TEORIA DAS ESTRUTURAS II
Calcule o grau de estaticidade da treliça abaixo:
![](data:image/png;base64,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)
-2
0
-3
1
-1
Com base na viga ilustrada a seguir, assinale a alternativa correta que apresenta o valor do momento no apoio C. Para tanto, utilize o método das deformações e considere o produto E.I = constante.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 14.png)
264,0 kN.m
95,3 kN.m
344,4 kN.m
176,2 kN.m
96,4 kN.m
Com base na viga a seguir representada calcule as reações de apoio da estrutura abaixo, utilize o Método dos deslocamentos para fazer os cálculos. Em seguida, marque a alternativa que apresenta a resposta correta.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 9.png)
Va = 199,73 ; Vb = 734,41 ; Vc = 107,35 ; Vd = 113,55
Va = 179,37 ; Vb = 437,14 ; Vc = 149,53 ; Vd = 113,95
Va = 139,77 ; Vb = 573,41 ; Vc = 198,35 ; Vd = 218,55
Va = 199,73 ; Vb = 473,41 ; Vc = 107,35 ; Vd = 418,55
Va = 139,77 ; Vb = 337,41 ; Vc = 198,35 ; Vd = 218,55
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA6sAAAINCAIAAABXsn6VAAAgAElEQVR4nOy9WXAcx7XnjTsP8zQRM4iYt5mXCUTMPMxMzJ0vcO93l8/h3ZAlWV5kG7ZlX9mSLRO2daUri5QEUhJ3qkWJoiiKBLgDBNEgCZJYCG4ASAANkCDWRmPpBtAbdnR39b5vdb6HJFLJqurq6kZjP7/okMDurKzMkycz/5WVSx4gCIIgCIIgyFYib60TgCAIgiAIgiCrCipgBEEQBEEQZGuBChhBEARBEATZWqACRhAEQRAEQbYWqIARBEEQBEGQrQUqYARBEARBEGRrgQoYQRAEQRAE2VqgAkYQBEEQBEG2FqiAEQRBEARBkK0FKmAEQRAEQRBka4EKGEEQBEEQBNlaoAJGEARBEARBthaogBEEQRAEQZCtBSpgBEEQBEEQZGuBChhBEARBEATZWihSwHkK0Gg0K53WnGAymYqLi9c6FauESqXKy8srKipak7sTx1iJmAsKCkjkhYWFKxE/oaioaAM59uqg1WqLiory8/NLSkpMJhMAFBQUrJWDrQJKahAJQxE3L4IANDaNRpPzVlQcp0qlWmacSm6Un5+fNiX0J1KzxAZJhUqlolW+uLi4qalJPrzgvqvjnyaTid6xtLR0pW8nyKNWq5UPQF1L4I15yppojuPy8/OVGFNQuArjXz6r0ykQBHksKyuTD0DrYKZVXq1W06jy8/OLi4vlw4sLd6P3X2q1muYlbcXPgi2ngFezTq45m1IBCxoRcdOfK1ABiyksLCR9DDE+6XXEHcCmIQsFLNaCqQTfZlLA4pooo7QyUsBiRZWXl6dWq2UuEQRenQaQza/YB3KOII+COijjWtkp4JKSEoXGXBMFvGqdAkGQR/FDr8AC2SlganMBMs6/+RQwa+qVGLvMQAFvdFMSVq1Orgc2pQIWtAslJSU5vwUBFbCYvKXxLY1GQ+xTVFTEcdxap2ulyEIBCzpgjuMEv25WBSwQYfQxiUJ/Uq6Ay8rK8lJAXkFIksrgKwodgyTIa/TlI8ijQByUlpamcq1MFTDHccXFxcqNuSYKeNU6BYIgj4IHnqamJoEFslDAMp4vc9UmU8DsexWCTK3PDlTAm5nNp4DFemLlhltQASOZKmDyppgVneLuUFIB5zzltJNeBQUsfj8urqd5Ugo4bdqorCwpKeE4zmQyUWGddqYBLZdVaADFpbzSc+0Exhe4kPjxQ6yAlZhFrVYLlL1CY66obwtYzU6BwM5MEJgXpB4/JBWw/C1oCRYWFhLZp9Fo6O3SSnxxuW9ExJbM+fvG3CtgUsFUKpXJZCopKSFlVlBQQJowQWCO49g5XoWFheIcchxXWloqH4aKFY1GQx9YCwsL2RY21eMRvZaam2282AjJ9Eflb1iampoyvZYkRrKYiQXoVBiO48rKytiHUZJf1sip+u+ysjL2RXZpaamgaORtIobjuJKSEpLCgoICYnbJer4cewIzK6i4uJg2BzkZblGpVMQmJFUcx0kqYI1GQ3Oap2xuFkWJt8PTDp+fn09KR5AY8k+xgJD8Xnma1Wq1vGOYTKbS0lK2fy0qKpK0v1arpdU/T9n0TTbBbC1Wq9Wk5xB4shJ7kp+oAfPz86lxlOQlUwVMks2GJzWIlRGbTwHTwqK/UkXIZjzTtGm1Wnot9UPaAhQUFMinMAsFnGl4Ch2DZAcjFY5XZVf6YuPTGk0VIWv8LBSw+NFOuXGy8G3qFQrDU1auU0gFTSpZFCHwZNKksMbPQgEXFRWRGCS1ddpSEJe7ZPqVZngZUC/KQouzD8AKa32mrJQCpr5YVFREzV1YWMh2qFqtlq1X7EOPkjBsVOQWxEz5+flsSPq0xE4qJ6ki2ot8ScITt6OXUIcjy31oeSipXWyZ0XqS9lpSmcVz+UlnQB9tOY6jGSR5oWlj64a4/2YvLCwsZJ9lWSUqYxMxJpNJXEY0+2zI5diTQBPf1NSkfGqa8mipTQoLC8mXrNuzvS/r2Epqh1arZcsoVaUwmUxsMDrvVpAY5QpYYZplHIN25LQykirGerUgJfSmJCTbkKUtC0GCyS2oK2ZqT/olSUl+fj5xNoV5EdegVN/QawVuT1JeXFzMVljyk/LukIYkGp0+asp4nRKVKR4UEJM2SWyuaXpITSfPb+KoFCpg6gmpRpdlroVVVMBskjiOo26p8NkjbUZkksoan96OPn6w5bscBVxWVpapMVdTAa9QpyCDQEiwt6POIGgWyK/LfOhVXgricpdMfxZpyJSsFTB1YzIKLp+jrFkpBZzHjN4D09+wgzSkpSguLqY9liAYXX/Kjh/TF2GsE9ASZUPSBpTVduKCp9eyw6uwVAD5+fns2BWdnSP/fE+MkJ+fzxqNXitjSVp/BPGTjoS++CP1XNDZi/Mr7q2pvKPxk+FbkloaWyqbSELjpGGamprE7+aWY08CHRMiTwLsm8flTA+ihUXtptVqaatKC4tWQlavU+GY9qUnDSb2ZFYXio3JLobNVAErTzP1KGoEcTBSYQUqljoP/Ya28mxlp6/w5GUBvZYmmPqnwJMV2pM6DOvwyvOSqQKm6SclRasz+7pmOQpYcixZktVUwPRvei9aOuwtMkobpO7v2ftmcbkMmYYn0EaM1BT2OV/hTTO6HZtUYkOBCKOPH4IyIr9mpIDpli/rVgGvUKcgD1uXBQ+9NAHsG4xcKWB637STAeTryIZQwPTlBsmseEwzJ+RmLwjJ/kBSw7EjsnlPqy76PXn9Cksti7gdof067a1JiYpDEqux3b+44AXNByXVOnfSTcoXA+nsxUOb5Fp5tUTCCO5LEkPzS4bYxfMHBPkV9Na0ToqbBkFmU9lEDI1TUI60V0h1C0F+lbg17VpoYCoIUk0KVFLPSWEJ3tHTfNF629TUVFhYKC470uTJ93bE2wsKCsSTCtgSSVVA4kZEoQJWmGaaDEEjRUb3iRuYTCYyUCqISvzMRloucYHSKi9jKHKtOF+koKlDKrQnLDmAIELlecl0FgQ7AgRMd0gXDuYtTwHnPf34KsMqK2B2VII1wlZQwLRvJg0vO14lOfNHMKUnbenLJJXYkDaMbHqKioqWqYBZ1q0CzqhTYEcTljNNgq3LbB1n0wNPlxG5cDkKmH2xlrYFkK8j618Bs+9VSGbZshMP/GUti1dKAYvf4wv6EqJ75FczFKWeFCvoKUlIcWxioSAueEkxkUrYwZITy3TkMgFotKmuhaVekzWgEo0lmReBzekEFfGFRLDSkKkElphUcVIPJv9cjj0pdFyZSn+Z4RaFbY3M3cWzIGRikL8LcVdJb2edPJXeosbMbh5w2jSnmnujEEHaBGXEQkpQxqRsk8ci8E+F9hSnLdO8ZKqAgdkwDpipUPB0r0kuzE4BK5xOrVBlZo1AXdGayHEc7as0Gs06V8Ditfli5O0gGIMkyIxXiVOV9haS0OSpVCoqwpqamqj+VqlU618BpzV+2pqrvFPI4dYrbF2mjTNpjthndbaMMjKLGFb/KanR4jwu39TKYefaSZI2C4L3KvC0Js7hJO+VmgUhrieC75V01TL9pcLYslbA7MQ7AbR1S5VsQW8tQIkxScapDpAcFSZwHKfRaNRqNX0XlpdaAacaYAORJFKugEnaJEOStkAQfxb2JEiugEk13EIyTgcD0kYrWVgka5IlpdVqSe/OrjCTuQt9RyHOPjs3QMaYWc8DVpJmJTqPxWQyaTSasrIydiUZSZv8M568X8lcKxg2U2hPUFDdZPKi0DICkUdVL50SStRwrhSwwr3nVlkB0+rJzsUkSxXFedxMCphdA0e/TDVeRf02L6cKmDaDpaWlbEFsegWcUadASoqIJ5mWVgmCukyrOVsQkDsFzLqTwsFOsQGXaeqMWL4CllwjROsaO1izemPAK6GA5eOUue+qKWAZMrVA2kxRyFMslbwCQUzvItinJk+0GZPyp46sFbBMSPKTIP4s7MnGlica+aOqhR2HJq9fQcEsCJnCIj+xJaXVatmtMVmby99FYYuQ1phZKGAlaVYt7d8ikwVYmpJLrxVERdImPyIu71cy10oq4LT2hNTVTUleIEMFTNplOnpB/yCtc64UsHxIihKVmatZEBzH0acXuo0JESWbWwHTlSp5T4stdryKHbkoKirSaDS5nQVB7ksXjFKVQB7txLbaTAo4o06BuCU7rTnroUTBfdkZq+QPEjPNxXIUcBbyFza4Ak71wM9O8qZD/htbAS9zDJj69wop4OzeCysZA5bfAox0J+TupNQFsbFrg1QqFdkuSpyXTMeA6Yu8nIwBk2aIjT/r9+zsY73AdOzO4eLhMXFxC5AZAybPIdT96DJNsjMGecnIdjMydyH2TPv+mtwxhwpYYZqV6Dy6MI5spkbevZKyYNsHJWPAqZZxZKqAlcwHkGy7FOYFMlTAJBi1gGAYYxMrYPIN9TTyJemTlqOA1/9eEOzUTMFP7HZ+gp9yq4CJr9LbsY8f618Bs1CvUBg+604Bnn4/mQUCB6a3o85PdDZNQ9YKOOuJy+Jyl0y/8gizhnqOcoVN5Y14diV94KTPPBtVAaeaB0zcmgST6S8l5wHnUAHLzFtNyzLnARPoAyv77kYQiVhGyytgwWMDS9bzgGXkPpvT5dgTRMNsLKmGW8RpkESmRASik7ic2HrLnAfMktaYaRUwEXb0e4VplpkHXFBQQDaIoMtSUz1m5HAesPha5fOA5dPGxqYkL1koYBANt5DsiINtMgUsGPghlVEy5QoVsOR+wOxOw/IWWAUFnGoMElKMVxFWQgELipJWeUEw2EQKOOtOQbzPbqYIHFjwJkEwkJSXrQJmn68yPedZXO6S6c8ozuzIVAGneq9CoJO8qZE3qgJOtZqbVWmZ7gWRQwUMS/VE/D1Jufx+DsvZC4JA8l5WVkaiYq2USnKxayDINwKbZ7oXhBIFLF59T6C1V3CL7OxJn61lHockXUVJPSeRCwpLvD1CKptI7nwsINXOJ+TuBQUFpKqLHZu9PE8kxwX9rtgBFKY51X3ZZ7lU9TpV2nK7F4RgA0SF9oQUbZfyvGSngAVaMFWwNVfAy0GcJIEIE8yKyctcAQMz5LM6Z8JlFF5mDFKcePb7lVDAAhEmmAUkdumMzJLFVauggLPrFATWyA6xA7PGF7cDWShgdpf9TOUvbGQFLPNeBZ5+KiZd9kZVwMBsyUm7Mc3SpqGapd00M9oPWLkCZuVaqmvZ+Xz0S42ybU1V2e4HTGGbV0HpUidgRZtmaUOivNQKmGZW4X7ACvtO0tawcWqY8xvF2c/UnuITR2UQNBZK6jlJGFtYbEcrEHbsTr2pFvqIYRdFyVuePOOmMiZNDJWANL9smgVjwErSTPcDpvelEbJv+gSjEWq1Wpw22sqv3H7Ayu0pSBtBeV6yU8DsMRCCNzB5m1cBC+qpTMqVp01mlDrthlArrYDFR7amQtCXyytghcahkdO+kr2jePbnJlPA2XUKaUd/FWZTXEbs0ZKCAYi8rBSw/FTatKUgLnfJyDMygqRnps1RpgpYfKB3KsiomYwCljfCkzBK0qQkNYKGXokCFhzLJPlwn9GZcEoUMD2xsOjpM+EkmxvBuW4ZHW2V3Zlw4sTnSb0LoD+R47vo3C/B0KDY5hmdCaew7xQcUEdnWIrnWmVnT/ag0bQIoiJfps0Cu8iUtW2elLCjp4hRdyV/yE/wEHhyKstLGlMsx8WHAuYtneecJ9Xgpk2zZIR5zBtG9uUUCUAPfSQXsl66OmfCKbGnwG6Z5kVcg1J9w34puXXRplfA7EO7fB4zSpt4HWeeslY0O6mnHPFCZBkEoxV5uVbAgvTIBFu3CjgjsugUxJeILZy1AmYjF7w2zMtcAbNVSZJlKmB5cquAMyJtxgWYTKYNrIABgOM4unaY/CpWeyaTiQ1TWFgofuuhXAGzx32ReOTVnkajYU8bLyoqUi5h1Wo1bb6JOsnodYbMW2MyksfaRKVScRwn2Dk4lc3LysqoEcj5IwL1lpECFqenuLiYHDogrhWZ2lMwtpEWwZtx8qWSLKjVavbZQLO0lSlbeUji6Y2Ki4vJr+KDV2SsxFqeHrkkgAYjbiPeDxiWhjyJzWkwlWhXh4zSzDoGcSr2VzIrXVx2gsNu6H3ZwMXFxQo3sgWApqYmVoI3NTWl8uS09hTbLaO8ZKeAJfdj2vQKGKQOI1i+AgamOuSl6CNSXSUweA7JaAxSkIYVUsCSe0WJg20CBZxdpyD+PocKWHL/u6wVMBubJJtVASt/r0JTshoKGEGQtSXr5ixTiC5c6btkCmmUc3se5pqzoiphpRXwclidtK30GHCuWInSl2F1zLLSY8AblFUzy3IU8JYCvRNBNgCr1pzl5+fTEeWVvpcYMidBnM0i2W3UNiiogFEBAyrgrQQq4PUGeieCbABWszlbwwFXuiCP1d904dqaiPKVQ7B+PyflK45zPSvgFZJiAgugAmYRLy7MbfyCwkUFzLISVZ5FXLiogOVB70SQDcAqNGcmk0mlUtE5l2uinFKtUcvL6Vnw6wRUwKiAVx9UwGsIKuD1BnongmwAVqE5YzeOUHLYxAqhfL3gRgcVMCrg1QcV8BqCCni9gd6JIAiCIAiCbC1QASMIgiAIgiBbC1TACIIgCIIgyNYCFTCCIAiCIAiytUivgAVzq8lZzDIB2GUHytdkpJ24vWrz68lRW2wyBLcjKRGcfLje5ptvmlnw9Hgt8UFQ4pJaDpkeg7fe4k8LXYSR85jXZxVYfZqamjbZmR0bmpwXh0ql2mQ7Um8aclg0qQ61XZ+UlZXRgxjJTj5r28tsODJWwOLzomQW9m5EBSzuzlEBryFkg1hJz8mt5VEBZ836rAKrjOCoW2RtyXlxoLZYt+S2aDaQAqZNemFhITnXHb00UzJWwHl5eVqtlv4qPm578yngTAOsBzaHAiYDwKkGclABZwQq4BUFFfC6AhXw1mHLKuBNeVb8KpOZAia707Ou1tTUpEQB56p3XIVDBVEBbxRQAWcEKuAVBRXwugIV8NZhiytg9MnlkJkCLi4uFjhHaWlpXl4enYmynhWw5FWsu6farVpwofwsiLzUsJYxmUwlJSXUbuJt/0liVCoVCUmePQoKClQqlfhsWLVaTU4QyM/PJ/VB0uw0mExUkmg0GlL05BZKTihg00+vLSwsJNN5yRRekin6JYvAPsXFxWxeZPYVJ+cp0AsLCwslzxJjc1RSUsJxnKRCzSLjOY+/qamJvgBRfjwEa4eCgoKmpiZJBSw4fkLSXKSwqEnJ6zY2gKQCVmi6tD5J4qEnwxUWFgrCkCqs0Wg0Gg2Nqri4mLyq0mq1NBn0SxZ5TxPEz3oyawSZmWBs/ZWMnyaShMnPz5cMI4DcEZiJgMTI4hotKGLJ+EmatVotiaqwsJAaSq1Ws7kTl34q0hZcKpbvk5LFQVsktVpNUlVcXEwrpth72cqS9zSkFqfSHySMoIOgNyooKKBJTdsLSCJTWBk5s7iyCAwomeactBgE1rUk6z65lm3KxC2JZNGI05mqWrHVk1hVUgFn58xK0p9d/OIekCRY0ifZNpaUNXUDEkBJFQBZx8u6sq85mSlg+jf9lVi2uLiYmjg7Baww5IoqYK1WS09hJRNrSAELLpRXwEVSCConHTgvKChgA+Tn59O6QXLKVk5JC8PSTFmSZhKGPJYIjEnvQrJG/07rprTQSWppPy0WEywk/bRWFBUV0QaxqalJ8kt6rVarpXdhw9BmNFVJmUwmttmlFhO8J1Kr1WyOWJuwbUd2Gc9t/DQM8RMaRr6b5DiO9RZiE+oVqYJJmoseU0wSScOwh8aJG1CFpmNdl/VJGoCmmQRg+13BvUhUxGHo7UhFE3zJmi6tp9H4SUoEwWhplpaW0kfQoqIiahzq6jLxCybzSdYIMcRcdAAiVQZNJhObgCLmlGk2fnL3/Px8EiwvL49EwroHm7a0RwYqKThJcuKTksVBR4XJhYWFhQUFBaCs+6d5J3ckxZeRAqb/zc/PJ5cr6QUkSVVYy3Rm1h9SpTlXLQakrvtsf8TehQ2Wn59Pg0kWjUK3F1iMmJQkrEg0zJeFMytJf3bxkx6QzTgxr9gnxXYmDwNiF1WigCUdL2v7rAcyU8DUKMRYdBJwWVkZLd2Nq4AJYm8QXCivgMWIaxSpdWzDRKUb9V22XxTI4jxmKjbt4+k3tFazqaJNHg1G27Ii2dc9tJlmU0vVhpKHVLZRY4fQ6JckNrrHCMdxxBRsq0qVBCuhxJanbQ2NnFqDGpY2juyoBq204qeUTDOew/hJ/RKUGrGh/NwvUtysHagoZz2ZRCUwF0kqXVhNomJvR0uWuqWgIBSajlQ9Nncmk4m9u1arzRPpZkETBEwDRRNJXUjwpSBrCj2NjV+ceEHCip4e/SVRsfHTgqDpJ6kSyxSiz1JB21txBtk0iL2FupC4oRboj7KyMvGX4kEQMQoLTpJc+aS4OGgYQd1R2P2LtUVGClj8+KekF5BEsrAydWZxCyyQlZJpzlXpENeSbNnYzabIVfn5+dSY1ETszg/iglDo9iTlbDCqF2mw5TizkvQvJ/60PkniYRMgKQ+UK2Cx4y0n/euBzBQwlbzExLSr02g0qIAlb0o6PLZxIU2G+PGIpITWf3Grwd6O1h9SqwXvmNhyAeZBRZBI+rAuM6hJ2ghxiyxIhhjJ9IsVPDBViPyTWEysy8Wz/iWFl1ie0laA/JM0voJeUODYy8l4DuOXnMtImjB5BUyKVeA5gjFgssowlbmo/JJ0b/LOJ1UVUGg60hMIYiZ9NhnPUKvVBQUF4uFGQTySelGsUGGpaGgVU+hpqfSowJPFhUUMnip+mgzJdomMssg8aNHxOfZLWqMFDyfyNYKmQTDqXFpaSsbR5TMuRmHBicmhT8ooYEHkq6OABdZQ2AtIIllYGTmz2MIkkbQfkUxzDktHsu6LvZfkVNC7iU0kLgglbk/6HXG9FjxGZu3MCtO/nPjT+qSgWAlieZqRAhY7XtbpXw9kpoCBGWYD5oEJmDEJVMAUUseUZB9ETbagWREkmLq4ZJsOSxqI3JdEJflKQmavMfn4UzW4guwIJIi4UrF3IX9LanoQCWUQWZ6+4BMnhm1wyVXifp3cN61h02Y8h/Gzulnh/GNIXdzUG8k/JZU6gX0uosPJMi/lBQWhJGvi0lSOoApIioZUk/nYLxV6mvjRSzLXYsmVyhPoFtfkn3QiWdrZNeK7ixNPMpW24xFUQ/JPhT6W9q1XKtIu3MmhT6ZSwOIWdXUUsPLJ0/LNC6QorGU6s+DhUDLNuSqdVNITRN4rmVOxidL6FYUt01T9BcmmfBEovKnC9Gcdf1qfTNUUC55AMlLAClsJ5YWytmSsgKnqpa9dSF+LClgQM7WPTG+k1Wo1Go1KpWLny7I5TfVMTxwrlaAUpEpmXEF+yEFSxab9SSb9ShQwO2tKgJKCkLQ2+1MqNxMbNruM5zZ+OnBLbFJaWppWJ0mKPzZtbMx0DiIL+/hEX+XnLU0gU6vVMqNoCrOmsBtgr21qalKpVNQNBApY0NQqUcAKPS1VU55WAZNIJMuL/YndToeshZKfAczeXRx5qtSaTCaNRlNWVsYuURKkJ9W9OI7TaDRqtZrOr5X0cElkCk5MDn0ylQIWu9zqKGAZc8n0ApJIFlZGzixuJAXGkUxzrkqHnZ0vQDAJRDKnGSlgGbcvSrE5j0zTlJEzK09/1vHL+6TMyJdk16lQAcukJ9P0rwcyUMDElOQJidQi8gd5KCxCBfw05HtJcUnWn+Y9TdYKWLIuFYkUsKQvyqgl+fhlxLfMtUoUcF46JPMo/qfYGipml4xUpkhr2LQZz3n8gsX4eXl5BQUFMjpYprjZmAVxiqGWNJlM5IU4+2uqlXAKs6ZQAWuY6VUUwcTurBWwfPbzcqSAJfMlsLBGoxE0CHTtUSrI3cXfC1JL1qELyo7+M21SyStOyWvTNtRpCy5VpmRQ7pPrXwEr6QUkkSwsebvlPe3M4sQoUcC5Kh12TE2S5StgJW6fqlwkPScLZ1ae/qzjV6KA08qDVKZQroCzTv96IAMFXMS8vsxjdkAjLTUqYDZa+rgsuTkRXSpbWlpaVlam0WhIjc3LSgFLmkKsgDfKGLDkFDFJJAtik40BUziOU6vVdG8QmdV4CseA006AEUO20RGv6hMr4JyMAVNvIXvrqNVqDTOPZfkKWKGnrfQYMEtTU1NpaSltWmXSVsSsxZZJbdHSkqaSkhKVSqXRaMiomKAayrSNpH1QqVRNTU3s3jgyaVNYcGJy6JPrXAEr7AUkkSysjJxZ/HClRAHnqnTSTiSjSOZUiQJW4vYKx4CzdmaF6V9O/OthDHg56V8PZKyAQfS4SZpFcTDYqgqYvtaU7PxSTTPKQgHTtMlP9JGpCSs9DzgLBSwjZAUILK9a3jxggSmyzvhKx09n16SqKamKWzD9VP7hRx6BDwsKQknWZOYB0zCCmdOUXClghZ6WtQJO5QmCgpAkVd7TRs7OB6VGlpwhkJeub2NfbbOkbagVFpyYHPrkOlfACnsBSSQLKyNnTjX5lc7xlUxzrkon7SACRTKnaRWwQrdPZQpBC5y1MytM/3Lil/dJuowkt/OABVEtJ/3rgWwUsGDEO1UwWJcKWHJrhRwqYLrbSKqXmKk8Q5AShQpY0v+olTRrvRdEFgqYtJXidRLkWrb9FVg+o70gBAmjpqA5XeZeEDmJn+xknmqZrUxNkdQutIaSf9KXOYIaQZJK9+ArKipKZdJUCng5e0GQ7oeUsrzTLl8BK/S0rBWwkr0gyL6eqfYESKuAxVuOsKvpU8kpgSeAVN+WqqoK2hZJFBacmBz6ZKYKWHLBfp4CBSwoArF9JGurwl5AEslyyciZUy0HFOwFIUhzDksnVRdZVFREju+RyWlaBazQ7VMJZUERZO3MCtO/nPjTPpVJ+nYqF01bBSSzs5z0rweyUcDs6hz65RoqYKrI5c0t3m6QZkR+5EbydpINHN2SU2azKvEECXKCjiAlCl3Bs94AACAASURBVBUwlXc0wfTIFjaRa7UfcBYKmFYedvtV8ba+IFVSSvYDFldObunoI/bLrDOew/hpGy35hkEmDcRJCpkze9jlVgIDshtOi72C7qzJuiu5kEpzyUeRtKajnbF4K2tSpnSTBBoJ3TA4LxcKWKGnZaSAWS2rcD9gEoZ9pqIXpt1/I+/p7Y0FjY/kyyi6fiNPtm9j93pnDahkHrDCgpPJ1/J9UlwcqVpUqh1pbJKVRTxkSBUh68DitldSTSrsBSQRFxZk6MyCYOS+rCxO9Yydq9IhyRC0bOImQjKnqRQwewyNQrcvWlqrQ+8olgTLcWYl6V9O/GkVMJUH1M5s5PRLhVVAMjvLSf96IBsFzO6uL65a61YB02vZI5TEx1WQCkxWqmZ6JhxrBEng6aWy5EvyN0kJbbIVKmBg6rbg1BmBMelPMmfwSEIzlcWZcFkoYBAd1ZPqjBlxSSk8E4525IIc5Um1JplmPLfx0xZZcMBS2s2V6OEj9Crx+ifu6ROeWOehPZzYXfOXjuIT7J/POptC07FdPlsRyK+0FWbdIH/pQCNBb5qFAgZlnqZQAVM9xA7bKzkTTpBNsR0koVpEYGRBjWZzRMPQPQfkpYbA9+jOPyROGXWusOAkyZVPiosjVYtKtSNbRuxGnwTazBYxZ/zS5BUxR3+RP+QVsMJeQBLJwoJMnJmWCM2voG6mUsC5Kh0QnVVGL5EZeyKIy1FcNArdns4oE5iCjX85zqwk/cuJX8nMHMkz4QTv3xRWAcnsLCf964FsFDCdx8b66/pXwORy9liypqYmcXViR+xIdZK8nbwCTgW5RKvV0mSQ2fqk9WHfYCpXwADQ1NRE6zw5/VyyCWPPBy/M5ORu1m4KD69fjgIG0QH3hSlOnxeUFCytAk57JD1bBCRyScNmkfGcxy/YC0LydHtJVKLD6MV2JuaiXlFQUCD2CkFZiMNIOptC0wl8Uny2C5u20tJSjuME+4kuRwGLcydOg0IFTPJCn3wE8dMORrL4iK2oCJD09lR3p6UsWXZkZJHGXFxcTFpswfaxkrUSGBciqSLjwTL7wlKUFFwqcuKTICqOVC0qPF1GJCpJm9BHAvYcPkEto42SvAIGZb2AJKkKS2wWGWemBUQbBzZYqjRD7koHnm7ZJJMhmVPJchQUjUK3F4Qk6SSSjo0/a2dWmP6s41eigOHpNra4uNhkMonLV0kVSOV4y6nsa07Gs2kzi30JhX12WlLNAybv7Nb/kDuCIMjykdEoCJKKtPPLka0AeThRfsrSJmaTKGDy3KZkJ3kEQZCNDipgJAtQAW8pyCwUgdKlp1uvVarWFaukgAnLqXjsi2CBAibrD+TnTiEIgmwaUAEjWYAKeEtB5vKyE5aULNbfUmwGBVxaWsquPEUQBNncoAJGsgAV8JaCrkoUrLJVsgJ+i7AZFDCCIMiWAhUwkgWogLca4sWRylfAbwVQRyIIgiAIgiBbC1TACIIgCIIgyNYCFTCCIAiCIAiytUAFjCAIgiAIgmwtUAEjCIIgCIIgW4ucKeAcrk2WOb4SQRAEQRAEQZYJKmAEQRAEQRBka7EeFTCCIAiCIAiCrByogBEEQRAEQZCthVIFrFar2VPZioqK1Go1G4Aq4LKyMnIASX5+vuRhxYJDSgoKCkpKSkwmEw0gmAVRXFxMzjJhIyFh8vLytFot+yUJTO/ORosgCIIgCIIgoFABFxYWUuFbVFRExWtpaSkNQxQwCVlQUFBUVEQPpGZlaFNTExW+7EHVbDCBAuY4jkRVVlZG4yFpYE93JOc9iu/OSmRgDmrG4WoEQRAEQZCtSXoFXFZWRqQtO5pL5Sb9hmpZKos5jiOCmF3TRoQpO35sMpkEcla8Eo6kIT8/n6SB3J0dFabCmo25pKSEvepJhlEBIwiCIAiCbG3SK+DS0tL8/PympibhlU9PQiAKWLCBAx2+JeO7Wq22sLBQMJ8BlhRtcXEx+afkXhAk/pKSEq1WK57/QKQ2OyTMXsUOHqMCRhAEQRAE2eJkvxJOsPSN/FMslMnEXFaDihFIXkkFbDKZiJiWFLtE1IrnHKvVatxYDUEQBEEQBGHJQAFzHKfRaNRqdWlpKZ0ZLFDAgkm3sDS+Kx6d1Wq1Go1GpVIVFxcTaSuvgGFpLkSqVXH5+fniNMv8hCAIgiAIgmxNFClgtVpNV7/RhWuSClh8rUABk40g8p5GoQI2mUwkfElJCfu9zAkadMsIJdlEEARBEARBtgLppSFd9FZcXKxSqZqamshAr6QCFk+uZRUwnRZcUFBQWlpaVlam0Wg4jiNh0ipgdjs29kY4BowgCIIgCIIoJ70CJppVLG0lFXCqecBkiwYyjUEsbZUoYHJtQUEBmdpbUFAg3uEB5wEjCIIgCIIgaUmjgFPNIqDfCxSwYH4CnbdA9oIgYVLt2CCjgOkyOHI7Ep7djVj5XhAIgiAIgiDIFieNAuY4jkhYVkRqNJpU84DzmB156X7AVBaXlpYKhm85jqPTgmUUsEBe0w3R6N1xP2AEQRAEQRBEIYr2AyaSkZy1RpbEkW192WkP4jPhyFXsURp0KDdv6Xg5urItj9nhQaCAiboVCFmSKnZTCDwTDkEQBEEQBFGCok0SVCoV3QuisLCQjAeTibl0XJauhKOBCwoKVCqVYG6uVqslM4OJPCUnXMDSbGMyWYJVwJJHIrPfszMfNBoNjbygoKCkpIQ9kPlJhlEBIwiCIAiCbG1wmzAEQRAEQRBka4EKGEEQBEEQBNlaoAJGEARBEARBthaogBEEQRAEQZCtBSpgBEEQBEEQZGuBChhBti7abs+vv9H7s3949NLXtS993fjS100vfd0o+fnh/51QvT3P82udYgRBEATJBaiAEWTrYrMGGo4brh8drT8+UX/cerds6m6ZteG4tZ75NHxhbTxuvfW5WXvbhgoYQRAE2RygAkaQLQoPAPEoeBzgtoPHDm57bNEWW7SB58k/n3zvtYPXHpxd8Nlca51kBEEQBMkNqIARZCvDQzIByQRAAvhEeXe07GEE+ARA4sn3fAIg6QV+e6N/xzUfjgEjCIIgmwNUwAiCPOEvRxd/8bFNH4fE0jccwL1F2Fsf/PVfLYc/m0EFjCAIgmwOUAEjCPKEAx8Yfv7ayNHe6HgAYjzMe5K3TYld1/0/eH3mSMnQcMUkKmAEQRBkc4AKGEGQJySGZxuPjH7jJ+NH20PnZuGFk74//MpS8Qf9/C1j0GqPhcJrnUAEQRAEyQ2ogBFkiyIxnpsMBfvnL+4e2b9v+t2jCx+esNSeNM3cnAbOCRB9chUOAyMIgiAbH1TACLJ1iSfBHf3q4wKIBKPxoZlPXze8UTx8t3Jswb4Yhag7Ca4oBGJrnVwEQRAEyRGogBFk62L1wbFh+HQIPh9+8jk2DF8M8Kp6518+mX723+ZKb0ZOGuHzYVANQp1FatgYQRAEQTYgqIARZOtiModVh6f3H5xSHZ4mn48+mVEdmTt2ePLAu2Ov/Ua/a6f18JFZ1eHp3Xutl6/acQoEgiAIsjlABYwgWxebwXvz3cH6v/bffHeA/TS+N9i0U3vnfW1T6WDjOwM33x24/q+93WeNqIARBEGQzQEqYATZuiRi8ZDLG3R6Q66nPkGXN+Tyhdy+pb+9Qc4T8QXXOr0IgiAIkhtQASPIZiAWA44DgwGsVsXX8PR/yj8IgiAIshlABYwgm4FgEAwGqKuDtra1TgqCIAiCrHtQASPIZiAQgNFRuHwZ7t1b66QgCIIgyLoHFTCCbAZQASMIgiCIclABI8hmIBiEsTGorYWWlrVOCoIgCIKse