Ideja je više nego odlična! Napraviti akumulator za svako vozilo, bez obzira na to da li je potreban levi ili desni plus. Odgovara za oba slučaja. Takav jedan akumulator je na slici. Čak ima i rupe na obe kleme jer takve kontakte traže mnoga američka vozila, šrafljenje direktno kroz kleme akumulatora.
Imao sam i ranijih godina priliku da viđam ovakve "mudrolije", ali mi je još jedan takav stigao na popravku pre neki dan. Zato što su takvi akumulatori dosta retki a dosta su specifični zbog svojih duplih izvoda, postavio sam sliku.
Inače, tu vrstu akumulatora pravi poznata austrijska fabrika "Banner" pod nazivom "Uni Bull". Možda ima još neka firma u svojoj ponudi ali ja do sada nisam viđao.
Kako god, veoma pametno i inventivno rešenje.
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j6KUo6eGYY6UeVFE+ZSVGcUS1VPnGYsGs6GKd1Jv42B9cKxmGe08KxT51WRKFtpWpe5FvE3wXGKyHwod4mu+OOaPEuXzrNkvGma2U6V0V8w6GxtZ8X/ACPmjnlJwXTZxxBzBzaKKWyCSbMJ+pNgB3+t8SWzbvrA3gaaeI5F8nMWozYMcj44r5+zBJSDMJWK+fRsIs04yz2idRXcV5we3NgPfJjpHU372wwG9PbuYy0YPCiZTZ3xMVEUXE+ak9ABWzXPl9bCbMePMzWR0k47rQYnKlDmM2q/S2kN5nCTeknTKrTivlQDmPEGeZmsctTxBXzsnej7eqlfT6i5NviMRtxxx0Ssb8c5yHDfSNbN5/4vXAelpPlBikRVfG3HT2B4wzGUr3iJKqRt/mcV7NuJ89fUa7NKiUf78jMMZpdNoN5ivyHhKUeGUzNk4fz6Rpsz4foqoX/7eLWPjYjCvhThHgev4halk4Bypb7/AOjKCB9n5vicun0v6UaVraijyWzPOEOGaB1pcu4TysM5sWEABHzt6fnwWSx0uX1SsMpp4wF+pGAPs+eDLpNG/lRy6nUa5PEzbNMvm7GlaQi2zW06dtvDBo5kcR5IVnSpddNx2erf08PUYzy6LQjnahnrajSSbPaX2hOY+V1Bmo6uPckETE6gPn0vhlSe0xzRomVYM+lQvuQshH2enTEn0uh2gHfqP7xLWe1BzrExkj4rqI97grJe4/P4YLovbN56QQ7ccVr2FtBc2bbx2wr6bQ4UTt8u0mFZX7aHPnKJ3zKj46qo5QNkQixP2b2x9nn6Qb2p6loUPMydAOv7NGDfIrjn0mg/ui7prO5ljy39IB7WFLlEVTl3OCriJsQVpKdbfA6PPEb/AKS/23qdgKb2gMxUbf8A5NTf/wDLFvsOjFKkI4znnezKD9Jd7bMjmap5/wCaMQLgmnprf/6v4Ykg/SYe2uatZn5914b/AHKWmJby27O2F+yaP9P9zts8rc/z/wChpRfpPvbbq5fd5ue1VLYfRmy+lsf/AKeN6+xt+lO4tzrmPl3LX2hEoaiHNpewpeIaCMQNHIdgssY7pBPiN72xDX6TTjFyhycnPTy5Wu9n6HLmWWS0BgjmV2bp4gjE/L3g7LMuzNq+npVV5DfYHfGCLdm11WC7cU11ZBlDw5a1pivdttbHPHHv9r8xaamz6pDi503X+OKai8jQsL3FQyWlCUs1BGLvq3BF7Ynggy6jUQzEIb2NvP7MeTqfKakJOLaekFSsaanVzbFi4fyDhygypKms0qQvVjbEHyOwGrp6esnaoyyX9mvkeuBqM0dRmLxzutxYnAaAhhnGeSxJDHRTaY0YG/nitcxOGa/NaiHN6M67eA8jg9gx5wOZaIRcPRimjUyKoNiOhxJSZnmlbkphn/ZtTra+Fq1ZTl5K7BmWb1ivBDUlxqta/TFp5f5VLQZnFmuY5mY1e6kXt12wizK2M6ornEj5BkPG9TBm7KRIxKN54Az/AIvn92UU05RAbIAfDCazqTbFXLRLwJNQ5YZMzzCcPMw1GRvHFK5k8dy59nUtPlcLmVWCq6mx+A2/N8SlwMsFiynKqXI+CVeuqrVUnQOPrHzGF3b1H+1Rf+gYNpdjlxkyhSdgJWUWdv7u56Y94irIMvpY4I9jbdV8T5499tPynn1SYHlVRV5m+4IQGwA6j54Mr6iSgk/YT98nZb46L2nU3gkZYRlZzF5CaqXdUB3AwplhlhUkTMGkF2W5xOcsnUm6DqfLUSj7epkte118TgeT3yqqlpaRGSAHrvdsBZYHHsPaoJLRRULw9iqG2q3W2MqIUFFVrSzRs6MLlrbAfZhk1dsD9jPMDls2YdhlKPYbahfC3L+GIpq+atqHJUdQcSvJySMM3psty6sFYxT0S/XFVzri+hhqG7RV+lpA1Wtc/wBMOg3RE1U1dSe9QlRCSbOWA2xI2QZLXUUlVU1ikot9Kt1xTbSBuVlC4myWlVdNKdgCbAg74FyLKBOskcsRsD3rKRhUsjJrgVZtw2RM83ZJ2S9SOn4YSZpwnS1lq5KdToP0SevywGkuB0/USTcI5bmlQJJl7O5+oev9P5YtnIXJabLc74i7KRpBGIIu0Y38C1sez8Ev7T+DMfWr/Sss2erH7nLNJI1tJJUC+2+9saNm90rZ0oXyuSihy4lhM73SWUXIA2uTuLjfrj3et0pTa2oxdLJR5Nw8M1lTFw1SJMLSLAisCDsdIuML+JJtcDzSOWYC23T4Y2uNIzpeY0HzE4jGTUmXrW0qJJLPMnZxf3kil7ghPLxLH4b3xtHNeFaXPuSFNnUdJNPUUCe8U8Me4Mnh3T8cef06lPRkpI06mNROL9Cv8suC81yimOcZ0WjdlIWCOyA36sQAPgBhVxRVcRV/HxWlyqSenhp9HZBtCsWtd2b91Raw88Gek9PRjCP87jRkpam4d0uZSSUSVKHexVnH1rbX/rivZhw7QQZrHDDlvvElT35Klm2it5DxOH1tJT2sXTlstE9XEsMXYrLZeg0ne3wwFJHIRdJ77XAOKS5F70KJ6qthlNOrhSR0Iub9cKM1r6yVtSyKzDqT528vLEZSthTXIoDTvVLBEmlDuSNrDzwRwHLFJxoqm6nVsxJO1/LE0vMmy13Fl14mMCVbQJKRbYt+964rucQJ2xaFwV2/vLkj0xRxRJUnSFZpK+aVTJuqnvHe32YxzWgPuUbpLZ1fcHwPhiUol17FbqKNo3IkuzHxPl+f4487CoWIpBOXuN1G1hjPNMolRjd5YFhMpDKBZWNrevzxJG6U9LYtGzdLgkHCpVhHRq7MIalI5Oz7RCtiASL3GB6yOmk7rNG1rd4k3I9MdbYbLnluWTy8O9pE+nbfUL/dhBV0VSsrKZlPhqIsPs6euLvEUTTApKqZLTTgsRsqqSQcZ0mYN2mhkuQLjba1vIYjJU6H+g6p6ejr4DFVOE8CwJF7YCizI8OZ5Q5tFWvroquKbWhPVZAf4YTUrY7yLPKaP3M4OzasqeF8nzuF2eOrpI5A9z1Kg42dy6zF6itAnJ0Hfc9DjxIZiman7mz/ANTUeZxa5FUnYgHwxqLnTwjRNK09K+gLt9La+NF2hI0aTyuNqfiKVIgG1Ag2GK/n+YSHiRaUkqpbofjjyJqkbF6Fgp8myvMArBgxRQbE+IwuzSaCvnfK5peyjTob9cZynIrp84bKKx8upZC99tz1wPT5RXZnmUlXHVmN7bLfr8cAXuT0HvqTSU9cxdf90YuOVGlqeGmlFu6LX64YKww3gTLsvqo3bMKlbeBY4qHE2Zij4ily3L2vGxsWX44nhLI6zgDocgzUZuslOVWEnUQCRf44YRZ9lozFoM0l7LsiCoJsp/NsTvI8kxdzQouE8ykTiPt42C9NRt4fzxqHiHOarMoWNLK3Zxvsb7OBiWvK3gMaZMuaZzm7LRZZVsokAUi5P5OLHlXANfktXBLWTdo471z1PxxKKbVnMA5j8aiprKbKVQwrTsNatcXt/wA8Jf19Sfvx/wDrOOldJIEopsuNfWHLpWpmDGQmy79CdsL6jIqiULVVdUw1795sfRSW2VnmrOR3Q0uW0tNFRxTDWDdmvuRbpjGWioJatijhhe1zgcZGfoEnh+OFFaJrvbe/hhLnlOmV1yR37R5LdDewwssgSsG434+4X5bcHV/MDjetMGW5XAZ5ALb26ADzJIAHrjUUHGvHXHEEXFPEXENVlEdcoeHIMnkEa00bbr2k1tTyEWJtYDpj2fg/RafUOWrqZSx+P/Rk6vWcFtiETZbkmYRlq3ibiBpRc2bM5Dfbyvj0cIUVTGts5zRlC2B/WM1yfPrj6BdH03aC/I87xJLL/c+l4GyWKFWSrrGB+r77KT/7vTCxuXi17tU0uZ1gUHUY2rJQBf8A4vLB+y6N/Kgx1N3IuzLlHRUKGZ8zeRUF5A87sPtvhHPwhwvXlYqKvpTUra8TVG49AL/jgeBopqkh1OwWXlk3bl5O1i07sEqGW3rjOHg2khopVizCa7HQD7w+x89j6Yb7NpeiOUqeTPI+C8vlDNOtTOqC1+1a2rx8cRZgeEcorRRz0dSjsLlWncHy8Dg/ZNJrMUCWo1hD2iyvgepo7xZfPMPpG9RIT9l8Q/2d4L0SN+qxLG3eCCaQA/HfD/ZdBfdX5C/aJpi+bJuDIkd4uGksfDtHPy64b8kGosvyHiGuoqdIElzMRhY312CRqPHfqThoaGnpy8qrH/AZ6spxaky0TmaS3aEhXHU72GFopLTWVFsu4BW9j8PDFu+CSwfVENaahaiNApU3232wHXus0JA9QwtvgNWg2aC9o2loI6yBaQRwSSHeVVsWN+hI/jjovlrlUsfK2hi7M7wL12LbYSFJtDywJcxywB2e4Vb3G5whrqMRSHRY69ztvjm7Z0WuBJmGlk7kVlDaSQbA4RVGZiJmVAFUHdj44SS7Dr0F9Tm15GVVuGBBJ6/LCupzRBYzSNZvEdTbEZX3CkAVGYUj1AaLXv4E6r4SyaG+gLK5PdJ6m/j9n34i8jxrk+UDTrkWS5W6BWG5v44W8HVMY42h1khNfQDpfbC90yi4bNg8UGlFcZI3uV8vrb4S1MLtJIh1Ajx8r4pPmmKkBvM0DFAxNhYab2tgSqqmKJBMGZgfonwH88QeMlIrNpAGaNTVNVJJArjVto6W2wLVUbgCF2OkjYkWviLVvI6vgilg6CQAqB4Df+eIKpGMOrVdemx3HXCOngeleSCKneVO0SfR4gMNzbz+zAOZLNTnVrCgW6b/AGYVoPsbH4Q4go6rgn3XQqOoBW1729D0wjzSvpp4DCFsVBufK+Ly+VMlHlqxYMwpI4DTVMFkYm2g736YChqkKaEfSDuGv3r4TdiikY+pPl89XCNS1AC+h7xN/wCeBs6qxLGIkl75ud23+3EmBI7w5b/pUuYfDvLzJsiqqPLJY6GkjhRfcSWcBQB3tW52w/yP9M1ziyuqjJ4HyEQM2kO1M4e/qA2PHXRarVp4C5aiVGyeE/02XMcTLlmbZDwnAWACtUQVCMTfyB6eJOK9zg/S2c7M/qouGMt5fcH1Mk/dSoonnCm/j3j1+3CRlNTcJ8VdgS1OU1fpX/Zr/hn9ITzwhzx6fh7gPhrMJoyTUGZ5kWIjqOu+DOZPtk83+H0os84o4ByKhqKwXVV7QxPe1tLA/cd8S1NPT3LScnbNEJa63SxSFHC3t9c2sxzRqKj4UyJZChYF5nSNwOtmLdcRZ7+kb4l7RVfg/h9pLlJUSaUPGw8/Aj13wkuhjv2KTOWvqbbdFZqv0qWZ5RWK8/KOhlX/AL2OskBY+Viu3TBOX/pdImkeeo5MqG6WjryAb/FfzbFv8sadbjn1M191BVJ+lz4dWZzLyarW1AkiKuUhfnpxYMs/S+cv0ySbLank/nC3+kYq2I6fkQL4X/LdRfLIK6mfO39QDK/0q/Ac8zU/9js/gjY2A7WMmx9L42dyS9tn2euZnEy8NVHE1ZlWcVR0wQZ5F2S1DfupJ9Et6HGfX6DW0YuTyl6FI9XG0pKv7HQXDqpUTFqmXTGg6k4q/MCKHNKp6fLEvIo1Ejocea/NZuRUM4y6rqci90rldDHcWN+vXCzLeHconoBQRzhpXuoBHQn8/dic4uLQdyZJk/Blfw3nUNXIT2a7kE2v6+uLE3HFPmWZPRe9iKzAKxHy/HE1KjmslR4/90qeKloMymjZ30gOLb/A+OBv7LZL+8/3YXVlUqQG0uS0V2YVObVYgo6U2i72ojrjHNO0eKFpZj3R/dr0x9C/U86u9HlJmJq5logjgH6TMLWHxwYaunp37OjiZwp2PgTfHSjigxdchkLVqU/bVlRYg2C+AHphZmp7erFR3VCDcjqfTAaaycuaNCe3jnlXm/CHDPLykf8Aa8QZ5TxGNT9NEJdvssMG1uRxQxJTSmyrZCUvdbD+mPq/gcNvR7vWT/ZHmdXXiUZ0uT5dSxGsE7kr9EMLAnDWkoGrZAlZUdij/We/e+GPYXazHJp5CcyrqDJo1p6SDtzpv2p2A+XzxT+ZvNfKuDchhip8uTMuIa28GXZLCdBmfqSzfVRRuzH8SMR19Tw9OU2CCcmoLk1NnlDm3EVOtdzb43q81ml//k+XM1NQU/kiqpBe37zk3wLk3LrleoMlLy3pCq2ayXHzJve9sectOWr5pM2vZpqoq/qXrgXLaTL5O14ZzuoCyKe2y6rkLqR5KTcj8MNM6yKkkKVUlwrH6NyoF/TGvRk2nB8oScIpqUcC2TiV+GqtKaknR0JsyobaSPPA+eVdLnedUgrSpe+9tmYeZxqjLhMzzVZLUOHZ2yVospbTqWxkC2H2evniv5rlWa08701HKIu4CVUbW+BxZrbkRP1BqfNqeOi0Zyzd3e9vpfZth7yOVKnlc2YCmNqzMamcA36drYfcAMBchapFoqZChOnSLfVU9PTAqORO4+rY+eDh5F55MgdUQDNcXvYePphFxHWmMECJt73KbkYD9hkqeTQHOGvmzbjahyyZP2byBQrG+ncePj546uymOlyvgeno4Wa6QqNjv4YnCknQZJJJFOzOuaUtaS1jv1IxX8zrCsfZqwVvT62OsZJdyvZjKHidk3DeCnpiv1iCo7sk4sOtrnbCyyxkLKhWfUgAG91sb6fM4WVKXVwI1F/FdsQlgfuDaexlFv2lwblRsb4BqFSDUhIVhvpt16Yk2+SqysAcskk0ojNgL/WO2FORf5pxnCQpPet2l/pm+Jzq1QySSZsrP4E7WNyouyjfwPwwpzUSU8iyBterezDbFqEjfKFNYUYl4xqc72B+3AVfIgCoj9BZl3ABJ88RcO46xgEqBMGMerxvboPz8cQlk7BSxJA6NquLW8fLEpcNlEkuCBpZZJNoHey3AAIHz/D54xIRltNcAGxCnffxxKmuGPS7g0zywbpKCt/pC5v6HA+ZwRSRtHNuwFxZdzgcZYXzks/Kypp5MslppjvvYE7AeH59cSVlHBUVLSQxImvqB0v+OLV5KJfK2V/NYJaaMGZbI9whA2Jwup54o3OpCWO4Y3tiDWSrYYalHh0iEHSCAD4Ygkhp63dSQwv1B/HHPigJU6LzwNmfD9PkUD8VLWCnSLaOiKqQ/wBUksOnyvjNs1SpqEaJnJY90qenp+G/XEdJNLzcDOKvKMXq/eMxeKozqSNkB1SS6nHnY+eN48L+1Jy44f5bUmWUvKLL8wz6ADXm2b2ljOn91bAgfMYwdd0L6xRjpy20+V6ehTS1fAe6r+prfmRz74i434i/tTXzQUdWUEavlUIgGkdAdO5+e+K5XnjtaCKuz6izRKec6o3qo5VEvmQWFj8QcaNPT0emS07zwrJvfqtyrIp4u5gZzkUlLw1DkdZmNWsYMVGytHHTht9RNvHrth1RVUmVZLScQZfPDWZiV1VFPJCWgTyBBsb+tziPUrVlUdFKu7KQjCOZ8lB4rzqqzCslzLPeDTRGSQlzRMXiW/psQMBSQ08dMLT9qxsUlH0dPx8741xi4pRk/wAReLaC8qgWijM0c6up6r1I2xL73VU0yVOX14j7M6u0G6+e4+X4YdULyZ5hxC2Zye9yCP3hD35E7pf1sNvHwHnjKozylzWDsHYho+8tQqaSpG4IbwN/wwFHbFL+ewGm/mP0W9in2g+JuZns9Za2dVYmr8uY0s0+os0qrsCT5+vpjpTl8eG85oPf6wqpUbk7Y+N1IbNSUPRnq6bfhxkxdxx+rc5yuuiyxEIiBOoHfFF5V8Fx5/mCVM04WSFy1vPfywNRJq0M2qyM+dFJUB4qDJp9MoYKTfFXz/lnmZp6epp2KTMoLsptsP54i4Kw45ZDRcPwCspXz1GlqA4UM3VFv/TFj/UmReT/AH/ywj01LkLnsdJEOWpLl1GatnsZTpucS1FHRxU6yoxbX1bqBj38UeeuSTJcqpc0zKOheRY0J70h8BgjiJcoyXM/dcpfXGB3pOu/xwHLbwHkxySvymrXsqzU5Y96wxDnWVw12arHQkRxuNz0sPPAk7OVJnMPtYSQz+1HwTwvS1AmhyWjmzOo1dFfov4HD+TiCU0omYxd4agUb874+z+Ew29BD3v+54/VS3arRKshfL45/e11yH+6tt6n7sex5hLGHqJW7RFP999UY9FUzNi6FuYZvGtc1TLmN1GxVbgAdcUDhrMMgzLjrjbmZxD2ZhyWGPLaFdRBiVrGVwfUkfZjH1lNRT4LaDUZOXsNKTNuQWYRtUPx5l0RcA6Xmub2wVTZxyEyx2aXmFl0bnbQ9SB92AtOH9QZa2OMC/ijjzkrw7Cs/DfENDWV8ksUUFHSVAkklLNbYD7fli/nLqeoydZnpGsTp62DeuDp14jad4ObbjgpPEfD3ZyMvYllBZtL9B8zirZLTvU8RCGbWAD1jNx8N8aKoX6m0qPOloEip+1ca1sFc7W6dMecR0NBIFq3W911XdNri3h5Y0WnEk1TyUisynMaqaWWGnX9XxDtC6d0P4kb4t/JwdlybypZ0uWiMhFt21OxwIpRlkaSW2xtM/7zWJ/e2+/AyTmAgBrBug8cd8zERhPVN2f0fIgdMKs2eSZdmVmFxZeuFlSQyyaC5wQluN6BEX9p2y2O4P0vLHVKib+x9IpdjeJVt4nbrhYO00NLhFLzGICVzpK7kXud8V3NWBLDSCTuAx64HIcUI64SPdf3eht4nwwoqo1R+8wNxcm+9vjhG+w64AnhSQl9IvYnpYDC+ddYWSSNha9tsSfIU3doFk0QOO8QT0BHXfC6rpVqI3dJLkEXudvhiTSeSkHeSFct0SKxYDSN9J2scC5Bl4fjKNQpZNR06j3j+f4YRrKsZrBeeJ1ljn0JBfSNgOowhrQ9Y3eUjT5C/wAb4pJZwxIoXyU7rN2bXAUbP4/d4YhqqON44wI11hTfqNW9sTdclE0gKppypIL36XRb7+nrgGSNY4TDGxJJt3r9754i0lwMqdUCCIhtMkrLe4K6TsPyMRGIMe5Kb2OxubH7PwxOSKL1YPURAqI5GDA+NybfDENXTlKfUzHTY/8AFhe43eyycsIKM09RUKvTYBTt88TVqSPXCTUFUG+2/hi8F5ES5lkS5yytIJEjClRY2+sfM3wsSCqEgkEYCnqOg9cSnllEqQSsVKjt2g/3QGYr9uCYnhSzMw2uCW6D5DqcBPNBV2GcOT5VJlE6ZpXTRtDvFHHFqEjX+tc7D7cZPFQI3bQo2ljvpB+zENNc3wc6Y+5d8N8v+IuMIaXmRx/U5DlI709RBA08kgHREX94+Z2Hrhjm1Fy/po6scISV4ytJGWlbMQDUuAb3cr3fmLYlCeq+ocdvlrn3/wDQag1u73+hWVkK1UVVQMS8T6wXJ2tuPDffGx+K/aB5k8acLPk/FPNLiDMYQnepq6SN4wwA0hLKCoHxwvU9Jp9ROMpxTceDoastO0nz/MlGyTKhTJJV8ScaxGeSMypPmszPLLvsote34YaU9fT0mRDMIOIaN4ZXZDl4cNI3xsNhv54olGEPDiqB8ztsxjoxLRK9akQJW6kyA+G4GKlnXD+W0LEZZGgiJ1sFOo3+GGpSSVnJ8piaaL3TSIlJLAkSK30tv3fDC2Stljkdmv2a/VIsT8ftwZRfYN1gxWtSGRV1XQ7B3W979P4fkYjqZ5JVVoprlTchfLfBjbwG1R25+iRzvK824b4o4Or7drTSpNGov3geuOwGy6ro51pqGqaNZRuNwDj5DrY11E/qel0rvSX87jLhCGqy/wB+oc5gIDr9N/HCPKKuXg2qqcxSW0QJsviMRbqJSs0Yz17VNIOLK+R3R3J6XJxGOa9HT0b5dXUJfUBoYDcg/LEL81sFeh9womW1XED5qaz9lpuVk6HFt994e/76H8/LDUju/JS6qtFZSojoQEXYAW3wwq89y6s4fp8kpqWzK2p5umPdTqDTPPeXQEtTDHMUpUI1ddvDHstJHWUzTzTWVVuBfcnE3bWSirsecKVKRTvC8QFuhJ8sTZhk9XUyNUwzGx8AbYDavAl+pxzzAnrs79rPjGupi2rLIYcsF/q90M/44t7OiwJEGUSLZTbYDyOPvPh8dnS6a9keLrtvUbRHEJq39m9QWABGok2HoB4YYyRSxZUtIhFxsdW2358ca2q4I2nkX/q/9XRvCK1VDJ31drlgf54qVNSQZFmNclPZIq+xkdV6kbXN/TGbqIpxLaLrAqqOX2YVshq6XL2ETggaIxqPjvsdsSNwpXVUi0EmUJIxOkkxgsR5dMY3CDd0a1OaVWXvhHlhQ5ZQxVeaZZDGU2VFjGpW8N/IYtFLV/q6mEGZVXdvZXFrN6Wxp6bTWnbrkz603NpPsB58keYRP7qC3Z98JID08ca+4do4avjyqIRo4Ejv2SnYG/3Y0VTtEk6H7RrLVGaUsoQ6Vsb6Lf8ALDWjWasQo9QezA3UC5Hz88NFoDSuxfzCqxlXB1fT0cWhoKORnkc3A2PUYacH0TZXy+yKhb6tBAptsCdAJ+84ePzNi048k9VISVbR9L6xudXwxBTOAmr4jcYJ2ERSIWjtqJJF728PyMLc4lZU7M36XsvrhXzgKXc0fzKQVfMTK4Jkv+1S2om4Aby+WOoKo9jw5TxObCOMXA8LYWC8rYzfCRSczkkKPIRcSN9LwPpiuZpLL2pQg336G9vTAaaGi+RHWOzknSAPHrthTUyXbTqUEm4U2vieWPtV8gXau4/azljvYW2O+A6oyKmlnB6WDH+OJT9A1TyASRkSrLOyGNtxff7fTAU9MWZj2nXooxOrGirwfRakj7Qy7gjbVub9MLuFzE/G0bMwRlY2B3JHnhOGNZdOLKhveyskuy2Nxe59MKK2qgVVRStgu9/zucUkmxQKapheQsNtJvcH89MRyTwBdCzi6m2q9/vxKSY8aYFWqTdRONBB+P2YW1NOASxVgBttviTY6TfBDNTOe9Iu3QkeJ88QmnQroiJ8y46/DE7RTDxZBNQtFIXp73NiD5emAK5XVAFY6gLbna3h4YVxQyqyw8p5k/zhCLMBbY7HB+Zq0VQdEvU2sN2PxxWOYpk2vOJ81Y1U7ymCOMk9EXdvlawwsfWHD6WJvdbfdibdJIplHvvcvbPGy21ixBJOk+mPXl7GnNOkN2Hm3QevnhbsX8TyDNFho5KCWkQhpdRl+ta30fhhjSNHJBFTu0v7S9pTJcG3QAeFreuMkLVq+5SVcm0/Z39npeelRmk+acw6XJsvyeIMzyqJJ5HPkhI2A8T9mE3FnBlNwnnVfw1RcU0uaUlKRoqYdhID4kG9jvvvjHo/EFq/EJ9Eovyq7KS0EtBa+7l1RVqalElaEppGjc3C6ASHPphxQZPNDmYoa6k7QyroCoAevjtj1G65MzQp4u5cZ/X5smXHiA0iwixXs1cKOt7/AA/DA2UcE1GT0swq+Ipa4q3cBVVUeXhf78BLc9yGdcJmEFPxhJUNJQ8T+7wjuilaNJUGDaXJcxy3KqqbMszFU7967xaAD4dNsS8Gpb2xr7IqlVVVFRWLHHK4Ma2IRDYn5YhqaNpIpo3iLJ4WF9/LF9iXBza4FskLdronn0RSH6YGrQPQDGLhKOUvSzrUx9A5UqTtb+tsS4OeaR0n+is4zbJPaObJamwTNaZo2uTbu74/SOtrIKvPoKjSohiPUfDrj5j4jBR6mS+hv6X/AG2g2smmr6hK2kcCE2sOt8a85jfrCjqXy6pZUE5tfci5/pjHKPkZobtlh4fqqGo4STh+ojXSi7s3T87Yp2af2bWraBpxq1GwjN7WxHPc6DpUG5BHl2SNHNV1PbRygkBOv53w4/tHwx/skn3/AMsFS24R228iXN5jFLFT0swBe5YeGMqRI4Xe02qw6k+OPZSzlGHFWPcpegehkiMWqWUWLfLEtJw2nuUzu10iv1Nhgq1dBTTB6fIIB/1jMSVG4F+mCaXiKiy2vFRMw7GlUu5A22F/nhHfIvc4o5Umq4zruLOY+gy1XEOeVNUjMLDTqIG/kBbF2i4UrYFtnY0xqmtevf8AQY/RNKG3ThH0S/seJqVbYTBlrZfC1bNGYUb6O+/z/ngTOcw94pWpqBdTOQDvY+uKyxyQlkf8E8tc/wCL10ZbACrbGZl7g28z/DF+pPYlkzjL5cxbjuljngUMaaUEX8rHxxJvszRFKPLNc8ScHZ9ynq5Jc3p5FoopDAtejalJIJtuOtgTt5YylzClnoxmGUzwSiaxLawxPr/zxBQhJtVkLb5sDmzicTK007FUGmxN1+HwwNmmZZc9K0iMXe2wUkAHF000TX/iyOSrrZcrE9S+qyi7g3K2wq5ZQUc3EtZXVlK8iuQl1BJv5YNK8HZZY84y2CLNWESL2R3BR9wb+Ppg/LcthpI2ld1Kn6wNifEXw0YpMDkqsonO6ri/sNnMjOdfZMoKNb6RC7+m+L1VQCjoKXLHsnYRJHovuLKBb7sGCy2CWeAGtmWNu+lwpvv4/DAsbWVneU7G46bYZvujueDJ2jde5ONtjfCjNi9zJIpVvXbA5R30NQ8Qwe882MrgRQdU67eJAOOk84RosqRFGldNyL7WxPTpWzmldlGzKaqcNRtMViRi3ZXNhfxt57YrecsUj7MNcg9fH44554KUyvV7I6lBMWA6pfYgYW1Kdub622FrjE2q5GVrgCqOyQtaWwB6G9h5YFnl7x7RQ1uo8/I/fhJDeyYBNGFn16gPE7Hr5fjgWWMLdg9m6bH6X24hVvA+39SKZo1IUPvbclrXOAOE5EHHQZmKAH4k4V5aG7Fz4sV/1iyJva2kW8/HCer0xsqRpba5uL2w0iaVci19BdmOksb2IJsPjiCaNTS3iPeGwa1tXzwrZVVeQWZWZwtt7E2v52HTEIVlWyM1/wBzx+N8SaHVpEZZr6XhABPU9T6/DpjFZqZJe+8Y320m1h8sTal2GjxSIHLuQg8OijvbH1wDmkSSRlrBSw6acK0njgZOn7DTlaqpWzoCoAB2uBt54OzaMmuZ2Ux28bdQcMqWnhit1LgBqUbW6aiWI8NrD8nCqemhWXtEdlNupOx+HphZp2GnR5Wo8rpoJAJ3FupxklPH7usUbaCouSv1sBJ1QRbms0NLUohnKmTqqnStx49PHDTJKpXkERl1WNuljb8/bjIkk3RR00g/Ic0ky2qmiq560U9SNJpqeYxFyPFttxh3wmJ6kTU8Msdzch2N7nDxjGGo5ruLJySoHzLMazIE1wzuJaZj2bxjvX8dz0+/Ar8S5rO61NR2s7tbRKB0O/TFWvMIo7o8j1f7VcZXng7WaeNRrsw+j5AWwDxEubplEuXinkpmmWwqFGop8R54ZJKO2Jw05T8uM1moEasq5qgs5d3Eelm9B4fjjZLcp+As1mMGatmNOCLe7RTBt/PcdcUhoTfmvAr1FH3ZWM89nPIKSomOS8RSLICbRVKAeu7Dx+WNecW8GZtw7VLT1dK0cTnuNGwKS22uCNr7YecWlQu/fwyv5twuXJq2jdSRfX+98fDw+/CSnpz2oWal1xKbEEkD4G2M2qm6LR+hsT2SM+k4L9pHhTiEI8dP72IpQG+o2xv+Pyx+ukmU07y9pl4DwFbgg9b74+Z+LRcdfPobuklykH8OZcwWSmqI7IDdQRt6DFa5r5RFVyQ1EzKNBFyvXGBUkaPYUVNBVTUaU9ExW4tt1t5415xLwxWUuf6lZ7MdVwN/hbGR0+Si9i9djw7kvDPazyGSaJAbm99/DCP+2GR/7K32nBcVLk6Kb4LHPkERljNmux3F+nzx4+T5dFM0dNcBR3iNxj3bVHn44HPA2WZV+uENShmB2WFd2Y/D44tXGeTyxS/2ZfLpMskfvHWtiynpijj5VIVv7qK5Pwdm8CNFQuZo4luzeXyxrLn5xO/BnKbiHiCKQrJDQyhWv9YqVH3nEUrko+oJYTNDch+Hm4f5Z5XSRwLJqg1swOmxbe9/XF14grIY8shke9k3EYPS3rj9HflweE73OytZvntbmKqlRCzJ4G4IA6EYtnJXl/S8T59TUFYwkp2XtJGQndfL54W7dBjFLg3/AJhPy/5f5RWVtbBRLAIAtJHPO0UjsCotptYDe92t09cK6DjWlzDI5lmRlZ7qvZyXYWOxB8vyMJ62FJSs1hzvy6HiqjGc50raoU7ONJFOw33t5nHL3D/NzK+D+Mqng2rrShrEk901KXRZk30sAb2I8sY9aWxprktDNxY84N5r5FxJQE5zltRFUKu8lG1oS1tx3tzg7M+KIaamM2X16lZ2CBoz2lz4C3nhtOUnlnOKSwYS8T5rTZeyGeRgTfSvgfhbFp5U/q2DKmzSvgcl+8WJYEH5Y1R4aYjTSDaR6GpzFmWZJtZ1KAOnob+WHtb7jBDOjmQuQNITxPpgp0hKXDNe86JJEyCjyGFo2nzOupInBJBs0ygX9LXxsnOZdeYPoIHZmzPa97n7sNp+ZAl2E2YM6s8JsbWuVJ32xC0RtplF7/8AZr0OH7ATR4UjRCsS2NrBTc4WZkkekuyXBG9x4YDz3OrsayipVqedWVtZQgkBBv3h5Y6Hz0qMuWEncrux6YVVtsZu2a6zh3ikleM6beZxXM2kk0a0uxZt74RtIesYElSBoB1Adb3PXC6fVrLKoH3npid0FLsAzMW7kTgX6WHXAkhWVykgU26AC/8ATE5tdhuECVN2IWyhWOwHhgWph7OMjQpYX8L4msD8gz1CnvOdybiy4A4WdKnjSOVPPcnxOJ53B4tl34sQ+/I6Slu73v3R6YS1UKXvfYDoOnw9cUbyxY0AyRrI7gWK33BA9PDAlTEUUWc7k/M+mJP3KJuwU2eMMh6HxvcD+PXH0yBA0K6u9v3xvY/1woW74Pu0KxmJkW9t9QN8BldcpGpTcbFR6fwwkh4PFERMcim62INje4JbAmaxgxuadTcEXLbWHzxKinzcEvLRY4s4lmkkU3JRr/fhzmxSOtZA1ib3Ym223QYpFXARrzULpzOHLJsPM+WBnvCQAg331NuMI1imFe5kXBRYzGPK9zYnz8sQVjMkZLoEuBYk9PgcJLswp9hFxO8lP2VXM4Ugi5YfSP8ALGVDmnZKrtUgKp7zDp9vyxnfztFaaSsJoOMuHcwzE0lPmKyyoO+ultSi/nbFu5d8SjJM3ibKpoaabXf3lfpi/U7j8Bh01JU/oTeEOuIeGJOIq6QDNELi7CRRYsx33FuuLJyj5G1fGf6yyPKsw99q8tgNZLHCI4tI8tbkat77KL7YOvqrp9N6kuECEd7UUMcv4eyDIqVWzuqWOU/S1HsxF18TsT6C+PYpOBc3MGX8Pwe9TO1mdxcbnwviunLc0qIO1lmw5supuHcmSmoo7qqDUflhFDn9NWVhgaRWVlJum+nbf549j2RB4dsFqaKszaripKGS7FtpG1aW9Db4Yg4r4CXL8lzKCrzCjqqaKzSxEMNPjcAgEEE9emJvSlqJ0CM1CWTSedMMmqpKVNEsDL2ijcllPjhHJPD76Wo5LK42NunodrY81y3I3p1dBUVZX5NPFmsFWVeKdZdSC1rG+/hbH648luIKziblHk+e0UvaPUUsbs3j9Hp9t8fO/Go1OD+pr6R02WrOuI0yrJxUqQk3it7YpdU+fcW0FRmlJS9r7s+w3sTjxXJXRs7BHCuaNAnvec0xGnbSegOIamajzLMnn93QsO8u3XEXiIydheS8M0GeUjy1wCRlrMCf6YK/ya8Hea/aMOnSAlfcHqKuSaJYVhCrY+gPrhe+W1tVBIlIxDLewJvcY9ZtvkwtIa8oeJ4+W/F1NxHndF70lO+oxdRizc4ucMnPTjBeIIsrFDDTxiJEU21D1GLTmnFL0ArflYqo+L6/K8olymhjj7111G5Pyxzv7bsks3J1uFUl0z51WwUg71ti92+4Y7pI+L1Omvdf3F1LjFsUZFR0uRZDT5NHEDFDGqEjxsB92IuLMypEo1o4rlpQAWB8+u/nj9CbTf1PD5kIqmjgjy95J5jEh7vf8/4Y297IEOXVnEMWW1EaSMW7Ls1J+idy1x8MDF0Na7EvtCe0PyHyzjbMeBJ8nq84hyl2pZYqGl1qJBYsmtyL28Tvv8MOeE+KODK3hmk4loWSPL6uAKlHJAQwt9Qr4EefjiEE2rOUrgsGrPaB5tZZnC1c+WxmCmh7mjoFuLED02x+YntO856rJ+cWWVvCVW0UuV1AnM8TFWJv0B6dLg48f4jquDSRs6WDk7fc6F4K4+pOMgme1+bywCspElphHCvZ38dYAu2+1xuMDZ7W8W5fPLU5Gk8NdQN+3yo90TKbG1j6C6kdb4p0+tuhTeUPraVSZYeFOd2Rcb5ClbQq2pG0MNxJEw2IYemN88G089VwZEiKE7SMkq9lBP718expS8SFow6kXB5PMu4cqu0QtJIZFbdlNrfLHmbZ+OGMzSOoSWZSupY1AOk+eHlGlgS7ZTOIsyreJuNuGa7MyO0nzunCxp9aNdTG5/4cbc4gfsKhZ+ztrbvXA2P446EVFOIZLgUSGAliwsdiL4h7VdfZm1kPh0w3OAfUwqZCzvIdwxsSDvhRxFJTTM7UytFEP+zLFj9tsI1XIyXY1plcU1Tzpy9qZRo1Wbrtjf8An0kegdpUEhVHetbe2BFuhn2KFXwQVdXNDTsiFmsGdtIJ9T5YrOaQCPuMwJv1G9v54WV1kYVVcBCnuoQbmynbCisKotgNiviDt57YTk6r4A6gq6s5I2FySTgaSzyMDJva9vPEpDLGASoiaZyYD+0JtdlNwcCydpoftie7cWAuDvhWhhTmU1WFZDFqCiy2/jtgTl/Cy8ZxPNqSxJKn+WIp+ZWVXGS9cVMy1vaG5UWJsbD7MKayrjWzsdgAQMPJElgXmWcXIkXuC4I28/HAspjA7WUqugeVzbE27eB0s0YvVwkdmGAJ9dx8cRl4mS7ObL+6bYXFFKvkxaphaO0srkdOt7eO/wCfDEazUboI2nJcmwUDqR54S0uRkgOWpbUxZdBf6qna/h4YU5pmSygRRUoVgL6y97+HyxObSGTS5GHATBsyaR2uw+qT4fHDTPlX3xpI22fcXN8NFVAV5kAPUswAm0fR2Um1z+R4YHqHaRWLxkEHod7jr8sK2HILKUjmESgLZu7qNx63OCJnluHngVfO34/DCvLpHUnwJeP4JZ+H1lLBdJGzXF7eXripjO3qEhpdDWAtrQW0+I3+eMuribosuLsdZGQ9mZFDkWXSLEHzJthtktPOc4SbW62a+rcX32vh4vyiNt2zbGTCR5O1knSMaNn0nc/IYOzPN8s4cWCuWiM2aTkLFTQX1E9AbAXJv4eJ2xq7MlFoGzflhxTmWdrPzGnq5qw2f9XFynYjqA5tsbeA32xBkPENBw5x5Hl8cWiJSFjQCyKBbxx0I7UpoSbtNG/85gpczyiOo96KEoDrXre3p1xrPPcjqKKtSvjeNAjAyM1yp9Tb18hj18SWDLldx9l/M2myAR5E3CySpJaRZ2vYHw32wDxpzEoc+ovd/wBWxw909rMHOucHwck/y6YtagqJbW3bNE8d1kNMlLBS1NwGZAWNyEvcDFbpJ+0qyZVLWG51fnrj51yjvk1xbPWSpL6DmqSKryxoTKLuNNyx+O+P0d9hvmVNnns5ZFFQEl6KM08mrb6Jtjx/jSW2DfqW6N+Zo2HxHmtdmCSCW7BdzbwOLjyUrsmOQ1cGaMLSRkWv0NsfOQ+c9GeMFSzbNKTJ5KukpYGnh7Qnp03xFw1k8/Elc1RTSWsbstz3fTB1OXQE8Fi4rljyHIPchKiykm29rYpv67rv9r+8/wAsKntOqyzZZRVVZTGoklDED6I62wG9fDSVJiml69QbgY9h4MT9xbmGfQyyNHTC632sbYcZJl+ZxwCuraSSKnl2ErKbH0vgOLkrDajyQkiGolPahtJuBfHPftWZ3+tuZHBfCT/tdc0tSV03ACra/wB+N3wqO7rIfzsyXUPbpMXZhxBHTFFZv2Z/dPjvhfFXR1+YrVyszIB430ix64+5WWeJ3uhZnnEL5hUzQCr/AGFM+0YN9T7/AID8cWPLM75neyfxBwlx7zBySqy7J+LaaSooZZG0maMEBr+RIZTvvZgcR1NRabTfHBSEbTybMq8i9jLnxVDjDIuM6nJcxJMktHTyWMrX3JB2uT1YHfAvtE82Knkpyio6t+Gp8nopqr3XL8zlHZ+9RiPvspNibDSSw2wsprTidiSpH51e1b7duXV7yZPwlNBUyuNLdgwYBr9WI8vIY45zLPcxznOn4gzSXt53fWWmO2Pluu1t87PV6XT2xtm+PZ75p/8AV9BkVRWNFJTHacMAGX18beQxvjNuIsxzimpONqzMK+qzMsKaqlkOv3iK1lv5aQLfC2D03m1I6no/0fIdZKqKFw/NQ8E+0F/YKmeU0XEESV9OWewV795en+6cfoDwXlstFwRBBVLGWijDITvtbH1XRYg16M8nXrD9SdsyURCmipo3lWTdZPFT44qdU0WY18tPmio0iS2XsfAHoScas8EovIgq4qOLm9wjlomVmgqqipZSpAssLAG49W+3Gws1Vq6sXWlwNzYnceeFT/ALfAuEfbTatZPUj5fjgWuUpIGRt3NtxfHNJM5c5ILoyl5ADa1732PrhLnVqaB3JUHxAJvb1vgSTsZfUpPLOn/WPOGOSW+hLktuCLfhjb3F1cQTCL6R49PDCKtozSuiq1NWJIikh2VrhgNvtxX84kd1FgE6/Z/LE3hWNmIiqn1mxe2rfS3RvTGBgyyejYCdlkvYAbjp/PA7WddOxPWUxS6pGTcb2v8AZiKWmVrSxpcAb2viTkuBlH1BJAFkLA6T5j78DyR31ShSATfc9d/HCZDeAGtYKjA3PS7W3OFPC114xjdJGWzfRG/2nEmqkhllY5LrxW6iq7PbUFAsQSfn64SVOWguJppGYg7Ag23w8m92Do+pA7RRAoqhntYhSdvXAVZDTyXaRxZxcqvW/wA8TklY+3LBKiOKnjAWQoW6qnj6XxD2M3ZkJJZWBIXVYnywl1kofIm6iRifHSp6fAYiMdLEvbdSD9Dxa/S5/PTE36B25oFmnju7Kq2G+oE2GFlZU9oZADrZhsy3G/n64WTsZwwe8LZhPSZskKsLSd7c/jiwZz2lTNqaRo7jr0sbYMPlYsq3XYC9UkhTsmDFdrsdxjF5poj2jKEA+XzwKXA1UDSyQ9oNySTa/QjE62lQjtFcncgDp47HAfqCToXcX9pPwlM8UqoI2Nntc/YeuKRkuXR5mmmKo0ud9DNYNba/x9MZNVqM7ZWN7cFx4ZyuZ+zoqpZZUV7BV2PyNvTF4iyzJIqWD9uEKvYwsN2N/Fvl4YrHhJCYzZcadIcvoP1/V1fZxRWKAm+o/iMWTkzw7Jx5xVLxll2TNHmEDaaSMuWDnpqFx4fd1xsjFNpEdRqMMmzeOOW3E/BHDsOdz5Sa3Nc41xRS9qpXVbcAE/fjiDjPjfiONalpFmE+W1bhkTuyLbwBv6YOs4U0v5/KE04Yybo5O+0jlnEXB8cNbnGns10hJF7R9W99TXwwz3j6i4gpoMpyaMVTuSx91ch0A8W2sB88X0dVKJPbTK/xBzigy5osnz9laWA/30RuzJbp6m/lgSv5ocAvTzPkVRWSzSpv250jWPEem/xwuv10IJ7h9PQe4rWazZFxBQR5XXT/ALRSWMg8Cf5YqktNV0tcVpyr6dg4b6XpjxtKblHc++TbKl5V2LBFcwCZI2QlLW6hzjtP9FjxRBmPLDPeDZ2V3oawyRsfpd7w+3GT4um+nUvdDdNS1EdRQZHUJDJHUUWpJb97Fp4M4eosoymSb3PukG6Hbwx80lTPRbRScwrcqbOJaJqNl1Nckjb0xcuXPDeX0VNJWwP9NSwHTB+8dJ4o17zHkzSfMZJa1jGsctwt77eWK77/AA/v/hiUmk6sLi/UseQZ7mRneKQWG5GnwviPMalXq+1mUsALW649prKRhWAeryc0FIM3dW0lgbEdfK+HuZ80J8wyWnyBqYRwR2NwDc4eM6jtBNGedUMmZ5O2dULqoiS5Fz3sctcXZ1LnXtQS08iB48qytbsz/QZiT/LHp/BIJ9Yvo/7EestaeAXN6Gqqc0stM2+w+fljLPpock4eeaoskhBBCG5QKLn7cfYvyxs8dPsjz2XOBF5mcw8ny7M6PtaGWX3qdyAVkAOrS3lewFsb3/SOcs+MuY/I2TjGv4gR4uEqlFy3JhGq+6072S6oo6Cy3J8MeN8Q1tuyPrk2aeladn5svl2T1gSpzLjGuyWeWoMJkSQpAD1JZuqk28tO2NV8+ss4qE5hz3mb+tI0VhDIuZNUKFB7oUhjb5WGJarfh+V4HjDTlKnHKND5jDT0sgjlRj2Y3sQAb+fwGFpR5gwj79iDpA2I/HHia/PNnpQ4LBwfmdRScSUOXZdUpHISF7UeBPUn78doZRl1G3KdJ6qe7JPGFKv2YYm1gT9a+5t42xr+HPu3/MEepVcFN5z1dJlHtN8r6fLKxYqhKZjMFsSoZ7AHw3scd/cHZkU4RiXZjHECSSTvbcfdj6XpHe9L1PL6iO6EX/OQOsroaqmkrHprBFsZHJAXz28cKKKho5WbNYO7IpCXLWEgt02+7Gz2MqvgrQzqDNOc2Uxw5a0kmX0sxmWORjpDMBqPl08bjri+mrWeqeKmY6Ad0uSR8/HCRdlJLCaPJtayFkt1tpAwDmiuYPoBQrjxIODbs5c2D1et0fUhLFdh4+oxXeISYKZ+zW7HbSw6YR4OeGVnk6BJzLmqFjU28CbXB9cbJ41zB/eNPZAi9iAenwwnEVY9U7ZUmndonJUFQdyTcfb44X1bqEJW+p/pEtcb4X2GTtUJauOOVf2jWW+5HXAlXLFC7RqhO/0x0HjthX6IMhZPOEPdjLM3RSb9cQVFX7ulhAWF/oueuJtBXOSCSphQiTQ1n6G/z8sQVNSrqFMRS1+9+8PLpiTWRoq2Ks1qW7Fj2YKDxuRt/wA8J+Fqh5+JUSVijI1lDSDcXxPDkkOo4Ze+JIlNYFjlfvKLlb/dhPXPNSQLHMjCJ9w9rFvPfFJ4AkJzmSWKwqQFvuSLnywNKHlUtpF2APdtYeeIyaWRlzkxSGtaFqhoQY0PedSSVvsPtOI2jGkzame42QXPjhXnuM7swklmAKhLEb28TiApIGUyygIR9FOu/X4YRse6SZHUtquHIa+2pjv8vTAFZSRLGdBVBfcefj0wjqsD9wTIHgjzWMEAXNgfHr54teZzhphI7sx0+VgMGCtNMWfIFKqqmnYsBvYfab+eF0s87MI4FQ9Rot9EeJwK5sKp8HwR2TsnZrdAFNtX5/hiZWnVlEQsnWyi5GB9QLjIHxIsk+VVUFW7C0dztcjx6Y15kMrx0xieMqhI71rm2Muq0prJSCai6L1kWZhBFM9QmkEWZzup+Xl64u9HVO0ivLLHMsneCBiNXztisOBW7eRzxrmavw5lNHRVcqmQljGNg1uoON1ezJxFmfCebZbXZDWxe+s2kQSv3SDsduvjjRcYwlKXZGfVV1E2Z7WVFneb8GyZD7jSJmz3kAhkLxlD4L3bLt18ccX5Jy+4dyPmGM94zz0UVBSL2s9JVumqrdfqpdSrC/geuJdRrx1uiev0+W1gbSi46m2eK5NOc6ub/EObcZ1ecw5jFAFcxwRwwqkax3NhZQAMQZX7T/EVDkMeRxu0Ea3LNSMqhiPluPjjPDd0unHTXZepecPGnfqVvP8AmvUZlmJqKnMC8kn15jcjx+QxYOAcyrM6zGCkcBu2ITWBfy6X9PHGDqNZ6stvqW04bVbNj53kDcM5m1OlRJ2MqHS4Ukg28rdfXCpaqMNpDqGkFha17/w649CtnkRJpNWOsndJaY00rMdu7429cdIfoveKKfh7nTnfDdXOVSupAwW1hcEb/Z/HGX4p5ukYdH50fokc5oDl8MUUerfYjw/niQZlNR05eQFIiukgmwx8tiz0UUabNaOPM6gzBJQTtJbfrgWLjzO6HMBR0k2iM/QU+IwJc5Hq0J+afGNDXUccOu8sh3UfWtiifrGL/wAOf/1HEacnaY6Vo2NkGYQUVSzVybrcdPHBtRX0NbO0kEAW31fz8Me7izz1bJaelrs3ftK5Fjp7ghPPA/E1LQQOsscYP1W+XljpZyPwRZTnaT070Cyfs7WK+BxyPw/XxcQe0BzL4opzdIa1Mvif/dQAH8D88e58CS+1N+kX/dGLrcQLlA1RUZlHK6sBckDVe/lhHzTgSPIcwkgi7/YOAx3INvxOPqdW1pujycRaRX/Z95oZ7lnCGVUKVAjLhKZDAhRwtzq1N1Y3PUY39wdxLzk5k8I8VcJ/2dq6nLOFZY48zq6hmcywSrrRNwdVhfYeYvj5/wCLS2wjL0PR6aO6crOVuenIE5GcwFBD75ltVGZwiWRwb3XR5EdDjivj+ko50q6WjrpVanYu1LOxF/A7gdfS+Iym3pp+w8V52jVGYU6K7GcruCdr3I9fngiSmjy/KlngJQBdRqdu8x8B47Wx5fUulZt03aofchuCazinjGKtlEmqMjT3b7nbe/pjpSql4yznPqDljDXqmV5dIlVMyWPbTWIUEjwUeF/HGzoNGox3d8/kR6h5+hSeX1fDzz9tT9e0Da8qyQrBDOjWDLFtqB/3m1EejY/Q3K80kTKhVX7BYmVUiYjVIPX7fjj6L4ZLdouf9Tb/AF/4PO6rDUfYY1MsFYGaplL04AJTTezE+XyxXeL88paeMw5VIGZIw66baHsTtfwN9sb5ce5kp8sp3Ibts+5tcQ5tUTAvFlUKNoU/s2eVjbf0H342t7vFROOyks433NjhNNeRMaeHQPU1Ek8zyyOWcm509D8sB1U7SurINiwIv0GHaBhcg9ZqUuvaJe19Rbe2K9xNIvuEkkpAGgD6W22ElbTaHjbK3yI7STjWqmUBio7pH1fz5Y2DxRBPVOZkDKxuWufpfH0xNfKmcrbK5MrQwlGCi4NwF/O2FNbNoj0ltjuSdzhcdhkK6hYyRZrA3AAPh5DC/MkLCxjAJFjfwH5/HC32YU2gNrBhaPVY72Btj2COGumEJEUZc6Vkl2Uk+fxwj9EFPloBzCklyuvfLa6l7KZGs6S37p/PTEEyxPE0YUBgLHcj54m7QySSE2bhGRrC7FbEWN/l4Wwi4fikm4uSmXQVvfVY/wAsSfzJFUsWbD4tnp4mgh1AuF+kTYD0AxXZczSVezZQq3vcje/58MVl7CJXVi6tjHaAsq36Wbpb7MDLDGoCNEgFjcqLfnbEEvQrHmyM1lLTns0CsfrP1axwP+tKbtCNTC9rDz9bnphBlRBLm8SEkySMo2OjwH2dPHGLPLUhWMyHtBq27xPridpsNpckvuc4coLkEWDstum2A6unSNv215COijp44Dj6j3kXDtIszhQQADUNgwtbFxqqcBY9M+5A6nr5YbT4eBHlg09GyRHsm02IBY7+P52wLJStGQupSdxdNgfP445JM6Lads+jo+0VQqKx+su4A9L+Jx7Uwe7BZipNyAFB2+Y3vhfZjLigXO6BHy+Zez1drHsOtv4DGpMny2KCoamp3eEmQ69Dafl64z61bk2UT8tl24WeOM9kaU6ibawL232/Jvi7ZTUVE8clOjQt2ZBHaqoY28AfEY5N8itV3yWXjmt4dFDkeeRqIqekkCVTga9IPUjawF8bk5LDJ8uqMuzNWBCsGSeM64yPAnx8sVlGUoyg1zFk5p2mb55s55HLw+mc5vRxVcU0BiFRIixKht1UkAnY+OOAufeT0FNI+XUrJ2c8jCyzanjv0DC9h8RjxfgEpQi+n7cr+zRo6tZ39zQHNXIcliSOny3OqWpeBdM6xORInU7ow+8GxtjWktPndUkkOX1atHfUW1afDxv+GNvV/N5TtJJcEeTZdWS5sxqUUhNiG3VrdfTG8+R+XVqZhHXMipHFvHbqPUH4AYwwzNJltR0mjZHMHM9U9NTLOWshD6FsbEeNuuKhk37SMRyzagGKddjbcXPlt+GPW1Lc8ehmSuCssmSxxxpoRy5O4HS3pjZnsh8Spw57TmQ1Us5WKsvTsG8m364z9cnLpZpegNN+dH6a8KZitLXinqX1IOl97eWC+POMl7FcsFObNvbz+zHyKd5PVrkr+XZllFLSMKqgJZd9Vtr4r2ZwjNM4WopiEJOrSx6D7MdK4q2MsqgmTI8lzJWmYB3i/f8Aq4h/UOWf7PDiG5Q7haTBa/PhWVBkEJGq9iCdzh5w5lHvELZi9TYr4Mep9ce/s9TAs5Dc0zIIOx7fSEH0f64E4Vioa2pqI83q7J9W7fzwYK0ErOe5tFw3TVtdFJpSFWftOgsAbfLbHL/sz0kmf8A5jxpUHQ+eZxVVJe29tdgB54+g/wAPx8+pJ+i/v/0YetflRsnKKJqWujrpnj0JdREWJ3thNzHqKSSilMlOGKA6ltbSvicfSar2wZ5flb5NScF1EOW8P01RJTNGtdUSS0k0oIjbS17KT9I+Nhjvn2MPaI4C4l5ZScsc6z+hyuWsYyVFPmDiKKsJ8UHUtcD6WPI63RWvpetG/Tk9KTKr7RHs5S0sdVU1FRBnC1t3XtIlURi+yhB5WHqeuOA+bvs4QcW0ua5tBy4ooQJWp5a2mZ1qJ0v10MbK1/HfbbHgR1JaKcWsG/aptNPJzvnvKvhfhCnq2/szNMYHZVFWDYkHrt1Hx2xXYuUFXxzXLKZGXs1BSjSPYf71gLW8sRivtU/LwiuNOOWWHKKjO+U7ycPcJVRjraxLNOANUO9vHxwJzR5qty+4V/yacAZ21XxFmgKV1ZTnU9KjfSTUOkjem4F+htj0d60tFyjy/KjK0pyS7G3PYb5HnhPKKPOM1jEdZXyrI1yb6Qfo/nxx2vn2XZbQU4zCKljp0kZDJqBbUR0Gm3nj6To9LwdGMTB1UnLUbFlXM86T+45wacOwvHCdTM173+HphM2SxSGrkFTUTNLZyGIbcdSPI4vLizPH1JfZ44Zkpa/irjmJWejzGripqaeW/wC0EKEOR5jW5F+ndxb8yqe1rAIpYiOoKnb1wY4ikdNpu2DS1YNho3NwLDC2rnkSWwFrG5sd8c/cVZ5M2pO3jMsjqqnwudsVzjVYoaCWUzfRjJLKQOnl/PE5p0OvRAPsqZbSVub5nmNVchdr6uhHpi9cWtGjMVlBAvs3nv8Axx1eVDYvkpGb3IaRzY+QPXfrbCWvqIhUPP2WhbWCFy1ul9/jhJDK+RZVTqCQ1tzsfHAMsoc6CrMPDVhGw8maSQVCEPIoAN9zb89MQVYVlDQaSDqIBfy9OuFdI692D7N+Ips5y+GDMYmeoo1EcNT9ZkF7KxHW19ifDCWUhoRUaNO++/UXxNvI6wqE+YI0h0GMqCCQp+sP44ruVT1MPF0fY3UFrEW3I9TiEvKylqmjYfF9FXM0dVEdlFiqnb44r0mWVUoZl0ggG+o7YpIVcc4Imy2Zx+2kRpgNmAJBwvqqWqlkuz6gB1a/5GJ1a5KRvIuq6aQjvSqT1BYbfnrjyOirWQuWYqd7qB0xKUbwx+VgMy7LYAFeYPEpB7yEHb54LOXUEUwEKKbXNtyWH53vjktvAWqujyVe3UBNgB0A6fPAU2XNVIzQKQQO8RuL9OuOkrOjjFCyny10r4+2h0yarso26Yt+Y0SmJAU2t9bpbwwdPugT9WxfHHEjWsA1tvMeXy3xjLSqndRiunfpv5W3wr9QxwQFETS0iE22slxffwxHKI9QjkUrYXO/0vLCy4tncqz6vp4ZKNhKqhVSxXXpPxGNYcEQ0rcQ5jw/xLWGmYqZIJ5SoXV4Ie7ffyGPN+JOSgpQ7f8ARo0Vb2WWThqGkWoaKfM4449WjXKSApPmbYstLRxwPH2FaCQ9tN9QGNGnPcluIuPay75LTU3GnD83C1XURvHUxtEunwP8sRcmeZdRy9zKXlfxR2KVVEezjatbQ0kf1SBe3zxo+Vpk2rN+8O80vfcv/U/F7U9Rlkh0xzo1xFfwPnjVPtOez5Rrk39quHzWV1ExL9rCReO+4sACSPS2Hj0+n09yhwxYzlqLazirmTwzmWX5hJEtO0wCsolmhKyIt+hNvXCDJ+EKlqRoanK5Zu0t3FLEWvuT8sefr0nZsjdo2Dwfynos1q4UyvIzC2xZGcsW6eJHTG2xkUPLzK/1jPEkAF1VX6H+tr4h0sFLUcjtSWKRT5s0qM/zWTNO1jVbG6kbb/VGGuXZIaXI0eMKu+st1Px6Y0KT1NWyeNoRktJDO6xica1N7Lfp4HzOHfB8tXw1x5w9xGHVPdq1LujWt3rYtrwc9CUV6P8AcnF022fqfwpV0b0tPmkUhYTRq4LE+Q+3rhlnNJX8Rr79HTaYoBpJv19cfEJukezhcC/M6pqbKXpqWjDl1+l1F7YqyZfmtVlbZol0kjG48t8dJ2gr3LXwEMlreHKiGZR7yVJa/U4k/UOW/u4jSjyPFWgTPOG6ykrSlRlLqAAAUswPluL4HqY2oYxGrsCeiAkfLHtqR57BZ6PMahJKi7MwFwMLlpmqGJjlZNrMoJtiiwhaspPtI51Fwvybz9ve/wDPqmhlipaUEmWZ2WwCra56407yXzPhzhPk3w9wm+YLBVUtMBPTyxuCjk3Itb78fT/AY1CcmsOv3MHWu6SLxlvEeQ0VRTM+ZLLTyEhk0kg/4tsIOd+b5RNwjWTZNWLU1LJ2YjiuSPkAce9qPyM86mpJGvKfk9Fn3DlDBnOeQx1FLEjxAzf6M1gbr5EemGI4+i4GpUyvmlwqKh4GUQ8R5OCykeciIpZD43W4PpiSjHTVPgtqTUmbUzT2vOLeHOEl4bpK6kzLL3T9jUT6pJodQFmB6g+hvjUfG3tIQZpltXldfkFVVmZlZn7JgJGBuLgKPxx52v0kc7Fh9ikNRrLZpjmPxJl+ez0VZmvAeZViLER2ESMI5EB2BAUkEHxO+KlxxxxxmaGIcHcEVHDccWrVLlNFM0sg8gdJN7+XW+MEOg8PlfganrS1FRpHjDJOcHEkSZVwnyw4uSJmtNXy5fOGmN7+CkgePW5xsT2afZWzE59DWcXZTXU8vaDtHqoJY9jY+Xh+OE6Ppp9R1Hi6iaS4XBSbWlpbbydecAZBw3wbnUKRVU701IH0Eo1iL362t59cbAzDjSHPKpoY5Ozp5DdbhulvHbcbY+mjiKieXNNu2e0uUZJTpLJR5jLLKxuRQwPKz77L3R0674ly/l5nefLLR1DT5Vk8lwxRx71Ov1gAB+zB6XO/lgtXg5PNtFtrGlyPKochyCnp6KipohFFCiE6EHQCxHx8ycV+alz1j7zUU9or7ljpLeowbyIleQGasrFlaIU7+em4Yfb54ykjqbLMUIFv7zwPlbAsO1PkAzTiD3GnEzOjFOsbC4Hr9uKXxfxYuc0r5dTyJrmFuov8MTl6DxVF55EcJJw1kzyR1FpJyWY3A38MO8/WNKp5pHSYg3t5fzwcsCtStFMzemgqalxE1nteznSL/PFXzWpgoKl6dgRqHnc4nJNlFjApqs1pWBVnbf03GBO1SWQvGCyeRvpPx9cIHN0SrmWXw0c1PLRozPZVnaQgxedgDY3HmPhgGasS4jVtN/qncnb7sTbV5OYP7zR9qRNUFGYWOk3ufsxjHmGWxzGaVz3hYK9xf1wu6xlyLM3zfLae7iqRtQ3a+/5FsU0cRU8OeJUISGVrmx2I8MRbXLKQS7m1aXOqHP8ALIVnntJbYfvD4YCqIoKRDqYdLaCdzv8ADFHTyTj7CaSrpUYs0qxldy2qwA87+AxlXRrS1bUVXHolXdkN9vEb+u3yOEljgqk4pAFY9HALX1GxspG/ngV5YpnD9mACbAb2uPPzxNv0GsleempnXSWYudyOnywNWVYlAMakE7XN7n0OFwh16sjirGVTcEupNkW92HjjJ60iPs5SsIYHVGDuPj/LE7fqc/NkXiqiSvWUaRY37xIa/rizrnOXVOWqiqOnQt1PW/l92Hg1lAllpoGnippSZFlDE7qR0J9cRz0fZyJrkKax1Zr2x0q5QrvlEaUhlUrJNcN0W/r4euBM0jaKw0kkG4AI3GFeW0OvKQz00rxBy5Fx9EeHzxWM/wCBpKqY5jlYC1O7KkZALi+9ziGtHckVjJR5IsuSry9DLV08izR76XAJLXxfuEuHaziSF3SqYAjUxkHTr4jCx9RW9uEF5QuZZR2kgrrmJu68fUH4fLHvMnhmh5ppDUU2cJFnlAFNPVNEVeQjfST4i+2NCSlHBNLY6EfCPPTP+DcxXgLmXTtl1W7dn3UtDU+AIZhbc+F742bk3NjiLhaUPlOZOKGQanjBDKynotwdsCE047XyLKDvDpiLOeNOBONM49+484Iy6ckkapGYm3rv+OA24N9nvNklq8l4QyaIUi37sjAR+mhtmF8RlHdhMrvrDVgVRzB4S4cpZJss4ZgV44+69OmgOfjjWXFfG9fxVUSTV8UkNGh1iN3uAT+JxBy8OLofa5U2RZVS0dVROJA8YW7WB2b47Yu8VMknCdHK8bkgaSQdjb8fs8MDQUpVJ9zpqsehlkVB+r7SiVHLdA1x18DgykrKkU1XHJTkoi9pHqF9Jv1uMbdqcGiLeaZ+kXJvjKmzzk/w/VpS2klpIwSDe1gB/DF9zXjD9V8MLQ0ygSMPif64+FeHXNHsxyk0TcI5RV8QcPSVU0X7ZhZV8ThXkuUVsdTW5RVxaGNxa2wwsotpjWTcvuFKPLp5oaqsCysSPQjyxav7MUP+2p92EcU8sG7bgq2f5Jn+dStxDRo0EcO5VbqSR4j0wEtNnbsZZT2o+kA4DAj5jbHtuPYwrHAEnF1JT1zRSZZFe1jZmF/swk5i8XZdwrw3U57l1AFqnssSyPddZPiPH+mL9Po+NOML5dC6mo4xb9DmvjPhLPOZHGC8Y5zzLzrLZqiMI0GXSoiqqggLGjI2m/U72ucC0nKMxySTLzh4xXs3Ci00LEr84h44+50tCOhBaceEeI57pOTC6fljn09RdedvFMUR2jZnhZlH/oGGkfLHifK8v/Zc+uITHY/3lNAwvb1XFlp2qBaWBHByo9p+kftst9onL0phdhBV5GGqApNxeQS2v/w7YyzTgf2q6KHQPaMpjrsscCZEqu1x4MJdvO5wktOXZhbg3y7BxwH7Yhpkp4vaYpaeUkaguSCTVb/f7UG3xxhWcsfbPSWOSp9sdok1FmjgyDa3kSJQfja18L4c75G8rxbH2V8uec0NKs1Z7WvEj1MpLNLS5TTxoT6K5cgD1OPH5f8AOEydtJ7WnFxaPcdnS0qEfPQT4/cMN4dPkXeuLYVFwJzUkRki9rXjsHVftAtLa/w7O38MRVPLXmb2bdp7W/G8hjXdtFEAb7Wt2OO2BuFVn8yv1PLfmZT1fus3ta8b6pzYFFpGFuvQxfDBcvJHjetRqfOfax5ilRYmOOaljU/JYt8d4e7ud5Kxf5k3+RjjWpvB/wBKfmdZRpQCrpl2H/5np6YhrvZ/5iOmtPa45oBALmJsygCk/AQ/dgbXWGdUFyn+YqPs4cWZjejzD2tOZzKpN1GYQsp8LWMW/wCO2Pl9lnPKBW929rHmbGT9VMwg0n5CIDC+G+bGT0ljb+p5B7NGf9sxb2q+ZhW2yrWUwZT56uxJP564K/6L2dTg6vaw5oW6i1TR6+nn2OF8J/1BjPS/p/VmMnsXjO4QlZ7TXNGZV+t77SA26W/uPXHlN7A3DlHUDMKX2jeaEUy/RcZlSAgfH3bCPQxe4bxdOsx/Vhdb7Mmd08SwUHtX80/2Z2DZhRt47g/5uL4rPEfJTjJJBGvtdcwo3Y2QVdTSBW38hCPyMCWm08SOU9Nfd/VmOVezrzGlP/XvtQ8eyq7Ahqapplvv1uYT+O/jfBv/AEXVkkbtvaP5jarWI95o97+Z7Df5456WPmDem3x+rFtZ7LlFTK00fPXjmobzlmpLfDanGKvmvKWoy8GCPnVxgbHdJJKUi422HYD44C077jboPhfqIargSpgd2l5u8TXFju9N/CL+uF9dlOYIrx03MTiAnfvu0J0g+Y7PEpwaxYPK3wRpQZzFSmLMuKM0qSejExo42tuQlgPlicQ5FT06yZnnmaOwtfTUix+I0WtfAksNDvGEI80GSVXatDnmZsjm1pJFZlHp3RbHvDXCXCvEtScsyVM3qMwjF0jilBZ/W2nrfEXW6mx1Yymg4myKvDyZjVIwARhKUZ9ttyU8ML8w4r4vqCUbiaMb2Foo7jzvdcdJShhAai3kd8oOaGZcnuYuWcxa7JMh4umyiTtock4qo+1y95LHQ8sUZQyaDZgpbSSBcHxW8yuZnM7mpx5mvMTjLjqGrzTN6k1FRJFl8EMSs3RVjQBVRQAqqNgFGFk7rOQ7WpN3gSmp4sghK/2iVmN7otNH8Li3riF6vikH9rn6aSu96VLgeWIycl3KJJZIpZ+JpJCsOdQqSNIeSjDC/gbBhjyP+2xkLRcRUh7u4alIufO4bEnKTwiiXYgmi44gIc8S5WHW1w9EwHw2e+MKqfj6oZxRcTZOkbG7O1DISB5A6/6Y5ObymdtQDLRccnebi3LNS3btEopAbeV9XTpiJ845mZKTBHm+SSoGFpWSUbfDz/niUXqQeTpJNZZP/b7mokagxcPSCO/eYzKfQWPh/LA8/HvOPtLHJcgPeNz20y7fDTbBepqLFAUItcmdLx/zYSJGn4YyMFiBpFVML/ML8+mPpuO+acdQ6JwlkbEd7tFrnFvtQfhjlqaiOUY3yTjjvmwYlWPg7KrAAaxXG6+f1RfHtVxxzElLdpwLQW6LorxZreO46XwYak+Wg7E2kmGUvHHGslMzVHK2CoAsA5r42K79QDiTLeaXGVCrU8XLGqjW+nRT1cOm3S43Hn0wd3qjnxXI8y3mlm09HT5dPywFHTpdpqylEbysD4n9rYkegBxG3NCsTXHR8B1cgQ6o6nuIwA6fX2+GGU3XAHFoB4o4/r+LqBKXingqqq4JQQYKqNGHgeurb5YEyfifKeDst/U+VcG51TRAXKSM0yj4XY2HlhXqVlhSaST7GdNx7TRTtOOG8yj7ZSjl6boPG4wE2fcJpI8EGQZupv8ATip2XUPH8PvxFyTyO055ZglfwjUkUNVR51IoAISRGAPzK+X4eOJIst4GzKsRkgzN5UUuqVAYKAPIsPu/HCuMZLILrsZQZvwpAzU0E066RcoVkB6kfuWOGtPzD4dpaGPK6OodljcBdUcpsfHfRbzw+7bkWrwzyfmflNQvZza27Ntoo4Zhq+HdwxybmnG1TK9Lw00KKlpIZIJwiD1uur8cd4skqYZQ9jbHJv8ASU8T8s8tpOE5eXdNnGT0N9QhpKqOpVB9LS+nSbeo/nj9BOAM/wAm5k5JlvFcVHNFSVkCVEcNUpV1DC9mHnvj5vrtGOjO4vk16M23sZeKDifKMgVo6RdUadNO49dsQ0OcUHEPEDV0MQ7NgcZeI0aH7CTNqeip8wkzOmlYdk2o32tbwxB/bAf7R9+JuSjg5x3ZCa6HN+JuFXrKTMhAkTXKfvb74ClrctyqjWD9a9pJpsbNY492VxwYoru2Joshyiqgerp5m7Vu8LdD+bY1l7Q9SycL0FHG4ElRU/RBN20jp52xr+HLd1cF7kuoajpNo1/lU9KYO3nUIpYBZmNxsLePhgqrrsp95FMsQdWW+vptj7bdTPF+bgjSXKXYyR0Jaw2dSRf4jDCDOaZnEsKkQxnuIxt3vE/LBTS7nU65JZOJmjTsFVn1dHba488eNW1lRSSSOWBI2AGwwdwOXZDltZUVtUHiZgIwWYDobf1wzlOYSxErVEepF7jBXAO4G9RXwLpNUWcfVdfHzGMKh6hI+2WdXY7FglyDibQ0Y4wA5znE2VZWphqCZHIG4I/O2JMurK2rowxYMhHeTUbn5eW2B9RqVWwSLKoazMhXz0Jk7ImwY304Zw5tDRlqeCl0yWtqVb6dulsNaR230DRxnl9JGJMxoWvYLrXYXxHW8Y5HUwN7qZDI26hh5+ODyLl8n2WSwSIzsoun1tFiT8MTPPJKQ+iLvnYHpjmc36GUKC12FOSb7+XqcTrSmWLS6o3aHqOpv4YVD0kF0sQpoyKeNSfEjpjF6tlBEykKp2Um+OYO2BZmEtEYioGgG52P27YpvFXBeR568ctdG8giYMm56/ZiTGjlha5k9Aq0Ypu6PE4hlro5pwsXd1C1h5+uAPlZEnEWY1CRP+1t4at8UTOamWdnk1s19vEbeP34DWANXkQ18InkASXu9S1/DCmSFUmZYZVDE7nrqHj8MQkqHg3EFr/2jGG7NfqRv9+FktBTwt2s0ZLsLBTfwwssjrGRXmVBT1KXqQqnoG3C3+GLz7Hy0+Qc7anOBICyUExublS2nY9MRSqaKN+VgPFU+Y8S5nWV2aTsZpJGk1A2uST6YqtdlMEUwMYILC5HUnBnH1F074bBkpqcxFHAFj0LfRP8fngCqkJYQUrFCosW6get9sQlxllrbQZDHUOEUO0hG7SEHc36gjwxMaCURe8TgSXA7xF/uwldg3REYkSWxAXa2tjsMQmZHfQ42Hda/VfHE5KmPdrJ48faMXuALWZSt9/yMTLLI6BEhCNptqta2A5NOzpLcqIKmORmLCYuyixcE2G/nhY8pDdo6CXcbEkC97W2+eEzdnO2DRaSGkGrpvfofP5YmDoI3aJNZa9tRtbz28cFNJATpUSoKinCgzGNQCpO92+e+IZYpqct2Ja/le//ADxyy0dyqsJgjkeENLUXI3Hct+O3piQJIIdHaW32LG/wHTywVlhtcsi7IQx9lDKY1cnUwbrv4DEbxPI4dah30klNVrH5DHN1VsXyxJqS6RvDNrtaxBFtvS2Mo5Y4yUEpKKRqJYk9LEW8MFyvLOxRjU1izOOylNulgL3Gw62xJBMjaoWUki2731fd8MIpK8DJXlGRnlaYFoQQBta23jYeIwDK89POwWGVSmxNup8TfBvagZjmzKGerVRMNEpJsoY9fTB0kEc9OARcH6KyG2/gPn5+eEVt0GLVuwF8nqIP2QAUKT3FJJ+GPJKfM6bRGyEfvFSQG3vY4O6g3g9iFapad1ZAp2BFz1xjPGKV9UddMGPXWSSMI77ATyyw8I8cVWRVjJJI5hlHeJuWit4C/XpjvD2HOe2acw+XuY5BXZnFUSZPKEgmVOyYREdGG+48/HHkfE9Py7+yNOjL/UUTc2Xy17U71intVUklWJ6YeLxGcnymHO6SNSwNmj3BHr0x46W42yxwRZ3FU5nlqVCy2atN2VT9EeJwm/saf9um+3BjGrsDbCKHOs4yClkp8zjbsxsqn+WKzmMtqr3qUv3ibLfwx6xhwi009LN+of1hl7qrquy+Z8saT5r5jJWcTZdlla8faRo0lm8Ltv8AKwx6nwZX1kU/f+xn6y/CaKpVZpFUQSQ0kETNEzG8hHT0x7RZTM0KSvTxt2o872x9hLLPJXAf+q5aOJaVjqabui5tbbr8APHDGLJ6COlSJaQNYWB1X2/njuOAp9wEQwe/IBROCG6EX38B8sOQiwH3b3cAsLkMbb4ZAbPHpkpoBCkAVWN7xNex+IxB7lXmW120/wC82keuCIluwePK7o2qOPUNgzC++AJ3mlXV2J0ePZDx8cI0xlQKMtnraiKsmhLpGCwQHr4b3w6yzhQplyxVdUEDC4Kne3XA5GbRlXcKUsVKJI5nVEN7fvfn83x9lPDlHIC9eSzPe6xnT8BfHJep126Mqjg/K5o3pmqpNABBRm3tfCim4QyimnahlqJNMR1AFjcr4Y503g7cH0tCkAKpJr8e9uMTJC7G4QnzFthg16gf0DIo47FWuAG3JI2wZAImu5dhoN9zuBgL2BwfVUoDGwIj6g3tv8MLq7MZFUxyMDt4j+mEu0NeRXV+7yBpXvt+8bAYVZizL9EHb6Fye9gcDJpcmEhirEaaZGjcLvtsvywnr6UwteCQfECwAwnsNhWJ85kldD203QeO18VDONMRd5EJN76b9RffHPOAL0EdWiaNJcLGOlmtpB9PLC54o6RlKIxANyCb2+fxGIyyOlkGrJYoiFp4JNLdCOu+IZoYKumMMsfZupJJLfm2EfA+RJXuRE9OhSQygrr3PzHrizezAYTzYMJjsXpZFe42I09Nth4YnF+dFEvKG8RQRU+aSR6h17r2tfx/JxW+IIaeAMII9gSbL1N/D7cdqIEEmV3sTUs0jXUud47d69+t7bYzkpYXUxVEQB3Koh8fIYg8soieIxxRrqY3T648B474lr+IwjCKWnSUWssg+l/I4S/QKq+RNXZt7y4eOicXFgoPiN8QQqVcFla7C+hT3UxGaclgo2uJBMU0UdytMXIO5vte/l88Z1Ldnfvjv37qG5HmDg3Ubs73YItR29m7QE/R0A9fliOWiiNO0sBJLnz+3piTVBp8MgoJJ6MiWrggljicN2UynRLbwIG5v6Yxqpo55pJKagEYZ2ZUjv3L72B8sFtRYfoQQVMQBUoxX/cubfwxmsqysZuzI8QAdvwx3iVyBUkFe8wshjMNmHdIHQ2P564hepjpgxbuhtu0JJ8dsMraA8ujyDNqKNUgqI2YeSLv9vzwZBLlKxB4pCFcm4Yfk4KrhhkuBhSvlE1GTT62YbMzb7/IYDq6CluWpJ2DEWsdh59cB5J7kCfq2mB7ktiy2Ok28fG+I6imhnZA9TIrILNLcnXa1tuniMDNDXkgSGSZFgXMCjJszE2APqNzjIyVKzinVhUFNg6XYMB62x1pICWbJoYnr52dqYIegZeg+OHVBDFHEPeZFkLHcgbnbyxySWR5E9UtJBFpVDdV3K2O3n8fPGFdDQVtHEtJKj6bKDfSevlhs8i/QDah7OB5lhIRSQ2lL2+Pz9cKqmng3eQtoI+kRceO/wCGJyVHfNyCSxXUSjURuNQ2NvG/yt1x0z+jQ4nbLeZebcOVFR3aqiB1H62k9CPnjD8QW7ppW+C8MTi77ncuSVjV/aUtHGWFu9oxisVZLKmXT6o0lewvtfHzcebPSLxTZDS5Hw1NWZhNrdk7pbw9MIP1ll/kn240OhIYQHzDr6ZcvjFPVB3aTvaDtbFcnSjq5IuzcbDc439jGvM6I8yzuto6Q0eXVJt0sOmNKcb5k1fzZzYx1Pbz5ZRQoyJ0jL3b5E2x7PwRL7VfszN1eNMqOUZfn75gtXXSR65Lkrfw8Njtiy1hzqnpoZV0lgQDGsgUt6AeePqlLB5SVH1NxKI8z/a0LiJAUWxX5kjrf1w3yDOKuoTs4pFkU3YSIe8L9BjlLAqQzMcyWUFvMl/A+eIa+aWnjeKKbvKuoknug+eGykdigHh3O81rKcvmjMQCdBI2bc4LfMKlYwxBLatiT9En8cBvAdtZRPFWo8ABUBGFwVJ3+OFWYvnz5/T0NLBTjLNBaaZ3btC3TSq2t874D9AxQWXh0SQU01gLIqg7geN8NaV6eOnEyV8TRqty5DDSB4A2x26ss6war4lpqiBKxXMkSj9movZ+u9+mJsuzF6+QSQwgxABRZr3PzweQJbTKqr6Slc1EjposRoVrgnywqOaJTS+9FWSXqAd7bdfswOApK6QVSV4qIdYuCS3ebwxkGtIIxO25vuemCdVn0dQ8LPeQC2xsPz5Y9irZWDaS2kC1269cICvUmfMw6L20CgL42IJwLWzr3XjksxNgAb3wMZGS9ADMEYsqdooSwa19h93XGNU8Kp4d7cu2ByzlzSFVbNGe5r28MIszrZCh7Bum2m/0cLQzT7FbzOsm1HtSzHfob9fLCWu11IPblmKgqQOoxz9DqaFNVEJEAVj+zPRrX/P9ML6sRmLSdVi2ksvhbxv9l8RdIfnLQuftXZkJsFNgQbn5D8cLWNTLMIHdtFtQsdj5/h+GJSKbbdi/NYVjYuLsr2ABB3+WLf7MsKvzdgVWILwObMb37uJqLc0Pflob8dUzLXSxRhm0kkIV3tfFTmpqurQnstJI+iL36dcUn7gg9zyKDlogk762GraxIv8AH/njGrYxoohB1A6WK/RU+fwxFxplY54F4hdWAMuo9Cz77eg/niaPLisgZQQqm2pupPoDiWOTrfYyNIZpGjaIKzC7AsdR87n18sBVkkdL2kEo0oNgF6/fiT5yG8gS1a9mVp5NKAbyMdPl0Pn8MfRHUpinkTujYsv5tvifuyvlMI4JKhSUHZHozEi/wJOJHdWTRGoLW+m/dAPp/XAphavKI6h40iSRpGaV23a4v9n5GAZomlRJ4n7MkfTYnr16+HhgK+BVyfRftagxyIVUG9wb74+ShC/ttQsx8TuRf+GOUa7hwg7JoGjSUEsWI0lioDb+B8MeGleRlK2Ui9x1ODQt5Vnn6ujkVZNkYeLLqJwVT5NlFHTJM+YdvPKSGp5IiOxHgdZ2N7+HTDKKSOabJq2FopWo6GruotuQVJ6facB1IqXpxTpbUdy17E+e/wAcByo66VMAeGbQZYpNbHwOwO3hfEtLW6ENFUxW197vDqf5bYVUM8YR7PX0SQwqqmJkFiw2K7+dt/jiN6COcGpp5Cy3sNJO3rjrXYVPsxtluV+6qJjWgNe5spIIxI4gjRXkEb3Nrovr1BP52wydZOTuVIyjlgjdQWcq92BPifE36YM/VNNTUQrJI7GYatN/s+WGTjVnVbBqp2p0jFHUvIrgs46BCfDzwvq6MSwu1MAU+tG5IIPx8sJLikFewolp21BWvpC9F309PIY3V+j8zDLh7QmW5RmNaY2rkeFO7p1Na4ufljD1edGS9mNexp/Q/TTJqXKeDsrk7NQz+A2JOMYGpc5yKbO5qCzxMWUqOmPmOMnqJ9hZnHMpuJeGjlkETKIV3O9x9oxU/faj/aG+7+WHc65FjFtYAKbMag6kYk7dSenwx9Sxa6i7MTq6A3v8Pvx7HYxv2De2MKrQmi1SMeo8Mc65fU1uZ8ZcZcWLTtFBU160MPaEF27G4Y3/AHbnYfHHtfAYVryl7fujL1zqFBc2UrlzGradmMrd52fSADb89MF1VLmdRBHBKYikdiGWQ7j5Y+lfKTPKzeBRm3DtbRmSUzvr20ixIW/iDizcK5OtCAlTVSyyhb2Q7H09DgL0GbWSy0Er1tC71EQgdHb9mx6geN8LsykepiZkpG0k6So9MPhoTbmxVUUdXIRDTB3aOx032QeI+PpifTmLyxwzb3+mpW5P/LCu6Gk+59NLD2bwlAgubhdtxj05j2dKmgKb9G17E+mA+MnJmWSVkn97HFAzTMbrc3uPAYyzTM80qo1oAViilJ7U26L4jpuTjuwe9Mlq3aso0pV0xRMANhYWHhiDhiA09WtO8haFDrKFrgEnqPlhkmpApNNWecSNDHVdhCoSMHUFB2JwlrKt6y4YyLc2OkaiLeB+zCtOzkvUcZDmMkNGkIVpCT3i1wenlbDCbOokRE7Rrgbi1remCwsiGdJMxZnKoPM9D4YxObxKdKa2HQC1/HffHcAatYChWQVP94yKP3PFcD1wijVryqxsQOv24R+g1d0KnniCs5mC28Qevr648krYZz3JlK/VsL2wKrNDZ5F9bWF4XMa3vsG6WHlbCisDdkUVwjGwvfc3wt0w4SK7nk8KOU+kR4Jip1+a17ZmsSw3p2O4PQjAlgCzdkNewNT21GAYyblW3AHmMCmNolMYkDBjYk9N+hxN5GT7g1WixyxzMly57wHgfHAGb0rmp7ZXC6h0B2Px+WJSfYpHzYYvzclWV4Sp2u1vDwsfP4YtXst0sh5xoDpUdhLaS29yPttYfdhFiSG4iWDjwH36bsyCFc7+PXFWmeClkSojU3J+hq3B8Pvw8uciaddxJnaCZnSxCk30+NsB0sJmYxO6HtDsvUE/DEJejZfhWwd6KaCqJ1Wj2DDqB8fPe+I4K+pim0U8RR2uDMxI+XpiSqhlJNWfS5hGsirTP+0e4LA3APjhfWUySyPLUSJNpXwJK3B3ufl+OFafAVSYG0TToskKBhYlTY2B9BiSKnUaZHlDFbHQp39LnEKt5KbiSs0KezlcCzaQiE2G29z6/bgaYTVI1KVIY3IHUb/Z5dfPBbppAtIhnRyxMK30LuyoWNvhbGEEQLdmkiar2Lr0H9MJW2wyRnFGjvubW6X8fz1x9USO0RNM2vRsSNjgtK8oFXgLokEyMpBlPU98nb8BgyDLveKQyTxGw3K3Pe8v474olatCy7H0ENFFSzpPquxUKltr3/e6jHlDl9PMLVPfC/RUjUBgeUOctDnLsnoWnHYqEBUsBcn474XZxSNJHrjdDcnu2Bvg9jo5F+Y00VMFWfu227S9wT8vj92FCdhLWsKnRJ9XSBtf1GA4tZCmlk+zOD9V1ShI1ZpRcXa++GnD4nqomOiNdC9bX1X8sIucnP2GiThaWSN+lrHYfG/pgeQSVNJGpUEqT1Fjf7PKww6aFyfRUoeNtVlLWu0g3PniXNKjsJooFkujIAyKTYDbf44GEuBll5Bv1jMhjSeK0YuO1BO/8vDbEcT0ktV2khUA7AW3J6WPnibxk6yGqyuJo70ksltOlhYC3qPTDrkRm9NwpzjyDiCozJqaOjrkkeokUlYV1C5Nh088Z9eKlBqPoc2nGz9YaeKDMzHmNNUpPBJGJUZGurAi9xjOTjrK6ekkyqC2vVpMdtr4+WeUqPVAY8ny2ppHjSlMbzGzet8Rf2Cpf3U+3DxqSyLK+xTY4VirRHOWMDdNvpYKoJYaWod5UuiNcbY9ZpVRlXJhVZ7SUsFbncjLGIY3fU3RLDqR+emOduX/ALzn+StnlVWbV9VPVLKFI7RWa4aw8/DH0PwKNb5P2PP658DOgyObOMxlpK+absU+rMGVWv43OLFQ0FRk9MKWiy6BXiIV9d++P3h49MfQfU898bUTVa0OYo8RVL72El7E/LfBE9DRtFHKqKkgILaTptt4eOOS7nX7mHaSVdXZJGijXo7nZ/Lbz88YPVNRVhSRROL/APZsbWv10+P24KeMhX6kk2YZY0z6aoK7bsDsy+ljvjFa0T2moZdOhujL18OvhbCvjAGqF2as8N3hZNZNmYEG5+YwvMNU1MtXNSxBL7KDcdeu22BaGWORnkMlHWUImpqOm6k6r7r4bbC1sMqM1DhyYkIU/S1Xv57Dph8VQGmB5p2FO3ZVEbqltWjbcnGEJoked4mIJXQisDpAt4kfnbAeMgygXMc6oa+BJ4WjZVAUBF6kbH4/0xWK3iegWr90pY28QCLWkJ8/G18JSHSwWrhynedIpBu0igsRfu/Lww2/VFRJZ3Hdt+79LfphpU8C0eSZFElwCgJ81tfzGJocnpLXMIuP921z8cLdh5R5NltOEEphsx+t4dcLKrL+xZmaxDHoOp+WOujkL/c5FJMkag2tYjYYV5lMkcywggE7fRscJJplFayBVE8SOz6QdOwUm22FdUwmkJVjo3NzfADVlczt6h5WRF+tYDTcHCCvpWMrdolz1DavuwJZwhMIHNJIY7oL3P0SbWOPRCnZaCtiV0k+v/MYk3Y6xkFqlWWBtaFLgErceHX4YVTM9SjxRvYrdVVtjt6eWFaoaDAYXqEezFNJJFyosNug88Wz2fAabmojhrEwuSPMEdcSVbkV+7Q746zWf3mo7EKCGNzpG2KZJdXJcKC3eDadgPQfnph5NdxYrFsEstQ3aK+lraAelj5dMAvBBArLI8pUkMqAkXv57fdiDebY6jgxzSrVKaOepCiMbgC22+FfvE9ZpHuqpGNwBcGQeQ88TlwUV0eVBipwJVgXUpN4wTv8T8MYyU0upXqZAkB3AjXz3O2Jv0Dl4BxWLpDwydmG3JcXL3Pl4YhSu7WQx06gAG5aPcked+g6fjhJJIZLuiN2jYFtMZe99JN7g+friSlLu79s6qGHgu+2Jt+wVxZHUgtZBJoXp18PI7WtfAvb0/vNmqFeQWFiT5G2wGO3PkNWqI6avaIa5otTuxJtdr72GxFsSGUqzztEihma5AsBt02GOcuxyzwE5M1CiKxc3AspUm62+WDHzWQCRZEMtk2HW/j1+B+7Bt0BK8g5mQ0vZhm7SR9VtOw2wfls9BT0D1EV+0UiwAB38euC32BmUSdqpaNBKhuXjOhY7edtx4YXzvHUxtPP3SGJC362t88NupZA0raJsxNJV0EcGvdwbKPDyt8xip1dFWUmmo7YmPxYHrv4jCybXLGWOQyWWGZUlkl36HS1tNtvL1w24bEdLqlkdSzWBIuQ3x9N8JF2BprzMbPTCKnY6yda6ow4O/zHj1xBGUaO4BAJsSBv0t/DDyyLHKPkqaZKdpZJNSkEhSLX+7A0kDCaMyTkEre/UDbAbSTsegPVqtCqkq1ybki5ud7eGMKwdo4hKoW6Kb7n+fzwsm73M7ki96kyupaFo7auq3Ja58T1GDeEqyReLKWqpjIkiv8ASjkta3iCPL7emE22FxqLR+qnLvietq+FsmzCrveekjNkYsL6Rvc7npfDqi5d0VdnrZ52jaBvov8AO+Pkmtrwemnaye02bRR8RSZZMNKD6O+HHaUH74+3HJUCXJqer4mgzeFFpFDxwMQXHVvh6YccJ0n64SVD3WbZid7Y9eScMMzLzu0Ub2gsyqOFuUPFEeWsfeaqm9yp+x3LSSkIB6fSxq7hbK0yikpMqglkEdDAkKINibbXv8sfTfAv9mcq5f8AZf8AZ5nWt2kNqrOn1tSx3VmvaQnuD47dcZZVmVdVVTLLWk9shEbeB87n4Y9r2MTXoMKTK1iUwTV0iixLSMep8hgiqFRSUrQNVdqx6G3Q/H+GC8LAHg8yrKJJIbvU2328dZPU4LSmkjk0R1BfSPpN12+Ax3a2G1YHNlmWVyNJNCrOj3DqbnfqR6/DGL5PWUyKYcw7SMMD2Uo3+Tj+IwHaOv0AKuenin0Vs0lOVJNpY7g+OzdMRVMkVXQxU9GwKndyliAPO/T/AJYHag1ZlQ5SMtgJpqoOVWzws1tVvUdD64Y02f8AZUgzA0bq4Nguu3zt42wU0uTm1LBgtTFVsUNQC8hBBYfQXCDiDPaaENT09RtCWRZlTYH4/wBcLJ0ckV+t4mEEPu9Ki/tBbSm1x8PL8cA5PQx1FatXIoDg3USCwPx9NvDCtlUmbXyCONadZFkLBhpLKtl6fb5YPFWscurtNXS+52GHS7kWkZERzTAhmNwdXgMFUdNGhLy6VB3sRc+uO9wqrMK+WmVWJjVbE3F9sVytqBLVXQMwta99hhGqZ20wlikaMySIQDsWBvbGt+ZVPn0Ei1VDOVBNwFFyuBw7HTBuF8zzCWNI81k7SVdifU+mHcsQNOr6fp+Fja+ByGOcCfOqSnjj/Zw6mta4NrHFTzCmqi5A0keQ33874DBWSKKmrZf2cTix3IPl5/diL3edAQNNt2AJ67b+n8MSb9ApWgKeKvdwGjQ9qOqnbruPXAklCKVtD2Vz9HSevzt0OFKRoFSgRJGfsif9/oQP+eHvJQ9rzRj0LZGibvKbeG4wixJIeLtDLjR+yq5o437qk2B3+W+KbVdvTzjTZyBexO3z9cDVa7ix8oNJPVoZEWJS307FrWPoPDC3M66pR1mjp42K7qRY9f4fHEWVTFwlzA60ngHdu2m5NvT1x5A+YzT9jTl9XQnxJP7tv4Yj2GVBsKUqp2IgLT6dzqOgH123wuziWSK7vIJZUvYsbqN+m2EbvDGdN2LZNdUC3aAXO2x2GCaamZIyyOVj6szNtb+Xpia9+R+PYJp6ekp3bsrgarmw3PqAcRStRUpcvG7C3dd5LN1vdgPwGHruzlLADmdTqtGXAjJ2VRf5YXrHKyhYtIYsBqchQPiTiLWaCkqMo6loKeQPu0f0VSxW+1ze2Iv1isRQQxMdZBIDbN59MD7tBirCcoeOuklmEDRvfvJfZh4DqPyPHDZKfs7OYbBRfXGxBP8ADDpNpCPanaCGoh2TjUpNu40I0k38P6Y9pqWGJ0qKuRiG3MaqBb8jywdubR1gNdmjTZqy0hKodtK9VH8PliNDVSjTUyGNWbZjpOo/E72P8MDvyM36BdZlNYsMU8GosNwQdW3j8OmI81y5wHlLXUpq+kPha2DecgquRI2VdrYxNsv0kNr/ABB8d/nhpTSz0KJRLLqZ1uLdF3+A22wFbyHnhhjZ7VwwiMxago0tfY/L+uI6XM+yl7SS/wC0BQpcjQb4MpCXn2MM2ro6cvSQMDoG4NhqJ8bW3xgkxlJlnVQLWDAm2/XbCS5sZK3gxnrIRCGuXuDfxt+bYhgqKeop9WgBQuyEkte/nhewMkctDMbqx0tp06RbHkSSUNdBVRXGlgwINr4CfdDSzg/Sr2OuL15pcicnqsup1p0oENMwBJJK/h8MbTp+KM7y+jqaChiMzILalHQY+V1Vt1JR9z0NF3CMgDJYxNl0+bZtEySBiS42t8MffrjKP9vl/wD0mIxmOlfYUZJwvllHkrOlQrszamW/UHyOPsyqMzyKHXl0elZu73RuPsx7De+WTJ8qpFC5