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INoA9Pemm8tdO+WxjEs3Qzyc/kKW7u1u828LeTbJwigfePvVC4tpIPvDjOAw5B+hrSMU99CW7K46OK61W6xJKXPVnfooqe4uUhiNpZfLF0eT+Jz9fSn3L/2dp6Wy8TTjdIR2HYVmg1cY83oTdDCgV1YruGefevQLS6hntYpEYAMOBn9K4Jmz3qza6i0EXkyKWjB3JtOGVvUGor0faLQqE1FnedOvFNLqqkscD3OKoaPqP8AaFoGbAkU4YevvWD4pS4W8ErlxblQFPOBXnwotz5JaGrnpdHTLqFpI0ixzB3jBLBTk/hXC65rsmqv5CR+XCjZAPU+5q5aWGpWIgvUs7uRJFynkISfx4qF9LxO8r6ZqZRlJwYWGG+uK7adBU5XWpk6l0YiqMU/aKkulhinKQmTaAM+YuGB78VCGGOtdK11FdDttRsgzz071JuHrShWf7q5os7DujudA0mPTrXzo7ppFlUEg8KPeuTm1GcatLFcvJdQq7BY1kP6VoeHbO9nn2i4lS1A/eKGIz7V1lpplpYptt4FX37muGUlSm763K0kjmLHU57SLddTOI84W3mjJYj2JFR22tKyz21w/k28udpGf3Z7V1d5p9pfqq3MYbb07H86zpfCumzFTskAB6BzyKI1ab+JA4SWzKuj+J7e5eKxkRy5OxXAyG9zVzUvDVjfguE8mb/nog/mKWPRbLSCbuztS8i9QzFjjvj3rUjliu7bzEfdGw5PT8PaspStLmp6FJae8edalo15pbfvV3R54kUcfj6VXhuHjxhsjuK6fVNTtbJ4rezZpwGxIjncmPTJrJ1PTY0iF9ZnNq/3l/55n0ruhN2XP1M9OhXN6uzIT5vftVSRmlOWOabu9aM5rWzC6DFGKWjtnrQFwA4pcUBhjrRuFAXQmBRxVq1067vDugtZ5UzjdHGWH6VcfQL5ulhdqR/0xb/CnZiujKxRip5rSa2YpJGysOoIwfyqDPPSkMMUYq1a6deXis1vbySKvUgcf/rqExsrFWUqwOCCMEUhkeKMVJspNtIZZsQNrD3q2FyKzEZo2ypwc1pxOsqgr17igQbaNtSYo2+1AyPbVS/GIR9av7T6VT1AfuR/vUIRnYoA5p23NKF4qgExRinAcUu2kOwzFGKfto2UBYZijFP2UbaAsMxRin4oxQFhmKMU/FGKAsMGVOVOD61ICkow42t2YUmKTHtQFi/boywgHkAnmpQvFRWf+oPXrVmgLDNtG2n0uKQWI9tG2pMUYoCxTvBi2b6j+dZw6Vp3w/0ZvqKzcVQhMUoHFOApcUgG4oxT9tGKB2JrEfvW+lXttVLIfvW+lXsUgsM20bakxRigLGdqAwiD3qiBWjqA4j+tUQKokTFKBxTsUuKQxuKMU/FGKB2GYpMHtUmKmtYt8oJ6DmgLFm3hEUY4wT1qXbUmKMUgsR7aNtSYoxQBHtpMVLioLmTyYiR1PApiKN7LucRg8L1qqBTuvJ604LTAaBxS7acF4p2KQ7DMUYp+KMUBYZijFPxRigLGt4jX/iqNW/6/Zv8A0M1mba1/EQ/4qfVv+vyb/wBDNZoXJAHek3qVFe6iIjAoVQSBnqavxWgHzScn0qZbeJTnaM0rjGxxJGMBfxpzRo4+Zc1JijFFxFR7GNuVO01XezkXtke1aeKMUXEYxUqcMCPrScVsMgYYYAj3qF7KNuV+U0rgZuPajbVt7KReVO4VBincdiPbRtqTFG2i4WI9tLin7TQFJ6Ci47DNtG2pNpHBGDRii4WI9tG2pMUYouFiLbSYIOQeal20m2i4rEsN2ykCQZHrV5HWRcqc1llacjNG25Tj2oEanFU75l2qM8g5pWvCY/lUBz1NVCCzZY5NADAOKUDinYpcCgBuKMVaitWkQMGwDUy2a4+ZiaLlGfijbWn9kiAIwTUL2OOUP50rgUsUm2pnidCQyn60zGadxWIivpQVqTFLtp3CwQzPCeDle4NWzdxlOVOfTFU8Uu2kIY2GYkDAJ6UgWpNtKFouFhmKfHE0rYX8TT4ofMkCk4rSSJY02qPxouUQCzi2hSPxqJ7D+42Par+2jFFyTJe0lT+Hd9KiKleqkfUVtbfqKCgYYIBHoRRcDDxzRtNadzbRiJmCYPaqe2i47EGyjZU+yjZTuFiEJxS7am20uz2pXCxDtq3ZdWQniotntQAVPynBoCxo7fal2iq0VyQQHGR61M9zGpH8WaBD9vtTXZY13MQBUM11xiIfiaqO0kgG85oAS5m89sY+QVCF4qXZ7UuymIg21reHbZJtS82QZSFS5z0zUMd5dQxhEkwo6cCtTQ9QmkvzDPJxIuAcAYNZVHLlYW1MC/uZLy+lmk5LMcfStn/kHeFk8v5Zbo5LDqBWlcaTfrbM8F2GmByVKjFQzz3Uvh9ZF+W4t22yKV6Vm5qUUkNI5Lb7V0O77B4bgVR81yxJPtVEaleHnzR/3yK1pry4m0CCeN/miYrJwK0nd27CijMi2yLkZx0ro/CGq22m6rtvQ7wspVF27gGPtXNrcyzyBpCGI4AxgVPbzxpexPkDDitU2tSJRurM9q0u903WYpZba2G2N/LJkjA59qx77xn4bsL2W1lgYyRNtYpACM/WtPRIIdJ0APKwVPmldj2zzWHJffD6d2klewd3OWYock/lXWvhRwWXMxG+IXhResEn/gOv+NaGka14c8WLPbW1ur7R88csIU4rLMnw3PVdNP8AwA/4Vs+H5fC5mlTQfsglIy4hXBIoSfUHbpc8z8W+HptM8WQ2Okl1F1gwopwVOf5V6RpOg22iaUr6rcLcSIu6SabG1T7ViJBdJ8VUk1NkZWgY2xUYAHp9am+KK3jeH4fs+4weZmbb6Y4qeWO9i+eTtG4X/wAUNDsiYrOGW7KnHyAKp+hrY07xbb3tsks9rJbhxnaxDY+teFW4RLiJnGUDAt9M16ZBNFNCrwsrIRwRXHicTOFuU6KeHhLc63UfDuja/CJmtYHftIF/nVbTzpmiW8emy2o3xnA/dgg/jUvhYTYnznyuMZ9ar+Itn9qwY+9gbvzqnVfs1WWjM1D33Tb0NnUJNN0vT5L64tk8lBk7YgTXm3jHX9K1q3tk02J42RiXzGEyMe1d94ot2u/C1zEnBMYxXi6KVyp6jiuipImjBPVnfeBNYsLPS5LedSZRIWOFzxXfM9stp9pMQ8vbu+6M4rwaG4mtJ1mgba49utez3U0ieD5Jukgtg30