Kanban for Design and Innovation (KDI) - 1 day Extension

<h4 style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.1; color: rgb(33, 37, 41); font-size: 1.5rem;"><span style="box-sizing: border-box; font-weight: bolder;"><u style="box-sizing: border-box;">Attention</u>: If you've already finished both the Kanban System Design and Kanban Systems Improvement courses, you are only required to attend 8 hours of this course. If this applies to you, kindly proceed with your registration.</span></h4><h4 style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.1; color: rgb(33, 37, 41); font-size: 1.5rem;">&nbsp;</h4><h4 style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.1; color: rgb(33, 37, 41); font-size: 1.5rem;"><span style="box-sizing: border-box; font-weight: bolder;">If you haven't completed these prerequisites, please explore all editions of this course and enrol in the comprehensive KDI 16-hour course.</span></h4><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;"><img class="img-fluid img o_we_custom_image" loading="lazy" src="https://www.theagilethinkers.com/web/image/199310-d21e9934/lean-kanban-university-acreditacion.png" style="box-sizing: border-box; vertical-align: middle; display: inline-block; width: 207px;">&nbsp;&nbsp;<img class="img-fluid" loading="lazy" src="https://www.theagilethinkers.com/web/image/184506-5302548f/badge-KMp.png" style="box-sizing: border-box; vertical-align: middle; width: 207px;"></p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h3 style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.1; color: rgb(33, 37, 41); font-size: 1.75rem;"><a class="btn btn-primary rounded-circle" href="https://www.agilethinkers.academy/academy?search=kdi&amp;order=name+asc&amp;tags=" style="box-sizing: border-box; color: rgb(255, 255, 255); display: inline-block; line-height: 1.5; text-align: center; vertical-align: middle; cursor: pointer; user-select: none; background-color: rgb(78, 86, 155); border: 1px solid rgb(78, 86, 155); padding: 0.45rem 1.35rem; font-size: 0.875rem; transition: color 0.15s ease-in-out, background-color 0.15s ease-in-out, border-color 0.15s ease-in-out, box-shadow 0.15s ease-in-out; border-radius: 100px !important;">See all editions</a></h3><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h3 style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.1; color: rgb(33, 37, 41); font-size: 1.75rem;"><span style="box-sizing: border-box; font-weight: bolder;">Description</span></h3><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">Shaping Customer Demand and Improving Upstream Kanban</span></p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">You’ve got your Kanban system to manage delivery up and running. Great! Yet you still struggle to handle the incoming stream of ideas and requests, and now want to maximize the value you get through the delivery.&nbsp;</p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">The next step on your journey is to understand the multitude of options available to you through the Kanban for Design and Innovation (KDI) course.</p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;"><img class="img-fluid" loading="lazy" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzwAAADyCAYAAACI/MC3AAABYWlDQ1BJQ0MgUHJvZmlsZQAAKJFtkLFLAmEYxp8rQ5CjIqIkGm6IJgu7KzCn1KICB9GEars7L43O8+O8iLaG2hqEWtrClvagloboHygIGiKiLZojIUqu99NKrb6Pl+fHw/u+vDxAm6gyZnoA5C3HTs5GpcWlZcn7BB/86EQYiqoXWSSRiFMLvrX1VW4hcL0Z4bvCU5eFNSXVc7L73B+cHHj729/yfBmjqJN+UMk6sx1ACBInNhzGeYu416ajiPc5Z+t8zFmr83mtZyEZI74m7tZzaob4kTigNfnZJs6b6/rXDfx60bDSKdI+qkFMYwZx+hLSkDGBMao5yuj/mfHaTAwFMGzCxiqyyMGh6Qg5DCYM4nlY0DGKALGMIJXCs/6dYcMrlIHQK9BeanjaAXC2A/jvGt7QIdC1DZxeMdVWf5IVKp7iiiLXWYwCHQ+u+zIMePeAasl138uuWz2i/ffAhfUJU2RjG3W64XgAAABWZVhJZk1NACoAAAAIAAGHaQAEAAAAAQAAABoAAAAAAAOShgAHAAAAEgAAAESgAgAEAAAAAQAAAzygAwAEAAAAAQAAAPIAAAAAQVNDSUkAAABTY3JlZW5zaG90b++lDwAAAdZpVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IlhNUCBDb3JlIDYuMC4wIj4KICAgPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4KICAgICAgPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIKICAgICAgICAgICAgeG1sbnM6ZXhpZj0iaHR0cDovL25zLmFkb2JlLmNvbS9leGlmLzEuMC8iPgogICAgICAgICA8ZXhpZjpQaXhlbFlEaW1lbnNpb24+MjQyPC9leGlmOlBpeGVsWURpbWVuc2lvbj4KICAgICAgICAgPGV4aWY6UGl4ZWxYRGltZW5zaW9uPjgyODwvZXhpZjpQaXhlbFhEaW1lbnNpb24+CiAgICAgICAgIDxleGlmOlVzZXJDb21tZW50PlNjcmVlbnNob3Q8L2V4aWY6VXNlckNvbW1lbnQ+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgodMkoGAABAAElEQVR4AeydB3xcSZH/S5asnJMVbMtJznkzsPyB4w4OlngscOTMHjktOSxpgV1Y4nIsLDlz5HDH3RFuCRu9wTlbTpJsWdmKlmX/69dyj970vEnSzGg0+tXnI83Mi/2+r/u9ruqq6qy7rtt2USgkQAIkQAIkQAIkQAIkQAIkkIEE5mXgNfGSSIAESIAESIAESIAESIAESMAQoMLDikACJEACJEACJEACJEACJJCxBKjwZOyt5YWRAAmQAAmQAAmQAAmQAAlQ4WEdIAESIAESIAESIAESIAESyFgCVHgy9tbywkiABEiABEiABEiABEiABKjwsA6QAAmQAAmQAAmQAAmQAAlkLAEqPBl7a3lhJEACJEACJEACJEACJEACVHhYB0iABEiABEiABEiABEiABDKWABWejL21vDASIAESIAESIAESIAESIAEqPKwDJEACJEACJEACJEACJEACGUuACk/G3lpeGAmQAAmQAAmQAAmQAAmQABUe1gESIAESIAESIAESIAESIIGMJUCFJ2NvLS+MBEiABEiABEiABEiABEiACg/rAAmQAAmQAAmQAAmQAAmQQMYSoMKTsbeWF0YCJEACJEACJEACJEACJECFh3WABEiABEiABEiABEiABEggYwlQ4cnYW8sLIwESIAESIAESIAESIAESoMLDOkACJEACJEACJEACJEACJJCxBKjwZOyt5YWRAAmQAAmQAAmQAAmQAAlQ4WEdIAESIAESIAESIAESIAESyFgCVHgy9tbywkiABEiABEiABEiABEiABKjwsA6QAAmQAAmQAAmQAAmQAAlkLAEqPBl7a3lhJEACJEACJEACJEACJEACVHhYB0iABEiABEiABEiABEiABDKWABWejL21vDASIAESIAESIAESIAESIAEqPKwDJEACJEACJEACJEACJEACGUuACk/G3lpeGAmQAAmQAAmQAAmQAAmQABUe1gESIAESIAESIAESIAESIIGMJUCFJ2NvLS+MBEiABEiABEiABEiABEiACg/rAAmQAAmQAAmQAAmQAAmQQMYSoMKTsbeWF0YCJEACJEACJEACJEACJECFh3WABEiABEiABEiABEiABEggYwlQ4cnYW8sLIwESIAESIAESIAESIAESoMLDOkACJEACJEACJEACJEACJJCxBKjwZOyt5YWRAAmQAAmQAAmQAAmQAAlQ4WEdIAESIAESIAESIAESIAESyFgCVHgy9tbywkiABEiABEiABEiABEiABKjwsA6QAAmQAAmQAAmQAAmQAAlkLAEqPBl7a3lhJEACJEACJEACJEACJEACVHhYB0iABEiABEiABEiABEiABDKWABWejL21vDASIAESIAESIAESIAESIAEqPKwDJEACJEACJEACJEACJEACGUuACk/G3lpeGAmQAAmQAAmQAAmQAAmQABUe1gESIAESIAESIAESIAESIIGMJUCFJ2NvLS+MBEiABEiABEiABEiABEiACg/rAAmQAAmQAAmQAAmQAAmkIYHcyvmy7BULJX9BXkjpsrKzzLrSVUUh67ggmEBO8E/+IgESIAESIAESIAESIAESmEkC8+ZnSeMzF8ji59ZLdv48qbqyTB5++z45PzgeKNbKNzbJgn+okoW6Xcdd3dLyrZMy2jUWWM8vkwQ4wjPJgt9IgARIgARIgARIgARIYMYJrLhhsSx9SaNRdlCYgsZ8WfXWJSJZE0VreEqNUXbML11W+7hK2fyZNRMr+T+EAEd4QpBwAQmQQDoSyMrJkjwd2p9fMV9y7Z/+zi3HX46cHx6XsZ7zMto9pp9jcs7z57WIpeO1sUwkkG4EipcVStXV5VK0OF96d5yVznt75Zy2LQoJkEBqCPTvG5S6f6oOOlnVVeWy8WMrZVzfdxVby4LW4cfZ/YMhy7hggkDWXddtu0gYJEACJJCOBArq86Ty8jKpvKJMytaXCIb4pyJDx4el64E+6d7WJ/17B+XiOB97U+HIfTKXQNa8LCldWyTVV1dI1TXlkl+bG3yx2mTOHhg0ik/nPb0y3DoSvJ6/SIAEEkoguyBbrv72BsFnrLLrpoPS/WB/rJvPqe2o8Myp282LJYH0JoBRnLK1xQElp3BhfsILfH5gXHoe6pMuVX569MUw1n8+4efgAUlgNhCYlztPKjaXmJEcWI7nl8bu9DF0ckS6VPHByM/Zg2pVpg1hNtxylnGWEVjx2kXScF1tTKUebh+VB167i20xDK3Yn25hDsDFJEACJDBdAuh41f9ztSx6Tp1xUZvu8SLtn1OcLTWPrTR/Fy9clNN/6pbjP2qXkdOjkXbjOhLICAI5RdlSqcHP1equBpcYBENPRWCMKLy+ThbpH4Kku+7rNQpQ766zcvE8tZ+pMOU+s5sAYmwK6oIzqV0YuyB9ewam3Cbm5TntU5vWkI6ujg+NS9GSAsG700qWfp2nRsMLY2x/lon3kyM8XhoJ/o44g/wFuSaVINIJ4ntOcY6Mdp4znauR05c+T43K+MiFBJ+dhyOB9CeAEZ169VFepFlo8qrmz1iB0UE79YdOOf7jU6Z9zlhBeGISSAIBtC2M4MBVrVxdQ9HukiWIl+tW91G4vWEkle+2ZJHmcdOJQEFDnlz2xbVBCogt36E7Tkjbbzvsz4ifMMghfq6gQZUndele+KwFgSQFo2fOyd5PHZH+S3E6iF9FEoOKraWBY6Ld9e0+KyOnzslgy5CMdJwLrJvrX6jwJLgGwNdywRMqpeGptVK4KDZ3HFiZ8YJo++0Z6dmuvpdUzhN8V3i4dCOAuQMWPKFKFj+/PjRWYAYLC8tY++/PyImfnmKA9gzeB556+gQwAgMFByM5Jc06R0fydJywhb1w7oL0PHJWutTtDSNAdB8Ni4orZjkBvM9MBjWf62j/7045+KVjPmuCF+VV58qVd64XvB9DRPuFj9y4L6Ds2PUYob3s9nVh36MHPn9UjXlddvM5/UmXtgTd/sLFBarkaIrAx1fGFWCG0yNY1Fjf1AKHQNC2/zwjp//YFZRrPUHF5GFIYMYJlKwsktXvWGqsVzNeGKcAZt6Dp9VK/ZOq5dgP2uXEz045W/AnCaQpAe0joW1BwalWRQfuNTMtcLfB3CH4u3hhsfTvQdKDHuP6RsvzTN8dnn8qBNCuhts0YYdjmI4Ub1oYpi1iBAfuoDAMQPD+8VV2dB3c2OzIjtn40j+MoHbe3WPm4fEut9/jSXhg98nUTyo807yzcA1Y/sqFMQeVRTsdGtPyVy+Sphc0yP7PHjVWsWj7cD0JzBYCmCCt+fVNU8q2hpFQpNxEsPQ5TT891qupp/VvrPe8nOs7r4aGeYEU1SZ1tQ7351XPN9ndELcQj6CjtvRljVK8olD2f+6oXBily2k8/Lhtagjg/VO+YSLpABQdzMiergLDXtn6YvO3/FWLZODIkBn5QdKDwZbhdC02y0UChgDa2so36SSfj6+S3u1nZe+tR2RM3ztW8jRkIZwUNAbH9aAtLHlRg4lZHVC3s50fPBh0LL/jIGYnnIwP8/0Ujo13ORUeL404v2P4ce27l0nJKnUXSLCgg7bufcuNhfnod9vUOuaYExJ8Ph6OBJJJAFarZWoYaNTRk3gE8QA9D2pGNXX5NBnVzk6+YGI9Ds5tMr9pamtYmuOxfNc8pkJgndv9sUP0hY4VOLdLKgG4sFRcpkkHdBQHKdvjVeaTWrg4Do44BfzBuIeEIXB7M/EHGuDtWs/jOCw3JYGEE4ABbN37l0vFlolYmfJNJbL1c2tkzyeOmFTtGFk1bqNhzox47pprK0z9RibENTcuM4o/Nkcb2PTJVbLjfQfC7D2xGAkKsK+fWyiMHpToBBjDE52R7xYIEoNbzvyS5OuMvTvPyr5bWow127cwXEgCaUzAPODVMBDPQ7lPMz0hgQDqfqLnzIEbAdJ81v9zTcwjTWOqaO395BEzAWMao2bRMpWAuqvVPbHaKDnobHkzM2XaJcNq3nV/r8meiOcAhQRmkgBGdqDsVKqRwRUkuxk6MSJFSwvcVb6/MXEvDHDzy0L7jTjOjvceMIoQFCgkQUCyKyg6VhDrvfeWI0GJQBY+e4Ese/lCu4lJuoNjjWgyrAEdOe38W4/g/UXR8BFOPBp/Nah7YpUObS6JKQgUQ/WDOumhzch2fuC8utnYzG25ZnQImTaiCRrKw2/fxwxS0UBxfVoRQOKO9Tc1hw2odAuL+TyOfqdNA50jT5wGX2dYzfA34b6Wo2k6LxijANrKuZ6xqDFwaIdNL6g3yRPC+U17y4dR1sPItqMxdhQSSCUBjOasfe/yVJ5yxs+FuIZ7X7Ijajue8YKyABlNoPl1i41xLBUXCQV/uyo93hHOzbesktI1xYHTQ5GBGyjc2GBEhJuoFcTzbLthl4kLssv4OUkgVM2cXMdvPgSKlxfKitc1RVR28KDuuKtb2n53RgYOD/kcZXIRrAfVj6qQxutqgir15BYT3+CbvUat5NvfvX/K+dzdY/I3CSSbQJXGFYTM2O5zUlikjn631Qz5+6zWdO7Zxp0ALjxwK4CiE03QDvv3Dkq3TjCKP8T+eAXp4Q984ZjJyLbkhQ3qclAZsV3D7xqJSajweCnyeyoIwKXzxH+cMlnXIgVHp6IsyT4HDAtIbnDqfzup7CQbNo8flUD5xtS5i5WuLjZTl5z3jMh06+TYXoUnX+f5WfhMTVXtI0hDjSQIFH8CHOHx5+K7FL7SWz+/xgwz+m6gC0//qUsO33lSvBU23LbucviArn77kogxBq2/6ZDDXz3h7srfJJCWBBBvsOkTq0zwf7gCtv6qQ45862SIIo99659cYzp5pauLTDbDcMeIZTksY1B8YIhwlR/sX6kxPqt1ToOcMG6qUKB2fuCgmUQulvNxGxJIBgHEoGHEB8aEUnV9mYl004m+LrQtpq9ONFUeLxEEytYVy8aPrwybPS0R57DHOPjl49L+Xx4PAnVlvfJr6yP2Oe2+9nPb63YbNzv7m5+TBKjwTLKI/E0rHpIIIH20n2D+jsNf1cr6+06/1TEvyy7MllVvbjKjPuF2wsRTZ9Qvk0ICs4EAYngQlOnOS4WEBJgjAIHKXoGig3ms4JuMfRMumv+j4y/dcuyH7SYNvPf4eTW5suZdy6TUSUQCX+3dNx8282V5t+d3EphJAhj5r7pyQvmp0NgeeAzMFjETlN6vE5Sqew4nKJ0td21ulrPx6bUme24yr77jz92y77aWoFPAo2H9h1YELcMPvI8gfu0dE5xiolNKKAEqPKFMfJcgu9Ty1yzyXYeAMFh+o7mvYWe491TqCypL30vdD/WHdLjsCRY/t06WvLjR/gz6HB8el22v28N4niAq/JHOBBCkueHDzQKXUMjAoSHZo4o7Rl2sIBAbLmOL/qXON6jTbpeoT7jOwPX0OBSf9sly4CWyTFNSNz5jwm0AKamRjadbs8VRSCBdCZQ0F8qW29aka/FMueBugwlIu9TI0avxCrbjltaFZuFIQAnAEIasneEEyXXg7ty746wMasr18xpjU6zJDOC5s/BZarzzSVRgj4X34INv3BOUjADrml+v8UPq5eAVvKseestejVkdNxOdYsJTr4yeOSf3vWKndxG/XyKQBPNp5rGF7z6szb6iivb+z7TEpOxgfygxtY/TWAGVCu1A7brpkPnu/jv+k1PGtc2tzNgOE0mhY9jy7VZ3N/4mgbQkgMxLCMbEHFNw90S8DkZFrcAQsFZHUJGiM1WCdo05FaqvqTAjTXbUFJ0wuKX27hyQhqfUyNHvt5nUo6kqF89DAlMhgKyDXmn91WnJmj/PTEQ6k/PzwH0UCg5GcpCUxBuQ7S0vv5NAOhOIlC0UMaj7P9ui9Ts4ZhvKD/5O/aFTkPwA8dp+As8ev+NDgcKk9phWAQLXzz2fOGyUHfyGCxzemTaTG+JSj3yL/UKw8ROO8PhRcZbBVxrubH5y7Eftckw7RLHK2vcs10o/4RaHlLtIQxhO5uXNky2fWS1FTZNpCe22yMV+38t3Bmbotcv5SQKzjQCCQpGQIxUp3iOxOfHTU9LyHX1ZTOphkTbnOhJIGwJ5VfPlyjs3BFxcEEuKiauNqDcBYn2qNO4Hyj3S3SZVtP2cPTBoFBy4qw7rDPEUEpjNBGCQu+KO9YH25b0WjFo++Ibdcn4g/MSgdvu171kWVunZf9tROf3nLrtp0GfNYyvNRKUt3zwZ4gKOsm34SLOc+WuPHNd3GCfJDkIX9IMjPEE4/H9gNMVP+vcOyLEfxK7s+B0j0jLrSnP57WtDAuYQ24CJrE7/0b+BRDou15FAuhBofEatLHvFwrgTEsDSZVO94xPD+PNydX4DTfGeW54jeVW5UqwuPhjFiVUWPadO51MolH2fPhLTyyvW43I7Ekg2AbjMWH9+WIqDjHCqgPTvHzR/LWr9hcUYSQ+q1ZBXvCIxI6oYFYUBz0weqiM5SA1PIYHZSgCua+WbSgUZERF7Gskd7eAXj8b8vsCITNm6Et/jrXxLkyz+13pjIICRAHPoIK4HrtdnNOYUf34y0nFOHrhht98qLnMIUOFxgLg/kRGnYvPE7LruuhM/O510azAqPqxkfr6jUMSo8Lh3hb9nCwH4Ni9/lX9cnN81IFYOk6h1/F+39KmxIdpIDFJZV24tk8qrMCt9RUyTjFZeVmpmfmcmRL87wGXpSqD60ZOuMkhji05QOBnSeeGO4+/H7YIkHVB8MPqDbFTxGAgw50ePumXj/YTsh0hCQCGBTCCw+u1LAwaESNcDJR/tLVaBa/fJX5yWpRoj6graHibFxp9osgLIqLZjnIOSGAJUeKJwxCSjfoIXCmaDToW0/a7DV+FBhxHuboPHhlNRDJ6DBBJK4OyhQenbPWA6WpEO3L9vUOcgaTdJPuIJcoaLAbKx4S+vplWa1Hq24B+qInbq0Ik79T/Ty7QY6Vq4jgQSTQAxnZhE18oA4mQuCebvqNhcYpSSwaOh7wmMjGKqA/zBa6DqyjJVfirMPkgi4go6bHjvQcnp3X42oks1RpzK15cYZerInSeCYvbc4/I3CaQTATtaGq1MSL4Tr5g4thh38muDMe7KzXwIUOHxgeJd5KbStetMrvQU+fr37RoQvKxsYJotAz5RPio8XiL8PmsIaPvZ/dFDJmW1X93G6CZiajrvjmxYwEsBnTVkLwxnZUbHzkwyqqOyK25Y5DtqC2Vqz8cPm7Y2axiyoHOegDsR6YBmiLKCeJ2mFzSYPzNDuyoqcDvzGyFFXOipP3SZP6SGr7hMR0Z19AdGtd4d/UbJ6dsTeWTV7KejqtivUpUnzF0Hgev3BVWWKCSQSQS8bS3W64KrGmVmCFDhicI9f4F/gCeG8FMpSInr1ykMV75Ulo3nIoGpEoCCsuP9B0zQpc3QBsUDyUCQRMDNXAPLG1xvKrUzVq7zjqD+204VyoDYnnM9Y4JRoR51Neh+qE9glbYCJWrnBw9K43W1xq3AWtAmst8c0ckPY3dPsMfkJwnMJAHXKDdwZLJDlaPZn6yYGdo11gfxPmgTyJoG5ad3e3/I6AtGOjv/3mP+7P7hPpFspErdRpHcp2JLqcbShY4MoY1622G4Y3E5CcwmAhhdjVdyCkLbR7zH4PZTI0CFJwq3/AWTrgLeTREonUoJd75w5Utl2XguEpgOAXSEkK1w9Y3LNNnAfNmnad5d9xt0qjD5W4POh+VVcNzzorMFJQh/tf9P07/rKBI6dsd/0m7m/jHb6zK48PQ83C+r3rZEcitzZd+tR4x7nXs8/iaBdCfgVXgQ54bUtFayL42w2N/2E0HY9U+qNn8YGe3ehhGcHhOPgPk9okm8sT9Iu0shgUwjYI108VxXUQqnXoinXHNhWyo8Ee4yOll+GjxeKnhJpFJGOyYnRvSeN6/WfwTKuw2/k0C6E8BIz66bDppshN5RHQRyLn5enc6DVSdwl4lbNEmbyUilQdkYlT14+/FAhxDzgzz8tn0mODWe2KC4y8AdSCBJBNDhqvun6sDRs3UqA4x+2klyvSM8gY2cL3jHIeMn/tAOenTEB/PmdN3XJ+d6J7OtwbUNozhoT3YCYedQYX/GUo6wO3MFCaSYAIwG3ri4cKcvWz+R6AOZ1GIVTMMQq8DNlJI4AlR4IrDMCzO6MxrD6A5yo2dlh6bEzZ7icObwqUmrnbfIBXX+I1DebfidBGYLAa+yg7icNe9cZlzXElH+Ss18s/Vza2TvLUfMZHD2mFR2LAl+ziYCcO/c8LHmoPmrMMK57v3L5f7X7DKp2uMdWcExoTDhr/n1IkPqAjrWe17yNXMURl+nKpFGZad6TO5HAskigDTPRYs1JfXCAinQ1NSlq4p830OIn1v4Lws0qc6pmIpSolMlYDJrP4GSdVbTx8MQh3Y3qLE+Xk8H9CnDZV9EZrfhdn+juN+55uoyKjwR7ny4CZwwIWgkadD4gBWvjZ5uNytUHwp7WFju/GR89ILfYi4jgVlNACM7mz+9eiJFZwKvBK48Gz7abFzokCGOQgKzlQCydPpN1gulBVZkTFkwrZEVfT+ZhAgLp08oXsVr+mfkEUhg6gTQ9zt7cMj84SgwJFz1zQ0mOY571CWaFAQZCzHZbiTBNAmr3qrprn0M4dhv7y0tgrkdXcmtmC9LXtIodZph9OQvT8uRb5wM2gTTpqz/0AoZODwkh792wsy3FbQBfwQI+PeiA6vn9pdw2jQ07UiSVx2bJexi7KOgGpPgf85wsT2Rysd1JJDuBOAiMNyWnBnaL5y7GNZSlu5cWD4SsASyIry9rTEtXRSNaSle9oL5SQIzRABJbcJNVwADw+ZPrZJF19eFnfIA87td9qV1Jquu3yVgJMdP2cG0KFfcsU7M9ChqgEDCkdrHa2zqJcHIztr3LDNu2SU6CrX51tWy6i1L7Gp+OgQ4wuMA8f6Elo+AaneWXYzwYFm4rDOY/yMWGY9jorZw2dhGTnMYMxbW3Gb2Edh3a0vYlNXeq0H8DyZTzK3KlWjGiAtjE6mnkaaaQgKzmQAsyogndUd5UMd7d0xMVjiluLckQJk3lfi7JJSDhySBqRCAUlO2IXzsDdYv1VGYBU+oEkwjgnTViPNGjF3xikIpj7AvyoP08YiLwyiNV+BK6saRr3x9k6Bvivfe8lcukiCjhipFftl8vcecy9+p8ES5+5i7wFV4sEtBQ74qPKHDj1jX+qvTJiNUuKFLbIP0Uf0Hgiv3xHL//2gQfoKZeCkkkIkE8EDf+YGDsvHjzVK4uCDoEjH7NObCwsRvw9pGkY0NkqOJRoqXaXD1VeUmA5U3RS46gns/xdTTE6T4f7YTQH3e9SFtHzevmkzooe0Addx6J6DjhTTuMy2DnrmBZrosPD8JxEtg2SsWmjieaPvBBdSdFyvaPliP99Ta9y6Xh96yV86rEcPKmb/2yOLn1tuf5hMG97XvWR60zPsD+1D8CVDh8ecSWIoRFAwVulL7uErfIUhshxdRIufzmDc/S6ofVeEWwfw2nT3fNVxIArOfALJEPfKu/bL+gysEs8bDenb0+63m0+/q8LKAPzX+EEi6SANKG55aa+bn2a2TilrLt9++XEYCs40A4gzOD5xXhWfS5Rnp1q2cuatbGv65xri82GWp/sQ7tHenv3Ew1WXh+UggXgI1j62URp0OIdkC74Q171gqOzVbqTXgwdUN7zxkg4tFIrnexbJ/pm9DhSfKHcYoDCq8Kxi6bPl2q8QyZ4G7b7y/ax5T6TvKhIxW7hBovMfm9iSQ7gTgIrr93QekdC0UnglXnVjKjAlID995Utr/u9MM/5/rnkyxG8v+3IYE0p0AjGF56soZEHVpQbzn0ImJ+Ld+zfq0+2OH1Xq8zHdC0MB+Sfoy3DYqO953wBgcknQKHpYEkkpg4TOTr+zYC6jYWqpxPgXGRdsuw+TZsSo8MIDAzZXiT4AKjz+XwNLTf+xU38yGkJcFfKOh9LT9tiOwbbK+NDzVP41h1329wk5csqjzuOlEAEkMXGUH2WsqrygzrgZFSwvN/DqIa8Aojjdjju38pdP1sCwkkAgCJrZTlRyv5NflBRQeLMecPA+/Y5+JMUBq9lQIvBza//OMHP9xOztgqQDOcySNwNHvtMn6D68Im5AgkSdGZkXEoxrRdg1jRqNm/fVKx5+75fSfuuS8xgghQ9vi59YF+qdwX0WChB71cOB0C15qE9+p8IQyCVoC63KHugXU/WN10HL8gLsMXAaSqVFXP6rc16UO52/73Rl8UEhgzhHAqOuqNzWJN0U85jjApIiQM3/rMbEMcw4ML3hOEYBy40qBzzLM6bHrw4eMW+jCZ9QKLMluMLR7nKn8xlwinXf3yslfnA5M8DuV43AfEkgXAghPOPC5Y5pSeomIY1xArFzn33tM5rTc8sjZeeFuhvgaJBmw7ynvNcKAffjrJ02WNbzL8uvzBSO4Xjn+o3Z16W4LLMK8PX0az7rxEysDCtn6m5qNS9yIJuaBS9yxH7TRE+gSMSo8gaoT/gsUCz+FBzPxrnr7Un2RTPpchj9K/GuQcnDVm5f47girNeMRfNFw4RwgULamKEjZcS8Zli68LGBpppBAphLwU3iQ2SmcIPXtHv2zc/VUXVluskgVLcoPzvYU7gDOcngYDKpFun/PgHTd12eyUzmb8CcJzHoCp//cpZkFRFaqkQ1zxEG67u+T/Z9t0Ri6cWn5TqtsunmlMSj4Xqy+hu572c6AcXzhsxfI0pc2Th5LlZ09nzwi+TW5skDn2/ETGNaPqcLjSp+2vU418AWFXmgREROEv15V2Bj6MEGNCo9be3x+o7LAFxqz7bqC4cOm59X7VkR323h+m6wdmokjKOWg5wBtv0u+K53ndPxKAmlF4Oj32kya0KKm4OxtKCSG8vd/9iiVnbS6YyxMMggU1Hnidy6dwG+Exz032kjPQ/3mz66DAa9QZ5eHqyhGf7IL5kmOfs7LzZLxkQuaZhd/43J+aFww/9vQiWHT2bP785MEMpkA3M3QDpa/cqG0/qbDTAJqkwugPaGfiMQ6foJ4Uq8n0MmfT2TybdYU013390rLN1sFbtuRBEZuxG37yeCxYfEPfPDbeu4uo8IT470/qgkKNnysOaCRe3dr0pl2xzUvOobxEyGYV2H1O5dK0dLQzhyOP3RyxMyinYhz8RgkMBsJmJTVHzxoJnzzWrnx0oCy481UNRuvj2UmgVgIeOu+3d5vmV0X6RPuaPijkAAJ+BOA+xr+/AQJOsKJ33yJ8NB54LW7wu0SsjzcXIzYMNK6kAPN4QUR5mqew1R8Lh3zfhzz+E4GbaLDh8jTjjzqOUXZQavi/YEU2Fu/sMYEo/ntCwvDnpsPG0uD33ouI4G5QgDuNEhZDesWBO5rmIOk4y/dcwUBr3OOE/BTbpClzY01mOOYePkkkHQCMESHk8Fj4dd59xlT9zi4qCHex5W8qvlS98RQdzeEPgS5s9kddTAIo0L2/WgXz+VPjvDEcfeP67wepas1C4ZmhvITBKIVLVkjLd86KV339kUdovQeY35pjjQ8pUYWq3sc/KvDycHbjwVl4Am3HZeTwFwgAKVnuyo9jU+vNT7V9FWeC3ed12gJ+LmvwR0abmnM4Gkp8ZMEkk8A756xvvMhU4jADbTjLo0BikEwjxzeZzBYwMUUyozXkA4XuNzKXOn4P2RpuyDlG0tk+asXTU48rOc4dMcJ4+EwqkkL/BSnGIqRsZtk3XXdNn+nwIy95OldGGZy3/q5NSYYLNKR4BrQ/l+dcuoPneFfPFqpS1YW6cSINYK5dtyMHO7x2zTN56F/P+4u5m8SIAESIIE5RgBZoa7+7kbfq0anCZZiCgmQwOwmgJCJpn+tj+kiMB3Dw2/fF9O2c3EjjvDEedehge/RGdvXf2iFatrh0xBCO1/y4gbzhyweIx2jMnLqnJkVG+vgdpBXmxdVybHF636gT47cecL+5CcJkAAJkMAcJhApGxtc3ajwzOHKwUvPGALFywtjvpaCRs22qHNEIvSBEkqACk8ok6hLBo4MyYNv2iNr3rnMDClG2yGnOFuKiwuleFnsFdceE0HYiB2CO53NCGLX8ZMESIAESGBuEsB7JZzklIRfF24fLicBEkgvAkgrXRUmhMKvpIghr31clbT/nnM0+vLxW8hl0QnAV3PnBw5K0wsbZPH1dUkJEsU59t5yhPPtRL8d3IIESIAE5hQBZCLc/7mjkqMTGXrlwtjEBIfeZfxOAiQw+wjUPq4ypG8JI/jR77QJMpUufm6d5OncPV6pfXwlFR4vEM93jvB4YMT71VS877ZK/74BWfHaRYlLDahRVd0P9smBLx4LH/8Tb2G5PQmQAAmQQMYQwNwfmBuEQgIkkJkELiLCHn+ePFbw+DnxM/X4URloGZLNn1wVnOgqynw+Zsc5+o9JCxJ147VCVl5epgkIaqVya2lQBY31FNDYT/+pS9p+d0aGW2NLYxjrsbkdCZAACZAACZAACZDA7CFQ0lxoMrFhUtPOu3tkzyePBIU31D+pWprf0CSjXWPS8u2TmsFNp2VgKjLfG0yFxxfL9BYilWC9pphGykBMCBV2bh6tlKOaVnekfUTTFvaYVIMMNpsee+5NAiRAAiRAAiRAAplEoPKyMsF8kH6ppivUyN6vWRnZf4x8x6nwROaTkLUILs3XjGz5dbmSU5wjyI8+0qGzWmvmNkyWSCEBEiABEiABEiABEiABEkgOAcbwJIdr0FGRlnpgYEiQ3Y1CAiRAAiRAAiRAAiRAAiSQOgLzUncqnokESIAESIAESIAESIAESIAEUkuACk9qefNsJEACJEACJEACJEACJEACKSRAhSeFsHkqEiABEiABEiABEiABEiCB1BKgwpNa3jwbCZAACZAACZAACZAACZBACglQ4UkhbJ6KBEiABEiABEiABEiABEggtQSo8KSWN89GAiRAAiRAAiRAAiRAAiSQQgJUeFIIm6ciARIgARIgARIgARIgARJILQEqPKnlzbORAAmQAAmQAAmQAAmQAAmkkAAVnhTC5qlIgARIgARIgARIgARIgARSS4AKT2p582wkQAIkQAIkQAIkQAIkQAIpJECFJ4WweSoSIAESIAESIAESIAESIIHUEqDCk1rePBsJkAAJkAAJkAAJkAAJkEAKCVDhSSFsnooESIAESIAESIAESIAESCC1BKjwpJY3z0YCJEACJEACJEACJEACJJBCAlR4UgibpyIBEiABEiABEiABEiABEkgtASo8qeXNs5EACZAACZAACZAACZAACaSQABWeFMLmqUiABEiABEiABEiABEiABFJLgApPannzbCRAAiRAAiRAAiRAAiRAAikkQIUnhbB5KhIgARIgARIgARIgARIggdQSoMKTWt48GwmQAAmQAAmQAAmQAAmQQAoJUOFJIWyeigRIgARIgARIgARIgARIILUEqPCkljfPRgIkQAIkQAIkQAIkQAIkkEICVHhSCJunIgESIAESIAESIAESIAESSC0BKjyp5c2zkQAJkAAJkAAJkAAJkAAJpJAAFZ4UwuapSIAESIAESIAESIAESIAEUkuACk9qefNsJEACJEACJEACJEACJEACKSRAhSeFsHkqEiABEiABEiABEiABEiCB1BKgwpNa3jwbCZAACZAACZAACZAACZBACglQ4UkhbJ6KBEiABEiABEiABEiABEggtQSo8KSWN89GAiRAAiRAAiRAAiRAAiSQQgJUeFIIm6ciARIgARIgARIgARIgARJILQEqPKnlzbORAAmQAAmQAAmQAAmQAAmkkAAVnhTC5qlIgARIgARIgARIgARIgARSS4AKT2p582wkQAIkQAIkQAIkQAIkQAIpJECFJ4WweSoSIAESIAESIAESIAESIIHUEqDCk1rePBsJkAAJkAAJkAAJkAAJkEAKCVDhSSFsnooESIAESIAESIAESIAESCC1BKjwpJY3z0YCJEACJEACJEACJEACJJBCAlR4UgibpyIBEiABEiABEiABEiABEkgtASo8qeXNs5EACZAACZAACZAACZAACaSQABWeFMLmqUiABEiABEiABEiABEiABFJLgApPannzbCRAAiRAAiRAAiRAAiRAAikkQIUnhbB5KhIggZkhkJ0/T7Jysmbm5DwrCcwAgfklOQk/