+wM/DWU5dUTqxqavtmUjfurcX+eNciunyucSEwx6rqYzFqL+WPr/AINjpV7t/wDB5PV7vFoZAZNW0CyTxrTsSCzxG6k+Wm9x8sBxvBS1R/V9dBO8nRYpAGTwBsceq1WUZ+LCIq+vpYjUhp7Rf9oe9Yj1GPkz2KqlijaoJ2uUAvt647kNXlDps9RKOOanddZBWNBfur0uPXpgr9d08FEtPEJJHtqYaTa52G4wJJsVJJg+TBxArSQgKlySrdT8OmCTXZfTa4vdypHidr/ZgHPnAJUy5XYAVZMh7wGnp88V/NJ8oat7KnonYg2MkSFSDfrfBeXYUgimncI8bSsY+rCXYkW6XG+FmZ8ZUdE3ZxZd9Agp2T3AHkdtvvwspBSbFdTx9PFTdjHSospN7qpLePU+WK3m3ElWkzLInelB0hd9HgScSlL0Y8Y2zChraqd/7lP2dtAILHp1J6fLFoyVkkjSoqhcGxLMhFyP4YEWqyGWC3ZNmDhNcUpJ1X0lj08zhtR1PaOk8U/0T3grnf8ApjQs4JSHNJLDJErvKOpNr3a/ywQK+la8SwkKti2sdPQbYVgT7geawPU0v0rEi+3h6YRvSGjlVZIXLnw8vW2A8BT7I+r3hhg0NKddrkfWW+KXmz5ZmlS1HJmMImBP7NXs1vhheFQ9dwJOGI6UPLHIXPgCTcfHB1NTOKMLJIUNrqrHxGBlhqsCmuWgWmlWpkVpj0C7/aMVWqnpk0qWAt57W+eO5zYGpMCkzNI0AhKix2YeI/IxDPX0wkK64yB5C18TdcDVTo8amEtMZFCns27q3wLmsS+7idxc6dRHW9j0uMB5DBXyAyEpT9sDo0dI26gfPB3IotNzfjeQ62MLlLeVvAAfLEcbkO8IZccPIma1Do3RiBqG/qBilVBbRplUaV+jbAnkMV5T14S6RyRyFb7t42t4Wtvj2allaFkWRB4b2uQd98T9xnTYqak0t2s88YWE6WYeA8iR8emPq6NKGRDSqI0tYsNmfx+z0xN4KezFlRWKYWGqOIJe730r8z/PAU00TWuyyvKCVGr6IPjiMqGvsQxdlBI/bRgu2yqCWYD+A+P3YLgp1rUV2iU2GoaiQEOFrv3Cn2PahiJUEKAsux38/LAVdOUgJSUakP0vH5fLAaXBTagF5Y5LBKoahb9mWsD8/nffAtZIEg0xuJFBBGlbDx29cSpPkF9iBZwsgmkbXbwB0EjyBtidWEqmQVFxIN77Hfcb+OA7CpK8BuRoxB7HUwXuk+Ddfz0xc8ky1swiEkJAdSGkuL2Pp4b+WKpLgm8ZQ1bIFRPfkVZETwDb7+HmMLFyR5ahzFEuxJuD1+WKOO1HbqtoRVWUudKm6SA2ViLnHtPl4eVoMwbdv3TYBvO2EqpZyHdjI4hyOeKmRnjfSO7cdZBgWty4diqmb6B2Vx69CfHDvTeBeER0mTTTXjLKQx1EsSN9vwwbWcPI0a1ElpASB5bevlvhFH1QfYXxZQgrpKaRGFtget/CwxNHlvY176IABFHqEZA3bAkvUCF1bAtZVtOY0EfR0I+ifE9MBzUoRbxSHsdV1KE7jzwn1RZIxFLH2WpLN0Oi5N99h5XsMfdk8UOlIQui5uNyfn54FblTB7GbwtFqZUsxvbtDudvhgWZ5FJaAiNWAIub2F+v23wJJHWln0O6/0WOY1eZctM34fp6gj3OsDuno69fux1fNSUHDGVzTLCrPKLlhvfHy/Vx268/qbenf+mimzcT5bU5NNS1sZjRyRpHXf/nhJo4R/wC9m+7+WIRZRy2hWUU06SCVkY3UkL1CjDR40ljjiqhqFwQuPVdyRmVRNW+11yo565HlWW83IuU3EGZcGZfG0lRnGRw+9tRsSAO0pkBl0nb9oAyjxtjmnP8A2yvZ54Wz0ZLxdxjWZPOIxItPmmT1cTG4+kbx9D4bY+q+GdXoaPTR09SVNHla+nLU1G4oFrPa99nNJkeXm7TU4de0RqmmqIg6kdReLf5HcYij9rP2WKqoWWn505SZN2KSRTol/IForW9D9+PQ+1aSltclf1JR0pvKX9xlR+1t7OzzxzpzvyKIg27jy6V8ge588M8r9rr2aazUucc5+Gp7g3nMjxvGt7D6gv19cN4+k18y/M5aU7qmF0ntc+zTSzSRHnLkMyqLRATlbeXVcEn2rvZqmpkpIee3DystyZhV733F+m2G8aDt2L4cquhvl/tZ+yzQ5etE/P7h5nBGp56uxLEddgLDbEQ9rH2YAWaPnrwoXHRnrx3uu/TDPVg+6O2T7JkVZ7Tns2ylf/3guEN+8UTMoxf53xH/ANJX2YqCB4hz74TZpV305rEdN+gO98I9bSircv1D4U6pRf5MWZv7TPs81L/sud/CQawUzLmsRDbdOvTCKXnhyBqJjUHnnwjpAU75pCGJ8/pYnPX0u01+Yy09SqpgcnPTkUasmPm7wodJJL/reCx/+YeXhhZV87eSFRUtV/5YeGAXsCBmsA0C/T6XTEX1GkuZL8yi09T+kZ8Oc7uRcVciy84OERqZrls6prG3TcsB4emLpDz25F1dbEkPODg3sY9KhjnlEtmPjcyYrpaunqZjJMSWnPuhpS8+/Z7aZ4V538D61272f0Sr1A6mTDOq548ipohD/l84GGruXh4jovL/AM3Fozg+GI9OSy0TZXzo5MoVSLnpwZOBsXPEND19f2uG0XNPlBWR6pOeHB1lJ7p4iot//q/fh3JPhk6cQus5p8mammT3fnVwau19cfENEQw8we136YU1/M7lGqGNucvB4IJ06s+o7/fJscC1xZ0VVMR5tzP5TCBkfnFwq5IsX/X1GQP/AKmKBPxvyJyLPmzz+3mU1FSG7zLmtO4H/wA+J7l3ZTBbOGObPL7iW8WS8c5HKT9IHMILfO7Yafr3gpZXefjPJAX71zmdPY//AD4LkqZ3Dtlc4o4u4EqCKSi4hyftrGxStiPT1DYpuZ5llkjMkHEGWNcXN6uJi3nYXwlr1OjchPVLHmETCHPaWQHoqSKbm/XY/DCyqWlp5wGz+iBbxeQLpt8+mJNpDJ1yMKBYZrww1anUblwdiLeeD5OHM+kojLSQe8kC9kO23XHVawxnViDMKDP44THVUku+x0qdRt4+WJuUvEVRy842/tOMmqK1ljZApiddV+vhiarcrYySSobcU8XQZu8uYVWU1VOJmNkSJmAJ6D0v5/jih1U+ZVNY9TDLLHCOqkHw8OnhhNVpcDQXcID1VbEq0xksTYNZhb+u/wB+CFy6Snp0EvvLs5B7FVbUfLE3LF2Gm6oU5iJzUF5aKoLDpGA2lPiPD+mF7rVSsBJHLfTsCDfpt4dDbE5SV5ZSJhRLmUFVHW5bLUU8yMssdRCWVo2BuGv6HpiVlrmCz1SO7rqLSGPdmYkm23mfvxNyf4DRUVZg1NTRlUZGSZvqlTdj9m3TGMdLMXHZxDQCQFDAC38MBBbTRlFTNDeSd7lidJ/gThdnYrHLPHZF1Xulxvttb5YWVMKwsiKd6yIg08pAcnV+06+ePXq4JVFICgdbgu7Eh7nofh6eWJ5wFvdlEtPSVJkbVURsum1h/PBMcFPJde1VWUdPEW6fD5b45eoaoPySKKpq+waojLkAK4Pz/h9pxcOD66FZe3M95VfQ9z9IDFYYwTlmy8UWW01TG0kTE9r1HU3v+ftwH+o5KerSqMdw5KWuN/ljQ13EUqbFWf8ADsyQs0Q303XR6b/bhXRZb2lE8k6sJy9wCLgnzwjWdwylSthXaOKvXLBOQSRqJub+oxDXU8b1aGOE6Gbfew+3C3irG+XKJaSmlNRIoAYNay7ixv8AdhtJlVQ9Iskem8fd0P3fyMCCXDElnIC+VaalezYagdm33287eGF7qoqwtRUrbpa19/yMdJOOR1T4F1fSVFIzpDNFbVcqpvY3wuWmknbW1lLk3Rjp8cQ2tLAb9THNKR4oljp2Glekl+83iT5HH0SRLIJZDpjYeN73wKdV6nW+DDMJKeCJkkgba9weq36b28bYTaVZVVXIZbsGcW38vW+C8RYUqOwP0XHFK8LcW53w/VVSqM0oRKq22LI30vsJ+zHYFXXS1MLl52MY27puMfM/EYtdQ670bOmrZ+JXaysgzCdKYw9zVdtP1h4Yk/V2Sf7EftOML2LDLzi5u0PeFKk0NXJqp1a62HkPPFr5V8juPea2ZzLwnTwmONwL1DaRc329cezFO7MyjKTqJ1hzY9lHnBzU9lDNvZlZsmy2bPctly8VtVd1ieSMqHIA3AJG2PwO5oZvwP7D3MTM+S/OXhPM8q4syInKMypcvphUJLLASpZJmazK19QYblSNgcex0XWaENeW9c8fuYdbT1I59f2FE/6Q7kXQ0klNlvDGdTONyf1fEgZutyGN7ffhdWfpKuD3VqWl5eV80bLa0nZRhrdCQL33+zHsPrNBvCIeDqJ0BH9IrwfKg945WTT38GqNBA9Ta1/+eCqj9JHw2kuqh5SVKIi7FquzHbe5sRf7NsI+t0v6TvC1G1kGk/SVZPJ2cb8r3AiUgL7y1gT4eu2Pm/Sa5ftHJywOkbWackkeYvbA+3aN04neDqepKv6Tbheen7U8s3M4Nu811A9T44zy39J/wxS1fvNVymgZADqZWZTb0sQfHzttg/btFutofA1qwyF/0lvBl2fMOVUMkbj/ALa0gUG+wHS3wwEv6RDlzUEQTcpaONCN9AAsN7/VPpvif2zQk8RHj0+qu4RL7fHJiWklkj5fSpU90CnpqRGiPmSxG3/pxNlXt48rKvsY4eAKOgZio15kEWMHxJKLf8Puxy6nQbqg+HqpcmzpeafKZ8olzTN+KeCqUzKD2k1bTOyn/CCSfLcY+y3nP7ONTNPV1/Nzl89HThSZJJIzKRbcKnZ6j8rm+LOOmnTSI3NrBPwFnfJXm2jZpkuWcM5mrggRfq+EyIt+6zK6Ai+x6fZi3wcqeSYPvE3J/hB16nXklGwb1N49zfF9PS0pK6FlOcQtOV/JOIskXJfgqMeCvkNGL/AdlbEFby75JREaeTXCE9xYpHw7SMevmY7eWK+BpeiFcptrIDVck+VfFED01Dyk4PoYHOmWcZHRNMRsSABHYfM3xNUcgeSNFEKc8leDptINmnyCkJO/n2WA9DT7xR3iyvDKnnXKLkrS1Ol+QPBUiL1YZFTJ4+kYxb+WfJn2YuIIxHJ7OPAkkim37TJKe/8A7MS+w9M3uemh3r6lfMXXM/Z69myjpgKf2cuXcTFbWbhqiJv5C8WFTcg+RKqJKPkrwTGg7upeG6IX9P7rFV02jHCiqJ+LqP5mCZhyF5NdkG/yRcH2vsP1FR3FvTsrWwgzjkfyspj/AJjyr4SRgDdo8jox8riPC+Bp1lB8WXZlTzHk1y7Riq8sOFwQNP8AqalG3/6PCmr5S8vVVynLXhsD6x/VFLpNulx2eEehprsN4k/UBl5RcudTGPlrw6pIIb/qemBI8RtHuMBTcoOWKR7creFmcdQ2S09x9ke9sSehpyWYIaOrPsyAcouWfaWm5VcK28f+qadf/sx5mXKXldXqr1nLHh+RwgVS2Xx3CgbL9EWHlhX02i1W1UN400uRLmXJHlIuthylyJ5LaSwptCr8gfXFR4r5HcoXqmSPl3lsKsA10aePr5BXGMmr0XT3iJaOtO8sd8vfZb5UZzEDVcrcvqIpG1amqapCP+ITA2I8L2w9zj2WeTOSVS5hScpqIMxLrIamqbfx6ynDx6DQirSFn1E1KrAByG5Q3Ji5VZVqY2DoahLfMSb/AGYwqeR/KorJK/LegMlwDI09RufU9pv1+eA+n01wjlrSTywOHkpyuiR3Xl5SWkUgNHU1IIN//NvjFOTPAKEwjguMg9B73VAG48f2t/LxthH08OEim9vNkrcreAU0r/ZYAjqVr6wKD57S748PLfgdaaRYsjnBYKQxzKuLKQfqkzXXz2wvgRvj9QKdoEl5ZcGhu1jy6vQFvprm1aSfX++JxC/AXDcDlkbN1udmXOqwG3hv2uElpJev5sfdgBzHgTKK0lTxBxNqY2b/AK7qGZrnqbkjy6YWV/K6KskDwcfcYw6Rvozh26bW7yk+OJT6dVmT/MZaka4RDRclYJTI8vMTjM7fTXMwD63/AGZ2wxblRligpUca8VMVQICmYKuux2vaPdr9T8MFaEoutzZ26nVUZ0/K+CCT9nxpxWo6aDmSEGw6G8W/U+vqcTLwJkVPBIlVxHxWzySXVlzZFA8LWMJ/pgvRpfMwOSXCJKPgQJEKel474hVAb37WnYr/AMRgvcYsXDPL2tadXg5r8RQSSd4KiUhFxvfeA/MW88PGEnlSYrcVyjYvDfLTivNZGi/y48UgpY9j2OXi48x/m3S/3Ysebcq+HeH8vE2e+0bn1EQBb3v9XBt9iLe7X+G2NXhyS+clujLhFdzml4Io5WpKD2ma+Qo1iJaWgYm/wpxe/wBuENW/DRSSmi9oOFpEIbs5aOjIXf0jBwjX/kGKrNYJJslpMwp2lg5w0iyF/wC9FHSyL08VsLfG+DMr4Q7aLtzz3ykCUAtI2WUqKnmB3tz0wkk6+YZ13AhwnV0VXJr52ZT7uG2kGWwsG+YcAHp0w2pjllPUxrX888temcDdaGBGt6HtCL/HBt2rYGvQzmynIxO/uHPLIpqZgN6qiRXRr+JEwB8ht8sKM44XyCAtPDzcymSqu30IEHU3F7S3+WOa3ctAsUVuTQmpkhPHmVowbciIfiJPH+OM5OHRWUovxVl7HqZRHcCw/wDMvieW+R8S5IYeETVs8Z4wotmspelK90g9f2p3xjJwlX1dWYKPiTJ3PQF4mAX0JDWJPphfMrGjXKBa/g/i5L9hnXD8z3N49FQCvWxJUn78LavhHmEzBqb+zVwureSpAVr+I03tc4R2lhHOuDf36OzJOP6jmZXZbU8Mx1NdDTlo4cmmZ1WLVbUe0VT18AR49cdz5Zw/xQYBS1OQTwox0kzJpZSOtwemPmuvcp67bN2hUY4Pc44KloKdZsqpjI1u96YUfqniP/Y2+7GRadrKLJpcHUPG/s3cvOUPDmbZ5maVOYLDAziZSf2QAvfbbFy/R+ZNw/xJwxlHFdDS1XYzRGrcT3VXBY6T8bWvj04y8yZPTilZ1RW1klDnLcU5tXp2cSXWkv3VA3vfzsMfy6e2Nw3nHtZLzJ58qZZa2fi/Na6lZtyImqHIUeYAA28sbel0vF3yX3Vf6/8ABk15bZRv+cHE3ZTwyslaH7bWFZpCSRa9h8OmPqmkcLIQTrBsdY3Y+VrfDrj0FlWmJue5GFOoDFdOkL9Zz+JwRKymBlWAr0CyqDc+ZO22FcaWWDLBJ4amMFu1B8CwFiR164wgVw5j7IqQPpjw36n+mBLix8Jns4tqjSGzW6HYN92MZaWp7PtbSWBAuF29NsTVNpRCrVA8kDF3LN02JJtYeWMJnqoCwQXRjckAkWwecoZOuSGMSpdC7sepbpp38cZRrLJKKiRL37xfpt49PlhIuqOeSaOKYVAMkatr3At1Hx/nglJZA8aRxsHDXIk2A+/Y4snbsSSrDLtyx4v4g4Szum4gyGv93qYWDI6NtICblW8wfjj9AOV3GdPx7wZRcS0sHZtPGdcSAAxuPpAC/n8cex0Grui4mPqYr5hrNmM/a6Gjbfa0khUt8iP44loZUldI2RFjNzZBckedz8MekkmY2h/RvRI0bQAALa6qAB8z/XBlcKGse7Egn66m4/54agJWIs6jpmp3gihLKOrbavvHpir8pM+fKuYcmVG/YydR1N+trfPC96Ddm6eJafL6wIyIyaRbvKBa2FZaKB9LPFoUXJAt4+WCwZI6arjWMxtErHfQD4Dz9MJs4en0M7op8OpG9sB5yGysV0VNOhjJ0gn7ThLXUlpJAFsb7AHofgcI12OSoXSwBDdQCo2tbw8cATRs7GF11eQXqcS2jReQOWCNyWdRe4A8Dfx8MD1XaQssjGyRnex2F/Wxwj9CiWAPNq+8MoRrhgAdt7+HxxVs5nhr56WMxm7DSD88RmuxWD7G6OGOGaTh3g6llaPSXjBJtc9MJM4ljnk0TRXNyVubgn19MXktqohd+YUVKe61T0s9KY2jbVpZbGxHr8jgTVRy6oIjcEEm+3j139cSbXKKxdPIPPNDEgtICqHYE+fp8sDzxU6sBBGBr6adz5j7MRpVka+4HmKwf3iQs5Fu7ewHxwE/ZrMq1ERJYhvRbHxwsl6FKvuC1GgziaQ7k3K6SQ3p8MBTU4MwmWHqL2vbTbbEpJsonwiGsluhFwQWNxe56YWrT9rVqKmrtZhZAhF/UnE26DS7lkGX09LTqQuzLuQDcfHHwmp6inAjp1SwOp13tizakhUzCteCOnBSnQde8rbE+dsLZ56BHV1YBSblwpvv4DCNI69qCckpDqkqqSPWkPS9rE+Vj+GLBk9UgkLRXVzY7dL+dsBd0gUmrF3O72g15DcHCbKK5ZM6r4ikCA37Lb6RBHTxxxtxPzM4w4yzN8z4lz2oqGlYs6mRrG/p0x5fxDqpRl4cWadDSqNvkCi4lq0BWKR1uSTqlY28dvLf8cSwcXZxSRj3HMJI7A7hjc/P0xgWq2sMs4J8k9Px1xJDuM8qCWBJBkK3PliSDj7jCmqVqKbPqmOVSPoylr77D1GHWq13OcI+gyzLnZzLzUmnzHjSskjAAIDBLfIAA2wvm434olKTNxFULpNx+072G8aUsg2K6ZgnGvEYkST9cyaT3bMdwCT42x7NxFxTVQtJHmdU8a7s2qwO4HlthXOXZhUY+gOnFHE1LJqgz+ouO8WWQ7egP8sH5bnvE/EM0lHFm1Q04GtI2cm5HUfHA8SaeWd4cX2Am4x4uEoZc8qEIbswA7bfm+MqTjjiyFj2HENYxbwMhII8evifPA8aSd2c4R5SD8t5ocbZdWmu/tXWxSlSumOQqdPgpPip8sWvl/V8c82eLqfI8qzipL1LopEUjBQb2uevU+WA9acYt2CWlD0P2/8AYX5NcB+xzykpcnidqnOcyRZ6/NJ5GleVz9UM17IvgBtjcnGXMGoz7hqYhEKgWWoiO49MY9JSdTl3KxW1bSncLZjAcvegrdUpddQve5Pjvgrscv8A/C3+/GipLhi0dP8A6RbjjIuXHITiCgXMI6WprqY00Qfrqk7i/e2NleyxyvPLLlDw1wRm1cJtGWxB3pzpMhCDb7Tjksbv5wNHhlw9onijhflt7I/MPjziMLSR5Hw5X1SPK2l2KU7lR8dVsfzxez/RyZH7NtBJXUkbVMlLJUypLvrZwS1wRvv1vj3/AIGt3jN+i/c8vr3lI4d5ycKQZXxE+aQr2dNUksFUXO58jimK1QIGlTs7sDvYnb4+eDJKDpFYZimYinqryRKY9h3iVsw8Qb+BH8DjKOllKk91hbYXsR8vHCZeQ1WAhJYg4SoiUO291OoW+FvK+xGPpaSKsdxRRaQdRAUXIHx8/S2A/L9AZppIEnp5IVEchEhQBjo72kkdCeoPx8cAVPvAmEPaXAOpQxI3xF82ykLbyBxyVEsmqdzGrdbG46eAPU481zyJpgQyA7k2ub28wL4DldNDrnB8Y6p2WM05UtqCmS9j5gW+BxPSUNUy/smAVrgFh9Lz+GDC3x/P5kDeOQ6kyYvbta+OMW7hKkl/IbYKynJ6JK0S10yGQE3SQHSR4DbxPT4Y0QT7ok2jZGR5Lw/nOWNXvwtPTSRqtqnLyTAiqCAWFr38+vxGOufZI4Wql5OUFXPTLrmdpL6e9vtcD5dcb+gxOWbIa/yZLznWWVSKYZTJGCe60qdLenriHLY3aoBqKlFPiWXUot5D1x60VmzDtXYsFHWyJGscM/aAEX1qoJ8N79PlieaSpG5XQT0B3I+WHFa9BfV1Myo7arKwuLAX+P3YonBEbS81y+vVcm4Y9bn4dcJeVYxt7OnrYlSKnqB0tpBsV9MCU9Y8ULRzSnYb3I3OCwX3RHJpiBmlqLPINRA6KMDVWawT0/udbOoP1JCBZcdds7nLK5mCTI5dxa/hvY+owHWK0o7YJe/QkkA4STYzAquOS99I1Hfra++Fs9G1Me2EmnfqhvgN0C8WAVNA7I51tbr1uOv/ACwHmEM8qSX0G4F0LG5t44jL3KWIc0naKnkSnEZkA1al+/FXaWaDNcu7Q2i7W11F2a7XsB5eGIzXBeCpZOl+LaRqThbL6hbraJQFXe22Nd1dInvN3kcahszbkH4E40SwsGeNCyqWINMJKm4DBTpHkb3B8dsClacRNLItgb28z5Yha5RW8C/NZEhPbs699bqS17Hx2wGla7RI8Kvts5Zuo69P4YnKV4Y1Gc57eALCVQFSzBhubbj4k/ZhfWyw9ms6ysxI3DG9rfnbCS9eB0mxdXVywm+mS9iNMZ3Px+OAH9/MZYIbE/SU3+V7YzylRSu6IWurEmR2bc7i9/n08cCUzM+ZU/aMGUmwF9+vl8sL8ozVrKLZmMsaxxxo10b6u/e264EjqIIogsYYv9dZNw+/mN7fPFnV2uREryR189PPUSrGq042Kxg6reNrnc/PEMWWz1culISX1XWNBf1J8umElSygvymeUOwSSli7qyMO5Ltb44d5S8D14BqSiMbWYd4W9fyMA6WDnL2355xzPpqHt3eGKlBTUB4nfofTGl8fNdW348rfc3xxFUehivTGazAfSQHa2+IxnQx9rJ2b52xkJb95wrAeDX/HFN1goMoKuggkElRSrIdh39gnkbi9/W4xMJMkEuqsLz3N2EJ0C2/p/DyxSLSA0wWQRDUTdrklSDe3QgH036+pxjUVMlRIZNCgnYaRYfL7sde3g5ETs/QrtewUjp/LGVDmNRltfHmNM2iSFgydbAjEW3djUR1E71Ez1Mj3d21H1v1x6lRJGSFnPTqMduyc8uyWFpqqoiWPSWYhVX7txjfvI1o+XUUCUyt+sJpFknqSN0ANwg8unTD7VqraCTwz9xuXMGTcz+U2R8TQjs3my+Jyfqk6RhFmmdZnwmkmUZk9oJT/AHii+2M2i29Pax0sWWnhHi/hHO40o0aPtYLBmkIVm+WLD7xw1+/H/wCsYbf6nKL7D39IxmNJx/lfCXB1EDX5hnXEdHDHSRbySKJNbD4WUk/DHZXJuSlkzjLqrMYWpI6dQvu9SDYm2wHrjRFU6/nCOXynO/6dLmXFkH6OXnBmdJXSiWsoYMkpY1J0iSqqYojfb91mx+UXBuVGl4Gy7h54OzQ0Ko1tgNS73x9J8Ainpan1S/Q8fr3569jQPOj2UM84mWROGY1Z1cjs1NvsN/txqTO/ZJ4w4dZEzOhSHtbopWVWJ89sW1ellusOnq0qFc/s3cU2EtLUgm47zlQB8vn54wh9lzjqrczKFKNdbgADqPl5Yj9nkOpp8Hlb7JnMUhkSPutezIQQPv8ALw6YgqPZo5i5YvbPSuyAWJDWJ+ze/rjpaElEKmrAJeRnFcjN7/ARMpvoCsLeS7eO+FlXyaz7LmmElC6ujd4Sr3lsPHxxnlouqHjOmKq/lNxdKY4luRrJJK2HwI64wy/lDxLMhSWlkZxc2RDZFHUHx9dvuxBadclHKz1OU2bjS76F130MRZj9+/hh5S8pOJ7Rl1JL95mjW2keRuLetx9u+Lw0ZNCSlyiReWlbTLJBUSpI4GoWYoqb9Wt6eHwxnLy3r3UtTZeHRD+zDP32a9/pDe3p06YeO7kHDLpwfPmWRZbPQ/2Wjkgqe5KgqnZyNvoXHdO3Xy8Mdd+zfCMq5O5MBSlYXV5FDE6lGo2FwOvyx6Hw+GyUmzN1ElKOB9mOZxV1RrapdSWACsNQ+Ba38MCxVqOTpR2UnTpjtt9xIx6hkqhtlDRK4ipqEBQdJc98k39OmGlTTsYTJJOxveynb78O+AY5oS5o4WKQmYHTuNzt/TFN5caZOZskpXVZT0PXfywmbGUdptLPGUyAtHqNvP1wtMyTMpkQlQ9xc2Hxwz5ydSJ51pnU9ghJsP7tumK7mKO8pJD9nuOu5OJ97B3BZqqpRVQVDhP3QbWwNUTPLE1wXNuhNhfBq8nNUBVMUfZapaqwUGxU3vgSSnhmQ6SzeJF7H+uJt0grLpi2ubVAde/iSTcD8/wwrzdJY4UaGndElPdkYd1rdbem+JN4Hgiu5krwrGqKHFiAL2vf8Phii5lVTDiOio5Kso8bgEgHvHV0G2+M+o6aLwWHZ1pzFjqm4Vy1KZ7stOhup3G2NY5pHWLIY1lJ0t3QOvwJONM1khFUBWljVv2up1NwpNwtt79PXCqpqpBFbSzA336A/D0xB4yyveyCtFO1KGmmQMgNr9ft8sAJrqZjL2yFOh0KSvn4Ym0qtDqPeJ5KzJHGiuF7xUavU74EeASKIpAwZASWDEhungMTkrWWNhLAPJHFGGExKK17dzrb18cBSwzJDHIuoCS+lgCfHfEvdD5eAWopY0phJqezbNqHU9bA/ZgGCKmGYrq7RXuLagS35vgPHcZ5LfVQxNToJ5xoRAQNPU/u+d/XAUjSIWQylbWBYjpvtv5YaVRJxwjD3nRIrLVG8RuGIBDnwt93U4g7dCGYo6S7G4NiAR4Dz2+w4HyjtPsSQTwzO08TWboZb/kYfZVAs8sbNEpZVDXiWw+PrjsVg508mgfbcyOduMqCtgWSVpKZrt2YBspHU+l8aIWKRhdY2IvbYeOPmusVa0jdD5UyQ5dXhGkahmCoLsxQ2X44w7CWxPZnbriEYNjcE6ZTXNIIUpZGkfdVVSSR8sSNlOaQkdrRzahsFZCdvhbFfDa4Bdqz2PJ8zfQ8OXzPfcfsiQfTph1l/BOcy1Cdvkc6swOhVUob38b/ABw6i7yBySGuacmONcjCQVOQVUUsg1hTCXGk9N+g+e+PKflDnthTSUM7yILtpU7Dx2I+/FHCTV2KnayJs44QzSgm7KXL5Igo3MwKlreIuB4H7vhhYuVe8Fo442Vo+ptsRfr18cL4djcBMnBOednGYcpqiWG7aLqTfoLePp6YEzHh7OMpkEOZZbPCzAMFljZSwPQjbxxF6foNgtvJjhemzHiEV2YIzxwbhWQncfL4Y2jBFJHnwmjFm+lpPQ+Qt8MU01tnQkro/YD2GePabNfZZ4Wq6qoBaGA00i6umkkWP2Ys2Z8b0MGduudZarUt/p9Svrjy0+1+po0k3BMgzybhmtWDN8soZoXH/wCUxqRf4jAf62g/8Zqv/RjRBuSA4m5eIquvi/STcq8jaiD0mWx1uaS0571iqaFJHxbbH6G0FRkdasc8kZE0m6QBdJX1tjZKSmlX8yIltifmx/8AhE3MCsqPZ04G5NU0CrHxPxtTPMV3LR0sck2kj/Fp644trJKSgcQSJpiRQLhbnyFsfVfAY10sq7yf9keN10r1K9AJ6QSwmro6U9o1wGH5tjQ/PWbPaOv94IjEa3sdH349HqLSwZIO2a4o+OuMKZytNLTldelrxi1vT54loOZvE8UpaMRbMRdkIxj3PujTGKZK3NDjCG6ySKigghdIJ9N/HDCh5n8WVcSmL3eaSPvkSRau6L3A3Fx4+eBvbY6SrAoquYXEVSG7R4o1kfchSQB6eY6eOFtbxZnc8hVpIiNO8YTQL3/dH/PE5Wg16A1TxHnctM+hKdmSwZrgFh6X/wCeF8dTmFNNqipQ++ooxNiD9+++JSplVjgjlrqtqw1VJltPGiXAiOpgg36Ek367HDKh4mz+PL0aFqXUwICKLMljtqvsfgMHR8saFk1fIuOYSz1JrZXa8hJaJb2S1tx6XvthhNxemVu1Zw7XStFVwETJpHdF9ww8uhv47YEYuLpHSaasEpM9qp6gU8tRFCpBbdtA3HXodztjsjlJRU2XcpciiqykY9zV7d4Wvc+dt7429K27Ia/y5DYY1q6gP2QsuxMZIvv4g3+3DrK8sonchYyhXz2NvP1x6MI+hnvPI4GXRJCO2ZGAH0tIF/LfEGY0sYpAvYoPUdenrh6rImGVfOBBFARZVPgx7vTFP5WrG3MyUysSq3Gi9sSp7rKXSwbP4kkMcgiRwmo/G2/nhU57JV0uN2+kb7/0we+QLLMKl+zGmI9Rcm+4OF1XOoGkIO71NycI3kLQvqqgsbvFv02wBPIEcyhQWXYKDjvYFAtRURsxDRHcXA3sBgSaXUuhbnbbE2sDLDFdc19IVAbnqx2+eAaqUwAgSayDsWF/gfhiUsoZFd4kkJhaJKhbuNWobfLFINGJ+MKaaRO0btVYRr0vfc4z6uZRNEH5WdacxZJk4ay+KKfUTChZVP0tvH+WNbZhIgI7WdFJHePj8cap83WTPFJ4Ek2kZh2IjN9yLk2OFZaVWkDMmrwUG9vhiNX+JROuAWGleRnjnZnVkA0kbnf8cR0yCOeT3eRwlmLpsLH4bYk0mWjm7MxUkUAgCBySSp/dOAKiNkLMkltXXQbX+3CS7