OKmHM77BVik00VrjWtPllgdEIVHy3yDkVqWF9Y6gzLBHyo53IBXlOj6ne3t2VlCtGBkkLjFd/4V/18+f7orkpVZ+25JpGlSlFQ5kad5qen2U5hliO/GflQVVPiDSI42PkttAycRCrGp3Gi27tJqLQqwHJcdBUWnjw9rEDNZLbXEY4baK6nGo37rVjFcijqmUtL8Q+HdfuGsreAeYQfkkhA3DvXPeJPD9ppd+EtlVLS+VlaLsrgdRXRXM/hjwtc+Z9nit7jGB5cfzEe1chqPiBvEOsC4RDHZWisVDdz71Vf4GmVRT59Njf8PeJNAZbLSPs7G64iy0AwWHvXVzW+nB1gkhtw0gIVSg+b1rxvwwQ3jDT3x964zXX/FC5ltINNngcxypKWRl6g4rSEvcuyakPfsjA8beBX01n1LTIy1ofmeNeTH7j2qbwX4s0LStFSy1CF2uGmbBEIYYOMc103hDxpb6/biyvtqXoGCD0lHqP8KwPFngI2t6mp6TGTCZAZYF6rz1FK32oj5r+7I77U7rS9I0ttQubZPIUAnZECefauY0uz0LxlrcurRQloLZViWJ4wo3HnJA61o+ORnwNOP8AZSuM+HsGuwCa906OGWzZts0TybSSO496bfvJExXut3Oz8ReLbLwpJDarYtI8gyAgCKB9a51fipMH+fTY9meznNbo8Z+G7+U2uop5Myna6XEeQD6ZpFufAiZ2/YBnr8h/wp38wVluirZ+K/DviaRbXULJYZGYbDIAQT9fWrHxBs7ZPCbBIUXEiDKqAcZqaCw8G6sTHZpZtJkcxfKwPtWH410bU7O08xdQuLiwLAGKV87D2pS2COskZfhvUray0wW/mrE4Y7g7FQQSDkY6njpXLawwn1SedAxjYgBmGC2ABn8cVbSLj3qTyxjBAP1rncjtjCzuYWKXb7VqzWiFSyjBqiFz2qDQg2UAMhypx9Kn8v2o8vii47EtvcbsJIcHsfWrTFEXLsBWcY6NhPUk0CJ5L1FyEUt+lVJZZJwNxG3sKf5dGz2oEQ7c9qUJUwSneX7UXHYr7KcE4qby/al2YFFyrEG32o21bitmlb0WrYtYguNgPvRckyNvtRsrQlsepj/KqzRlDhlxRcZX2UbKsbPajZRcZX2UbKsbKNlFwsV9tJsqxspNlFwsWbSPEHTqTVjZUFvNtXy24HargGfp60EkW0Um2pSp9KTFAEe2jbUhXAyajeaJPvOKVwKt8P8ARz9azgvetK6ljlg+U856VTCVVxEQWnbal2U4JxSuVYg20YqfZSGOi47EllGdzN26VexUdmv7k/WpwvFFxDMUYp+KNtFxFG+i3RBs/dOazgK2rlc27/SskLTuKw0LTsU8LS7DSuVYj20bakC0u2i47EWK0baLy4uRyearQR7p1GOOprRxRcBvFLilxR0oENopxwoyxxUD3UK8Z3H0FAiXFZV3L50uB91elSy3juMKNoPFVsU0JjAKcFxTgKftouNIbijbTwtKBSuVYj20bakxRii4WI9tG2pMUYouFjW8RL/xU2q/9fk3/oZrPTCsD6Vp+IR/xUuq/wDX5N/6GazsVMnqxxXuourLG/Rhn0p+KztvOf5U9JpE/iLD0NIdi9ijioUuUPDDaanBBGQQfpQITFGKcMUuKAGYowKfVK6mkilAUjBFAE0jKgJbpWbjPNPd3lxuOcUgFUA3bTgvFOxS4qblWGqm5gucZOKvR26RjIGT61VjwJVz6g1oAgrxRdkkUkCyjkYPrVKSBo+2R6itTg0hUH6UXAyMUYq/Laq2SnBqq8bRnDCgCPbRtp4xS4ouVYi2Gm7amxRt9qdxWIdtG2pttG2i4WIdtTW0StLhhkYzRs9qkiJifdjtii4WLiIEAAGAKXFOQq4ypzTttIRHiipNtG2gCCUDym47VlgVtlMgg9DVSWy2jch49KdwKITNLsqUL7U7b7UrhYh2UeXU+z2pdtFwsV/LpdlT7KNlFx2I48xuGHUVaS5U/eXH0qLZRt9qBWLayI/3W/Cn7aobOc09XkQ8E/Q1Qi5so21Elyf4lqRp0MZYdelICrdvkiMdO9VdlTbSTuPU0oSmBFspwQYqXZTgnHSpuMh8sUbBU4SjZRcCDYKPLqfZ7UbPai4Ffy6b5ftVrZRs9qdxWKnl04R8VZ2e1G0UXCxW8ulEfFWdlG32ouFiuY+OlM2NG4dTgjkH0NXfLzSFPalcGjXtLptSEbRzmC5HEiZ4ceo96haC+02/kmfddWsoxJ6496y/LZHDoSrA5BBrZstcKgR3i5HTeP61jKLWsRepk32l+WBc2h8y2bkY/h+tJpl2tvI8EwzbzDa49PetNoLi1mkuNPZZbZ+WjBz+lQvbWV8Tt/0SfujdDVqV1aRJn3+ntZvuUh4W5Rx0qGxtDe6na26D5pJFX9ea1UN1p6mG6g861brjkD3BrU8M2unw65FqInBt4VL+WR8wOOABWlOaTtImfwux6dfWdpNpLWV3Jst2QIx37OPrXLDwN4Mx/rx/4FisDxN4z/tK+jhjtnW0jyHWQcvn2rmb3TEQfabQ+ZbNz7p7Gul1481rHLGjJrc9G/4QTwb/AM9x/wCBYrT0nS/DPhvzZ7OaBCR8ztMGOK8cWIGpRAO4o9ql0L+rva50PjDxL/aHiC2utMkIWzHySY+8c/yrstD8aaZrVqttqOyCdhtdJPuP9DXmAhGOlI0PH9KhVXe5UsOmrHpl78OtA1INNas1uXOd0LZX8B0qbSPAWn6RIXN5cTD+6xCr+Qry+3F9LMltb3EyAn+FyABXZ22+0t1i8+RgByWcnJqK2IpwWsbsUaE/5jtbjU7HTIPLhKlgPlRK5O4uJbm4aZzl2Oc+lUp7uCCNmaVMgcDPWueuNcu7iMpGiRA9xya4pzqYjRaI2p040/NnpVp4r0mRVsr6eOOYrtKueGqI+D/C93M0kW3LHOIp+B+FeT+QzncxJJPJNSRrJF/q3dP91sV6EZ2VpamEqDveLsesW/hrwzpUpmIiLrz++l3Y/Cuf8Y+OLRtPk03TW80yDa8g+6o9q4ZllZtzSMT6lsmo0tTLcIhGQzAGm62jshKh1bOo8D2pkbF2pWOV8gk4yMV6VZW2n6cWaGZF3D5t0ma4dFWOIKMKqjH0rB1bWkeOS2tclm4aTsK4qNZ87fLr3NqlLmWjPRtY0zQdcP8Apt3GRxkJcBc15VpOpt4b8UNNb5+zLKyMobIZM1nwWUkrhUQsT6VpLpcMGGvZdvfyk5Y11yqxT0WpEaLtZs