a3ZhtmTNm1vtKBkcE35jeEASIIGoBBL/RIx6Sm5AAiRAAtMnkFc1X+aXzQ8c6MK5CzJ0ciTwG18K6vNk3QdWSOHCfLO8f/+gbH/Xfrl44WLQdvxBAplCoOYxFbL8NYskt2K+oE2c/mOXHPzy8aiXl1s+X8rWF0vhonw51z0mA0eG5OzBIbNf8bJCWfOuZVLQkCcXxy9K364B2fH+A1GPOZs3mCrH2XzNLDsJZDIBKjyZfHd5bSQwTQLzcudJdsE8GR++YDpP0zxcQndHB6x0TXHgmBdGL8jfnvNw4De+NL+hyXTg7MLS1UWy6Po6Of7jdruInxlOAKN7qMfnh8bl4vnMV3RXvrFJMBIDwXXX/3ONnPxVhwy3BhsD7G2v2Foqa25cJjnFE/vY5fg8PzAuuz5ySFbcsMgoO1iWlZ0l5ZtKpP5J1dL+351YlJESL8eMhMCLIoEMIkCFJ4NuJi+FBKZLoOrqcml4ao2UriqS7HztAHm9V7SvOD48Lv37BqX1tx3S/UDfdE+X9P1xHa5UP6qcCo8LJYN+11xbIfVPrpGSlVqH89Rr26nD5wfHdYTirLT+pkN6d5zNoCsXya/NDSg73gtb8IRKOfrdNu8i833xc+tkyYsbQ5bbBVCC0OaLmgrsosBnzWMrM1bhiZdjAMoc+LL4efWy8FkLol4pRgLR1s73n5fenWel7XdnZLTzXNT9uAEJJIsAFZ5kkeVxSWAWEcirzpX1H1ohRUtCOzaBy9COIyzHsAjjb+DwkLH+wv0lXaVv74BUbC4NKh5cfCiZRyC/Lk823LRCChon3Bd9r1DrMDrxUOzxN9w2KntvPSIDhyZct3z3mcGFuZXzpXxDSaAEUD667g9vaBjpOGdGZdzRmvb/PBM4hv0CF7amFzTYn76fY9pZHTw6bNzbSpqDjQftvw89pu9B0mBhMjmmweWltAj5C3Ilpyh0NNCvEPNLtYupbsUlanha9Jw6GW4fld0fPSRDJ/xHG/2OwWUkkCgCc1bhicX/P1GQeRwSSGcCS1/SaF5GQZbwGApcvLxQrv7WRjn2o3Y59oNQ63EMh0j6Joc0dmHdBy/F8OgIVa9a9tt+O3s6akkHlCEnQMxK43W1waM5MVwbYlK2fnaNHPrKcWOBjmGXlG6y+m1LjfuYPSlicv72L8Fum3ad/Tz45WOy4rWLNb4tx7ihtv++U0a7Qo0SS17aaNzT7H74HB+5IN3b+lRpOi+1/69SOv6v26w++KXjsubdGsOjnVdY7nseOStn/trj3TWtvyeTY1pfeJoVDvXn8tvXyZFvnpSTvzidZqVjcTKdQNorPLA8w4Kc6CDjWPz/M/3m8/pIYNMnV0nZusk4mLiJqMW86V/rBbExOz94MO7dk70DLIrb/m23seojxufCWObHcCSbabodf8ttq8UdfYi3jCtuWGzie9IuJsXrjhfjRUERwR9GNSKNvhYvc0ZztWnc84JHAm3k4O2TiQ6QwOCB1+wSWOxnZSxUEjnGeFu4mSWg92LZKxbKyOlz0nn37FGabfH5OXsJpJXCg/SPTS9qkBK1HOerJcCkg7z0oILlafTMOTO8fuoPndLzUP/spc6Sk0AaEGh4Sk1YZefsgUETo9P9cL8MaKamkpWFUrGl1LgBIWOTK1hnLMJ3TViE3fUz/RvB15TMI9D4jAVhlR24XML9q/eRfunX+owRyaoryoyLI1xsvIKRk749A95Fs/57JGUHFwdjoleGNKlBNIMAXNzmmkTjONd4+F3vvltbZPD4cGAVUpcjM2ZhU77UPKYykPAisIF+WfWWJio8XiD8nnQCaaPwINAUw87h5spAph2ky8QftoUP6PZ375e5+ABOeq3gCTKeAFw64QbkCkZB9t3Woi+i3qBVSFSAv2M/bJdaDVZe+eYmkwHKu9Gqtywxhoixs8GdImRzKvfE0ZikB786bebzqPunKqm6slxytTxIkoB9hzW1NNwdBo9NvkC954nnO7K4NT5dXZ08cuDzR43rjl00TwPbUXavHP7aCWMdRzzIomcvkAJ9eefCRUhHiM71jBllsO2/zsSd9QupbqsfVWGCy3NgLdfrhSGn674+Of1nxhZ570G073k1ubL8lQtDNoNxbP9nj4Z0ps5qSnL8Hf1em7kHa26ceN9g+wffsEctzqMhx7ILoOQ3XFcjiBPK05GTC+cumgBs1OWTvzwdMYNhpPqF4PiF/1JnOodII73nE4dN/VqoihykbG3w6Cuyri15YXDcTbca//o1Vs0KsrKVb5yM+0GHHfUZUtJcKJVXlJvvJr7CfJv4BwXIjelBnA72R8xe3T9We7YW2fupI0G//X4YbpoEBdww4iQ6ioTjoXN88uenowaxoz9QeVmZUVaLFucbQygSUSBWCX2A/n0DYV3rEMeULI5+12qXLXh8lVReWSb5Wj/Rxsc1cH9E23jf7onA/WiZAmfyeWmvId5P3E/EenkFo4IQJMuouqpc1r1veZDLaXZBttQ+Xt0m/xzeSIY4s4X6/EVsqVXQR7sm7n0s9ceWB+0GbalU/2C8K9D6OK7vOjx7MdKE9nPmb7GNNuGdgnuUp23XPAv0nYAyDbZondb3VrQ+adPz61URnBxdhWHmxE9P2aKGfqrRf807lwUtP6XZEXvUkOOVcPUGruoLHlcl1Y8ul7yqXBloGZIDXzjm3TXwfd78LKl/Sq0xhOZVz1fPCH1HqZED14c+QUccBs2EvOu07DBUIY4RSWigRCNLJMozcmp0YgDkf7siPn8DF6dfsu66btuM+3isVd/g6kdXeMsV03dkAMEwe7QK5newzbesiprS1m8/LiOBTCBwxVfWhQR3IyD6nhftiOnhgeQF13xno6Az5xW85B56817vInHbGjoqp//UJUt0NBcPr3BijBrvUaNGX7ACZbd3j+uXltovC9W9L90R5OqDl+rV391oD2s+d3/ssCx7eWMII+9GiGWAL3qrpvyNJijHouvrVakL5uXdD6MMJ352Om3jobxlTYfvV3x1vYkp8ZZlXFNP3/Oi7VFHKrAPYlyQehhz1ISz4iPhxaq3LTFz2njPE/Rd36CIe9l982FfBdivfu143wGtXwuleEXwaClSQMPDoclRaoLO5/xAEo79nzsaWLr51tXGxdQugEL39+sn4n4Qr+Se027n97nrw4fMtZkYqacFGw7+8rQH/XYxy9DZgZsgGEcStHG4wrrZu9BBXabKbP0/VYc1gtrjwkiCWD23w4qOZbI42nN7P1e8dpHUPalG0GkMJ3hmoK5AWQw3muY+1xL1vAxXpniXr3xTU4jy++Ab94QoPO5x/epQ1329gmetKzDIrf9QsxQtnVQM3G3w29SfD2n9UcUlnCx+br1510SLUcX9wL05/NUTIfURx4Yiu/zVCyUnyoS+UPyQmAFKuZ9cpXGvuD4rMLTc/6pd9mfIJ0bLrv3V1qDlUKyOfONk0DK/enPiZ6dkpU7N4B1IAKv7XrEzaF+8x9e9d7nx4ojECco6YnYjTeuQqHcdjCxr37M84jvTXIQ+fzGC36Lv4r7dk4afoAu89CP829dv6yQsgytMOGUHgZboQMEP388qgkwhq9VKRyEBEoidAEYt/DJZ4cWDTncsgo4lRoJcgUU3WicHo7RLfQKm3WNhu6u+vsF3fhB320T/Xvf+5b6MvOeBsrb8VYv0L3SUwW6HF83mT682qX8jKTvYHp08xENt+czqOTebveUV6yfqBgKgXdn9ca3DMcZpQZFGnQ+n7CDOYMNHmyMrOyiA9m8r1VUOBgCMZMQiGz7SHJfiEcsxk7LNxfjtobDkI0Y22nMA5cV9vPJr64MyKcIS/+ifbBa43Ho7auGuD67vON+SFwePfIXbPtHLcZ1X6nOqQZNmRFJ2cF48MzDacfV3N4mfa7Bf2WbD89Kv3O4yjMi4kl8b2l4wbcCVd26IquzgWLb+YNTcFdwLGPZMvQivgwZ2w/bV15Sb0ffAwktfMHk1DB/RlB1sjtEoGGPcEVH3mMn+jdEQeC5Ea0Nob9d8b5MZxY2k7KC8OBYMlYj9dSWR7zp4e234cHN0ZccUSsw0GjCyRJMZV3iWvix0DgBovNBA73vZDmMtxijO39RChWwzrlRsKmXnwIXC3yQQgYDr4oVNux/UWIc45yTBELdf3EOjYwmOUJSoq2B52nRz6MM16o4p3ABxJN4JUL2nxkPbby4g7zbudwzdr/ugun9QwhLwrcM6L1S8dTjcCRqfURvTXCPe/dEZ2qLKLSyy0STSyGa0fd31U9BJ3EOE/R3vseF6g3Tf8Qg6SjAw2MlSz6qLD1zf4pXFOoKKTt5UJd5rNefRW73182t9O8mRygFjLSzyJk450oZxrkvn56U7iodLy3bSW0NZWPvu5VE76V4saEvwEnKNeCv+bXHIMu9+ft8xOa/7ToMyXaUuivEIyoTRYxj0Z0yiP4ZMvd348ZWxKRaeC0GiI4xQeyVR7zqM7MDVMR7BgIg74uW3f+TxZr89ErzM1fAx5At/agzDewUXdPD2Y1KsQ5xBAad6U4uXF8hZDaxOhOBllci4AviZY5IuPIiND6qWFxZFzP/Q9ruOqMPAaMTQqL2Cobtww6XYzvoQ233g8nfo34/bn+YTWbXQUbOCoG7whUDjx+STeWp9ydLyPvyOfXazwCce1GXqV4mKj2Fn+IYiHgG+ysNtIyZYGP7ylPQjUKY+yK6c/sPU4kfOqE8v6otXytZPxg94l/t9xyju2f0DZk6fwoUFUq1WGtdKauqXxhf4vTD9jpnIZXjuwEUBE+fh2YSHsZ9ldulLGmT7ew4EnRoWam8shV0J5RJZtLo1oN6McCOuB51EbWtWELeAWMXZlPrXlj0Vn6WrguscznlqinXYLS9GaZa/MjS+DfUAPuwdGmuF5zKSdNQ+rjIolg3WfngdxBLfYs+L5/OIejGc69XYFo0DwHmGL8UTrXj1ohCrsjuy2rczshuHPQ8+D91xPNAJdOPWMDJm3wF2n3gUSLx3UGddwbscribdD/QaF1gkjihbp88IT31HRx2GErjKwDUVk8LayS3hut51b68gkQpcV+AiWHVVmbGgBymOejywty61p9TVL1kc7TWio+11T7LL4TYEdj3b+6VUDRiIYXSVMaOcfGqVbHvdbrtb1M90f15GugC/yWvHtM57ZdPNK4PqBdbBZRHvJ6RIhwfCgidUyYJ/qJqICbM7673HvnBXtlJzrdNpViUaE2a3ad1C3A7iRqFg1emxMOoGxduNbUHH22/kAO7ffbsGtJ/Ta+pj5eVlJsbEW6fxfb1OifD352nmwxg9J2zZE/2Jdxeuebhd4948yVngfYDrdgWugogRQh8OdbdS33smBs+zIfqIcOmGJPJd58YR4vg9mjzp6PfbZFA9vhDriz4BmNepyyuMB4injWVkf8YVHjR6r6Byu8qOdz207yCFR1fm1eQlROHBxFh+cQXanTdWWjQyVITtEeIKbFmNpUJ9Iv3cLvDgQ0eo/snVJkD1wBePhZ21vshkOQl+iZz6n86ICg8aqdeygE6bq/CgU+ptyNimTR8G0PaDXBEcSxs6o8bioQ+IUJmYYAzL4TeLe4mH1JE7TyY8rXjoubkkVgIIpHUFgc9Tke4HQ/fLLQ89vt+x23QyRLdeZut8KFeqO0BQHdSd0fmxgdd+x0rGMjyH0Bnx+oe3fLvVuK7AX98rpatDO+CLNYbAFVxD668nY346/qIdaP1Dm1391qVBL3sEp1PhcQlO/Parw24Qr/+e0ZfClS2o46K7oJ7vumky7To6nujQItj4si+tDVJ6oLzCcBZtKgVjxNPYk1P/2xlSKBvIXfdETfjhSUCAjpNdF7JTDAts8hFsCndM7wSlSBYynUl5Ma+PKzBSPPDa3UEdPrg2wVCGdw0UFig4h+44EcSh5VutxriA8vjN14JYixM/PW3c4bz3yvu+Rbu1rBLNEdcJF9Xqa4LfzVgOpXjfp1vw1YgtA/oXcOX1Clyy0FeAkhtN0v15Ga38fklyEHhuBclwXJcxGAEeePWuoD5hy3da5ajO+3bFv68LciFFhxzGNztC47oQI8YL8TlWUD/w160jw2ivaGd2X7vN0pcGj2JgOYzN227YFdTBRlwLjMhw9fIq4VAmEEuGMs+U9KvSsltj8dAf8wpGYpEoxRUYPbzeVDZRAdqrfRbBALj3k5NJSxL5rkOyD6/gWeud8uLC2Hnz7MXzF6M6KJM3aYt3X/d7sLbhrk3Bb0xw5hWMHLhKkHe9n+sIslxMV3DORMUVIKvIZV9Y66vsuOVEhYMVYOWbl7irUvobDfOyL64N6Wh6C4EH8zU/2GysId7l4b7jXjZoxiBKehFwXwToeCEmZypiMls5SrF1TYl0PHQgXWUH26Mce2+ZfJDaY7jWUbs8aZ96TRhp9io79lwwDCCu0CtoP15LGUaB3JcJOj5eZce7P9Yh25dXMIrgZtLyrp/L3xNZh12OGIHwCuqAV9nxrkM9eOTG/d5Fph7AmBVN9msmOT9lJ9p+6bge7wZ3pAMdLFfZsWXHiM8jN+4zIzl/f/4jIRygLKL9+Sk79hh49iDo3Suw/qZKFj9PDRqOcRxKt1fZ8ZYFyrHf9fi59Xv3w/e0f166Bfb8hpEUiQ5sZ9mzSk56Er4sur7Ou8q4NW67YXeQsmM3wDsLxijXqr9YYyCtYFTDK5WXl4rfKBO2QX1zDSa+dVpHYzGvm3teHAPGBCQjcaUuhmeBu0+ifsOb6BH10HGVHRx/yQuCPYewDIYHr7KDZVZwbXh/ITvyjvceCCQLS/S7DqNnXkEmPMR1hRMoPn73w2/72EyxfnsmaBk0M2/AGbRjdLx36CgKNDsr0MCXaXAwtGivwDpkOl3ehUn+boaiNa7gwTftCTkTLLWub2PIRj4L6p5Ypekrz8thHQ2ZMXEe3m45EIzqdjTcbdzf7ToaFc3S6e7D38klYIbXPb7TtrOOl0i8YnzQnXoTaYTWHv/U/5yxX0M+8QAzPvye47rKQ8hOCV4wqi+KSM+VXnVVKagPVuZhXcYIMKR8U6hbHzhbNx2/4noVJrsezzvMJUMJJpDIOuw9MhTMkPug755I9827v/0Owxws8uEEVmKM7GWKeD0K7DVhdDKSKw/c0GNxRYflvlw9EuCC5BoAvOl9zXn1mQFDAWIxki1uXwTnO/aD9oinhVuOW5cKF0XORIYDpvvzEqNXcMu0gn4c0jbDPRRZB0PalG6I5yvcFK3kLwi27GM5XJYiCVzuveI1jMGFq6BhMikC0mBjNBbJSoZODBsFBa5SGNXxe/f51mkdJYpUp6HIw0XVW0/na2rnmRJ4D4WT/Lpg3lAQYcyLJH5eFol+12H0CG04IHqPka0N/QqMQp89NCi9288KvFLiNdTO3J24dDUHv3R8wn9SG4gVdByQug9xJRfGLpjhRvjp+TUaDCUmWqbqJwsLl3FLcQqExnT24KDpuEB7hb8ohl7dkSzE1JiJ8tDhm2GBKwLijKyFG/FHbgYiVEDMaYE4DjTygsY8k3mo8am1xp8VDejInZNDyDN8STz9JQJoV64CgQ6Fa+GKBRhiWlxBXYgm3dtCXeG8+2A2d7R5K/NyJ58PdlkyP+ErHEkGj4V2qLzlhauKK4hv8ItxcLfz/sb8P0KFx4vEfPerw3imGmU5ZOvYF/jFZ+G5btzcYj+M6exF2nwoAXNMRTp+qtf51ffpumOirTRr4Lnr5hTt2jBPTyrEzgsTOJfai6K51sBAi7rrdSX0do4Dx3K+pPvzEvFs8Qgs8jveP+kiin1DRuf0kR9vxKxX6wAAOTNJREFUu8O8MVYwh5Tf/nCXLivT+GN950FRg3FtSDvSJ/7jVNBcaFOt08gsjHT2AdHrwDnDTa8Q2C4JXyK9013ekeLCIxXNj9N03nXt/9Wp8xypMdF55cPYjpT6+Kt/8oSxEXPiYZT82PfbYzKsT9aOSFeUxHUYakOwLwLOXIVm4qEw2elxi9GqkxdGnLDJ3SGG39Pxk/Xz/UbDfkhHgtCgrLT97ozpzCF1ofuww9wDNujSbp/KTzTKneqrPnAouMNXuiZ4ZA1l2v/Z4AkqYd3GH9xzcO+gpcc61JjKa5zr58KEnu5DCkPGkR6O4Zj5ZWRC4HUkgYUskpUM+/pZ3CIdM9Hrzjr13z0+JhOMJF7lJ9J20dYhGQgllAAstCF1WOdym67Ck1MS/n0TWorwS8zIZ/jVCZlUN8LhU77Kr75PR6lD1jYYBtNZXIMlJrKMReDG71V45unIbySZDc/LSOV310Hhg3uUN37HbBMZg3sY399elnAfhPIbdS4mPS+eJUg7jfTy1qXat07rBKvRxBqJvduhnxdW4XGHqbw76nckvpqK4B0a8T3q8HYTSMR6Tj9Ose7r3c6+66Aw7nj/AZOW2tUJvNvjOwy3iBeHwr3t9XtMPKC7jfd3akwh3jP6fEfjvzAFd5qCBrV+OjfN5/AxL5qun2yVG8ColoOH3hys7NjCIPMM/FNh8fEKLIzeh6F3XdK/a3nhpucqOzjvaOeke6EtR9PzG8Km1cRDjVnaLKn0+oTC7QosJvE+WPGSqPGZMLj118GxKO65ppJyNuQYSV7g+n/He7qRU+dCdsHLBy+9eP5iCWYOOdEcWOBXhxEvGGJ1j5PF0PFJw5R313juGbaF20UkicXtM9L+6bYO3gCuxDuaaffHqLGfsoOOPyy6cIWyfzP5LBnrDR7JhgU6ls6fW0cxmh1R9L2cKdKjbkh3v+ARM7+ie01+nfN4253XsIzjwwPo3hfvMHEpqDvR6gvqrM1e61unY5jrxS+BjRvz6b32HJ3EO5JUXR0cUxhpW++6aO8wl3csrpXe49vvyXjXwXD19+c+LEgSFG4eTnt+fOYvyNOJald4F/l+n/ERnqUvadQZyHVYcQoCbfzy29fFldYx0mmm4ycLJcVNp4v0zNan3++8GN3CjcV1eAUNBlloUi2n/68r7CR8ZqgeD16PgonUgNd8f5NJRQ1rHnxh8UCDhk5JXwJ9u84KFO6gl7Pe1406yeIDqoTHKhs+ujKoPmA/ZNWJVOdjPfZs385PUUHqTG+WoNl+jTNZfjw34R4Mv/yAoA5/LI46rNtjPp+235wJuEP41V0siyd1cKA8c+jLoI/lu/LK8ohxTOHwIKOaK27mKLu+/knV0qwzyc+EjHSMhkyOiQ5zuKBvlBFB867V2nTEZ+ICEnhOJI5ypw2Ai6nrjogMu4jvcTvbKAreSd7snNjmnhdtn3Yp8U5C/Tl4+8ShYKgr1/kbkUQB6ZbdkbqaR5cLvIf86jQU8UixeTiDN1MgfuM6vNeLET5vgo+g9zB2cARzTSZDxrQcSPFuBX1YJByKNy4mWe86eAfBg8t6caGs5VvUFXFtic71VRZUdlxDSXOoF5K9Nvs5oyM8GOYzPpS2NJc+EUOz/3NH5W/PeVj+8rQH5S9Pf1Aefvs+MxeGs6kZivQ7hrtdLL9j8ZP1HscbV+Dn+90bw/wIfooNsoPMhESbzwHBZCGinYZ8DU6E0oYsd1s/v0au/eVWk3LUTR8esi8XzBiB3R89FHJuuCAiu6D3IRiykS7ASBBmsPY+tM12qhDv0vSXFJEzf+8JsSZiroIg324fUEh64g289dmEiy4R2HNzaDY/U4c16Y07Z4QLDc+sq7650aRmvlzrsjVWIcGK68uODhJShEcSTBbrNyoRaZ9Y1rlW2nm5OoqgHZN0k86/95p5qrzlQmcyUmzHWp224TE/2xKwqNt9kbLaK4gJDKdEuAkAvPt5vyeDY9tvQ0fKl+u8SW6sqy0HOpNI7evKmb/os2KWC/pruz92OOjv7hdsD0m3jc79Or3vfuL2haAYYnJWr5HV3Q99SL9JiO12bsgAlsOAgeD8PTcfNn1MzB/oFZvJrVMTFLj1BokMkD47nGxQo6Gr0JqJdD07uCODuD53rkW7OZKfYL6ZZAjScbuy9XNrQspvt0Ef9zE/3SJbP7smyBskGe86v/sGxRXhElBeMWrnuuCbEdYoz8YZVXjMTdab7RXEF9z3sh1mPoCAu5d2pJDNA6nw/GZTRRro6cp0/WS9lglblkhZnuw27hAslkfT+CM9AMz+UW66Pbf72b8v8gR28Lv1VXqcA8GCA+vJlltXa/BZqLXO2Zw/Z4AAssn4pcTFqN1V39pgHsCupQodccSpXfX1DcFZVC6VH5MF+rlDzsDlzfgp8TxBBiCvoF1s+Eiz1KvrFbJOegVtHpPArX7bUtmiLxS/B753e37Xyeg0BbBfYDwMRldr0htky4Sy4hWsW/LiBkH8pFXYUc/x22agPPEfoYlwMM8EJur0S7mOGd236L1DFstoCq23LLF89xtxWvTsSY8IKED2OmI5XrK2MfVd70eQaBVf/falqtDUBnWiYFHHrOzV15Sb+YuWa/ZVJCmyRkMcyytQRt32gvVwPQrK5uTdyfmeDI6of26CFtyPyzUTmDt9Bp6dmDfG7SegQ33i56ec0mbOT8RieEc3cGUwjnrnALRXi7mXXJczcIQXj5+7NSa6vfrbarRQJdMvM27DdbXGAwVZfysv8x8lwf2C44pXbNwxPuGxEiSo0+9Yaiba9NZJPK/X39Ts2/7NdXkOgomnXUEcild5x7ExWug3Eau771R/w13MvXg8Cy//cvD8Rji+6c99ZrUZDUPSAPQBml+32Jw60e86GKOu+d4mufq7GyeMIcGvyoiXG81VeEZd2oqWFoYUPtoM1QhEgwucNyg0IWn/3FofUrLIC/yG9ZCuzw7Hhdvbzyro9R29GPzsN4cp0FSPkWxChd6UfuFO7LN8fNjnZM52UDpR4aGsYrZzo5yFq5C6HO4GSB/oF8jnHJo/U0wAs0rDeuRmbEPHHHNMmHkmtF0gGNdkPgp3n7XcsIr7paxM8SWl1en23dYiV31jQ9CklDBW4EWB7FPoLOEPHVbjmnWJLzreeEnf98qdIZ2FtLrANCgM5jyp2FwS4joDzjCEGWOY1mGT9Q++8mHqMOIqFj5zgfH5x2gCvrudaUw8jT+40iGmEZ0co5h6jgk/csRB+nWwp4LLLw4S778FmMZAYz8QxwqXKO8M81M5TyL22X/bUR01C63vmOB0+SsXybm+MePO5H132/OiDRTqJNtwh8bcOjaOAuvRNq7+zkazHOswmobnllWQ7DEifSaL477PtBjlzXtuKHQYmUBHH/dmvrri2BFE73b4jk6nqxC428zm34jBwXsGCQG8skoNO1AYEetrBRZ8uP1iJNwrMFrgOQoFZFTdCMEXXgjekRS0c4QQtP/35CS+dtQERg4oI9h/TOsg0lXjE+89uEF5j4PzevtyGLnyq9Mwcqy4YbG5v3he+xlCcCwYiOFC7hUYBo2C5nlu4LkEYyJCPPC+NXE93vXeAyToO+5Nq450NT6tNuiIUHqu/Np6k1jonMapYR4clxHKi4RFB3XiZEgi33VmTko9Pu4xjCHLXt5o5hFCHxJ/YF2yoihkpBsukdHa0oyO8Mz3yYiDyhhNvI3EbKtwvNp2tP2Tsd5vpAb556OJ32Rc3olUR7Uj6UpxhOPCYhGu8bnHmepvWPF33XRI7v7XR+Svz3xIHnnnfjn63TbBqIFrMcA5Irk1TLUM3C8xBB58457IySW0bRnLt36GE8R3PfyWveFWz9nleKGYGaL9jCnKE9ZevMxNe3X4Yl3R4plxbZ1NN8xMUPnmvZGzninbiIYZvWDMJu6d4gAu1OF82dEBx30z1nrnvqFjkEgXlDN39xgFy70n6KwZhUzPD/e9eDr/7rES9RvKu0k1HKa+owPjp+zg/IjJgrsKpNXHVQysMSfLug+sMIYY8w502Judw/xLFkeMABwPMzUG6gJGJsIpO1De/CYiDXMJs3bx6T93mXlTvBcAJn7ufZiM2k85xb7YB3UexomQDriur/YkFMCoouspg/2xL1wmMfcjRo9CjqN198AXjuJ0RlCnd35A02eHq9Pa9sL1tzDpp3n+24Nd+kSn/NgP25ylEz9RnmjPKt8dp7gQMaXhUqmjL4nRlhBGOJfy8E6ymqh3HZIPlG8InsMOBlg8O6Cc4r5hFN3PrbflWyejUphRhcc7sagtKSbgjCSoXPlOmj4MC8/45JZaAVwXNgTsGW01zAXBiuXG62BIzhv0P+QzgRoUCN9KqOeBD2myBJYV/HkF3NFgjv+k3czAe98rdoY8HPwm8PIeg99njgAeVA/rTMxIxRltONgtJbbf84nDRuH1m8nZ3X4u/oYRYNvrd5tkDrFeP54j9796V9BzINZ95+J2sPo9+IY9xrc7moXP5QOrLyZ7xkiRV2AtxKhJuM6Ad1v7HS7YOz90MKGdWFyP8Xrw63DZE+untWZ7Fs3IV/CKt7533