielp8ZlQioRuxpGfSdYrR5F/RueibItzcbx/wbw0dvQySUv7sbT7BxbcE5zz1IEFdnvpXPLJkhpkUcN7WUy/NN7cfhlk9nfpVDAX8y5R+pBWOkGPMonT8Qfm1yPxtdC6h+QoKclf8iq/bB+XouliG/qkFV2yj9Vs7R/X3NxeKJ3sggtWI+00PUyrw5fpIHCZvC+NTNfnY2e5XnkvoecO6YYyFwf+Ge3PjSf5pEfeTxfvi3PjfVyPkrSkFYTkvfxKfjynMfdlsu77b3F7Scofn6FHPr91y6WFHHnknTCEe8/cCPT+RP8/Mb2p5OBtkH5bIBfxCrwZLMXaIqwpwof+1WQjNMqURdhajC1lMl6Bd4gK1msJlOONggId/b+31/3Pd8a5tsLLpDe/H7aO+z197h6P+A2xdcAjNvmGfSGsEmt9Ab8v4A55fcOif7CnQKxzh9z/BVEhHUzc4BscpTVBcfUw9iuurCzKx6SkQKwZHBTXe/sHQkFxvSfoCYx5elu9Q56guM6zTVzvG3IPr/f0jw66A3MTLLusWZTbl23yBIJ00pKCpSViTpO3J+AL+vpCuZfRLyRjTdjCGlo2NLVeRvuo2Bpw93qG3IGtoq/vE9cpBjz93mDIE/D0it5hMYSkGzeILe6QmCW2NonNfX0Fonu4V/QMBj3bBpCsYH4klJCvP+D2D4wvrPKIdQH3Nu9wP+3rRWXkixtC7uFBzzjyEPAGfcNOcZO3J+QLiGvdgV7PcAjFWlrSOuANIi+UZXf3oEcMzemyzxsIhkS33+9xyzxScprTZUkLxzWu9Q334oqGPduCfrffE3CKfTjDtgFvz4DoDYnb3EGx1xP09g97egtEcXVIHMCa4Gh30DMyijwMjovdnh7fkEf0DXvoeFQQ23yBwd6gOORDBoKjPT2eYLBvdJCxJvYEPEyGQRyNMoJL6/cOuwfFXmn1QXEbCkscQjWIo8O9nsDlUshGhrwBTw9TRPf45TJBBcyvT2IYORrGQYcpFvCN9g+gXkTPzSHPcNA75sFFeqhWEfMHfJRVFNGYb3CMaqJvNIC9A3RBW6nk5vSFPFxBYzjdCncQZe2j46MskYdhtHOZcZRcr9iD4h7tCSHRaJD2bPEE/J7QqJvZSsugezjkRT17JTGjRY6LvsFeMRgaR9X2DLgDbuyLo4W8PUGxe1TSj7vX7acjhnxiP12H5+Yez+AgXfAg2mi3d9AbGseJR/2DSLTNGxoQ+30+tEzkxTc0jlxv9vZ6UJGjQclOun2+rUHG0JC7332Ld9gTlKwi4EEPCGHBJ1lor69nVFoiJXYPBn2MrNcb9A+6x6XK3jFPIOSlay0YCIX8ywoLt23bVjAkC7IATadwIDQ0WDgUot/2LBwKdoao6tAeA9QjC2jjP9lxm2eQWiLrsq65dXXD6tqa1tXN68TmBnHt6tr6dRvqxZqV6+vrm+rXteq0Oi3znXmHofgAswJUHUoMjfkKLstW5cUlo7So+Y37RmnPHt8YCwWSydJxUE9DzMPc4iAKaxjJ3f0Bj4cKrEBsx24DblSWrzvkRgmj9hYxQyPZNnRc0eNlFiiZPCqpD8VyiS+UdsjX75GMlGp2vh8qIRTwoong0Mim7J0LDFhmCr1kXhTznRF3i2PuwVEWUtzBoCe0sHeBuBE9Ej1lfG4VuCY5EqIRusWg39PjRRP5+MpFlCK18X7W193b66V+jO4fYHuCk1YHmGxZLLmMqUHvkFe2dEZH/TIYkmIytTxW6duGAXq0e9AbHKDz4FiSuIfQJJF/VJV/XJTMVJbQ4omYPFb3XVoc9UIMdkE2DTpNjycwLK8gIPPNiIMDvlF01oBnzIsbCrWBjy+f0qEmPeinsi9Suvk1Ils4QQi9/JKO6cLcMtd9Vx6WsTzfoQfjW7dnbiCcxx1aRgk2bqjBTSVnaVlFrlhRvDS/qKyoSKPZ2IiVRcXFZWWYVpRWiBVLyivLK3Xaf+B1n+iMtFQos8f8EC/LPnbNpNcCekkcJzo8etyER5DfsIPLXNvcH/96pT/c8V/ij/Lf5p9DOME/