1ABb2Byvy5JMsaVWf4kEyuf8h9ISogCvnoVFTCCIAiCpAcV8MaFh3hoasBRWzZ9/PjUJ8esR76c/ugcd7Mv7ANIPgmTmNMs3j5n+eSL6Y+POW4+CjkBEiAnK0Pzft3VqTMnrYeOzp2s8Ix6k5Glu5EI5zsX7zyJ0N7YFeJSR5hMxIwPFjpbne2z4BEfqBsLTQ06ai/M1TwMDToEPwUtA+7rFS7tfNz9VXbjvM9//47nflfI/VUGkScsXwEvAOgBhqIwHIPhGOhiMBwDM4CfhsCnEQRBEGSzgAp4w8InwW1vPmt44Rv9z/1w8PmfDT5fPPStP0x9dMNvfyIQ475F15U9I2/8rPfZF7Vf++eRPx1auBXmfTJxJkPDd6cPv9z3y58PfP27Q99/fuJYb3D0q5/jfpu7dt/Imz/rffan2q/988i2/QtNId6bIn3xaODO+4OH3pnY+ximAoIfeQhwmnNjP//nx9/dvnhUE08+9ZPj/inTr75uPN8fMtPvw4Hw2PSOd2c+OOFZILIbYchOAfMAUQBXiB/lEg1zsQu6aHl39HRP9HRP9NTj6KmeqHoy1m6Lz7iTgQTaHEEQBNk8oALesCSSYJy9UmX91j5H50go6I3Z7NEFLu4JJoma9BkcmuPan+ya/vC6n1sMPzo2vHOn/scV/kmH9PhpMpacrjd8sn+s6IDj0WRstmvhSmnfTz5eOKyJkgD+ca7rS+1Pd03tqvVzi5Hu4yPv7xz74XmfwS4ZIZ+IBlv2DX3ygfGjXpgRnKXA8xBwPlKP/+ZbvX//j4bXP3eOAkToT0Gu/bzllWfMVYNhurltctY9Xaf/a7nj0wfi8WQkKwXMQxhAB/DWg8j3d3J/eNH63g8m9r1g2POCYc8Lhr0vGPa8YHjzB8ZfvDL33Jfei7bk4gomH0EQBEFWFVTAGxU+lvTdHS8/YfrxhdBMQPx73Ngyc/rlwT+dc1+ZAQAAnfW8avzZ1xZazbGoVHzxaODuruEP3p78a1vcAQBB33Sj/uXXLO+UeWwAAAnrg9kzLw/86YxLPQ0AACPWi4cNz/5h/p4xFpGKMBENtuzXffqhUdUnUsAAEHJ2VZt/+92RP/5Kt/3E7GcT/CKJhech6Oy4YHn1WfMl7VcKmNM6HuwfPlTvvTqVoaW2BtmNAU/MxXddcL++17z/fcP1T8wPys2d580d58wd58yac2bNOfPdLyxnDxi37zS8/un8hdYgnoqMIAiCbA5QAW9U4uH44Mnhzz+e3NEcnxUqYB7A211jLS0ynOsKD5NvEq6Oc9Y/PWOs0oWNEvFFI1778X8x7H937pYfPAAA4cTMwoFfTe760NYBkADfYK115/cMZzrCOhJh0tVVaS35nrFyMDwpEeHTCjgEADxEYvaF8PRi3OZLgo/rvDj96jPmC+cMxxumS84ERhaTAKkUcGyyY/Hsa4ZLXcHBBADwEXfU64y6Awn7YmRuOjw9G5niEp5QEhJxjz0yO/XkG1doq0i27BRwW2fg7742Xv6m1ntPDx47gAfA9/THBRPT42eHir+ve+Uvs0mcf40gCIJsClABb1D4WCjUvNdw5tjsZTuEhD/yEOJaT1tee95cMxqZAgDgAfy9tVMffl9f1hYaiIviS4bCprndL02+v8/WDRAEAIjGAtypV/T735277oBo0PXwguW158zVOqJKeQD/QN3U7mf0J1uDfeIIn1bA03GAeAj6LTu2DX5nm+mthoh9luurtr76rPnqqPv2Y+7UX6xt5sg8PJkFIVLAAV2n7XDJbPto1AOQjIe6vhyvVBmO31x878+jv/le7zMvar++116m8YF98Uzp6M++3ffMT4e+uWfxqEZqeHozkp0CfqBx/8N3+u/fswPwAAmAJAAPkHz6jyTE439+0/DKXwzJrfJAgSAIgmxyUAFvUOLRkOfqWxMHSwz7KqYPn5w6/On0sXJbx3zCAQB8EnyOe2WWV35guTIemQUA4AEC/Tem9j879mVLqEcsC+PBsGF256+MOw/a+4BI6lg04jz3e/2BHbNXFiDicXaetfzueUvNaGRmKUJt49T+748dvxt8LKEzlxTwHpOqH/zOoK1t+rPtI6/tNr+jdtWPxKMc96jS+upz5iumiGHeO3psYk+9u9LCA/AQfnoMmOch4Hhwa/aldx09pjgAJGLB1gO6nf8y+LMPZg6dmKustJ44PfG7koltb5hPnp05fWHuXLn5xOHRH/zL5OtHuLEgbAUVnJ0CHn3sevNH3R+W2y5bQZeAGYBFgHmAeYAFgHkAE0CHF070JF7+xciBbSM8jgEjCIIgmwJUwBuUSNhtP/nq+F+eG/rDX7U/+fXgMy9of/Jrw8F6/0MHJICHANdSbvn9DyyX9ZFpADJk23d9au+zYydaQ33iicCJUHhi7v1fGXcdsPc8GQOORUPcmd/rD7wzV7sIEZ+z65zl1efM6pEwjXCwYWrv98e+vBfskZhZzCeiwZYDus/2GlUPE+b7M7WHxr79K+PxnqiF/B7i2s9bXn3WfGkkxkEItNY/HJzbXu2PAkDEqVlSwFMAkORhcOp6lfm7J3yDs0kASMSCHZ+ObH9JV/SO48E8GZb0NG4f+u03h77xtqN1AQCSwNm+eG3kjTes56dgUWKIerORnQJ2T3rv7tG9/I75p1+6Tj2OXjPHGudj9bOx+tlYw1ysfjZWo4+/fzP43b2Lb/9mpOWwEecBIwiCIJsDVMAbk2QwOD7z3ovD2/51qmIybrTFA4HA7JT9RIn11BcuHQCEuQfrQQEfHD7xwciha7Y3f2PY+d50lTE5S7cXDi4p4KHIPAAf9F/7YOLLT+ZuuSAacHVXPFHAMwCQ4Kcuj1aXTexqB5MXAPhELHj/kO5w6cTuNt7kBwCeTwRbD+hUOyY+bOONfgDgIRa4u3/48M7Jj/vBKl6Ht+nIdj/gZNjj66nRn/9z/54XDH/5ofnVF6f+8KL1Dy9af/+i9Q8vWrc/P3nkl8P1e/utfZZ4VG4nPQRBEATZQKAC3pgkYzGHr63O0dwZMD15MZ0A3nnqV4aP3lu4HYaEn2srF86CGLgxtf/7Wc+C4FLMghiVmQXx4OORvdt0L+2e+fD1kfdV1h0P44tkzjLPQ2BJAWuJpI5zzdbrFbOlTRHXPKersb76rPnSYHgWgOdDzbsMp/ZPXebAngSigFsP6o7uNn6ifbLGLhkPPVDpPt8z+YmW7DvBJ5Phjo91n38wcaAbLH5x8jYb2e2GRv4Xsjitd6a6L1juHTM3HTHf+sx867Mnfzw4adZdsToezUHEj7swIwiCIJsGVMAbEql30dFIgDv9u7H9785dWYRIwNl51vLH5801I5GlhWu+3qtTH3xfX9YeGhArGT4UNs/teWny/X22RwABAIBoLOAof0W/7925G06IhlyPKix/fNZUPRS2PInQP3Bj6oNn9CfvB/slpBGfiAbbPx7e/vJo0Q57c53xXKXxO+87HpniAF9t+vvqs+ZLQ0vL3WKe7o7F1/cvjg0utFdN/f5Z86WhyALEkz7753+0Ht7rGHkizZ+MAR/5YPKjXnLWBp+Mh+4f0h15f/KjHrDSbz4a/uz9yUNPvtnkLPtMOB7An4xwCac96XYk3Y6Ey550O3hw052a8Uw4BEEQZNOACnhDIiVFYpEgd+a3Ywd2zF22QRh8g1etu4oMZzqXNi+Lu9rPWrc9Y7o0HDZLXB6N+O0nXtbvf3fuphfcAADh+PTC/l9N7tpt6wRIgl97zbrre/rT7aGhpQg7K6zbiowXtWGTVBoT0WDrAd3hncY9HcmFqHewwbr9GcPZ9tAouZxRwHSH34VB+819A2euTe38aHbbc+aa0aiNDyZ6LK8emt9R4+dpzKiARSxTAccBtAB3Q1BnhwYnNDih3gENHHQAzNBAqIARBEGQzQIq4I1JMBwx2M+ddVzpCLmefBUFt+3ga8a9B+w9UUhAcvr+7NlXBradddUQCTNoOXvI8EzJwgNLTOpQNT4eDTZ/MPzh9sk37sccABDwWurGfr3N8s4pLwcAkJxqmzv3ysC2085LRLEOWS6oDEV/XGgxSkdI9oL4bI/pUx04gI/r7Z17xv71qON4b4IHgKizQ6SAkzbvbOPo/g/GXvix4cUfmC8ZYrN+n/uWYYfafeRx8quYUQGLyG4WRALABlBrTBy6Edz/pevgR/aP9i8eOmCjn/2fOPZf8B5ti/SFYQvMpkYQBEG2CqiANyZeX6Dd/Fqx4ZUP5uoXI4aFqH3SPa6Zef/gwsk6vxsAAIIT3MNy7Y93WN+75J2xBh98OvzeTsPPqgNGLgkAPA8RT8TljNr8fCwJAJCM8bO3DJ/uH/3OLlubLjx5f75qR/9Pjyx+9ujJMreA0dl9SvviO9Z3LnpnpoJtnw3v3Kn/aZV/XPqYZT4RDTbvG/rk/clDvTAdAYgFYcha8qbpD584ejwJCHBd5y2/e8ZUxRz8BhDlF+zlbw+98P8OfO0584WJqH7ePXx65ERLsH6WiTkWbD2g+3TX5MGv9G6w9YDu050TzDeh1oO6T3dOHHgMFlTAKXDE+etzsZcrXc/+ZebtF42f/kx/8pejX/5y7Mtfjp345diXvxzb++Px3/3a8t3dCwe6Ar1+3A4YQRAE2SSgAt6oJP3RqfrJz7cPfO2Fge/8sP/bRboXis1ntSHmeLaIz7Zw/DXdS1/r/d6PBv/pn0f/rFpsiQNZFZaIJgyXxk4dM+64FbN6iLDhATzd101vfr3vh8/1f+07Q997fvLEQGiciTDALZ4o0f36SYQjJQcX78UgxQYBfDwavPvB4EfvTex7DFNBAEgmAr6bu3V/fHXs+8fdZqOtr9Ly0jeNFQMhC3tZLG67M/lZydDffct4biLQMWSv3jZc3hpo/2o1G5+IBe/t1n70zviebqJu+WQ82LxHq3pnfE83mP1L3+zVqnaM73lEvtnkZKeAuwfDz780dehP2t7TQ27tTGDe5nc5/Jzdz9n9nMPP2QOWhal7xsb9/b/+hWHHAQfuhoYgCIJsDlABb2TsnrGOhdPn5k6dnz15ZvFCjXcixD89ISE60Wy/eXbm1IX5svOu+4MRL/0lyfu6zVcuTb1RHbU6v/rWO+PrrpqrOj974pztYq1vMiCMcLLF3nR25tSFubLzzpb+iEcmeXx86pGjr8vTY4PAk6VySXuv4/5tx/musMsVcoz77tR69I6EUEM7vONdnPqad8wbm7GHhu84R2bji09pr8T0Y0dfp/vxIvgTwm98T3b/TczQbzb4HgZ8AoJumDbDxATMzENEYu85iERgchKuXctMAbd2eP/2n3X1J02w4IBkACACEH36E4KAJzo0/9uXRn6zzYSnIiMIgiCbgzVWwDzPJxJ8IpFM/eGTSZ7n+WRSPlgymeTJRz5CElu6myYTCUU3XYEIeSURJhM8z0uNx/E8H38SJh7nE2LlR2JIQiKWgAXb4y774frwtCMBQG6aTYTJlPmlgZJ8MhmPJxMJnomXieSpUmPOHfsqEA/8UuE+FY9EzPDEek+HSektyeT6e7fPJhWAj4V5xww/+Dip6UxqR5JubxIg+XSYpN+fNBj42trMFPCjLtcPnuu5ftcZAPADhAEiT3+CAAGA+TD86V/1b/xlFMeAEQRBkM3BWirgWCzh9YZttsDCgt9mk/gsLvrt9oDTGfJ6w05naHHRv7goHcxmCzidQY8n7PGE7faAZDAS0uUK+XwRjgtIBmDv6/NF3O6wTDDyIRE6HHI3tdn8DseTCFPlYukTcLnCaSPkuKDXG3a5wg4uaLcH6EcQbHEx4PVGfL6Iyxl0OAL2pZ/sXHBxzjdxzdx4dfpkX2Bk2u9zhfz+iNMZYmOTjNDni/h8EY4jEUqbcXHR73QG/f6oyxVyONgwAdtXMQdsNr/dHvB5I15P2G4P2mw0y0+CkTA2e4Djgm43W7hL8bAx2wIOR9DtCnk8YZcrRII9Hear4iDeQorD51tfpyYnEkniJOTj8YR9vojTFXQ6A07Oz3F+h90vyJTD4bdYAhpN8NKleGtrBveaHXSVvdxT/O707xqidU54DDAEMAgwCKAFGARoT8LRMf65k75fP6OreH0MT0VGEARBNgdro4B5HkKheG/vbFXV4I0bYw0N+vp6iU9jo/7GjbGaGt3Fi4NXrw7fvGmQDNnQoG9o0F+5Mnzpkra6eqi+fqyxUTrC+np9TY2uomKgtnakvj7lfevr9devj1ZWDlZXa+vqxlKFqa/X19WN1dQMVVQMXLs2kipMQ4O+vn7s2rWRysoBkrxUwRoa9DdujKnVuoqKgevXR1Ml7+ZNQ23tyMWLgzU1OhJMMmRjo76hQV9Vpa2q0tbWjiylRF9fr29o1NffGKv5ov/UicFjVw21jYZrtcMXLgxcvqy7cSNthINVVdpr10ZlDNjYaLh6dbiiYuDKleG6upTBiGVIhNevS0dIElNbO1JdPVRVpb1xY/TmTYO8t1RVaa9c0ZHUpvWW69dH79yZaG+3tLdb2tqe+rS3W9rbza2tphs3Ruvrxx48MEsGa2szt7VZNBprS4uRJK+52djRQUKaJeO8f9/U1GSorR1pbjZqNNa2NjMN2dFhaWkx1tfriTUaGvSXLmkvVg3W1Y/cvTvW0qy/e0d/86a+QegSYzU1+mPHjF9+6b9/P4OaGHWFjS0zxz8Zf/vdyUN7Fw4ccew77tz3BUc/hz6y735/+p2d+tovDZauBdwQDUEQBNkcrI0CTiZ5uz1QXa19662m06d7q6uHKisHxZ9Ll7Tl5T0HDrS99datjz5qV6uHLl6UCFZVpa2oGDh8WPPee/dKS++dPduXKsKqKu2+fQ9KSuqPHXtYWTkoGRv5vry85/XXG3fuvHf+fL9kmMrKwcrKgYqKgb1775eU1B8//qiqKmVslZUDJ050v/56465dzanuS4KdO9e3e3drSUn9iRPdqXJRUzN05Ejnm2827dt3/8SJx1VVWslg1dXaioqB7dtvb99++/PPH54/P8CEHKisHLxYrb10Sau+OHi5Zujjwx3bttUdOtR25kxvKrNUV2srKwfeeqvpr3+9feJEd0XFQKqQarXu8GHNtm11KlXHuXP9qYJVVWkvXOh/661b27ffLi/vkYywqkp78eLg0aNdu3Y1v/327bKyx2q1dAFYyQAAIABJREFUnLfs2/dgx447Bw+2XbqklSwREqFK1VFaem/Xruby8p5Ll7QXLgyIPxUVAxUVA+XlPW+8cXP79tvnzvVXVEgEI5/qau2xYw/ffLPpgw9ajh17VFk5KBmYxHnqVM/evfdfe63u6NGu6uohcTCao6qqwR077rz5ZtPxL7rPn++/eHGwomKwQiJT/eXlAwcPjn7+uffBA8X18Imcjds6zO17Br/81diun0z89UXj9heN2180vv2icfuLxoMvGmpKhkdODcUcCwBSE5ARBEEQZAOyNgo4Hk9OTblv3tRfvDiwuOiPxZKBQEzwCQZj4XB8bs778OH0xYvaR4+mo9FEKCQMFgjEwuG4xxMeHJwnY4o2WyAWS0hGGI8nOzosX37ZbTQ6Q6F4MBgLBiWCRaMJuz1w+nRvU5MhEIimChYMxkKhWFub5csvu6em3PF4QibY7Kz39OneW7fGo9FEKBSXTF4gEPV4wvfvm44fJxFKmyUWS2q1CxUVAx0d1ulpTygkkbxAIBaNJtzucE3N0NWruslJh8cTDoeZ+wafpC0YjCUSyZ6emS++eNjbO+t0BiXzSyL0eMIVFQM1NbrZWa/PF5EsDhJhb+/ssWMP+/vnPZ6wTIReb6SycvDKlWGHI0BMLQgTCsX9/qjB4Lh9e6K6ekjGLJFIfG7O29Fhra0d6ey0hkKxp/LLeIvfH+3tnW1s1N+6NT47641GE4FAVPwhBcdxwcrKwatXR5YilAgZCETj8aTB4KisHGxpMZlMLnKtZJyBQJTjQhqN9dixh2Nj9kQiKRVhLBCIRSKJQCBK3lpMTblTGTwQiIXDUY6LDg/HrlxJZnEiRjKSiPiCfs7uGZ9zD864h2bdQ7Nu7Yx7aNY7sxD0uGOBGCSTeCQGgiAIsmlYSwV8+/Z4be1wOByXCen3R3W6xWvXRoaHF+XjnJzkWlqMzc3GaFRu5X9//9zZs302W5r9scLheFWV9sEDqcPOnqa3d/bs2T6XKyQfzOsNX7w42NYmdRwbA8/z3d3TZ8/2ud1hmWAmk/Pq1eH+/jmPRy4YADQ0jN28qV9YSLFl2RJ6vf306d6xMVs8nmam59Wrw/X1Y15vmvsaDI5Tp3rGx9Pvn1VbO9LYqI9E5Nxgbs7X3m6pqxuTN4vfHx0YmLt1a1yrXZC/qV5vb201treb/f4045qxWOLq1eGmpnH5YAAwP++rrR159Gja4Uiz/3A8nhwYmDt1qnd21isfEgDInA2XK815FIkEWCxw/XrWpyIDQBQgCLEAxJkPhAE2+FYaCIIgCCJibRRwIpGcmXHfvj1eU6PzeuXWITmdwd7e2cuXdYOD8zLBYrHk6Kjt9u3x27fH5TVNd/f0qVM9U1Nuya0UKC5X6MKFgbt3J2Mxue4/kUh2dU2dOtU7Py8nZXiet9n8Fy70t7QYZYNBKBTr6LCcOtVrt8upqPFxh1o99OjRtM0mFywaTVy/PnrjxqjV6pJ/MBgeXiwre6zVzgUCctaLxRI1Nbpr10ZsNn8iIaeVR0ZsJ08+1ukWwmGpA+OWiMeTly/rrl8fdbtDqfZk4HnebHa1tBivXRuRN4vTGerunq6vH+vrm5UJxvO8Trdw585ES4vR6Uz/6KJWD9XXj6V9NpiactfU6NrbLWl1rd8f6e6ePnnyscXilg8JADdujFZXD83Pe+VdMRgEvR4y3QtCOa4wzHt5h5d3RSCI6+EQBEGQDc6aKeDpaUUKmOOCvb2zNTW6gYH0CvjWrfFbt9Io4EePpk+d6rFa3fJ7YFEFLC8c43FFCjiZ5BcXFSngYDDW3p5eARsMjupqpQr4+vVRi0WRAh4cnJe3HlHAtbUjNptfXhFSBRwK5UYBNzcba2vTK+BHj6br68d6e9Mo4KGhhdu3J5qb0ytgj2clFHD00aPMFPDcXHoFnMWJGMop702UXImqrkXPjPBdfpwPgSAIgmxsNo8CHhlZSwU8N6dIATc351IBP3y4Zgp4cXH9KuC6uhVRwLFYegWsVuva2iwzM5tQAV+tnf/8mPlBO9fSbNcOeHBjYARBEGRDgwpYmhUaA86tAsYxYAFrroBranRtbZtzDNh002y5OgIOm79jyqlZxEFgBEEQZEODClgaVMCSoAKWYW0VcCAAo6MrqIDj4XgiFINkko8kkrK+hCAIgiDrH1TA0qAClgQVsAxrq4B5Hubm4M4d6OpKG6U08wBjAINRGIrBUAy0URiKgREgzTYiCIIgCLIBQQUsDSpgSVABy7DKCpjnIRQCnw98PggEwOmE8XG4cQPu3QOfD4JB8PnA64VAAKKpi5QHiADYA7x2MXHDGjvXHznZGSl/GCl/GCnripQ/jFTpo61zMTOX9CZwUzQEQRBk84AKWBpUwJKgApZhlRVwPA6PH0NtLdTWwo0bUFMDX3wBO3bAnj1w/TrU1cHVq1BTA62tYEq1qzUPIQAtwBut4e+96/j9j63vPTe+73n9nuf1e57X731ev+d5/RvPGn/+27lnvvBWLCTT7LGMIAiCIBsHVMDSoAKWBBWwDKusgKNROHECfvIT+MY34JvfhK9/Hf7+7+F//k/427+Fb30Lvv1t+Kd/gn/8Rzh8GEZHU0ZumI2/e9r1xm6T6gN941Gz5pzl0SXLw4uWhxctj6osD6ss98sslR9NvrdT/xfV3Nm7AdwCAkEQBNkcoAKWBhWwJKiAZVhlBRyLwdGj8H/+D+Tlpfz8zd/A/v0wPZ0y8gedgb/7/wyn3xrytxrAawfwAvgBfAC+pT/cYJyZvKD7xfd1v/vzTBLPwkAQBEE2BaiApUEFLAkqYBlWfx6w0QgffAD/7t9Jy9//8B/gO98BjUYu8ged7n/8bv/9ZgcAACQBkgD8058kAA+J+J//zfDK6wbZSoMgCIIgGwZUwNKgApYEFbAMa7IXRGMj/K//Bf/+30so4P/+3+HoUZibk4t87LHrrR93v39yscoE2jhMASwAzAHMAcwDzAEYAR544PNH8Zd/PnJw2wiPY8AIgiDIpgAVsDSogCVBBSzDmijgyUl44w34L/9FQgE//zwMD8ttBAEAHqOv5cDwK++afvaFs6wrcnUiVjcVu26JXrdEb1ij1y3Ral3s/fpA0Z6Fd3878uCIEecBIwiCIJsDVMDSoAKWBBWwDGuigAMB6OiAf/gHofz9H/8D9u2DmJztCcmo399/RV/55769z+v//APTKz+y/v5Hlt//yPLqj6y//5Hl7e9PHv3F8M29fdODlmQCtwZGEARBNgmogKVBBSwJKmAZ1upEDI8Htm2D//SfnlLAv/kNtLami/qJvfn4tGuudeZRleXOCXPjUfPNz813jpnvfWFu+dL86IJ5vH7K0zMPET/gjsAIgiDIZgEVsDSogCVBBSzDGp4JV1UF3/nOV/L3P/9nOHECOC5t3E+IAMQAAHwQ48BjB78DvI6Y0xG0O/xxTxAiqHwRBEGQTQYqYGkyVcBzc1tLAS8ubgkFzPMbQwHPzMCBA/A3fwN5efAf/yM88ww8epQ2YqDmfuiHdi8s7fyQBEhqA/zFafhsED7qhfNTMAgQTh8fgiAIgmwYVk8Bs2tokkl+etp965ahpmbI5xMqYDak0xnq6ZlVq3WDg0IFzPNfhUwkvlLAgYBQcvFMjN3dM+XlPVNTHvkUejwRooBlZAfJSFfX1KlTPfPzaaZI2mz+8+f7W1rkFDAAhELx9nbLqVM9DodY6n2VvvFxR3W19uHDNAo4Hk9SBSwWrKxZiAIeGJgLBIQKmLVzLJZUq5+MAYsFK2vAJQW8GBENIPL8V7dOJJI1Nbrr10c9HgmJRYOZza5794xXr6ZUwCSg2x1OpYDZmwLA0NDCrVvjzc2TLpeEAmaz7PNFiAJOJNIo4Olpj1o9JKOAaQICgZi8AmYteePGaHW1dn7emyoBJNp79+B//2/Iy4P/9t/g+HGw2+UT+wRbCGrH+B1HuRPnOHJTLw/tDnj7ou93H8x+/NHUZwetHxycKTnKne9LGIKK4kQQBEGQ9c+qKuBYLOl2h4PBWDSamJ313L07cfmyzu0OA0A8nqS9fjLJBwJRtzucSCQ5LtTfP3flyjAZA04kklR48TxEowm3OxQKxaLRxNiY/e7dyTt3JoiWSiSSrD4OBKJksLm3d/bMmb6ZGW8iwUejiXg8SXVJMslHInGvNxyNJny+aGXlYEuLMR5PRqOJWCzB3Jf3eiM+XyQSiSeTfHf39JkzvTabHwAikQR733A47nKFQ6FYPJ50OIKVlYP375tIZlk9mkzyHk/Y54tEo4lwON7VNXXmTB+RetFogtVt4XDM7Q4BgMHgqKnRPX48Y7MFkkk+FkuwESYSSY8nEg7Hw+H4jRtj9fVjU1PucDhOskwj5HkIhWLE/sPDi6dO9eh0C35/NB5PxmIJqrdisaTPF/H5oskkH4slL1/W3bgx6nAEIpF4PJ6MxZ4YkOchEIh5vZFgMAYAo6O28vKekREbKW5WLkejCY8n7PdHeJ5PJJJXrgzX1Y15PBESISv+fL6I3x8JhWJms+v+ffO1a6PELMTybIRudygSidvtgZ6emcZGfV/fLLEzfYDheT4WS3i94VAolkgkh4cX796dbG01OZ1BcYTJJB8Ox/3+aDgcDwSiV67oGhsNySSfSCQFeSHXut0hnuetVveVK8MajXV21ptI8LFYUjBsTGILBGI+X7S3d7a8vGdqyk2+F6jbRIL3eiOhUCyZ5Ovqxi5f1i0u+gQGXyqdhMcTBoiMjSXeegv+63+Fb38bRkb4QCCRSCTSbt3QP5346XHPb345XrnXQgIbOP6vdeEXt5n/rXjw1i5tx57B06/rfv7DiZdUrtN9cdwLAkEQBNkcrOosCK830tJifPx4xmbzLyz4NRrrtWujs7NejgstLHz1Vj2Z5IeHF2/eHJ+e9iwu+kdHbY2N+sePZ5zO0OKi3+//aszY7Q7fvj3++PEMxwXHxx0ajbWlxWixuOz2gNMZIqqCCOWhocXbtye83sjAwHxl5eDiot/pDE1McDZbIByOk9ji8aTNFmhuNo6M2DyeSE2NrqPDGokkjEan1ery+6NE+sRiSa12vqvLOjpqi0TiAwNzFRUDHBd0u8NjY3anM0QzMjvrbW+39PfPLy763e7w5cvDDx6Yg8GY2exaXPTTXESjiZ6ema6uqclJZyAQ7e+fq6gYnJ/3ud1ho9EZicRpSKvVff++eXbWq9Mt1tWN6XSLc3PexUW/yeRkB0fD4Xhnp3VgYN7hCDY06JubJxcWfPPz/qkpz9SUmx2UNZmcd+9O2O1+nW6homJgYoJzOkPT016r1U2nB3i9kbExe1ubZWKCi0Ti16+P3ro17nKF5ua8Vqt7ft5P5lckk7zF4urunu7qmgoGY+Pj3PnzA+PjjsVF/8QEx06ucLlCAwPzGo3FbHbG44m6urGmpnG3O2w2u4h2pG5gMDh6emaGhhaMRieRtgsLPpcrpNfb2Qg5Lvj48fTQ0PzYmE2nW2xpMfb3z/n9UZPJNTPjpbF5POHWVlNn55TbHR4dtXV0WDQay/y8z24PjI872MHvWCyxuBjo6LAMDMz5/ZG6utG7dycSCd5icRmNXDAYY0XwwoLv/n2T1eoaH3fU1+v7+uamp702W8Bkcs3Pf1XKJKRWO9/ZObWw4BsZsZ07NzA97QkEYsPDixwXFGj6ri5rd/d0IBBtbDTU1Y1xXHB+3me1uufmfKxLeL3hwcH5gYEprZbr6oI33oDdu8HjiVmtnMXiSjtu3dHt/eYPB29WjIPdSb7p7PV+50Vt/ZERfmg64vNHo6H4vNNzb/LPrw7+uRR3Q0MQBEE2CauqgEOhuFa7cPfuZEODvrXVVF09dPLk43v3jCMjNpstwPbW09OetjZLU9N4U9N4Y6Ph1Kmemhpdd/fM9LQ7GPxKqQSDsd7emTt3Jm7eNDQ26qurhyoqBu7enRwdtbndYXbU1mx2tbaaurqsly/rPv/84b17k83Nxjt3JubmvOxAnc8XefRo+sED8/37puPHH128OKjRWBsb9QMDc6HQkwGwRIKfm/M+fDhVVzfW0WG9cmX46NGu5ubJ1lbT3buTNluAqgSvNzwystjUNH7nzsSDB+Yvv+y+cGGgs3NqYGCeVcDxeNJqdWk01vp6fXu75cqVkaNHu27dGu/rmyOik4bkuODAwPzDh9PXro2WlfXU1+tv3Rq/eXN8aGiBjGUSYrGkwWB//Himrc1SXt5TUTFw/76JRD497WEnBNtsgcePZ7q7p2trR44c6bx9e7y11djYaBgdtdFpCbFYYmHBf/++6c6dibY2y4kT3efO9bW3mxsa9BqNlT668Dx4veGhoYWGBn17u+X69dGjRx82NBg6OqyPHk2zkxwikfjMjKe5efLWrfH2dsvJkz1nzvS1t1s6O6eMRic7RM1xITJd4dat8StXdKdP9968aejosPb2zrLTx0OhmNns7Oiw3LxpuHFjrLJysKZG19Ji7OqaslhcNFg4HO/vn7tzZ/LOnYnr10fV6qHq6qGGBn1bm3loaIFVwDzP+3zRnp7ZlhZje7u5vPzx2bN9Go21qWn88eMZ+shE8HjCQ0MLjx5NNzToy8t7rl0bvXVrvLHR0Nc3J5ijEgzGJia4u3cn2trMN26MHjnS1dCg7+iwtLSYWH8AgEQiqdfbu7qmurqmyst7y8t729rMN28aHjwwz8352BKMRhNzc97OTvPt2xN3785++unMZ59Z2ttNnZ0mvd6WTHeK8f0O199/o6e5fZ7u89DW7vp//vnxw7opgMjSxJsEBL1/2Tb06z+O4qnICIIgyOZgVRUwz/M+X6SnZ/bixcEzZ/oOHHjw/vvNV64Mj4zY6AgrIRpNTE97Ghr0Z870ff75w507733xxaP2dsvioj8eT7ARulyhx49nLl4cPH780YEDbQcOtF2/PqrX28PhOPuyOBSKGY1cY6P+4487duy4XVb2+PJlXXPzJMcFBSlcWPB3dU2dP9//3nt39+9/cOnS0I0bo6OjNjo2STCZXA0NBrVa9/HHmh07bp861XPt2siDB2YyqYDi90fa2y1XrgyfPdtHIrx2bXR01CZY/5dIJMfHHdevj166NKRSdWzffvvUqd7OzinBgrNkkne5Qg8fTpeX95SW3jtypOv06b6rV0cmJjjBgrNwODYxwdXVje3e3bp7d+uZM30VFYMdHVaXK8RmJB5P2u2Bzk7r8ePdf/3rLSL6r10bNZlcrPJOJPixMXtzs/HSpaFdu5p37249f77/0iVtV9eUzxdhC85uD7S3W+rqxo4efbh9+53PP39YV6fXahcE04sTCV6rnb9503Dx4uDOnc0ffth68aKWzB8Q+IzdHmhtNZ4503vwYNvu3a2nT/fdvWscG7OTuRZMRhI63cKVK8OffNK5d+/9Tz/tvHp1pKdnRqAsnc5QX99cdfXQsWMPDx1q/+ij9jNn+pqbJ02mp8baCfPzvq6uqcrKgV277u3e3VpVpa2v1w8NLQo8IZnkvd5Ib+/s+fP9O3feO3xYQx7YRkdt4knVJGRt7cjhw5q337594kR3Q4P+4cMpgdvAklyurx/bvbt1587mc+f6qqq07e0W9tGOMjZmb2gYO3Wq59ChtiNHNFev6jo7LVNTbj7dmG33Q9cLz/Uev+EwRMGbBAB4OOD5xS/7G+67wwBJgDhACGAuDG+8ZXj7zTEcA0YQBEE2B6u9FwTpkp3O0NWrw9u3337rrVt6vV0gKQCA5yGZ5Hme7+mZ+fjjjj/9qb66ekjw9plAvuG44Pnz/W+/ffvDD1vZcUSWaDQxNeX+4otHv/nN1StXRqxWNzsJmMXpDD54YPr972/s3t2q1c57vRHJjj8YjI2M2D/5pPNf/n/27js+ijr/H/havtfL96qe+rPeVzy9Ozsq4qnYCyoIioANkCIgSAcV6b0TkgAhtPROet1kS3azvWRLtvdsyfZeZubz+2MhBAgBPXQ38f18zOPkZmcns5PZ3Vc+8/m8Px+V1tb2WK3+i7qxJl8vjhMWi6+urmfGjIrNmztUKtdFjYj9gsEYh2PesqXjo4/KyGSNzxe99PBwnIjFsNrannnzzmza1N7RoU2+ikuPEMNwg8Hz1VctX3xRm58vTI7VG/QEhsPxsjLJ9Okle/bQORxzPI5dukMMI6LRhEbjWrKkfsGCmjNnZMlwedF2BIGiUczjCRcWij/4oOTQIVZ398WRsf/nBgIxqdS+eHHd4sV1ra2ay5VlCIfj5eXS1aubly6t53It8Th+6XlOEott27dTFy+uy83l+XzRRAK/6PUSBEEQhNcbOXlSsGJF47p1bd3dVhzHB/beHsjpDHV0aOfPr161qkkstvl80UtPYHK3iQROoegWLqxZu7a1vl4RjSYuGnvXLx7H2GzT9u3UqVNLGhoUgUA0Hh+8w24igZvN3q++apk9u6qsTGI2+5Lvi0HPklbrzs5mLVhwZs8eWl9fcGDP9SFYRJ4jn7InfayenuWvcCIWQnxXoCNfsr7AuZdHOBAyIlThRwtq4uvmS5u2SCEBAwAAGBlSUw0NIaTVumk0PZWqH7r8ltsd5vEsZLJGrXYNvcOenj4aTc9imYYovxWJJMRiW0ODUqNxX1qjoB+G4TZboKVFzWKZBq1R0M/vjwkEvY2NSpPJO0Sfy0QCNxq9zc1qDsdyUePlRdzuMJdrbmxUWa2BIdKGyeQlkzVstjk