Fg0H2VzCYQM8+kP6aLzUyA==;WkAr0Y5B7lnCoBHAf7yAUzdxOdsglQX/n5EwmBd8AlOCOYpJ+uyCngfVYJUByg5qrTgS2gvirnbt9Fe+yM2XeWkJvcClhxDUp0YTOOg3RtL64KdQ9l8CutnyDvfe8oHpNvNn7dTrwMbcMZU/WRYR2Tonaf5IVKIHKh3nzVqqGfFWAy+cdEGfCwDH48rs2CkEJR5s/ajKXGOvzDoEl/OVUIUXKVNAU8ulF6y6c0eYZkJ6r2Znm9f9xdxqiW5Cx2c4bdMSHJHPL1weBe+rPPDFLpZV1juqqBD+8zsF3qwjxljFK6gPwnLcaU1FTN/05At0qX8BtIMn6K48phcX3hWqj+ub/h8pRrc1UumOLDhNrMsCUF81fl4KakGV8HOelFPmsq9u2Oh7camHpjM9iUKQiqiq/q/TMyymu4+3KoVJeamfGFvf1ngSIGw9XOFPnKGJVSaPMFVY3zk1y6x7vzGZLD/Ty4hZcBLGX+p6nkJwD7qj4Ul834pScSfCjPTwR3854B+Z8R/MbJ/sWnXbXD5BRU4fUA+ptqXD5Ydq3TsXAHFlf5S2NFHqk8ZPhKotRNe2zY49pY7ImWk/6tnd9AVAtRht2Ws7St3Np6MXn6O3Qs8AQ/wsnIetuHW4QIrNOmJ1jf68nPgXbK2WgAhTUe6FdmGdVxrJX1ucRcSuOg2pTHErjckFId05K3aqvbQOXvlSyEUTjbINtOG6Z0vGamL1FXaUAZPunwukWaIVkCTt6M/UpmLIUN/zHlsOMMGd91krt6cbps//dFCy+T5ve9eCatGq+S8Wbi5a/IheIVuFaqD37nN/22HFht+PEM8t2kcJtXCMi8FULCJS6CX4qjD1MkC+NKb9wUVB75jG8BY7MKNuhgn5BDQurtHcr6mrsn35VXTpJsxYrgnfD2+fAP6cQ82ohyYr3mrdiVnqEXnrRUT+fWQtrOrMEWFQ2LfozfPdv9Ma5Qj2CArQiv4o0hu4J4LM42bWoeFRxuLj+fM605cIbY/qHG+Tv5314B5SSC3VQpllDo7gIFp+rp8YfWH/2fC+gMEu4M63t5rG9GRgCNNlz/BtbKSbbCuBUcSdPTsNRhkuxburY/WdJDkuEhkTNx03sCzVy0ZwgX0Bw7Vx1SDyk4iePqB/U/SCVFtwCAab269GZHT9CU7Z0D/rYhw/h4Scdk965kTtXnyBjjMKOIzKG6kPRPEVVjtywfJ7loc/gPVKRjL+zwTNfk5b/B1xMyKoS5xMQWBF75eOZecZZ+DkclUeALyJqL2V8NuEv0f0eXDY5s8Je35C76yAHR+mERipNRixvc49Zhq61AB9gnx0yWR99eK4y5KL1xv8M9HaIwIfjFKn6d+Qo95g26JyUCeSWKNBsatsS8KsDsh9+A+dJRiD0Wy+mEqnAicZrS8gxeCNxNT1pWi/po+vHcK6iVODDPEqC8NQ9f29ZgA+WeXl9jC5vVTjENkHFHtRChTzLf2crMXHonqSjdZJHEvizTzeO7qzdDP13s+yAR4gmXgWJn7ljHBK2JYzBaada/s9ez9WYI0Jaqbv4EJtkkQ7w8V+xVaPOLCTP2BLvQS4FcRWoiCiwPsAsSzkn10RIUmtxNGhst7gT/XwUDMbEoAFpO1XduxQMLaRXDoxLnLBJJElTJeZhr9YHNAAplo5xKI3GF+qvgPNN0HX+6g0dwvr2t0yQuzl0OB+CijLoK46qDRyF5sVaGgeyS9WBaV41ba7jrtDaqPeWEsd5wGfKKtqqh3zZpbd+aGUy6xnpVwVUfbLy7G9W8