tNr0tDaAiNdMeJB3PgJu9776bXGe5e735PJEZOJwsIdc93Te3nsB23mGt1yZurvXR85FPJ+gZLuF46A9xFGQXyVDD9AyhPzARrF5NJ6KBvxvpNgSIeC4sbwIRkTDIPxHA+KcKQR+mM/bPd1x/W7PBgDAuEdfhtMcxkM1vHwxnt/+7v3h4xiJ+JdB6UUI3XxCNrdkW+eDBvn5z1WcO/VuyYF3/u1IrmCYcJwftCw8sDVw+3sp0uWk+M/DvXFhQKH4VyvFQA3Fe5CGK5zpUMzpXkFFR0uFF6B0gE/Ya/vNjRxWEyQGSVZsl6ta4/5jy1mCN9197DnzC4IrVLxdqTtsfiZOgKIhbhH04UirgdKUCTB+lP/02lG+Drv7o20qVl34Vxwby2WjkzUg+oGsRzXr+65MQKY3NiV8ZHgNueuj+c33JvufckOOfSV4xMviWAc5lBo55gdHpPf3f+qXXQBjQfwpW3hinb3C7fLGQ02DvECcI6HjFKtv+6Qu5/3sMnI5Kw2P1F30BlAJwhuKX4dWizDsTp1JAYZpUJ8/vVI061fmC4BWeKMm5xP3cHyEz+fTAXv1u9Y25u7n5eJ+w7yrnO/2/oO67Fxz/YpMzqzsOTv0jnfEDzudm4x+rHt33YbpT9cGz7zl+4gRcmWI1xZk8kRo1NQkJHBC8qyn6CNo8z3v2aXWvhD48TsPrE81+y2M/Hpdz+iucOjbvklyln2soUh/TlcE+rOA3r/wcvvfKgveA9BGYGCffzHwTwn3mfbjVIJA7IZrfWphygXFBx0+JEu2w2Et3wRW37vi3aYGHJXIbLboJ2h04+RDxg+/J4Xdlt8wsgIxT5cu0aZUS4czzXo+9Xx6dQb8MYzplOT7YR7DiC5A+o36jm4+4lt+1N918FTCpliURYbI+fHEcug1CLxAt6tJz3PP79y2WVZd123zaca2NXJ/YTigg60q8DgrKhUSFQA6x38pAsX5xu/PT8f7H23tkiHNox4BD623sBCPIyQFS6SIJDKuDFc2ggdFDeNLwK+3EBZe0xUmAvaKHLLNBWgz3A8XtKoTG6FW/nmJRJu5AsPAwz5QYkKJ6gcf33WQ0GrkdkOWdW8ct/Ld4aklrTroVBdeeeGoHLj3FA2YZFDmTEcaTKcOEU5dMcJkxXFHouf6U8AQ8awwOGewqUN9xojD3h5ROtMpv/VzXwJ8RxBW4G/NiZqddv8zJdw9pcAjOH6NOGWoXVYO6LD+qwabNEOkNbnqQjaQqG6GuITnaBoxoGpnCPaPsgChmvCuU3q3Bl7g0cr6eR6uBLlL1D3GH1XoVODzko8Avea4mUFJh4OcyUh3mO6kkyO6NMglhZ1EPFjKDPb+NTvmJcnPIPQ95qKwKWyQBNIyMWLOlfWUFSlJNI58G7Mq9a+nAqeBdN5LyIkI19jZ2w87eDRmX3Por2hz41YIlwXJnrGaPhUJBHvOtP+L4VyDGkK/HBGhWjlm9GkBeiI71d/ydVvXRrUkUah8UDHXzRBJqR4lZ1ox5zOegzHXq2Bm94RHXs8Nye9XY5PsHjkxn2+D8XDdxzXCR7Lg+ecuLSzia/wHihJ36F0uUoazo0AN/yFEwwDIwUkZXYRwEMOQ+lqh51dBZ8lpUVndYLvLCnwLCwmGPuNuEznUqAowRA3kwIDU8gs9TNZoBjOjVEwd56WGHYLbAJloX9fYrknkyPe5+gEUxJDIFE80R8ZU7fLRAgMgG4Yw1SPixEcKHFTVeSmet5w+6G9JSrjaiLedab9J+C+hfofhSOQpOUYCob/dLzaIxoAsn/4BYUlqagxHRbDkBilieeliFEsDHP7JT7ASfGS3f7uAzFZJTGsimHJRAsSKYB5PAL/6ofexGD2eJhxWxIgARIgARIgARIggcQSmNERHnspGKHpvKdHlr9mkebmrwhyG7Pb2E+4nsHSs/fWI9NyJ5iOv6MtS7hPKCjI8oO0fU0aq+ObUUZ1BwRnnfzl6ZiCreBKdI/6p698Y5NOcFcWOtqjxxtQV42DXzomZetLpPrRFYHi+flw+7l0gG04wfxHyCff+MxaadB5RJBqMyRVsZYBsQ8YckY67tN/DI5HCndsLicBEiABEiABEiABEiCBZBGY0RiecBeFtHxQEpDS0cxPgdmvdRQEfrCJGkIMd+5kLbd+jFA+kHp7OsP7KKP1RUXsDuJohltHQwLbknUt3uMa10P1KTf+5BzC96LhdxIgARIgARIgARIggTQgkJYKTxpwYRFIgARIgARIgARIgARIgAQygMCMx/BkAENeAgmQAAmQAAmQAAmQAAmQQJoSoMKTpjeGxSIBEiABEiABEiABEiABEpg+ASo802fII5AACZAACZAACZAACZAACaQpASo8aXpjWCwSIAESIAESIAESIAESIIHpE6DCM32GPAIJkAAJkAAJkAAJkAAJkECaEqDCk6Y3hsUiARIgARIgARIgARIgARKYPgEqPNNnyCOQAAmQAAmQAAmQAAmQAAmkKQEqPGl6Y1gsEiABEiABEiABEiABEiCB6ROgwjN9hjwCCZAACZAACZAACZAACZBAmhKgwpOmN4bFIgESIAESIAESIAESIAESmD4BKjzTZ8gjkAAJkAAJkAAJkAAJkAAJpCkBKjxpemNYLBIgARIgARIgARIgARIggekToMIzfYY8AgmQAAmQAAmQAAmQAAmQQJoSoMKTpjeGxSIBEiABEiABEiABEiABEpg+ASo802fII5AACaSQQNm6Ytn4sZWSV5ObwrPyVCQwNQKr375Uml7QMLWdI+y1+ZZVUvOYighbxLeq4ak1sv6mFfHtxK1JgATSgkDxikLZcttqyauaHyjPqrcskabn1wd+x/Ol8em1svY9y+LZJeK2JauKTPlyirIjbpfMlVR4kkmXxyYBEoiLwPoPrpDH/GxLxH1qH1cp5ZtKpGx9ccTtuJIEohHIysmSx/7mMlny4sQrJPbclZeVSsXWUvszYZ+la4qlZGVRwo5XvqFEKjYlvpwJKyAPlJEEml+/2LTB5a9amJHXl12YLfPykt/VLqjPk5LmIskpyQlwxLuyXg0ZU5GGp9ZK9TUVgvJbmV+aI3hmTkWKlxaY8mXnJ59FuPJNkgm3BZeTAAmQQIoIZM3Xh2lW5AfqwduPy/Eftcto11iKSsXTZDqBrCh1LtOvn9dHAjNFYMETqsyp655UI4fvPDlTxUjaea/+9kbp3zMgOz90MGnnCHfge1+8Q8ZHL4RbHXH5ttfvFozGjA+Nm+1yK+cLruXg7cek/fedEfdN15Uzp2qlKxGWiwRIIO0JUNlJ+1vEApIACZBARAJwo5yXO09avt0qsPwv+IcJ5SfiTlwZM4Gxs+flwrmpKTwXz1+Usb7zgXNlgk0o40d45uvw3vnBcbl44WLgxqXzF/hNIkZhzyeOpHMxWTYSmDECNddWyJobl8m9L9khTS+sl7onVss9L94u5wcmLFG2YHh5rnrzEnnobXtl4NCQ1P1jtSy6vk4K6vLk4vhFGWgZkv2fPSpDJ0bsLvwkAbH16+Eb90nz6xZL0eICycrOktHuMTnw+aPS83B/EKXqR5WbGJ3CxvyJ7brOyZFvnJQzf+0J2s7+WPzcet2+Xv76zIfsosDnNd/bJH1qDd5z8+HAsgWPr5LFz9N625Bv6i3q695b/d8PK167SKo1rie3fL6MD49L3y491iePBHV64F4D3/wydYmDu8pY/3np+HNX4Hyxfln9jqXqVloiR7/bKk3/Wi/5tRPtaqh1RHa870BQZwnHXPKiBtOhzavKlQtjF2SwZVgOfOmYDB4djnjKSO3WxPN9fKW0/3enHPr344HjLH1poyz6lzrZ9ZFD0r2tT2ofWylLX94ouRXzzT1CJxBW6sNfOxHYx9737e/ZLytuWCyFi/JFtNtw9vCQHPziMTmn93/lm5sErn/ZBcpt4Lwc/3G7tP6qI3AMfomPwKLr681I/YmfnpKFz1pg2tHpP4bWRbhrrXrrEilaWmgUI3TkO/7UFTQiFEs7jFSXUHK0jfUfWCGlq4vMd3T6R86cM/Wk+4G+qOu9V99wXa2seM0i9VgQ49L62F9fZlbjvXWud0zmqTfDan2PlatrNtzQ8P7q36vt9VPaXqOMysD9r+baSlOfMYKD/U77tOGrvrFBhk6OyM4PTo4uBTHQfvHIqVE5+OXjsuady6TnoX7Zd1uLKSfad8XmUrnnRdtNbF/lZWVmefPrm/S52CS4B/e8cLtZFkv7MhvO8L+MHOFB8NaVd66Xa3+xVa75wSa59ldb5dE/3mxeZDPMO+rp/fwmo+7EDUhgDhHIKVY7DTzf1LX45M9PG5/ipS9pDCGATti5vrGAsrPyTU2ms3PiZ6ek465u05Hd+rk1TH4QQm5uLzBBtVq/Nt280igOp/7QKb07z+r3HNnw4WYpWlIQAIRO8tp3L9dA4Vw5/X/d0vrbDu3IzDMKOToBfjIvL8vUQ/9187QzPflaNkr725YIfOdRjlN/6JJcDUre+tk1IbuvedcyQSdrpH1Ujn6vzSg7lZeXyWVf0G0veYmik3X5l9cJOi8DqnAc/0m7DB4blsanL5Cqq8pDjhlpAYyJeermAqMCOmutv+mQYT13UVOBXPGV9YFz4hhoe4ufV286cid/edooIUXLCs11FC5UxSKMoHMWqd327R6Qrvv7pOEpNaZzhsMgtgnKDhQd/KE8q29capTFtv88I/gbH76g11xrOtn21Pa+IyEKFMH2/zpj2JRqnNT6D62QTZ9aZbhB4T3z127J1s7x8lctmhX9CnuN6fSJ+4QA+5M/P2WK1frrDlWacwX9N6/kL8iTy7641sR/9O44a+rsqCohjc9YIAjKh8TSDqPVJRxn40ebTXwojA4YdWrTOoB6DiU3lvVmo0v/UPcOfXVCoYZbGL7jD4py1rwsc03V15TL4PERc00DR4YE7RXtE+00nKzRuoxrh0EDbQn1EYaHlW9cErILRs28MTjYD+0JdR3PE7QFxOSgzs8vywl69uCZY2OPTvz0tFHucQLcA3MtX5kwMMTavkIKNwMLMm6EB41osz6YYEHCA/jswUGp2FJqstlAgx3p2Cdn9w/OAOrYTun6Tca2F7cigblJAB0sWLzhBw4rlRV0SvGiPPLNCZ9wBMaiY/fgG/bYTeTo99vkijvWy1rtKD78jn2B5fxCAiBwrve83P+qncbKj9/oVGz6xEqBGw7iyCCr37bUKNX3v2pXwCqL0Z0Vr10sPY8EjwSZHeL8t/KNTXKuZ0zLoce/5Jpy+KvH5Yqvrpe8vMkshWVri807Dp1G76hF9aNUIdPRHIwqYTRimXbQ0anEaAg6O1aMYqWdR4x8xiXaL4MShpEvK7AA1z+5WlAmKCTowKKzCQs5RlysFOiI2OVfWivrNFHJA6/ZZRcHfcbSbvd84rBc/Z2Nsu79y+V+Pc6GjzQb6/Puj02MkqHdo3173/uH7zgh1/5yq9Q/qVpO/uJ00Dlh0feWZ9krFgYUowffuCcwIoXO5KP/Y4s0Pq027Ghe0IH5I4jA8lcu1H7aRdNPwwoYopBRDErk9nfvD2y77gPLTaf84bftEygFkKPfbTOjQT0P9ZnfsbTDWOpSsSrhGHH0jogcvqS04ETR1pvCXPqHkZM2NYBgtLF/36D5btdjhAb1P1w7xAjjAR1VdAUjTzVqSHHbEowGl//7OnfzkN9gPnJ6VB64Ybdg9AqC69uoxh2r1IXspAv6dp1VQ8qIMVpA2ffG8MTbvvyOn6plk6akVJ0xyefB0B401/tfvSvgVnDgC8dk36cnhulsgFySizHlw7t+k1M+EHckgTlC4Oj3Wo0lyuv/jZcm2lLrLztMJiu4JJ34ySljKYflCn9wG+jbfTbIYj9HkPEyYyBwUjtgcGmygpc+lI7SVRPZAdH5gXX06HfaAsoOtkW9Q2AvXMWmIyXNenytt+jcWWUHx0Mn8cjXJxR5e3y4saGsGLGx9RufKDNGX5ApDoJODcrlVXaw3LoR4XzxilfBwr6tv5pQIGCthizQTFEQuOp4ZVhd3zrv7TUupt7l9jsy0MXUbvW6t79zv4kFQVA1Rl62v2t/kBu7VXbABK5qBY15Mtp5Tq3akyl87XntiIP9DcMpBIYVr/vd+MgFwUhDQYQRKnsMfgYTgMsl7m/n39Tt81IbQ7vBqAgUZYyqWIGrKFytrLJjlx/7QZtRJGJph7HWJbQN1A94B6CMrkRb724f7ne5uoqFa4dwnSy7NKLk7g9lB+K2Jbiteeumux9+wz0NI70t32oNKDt2O7h2T0fiaV/TOc90952sVdM9UhrtDwXHFQx7w3oVafgcWjcsUWYIUBshKmTrr3UoTztKVqL5SOP4sDTBuoyXIV5OA4cGTawArNHR1nv9Ju05YQlYpb7DaNgI8IMv+Zm/dBuFzm5j/Y9j8TvH3A3L1dc799LDHj6gXfrigUXB+2K1x+YnCaQzgc67e02cHlxm0HFD+y3fWGLc1hC7hxFeCNxawglcDGZLnF+4a+DyxBJwY3VwdCTLyC6csBPaDj2srcmQiq0TCoPf8dEx9ArcrtCZQQyQnxRqHBIEoztwZfMTdDjjTTmL94XN4mSPic4XOrFwkYGUrC4WKAd+cQnIXoX3ETqZbixdPO0W79az+p5FWl5YnE0ZbIH0E+5+1VeXh1yfW3bs0vPIWc+ees9VqUHfAcd1BeeBVwklPgLLdKQB9RX8MBpoBYyr9D4h3gr9OLi8oU727xuwm4R8xtIOY61LGIHcoG5tmDcLf6jfGKVEHBzqSrT1IYULswD9w3AKSqQ6hXYeri1BKfS627qnLlk54SqIQQFXUMeN6D2ZisTTvqZy/ETtk5EKjx8cKBqwFvk9tLD9oufUGb9IVEJ0/tEY8SCufnRFQOHBTcUyVJi2355RS1+R8bmEj/QD/7bbPOS3qG/1PG2gnff0Gne6Eh3Or9Jc5nj446EcbT0sUNZvEuUy/qt6fHTIuh/sk+HWUalQax0C/PKqc2XvLRNWM+t/DL9zWPQwyoUgVwR1wu/8wTdNDMXjeLgOY11Q/1RUdMwRUXWVvly/cMnUghNTSGAWEWj7XYdx20HHqf6fJ+YdsFZwvLAgSARiXSDcS6Oy4xLh72jGH/j5Q8o2FMfl0oT4EQgMWF6rNTp23jkqbMfE7/h4rnsFSgys2H9//iM6BBT6HL84cUrjHgelx0/iVXZwDHtcv+PZZUhOgI4ajg+lyivFy7UTpotcBQXbxNNuce0lKybmJEJMgXGnu3R/MPKL93bXfb1y7AftAeZwT8Q9cOWiusOHiJbRLXvINlwQEwH0ZTA/DASJLPwEiTpggDXZOJW9332y+8XSDmOtS+j/IZUz+lZQvBBjg5GRLZ9eLdtet9soKZHW2zJF+4Sbarh2mK9JdcY09tRPBo9PtHO/tlSi7m6RBIbBJS9uNH1auL56BZOCGglunt5Nwn6Pt32FPVAKVswNhUeVl/Xa6ceDFcOgfoKKjQcafHStIPDTSiw+0h0atIoXFgKpbezAxP4t5gPKRqT19lzeT+O/qg+Ih966d9Ii8E21WGk8EkZ12n9fYoLI7D7R/M4XPGHiQQMfWWtRQ4YUCgnMZgLHf3zKBCove+Uio+TD2otMOBC49aDtw02h8251ofCI2+n0rOJXEohIYLJeNYQoPIgNOfW/Xb6jhhixgV9/4zNrZf9tRwPnQBC9V5AoYaLehh5/iZOkA371sJQ36Shn8LsnWLFCxw8dFBi5YBG2gvgkI9pOEi22bIiF8cZD5BRnm84XPBZwna5M8o3cbuH1sPFjzWaU976X75ArNTMV3vf3vlTnIFGrvI1NgFs7rOMQdLpxzX4jPG45+DuxBBY+e4E54M4PHPSNc7NxZ2gPyICHmBOM4sDFzD7TcQBkZUNszGQ9CW0nth1ObhO9LsHQAXdHxN/gD8qOUcz1nKhrkdabC3P/XbwoqOteQXngTRTSDtWQkV+TK2fg6ucjnX/vMfu5bQkugOijRhIYFVD/l75soUl0YPt/2HeDJuWIJhfOTTRSZDr0ymxqX3NC4UESA2jTeLlg9MNPMHICK9Hqty81ftC2MthtXR9puxwV1/pIw38aD+66f6rWzBvD5iXotRKOdIxGXG+P6f00/quahcMd/sTDG1YrpCZE1gwr0fzOz2p6XggUJljAe7brS8/nZWOPx08SSDWBLPUYgjLvJ3BN9RO0s+4H+6XqSh2pVDnyjdagzVq+02o6mVd8ZZ20/0+nScVZo6O38ImGYQMB3RQSiJeAt14hLub82XGjyBiLtHaqkenLFXgZIMPSgsdVmU4cOjFw+6pz5yDR5zLeKXDVREAyOl8YUUFGMoxkegXvAPyhM1mkM5ojCyEECRbg5gXrNN5pUIZgud5wU7Omcj6jMRP9ptOFjiHeA96kBWgrY3o9j2h67umILRuC+5ESHulz4XHRoL8Rb7P7o5OJDNzzePmGa7dQdrLzs+Wht+w1HTrE71x++zqTYOKhN+81Wdyg5CHTGjJvIW4n3MiCe37+TjyBhc9cYDxMwiX1gFEKiigy7UHh2af9NozGXXHHOpMFcUDThNtntw3e99aTcO3Qu41fXWr//RkzsebZA4NaR7tNtsPyTSWmXwhlAV46iBELtz4cKYxAYZQIbRF1DyO36HshK2JIO9S+43lkdLtjIimKe0y84xAv47Yl/Db9uCguaY9o8g54GaF9IDkH2jvaJDx+vG3fPS9+Iw01/pAJEv1lxBm1fPvkrGpfGa/wbNQc/fCxxciOX55ye2MPaJBp4eJ8M9SK4VbcfLwg9n/+qElrG5OPtL4wMAyLOB+kS8QflCGc11i2oq23hbn0Gcl/FS44aBjWL9PuGs3vHA8IZNXByxW+qmgkozpvBDp9NnDVHoufJDATBOB6CoXcT7xZ1i46tosjd54wCg+sWMai5zkARjERQ7BQX6LL1MIFl1UoSajzVHY8oPg1MgG4i6kiY8XUK61H6JwhUQbqFTprUCyssqN7hMg2dYFGmmN0hBBfAAUIWarqoHh4BM9lxIHC2o3MTXhewx0GWaSQStYrmPsG7xx0pGzMAsqCBArWgIeJBLdphqb1H15h5q+qf3KNaQeICcI6b1IfxI7mOy5o3vNF+u66iKJsiE+tuqJMKvUP1wED4L5bW4IMdu4xo7VbpNnF+x28rXsgrvWwPguWv3qRicPAux+d4HrtTG6+dbU5N+YKgiJmLffuef1+X1RLvSvudbrr+TuYAGIroTh4vWeCt5j4hSxgUN6RlQwKAjxSVr11qWlneD/g2Y2wATtfVSztMFpdgpsY6glGXpptXJbe8uG2EaOUYz7HSOv9rgPLkNQECr5pv/obSTDQT3vgtZpRUA0PC/6hWkdna4yHEQzluz50KGQOK++xEae97r3LBYkP0JZMX1UVsgNfOm4yMnq3NTXW4+IKYwsyEMJoAmUO7fC4GkdOaKbCR/9os1FovPu731u+2SrLNL7KxMPqvt0P9BqviUS0L/dcyfidddd12wyTZBx8po+JDj1eKLCSIdNNLIKAZ2S0QYAjhlYhf33WQ2JSberLKJKPtHc0BxY+xMXAgozK7qYLDbceKTXxAP/79Q+bc2OyKlg8EDTnCtbBkrfvMy3GnQFlvO9lOyb8Xj0bI4UprOZIbWoFQ/p4+FSqRRz+shhyfUQz3Vi/cbsdP0kg0wig7mfpPAd+QdSZdq28ntQRQIcJs5FDQYlH4OZsXa0i7YfjQ2KJJcE8HuifR9s20rk3qysPzpjolO2IUZ1K20tEu8X7nW5sphrN2n+R6iwuKpZ2GLUuacXP0boCJcdXoq332Qn1/qI+G/yU5GjX5HM4syje/aBs4prc5wJcBjECelAnAsYkvtEkXDsKtzza8VK1XrvBmSnrNbc/lB3E08Si7MA3E4KHIWbI3quWJ1h+0XjgPgA/ZDz94SONl5P3D8kBrLJjjwNr07EftgsseXi4Wz/HaOvdu+H1X/WuW/JiDfbT8nTe4+/r6d3W+928NHU/NDoMKWPkCQkNINYdyLs9v5NAphFA3Z9KhyvTOPB6EksAnYh4lR2UIBZlB9vh+G5HBcv9BOWIZdtI50bwfySvCL/zxrJsqm0vEe2Wyk4sdyi9t4lUZ1HyWNph1LqkxoKwyo45SZT1PghR73FeP4l2TX77YFm8+225bY0ZyUEGOoRwINQDo8drdcQIxzqlHg+xSLh2FG55LMdMxTYZ6dK27gMrzFAffD0RvOzGAyALm/tiuvLr61VpuWjcEOCjiaFuVAQ0HgyR4y+ajzQmWFutw65Qjrru6xOke0acDTT7Xo31qX18ZcT1fjccozebPrlKLld/6jYdCsWQJEaNkGQBvpzIvBGPYJJFDIXC3QLXA41/oboFQDBETCEBEiABEiABGPyQeIFCAiSQGQT2fPywcUfDBK9I4mMF2Xp333w4JiOJ3Wc2fmakwmNHKqC0+MUC3PfynSYLh/eGHVNf6SZNkbgU2W90BAS+jQjQ8rqSRfORhkUAoyZIQ20niILCBEXiyJ0nZX55TsT13vLY78hCsuO9B2Sl+mYjeBVlg7+3cXPTNLsxCawKl/zOT+iIF3yzocwhtTUElge83KDoUUiABEiABEgAMQ8UEiCBzCEAzyN4HUHQD8R0JkiIZT2UMudK/a8ko2N4/C85+lLEs4TL5mb3juYjjfVQMsIN30dbb8/jfk7V/9k9Dn7D//NCHG4SfsfgMhIgARIgARIgARIgARJIZwIZOcIzXeDRlB0c33WJc885sd7fX3Ny//Dr3ePZ3+EUKLs+ns94/T/jOTa3JQESIAESIAESIAESIIF0IJCxSQvSAS7LQAIkQAIkQAIkQAIkQAIkMLMEqPDMLH+enQRIgARIgARIgARIgARIIIkEqPAkES4PTQIkQAIkQAIkQAIkQAIkMLMEqPDMLH+enQRIgARIgARIgARIgARIIIkEqPAkES4PTQIkQAIkQAIkQAIkQAIkMLMEqPDMLH+enQRIgARIgARmDYH5JTmy4aPNYue7S2bBMZn3lttWS17V/GSehscmAV8Cq9++VJpe0BBYh/kL175nWeA35kVE/ay8vGxyGb+lLQEqPGl7a1gwEiABEiABEkgvApjQu2JzqdT9Y3XSC1ZQnyclzUWSo0oWhQRSTaDyslKp2FoaOG3DU2ulWieWzy7MDixD/SxeVhj4zS/pS4BPkfS9NywZCZAACZAACaQVgZ5H+uW+l+2Q0a6xtCoXC0MCySaw7fW7JacoW8aHxpN9Kh4/CQQ4wpMEqDwkCZAACZAACWQqASo7mXpneV2RCFw8f1HG+s5H2oTr0pgAR3jS+OawaCRAAiRAAnOXwOp3LJWy9SVy/Edtsuj6eskty5G/PedhA6SkuVCaX98kRU0FkpWdJcNtI3Lsh+3ScVd3ELDlr1ooNddWSm7FfBkfvSD9+wbk5C9Oy4abmgUW66ETI2b7a36wSXq29cu+21qC9kfcwvJXLZK/PvshQYcva16WXPvLrXL46yek9VcdZturvrlBBg4NybneMal+dIWc09GfB9+4x6yD69ui6+ukoC5PLo5flIGWIdn/2aOB89qThZRz74Cc/nOXXc1PEphxAmiPcOe850Xbg8uisTxr3rVMKtX9De5uY/3npfvBPtl/29HAdjXXVsiaG5fJ9nfvlxX/tlgKF+bL9vcekAvaJle9dYkUNObLvPlZpo317RmQ3R8/HBhJ8tt3x/sPaCzdSum6t1f23nIkcB77BW0S7fDhd+yzi+b8JxWeOV8FCIAESIAESCAdCSBBQF7lfGl+XZMMHh2W1r9MKDPoLG2+ZbVcUAUESsH5gXGpeWylIMj6wthF6by7x1zOmhuXmuXDrSNyUhWhfFU6qq4ok9LVxYKAayhKVrLzs7WzFur0MS9Xl2Fb/btoN9bv2XmTcQzZefNM4DaO17O9X878ZeL8UHZWvqlJRjrOyYmfnTJKV81jKmTr59bIAzfsltEz58KWE4HgUPYoJJAuBOaX5sg8reuuLH5evRoCRODuOdgybOJ+Fjy+yij5j7xzv9kcrnBoRxs+0iznh8dNux1pH5Urv7FBlZwL2ma61U30nFQ/qkLKN5bI+g+uMMoRdvbbd7h1VI0Mg7p9uWTlTChKtlwVW0olrzpXWr7VahfxExxJgQRIgARIgARIIE0JaCep+4H/3969xUZRxXEcP4hASylUKbTdXiwtSm2LxiiIz2qiCSbeotF4i4kao08majQ+EF/UGBJNSBTwElEfNIb4oAGNmphIopGbUJBbS6WlF6m029Ib2OL5ne1s99JtZ5tadtrvSWC3M2dmz35mJ5n/nHP+EzZ1r5+INrDmtUrXW/L7U3WuV0UrGj5uNmu31JqqF