5Au9yotEEk2ns6NAqlc5BY2g/nc7d2KgUCHoHrY3QLxKJU6n69nbtFcvJaTSu+npld7dt6BOYbCOnUHS9vf4hjlCnc3d2Gmg0/aVtpQP5fFEez0Kh6Hp6+obYDCGkUDiTV8vAbuWXSl4JZLK2s9MwdNk+hJDdHujo0DKZxitWQ3M6Qzyepb5eOXQRPYRQLIYxmcbWVo1WO0g1j4HC4bhEYiOTNUJh7xWbfs/v3xvVdpizN0hXfS7fsrZ3086+b/fYl23Wv/K5+uUVppX5vm+zPRt29O7aqaKWaF3Sq64wDAAAAKS3lCVgAECKnc3JCQdDR90syv5Qtv5dxYKP9e8vs0z9WDx1mnDSIuNnH+gOzpR3HxHFHe6hdwYAAAAMI5CAAfipw+N4LBQOe/uCul4/1+BtU3ubld5mpadV7ePoQ/q+RDiBoAMEAACAEQQSMACXheNEIBC94mxwI0UMoTAKB5DTi1w+5PIhpxeF/QgN1U8JAAAAGI4gAQMwuHgc6+sLqlTOobuqAwAAAGDYgQQMwOBUKieFomtv11xUMg8AAAAAw12KEzCOD14XDIDU8nhQe7uVTDZbLOHE8LlIiUEL4wEAvi8MG6p6DwBg+LpmCRgn8GA06A17PWGPN+z1hX2+iM8T9iT/74A1Xm/E5w25+5x6nZalVFE9fnsgGujfzBv2+iN+X9jnCZ1f44v4vGGfN+wNhL2hsDcMy7BZPOGwLxQKBIPBYDAUvFAoFAqHw5FIJBwOB38AoZD/0kOKRHyhkMdq7dHp2Ho91+vtjUQu2CwW89ntfSyWvqxMRKcrMSwQj/vCYc+APaT8rF76ovyBgMNuV6pUdIOBGwp5IhFfyo8KFliG9RKJ+L1ei6KHbDaJIhE/QfxExgMA8FNxzRJwMBqkqWiVgsoyflkFv6JaVF0jqinhlpRySysFlRWCimpRda24toRbUi6squIU55V8uXfXszt2PlNPP1Yvri3illTwKyoFlZWCyjpxXaWgsphTXMGvqBBUVAgqasW1lcKqcl5pO7+cw68QCioEsAyPpZzHq2Gx2hkMBoPRxbgQi8Xi8XgCgYDH4zGZTMa1xGQyOzmcRj6/6qJDEomq+fyyvLy5e/aMy8h4o709o7u7buAGEklVY+OpvXv3FBUdpVILRaJKobAy+ZBQWJlcBILKVJ/YC5bu7joa7ciJEzO2bh19+PAkLrdUJKpOt4OEBZZhtVQK+BVtzbu3bXr0RM60blF1PDZUrXQAwLBzLRMwU8OsFddWi6pb5a15XXk7mnYcaDuQz8pvkDS0yFpKuaWZHZlbG7ce7zrVKKwqLFmasfv57Vuf2F+5OoN88Cj9WJXwTIuspb67Poees6t5156WPRX8iiZpU72kvoxXtq/twJa6Tc2cIqG4pltcLRZVi2BJ+0UsPiMQNHA4VBaL1dXFZg3A4XAoFEplZWVubm5ZWRmHw2GzL9jgv8Nmsbr4/FaRqPaiQ5JIGoTCqlOnZm3b9tTevS+0tx+SyZrF4v4DrpbJ6hob83fv3ltQcJROL5HL6ySSmuSjcnkdlVpy8uThxsZ8DqdSLK7uf2JqF5mshU7PycmZ9u2392dkjOfzKyWSBrG4JuUHBgssw3ERi2u6u+uFwqrK6rUfzrnhm82P0btOx2IwHgCAEeWaJeBYIqZz6mS9MmmvVGwWl3BLdjXvKuYUMzQMpV0pt8rru+szOzKP0I60KsjKXimbU1JZsTrr+Cd7a9YfZ5xolrV0WyQqu4qj4+R05mS0ZxRxigRGgdqhFlvEZ4RnMjuysjoyRRpmr1XW2yuxWGAZFku32Sw3GjUGg16vN+gH6O3t5XA4x44dW7p0aXZ2ttlsNplM+mvGoNfrTSaFxSK96JBsth6LRUwmHygq+qK8fLlM1uJwqPqvqN5eid0uk0g4Z840l5U1Uqk0s1nS23t2J253T2cnbevWvPr6VpVK0NsrSZNL0W5XqtWdHR2ZJSVLGht3mEwiq1Xef9iwwALLd1p6e6UOu1Kmppe27Jm//sG1h95q7Dodjg41AScAYNi5ZgmYQASGYwihSDzC0rGapE2d6k5v2IsQimNxvVPf3tPe0N3gDDoRQhiOBSL+NkljRsvuZlmLwW1MPtcZcPIMvGpRtdAkTOAJgiBiiZjZY64UVNLUNG/YG8diOI7heAKWYbRgg0EIqdXqzMzMDz/8MCMjI3kVDbrl9zbopUIQBIbFzWaxVNosl7cGAn0IoUs2wwKBKJkZKDd1AAAgAElEQVSsa27WGY2BSCSOEIbjCYRQT48jM5PD5doCgXjKT+zAA8aweCwWTnZeTK5J9SHBAstwXZJdfnlG/qmu0+2SxqKu03ldp11B17X6ugQApINrXAvCF/GJLeImaRPPwEvGXwzHDC4DuYfM1DB7Pb3JzbwRH0PHrpe1dKjpFq81OXbdFXRx9dwWWYvSrozEI8nnKmyKNnkbR8+x++3X9lBByimVyqysrIULFx49ejQc/lH72NlsCqWSqlLRIxH/5baxWMJabcDpTGDY+ZUqlSc7m8/jOcJhKLkAwIgVioXbetpPswvtQafcrmyQNdHVnVafNdXHBQC4Zq5lAo5jcbFZfEZ0pkPZ0es9G3b1Tn2HoqOuu05lVyXXuEIuoUlYyiulqmjOkDu5MhAJsLSs+u56qooaS8QQQrFETN2nbpY1nxGe6fP3XcPjBOkAx3GJRHL48OGtW7cWFBRotdpY7EeaeIIgCLNZ1N3dIJW2Bods1yEIIhJJ4Pj5sKtU9mVldbHZJr8/+sMfKQAgBWKJmMAoqBZWN0maEngijsVlVmkeK4+j5yD4yxeAkeKaJeA4Fpdb5eQecoeiwxfxIYRwAncGnZ3qzlpxrcPvIBCBEMIIjGfklfHL1A516NzAgmA0qLQpa0Q1AqMAI842uDmDzkpBJUVJ8YQ9yT4SYCSJxWICgeDIkSM5OTlVVVU8Hi8YDP44PzqZgCWSBpmsZegEjBC6qLquUunMymKx2WaYKA6AkSoQDZxgnKjrrrP77TiBI4Q8IU8eK69R0mjz2XAcyqIBMBJcswSM4ZjFY9H2aa3es/eJcAL3RXxGl1HXp+uPsBiOmT1mWa8sNGBcbTgetvvtGofGfa5JmCCIYDQos8rMHvO1OkKQPgiCsFqtXV1dZWVlpaWlNTU1dDrd6/X+aD/96hPwRSABA5CeYm6bqquj9OTxI8eOFdbUCzVmb/j7vEndITffyC/mFPON/P75ZWKJGEvHquuuoyqp4TiURQNgJLiWI+HiWJy48BZR4pIp33ACv3TOKozALmrlJQgCh/LjIxeO42KxmEKh0Gi0pqam+vp6CoXicDh+nJ9+9QmYIFA8jl3YCwISMABphsBifiurtnjv0oWfvj9l4nvvfbZsxbE6qtLq/h47E5gExdxilpblDDj7V+IE7g17OxQdJdwSs9ucwIbPRJEAgMtI8azI4KcpHo/TaDQymdzT08NgMNra2qhUql6v/3HGwxEEYTYLJZJ6max56AQciSRMJl8odH5aVEjAAKSbiN/JLt0x843n7rvnkTlLv123ccO2reu355azegzfdVcYjjVJm7Kp2QPjbz9Zr6xKWNWh6LB4LNfiwAEAqZSyBIxhWCwWi0QilzYJgxEvGAy2tbVRKBSLxcLhcOh0ukAgkEgkNpvtR/jpBEGYTN3d3U1SaVsweNlWIpstIBJZWSyT230+lysUzszMdEzABEEkEoloNPqjDSgEIE3Ytfz1054d+9iYFz5Y1Uhhy2WSbiGPJ1VbXZet9DKoOBaX9kqrRdU14ppkPSIcx8PhcCwWS97d9IV9AqPgVNcpvpH/Q7wQAMCPKTUJmCCIcDhss9lMJlMicaXbSQQeDQeDgUAwHMUhLg9/8Xjcbrd3dHSwWCyHw5GcDU6j0XC5XLVafcWnEzgWj4YDfp/b5XI6XR5/KBL/bgMlCYIwGnuEQkp3Nz0QGLzzcTyOcTjmlhY1j2cZWPZBrXYdPszmcMzpVgsCwzC/3282m3+0ziQApIewhlPz2qibn3x+8lenWdELPwy+0xeGL+Ir55fXd9erHepkF75YLKbX6x0OB3auJqIz4MztzG2TtwWjQQIKQwAwnKUmAeM43tfXx+Px6HT6FW98J6L+bnZbS3MTmSn5fiMbQFoJBAIqlYrFYiUbfbu6uvh8fm9vL4vFkslkV3x6JOjVy7lNdZUnTxw7euxYYT1VoP1uLccEQej1Oh6PKxDw/f5BWomi0YTJ5G1uVrFYpose0uncx4/zOByLz5deCTgajZpMJgaDIRaLU30sAPyYXHJq4di/3/HiewszOwzB2PcvHGTxWLIp2RQlpf/OZDAYbG1tFYvFsVgsuTIUC5F7yHXddTw9L47Fh9wfACCtpSYBYxhmt9tZLFZ7e3soNPRk69E+NWfdnMkvPz9u4merO7qNQRggN8zZ7XYGgyGTycxmc29vb2dnp0QiCYVCNBqNx+Nd+ek6SWXWN9OmTH7trXc/m/PZu1OnLfxmSzld4gxErvIACILQ6fRcLk8gEPr9g8x0KpXaDx5kHjzILCuTcDhmFsvEYBiYTCOXay4p6V67toXBMITD6fXlF4lEDAYDhULh8+H+LPhJCai6ysfdc9OYV6Zvqeq+KP9e/V1Ds8fcoeioEdeoHefvRAUCgYaGBj6fH41GkwkYJ3BnwNkiayniFDn8cL8FgGEsZW3AydvfFApl6ARM+M2ixmOvPHTPz0jX3zzq8e0FHUoHNAMPb3q9vr6+Xq/X+3w+s9lMo9F6enoQQlQqtbOzMxq9QtuqTtixe/6r9/zfP/819vWVXy8fO/qeh8Y8/dn2YoX5auuaEQSh0+l4PJ5AIBi0DbijQztrVuW6dW05OZyCAlF+vjAvT5CXJyguFu/cSZ037wyVqov9F01NP4RoNGo0Gul0ulAoTPWxAPBjwi091Hkv/+vx0c+9u+SAQKZy9tktJpPZZPP7h25eGbALHGdqmAXsAoVdMbBSZyAQaG5uFgqF/Qk4iW/kn2Ke4ug5/RU8AQDDTioTMJfLpVKpQydgq6yz/MDSd6d+PHbMmDeefeLDNVk1XZof7TjBNUcQhEKhOHPmjNlsDoVCJpOJSqXKZDKCIFgsFp1O7+3tjceHal7VCin7l0x8+qUpS7adsDj1W5a+/carz0z9+rhUf7XtMVdMwEJh75YtlMxMVm1tD5/fy+VaWCwTm20Si60VFZJvvknHNmBIwOAnK+g2N2SvfOXJf//6z3dPnvnFsmUrvlm58usdx6g8xdU8PYEljC5jXXddKa80EL3gplAyAYtEoosSsCvkYuvZuZ25POOVb1sBANJTuidgZu2Jb2a9tWxP3q49uw+unPbyB4v3FZJ/tOME11wikTAYDEwm0+v1JkMbhUKRSqUIIb1eL5PJTCbT0M3ABklnxorJDz30+GPPvbF0xaKnHhs15oXX1x5rNzoG6c8wqCsm4L6+EJ1uyM8XNTYq+/pCHk/E7Q67XOFQKM7jmffvZ7BYpmAwve5FQAIGP1l4IuYySPIP750xfeq770+bPO3D+UtXHChsEOuuaoRAOBZukbXUddcJTcKLatgHg8GWlhaRSNTfDziJQITVZy3iFLXIWmw+G1SvB2A4SucEjCPkyd+35tXH/7H8QHleUcHpzZ/96/FXvtiUY40j+LwZphKJhNvtNpvNiUQiFoslu65KJBKEUDgcdjqdfX19Q7cBG2XMzJXvPTDq73+7874XXn7xn/f/4+kXJ6zYWy43XrNeEAihYDDW1qbp6NAFgxccjFbrzsnhcrlpVwsCEjD4qTobTANuB5falLF396adu7KLSrlasyd6VfNW9AX68rryqEpqOHbxsOxwONzW2tbd3Y0lLu71hOGY0CRskDS0K9qTpdMAAMNLGidgPIbbONsWTfnrL3829o0pH0yfOvmlx3/1m7+9/slqstIbjkMZmuGKIAgcx9GAwVvd3d39D12xPrRORD24bNIzL02avzFH77DRi3fNnfjSzfc+l1vP8V31AVwxARMEYTL5FAqn0eiNDvgeTdsZMSABg584gsAT8XgkEg6Hw5FoLIFdVfFMf9QvtoiLucUSi+TSR6PhaFtrm7RbSmCD74uipBylH3UGB5k+AwCQ5tI3AcfDPkHlrplv/+ePN93z7tSPv1i84JNpE+7+yx8ee3bCt8fb7V6YmX3YC4fDFyXgq6ERtO9e+MajY9+avS7H5HZ1Fm795JUnf/HXR7KqmYOX9r3E1SRghFA0ivn9Mb8/mkicv+UACRiA4csb9sqt8jZ5W5O0qb2nvVPTmc/O31y/eVP9pjxWHl1Fp6vpLbKWGlFNo6SRrCTX8+sPnDqQV5/XKmmtFlXXS+pb5a2t8laKgkJT0Vrlrbuad31Z8mUhu5DcQ+5QdNSJ68RmcSgWgpmeAEh/6ZuAgx7b6XUfv/fmS2PfnZ+RdaSqqjznaMbM1x5/9tmXJi87pOqFEbjD3vdLwHox7cDSiY+MfvbVDxaeKCratnzOe6+9PvbNebVdPVfZL+EqE/CgIAEDMHw5/A6GhnG883gOLeck82QOPWd15erZebO3NW47Sjua15V3inlqe+P2NZVrDpIPHmceP0o+uuHwhq15W3c17vr6zNe7WnadYJw4yTx5innqMOXw2uq1qypWratel0HOOMk4mUPL+aryqypBlT/ihwQMQPpL3wTsdxr3rf5k6Yo1B88IbS4/Qsjv6aMU7Fi5+PPpS3aI9H3wATPcfb8EbNd1lx1c+c7rLz782BMvvPjyf557d/ainVXtcudVT1EBCRiAn6ZoIuoKuowuo9Vr1Tl1teLa453HizhFSruyL9BncpvYOvbxzuMHyQcFRoHVb9X0aiprK0/UnMil5uYycikqisVjsfvtMqusrrtuT+ueGnGN2WO2+WwGl4GhYext2dve057qVwkAuCrpm4BjYb+ASWZxBRrH+UEGvl4ln81o6+Q5fGEYDDfcfb8EHAl49HJuS2NNUVFBYUFhcXkjnd3j9CXwq/6T6Hsl4LN7hwQMwPCFE3iyboM37JVZZbXi2k51Z6+3FyOwBJ4we8xN0qYWWYvEIkmWRXN6nCdKTmRXZlcLqmVWmS/iw3DMG/Zy9JwaUQ1Lx7L77cndKuyKJlkTuYdscBlS/CIBAFcnXRPwJbeQLr2pBLeZhrvvl4D/e1eZgHGcCIXiLld44OQXkIABGO5iWExpV3YoO2hqWn+EtfqsPAOvUdLYPydcFIvKjLJdx3cdqz4mNp6dbDwQDch6ZeQeMlVJjWExhFAci1u91k51Z7Os2e63Y0R6zZUDALicdE3A4CcgzROw1xuRSGxkssbhOH+JQgIGYFgLx8N8I7+uu65V1uqP+BFCCTxhcBlaZa1nhGcsHguGYwQiAtEA28A+STm5/+R+OouerIbmCXkEBkEZr4yj5yQroMWxuN6pr+BXtCvae729F5UTBgCkM0jA19hl26Uv98Cg6wesHLyle0S0f6dzAiYIQiazc7lmo9GLDSiEZDB4jh/ncblm31V3O/5xQAL+4Vzmzfbd34Pn3rYj+E2d/pxBZ6u8lalhWr3W5JpgNMjWsTvVnXKrPJY426yrtCtZelarqLXsTJlELEmWoNf2aSkKCt/IdwTOzkBp99l5eh5NRdP0aRIYxF8AhhNIwNcWgXCv16KSs7rYTCaDyWB2sekCvcoaGHIK3VhAL1bxaQwmq5OhVpn8kQu/XeN+q13K5LM6aZ0iLr/XGcVGxm22tE3AgSDW3e2orla2k3VOR8DlDPX1hRyOoM8XZbNNBw8y2GwTtAH/lERiPpOCw+IwOhlMNrNLrnUEg1d4ChGxa0wiOquLSe+Ui+XOALpgHh887vcouVIOnc7gdbEMJlckvWbZHqFwAncH3Wwdu9fb278yGA0KTUK9S9/fghtLxHpsPTqXzmg3tre1yyXy5JxwepdeYBSEYue/s6xea7e52+qzRhPp9ScxAOCKIAFfU0QU+Wtq1r/79HXX/fb6G0jXkW78xe9Jo5Z8nMG2ocvOY4dFpY3zH5x8G4l0/a9JpMkTlzfwEIqgZAomEIrpGrfueZJ0x29IJNL9f7pl3WGp/arm+kx7aZuAu1i2BQsaN2yg5RzlFxUIT53iHz/OP3GCn5cn3LaNMnfuGSpVN7Bz8CU/4Ac8+MuBBPxD4qrOLHnz97/6E4lEIv3u+hue+fAApS0xdKOti39g2tL7SL/++XUk0rP/fv5wQxzzovPXhldbl//2H8f8iUQi3Xzd9fOW5wlVCI2Mv2zTHEEQCTwxcB5jAhEYjl00szGGYwihQCCQnBU5Go0m5+tJ9pHo3wwn8ORziZS87QEA/wVIwNcUFkLq/fu//vTn//p48aoNGft27Ni1d9PRtjqeNXiZXBQ1NHFOvDHurYmvfbR819ZNcx65c9y7H4+vN+n9GEIIj8ec1KXbl7/yj3Efrdqw49tPJr33wO1P7qjcJx8JE4KkVQImEEIohML00o1fvvXgM7/7/cO33Pr4uPe+XVXgrGgwUZoUDQ3K1jZNTg53yZJ6Ol0fiZxtLgoZOzs3Tfnywzdee2vh9BnlzRpPcMAeEYroK7bkLnxt0uT33nh716YsvhGhBLr2KRkS8A8jjpCaf2jmttdHvzxl6xdrM3d98+WKF0aNeXbB+LV0fgIbtN0v4dHoq6fO+uSNx8bP3bZj19JXnhw/5slnTgubLGfbeYPdmZW7X37wxSmfLF63bdWXH97316cXbp7L8CQSkKLSSygYam5uFgqFyQSc6sMBAFxLkICvqagfNc76ev3S330j0V70si7z4amr/ObgC6Sb55xc0YUQQt68MXPee+p/JlR0aPwIoXhQT559y8TXn7t1p9aIEDIXdKz+459f+OrdveIR0FyUVgkYIYT3MfRFn338+IN3/+72UaPuuenXpNseeO75bwWFDLfOEjSZfH19ISpVt307tavLGAoTCCEUE3QVL5390O8euuvP//vre/9w/SszTtNb+tuScKfPUJIx84lX7/rFHXfc9UvSvx95ce0eS9DyA7woSMA/DA8iKvc89+Drvxu7nIU0CCHUG2ueNvnOsbfdtvK4M9o72HPcsrrSt0iPvL/oucIQQgjRFx6eezvpxcPb600IIYTioh2vrxz3l9+vpJdaEEIa9a5bn359yl3zOsxh6EiaXgKBQHNzc38bcKoPBwBwLUECvpYSQadw411fzntz7CGz0nnFgsUJhETtO5fO+eXYFQXSlghCKIocuScWzH/8t8uP8G12FIx6Krfe++zsV9bu0SIHQggTeOjfTrhl1rSPCjsRGuTEfceP6NR+oqdTAiYQUouKFi3+5Y3vLS3fxUVGfS85Y9mHY0Zf98vXZp4Q0M+19SkUfUeOsDkccyiKCJzQHHl+yfT7bviktLI74GUdz59Kuv3Db948qU9u7Osua/7yV3dPWvTCfonP4xJufWL2xPt+uay9QRG45i8KEvAPAu9FpozVT898cdSmilDcgRBCPoQaj7w56eNbp+8QR+SDvMt1WnrGl796bMHy4lMulEAIhep5ucue+tnc1ZlsOSIQohW8//6s2yev6/KLMYSQFal3rXr+s+cf2F4diPZdur9h9aYeYSABAzCCDY8ETBBEKBTyer1Yeo8Bi/qU1TMeXrtkyTopurCbwqAfnTFEVJct/+KV6z85QDfJEUIojhC94dtlk0jvbG4ydqPeiOLAZ39979OJRxoQ8iOEkCnam7f0lvEzXt+VF0Sui3dIIBSx8Cqbt8+taqs6cvTwmgkTpo9/a/yyA5/XmKMBvqV538q3J3zw1jtvL9uzoMbU609xg9O1TcChUCgQCESjVx6PMkgCJjBkzy1a997//uaNVaWqZDnQPiUze/nHY//y+7e+yTvI8fRaTAhhWq3nyBE2h2ONYAGc6C6d9MSMMa+Pr3ArcIQSfFvZm889Nmfcx9UKhBAKamp3bbrrL6+tLNzSgxBCSLbu2JLxf717a1a7zjfIYQ1yqLFYzG232MwGe58nPuT379Un4Fgs5vF4bDabSqXSarU+ny/N31YpFUCh9iOTX5j+yBsb5EiXXOPYt+jtT/49emOVJeYc5CkMSfn6N0mTV+0kM8927ZWom/dMJ728ZH1LM4oi/+ldL37y1h0rCxwJM0IIeRGqO/TGR+/fMjtDHVYNssOEv5dL2TO/uiLn1JmKDdOmzXzttXc+W/FBnlJqVSBlwfaPpn342hsTZq+YflrCMMF4rCsIhUI9PT1qtdpms7lcrlhsqCGtkIABGMHSNAEnEolwOBwOh/1+v9Pp7O3t1Wq1er1+6E+rVAuGPfSjL49fPW3xNrqghcli0dkstsIYSAzeaRePIHfe6QVfPPHLJYcFJh1CCCUQ4pN3LP3shme/LtWxA/owa8t7N82cNj2ferbF1x72lW+8+7m5L63LNCHHxbmFQMjbXbBo3T9Ib8/5/KUpc1+7/bZ/3varn98/7jfj95eU7i/a8NFLt952/5+vv+6up2+YkFcvdf+gp+OKrmECJgjC4XDo9Xq9Xm+3271ebzAYDIVCyRHcl26cTMBCoTB4dkw/gXqOVR7acN/MymKRJYQSPp/X4tbUZC9deA/plVk7lpcoFT1yhGIajScri8Xh9MUTBjxY+O0DEz5+7Js8F7IhhJAJWU8svXf65Kd2liZQBPF5OV+/T3p1fS6PnvwRiNJ54JuXSVPWF/E5g70IhCJeg6xX3W3qs6slEkZzc2FhcWZRXUlju4zfzm5voja3dDK6GDK90u7HEhcUD4jFYmazmcFgiESii15sIpGIRCKhUMjv97tcLqPR2NPTIxAI6HQ6n893Op2JBNx8H4JHfGJW9rxnPz9IOdksFXVUcQ8veO+LXa/uYBgG/csh0iI8sfrp62avPkQXnU3AGm3nwS9uHL14dW25K4z0GeuenzNu1JaqUNSBEEIBhDpOTp4y85b3t3JDkkF+FVFb9+n9j5M+ePelcXO/fvPeUY/f8qs/3fsP0nNb1h/K7DixZPL99z34hxv+8P/uIo3dvala84OeixHA7/d3dXV1dnYKBAKpVGo0Gt1ut9/vH/TjIhgMDhwJl6pjBgD8EFKZgDkczqAJGMMwu90uk8nEYnFnZ2dDQ0N9fT2FQunp6bmaFr7UsQVd5VsemPj2724ZPfb63/6eRCL96Xd/mbCi1SQYdHMiiryF+V98MeYXi7J4Jg1CCCUQ4rZtWzLjxnHflOu5YUOYu+2Dmz+dPu10B0JBhBCyhTyl6+8eN+flDdm9qO/iO7AEQj5F5aqND5N+c9+s1zZRlVFfDDHa9nw0ifSrX945Z+JOmjLswaynTi/64OGfv76yVN6V0uRzbROw1Wrl8XiNjY11dXVkMpnH44nFYr1eH7ykbhVBEHq9XiAQSCSS85cfEQ/4vCqdWSLvYbE4ra0tXcK842vfmUQijfvowJY2ZyQcRgipVK7sbA5X4Mb8PZhi39xRn04cd7ABIQ9CCDnxePWOx96c+diKDB3yhZrpu5aPJX22tapbihBCBEJibt76maRnVmV0NgxyIWMEoapf+szm9//95eHMCY88eh+JdP0NPyM9u+a1zfnciiVznrz7JhLpf37+S9LT89/a3WLvtaABBZgSiYTNZmOxWANPZvLmidVqlcvlfD6fRqM1NTWRyWQKhUKn02UymcPhgAbgqxBySPKzX/rto78hkX5xF2n0ti1Nas/lto22iU599Z/rZq46SBOcTcAqDW3//BufWrymrsobRsasDeNmv3jvxopA1I4QQgGEyMffnfLpLVN38EPSQX4bMae86OiLP/u/e8bd9XEZ3eqOIXlPx4Z5v/3tX3/36gOzS+k2TyLQzMldMOZnz360urImiIa+XfATh2GYy+WSyWR0Op1Go7W1tbW0tFCpVD6fr9Vqg8Egjp//YA2Hw62trZCAARiRUpOAkxmXz+d3dXUl1+A47nK5LBaLXq+XyWQikUggEAiFQplMptVqDQaDzWYLBK5978lrSuEVbZv269Fj73prdta+zfv27tu7YfvWrxdNys7OEWgQurje52UScOu2JTNuHLe24oIE3H42AVtDntJ1d78w55WNl0vA8rLlW0bf+NSsk9+Sk/HWpypauOZvpIem5q5pSz7BIDyyYP4dN886wi9z/KAn5AqSl0FXV1dPT89/v7dYLOZ2u81ms06nUyqVEolEKBQKBILu7m6VSmU0Gm02W3/etdvtIpGoq6sreWlpNBpht1wgFEvFPDazk8MTS3uUxrYVez5//q83T16Wy+D5EYHjCKGeHkdmZheL64i7JZhs16x7Z73zQmYzQl6EEHLhRP2ex1/77NGl+1TI662nbl/6xHWfb6+R9CCEEIGQlF+4YQ7pyRX7abWD3PnACFxeM/e+qff97pa3Ns5ds+/wwbW7dn38+ujnHvq/N1/7aPWydTt2bfry23nP3HXn8/c/u/JwE5PK5UvEIqVSabFYLBaLQqGgUChdXV12u723t1epVPJ4PA6Hw2QyaTRaV1cXn88Xi8VqtdpsNjscDr/fn2z0wgGOXybfxBBSiwq37P/0/fc/XrJ87badm79d/ul70z7cuOxApxjDBrm9E20Tnfrq2SESsOlsAi4/n4Dbcs8lYNlgCbhPWnh43I2vvrP4g5NuN0IIEUHlib2jSM88N3/iCY8TIYR8Hm7W6r//8eMvM3cpUShOIJTqE5rGEomE3+93OBxWq1WtVovFYoFAwGKxOjs72Ww2l8vt7u42mUwul8tkMjU0NIhEokHvJgEAhrWUtQH39fWx2ezGxka1Wm00GuVyOYvFotFoHR0dLS0tNBot+W1tNBqDwWA0Go1Go+FwOBgMBtJR0B+MoqAkIDqy/KVPFq8oPtfCF0CJ6m/+OGXx+EPVCF3c9ZOIIm9B3sIvnvrF4iy+SYsQQgmEeG3bl8y88flvyvWckD7M2TrlphkD24DDnrKzbcAW5BgsAUuKl2wf8/M5OYJCY3JNUFa6fNd/fjY3h19gSK4J91Su3PvMdR/ubD0kQNFwIBJKwSkLhUJut1uj0bS3t/N4vFAolOzI+9/sMBKJJK8Th8OhVCrFYnFXV1dbW1tbW1tHR0dnZ6dQKFSpVHq9XiwWt7W1lZxTWFh4+vTpgoKCM2fOtLVThAKuRkBu/nb8zLde+dP7J3NZ6r64z2a1ulz2zk7Jzp31dQ3dDh0d79kz575ZE1441NjfBozV7nr89VmPLj+gQSDP5CkAACAASURBVL5AI23HsjHXzdlWLZGd/e108/LXf0Z6euVBev0g0QkjcEXT4oemPHDn794qOsTsCyJvJFKX88LtT5L+fN1z2fvpvX5C3yfYs+jRB0ff8cIHB2v35leWFuQVFBQUFBSUlpZWV1cXFxcXFhaWl5cXFxfn5+efPn26pKSkpqamra2NxWJJpVK9Xm+1Wp1Op9frdblcyaxs+Wkzm81mszkcHrSzkhehqgPj/vXsDf9+9bSNjSGErPH6ye/8v6dvunX1CVfUeukzoq3Ck2v+c92sVRk04fkEfGDBjU8uXlNX6QkjY+aGcbNfvHdTRXBAG/CkKTNu+WA7LyQd5LZMzC4pyHru+vlfZ2yXojiGEIo7ZMVHXrx+wTcHt0lQDEMIYX2KstyXSPNW7FrdiTQmm9NmTvV5TV/JHsDJt4DVatXpdMkvoKamptLS0vz8/Ly8vMLCwoqKiqqqqoKCAoFAAD2FABh5UpaAvV5vW1vbtm3b1qxZs3r16k2bNuXk5BQVFVVVVZHJ5K6uLi6Xy+PxuFwuh8PhcrlsNpuVrpK9ygx6LSISkWAoFI6duwtpDTqL197+wtw3tubYkeuiwEpEkCc/b+EXT/5icfalCbhMzwnqw+yt7980Y/r0PEp/AvaWbbh73JyX12eZL5eAl24f87NPD7FOapJr/NKSZduf+tmnGV0n1WfXyMpXbX/yhneXH/26TM7jsDg/7qnt6upisVgcDodGo9XW1ubm5paWliZ/xcmH/svdJi+Y5PXDZrNpNFpjY2N5efmpU6f27du3du3aZcuW7dy5c+/evV9//fWUKVMmTZq0aNGiffv2FRQU1NTU0FhCRvXhoi8fve/3j9724LyVZdWFjY3NDQ0NDQ3t7S2nT5evWpW572ARn1aI9+yd+4/Prm0Crpl3/4q3n/2kKn60SdpBrmpoyPn21dvfeeT+F7+qziyjMBnN5Nbjm8ff9f5T/359U+P242eOHT60Zs2aSZMmTZ48Ofk+WrZs2aRJk6ZOnbp8+fKjR48WFRXV19czGAw6nd7R0UEmk1taWpqamhrAOXV1dXV1dRbLYEXqcCsyZ331zIyX71tX7E3mXR9CdVlvTv7w9o93dUcUl9aCiLQKT6555rpZqzLo5xKwWks/sPDGJxavrqv0hJEhc/3zs18YtbnyfAJuP3HlBHzD7BV7N/BRBEMIxRzSwuznrp+zfM8GPgonEEIxh6wo+/kbFqw5sLQdVTe0tjTUpPq8DgONjY3Nzc1kMjn5F3JHR0dxcfHJkyf37NkzderUd955Z9asWTt27OBwONAADMDIk+IEvGXLluXLly9ZsuSrr77at29fMgx1dHQIBIKenh6FQiGVSgUCAZ/P53A41yyC/QAYnZ0648CZ2pIfl7agu3T9rWNmv7TuoAn1XXx/M4ZQY+XqReNJH+xrN3YjhFAcofbar5aNJ72/nWzqQfaIPnvBXyfMeutQNZa8z66PGU4svGniJ+P3lybQJT0RzyXgC/Ku71wCZp44n4BXbnvihonnEjA3FaeWy+XS6fTa2tpjx46VlpYm79f/l/tks9k8Hi9590Aulyf7QjCZzPr6+vz8/MzMzM2bN69YsWLRokWbNm3Kyso6ffp0Tk7OkSNHjh07dvLEieKyM7WNbZ0lG/bOfv6Rm+586O1NM/bSKykShUrXazJqtVqz2dDeztu2rariDMeiIOPSXbNGffb2i1kt/b0gUP3e0a999siSved6QYy+bv72Wqni7G9Hxi/cMJf0xOV7QSiq5/5j1cRx89tQi9zvsPRotZTcD/9v/utPfVrsaBb32XsVMnnLgan3Tn1q1Mvf1m07dqak4FRubm5WVtbRo0cLCwtPnTqVm5ubk5Nz9OjRY8eO5eXllZaW1tTUtLa2MhgMPp+f7FZkNBpNJpPRaNTr9RqNRq1Wq1Qq9U+VSqVSqVSDzg6IMDPS7l76xPwX7j9ARoQXIYRCCHEKJ3/w+a3vb+VFpIPMZcyR1WyaRBq/aksrNTn7CRKq63ZOJo1fupncgeIoVrz/5Y/evXXxKQtmRAghD4pX7Xvl04m3LDxiCusGOYjBE3DWc9fPXr5nA++CBDxv5d41DCRV6oxaZarPa5rSaDR6vT75FjCZTBqNJtnvjslkJtuACwoKTp06dfjw4ZycnJMnT544cYLP50N3eQBGnpQlYLfbTaPRcnNz8/Ly8vPz8/Pzi4qKysvLa2tryWQyl8uVy+UKhSL5adVPl5a0Wp1aq/PaNJhTzeNopXrfuQFKvVH76WX3jJ89cV+RG3kubkTAEFIzDiz78k//nnGEU+5BCGFIsz1jzif/+Nv6U2KHD8VjvuaDj4ye8crilQLCgRCKMq11c1+4a96UuVUihC4ZTHXVCbhsxfYnb5yyvmxHu9tk0BlTcV4NBoNCoWAymeXl5a2trck0ptVq/8t99u9HpVIpFAqRSJQc/nXmzJlkb4dk34D8/PyamhoOh2OxWOx2u1KpZHF4tI5WcsWRrLnPvfXPe357+4RPMtpOdtlo7Sp33/lspFa7Dh/mcPmuRECB6TIW3PfRpGf31uLIjRBCDhSp3PLw2588tibbgvyJts69K54nfbK1vFt89rcj4Jxc/xFp3OpsRssg36dnE/Dyt5+d3YDEnuRT1NWf/