zT9+9cXK1RcrV1+sXH2xAldfrFx9sXL1xcrVFytXX6xcfbFy9cXK1RcrV1+sXH2xcvXFytUXK/9PvlhZ9NePS7ib0V+p7Z3L+ngW/V1EOnlfecxBZuELykK6UCw0CiuFazCtXDQDjcH/aJR1zGdo7JFWP0DC5EEemF/UIFWA7XmUp388wpXx+f9vDhEr9MIVPiciM/w7x+rrS1zTmDsKWD6Vk1vCGqaSU0u+zb/DPY77hAUrTk+ZU1jL21MrVsjIkqUSciwvv+R0jZZ/G/6IwPFv86fRzlivYzkFJedrdFhB+FtBTwhY4CD/SwgjcODi3zqWmVVy4Dn+FWz/If8yckq7vTyliy3BAV/ivwVGsPBP8U/KLU8ei4ktgZogfxcQmMH0FMIZhPMIAvj4R2Anwj6EIwgC6DG1IBQiNNMa/jB/GPk8RP8rO6aFCD6EfQgCtPKPYf1WmvKP8jdBBva9k78HTJjv5T/P8ocwT8b8a1ifjvmDWKb5Abn8Zcxp+5fk+vuxbMb8Pjn/ItanYH4v+4FAC/8FuTzGj7J+ITk/yAen0i2GmnRsFxGKEHjE7kHsHhTdPVTBmBL+dn6QzXQU8xLMh6QcxbVjympjOtpxLCGp5CCKdAeKfgdKbgdKbgf9Lie/fY5mu0STz29Hmu1Isx1ptqNUivggzhekX2XA1IAgIvAo9yDKndaHMZ1BOMXqP43pfoSDtMRvQznmIld7+JumcixoZP3HKl0l1c/wfShqF993LCmtZN+lkkZLDRHzGDnXU1oPa/Uc00TTWs+x5DQpR6qtNTF8D/wLAgfxmGYilCHUIQh8z1RmoeVpfh0MqcEVY9nJ7eR3CjsVQlEdMT7Hl0CLGtAkjXw+VCFBrqWzilR0afyaCQ1v0IiaIo1L06JR+Pid/D6et/CFfDXfzHfyCvpNL9WyUvrtpZXKZaX7ow5GhaNmok5FKcLKGeUp5RnleaVC+gJki7JL6VdOKPcrDyo1+5X7VVxXlD9qIoo3RIlRRVGuqJYohUVFDtbs4rvpVxkwNSD4EfYjCCjjTqwX+RsROlEbnSiKG+l3VTAFLBkQTiF+BnMFlvRIp0c6PdbqsVbPfldFz1paELoQ/HKrcr5lrg+lP09bELKxNQZr6ZcHzmB6nmIIa7Ckw5IOSzqkOsV9hBwaMBURWhB4VncGAa0G07m2Irm9C0HJ2s8zmrk2F+3LfeRyZ8/kknAuOZhL9ucSV1V1TYkrAxOj0dhp67R35nQeEnw2n92X4zskNNua7c05zYeEalu1vTqn+pBQaCu0F+YUHhIsNovdkmM5JOxbe2Ttc2tPrhU61/rW7lzLV9DvZU45ikpYnmGn+ZNTScklFfqaa7gjuJxOTA8gnEbgQY+pBaEQoRrBh6DgjrDaJ7D2Cax9ApoROhEU2OsJGmIwtchttP4Aa6MYbecWtfO4+MenlpU216zFsNuJcACBx7Efx/bHGbWEHWH1YUzPsPpmmf4gq6dUFoS5fjQIbmHhbgu64RaoRuhE8CMo4CS/GU4j4OiYWhD8CEcQBH4LPpv5zdwT+DzOPc47XbpikwXMZtw+jLFqQ42Bi0Zb0JFHWXofS/ewtJqlma6YNboP1ui+s0b3mTW6bES4HNzYdOQellpdUTW64zW65hpdbo0OR0sAK+g4E0uVNCW/Y+k6ljpd8Vbd3626v1h1f7LqvmrVjVh111hpv1T0YR0Xz9IompJ7WbqGpVmuKIvu+xbdZouuwqKr0ZEHCM4OK1iaztIUmpI/H9fX6UHzDPkz1OFIZKoq1zLNActIZKqqBrPZqaqVmF2cqnoAs/+Yqvq85Vnyd8K2NvLBVOZZS42JXCCrBVr+i5z/iayGw5ifx7wf84ehitgxf2iq6jZK/3Xs/yUsfw0y1JT+QWhh/Q6Q1az+q3K/r0w5u3HWL085x3HWL4GTzfrFKedZrP38lHMPZp+bcg5itm/KThm8aaoqz1ITS/ohk6O0PWDnKCdr5RlX4ciDmK+UOtdPOWmvOjrBNKmdshVjlk25fJbYoIVNZ5mysUWmgY0NkQo2xnQK2