9R13TLfxZoKtZvG0hAaKT09jWX/wAInpmleGpft5IcKWdlfALdhXFJruoWiCHTpntIB/Ch5P1qte6jqepIFvL2aZR0DNxVc8ZK8kSqM46J6HoGgaB4dgistRFwi3SgP81wOD9K19a07QfECRJf3cTCI5XZOF/rXjRt/agW+O1UqqStYTw7bvct6/Y2+k+IJY9LlYRREGN1fcQfrXoXhHxpHqMIs9TdI7lBgSMcCQf415sIcDilMAPas1U5XoayoqSsz1PxxeWk/hS6jiuYXfjCrICetZvw1uLe20KdJp4o2MucM4HavPhB7UpgHPFV7dc1yFh7R5bnpl7pvhPxPcyMZIku0JUsrBWz/Wqv/CsbIr8uo3H/AHytedeQQQRwR0Iq9FPdhF/0mfhv+ehp+1XVCdCfRnoem+B9L0W8S8lu3kaMgoZCFANVvGHiSynsH0+1kEsjn52XkKP8a4czXEiqss0jrvIIZiaciqR0xz3odVWshxoO95MYqcCnbKmCc04LWFzpKsi4iY+1ZgStmZf3L/Ss4Jx0oAh2Uvl1MEpwT2qSit5dJ5dWfLo8uncCt5VJ5VWvLo2UXCxWEdLs9qseXRtwKQFcR5OAKsRWv8T/AJVdihVVBA5NS7fagVyuqADjj2oKVY2e1JsoEQbPwpGiDjDAEVY2UbaoDNey6lD+BquYyDgjmtnbVC4T9+3FAypso2VY20bKkog2Unl1Y2e1G32oArGOpoZWj+VuVp2ykKflRcViWWdU5A3VWe5lbIUBaf5fFN8qqArt5jfedjTPL9vzq35VHlUCsVPK9qcI8VaEdHl0rjsQCPijZVjZ7UbfalcZBspCnFWNntTlhZ+AvFFwHWq/use9T7RinRQmNMY70/ZQIh20bam2UbaAKlwv+jv9KyglbskXmRsueorMe3aI4YfjTuBAEp2ypQntS7KLjIdlLsqYL7UbfalcCS1i2qXPU9KnwoHPH1qusjxqQMYqNy78E5oETvPEmfmB9hVWS7c5CKFHvTktnf7ox9anTT+7tn2FO4GYzO/3mJp6Wssg4XHueK2EtkT7qge5pxUmi4WM6PT1HMjbvpT2sYT0DD8avbaXb7UXCxkzWhiGVJI71CF9q2io9KpT2pTLJ09KLjKe2jFS7eKXaKQyLbRtqYLxTSvNFx2I9tG2pNtG2i4WNTxAP+Kk1T/r8l/9DNZ2K1NfH/FR6p/19y/+hms7FKT1Y4L3UMxSbakxRilcLEJUelClkOVOD7VLto20XFYdHdsvDjd7irKTRv0PPvVPaKTb37+1AWNBiFXceB61mzv50mew6U87iu0sSPQ0gQYqrhYiApQvepNopdtK4JDdtLin4oxSuOxHtp8bvGeDkelLijFFwsWo5UkHofSpcVn4wcjg1YhnIO1/zoFYnxQUDjDDipVAK5BzS7aLgZ8toApZTjHaq4HFakq/un+lUABimMj204LxUgUYpwXikBDto2VNspdvtSuBDto2ip9ntRs9qdwIUyjZU4q5FKJODw1Q7Pak2c0CsXguaNntUUM+Dsfp61JJMu0hTz60yRwTjpTZU/dNxVXdISCXNDPIwwXOKQEASnbPapQtO20XGQhOKNtWAntR5dFxkAUYo2irPlijYKVwIAvFJs9qn2UuyncCvs9qNgq3FB5jY7d6tGGFSEIGTRckytlJ5fNXZrcRPgDg0zyxVXArbPalCe1WNgpQgxU3AgCcdKUJxVgIKUIMUAV9lLs9qsbBUqWhbBJwKYils9qVYixwFNaaWsa9s/WpRGB0AoC5mJZMTk8U57IjG05rS2UFAVxzQK5jNEVYgqQaTy61Gj+Uqq5PvVVoSjFSOlAyv5Qo8urGyl2UhlbZS7BVjy6XYKAKpjpDD7Crnl0eX7UXFYpp5kT5idkYdwcVb+1+ZHi6gWUHjd0P50oi3MBineVub/ZXoPWiye5JJE8SrtguGiAH+rlG5ad9kjkcSCEBuokt3wfyqrLFk464pgiZTlWIb1HFQ4X2YzRa2WYBLgJPkceYm1/zqOLSWt232cpUH70cg3KarpcXUYAWVsDseamTUbhDgpGV64AxUuFRbC0GzaP5xLLH5MvUgHKn/CqEtnPbHEkRA9RyK2odTd874cD/AGTUwvo24MbYPXOKE6y0aD3TnAKGxjtXQOLGQ5aIfliq7Wun4J/eCrU3/Kwsu4y2aHSrZZZF3TS84HUCs6+uZL243gsiAYVQa1njsrpNgc71HDdxVYWtmP8Alu//AHxUwcU3Jp3B66GYIO5OfrUgjHpWj5Fp/wA93/74pfJs15Lu/ttxWntOyCxn7PajaPStDFmOfKlJ9N1L5sQ6WqcdDmlzPogM3Zu6AmnJZXEh3RxvweCBWgbmb+ERp/urUTvPIfmlY/Q1ScrBYjayuSMXF4EXHQvnP5UxILC3+6rzt1+bgU8Q+vX1pRD3xSt0uO1hDdSldkYWJPRBj9ar+Xkkk5J71bEXtS+UPSmrIZTEIx0pfKFW/L9qQx07hoVfLHpR5Y9KuGBgM7Tim+XRcCt5dHl1aEdGwUrgVtgpPLq35dHl0AVdg9KACp4GRnNWdgpPLp3AjXaxXjB35p6oMKf+mnFBj44604AqQOoHNFyRAWCnv8+KkDAlhjG04pFwQBjHzZpzJlJMd3FADLkAREdzVDZV64jxNUQjxQBXCc07ZVgR07y6RRV2UbKteX7UeX7UgKuyjZVry6PLoAq7KTy854q35YpPL9qBksS5jXjtT9ntTrb5l246VMUxVEFfZ7UbPap9ntRsoAg2e1J5dWNlLsoArbODWdMuZWNaNxIEUqvLGqQTigCDZ7UoTirASjy/akUQeXR5dWNntS7PalcZVMfPSk8v2q15ftQIiegzRcCoU56UbParPl81ILc+X5gPTtRcCjso2Va8sUbBRcCrso2Va2CjYKLgVdlAjJYAd6tbBQiDzF+tACpaKvJ5qYRgccYqxso2UxFfZRs9qsbD6Umz2pgQbPak2VY2Unl+1ICvspGiDDBAP1qzso2e1AGVLZlclOR6VDs9Ritry/Sqd3GFdT69aBoo7Pak2irG2jy6LjIoYRJJg9KtrbRp0UE+tJbpiWrmykJlcr2o2Cp9lJsoEQ7aTZU+yl2UDK+yjaKm2UbKAINlJt//AFVY2UmygDPntRgugwe4qptAra2cdKoXEQjmwPTNAypt9qNtTbfal2e1BRBtFG0VPs9qNntSuBc18f8AFR6n/wBfcv8A6Gaz8Vp68P8AiotT/wCvuX/0M1n4oluxwXuoZijFPxRtpFWGYoxT8UYpXCxHto21JijbRcLEWKMVLt9qXZ7UXFYi20oHFXorUEBm/Kpmt0ZcFfyouIy8e1LtFWpLVk+7ytRbR6UwI9tGypgvFKF9qAINlGyrGz2o8v2pXAijZ4246elXUmRkzkDHWq+z2o2e1UKw2aUy8Lwv86iCVPspQntRcCIJTtntUwSl2VNwIdlLs9qmCZ7U4R8UXGQBOKNlWNntR5ftRcRX2UuwVY2Uvl0XAq+XR5VWvLpCuOtVcRX8ujy6n2ilAFBJCIx0pwjFTiPmniPNMZW2U4Jx0qx5dKI+KkZW8v2pfLFWvLFHl0AVtgo8v2qz5dSRQ75AD0piEghCR9OTUIgZ7jkHrWqI+KPL+lMi5Smg8xDx0qjsxwRW2VwKz7lAs2R0NMLlYR5pRHUqipFTPakMr+XTvLFWfLpfKpDIIoQ74PSraIpX5eg4p0a5UKqc9zU6Id5XGFHSmQyDy6d5YqzsFGwUwK2wUeXVnYKNlAXKjIw+6Ac9eaqzQxqcAsW75rUMWQRUZQhSqAMQMYJoAyQmaeI6sGEo2GXB9KcI/akMreXS+XVrYKYVGaBkGwUbBUwIqRAv3iM46CiwuYiEJxgD5m7+godRGu1RzU7OIwQOWPU+lRYyeeTTFcg8ujyqtbM9qXy/akMqeSPSnJbh3AxVryqnt4uCcUJiZALYDgdqPs/tV7YKNgq7kWKXkD0pDb+2frV/ZSbPai47GeloqsWAAOCKpvbGJsGtzy/aoZ4C68DpU9wRlCLI6U7yfarQiwcHrTvLpXKKfk+1KIeOlXPK9qPLouBT8n2pfKFXPLo8ui4FPyhS+XVsRZOMUGPBxQMqeXR5dWvL9qXy/agZU8ukMXWrnl4ppUCmSSJGDEvHamvaK/OMGrMZAjFOABpk3Mt7VlPTio/Lx2rYK+vSo2gR+340rDuZgTPal8urjWrLypyKZ5Z9MUDuVfKo8qrWz2pQnFIoqeXSeV7Vc8uk8v2oAp+VzSeWwGAeM5q4Y/ajy6ZJUdC77jSeUKslcGgIDQBXEdO8urAj4pGwKAuQeXSeXUhcClBz2osPmItgpfLqwEzTvLpDKfl0eXVvy/ak8v2oArKCjZWpDM2RhQB3qXyvammP2oJJIysoyvbqKfsGM1FETF0Xg1OZkyPlyKYhuwVUuJtuUj69zVieXcu1OAepqr5dAFUpnnvSiOrQiHpS+XQMrCL2p3l1PgdKcFB470hlby6khiBlGRxU3l+1SwR/vKBlOaMCQjFPtY/mapp4/wB6eKfbR8tQDKDx/O3Hep1T/RTTpE/eNx3qdI82xGOaBGZsFHl1aMXPSgR0DKvl0eXVvy6PKoGVPLFCIPMX61a8r2oSP94vHegRL5dHl1Z8s+lGw+lBJW8ukMfPSrOz2pPL9qYFbZ7UbParXl+1JsFAFXYKTZVry6PLoGVdlU71fnT6VrbBVC+T94v0pDM/ZS7KsKlL5dIZXXKMGA5q+gDpkVB5dPjYxN/snqKAZLspNntVkIGAI5zR5ftTEVvL9qNntVnZ7Umz2oAreXSbKteXTSnXigZW2e1GyrOwU1lUcnge9AFfaKo3ijzh9KvSzoo+T5jVSX96+4jHFICsEpQnFTbOOlKE46Ui0QbKNtWNntRsFK4D9dH/ABUOp/8AX3L/AOhms/FamuL/AMVBqX/X1L/6GaobaJfEyofCiLbS4qUKMUu0VNyiLbRsqYLxRtNFwIdlOCcdKl204LxRcCDZ7UbMVPso28UXEXAmAOKXZUwUYpdntTJIdnFQyWavyOG9qu7aUKMUCMh4Wj4YflSBRitgxhhgjiqs1qI8unTuKB3KYSnbPapQop2ykBB5dGwVYC0uwU7gV/LpRFx0qxspdntRcRFHAXOAKsJZjgt+VSW5CEgjg1bABAOKCWylNAoi6AYqttrVMCv1yfY0fZ4/7tAXMrZTgntWk1qh6cVC9syc9RTsFyqI+KUR8VOEyOlKE9qQFZkwK09D8OSa55jCdYkjbByMmqUi4Brr/AY/0a8/66D+Vb0IpyszDETajdEH/CvI/wDoJN/36H+NQ3Hw/lRP9GvVdu4kTaP0zXU69qraPpxulhEvzhdpbHWqeg+J4dakaBovJnUbtucgj2NdjhTvY4o1KtuY8/u9PutNuPJu4ijdiOQfoaRFzXpfiDTU1HS5VYDzEG9G9CK81iIx6Vy1aXK9DroVuZajvLpwjp28dKUPWPKb8wzy/alEdTA0hYdsZo5Q5iPy/arMEIVckcmoonG8CrqkHGKaiS5DdmKNlS44prcUybleX5RXRaf4XsNQ06CeYy7nXJwwH9K5m4kHOCK9B0DnQrQ/7ArpoxV9TmrzaWhxHiPSLfSLyCG2MmHTcd7Z7/Ss+NeK6HxuD/adoe3lf1NYMZwOlZ1Y2lZGtGfuJscEBpdgpQcAdKeGBrHlNriRq2cA7QalCfdG7heSaYCM8jpVhcHCqvHemiWwCgil2e1OBwMYwKTfiq5bk8w3bSHApS49RVzR7OLU75oZi4RVzhTjNVGDYnNRV2Udy560FcEFVyT1rr7zTLOz0u4aG3QMEJ3MMmuQhfeuAeT3NVOlyoiFXnIpoV5JcFvT0qIJxWgEG3LYY+wqtIMZOMZrGxtcqSYXvir+n+Hb/U13gCKI9HkyM/QVa8P6SNRvWkmGYIiCQf4jXcsyQRFm2oiDr0AFdNOkt2c1Ws17qOU/4QdO9+2f+uY/xrI1rSho0kaCYSlxxxg/Wukk8W23mlYIZJFBwW4H5Vzmv339p3gljRlVVAAYc1U+S2hEJVL6mjofhyy1PTEuZzMHZiDtYAcH6VW8QaNbaT5H2cyfvMg72z/Suh8J8aDF/vt/Os3xscLaH3am4LkJU5c+5zyJkDin+XUUMnY1aGG6VyOJ3KRH5fFSRAK2PWnEAAZqN22ikkwbLG2jZVZLkq2M5q4rBgD61XKRzDdopdlPxSbgDjNFguN2Um3HagyDNHmDBPpT5Q5irLGBIcCkEdPJ3sTTuAOamxdyPYKNgpxdRznik8xaOUOYBFkE44FOjjy2CKfGwKsKfH94GjlDmIFQBx9aRkG41LkK/OOtMkkAcijlJ5hmwUbKerA/WpAoIpWK5iEoMVA6AuF6EkDOM1eK8VVkH75Mf3hVQWtiZSsrnSJ4RUxqftjDjONn/wBesW8gawvZLZiTtPBI6ivQIv8AUp/uiuY8XWhHlXir0+RsfpXZKmuXQ44VZc2pl6dZLqd2IDIUG0nIGav6h4fWws3n