3Ppm0/PqAxTNNGA16hWtx2YMuqDMf8cv4OaW9sl5DIlEknyxq5SqaRSqWw2O1k+RSaTdXZ20mg0CoXS3t7OYrEkEolarbbb7cmR73Bj98qIPmTP2/LK1DcfWJRlCpsQQsiLgqe3v/D227fN3NcTGax4mc3IOrr2r6M+WXRsb7IwtLOQdmDG/X9Y+nWOwIgQQoLKT9+d+/eX5zU6ODGEUC/GXfb5uJlPjs5oC0UHKZP3XRLw7OW71/OS24ChJBKJZM8ru92uVqvlcjmbzaZQKDQajU6nczgck8nk8XjMZnNjY6NYLIZ+wACMPKmsBcHj8Wg0ms/nw3E8GAyaTCa5XM7lcltbW5ubmzs6OqhUqlwud7vdgUAgHo+j9B3cQeAIIVtrX/6nf//Tp89/Xs07+0JlUenuiePWzf+6WX+2Nehi1qbNxyeTfv/RwXlNcYRi+n3/mDZp9P981tplCCKEEkEHe/Udk9958rdreD1hhKTZVXNu+P2ETVNy1YPt7GoTsLR0+fanfvbpAXquEiGEp+S8IoTC4bDZbKbT6RKJpP/C+N4IgiAIIh6P+/1+g8HA4/GoVGryjj+dTheJRBqNxul0RiKRWCym1+uFQqFIJEq2/J09Hk0bb9uTD/5p7N/+uWh5QdnGjILsrOKGhhYOh2U26zAsihBSq91Hj3K53L4YbsZjldsefnPmI8sPm5EFIYR0SHvo83s/mfifg7UIxZBUeOrbT0jPfpXV1YohhAiUaGzfteoZ0ozNFSLxIL++SxNwPBwWH5/5r+lj7n9jc2t2BY1ObWioz9n+5q0zXnzqw3wrt5dACE+2TkWjUYvFwmQyRSJR8qsax/FEIhEMBpPhWCAQUKnUurq6pqamlpaW1tZWsVhst9shBw8pgZCmafnYz5+855kMVZsToYTaefqVV/7ff/4yalNRIDboUFK/itw447p/T571SKYZIRSu/mjH9D+T3s/f125PbqA6/M637/zxhnm1x3sQCojZK3/16DtT7/ma6x48un7nBAxTyw0BwzCn0ykSiVpbW1tbWxsbGxsaGtrb2/l8frJ0TCKRwDAs+ZkQCASgGhoAI1XKakEkEzCDwej/Ao7H48Fg0O129/b2qlSq5Pjc5Ej2rq4ukUhkNBrT+ts64QiJKg5Mf238s089/O67b7w7YeJL7016bckXR6k1Gm/yuN3iKkbW9G2VnBrlua86P72nafrrD4x++O7/THj7ncf/MOqZ91Ys7fZaYwRCiMBiUd22Q8teHPXbR157efyLjzz96M2jJ5zoKHUO+llMIOQVnZ637gHSe7vpR5TJNT5x3ufrHyC9t4t2RHFuTf789f8kvb+bfmSwJqwfTSwWs1gsnZ2dMpnsv9+b2+1WKpUcDofBYCTrHggEArlcbjQaHQ6Hz+eLRCL932EWi0UkEolEogG10kzKyt0rHh495Yu8RXn60409eQWc2ioujyejddA72ihcrsTjx7slgUMHmRx2bxSPE4ShceYjM557+uEckxRHKMJUZ/37oafnPfNFe3KAlKnl4P5HfjH6i8NfchFCCDHm7p075hePHcqlWwabMPCCBCzxIYSCBkPH/in3fvD0g+8e4FWz9A6bSq/vOP3R3xe9MXZWdbzbe/7J8XjcYrEwGAyx+OJ03f/Oslqter1eoVCIxeLkiRKLxW63G+7wDikeYG8vXTX2gXueH/PM2xNefWncnfc8/e6mhQVaLYYjhKJWmfjY9Iz8kiO8aBwjEEJE1OgSLlr09tj7/jR6woSJY+948ImHJ3zcrmUHzl5+uKOgNeftR//66NjHXnrzxVcf/u19L60+slMfS+CDvq+jNtGJfY+Spi3YupqdTLdRm/jkvkdI0+ZvWc1GoQRCKGbvPrX/UdL0+ZtWsSABDyUYDPL5fAaDweVyhUKhQqEwGo0Wi8Xlcl06GjIUCkECBmCkSsd6wAiheDze19dntVolEgmFQiGTyVQqVSwWX2a8djogzv4va/2RL8bccdudd955699ueunB0fvLLP7+oOKk7apZ/L/Pripb19L/QkJ4gl7y3stT/vbn2+/+x99u+3LhTqY6WTqNQAjhCPX2VG7b8Pc7H7vjb3+59dVHns6uMHi9l/z4c8cQ1LTsOzljzIYSSa2pf83+UzOe2lDS3b9G27r/1IynNhSLa0w/4Bm5omtbD9hoNLLZ7NbW1ra2Ng6Ho9VqrVbrpcWA0bkZMbhc7gVzwqn3nZ7/n9tID3ywoWBtFXfNihPfrD6xbdvJrOy8vdn1B462nz7dRq5rOnG0ZsHS+g6aIZZAiEC2M++tm/Ovn7+wdW8RnXpy48ZxP79vwa4ZDWdbBsOahq6dd/zrtQ+fmF/USafmffbg+28+ftceHtUYGexFYATeU/XZ35e8MWZmHer2IoQCOh05Y9LtHz332LQCJ9eKEMIR0tbNG7X09Sdn1iPhgClNrn5OuGQpKJvNJpFIpFKpy+VK6z8s04LCTNn1+SP3P3rbzbfe8a+7/m/6ykIB/9xjQT2dueZ/p3z5zXunPOGzY2DjCCmoG+csvPXmUXff8Ze/TX/zowoWQmHUP/Ofx60uzXzyoZdv/cvNd4y++95Nu+tVVoTw8xsMFHdrGsvnPrHlQEFOD4piCKG4W9tUPveJLQfy+9d4tM3lc5/Ysj/vqDy5BgzO7/cnO8Tb7Xa32z30xR+AOeEAGLnSdE44hFCyTCmGYcl7Un6/v6+vbxh8VScisXDAd1bQH4jG8QEfnP4un3DH0gOMI439w9gIhBKxYDDk8/n8fp8vHI4mLmwgxLF4JOLzBQbd4cUIPBGNhQKROBbHr35NalzbWZH9fr/H4wmFQvF4PHkTE79MkddLZ0UmsLj80HNLHieRSCQS6XrSDTeSSNdff90NJBLp+hv+Z9Q72TN3mHOOsDZ+8NDLD93z/545XN6oPZdW+Jz8hVNIpJtIJBLplutJH62o6R7QBtsXDxXtfu6fj5FIN9z4PyTSE4+8kVEWxy8zFx9G4D1VM+9e/NqTn9Ym0y2GY/KKmfcsevWJT2uQwIUQwhChOPPZ3798dfSntUjwvRJw8gwQBIFhGIZh8L1+FTA8EQ37/X6fz+fz+/yhcGxAs3nUhFS79h+vWX3SFj0/FwWWiITCyfe0LxQMxRMXhFuCwOPRgD/o8/l8AZ8/Eo3jQ7wXCTwRD/sj0VgMv4o1EH+HNPDKv+LFDwkYgBEsfRPwRZJdPNP7M2iIXHr2IUzZaihavrlaVqoY8kkXfFUOtcMhD4G4ZMPB16TKtU3Ayb+UrmbLQRIwgTuFlZ3le7KOZGcc2L9/z+4tW3bMm/fVFwvX7Nu3P69B1i5O9PQ4pGeWbF067R+v5JXVaxNno0fUb+IxM/bn7Nq2dWfuwSyW2B46O0KRQAhhCDnU9SVndm7bs2fvtp21Fc0652Wb+ghEeA30UlZzDc2EXNHkRn5TZxm7uYZuRu5Yco3XQC8bsM1Z3ykBg+9k6Dcb7lS7K5YdKWvey8GvkD7P7WgEv6lHmGQCFgqFkIABGHlS2Q+Yw+FQKJSrTMAjQ6ibpjy1pbzHxk7b3hw/omubgK8eQRA6nX5gAh6UVOpXqS68OO3FrQX7XprVdKbFGA0PUger/wec+8flNrialZd+4Q625ty/IpGIwWCgUqkCweCTcIMfSMymN53e1MDkNvlRAjLSyBIIBBobGwUCASRgAEaeVM6K3NXVRSaTf1IJmMAxPB6N4wQGn6WpT8B8gUDo9w8+1TZBILs9qNd7ensDZ+8rE7incnPB2pUT17EbGLZoMPZjHvMVRSIRvV5PpVL5fP6VtwbXEIHj8WgCwyD+jjyBQKChoYHP50MCBmDkSVkvCKfTKRQKmUxmGg9uu+aIy/z7JyqlCVjL47GFQl4gcNk24FgMC4XiwWAcS/69QhCYQdRZS/52P4fG7g0GLinHnFLxeNzlcqlUKqPRmOpj+UmBN/VIFolEpFJpupchAgB8L6lJwARBBAIBo9Go0WiShX7BT1AKE7DB0CMQUMViRiBwmboalzwp+R+NPng0m8Vhm/z+9GoDJggiFosFAoGf0p+UAPywMAzz+XzhcBgfaqQiAGBYSk0CRudKPcDHyk9ZChOw2SyWSBql0tZg0PWdnqtUOrOyWGy2ORBIrwScdDXD2wEAVw/eUwCMVClLwACkNAGLJJJ6mazl6hLw+e+/NE/AAAAAALgakIBByqQ6ATcMnYAxjPD7ozZbIBI531EHEjAAAAAwAkACBimT5gnY6QwJBL1NTSqb7Xy9CEjAAAAAwAgACRikTDon4Hgc6+oytbdrtVp3NHp+GLhG4zp6lMPhmP3+9KoFAQAAAICrBwkYpEzaJuBgMKZQ9JWUdDc3q8LheCyGRSKJSCSBEJJI7JmZXRwOtAEDAAAAwxgkYJAyaZuA5XJHZmbXsWPc5maVSuVUKPpkModc7tDp3E1Nyo0byUymMRSCKn4AAADAcAUJGKRM2iZgCkU3e3bVhg3kEyd4VVWysjJJcbG4pKS7qkq6f3/nggXVNJru7ERxAAAAABiGIAGDlEnbBMzhmNeubdu6lZKby62ulldXy6uqZFVVsrq6nqysri+/rKPT9QM7BwMAAABgeIEEDFImbRNwPI7ZbIGWFjWdrg+F4okEnlwQQj09fTASDgAAABjuIAGDlEnbBJyk07mVSqfPF71oZU4OJGAAAABgeIMEDFImzRNwKBR3ucJOZygeP9/lV6FwZmZCPWAAAABgeIMEDFImzRMwQZxdBoIZMQAAAIARABIwSJk0T8CDggQMAAAAjACQgEHKQAIGAAAAQEpAAgYpAwkYAAAAACkBCRikTPon4GAwptW6B4ZdSMAAAADACAAJGKRMmifgQCCmVjvZbJPbHe5fqVI5s7PZUA0NAAAAGNYgAYOUSfMEzGabWlrUUqk9FIr3r1SrXTAjBgAAADDcQQIGKZO2Cdhq9be2qvPzRTU1crncodd7jEaf0eh1OIJUqn7HDmpXlykYhF4QAAAAwHAFCRikTNomYC7X/M03LTt30kpKuplMA4Wia2vTtLVpOjsNp08LVqxopNMNkUjixzxmAAAAAFxDkIBByqRtAqZQdHPmVK1f35aTwyksFBcUiPLzhfn5wpKS7t276Z9/Xk2j6WMx7NInAgAAAGBYgAQMUiZtE7DB4KmokJ44wWtoUBgMHp3Oo9G4NBqXyeQlkzXnekHEL30iAAAAAIYFSMAgZdI2AWMY4XKF29u1bLaJuHBaZIPBc/w4j8u1+HwwEg4AAAAYriABg5RJ2wSMEMJxQiy2sVhGnc4zsMtvfz1gvx9GwgEAAADDFSRgkDLpnIARQj5ftK8v5PVGEgm8fyXMiAEAAACMAJCAQcqkeQIeFCRgAAAAYASABAxSBhIwAAAAAFICEjBIGUjAAAAAAEgJSMAgZdI/AcfjmN8fjcehHzAAAAAwokACBimT5gmYIAirNcBmm53OUP9KSMAAAADACAAJGKRMmidgtdrFYpnEYlsodH7yC63WnZPD4XDMfj/UAwYAAACGK0jAIGXSNgGHwwmDwVNXp6it7enp6XM6Q8FgzO+PxmKYUGjNyGCy2SZoAwYAAACGL0jAIGXSNgF3d9t276YfOMAoL5fweBY228xkGplMI59vLS2VfPVVS2enIRyGWZEBAACA4QoSMEiZtE3ANJr+88+rN25sP3VKUFMjr6yUlpVJysok1dU9Bw92LVxYQ6Ppo1HsxzxmAAAAAFxDkIBByqRtAhYIerdsoezdyygqElOpuo4OLZmsIZM1dLrh9GnB6tVNnZ2GcDhx6RMBAAAAMCxAAgYpk7YJOBSKq1TO6mo5na5PrsFxAscJhJBS6YSRcAAAAMBwBwkYpEzaJmCEUDSaYLNNXV1GlytEEET/eq3WffQoJGAAAABgeIMEDFImnRMwQshk8ikUfRaLLxo93+FBoXBmZkI9YAAAAGB4gwQMUibNEzBBnO38MKAJGGbEAAAAAEYCSMAgZdI8AQ8KEjAAAAAwAkACBikDCRgAAAAAKQEJGKQMJGAAAAAApAQkYJAy6Z+Avd6IQuEcWPYBEjAAAAAwAkACBimT5gnY6QxJpTYGw+hyhftXQgIGAAAARgBIwCBl0jkBR6NYR4e2rk4hlzvC4Xj/eqXSmZ3NZrOhHjAAAAAwjEECBimTtgk4EIhJpY7q6h4aTR+JxAc+dK4N2AQJGAAAABi+IAGDlEnbBNzT03f4MOfoUW5Li9pk8mq1boXCqVQ6DQZvc7Nq06Z2JtMYCsUvfSIAAAAAhgVIwCBl0jYBt7Sop04tXrOm+dChrqNHuYcPs7OyWNnZrNxc3saN7bNmVVAoulgM/zGPGQAAAADXECRgkDJpm4Dl8r7sbPbBg8ySkm4OxyIQ9CYXmcxx5oz8229bGQzDwM7BAAAAABheIAGDlEnbBBwKxVUqV2OjikrVu1zheBxPzpCMEOrp6cvMhH7AAAAAwPAGCRikTNomYIQQjhMKhVMotBqN3mg00b9eqXQePszmcKAWBAAAADCMQQIGKZPOCRghFArFfb5oKBRPtv4mKZXO7GwWm232+6EeMAAAADBcQQIGKZPmCXhQMCMGAAAAMAJAAgYpAwkYAAAAACkBCRikDCRgAAAAAKQEJGCQMumfgKPRhMcTicex/jWQgAEAAIARABIwSJk0T8CxGKbXexgMQ19fqH8lJGAAAABgBIAEDFImnRMwjhMikY1C0YlE1kDgfOEzlQqqoQEAAADDHiRgkDJpm4Djcay3119bq2hsVNpsgWQvCIIgEEIKRV92NovDMQ+MxQAAAAAYXiABg5RJ2wTc2+uvr1cUF3czGIZIJJEsDOz3R2OxBJ9v2bevk8UyBYPQCwIAAAAYriABg5RJ2wTc2WlYtKh206b2Eyf4Z87IKyqkZWWS8nJJTU1PRkbXF1/U0Gi6gRPFAQAAAGB4gQQMUiZtEzCdbli4sGbjxvbcXF5ZmaS0VFJc3F1S0l1VJTtwgLlwYQ2VCgkYAAAAGMYgAYOUSdsEbLMFmppUpaXdTKYxHsdiMSwUiodCcYIgxGLrgQNMFssEtSAAAACA4QsSMEiZtE3A8ThmtQbq6xWtrWqXK4zjRP9DKpUzO5vNZkMtCAAAAGAYgwQMUiZtE3ByG6HQymKZzGZ/LHbBjBiQgAEAAIDhDhIwSJl0TsAIoUQCD4fjgUAMw/D+lTAjBgAAADACQAIGKZPmCTgJw3DifCcISMAAAADASAAJGKTMsEjAF4EEDAAAAIwAkIBBykACBgAAAEBKQAIGKfP/27vP6LbOO9/3tGduW+es++LMnTOZO/eeNfdkEmdm0hM7thO3xHFkx07isTNx7Liq25IsS7a6ZKtExepWoyhSvVCiKLGKvYMkGkESJECA6L33Xvb+3xdUoSRKpGwBG6B/n/WsRIIIYiOvvtnr2f8n9ws4nWb9/tgtT8KhgAEAAPIdChg4k+MFHIulrNagQuEaH7ujo+7CQoFQaA4GUcAAAAD5CgUMnMnxAlYonO3t2q4uvc8Xu/6iSuU+fFgoEmEaGgAAQB5DAQNncraAQ6HEyIirrk7Z0qI2Gv2hUCKRSI8dgzw05Ni/ny8UmkIhFDAAAEC+QgEDZ3K2gEdGXIWFwv37+Zcvy4aH7VKpvb/f2t9vlcudlZUjn37a0tNjiEaT2bxmAAAAuI9QwMCZnC3gpibVn/98fuXKxv37+UVFosJC4cGDgkOHBCUl4g0b2mbOvNzRoU8kmNvfCAAAAHkBBQycydkCVihchYXCoiJRfb1Kp/Op1R6FwqVQuPR6X2OjatOmtt5eYySCe8AAAAD5CgUMnMnZAo5EkgqFq7ZW2dtrZMefCEek03mLivAkHAAAQH5DAQNncraAiSgeT7e36xobVXq9b+wZuDGYhgYAADANoICBM7lcwETkdkcsloDbHUkmv8yJGNfvHWtYqvdSqY5KdXT+2jqjpfN6skXvx/cBAACAe4QCBs7keAGPSSRSDHNjI8Q9nQnnj7F8XaqwJbK+NLDhlG/DKd+G01fX2uO+jad9amtq0l8CAAAA9x0KGDiTFwV8i3sq4HZN6qlt3t+/ql79u4Gz74vPfSA+8/7VdXKW8OwHfVZ54Mt+CQAAAPjyUMDAmWlfwPU9wYf/JC/eoTQ0GSx9NovEZu67ukwiq6XPFg/gcToAAAAOoICBM7lfwCzLxmKpdPpL7oJoanA/+yRf3G4kihIxRAxR+uZ1y6gJAAAAyAYUMHAm9ws4HE7o9b5w+Mbo33sqYH6LZ+YMcX2vL3IfrhoAAADuGxQwcCbHC9hkCohE5u5ui3qRsAAAIABJREFUg8dzY2SDUuk+eHCqBZxwhjQNmr+WOJZdjp/X0wXD1YkQpWOzIHSYBQEAAMANFDBwJpcLOB5PCwSm5mbN8LBj/PFvGo2nqEg0xRMxYvGEVOaatVD74tv6jad9m876r06EOOVbe8yLWRAAAABcQQEDZ3K2gKPRpFrtrasbFQhMt/yTWu0pKRGLRObAFB5ia1Onntrmnf+KbP9LgolmQYgxCwIAAIATKGDgTM4WsERi3bSpY+fO7nPnBtvatK2tmuZmdXOzuqNDd/y4ZMWKhu5uQyw2+e3buu7gw6/Jz5/UeAbNFonNIrFbJLaxZRZbLRI7ZkEAAABwAgUMnMnZAu7o0M2ZU/HZZ63FxeILF4bOn5eeOzd47txgebls167uDz6o6urSJxLp2994i5YG9/NPC0RSO1F6olkQDGZBAAAAcAIFDJzJ2QKWyRz79vUeOCCorByRSu2DgzaJxNrfbx0ZcVVVjaxb19zTY4hGk7e/8Rb8Fs+sGeL6Xl84A98CAAAAvjQUMHAmZws4Gk3qdN7aWkV9/ahO5/N6Y6FQIhiMJ5PpgQHbvn29QqFpKrMgZKrwit36mTscqy/HSm+eBXFaS6WYBQEAAMARFDBwJmcLeIxK5ZZK7U5nmGFu7FTQar3FxVOdBaExRHYc0v7pvdHXFxg2nvJtOuO7aRbEKZ/aMvmNZAAAALjvUMDAmRwvYCJKpZhoNPmlz4Qz9vvOzBOfnC0887747M0LsyAAAAA4hAIGzuR+ARMRw9z0sNqkBRwhun5fNx2I2/rttgG7bdBu6b9pmfts1n57fAo3kgEAAOC+QwEDZ6LRqF6vb2trk0ql2fzceyrgW9y9gFmWekcTV6QJiZXVRMhHdG0ExO3r6iwIwiwIAACArEMBA2fy4h7wLe5ewAxDu3a6/vMjx+wLsT1DTIufjEST75YAAACA7EIBA2fS6XQ0GvV4PMFgMJufO/UCTiTSdnto/OEXk94DVotdnRd11cfUJ7dqitabDu7wfFQSXN6QPKshIY3dFQYAAACOoYDha2eKBRwKJXQ638CAze+PXX9x8ifhUiGy2oMduoEiVe1W3Ynt1mW7rIuLHDvLvcebgpXCaNtoasBB6ghZUhTHFggAAAAuoIDha2cqBcwwTH+/taFBxePpfb4bY3vvZRZEkihMrJdUJl+VvGubuOgV+dz/ND213bvwSmrvEJ0zkQ0PwgEAAHABBQy5KKP3RictYIZhPZ5IR4eut9cYidw0stdo9B8/3icWWwKBqdQrQ5SkeJQcwbDSaxY4hhrMXRd13Re1tYWaExt1ZhWOxAAAAOAAChiy6nrauokUMRrw3rQkHpL6KJyijDbwpAVsNPorKuSnTvU3NaktlqDJFNDpfHq9z2IJtrdrd+zo4vNN4fAdp6H5iQI3ryBRlChBKYb8ZLT5Bg0DlZqaAxq7PpK5rwkAAAB3ggIGDqRYumilFSKaXUuza2nOlavr7Wr6oJ5U3sx++qQF3NKiefvti2vWNB08KCgp6SspERcXi4uLxcePSzZtap89u6KjQ5dIpCf4zUTDRO1EvMlWJ6V5FPMRk9mvCgAAABNBAUO2Neuiv94//Pgvt77y41eW/+6x5b97bNlLPx9bi3/9o9WvPKOTDWb0AiYtYLHYsm5d8/btXaWl0s5OfXu7rqVF29qq7e42nDrVv2xZfXe3YfyAiOsYhgoLPfPmmZcusd6+liyxLfvYtnql/f1PHa+ttv9lrW1wFBuBAQAAOIAChmz7om6g4JGPn/vXF/c998iVRd+7suh7tQu+P7YqZ/9L3UcPezWSjF7ApAVst4daWzWlpdL6+lGdzmu1Bq3WkNUa8vlivb3Gu+yCYBkq22vd+Obojnnq62v7PPXOeerd89X7F2r+Ok876zXtM78YefLhoTn/OSIfDGf0mwIAAMCEUMCQbfsPHn6woKDt+ExK1BFpibRE6mtrlEhDFJv8t3wFU5kFwbKsQGDq7NRZLIHxGx5UKndRkUgkMgfvdKCxy0MGM5msEyybdXTYtqnU+s7rQ1v/IjKVyVMuFDAAAAAHUMCQbce27/p/Cgo6u84T0Z3OCmYzOQxiivOAA4G4yxUJBuMMc+NqVCr34cPCuxUwk6R0nJg4MfGrf6AEQymeP3WwIbTngPHyroHeM3JTryntDFFqgs3EAAAAkGkoYMi2wZpz63/z71tO1Z3XXR0B0e+5usQeGvByPwtivFSKGd/j9zIPmIjIQyR2UoUkcaQ+tPmU91iJWX1xlAy2TN/nBgAAgLtAAUPWJeRR2c4fv7rp796on9dA8xpoTi07tt6uYj+oZzmfBXEX91TAAaJOhl6/GP6PJebSD2TONh1FcC4yAAAA91DAkG1teu9vd1/58X977Lf/5R9X/P7xFb9/fNlLV9fiZ3+4+pWnOZ8FcRdTLGAN0TEV7T4fLvvc0nxMN9hgdA64yBcmmmCCBAAAAGQZChiybU/dcMFjqxc89Xj1n751ZdEPriz6Qe3C74+tqjnfql/yCOezIO7i7gXMEhkC1KRNH+iJLK3wrTtir9pvcgvNFPfGiA2OOyxj7A8Z3u4BAAAAE0MBQ7bt33/owQcK2to2EUmJNESaHJwFMYZh2GQyzTDM9VC9ewEzLO3pTc341PvUb9SbNw3XiXU8ivGI7WLpltXBEo+lDG/3AAAAgImhgCHbTu/c+Z2CAp6klojGjYC4vnJlFkQolFCpPHy+0eO5cXaxUuk6eFAgFJomLmCGNvzV+MsnBl54RDLzRdnSWZpPllmWfmJbssS25CPr+LXgA8vSJVaFAidiAAAAcAAFDNlWX3Zhxg9+sqzwSpnm6iwIiefqErtzZRYEy7IajVcoNPf1WUKhG52q1XqPHLnjPGCWYSsPqnfOEx9aLt27RL1nkX7fQs3u99U75qt33rx2zFYd+FBjHIlm6ksCAADAnaGAIdtEo/K3P9/xX5/Z9D/eqZtXT/PqaXYtM7beqmQ+qGM4nwWRTDIOR7ilRdPba0xdG9k7dltarfaUlPSJRJZA4M4nYhgtZLZeXSbrjT+PXyYLa7JSDPeAAQAAOIAChmwbbClb+ct/eP1b/+c7P/z/lr/06PKXHl3+4tW1+FffX/0fT+pkAxm9gEkLWCQyf/pp85YtHUeP9tXUKKqqRioq5BUV8upqxYED/CVLrvB4+ljsDlMdmBSl48QkiBIaR6ywJ2r3xIjGH5ARJ0oK7dGlZb4hczKj3xQAAAAmhAKGbDMJa2sW/aRx6U+bPnn4yqIfjl9V8x6qX/ozr6Y/oxcwaQG3tWnefbd83brm4mJRaan0zJnBU6cGTp8eOHdOum1b5/z5lZ2duvFHJd9Jy1DiuQ3OasVNJ7+ZWWo2suvO+3/3sVEkwy4IAAAADqCAIfuC1yY/aG5bKiIt57MglEpXUZHo+PG+lha1VuvVaDwqlVulchsM/sZG1V//2tbba4xEJr9929rqeXqGeM1lH/9a6FqSdFrPvvy5749vjJ5fIHbK/ff3qwEAAMBUoIAh+9ibhz+kb58FkdmPn6yAw+HEyIirrGy4oUEVCMRisdTYYlkaHnYcOMCf4plwQUOgp2j4vfnKDw64eTHazE/N3+7ZOFt3eYdq6IrOKXMkI1M6WhkAAADuLxQwfO1MZRZEMsn09Bi7u41+f2z8aDaNxlNUdMdZELdiEmS0n1wv/3ipalt5YE6R86PPdJdXKhPtBor5iBi69oAdAAAAZBMKGL52pjgP2OOJmkwBiyUYj9/YxzvpqcjsLYslMtiEhxQzZ8iObxzSitVEPqIUi8PgAAAAuIMChq+dKRZwOs0kEulYLMUwN2J10lORW6x0VEWnNXRaQ6d1dFpH5Sq2uDmwbKfxneW6ZcWu82YqNdMJDZ3RkhUPwgEAAHABBQxfO1M/Ffl2kxQwS6cbgqsK3RuPea6vDaf82046dx3QvDNf9eZi08bjvr+e9K4rdm867tFYMA0NAACAAyhgyLZb9wlcW9m7gMwVMMO2fTF6/G3+uffFt64Prq33xefeF5+aJSz9QGyTB+7TdwIAAIB7gAKGrLhWuGaiTqLKMFWGqTJClRG6HKImInk2r+XeCphl2anugiCWvDqfdcBmH3LcuoadTrnTKXOO/dU2aLcPORJTGCgBAAAA9x0KGLIhTjQcpZMiz9ZLspWHuj7e0vjxlsaPtzZ9vLVp6ebG5XvaN5yVFHZYO23JwNURCRm8mCkWcDKZ9ngier0vMm5m2aRPwhEx97JYPBAHAACQfShgyLg00SDRPL6l4C+Xvv13K/5Q8Pv5Dzw6/4FH5z7w2NwHHvvggUdeL3ju0b+ZX/DLksdODTcSBTN8PVMpYJYluz0kEpkbGkYdjtD116dQwAAAAJDrUMCQcbF46rVFdT/7+VurX/t/aza9NXB603D1tuHqbcNVW4ertspqtkkvbO7cu3TnrO+89KsnH37xqHjImdHrmUoBx2IpodAsEJi83pvmNRiN/mPH+sRiy5TmAQMAAEBOQgFDxoXDsW/80+yf/P2/e8++SLZiIhHRyLilJBqgSBW1vrv6hR8VFDxd3ziQ0euZtIBNpkBNjeL4cUlNjUKn82q13rFTkY1Gf0uLZtu2Tj7fNJVTkQEAACA3oYAh4yKRyHce+tZLL7049te7zII4cPDQ3z74QEtzc0avZ9ICbmxU/fnP51esaNi/n19cLDp8WHjwoODQIUFJiXjDhtaZMy93duqSyfTtbwQAAIC8gAKGjEtEw1ue+8YzP/3RE0fs+wzUQzRMNEw0RDREJCMSE10M0qtX0v/27IrnCgqkjQ0ZvZ5JC1gisa5f37p3b09FhVwkMvH5xu5uQ3e3QSQynTs3uGpVY3e3IRpNZfQiAQAAIHNQwJBxTDKuOLpg7cxf/ssfP3xzRem6Az3rT4vXnxZ/dkr82Snx+jN9nx4RfLSp7vtvfzZjxgtn//yke6Q/o9czaQE7HOHWVk1p6WBLi9rtjvh8Ma836vVGw+GESGTevbtbIDBN+iRcjMhJZErftKxE/sx8KQAAAJg6FDBkAUsUcfZtqXmnYPX/9c2XC156vGDO4wVzfl4w++cFsx8tmPebgj998LePnPx1gbL0CaJ2onBmr2ayAmZZNhCI19Upm5pUgUB8/DxglcpTVCQSicx3fxIuzdIwUU2YThvotJ7OGOiMgU7q2ItO6mLIw2IMGgAAAJdQwJAlbNTsH67St+wbPvdpf+Hy/sLl/YdX9BeukBxaJj2xRnVlu0t8LumSEIUznYdTmQXBMKxO51MoXA5HOJlkrr+uUrkLC4UTFzBLROQjqvWzc89F5q92Lptt3DBTu+E97YaZ2g0ztRvf066dpV+8yPruXv/2vqSOKEmZnXwMAAAAE0IBQ1aw1//bEyCJM9TmDLW5wu2ucLsz0OolfoL02buWqZ2IEY+nA4G41xsbX8CTnIrMUq0isbzU8/oa3dqFmuIPVWUrlRdXKstWKstWKstXKU9/PLp7gXrWEs2svdYDvIgpwNz+SwAAACDTUMCQDSwRsRRn2B6WPe5ldo4wO0eYXQpm1wizXcYUWpi6NOtiWBq/4SBzF3NvpyLf5O4FzDA0d4ntz78dFuwSR/u0FHER+W5aaQ9ZrIbz0j3zJE/+RtMtiN7+SwAAACDTUMCQYSzLErmIDtlSP9k69PRzx//4ndUzH5o386F57z00/72H5s96aM7r31n6/M/2/uCjrkU9PvXVvQEZLOFMFjD7xtzROXNHyBUkNk6UJErdutgEpaINZeZHfjnQ3h24T98JAAAA7gEKGDIumWYO80wvbC596OW5f3l01qaf/eXgsy8ffPblA8++fODZlwt//Ycdv3ht0U9n/ei59362ZNeaCpnBG8vo9WS0gDcsGf5wkbzdROoUOYn841aAyENkYmkgQvvOuF9+RiDq9t6n7wQAAAD3AAUMGReJJP71+zu+/1+/27n4b2O8BRQpI2okaiRqIGogaqZUJY3uUHz+T7O++3cP/s37LW2ajF7P1As4lWIikUQqNeV9wAzL/0KxZu7Qk597N/amav3UmWa7GLYzzXamWR7LNsfolI599XT4+bn6bS/2GUSYjQYAAMABFDBkXDgc/cb/ePJXjz5Dzk5itUSuCe6NskZKDu5ft6Sg4P9uaOJl9HqmWMCBQHxkxNnZqXO5bkxnu3sBE1HMGexvNBxcM7B5jnLVTMPihZYPF1oWL7AsXmBZtND6yTzzhve0OxYPXTokMw6YE5G7jVQDAACADEEBQ8bFIuGXf/KNGc8+U64jaYqsRO5xy0NkJxplqTVAc5bt+eeCgp7G+oxez1QKOJVihocdnZ06kcjs99/oVLXac/jwHaahXcP4g/rLo82bFSeXjO5fpN63SLN/kXr/IvUXCzVFH6ourVIOHlEEpSaiKGXn0T8AAAC4GQoYMi4Vj9TN/eHvH/vBA/Mb5jb5zripOpWuTqWrkumqZLqWSZcFactg4hub+v/+e+8u+S//u66zLaPXM2kBJ5OMzRaqqJA3N2vSaZaIWPbqs3mjo+6pnIhBRERhSrjIYiOzlSw2stjIZCWvg8hHhBOVAQAAuIQChoxjmXTY2NZ6fNayl/9xzndf+tO3l8/48fYZP97+/I8/f/7Hn//mJztf/rfPZn77nUW/+p8lax7WdW5LBC2ZvZ7JClij8Zw+PXD0aF9Dw6jB4NPpvGq1W612m0z+lhb1li3tvb3GSCR5h99+9b+9RFJieKF0VzDNC6V5oXRnIC1k0jqcgQEAAMA1FDBk2LXeS9lqFfueLf3TC5sef33Jw7OXPDx76cOzlj4866Ofzl776FtFz78sXPd0ULyGyECUyujegEkLuLfXuHTple3bOy9ckLa0aBobVXV1yvr60dZWTUmJeOnSKzyePh6f+D5ugkiXoPqR1PGu6L6q0O5zwd1ng7vPBXefC+46G9h7MXi4KXyxLyF2MAEihnAmHAAAAAdQwJBlfRQ9S9ovSPsF6faRbh9p9pD7KFELUSg7VzBpAXd16RcurF6/vuXIEVFZ2fD580Pnzg2eOye9eHF4927eggVVXV36RCI9wW8mUhHtVSae3Ox59T8NS59VbnletvV52ZbnZVuel217fnjdcyOzn9c8tcj2XmW4M80GM/9lAQAA4HYoYMiyKJGT0iZKm4gxE2OmtInIRjTx2RCZuEM6aQF7vdG+PsvFi8N1dUqDwWezhcaWxxPt7TXu2dMtEJjudCbc5iO+mQs1h9cNdJ9SqdtMOpFFJ7boRBadyKLrs2h7zEPVhos7hlYvkb2zwjaonHigBAAAAGQUChhyiDnIXhlNtw1HhYa0IkbRzOwQmOI0NJnMMTRkj0Zv2u9rMPiOHu0TiSyBwARPwjEMvTFb/8Yfhtz1anI6iEJE0ZtXmOI+GjSc3Sj/8c9l7bws3fYGAACA8VDAkENqZf5HPpe9skX28XnrfjVjzcy03KnPA3Y4wi5XePyGh0nPhJuzQP7hJ8qxdGcnWmOnazS2ep6eIeb1+O7zdwMAAIApQAFDDhnsuLD93f/ZcWFV/5X9XcV/9VsNmfiUKRYww7DJJJNIpBnmxr3oSc+EK103/OF7Q/PKY6dNJCEaJVIRjRKNEqmJZEStUfqUz/xlteWDnwvkOBUZAACACyhgyCFeWZ3y0HM0eoCU5zyVe5MucyY+ZeqnIt9ukgJmydhsPrld8cYa3ZpDroOXgoWNocNNocLGUGFj6HBz6FBtaNdp38zN5sUrRmu3jHi04dt/CQAAAGQaChiyamwbQJq9aTHX9gZk6RoyVsBERMQEdI6e7eLDrw2ueFYxZ4Zm9gzNnBmaOTM0M2doFj03uvUFWfVHYl2dnMhHNMFACQAAAMg0FDBkxbV9BCaidqJLIboUosthuhymi0FqIBrO5rVktoCJTabChoB1yK7qMslqDLIag6zWIKs1yKoNiiajvs/iHfUkvRGiNKYBAwAAcAIFDBnGEksUIxqMUHGve1OpdPmetiXra5esr1264crSDVeWfFbzyedNnx4XftFsbrEk/Zk/J2LqBRyPp9zuyPjDLyYv4BtXniQKUdxHMR/FfVf/QAGi6H36HgAAAPAloYAh49JE/URzuk0Fb5R9+78te7ng9+8/+Oj7Dz46/8HH5j/42IIHH3mj4NeP/c28gmeKHj0xWM+wE08Gvn+mWMCpFGM2B/h8k9sduf7iVO4BT+0aKMVQmqE0QwyLW8EAAABZhQKGjIvFU3+cX/PIz15f/+d/bNj2luzCFkXDDkXDjpGGHYqGHYqmnfKKbb2HPtk391u/f/rxHz13RCR1ZPR6pljAIyPO7m6DTOaIRm/cA9ZqvcXFYrHYHAx+pVFtCje7sT2960rylCDd4CM39gMDAABkEQoYMi4cjv3DP73303/4XuDCq+Q4TtRHpBy3VERSitZS17y1Lz1cUPBkfeNARq9n0gIOBOIymePyZXlV1Yhc7rTbQ15v1O2OhEIJkci8Z0+PQGAKh7/SPeAhdWz5F5b951xlzf5qQdDpT03+HgAAALhPUMCQcZFI5F8f+peXXnpx7K/MHRYR7T9Y+L88WNDS3JTR65m0gPv7bVu2dOze3V1WNiwUmnt6jF1d+q4uvVBoPndOunJlI49nuOWsuHvlUnh7d4iDfdqU3Gy6oIlaIpO/BwAAAO4TFDBkXCIa/vw3//jMT374s0OW3TriEUmJpESDRINEw0RCovMB+l1V8qFnlj1fUDDU2JDR65m0gDs79e+/X7VxY9vx45KKCnl5+XBZ2VBZ2VBlpfyLL3oXLKju7NTH419p40IykgwZAhSKUiSesEeZr/bbAAAA4J6ggCHjmGR89ORH6+c8+51X339z6ck1uzrXlvDXlvDXFvPXFvPXHhWs2d/94bqqH725+sXfzjj/9i89Co53Qchkji++6N2/v/fixWGRyCwUmvh8I59vlEgsZWVD69Y19/QYx28OnlCMyEFkSN9Y+hRZiHAOMgAAAOdQwJAFLFHM1b+t7r2Ctf/9X14peOkXD8z+xQOzn3hg1hMPzHq8YO7zBX9a+L8+cuY3D6gvPEXURZTZk9ImLeB4PGU0+uvqlL29xlv+SaPxHD0qFoksgcDET8KxRMRSIk3SNFsdYE9p2ZMa9pSWPaVlT6jZCza2I8k60ywxmP8AAADAGRQwZAkbswUU9bquQ9LyDaIjK0VHVoqLV4qLV4qKVvSfXTfasts9cCnlGSIKX50hnLkrmcIsiGQyLZFYBAKj3R5Kp2+cWKdWe4qKhCLRRLMgWCIiL1GVj515JjxnueOTdw0b3tZseFuz/m3N+rc1G9/WrHlHt2i+5c1dvi2ipIYoQTgTAwAAgAMoYMiKG51nJxJQrIFiDRRvpHgjReuJuojU2buWqU1Ds9tDOp3Xbg8lEjc26SqV7oMH7zgPmGWpShZfdsb95mrt+sWa40vVl9aOXlo3emnt6KW1oxXrRktXqvYt1sxbqp692/JFW9joy+Zp0AAAAHAVChiygb3zCIgJh0Jk9mLu7VTkm27S3v1EDIahOR9ZX3thSLS7L9avo5iLyDdu+Yn1kNVmKhvaO0/yxK/VPAHOhwMAAOAAChgyjGUZIhVRP5GMSEo0cG0KxO2rn0g6tguYzeDmgHss4JtMVsDsG3OVc+eNkCdEFCdKEqVvXimiBDGxxkuWR37V397tv0/fCQAAAO4BChgyLpliiiqGPjjUveB036cnhBtLelcX9awu6llT1HvL+uQA77OjfL0tmNHryWgBb1o69OFCeaOeFAmyE3mJfETea39wE+lZEgVp90nXK08LxN3e+/SdAAAA4B6ggCHj4pHEgsc2/33BnwoK3vlOwXtPFMx8omDWEwWzfnHb+knBX371f8wf7FJl9HqmXsAsSwzDjr8fffcCZhlWsF+xbt7Qk1s9G7qTNR5qT7IdKbY9ybYn2c402xShkxr21VPhF+bqtv+uzyDGPWAAAAAOoIAh45h00th+bP9LTz9W8L9977u/W7J02dCxVYPHVolLVvXdvISFSyXH14Xs+oxez9QL2O2ODA3Zfb7Y9Vfu/iQcEcU9IWmL4fDagS2zFCvf0S+aZ1k437JonnnRPPOC+Zals0wb3tbs/lBadXjYMmxJRiceqQYAAAAZhQKGzGKJiBiiIW/rpiN//MlDP/vhnM0fEnUQ20bxRoo33bRidRRvIcaX0RFhUyxghyM8NGQXi28a/avR3Hka2vXfHwxaq1WdO5WlK1RFSzUHP9IcWKzZ/5Hmi8WaoqXqy+tGpUeVEZmZKEbEZnLDMwAAAEwMBQxZE0ikqn/w7//9mZdeNhBxeArwVAo4Gk12dOgaG9VarXfs+DeGYYlodNR15MgkBUxELBFLYTbhIquNrDay28huI4uV/A4i39i3TzEZfd4PAAAA7ggFDNnkvLLhqUsrZoz2imORiXcRZMGkBTw66j52rK+wUFheLhOLLQMDtv5+q0RilcudVVUjn33W0ttriEaTd/r9YaKuOJ230VEVe07NGNJpoiQxCUonrk2HIEOEzmnIlNnD7wAAAGBiKGDIIoZSAyX+tv32vv5EKMLVVUxawD09hsWLazdvbj9zZqCxUX3lirKqaqSqStHQoDp8WLh4cS2Pp4/HUxP+ckeSqkbSH530rT3i/nS/a/luz47qSIORCdz8Y/zR+MwDHomWs/8bAAAA8HWGAgYusSzL3DJtISsfevcC5vNNy5c3bN/edfbsYH29qq5utLZWWVurbG5WFxeLly69wuMZYrEJCphl6ZyK3j7g/9Vvhne923dhpnDrC+LnX1W/U+hrT7G+cT/Z1OJ54teirm7f7b8EAAAAMg0FDJyJx+N2u31gYECr1WbzcyctYJcrwuMZzp4dbG5WBwJxvz/m8UQ9nmg4nBCLLV980SsQ3PFMuKXbjPPeHx48qbD3Wd0al3HAxD+t2LlK8fJC65G+lO7aTzaigAEAALiDAgbORKNRnU7X0tLc34gWAAAZD0lEQVQyMDCQzc+dypNwoVCiq0vP55tu2e2g1/tKSsQikXn8gIjrGIZ9a45s8WwJOVxECSKGKEo2h+iEetHr8lmbbEWC2Nh2iPY2z1MzxF09KGAAAAAOoICBM9Fo1GAwdHR0DA0NZfNzpzgNTaPxSqV2vd47fsPDpGfCzVkgX/SJkrnlE10h80X57FcH3lhhaEuyDFFrKwoYAACAMyhg4EyOF3A8nopEkrFYamwO2phJC3jl7OHX31WeMpCOaFwHs2lPRHpWuXPJ8B8WWM+OUmFn4OkZ4m4UMAAAABdQwMCZHC/gCU1yKjLLNp/Qfr5CsWyna2tlqFV188Q0m1d0Sr3odfmaPc6ZG8yPPyfu4eNUZAAAAA6ggIEz06+AiYiSfl21essL4l+9rFp55NZbvIwrZCmX73xv+MWfD/z6t2JhX2DC3wEAAAAZhQIGzkzPAiYmGQiZBk0D5SpNp+32z057I/Y+W2fR8MmlApMcuyAAAAA4gAIGzuR+AUciSYcjNPUn4YiIvfofUXK7yH6nwI2xBrupURd1cnYsCAAAwNcZChg4k+MFHI0mNRoPj2dwuW506hTuAQMAAECuQwEDZ3K5gNNpViQyt7Rohocd4fCNB9pUKvfhw0KRyBwMTjAPGAAAAPICChg4k7MFHIul9HpfdbWiqUntdkdSKWbsXUSkVLoOHRKIROZQCAUMAACQr1DAwJmcLWCj0V9eLjt7dpDH04dCcb8/5nZH3O5IKJQQCEw7d/IEAmM4jF0QAAAA+QoFDJzJ2QJua9PNnHn5009biovF589Lz54dOHWq/9Sp/vPnpTt2dM2fX9nZqUsk0tm8ZgAAALiPUMDAmZwtYKHQvHp10+bNHUeP9lVXj9TWKmpqFDU1isZGVVGRcMmS2q4u/fgBEQAAAJBfUMDAmZwt4EAgJpXaKirkbW1any+WTKbTaWZsN7Bc7ty/ny8QmDALAgAAIH+hgIEzOVvALEvRaFIqtff1WSyWYDJ5Y8ODSuUuLBQKhZgFAQAAkMdQwMCZnC3gMV5v1GoNejxXZ0GMGR1FAQMAAOQ9FDBwJscLeEI4EQMAAGAaQAEDZ1DAAAAAwAkUMHAGBQwAAACcQAEDZ3K/gFmWTafHDoO7CgUMAAAwDaCAgTM5XsDpNGO1BiUSq88Xvf4iChgAAGAaQAEDZ3K5gFmW1em8QqFZKDT5/bHrr49NQxOJzMEgChgAACBfoYCBMzlbwCzLBgKx+vrRK1eUJlNg7ADksb0QY9PQRCJMQwMAAMhjKGDgTM4WsMsV6erSXbw43NWlj0QSsVgqEklGIsl0mhkctO3b1ysU4kw4AACAPIYCBs7kbAH391s3bWrbu7fn8mWZSGTu7TXyeAYezyASmUtLpatWNXZ3G2KxVDavGQAAAO4jFDBwJmcLuLlZ/dZbZatWNe7fzz9yRFRUJDp8WHj4sPDYMcmmTW2zZl3q6NAlEsztbwQAAIC8gAIGzuRsAet03rNnB0+ckLS2al2usMMRslgCFkvQ44nyePrPP+/k843hcDKb1wwAAAD3EQoYOJOzBRyLpbRa75UrozyeIZlMj/8nnc5bVIQn4QAAAPIbChg4k7MFTESpFMPjGZqb1TqdNx6/seV3dNRdWCgQCjENDQAAII+hgIEzuVzARBQMxt3uiM8XTaVubPnFiRgAAADTAAoYOJPjBTwmlbrpWGQUMAAAwDSAAgbO5EUB3wIFDAAAMA2ggIEzKGAAAADgBAoYOJP7BcwwbDicwD5gAACAaQYFDJzJ/QL2+2NarTccvhG7KGAAAIBpAAUMnMnxAtbrfQKBSSAwBQI3Rv+q1Z7DhzEPGAAAIL+hgIEzOVvA8XjKYgm2tWkbG1VyuSMQiKXTTCKRJiKZzHHgAF8oNOEeMAAAQP5CAQNncraADQZfefnw0aN9dXVKszlgMgX0ep/B4LPZQm1t2i1bOnp7jZEIChgAACBfoYCBMzlbwG1t2pkzL61Z03zokPDkyf4TJyTHjvUdO9Z35szg1q2dc+dWdHbqxm4JAwAAQD5CAQNncraARSLzmjVNO3bwSkulbW2alhZNU5O6qUnd0aE7flyybFk9j6ePxVK3vxEAAADyAgoYOJOzBez3x/v6rDU1CrHYfMs/aTTeoiIRnoQDAADIayhg4EzOFjDLUjAYb2lRNzWprdbg+HnAmAUBAAAwDaCAgTM5W8BjNBrP8LDDYgmO3/KLecAAAADTAAoYOJPjBTz2k7FYimHY66+ggAEAAKYBFDBwJvcLeOyHx/8VBQwAADANoICBM3lRwLdAAQMAAEwDKGDgTO4XMMsSw9x0FxgFDAAAMA2ggIEzuV/A8XjKYglEo8nrr6CAAQAApgEUMHAmxwvY640qFK6+PovPF7v+olLpPngQBQwAAJDfUMDAmVwu4FSKEYvN9fWq3l6j33+jgK/fAw4GUcAAAAD5CgUMnMnZAk6lGIcj1N6uFQpN44/DICKj0X/8eJ9YbAkEcCIGAABAvkIBA2dytoBVKs+JE5LiYlFtrUKhcMnlzqEh+9CQXal01dYq//rX9t5eYySSvP2NAAAAkBdQwMCZnC3glhbNm29eXL266cABfkmJuLhYdOSIqLhYdPy4ZNOm9tmzL3d06MYfFAcAAAD5BQUMnMnZAh4YsG3Z0rFnT/fFizKh0Mznm3p6DD09RonEeuHC8KpVjd3dhmg0lc1rBgAAgPsIBQycydkCdrsjfL7x4sXhhgaVXu9zOMJud8TlioRCCaHQvGtXN59vwiwIAACA/IUCBs7kbAGPkUgs3d0GqzUw/mE4tdpz5IhIJDIHg3gSDgAAIF+hgIEzOV7A0WgyEIiHQol0+sahcCqVu7BQKBSigAEAAPIYChg4k+MFPCadvulYZJwJBwAAMA2ggIEzeVHAt0ABAwAATAMoYOAMChgAAAA4gQIGzuR+AadSjN8fGz/6FwUMAAAwDaCAgTM5XsAMw7pcYZnM7vffeOgNBQwAADANoICBMzlewHK5s71d291t8Hqj119UKl0HD6KAAQAA8hsKGDiTswXMshQKJbq69G1tWpPJn07fmAes1/tKSsSYBwwAAJDXUMDAmZwtYJ8vJhZbqqsVAoEplWJSKSYWS8XjKZYludxZVDR2IgbuAQMAAOQrFDBwJmcLuKtLv2BB9YYNrUeOiEtLpefOSc+eHTx7dvD8+aEdO3gLFlR3denj8VQ2rxkAAADuIxQwcCZnC5jH0y9YUL1+fWtJibi8fPjixeGysuGysuHLl+V79vQsWFDd2amPx9O3vxEAAADyAgoYOJOzBWww+C5eHD5xQlJXp9RoPHq9T6/36XQ+qzXY2qrdsqWjt9cYDiezec0AAABwH6GAgTM5W8DpNOPzxTo6dG1tGpPJH4kk02kmmUwTkVzuxDQ0AACAfIcCBs7kbAGPsViCGo3X640yDHv9RY3Gc+1JOMyCAAAAyFcoYOBMjhfwmESCGV/AOBEDAABgGkABA2fyooBZ9qa/ooABAACmARQwcCYvCvgWKGAAAIBpAAUMnEEBAwAAACdQwMCZvChghmFZFvuAAQAAphUUMHAmxws4Hk/ZbCGFwjV+7AMKGAAAYBpAAQNncrmAGYY1mQJ8vqmpSeN0hq+/PjrqLiwUCIXmYBAFDAAAkK9QwMCZXC7gUCjR3W0QCEyRyE2lazD4jx3rE4stmAcMAACQv1DAwJmcLWC12nPq1EBhofDSJZlUah8ctPX1WSQSi0zmqKwc2bChtbfXGI3iVGQAAIB8hQIGzuRsATc2ql57rXTlyoYDB/glJX2HDwsPHRIUFgqOHu3bsKFt5szLnZ26sUOSAQAAIB+hgIEzOVvAUql9+/augwcFtbWKoSH74KBNIrFKJNbhYfvly7J165p7egy4BwwAAJC/UMDAmZwtYLc72ttrPH9e2tys9nqjwWA8GIwHAvF4PCWRWPbu7REITJgFAQAAkL9QwMCZnC1gIopEks3N6tZWTSAQH38wslrtKSoSiURmPAkHAACQv1DAwJlcLmCWZS2WoEbjtdtD47f8jpuGhgIGAADIVyhg4EwuFzARJZPpcDgRCMRTKeb6izgRAwAAYBpAAQNncryAJ4QCBgAAmAZQwMAZFDAAAABwAgUMnMmfAr7xKBwKGAAAYBpAAQNncryAWZaNxVJ+f+yWJ+FQwAAAAPkOBQycyfEC9niig4O2lhaN0xm5/uK4WRAoYAAAgHyFAgbO5HIBx+MpqdTW3W2Qy52x2I17wDqdt7gY84ABAADyGwoYOJOzBRwIxAYHreXlw62t2nA4GYulotFkNJpkGHZoyH7gQK9QiDPhAAAA8hgKGDiTswXc2ambP7/y009bDh8Wnj07ePr0wMmT/adO9Z8/L92xo+v99yu7unSJRPr2NwIAAEBeQAEDZ3K2gHk8w8KFNZs3d5w+PVBXp6yuHqmokFdWyuvqlIcOCRYvruHxdPF4KpvXDAAAAPcRChg4k7MFbDT6L12Snzkz2N6uc7kiLlfY4Qg5HCGfL9bTY9i5s4vPN4bD2AUBAACQr1DAwJmcLeBkMm2zBSsrR+rrVT5fLJlkGIZNpxkiUiichYUCkQjT0AAAAPIYChg4k7MFTERjD71JJBa3O5JO3zgRQ632FBUJMQsCAAAgr6GAgTO5XMBEFI0mvd6o2x3BiRgAAADTDAoYOJPjBcyybDrNptMMe+MWMAoYAABgOkABA2dyvIAnhAIGAACYBlDAwJm8KODxN4AJBQwAADAtoICBM3lRwMlkmmGY639FAQMAAEwDKGDgTI4XcDSaNJn8Q0N2vz92/UUUMAAAwDSAAgbO5HIBMwyr1Xq7uvRNTSqHI3z99esFHAyigAEAAPIVChg4k7MFzLKs3x9rbFS1t2tjsZtOP9ZqvcXFYrEY84ABAADyGAoYOJOzBWy1BuvrR0+ckDQ0qNzuqNMZtliCVmvQ44l2dxt27ODx+SacigwAAJC/UMDAmZwtYJHIvGZN0549PeXlsq4ufUeHrq1N29am7ekxnj49sGxZA49nuOXeMAAAAOQRFDBwJmcLuKtL/8EH1Rs2tB071ldRIS8vl124MFxWNlxRId+7t2fBgurOTn08nr79jQAAAJAXUMDAmZwtYJ3Od/HicHGxuLx8WCKxSKX2saVQuGpqFBs3tvX2GiORZDavGQAAAO4jFDBwJmcLmIhSKUYgMAmFpkjkpv2+Op3v2LE+kcgSCOBJOAAAgHyFAgbO5HIBE5HbHbVagx5PJJW6cSKGSuUuLBQKhZgFAQAAkMdQwMCZr1rAbDoVC1pM2mGpRMjv5Yv7lXp7ZArPp02xgNNpNh5PRSLJdPpGASuV7oMHcSIGAABAfkMBA2e+YgGziZBXP1B6/MD6tStWr1q54tONXxwt6xAZnL4oe/c33supyLfAmXAAAADTAAoYOPMVCzjlN8gaDrzw+I+/+S//9vvX3371ld8++8wzv3jmtX3nmlXOyF3eiAIGAAD4mkMBA2e+YgEn3KN95Rt/9M/f/NcfPbv3wuXz5ac/Wzrn6R9+9+X3VhXXCO8yqeGeCjidZhjmxj1lFDAAAMA0gAIGznzFAo67RyWXtzz+3cf+4+1VZiIiMg02b373qR8+8sKstUc8d94JMcUCZhg2HE44neHxh1+ggAEAAKYBFDBw5isXsKq/YtvPv/foi68tHQ4TEQWNAzVfLPrFL55/fdF2fYTudGTFFAvYZguJROamJpXDEbr+Ip6EAwAAmAZQwJBVDMOEw2G3280wTDweHyvg4eFhIkokEsFgMBgMptNTOm5trIB/8f3Hfv/GMmWSiChqkdUfWPTzx2e8tvBzQ/QrFXA8nhIKze3t2tFR1/h7wFqt98gRkUiEaWgAAAB5DAUMWZVKpcxms0QiCYfDiURirIBlMhkR2e12tVptMpni8SnF5dguiMe++8hvX1siizBJIrWwYe+Hf3j8mVfmrz/qvnNFT1rA4XBCqXRdvDjc1qZlWXZsLNrYMchyuaOwUCAS4R4wAABAHkMBQ1axLKtWq+vq6mw2WzQaNZlMnZ2dIyMjLMv29/cLBAKbzZZMTunA4bhLKbq4/of//M0fPPq7E03drc2V25fNfezb33zx3dXFVyR3GYg2aQFLpfYdO3j79/deviwTiy1Coam318jnG/v7rWVlQ2vWNPX0GKJRnIoMAACQr1DAkG1arba6utpgMASDQbPZ3NXVpVAoiIjH4/F4vGAwyDDMpL+EiJJ+o7yp8HdPPfq97z/yzsIlHyyc/dbrf37l1dmHzreM2EJ3eeOkBczjGRYurNm6tePMmYGaGkVV1UhFhbyyUl5XN3rokGDx4pquLn08PoWzNwAAACAnoYAh26xWa2tr6+joqMPhsFgsPB5PLpenUqnOzk6hUDjF/CUiNuazyzt3bVr+1p//+Nprr736lzcXr9lytlpg88YmeeNkBSwWWz77rHXnTt65c9LWVk1Li6apSd3UpO7o0B0/Llm2rJ7HM4zfHAwAAAD5BQUM2RYMBhUKhUgkksvlNpuNz+f39/c7HA6BQDC2IXiqWCadiHo9LqvFbDaZzBaLw+UJhuNp5u5Hwk1ewH5/fGDAVlY21NqqjcdT8XgqHE6MHY8sldrHZkEEg9gHDAAAkK9QwJBtiUTCarV2dHSIRCKHwyEUCoVCoU6nE4lEKpUqCxcwlVkQ0Wiyt9coEJhueeJNp/MWF4sxCwIAACCvoYAh2xiG8fv9ra2tPB7PZrOJRKKenh6ZTDYwMGAymbJwAVOcB2ww+OVyp8Hgw4kYAAAA0wwKGDiQTCbb29tbWlrUarVAIGhtbe3q6tJqtaHQ3Z5gu1+mWMCpFJNIpJNJhmVxKjIAAMC0ggIGDjAMI5FI2tvbx/K3vr6+vb3dbrdP/TG4r2KKBTwhFDAAAMA0gAIGDrAsazQae3t7q6qqLl26VF1dzePxfD5f1j4dBQwAAPB1hgIGDrAsG41GJRJJSUnJiRMnKisrhUJhdrZAEAoYAADgaw8FDNxgWXZoaOjQoUM7duwoLS1VKpVTPAz5vnz0VAqYJTYQiBkMvkjkxvFvKGAAAIBpAAUMnFEqlYWFhZ988snRo0e9Xu/4B84yjLVYhuTyRoWiNRLx3umHAoGEUuHu6Ta63dHrL46OugsLMQ8YAAAgv6GAgTN6vb6oqGjmzJmFhYVZ/minU6VSdanVPYn4HbZepKmP7+5qsRlU0eS4e9M6nbekRCwSmQMBzAMGAADIVyhgyKxEIuH1em02m8VisV5js9ncbrdEIikqKlqwYMGBAwdcLpfT6bTeDzabzWF3OJ1Og8OgdqhVTpXKodK6tEaPUePSat06rUPV3XuqtmZjQ8N2pU5o9llUTrX62jL5DHKjqqlHfPpyx+UmvlQ7qnPpDF691qk12Z1NTaqNG9u6u43hcHLyLw8AAAA5CQUMmRUKhUZHR0UiUW9vr3AcsVjc2tp65syZnTt3njhxQiwWi8Vi4f3QJ+oTCoSdPZ1XhFcqJZXV0uoaaU2NtKZysPK8+MLlgcrGweqjp+fv3vH0vn2/LWvdWz1YXS65VDVYVSutrR2qrZPXHrxyYt7nWzafOXyWV96srK+X1V4euHReeKG2Q1BcIlq5sonfa0ok0lz/TwsAAABfEgoYMisUCqlUKrFYzOfzRbcRCoV8Pn/Cf/pyxCLx0MBQfVv9znM7DzccviC8UDdc165sLxOXbanbsrF2Y3F3ScvQlZPnFu7f/et9+367/sy8LfVbT/SerBysahlpaR5pPtx98P3iT55fNn/TmUNV4vp2VesZ4eltDdvWVXx2tq65tkZZU62wWIJc/+8KAAAAXx4KGDJr/C4I2zhWq9Vut7vdbq/X63a7bV+Z1WZ12p1Ou1OmkdWL60+1n+oa6VLalDq3TmFXNMoaCzsKq6XVA6YBg1OjVLS2dRw6VrGqqHn35YGKQfOg1qVVO9V9enFp35l99UVflJaXnG9t5A2MWBWXJOUnek/UD9dLVRqD3m8xB+PjzkkGAACAvIMChmklySRFJlGbpm3EOZJkrm7V1Tg1PZqeXk1vNBG5/pNat7ZqsEpskHgiV0/i8EZ8Ip2Ir+tWWtVuW7q93tHYoBnWKduV7VKLlIMvAwAAAJmBAobpIxwPS83Sckl5p6ozxVy9TesJe84KzlYOVMZTN6Y39JsHG+RNPVq++9o84HgqLtQJD3UcUjtVRMSkSTsavFDX+enZnXy1KJ6O3v5xAAAAkKdQwDBNxFPxEdtIxUBFq6JV79aPvWj2mduV7RUDFf3G/rFX/FG/zCprlDd1qXn2oINhWSIKx8NivbhGWlMvq/dF/USUZlPDekVZd3VR0wm9y8DVlwIAAIBMQAHDdMCyrMVv6VJ1lUvKjR7j2IvBWLDP0FcqKh2xjcSSMSJiiVU71RX9FR3Kjus/lkglzF5zRX9F/XC9L+IbO5gjGA92atqalfVq12gsFePqewEAAEAmoIBhOmBZdsQ2MmgatPltiVRi7BWz1yyzyhQ2RejasReRRETj1PC1fGfQydLVI+gCsYDcKpdb5Va/lWEZIkqkE46go9/Ur7Arru+mAAAAgGnj/weZo21RnI3eOQAAAABJRU5ErkJgggA=)
Δ1 = 59,54/EI
Δ1 = -253,95/EI
Δ1 = -120,02/EI
Δ1 = 427,86/EI
Δ1 = -153,27/EI
Determine, por meio do Processo de Cross, o momento máximo no ponto B. Adote uma precisão de 0,01 KN.m para os momentos e os apoios A,B, e C sequencialmente da esquerda para direita. Considere todas as barras do mesmo material e de inércia constante.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 47.JPG)
98,31
73,39
30,02
38,68
37,5
Com base na viga ilustrada a seguir, assinale a alternativa CORRETA que apresenta os valores das reações de apoio verticais nos pontos A, B e C, respectivamente.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 10.png)
1,73 kN; 58,88 kN e 26,39 kN.
-1,73 kN; 56,88 kN e 31,85 kN.
-1,73 kN; -58,88 kN e -29,85 kN.
1,73 kN; -58,88 kN e -26,39 kN.
-1,73 kN; 58,88 kN e 29,85 kN.
Utilizando o processo de Cross, determine o coeficiente de distribuição do Nó C, trecho CB
![](data:image/png;base64,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)
0,264.
0,293.
0,339.
0,377.
0,330.
Assinale a alternativa CORRETA que apresenta a reação de apoio vertical no ponto B da viga representada na figura abaixo.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 43.PNG)
-24,94 kN.
54,23 kN.
24,94 kN.
47,16 kN.
5,91 kN.
Para a estrutura a seguir, considerando um recalque para baixo no nó F, assinale a alternativa correta:
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 38.PNG)
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a CD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a CE.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AB e a CD.
![](data:image/png;base64,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)
-2
0
-3
1
-1
Com base na viga ilustrada a seguir, assinale a alternativa correta que apresenta o valor do momento no apoio C. Para tanto, utilize o método das deformações e considere o produto E.I = constante.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 14.png)
264,0 kN.m
95,3 kN.m
344,4 kN.m
176,2 kN.m
96,4 kN.m
Com base na viga a seguir representada calcule as reações de apoio da estrutura abaixo, utilize o Método dos deslocamentos para fazer os cálculos. Em seguida, marque a alternativa que apresenta a resposta correta.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 9.png)
Va = 199,73 ; Vb = 734,41 ; Vc = 107,35 ; Vd = 113,55
Va = 179,37 ; Vb = 437,14 ; Vc = 149,53 ; Vd = 113,95
Va = 139,77 ; Vb = 573,41 ; Vc = 198,35 ; Vd = 218,55
Va = 199,73 ; Vb = 473,41 ; Vc = 107,35 ; Vd = 418,55
Va = 139,77 ; Vb = 337,41 ; Vc = 198,35 ; Vd = 218,55
![](data:image/png;base64,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)
Δ1 = 59,54/EI
Δ1 = -253,95/EI
Δ1 = -120,02/EI
Δ1 = 427,86/EI
Δ1 = -153,27/EI
Determine, por meio do Processo de Cross, o momento máximo no ponto B. Adote uma precisão de 0,01 KN.m para os momentos e os apoios A,B, e C sequencialmente da esquerda para direita. Considere todas as barras do mesmo material e de inércia constante.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 47.JPG)
98,31
73,39
30,02
38,68
37,5
Com base na viga ilustrada a seguir, assinale a alternativa CORRETA que apresenta os valores das reações de apoio verticais nos pontos A, B e C, respectivamente.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 10.png)
1,73 kN; 58,88 kN e 26,39 kN.
-1,73 kN; 56,88 kN e 31,85 kN.
-1,73 kN; -58,88 kN e -29,85 kN.
1,73 kN; -58,88 kN e -26,39 kN.
-1,73 kN; 58,88 kN e 29,85 kN.
Utilizando o processo de Cross, determine o coeficiente de distribuição do Nó C, trecho CB
![](data:image/png;base64,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)
0,264.
0,293.
0,339.
0,377.
0,330.
Assinale a alternativa CORRETA que apresenta a reação de apoio vertical no ponto B da viga representada na figura abaixo.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 43.PNG)
-24,94 kN.
54,23 kN.
24,94 kN.
47,16 kN.
5,91 kN.