YJoJzILWNO8Y5anDSMK9u115pkv28Slh2+wFARRONL0BWGGjlDq/6tf+xvkGb8VKanXT2S4PPedfeQKTcw1iSsyS5Rj+4GkQKSlhvrlpXNrK0oj2O73g+w6a06G++nRCFV37574SW87zA+Ld99aT3VnTKdjts2+HV/IJVdBEXan8kwyYG/yyUEwDN2EHH7RHoeFJM9ITdr3eo7dNuCubg7nwmMHMzsggHH6ne1clVywPENd1y8yfmigJ8dDgbGBii8QLX9GV9dDFiCL1l4mf9dpBtBJ2HlEMWCciCXNH4AQogEtyuwhzA+zLQPO8fcp0wpA1MFO1MR40zk4bjAQ/pwX1rp6zSmWgqIOzqalvPPOiVDUaIxjK7L5WCZ9GS0CDDEB4E9lbzgznxiNnBY9H1Owz51AWqdzmrLZqww1CrqHHt1139OPGziaC/WUiPMmveOy5CSbUvoq/2hoNpmOYDlGWpWsdV2kCZHE0UysfbnLbBvqRTnpArB0vmwS3X4l7XEPwceqsxirjFbdwdj49z91jP2K+8bth8WfJ8tot56nh4mGuwr9I7zQ+JLDx7AP22CdMyJx5Sai7iufznA2rMOWYVs4zugVuF+bWsZXErzBpUsWj+1SKz1d5fwmxQLsdAxyd1DMLVDusx8zpiWKt8Ch/hZsd/Rs2aNbY71iZKMD51TXoSpk+fCwq42RYQ4iU4u+h757jf24fbTmOUMeXBslW1qwjHK2bcCRoSZeFW8+EKAYZRYIe74E+pKNTq96MDxjmHUO1FBoikaLR+DrT4UnLU3Rc7OdesYcsa1jlXQSBsQOpuRrH2Pv5jfRgPfS6RAdxlRazNJZ76tmTRJpqnk4+a9LYGlAV6D+uvon6WJ5b70ut/xiiezj43vMnRYQgj7OT9KJ1E221X7kIUdt9kEAT7gIJTHKn/gQF+vC/owDssmF9W2XW5rYa2Dl740Y1rJGuUEm3Qxoy+C+WoIrQJk3uqFfjdbJSxyzsINJBWLXqC5Jz1U8O0VaSnhkI8JE/lfJ8QNP/7mB5nmbas71E+NGd/SrpWCSc2BZX/FVdCdwUfjiE+i6/ai4UqCmCDmLwfwLwjC7xUwMbWdz0jnvQ1tIhxZK64VZXiln/bzDFVXgXC1dfci9KjN7KIrBF1NiADn8LY3h/t/ZIwyZQOaq+nYZW1XLX83/xO5NVXSmLO+qJ08FRsakd1YfvqqreYFYh/1iat4sB38OmVbzRTj5MFJTGqUmlyCBzAcVXlX3ieJ5fXYpBfJaxByaXmeTQK1blBuoI1wwGuscoLyzqxgK2DL5MuVNsSdKyKbreYwSA6EjrETEKwg/vz83uDg/mcGQpSV9Myb7x9zrkVEOi1xOKTL/7bwEjAcH3FcnODsw6h0qVs8tOAQXTdDJSHmARRuxenbcohYoAGlJNZFSt1axSuIknVwg5KcSkozJP8gFH1ploYGD8kyBCnL8GOAprXCD5miHPMbLrNvM6CmdNoqMKClaCwWY11LbTFkuim5MAzMJOS9JQyEihS+7yM6tSzf0og6iHO7WYwm8Dae0tUDzw3KhgjJSWlPRLetu9NkBxPoO9Zk11RuqTfoalNLdXtkWYx8ikXO2od19ganVx3aqdaMkCY1p6k0uwlCDyeWuyEu6aySJwJJuOQAiNncnrrdBpL+DVfjte0u6zrV+TYw2+kVygJihltKi+C7RqIHmGWfNLoja9lz9mJ6C0L6VceWxsUfA67dIUY+cva7SvhNcNlwuGchaF2uz/vCFlXIxsZ9ENN/F7dJh5AMSaPqbc2rJo0dc/gNsQ/QpHNTeaWADJO2/r4F3JzggpIgN+tw0TFJu/+6QK1Ka+zktzdTb2+Y7YkvOYcVitn7zXuuSrmU5h0XReinCN7XxfujXLzmN+4J4WscKbmwotuNKRcBFD9ykKwkiMZRqnKI1KIPe6OJorlHDKmmxJbLHWgKsZBHff+cx2gUxgSoloqT72yQwvyo8N+2zOPcRiRsSnRWhUgMRNRYsvRO2M3axYOawQ0chthy2J+WFSzHY7xqQ+BPsx+xXtsJKOWhkZSXrFMBtaNHX8AzfDzAFyRaBTwMsks7xJlrPQ9c1KYqpW3lYWNuLgeF+tsIF1+Ju0FLrihjwidnGLMCTnRPmyH1GMeDRxk5PLj62TGtCW/IvY6QGBaUmdxYItTxBifOhkkJZVq0GN9IIiDtrZpPdTNGVFUh0yX6TS7ObdybYqXBnSZOPHMtTf2QUUyU1quO+jrePTrgkL9YXb260KY8pIAZGgvyphNp6PjOZt9z4AD8eehFJSXoCSqjUJ0Vy/0Eb1K/v+XvdfJgDdpy/GKJFwaubhz5qA+Yy0ofCW/nj1c9+sZZP1ww0MBTA4ow/AttKs/KIXt6RhMpmyuf9vL9CuA1yTYz9rTD4DxqPDKO9NChgmCF8uDLpF4Mt7NM93QfuiBacxzPhYL8gOQnRIK5pG/QRXfZrJOdabC0sWCNWBTDC0bpsu7qZriAgMEGRj2uAEklPNQxvp25PrufIfInCGQoP2A3ZD3aBdga/rgaez2LDWsC4cl+OEJCs/Oprpt9u99iGkH0WB34y2/ukbQeXMTIMAk4AXRW4d6pm7Vcoiv9kff/II4xw6+hwJlgFUE2AMq81yDGMs18fFUjye5mnITzuuSC5CczsBMkXhU2G7rsLn4uOk0KNgCGwAWHfpSspDryNGkMU5rTDdYBS3pHMZh2VhWvlvxFP1mykffWOisNbGE2Vgnk/1Ngd3MHaIb6bzryrlddidDwtCCwQwYfZuUaC6Y/cawI5hnW5IoxG8mIW07DVY+oNgIB9Rov3gq7iM2tl3ql765DCF8lILBgtQRyau47zgLPapaMnHl2+Ad5ShnpF2/wu3oRmB8PTU4BsvzVqlp2ayab26hMhWBrGVGpVgJfA06dNpQkq1HjJ78BZYxdUgRhPNyyV8X980hScNqT//eObelf9gwkHMBYisVLP1xuy3mU5dDIEXIr0c9ANLSjcnLX6fZNKpnYXGNaMyNU8bvGGGoN3wV1n4CBVq393qvcg8IW53kj6ldSPf7islfo8aXRTmkDEuNT9//elyzj++OTZuWvCwlAGPpYTcexP72FBhTdvjcv7yNjQYMH4MlsmVEPk4VXToo2Dxqa2fhJtpGkchxFDnm1RAqgIxgorYyT06yLQjE3mEplDcgwDf9ZNX/wVDcTaAzRwEoobGG0dpiNyRf5/z4dQgPBj+YSwEAdkQoFq6lD/P/W6prXzjWNPAH1bnKL2cbyTj81xhq3xC6M6r+3ynPJeH5gscsRD/N98FD/nZCDUtPV2npKdnAoL+Em5zXdcErdqMPWofxQ5JvBN0rn6AGr5C98EOTunvZUq/N6ImKnWyYy5qE0SDeMagWOPAtVztaCFfwtRxqh9kdWY484brAF+FkWNAX0tcSQp/riIJikfldgKrYZlSw5pEnv+jm+7txSWB740n0sPGaj43P0qBnpVi126dQ1a3ush2MuOb8fZXNbljiubVP2ZD+/Fmc1HxrvBnXuwwzMdaZGWXCa8BHV0+UwE3BMChAvxbZs/LKVgevPQm2mKOIEqTjcJgf/S6A3At41OMLUjDh7zWXWah261