nXWAOrjZT+0JGnawv0v9vlgaVGEWmNi4uTZfA/HE3fYZZdIHqQZUVWhckbXBuHPh/DAtEpGZR++js1Ld5pDpVR6Hf78RfOQ0Wd5ojThqiQFOt/G3h6XwPXKoZQX0gqHVgeqnyt+GKzVgSTWRbVzaX1AsSx6nwAB/NsRwzsrGnkOpWG4kO9/TCuToZ8UyairTC5WaKVUJ74G4PpiycPtD2sVJJK0MZ6tc2Xy646LSwwNKRrD2wcimqpsmLuY7B9ZZdKnpZtuvTHPyUBXMdSyvd7sIwndKk7C/hj5/rs9Q0j0NJf6aY6o5qN6svWilmZDps0ZLHzv8PXwxZqzgXhbMGpqwvHSO/040Xujbr92E0oq6On3aLHkXAvBeXH/ADCekeUsWVZEBsbi58/EeOGGfz8Oe5jIMxoKWp0kf5wsQ1Lf1G+2NWysIjeb7HkGW5RTw+7U/ZqQ2oBV1sD6bb29CMbM4PybgcZV+s8sy+HO6iJSZBUp2T07efZk7j7em+Kx4yK6XAFntbDmNAtVVtTZiGfS0NO+mWG3hYYU0f6tzSml/VtetK8M14oJGBB/evc3H/LDThuVtHRkmsEnEmTZBVZYlLxFlCZn3bOZHZdHkfFR8hv441jxBwVwZLWGSiovdyQP2Qa4UeXhcYj4dZGcr7cBNBJJlUBoaDNZWSM90F7K23rvjDOsqTPihrQGLLosz2t8jjlBRTo7djJNw/w9Dw7Caam7ONSOqm5+N/DBsDJUVisXs3lr6ev3YWCSk5UM32TP0D/R5TcR8a8k5eFaTOzBFRVbKRa+jUARY46cyXgmo4Qo4p87qvfEY2Lzb6ceLKCjKVepr05XFZNocI5Tw1XUYop6aErIt7DcG4w2/wAnPBn/AIfF9gw0eMgbp5PfZnqqHmR+ke4nzitUxycPZFHS06nv6pJpbmx8NlGOxOZNZVZDU0tBDVzrLICzVcZN09LY2RWExXwv53Pyx/TUcT/2s9r7kzyukrO0/VNDW51VbnUzSOkUZI8rRt9uNI8RRIXZo0IDnfSbWtj7P4Np7ehg/Vv+54XV51WDxzRUsAhZpVB28rfHGsudmQUFdGZI5mYX+uSev56+mN2rG0ZV3ZqFeFqaneS8BNhcANot4eviMR1XCcq069vEFV13PkcZHEum2si+v4URw1qaRip207hfuxlQZFKU7HsXBNttyfj0xNIon6H2YcKQ0Z0FUt4aT426fDp0wvqckVJRUGR1Y2OoA2J+PnhadWgqVPLIBlc6XY09yw1C4JO3j64IpMo1TKapZNZP0gO9bAaVYKNkWZ5ZG1O8UdOC2rdnJvbxAt/HHtHw0go0ksACbhNRt8fM4VLLSFu8Mgq+FWWQSzAtpBKmxDNv5/zxHDkFRBLE36vDKBYRmxADdRhvDtUByrkwXIJKEvJGGj0EgWUAdOhJBx13w3LFk3BOX0NUYo3ipY1IKFgO6NiLX8fXGvp042ierJSSD8oEUrduqaWcW1ITbw2xYKJdZQTNte+tNyfHqPhjbFUZm0sjRhPoZxPqUi2ogEnCyvILmOWI7nfTe3TqcNjgCK3xDFGqSae6oFwGFz9uKvyhpIKnjmpkYgb7nqT54jfmwUWFg2Pn1JD2i9n9HobDp/PC0UhqY1CEsTe1uuGdnRxkgq4JlLPI7DT67gDCmrpyiuysWJa5PnhavgLsX1CEAqkh3HQDzwFU9ozEA9fAbDAl6g5wgORluRGLA9bnqL4DnmDKYdZIG9yQPuxORyWQGoUxoZCC+/X5+PphbmlTTNBvc6hY+JvfE5PuikHjJXeIZYFLJ2etjYdPo/PwxWsnijn4vpTpt+1XZn6C/wCfjjG7ckmWiqTTOoeYcsT8PUGsmwiX6P1jt9mNaVNUs7ksikk/W643SVvJnSa4A6hY0qRoJEi9SSSRt54SzpN28naK50mwWLbSPTbEJWysfQBEk8co7Dp9G7rqviOBnaRWFKbFrKrb6sTaSZRUYZhRSszODqCkXDeB6W/5YwIaZxKJFVk31g7E+Itbc4ndjV37g0iBh+3iOodQxtt4YHkeGFTTRREsq3vbYHr88SaeQ9uAd4GaBWVJYw3RiLl/UXG+/lhe95mWQOWPU9of4+fxwnYeL7Fmhh94yyOUoVFttJvp/hgNkptSliWja940BB8r4dq6SFTT4A5o6RJC/asrDwU+Hn8MQaYnpv2sn0iLM3d3v+HTCNtPB1YsniiihdluSzrbUklhv4dPxw0ysk1kUDoQ4NwzNYHA+bLGqil+15HPDwlledMFZIanQ8Z37rC3TxPrjnnLcsdMzlzOJv2Si5R306unTxFjtjxeujeu2jboZ00MzTVM+YtmdISEKW0hyRfyG2xxZKakDsrAy9m4GoTbW/HbA04KgSp8j6bL4UeCSjmcypHuGGkP5EXH5tgyLg+qqaD3yWaNtTLe5JYHwBPh4Y1elEt18BSZZFT060H7W43Kh27jeZwxy7iTiehpEy+HMpZKRCGWOZxdfDcgXt9uHhC/mYk1nI+zaky/9X0+ZZ3XwTSOLhaeTTIL+ZXbzwiraKocPndCZWgh+nJKAzrcbXIAJHxw+3tZ0U07B6niiprsrTLmzdrwv3EBAAPk19zhDXUkebNqqIYhOG3OnceXz8cTlCMVuGUuzIKTLaqMLAFBJJ0pa1/n06D7cF5dQ080hWOnAANjqckg36YRRat9hpNdxxLSForo7WcDVfYG21vuwDT0x09qLkhvpfRJ8d/z44pVoWkztz9E9x9leTScTcJZzV6IKiNJllvupBsdsdd0ucpVcQx5LBmj5kJjePUx0hcfO69x1pI26LXhl3yinTh+YGauMZ1bqCbDDb+0tD/4mv8A6sJuUeR2s5Ll+jsSHNeYvM3mzSJEKnMOIBRU4+sY4UAOn01N9ox2HWZhw6ubwCtZ5ZiwaR5XuSf3beWNyWxKPpX9hW7SaPx7/Sm8bUPFf6WfiXM6JIhQ8KcOZdlSRqttMrI87/Mdqv3Y1lmGf0dTIiIUkDb6SpOPu/hka6LSXt/d2fO9Q34smJOK83qIWTsKkOpGnruPP7MVnNYKvM6ZfeQdAJAe1i3pc9capptUyMcRLd7MvsHc9/bJ4lquG+SPBUdZFl37SvzzMKhaXLsuB/76oa4DEdFAZiN7Wx+g/JL9Ad7JfL6gpMz9qfmXxRxnWyQq1RR8Hhocoo3Y6dLVMQE0guR0YHbcYw9Rq+E1paSub9eFfq/V9l+LHdV5nX05/wDXuK/a2/QK+zrnGS/rD2WKLmNw3WUUTS1iZTVxZzAwJ7pEdYRIbddUbAWuCC2OAecP6IP2nuXPLKv5ytFXcUcO5aWFdmGQ5l2dRRaF1Mz0bhJezA+tGr9DsPGOnPdp75SVrmu1+osNRwVSyv5+Zy/LwZks6SfqXjvPIHB1JNHVLULFt4gg3H3+uFNaOZnDEfvVI9HxLSxEkq0fu1SB5gX0t8sGblFW8o1KkrsZ8HcwuA+PCaIIaeuh7r0FU7RyoQOljix0eUydhLMKOO66rRvZrr6bY7apK0B2sMXVFEtTNKrIFsfpGxtcbXA8flixZdw1SVmWx9m0XbJ+zIC7dPK2/wCOHjFu6C3jJjLwlXQxMlQo1jdezGm/8AevTHuW8J2qEgq4na1yNOxHj1t0vh3G80TvdkV5jkGm0cytqZwC17i+oC3T1xvzNsx7aiGWQFLFRaODoXAtsfLDxTi7ZzSqwvIqPN2p4S4OnxW/UePr54t1DTO0QWJFUD6S3NgetumN0ckJOuWGyntIQZCFZABfUNNvlgCtpJGhJWNjdbdw9Pzbxw1bRbKnn9BKtIzSN9UkFv4jFT5OTM3H8tOhY6rnY9fXEG/NZT3NrZzSVFRNGi0j/R6i/wCOF+YZTFRwr72wVyNl37o9cNVcA4wwGumSdBEkZa31mN7/ANMLqpEeM6SV8xcjCOrH27VYmqwSzKo2BsdJ674DnSR7KqaW6i+35/pgONoNAE3ckJsQx2Y9MCVD9ZDF9I30+X9MTeTrXcAqKghrOjA26AbH1+AwpzuSKnZZAC91AA6hfUHE50PF1hiKprY9Dt1B6g/y+WFfCf8A1rxrSh4yXeQAD9/ew2xnaVplo3lnSfM6knp8ppo22IjW4UnyxrexjPYr3COrk+F/A406mHgzp3yLKrUlTIHlY23UgDvfPASQs05Zqc2B1Pobf5n54nJ2uSqApqKpMnaM7JGpAuwuPT8MYwJ2Kdq9lYX0rGPvviTSlY+ERGVJLmEhZWO+o7n7MDVPuZs0rbXN7NYfzxOSpsZLANBA1cVhScqpUFi2rTbzNh4W8sQZhHpURCQEP1kOyn1xKSTHjYBO8iSWWZu6SVa1rfD54Bq5O/oSQs7G5LDrv5D87Yk88hVJ2WeGGdspDszubALq8rYWSJII+5EVHi2o6l9LYtJ01YkfYjlkpYyQo8LEjoOu2An7KqAlgYowBJHUjw+zbEmq4HinyFUASvHY1hSJUG7svnhzRZVrA1vcrbSy3+7z646LoVxqOSr+07TLW8pJDVUykxzoQx6rY2P4/fjn7LMranlEAplCkAOFHTYdCPH1x5nWZ1TXoYiOKCBURz7ubEEXkXa3wPhf7sP8pCrJoKdV07Lb4A7b4EVimCXoiypRU88g94uzE6tQGoKD4f0wfTUMVPRXSmfs4zdmjYG9zt3SPHz+/GqKxRLK5Pqqiir4IpYYQst9LRAkED1v4fPE2W8NxTSP75MEVSPpKT1PXa22/h5DAap0dmhvFQZTlyvSjO5G1Lt7pTki22xBtiSiyOuzCgkzCeGqNDGLPLKgjjQebWN7b+WDKlSYE2+DcnLf2FOb3OLhr9a8C8q4oaGUqHz7iOdaKilB/wC6d11Pba+hWxfab9Dvm9TRrlmbc+ciy/NHNv8AVU89KPIdoJA5H+8Ft6Y06HRT1Vu7EH1KTxwaV9oX2B/aK9nVpqjjDhNcyymnvfPuHpfe6RR5uQA8QPXvqB640vBREEyaDv8ARa1iOnX+eE1NHwm4yL7k6kg0UqCmMiEEtuWta+3X0wOKRdDzO7LY7aT08vlfGZ5s7v7nQ/6Nquo05/0+R1S/s8xpZIjr+iDYHb7MfobwXkeTcLZrUxzxpGVOtKnXfRjweti11Ekej0+YZC8145yLMqWqyylrO0qkPekQ9MV39YP/ALdL/wCsYy0aYSSVM6b/AEa3Kqsn9nvKOY1MwafN56mtfqSGeQ2a/qAMdW59lEOQ0NJLW0AYiwkm1XIJG+PTktt2ZuyXsj8J/aC4uh5re1tzd5kLOWSs4lqYYmB1FY4bQIL/AAi8MV7JqyWFy0e8ajoRZVHmfPH3vRx2dNCPsv7Hzmq/OwiWmNerzTOoRGuisLlt+vzxZuSXI3ib2g+a+RcjuX0CSZnn9WsCs7ACO4LMd9gAgZifTGhRTfm47/Tlk4LzJI/eHlnyh4C9jvkxk3sy8nuFZ4MqpqWSStr6qHtfeJWt2sk7ADW0lze29rWsBsHW8UzcP0BzTJeIp6OkoyY2zLNtDU3ZKhtEs5Bs4Num9rXx85oR+03ralPe7f48Jf8AHoPrTbl6VgPizTirhzKqLM6Coy7NaKrYvLPAxjmRWXUXimQXDjukqxIb44q2VcqOD+Mq6pz7jvgvJ5KmdVM1HFCs8NWXV9UoAKgIwIJAA79za98Wi46cZ6mnabxX4/z9SV3g/Gz2/wD2bOUnst+0xU8ieMuDsnq6fNaFc9yXN6mlEElRTySuDTh4iBrjKjp9VhubY5y4z5G5XVSfrrk5xfJIWLGTIs6kGjT4djMe9q2Is+oH0O+Mr13ozxw+x6Whp+LpKVZOdubXLiSkzCo4ly/tkr6QmKvpiAKmkcHYny62Nr+B6b4M5TcyKWszum4azjP4VzIEtGykn3lLfSItYHwsDfYnGvSnU6vD4A09uDacmXGGjjlaltJMhBkUW3H8Pji5cJUFXHQRSyqigd4qDe1vDpjYkuCLbSGeaZbFHOkiIN16hS2/w+WFrUU1LWCttewIJZR0Px8sUQjfdiHivLUhqIUo5bO88SlwmzkuoIuPTyxs3+z2ZmtDStDJDfUUjTcjr1+3FIQtnNui4ZNQosCT0tStgNoWP3X/AD8cNI68R6RNGafVvq8D6nGpLGSDaZM1VRrFpli74P0l/PngSOtgWfsrMR0ZidreuDZzWRBzGj91yqaqjKFWjJBW539fLFJ9m+hkr+L62tgj1iMWBJtpPh6Yl96hoptWblznMhQMXLq0gFgoa9m9fDFcrJ6is1TVEYZzuSx3OGb7HRWbYDJTNqMXZKoQFg5v9mFlevagK6MDcDVe2JdxqViis0nUGV2t4fwwBUGmjLaXLW8wSTjqwHsAzMksJm7RdjZVfqAb4WVc6zzl1bdeljc+gxKVWFU2CSsqKRrtY9Qen9cJs2Dzm1rXXvavjiL4GT5tiXMHy+kpzG0hDPtptcD1wo4BqY4ePMunQoxMo7hWxXvbG/jfEJ/MqLpWmzqznFRiLJaOslTUWjB+kTYWxqOorGhLM0P0RsG6E/HGvUMsb7C+pqmkUx9gUJG1gRbfENVM0SWDG67C49NxtiD9y2eLAGlZlF7KFG9xffEWiUQv7mgdYVLMWcLbwvud9/AfHCSqslIqmANViRQWRY7jcIDa3w64GasmMkva5fTzq6FO0kvaPyKkEd4et8SlSphu6sijmZVEkbkLqvqDWJ8CPhiComHZdjA4Uk6mJG4/r1xNj9sAtRRGSIv2Y2F2W97r/H4YBmiGsM1S1OVHR7/Za35viTzaGVtWWjLlJypJFfvAdLm3z/PjhZU1FpHhVVCAW1q1/wA/DFuyYqdMDzCllpQrOVVJV1oF21C/Xbp88DU7MdnlVSRvYXLfLxsMRylhDR9+A+jqAsja6dJEfZlUWvhvk7pHaMKyAEGNJdwvmL26YZJeosvUD551nvXK+tohR0gd0X+8iDOO8CCD4EeBHh545/ow9LeKOBNLdWHUDbYeeMXUq9XJo029nlGawJViOIwAksRfwNjbyw6ybJXipiQytZtLN138rdcT04Numc33RbaLIYZKeJkkcFr3LEgD4nBWUUMFPIZuyhqlhYl4ZSe8Ovhbp1+WNlVSRK3LgsHDeYZRRx/rbLo6apkb9m6shcRb7gk7b9Merw2lbP73BTrAzObiMnSPQX8MdtrCAndFz5ScguK+cnH+Q8teFqzLnruIMwjpIFLCJ1ZttJZrKFtf7Mfp37P/ALIHJj2WJJcvyPlnluacbZa3YV3FebhaioicbPFGbdmE8rLc+Zxt6PQWq90lwYuom3Lw+yz/AMWXXibK80pEmz6TKJJIKtf82WplbsYJF2ZlRSACPhbphNk/+dQ1P66qKEuFPZyq7DYHdIwF06t+jWPlj03FcIlfcQcT5gkErZYqpXQ1EVlOYHtkMZBBVk8fKx3x+fPt0exlRct4X518ost7Ph2eXRmOWU66VyuRjsyKTcQMdv8AcNvDGLrNO0jZ00vuHNUtlpggKsWNmjNtXTApZZIDDBq/Z96xHX7seNGryaHjgvvsw8QvkfOjIMwglaNmqVjvfTbVtb4E4/S1kzfNJ0yl2URy7OrE97bxOPC+IRa18+h6HT207GEHL+nyip7bIo1jkdQs1PLuCPMYJ/stmP8AsNP9gx5++SdI0Sj6H6L8iOW2S8j+ROTcAZPJLFR5XSpTLKY+9Kyjr88CZ3xPUUnBmZcRZpJNMlFHJWM8QvoijQs1x8Bj05vdbM8n3PwX5d1z5tktVxRmE6a85rJ65/I9rI0nS3XvYs1BSUslMwknEbDY+fwJx+iacdsFD6HzcndtmE89PC4VkvCW0gEEL5fPHd/6AXgjJc/9rviDjCZYzU8H8OyVERY/TlqHETAbbaUBv/jHriXVSrp9WS/pf6qv3H6dVNSP1E4o5hcNcxuF86yzK2kWakEiVSVYaHskQatYe3TcEEet7EHHJPtB8ZZ9yqy6n4wynJa+vyyoWemyp6eiq55kqmjQFmKxtopdBk1AtuxVlAJtjy/hOk+nT0dT1/usfoR1p75OSL5wlzL5n8C+xrls8OWVC8bR0ITLsvkpmnaiVSFCsJW1OhQdHsdwLbYe8vuY+d5lw3lkXEnKqpyLNc2coKTTC7UTGYG0kZto1DooDdQdsaJdPBucourk39V+HHf8wfQ/I3/8Ku4zgg9qHldSUrA5lT5JO8xhYMyJJJYJq0j6JUEC9u82ONuR3M9uJ6DLMur2lmqB3e2gcGVrE/SUbr5etr48bVgpaV3xR6nQvy/mfc9+AM2imk48y2lqqogtetmjVRNpsezBvcuo8TjlnnS39nM2pOOMmvFVPUCXVFHoK+d7WsDYfP44bT1Numn6MrVzOo+XnGicyeX+WcUx1Nu1hUPHvdWB3A69T/DGxcpgkaKG1MT2akFWO5HXHuwSbvsYpWnQylpoa4NeRkYgd5ibj4YHhyCKVJ4MwlYaFspVu98SbfLFUrJOuSucQ5dDQ5plVDJYCTMYAt1ubar9PiMbFzWJggqKd5AYm20sbEeQt0vhtPuBukkWDhdnnoxJIxNhZSykHbc2IGHstMlTTF5JW3FhYg2HxGNKrgk2K6vLwJgkEkyOCN47kH5YAzWYwRanp7MRYSLhWsHWVTjnNqpMilpnlOhkO7b29L4B9lmMwVWYOjMNT2cm/eFvwwidyG+7tNoZ8sQqC7Kt7bo5ueuA5oYtqlZLeWpcGrAoukBVkUbKF1/C197fLCPMJI4zoLsD+9bYYV1wOs88CWaoBdmCHU1wO6Gt62wpqzGwYrKNV97Hxwjs6XoLahuyVgNixNgcBznbtUU7KdIvsD64nxkaLaICgLFXIOrrpN7fHAObRRMGaFl8rPvfE28jV6FbzyKWNDCZdb6SBpa1zawwj4TV044ohAWkb3hFJIvtcXt/PGaa8y+peLw7O0ud2WRf2VpNVNJHpjF9e1tvPGhc0oY1ZWaYHfVZWsAMbpp3gzQxgXZlSO814R+zJuBe5GAqyENE0ImFyf7zoR6Yz8PBWLshWmC0SKNDMWJMyE69NulhthbUoXFpLMt7Lsb2+zEngeN8sxlCSMqEu7rtaQeF8e1BomJSlR7MSp1rYn4DCSGTxkXV4G1NTl1B2eNzsPP7/wAMR9m0iSFIwx3HdNtR/P4YlJYplY+4KaZkYSSoUHgBvf8AN8A5rGPdy1OwCnazLYfLb0wsqZ0a5LDk0Uj8L3VTuN7dP+VxhbURyxuOoZegUbG3rh5PyoVLOQKWGUkvAqahYhWHUfHETRymbsTJZVOpliv89xiUuaG7BMT9pEHiLsPBXF7/AD64Y0NTTtKIpq+WFjaxtffyv8McnteAKVq0fce0U2YcA1tOgVtERI1Nv8gdvHGm0ygF1lMcNiRpQb3Nt/MgXvjLrpS1b7lYPyDrK8oLumtCRexXwYWJ3w8osuBiSJpATquNe+n82w0YUkDcngtEGXPNl5hRpOyQ9Dbc+JPliHMoc3zKLL+D4I4iUbtrxQgSxIeoLBbkG17Em3hjQvltdieUy2ZDk6xJHltHSqYjsKdHIEvx9cbF4X5LZ3xHMK58tmjpY0tK0wKmIjfY+v24OxPy92K5ZdHUP6MvlVS0ftm8OUuXUU8VStFWS0j0+lzFJHFq7Qg7adiCfC+OveD6pZc+rajMakVM0zydskrgo63uWBvfqfPHs9PprTjt+n7nmSlunKT9f2RbOYHB1JLRZXxHTBZMurXWB6yeRYA0pF+y7zd4sBYECx6bHFV4l5W1EcH63oeX8tFQ1MnZx0tVMZAtuumVyrBvEXHp64o6eAp0ih8YZTw/wtmE1Dwrn2WZ1TTzLrzLLp72kYXMRDEMHQ7MCLAjruMJeYvA/AfHfLzMOWHFDLFV5lHNSS0rOt3LIdJFv4XBxHU08ZWTRoz2TT7H428UZDLw1xBmHD9RKxloamWlZnXdjGxUnf8Aw4VJSyMhYS6iPEtt8ceDOOzUcfwPQoccAiryrjLLc2EhHu9QkoKjybr/AEx+uGQctcy4mTLuMKDNpIkqIY5RFG2xugO+Pn/ij26qv0NvSytNMvs+UZblcF55FafTuxJPTzwB71Qf95Djy23FmvbfJ+kc9FmE+S09LmMSwQldAF7m3jfGj/bu4/yPlZ7F/N7iDhqUUvuvDNXFFOo+lLLGYhYn1kx6umtzS9TJqOoS+jPxE4TymKkyOhyrLqW3u8SxgE/RAWwNvlh1QQ99UL2jvYFupHiLY/R7yfOPnJnxLSwU8K16R6hTxgqL7M19vnjuX9D3z35Yeyrzm4kh5q5TJFlvFGRx00ma01M0pgkSTX3lFyEcObnzjTCa2k9fR1NJOm00vrz/ANfiNp6sYStrH7H6N8w04F5ycAVHFXKjmFkWYwNAz1ctDWRRwSRWse1LMChtYXf4EEdJ/Zx5aDjXktlma1rNHllU5qqAVlN2U41AqzlWBKhheynr12FseBPqZ9L0bhqRalGSVd+/7X+nqdp6DnKov8RVxbyDqoeMBmPMatmmyoVgNGvvEaysU09n2SKAgU91SjAX3G5OrEHOLO+VXI/lpmfOXmTxDW8OwZaCIqGvTVJrQaoxEt2NwVBG9tIN9hij696sYeFVcV/d/RCT03pNqXY/mW/SAe2BU+3f7Vucc+82maKllHY0yMNlRAVBEY2AbqAB4/Zqvl9xzm3LrivL66hmnBGpnIudA1C509LfHGNurSPX0dNwhFHVHIqhoeManOsq42zSSly+a1RDJVVANJTI4OyqTu9/xxzRx5wpQQZfxjk+dwslPlgnRWkHeC7lb7bEArt4HC9O3OEk/QOt5ZWj32Js+ra7g2bhsPfRMJlDnugXsRbxvtjrXLKOAUgZKkLKt1KqLlvX02x73TtS01L2MOpibRJTUNQup1XUp3C9PnbGK0WhmMB2Z7FDc/EX+3F1yRcfQQ8a5V+seOeHYIHEY99JAA8FRnG/n88WrNqep0C2uMg3bvmx+zBSe52BrGS8cCZWsWTJ7yCxUXXtLd34YZK4MxlWdSJNgqi4uPDpjTgk6sBzGgSokR6eFluxOm+wwpz2MQxlJFVT49cI79QxdYKBzDldMjks9wOgsRa+CvZcUNQ1mYyHUe0I2O4GJKV6lDv2NjZwlJUylfeJFG3Xcf8ALC+onqIJOwWcspP0DuB64dv3AmC1EJSMu0pJJ+P9cJ66JZJCbn0J33/lhXXIyK9XqiPqWbTbqSNjhVV1R0nvk2HQC1vTCS4CrYvmEz3BbSD08QR5dMByaotzGNXkcI2hl3SIu6nfYqVvcbWwvzWotIwSAMxANjtf+mJtdxqtlfz6eJaZ0hSNiQbny87YS8IF345y4KVCrUISgNrjUPLGeSuSfuWVbWkdu8+41PCVOzAhdKKNV7Aacc+1qRx5hcKXAJF/o9PH1GNmpgyrPIrzKsljqDobSxuQwbAcnvEz9lTo80j31LELttc9LeQ3xCiy4F87K1M80chPgFLdbnADVAZdUjvYnwtcKPI/HzxN2h6RHJJVabSSAIDftNxgWerZ52WMB1O4YnYE/iN8R5H5ZEktQFN6eybgHwPzPxxKIZjRiSmgstu60nn5D5/wwmGPWaRDLC5R2NrmwBBsb+WFGdrHDE8cSsJBc9Nj8fsxN2uTmWbhKOOoyEoN5lFyQ5X5EdPuwvzWCQ1TxpSlHAC9wk6j0vvtbFXcoUxFjkFqaFkgEUbMJNwEBuNyPnbAlLTjUQItAPxPqcTkqeSiWKCKcpTVSxTRLKBcaLE6iR11efjv5YxEMiMveGi973tb5+nlgN4OpIaZmYcw4Pno5CS/ZsLt0HyxqzLUSdYwVa6kguDcMfDa38PDE9SPmQYUl7llyfLo5YEiUEvq+r9UeeHUOUmOLsj9a12B+j5Yem02DhlsyXIvf46SkVdd7l1371t97eAxFwrRjN8xrMzXYTTGOJQ2kADbY+W2KONJWTtdmbR5fcEPmlTHSiIySKAndI1MSeg9enTG/uAskzHh7iWLKM9R546ePtJIJyUCbEAEm4uOm+KdOt2vs/ETWf8Ap2jYns4cS5vyo9ovhbm1SZKKpeH8zkUUOZU6TRTRyRlWjYldtSlgrXuraT8ewOPeHuHuW/FVBzB5QVNQ/C/FxkrMlrxdIoEkYmSlJIOmSIlkKE30hevh60lt1Urw1+qtr9L/ACPOVOTX4/s/2C4Mw4okpTlzQpmFPFdlhqoRZTbppNrnC3g6j4g474hquXHBz0jz19HJ73QZygmpoDGQyyJc3hlUXsy77/EFpzjGO6Q6jk1rzD4I4Xz+olyqgFLUVE0gZqyijeJe0Atcs6i/x2F98UStqpuXfB1dpyGngrljknqa+Sc6hCi7aI9FlI8SGNwRtjP1T2eV8mrpob5L0R+RfMeqPEHGOcZ8Je0NXWTTE7nVqcn5/wBcJcvpZGlDomk6vEWAB8vtx4Wq71LN82qY0gpZKOUVdLa8bA3Vvon4+eP139ljjrLOIfZz4Tz4G80tEkciO1yCosT92PI+LwzGT9y3S/MW6sRMym7khfWCrX6eW2B/7JxfuH/1Y8GrfJ6SeDuyXPOI6urNJV10vYQn9sjDvC+wAxyz+mTzyPKfYJznhk6xPnueZdlcS6gNYacSMD/wxnHudLHdr6a9Wv7ow67UdNs/N3IsoNM0EFRGYkjUC43JxiaJUman7A9mjvoZ/U4/Q37nzrbTwL83gqc9zzJcgicRx1OZRmTR4ot2tbxvbHWnsgcF1efcQcRV3uvavDEi2PeAudxbyIwjfkaYqtfqXX2s+XftHcvuEIeOfZA5dcP5pxHlaSvU8N5+0qtmcOi+mlaMjTUK+kqjnQwPmBhJ7Lf/AOE18RZJw9L7PnPrkBn2QcZZdppjJncrmSGQWVo2UQiRbEELqi6kAk9cZtfT6f4jBaHUNp8xfr6r2/8AQ+m56Uns5/n6nUvND9Mt7MWb8ganm5zI5acQSVGXyQtRcMZbmlPM2cSuyoIge1Bj74AOqMEDdb6iMfjD+kX/AEqvtC+2o9Ty/rFj4X4ZbNqurXhDJFVREJAIo4nkKh2cRrZ/As7WAxhj0j6KL0HLcu2K57v37d/1Gi/H1NzX1/4+n87HJE/BmfZCsS11CIDG4Z0axbxsvlbxIwj4mq6hs4p5KXWojj7MyRkgbkX+OPP1VLTT/nqepGTk/Y/Qr2COXtXzF4XyFsxr6KlWq7NVao0pJJGuxA23B9bi9r40j7XeR8K8W+0TzGyPhDh5spyWsrZYly8so7ALCiOCFAAOtC23QnGnQ01HTp4dMz6071MGkPYFi7fNZYoJSI1uCTbSRqO59cdjZbOkVYJdIazsh62N7WON/SKtGImvnUaH2VQwTU0ruLC/oSfh6YWLChqWgdNTBtYB8B5X+3GtLuzM/cXZ0IanmpkNElMyxmGqnZACVXTGFvfx+mMW2qokMirTjVexVXN+vhgx9Wc36F34biqIadIqgqdYFgF22/hiXNoSf2Kd1R0YG2LuiHehTUCbWsYbXcGwU7gYSZ6zppjaYtYm5v8AZhX6DKlhmtebtaUyWVZTZCB3tW/T7vjiz+yJSyy8Czz2B1yNaxvff874SNb3ZSWY4Lln1My1hWSMEar3Bt9mFVVGgYKFAuPW4+eOYFmrIJyWiZ40ubWADdf6YWVr9nde1KgdFwreRrrJXc2YMzFSTfbUv1flhLU6NAl1LpPibnb+uFbpBxYBLZFUhNr9QTt8MCVSMkjHWSfUdPuxOWQqwOpqJFILAaCdgTv1/PTAc0tHJKZGgN2GoNsSvr92JtWqHp0Ic6eOZXH1rjdwLH7sIeC45RzEymxuDVJcqdrahjPJVNUVV7XR3dzyhY8GQ3u66FupPQ2+GOcs6g7OUTdiwjA+oeh36jG2bSM0a4E+bTwiYrEtgTchenTCupjWY6ZGBUDTa/0vj64ztstF0sAdTDJP+2kVj4XRug+XrgOqSSMhI2+kLEg3+/EnRTamqMUjjrpuw97pqQJG0naVjPZiovpuitubWFwFv1I64jEUs0XbzTJqFrMx3b4D0xFqx4qzFoCY1ZFLsw1CwJtbrbGayVC6WVlSEHTe91J8RvvhVb55H9yCanSSNpCNAVRbCnNLtJslzYC/W3j064WUcYOeUWzgOW2UyyzOrlF0IWFm+A/54W5mkVRWOssoAb6obyw3EEhbbYK8AjAIh7SMepBN+u3xxFT6IkAkpxeS5OgkfI4nLKsaKSdnh7aSYRQjVITZBci3n+GPoQw+lKoOk3Una4N8c5UqOeeBvl2WvmNI9JLXw0/bXTtqklUj6blgCQvwB+eNW09C9LmctE0kUghlZGeE3U2PUbC6m1+mJzeUwwVxpFpyLQOzQyAAj6VuovvvbFmpnX3MvJGSwI3GHiDsXTlrNrWtcQhfc6OWQOBuCFNt7YVcmZ4c84Xy6uWBXN3BMZ7t7nGnaqVEWk+TbvJDiKDhvins2y6CaxaUu97bC+kHz9cbqyDiehzOKu4po5ZS8iiORJ17UGM7re+5tY4r0sUtdyfclrW9NGxOFqzL6bheaLLqkMslpo3pZAewewIZtt1Pl8cbF5Me1VnmUcI5/wANVeQ0+fZG0Yhz/hjMjcxsAQlVSTOT7vMoN1LHsnACkggY9TU2uFSf87fz8DIoydOPIXwp7Ynsu1NVLwZy49p3Kqeeay+7cVB6J0YnSYmDEAup2LKdO4NyMXHlx+kS9jr2Rs6zmo5tcfU3ELxsWanymON5N1KtE0gIVk3vubHrbGPq3KcdnHv6f+i+jpbl5fyPz05mfpRJONeMZ+D+Q2eLDTmqkeKejgEiwx62KgsBp+jYbbXxqDndz749zinmy7P+Pcwr6mc3eJpGj3YfSYDHldV1bl1D2PF8+x6cYRUWvQ03WLK1d7xEO0EiglZF2N/Tzx7R01Sdc3YKA23ejAFvO3gcZlJUCVcBqUbO3ZNZyw3UjqcfoP8Ao/hxpm3s00cVBEf+qqqSn0v9JN79PPHn/F43GLLdPLzm/wDLf1tl6mfOEUqxBBwZ+v6H9wffj5tae7lnpNtcI7cynL67Kpkrc3JeOuW6oH1aj5g+Yxwx+nTr3puCOWHL2nrZXGccUzVjU5kuzLT0rHUbbWvKMfR/D1u6vSXujB1a/wBGSOLp3ljl95pgVi06AjC97C17+WAsrZZUMlQUeRHYtdi2oX6nH3sXyfOu2RZ7mlFlFblGcRIywLVqjToL9lq7oPqB4+mO1v0ZHGmV5jxVxBk9UIZWqqaOqiMikST6HKkR7XHUN6i2A47oSj3De3J2ZQpkvM7iyh5cZ2Kajo8yq105wZ+xaJ1UoezLCxYg203uTbHMvtqeynwLwJzum4Q5/cFRZgz3qsm4rFEsUmYQd3vLMpLpJE2kNZgQQrWIYY8/T1Y6erDQmuVafuu37hpyXiJ96NXcwuS/JzN8lzWs4A4dgm4izOoWWeStr3Sklj3J0KylUdybs+oXNuh3x+fvtBez7V8lOIqzMMz4egEebVX7Cqdj2kczEyNF3zckLa794W8Te+K62nGLUh9N1KjWbZBnnF+etwTluVyPU1DACmDA90bly97CwHU/DFNy3ljFxjxdFBkVSK2GIsZyFLIhDaRc9CDbaxNxbHk9VFpWehpOz9D/AGbMlynlJyHquY+b5jSUX6oo3ljM0jFCFXuALa4Bba179McKc4uOn4d5f8T8dZjX9pmOYLIzNITreeock/Gxk+xcX15PTTfojNF7p+5W/Y44ahy/g6WrmjYS1ZUBo2IIsb9cdccJxNWZG00hRi9yikkHwG5tjZ0sa0ox9DtZ3NssmXqkaWiP7PVZlBvb5DANFRrK0rvIq6CTdntffz8euNb4ItsGjjqJ+ZWWlVUCKgnuepN3UbfDzxc8qNDHUwzKq3RTrEj7lrkX9dsHSWLEnyWCmeihqhPK6iK2rWCdVj4fLH1bLSkSNFUs6/Hf/lihPgVTmf3mPsn0KRuTsT/TFcz+aEq5ZywN9jsMB+wyVZs1bzjzCIZWIIpFDeNjufuxsL2UwtPy80NOP2hYhlNx8/PE42pOyjraWmsrNVWYpFDAXAtvgH3Wpqe2NJCzdjH2juBuqXAv9pH24aWBFjAqathWdo4u8FNi4vp+F+n2YX5rJA2gobDe+9yfTCS9UUWCt14NmCsWtvcfWwkzCOKEnQDJvckdL4m7saWQYvqiOuR9ROwAsB+bYErZVmYhnvrHUXOJvLAsqrAZYQBoQ95Tdb3B+GAatY6aaQSA3ZbsQd9/An54V+g/yiOukSVmMhXT01Kem3XphZwWYI+P8qLSStGtXF3wSAveHX78Z5YmqLLEWd28+FhpuDo1eUK2hSQCTe4xztxD2PvCPTGR1kS5EhGoHxG3hfGzU9zLF20ivZtShpmEgDWt3vI9d9sBVhWwFtROxXoLDxv8sRlRZNPKIRTx+51Eqr9HvliTtv0FsKZTEg19iSw3tcjEZZHjdWCtUmdkSmVCD0uSD08MepSPIf8AStRXrq+kt+oHxtiUrRTHqTxo7xxpp7NT1I8d/O2CEpqeSjaXsyRF1kUEgX6A/bjngZvPGBbX1URqDpLyFfpKTb5dMJs07KVHMaMsj20trtb0P5HXEJK+TrosfLaNjl7UY0kJva4G/U/fj2to4ZGkkdUVlN2Mlh42+PhiqVwROnYGyRe6/sXKyk7am+7AbH9t2bvfV9VOvnhXzbRS0laZ5LD+0aVVCD0a+i59fDbEcKyI0iSKpL9dAJv0wjp5YU7HtMYoKDtIrq4FwLXtt8LY1W1VpzapklqO92rElTbvE/h6YnqO2hoPytlkyaUWuG1KSb62uR+Ti20+g08N2U3a95FsAfK2KZaJPDyXTknLHNxe+XSvoir6aWC5NgCym3p1xUPZvruwoa3hqqlRJcrrpIWV73G9x0HjfGnlKhJNcm0cnrqjJ84UtKjLI2oqr7MD1+eN68l5OB0glyLPeKaKOgzxlSLM6odmKGoHSOR2toO9iT3SD18cadNVqWR1JeRWGcy66s5b8O13DFXl9ZTV2UzFACVRRG3VCFvqUHdWUkEWPjjSWc+0lxNlcyZtw9VVmWZvTRGIzwVLKtYp2KkjcKw6qSyn0xfW1NioWGmir8zedXEXHvDtNlMuUU2X5fTIHXh/L5uzgqJf32Zr29T0xo7N+Cc94mrkzbm9xbSU1AveTKKObuoqnbv9Dj5nqdeerOoHqQ04xjS5Nk8jn5bZjFXZNw3UQZTDldM1UoeNm97ReqpILb+pvjXMHE8/E01dmswCxGYrDDqLNEtzYb3Nrb9fHGdpK19CmNuCTM6mnjWjiMoL6eqk97f4Y+lZ46gntCApNmN+6PO+NcZeW65JYpobUQ7bvqT2iWOo+WO3/wBE9xhVxcN8V8LVOZshSrjnFLIP31sSCRfw88Z/iv8AsbvodofOkdZcXUEE2QNT0tSxBU/RudJxQ/7NVH+2S/8Azfyx822z1IuPc/Uapq+FKbhKmpc6eEtHCZVNiN/ADH5cfpeuIMu4u9s7l1w3RQKY8g4bqcwnjViVDzzgKT/wwY+h+ExUuu079/7M8/rXWkznD/NquOpqJQoptwgG1j/TFdpHpwzKjLZzqKjH29U7PC7UwjNOH5+JeDa7LMrQLVhDNTlh/wBoneUHz3H34vPskc+cx4b47yTmtQ1hmnpKWOiqKAxhAVDHtBpFruCxHyGKacU9Sn/OxzeLP0/oZsr4rSmqcorlrcmroveKdElV0BYAghbX36363FuowNzR5n5NzS5ejlRz25VU+bikhkhyfi2OU+/5TLpsrK57x6LcFgGtZgRtjztbQWrLbJ7Wna+vf8+5JOo7eb/n6HI+d8tM14b7NqPinLVqqupajNNW1HZyU5C6tTgEnQbbFVI6/PRftD8wuSXEfDq8HcR11ZmdZDVJrGURHQ3Zse6szKGtdSCNNiD1w04yhiXy8lotSz3ObePcsz/nbxNUpwbywp8kpXdYoossgEUcKqPJQCSerbm5xt/lt7LX9huHqOhigpZDOyTPPa7M/iLWvt9mPInXUSxwjapeFHPcpftkc4aKOmpuRfLqptSUs4lzSaFu5JIhOiAkXB0m7G217DHCHPvjCo5n8dUPK7hmVpKWhl/bsh1CWbofiFBt8ScPrXJbe7D06TW46G5P8LUfDGRwZJAupogqXYeJ3Nzjd2Xx9hliqkrLpXTYHrY9cerpJxjgz6krbGvD07mjcq67EHY2v8PtwRSUmqNWMy2N92HXfF6yJavAq4djkn565hSxSnVRZNTksQdI7SVzY/8ApPr92LbTcM1cbvGlchBczAIb2B6G3246GUmCTSYyhRJaeNZpybAqPDp4kYJiWMK8Ea7DYXa9z4+GK1RO7VICr5VinDPEGspB3tcYqufZksKEBQQLkDfphXKuQrPJp3nHnLVsiwRjqPot0bx/EY3dyHoDk3LelikGlmQMPPf08cThluxmqVBeY10jVDEPc/ur/DC2tneV0mF/Ina9/L02wXVchijGomjSkMMUO37ltunTCGvnIAiC7L4nfCXwhnXIqmqCqPFfuNYWsD8+mFdab3Cx2Hiy+PhffCyyjrxSAHhkMZIANty1ul7dcDyU1lJMdreHUfHE2+4yt/gAVkpQ2jZiL30spsPngLMX7ZmMqHfcnfb1v9mJyyhlnIkr4WiGlF1nSbkLqA9RvfCbh/MZKDi3L6mftGEdSrOQdpBqFhb03xB7VJMsq2NI7n5u1j5vy7hzGMJIHiR1IJ2uo+3HO9VBNWyyF4m1A77WB9Ma5szRpAuZ0oh76xswtuAd/twsrKeJKcsSWk1kaLW2te+rE28lI2L5KSapWWWV3TWouOgNvMWwtqafsSVqA5a17FSCB16+WIPLKRS4RBpaIEKI1Jt3tRF7YkR0K2MaqzrsQOpv19cI6SspfZksaNNF2+mRl8XI2Xfx/r5Y+ParHLKY2VgvQbfcOvzxO+4cfMJK5nLdgiDvMG12sV28MBZgULPrja4WwC7A+o8cTk+6OeHaHnLarkkkmiaoa0i3KtZT08/twxnyiWtrzBktNUVbG4CQxmVyACTZQLmw3+GKp+RCP5si/wB2pDTyF6kst72bu3BwtnlpZLQR3ax2A8R9nw3xN5SHVWfTqGZY2slhdySWI+7H3bRQyKJVDIfpAdSPTbAeeTktjsYZXUKIHKU+iL6iSWva3w8caxzKOKnzmqgRkBEvRTsd7jb0xLUw1nAyrbgb0FRJGumIarN9Hob+Hh1vi50U0vuKxhjdTcDr9++LRaiTdNlk4FzNsrzuDMIHYPTMHEmoG1uuFXHSw8o+eKcRU0A/UPFqa1klsqpITcd7p9IlT8R0xoaqDa7UIuXZsuCoyhkjkrDIhkX9nIq3717gN5eO4xbKXiVZeH53FJEtYoAddWoSAfWsLdRt49cUv7xOm+C+ZtxrwXxzy5p8kqeJa2jghiWOprxQlzlzDoKlBYvGegkQsR436Y54445ecUZa84oKL9ax0+qRK3K2E8EniNDjzH7wB8xhOq1r0rRTp400pGhs05wVubE0iRy08qu2pNNmjN7WO1rgjCzMpKusjStzDtZ49F1YzEAnyt4Hyvj5y3J0j05YeS1x59ltDwH7hk8dSK6cdn7y7gMqHqum1rnfAuUUMWSZTT5XE/7Rm7Vz4C/QXPTD7NqUVkRyTwOayk7RIkmfTLSxhShN+u/UfnfGUEA1tUIe6DZohsG/PTG6C8u4jL5ssa0hgUfso+zjb6jsTtv4+OOkP0evEcHDPM/Msvo5UYVlEG0DUxBXe+/xxH4kk+llX1D07rUS9TtLg/i+pzbMJaSSp7jd0xHoD4HFm92i/wC+j/8AUMfLrPJ6cqTO/OOsmybMcmhy2poJYoApKyKe8VHWw8sfkN7aWbZVxX7e/Met4cim/V3C+VUOVhZdyjCIu1x1ALTY+o+BRvq79E/+P3PM691pGpRP+yWkhkTTpGpSLjfr/wA8IRTuJJKuN1eNX3VTv12x9jWbPE7jfII65R20T/ttXejVrg4CpsooOD+Lmqnrly/LszmaVKq5WKCc2vG5H0VY7hj0OGaypIKdPJ1d7L/tb59y/wC14Dz1mfLT3GVkDNSNt30vuy+Nh8RjoLjDm5wvxPw9HmeQJRVkukFHgfuM/S79CtwOmIdTBSrUEcadI09zX4ezXmFxF+tP1fB2JCqYYFP7AeJ367nrjX1dyW4TzSqeb9VzLVo7ldC3WVtgbX2x4+trSk9ifBs0tOKVvkOoeH+GeTmRTcU1UFJlsCDTM9SyqtiRsDe9zv0vjmvn17a1NnvEOccJcpTLSxSx9g2fQQdn7uhFmWBTc7/95setgOuKaWlGEd1ZFnNze3scDc7ueEHD89VwLy8rGqMyc9hJWxm60o8bH/vD09N/HFv9mX2bzwfkP9vOKof8/qv7mlk+mikfSa/RjfEtJeNqufoa78PT92bY4IoT/acB4ydHet03A2vjaEKy9iA0lmfUACN/ycerpulgxtDnKqOJKYkSbhfn8MNcohWoW8aL+zF7t54tkSmmI+AIqZub/GlUXOt4KGjB1eIVmJ9LaumLhRyQgtWOqMiqUCK1jbDaSSiqA8EeXVEV9QIUJ9Ek3sT4HBbZuWBUwJa/0k2OGwTu8CyqnSrJJV77gFTaw3xWc5p4BK00lOzDezM98I2VpN0ag5o0sUdbHICQHYm6n6PhjfXKyZDy+o42jawjFrfZb7sJp4bo6Xy4B62odKl+1026j8cLaiZzugYqSCGO1zfHSqgrkFqJ3C3MbXbobnC6sjj3Lgjz87eGF78jX6imsp5EYmOTcm5vvtgKVQ7WVr28Df78I3eTqXcB7doe5Gw3FiFF8CzTzsCiyMABa46DCtBWPqAyFIgdceokkhiTcHp9mIMyIaRVp1A0gNcnp8rdMSlkeraE+YKyxdpEYx10kN5+YxXMmy81XFVJRrLqMky3Ck2JuNun4+mISbk0WisNndfHdFDQcs6ejYAdlToNA2J2640NI6QVD9pGqd7rYkgXxtms0ZIoV58SZLRVSqPj4Yr8sSzM7yNcjcHXa+It0WjbPFrJXpp0i02kXeTdSoHp6/jhO6qOqa16k9benpiUvQqlbIAzTatf2DoL/aMZR0rF1RFuq2W9rasSfoNd5CI4X7UdlKm9i0chJR9/EeOPvfamGnakknmeNnLCBSdGrxYKdr7WuMJeKC23gTyiOG8kynSbmxuPs9MLc0qNAAcRAILXXe3W38cTcb7D1WEM+Wzr+sZIjFG3VRrta9h1wzzuDRU3WpRRe4TV9Hfy+IxT7lidxWUWVX7S7ql3Nzthe1SzTmxI0i6EG1vh4+OFdNOxqvBGagyyGpMussdVke2oefniZ2eeMdhIO94vuyj8+nhhO1g7sPpRph7Ny2u5ut7AC2x/5Y17n6heJqpe0urkFWHh6Xtv44jOm0Vg8MOypO0jCrPrvtvc9PDyxbMrnZaOWKRm2N7g7HYbYpBZoi05KmWHgzs7ydsok66SuwF8Ps84dyrmvwFUcsM5lEEqMZKCrkvpjl/cLeAb8cbIeZZJ8StFV5QceZjLUT8pOP6ean4iy8GIB7aK5F+iyt01CwuD8RfG0Ja3LJcmiy3VUitAIYyMuiQf7u2xt1BGF0pWtr7HSjXylUzpc14czSDPeC84r6aQJpmNPUNHrPiGUbEenQ+WEXG/F3HuXZY2fcHxSpmtQdNTUMn7B497/RYAHfrb7cZ9R6kIvbkpptbluNcUnLuBoBWZxVyvWOe0Dxmytc33Hj8cFJwvroVPu50kkOUbY2sMYI6TVOXJok7dhMOW5TlavLm0kYECkiBdy5H3fzwrhzGoq62ozCeOPSgHcRfpeS+n9MLNU7fYZ1wNsprZ56SYViqJXZSytffY+PwwUgmVAwYEMLbX8fDGjSSUEnklK9zYZBHPBO0Kyqw2t4dfl8Mbo9hrMKnIvaRyKGaJimYa6UxyW1NqXa3zAwvXQ/8AjS+h2nS1Efo7knAEOV1SZ1BRQ0zdHRttXjh7pT/u4Pux8vFYyenKpOztHMJuJ874qgyzMayCKOiDESLILsp/jj8ZeYHFtRxPz65y8eLWa4834pq4PeWPclSJ+yWw8RaMWx9R8BT+0yl/4/ujzPiKvTSKVPWQVtU3ujaRGLMydCf4i2PstpjK+rR3G+op+kR44+v45PG4eR1lOX00KduA8U0ezxa76h54InyqOoyxos1giraSa6S0knUg73I/A+eHlUlt7AfJrbPeEOaXKOp/XnLiomz7JE775bNIRUUg6ns26kDy6bYccJ+2Vks0i0s3F5yeu1Kjw5s5o5gSepP0Xt8fsxKGpjw58/3KpKZsOD22+dOXULQcPcZxVKdBKsUMolUHxax6+uKdxl7afPzPIpGzfjOngViylFijjKr0sLjbGXU0tKL3KOR0pvlnPvOD2seHK+q94405vVGbVcYKw0dLM9Y9x0UBe6o8OoxpHinmlzX5tVn9meA+H6nI6Gb9nK6XNVMCLWv9RT4hftxg1pSlcFyX0tNRVyNj+zR7HeTcJ5pFxPxh2NZVwjXHSyE9nC3mTbvNjf3EmX09LlZ93KRvubpcbeG3XGjQ0VpwpHaknJ5K1wRQRHiIIrDXqFy3S/X+GNhwUgpGEbpvuQbXGNcU6shLHA1pIBTZbYd4TbXVTe/nhlldPDSww2l1FidVwRb7dj8RiiT5JlW5aJDPxbxnnMtQyxHOViSO1yNMKXPwuTi5OaVHIqKx4lI16A5uNug/rhoW4o50uSOBWpnSJ6jWAB9HvXHrjOpqUYdkrGzjbSOt/Dpg0BppgDr3TDEragO+b23PT4YUZlRaI+zDHpfWDcn4jCP2Dg1JzYo5f1jHBGpW+xbqMbq5bQTUvAdIt3LGIX1XNz5k4np96GlhJA2YktKdbWv1OF8srJJo7Qnu+HT8Md2CuMg1dLMoLTK4BHkemAauGTeFkcuBso3v49R8cB0ssO2uRfUwrIbLrJHj54heGnJOkeG6/wAzgWFLCyLaqn1GygiwuR54DkTtIyyqyi92vsB8uuJtWcvVi2shUAHUg8ixA1H4+GFucLTRIsUCPrC7kNdWBHX0N8I1hjptZYnzAxLSns7AD6Sk3B/j/LAvBVME46yjvIdNXH12Ni3W2IyfmVleIM7d5vVcr8HR0yuWQxg3O19sc/ZtTMkrX3B6ln6nGqSogqqhVmNIh0mEgqwH0mOo/EYWVUc5DOzpcnZfuxJpN5Gjl4YKtHPFeSaXTddQ7u9tvwwH7mis0izuB4IDpLbemJNLllErsgFKiyjRN3b3KhsEzUcOlJICNJXSCbk9ehxL/wAii9EDVmqGLso2W6m2tT09OnTbHlFGlRJaqqSqAWBa+kbG9/LE284D3yxRUzUkek1Ta1VrFo7An1BIwpzKOKqUxoSwsf7xhsb+Hy3wknS5Gq1kY8AAUtXJMJEk1GwZTuDv9uJeIKkNW9pLU9wNsV6C+9iBvbDRt6dMVrzPIPT1Cdkf88HeHdQ/n8euBuzp2C7IW82W9m/EYR4VI6rZm1N2Q1NHYPc3Y2v57eZ/hicxr2EKkxo4sLJcF/Ik4EcYH5JaPtIauIxuLqQDNICQB6fxBxSeNIqeLiqoMOgJIbhgLCxPUDew67Yl1Dpqhlm7M8kVFcRxL3gd2Pjv/TFmoj2T3jUqGGy3uPjfz9fXFdN5oRqmWTgyWI1brCrW2Ox2vhzPEYJO1VHjYFbX2Fr9R8NsaYSqOSe22LeYfDeVcf0lNmUva0ed0Z7SDNoW7ORGB2JYdfT0wLwtxBnkUTRcd8TuWgVhUVVWUSAf7xa19/uwsvK967hq0OJ66opEImmeaPT3VDWJ9bj6Q8rg4g4l4hosopaIV1HPG0q6lp4VLBl8dXkfDCyn6DKOeRZDnHBXZsY5UJLa0EsbXBPgLj0wrq62BwVy/KSzC9mcn6PgbePXp64zSaKLGWV/OYKaiE2ZZ7mUcPZi4imbTI/hZU6/n0whp4qnN6wTijMNOVukSHY28Gxi1E5NKyqxFsssEBZ+2JuzG+rUbg+hwwoUEhsX0kC4JuD8tsa0qiskn6DGiLVNO8LTAyD6N9/v+GLnyJ4hzDJuc3CWfyVUie4ZnDdgRqsWC77euH6iKl08voJF22frZm9fSTZaxDXlkt3B+OEdpf8Au3/Pyx8qoqj1V7naHHvC/CXClLX8aZlnzOKSieaZpWsgKqSR92Pw84czOtfl0mc5vEYVz6rqMxDC/SSRn/8Aux9R8ArfqSft+/8AweX8S4VAuTV7mGonKKkU/wBDbe3nh1krEQ+8aNPeupOwIBt0x9XF0rZ5Ml2HdCVzFCiovvNwCQfpD088GNU09HA0VRpUqOm+GisUhWlVIw95gjpwssoffVqHdI+dsU/jfgfgfirSOIuF6SqZjYuy94+Yv54nqacdS7QYtxNX8V+zTyvlj7TJuE46YqCC1O5QN9h+/Gvc99lXhuskEBy+BYks37R3cD5H/ntjFq6T+VSNEdSiXIfZj5f5PXCtqw84uJAkSaFjt5X3OL1w3w9l1Iwgy/Ko4e0OoWF9fxOJrRSKSk5MueWZRUQ0l0sspbTpUWBHmRgPivMI4WWiYGXSO83z6YrVKhF7g/AFNFNV+9pDd1a62F9RONkpSK0TPU9w2t3Tdj8B/PFI8CzyNcumh92IFAoSFVHfO56dcSPTtVagxAkS+ptVwPnit4wLVFR5O0r1WR8SZoyHsqjPKm7BgbadKi32dPS2CJWSrgtSyl3U6ZBIRcEHrjliKXsLJcoe5W0cNEoNZqPRRfrv54lkqZVIp30sRvfV6/0w9t8gbrJhl0sNRnAymKrhDTRPO71U4iigSNC7szEHooOwHXpgOszbl7WZS9Tl/NHI55Laoo4zPoe63FyYQwJ6AKrC/Ugb4z6utsk4pMeMLW5ujTfHmWZnxNxLSZXktJNUVlQ6rHTQIWklZjYKFFyT8MdEZRyw4ryDgNFzCOkSWkjDVOXx1iSVdEt9OuWEd5VJ2v088ItaOm9s+4+xzVopWa01610ErFYrk6L2+Pwx5nvCvEHDeUZPxLm2Sy09Fn0LTUVSzq3bIOpKA3U2GoBrXFyMDU1YwcYSeWdGEpRbXYrlfW9o/wCxk8gDqsMEcPcM59xSmYVGUw3TKqaStlldtKoi7nfz8hfHTmtOLcuAqN4iIamcuEdNQAt4+eLBwhynrOLeA865m1FcKfKciqI6WrY6g8RdSymwVmPTfumw3tbE9fV8KO5KwwhvlVgOb8P8tYuFZ6zKOZcFXmgkBjy2jimljePpvI8Uehxe5XcbdcU+ugEMjA9Qb6WuCT528MLpTnqRe9UdKMYvyuxLmkRWJqNBeQ2YEr0+eFeZCPuOxsrjcspuvwwZZOil3E2bZjVxLLQUjn3eVFdoz9Yjpt6XOFHBMYbjfLjG5jAmQ3Q+TX8cZW05qzRBLazuXmjmKZjwpTzU8KKxQDu+Gw6XGNIV1E0s0sTzkDqO9t18rb9Mb5mVWsCuso6VrXlLHYldXX4DANRQUSTDtphZt7bC3zxGS7DrjANVq9ToqAoKJto+qQOgJGA5csKPqkj7trDSxIv6YlJd0VjaWeDw5OBSdqsmtE+npXe3mfTGEzO9ABEQANxoc3Hnt0wjwsjKuBZTCarkMk1K0wVrtTCTSzjxI2+/7sZQKYWvCknZncMTe1+g/NsQUVyNyL80y0DVO0hffuRg2UHa/wBmK9WUqRxGqbSq3FgCQL4SarzIL8zGnAdcKerfL5YpTC51aVcWVrHfp0t4Ykzm8dU00UCmG9yU8b9MPFbtM54k0BRVEAskkIRpLq1xv1+zGULTLUK8kllB3UjZgPEfywjaaGTwfOKjtmlkspY3GtiB6+mDzQa6V5ad0kKb2U7dbXBx3LwC/wCk+mBlpF0yKqDcggX+/FI4vgMubxmLu3S+obA79elh/TGfVdUNGO4zy6nFIF7SriPabEIxJU4s2VwGSH3eCNi21iBfbx8Om+KRaC00xrwtNUZXmSSAaHHeCkDukHyxZK3MBXSGSZdLHYAbA/09MaYO0SfNJkVUkawqWqLDYavD87YrfNLiXiSr4YbhGOp7ZZrxrDKq6IkY94ja/wAsDUyngMObKaaXmdwrli0fDXF9bS046UevXGnoqsDp2t0Ix5BzQ44y1RlvFnCdLnPgtZKWjnHprGxv5EYzOTiqYcPhky8xIMwhBy3ltVRyr4PWEgHxt3RscYT5pzS4jp5KCBkyamkOg+6MLhf8RGr5+eIvUd1FFYRXIBDwBQZTUGqrJZayY7GoqXLMCPK/nhlQxAzCCaQRqT4eXy6fywsYW/PyFyvgeT5N+qI0klLNBILxMASGF+vTfe+CJzSPl5o+wlEiWYsbEH4bXxrUaySruQZeJkRppGbs2NmF7W+Hmb74fZPPBStBM0wWaGoWRHAKhipBO/jv1wXctNxCmnI/V2gzqLibhTLM7o6wwe8UUTsR9Vigv9+Bfd6v/wDutv8A1HHykZUj0draWTqz2+OIanIPY75k597hJTvl+RVkpnQka2MZVfvYY/HquapPDeR8HKP9Goo6cqSf2Ytc2Hh44+o/w9Uozfuv3PL+IPKROVEUPY01K6oNKKreIHjbDOnWRaVa2KMosWwUt9Inxt6Y+qSSPMk8qw+lqFlkBiYqhNlLLa/r9uCqutjnjENUiFGI1Oxs19/HHKWBayZo0CRPEr/RF112sR8R1wjzSuhkYIFF3U/Qa+n4+X9MK2rsdJN0IszrKamjMWvVfYhWuMJ64MYTExL697AbjEpV3OXGQSTJ4K9FhjAKKdze2o+GG3DnB88v7ROztGQC4vfrvhaKOq9CzZbl1JFLHNHKV1AhmlsVB8t9ycJ+JMgp/djWSK3ayM11Y7L16YWUW8nJ0xZwbl5p6xUaYiMXIjDWBPQYumX5WZKWV5CYkvuXb8MOuDpO3kPHuNPThYEMjAbvvY/L+GDGeSkywAXMsxvt0GKOuGIvco/KjMo/8n7bMq1NfUyPoYC47Vt/mBhvIzV0cdKf+yQG4srSE9BfocdWEGTQVC00amqdVZEW1lvuT4YwnriHKs/7WJ9Rt8MdJgruMuBsx4Loa/iPMeYWVrWUA4Uzf/NoK2KmqmcwBV7DtAVaa7AhCpuLne1sKarMOEBkkcXDHD/FdNOgQPJnuZ0NTCyBLMAkFNG2rUBY3At1UnGZprUck/Tt+9lF5kkwbkbkdDmXNTO6/MBMv6r4XzXMIZKZSxWojpWMRuCpXvH6QvYgbEYY8ITrmXCFFVZhnlbUSx0nu+tquVrJYa12P0Ceqnu+mESvUlft+4W6ihpw1y9435q8SRcDcA0NRPWVxKye7hg8UAGqVrqCb6FYDY3JF8bg51cis+454Dzbj7hrgDjY11Dly5tGmaZZV0ixLSovcRGgRUD0rPGULsNUQcEBrYxdXqKOqpXx/wAldJJRafc5Vc0NeizUUivEe8kq3sVO4Prti8cj46haHjjLQzxx1PCNfIWTUNaKq3FwCPLrcY1dS0tJiaSW9Ua6zC9TujqxI2NyWA9dsbQ5RZVlWXcnuJeJeLG4qai9/hkp24YzWGlnZ1hkBY9rFKshsSLFQfkcJ1OYpRf7h015mylc0eKeXnGuawZzy64OzbKiYT782bVsdS1VNq/vFEcaLGCOqgEXva2Ki2X1MkGmIlXI3ZjpCjz+eH04uMFGbsWWW6K/mFDHVSrBJVMbGw0ktb+mA5corZapoQ8RITUSz2Pr4Y6Vx5DHAgzagomqDDUVSQhASHYX1nyG2A+BVoW4qpTVDWXkU3VdNh4G+MzXmSZfmLR1dxXXf/shTwyMGQIN7EG1vPGrq2am3qHITwVjjbPJmVN0KtVOZe1qquNVuVV2uASB42BtiGLNo0jkRqdJFa6t2gsd/wA9MQbfcoleAaXM3po3ZhDIGW24IBINr/EYE7zRyP7wWYnZYzp2wuB15RdPWS01Q0RlsChBBY2tgNp2Ds0akqCW1KxGk/DEpZVjogVnlkMyPJEgNzq+y+2PWq+zp3WCNiCNFxceG2E4VoZNS4BGiargQGcsyhgV8F6fZjyTJRmVKkJhZmN7yltk9cTdcgarnkj4VyiSnz0xuhDrZS47urFozjhERuBaSx7yjoLeX44ppryUgPnaV3M+HoKapdngLlXFzLte+4/DECzrS6ezpypdbFw1wMTkkuRlkArHdK8NM5cH6IYkaT5Hb0wfTtpkMTMoUrqLIbg/Ane2EUaoKTayEL7nHTrrgRQO8O99IfH1xTOYay++xFY1A3HdNgu+Ja9NJv1Hjm6BMvaOUB4WLEeKnY9fz8sWLKpatAO2lNmsPpHp/LHRwsgY7yIWq45Uh1G1iRsLeOHjzRwysqAkXFlHUHGjT4bEisk6xRzU6oZEYkaiD1T5eOAc5pIpGVJoFV4r23+mDsRf4b4MvNaAk+wFHBBKooHnAQbAN1Hw9MAT5RepemeNSqC4YGxYYWVfeH4AhRtApZ0JU7K2nc/Hp0wblokkmEtZMSjbapWI69Re2I7UlngOewuraY+8qZLtEzGzh+tvLyx9NDlpq3FAjw05B0iobvA9eoG+CkmzrpompHmWnaR6oXC2sCW38SNsTsZISHFwjdAg3HkcUw8C3GLyS0sUDQ9h2R/aN1awUHx26YymlaK8UUjAAhip+lcdLYaSvT5yFNbrP0h9nniykz/kxwvXnMh2ktGsLwKbhSvd/hi89nT/APep9ox8Y7To9eG3atx03+mK4ureHvYG4w4amiMVTxFWUGTokY7zrLVRluv+6hx+T/FGaRRcSWii/aQxhG03AYgAdPj+d