Para a estrutura a seguir, considerando um recalque para baixo no nó F, assinale a alternativa correta:
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 38.PNG)
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a CD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a CE.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AB e a CD.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA3sAAAESCAIAAADLy1sPAAAgAElEQVR4nOy993sTR/vv73/Bf4Ov7w/nOp9zzuf5PE6D0EIRLZQAMQkBAoSAE1oqxAmpJEGQBAgETDEdDKGTmNCbMGB1uclN7k3WSrJ61/39YfA8y+xqtZYtkOF+XbpyhfXs7Mw998y8d9pmAYIgCIIgCIKkk6ynnQAEQRAEQRDkGQcVJ4IgCIIgCJJeUHEiCIIgCIIg6QUVJ4IgCIIgCJJeUHEiCIIgCIIg6QUVJ4IgCIIgCJJeUHEiCIIgCIIg6QUVJ4IgCIIgCJJeUHEiCIIgCIIg6QUVJ4IgCIIgCJJeUHEiCIIgCIIg6QUVJ4IgCIIgCJJeUHEiCIIgCIIg6QUVJ4IgCIIgCJJeUHEiCIIgCIIg6SWh4lSpVFnJUKlUTzKt/LTl5+c/lUc/AbKyshQKxZN8okKheIqlmRrEA592Kp4mRqMxJycnJydHqVRyHFdSUpKVlWWxWJ52ugYHpVI55HwSQRAEkSCJ4szOzlYkxmg0Psm0EoxG45PXZE+SZ0Nx5ufnE1GYpryg4lQoFNnZ2Tk5OaSekv9/2okaNJIqTuK0FI7j+H8tKCgQfTcm0VIG6JyDG5so/Phzc3OZv+bm5vIDiN4lbUaO4/Lz87Ozs4kX5efnM5bkIxyGGHgGJbBYLE9gdIMpxJKSEv5fyYscRalUit4lp+ip9WgkojCOLR144KS7oQaB2xQUFPD/ynFcIkvKd+Pi4mJqN+LGEu/eT6Dappvi4mKaWYkKm4EkUZwZWBgZm7DB4snnbtAVJ9OIpGPg7Ql0eBkO7Y0KCwtzcnKys7OZznJI01/FWVxczP8rI8WeDcXJVCWmlmX1X3FyHMcYKisrKzc3N1Ef9oQVJ/+1IX2TWkwhMg9iXl1SVpx8U2eO4nwCDTUI3IZ5MWY0fQqKU+jDWVlZ2dnZiUbEngHFyc8y0/RlOKg4M44nn7tBV5yFhYX8Ks281A4KJOZBjxbJEPqrOPlCgT82xvRVQ11x8nsXOs5BSXRXIjPS9BNZQyNMJO9SU5y0pPqRbQAAICOvlDSN5TCFyOghModASU1xMsp+0BWnzNFTIU+goQYxt+FLWzrIKrQkc5eoG1Onzc3NJdHSTCUqFDlll7LT9ovUnkKmeSnCqY9MZjAVZ3FxMa1Xubm5QunNBCDrzx5LTVYWmazPy8sjwcgyNRpA1FfIxZKSElJ+/MEei8WSn59PZx6lB9uZ7PPTkPRGki/hSxWJhKaH4zilUkmNkJ2dnZeXx9wlNHvSxJCMk4V9JIxEavmx5eXlcRwnVJxMOvPy8vqlR6nBaTbl3ysK9Zzs7GzSLAorKr+sqaHk9FLEICS1dFkkE4ZETsMUFxeTCkKdk/knRZhO/uNoRZDIskRt4ndOCoVCOMbJTzZxNpnlyH86cVHyLH6YpE4iUTGTGkG+4qS54yc+63GEinMQh45oh5pWxUmymZeXR//EdNVZYopTOnLaXDBXklZYmfETUutW+fOG5H8KCwv7FYNM+H0KeRZtkIWvLkLFmdSRiouLGeksx/f65agpK85Bb6ilk0efxS9KRtOLKk6JyGkTxG/9aKMk3Q8Kn0jJZMVJKz4tuKeyvjE1Bk1xEivk5OQUFBQolUriRvx3ZdEAzAwOCUBWpCmVyoKCAmJT+u5F9gxl9SkD0g2TyknvysvLI35mNBrJ7QqFQqlUkhslBtsppLEjClWpVNL+UuJG8l4lukKFVmP6pkvSQ5IqrBiM2eUkhl4kMfO7JdGskaIhdTUnJ4ekivbKNJ1MKcgcvac1uaCggGZwICP/tOAKCgoKCgpycnJotDQMLWuSL9oMJV3ayBiEWJJxS4vFwnckEob8t7+Kk5YmqQUkO1mCUSX5tYlklspKvp2pTfLy8qj/yykLMpPINzhdMErDyHGSRBVTjhGEipMknl6hjTX9H1ojSE6pk2T1X3HSOPlyOVH1l6M4sySRcyNNBv0TMRo/m8K7JPJI5RT/6dRJpBtJOfFTUutW6V3UvGlapsxXnOShVA8RRyULphm3kelIfLElc1a9X/EzT+mX4hz0hjrpg6iFaQ9FnZAmoL+KUxRqaolX1iGqODmOI96Ym5tLR3OH0EbqwVGcpGby+2mO40iDSIqc1B+mIyetG99YQvPRAWSJhJHIc3JymKEpkgC+CiSxCUMKM850MCSDEk0eEZdMAHIXzQ5JJyMHyUV+Ivm5k5kYphpLJJJ5iQdeH0MrJ7miUCiEpSnnXYrfaVE9l8iRSOCkb6L8IuNPUTEWYEZByEWJ1Y20veOHIdWYb0xh5DRf/VKcovanF2kGk9YmoU3oRTrDQqMV1aADN7gcJxGtmDKN0C/FyRQQiYq/PixlxckfgEm6ujGtipOmnNiNNoz8bArvksgjX3DQi/Qp0mPhcuKnpNCt8oUI8IbBEqVK2obS8BUn00QTGVRQUECzkJrizM7OLi4u7peIfAKKU2ZDzZ9ISW3lFV9x0rdQ8ifS2JIpDmEC+uVmFP7ItJxtcENLcdKSKiwspDkV7h8iMWfg0SWpn47Ed25mkIxQXFxM5h+hrw9g8i/sZkjMolPGNPJEipMZXyQNsVAjkmom8SZHWhlhgKTyhZlAp1doz0rGgZjcCbPD/6fMxCRNG4FRwAS6eJxYmP6TSafovULo7dTydHhA6P20I5GoGKLlRXtZekWhUAjLmjiGRCtMBvOEmSIJI6kitVoYOfH5filOo9GYm5srfBzj4UlrE///Ez2LNOXCZ4lWFj6iBqetAfmnTCcRfZZMI8ifVScDpbTWUCnG3xWRsuKkL3spD5YQEjSiWfJvpKOtyr7tYllZWbm5ufyGWniXRB5FZYpM+ySNn1mMKD+/BLpfh/ihxFjOwJc00CzzjUn+RF9dBqI46SKowVWcSTtoaXUos6EmyeDPJaYgYvhJZbobqukHS3HyX4+lXULoOQN0WpkM8CnMgoFEg9NDVXFKnI7Ez6G0W5A+QHR9K9PNiMYjU3GKrgMT9qxErEgMBzIiWPopfJjuVnTUk2aBvPLSpWyJFKfMxAgXYopCxIRQmPJvZ4bKKMwKgUTQhoMOONE3aX5Z0JczvrYThQQQWkDUVTiOU6lUhYWFdO5busgSKXXS4ZEsJJLaTBHIX8dJsq9SqciEsnACSLo28TEajSUlJWTGnMp38ifh+w8/nRLtWiKXI9f5kSR1EukqI20E+YpTqVTSNxCO46gUA16PlbLilDNd9WTWcapUKuKWJGu0q372FCcdiaCOlGjUig6iD8T4fK1D9VBJSQn/1SVlxSn6oExQnDIbaj6kJezXMKowqdCnmchTqKYfFMXJ7NCStsBQVJw0zVTA8DdODUry0s0gzKqT5kAiwxJRMX2SqHvJVJyMe9HFdsrHobOBiVKbyMXlGIQci0j+n7gCU3uZszZycnJoOvkJoP+UmRiFYFeHKImEKbEJf/0DXSDIR07lFw5b0oabr1YtFgvR4klfxRI9VLiskKnJubm5zDBkosjp0k8KfzApkWwiKqe/ipPu7uI3MfwZ86S1icBsRyC7gvjPkngJkS7HRH/l+5hMJ0mkGpMaQeJeJj3E5nyhQK4TpUjjT1lxyulfn5ji5Atr8j90BxtTasIrEsnONMUpumWeujd/cQtxOVJlBkVxAk8PUScHMX8Y6opTZkPNh3QTA1ec9MWJXrdYLANXnIzcTLrvfigqTtG1+KL7h4bqGKccK0sMYSaNKt2KM4VyTeTicgzCH0QkTSS/yElNy8nJKSwsVKlU5GVdelZdZmIGqDhJwviKUwKJ+GmPyFiJtm6JlgekoDhJ48L8kwy9M/IiqeJMhLTiZCSmHMVJdyDl5+eTQRS+EUiyk9Ym6LMz2XmjUqmo9fjPegKKM6mTiFZMOUZIdK8wPdTmdNE239NoelJWnHIWrj2ZWXVS0OT/aTbJODFjduin4sy0dZyi2z6oDBXOGg2u4iRteG5uLv/VJQMVJ5/+ruNMoaGm9k9hKSfjojQq2iGCoBQI8t2MkZsDn5ror9OmRr+eQt8zmVWbVIbyc/0sK07IjFl1piYQb07hTOyUZ9Vp2sihPEyWEy19I5V/UGbVk2Yt0RpWvoVJelI7mC3RmhKJA9KSVoxE0+58V0m0Zpf4gESRkUZK+gQlEvmgzKonWjbKLNxM2gaR8IyRqYORf6Z1Vl2mk0hUzKRG6K/iZI4KIkJWuONkSCtOePwoGTIWxZ9xFt4lkWw6psV/Oq3CT2uvOk2VsDrTsRzhO4y0DaVhtA5ztBYZUqXe9Wwozv421AMcxWcUJ3PmFJkgFt26JNPNUpCbSTOVgYoz0Wpm/uA0bbefccUpeholiYG/XEPmziEm8tQUp8ydLkJS3jlEIJ+6Jk/nTwCp+rYAM+GFs/z8f/Zr51DSrCXaOURKgT+rm8JBJBL75vhNjOi2sP7uHGIW+BMHSLQBSKIVTrqNDBIvYCVFwyhOpr4wO5xIZpnHUeNQB05am0QtSZts8s+Udw6JuhxzZIRMJ5GYfEhqhP4qTv5Z1rSwhMJxqCtO/llIdC0XvSK8Szrl9HxZeoWeeit9o8z4Cf3qVoXaTvgnxqsHV3Eyx2uTaih0m6GrOPvbUIu+0vQL4TA8f0UQ6SVFK5HM5/LfNuX3+ENOcUqc2CAcnH7GFafwPBd4vOtS9ud0JCby1BQn9BUD07eRh0ocJqxK6XQkCp0pyHp8oIgOQQmjFVYz+k+ZiZGpOEHMJolOR2KqLnmoxI6rpDOtBEbrJK0YpL3jW0B4WA8d4xSda5BohYWR0/izs7MlDCI8HYlGJXGoEPENvg35YejjktYmcgvfh+mxR/RZT+Z0JGknkRjjTGoE+YqTvxqBqU2ZozhThmaK/JMvrJnFSFn9V5yMNZJ+c6i/8RPkd6vUaZPCHJebyPhyikboEvw0JAozdBVnfxvqpCeKJK0swlIQnpWbsuLky9l+VcCBKE7RhIlelDaO/KqRdNkugU6rJupY5Zg0raS+V13x+HZ15kjqlE+AF9pCuCKNVgm+nBXdoMA/ATvRQ4WkcAI8hTlJjg//YG0aLbmYSHHKTIx8xcmclE5j4xuQKgByTJpMCzB7QRLBDJ/IeRVjDgwnB5IzrsI/jZyGkbPUnTEvPcmc77rM0f30RHomctKM0hPRydH6/PWmzEny5Fn0QHu+A0vXJjp0StJMh8mZta2DcgJ8IoPLcRLRiinTCMJ7SQLoFWFTTn2MWW0ijDapV2Ss4uR3PMKMJ7orEf39rnp/4+8vwo9FJYL/ujXoipOWPr0rwxVnv+hXQ02TIf/dT4iwFPiqN1EYkOdmfPEqRCLZA6m2ogkTvdivlkQC4QfGEkGa36GqOKVhKgPzXT7hOKLwK5dsasRsIVSc5DzCrMcXHYuWKPPlQ9FPaybKPvNhSflf9RVdZkeg6iGL91VAZkBUWAeSJka+4gQA/kdEc3Nz6fZevgGZDxjmJPvOJ/8Y6qTwLSNz8L+kpIT56CLjKhzH5fM+50hSK3Pft+rxLy4yr1J8g1CvIwcwCasADUPSQHfQ0wDCL7hyHCd6rIF0beIbhH4DU3j6lfArlzK/hyb8yqWwbiZ1EolXwaRGSEFxyrky1BVnylcSwXEc/eYTddoUUjUoCOVvIvgzPIOuOFO7kpRMUJz9bahpRaAI05OC4pRzBeS5mfSg+LOhOPlHCyeFv9dtKClOBEEkEFWcgwvpSlPY/TboCHfCDVHS0ZGnVXGmRrr7lafebz110jcG+WTiHxKk1c0ysNo+Dzy/TQaCDIQnoDjp9zZlDkwOCmROgHkjfwKZfTIwi9gG2NkMbmyDCDPsMcAZPYpw4mtQoh2KpK/omWHFZ6DSpUya3Dhjq+3zwPPbZCDIQHgyIizlowNShqoKejA+Xa8pf2FJxoKKcyCg4qSg4nwCoOJ89nh+mwwEGQjpVpzky2/CjWVPAGZhq/zVz5kPKs6BgIqTgorzCYCK89nj+W0yECSToR1PXl5eBh6rhiAIgiD9AhUngiAIgiAIkl5QcSIIgiAIgiDpBRUngiAIgiAIkl5QcSIIgiAIgiDpBRUngiAIgiAIkl4SKk7mjAbmbBRyaIvw2AKZJzsk/aBCmo5FYNLAj5b/NUJyCAjzAa5MOKWCSdjQgnyDkf+9cgpTFqmRPuM8xfPPB/0MmmfmLPd+YTQamY+IIummpKRE+KHjpx4V0l8Gq+4Iv6WcaRQUFNAPAoPY56aRgSNXcTJfmmY+gDvkFKfwq82oONMK/cS58FjHRF/f7i+oOOXwfCrOIVprhi6D2GZmTvP7fDJYdSfDFSf5wBs5e5ioHWw00oFcxckfmiLqYSCKM3mynrji5JOxwi5jE5YUpVKZnZ0t+rVGVJwSoOIcFIZorRm6oOJ8ZnhOFGeGJ++ZIbni5I8zE4qLi5MqzkEpucGNjQ8qzswBFacEqDgHhWev1mQ4qDifGVBxIoNIcsVJ/4cOUJEFeXl5eSkrzqSz6v2Kjc2SWCfNvygql2XOqgu/80bhV0uj0Zifn898J5BJD1m8SNcnKBQKYTZLSkpogPz8/JKSEmH9Ly4upmGED0pEf+8iRcZxHM1XTk4OmX1gEsnMm1ssFnpLdnZ2Xl4ef6RTtCyS3iXfOOSDjSRMTk6OMHmJMpuTk0MeTb4tLvTVpAbkPzo7Ozs/P190iJeP0WiktygUCqPRKHTmpJbhOI6mn6SNvwZOmBcmvEKhKCkpYRLGhBE+VKbD84ssLy+P4zjGo4SPli5BUh9VKlVhYSFNXn5+Pv1Kk8QX7ZKWID9ATk5OQUGBtPMoFApSajTBeXl5wkotbSva2pC18tnZ2bT4khpZlJKSEn5bLVq+Qgbi3qIzXeSi0WgkxUQW2Ih28/yLElFJ3AV9Oqm4uJiYi87RcRxXUFBAXUVOmyARlXTFkeMPiSIfYDUXltHg1p3CwkLqHomSx9RrYamlUBbEpBaLhZ8vZskf9LOmCPt0ksgsQW/C7xcKCgpIj0NjFu0mmIuitUCmSZ8NZClO8v/UoUlBEnPzSwiGiOJUKpUk5vz8fKVSSSqYTMVpsViUAohBaF5IeNIKK5VK6vr8zBJvI20QCSPMKelySFdHaiaJh18NyI0kDK0Possl+aRwFymy3NzcnJwc0h2SxJBEkpySeBjlTYLRbGZnZ/On10XLQngXMQ6/ZZFjHDIYTwuCPCjR5D6FlAtppGiCmeJLakBSO2gAEj47O1vie5XkFpra3Nxc2mLKtydNPwlA00bX/jMtIMdx/PzSYuWvohGGYczYL4fnl4VCoaAeJVoFmBIk3QzfzuTRxFZMKZMwKpWKZJk8hbpQ0hIk2SRZptHm5uZKeA7JTnZ2Ns0RbSppmKS2ogFIr5afn0/SLMfIQmjeSTZpPy3dojLGoQVHA0i7d3FxMbmiUCiUfZsCabmQi6SeJtWOElElVZzUk0kTAQAcx/GrD5U70mN4iaJiKgWJit9GyfEH0cgHXs0hnXWH1gXyaJISehcAWCwWfvrJo8kVWkCplYVCoSBNPdNeCd/Z5NcU0qeTp/O7ISYxJNf8omSila84mVogx6TPDMkVJ2lTqPXpuAvHcVl9DC3FCYO6c0i4BZu4C791ICtfc3JymPTwmyeycpn/jktuoT5H2ziaMNKmKBQKvl+S9EgYNrW7aNND76KLK/iNCKm3jCn42SSNKd8UwrIgkfDbZXIXrYFyjEPCMCKP5l3aOHl5ecyj+caRY0DiTvwA5M1EYniJ5JrvNlSE0StJ7Ul8ld/xkJadZplpAckjmPDkKbRE6EsFDcNUEPkOzx+GEXYwpArQtJF+i+loifFpYmjvwg9Deji+lbLEXkWkSzBLoC9JbyfxzkC7DRot47dybEVHXJhGT46RGUgTza8mIDCgEKImmfdPYhxGc0i4t7DNpO8YQotJa8dEUSVVnMIGjXgyMxZI/FCiWCWiEn0xo1HJ8QfRyAdezdNXd4h78FtIELgH+SffzsLOIrWyoMMTfMswtSCFmgJiTiXsaqX7BfmKk6kFckz6zJBccSqVSjqcyXEc3dIFvCnR51ZxEkfktymk3RFqGiYBwgpAag6jDBiHYyaOmQaOJiDr8XW3DKndRdLDbyDoKzI/GJ01EOaIQtoa2jkxZUHyKOwR+S2UHOOQ8MIaK2yPhOlnjEOiog4gx4AkHjnTlwRiTCbX9KWO/FOOPanrJno55reAVJEwYZgWkDSsTIS5ubmk6OU7PONdQhORxNPnMgKU/2iaHlG7CW9k7CanBLOSjUkLEXUefs8hx1YkR0yhyDQyg0qlIkMyzEVRL6IQzcE0ucQ4tLInde9EMpGpj+lWnKJlwSRVNDY+olExwpFAKg4Vgkn9QTTyQanm6as7hYWF2dnZjLkYXSXaqjDvsamVhahJSQNF/j+1miL66KRdLdMvyFecTC2QY9JnBlmKk/Z8dDUGcdOsPp5PxUnfEUWrvdFoJLMS+fn5dH0GPz2itYIZZhdt92kYYS9O4DcrQlK7S2gx0a6Ln2zSeJHpAz4kDFNRacxCaUvgt+ZyjMPXvnwYvSs0jtB5mPU6cgxIX9LI4qTi4mLp+ZFE7QuJk/y/THvyVwYrlUrGAvwHMQqPwpcXZHhAeqqL0F+HFxYi41FE+pB5Lj5kIITcKFo3hReZp8spQXrkcG5uLlmzldQCZBCUucg4T1JbSStCaSMnQqVSlZSUKJXKvLy8pHOXdOSGgf+spO6dmkwUvTgQxSmaQYvFQhYvFhQUyOlihFHRcTXGRHQBAE1SUn8QRj4o1Tx9dYfAcZxKpSouLiYJ44/2JXJgUqEYO/e3LPjdtPTF/tYUacWZJaahGVuJtuFKMcUpmkEJkz5LyFKc0DfcTVthemAV4yLPj+Kk8yNCTUPXBROys7Pp8il+euQoTtHc8auBaM8h/aaY2l1CiyVVnLSURZFWnMJk8B8nxziJwiTSdsIYmEfzOwk5BuTvkiGQvTKiz02Ua34uZNqTv2afwF9cL1Scoqag7pp0SAxSdfikipNWf1EGqDjllKCStzMjq2+7gIQdFApFUudJaqtEBpdjZCF0Swr1BNF5PT4SNuc/S9q9M1Nx0r1KFCIKhbEJDcK/Qlc+iMJ3YDmNCRP5oFTz9NUdEHz/hUx3ZCVrVZgmLrWykKM4U6spSRVn0qIciOKUNumzhFzFSZeUEYjMouX6vClOumBROGlLF00XFBSoVCo6Ds8kQNSDswTdrTDjTDXI5DFOaW2XKGZlqmOcIGbAQRnjFHYS8g1osVjI7ge6TF70uYlsJVSc8tsg8opPZQExhVBxDnCMM2WHl6k4pet++sY4KUajsbCwkHZaEh+/ER3TIgtvlH37DpPaSrRayTQyA92LVlhYqFKp+HOpSRVnor8yJHLvzFScdLdNSUkJs7M+BcWZdOA/qT+IRj4o1Tx9dYfuqCsuLmYabekxTqadT60skirO1GqK6KOTdrWDpTiTmvRZQq7iJEP9BGaxWlaGKU7+qg4Csx4OBqY46Qpx0cQTQzFjIcIEiNZJ/kVlRq7j7JfiTNT05Ofn88/BYWJ+ZtZxMitchT7ARyVjHaccexYXFwvPGOKnn9+QDWQdJ3koUWOpOXxSxZmozc3JycnNzSX2T63XTFqCRqORTKYLzSKhMxSC/TTQ965OSkSOrURLWaaRGYhKZpxBZi6Es598l0jq3jJlouiaUWbBnzAqOXcJLUOmwoWnDTA3ChE1cpbYeioyoszICwl/EI180Ks5n4HXHdHWgGkhRVsVvp1TLoukijO1mgLJFKecdZyia2eZMKK1QI5JnxmSK06+ixCE015PTHHKuVFYqMI9vwNRnMLN6XyYLeeJEiDapvAv0q3WSfeqM7tKSXMsYZ/U7kpBcULfKDiz6ZLJlzDmpHfJMQ4NwxeXdI2UtHH4ARLtVZc2oNAJEzWyTK6l/TapZUQLha88mK5I6Mx0/J6mRLgtly4pgQE4fFLFKacEU+s1k5Yg2fnLSArRzkyYI4mNtHJsJaE4kxqZQbjvWFhNhAyKe8tUnEJhJNzULIxKzl1Cywg3NYveKETUyHIqTlJ/SBT5wKt5+uoOaQyZrU5MCyk8+YSxc8plIVNx9remQDLFKWevurBQhGEkFKe0SZ8Z5CpO4K3vYcwnrGPSTgNpVpx0LokeJkfOleA7HP8jqv06j5OO9SrFAN6ovkKhUPYdMyZMgGijnyXWL9KMZMJ5nP1VnLTmEGvQ2TfhsVD8spBzHqcc46R2Hic1jrLvvDdh5U9qQPqGRh5Nz42T2IBCc82klu82cuxJOh66rYHEQ6UA01v36zxO6tL8vKTs8EkVJ/A6If6ZgtmCo0CT9pp0ok3+eZzELamDMUdOikKLLLfvMFcmtXJsJT2rLm1kBrq/h38wYVLFSY3Db0L7695UISklD9Gk+WLOjGTaECYqOXeR5DH5ImFo1aD5ku6wRKOilYI2FPRARxomqT8kinzg1RzSVnfocbz8E16ZST+mxaAZ59s5tbKQP6ver5oCyRQnDcDvF0icfFsxuabVTVpxyjHpM0M/FGdqV0RJq+KEx1e15+XlWSwWxlM5jqMLs0grKVNx0gSIQsLzPzKR0/epEmb5YJYMxUkezc+I6MEZzNdBJNaZDeSu1BQnPP7xjCyxr24Iy4K5KzvBB3vkGEf1+Fc3CpJ9NoZAP8JBHi263TipAYkb0CyIfn6Ggf8tjdzcXHo0BBNG2p4AoOSt6yK9HTOizM8LJ/iekJxvDjHjWyk4vBzFCY+XICkOvuaT2WuSWcgsQZcsXYLU/ll9m7KlD0tS9C0dpneJfpxJ2laJJlXlGFkIvyWkeZResS00Dullhctbpd2b/5EISNDXMvnKzc1V9Z06zg/JRCXnLvIn5ln83Ta0VWGONBIiGhWIffVH9OwnaX9IFPkAqzkhTXVH2Fwwh2dB3/eEsvu+OURkJb+AUiuLpIoTUq0pSRUnv7jJ+4+wX+Ae/9ISWT+dlUxxyjTps4HcFeIykak4BxIbmS+Qf9IhgvAAHvoAACAASURBVCDIE0C0O0SeW9Afnm2UYtsJEGnSpTgJKY8JZz0OVZzkzY/5igaCIMhTBxUGwgf94ZmBHGTLH/miy3b79ZEIZIgpTrJgBcsYQZBMAxUGwgf94ZmBbg6hC5eFizgROQwxxYkgCJKZoMJA+KA/PEuQRbH8lbW4tC8FsD4gCIIgCIIg6QUVJ4IgCIIgCJJeUHEiCIIgCIIg6QUVJ4IgCIIgCJJeUHEiCIIgCIIg6WVAijPRAfqpxTPASBAEQRAEQZDMBBUngiAIgiAIkl4yQnEiCIIgCIIgzzCoOBEEQRAEQZD0IqU4OY6jX3PKysrKycnJz8/nf9CcKM6SkpL8/HxyFn9ubq7ww/ZGo5EGIGGYbxHxZ9Xz8vKysrIKCgr4ySD3Go1GerG4uDg3NzdRhMD7alF/rIEgCIIgCIIMPgkFGdV5eXl5/A+JKhQKGoYoxezs7Ozs7IKCAhqGrxdVKhX/g6RUevI1Il9x0ufSoVOiQfnh8/PziQIuKChQKpXkobm5uXw1jIoTQRAEQRAkQ0goyAoKCrKysgoLC/kXibazWCzkn0Qp5uTkUKnHcRwJQ8cjyUgkf3jSYrGQu+gVZudQSUkJjbawsJCRucXFxeQKX18SDcpXpag4EQRBEARBMoSEgoxoOOYis3CT/JOZRieKkAxzchyXm5vL14uPnvq4FhTuVSd6lwyIZmdn88UlkbBU9RI4jiMjqUkzjCAIgiAIgjxhkgwBWiwWlUpVWFhYUFBAdKFQcTLijwxhMirTaDSqVCoyq07XX9K/ChUnHSsl60QfS3ECZUmi5WtTBEEQBEEQJBOQWsdJJSZBoVAQFcgoTpFIeYrTaDRS7UjEIlmXKa04oW+YkxngZCLngxvnEQRBEARBMpOEipMMGebl5ZWUlNBVmKKz6hJjnBaLhWwDKigoUKlUNGRSxUn2Gwn3KgGOcSIIgiAIggw1xBWn0Wgku7+Z60TVMYqTmfXmr+Mk+374W9ehb82lhOLkbz8if+JvYMJ1nAiCIAiCIEMLKcXJ304OfVJSqDj5xxJRsUgUIVGc+fn5/HjIniQJxUnm08nGczJKmp2dTSUmSQZzFpLwBCXcq44gCIIgCJIhJJlVz8nJUSqVSqWS/FN0jDM3N5cEKygoIHPodPc6nVVXKBT0UM/s7GyiSumz+IqTHo1E/0pkK3/AFc/jRBAEQRAEGUJI7Ryip7WT89uNRiORg3SWnChFEpLIu9zcXGaS3Wg00q1CRCOSTxnxp+Op4hQe/84PwB/CZL45xJwbCqg4EQRBEARBMgYUZAiCIAiCIEh6QcWJIAiCIAiCpBdUnAiCIAiCIEh6QcWJIAiCIAiCpBdUnAiCIAiCIEh6QcWJIAiCIAiCpBdUnAiCIAiCIEh6QcWJIAiCIAiCpBdUnAiCIAiCIEh6QcWJIAiCIAiCpBdUnAiCIAiCIEh6QcWJIAiCIAiCpBdUnAiCIAiCIEh6QcWJIAiCIAiCpBdUnAiCDDHiAC4ADsD9tFOCIAiCyAQVJ4IgQ4xoHG46oyd7IipXNP60E4MgCILIARUngiBDDH8gvmh1x/8dY1n5ZVccJSeCIMhQABUngiBDjFAg9vPSqnf//XDrmhpUnAiCIEMCVJwIggw1wjHTccvdTeVVZ5oAFSeCIMhQABUngiAZRxwgJvkDCAEEAMJPO6UIgiCILFBxIgiSWcQALABVAObEvxqAaoCWp51UBEEQRCaoOBEEySxCkfjms65VexyfH3Qyvy8POdcffvT7ZJ9j1yUPruNEEAQZEqDiRBAkswj4Y0vmWV79d6VilJn8Jo4yTx5tnjrGPGKEOXd4zQvDzf8eVvO//qvqvSVNsdjTTi6CIAgiA1ScCIJkFpFg7Pz6iqIFZYeXacnvyDLtseXaPz/QLpmlfWmCduRE7XCFdvywsh9XmnGME0EQZEiAihNBkMwiHovbG+3WaitX0+Oq64k225os9iP3uSVbWkfMLX9pWNmskWW/LnlwY4epTduBe9URBEGGBKg4EQTJQGIAcQDoBnhoi+wr8354oGf06sa35ul/eF9zcmN13cXGWEsPgP9ppxNBEASRBSpOBEEyjihAIAr1jnhheWTSH725C5umjTN+NFN3Yb3edrUWPNzTTiCCIAjSP1BxIgiSWcQAmgA2GsPjv7Mp5tS+OMm0ZqFGt00XrGgBjxcgDjiVjiAIMtRAxYkgSGYRDMd/OOh8bWXz/32j8oUxuhdGlM18r3Ld3s6NJY6fb/l/uBX+7lrwu6uBLy7595WFcOcQgiDIkAAVJ4IgmYXfH3t3Zv3o/9LMGPlw+hj1jJFlU+ZUj/u4a8wH7WOWt45Z1jJmWeuYZa2585s/2NiNihNBEGRIgIoTQZDMIhyI7cuv3DBOvXmabvM03ebpus3TdJtf1zK/DWPKjn6CpyMhCIIMDVBxIgiSWcTjcWdHj62xk2vu4pq73G1drtYuW1MXx/v1Nnf62jrDnP1pJxZBEASRBSpOBEEykDBAECAEEKoKRTsgQv6f/nog+nen/0KNF4c4EQRBhgSoOBEEyWg2Xgn+fjtkDwAAxAHcABYH7NWFJ22yz9tki6HkRBAEGQqg4kQQJKP5cHX1sMX1669HwhGwAhzviS8+6h+TVz/uRc2Pq6pxHSeCIMiQABUngiAZzY3fK/LnPBy+qH7Vn94PtzmnL28ZMadKuUR9Z6uxU4NfuUQQBBkaoOJEECTjiAJE+v7rbLD9s7fqg/d1L+Y3/teEWsUk07ffGk2XLdEeG0DgaacUQRAEkQUqTgRBMotYHKrcMbUzqnPGdM6YKQyGeufpXZWKKZr/Hla2dIXxzoNmY29E5wPcOIQgCDJUQMWJIEhmEQjF3/uFG7mme+Ja66S11klf9ExaZ52wom3EZP2w8WWjJpsmzmma9En3iI+sa/5w4DpOBEGQIQEqTgRBMouAP/bJ/NqZLxjmjS5/9BtbMX9sxeLh6iXDy959WfPOC8Z5I8tn5Bq+zm9AxYkgCDIkQMWJIEhmEQnFrm6p+/NT09mvKvt+FWe/qjz7ddXZr6vPfl119uvKs19VnvzEdLvQgooTQRBkSICKE0GQTIMcu+kE6JX8OQE8TzupCIIgiCxQcSIIkoHEZP8QBEGQIQAqTgRBEARBECS9oOJEEARBEARB0gsqTgRBEARBECS9oOJEEARBEARB0gsqTgRBMhQfQHMUKt1Q1g23m+O3m+NqK1R5oCWGX7dEEAQZYqDiRBAk44jHoSMQv9kd/cMYXn89vLTYP2una/Yu17KT/m9uhneVh+9ao91BPIsTQRBkyICKE0GQzCIWh0Yf/HDGN3xp+6gZNa9ONQ2brH95kv7lSfphk/WvTjGNmlk7YnnHr5cCbTjUiSAIMkRAxYkgSGYRDMe/+9P5/sqGr982HFhnvLjZdGVb+eVt5Ze3lV/ZVn5BaSr63PjVW4b3PmrcfNGF45wIgiBDAlScCIJkFr5AbOIH9R+vqqg/VRfRtUJzF3RYod0K7VbosEJTV0jTYi6ufX95xezPGmOoOBEEQYYCqDgRBMks/P7Y7LnGnw802yEWikMkDmH4zy8ShyBAD0QLtjYsXFyBY5wIgiBDAlScCIJkFqFAVLnG8ObnDW+dCnx1M7qzAg7UQ1EtFNXCgXr4oxy+uh7JO+mfu7p2ewEqTgRBkKEBKk4EQTKLWCRWc63x9++r315SN/P9xtc/bX29oH3ao1/b+E9aX13e+NZ7dXt/qmq40wyoOBEEQYYCqDgRBMk04hB2dV5pPLfW8NMi/Ydvaxe+qZ7/RtmCN8oW56kXzdXkv6M9+4WBu9MMUc/TTiqCIAgiC1ScCIJkJpF40B1v7QR9k+ufmsbjlU3HK73X6qC0If6wMe5zA0SfdgoRBEEQuaDiRBAkQ7EDlHljlyzR/fcCGy+4lBfcBx8EL1siOke492mnDUEQBOkXqDgRBMks4gD+ONy2RH8u8a4ocs7bwk353jp6XeeYLzqn/mB9Z5t91aHeTZd991tieAA8giDIUAEVJ4IgmUU0BvdaYmt2OIbPapg6uXzG69pZM9SzZ2pmz9TMmqGeMVU7ZXLFq3Ms64p61R24VR1BEGRogIoTQZDMwh+KL9jU+f7CitMrtRVFFbaSGs+Nete1Ote1Os+N+p6/a4x7yk98oF24sPKD7d0oOREEQYYEqDgRBHk6RKPQ2wtdXeByPXbd548pFlR/u7HW1WIDmws8HvB7wecFnxf8XvB4oKfX3tTz8XrzrPxa/OYQgiDIkAAVJ4IgT4dgEOrr4eFDaGx87HrAH33vHcPnO5pueOMmB9T5wBKAhgA0BMASgHofmBxw1R1b9XP96mXlOMaJIAgyJEDFiSDI08HnA40GLlwAk+mx6+Fg7MiGirc/qhu1uXfBId/aK5Fv78S+vhX7+lbs2zuxT/8Jv33AO3KTc+HqmlO/VaPiRBAEGRKg4kSeQfohQuKJ/ykWC6tv4skiQRLj84HBAJcuQUXFY9fjsbjf0nljR9VXebq5U01jZpQPm10xcnbFyNkVI2ZVvDijfNg005dv6Uv3VQdbup9S2hEEQZD+gYoTeYJE4+F654NTHfu2Nm/a3vrrSZuqIez7z58jUXvvgwute3c0/byzo/BSr6UXIonjArdL90/bgZ1NG3e0b7/gqOqJhf/z16DTwl0rbv59W/PP+7pO3PP2hMQFJECwXtVzurBz9wV3Q2/s8SPFo+GA935xx/6t3X9e9fY8OnA8HnT7yy+2HyrsPnPb29l3CnnIGWy601Z0wn6tIuhP3UDPF34/GI3wzz9QWSn4WzzorukpP225vKO6+CfT7nW631ZptqzS7C3QH/rOePxHU+VpS6SRAwg9hXQjCIIg/QcVJ/LEiAet3gfbalbOMU6eop+7yDjijcqP/7Ddbow/Uopcb+2luk8+MOYtNE6cVz5lad2OK/56R4LIej1tNxu+WmOau8AwZX65YqF58zlPRc+jP8aarbcOmpcuMsxZZBo7t3zeuubjmohN5PDGOIDr0sbKt/6lzV3ScbUlHH7sr2Gf0/rbdM2Y/083Mb+12BZzAwDEXe2OY0vLxv7L9M73PVoAcourwXHpi4djFzdt+MvnEz4HEUNKcT4iCF47tHWBodV1u9F9pxEq2qChAxo7AUIBAD9+dwhBEGSIgIoTeVJEfNay5hVTtS8sbd1wyx3z2XbPN0yZWLNku7MNACDaeLlly3v6URu4s53BelPXnsXa1xa17LrrFxNwsfaHnXve14352rqvLtjUbDu8XKuY3/jjRa8bACCk3ln9yftVE//oNYWD2tMN371tGLOy62ZrJMzGEwdwX9tqfm+UcczKrpttEVZx9vb8Mc8wZ9jD3Derxm1xNthiAODudJ5arZsxqnLZJpvxkeKMWSutR/K1S3bYT5txTl0uMhRnH3HeDyAKoAe4DaABaMVxTgRBkKEAKk7kSRGPhnoDZqNbUxvqDMUg6vl7nWHuSNOcT7sfAgC47+2teW+a4Y3dHo0LoNt5/xfj+CnVnx/tLReOYsU9+jMNH07RTd/ae6ULwO0x/mGaMa1y2Q67NgTg4o6sNc2dV7PkTNAOENC3H1trGD6tbqc62CKIiFGcj0/ih33Onj/mGeaMLMudYBg5t+F4edgJ4O8SKs5Qq6F9y3TNx4c8VzrSY71nkX4ozscJhGHNRtuU/I53Pu36/EeuuCZmSU8KEQRBkMECFSfyhGB31zjd51cb3phUNfdnzgIA9p6zyoqJr5evuhCq8QC4PO1nq6dN1i/aZvuHE8Tl4G7tqZqsMCw77lNzAH6/85+ad2bq3/yh+3xbHOrbfsrXT15U/70q7okCtPbc+r185ATTFyV+vUeYqD7Fuarrji3uDwRb73edOd35jzHUGokGXT075xnmjCh7cZT6ldeMCw+77/XGgHOeXvO44oy5K0sal4yr