+0s+3HG3H9areFW3ax/wA10fiEf8SeX6j+dTGmuQqVR85yEYyKc0KsOR+NLCPlp5IArm5TpUiq1sRkqc1H5eOoq3vAPWlwr9aOUfOUtoprYFWpotqkqa0vD+j22oRSTXO8lHwAGwDThT5mKdTlVzCBz24odeOK6bxLZ2thpKfZ4I0w4GQOfzrmAwZacqXKxQq8yNrRPDsWo25ubl3CZwqocfjVbXNGXSp0aJ2aJ+gY8iruh+IIbCA2tyGCgkqyjOKqa7rCapKixKVij5y3UmtXGPJoZKU+fXYyW4WtTSfDc2qIJpmMUHbjlvpWfbxi5vYIP+ejha9MiRIoljQAKowAKVKmnqwrVWtEY0HhTSok2tA0ue8jE/yqK98MaWsLyqjxbFJG1uP1rK1jxVeJfSQWZVI42KliMkmqf/AAkuoz2z28zRurjBbbg1pJw2sZRjPe5QjTjipvLpYVzipzGVGSOK45I7YyK+wUmwVIzhTyab5i56ihRHzDfLpDEKlyMZprOB9KVhcxEYxSeVUnmD1p4YH60WY+YqvGB2qMgCrMzAA10mhaBY3VjFdzxtIzg5Utx1rSFNzMpzUdTk1UHpzSumPauh8WQw2stmkMSRgq3CjHpWAcFeOnTFEocrsOM+aNzpNL8J29zZJPdSS7pBuVVwMCsTVNNOl6gbfcXTG5SeuK39L8UWsNikN0HWSJdoIGd1YupagdUvzOFKoAFUH0rWajyaGNNz59SoqcVLDD826pI0BwDUhZU46VzJHU5FeS3LHINOig2DJ6mpg4PcU8dM03EnmK7WyFs4p2wDpUxqMuBTUQ5hnlA8kCqsseJG4q35y+tVpHBmak4jUiLZ7Uuz2qZQDTtlSXcg2CkCYYHFWNntRs9qQD1AYZFLtpigocirC4YZxTJIdlGyp9tJs9qYXIdopNlT7KTZQFyDZRtqfZSFcZoC5Bs9qpXifvF47VdkmVc7eTVVt8jZY80iiqsftT/LqcR460/yxUjKvl00xVc8ukMftQUQ27bG2NyD0q1tqEx1PA2RtbtTEJspNuKnKgdagedVbAXOO9MVw2ZGaikkjUkFh9KjaWVs84FRGLJzjmkMRro7SEUZPc1WKs2SxJzVny6UR8dKAKgjwKXy6t+V7UeXSGVfLpRHxVry/ajYBUjKuwUbBVnYKXy6CiDW1/4n2o/9fUv/AKEao7a1NZTOuah/18yf+hGqWz2pS+JlQ+FEITPAFG0VoW0eEJxzUjQI3VefUUguZm0U4KMVbazI+6c1GYyvBBoC5Ds9qXZUoWnhMjpSC5CE46UhSrATijZQMtbadtoicOMHqKmCjFWZtkOyl2ipgoxRtFArkYXiorhf3DVa2io7hP3DfhQK5mKtSBKeqVIqUh3IggzTtgqcJTljy2AKAuVxHnAFSpasevAq5HCqDpzUm2qsS5FZIFXoPxNSBam2ijaKZNyPbRtqYLxS7PagLkIUYpdgI6VLspwXimFylJbjBK8VCF5rT2j0pPKXOdopWFzGW8RYHArqvA6FLe7yMfvB/KseRfkI4rf8HjEF1/vj+VdOHXvHPiHeI/xtzoJH/TVf61yXhON/+EjtyoOAGLfTH+Nd/rOlnV7A23neV8wbdtzVfRvD1to4LoxkmYYaRuOPYV0uDcrnPGaULGnOR9mk3dNpz9MV5jo0MVzrcEE67onchh0yMH0rt/EupLaWDwqw86YbFA6gdzXHaGhXW7M4/j/pU1GnJIqmmotnX3vhnTfsU/kWgE2w7PnbrjjvTNK8L2lraq11GJp2XLE9B7Cuh6VzOseKDZXTWtrEJJEPzO3Qeoq5RhHVmcZSeiOU1ACPUbiOMYUSEKo+tdJpHhWNoVn1AFi3IiBwB9cVk6ND/afiISSgY3GVlrvbmb7NaSynnYhb8qzpwW5rVqS0iii3h/Syir9kTjpgnNYGr6I2nD7RAxaDoQeq1W0PWr19cXz7h3inJUoWOF9MV21zALm2khf7rqQavljKOhHNKEtTz8SArWto2ii//wBIuQfJBO1RxurCdGWcw/xbtuP0r0a0hFvaRxKOFUCs6dNX1NKtR20KMvh7TJIvL+yqvHBBORVyxtfsVnFbA7hGMAnvXN65r13b6kbe0kCJHjdwDuP4iulsbn7XYwzkYLqCRW0bX0OdqVtTlfGKhr+2B6eX/U1H4Y0u1vRcfaoRJtI2/MR/Kp/Fwzf2/wD1z/rU/g8EC6+oqGk56mt2qega9o2n2OlvPBbhJAR825j/ADNY3hy2hv8AVPJuYw6eWTgkjnj0rqPFQ/4kUv1Fc54Q/wCQ3/2yb+lKSXPsEZPkep0N5oGmQ2c0qWoDqhIO9uOPrXHxSsy7RXoWo/8AINuf+ubfyrze2jae5iiQ4MjBaVSOug6U9HdmzpmkT6m4csEt14Ld2+ldJFoGmxIAYNx9WY8/rV+2gS1to4kGFQACub1XXro3zW9nII0jOGfaCSfxq1GMFqQ5Sm9CLxJZWljFCLaII7k5wTyPxNbumaZZ2saTwQhJXQZbJ5rlrqW6vQrXEu8qMD5QP5Ve8NzXDak8ck8joE4VnJA/ClCSctCpRko6nUyxJNE0cgyjDBGetYepaNYWmnySQW+1h0O5j/WtPVHaPTLhkJDKhIIOCK4SK7vZ12yXMzKeoaQn+dOpJJak04t7DwCHJBqO5YupBFWkj4qC4XCnjpXIlqdl9Dr/AA3a/Z9GhPeT5z+NUfF1yy2sdojEeacv9PStzTxjTrcAYAQVzPioZ1SDJ4EfT8a7JfAcUdZ6mRaWwUdKlmhG08VYt09qdMvymuRas63sb/hldujRj/ab+dLq+jDVp7fzWxDESWA6n2p3h0Y0hP8Aeb+dQ+I9Tn06zX7OcSyHAbriuzRR1OLXm0Jl8P6YsXli0TH1Nc7rGlDTJ0eInyXPHsa2fDWpz6hbSC5bfIjfexjIqTxLGH0osRyrAiplFONy4ylGVjlUUO6qSVBOCRXV2/h3T1QGSNpSecsx/pXKKAY+v0p9zqWpXJWOOeYY4VYsg/pWVOyNqik+p176FpjjabRMe2RWBrejfYY1uLfJhBwwzytWfDp1dLllu0uDAw6zZyD+PNb1/EJtPnjI4KH+VbOKktjBScZbnDxyBgmTnkZzXXpomnvGpNsDkA/eP+NcLHlUJ7ivSbc5toj/ALA/lU049yqsnfQwrPwzAkjyXQ3gsdkeeAKvT6HYTRFPICccFTgisnxHrV1aXQhtJBHtALHaDn863NKu2vdOhncAMy849au0diG5Wvc4