8fZf4dgvBk//L9keH13+6voYvm8VQiVMMJAQi6dbjph7llFJWJF7tKywIp1K3W564+kWMI89yaZhmub5fTq1CQVZQAI9Pjfrf8AnjHNauSq7Oop8rCdifok3NrYT2O2vkizrO6GlymWvzBhRwRRFpGdiERQNySfTGpcn4x5jcx5Js54XpYsn4cExiXNa4CSoqwPrRxnZVPgSCfhjNqa2ySguWWjDdn0LXlXCnDqyJXZnnGZV1QLPeombR8NP0em98O8soOGjnEtRUQtNE8ZX3aMkaDbYg+B8cScZp3uHtLDRDU8Pw5dH+tstDvAzaFDbNGfC48fjbFh4cjZoUiokDNa2gHf4kdT44vpvcsk5YYfX5OmUwJ2NL2bIQ4BHQnwtiv8UdsbsZjcblIlsb+eHdiJJ5FeR088MhMd11N9Mnfbrti4tlExoV0SEgKLs9zpuevTDKqwFqqPTThVCuwI7tt9j54lziqjWKmijBDXIHkvxGBLgBrTgbOaCTgjsKSoZazKqielqqctoaF+1YgkfusDcYs+TcZZbJQpSPJDFUSAs1msFtvff6xHhjk01gasmbcTQTTpFBWrHTQA6ElPeZj5+l8SU75a0BaWqhd3YszsRdfC2O7nNXghpOJ63IcxnrslzajU1VO9LLHV0cFZG8bAakMcyOm9hva/riDNOOVm4efIFyPhJYdyKqm4eo6epW5B2njRWBHhvYeAGM89KLlu/wCR08UV/gjmHxxy65o5dx/y44hbLc1opC8NXGiTDcFWRo3DI6FSVZGBUhiLY3Hn3P7i/inhnNeGhl/DHD9LnsapmsfCmVe6yZiisGEbu7yFY9QuVj0X+iSV7uG2xnmSz/P4gW0V3KubmccERV9LwsKOP9Zqkc1fJAJJo0VtRWMsdK6ujEqbg22wNwB7RvMblLzCy3mFwrnnazZZUidaKq1dhNcMrI4RkbSysQdJHX0wktOLtPuPGTivoUulzqLLJRNQSLA8UjSQtEx1U5LFhpO5Gm4A8dhhzxTz4zfP8gqOH6DhXJspmzNFjzTOqHtmqsyRfqvrdkRXIu+hQXtucJOEZbV6HOTVsqU+aQ9jY6O9dr/n4YsFZ7QPHEvJaPkSiZRFlaV4zA5rDRKmZNpRk7A1I3MJ1E6et7b4M4xmsgi3EpyZ7SU7dmRqttpPQWGBP17JVSdjTT2BJ6EG3j0wTqYLT1AkLWC2U/IddsD5jB71KZ54rE+EbeHn+BwjdZQyWRDmWV1c8wRpGVtZHkLdLn7MScL5PJDnsNTFMWIYWub2v42+IxnmrkivZo3pn/ENDVcKQ0kTEOqWe3U7eONcZnVJLJ2XbNp6gdf4Y1Sd5IRWcCrMKuQqugLsb2Xb8n0xE1cAG0qS7DeMHp69MR5ZRN1SB4E7CU9qjaG2OjffGLzdlJfUyobKR4H19NsDHYKwQGkEyvPHESFsWIXV47X8PDHi0RYieSMk22Fj+dsI6eGUtEkuWN7oOyiCkNpLEn42wPNlJn7aZlCFBqA3If0Pz8cSccMbvgAaiWjvLGbBTeyggg9fDrgiolWaFYgpVr7oem/UW9cK0uAN0DZa836+WrkU6g30iCNtx18cXusnNRBqSUanAJUb7DewxTSeKYJ4yirZ0aWeQpHOnS4Lk6ibemEk1PMzMZgdINitvv3GF1PKMqrB9WZTDIyPACGiGqxHW/QeZwG8ALGocHXYLcnYeY/rifuFJPJ9NSzU8CXkBD7qhuQxv1ufniu8dFJXprhVcE3PiuIazTiisJKQBkzPHIshRQq+DDUeltx8sWPLZEUi7E+Nr/P8jwwsLk6bFldOh/lRUVBd5baQd99ienxw7anSd4h2hGqx+lb541Q4olJXkjzGF4296L2KAKTq6+PiMZ1l2oUkZzudS7jT88FNcMNV3BoqSWeaRUlClwbqp2J9cMI+Es1raNXy/Lp6tr6bU53B+f8AC+JyaS8yOvFsaZ/yZ4ty6iirMz4aq4kYBdCFDLHfoSpsbHFczngrNMsUa1eaLqQVsy+NmA/htjo5QcLBXpacRwvWS08gUkjSwsF36YXTxuCr1HeUdAbgem38MBQj2Gy+DOnGlhcuNRBsBcP8Ph/LDHtXpolQNuveF3+/HJWrBLLoYZDGtTFJM1WoK2AGoXJPTa2/yOF+ZRyUzMImAKjuMoII+zBpuAVTeTsv2LTmPEfIiGKCrkE9DPIG/wBy1vreuNofqvib/wAS/wDqjHyOpanJe562krgjov8ATec44c05Mct+HcwjdY804oSqmiibS8sdNBI5Aa3W7r59Bj82uJc0yisz+uqcpmnlpxI5jllUBwvhcDa4HltcY+1+BxS6Ztd5P9jwes/3gjJVNbSLKW2JuNR3A8L4dZdUZjlc4zKKRSF2MRY/k492JhpzzYXmc+WZlN+sy57cEHShsG+J6HDCnyb36oillklFhtGT123GOoMTW/Mfh2fnHzWouS1HnUUFJQxJmOb0sl7VMdz2SM3QLddTDxsMO5eH83ZCkeWRvBRjTojdUVbbXt5Y8zferKb+hoSagku4naSWG7urQspPcN9x44xoKnMIe1qo5bFRa9+l/wA+ONGGTfoi6cBwwZzR6JpNbSqU7zhhcDwGLDk2ULX9lXCmOuLZTCbEAeNsU01bYsu1kPFGd1tETStBJLYaQGNiDfpfFc4tqnFIlR7mdVSdr3smHVHK2uTDKIGjgVJ4wHew6b9bnD6TUSI+twVDEmwHy+HjhscCvmiesCwLFTgl1JAJvj7MKBaqmpUKtck7gnpfxwHwc7TOc/am4czXgnmDDx7y+zh8vrM0gJqoQ9lnCELcr0Ph+ONd5hzhz9qM1Wbc8MspHO/ZSZVKJFtfu93b7PLHkauvqaL2xzRt0YQ1F5hS3PieOUEc+8vJXbbLJrjx33+HhiN+eztI7Nz5oNBFtsuqGHp0b87YT7brf0r8yi04cIxTnrTByr+0Vlobrb9U1gub/wCI+mI6znjHFAVHtA0Lb7smVVJJ28icc+s1r4X5h8KC7ieb2iajL6gS/wCVqSbVcr2GUslj4XLS3tiyZN7R+cVdOO25m6ADa82XSFV9Npb9cGPWatVS/P8A6A9BcB83PjMTZY+e+RrYAETZdVW9RtfcjpiNudGY1Kt2XPjhUtewMlJWLY39ENv64H2zV52fqDwIVhnknODN6tAkHPjgkggXLpWrfr//AIf5YjPNjPWISPndwKUHeAmesGoeV+yGE+2aseYce6G8GNWj7/KrxEshc86eBnMY3HbVRAHx7Hc+mMTzZz13cpza4OKA3VDLUm3rbsh5jp9mB9t1ErcP1F8GMW8glVzj4jWFIKXmFwiwc63nikqb28v7r4dMQRc4M4jrhStx1w0vf7w0zEHp4lAPjfywPtsv6f1H8KK7hOY828/gnkqF5gZKsa/9zTs2kfHytgSo505uIRq46y65sWdKd72sPG/XAfXS42/qF6cEDrzdzKsfso+Y1KXNu7HTsu/oSdxtjCDnTnWW5msK8f0k7dTopmIbbpqB2+/E/tsk/lC9KkWCm9oniaFbS8Y0DBwUEc0cisPJjpBF/j88L6/n7nkxkCcX5JGWIChXkOk23+p919sV+2NfdJ+Cnn1MBzzqiqrUceZFGApu0RkXS3nYobn+WBI+b2dOXFPx7kEhts/7Ujr4HT5b4n9sla8o60ovuS03NjintEaTi/JZVFxpiZgHPwt5euPabm1xi8iwU+eZPIdQtqkJF7+oGO+2S/pD4KeWzGt56cX0euKmrMpdbg/sawAPv1II8/wxnV8/+LmgWop3yp3uB/pKXJA3J/5YK6t/02GOkmgdfaF44jmCUkOVmFnBWI1cZK7WIvte5Plj5+f/ABSJNEuWUCRMWW3vkbddx474R9XG6pg8N8tkVTz64mjZjBltA67WT3oan63UHpf16YAn9onisKurI8vpzc9w1Qf7yfHC/a0+UwrTSWXkyh9objE0va0woJje7RGUarea+nz+3Eh9pbj2GUCTIKZlA6JUABt/jfHLrlXA0tHseP7RHFc2h5OGYWax1FJV2ufO979PC2+IpfaF4qaJu24Lsxbe0yEWG22/zwF1cV2O8GnbZMfaIzZUseFHXSO6/ara9um5/jidOfebVMSL/YCWVTYk6gSBbx3wPtUPzO8KS4GGYc6M+r6WP3fheEMq9mxZRdbbCx+fywkpMyqa7MHavnDT31mxDBSb90eFt/hiOp1EdRpQGUdiZZ8rmVoxFoXpbe1iPX7sOcvy809Q0idoy9R4qp9Tb5406bwRvsNacyzXaGMt/vnc/LDpVlDRyMO8iCx6BvUeXXGiFCyzwRVs0Zoi0rAoDcjxNvG/xxJdHo6cCx1fvbXHjhpN0BuuC8cp+CaPi/NPcHpX93iYNUSJbXbwUA/jjd9NwDw+aObKssSGn7GO8TK5DuR6H4YnBOU3YkuKNJZVBmeXc4q+gqDO79sYzCWuTe25+WL3V0lBHry3MuxdIWupmjDMu/hb8MWk7k1yLO78rNS84uXlRTwniWgkV6RpNDohC6WPjbbrjWLU63FOYLRn6RDbm+9/+XXCThimyymmsk9IjGa0k+oKe6h+jhhJFKhft4BuLidACp26W6YRKlTCvMwrJnjSYUtSo0EX7Sw7wOMM9eNKgNTzMVYFezC7Wt54MflcQ0rs6q/RlzU2b8DcSZHUVrU8tPVBwEuQQy+It5jHSv8AY6H/AMab/wDRY+T6hPxZU+56mjKKgrK3+mR4jePmpy94Aqama+XZdW5gYw3dQuyRXI8zpIHwxyE8iuvuyMTJJ3nPS42++2Ptvgq/+HG+9/3Z4nV09Zj/ACqjngoVqKYEqLAL6fA4cUjGZloo4C5K2LkHbx+Rx7HJilTySwcN1hzaN6IdtEq3C9FT5Ys+V5JU0cSs9WpMg1nT9T0GOp2CUsGseBnoqP2iOY/67quxbMYqanWrliL9hGIFKkKtr736eZ8cYy8X8X5bUFqbgylkQFgpFXbV5GxT529cY4NaaursqkpJL0AKviXjLNpoY5+C0Rjfftxp+N9O98TU1PxLVRqv9laeNibGM1W5APWwXDqafCBtayGcueE+MKHm23MLiGNRlVPQimhyyjk3ZyxZnc2A8gPnjZmUZrUCnZ+yswYqpHQnxAP58MHSbYJ8gtZVJJU+71cpM6A+rEgeeK5mmau9LDlQpj2m6apOvqb4e+x30MaOaQyxuZGB3JFvLx+7Fhy0KY1ke6sVbq1za18NWTqzk8SeKsqYlvqkFgcE5rVLTMkJX6G3Z+I8745+xyzwa75s8FZJxfxpwpRcUNOtLWRVVLHPTAArOwVkW5Fu9Yi3jbHN3OP2d+HVzuWmjzuaMxPokeaKzqd/C9sed1Wgp+ZFtGWxlHo/Z35fyzsudcf1dPGosHFGXsL+jD4YuS+yf7LhyxZ/+ktIZCpvFU5DUhCfGzK53+Vt8edqdNqutjRqWovwFlX7Mns9QvTLT875amBidZpsukUqPQMQD9vhj3/o4ezKsM9+f+aQToSohqMmLLJuPrpIbG2+42xJ9JrcWh/Ft4K3P7O/JwVFN2fOMSGS4dDStGy2NvpbjcXxZ39mbgGOIrknMWVTGdpY4xJHJtcfu4ounkuKBvxYNw37M3BWYLLNVc2qKGO5EizU4V7dCVBbf7fPphtT+zBydFRTe/8APWjSN3KMHobtGd92XVcjbwN8JPp9Ru0FTbwxjP7L3I+OaSF/aFyeZxpNOuXZexjc3sb6n7pAHkcPYfZR9nOOSB6j2m8pvcB3myywjY+hkJYXtuBfY4h9m13wv1HUo02LeP8A2YeRtFmpj4T9onJ6+MQh1mgozGpkuO7a/wB9/Ppinp7PPCP62MY5tZUV031aBpf/AA4MOn1dtT5DvV2hyPZo5Y1NLTPRc8MqYFQZP83KqjeRBbvW8xhqnsx8nXggil9oTI3a9pfdqVh2R/3ieoJHgNvXCPptdVSO3Kyfg/2UeTGZVuZJVe0hw1SxxKWSSanJWW3UA6gb7dLXP3Ygzf2S+Rv6sWoyz2jMhnbS3cajdDceAYv5emFfT66lSiHdF8s1nxr7O3DlBTRz5NzKy6WGUnS63BG/Q3Nt9sVTIuRWY1ucyU2U8R5bM6WbU0lrKNrXJvi3gzBLVT5IOJ+VfE1DWkVGdUsbG4BD3v59PnvbGOTcmcyzKN5P7T5cpCk3kbSSN9v69bYnPSm5WFzTySVXJqGmfsJOL8u2UOfdn1aR8h5em2GeUcleE6ilRJeYdFFc94PqJHmLhRhloTeUd4m5WyePktw7HFrTmHTOFuCyq4AN+lyOv24yfkjRR0EEk3F8GiVCIXjW3ev4i3r42wFoSlmQqlhCWr5PdlKzQ8W0TItxoK+R3H5+3An+SWQ0ommzyi7UAgIW0u3pt4YR6UllDxmuyBZOUecLUoBnlHGrLs3ahgB57HY4Fl5ZZidZgz2mYLdVQSWv6Wub3+zCPQlygykqzkEk5c8QrSho6+NEBI7RJAUY+q9fS+BargfiDRrlmB0m9kNyPkOu35OJy058DprsHxcvuJFgVqF/2jG25OkeR2/Cwx5R8teYuYqk0EcjljpCK30em46jww7jKLpgbiMYeS/G5+k6agRIbXB2uPAb+GDIOQnMWrmMIcrqBOqQlUY+NrC38sKoTvAsppdhtT+zJzKqXkSniiqGU6meOo1C22xJAHXC7NuRnH3DrrJmeXSRtcBDECQfPcbevrfC5sMWoxsc5DleaZfGyT5dMmhLyNUCxQ+NsZcJThjLaW/aatO97m/2/wDPHaeJ2kCTtWXrh7L46tLTswNgLHf7MW6lpHWm0LTv2jG5JPXxuPK2PThUnhkfldBNAexUtFGe6PDcjz3w5nmjegFSkffIJJLXuB540Ry8iSV1YncSLS6gouGsAB3bnwJwXTVESw9mLKoawQEABvsw9piNcM2py3zaj4R4TrM0q6HtTdboknZEi3QHcj7MG5Rz/wAjpKil944Plr0vrZGq2iPXddarf4EC4wqg0rs5+ZZBqHmVk0vMqo5iU3Bkc8UlQhXJqipdQVAA0mVQGB9R9mCuNOeOTcRZs8lHyf8A1YxuFaOpklY36Kx0i/Tyw+yF7mxFWU0G5XQ5PzL4UroFoRlk8ULaoJbt2r6Sbbj06jbGgK7KIhC0EkJURmzKLqQf5G2Olbqjo3dsHYQRVPaxQhVtuq30geH564jSGrP+cgnSzG7It1PxxOnRa7snoaWaedxTwh0jH0k1aGPwttgnN6SphSIyoAt7kgdT5euE0+9ju1VHRP6MbO6PKuO8/os0LRRS0yuiydCVby+eO1f7V8M/95Hj5bq1Fa8j0NG5QXc0p+l+5i5RzQ9vqvrMvgENPkfDtHS9gi2Ebu8sjD56l+7HNk+WU8cpzB5SZGHdX+WPuvhcNvSabPA6hp6si75DUrDkAKMVKKBrba/zwblhp5Kg6n7NCO9fq224/Pnj01FN2jNLCyOkr6Ogo/coCt3N1BN7nExqaaFNXaLcm7An7cP7oDfoa35j0rUXFp42hhd4mhjp5xFuQoJs5t1tffEjUHbUpqRHrBPdI+sCPPHn/I2ky0UnGgRIGpalIZe1O9gD1HoMWTh7hjPM0zHsMpy+SZrX/YIzNpHUkDwHicNu7hpXgsWdTjhTL5OF6NIXqZWV6hoyGA/3AR5eO+AlrYlpoqKBi8QW9ybaT4nFYLbGxNzvAHU0s1fM8whvcaY5na/zwjzZZwZapkUxxjsw3k3kL45p9xk1ZhDPop7a+72YXV4r6Yf+9stItQ05uqjcdB/PFEsAkrAUnbLJ1qY6m+jovniD3+trqiaoZJHYk2N9/MnAc6yBZ5EfPakqq/grL6mOZ9MNQZO0W69iy9JAfQ74p+dc28qzeLsOaXC8D1kagCvijOisttdrfRY26jGWcopuM+5aEd6KRn/E/Kx6p56fIaSFCPoR1LNp9LEC3XxxX6ziTlgR3ctUEEarybNvuTtjNLwl3LqMgaXi3lo7H/MqdWJ3YOdQ+7A1Tn3LmcEJl8TupbftD8fLriLemqphSaQnqxwJW1CdnrVFJFo7kKPMG2LzwxX8uqPKx7zOzDp30kHpckLhYT00/moZxaVsAz3iLlwJgRkyvte0cjHe/XdbjCOu4k5eyO0kGUftHHTUTf7vnjpeHzuAk7FlRxDwOJ0EeXvrlJs4Vm/hjOqzDgE0iTpCZJASXVkYMB5+VvXE29NZv9R5NMFqc/4R7JVjoG22JF779PDEUuY8MrVGOSmcybkCSM7H7P64S4TfPBzyriDyycO9xxTdpq6BEJt69Bi0jgbhOCTL5pOPMu01a/tBCx105P1XHh067Dw2w2OzOq+DLijgHgLh+olpJOYmX1IW3ZvG/dJNrXIvvv69DhJLQ8v4o5Yo+Nqdp0azRAHY+lxuTY4Rpr5sfidwrPoqHhGuRKSm40yzs23DvJZl9CDtfxwPT0GV8GZtEJc/o543FxJAy3G4Nj+euOqnfYMG5Kj3iDOOFMwgWU1cANujMpuL9Tv+OE039mYollh4mp0CXJugAB+N/G/jgTSu0NFy2hNZwxw9HGlbHzAyoA2cqisXW+57mnp8z8xiSk4YyOtkOXZTncdSLXbsYyvpuNvG+EcKwFWlkLTlXVtFLURzUrQxAFi06ho/IFb38B4Ys+Ucjssq+DKniTNuZFBl7QQGaGOQFhJa4KEr9E7ePjhG6SpBVtmvZaLJ3uFzenN7poSRS3z8umAZIcnF6aLNIrMAdRAJUdbg3Nunh6Y7Y8o7h2Yig4fMae65tGG72oFth8b9PkMDVGS0Rl7c1UV1+i4J336emOUJNWMpV3JIcqoEiXtM4hZr9V2UA3+/bEZpcup3ST9Y2WXdWN7PfxB8tvuwkoO8hi3ZYqYQSUKxHM4za3fDG999vnbA8WTRtG3Z5wixtZtAbSRv54eUHSaA27cTKGhnfs5KfO0YLvpkkO5uT0+ViMS1IzZqgzwV8cSMdQghmbs9wPMk+Hr92GaksIDabtMny/OuKqYRTUOdGyEfSk1AG/UDwHywwopeLM3q71me6VP7LtGk0r6den9cTkpJtUFSSQDmuZQ1cb0Ss8gRDeQnvNYfh0wn4VpyauOSOoIuwuwN7eHXGTTdamclJPy5NkZDl0i2YxO2gX69QcPFmhmZj2kikH7z549HSj6IzP3DaYs0JMUj7EahYEjDhqcLRFUqGUBNV72vt0xrWOUJSFz00zxyKoLF+9o3NtvL78SU+h8vnjUhJAOnqPDArIq7NmxeUXEmV5hlD5JnlHFOltMlLONQlHzG1ji71fKrlnpianyOKKF+80StZVv0KsN7YVwugN7bvgrPMzh2j4XrsvgyiNY4HK6Vvck/H5fHFzh5bcF1FXQVM1CRrgBuWfvHqbm++DJPFC7nWCwDhrhnhjhTOuL6PLitHQRG8TykBnZbJYkG928McwTpUTVzV1VTqGJvIR0Rf4dfDDUkqsZK1kEqstaCJmWcmK397H9YeIAwNV13Z05pqexhQAdwatN/G9vT7sK0mOrsgyjNxldY7U7uCehBsOu/5GCuITeK8VX2nhdRa56+P44lpPkLtNI3N+jz4jnrPaPy/hKvrwKfMaaVCjoAHZVuATbrt92P0Q/ybZN+5D92PlviSa6h1g9Pp/lps439tl4OIfbn5t1eX1LVFPQ557jHKPriGOOO1gPMH5jGvarSkitHGZBHdAAPHH3/AECrpNNP0X9j5/Ve7UbD8tq6g5cJJIdHZi4IH3b4sOXVXadlUxKzMg1sBbbG5S7kafLM5Kyerf35kZTcqA3XEUmZ1ilroR4AAHYYa12A6sR5zmdROhj7XShF7+G3j8sTZJx9l0OXpkc+Qxs8JDGri2Lr+4y9LeRG+M2pDe8lIOk0WXJOOuTE0WriPJM5mnhkIMVOUjEg8tVrgjzxFmHtD5llWVHhvgPhahyimkjMc1SI9dZOu9wZSLgW8FthVp27k7XodKb+6Uar4lq4ysUERjA2BHVfTGScR5wAIY3IVt2HQfD7MX3VlgrblEicc53QximhjugudLqe76YEWvznNiTURMiMQWQXCsfO2ObSeA45D6Weppg8ful1U97RfcWwcnEpnyo5a1K4YtdWGwNz0JtfAk13Z3IvrM2qBN2Omxv9Hob4yjqKklJS7AXAYFTv574X6Bv1LFXcNVHGPCdRwr2Q7WUFowegNvo/O+OceJ2zPhGqnyPiDJ6jTTPp/a3NrHbfGPqGsjaazbNf8Scx6jhmtBpq2FVJPZhLtt+fPFczf2m+OKEmOgzpgqkkWp1NiLea3t0+zHjyWm8SSN6vsxbVe1VzRIiEXExkQAEk0Ua949bkLuPK+9sRye1XzdljWM5+R2SkKop0sngdtNuuErT5cUPtd4ZDN7V3O2hR2p+IJEcghXWBL+O30TgLLfac5xpWy5vFxZX+9XuZIZWDdBtfx+zAi9PdaijqbXJPU+19z4VwG4rqy173ESnp/wAPX44hf2wOf+vs6XjmvTVc27NFJAN/3cTWppZTihlCd8n0Ptac/p1LScfZi4BJsAvUeHTpjOb2sufAUyrxzmjb3IBFrfADBc4SdbEFxaVWSJ7XHPRZCY+OM2a+y3sdNtz9XbEw9rfnZGwc8a5qNI8CLX8t19MBOCeYpfgBR2q7PV9rPnaWZRxlmj2PVrG/n4b4xi9rXnTSyAniyte5OoIqsG+WnHOenJ/IF2+5P/0v+cUAVH4jqCvlJTJYfE6en2+GCB7anOWKnaM5ysoKbo9HEwsP+Ag77YW9OTzFB27eWR1Ptm82pU0zx0DpbRqly6LdtjudHjYfDC+m9qPmPmNeKmqrYR2Y1dnDCsdj8FHwwP8AS3YRyUtu4KzD2xuOIn93iiyychdjLQRSMbf8O/8ATAR9rnjSqjZGyvLI73Fly+IfPYYk1pr7o8d3Fgz+1fx47x6VoVJF+7RRi3hv3emM19q3mEsZaGWn+dKgv/8ALjvIqwB2u56Pah4+kiWWqqItb7kilQbX89Pzx5S+0vxLTTCamip0cgkyPAh1Dz2HQ/ywycH2OSlFUSy+1hxdFKYkgoGUnZmoovh1K7Y9HtVZ9Ul0moMkbuhtb5dDbyO+npgS8OPY7K4B39pfMEB7bhThedWJVg+WRqfwHz3wJU+0ORIUk4B4ZYHoPc7EeZuNvlgXp7rp/mFJ90Q1fO3KjFrm5acOHULIYoSpuPEb2Hnc4XNzYoaiZaY8L5ZGmrrDENS7+BN7fZgb0mnbAlteB2nOXg6lpFopeA6CqZl/0iW6SE+RK2HnbAknNDg2aoYDgmm1G7DsqqSxt6fLDN8VJgULeUef5ROC50E7cLqjKLlfeWF9/t8cfScweE1YiHIZL3Peeofy3t5Wt/zwu5xzuOUKWSI8zuGkkDNkt1I3ZKpyb9b2xFmnN/JniaPK8rKPILgzSFgvyw3jNcMKjH5UWLgtZ67KHzCtcM9UN3jbUAL+XlbFj4XylhKsSx9mCCNLm1/HoPXCaMZSe46aVbUXOjq3oqm7Uym6gFl1XX18v+WHVBmUNWkavGGYDaQm4Bvt4b49WLVYM7wMISyy6mVbMt2YHdj9njhxQVgelMelL2Flbe4PpiyzwybUmuBfV1Tw1CGOUQFD3XVhpYeeBpKxKeYTFygcHVYkht/h1wJSzkO1LAdkWfPk9WKzJqhklAH7SJuniN/Lc43nyw5h8L5mkOXZhxRTZJmkDgqmYke6zbfRDHZSb9G26WODOT+4rEcbdMN5tcA8acbT09Fw/ktM0jyh2TtLId+gsDe/pi7ZNyvkpMnpMx4v4iy/I6CjstTVZjUCO1tiqAXLN5C2Olqbn5UTV7qRrT2gueuQcX0kPL7giCSnyKjkOqodSs1c4P0yB4enrjVdSssOTDLZUhlgik7RdSgE3vcfC29sUrZFRf8AGU44IKQJmmYRZHN2dLSSGyysdlbxbfp632wi4nlo8sQ0sdRE/ZsQZ421a2G32fdibzgaPm+ghy2SeWpEpewO1tWyn+WG2Y1DmINBUsqnYqxuDewxDTld4HnWC3+ynm8WR+0bwhXS1IQPXLE0wezDVtY/bj9JP7V5L/4//wDU/rj5n4tS6i33NWjJ7eTmL27eD805Se17xdQ1VK6pn1a2dUlU4P8AnUc1jqJ6NZlZTboR06YrPL6t5c8Q59S5ZxLxVFl9GWPvVbsRCCNiB4m/UY+5+G6stfpIV6V+x5evBKbVAGd5jk2SZ3W5Tl+Zx5jSU0zpHXUyns6tAbCRb7gH1xhQZ/FVQkUErRkg/TuB08hj0FJr6mZq8B1Fn7U8cdOBqKnZ9fX4ee+Pcx4uSFWRaYd7uhzfFNyrINmaK1m3FcBj7Je7cWAtfT+f44gy7MMn7Xvzqqk2v9HbxxNtXgKiNKev4AgHaNnFQxJ1nuj+GB63i3IaWoIpZmdA1tTLYkD8P6YLiuWBdiam4i4SqVimqM4SJ1ViVZCWBvtbbH0HMPgehUJ73IzddMkd/vwXDNhaJ5eaHArMqQuTsATpPn449l5r8CyS9ulQWJN2OjTp+VsDw+6C1asIpOaPAWmKllr0dlB7wBGvBKczeWQD0v6xjAXcDTuD8Pvxzinwc1XBFPxxy3qo0d8w3JsWQ2sPjbE44t5dx2qabiZXsPoMN7/HB2VlMObCk5kcJx6qv+1NLHJG1l7QkbeHTFa5j8xuX2e9o3EFTRZiXXQ7Rm0hA9bdd/HEtTRjNUw5WDRHGXAnJ3MKg1EFBVFCxK2qfDqNrYoWZ8EcDHU1BlDAE91Xn1EehOPJl0sIStmnTcmqFb8G5CX0jLogAnRpL/I4gruDqFn/AGNDGvduNLf03xn8OCwVysWQz8GUrgCKCLSbWTWQRtudsLH4a7ND2dHEWBBMjkkkfZhfDj6FFh5F/wDZJzO81VRdqhue4WGvbx+eCqrhHKqyVJE4f7MqbgNquxH44TwoPzUFTzlmScJxudC5ciFSSBcj7sZycM0MlOI2y/UWJuzk7XO2O8NYwBt0eJwVQoSktHpdRe5Y3/kR44mPCVKwCCnRbix7xIPh0wZRjeUGqWDz+xVPKBAKRgSLKwfdT+bYgPBdMFWExyGS5Kb2v5k+fXCvTUrO3WjJuEYVQxSQuxI0lQ30yPwxnUcI5a6/sqAxWFix26en58cDwoyWR77i2XgikdWdBp1d4Xub9LH78eQ8vf269nJqbSC+ncoPyPPxxPwknYHjghzDlw8U14g0jDbfcAnriCj4Cl7TVKeykAut2IB8wAL9bf1xOWnF4GcqySf2DFPInYRMSASCtgNvrEYiTgmsSZ2trJNz3z0I3tt/DHPSVW2Hdu5IjwPVOxenUFzue9cm2Jm4Fq5ImWphFwBa1u8L2uRgOC/EKdqmYR8vMwhcTVPZuVAvuRYHf54hquA6lWInVl6tYi2m/wBbpvfywPCt7Ucn3IxwNWq4aUao0GyMvzBB/h8cRVHLzMP7mEIfFgACpPx+OEWmuRnLume1fAVTCo/aIbjSVFm2H+7b1OIxwJmKI7skbADYX6/HyO2GejtwxXN3bQHLwTXPEad4AhJ7wU7Da9/W38BjGXgWS9hGbBtQIFvu8jhXDNILbq2jIcvcyDqw0gFb6yAdj5gnEsHLnMKpOypaFZBe9rG+38N8I4JR3Pg7cyOo5Z1tSxkp4CLbnUbHr0sPDcC+G2R8oaYtFU5nUCybstze3Xb4Y7w03aDfqbByrLTQ00dHTaFgW/d6X+fjh7kkTQIsrJq3BIK7Y0aaykiLtuyx0sNOLSJG3mNPT43wXSxq4MSOSRtuLjfyxtiknbJOVqmO2yHs4O3gqQRa5QCxNvC98fUMTRFp1Ive4Ym9zi8VQL3ZHeTcQ1eT01ZRIkcsNfAYJkljEncuGuuoHSwI2I3GEbZdT1VWREzm57pY2tv54LSoRO8heXZPTU9TJHJOGdVIj0PYX6/MYyrKqv7CBK6RdjdC29h4C9sBeX6sLT7jfLeKM2oKo3zWq0BVKLBMwC230gg7Y+/XVfmWcdtVV8zds30pZCwT0JOLb2lyK0n5jOsgM9QnZuuuNiD4Agnfc4koqZjJ2E0ccwVboxHXfp6n0xNp3zwNyrYhq6N6HPHpZKpRKxIbS3T0FsKcxyON6WVophqR7GPTcfdtiTi0rGXdpEFNTUVHJHIuoO9jpfwa/wDyxnmEjf3fbAkNa6ePQ4WEVFYOblJ8BnAlc2VcyOG3CE1IzCn7ONB5yAdfnjrH+1nE/wD4bP8A+o4+d+KU9VZ7F4VR397Vvsf8p/bk5O1GU8y6iryXiTIJXbI+IMkCmqoJH2ZdJ7ssTWGqM9bAgqQDj8WPaV9jb2gvZX43fg/jLiuZoqhmakzam1dhmEfiwB3Vv3lO48yLHGvouv1Oin4Ucp8fX0/ncOvoqT