+OVW0ByMh7tdty5az9x33yp3V5X2nDjVfeREz6VSt9ERMjzo+edM56Hj3SfP2u80RDuf79G5lBVn0B/7bEHN9H/pPnyjqmhb286i7vs6b3rSiCAIggwOqDiRp4En0Hm7UznbMP3D5i+vhQAAatuL1huGzar49k7MEgDwed3X696Yrp65oftoneB2S9dfm02vTDV8fils8gCEAvH7lkVzNZMK2vdoo9FSy2dLtONWNO6oAE8MwMZpD1SNmKhdesR7p4uJ6DHFebc9XHe/bdey0lcm6JYdcKt64xF3z855htnjdKOm66fN0P73h22FD3x+ey87xtlqvbuzZti05pMtkSD4O+9Y3h1d9q/FDe8qWw4pq9/M0730ik6xsG5tSc+36yvfn68d97pu+GjjvN+cp2ufgK0zl5QVZywUu7vNfGa1Vr27GuxW1eZa7Qm2aBEEQZCMAhUn8uTx19xsXj9OO/Ltmu/OuhsCAACBe01b12hGzK74+nasIQDg87qu1c2aoRnzWfvWhzHm/qC27ciXuldfN3xWEjJ6AEKB6L2GJW9pR65u/fYvX9tZ85p31IqVjb+XgycG0PNIcc7Y4rhYJzzHyH1ti3npa6YxK7sun7Hs+EY/arpxTqH7YWscIOJ39vwxVz/1veaFmzsuf6eZPqV8VVHP5Ub3ydW6WaMfKc4oAFR0nP+teuSyzmttUQB/V2nT8inaYS9XffCdTdMW8TV1FX1dOWW4dtwb5pXHnaouT4el4/sPdRPGm9dst1eCxH78Z5yUFSdAPBrwhbzuSMAP8VjY748Eg+lIIYIgCDJYoOJEnjwRl9X38IJ11/cVn31a99NBh8YFXTcbt65Uj2QU50zNiI/bNqtYSeZ52HpgrfbV142M4hy+ouWLMx7LiepV88qEinPyJvu5aka8xgHc17bVLB+hHTW7auli3evLq6dttD5siUVi8GgdZ55u4nstq4/Ze1V1H83ST/yoac3JnrOrdXPHVr6/yWYEiEOs5aLljy8q8/5wV9kBwNdR2pQ/RfvSHMv6Ym8QAKD38m/V84bpRr7TfKQi7IF4xGE/8pF28vCK95U9+r7d7s8hSRWnA0AXhGs9cLIW9upi+3SxU/Vw3QaGMPRNotMDUXHDFvIck8z9+1U9BqcuScYierAxnnb8zIOKE3nS0GbFebH6szfVw9+u36yPtqta9q3VjZhd8c2dR4rTfb3ujRmaCV907NSxbUysvP3Ed/pXX//PrHrsvmXxW5oxH7f+fDVgu1T78UK1YkXj9orHFOebf/ReYjeYxAHc136v/WBY2cjxZf/9ysP/PbPu3Z2uvt3xRHHqFQubPjnvBpfz6FrjjHnlo1fV//iuduqYqvzNnBEAIPhwp/n7pVUfXY52+gDA136vKX+K9sWVbT/fIus03dd+My8dZRzzUfd9axQAPB3OM6t1M0ZVLv+V7j16HpFQnME4aDuju+/7vzjtXrrP+cYm29j13eO+7p79C/d+kfPLs+59DwMma/y5NR2CMES9IbvZZVTZb13nLt9x3jL5m3zAG/mPeK2eKrX95k375fsufWPIy04d8YkE7d4arf32Tfvle66yuqArwlN6sZCtyaUv5a7dtF9Ve2q7IwmWo8dj0VCTrvfBPbe2PuRjtWLUw/mqVc67tz113ZG+dMa9Nn+DxnlX5WmwRenBxkHO31zpvKPzd3liUqlGMh5UnMhTIhoDc9tvn+lfeLN66Z8Bh67j9M/G4W9UfHUz2uAH8HqdV+pmTtPkKa2nmgX3tlr/2Vo+bIrhk79CRjdAMBBRNbybp5m2vvNIZQy0TeuWasd9YNlmBE8MwMqV7ascMVG38k/ffRsT0SPFmT9MPXKibuw07fBR5W8saf3HF3MB/EdxLrCsvhgAgNYz5g1Ly14coxmu0OYOq171K2cCAHCV/Fj12Ts1v+ihJwwQ97aXNuVP0b6Y3/rjNdKQuq/+al4yyjhmVdftDqI4HadW66aj4kygOKNx0Fnh032ul95sGjuxcsJEnWKK5tFvsmb8RN3YiZUvvdW8/pi7gsMhDwQBgHCntuvMZ8blk3WTxmuGTzeOXWFRPghW0Q11Dq7sz5rV76jHTdH++42KxZu77raCP9Fhti5nVUnd54s0E6dq/j29PO+btqv1cRdpp6JRaOs6s7Vi0Wz1yCm6F94yrz/mrOBATAhGgj7brrd1itFVczfZm+LM0bn+2jvN64apX8mtXlfs7GsAopYbrb/OLnvl1drNt7y04e+43rT7I+2w5Z2XGsLPbWv5bICKE3lKRGNQ2/bbp/pX3zGvvxX36jtO/GD41+vl750IVPcCONz1xypfn2RctpO74RLc29RV8qvpfyYa5u33PLACeP2d56rfnm6Yp+z5pzMGZZZPl2hfXFhfcC3qiQJYui9vNo1UVHx3zV/BHgJPFGfN+y/qRk+sO3i0bt2XphenV60sCVlcABChinPVeT8AQE/3qc2Vk4apRxLFucVugjg0tv+6qmbuh+03IuADgAgqTrkkUpyBUHzZduv7i6sOLtOWbi+3/FndfqGm7XxN2/ma9gs19SeqVVtN+97TvrvE/PFeG35XHUH8bd1Fv5jGjNetVHJ3jKF6dc/RL7Wz3qouONqriwBAuPJAzZcfVU/7redGs+vM9ppP5le8ucFudETFak+k5lTDxo8qFT9Z/6p3/X244cv5pplf9dxpjQBAqNdz+yfTu59Ylh+3P2hy7P/ctGhx3cp9rm6R6e5IyGfbPV8/eWz1vF/szULFebfly5HqsSM0L69p+eo6aSqjlputW/LUI0bX/Xrb23eYXbT6VMNvK0xv7/NW9GBtH9qg4kSeEFGP32Lo3razddc1n8kNAOHA1Zq1b+lee7ep2Aohr7t0X83CN/Tjf3eXeiHcab9SoBs5rfabM+4WAIiHG293ndnTsf/P3vooQNRrPNWwbIb2NaXjohXiHrfqe/3EaeZVRc56iEMPd+gL44x3zG8eD1gBHKUthfn6F2c3HikPsUOcj9Zxmt8bbhizoP1uvevW35aP3tFM+LCtWB/2QSzQ27OTKM5zZKY9XHGx6du8B6Mmaf71SvXqrXYjxEOlDV+srJv9dU8t2QOEilM2iRSnLxBTLDJ/9a2ZK++ENg4cveBygasXXL3gdoGjF1q5bkPHqs+rZ62oi2EfhDz3hBweTan1wJ9WlTkaAAC/r+tk5fQJmjkbrOe6ADyO458a5y6sXXgm2AvguN20fbn+lTcbi2vCPWxMMQi5zv9QsXBu1awj/jYAr6H96Ef6l2c07CoLchD1NHRvmquZ+nH7D2VRgKjlcNWqt0yTVrffcYHgfLJIyGfb+67h9Qnm+b/am9l66q9Vta4fo1GMK/uvKZVv/WCt8gNArPl227a3NaNfq99yhyjOOEDgwd6aDQsqPr0SbWKPt0sCtg2ZBipO5AkR7XXrLtfNeqNs7IrmDad7K4w9f/5sXLGo5pPfHGaAOABX1nniS9PkL9t33LGfP9f83ULDm190nzKG4wDxmP/Kt8Z5L2pG5bVcDsT9AB5zz9/fmKava/35H+7va+0/LtLP/aRjryoYAgCIWk43bP6sauqGzjNG+9Hfaz9ZWPHORruuR/hCHwdwXf21+t1hhldXdN2xg7udu/mzbtyr+sV7nDfckYirZ8ds7di3LR+cfrS201fTc22zduIE9f/5n8oVWzgNRMxHqtZ8Zlm6120nISLedlXj0gmafy1t+f4KUZyuy5urFw4zjPig81Z7BAA87Y4TH2qnDKtYuslmQMUpUJx+f3TB24b1u5sN8XizDzpD0BWBrjB0haErAp0haPKBNhr7ZHND/tJyHONEEBaXz32lNm+mevp33ceqY2Bp3/Ce/vX3LN/djQViAHWd538yjZxU+eOdYDUz7RONQnvn1jWGqW/XfHYlYg8DtNpU28tHTyj/4m9/tSPY+7Bx8RTN7G+7D1YBxOPRB40/fWAYt6B+bz30sDs8/6M4F2xxtAAEPcHuBndlja/ZCQCBhntEcapzh2knv9ugNEYdEO1SCRWn49zP5lVza3dUQU8gFuT8dTW+qq5wZ1egvdFrrPBUVPmabOFuT7jD4qmq9BjLvdX1wQ4vhHDJZ+aBihN5YsSCHlfZOfP3i3XTR6lfnax7aUHtz+dcDe6+v4d8dkPz5tW66VPU/55qnPhJ84WKiD0MAPF4zH9rU8Wy8Yapi9tuBONkhNRf0/bHOv2c18temGwYvcJyrCzYTdfJe51Vl+q/WKQZP1HzPzMrFm7uut8uumjp0elIS0YaRq/sutkRI2cb5U/RvrC8Talyx322XXN1E+ZbVp7t200U8Xbcb8qfqn0lt2r19p6HYe+ZtfqPvm9TlkZpgPZ7Tcsna19YTsc4XVd/rV480jh65X/GOP9cpZs2snL5LzjGKaI4w8HY3vWmOWvqx2x3v3cy8M2d+EY1/PQQfnoIG9Ww/nZs8YnA6G3ut1fWHPm5EhUngjC4G503NqinTXw4e6P1REUUHjauWqid9FHzrioIxAE6e27vrHh1sn7NuYDG/vid4QgYm9fn615bWv+rHhxRAM5RebR69ETt+8d8ZWaf/VLNpCmaedvsFzoAIAY1bb9/rh/5VvWGB9DOfo/4P4pz4TZnC0DdudofF94fNbviyxuxVgi2PWhdP0ajGK8ZPlb9yuzKUZsdda6Q7UH7Y4ozGgNz6+Y1tdM+6LgHACHn7ULznIn6ET93bP69YfOnxuHjtcNGly/b1fnr9e4fP9BOe1394ij9xLcbvr4Vq3cDkmmg4nzuiIajXlfA7YuGYxCNxt3uUDQaj8cgEo5BNCo4oGJQicf8Tn9brbtC59IY3Bqzv90Z470Yx+KBYGeDu8LoUps8psZgb7BvQXo8Fm/pOrCp8d0Pu0zBeBAAIA6hkLXJU2VyqY0eQ0OQ88V577TRYG+gpcZl0LvUFd6ajrAv0Rp5iDrbfXUmb3lDqDcUB4hFvEFLpUdXG2xxRiEW7jR7KmoDDRyNOxbxBi1VHqPBZ+kMu+PRHovH6AKuYAAAIABJREFU0hpqp9M98WjIFaiv9Bjqg63O2GOPsJBHQDQUsVk8VSZffXvYS6Z+YrFgIORwBqOiC6ueURIpzngs7qhsv7Cl6uO5xjkzK1+bWz1yvnnMgprRC2pGzze/PLf65dmVH80zXv2jylXb+ZTSjiCZitdtvtjw5kzN8GG6ZX9wfzWFrRfM7+epJ3/aUlgNgThAV8/dworhE3Vzd7tvPL4vM+4Pu67UfbJQPXZZ/W8GcEQB7I6q49WjJ2rf2N575rqj9lCFYpJ6/nb7RaI4a9t2rDO8NKvyg3Mhi5NJxyPFOW1q3YKfrJX3mr/J14x7u/KdXb2VVgAINNxt/mqcdsxH7Wu/Mv+yXPPKnPrDVb7Su51/zNOMHlu/5Y63FQAiscjdhvWf1s382lYHACHH9ULz9Fc0L06u33TEqTU6S881vDdDP35S+exPG788abtr7DpRVPPuHMOkBW2HdUHBMirkKYOK83kkGo6E+xRUJDIkJE7ccb/z1OGuLRcDvU87KekiHgsEE+riZ5JIBMxmuHJFeDpSHGJ+t7FTV1Rz9qeKwnWGn1dov16i/u499W9rdNs/1+8uMGiLavzV3QDsXjAEeb4Jtl1p/m2l7l+vaf/39Lqf//I2O0JNxVWLZ5dN+bRlF1WcuyqHTdRN2+r8p/6xueeYL9x5zrxmXtn4ZQ10jLPqWPXoidpJmx2HLtiMhUaiOOkY5451htyZlQuP+es4piuJhHzc3kXGWRMqXn+vduMX+rGLqhdus91uJX/1195u/mq8bsS33OFz7frd5ZNHGxYd5f441nrgXe3osfVb7vjaAeKhkLmo6rMvLfmHvb0AEHTc2GOeNVo3/K2W46URgDg4u39ZqB/3knHaR+1nOmMA4bay5u/fUg8bVvPLLW/TE7E4Ih9UnGkhEIi4XEG3O+HP5Qq6XEG3O5QsQKJf6PEwwnhCNB4mgMcTevTjhSdX3B6R9EhnJFmAkJwYaBiPSAJCvkDA1dt79suq3bvaSrioyx3ye1KwWHKT9idAwoJL1WIhjyfkJaUgGYP8ADJ9Q8zmcgpObskyD6U/ny/Y0xMsKwuXlMRET4CPAYQgGLbZoLEjpm6yX67rvlbvK2uOGdqiFe3heACXaSHIY4RCXnP7L2tMY3PLRkw2jFbaLjbEIRTsOmdePEc9hT/Guati2ETdnJ2ua02PycS4P+z4p/bjBepxy/pm1fvGOKdvdZ68Yq8+UP7YGGdN2451hhdnVS47HWxwMKmJhHzc3sWmuSPKXh5b9uIYzf9d0fHHXbryyV93u/mrcbrh66wX9L0ufdvH0zXDV1veW1u7bYF21Nj6rXd8HQBRv+f8x/qPv2lVPowDAAQc1wrNsyYYXvmRu9MYBYgGfdzeBYapE2ve/d3ZBQAQa7rR+vtbmtFj67fe9bWm2+BIP0HFOfhEIjGVqrmwsOzoUeOxY8ajR9nf4cOGPXs0u3erjx41iQY4etSwdy8JIB7DsWOmgwf1e/dq9u7VHDliPH7cJAxw+LChqEhbWKg+fNggFsB45IihqEi3a1eZaADyO3BAt2tX2cGD+gTJMB48qN+1q+zgQZ3o7ceOmQ4dMuzcWbZ/v+7IEYMwEnKFRFJUpBVN59GjhsOH9du3PNi5U33omPHoUeMxkbwYCwvVe/dqEyTDePQoCaA5csQgGuDYMdPu3eo9ezSHDxuEZicB9u7V7tmjOXhQn7jgjPv2aQsL1UeOJCq4RwFEn3L0qPH4cVNRkZbYPFGA/ft1hYXqAwd0R44Yjx1jLXb8uOngQf2ePZp9+zSHDxuEAYhv7Nun3b07YdGTgtu1q2z/fq1owR0/bjp82LBrV1lRkXjJHj9uOnLEuHevpqhIc+SIvriYtVhxsWH/fuNPP9UeOeI1m0XqUV0QDrfBVj1c9YMNYhCNlkP8SBNsfgi/6+F4JzQlOHgaQZ5H4gG3uf2r+YYp49UvjTSMntRwqD7UCQCBIDyw5L+jmfRx827zI8V5Z1fFq5N0K08HypiJ51AE9M1fLdeOXcrMqmuWHPaWVnptf9dMmqLhz6pvX6sfMbfqO1W8jd2s3qc4R6pfnqB55TXNv0fUFBQ56smXganiXNv9Z3UUbJ7r32vmztG+MlE7TqEfNqZ++11/J8Qjfm7vPN1n33QW1QEAgN9xnSjO77lb9VGAaNBr273AMFVhXrjV0QoAEGu62boVFWemgopzkInHobc3cO5c9dat9x88aFWr2x8+bOP/HjxovXnTsmtX2ZYtpQ8ftgkDPHzYdu9ey549mt9+K1WpmsvK2L+Suy5eNO/dq967V33zpkWj6WAClJW1X79uOXLE8MsvqqtX67VaYYC2O3eaiotNGzbcvny5TqcTCVBa2nL6dOWGDbcuXaoTPoImY8OG2+fPVz940CoMoNN1XLpUt2HDrVOnKkTzQp5SUlKrVN49dEgvmoz791uvXav/deu9Y8cMBkEA8rtzp+mXX+4VFenu3xdJhlrd/uBB62+/3du9W337dqMwqX0BSnftKrt+veHBg1YmqSTA7t2aXbvKzp+vfvCgTbRc7t1r2b9ft3mz6u5d8YLTaNoPHzZs2nT32jWRpxCLHTli3Ljxzt9/15SWtggDaLUdxcXlv/5678yZqrt3m4X+o9F0XLhgLiws279fd+OGRaNhA6jV7VevNhw+bNiypfTyZRHfIE+5cqXhxx9vFxeXi+ZFq+24erXh55/vHDtmunWrURhAo+m4ebNx166yffu0JSU1wmRoNK23b7cePtx96lSouvqxShSNQ6kDvvnTM3VV84QPG2et7dx1O/jACx9scUxa1TJmWcO4Dxonr2zZfs3X9HRqOYJkHK4629UfjdMVmv/JVU+cX/fDX/5Hr2T+INxvWDpPM2x540+l8WAMwNL1l9I0YlLFd7eClcx2n1AE9E1fLNO+ML+24EbUEQZot93fVTF6gvHzv/zVLV7uonnsJM3kDdZjNQDxOKiblCsMY+fX7aoBK7sFkihO4xsvGWe8bd5RWDXxdcPkz9r2WMihRf7aPsV5vCIKEHLer/98vv7VYWUvj9cPG1O/vdRvhVCovGX5tKp1u+0PyFCsjypO201GcW5BxTkEQMU5yMTj8Z4e7/nz5iNHjG530OcLu90h+iMzmB0d7tOnKw8dMrjdIbEAIYcjcOGC+cABvcPh93rD5CI/jN8fqay0/vWX+a+/zG1trkAgwgTw+cKtrb23bjXu26e1WBzBYJQJ4PWGe3q8paUt27Y9qK+3h0JsAI8n1Nsb0Ok6tm27X1fHBYNRYTICgUh1tXXbtvvl5d008fxfKBStqbFt23a/rKyd40Ty4vWGnc5Aba1t92711asNoRD7FK837HIFm5sde/ZoRAN4PCGvN9TT4ysq0paU1PLNSH9+f9jlCh44oDt/vtpq9YgG6O0NHjigO3Omsq2tt2+u+T8/ny/scgXPn68+c6bKZOpyuYJer0jBOZ2Bf/6p27dPy3E+n++xzBKTBoPR69ctu3drWlp6XS72KR5PKBSK3rhh2bWrrKbG5nAEhE8JBqMqVfOBAzqdrrOnxyf0n0AgYjJ1nz1bdflyXSLfaG523rhhOXTI0NBgZ3yDFlxjo+P33x+UlrbYbD6vl7UYCfDHH2V37jR1dXmEJRsIRNraXKdOVf79d011dQ9jDbc7RGbVHzwIl5TEmVn1YCS+/qx/1pLGeWPUK+eVzR2lf//j1q9O9i6cWb1qru7LfO3a97RLJmuW/dC6zxTGveoIAuDTn2tcPeXhqAmasfPqvj7qqqF/iYWhvvOnD/Tj3q1bdj7kAnCXthSuMgyf1XCwMmwFAH+ozeAove0yNoY9EIPW7l1rjYq3qt8+HugACJZ3nlxrGDat7vcHQWsw6CxtXj5bM/azjk3qGEC09aT5k3dMk1a0XbWDYGs4WcdpeH1Y1cK1HeZW68YvDa+/U7XoD3I+SaChT3EeM4QB4uDpPf51xTsTH748Tj9sTP2OB4GuiM9xsWbSLMu359yPdgh6UXEObVBxDjLxeNxm81271nDpUm2iMD5f+ObNxr/+qkkUAADu3Wu5eLEmnrg7bW93lZa2lJY2u91B0QBud9Bk6jp3rorj2FMrCKFQtLq65+hRY0+P4OzePhobHdIBurrcR48a29uF3wWiATxHjxrr6+2RiPi6u1gs3tPjPXWqUq1uTxSJyxU4c6ZKIkAkEjt3rvrhw7ZEAeJxOH/efPduczDInhrHD3DrVqPHIz5ZG4/DnTtNt283tbZKbV4qK2s7e7Y6lvjzvzpd5+nTlYlKDQB0uo4//6ywWj2J9q1XVnZfvGhubHSEQuI7jVpaeu/caVKr2xM9xekMGAydf/1VI1GyHOc7etRUXd0TDovnxW73nzhRUVFh9fvFTep2B2/caHzwoLWzU/yckkAAKivh8mXheZyxN96p+2CaTvWj0Xqh5v5G40dvGidMKr+1WRe8UQtVLaBtshwwrlxRPu/7djwBHkGgruPUpvL/HqkeNka9eAd32gKRQNTvi3oD8TDEAUKaHdWffGh+fadT7/HfKqpd97Zp8roetS0GAL1N3NH31RNerly+hSsHAIhUHa77Nr9i3K/2u3b//bOWH94xTPio+2pjBACCTvflAsPcj5o+vOCudbnPrje9O69m8TZnOwg/dBkJ+Wx7FhqmTjAv+N3ZAtBcUrdxofq1WbXby6M2CLbcbf5qnHb42u5j+kdNbsv52k35D18crX9ldP3OskCDy11ZVDH1w7Zt1/2PvrHutV8rNL8x3vDKdzzFOV8/ZYJ54RZHCwBZx7n1Lc2o11BxZiKoOAcZojivXKmXEJRud/DatYbz56sTBYhEYrdvN507Vx0OJ9y8TFTFnTuNLldCVaHTdZw+XWGziStOvz9cXt596JChu1v8Sw6xWLyujjt0SN/VlfBTD21tvYcOGZqa2IMxKJ2d7kOH9GazLZE8ikRinZ3uEyfKE+nFWCxut/tOnqyQEJSBQOT06cp791oSSfR4PH72bNXNmxafT/z4SxLg2rWG3l7x7c/xePzWrcbr1xuamhyJnhKNxkpLW06dqgyFxEUYAGg07SdPljsc/kSvExpN+/Hjpo4OVyKNXl7edfZsVV2dPRAQf0pTk/PGDcv9+629veK+Ybf7NZr28+errdaEitNm8x06ZCgv7w4m2EHPcb5jx0wGQ5fXK67RXa7g1asNKlVzohcSvx9MJtET4GPT8so37rIEwQ/hcBj8Ww40TZ5p8FsdACGIRSAWDoHvq1/q3nqvGhUngrSerflp8f3/9XLZ/wx/+Mok/bjZphl5xqkzdXnfdWx9GI1BHLp6bh0yL5uvnZqnHza7fOH37SXVMXcYAOKORu7QYvWElyvzt3EmssjSymlP16xcpJv2pn74rPI317WcNkY40i5GIuGatsPKivlztYo3DcPzqj7fy91vA7GWKBL09ux4U/va8MpZG+1NAODs+Xtz+YThumE/2h/Y3J33mj59pez/re48oOlrQHp6Lm6tGP+vsv/3Qu3vZe77tdbD72ve/NV+prqvJfRy/2yrnDhM+38Keq7WRgGiAU/P9tnaMcOr5my0NwMARC1XmpXTH+a+VKO86W0WSRXyNEHFOchQxXnxYo2ooojHweUKXrlSf+5cQsUZDkdv3Wo8e7YqUWcPAM3Nzlu3Gm/fbkykkJzOgFbbfupUhc0mrir8/rDJ1HXwoD6R4oxGY7W1toMH9YnGqACgpcV58KC+sTGhCOvocB88qK+q6kmUl0gk1tHhKi6WUpwc55WQpADg84VPnapUqZpjCQRILBY/c6bqxg2L1xsSTSoJcPVqvdPpTxTg5k3LtWsNFosjkViMRGL37rX8+WdFIi0IAGp124kT5Xa7P1FSNZr2Y8dM7e2uRIOLJlPXmTOVtbVcoqc0NjquXbOUlrYk8g2O86nV7efOVVutCd8lbDbfwYN6k6k70VNsNt/Ro0a9vjPRqHBvb+DKlfq7d5va2sRHhf1+MBjEvqvujy6eZVj4dePO2ujZethZF3t/Y8u0ibotNz2XOuF+L9y0wQ5z9M2v6lasxm8OIQh4LL36m9bTF2zn/rKdOWs98Wf3kRPdh491nbjlffhoQjrq73Spr3afONl98C/nLXPYT28OBFr+afjg3cZv9rr6jreNRTiP/ob11Mnugxccl03BxzuAsLXGcfuv7qMnrEeuugwdscSHuoVqbthLLvZeL48EAACiXL3rynnu+IOQNRSN2n3qC7YzD4O8gzyjtgb31TO2M+fcZmfU5gmab9pu10W7/vPiHO4y9/5zkTutC3U/GkgJma9zf1/svVERIaEC3b6Kq7Zz590VPfGEE0nIUwIV5yAjU3FevVovMcYZDseI4kw0LggALS3O27eTKs6ODFGc1dUDVZwnT0opTr+fKk7xAPG4fMUZkFacjY0DVJztRHFKj3EOUHFev55ccZJVrYnSKUdxHjuWRHFevUoUZ8IxTqNRZFY9FIzt/qJq5gLzS593T93EjVxrXbKs7oclxldWtM363bnqT9/7hz3DPu9+a0X1iX11qDgRCUKhqNMZ6OrydHd7rNbHft3d9KKXXulXAN7PS8KIBuBFIh4m6VMkYiCJtDn8Lm8g4A8E/AE//+f2ueweq9XTbfVyDr/HGwj4A0Gf39Pr43o8VqvH2uPrae9tV7d8/U3T5gPdDb2+7h6v1eq12f1ub8DvDwR8fq/LZ7f1Pcvqtdp8DlfA6wv4/YGA1+9yeG2suTxWq8fa7bVafb3egM/v97q8Nqun2+q19/p9/kDA7bPbfDa73+0PBNw+J+clN3ZbfY8C+P29dp+d8zk9AW+v12HzsAHcPgfn7WYe0e3p7vLY7L5eb8Dv97vsXlu3p9vq6RYrsqSF8njhplj0T9c3EkUiGqC722O3+yUGuQYFVJyDDCpOBlScDKg4KX4/lJfDlStQVfXY9XgsZje37f+mfOYozciJ2vxRmtINlZ6bDWtm6sa/phk+UTt6onb2aPWVjTXQYBeNGUEIFoujpKRm9271wYP6w4f1hw6xv/37tUVF2oMHdcI/9QXQFRVp9+/XJgpw4ICuqEhXVJQwwOHD+gMHdPv2aQ4eTBLgwIGEyTh4kCRDlyiSgwf1+/fr9v3/7J1nfBzVvbA3kMqF9OTl5hICpJBCYmroEAiB0AkhBAJJCJBACKGbaoopBheMuw22ZRXLli2rWb3salfbe++9992Z2TKz0877YexFlrTCNhKS7PP85ovWf++emTnlmTOnbNPs2KGd8ky5pG7dqh4fsHOXbssa3XP3aJ5Yql22XddYr+OSUesbGhp027drtm/X7thRM2DHDs327Zrpz2XbNs00V+wwArhk1Aw4mE5NrcvV0KDbsUM3/Y2rr9fV1Wm4G1frgtTVaacJOPxbP30Ad9emOdn6T7px0wfU12vr63WtrWa/f+KqqjMLNM4ZBhrnBKBxTuB4Ns7JZ+zzAYkEhA6O8K8GsBSZtiftnU5jo9Ur9pcSeYCWA6LA2GZT91vagZV6S6ez6MmCGkNdIRCOwUF3Q4NucNDNrU2mUn18qNVRtTq6bZtm40ZFd7eDW9Lr0ICIWh3Zs8f84Yeq5maDTBbSaA4J4A5ueYqNGxVSaVCrnSJAr4+3tlrefVfU2+uQy0MTfkWliuj1sbY264oVY52dNokkODlAp4v19jo3bVI0Nur5fO/kX9Foony+d+dOw8aNiv5+l04XmxCgVkclkmBHh23ZMlFnp02vj1fPUS6LCPojIllUrAj1dNuXLROODxh/aLVRsTiwaZOirk7b3++acD25ZEilweZm45Ytqr17zRpNdPI1l8vDvb3O9evldXWaqQIiCkV4eNizZo1syxbV5ACVKqJURsbGAuvXyzdvVnL3aHJSVarIpk3KDRsUYnFAqZziX9XqyMCAq65Ou369fGwsoNVOvGIqVUQk8jc26t97TyQS+SdfUpUqIpUGm5sN0wSo1ZHWVvO774qGhjxTJlKvj3d02JYtEx7MGzUDOjvtUukUeUOtjsrlod5ex7vvilpbLVPeOJUqMjLiee89UUuLaco8rNFExeLAunUyhSJca7jXjACNc4aBxjkBaJwTUB3HxgkAKBSA0QgGB0F/P9i/H2zZApYtA5s2Aal08heQoISARBaA4oGJsHQRBNO4MU7aE6CIALAwdmiFzCEdHbaWFpPPl8vlcBQlEOTjg9v7qqvL3tJiMpsT2WwZww4J4DbuEosD7e1WPt+bTpcKhcrkALs93d3taGkxJpPFYpEcH8AdOE7JZKH16xVWazKTKU9IBhegUIS3bFHq9bFksohhlQkBpRJpNif27DENDbn9/vzkXykUKj5fbmTE09Ji4hYjmxCAYUQqVdJqY+vXKzSaKI5T48+iUCJKBSKXKZlM8XXr5Gr1IQHVo1gkuVmevb0Ouz3Fnf6EZCSTxdFRX1ubRSIJcPu0HZqMSjZbtlqTzc2G/fvthcLEABQlcjnc58s1NOhbWy1TBuTzeCJRaG427t1rLhQmpoGLwTBizx7zrl3GZLKIIPjkc0FRwulM9/U5mpsNsRg2+ZKiKBGLYUNDng0bFOEwOvmSIgiRTpdGR30bNigikakDisWKXB5av17h9eYmp5O79SpVZN06udWazGanzhtcgF4fT6VKE7Iol07ukm7YoJBKQ5NvHHeb/P7cxo0KsThQI51kPI5t2aKSSoPTWMenBxrnDAONcwLQOCdwnBtnJAI2bADXXQcuughcfjk47zzw85+Dn/0M/OEPwGAAxSKgal45COSI6etz9vW5MKzm/lQSSYDP98RiWK0azGZLiUR+gyFea7WyVKool4eGhz21CiwAwOFI795tSiSKtX7F5cq0tlpCIaTWChXRKMrne3W6WK3FSRAE1+vjw8OeWkuL0DQbDCK7dpl8vqnfnLIsiEaxXbuMXm/NV6s4To2MeJTKcK1lLiiKMZkSIpHPbk/V+BU2kSgMDrqk0mCtX0FRorfXKRD4agVQFDs46ObzvbUCAAAjI96hIc80PXaZTFGlCg8OumpVcQRB63SxlhZT7RVOgNmcnCYAAOB2Z3bvNtVaNgQA4PFkd+0y1WqFDwYYw2G0Vg4EACSTxd27TQ5HulYAhlVaWsx2e80AgqBbWkxqdQQa50ICGucEoHFO4Dg3zlwO7NkDvvc9wOOBz38enHjiIcfSpSAer5UiCOSI6etzdnc7MplSLfMQCn39/a5AIF+rOTeZEiMjHrU6UmutumgUE4n8fX3OWmv9AgCs1mRTk34aobTbU7t3Gz2ebK0vCYWQgQGXQhHO5cpTBmSzZZUq0tfnrLUYGUHQbne2sdHgdk89+pkkGb8/19Cgd7sztU6kVCL7+11icSAanfpXKhVaq40OD3vM5sSUATTNhMNId7djbMw/ZQDDsOl0sbPTNjzsmTKAZUGpRPb0OAYH3bXSCQAYGHD19jpxvKYLxuOYRBLo6XHU8sVCoaJQhHfuNNSq4riTnSYAHLz106x87HRmGhunyxtOZ6ahQe/1ZqdZYTAcRpqa9FZrstavZDKlnTsNRmPN6rVUIpubjSoVNM4FBTTOCUDjnMBxbpwAAL8f3HEHOOkkwOMdcvz4x2DPninGekIgR83hGGdfnzMQyNN0reVvE8PDn2CcQuEnG2djoz4YRGoVars9tWuX0e2uWahDIaS/36VQhLPZ6Yyzt3ca46RcrkxjY02hJEna58s1NOimN86+PtfYWM1FdgmC1mqjQ0Nuk2lq46QoJhRCurvtIpF/ygDOODs6bEND0xlnd/d0xsmyoL/f1dvrKJdrbksWj2NicaC7ezrjlMtDTU01hZIgaI0mOk0AAMBiSTY2foJxNjTog8F8beNMNzTouP3hpgzgLmlj4ycbp8EAjfPYAhrnBKBxTgAaJwCgrg5ceOEhuvn1r4O33vp4ChEEMiN8NsZ5OH2cXD/WpzFOro/z0xlntrFRX7uPk/b7P9k4+/s/2TiHhz+tcXZ2zohxOj/ROD+pjzM0TRcmZ5zT93EepnFO28eZru5IPGUAd0lhH+fxCDTOCUDjnAA0ToYBfj946KFDjPOnPwU6Hai9OSgEcjRA46wCjXMC0DjHA41zQQKNcwLQOCcAjZNj61bws5+Bz30O8Hjg1FPBv/8N8jW3SoVAjhJonFWgcU4AGud4oHEuSFgWTG+cABzY5fJwjHP6XS4PwzhnfZfLUOgzMs7D3uVy6oDxu1xOEzCNcbLsERjnNG3P4RtnrQro0+9yyTVOn36Xy8M2zil2ubRawVNPHejgvPZaMDQE6Nnd7QJyPDLfxnFOM3NoeuMMBj/ZOJXK6YyzUqGnH8dJUczhjOP8JOOkPuU4TpYF04/jBAAUi59gnAB8bJy1AmZqHOcnGWfik4wz/RmM4+Q2JYbGeexAkjSXYzKZMmecEwJYlqVpplKhMawyPOyZvK86ywKaZgiCpihGKPS3t1snPxDTNMPVa6EQIhT6RCI/hhFg3NLZNM1y+RJBcI0mum+fOZMpTRmA45TJlKiv13HrXFQDGIatVGiWZRmGdbsz9fW6ycttsCzL5ctIBK2v1/n9E7unWPbAr8TjBc44J+RjlgXcr9A0w63xplSGJwcwDMswbDZb2rNnYgB3zbl2Asep1laLRBIcfyLc5eJuCsuCtjarQOCdXLmQJMO1Ru3t1uFhz2RLI0mGphmWBaOjPs44qynkoCiG+xKaZqXS4N69Zoo65GRpmqWoAynhjBNB8PHGybIsRTFck8YZZyyGTaiAuLwBADCZ4m1tFpcrw/054cYBAPz+PJ/vlUqD3EIqHy+rzrJcjspkSmp1pKPDxtWD4wIATbNcMjKZUn29zmxOTqjmqr+SzZZ37jTo9fFi8ZBLWr31GEYMDbknT2tlWUBRNEmyvb3gW98CX/oSeO45gONwzhBkZmAYliuz4KBxZrMHNuEeX2a58iUU+rm56lx5HFdPHggwmw/MVa8SCDG+AAAgAElEQVTWJNVfoSiGYdhoFBOJAn19Tq5cjC9uNH2gUFutqcZGfTh8yGMkV9y4+tzhSO/aZfR6J85VZ5gDAeHwAePM53EwsVAfKI9qdaS31xmNYmBioWYYhi2XKY9n6j5O7lwIggoG81MaZ7XCx3Gqr88lFgcmdEMcrM8BSTLcXHWLZaJxVuvzcBjp7rZPnqvOVaGVCpXNlqbs42RZQFFMpULjONXT45zSOKsVKTdXvXo9x9967lwSiQI3V32ClVYDisUDc9W5forxeYMLIElaq402NRkmd2QwzIFq0GZLNTbq0+nSVAEUAMDtzjQ06MNhhGuGxt9Z7hu4AK83y53XoQEUl83CYbSpSW+zpQ4N4JpIFhysrrkFBMYHVAtCuUxxxllLfGcEaJwzRiJRiMUwkmRyufLwsIfr46RppiofFMXk8+VgMI9hxOiojzNOrqhzOYBhWG7xW5JkJJJAe7uVYVguP1Uf0BEE9/myXKEdG/NLJIF8vgwAqC7tUShUAoEcSTIoSuj1sfZ2C9fHWc1GxWIlEMgXi2S5TFqtyYYGPWec1Sf4UomMRFAEwUmS8fly1U5QkqSrklSp0NxCxLEYVl+vC4WQar3GBdA0Ewjky2UykSg0NOiczgxB0AzDqRvLnWwohORy5UqFTiQKe/eaOaGs+h/DsJEImk6XcJxCkHJr64EArtoCB1++JJPFYrFCUfS+fRaZLAgAwHGKuxosy2IYkUgU8nmcZdn2dqtQ6MNxiqIYmmarSU2liolEkWHYjg4bn+9FUZyr+KqXNJ0uxuMFgqCFQp9A4PX58txNqV7SfB6PxzEEwRmGkctDra1mmmYYhqle0mKR5Pa0BQBoNNE9e0wYRlQqdPUbuGwTDOa5gN27jYlEoXoi3Mnm87jHk2VZYDYn2tutbveBxqn6KzhOcQsRe705odAvkx0wToKguPtWqdDpdCmXK8fjmF4f6+y0cbcexw8E0DSLopVwGMFxMpst19frrNYUjlPVJx+WBThO+f25QqGSy5Wbmw1GY6JQqFAUU80b3Ls5FCUKhcrwsFsmC0YiKPcAU80bwWC+Uil5veCPfwS33w5aWgAALEFQtfqZIJDDhyBorjYGAPT1uXp7Hfl8maYZmmarGSyXK0ciKEXRIpFvcNAdCiFcnVAtkgiCx2IYt/T66KhPo4lwVdP4ejKVKmWz5XAYlUiCfX1OgqCrz2MAAJKkczk8HEZYlrXbU01NhlgMG5/JGYZFUcLrzXJvk3bvNvr9+VKJZJiPS1OxWPF4siRJRyLo4KBbqTywOhL3uM79SjJZ4FKr1cb6+pzcAx6OU1