tUF4S5uP+ejpSq35fvKo4NcUJwfU7UbC2CIb1cy2WnCH4ScGHnTM6VmssGhDy6SYKoww1L2eN6/SQp3LBPMJQOenN1LFY5wRyX7aR6ZHABNy9jq7zYDqOe1q8r6392UuttM0r/w/Kd+rAI2ZMNIjlPczwvWrMTq8F+tPoTU5rErUvKlO41d9iPXUT77swKPsuwIHI2vMyyP7CYGGm4U5Z2ZFDTRFixKJ3ZEz/54jclCf3OOXaWdkOpAxYxp8bSgL9re+UgZ+WMS9aJ7WYDtEfHhQ929uE4la27GR2SSDPkkB/0P6+AGEeGTfumXYV33DTtC3J+X1QtHy64EC5ELDJbL879ezQaUwO5WHG/uROiZxRWKTHaBxanV84/9WuSDC4HbM3QXnNBU4yeougB4QU9SY5p1YOuXwV5DJY34p9a8PxrmtxQI3Y3w6mpwdxA0wZPeJCs9EUmBNmo87RSqTCGn198sshmavknKGrzkuxqr+QnvwvcdbzwoaWByDlXKnbcLoS1PMZmCsn5Q3tbMYTf4KLapXuPpwm2YnDJMDtSXuso7JUwaj3zLivTG4lBoP0bT7GTt0l2t12eo/k7j+/QqPVMmN4uwd5G6zv4Rhq1lhJUDOGldEDAEKLmTD+f7YP/Nq2sJucLFWW+dYGgVp17TDoraq2+7MeXieP5onBstFMnwfxK0grjlhxTCiLy8+pyaZZYBwmId2vu6oatQt4/r82DbHUJVWtw0DU7tqYxXGQ/+CGOp1IS1uJRTRx6U92gUTIMpkZbY8Pu4amxhwVbElhq3zVQQUlbJKy09KBKFoA319daZIhjjsuU9Wq+ejOkFpaRXkfdTOHMTnf6RMsBwBlBlu/TLDpc4dHGe4rjWpQ6GwO4Tdv7dw+hgTGyky6pQZytaG0B95JCPqV6WtZxu/ALIvKDfSp5fXIKhIiCZvg54aWaZkZvb8c8Gro70QHKt2cfMizeGUqGQlAvsNTALelJNgSMtC2Rgkzud+8UaUcXW/IjMgiPZ83rPeqlEscWT+WPTDYSv5cQpU7ae2mWEgFKti7CUk0hS0sOkcpxZSLR1MFqFbsn4In+iLYjmkMmuAuSxrwSIiTchubFbpM/DGSzutdxCaQrSP440W19n31lkW1oKgB5/SH1vYgIrwwOPft+SVnSg1CnUoKW0XiltHmKFN5pbHO4n3/vB2IZCmxwVNiZ/7l4iuR9iVVHCjt8z2u30kVazBxrLXhwpsHsyFRdlvdQTBZDtiOeBPDKGDv1XDq3OIgQ0FLppMWOsh+sK50Ysyriba3OQa1EoXfgxStaQoJFxP5nc0+3gEwSe0iPqT019MJhtJzT133lQVrAGoQXge05NZ4McTdgIf+D/QWraqvn8JRxcwKtyx/5eRe5TWEnylkamsLZnor8kEqC6Fs2s4sSZivIzORyybZz54Cp/53vU1KCabKowpDrqHwRBHKGWiRkzntx5Voi2HrdyIIxk/zLBvt10G3tBNNUYu7ZSoFNQlCDA/FKhC8sRBkHCEIIHlS6arERwSUNsU6h94KnYcA64llmLWhZJj8DYAW8nu6LKdzETR8lINE1gDxHzXS8r2fMXrYTVKKSEYlT0HtX56xlUpVlbaXas4FAjdlZwek4UpfGbAEvAlJW3cW6tb7sZteDGQAY88a+eoULLMFZWgTiLPl7QQMRhJ71himymIw+AuyltBAVjjJXKDwKk3SM5BgVt2j6p2pQOie247XpIYk9F/prY46hHpE3Ndv7f/8ofVOMNRL1LvzUqkxDDTp/9sIuCz6zZDt/zkc9nS+Wy0fvGY