3GvqbLebdNpjp+ZEiIPQj8jEkUvOmlYCLj9xp3vc9PLf449iPxbV9CPgRoJjqeeUjrT/25sL3G9h+HpiaqPPCq1RQ8aCSJQWj7Y3Oo+e2G/wA2nVUJ4EbI6/KOd9Q6in4kiisg7hdmF/Eja+9umB2yPnyG1DPKZtOxOo7nbrtgR+Lu+B3oKPKGeU5V7SGswwZjl8guD2cqWHTqdunww+yTll7YPEJvktJkcwNwWViAAetzp8P445/GMeaIi6ZcWPcn5H+22rMafhbhdgP2VqufTffqLjfEsvIz22i+l+AeFnbVpstTY/Lbf78MvjMJfcYj6VrkHi5E+23LKWpeWnDsyqfq1h3Pl0xJByQ9sqdezpeTHDsin9yvAPrY+Hyw3+baf9LD4CSdI+m5H+13CumbkTw9sxAYZqi2+1tsDx8mvauSRmb2fMpcIbFRm0ZBJ8b6xcnb7cN/mmn6MXwE+xjDyn9qOqILezxSsB3SgzOPpv8A748sZryy9p6GpKD2Xm2FtUeZowf1sXt08AcFfEtJeoF09KgSo5Y+0lNHoqPZdluTuff0JPy14Cq+TXtLTQ/s/ZrrYW8ZBWRtf49/r/LAl8T0Wnyd4LRnTcivaaak7Ko9nmrbe5b3qElel9g/4YW1HI7nxV1AhfkVMhG3emjF9/Hv7/1xF9fpunkqo1kx/wCj/wA/3OqPkXLYeAqYwPs1YkPs2+0U+8fJhgNx/pkag+ou35tib67Rfr+R2zuzAezf7RwdUblOoIG6e+w3/wDd+b4nHss+0g0YccsIA1iCXr4gLeRF/LCrrNNLgajMeyX7RlVGYBy5oDvcK+YR3t4YiqfY99pCZS8nBGXxkbf6zQbeVsK+rguzOin6Ajexn7Q8jM39laLf6vvyWUj1O2Mj7F/tDMgkHDNBIxsNRzFPPp0wq6uMOExqk7PB7GvtCN//AE5RtYhSFzNNvPTtjyl9jrnpSTKldwVeLfuQZlEGPkPhvjvtSrj9A08sAk9lT2gI2CDhBms2y++Rki1/C++2BJvZk59xL2M3BdSWvs/vCEN6jfp6YVdXFZOp0D1fs38/ElJTgurs3eGqRTv4Eb/dfAx9njn4rup5eV17mwMke48dr7YR9XCVUNtzdGJ9n3n8qqJeXlf3d93jNh4ePqcRUXs/+0FTTtMOA8xCBbW1p12N7avv2xy6rTO2tMxq+RfPSZneDl1mr7d7s9BFjv0vt44GfkXz/jmWWPljm9/BmVSxPntf+eBLqdN8g2Usowm5L892TQeV+bFiLswjvv5df64g/wAjPPOGFom5XZ0rWsCyb/IYD6nTG28IxHKfnZApjl5ZZyfLTTkAm+9z1xm/LrnU0cEVNyeziOSIaXlhgdu0367+Nj4eXnhlr6VHSSWbMangDndWJKuY8t+I1m0qI2NIeyXw721+nQ+fxwP/AJOec80RhreWOckxABJDSudS36XAtscB9RpNYFWECT8vubSShW4BzqzEjv0ch+V9OPJeC+Z0Hebl/nOlNx/mknd+7rhZdTpuqK8cgc/CfMaCTRJwNmgJNyxpJib3/wAO34YiNDxvARA/B2aWfpro5fD/AIeuGlrQllAd0Aznial68LZkBY7CncWt47r64lM2bLG0tZk9SgWy2eBhq2PmPwxObg+ApW+QemzSpEjSPQyrcgbKwUdPAi/5GJ/13TxASCV1MJBOsbi/Xrhm4gynaMX4nkiYCqFtQsWY6SBcW/PnjNuJY3ldVqtNjcqCS1vQdP4YZTglfIubC6Tj004ZYqmR45FtaRQTtvt88SJzKSBjNDmChQ+63I1Eb+Hj64eM4xw0DKsLHNIxOnvdfLoLXIVvo4np+ckGWzMaSoaaJfpG5BIG++3XxxSGtFoEtO82ESc+8zeMGKdhcagHNhb1xA3tHZzTJ2AZmI8m632G3TFF1MFlnLS5SJE9oeouuuqZTYMyXFwR1Nv5Ylb2i0ZbtOxZAS1m+kCD4Yb7TBsVwBYPaQl1qffJlW5IEZvq9D5DB03tA1ckCx+9SMY7nXIbKb22v4WwkepjxYXperCP+kQxmAEoC271m1H4dPv9MZwe09Qo8k1VJuVGkEAk+o/DDR6iDfIFpORM/tUUs8Ui0ddCpKgi7Bt/h4HbpieL2qqUxRaatY6jYo2oAMw6i334P2jT4sXwpcIGzP2hIMxd6oVXbOr3YgqL7f8APzwI3tDUDU60j2WdyW7QsdxbpbofO/44D6iMuGHZQMOdVLTSmmOZAB0vZrE3+rpv47eOIKnn6tTT+6JOG7O7GZAA5+J8t/HE3rRXzDS09tHSH6MXkdx17QHNik5qZ1kdWnCeSy9sldUI3Z1ko6Kl/pAGxJG2P0p/yR8J/wDgcH/6LHyfXzn1XUScHhYNelpx25OwcnrMm4er1pHyaaoWafuTdnZYz5sR4fHFs4t9mHkJz24CreCOaPL7KeIsszZgXpcwh1pGy7go30kcHoykEeeNkoKceR3TRojO/wBAd+jrqYoJE4AzzLGZCexpOJKwByDcjvu2xG1vhin5j+gz9hivyFc0yXgHPqK0pWQS8SVcisL7fSY77YCerXzElowu8/mTy/oYP0bVGop4uXvFM8pi7nu/E1YRr8frb/DCDmN+hD9kzifl9VV3KXI8/wAiz+lXUpr87qKqmmP7ro5NvivTyOF1J9TGD2Str2L6OnorUT1E3HvnscZcW+xLw9yw4kquC+ZXD2b5bX05/u5Jm7OVf30PRgeuxIxSuLvZ84diRRwm8ilH3WplZlcW2HTbfyxl0/iOs2nyfe6f+G/huvHxIJ0/c3Ty2/RYcWcZUGX1tJzm4MiNfTpKjiulYKSPoMAuxHnbGxpP0TPtBcvKdaum52cEyRNsBBU1EtifMCPHqy+2Qy4r8z5/V0fg+nqbfD1F+QTQewZ7R9DSK03MHg6YO5AvPU2267dkT4Ykl9hT2lIn1/2h4JeB1EiD3ypDfZ2Nhf44ppy108xX5mPW0vhr+SM7/Ax//V6+1RmVa1G/EvBhGxX/AK1m7O/owivceVsL8y/Rme2NPVxHJuPOEaKeJu8afN6jS/oUaDf44qtbWjlQI/ZOkefN+gVmP6Oz2t81o0jnHBE0h+lI2bylXNvLsdr28MNco/R2+0y+WwQy5lwhGWuOxGaTAhutr9jYdOuGWtqt/J+pOXRdKracvyQBP+j39oypQVjZlwyVj+kj18qkXNunYG+46jEEfsCe0dRxqMvz7KtHdaUnMpZBpJtdT2N7AjcW2xeOrqtfJ+qMj6fp6+d//UZj2COesaS9nxflaTxn9ogmZwd+obshf5DE8XsL89qFXp8x4hyxSJdBPaMo1Wv00dLHr0xy1dVfcEWhocObX4BB9gXnxXzvl1Pn2XqxuCFqALEbnvaQNtsKv+gJz/hr5fesxoWERvNL20ewHpbfr4YD1dV4cDvB6fvqP8iKf2Fuc9Kiin4qp4ncarDQ3jbqD/XCKT2K/bHJNfk3ACV1KzFY56fM6f8AagXF9BsQb+BxCWtrQWdMvpdN0M8T1mv/APP/AGRw+x77Zc8p7TkfVXY9Wr4Ft8RqxEvsk+2tDKWl5FVun94ZlTKvzLOBiH2rVX/82ehpdB8Jl8/Uv/6ibiHkJ7UuSITU8tqYzg7wQ5rDK9vH6LFdvU4Tz8uvaMWMq3KWs0nfdlNvsbGWfxKUG4uHB7eh/hv4XrwUvHkvqgVOXHPyntr5TVpj1d7s3H2nfGT8G82ja/KLMTY7oGGkep3wq+K39xl5f4T+HNeTqX+QPJkXOelqDA3JvM9I21RlABv8dziWn4f5uJEZJ+UObuD0IjBHxP345fFoyw4MSf8AhDo3mHU/ofS8Oc2nBU8m81Gm5UlVX7seUPAXNKtraeGTlNXRwSuokrJUv2a/vafG2GXxKEqW1mXU/wAK6OnFtdQn+Bbavkpm0QJkzKPUNgRlz2OBm5RZtSoTPmSLfoDROA2D9rj2RiXwCdfOvyPaXlVmVeGpozSzgfUakewtjCLkZxOkhelo6QWNgr0Tlbfbjn1Ua4A/gE199fkRVXJjjiKQyLk1IdXilM6nC6o5acaxDs4MmpGI+kOyIYfG4x32qFcCv4DrdpL9SGXlVzIn76cLwsCOvZnf7sI805X8fvKYKTh2KaeI708SkM/2gA4ZdZoqnXAn/wCP9TK0miROEuaVLTaajlnPYD60Sgj7DjGnybjGWW39g3VuhCxkbYK6/RruM/8ADPUPKnH83/wMY+AOKpojJJwvGFNlsxa/4Yy/yecXL+0g4ahcNtZb7g/LB+26LXsSf+HeqXdfmB1fAnFMDFW4JnY+LRC9vjffEb8FcSWLtwXOoHQ3ufS/lhX1mhVDr/DvVvO5fmQDgLiucO0PAtTdTsFYb49i4F4qlGiTgeuOn98je33YX7Xodn+gJfAesXNfmZnlvxizhjwFVgeJJWw3v0vjz/JNns1/eeBpl1EnvxKfyMN4+h2ZGXwXrI9v1BqnkHXSEVR5dRy9pezdmn3+N8L6v2eGARDyiVr7XWKM6T647xtDuyf+VdY1iH9gQezfUlD2fKanQ22BgjsDhfVezXHPJav5QwyE/wDaGjQG/ncD83wPF0awyb+G9YseGAP7LtNMzPT8mke/1hSAD8N8CVHswxIdJ5MiwGxahWw3v1tgPW0eVI6Pw/quPDYqrfZjqxLqh5OSEbElKMX/AAwGfZyzbQwm5QVdgt7rRAW3+GB4+il8x3+X9U1mDIf+jfnz2ak5RVWq+ypQDx38rYNi9mziAQhhygkFx9fLwNj5i2GetozxYP8ALup42MjX2c887VkTlCgbfvLRIT+GMo/Zfz2VrHlMqG4Jb9Xrf8MFa2j6h+wdSudNkn/RVrnUyPyxj1W0n/q5NRHjuR+bYiPstKsxgfl2EG4CtQISPz/HB8XSTwxfsHVJfIzN/ZTrRd15faWQ2/1eg/h06YUT+zbRUtSaeo4XpRYAdlJQR3I9dsB6mld2dHoOqfGm2S0vsyUuZSGlpeX8Mujqgy6K9vEXP44IqPZVogjTVPLSJVtqYmjiYgeYtfxGFeroLDf6gn0mtpYnCiSm9j6rzdUnyDk9POsi92SKjjNxfCTO/Y844ylHlm5M1IRTc66FNrbdfDbAWvpXmRLZL0Ej+yHzJramSKHkNVdmos0z0kaKFt1ueg+GN6ezV+jy5Y12YU2f8ysiyqueEjtMumh0BR1XoO8PnjPra8XHbpsotN9zs7h3Oso5eyQcLZfw9BBRRxCOnSgAWOMdALDp08sO/wC3tH/sx/8AXiOnt047UhuDrqg/1JV/L+GL3y+/0Bf/ADVxuhwxWN+ZP0Mt/wAcmKnm/wD/AAoP/wAQn/uw8QdhTwN/eUn/AMa2G0X+q86/+Kf8cKu4yONv0p/+sOBP/hKj/wBwxxbnP+kp/iH448OP+5L6v9z9P+C//o6f87m3/ZN//GGT/h/9ox1RmH+mQ/4P/ux9Q/k/noed1n+8Axf3J/8AMxBL/q//AITiceDG+DDlz/fr/wCYfxxZq7/TZvh/HG2PzMy6nLBR/dfJfxfEA/0eH/Cv4YuuBUfVv+qm/wALfjhXw3/q2f8A80/iuGh8pz4HOTfRb/Av4DFhoetZ/wCb/A4EuEZJ8htF/cD/ABr+Iw2g+mf8L/xx0vmMOp8woX/WC/8Al/8A3YKo+sf/AJjYrp8k5DGj/wDuH4jGHMb/AFDJ/h/icB8iaf8AuI1bR/6U3+IfwwZV/wChn/CfxOPl9T/ckfUx4iCU30W/w/xOFOYf34+I/wDbgd/zLL5hXVf6b/xn+OGQ/wBFj+I/+7Eyj4I82/u4vl/7cRr/AKOv+H+DY7sT7H2ZdW+P8sIuIf8ARE/xt/HC+g5Jwv8ASP8A5jfhiWn/ANO+R/EYpp/KR7oKq/7qT4H8cKW/vpvgfxwI/KPL5We0v0D/AMP4DFXpv/x0qv8AD/EYnq8FNLv9CxV/Uf8Alt/HCb67f4V/DBfIY9wfNP8AVrfH+Ix9k/0z8B+Bx3qGfBLV/wCkL/gP44UyfW/xD8BgR7/Q6IVkH92f8Df+3H03+k/Mf+3E4cnImj/0VPhgyX+4k/xj8MVkJIFj/uT/AOYf4Yhqvp//AJtvxwsuPzIrkjP+kf8A5pv/ALsYVH9z/wAI/DCS4LL5iSf/AEj/AIhiCp/0v/1/hhNPsLHlA3/5BN8sRVf+qj8//cMF9isQPK/9Hj+I/E4JqPoj4H/2rho/KhJ/MK6z6v8AiX8MY1/0pP8AEf4YpHj8R/uogrf79/iMVir/ANY1P+JPxwY/Kd2Z5mv+gN8T+AxrnOP9eJ/5h/A4M/l/noU0S3cF/wB7N+fE4lq/9Iq/8Bxhnx/PQ8P4n/uL6GweSX+hUP8Ahb+OLHzG/wDxPrv8J/EYb0PD7op/Cv0an/4E4a8Nf61h/wDKP8MNLkHcsmb9F/wj/wBy4FxZj6XDP//Z)
Imao sam i ranijih godina priliku da viđam ovakve "mudrolije", ali mi je još jedan takav stigao na popravku pre neki dan. Zato što su takvi akumulatori dosta retki a dosta su specifični zbog svojih duplih izvoda, postavio sam sliku.
Inače, tu vrstu akumulatora pravi poznata austrijska fabrika "Banner" pod nazivom "Uni Bull". Možda ima još neka firma u svojoj ponudi ali ja do sada nisam viđao.
Kako god, veoma pametno i inventivno rešenje.
8 коментара:
Pozdrav Mišo, čitam tvoj blog unazad nedelju dana i za to vreme sam naučio o više o akumulatorima nego za petnaestak proteklih godina koliko se bavim elektronikom sto iz hobija sto za potrebe posla. Moram da kazem da korisniji sajt na srpskom jeziku nisam video u poslednjih 5-6 godina. Svaka čast na strpljenju, požrtvovanosti i umeću da neke stvari objasniš "pravim rečima" dovoljno jasno i za one koji baš nisu tehnički potkovani.
Elem, do tvog sajta sam došao tražeći neko rešenje za svoj 4 godine star Magnetti Marelli akumulator od 40AH(300A) koji i dalje pali i na jačem minusu ali mi restartuje board kompjuter svaki put. Čitam sve postove, verovatno ću i probati da napravim neki od punjača čije si šeme ponudio, pa da pokušam ako mogu da prođem bez kupovine novog akumulatora.
Još jednom, svaka čast i sve pohvale za trud i razotkrivanje svih akumulatorskih tajni.
P.S. Možda bi trebao da malo poradiš na SEO tvog sajta, kako bi mu povećao rejting na Google, zarad lakšeg pronalaženja. Velika je šteta ovakvo blago kriti na nekoj 5-6 Google-voj strani.
Veliki pozdrav iz Niša, Bladimir.
Hvala na lepim i iskrenim rečima! Ja sam pokrenuo ovaj blog, a to sam mnogo puta napomenuo, sa željom da svoje veliko znanje podelim sa narodom. Naravno, koga to zanima. Obzirom da znam da ovako nešto o akumulatorima i svega oko njih ne postoji, bar ne na srpskom jeziku, još mi je veće zadovoljstvo.
Naravno, postoje tu i određeni "elementi" kojima sve ovo ne odgovara, kažu da filozofiram, da ne razumeju, da kažem konkretno koji akumulatori su dobri a koji loši.... Pa... Kome ne odgovara neka jednostavno zaobiđe u širokom luku ovaj blog. A za sve one kojima je ovo interesnatno, ja sam tu. Naravno, NIKAD neću preporučiti koji akumulator kupiti, bar ne konkretno, decidno. Mogu da savetujem za koju namenu je koji dobar, ali da reklamiram neku marku... To mi ne pada na pamet!!! Za to ima puno razloga. Znam da postoje firme koje bi volele da "napišem neku lepu reč" o njima,ali ja zarad nešto malo novca neću da lažem i obmanjujem narod. Zato neka svako po ličnom nahođenju kupi ono za šta smatra da je dobro.
Hvala na savetu, poradiću malo na popularizaciji bloga. Zima je, dosta posla. A ja i nisam od onih koji nešto vole da ulepšavaju. Daleko od toga da je ne znam kako bih to uradio, ali sam zadovoljan ovim kako izgleda. Mada, uvek ima mesta za bolje.
Živeli!
Pozdrav Miša.Sad vako sjedim i razmisljam,o olovnim akumulatorima.Procito sam citav tvoj blog i vidim da si doguro do savrsenstva u akumulatorima.Ali jedino neistrazeno podrucije je elektrolit.Mislim sve se poboljsalo sto se moglo poboljsat i stalo se na tome.Jedino je elektrolit ostalo onakav kakav jest.Jesi li probao da doradujes elektrolit,tj. da ga poboljsavas dodavanjem nekih drugih sastojaka u njega,mjenjas omjer kiseline i vode, itd.Mislim nades neki akumulator sto ti ne treba i na njemu vjezbas.Nije mi jasno tolike se godine samo mjenjaju sastavi olovni ploca a elektrolit nije dirnut.Mozda bi ti mogo pomoci stevo za ulja jer je elektrolit ipak kemikalija.
P.S. Citam na bannerovim stranicama da oni koriste nesto gusci elektrolit od standardnog.Izgleda da je to jedini napredak.
To se u našem narodu kaže "nemoj da izmišljaš vruću vodu". Pa zar misliš da posle 150 godina koliko olovni akumulator postoji, i elektrolit nije doveden do savršenstva? Pa zar misliš da stotine naučnika i svih onih koji rade u raznim fabrikama akumulatora ne bi još poboljšali elektrolit da može!? Ako tako misliš, onda loše misliš. Jeste da se u olovne akumulatore razumem mnogo dobro, ali šta bih ja tu još mogao da poboljšam ako to već nije uradio neko ko to proizvodi? Vidiš li kakva pitanje se postavljju? A odgovoru su više nego jednostavni.
Dakle, elektrolit je takav kakav jeste. Mogu još samo da kažem da je odabrana sumporna kiselina zbog toga što sadrži čak 4 atoma kiseonika pa je pogodna za hemijsku reakciju u akumulatoru.
Gustina elektrolita je standardna u Evropi. Kažem u Evropi jer ako si pažljivo čitao moj blog, napisao sam da nije svuda u svetu ista gustina . Recimo u Africi je manja jer su tamo visoke temperature, tamo je gustina negde oko 1,225. Tačno je da ako je gustina veća to je bolje. Ali sa povećanjem gustine povećava se i brzina korozije pozitivne ploče. Tako da je to mač sa dve oštrice. NIGDE, za sve ove godine, nisam naišao da je gustina elektrolita u STARTNIM akumulatorima veća od 1,275-1,28. Sve preko toga je za neke druge namene. Recimo, akumulatori u torpedima imaju gustinu 1,3. A razlog je da iz što manjeg akumulatora izvuku što veći kapacitet. Za ostalo nije ni bitno jer ionako on na kraju eksplodira!!!
Tako da ti ja predlažem da još jednom utvrdiš gradivo i pročitaš dva teksta o elektrolitu:
http://akumulatori-desulfatizatori.blogspot.com/2013/09/elektrolit.html
http://akumulatori-desulfatizatori.blogspot.com/2013/10/elektrolit-ii_1.html
Jesi li ikad razmisljao zasto nece da poboljsaju elektrolit?Kako bi tvornice radile kada bi akumulator trajo 15 godina.Mislim da je smjesno govoriti da ne moze bolje sa ovom danasnjom (nano)tehnologijom.Evo npr. kolko sam shvatio najvise sulfat ubija akumulatore.Nije rastvorljiv u elektrolitu,ali u necem mora biti rastvorljiv.I onda to u cemu je rastvorljiv dodas u elektrolit i nema sulfatizacije akumulatora i oni onda duze traju, jel tako?Ali kako bi onda tvornice radile.Pusti naucnike znaju oni svasta ali ne smiju da to realiziraju bez odobrenja glavesina.To je ko da kazes da ne postoji ljek za rak,jer eto naucnici nisu otkrili,a ptice na grani znaju da postoji ali se krije,to se nazivaju crni patenti.
Najlakse je reci da se nesto nemoze i ostati na tome.
Ja tebi preporučujem da počneš da ekperimetišeš sa olovnim akumulatorima. Očigledno da moje znanje nije dovoljno. Samo, prvo moraš da naučiš šta upropaštava akumulatore i zašto oni ne traju po 15 godina: korozija pozitivne ploče, stratifikacija elektrolita, stvaranje neprovodnog sloja između rešeteke i aktivnog materijala kod kalcijumskih akumulatora, "thermal runaway" kod gel akumulatora, zarobljavanje vodonika na negativnoj ploči kod istog tipa, povećana potrošnja vode kod antimonskih akumulatora...Ako budeš uspeo da rešiš tih nekoliko problema, tebi se smeši velika nagrada i siguran, dobro plaćen posao. Do tada, ja ću da se borim pritiv tih i sličnih problema na način kako sam i sve ove godine-znanjem i iskustvom.
Živeli!
Da imam mogucnosti radio bi to,zanima me,al jbg kriza je pa se trpim dok ne dojdu bolja vremena.
A da se sumporna kiselina zamjeni npr. solnom ili kiselinom za jetkanje pločica (natrijumpersulfat-nom kiselinom)
Zašto se ne koristi HCl umesto H2SO4... To ne mogu da ti objasnim zato što to zahteva dobro poznavanje elektrohemije od tebe. A tu si izgleda "tanak". Elektrohemija je veoma komlikovana nauka i zahteva mnogo učenja, rada, eksperimantisanja... Ni ja nisam hemičar ali sasvim dobro poznajem akumulatore tako da mi nikad u životu nije palo na pamet "zašto se ne koristi HCl umesto H2SO4"? Da bi to razumeo morao bi da znaš(a možda već znaš) kakve se sve hemijske reakcije dešavaju u olovnom akumulatoru... I sve ono što sam ti nabrojao u prethodnoj poruci. Pa još nekih 2000-3000 strana ako pročitaš o olovnim akumulatorima iz raznih knjiga, seminarskih radova, doktorskih disertacija... Onda će ti biti jasno zašto se ne koristi sona kiselina umesto sumporne.
Ovim sam završio debatu o vrsti elektrolita u akumulatoru. Ako si razumeo-shvatićeš.
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