xlzOJsegre47KZoGWaL1pg==;8nsx35b+syZM2O5TTe3OMyrpEd9Mz86hTFQwkb552vPjTH03bchjntiYxr4Vqt+ZDgLboYPSLTP1o+sQhx/gQ35NVvpF2q72riVWQLsDIU9MalCipuwsqoHqTsR4qAW2Ifd8J/ETo8bugR0Dn4C/0a9MahHPgcC1UDxmhEAhDaltu/ToK4LLCyEHy8r5MR9yWv2hQGmKordzYpWxn6x5Bcylf92gu+QX1+xvW7qmR/RajN86rdy2uBYf17nnrrQGvHzkY3IbVHuAOqETs9z9+CfzMeBD6XNOSo/+nQeq5hMM53a/skffODCA5JM2vR5HifyJhCZNDALqxnTfKPJTU4WZmXWY80X6Cu+CHIMssaWwzxcX3iWhFbY1xUXIjhUR8Hg+eppplVA1hA5bfCdXFdsKlxh9FUvwIDMX3e9ByOSO/e4TfCvye5oogyIYJ29lOg0ibqPVsZTMsnVyVvuxKtNhu3it0uYW1xDYFhMVwHE4kXJJ8befaNbcnGNcTwnlxKHY+Rnbwz96jGUJPAHNCACQgbeWQ7q7qYB4M9oP6av724enXrmQsI16qWCb1ULz60errvEQwPHa9+NbNuX/s/H/5Ps6Xwem4Np0A31PE7lXxhfaBgpYYmrONyi7AuDFtam3ue2nO2uXRenQj/3aNEubz5Brezliz5CyBNNKhBbssycHweWaG5+XduLJI8kNHt1c7G9KiAFO6/YajH+TUX2AANQqhB/6SuOk6JNvnru0w/CpGEqXfYt/WZR4au0XDD5hwuEzzXIPNby8Fl6gb44b1WT0UrvZZcubQ1j4YSh1DvC1nnhi/pvaaFonB0O/76WjYde49oNDUKRvZAl2QDucWEIiJQn8YEkXZqvptZiqNbC2j0PXskLckA5XOrh9SYT/dJN1JdzLoXC/mEAy7hP2gGw/i2MtkRsQBVv0RtfR7wH43S36hX6wueXTUOOvN3tcWrZ6KUIFKW2mAFIPIElu6GgcOaHuPi8r0JcLZozx3P8l3ejws7HuHTL7j9syeaVgZTMWVSzTZN0fWCzC9qXSeQVngHUooSZ5eDPSMA/4lYwRrl1p4IiUBZGwCH95aUKTGcz4XSm0qSx4ipdtVos63vrC/0r1CEZwaSt24OprNETwsuD4Pr4znzwPR+r2wYelSyaQS2fJxrez2OYgjcnXfTFpRymed5Jxm6Lcm5P1cO4PSm7uJLmOH4a+Lo2yf8f2VK0IgxvolH9iZtw6YQbFLtSlkUEE9q6Fyh2F9NZEfttaKOJqatQEM4K3lKEHIlK1zi17Q0dd/q862jFM25dy/4IHeK1r2d1gOY5ADdoupT4RN4Or23x5arf+Tmxbtl2lUUJFHch2xdKhpKAXI9CDaSTjspBKZWuSVmNUmN5aVPWsg7bouafroGZre9g+pl4W12xT0C1yMsrFth8VUJ2pvsWFjbA1BSZPIic5AsBKuRtUGSeoedfT4bXgSvYn0BdilETgQjjmfTnCKlL+QybCw4X4/j03MddDym9aA/9Fvq3haRlb1kpQohm7O08F5MaIYDHY/dK7AV+ar1ha8zlj9kkne0gN/eU73Zf7DJ97SAcK3uDewugpsu3OcbGwxQ9kK/cW35VaDYF33xOci/gAasD0IbutWVRrVRkjEKX7cEua4Qii9rwwtjuesmO2t+Pj8kiXU/dSIKo4I9//lxMcR/AieDL29+LEbbCcYjAgzp7cwK5fBFlW6zMcd4QuLU72WCSz4fhvt0HIRwmo0cgPs9FyW701eDjY6ciJMhwSX/bThpN08Dv47mQgR3dIIUHAS6CGAe5cFRqT4BFDos8KP06fnjzEajD34/XJF3JqU/YjvFcsomEd8jVu6tvBqmEHbWz8GfAOtliCEjHt0OGJDLL2kFoomfazEdRuFRwxmeppUJnE82ofVnfyvYssCArzDPmJclkpYaaNCoIpq6RSPttAnOWlY/vXLcFbBC+2goGdRFUQLy759xt+j7e0K/J5lYfP8Z4nmn/CzIBmJN1Yb4Zvq9U0mT7TyhwjVu8XRNed1+DpZj8uppigeqdbZDwAe5vbL5IoBWIYTAyx0p9ewRrkW7WnMHyOCLkEsNZJmJ0HoYK1z4Y/1SkESb2gOOO61rvpXrrVkJ1oNUSfqfxO72uU+vZZtYL1lGjHn0Y6X2dZR/YiCaA+Wu2JcAKf+uwqeDl+REJ5dr6HWWrXjOr7mW37gYBO96DGeTBaBbex6QivO9ehL9RoxHQasrMU7htRtXW8/Sr16HG+vcV6RPbQhXjs7yDPRotXXyRbGAWH4Ho5MYV+3Asc5MBcP/sPv+UaEMSatShbvEIDKZt1NzRF+ib7azLgbNM84mO5Iz7QEsq+kIC78kguROZsWAz7MZxta+ODFqQkrNHczxN/0BPwzV5Y1zlZP7Zondx3Kp3eqk02jAvxJcBvDDmRi50cO7/QCoKehY7ZbReRjv9s+ubSUD2ggRAiW6oG18nuL6OKyZqCHShE7RqDCIplXA9/FLExtacfqRU8t5so/liAkpPGmECmgKuB9USiHy3p0jekncnAZcJy9yADqSQ4BirJDNxRfSJ5wsOrj9nOu1SYpyDXG33000JVPRHiW0jmpTk154uvH58qU3JBhm5jpA3T0Ce2xAEf7oJ5M5RAJ1gss2vsKYzzT/Xv205O6CcoVJSDx3ZeM6le2rSE0ZzIS5AydPod+JqfRx7D3rUBwuWRJWkL0TCscTozAL5BqFPFP8Ouhi9Nq3IoSLWMgPMfXx868cE3Ipnvprthz8pWYUIhFj26RpJuYsRZUN7Codf8DPMTj52G5c7qDJzkq/mvm/Ym+9dak7F7VhQlWeWXHDmrq3c+sBAfwKWzLVNVqMG/bT+sWOoHYMZZ6hEH4iBEOPe2v326zVN0fks/qy/wyD8pXk+Roq4jUsJ8IIu/xqZ0znPbu57Iwhtp91rfa9r/gd9au6GH+PLEyQpXwBpCALcHm1nwVaW/JzXDQIurDh3I0INbEoyMZoyquA90K9Vb++uV9KKUSQHNmAA2m4yNVFGmL3y9mBdsHIzxHA3Odx6/0KB1e0NE0yoEraJ8URqAWrwkU+PtVKYoHPDmrhQs3E1YqzB4haPixBYTF4Hu/9aHDZviY34zJMnlVFyRpsJq8vVu7LtfYpArKQ3lr+37ItcAOZzuMUZpOFIl07Mso7KzgW3isd8eMv3VNeDMdYNqZD1YdTcd9Dbr8pPR4dAwY+uW1D+sYJm552cDBttrPqKv+yOaUKe/1rXh7Ne9O6p9i4jgQvUYueFINbZt989ahIUgM3y8ZO+2tifC9KJbdoAa0zJbRh06Lc3qX4wKuvGxUZcEOHNy1PE80/DUJYUYWWwj1/Ud/6DbnckmFjdJycmi8TexlKQ2eW2i6t1MGkCaRpe8tK7a8/d3uUXeDYEYjdkEimLWXk00Hi+upvQC5yuFb1OYgplu+/BaHd8bPxdNsM8z7v2q4YLxd68Sld5pjDeMsG9IdSjMDAq4BsPArPbEll3fyf4pT+1wk1KcmHJGUBMc5D+7tl9vUImu+v6IXH5TQG7SNmi99KB7aIC8grkCyoF9AYKC0F5Z7SoeIJT4z6t7RHQ+7p9VmitBte7Cq1Z8XZ2UXNUHYUrB2X1tAIGFFM7dAUaw21ga4pzzH60nU05Kd/3uKcdYUOZsjlUECvkGYda4c+evcVYdQYRpmUhhtU4xjA4IHoCGB1HDdacAAGLcck6i13d+NB0Q5EFAPfB8GlhyDvuSKTG7qiwoe0IggGrKqiIACe5PmNwlzZCU5mFzxZHMCIN+UiY1pQecgnPOVmQy+rR93ajDcAXNQmqtZQYHHMs/rdcPqBqw3VBMSKO5zE9pQiKe/ZAQIxjZt4BTgY92e/zDU5uONGgOEMuxCvprAWMz3lW3fwtQ7s0ozH842hFRIObPRlfmaKDTvhx2W5/D/kpDFI/3uDtrId85Q+A2qxpfZ3SZOYXUuB8r835aV8UvHzdyFJxaiNGV6u9ffSLzXs5hY0ya0SAyCQ3oMN/FKGI5gDF3bM7ebOin3U9SC4yIGoDrTFrGeI+Sr5QsF1hm3R4majfDj6lKv+bZLFdUaB0JP5AdPso+t/BfB3AYA9sGz0sdJrhzAw+mkpl+pvZKKPO2gx3WgbhzjWxCo7frDozHRH47FotBLbwHPG2SyvVmb1gFfaYhKuhV/19tz0WZtC7BDvcQdvzCOZBI7EfvZHxsOGO/ymAl/RoXbbSUDDlX7oqhqo20B2SRdGwiiFa3UdKAzOf8LkOLDcCm9nS//38FeOLTBM7YrH6Y2T7U4Z06CqWnbN3RwIA0nkq00lsyaYm5VQ2E0KBBnKAWmUc0pVrypk0OCovT5EgjahVuYQpwBBp3OSlSQZBZjCcWs0c8aACWnrlbHq7PsPPZR8OLBcKLaVpmHRYAhJMVrpC8BA8mZk22Fe5eTZgDwa7J9i7tPySHTXUiqcdhkh3C+NocqAwo/uwVWnqpXSETWQyPlg4JBJpHODCvwcTre28skSJoe8N8UwwVcaVD93lwFlEH9HxP1MbjWsEMW34l7RWzenfzCFRw4Bfhoj9FxDVABoUinhmIlFyID54Xf5KM1QfIMkBckafz5D3og2YSilUO7vviYCbGZbPNAkXKmfMrX1q5KJgem2U1VyeEV27btnQ3BhMWcNgL4l01m+2drIBYH5wnfIQGIgZQ9yBgoKG3bv34ka4Q+XIAIfASuR+8GiPWxFWFxsOPPwxCk/AUk2MJYo7y2ap9VYTWi7dz4qXdlOSNq3bCrk+AqShmugHBdrjY4NK9tpnZq8yZkKRCdaFw3EgNNslYU6UpzGrGkcZqBc3JToIH5BHUZrvA7robq0SzO5Va+I4QMRxKJhtIU4oMw15LqaBuHXbyJzxxYwpsysI5M+KiPojVlD5+AKsnM3yo5lqPkeu9VaqhUbZhxYHpNVQd3bjc1th7t9uZGNUGvA13QLewJinLA8R2mg1EJCpOwHbkFRpxNpJcWaBoxbXa8hHhY0FjLYazwAysjhfSvH82l87xjZcg9Wiu2/BOAMDIncSMRvIFZGpmYNk+du6SESycZ47o8Kxku5WWtulREHnwjwZlF9cFvD1k+SAlydQcyFlRmnVSe/ir1/X7UF2F0x6ubZVPqMO3I9mQYCR8xnl/z9t2GehcWVCFAKynhNqAjfly5smO3oNqvjeaybU6rumJ/Nfj2oaxS+Smnkof3zMgbzFRPP071J1nyxQ/oa72ZRnHgk0sA2/ckgr3YI6+dRBCXqIejvUCYyXZ/rKz93TbXZx4pA9t2mlL+haaksZSXBEewslB6tC4itlKFNP2o3uljLS/NRJMfovu62sbrRdx2U2QC5IfqDLqV1cKsjaXFy1MxPHGL1QQ85bI7FUtjNISQ2BIrx9Ika/6doGH2t5QoBgEc3E1vpG6izukqaSw3pNg137UbmMOCF/TFufhTxNIlDgXtYRiHcvb+k4CVXXzPqiXFSV7DyiJhBqvmlQ1qhE28NinDqllj+QCgFCM1tFBnyrtM9HG0P4nLACE61VlpXxha41HcbZ5Dc2CJt7VTOmAJqUbXoM4iOvWeSS8POM7pNlRUzyD2s/qFJg+8RHco/sX2E3PP2lwomBjnfMOKmJoovVZh41TtUQGdcPDyLxIaj4WtHBimJsRNqSgVpiLB2JtsuHJXeMk6DPsF68HvnfUxaTtbyj7e7xiGgKvznaG2zk5b3ykc0qeYaiAxYLkScV97DiTLKSk+UZfCkvgmhj37dgxgQo79v5xVQWXuEm7odM6YYvjC37XsaY4bVMSAUItwziXCEyx0B5sx4TpYbj1pL7Uw7HCVqs8aJvNUh0j1khc/AdZnbXwMR2NusYrWyUan1HN7oYfQ7IJKWMbHQxwGx2ETNNYbswQvLxMLEQDhbggx9eSFain40Er6ChguQ90AV16K9R5/jAtsi4HcBc2vEGq9CiH2zqRqOv0GxMkVqsO68IsutDd1qajSI4aX4sybaN5bCsuNe9dtV5Krb67/Y/ZeNhVwHKKASCAcbB504EOsvAFQbi70Z4J/csEghnUDOqWPCgtogWcAzKvfoctbAH7G0vmLsJaeVnI8NT9gg5Hkg32+S1uBrN72fXL2Us1V+ulDLEFohS2rhcFXICf+QG/0zCb73W6hlBX/DHtfJtRbnhKHozHrwlm7bzVF72EawQHCWihDjUHbt+6d/kI0I6MS8qOvUcLpPPfrTCJGK1RBixkun33WGWOGFBbQA1c/uMX8cddF/aKnlFtc4T/jWVf6LcIBk2of9xOuHPTgKlFlNoKOZDQFKEPYdGiS6b30Sviu5wvaT6PbOzoHGagUotMJE9A3gtxs432kg1d5icAT7HlMpYLov0r/Bw71Tjm6WEVB9aN08ZfeBBAq2We387XKO/zWUCAZMjdy6rKd9kYw3LA7ujyW9ZRP+PLf92JnxEfzglNJEl0OUF6p3d3WsC60is2tAe1MKAIREKGBWsNc0MrzvtRfAmncA8uzEPoBhRYLIYzp6VhBPjlhULnNiw2Dz4hTOrdvz9hW/grjfXkHeLNOlYLtSQBnvrKjymj0EvZngUPv7wBZNIoABQi6g1fOSC/d/rXSDjto889jtaERM99VkTzY3pJloN0l2G5gEQz5YwLnYfCJcgmTH3mUg0FPBvnGoDSETsn7agRZ0fxdufgoCUQv19eusk2QRMSiJ1fU4e+hfwd2m5gyZh+fpTyWXT8YDnjmETdlZeoq+94prnRW6+OE9eRKLHrq5EoptsS6bLqsZvXRp1Os+nWkmgtzejzOct/3Yuu002qIZ+xPZvnttIwHSMgcBRx4CaAx7i1R21RqETj5K46F7MacTH0MNqVtoYl+DeQVTudtyDRB9ORAVN0sXmTjrwd8qBq/Gbp7FFU5JBFacCcCR3qQx/dhPHpPYSHHsx6cACUAx+3rAd+1MrmA4fe5poQiEVhM2YMkUf25fgSuh1YsGhiw/Owr3mazZPdF+Qc3oWDhe3pGQhgNrpZyWmQ3SUs2bFnYmLE07RmHd3FdptxBZY6j150tAVvnaAoqyizAkSNWdurpmKksFxsqoHq7iVt2YUvBj7pExU9iLc+Q4JeWC+fNuwlIT/w8AkcffZ7Y76F68O9QbT2L3+URSaX6Uh/bZWIPIwNYW4bzE9Zb//XLwlCbj4fNIVqLMD1l1dMrBp4TwO6HFHxAZKqB0xVjE1plJHtbqedUQ6kQ+unPO/T7qAjN2RPbXnjoKrqJ/W2QTPegPh0ku2XWYlNBi/dPZGAfyQpiyPUNV/DHK/mSCdNUhWqOFQhZLf4gCWTxn9GwkqvhpzebbC97X6OksLsayw1F61NCMpif1x5CGiwB1wLSTBUkE3T0ZtjCKcyl3Ei/KDzzFq4vR9GvI5sp9cya4XQKZHcAmSNxd+6Toen4unSCgNO/f9p2xqQzNkMIqAiGP480n2SU6MnASdXnsStYBr5J9Nf9SwcqFIEh+KdbAG5GoQBU+S8LOG2NR0D4c1HZpMxZEdqcvoj2vJhw9aUzJNwrDi5yhyPk8BFp9BcVI68qK5zMKkf8dQkOrixG40Hry7Fo115iyzM2BZ2wlXv8/o267OS6pI68pMNP9CJF4hrVM+XZP0VhOPiX0YNOx4Eyzcl2DElRxEVzLaTFw0xTAfEkaduq9gHrPIgJ4qpVRSR9RRBdW9KFxyP5P+TzsjZuJF+g/lEvZthxBdUELG5xL6DuJimW1KaxtYnm8kYjfJh2L07jtmrFMPIkvbtn/3sy7TY6VZCdWG3l4r1j3xrjQNnUTAlrBCyFJ8jTgGcPm9wtxx7/oWiCd36q/HUpxmwBlyVVcjqWEFUj392RHJW1rVeCys+BumOuDqvi5L6ZaRdMOrzOzd7w3h8yzC1NbI1O5qLLkSc4CmDWLBtCERyKk+tChEmwYVH58DAZUfNTAt9QXd17D23FqSSThlgxAw2bCNwhT8Wapw1q8g5fwaZqEbuLYXRCZPl5IFHowhE4Yge2TL+lNufuC+rzAvikpB8Rq+oWy4yecG49ZdXcUU8bu3SRU/5mcnU/A0ByqVUFL9y1VcAd2kHnB2v5IDgPKGt89iQn+zy4pZ2gdWb23ZBu2RGugRDxjXxCTPH+wPZqXduLubuZJ+0q6ervgJUddsrzg64EVmjPpuGiemLKvELcIrfLw88DEyLV/iPCJUMBr1ljpn/nUZs2PdbMvf9J66m7lMzNbdkQY/aAb6Dy+EVqzMrtWaXx2/JD08X+90Zgmv35kFePsfJniDBkAFGV1USQ631KamW+hzRj6L76tOVfgxUkkpxSZYJsFULpRSfs2v1s+y742RiFnXVLEWGhqqYWkQ5ypm4OT+0iRNABduksSYFrOfxznGG92f27JxcLlNaw//F1Lw/QnnMMqv2n3WSeioqpGVZUo5oaGqxHh5FIZEqWFaqfzuY/17WwvAOieYvJx5N+qmJ60sNm6edLFx3CM0JHiydvSbF2he2i3Nzt9I29KrE5V/wAI6KzOlokWd44NVvhhuchWmpGAvmWxDQh4KKFZ9uVp/MRzoXArMu7gxeWLAE2/BoU4+MBuoYUtjl7gGVOj6V6k9WU3PejihKnMnveQ/q/kt8ATcVr0haq1XpavuFdg80N0MpJc5qZZjYNOroB1HGen7IKhjbgTRh48ZBR1USwBBhqN+qGDJ/0waYgCdpBUifOcXPxOMzYCB0Q13PJexy78ZL51AP1dCc6fvrVr4BJ3Z5adUV8RrBkhzGR2W31HRLSK9iQ0cyhhIkmEv85APkklrPtjYDJCu+XAv6qA4/HITeqnRik9ersN6MI8bQj4RN8Zw/aP1OmwKX2qCzN5yYpMFGmlxJEsuxHxxRR+/ravcdCGZkx8rqyT641EqmNY1qKX9o1parM9rnZS1mPZ9BcpcM5JUIUEhtIz/b7wS0nRwyVnWJdFQXEYZGpMTuRQd1p7KnCiCYFvLK5jzJe+xGL4NYPjOaekQjZ2szsVx4vH0n5E2KsDPCBHAiudojJb1HbRF/Z1FvKSC8+TLylGSpSp2P6/I+qsXEngJjB0A2sH/QyVu5LGa+CflJY3Z4OC1R71GX5p+fetlHNhRAwL7GepCW4mleVbDQMVigCUVdulphv11TU4zVjPJQa2vLkLT6MnROHy9UOcVmuxmLGL9kwO+hTfNhgwcVk/68+zt0Sg34kmjf87VXwyQchPWs0k8AXJ8EwdTIZ5WTrFHC9ipfFgGW4kBiMlUFtajpL/MNGs4vOmATMuyE+JXkeIhsYt54EkhomCjepQA7GXt1LGjN3P8jrb8cJNyrKq3lt8gGz/LK9abX8HtF7tUoejHCYirIEdJXnwc65W2WrgDF8qgWRiKlgO0Eeeu4vveneP0ufAh+2BCx1ORVrrrOgdt/SkM4Y5sw0dwRQbVsOxDhrGhgMGOE5f1v3qPWhmBWKLx6zSU+725aESQ3zceTEd6i9ivODPq3YoVMrmNoysvTlJb3VQxaizGhp/vKqOy18qxETrAl6kLaCSFB21ZFxp9r+KIExXDmMWPV2GYIzOXSdIAEc55xIx9zeg3uZVu6er7XTgpiYlSH6Cc7uYRWIhQym4vy5AabO52UIpdi0jFbF+FbHjfPNAA6YvSrhI6+CJF5NyfyiR+9tVDz6E3skhknlfigegJE1Gczo+tv47NBCgbUIabFK93GrN/GH4mxjy5fwnbD2rNaNn+NAE//MeHrJ+RhaSIGU+pKRO9lOUZw7FOpxRRcEKtD5R9YwTqqsqXxM3RjYT9C6nWdeDoW/TXMmw6wwBKY+9H9QxnmiBxMkU5W1exUWeg4eu4mZWCngJwIAd+6NlarVF9aVwO5tzF6Sr93wfiojH5d/n1bsmAmbUNCkO3/KEQc1GJPQ9+S0FNh8nn3lqY+KcP2DnRUnbFB7BJBDSeAOwnnGIFQyYME5IfpbeW6TRlLr5hah4dvXcf4+nsfDu8cn/UomZEt8zhoxHfDp5hWjqkA6EX3bre6/A8IxhJgh37PDiA/amEBtb+AFld1vFK6wb8HFwRaYvbQU3St/D81gepqoFPiKm1oqB5ONCqlrfbXtB6dedQLcBYVtE94br7pvbmo5lSegPBDiQIM7ezlY7vAGCGtaLfVUMSCOIUaSfRkbnwWKVmJjUERsCaGSRPJKbMqKlpJPo8rzOJ1u6qHkZYpVWYN3baoCT/8pJb5LLgpaHyN5qk7Y7bUGZQcSt7LgD1jkcul8OZLijKPg5CBdp55Nk0A4Qq4MWnwympDYGxg50uPTpKWa7fsg3NARqsujnhdVDAdrizmR/hTaDFCXoF7KjUa8Jgxh8VmAJ9p+UNM/gB9kOLA9/LtNLFGoCznsUZlAlm9xY9sMew/IbQ0mKTUbvHgEgBTvHTV9GOmTrhh3cMopY6AyoY6MqRPnyKgEfDFAdDziGHj/06ffaUV+bsPj/G2ca9W/SPW455GANR7ybxNY+10axfa+w/ogwrnaojEa69vyl1nb6v6kK9AZH3eQBk1jfiNEBpUV6ZNTP+Yaqvu2024TTtBCqbE31Km3ByfFkvMIGY620K9bGf8giwkEvLYs8s9gwu2GvqDyrxMsqIy19IdsVLt1DoM3hE7lMaj3IYcd1YK5vUDM6O+EpsxpHl/NSnP2jEk/Jkv8X+ezN9HWV+MHZLYstEHgoKxkpxLUNuF2MXTAKXEZeBcWp9U6FofXpvz3LTnR6+kQJxS2K//xVgYdd3WsudHF+kU7l+zrTC7IWjTp5XdDX1vbXZ/FqNUodnHObB4MYaSeItGEYJPzZsym9/0sUTfgqK8WdTnQXOVwsp9A4OrLrHVqCp1jRa0n4H8IQLBtLZqdj7Z5mQ2wZT0tk3TqAwTCs/zt2HpyplzFGmxmFX7ufaMaWRefD5zXGVwH9zudrZVwWCjUYPxMQg+S3EgUp0eUxK9QCX/GIQMm7f+EFN0ec+BDzfeh3buCMTKNz1mP7H5vMQp/hpQHu2y2W/8vPlMiOnNQ9sdhpYNB0Pejp3CE4hvcM3LyvftdGVzh/b2T13tbj/nAxksATApfJG2yUlDaraVECXm3nXCzxyMiCFBuuycx2E9RW6X9OXeZms+UNJXz2XFDyUl+XiPCTIqhiRH0XlD+I/m/ZyrBuBOsd7QN5cZzjavbQ0mC8QJuMwoXGMVpZ7Yck6dv+O82o6uBF5WWb44tAMu+DWnIL4L7QFSrzPGhLTzo1LKmBHFIQkpl6WrLkKzpuHpHqBGKQjt2USNE7/jAAYqSY0ERVtbrVavqSyagOlqiokYdl1o6WfI7Q9cBXRFneoKHu89TKzoLkGhV7cQyTFuVL8yNa6VBnKrpOfqKqPlMs97REx517l7cetVQmEJPOPRIXwmBlX9oMzvcPXHN0y3s/LT0pZztpjom9upm86t3b/woD17RYPDrJZ7euxcyRNIK6qGIJcBBLCQ9Mj/LfzcX1XyKq7RK0noxx91rmPMZE9g0SIKU7geViPhKy2/yGADshnMREbnC80Gf6+yok/XSMwE1TJ9CvLV0X/8rv2e48xRdnll8U8lUs79D6h8qMBbbYs9Y5/fqdR/hPK4MZOXxMiBwkZebGMtThIO2rVz4xRDGuLUy1AQMjOXsdw8ZtkFgbPMNtqKNihIUA7PCNFUZ1MI5z/zWs5DvlrmpgqcDZIR4O6ICfe4H1mkCihSRjhd3+KUXLG2g8wL4maKZN3kMi15XBBsS+8V5C+9IK+lrvtpP0MwiHzldQ6p4bQL2QhD/of9WhQ56IhPYS2rcfB3jV4UjRGr5v/PcPj/uPILnSw07PNau1H+EzO7Y/TUoyXV1blhplZxU1N+ijrc7fnzW+p1pjSrm2revzRRIKfuqg2BwwH3etaEhfdTpHTsCcLeY2YUnKV1E3+/FETa88p5zjLSa35vz5jB+UW3GN/bwjiGe73K++kNkLJPqDkgTw0If9jJz9gDXui96vWTUGz6FyEwxVFlllIyG9GNI8Sgt0wqeCPNrUmqfvqtOuurSkbSBu15HJDxaO6tdFHj3jMr3PkFrbC9vSzGw0B3kwmURSfgnx3AMiQc3sCQgrF/9GcwbDaK6V4ltS3JvQOlvbGXsA+AWXDUiMAXfmlNKItqjJrfCG25TbBja6SctLB48ehNelYVU6Y4hh/T6WDVfrQXTRKbe2xNzkf05RuPpQ4W9GMQ9G4KX5KEJ2hDtLewGltpgMvWHZSdhv4FoANyluvydQv5ebNUY7nE5WtAr0Zh23R2/CXCWM9oT+ydcZETPrRMmznK5wyg+0cyCxz9gM6ArfNJ1WZ+4mlkHx6JxX3W0IHuuiDcTs8ddO/qxis3rb6Q1uTG1ROQirWGXtQusZjaAAIfxyIcjQaqfnzzxFcBuh2EOANKH8Mimxnw+sSqHVjTVsqHqwZ6LFWErbAaWQdDXoXL8zpknA6ZHksNIaaZ1TzBCU41w3rN7nKtF2m87g9+5WQmVfhLshhqSiCQ1WN52m2hvMTnjBW4K8tkV9evjee0FlVzjUOfRG7GzWoUBx1gZXfY6ovxcvIzKM+kwB4R2cITMRwrXFRR02UqnY9fhTg7h05oP4D1osfFafxRfsTNysWDNOiyN+fsjPF9Ncv4qTJbf1volXLATD9RgXN7ZRsrFoOVcAbfk3yLR2Z3Uw3IkHFbehDM/scPfMwAfKFt/e1jt6CItfp0UoDBvYsCjStRlGxDVZ5KvIHAXNaiBlzpq469+d6Nuq8UkssUvJ7/81utePIUmH9ykU/Bq7u8cEkubSD6bAxPqo+FIUkAoLq8oqcReDDfr8DEAgcI0NguxJdu7/yH06F4TSKcWdls3a4vrZZnDcaD/XWXwUvn36LUBY00HNTmK+62rHKlfF0m4ZD1tYf8jYuG12FI2g0xeJMe8+gRHnOUgxW1hQyIXv1xevJbuqpZ8ZWhUQRKA6/SjQAovyW981By1hq0jzknJ/ZSfmS6FntY8Putp//ws+zej3WzAveml0aMEZWYR0TzFfoPQUBwpJakHPRLDD20tzn9pPure70CA3eDlg4lWlPcCRCEkNMvAZweYtICYQNrPjtlSag3UzMlA+JYICEUZhU5yR4nR0t7ZR7otQBNTwMNNxsaQHATGP9QaMRw7euetf42ZHC5TysOb2e6ETRklPfLufVJj6TB8u2ZXqMQvS7wGRRjossedx6zKXEJmCf0wP6ME5cbcfTiUt77F8hsXdET3gu7iatxAm2JbIqZqTKpBowelweBs6zsWhOL2sg3oZkhLPFuAb0EbQUVyj2U9BhJ4GjKe4+ez9Wk7gYwR8XxFnpdFO5LE68hRsMoGTLxF6AYKvttdExfZrKq72Cc+/ieHH06MlxJ6FP8CJErtlt3hjks4evtSG+fPaa7Uh0hvJ1k/mGFkSKZhL+8r00lJDwbKYvFpSdln7XD1d3GAQn4qi+6uyeJkWRSAXZjtF8D71OmxceJ8n9WowKuncTx1UdeZUBoPxPriW2h2nAs9KMcWBv1XW6JRHVEYiXun4NVBbzMEonblqhbHYrlDZpZMEeX1C09YJ+Z4G7OFYDXSpEZ+q1D1LQfSMz52qUsB0amwIfneYmh5VnAi4c7YEgn1psZd7heiaomOnwCLZn8B/RVkhr/W8X1kDRGDCc+9rhzogxtVy6OKaC59rrE/wLdOnTgI8U79tDTyXqzuXqBOYYNDRrXR/c91Snj/cYh9Rxg6yWVvxIF5Utcg4ZERhHXpUB5HtrzYm3TBhtKDbdSW1WIe4s26dBHmU2IRmUHN9p66wY2AKFckpOGrq6uGOUgJaiwRpOIRDtizjOv+xoJaTV2pxwN665Y5T+flejNzUsyDQ==
- Tech Lead Track - Month 11
- Slide 1: Title
- Slide 2: Session Overview
- Slide 3: Why Metrics Matter
- Slide 4: DORA Overview
- Slide 5: DORA Performance Levels
- Slide 6: Deployment Frequency
- Slide 7: Lead Time for Changes
- Slide 8: Mean Time to Restore
- Slide 9: Change Failure Rate
- Slide 10: SPACE Framework
- Slide 11: Satisfaction Metrics
- Slide 12: Activity Metrics
- Slide 13: Metric Anti-Patterns
- Slide 14: Goodhart's Law
- Slide 15: Balanced Scorecard
- Slide 16: Building Your Scorecard
- Slide 17: Communicating Metrics
- Slide 18: Workshop: DORA Assessment
- Slide 19: Workshop: Scorecard Design
- Slide 20: Key Takeaways
- Slide 21: Month 11 Deliverables
- Slide 22: Resources
- Slide 23: Next Month Preview