FkeQ/SMeR1ksFw9ZbsNR1Eet5+1/LXqGbpweJ/opx6w/OpZXN8mLP4fsnrqsOXVE1RcU5aTzmlif8ryE9szlhczp8mmKcuMc1qNDc85pznypOUoCjmMtBx5ynLE2W95wsZaD9mwFVV9oCrf8mXbFsv9dixPWW5zPkvZgCFc8SZsbndea1lbddjSYJ8m2OyqwslcWssyW8BSidVLp8nqY4ctxZnTlJUiHOPwU5Y8nDHLxljZWPE0Vw4qMupyqkKqbtUm1XWq5apSVb5KVKWpUlXxaqPaoI5RR6u1arVaqRbUnBrU8dORMy4H+wao0sB+ElWgqcBwA8d+TEn6KiFH1Bz6TjiOb+QaN6wgYWMjNLauCFc4GqdVkfXhpY7GsLrl+rajhNzdjqUwd8c0gdY2NFBatSuF/hjeCSCkcNddKTTfvuuu9nbSGJ7pgcZuMfzBBlyH9rotYYVtRSKYx6oTq43XxlY21F0h6ZLTBd9aTlz4FWZHYlr43sYNbeHH0trDJRSJpLU3hlfSn9E7wY1wvvq6E5yfZu1tJ8gt3Ej9elpPbqlrnyeDDM6PZFBFM0p2DDIoGWSQY4xsLSNDM82orzuakSERvUBWUyI0nxcYUb80ViZOgWO10AzJuHTIZGNlcumUDO1BGky/cLBoIHo2mD4a2GCplOio3Y4kTjslOVphR4Kj9grWfPhSs80usdMOdjaPnbSzeQi5RJMj0aAVyDScGmkc/5sfz4r/BjE55v5Fbw/9McMuW70HoSu8d2wgMTzRLYpHe38h/8phVld3zwDN3Z7wL2yeunCvrU486u65QnMPbXbb6o5CT31r29Eel6duyu1y19vcde3HHt5Z27horj3zc9XuvMJgO+lgtXSuhxuv0NxImx+mczXSuRrpXA+7HmZzNa5fQRpb2o6qYUV77Q1SfoyL0qI/dKVY21eYDf5rmXMstybemvK0ALhtRTnaw9G2FWEdAm3Kr8mvoU3onbQphv5cpdyUeOtya8rT5FG5yYDVsbYV4IDEem/d/L9gMBiiMDrqwDQ0msjqQui01g2N4Qb643pV4ar6sKurrp39ssmo/KltcxmeqzpZxfmqdlbtqzpQdaRKMTrajtXG5zJOZnCdGb6MnRn7Mg5kHMlQ0oYb2p5yVR3I+GMGP4rWREL4qa9jc45ijv9oMTQapB/ACYII0nSOUUdtW00G9OCpl+AJPR/iEGwIpQgbEBTwXUx/ivArhL8gCHA7pp9H+DrCMVrD5/P59YneOjpju4MGnUS+5FhRecnSaczdfVK+YYuU16+T8qqakkTMp6pLtTV6PIATeBrTHyK8hfBbhP9AUPAlfAkbfFSy2vYgBB0E2ae/oRCiSdARYr+oQKi4Q0GHAyhQA0cN0F+NIYvtHkhwFFAUqBDMkIjVBmm3UZrPff4TTwO6CgplbmRzdHJlYW0KZW5kb2JqCgo2IDAgb2JqCjEyMzI1CmVuZG9iagoKNyAwIG9iago8PC9UeXBlL0ZvbnREZXNjcmlwdG9yL0ZvbnROYW1lL0JBQUFBQStUaW1lc05ld1JvbWFuUFNNVAovRmxhZ3MgNAovRm9udEJCb3hbLTU2OCAtMzA2IDIwMjcgMTAwNl0vSXRhbGljQW5nbGUgMAovQXNjZW50IDg5MQovRGVzY2VudCAtMjE2Ci9DYXBIZWlnaHQgMTAwNgovU3RlbVYgODAKL0ZvbnRGaWxlMiA1IDAgUj4+CmVuZG9iagoKOCAwIG9iago8PC9MZW5ndGggMjc0L0ZpbHRlci9GbGF0ZURlY29kZT4+CnN0cmVhbQp4nF2Rz27DIAzG7zwFx+5QhaRpu0pRpK5dpBz2R8v2AAScDGkBRMghbz8w3SbtAPoZ+7M+m+zSXlutfPbqjOjA00Fp6WA2ixNAexiVJnlBpRL+FuEtJm5JFrTdOnuYWj2YqiLZW8jN3q10c5amhzuSvTgJTumRbj4uXYi7xdovmEB7ykhdUwlD6PPE7TOfIEPVtpUhrfy6DZK/gvfVAi0wzpMVYSTMlgtwXI9AKsZqWjVNTUDLf7