8rNLzbgWVyV44Id3Wmu2zC6rYKlm96rie5rqt7oouvoO42m/cfRXpmrnyszvX/1mz3PR3p79FmNn7eYNZtrTbW9I667z9F2JnzH/6udU/V92Q8CnoB6Zv54+ahRz4zKyU9Om5XPlJrQ+uWm4NalcefE0Plh8+ujB7xN7XZHzLn6fnNxOHI7ofHTFrN2a607L6KVRt4kblv/QbO5YWOVKbM9qOrd9cqKx4vNkA2qEnt7vfWz9TU5VJ2tEnxvBBBAAAEEMlCgaXt7XKvUU3N2b7e7SNJdZ/fP9gY1f93u7kDPz5vngh1tdPiN+OEufc0D5lxDX9z+puQPe73W/tNosJN7TY7rQWr6si3SvpF2aghP+FCPySnPdh+rnimVw28lt1O9WhQEMl3A/aZHgh2vrSc2N7mbEvm35HmL3GvHrq64v3uO97nzWD1HC0uz3L+eY73u3HG9qzG1k7a19QY7zpvQXcujtebbHmFlUmzd0RFdxpuIAD08/BIQQAABBBDIUAHNmwnX9URbp6EqGjqmC6nEiymv0pUatmYDjqGBYTdHwFvuvXbaYMlvKl3N2fFTek/Z4CQ65s0YDatRqbLD6lIV7XuidnqBUap9sByBSy1wLkVgrgQHib/f1h1n4ppbbIMV9ciMNVROvaYmMurTbZO4rRae+qLVzeVT+myd1xVPlLjzUD2plHgBAp54D/5CAAEEEEAgYwQ0Tye26I6uAoszuzrNsXcbY1dF3ys5weJrc4zrZUkY369KeauT58YooUBWwYLoPrw3evinn6LgKraED0WG96iHqXNvOHZV9L2G8ShQStXOXDssj4JApgssDCWfN2qzel67Ym5WaNmF8Gg6dwU5lU+Xmn47l6d+S5NLdKBzu+SeAlPxpA1cEkrstt6q1p0dLqmIgqbOfd02QckV5uzusBm2Q+co8QIMaYv34C8EEEAAAQQyWmCgfdAlCdAFkwIN758mN7s7xfaiqcMGRJoknXjhdPmiuSZ3VXIgMdA2GMn4prvKI0VDavLXxQ/J8dZN9Op6pWw7rnqoKNo+r53ZoSy3TPtI1U4lbFhSbZMrUBDIcAE9GDfxZoF6btRDo+AjVVlSE/l9N29vi9Sz54uKAp50SpudN6ce2xWPFbvPrN/alM7ms6YuPTyz5lDzRRFAAAEEZoLAkY0nzfVvrnKTmzVWX3eRFRyU3F1gJ0D3uWQAZ/d0G80F0IWXUkIrm5sSAbjx/rqwGo1rHInm3yg4uvnD1abthw6X+U0pqRPrpeN3cttpN1xnzfs1pvX7DqOgaplNW615O42ftbjhOK6dR5PbqXa7IXIJ7Uzn86mLwLQI2PPpxk3VpuWbv938ON0k0G9cNyZavo0fwhbbnvBBO1RVNwUeDrlU1nq+VbFNdKAU8umURnuehe5cZkrvL3Tp3tVjREkWIOBJNmEJAggggAACGSvQfaTX7LdZoars8zsUlJTcWxB5xo1NRnBww/Fou5UFrebVSpNnnx2ieT0atqbn7ugCSc/wiS16No+G4CjQKHugyF2I6dk+CkzKHwlFq168qGjJrh7JKuXeuyXJ/zV91ebmEJXcVxiZW2CDFw21USY3zT3wyr4Xx2inTa5wbNMpU/1KhVeNVwSmVSDyS5/4I5UhUYG8bjioV0dJDLoO9NjsiMfdc3VS7UEp5P98u8Gmbi+3v/NKd87pWVatO8+YojuWpdosafm/vUPmfOcFo4QFyhBHGVtgzs/rd/s9pmPvgaUIIIAAAgggcMkE9LDDob6hcT9/blZk+JsquQcZvlThHg46ViY0DYtzcwCm8OpACQrm2PS9uhgcr8S2c7x6rEMgEwUm+/t1Dx2155uSlEymrNt2nX021mVm14P7J7P5rNiGOTyz4jDzJRFAAAEEZqrARMGOvndiUoHxLFxQMrnrrpS7VY/QRMFOuu1M+WGsQOASCaRznsU2Ub096QQ7SmGth/ouWDrPrHy2zA2Da/ioOXaXvE8QYEhbAgh/IoAAAgggMKMFpjiYmdFWfDkEMlBgSW2uKbwt3xTenu9a989vXab1O569M96hYkjbeDqsQwABBBBAYIYJaJ5BdtEClw43nbvKM4yBr4NAoAWURXFRRbbpbxl0SQ8C/WWmofH08EwDMh+BAAIIIIBApggoyFHyAgoCCARXQPPslMCE4k+AOTz+nKiFAAIIIIAAAggggAACARQg4AngQaPJCCCAAAIIIIAAAggg4E+AgMefE7UQQAABBBBAAAEEEEAggAIEPAE8aDQZAQQQQAABBBBAAAEE/AkQ8PhzohYCCCCAAAIIIIAAAggEUICAJ4AHjSYjgAACCCCAAAIIIICAPwECHn9O1EIAAQQQQAABBBBAAIEAChDwBPCg0WQEEEAAAQQQQAABBBDwJ0DA48+JWggggAACCCCAAAIIIBBAAQKeAB40mowAAggggAACCCCAAAL+BAh4/DlRCwEEEEAAAQQQQAABBAIoQMATwINGkxFAAAEEEEAAAQQQQMCfAAGPPydqIYAAAggggAACCCCAQAAFCHgCeNBoMgIIIIAAAggggAACCPgTIODx50QtBBBAAAEEEEAAAQQQCKAAAU8ADxpNRgABBBBAAAEEEEAAAX8C/wEpKTeUdNc7HQAAAABJRU5ErkJggg==" style="box-sizing: border-box; vertical-align: middle;"></p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h3 style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.1; color: rgb(33, 37, 41); font-size: 1.75rem;"><span style="box-sizing: border-box; font-weight: bolder;">Learning Objectives</span></h3><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">In this course, you will:</p><ul style="box-sizing: border-box; padding-left: 2rem; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;"><li style="box-sizing: border-box;">Be able to explain the concept of options and how this thinking helps to maximize value.</li><li style="box-sizing: border-box;">Learn to apply techniques and approaches to actively manage incoming work.</li><li style="box-sizing: border-box;">Understand how to engage stakeholders from different organizational levels and departments in idea generation and decision making through pragmatic approaches.</li><li style="box-sizing: border-box;">Establish an Upstream Kanban system that maps to your context of working.</li><li style="box-sizing: border-box;">Apply Kanban practices upstream in order to establish a balance between the preparation and execution of options.</li></ul><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h3 style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.1; color: rgb(33, 37, 41); font-size: 1.75rem;"><span style="box-sizing: border-box; font-weight: bolder;">Course&nbsp;Audience</span></h3><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">This course is suited for those who want to acquire solid knowledge about the core of the Kanban method, and want to improve upstream Kanban systems.&nbsp;</p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h3 style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.1; color: rgb(33, 37, 41); font-size: 1.75rem;"><span style="box-sizing: border-box; font-weight: bolder;">Prerequisites</span></h3><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">You need to previously attended both the Kanban System Design and the Kanban Systems Improvement&nbsp;courses and own already the KMP certification credential</p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h3 style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.1; color: rgb(33, 37, 41); font-size: 1.75rem;"><span style="box-sizing: border-box; font-weight: bolder;">What will you receive:</span></h3><ul style="box-sizing: border-box; padding-left: 2rem; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;"><li style="box-sizing: border-box;">High-quality training with&nbsp;Accredited Kanban Trainer (AKT)&nbsp;Hugo&nbsp;Lourenço</li><li style="box-sizing: border-box;">Online Course materials</li><li style="box-sizing: border-box;">Membership of the Kanban University (KU)</li><li style="box-sizing: border-box;">Access to exclusive Agile Thinkers Academy Digital library</li><li style="box-sizing: border-box;">Agile Thinkers Academy Slack community</li><li style="box-sizing: border-box;">Agile Thinkers Academy Certificate of Attendance</li></ul><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;"><br style="box-sizing: border-box;">&nbsp;</p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">PMI Professional Development Units (PDU)</span></p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">Attendees may be eligible to apply for PDU towards their continuing education requirements with&nbsp;<a href="https://www.pmi.org/" style="box-sizing: border-box; color: rgb(64, 71, 128);">PMI</a></p>