16hAj3y0Sl+RLDWe2nva1AHxzf36OV9R2L2gLkapYJweo58trOLsuL/vP8LzJOPn3Nt0kW99EGr8CCtiZEE8aCaVaG/y1QmqVD5JDO0H6bUVTxY0guQM/7GQ7DMGzPM3UwlalZvYJmqUmxbROEWEccNikuXlU9nJ5czZGWc+Vl9KS0KgRNeXFkBtXVy+9b8lUiwHjg/ICg8Y7L87iCc9Rik0juLNHOi9m56FeHmLhso6YcAKNsd+6h7KDwmc8hJP6EhZXWPtEUW4/0wkS77XQuLEOEJoGWUbhXzT2Y3tREsdCJ14JnUvClcmp6kokQRwunL9vEs/lqHfrRWzVsM4BoliJXzL6083SWR47TsyCNfNXwVGlcHlu3OZ3ZXT5KNC6MKaroLaaUgIYgmChUzFt/EiISIh3YxDlWHrl1PYn8/gEdBh0MH4Z+T9Q8/rPEok/05N2MDdAQLRHqqU3JLIiQ3lbKMXRZYGYnc70/Hjojsfoh7pWepl6y1pkK2zzVXo63tOErAh5UoUMgK/UPYko9dFk28r0LNEALzD20tJ+VKelrzfO3FaJpgJjI1ebfW+FR0VApAtez4CemUlDrBIGfKSUCPtahnspIl7wutFeS9sxYIcLtqt9769rjiZN2WiqXtEPzKXL7kkkFIbSRaCenP2m/jKJrfWsJjLsJgMkervJiUZQwBDTp9xL8uedOiHJRZ9cSYYqXnvoXVPiNWkGRsz5M2PTLbI/sKD/K4eVb2gG70dvEBITLNnDhhbgfvRQ0uc/67zL67cFSiAMQuHHn5RYJ9BFaxk9ighNgbEIyQAvcglbiKHUjmzL5G+e4dpSLSwkxdXTK0cmrEgjqYVhiJzDsq2M5Fmq9IgSIVmLiBb1xUAm/rNGx5/c/cYxhviPI0GP2hxuQUv5aUVD9ij3LZ/H3cVFdL411vCKeajSzEN7b19LJ0bPQVyKOU6KdhvFdI3pBoF1oCcnPKfq01RsP7985bLuuql8kYiK39HDqPqn2WcANc007+jB9hCT6IqNTmbM6MS8nfoMSI61/RcWjb0tpBnPLT7M16TBBJpyOfu6PvRjZ1Ir0fWLlrDfvyVH5BwAsMnwwnjNSQcuhXO0vCvM0HaxMmcxLYvw3jJRdbMHBoK/x4UAZwhE2e2BX3fX39+vxO0AOBTVcQl4eA54Sh+1zJ5WNGTh+2oyiWJct+okiBbtUvXSQ2L8m0+b8vy+ZVeEmUfIwGJs0KkofvTZaM29gmI0xqShQAD3gCoNFytkoWYxSXZCOFtjgjA24sdDeagFAQUySq2y0ChzogUViUQ1Q3gx4SxsOY1o3vW2qmXJkXKWVO/tkUcv3zH8DtrA9Dd3XmtQNWRrFWjZ3IS/kL1dk8Ju4XY2t7x1NHqThrN70n0YAtx5OLJfn+cEGy35/qnAED83ozYyO+GVjV1XugsYT71nbvSLeKZiq3oYC24g9PLECnPS7tupjzqUHFM/SEE0M6qf/3IYNeE7TWl/YXZuD3tAF8EjZLa5CNxaN0+04K3pggSWY3Eof1jSwTzjGTVm+zcQYOV0YcRgRa2+Z037qaR54lSH2xT+5Y5fRdZlcgKTL+hgC+bgmoFVyXUQTGBjxDbDgBuDa6zV+1ajqujutc5QcnYvJoSj3qiwOEhCVjEN+O0uJU3PVmD/lGQ5EOKSNQAUj12hNzDAYl4zd7aiqeAg+CH83sP5j8SiPSeOG/7BjWKzuz0My3MOtDNlepm3HgZbiTLkJe6i0gfmjBmXMr+yC8a8tZFWKVHg/2IGyrfVaMhQTjmAqFALseDlkyUbvU3L/YIRfBU8gdrzQGitNcTSSXviAy2rE+IOG2mIZx0YrpNdK4/RPZ8avDxayt+pGpKHCMW+a3vyArv/NF/KgrXa8E+LF79FzWRkTCyp+t0skxShvVLhGYn3WQxOlFhxDAgRcdIaybTmoosUqnpVGAZUf0vjyeg2oFNDdTq5UmopBagGjueEiZ3Fty+pWyQmhRoM3da9dtY2xltQ7Gnw/o3tmO2IQmvUQ0fRapl4Z4zO2vqsbX/sDjATxgXd6NOo0q82bo7KYomJVHMKsaWmQSmv7aUhYgZZm0V+TZcAb11LEqhhh/BcrRQS2vU6IGSY7Txl/wlq5mBPPcxvmzzs6ldxUnjayEJ5u/+Nta2N+9kcPDGLta/E2hY7nlcBM6Xy/IUdwTkg4l5wrNPNtHm6akHWHxmhkeFPz2pXu+6LwqdgtiCbTDIKwePJSBacDWfv4EkNNNvH3FojIK12VvzR3lBj5V88pYUANnEm4u0wCSWBnWR8HH2+HPXp7+zjV24gbRjXN3h3IeBbfs+5ONW6aRMm0OY+kPgPqY4IqESXDMwXLDW93NsTaXVc9fhktyBuXmViY6NxU83A8ur0LQti2yonQkucG3Eo67FSYAVhVhcgmvVdbCXBWgItX6dAGpdMOxjn18/baNN4F30LQ4PBJVNbn/MxvNeBwOYK/utlSllTp+nxmHJLJUstoS8eUFYXWhrWgw+HDOMhk29pKLQR2xW3qsWxDZonTdepsnkkJYftdvSTaiCmOckJjvX+iStdMK4M3EH5Y6/XOhuGQsXO58k/XRX3zt3FXjFEvG6JXaIgh23+Ts8HcB4AiwBmaYgt+gyjX/lG5q5XIAzMSTymUXGCdAA07Z/04EWl5Sx8vwZMk6MBizFC7c81cu6L5I4/vfaWGBNlZo9mW1fczawsyHkI7u5lETaTcNNJyQId5rDtzgW2Hm71RS9ShcnDTEN5b7vHrSqtt6mntL4jvdQ74t8UyO1hnWBfP1hcvhKtUkN4xQ8FKOnTd0YAQeMX52JZGZwoKTNdz9BPXoj20ehNc2NLiiXlBuR/M5Q71uwOp8u1L7reGal9xG99iDFI4hp0r3BuPXJIakxrfo0ltlyYLFupqD6dLgfbX0ocRV1//TIfo0CTJzgtkinaG5jJ8CD8qPfOVoDwaFSaAMk2HIZfbvspR7l0lagMkm+Yl2UDAQ2SLtsRzZjNyTgXC7Sw2VVe6uPjMVQz3mIrne/q7gwA5CxxYsmTrlaw/VljLoTbXnM6IKMl2hcE1/zIg3ZoGbxQYnszZkc6cwDHdbUAj8gpr745jPYpDiLDkgB09jMerTPW5u0z3/zQAmfcSVe288JjFPFAK9xATSiXLnIajJ/x+w2zbYmY28EcIB28qMqvMUz3mmKsgx5Ug2ait2xEzASdYo39R4wMkhtU7ClkGeBBiFnQ2aCzNacFxK2zwS35mV7sTusYDsEKzn8pm0K5UznZiwHxCur4xkrBkKDVtQEselOyRsLz2r8GzYY/pDzg8EuuzvlvWH1oHmTfzeTKk7tPhZuTYBZx1FZRq57gYRo9JcI14HzpAsCQ6ukdxuZTbWugYRu55sSR2ctZF75217/D9yb/aCJSfNH7TEXNryBzNhygfIAvLuj8s5mcDeIddlZa3cLtuKVUG12Ij7TNtO5KSSzqsijci15idhRZPNAVG2UmEycumKC0FaO9K0mWwF2GgpGHmxiDQ8KYMzo3YABw/Q9BiGaNuVNLrUzVoBubqlzAX6U0o4QUNiI7qGsxR7T/vUE+UgguUogQJoh6p8UsKGElEfKQpn/lafruBXYbx+C89GgeKnWlSfQg/OdcM5Ka23xamKL11R+Eqi3V0DU41IBmjtiLHa9frg5yzAKwSm7VOriG4bDruOQ0PcWXZX01DUWEpG2r3ZUvPBEllZqFOs0VFkMwO0qdN7GMhiWehFVO9O9S25uQyAvBqZxRLfKCazusqQtleLBxgdWYQJkDVtj7IqeUKM6i2/P8rHQJ6VmJ57cKDYSSE0ObyIBqRGUqsv6j82iZnjhqMbH/ORhcsAruHDrrAIzyQkSdLNoK3ybhsaX5zotHh8bE3VMi/ZSu4dE/n+fTHVG9vGa9LYgbAi3ay7/0tQsZwS7ZuhGOvpR7c5na5Vh2GX7pnmYOZ3XIwj9WiKvGPFqjCLha0A+TJEuTx86Gz1S1LUY7vI2gOZTmTEH96IRCCGsyeDHOzE1JTGcADgVfKQU+1d8ddPNzreYC11JIl18R2qdbTiNn1DDygC4PHbipAyuu+t3GKeRL0Av2f1wEEKmFBGJw0+E9TQDYTpXmC93Bl+JQM2PXBCbrlzrzYv+EwMNYq/+eho5u0trJJqUgZAvIDFgjCmKQlRPiV7rwHZmt4YkIy677woW5jvvjT/84OJp3aThbrXSuNt1e+4Ter0YO3nQv3uyQG00bmfgo1w7tmTneJo+2/A2yDep52Iwu6vVrsRZMwcuyx+AdUOs7gSGs4+XWjDUqISL9c9I0Ogcp2Beh0mLP1lRKL57eXaxl/8aOfdWM32KQ1j40mMLNdhfLsGKD5QzIT3X6KnCJddtLtEd6n1Y0rPCXD5Aluom1X3HL11JfWSBNKLTWohIWydXftqhq6QXdQ/A/RapGTr+LIl8R7Ph6Ey8uPKe5nRuE7ZwS9gVF35UPuw9bUQHZqsQkGZG3lCuoN1qerpC29/0xYD2Nk78EsULj3BIpHcbp3eSnCbEDt/SXjUvzoYk2fnfKByT7LzvN2huhdCzI+Sd995dW7StrcA2dxGZiBWhmgOY2wTsN6LF8gQKUbY9GXwQPSyH0TzyR5Gy/NIs2tdTzvXD6ZXDn97quAcg1dH2TFjvULTnPBrO+vp0XOmyo5abJgEUwXo8AkCPNhzM2SF8Z7X3R5+1WHhu/jjQBPsZR0y7QQO+xlXLnrUyB9jFp35Zg8i4wDycAgA5qtNtHPX5VZqFc8Rb8TBvwoxvMyv0fiegrf8YnmvPU76FC5LAB5lxeGDBbHg6LQD7R1Fo8fRyID4XdbiX8j8WQ57w2eVmk7PcnCjOK77UETLdCvHPH3l2+Lj3bjDJOx0tqYAgUq0HE7+3fOnL4nuINy/nnQj7rP3zviQLHrv0GGPywiK1dP1o5ibrMutVXFj0PI2qyCeVDxDOL4JZ4iS9bFmbx9wlTTbIc9Q1VTwPXzvPpX8z7za3ORgdWOXNXMm6x/zYqkIFIM0+H7FnXiaiUo/iaGAT9Ppr+kLw7ahliF3zspBBegxKLMimTqeei6XpW7alkIWF5S1OPJ17QB0YFuXkd1MW6JstwLfyq0chiT5PGeSU9O8dzxuRh6K9CQGSmeQYyF+KNjH50XrqvHG4ihl9AcPgRxDXTtYcr7EvHj6EmsAWc1de2TXCXV/IZivuBbLDDnTR/mDrYP0aHVA8nVvpIUWrnGIxmyQ6alBasMBqeDkVNfakrXorIujhjEfGUZU7XD+cZ/pfg2DWG7dLUpxaOqVbNNltMTNDCLMd1ouqrcg9xMwNrmkSViHQ8bnjmjiH/u1B6BSxLb1KYIEBHBe9FpIkX2x8MRHhICO2x+aA0GPMUJKhz8nCIjX1FZWxSDuQRKP2yeyqm9q6RDwXqJyOwK