n8JukH8cldKM1DKWNlWQcukI/7yDvkwzVymd5PkffIBYt8SDWoPSZuIt8n3kU+Jcae58SPkR9SzxJN3txEu3GfP2ugYnEurACXjrPHqZWG33+xxkYVnm9Et4T/CmVuZHN0cmVhbQplbmRvYmoKCjkgMCBvYmoKPDwvVHlwZS9Gb250L1N1YnR5cGUvVHJ1ZVR5cGUvQmFzZUZvbnQvQkFBQUFBK1RpbWVzTmV3Um9tYW5QU01UCi9GaXJzdENoYXIgMAovTGFzdENoYXIgMTEKL1dpZHRoc1s3NzcgNzIyIDUwMCA3NzcgNTAwIDI1MCA1MDAgNTAwIDQ0MyA0NDMgNTAwIDI3NyBdCi9Gb250RGVzY3JpcHRvciA3IDAgUgovVG9Vbmljb2RlIDggMCBSCj4+CmVuZG9iagoKMTAgMCBvYmoKPDwvRjEgOSAwIFIKPj4KZW5kb2JqCgoxMSAwIG9iago8PC9Gb250IDEwIDAgUgovUHJvY1NldFsvUERGL1RleHRdCj4+CmVuZG9iagoKMSAwIG9iago8PC9UeXBlL1BhZ2UvUGFyZW50IDQgMCBSL1Jlc291cmNlcyAxMSAwIFIvTWVkaWFCb3hbMCAwIDYxMiA3OTJdL0dyb3VwPDwvUy9UcmFuc3BhcmVuY3kvQ1MvRGV2aWNlUkdCL0kgdHJ1ZT4+L0NvbnRlbnRzIDIgMCBSPj4KZW5kb2JqCgo0IDAgb2JqCjw8L1R5cGUvUGFnZXMKL1Jlc291cmNlcyAxMSAwIFIKL01lZGlhQm94WyAwIDAgNjEyIDc5MiBdCi9LaWRzWyAxIDAgUiBdCi9Db3VudCAxPj4KZW5kb2JqCgoxMiAwIG9iago8PC9UeXBlL0NhdGFsb2cvUGFnZXMgNCAwIFIKL09wZW5BY3Rpb25bMSAwIFIgL1hZWiBudWxsIG51bGwgMF0KL0xhbmcoZW4tQ0EpCj4+CmVuZG9iagoKMTMgMCBvYmoKPDwvQXV0aG9yPEZFRkYwMDQxMDA2QzAwNjUwMDYzMDAyMDAwNTMwMDZEMDA2NTAwNjMwMDY4MDA2NTAwNzI+Ci9DcmVhdG9yPEZFRkYwMDU3MDA3MjAwNjkwMDc0MDA2NTAwNzI+Ci9Qcm9kdWNlcjxGRUZGMDA0RjAwNzAwMDY1MDA2RTAwNEYwMDY2MDA2NjAwNjkwMDYzMDA2NTAwMkUwMDZGMDA3MjAwNjcwMDIwMDAzMzAwMkUwMDMyPgovQ3JlYXRpb25EYXRlKEQ6MjAxMzA1MDYxNDE5MzAtMDcnMDAnKT4+CmVuZG9iagoKeHJlZgowIDE0CjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAxMzUwMCAwMDAwMCBuIAowMDAwMDAwMDE5IDAwMDAwIG4gCjAwMDAwMDAyMTQgMDAwMDAgbiAKMDAwMDAxMzY0MyAwMDAwMCBuIAowMDAwMDAwMjM0IDAwMDAwIG4gCjAwMDAwMTI2NDQgMDAwMDAgbiAKMDAwMDAxMjY2NiAwMDAwMCBuIAowMDAwMDEyODY0IDAwMDAwIG4gCjAwMDAwMTMyMDcgMDAwMDAgbiAKMDAwMDAxMzQxMyAwMDAwMCBuIAowMDAwMDEzNDQ1IDAwMDAwIG4gCjAwMDAwMTM3NDIgMDAwMDAgbiAKMDAwMDAxMzgzOSAwMDAwMCBuIAp0cmFpbGVyCjw8L1NpemUgMTQvUm9vdCAxMiAwIFIKL0luZm8gMTMgMCBSCi9JRCBbIDxGNkZGQTZEMDFCMzIxMDI1NEFBMzcwNDZFQkZGOEM4RT4KPEY2RkZBNkQwMUIzMjEwMjU0QUEzNzA0NkVCRkY4QzhFPiBdCi9Eb2NDaGVja3N1bSAvMUZCNkQ2NzcyNEFDMEYyNzM2QzVFRTA5Q0ZBMkRBNDcKPj4Kc3RhcnR4cmVmCjE0MDg4CiUlRU9GCg==</embed>