i9tH02+e3Yk45BPcUyKKS6uEgi5ZzgVs+LkC3VtJ3KkGl8J2waWe5I5UbV/GsnTXNY2VRqFzUs/DtlBGDNGJZMcsx4/CorrwzaTTxSQoI1DZkTPDD+lXtWvjp+nvOBl+ij3rH8O6zdXl28FzJ5hI3KdoGK1tFaGV5PU0JtE06C2ldbcAhDg7m/xrkIpcYrvb8kafOf8AYNeewK0syRD+NgKipBPYunLds2NK0V9SczSMUgB4x1b/AOtXRJoemqCPsqHPXJNXIIltrZIkAAQYrir3V7uTU3ljmkVEbARWIGB/OmoqJLlKTNXVPD0UcLT2S7NoyY85BHtWFF82K76JvOt0c/xKCa4q4h8jUriIdFbis6sFa6NKM3sxhTiq0qfvE/3hWgF+WqsqfvE/3hWMFqbSeh3inbAp9FFVr+3W/wBNli6h14PvVgcwAD+7WboN359nJExy8MjIfpniu3yOHzOb8KFk1wxuMMqsD+FdP4g40eX6is5LMWfjFZFGFnjZh9e9aHiE/wDElmI9qlKyZb1kmckj7Vra0zQ/tSLPdfcPKoO/1rE01PtmoQQMOrc/Su/OI484wFFRCC3ZpUm1oil/Y2nhdv2ZcfU1j6ron2VGuLXJjH3kPOB7VSh1m6/tkSNM5jaTb5eflx9K7NlDRlTyp65q7RkjK8os4S1CTXcMbgbWYZGeortbSyt7JGSCIIrHJGScn8a4i6ja1vZo1ZlMbcEHGK6PwzLLLaSmaV5Dv4LnJqaaSdi6jbVzTu7G3v4fKuYvMTOduSP5Vy/iLTrSwig+zQiLcxB+Yn+ZrY8SSSxacpikeNt4GVYg1yMss8y/vp5ZMdN7k4/Oio0Kmpbm9oGj2N7pglngDvvIzuI/rVbxJplpp0UBtYRFuYg4JOfzNbPhcf8AEnH++39KpeLxmG2H+2f5U7LkDmfPqSaFpNjJYW120AM4+bfuPXP1xXQ1wGlT3KajaRCeURbwNgc4x9M16BjinBqwqiaZlv4d0iR2d7QFmOSS7Dn86QeGtHHIsx/323+NchdX96l5Oou5wokYAeYR3ru9OZn063ZiSSgJJOaasxNNLc5TWrKGzvxFbRhF2A4yT/OqG9y4iVSzMeAPWtPxMWGrqR/zzFWPDVqJpZLl1zs+VfY1i4XmbKdoE9l4XhwJL0mRz/ADgD8qvHQdMC4+yrj/AHj/AI1PqN6un2bzkZI4A9TXMx6tqUpLNPhT/CFHH6Vq+WKM1zyZmzRqt26qCsZkIBHYZ966q28OacIg0iNMWGcsxH8qwGQ4Oec561FdX+ozBIop5RgYUR8Z/LmsoJXNJ3tuda2haay7TaJ9RkVz+taEthGbq2z5Q+8hOdvuKn8PHWEvMXaXBt2HJlzwfxro7uITWcsZAwUINaOMZLYyU5Re5xGh2sN9qghuEDxlSSuTXc21tFaW6QwJsjXouScfnXm8bywnfFI6OOMq2DXd6BJJJotu0js7EHLMck8nvSpW2Kq33Jb7SrLUHRrqASlMhSSRj8q4/wARWUFjfLFbR+WhTdjJPNaviue5hubUQTyxgq2djEZ6elc7OZZfnlld2HdzmlVkth0lLc6zT/D+lz6fBLJaBnZASd7dfzrE16zt7DUFitoxGhTJAJOTn3rrtJ/5BNt/uCuX8Vj/AIm0fp5Y/nVTjeIoS9/Uz7O3lup1iiHzMePb3rq7Xw9ZQoDMhlkxksx4/KqnhW3HkzXJHJOwfSrXiO+ks7ACFiskjbQwOCKUIJK7Cc5N2RJPoGnzKQsPltjhkJGP6VzN7Zy6dc+TIcg/dbsRW14Xv5rqCWGd2doyCGY5ODU/iW2EummX+KI7h9KcoKUbijNxlZmFpccV1qcUMy7o2ByMkc4revPDtnJZyLbwKkxU7G3NwfzrnNDY/wBt2/pk/wAq7tuFJ9qKcVYdST5tDHsvDdnboDMnnS92Y8fgKh1LwzaXELtbRiKYDIKngmsxvEl5/auQ4FtvxswOmetdlinaLVieaSd2eZRKyuUcYZSQR7irISpNRi8vXLpFHG/P5jNOVa4pqzO2Eroh2e1GyrGz2o2e1Z2LuVynFOCngj2qQpz0pQpB6UAIh3KM9aftpoT+lPV+zcVQhpU0m32qU7VBJPNVndm+6cUAK7qg55qrIzycYIHtUuzPU5pdgpDKwi9qUR+1WfL9qPL9qQ7lfy6XZVjZ7UbPagLlfZSbKsbKNlSO5WKe1N2YOe9WttJsFA7lZ1d+S1RtF7VcKc0nl0wKXl0vl1aMYzR5dILlXyqXy6s+X7UmygdyvsFGwVPs9qNntUhcr7KPLqxs9qTb7UDuV9go2VY2e1JtoC5W1dM61f8A/XxJ/wChGqe2tHVl/wCJzff9fEn/AKEap7amXxM1h8KH26/IfrU+2m26fIfrU+ymS2RhRRsB68/Wptoo2igVys1sh5HBqF4THjnINaATiobhOEosCZVCil2e1SBKcF5pDuQ+WetWIWJyr9AM5o2VIF2Qk92OKaJZIFDDI5pQntUEZZSAOmeatb13bTwaYhuz2qOdf3DVa2jGciq87qw2L07mqJuUwntUipUgXJp4SpHcj2irEMQ27j17U0JlhVpUwAKaQmyPb7U4LxUmz2pdlUTcjCjFLs9qlC8UoSmK5FtpdtSbadtp2C5DtpwXipNtKE4osK5FtpQoxUmyl2iiwXK0i8GtvwmMRXQ/2x/KsqRPlNbHhYYjuf8AfH8q6KG5z19jS1XUDplmbjyvM+YDGcVzU/iu9nOyCCOEHuTuP9K2/Ey79Jx/00H9a5VYAGHHata03HRGdGCauyGRJLiRpZnZ5D1JqbTI9utWn/XSpfLHNOsExrFqR/z0rCDbkbyVondmvM5YzJeTM3UuST+NemV56Y83EvH8RrorbHPR3NDwrGE1OQ458viuk1n/AJA90B/zzNc1oji21dMniRSldZdwi4tJYv76EfpTp/CFX4zzfTFK6paFevmj+den1wei6bOdbRHjZRCxLZFdzLIsULSMcBRk5p01ZE1NWjz6UhvEDDt9px/49Xoi/dFeasXN2bjHzGTd+tejwSrLBG6nIZQaUB1Dz7WBnV7vJ/5at/Ou00T/AJA9r/uCue13Srk6o8sMDyJKc5Vc4PvXT6dA1rp8EL/eRAD9acd2KT0RznisZvrf/rn/AFqfwiMC5+opnihC17AccbP61L4Wwj3KHrwaPtDfwF3xON2iSj3Fc54SXbrfTpE39K63V7drvTZoUGXxkCsTw3p08N29xPG0YVdg3DGc0Ne