26wiyP3607H3b8iFRumPNlT1s/fXSFljtjjUUXpPxrz2fVhf83ROXmKrPWM/YKghdeOuUx0X6VwL9SkYVlrx1DcFwdEIYa56wQYRKBrUscDq8y4dL7ymT7Xh/wEoiIScHgI6uNfdaCtTXnvYCCsNf8mixM/gOl0mXxAl73369vsm6ogHOzsIBaqLndZsPisi+xzmEdPD6tiewn4fhPR8BtYTV/s9CSLypd1FBFOBsGj1aYc1P0ghYHnfzDJNV6KbeLFE513h4GsjyJNe8vBE86b5sVIynKm9IFrlskhc2Yq7UB4LvhgQCtUspokIxE/a9C98I8l1jqTtBhXidICddjBEiQYt1lemxIPO/SKcRyujAz4h3pNhfYfR6coLyxT8K7EDfE7SsjzWnex7Ntug3bk6z8qVMPg+QUPDlAinXMhR6rPvE6nSsOFWCCd1+WfCYKBmVUhNFaWtzId4Bp/zxOY/bxRVcctf4pPaQveiH/B4PfkRU8/0Xu+KhB5YCGgKjQy59goTFwLKvu0KcR4fCB5FG3yQTych22VgpVUaX6LfZNwI3o5IC11pZqYpiMdV+jbC0Ui9oYS1xwO06W30q1uiFmZZGKxQ7DJoB/b8OBR8XrlrMuHpT14vmgA0zuV7ADfSGhlEMNFDCXPcIM3619eIeEyuEI3ZOFPxydW6x1EENBHFFZ90TaSD6ckIm51EHt6K4ZDzpLK6BxJtFFmIM7znwwDxaYy76m5A5Ar8YwQ/5drixguGDP3C/K2gWga5Fjj+CPA/NjOCYmnI/GSwy/cxUAps4uAcItz8QIqlTPSvHeixjKf/rZNpxi1ARJxgoPOpSJgadS2dZ5bzds1Z2rnvtH4iJ32MIJgd9cMTB9s1MxUsyyz5Rwl5snfMJ2fmh629i23DwoOTihU+gnCZ0yYRsrMoCP9VxoYmaB/VlLDDyc/0+GA4Iik4K3BCrrDIq2lp/6Vtvn+X59RCOvquEhPzXo5cTUwuyukoA8N6tgBhmkAmJr9PF3SglJkIZ17QnrHQUBFL4R0vmUV3Fi6pZ4O2e99nIzhTP6Y/dXIIJ8edvW3bRZ4NjNFKKvrzgBBiOa8HTZBi4QJ7IT0eFapEPsS8/pE6eu4Xzb1sc8jOCXpQhNkSF74s=
- Tech Lead Track - Month 9
- Slide 1: Title
- Slide 2: Session Overview
- Slide 3: What is Technical Debt?
- Slide 4: Debt Quadrants
- Slide 5: Types of Technical Debt
- Slide 6: Debt Accumulation
- Slide 7: The True Cost of Debt
- Slide 8: Calculating Carry Cost
- Slide 9: Debt Prioritization
- Slide 10: Prioritization Factors
- Slide 11: The 20% Rule
- Slide 12: Communicating Debt
- Slide 13: The Debt Investment Case
- Slide 14: Selling Debt Reduction
- Slide 15: Workshop: Debt Inventory
- Slide 16: Workshop: Debt Business Case
- Slide 17: Preventing Future Debt
- Slide 18: Key Takeaways
- Slide 19: Month 9 Deliverables
- Slide 20: Next Month Preview