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-      <id type="internal" advice="ignore">8</id>
-      <title locale="en">Accessible Elements: Teaching Science Online and at a Distance</title>
-      <abstract locale="en">&lt;p&gt;Accessible Elements informs science educators about current practices in online and distance education: distance-delivered methods for laboratory coursework, the requisite administrative and institutional aspects of online and distance teaching, and the relevant educational theory.&lt;/p&gt;</abstract>
-      <keywords locale="en">
-        <keyword>Education</keyword>
-      </keywords>
-      <authors xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://pkp.sfu.ca native.xsd">
-        <author include_in_browse="true" user_group_ref="Volume editor" seq="0" id="18">
-          <givenname locale="en">Dietmar</givenname>
-          <familyname locale="en">Kennepohl</familyname>
-          <affiliation locale="en">Athabasca University</affiliation>
-          <country>CA</country>
-          <email>dkennepohl@mailinator.com</email>
-        </author>
-        <author include_in_browse="true" user_group_ref="Author" seq="0" id="19">
-          <givenname locale="en">Terry</givenname>
-          <familyname locale="en">Anderson</familyname>
-          <affiliation locale="en">University of Calgary</affiliation>
-          <country>CA</country>
-          <email>tanderson@mailinator.com</email>
-        </author>
-        <author include_in_browse="true" user_group_ref="Author" seq="0" id="20">
-          <givenname locale="en">Paul</givenname>
-          <familyname locale="en">Gorsky</familyname>
-          <affiliation locale="en">University of Alberta</affiliation>
-          <country>CA</country>
-          <email>pgorsky@mailinator.com</email>
-        </author>
-        <author include_in_browse="true" user_group_ref="Author" seq="0" id="21">
-          <givenname locale="en">Gale</givenname>
-          <familyname locale="en">Parchoma</familyname>
-          <affiliation locale="en">Athabasca University</affiliation>