9cSfunQaj/wAg25/65t/KuC0RQdZtAf7/APQ1318N2n3A9Y2/lXAWTfZ7uGY9EYflRPdBT2Z6L2rzyFiLiXdyS5yT9a9CV1dVIOQRnNchqmkXNvqDywxPLDIc/IM4NKom1oOm0nqV3YlDVvw0MavIc/8ALM1WeKWMASxOhIzhlIq54eG3VXz3Q1nBWlqazfum/q3/ACC7n/cNcTaou0HFd3exNcWU0S/edCBXGRWlzACJoZF5xkrx+dVWVyKLJQlQXEfB4q6qUyWPIPFc63Oh7HUaXJ5mm27eqCsLxRERc28+DjBXNXfD9x+4a2Y/Mhyo9qv6jZJf2jQuTzyGHY12L3onJflkcpC+APSny4KEj0pw0jUYJNnklxnhgRg1FdRTWrGOVdrYzjINYcrTN+ZNHR+H/wDkEp/vH+dZ3ixcx2/1NaOgHOkp/vH+dUPFIytuPc1u/hOdfER+Ek2fafcitHxF/wAgeQ+4ql4WGBcfUVd8RAnR5AOuRQvhB/GcrZW73lzHbpxu6n0Fdpa2Ntp0GI1C4GWc9T+Nc34ZUf2i+7rs4zXRaskkmlzpGCWK8UoRVrlTk27EMGuWlxei1h3ux/iA+Wr1z/x6Tf7jfyrkPDtvK2qCQIwWMHORiuwuf+PWX/cP8qpO6IaszzpRhGB6mvRrf/j2i/3B/KvPNhx0716HB/x7x/7o/lSgXUOK8Sru1aT6Cuk8PcaJAPrXP+Ilzqsn0FdDoAxo8NC+IT+EyfF4zJbfQ1a8KADT5SByXqHxUhd7fA7GneF32CeBjzwwFL7QfYJvFeTpqDt5gzWP4XH/ABN8/wCwa6bWLJr6weJPv9V+tZHh7TLi3u3nmQoANoB7mhrUIv3bG9f/APIPn/3DXE6Wg/tO244Liu2vhmwn/wBw1xdr+5nilH8LA05boIbHd8cjrVf+z7FjuNpbknv5Y5qcMHQMOQRXFanptxbXUhMbvGzEqwGapkpHbKqooVVCqOAAMAVyWopnVrgju1UoLOaSMnyZCOudtWIkwAKyqS0NKcbMeFGKqzL86/7w/nV/ZxVaVPnX6isYLU2b0OyjGYl/3RXI6JdfZ9cmiJwkrsPxzXXx/wCrX6CvP5FdL2SReCshYfnXTLSxzRV7ncXFt5txBMF+aNuvsaqeIf8AkCzfhV6zuBdWkcw/iHP1qnr43aPMB7U3sJb2OY8OLjWosj+E/wAq7S4JFrJj+4f5VxmlkW2pQStwM4P412zgPGV7MMVMNhz3PNoH3Tpn724V6Un+rXPXFcLDpcw1pbdo2wsmSccYz613RIVSTwBTiEjjdXT/AIm1xgd/6Vr+GBi1l/36yLhxc3k0v95jitrw8NsMy991TH4i5fCL4kAawT/fFcsVGw8V1+t2slzp+IlLOpBwO9cm8U0QxLE8ZPQMpFKoh0nodP4a40of9dDVXxWMx23+8f5Va8OcaUP+uhqv4nG6O3/3j/Kr+yQvjMHTkA1O1P8A00Fd92rh7FCNRtuP+WgruM0obDq7nm91HuvLg/8ATRv5132m8aZb/wC4K4idc3Vx/wBdG/ma7jTuNOg/3BRDcU/hRzPiUf8AE0U/7ArU8MAf2cx9ZDVDxCm7U14/gFW/DkoRJYDwc7gKa+IH8IvifJtIAM48zkfhWTEq7QRXS6rZm+smjQ4cfMv1rm47a7TKvbygjjOw4/OpqRbKpuwqQtc3CQJ1Y9fSumtbK2sIf3aKpx8znqaxNFIOqc9QhxW5qKPJp06R8sUOKcEkrkzbvYqQ69ZT3y2sJd3Y43AfLn8a0pf9S/8AumuI8PWsraujCNgsZyxIxXcSf6l/901S1RMlZnnATKmu40AY0W3Hsf5muOEZKnFdjoWBpEC55GR+tZ09zSpsZPikA3Vpn+638xWLKo8s8c10XiSzmuDbzQxs+zIIUZ61gSq6ZSRGVgOQwwRSmtSqctDtNL/5Bdv/ANcxXM+KhnVEP/TMfzrp9M/5Btv/ALgrnvEqb9SjwP4K0lsZR+I0/DeBoy/7xql4t5itv941Y8NSYtJID1RsgfWneJLVrixV41JMb7jj0o+yH2jN8I8XM4HQoD+tbutf8gm5B6bDWb4WtGiilmdGXeQFyMZFXPEE23TmjHWQgUfZB/EczoS41i2+v9K7p/uH6Vxmjx7dWt+O9dm/+rb6UQ2Ce55tt/0n/gdel9q852/v8/7f9a9G7URCZwuqD/if3X+8P5ClVeKl1RP+J1cN6sP5ChV4rkqLU6ab0G7aNtS7KNlZ2NbkOyjZU2yk2UWC5CF5phjyas7KTZSC5W2HNHl+1TlKNlMLkHl0nl+1WhCxHSkMZHUUWC5XCe1GyptopdlTYdyDbRtqbZRsosO5Bso2e1T7KNlFguV9lJsqfZRspWHcr7PajZ7VPso2UWC5X2Ck2VZ8hvT9aPIajlFcrbRSbParXkGj7OfWjlHcq7PamlOehq59n9TR5A7k0co7lPbSbKvfZ19KTyE9KOUOYpbPak2VZkQKwxTNtTYLlPVV/wCJve/9d3/9CNVNlaOppnVrz/ru/wD6Eaq7BWcviZtB+6h1unyH61NspIV+U1PtpktkW2l21JspQlMm5HtqG4U4Srm2obheE+tAXKgSnBOakVaeEpDuRhOKeyful+tP2VIU/dL9aAuVQmGH1p8sZL59uKlCc1IqiRdp6imK5V2nHel8up9mKUJxVE3IFjp4SpQlO2UBciVPmH1q1tpip8wq0FqkhNkQXil2VLtFG2nYm5GE46UuypNtO2imK5CE5p2ypNtLtp2C5FspQnFS7KXZTFch2UoXipdlLtFAXK7pxWloMkVuk/mSIm5gfmYDtVUoDUMiKp5PPoK0hLlZE48yNfWp4JrDak0bHeDhWBrnVXLe1Sldx6cU9UwaJz5mEI8isR7OKfZoqajA7EAK2SSak2UGIY561MXZ3KavodOb225H2iL/AL7Fcj5Y86Q9cselTJbjPT8anWFVq5z5kZQhylF4mBDLwRyD6Gui0/WIpUVLhvLlA53cA1neXmmNBk04T5dAnHm1OhN3aqCTcRf99isPVdUF4v2a2/1Z++/94e1Vvsw9MCpRbLVyqaWREaet2Z5gG3BHFbGj6mkCfZbhgoX7jN0x6VWaHH0qNoQ3rWcJ2NJxTOkkv7SNC7XMeB6OKrWOsW15G7M6RAMQA7AEisA2o9AaUWq9SorX2xn7JF3XHinniKOjgLjKnPeq9jL9iuxLjKkYYD0pqwAdv0pwjI4xxUOprcrksrHRpeWzoGE6YPqwFVZ9Yt47iOKNlfc2GbPC1keQGHFAtQO1ae0M/Zo37i5t5LaRRPGSUIwHHpXKGzUrwOKvrAABgfjgVKIhjpUSldlRjYNN1T7Ki290TsHCvjp7Gtlb60Zc/aIh9XArCltwUzj8KhFt/s/rTVSwOCZc1lo5pYjE6vgc7Tms+3ZrS6ScD7p5A7ip1gx2ANPMGe1Q5XlcpRsrG3FqFrKgbz41/wB44P61T1eaGa0AjmRiHB+VgazDbD0H405LfHNW6l1YhU7O4xE6cU4x5zxU4jNO2Via3KKiS2mWaI4dfXvW5a6xbygLK3lSY5DdD+NZ7RA1E1uD2rWM7KxMoKWpv/bLY/8ALxF/38FYOtiOe6Ro2DfLg7eaYLUDtTxBgYFW5pkRhY0NHlhg05UeVFIY5BYCq+umO48nYyvjOdpzVY2+evP1pyQ7ewpe00sHJrcn0PZb+bvZUz6nFW9VlhnsWRZUYkjgMDVEwgjpQsGP/rUKWlgcbu5Rt1NncpPGM7eo9RXSxX9tNGGEyL6gtjFZJhBGMVXe2G44HTtQp2G48xrXGq20EiRxursx5weAPUmrL3Ns0TKJ4jlSPviufFr7Cni3A6AflVe00J9nqZ7W3PTjNdbDdW6woDPGCFAILCsTyf8A9RpPIX0qVOxUoXINWjWfUZJFIZSBgjmtjSJoYdOjjeVFI7FhWd5IxxQYQccDH0pc9mJwuibW9lw8RRlcAH7pzWfCWtJxNH95eo9RVsQ4GcAUnktK6xrjJ4GaOa70HayszTi1mzkUb5PLburA0sGqwXd4ILcl1Ckl+1Yl1ot8X+SPePVWH9a1NF0p7HdLLjzGGAB2FbRbe5m0lsaF7zZTf7hrlY4cpiuk1OYR2jjPL/KKyYIhtFTUY4Fiw1D7MghuM7Rwrelagu7ZhzPHz6sBWQ0APbj3qL7MvpUqdh8tzZmurbymBmQgjHDZ/lWF5QByOlTJbjvnFSeV8tTOVxxViALxUDxZcZ9RV3ZjimmME9PzrNaM0vdG0lzAEUedHkDpuFctJbhpZDwcsTx9aueQOex7Yp3lVpKdyIwsTaLOsEbwyuFUHK7jirOqTQTWDoksbE9gwNZ7QA9BzQIMdh9KfPZWDk1uUTbZTBFbVjqaCMRXB2sowGPQiq3lDFRtbgjj+VTGVhyjc3PtNv8Ae8+L67hWZqOprKhgtjndwz9hVP7KO4FPW3AOcCqdTSyJVPW7KawYHpVrT7k2Nwd/MT8H2qbyh6Ux4c9uKhSszRq6Nv7ZbEZ+0RD6sBWHrhS4uITG6uAp+62ajNsM9BSrbgdhWjmmZxhY0NFlig0/ZJKituOQzAVFrbR3CQhHV8Hnac1V8j2H0pwhx0x+Apc+lg5Nble1jVLyFzgBXBJNdL9qt/8AnvH/AN9CsQxZHQU37NnoBntxQp2G482pQkgDXErDBBYnI+tdPZzwpZxI0qAhcEFhWULfB5HFBgyc4oUrBKNxdVCT3odCGG0DIOaqx77aVZo/vDt61aEOOnHvTjECOlJyu7glZWNC31K3nX5nEbd1Y4/WpWubco37+MjHZwaxHtsnOKUW2Ogq/aaE8mpUiza3Ymj52seB3FdJDfW8sYbzEU9wTjFY5t/amtbAjoPpUxmU43NG61a1tSqRsju7Ywp4HuatG7tihAniOR0DiueNljJUD6ULbgdB+lP2mgvZor+QAzYxjPFaWk3iWmYJjtQnKse1RiLjkU1os9v0rNSs7lONze+12+P9fF/30K5vVVE1+7IwKnoRzmpBbgf/AKqd5A7VcqiYowsbFjcQx2MKNNGCFwQWArK1YJPfKyMGG3GVOaj8gZpyw7TkcfSk6mlgULO5DbO9lOJkHsw9RXQQ39tOmRKqnuGOMVkeVvHSo2thn19qcZtBKNzblv7aBCxlQ47KcmsK7ne9m3kEIPuKe1KtsBzUyxcdKUp3CMLEFjGseoROxChT1JroGuoNrDzo+n94VjPFkcVGbfngfnTjNpWCUbu5nfZhvBxxu6/jXYfa7cDmeIf8CFYXkccjNN+zD0oU7Ccbla9VX1SeRWDKxGCDkdBQqDFTNbbeRShKxlqbR0I9lKFFS7aXZUWKuQ7KTZU+yjZTsFyvso2VY2UmzmlYLkIiyelPESjoOam2UbaqwrkW0UFAR0qXbRsosFyq8J/hFMKEcEVc2UbM9RSsO5T20bRVhoueBxTCnNTYfMQ7aTbU+yjZRYdyD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July, 2007
Bourns Manufacturers Representatives
Corporate Distributor Product Managers
Americas Sales Team
Asia Sales Team
Europe Sales Team
Bourns Internal
Bourns Plant Managers
Change in Case Length,Terminal Length and Width,
and Pad Layout Dimensions for Model SM-LP-5001
Effective December 1, 2007, the following changes will be made to Bourns
®
part number SM-LP-5001,
a UL-certified line matching transformer:
Case Length: 12.8 mm (Previous value: 12.5 mm)
T
erminal
Width: 1.0 ± 0.03 mm (Previous value: 0.6 ± 0.03 mm)
Length: 2.0 mm (Previous value: 1.1 mm)
La
yout
Pad Width: 1.5 mm (Previous value: 0.75 mm)
Outside Pad-to-Outside Pad Length: 15.0 mm (Previous value: 14.5 mm)
Electrical performance of part number SM-LP-5001 will remain the same. The adjustment in the pad
width and length should be made to help ensure enhanced bonding of the terminal to the PC board.
The updated data sheet will be available on the Bourns website on December 1st.
INDUCTIVE COMPONENTS
IC0749
SM-LP-5001