-          <country>CA</country>
-          <email>gparchoma@mailinator.com</email>
-        </author>
-        <author include_in_browse="true" user_group_ref="Author" seq="0" id="22">
-          <givenname locale="en">Stuart</givenname>
-          <familyname locale="en">Palmer</familyname>
-          <affiliation locale="en">University of Alberta</affiliation>
-          <country>CA</country>
-          <email>spalmer@mailinator.com</email>
-        </author>
-      </authors>
-      <chapters xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://pkp.sfu.ca native.xsd">
-        <chapter seq="1" id="20">
-          <title locale="en">Introduction</title>
-          <pages/>
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-        </chapter>
-        <chapter seq="2" id="21">
-          <title locale="en">Chapter 1: Interactions Affording Distance Science Education</title>
-          <pages/>
-          <chapterAuthor author_id="19" seq="0"/>
-          <submission_file_ref id="12" revision="1"/>
-        </chapter>
-        <chapter seq="3" id="22">
-          <title locale="en">Chapter 2: Learning Science at a Distance: Instructional Dialogues and Resources</title>
-          <pages/>
-          <chapterAuthor author_id="20" seq="0"/>
-          <submission_file_ref id="13" revision="1"/>
-        </chapter>
-        <chapter seq="4" id="23">
-          <title locale="en">Chapter 3: Leadership Strategies for Coordinating Distance Education Instructional Development Teams</title>
-          <pages/>
-          <chapterAuthor author_id="21" seq="0"/>
-          <submission_file_ref id="14" revision="1"/>
-        </chapter>
-        <chapter seq="5" id="24">
-          <title locale="en">Chapter 4: Toward New Models of Flexible Education to Enhance Quality in Australian Higher Education</title>
-          <pages/>
-          <chapterAuthor author_id="22" seq="0"/>
-          <submission_file_ref id="15" revision="1"/>
-        </chapter>
-      </chapters>
-    </publication>
-  </monograph>
-</monographs>