wATTMIgieTxUymFAjkq6sjcbICAGBZlqs6UqliLIZVO0FJkq6WWZKkg8F8NlvGcaq/3yWVBmMxjLti1aojFEIymRJJMjpdVCDwWiwJrtRX/YarzymKiUTQnp4DqyNVe2q4k8pkSpEImsuVu7sdnHFSFENR1aqDTadLwSBSqdD9/a6hITc4+GxQfWDIZEqhUB4AMDjo7utzct8/vsLPZsvBIAIAm0wWZLJgX5+L66FkmI/r81AIwXG6VCI1mkhzs5ELqKYTRYlIBCkUKpUKbTTGq52gFPVxE1kuk15vjiAopzPd2Kjn7tr4JhLHKZ8vR1GMx5NtatJzXQxc08N9B0nSgUCeomi3O9PUZPD5clzWqgoDd1Py+TJBUPE4tnOngevjrOYNimISiUI6XSIICkWJnTsNFkty/K2naTafL8fjhWKRxHGqudmo1UY5B6U/PpWZBBrnjBEOo0plWCYLxmIYt+tUKISYzcnxg9iCQaSvz2U0xkdGPAMD7kymZDTGx6/HG4thIyMegyE+NOQZGnLncmWtNup0pqs3P5UqSiQBgyFusSS12ohA4BUKfR5PdnxFqdNFFYqQ251xONJtbRah0Of1ZkulA8NZisWKzZYSCv0uV8btzuzebZRKg15vLpMpcb/ClYThYY/Tmfb7c62tlkAg7/Vm1epItburUqEVipBKFVYoQu3t1lAIcbkycnm4+rBIkozRGNfpYlJpsLXV7PXmnM6MQhHGMKKa1z2erEwW1GqjqVSxq8ve3e2w2VLJZJGr0xmGjcUwmSwkl4fS6VJvr7O/32Wzpfz+HPcrLMtmsyWpNCiRBPJ5fGDANTjoslqTdnu6+khaKpEqVVgsDmSz5Z4eh1weiscxkcgfjWLj60GdLqZWR/buNSsUoXi8oFCEAoF89fVWNlviWp3eXqdKFfZ4sjpdzO3OcJ0NAAAMq1itycFBVyJR0Omi7e0WozFut6eqiyQTBOV2Z/r7XYlEQa+Ptbdb9fqY0RjneiO4pIZCyMCAMxLBNJpoe7vVYIhptRHOQTnicWx42ON2Z5TK8NCQOxjMG41xiyWRThe5Wowg6EAgLxL5RkY8MllIr4+bTAmbLVVda5CimHi8ODLiEYsDBkOcWzPP5co4nRmuFWQYFkEIPt9rNifCYWTfPotEEjAa4zZbqprBcJwSiXx6fcztznR2WlWqiMEQNxhi1b4EkqSVyrBaHbHbU1JpUKEISaVBtTpS7V2mKNZgiGs0AbU62d1N7dtHjY0VvN4kt4vJkZc8COQQaJoxmxMCgS+VKg0NuYVCXzxekMtD43sQc7my2ZyQSALd3XaJJBgMIlptxOVKV19xFAoVpzM9POwZHfUplWGDIWY2J+z2VPWFD0HQfn++r8/JbRvI53tdrozdnqqWWZpmo1Gsv98VDOYtluS+fRaNJqrXx8ZX+JlMaWjI7XJl9PpYV5fdaIxrNBGHI1Wt8BEEF4n8JlPCaIxLpUGLJWkyJSyWZHVIKGcVo6M+gcBrMMS4xeqdzozTmeYEhWFYFMVFIr9EErDbU1zdEgjkTaZ49WpUKrRUGuT+b1ub1W5PRSLo+DJL0yy3/6TTmRkd9cnlIZUqrFSGuTdsAACWZU2mhFweMpkSFktCIglwC8UjCFGtaT2erEIR1miikQgqEvkFAm8wmDebE9VxXzTNOhzpgQGX2Zzs63MKhb50uqTTRcf3p3q92eFhj8mU6O11jo35c7myQhEOBj8etxMM5kUin8kU7+tzisV+ro0YPxQqkSioVGG1Ouz1Zg2GeFeXTSwOhEL56rNELlc2GuMikT8YRMzmRHOzUakMBwJ5FJ2YN/z+vNWaamuzxuMFuz1tMiWq2looVMbGAty+oF1dtmSyYLEktdpo9emda5v0+phI5O/osEWjmMkU12giOE4fzGCU1ZrU6WLDw+59+yzRKGq3p/T6WC5X5upzkqQDgdzYWECni8ViGLczlsORDocR7lxomonHC0KhX6OJZjKlri6bQOCz2VLVF/QMwyIIPjYWUKkiqVSxo8NmMiXCYXRsLMC9Gp1xoHHOGBhGOBxpPt8zNuZvbNRv2aKUyUJWa3L8nUunS2NjgY4O25Ytqm3bNApFWK+PjS9OKErodNGODtvmzcpt2zQSSUAuD43XjlKp4nJlpNJgX59z507DBx9I9++3jx9GSRBUMIiIxQFuJOg77whbW80uV6aa0UmSSSQKXP3S1WV7553RlhaT2ZysTqmhaTabLSsU4bGxQE+PY+1a+cCAS6kMWyzJ6pfQNOPzZfl8b329bsMGeX+/SyIJ6vUfV2FcbSuVBrlE9vQ4hEK/ShWpKinLsrlcWa+PCQRekci/YoV4wwaFTBbK5crVlwvFImmxJEdHfUKhf906+YYNiqEhTzyOVV9v4Thlt6fGxvxicWDjRsX69fKeHgf3BMz9CkUxXm9WoQjJZKEtW5Q7d+rF4sDYmH/8qJpCoWK3p/fvd6xeLWlq0nOXbvz7r0qF9nqzHR22zZtVTU2GwUH36KjP58uN1+tIBB0b88tkwV27DKtWiblLWh3cwzBsMlmUyUIqVXjPHtP770uamgxabbTqrAAA7ulCp4u1tlref1/S0KCTSoPjx1kWCoTVmuTM+MMP1YOD7uFhj9EYx7BKtds4l8P5fG9Tk76+XtfaahkcdBsM8XS6VL2kGFYZHfW2tVlbWkzbtqn7+pxGYzwWw8Y/eZvNSbU6wud716yRbtmiGhw8ZH1simJcrrROFx0e9qxbJ/voI3VPj8NmS1bra4Zhg8E8N5arudmwcaNi926TwfBx3uCeJbTayPCwp6/P29Li6Ox0KhTB8ZYPgRw1LAuiUVSjiWg0kW3bNNu3a0Qi/+ioNxj8OBtXKnQgkO/udmzapKyv1/H5Xj7f63Zny+VqDcZEImh3t72hQd/YqOdGgdvtHyspy4JkstjX52xvtzY1GerqNAKB12Y7pMJHEEKjiWq10a4u2/vvS+rqNGNj/vHj5ksl0mJJajTRzk7b2rWy+nrtyIjH7/9YSXGccrszKlW4u9vR2Khvb7cODLi02mg6XTr4JgcUixWxONDaat6zx1Rfr+3uduh0sWgUG1+DqVSR3l5He7t1zRppV5fNYIhV39ICABiGtdmSg4OuXbuM69bJursdWm3Uak1WyyPLgnAY1etjfL63oUG3aZNy926jThcdP0gpkSjo9fGREU9Xl33jRsVHH6llstD4AY6c5Y+MeAUCb12dtqFBp1CEnM50VVsBAOEwwud72tutGzcqGhp0Gk3UZIqPH7rK7fDU2mrZuFHR2KiXy0NKZXj8Jc3nyzpdtKPDunmzsrFRJxYHxOJDRp0WixWPJyMU+vh8b3Oz4b33xrq7HcFgvqqkBEFxg9bE4kBLi+nNN0c7Omxud6Zag3GWLxYHxsYCbW3Wdevko6M+tTridmfHfQntcKT7+53btmk2bVLw+R6pNGizpao93Nx6+wKBd8cO7fr18sFBt1DoMxrj4xvZZLIolQbr6rSrV0tGRjxCoU+rjRaLH1f4CIJrtVFuuNeqVZKtW9USSSCTqeYNtlisGI1xrlFbs0a6ebNyeNhbHbLFspzXpmSykEjk37BBwU2HkMlCteYAfEqgcc4klQrtcKRbWkxLlgy/8QZfKg1i2CG3jWHYVKq4d695yZLh114bGR72pFIT9z0rlciuLvsbb/BfeWW4rc1aHd4xHrc7y/3KE0/0SKXBye10KIT09TmXLRM98khnf79rvNlwZDIlodC3YsXYI4907tljqna2jU+GXB5au1b+7LP9dXVaszlZqUx842kwxDduVC5e3L9xo0KlilQr6yrcsKGnn+5bs0Y6NubP5SYmA8MIvT5WV6d95JGuVaskDkd6wtWoVGhu3PSTT/a8/bZQIglMuBosC4JBpKXF9Oyzfa++OtLf75p8uZLJYm+vY8mS4TffFHR12eJxbMLb20KhIhT6X3ll6NVXh/fts7jdE3d3KJdJlSqybJloyZKRujqtyZSYPCA9ny8PDrqWLhU89VRvc7Nx8i5wxSIpFgeWLx978sneLVtUk2dwUxRjNMbXrZM98UTPqlUSp3OK8ft2e/rDD9XPPz+4caNSIglmMhOnEQQC+V27jEuWDL/7rmhw0D15WlgshnZ3O955R/jyy0MdHbYpZwD4/bmWFtNTT/W+8QZ/dNQ3+fVKPF7o7LQ/+2z/Sy8N9vY6Jg9pT6WKAwOut94affzx7p07DZOHz+ZyuFgc2LBB/NprA9u2qazW1DR7uEEgR0qxWJFKA2+9Nfryy0O7d5tcrsyEIZKVCq3RRJcvH3v55aG6Oq3BMHFEMknSVmty0ybFK68MffCBVC4PTeiD5x5om5uNr78+wpWUyTUtTTMmU2LzZuUTT/SsWDE2eXQjAMDjye7YoXvqqd6lSwUqVZiZNP+RK4+vvjry3nui/n7n5KmciUShr8+5bJlwyZLh1lbz+E4Kjnwel0oDa9dKn3qqr7FR7/FkJ7w0JUlap4uuWyd75pm+rVvVJlNi8gySfL7M53veekvw5JO9dXVaDJu47geKElJpcM0a2eOPd69ZI4vHCxNq42KxotfH6uo0L700tGqVWKuNTtgTiKKYQCDf0KB74YWBd98VVocGjSedLu3aZXz55aE33xzt73el08UJ54JhxP799tdf57/22gjXOzihwuemKLS2WpYsGf7vf7vl8tCECopl2UgE7e93Ll0qePTRroEB1+QJW/l8eWTEs2LF2OLFA3v2mLjRERNiJJLAypXi558f2L5dM77LporRGN+8Wfnss/2bN6s0mujk8aBeb27HDu2TT/Zs2qSQSAKTx4OWShW9Pvbhh6r//Gf/2rUyk2ni3CCKYhyO9I4duv/+t3vZMhE322ECgUC+tdX8wguDy5ePDQ97crmaE1s/JdA4ZxiSpI3G2I4d2p07DVPO+aJpxuvNNTbqt2/XTDnBjbPSPXtMmzcrE4lCrZFtBkOsqUm/Z4+p1v62Hk+2vd364YeqWpMKYzGsv9+1erW01ja7XH/78uVjZnNiytHElQqt18dWrBhTKEK1Jus5HOlVq8R8vqfWZD0MIxSK8Pr1ilqb5HLjTdetk/X1OadMBknSoRCycaOivd2az5cnlxSWBQiCf/ihqrnZML6fYzw4Tu3YoWto0I9/gzzhV9rarPX1Oqk0OOWsVe7GcU/nsVhh8q+wLCiXqb4+57p1MocjXWtmK5/vXbtWqlZHal1SmSy4aZNiZMRT68WH0RhvaNDt3WuutciAx5Nta7N+9JFqcstUxevNrlwpHhpy17pxkQi6fr18/357rS9JJouNjYbdu41TtrIAAG6ow/btGm4ALgQys1Qq9O7dpm3bNBbLFP4EAGAYtqvLvm2bZsrndgAAy7JCoa++XtfTY59yRjPLsnp9bOdOQ2OjvlaBZVlWKg2+/75EpQrXGjei1UbXrZMJBN5ahdpmS9XVaVtbLePfII/H78/t22fZvl3jck090zyZLIyMeNaskU6WEg4EweXy0MqVYpUqUss38nm8sVG/a5ex1qxnDCO6u+319VqxODBlQKlESqVB7t3IlAEEQVksyQ8/VLW2mqesaSmKCQaRbds0TU16BMEndzFwo965RnaaVYeMxviuXcbGRl2t/jyfL9fWZt24UVFrvZdkstjT43j/fUkolJ9S0YpFcnTUt3KlmBsQP9V3sEpleOVKsVJZM28YDPEPPpAKBN5aVTGK4kplePVqiUw29RYaOE7Z7enVqyUjI1PMnQUHZ02sWSPdv9+eTE7sBZtBoHHOPIVCJRxGJ/caViEIKhJBQ6GpKw4AAMOw8Tg2zYId3K9Eo2giUahVnHCcSiQKoRBSa1EPkqTT6ZLPl6u15gJXbt3uTK3FI8DBNxQoStTKozhOeTzZbLZcK53c8PlAIF9rv2BuOKbfn5v8eDf+XAKBfDI58WF3/JcEg/loFJ1m6YdwGOVm3tQKSCQK4TA6zesGmmYSicI0ezQDANLpot+fq07WmUw2W+am5tRazwVB8EAgn8mUamWPYrESiaDxeKHW4n9c3hg//GAyBPEJN44kab8/n04Xp9ntl0tGrUtK02wqVQyFkFl6gwOBxGJYKISUSjUXr0kmi6EQMrlvsgo3x2ia1W24qrjWgz0HguBeb3aaQl0oEH5/Lp+vWdxKJTIcRuLxQq3iRhAHKvxaQ1MoislmSz5fbpoV4lCU8Hiy419zT4Dr/IvHsVpfwg02iEanqycRBA8GkWkuaalEBoNIPF6zDeV6GSIRdBo34hrZWs0fAKBQqMRiWDSK1rop3CUNBms2xBTFpFLF8eMTJpPL4R5PdppFmjDswDWvlYxiseLz5T6xDfX5ctOMgy+XKZ8vV6uRBQfXxkqlinCuOgQCgUAgEMjxxTG2Zhw0TggEAoFAIBDI7AKNEwKBQCAQCAQyu8wX42RZhiJxmjpGVuOrVMoEUXOQCmROIIgCdaxksGMGhqEqlRLDwA0uIbNCpVKqVGZlZUEI5BijXEYYenbXp5svxokiMaOh02ToioQNhUIaReLIAjwwLImi8VBIp1bv0Wj2IkiU+2TOE3Y8HygaL2ApJB9VKJoM+o5M2ouiCRRNzHnCjvOjUEhnMn6rdVCtbnG7xwqFNIrGYWGBx4wcKBrHsCSGJnXaNo26JRa1IEgMw5JznjB4wOMzO1AkjiLxHBJPIfEYGk+giQSaiCGxcC4cQ2Lcn3EkFslHE2g8lvKIxR/ZrIOJTCCcj8SQA/EJNBHJRyL5SAJNJLBEDInFkXi2mKWPqptgvhin3T7y1lvnLl16zt69T+u0+2SyhoV4KJW7FIqmpqZ/vfrqT958c5FYvE2pbJbLG+c8YcfzIVc0qZS7xoSbn1186htv/KK3+02FYqdCsXPOE3acHxrNXj5/7erV177yyg+3bfuLStUCSwo8ZuqQyxuVip0KWf3Spb968aUzWnY/IZc3qFS75jxh8IDHZ3bIZQ0KWcOIrKFV1lAna2hSNO2Q7dgk3PT+0Pt1krpmZXOjonGTcNPa0Q11Yx/t6n3n2ae+8d6qq7Z2v7Gav3a7dMdOZXOTvGmreOuakTUbRzc2KZqaVc2bhJu2iLb0W/oxouZKAtMwX4zT6pG8svaG51df2yNYn0l5IhFTOGwKh43hsGnhHMZo1BIOG9XqPe3tL3Z2LgmFDNGoZa5TdZwfxkTMFgobpfrOxcsvX7L2933irfGoJR6zLbTcdYwdxljM7vFIR0ZWt7U9L5Fsj8XsB0s9PODxKQ9jLGoJR0xGx+jbm+54bsUVzb1vh4L6VMIRicBSD4/j5YiETdGwyR822iMmU8Rsi9taNa0bRzd2Gbp0IZ0j4Rhzj60eXr1H06r2Ky2usbbdT2xufmxT/3ut2n3qgMaZcMq98vWC9U2KJpFLZI1ZTRFTg6xhs3CzLqTDyaNZ0m5eGGeulFd4JI2C9duG3xeY++JIlCJxisS5ITgL6igTRBFB4pGIKRIxVyolckGexTF1AIZOIvEefWebeGuzcFOPrh0r5SgSr1TKc5624/kgSbxcRlIpTyRiymaDsKTAYwYPlqHQcn7Uzu+Q1e8cXd8qb4rlwpVKiSJhqYfH8XUQlRJJEWWybE/Yh23DAocgnAtX6EokHxG5RIPWQWfCVa6UcBxTmno7FU2D5j5f2o+TRAJNyH3yXnOvOWpGcbRMljUBzaB1UOaVZUtZhj2aZTvnhXFqApohO9+VCTjSXolPLvcpKTiTADJDkAztSLhaNK3pMurJBgdsI86kB4dTiCCQY5oIGm/Vtfnz0RCWELjGtCFDvlxz0w0I5NimQBT6Lf2qgAo5WAq0Qe1+w/5c8cCOgyiOSQMaddgQx5LcJ6aIqcfUE86FObnMl/Lt+nZjxEgxRz+7aI6Nk2boKBLtNnUP2Ya4T1R+9R71nmA2SNI11+iHQA4fc8TcZ+7Th/Q4idMM7Uq6dsh2BLNwW0UI5JgllAuNOkaFTmGulAMAxNF4k6LJHDXPdbogkDkgX8prg9r9xv2+tA8AQDO0PqwftA4qfApuAlAkHxmxjUg8sgSWBACwLOtOuodtw6POUc4v40hc6BSO2EeiSPTTpGSOjZOgiCHbkMAh8Gf83CcxJMr19GZL2TlNGuRYgKKpUedol7ELxREWsACATCHTrGxWB9QFvDDXqYNAILOCNqht1bZGchGKpgAAZbLcbdwvcokSaGKukwaBfKYwLONL+0bsI/60v0JVAACZYmbMPaYP6QtEAQCQL+VNEdOYayyJJbnuzEKlIHaL1QF1tpgFAJTJsi1mEzgEcSROfbrlk+bSOEmaDOVCrdpWS9RSnWlPM3QgE9ir2etIOGA3J+TTwLCMLW4btg+rAqrqhxWqYggbhqxDxrBxDtMGgUBmiVAuJHAK+A5+tXWkGdqb8g7ZhqQe6dGt6gKBLFBoho4hMUvUwtkkxVDZUtaVdHE2CQDIFrP+tD+UDXF/MixTrBRtMVv18axAFEK5kCfl+fSJmUvjjCExgUMgdApTWGr85wWiMOoYHXWMVjs+IZCjoFQptWhapF4p9yQ3nn5Lf4+pBykh7DG2bS0EcnxDMVSXsWvYPpw8OBytWsbFbnGbvi2KRD/NQDQIZGExuY3jXvdNE3Dov0+M/zTMpXGaI+adip3RfJRhGcCCSqVCkiRgAcMyaSzdpmsbc4/NYfKOGoZhKpVKpVKZ64Qc1xAU4U65d6l2WWPWA58QRKVS4cqOI+EYsY+I3WLuLQNkTmBZliTJSqVC07DbCTIDUDQVyUd2q3Yr/Uruk0qlQhAE16bG0bjYI95v3I/hR7OUIARybIPjOEnO7ovlOTPOVCEldov3G/aXK2UAQLlcDgaD4XC4UCgAABiWGbQODlgGqs+pCwWWZcvlciAQ8Hq9c52W45pIPtJt6lb6lNzUAZZlXS5XMBjkSlSJLKkD6r2avflyfq5TevxCUVQymfT5fJlMZq7TAjkWyJVyfDt/1DEayUW4T3w+n9frxXEcAMAC1plwNimaQrnQDHbbQCBzyszkZJIk7XZ7PB6f1ef/uTFOhmEUPsWwbdgRd3CjalAU1ev1RqMxnU5zMZ6UZ9Q5KnKJymR5ThJ5dLAsi6KoRqNRKBTwje1cgZO4NqhtUbdkigdUhmVZiURiMBi4tgcAEMwG9xv3m6KmKfdOYCrFeNirUsgkYrFcq3cGowWcYuD9nFEIgvB4PCqVyu/3z3VaIAsebiWKveq9vrSvOgdApVIpFAoURbnaOFPIDFoGFT5FqpCa9ssgkAVDBS/Gg26NSi4Sj0mVaqszgBaJI22sCIIQCAROp5OiZnHMyRwYJ83QSSy5T7dP5BJVP0RR1GAwmEymqnECACxRC/c8uoCG3bAsi2GYTqdTKpXQOOcKY9g4ZB3SBDQV+sBLc5ZlpVKp0WgkiAMrceIk7k66d6t3OxKOyd9Qjhob1rx60fnnXnXVlZddd9NDz78ltERKFfjydyYhCMLr9arV6kAgMNdpgSx4AtmA0Cnk2/njx22r1WqVSoVhGFcb0wydQBN7NXs1Ac3hfSvLwnocMr+JuHVb3/73NVddedEll1xzwy13/f25LqEhWzyy9+MEQQiFQpfLdawZZ4Eo9Jp7RS5RJB+pfoiiqMFoMJlM49+vpbCU2CUEp6AAACAASURBVCUesAzE0fhnn86jAxrnnEPSZJ+5r9/SXySK1XdnLMvKZDKj0Vjt4wQAYDi2W7Vb4pGgODrhSxCnYOWLj/zkl1ft2Ne55IUH77jtmidXt0bSE8MgnwbOODUaTTAIl0eFfFokbkmHviOOxsfPRtdoNOONExysH/h2fgyJTft9bDHm663f8v67b6/bVj+itZYqC6bjA3JcYVcOvvK3a6+8+YH31te17fzwkTuvv/7ORz5qGz0i/zg2jZNm6GA22K5v96a943dJKhaKVrPVZrXlcx+Pq2NYJo7EuwxdtphtoSxpUTVOlUoFjfOzh2IoR8IhsAssUcuEf1IqlFaLlSIPKU72mF3oFBrChgnBqFPw3nMP/t+Z5763fuODf73l2msvf3FTXzxbnN3UH2cQBOHz+aBxQj49kVxE6BDKvfIJAzR1Wp1OqyuXDhmaFcqFxtxjEo+EYWrt1Mf49WONy1996C8PPPLww8+99sa63V1J9Gg2koZAZhuzpOf5e6+66e+v98sclax3/4bnF/3ysv++viHFHMEYT4IgRCLRsWCcDMNQDEUxFAvYQCYgcorG3GPcfI7q53kkbzKaLBZLKp1iAct9DgDASXzMNTbqHHUlXTRDc8fRbej52QCN8zOGZVmGZaoZJl1I79Xs1Qf1GI4xLMOwDM3QLGBJmpTJZGazuUJUuFxEMRT3GCP1SLsMXZlihqRJhmUYwLIAFDzi9198+Lvf/f4dd9971VVXXHfjH1Y1CRO50lyf7jEFNE7I0cGCj0s9y7IojnYaOiVuSQpLcUWeYiiapWmWVmvUGrWmgBVImuQ+5yoKXUjXqmkN5UI4iXNfNa5ZYUE5uuPdZ69b9PM7Hnxx/ZatzS27Gtp64vny/G14IMcxVnn/qw/ccPdjK/iaIABM0T3yu4svffDJt+wYOPy5B8eIcdIMnSlkgtlgKBuKIbEuQ9c6/jp1QO3P+CP5SCgbCmVDETRiD9lHJCMCmcDkNUXQg5/nI8FsUBvQbhVvbZQ3RvKRUC4UR+JTrW3B0hRVLs/9SjfQOD9jKlQlW8wGs8FwLhzMBuVe+XsD70k90iSWDOfCCTQRQ2MxNBbKhvYP7xfIBMFUMI7EI7lIMBuM5CPZYlbiljQpmvbp9jkSjgSaSBZSCI5m7MPvv/zvsxddva19aOeH7z/51z9efcdjUmsI3tEZBBon5OigGAopI6FcKJQNBTIBpV/5Tv87A9aBBJYI58Jc8xHOh8P5cL+wv0/Q5wg5gpkgFx/KhhJoQh1Qt6hatku360K6WD4WzoUxHOMeQVmGThh6H7v3D7+68CaBM4tWWIYmSZKC9TlkfmKR9S/5+w1//s9KgSYIQCVj2v+biy57+JllntJxZpwsYAmSUPqUezR79mr37tPt2yzavGpoVYu6ZZ923z7tvlZta6u2tc3QtlOyc13ruvX71jcIG9oMbdznXECLumUtf+1a/tp92n27VbsHLAOuhGvCqxOvVrD+zcV33fNgt9SWI2b1nD4BaJyfMdliVu1Xt6hbOg2dzcrm5QPL/7PrP1vGtvSZ+zr0HZuEm9YK1m6Xbd+n3be+Zf3a1rWbBJtWDa1qkDd0Gbo69Z07ZDuW9S17ff/rG4QbOvQdDbKG9cKNPfYhr3bPquf+dfrZl+8RaHqaN/337t//+Nd3Duu9sJNjBoHGCTk6ikTRFrPt0+3bq9m7V7O3Xlb/3sB7ddK6TkNntVnZp9u3T79vTcua1btW7xTvbNW0ftzi6Np2qXZ9NPbR+8PvNyma9mr2dug7nEknty4Ky9De0ca/3nXn+dc/FJn7TgwI5BMwS7qf/dOlV93x3x1tI1bVyKqn/nLBFbcv3bCHOJKVk44F4wQAVKiKJWoZtg2P2Ee4g+/gjzpH+Q7+iH2Eb+fz7XyBS9Cr623qbdrZv3O/ar/AJeA+5wJGnaMCh4D7c8A6IPfKQ9kJq6nRvQ2rb7v0p1/7+ncefbtB653LDdmhcX7GoGXUFrMN24YFDkGTomnl0Mod0h39ln6RS9Rt6l4xuGKTcNN+0/5R5+j2tu0rd61c0bdis2hzt6l7zDU2YBn4YOSDDaMbWrWto87REfvI1rGPVg6/L/BIItb+zUufPvsXv351xdqlL7/w6N/+8dCz75v9cEWVmQQaJ+ToKJNlf8bPd/CrLYvAIRA4BOObFb6Dz3fy67rqdnTuGNAPjNhG+A5+tWUROARckR+xjwzZhoROYTAbxCkcAMAydFjZ/vA9fzjn8ttl7hQJAGDoElagKBrW6JB5iFs3+vajt1z22z/8+5mX3ln68l9uv/WxJeuG1a4j+pJjxDgPE6JM+Jy+oDtYQo9wqBxLs4h3w3uv3nbdFX+8+eqr73qyuVcxO2k8vORA45wjMBwzRUwq/4Et1EuVkjvllvvk6UIaAMCy7PDo8O7+3SKbiKAIAABFU9F8VOwWV1dCiCExfUhvjpoBAHQu0L/nw7/ff899f7n33r/+Z+nyBosvT1Lwhs4k0Dghs43VaHWYHeCI2lCWwePGN5+4/1c//cVL6/dprW6/y6VR6vNYGa7IC5mHZCKu7sZVj/7zH3/6890PPPLYayu3mjwJ8gjz6vFlnHgJdzvcXpe3gEzcAnt6aKLkFTc/98LLT720VNG/49rf/eGtDbuO7CtmFGicnz00Q8fR+KB1UOlXckvxpQophU8xaB3MFrMAgApd0Yf0HzR/0DrUmkbSAIAiUTSEDL3m3mg+CgAgadKZcA5YB0wR04FVERiqXMRSqWQykUgm03mkQNLwbs4w0Dghs43ZYLYarUzlSIfDUDpR18uP37/ogsuvvvqaP973j8XLPwqm4OJokPkIQ5OlApJOpxLJRDKdziEYSR3x+K9jxDgZluFmDnGTh6Y8omjUEXIIZIJR+ajFa4ki0VqRgWxgwswhvIh2rH78phtvuunuf2xd8+qPT//hXx57XR2Zs7Gc0Dg/e1JYatQ5qvKrEmiCBWyxUlQFVCKXyJ/2syxLUIQ34x22DTd1NSk1SoqkaJY2hA1Cp9Aet1foCsVQwWxwxDZiipiQMjLXZ3McAY0TcnRQDIXgSCgXmqZZCefDESQyIBoYEA64wq5gJlidVHTIkQtx8w6rM4c4yljGrBZv3bz5g9WrP2poHpAb0BIc1Ak5ZjlGjJOkSWvMWh1nM+oYHX9wH4rcon5df313fUNvQ7eqW+QWcf80OXjYNqz0KcO5cHUcZybievbuyy++6KJrbr3nv/958OenfffyG+5Z3SqrzFGPFDTOzxgWsHEkLnKJqvun50o5bUjrSh4YxZIv5V0ply6oGxOPeeweiqQqdEUb1JojZi6gTJZ9GZ/SpyxXFtJ+qscA0DghRwc3jnPUOcrtoj75EDgEQpdQ5BbVddVta9/Wp+sT2AXclIDJwSO2EZFTFMqGuPE2h8ISOF6ZzZ2mIZD5wDFinBWqog/pu43dPaaeWke/tb9N2fZRx0dbu7bule7tt/ZPjuk19faYejr1nUKn0Jf2HTBOOu9UtF/1q5/+6a//XL29pa5u2+K/3nD5Fdf88T/vZctzU0dA4/yM4Zbf4xbdBACwLEvS5PiFnUmapFkasEAul5tMJhzHaYam2Y9XdeVW6Zub1B/fQOOEHB2lSsmVdPWZ+6ZpWXotvX3Wvs37Nm/au6ld0d5r6u01904Zud+wf8Ay4E17cRKu8Q45TjlGjJNl2WKlmCvl8qV8rQMl0GgqqtFpdAZdMBpECbRWZK6UQ3G0+iRKFeJ2WeeTz7zSMTCaLeHpVMop7Vj17lsvvLMpih7xyJ2ZOl9onHPLhJWzqn/K5XJul8sJ94U9ghUkIDMJNE7I0cGwDE7iXItQq7FAygiCIxK5RKaQpXKpfCmfL9dsVvLlPEER83lvEQhkVjlGjPMwIUqEy+byODxHNHOIxrF02CVVGdP5g/+LyDmtRpnagOI0NE5Ileq+6gQxp+u1QsYBjRMy25gMJrPBTBPwtTgEMh3Hl3GiGGowGkwmUyaTOcqvmB96B41zfgKNcx4CjRMy22g0GpVKhWEYrI0hkGk4vowTwzCj0Wg2m4/eOOcH0DjnJ9A45yHQOCGzDTROCORwgMa5IIHGOT+BxjkPgcYJmW2gcUIghwM0zgUJNM75CTTOeQg0TshsA40TAjkcoHEuSKBxzk+gcc5DoHFCZhtonBDI4QCNc0ECjXN+Ao1zHgKNEzLbQOOEQA4HaJwLEmic8xNonPMQaJyQ2QYaJwRyOEDjXJBA45yfQOOch0DjhMw20DghkMMBGueCBBrn/AQa5zwEGidktoHGCYEcDtA4FyTQOOcn0DjnIdA4IbMNNE4I5HCAxrkggcY5P4HGOQ+BxgmZbaBxQiCHAzTOBQk0zvkJNM55CDROyGwDjRMCORygcS5IoHHOT6BxzkOgcUJmG2icEMjhAI1zQQKNc34CjXMeAo0TMttA44RADgdonAsSaJzzE2ic8xBonJDZBhonBHI4QONckEDjnJ9A45yHQOOEzDbQOCGQwwEa54IEGuf8BBrnPAQaJ2S2gcYJgRwO0DgXJNA45yfQOOch0Dghsw00TgjkcIDGuSCBxjk/gcY5D4HGCZltoHFCIIcDNM4FCTTO+Qk0znkINE7IbAONEwI5HKBxLkigcc5PoHHOQ6BxQmYbaJwQyOEAjXNBAo1zfgKNcx4CjRMy20DjhEAOB2icCxJonPMTaJzzEGickNkGGicEcjhA41yQQOOcn0DjnIdA44TMNtA4IZDDARrnggQa5/wEGuc85FgyzoNlPSxpeOHBO3+z6LzfXXfLm8tb/L7UFJUACwAAeZDqan/n1r9dv+j8q2+/dvG2Xnuh/HGIOy5fuebRS66//KJFt//nn5tHXBhgqv8VcthA4zwqDlwrKtnV8+5DD1386ysuvfziS//+4Dv89viBgKmytdU3svS9By+65tKLz/3TM083yIJ4Nb+WATYyvP4vj9266KIrrr/s8bVNyjj2mZwJ5DCBxrkgWYjGeeSpXBjnNZ45NE522j+n+fCY51gyTgBAOS6XNr94zy03X3XTLb++cNE5J3/jjAtXvbMnmJgqmIyM6jbddMPvzjvvmosuvObXP/jpBXe+1t1pwQEAAFAF2fLtiy/75cW/uvymy88+95xzrr73yQa3Mz+LLcGxCjTOo6VCZfX97956y7lnf+t/z7/i5it/8j/fPP2su25+R6NJU5Up4st5wZIPHr/45xcvuuLmK350zs/P+/0jL+4JhUsMAIDOGd31d91z2/m/vPKCS66/7PQf//L3T+6oVxZghp4/QOOswjKVEo5kc8lkKplIpHMZDMeZaRppmiWLxXwqnUokUtk0WqrQ44LZClnOI9lEMplMZBCkVKFntCKaX8bJMoAs5LPpRBbJlqjaySEpHEGziVQymcjk80WCGne9AIPjWCaXTiSSqWQOK1Vo5jNJ+8wyd8bJAqpUQDKJdC5dICmm1j2gmEqhkEumk4lEOpfFyuT4HM4SlVIOySSSyWQii2I4ObOZdq44towza6h7+JEf8HgXrdpiBqXscP9jp/zglD/d+LKkrzA5GHN3v/r8z3if+3PTUjuWiXdu/Q3vpNPvvW2lIgkAAL7+xxf99pfnnPSSVgcK1ob7/332//AWLduuT5QnfxNkWqBxHiWUv6xacvs3TuCdcf8F231xkBx77ZKbT+Kd8LUbX5SinolOQgHG2nrf6b8+7+rvvmP1AESz+oZ7fvgd3iVrOvwYAExKu/WdRbyTbl7+gDCbo9Qtt33ltNN+d/5TfT4A6Dk5O8gkoHFysADkYr2rGv54wQ1fP+U7X/7CCT+66pwn6+sTAD3wr5NgXFnlG6/f8e2zv30i77SLzn5obb+bLnGBLAtKI5IP/3D/BZ//+ilfPeG8u+9fx3cUpnxDcJTML+MsR4F0yR2XnsU77y+XfWAsEDVKNyHW7bzv4Uu/+O2v/g/vnNtuf7fblAcHnIbNg3hT4zOLrjmL98VvfP+U659ZMeBLLsAn0zkzTqoMzKtfuGvRCT+8+oxXxmwJfOow2hQeee7533/1jG98gXfmlRc8sW0sAvADt6ACsJ7BVb/74y9POOWUb37+kr8/vkPpPybU45gyTmKkbfE1F37pGz97UTLoZwAg8Vw4Gkon80R5cjVAyUSr77rixC/8+Mn+3T4AEL3x7XPP+OqvzvtHQy/GgmTzsmtOO/v7V1y5JRyjAFAu33z3mbwv3vD4Pod50tPekVYxc10lfdZA4zxK8qbC3vvO+hrvc5f991+9OAsA0ff4s1eeyDv5tD/vyulyhwazWRDa+uyib/zoZ7ff2JjGAKgInn/7xjN4J9/xijAdp73efY9d/wXemfdvX6kDgIz61l1xyfd+evq1bzenQeHQ23KENwne0xkDGicAALB0EfN8uPgPZ/3sa9+9/vcvL3tv4yuP33rrb86+4K4VGyXR8FRjSVLCFdseXfSDG+6/7/XF/3zo91ef8/OrnurusmEAAJaJ2zfe/uBdV/7oj/96ZuWzd1519iVX33vvWnOoMmMPWvPKOInomPzxM888kcf75jWnvqJE8SlPM+fZcd+T91x6xu0PPbli8d3X/+rSS2+9Y7nWiZEAADwiHFty4WU333rFo088/cY/rz/ntIv/tOz1rkgNb5q/zJVxUrjPvvTi336LxzvhLN7DA/pIaaooMtb70vsPnnfa7//20NuLH7j36isXXXjtS4LRQAkAQJc8xlW/vesP1/7iL/9+dsXTt1581sXXP/rPrc70wq9tjynjDNat/9vZ//PlU29pKjgmZrFJdyre2v78pafwTrp2lWkkCUDZXdh79y+/dcrpt7610coC7ZsPnPfVb/7kpn/2sVkKgEBz7+ILeLxv37pOy89O+GIKFFWCD998/smXHmkVdjSvXvPyv+646x8PPLh805i+S9ld9/Kdf7vnT3fe+dTTb3a1hUCRnioxxzSHY5wURRUKhXK5TNOwx+0gbLBsfuuOU3hf/OnDN7SjFUAHt9163/e+yPvSza/rMP+EYCIC5C/c8IMv/b+LHnh6FOAsAI7NOx7+Be+E0+/dHXf61daNt3ybx7twce9uPwB0FvQ/fOOPv/G1c+9/0wBy5KFfxcQR2751jz/6yJqdb7d39W9+4aEH/nrnXU8vfnd3a8DTtv3F1/916x/++MD9f122qjeiL35GF2NBw7IsjuMIgkyfvaFxAgAAoIsZ/br//P23l9zyyMquLMYCUr7so9t4PN7/3rhKMjxx7DEDgJf/xg23ff8bX3hKMUgCTP/Buis/zzv1of/utmUAoHMjay//0lkX3nNeXbIAcMvyK24/6zTeRcu746XDzLokSRRQtIAViAo5ZQDLsiiK6nQ6pVI5ZR1HUVSpVMIwLJfLZTIZkpz6e2aCRFC44sEzeF/n8Xg/vO2HS9VTGSfOlqUf3fitX/zy+rPWhlKA9nx469/P/jbv52/scmM0KEVFK545nfeVOzY+pSFpYB6476un/b8rfvHPVhMAs5fuI4UgiHQ6ncvlCoUCjuNTFpiqceL4FLZMURRBENxNyeVy5XKZYWZk7ABS8ux+4aIvf5/H433nvC8+PmyMTe6cpACwdT1+4bVnnnnSSyYNAGn+i29e9CXeaU8sHQxggCmH2pYt4p165eO/a0MIkFe/+PMrv/+T//ntBiFGz2fvJwgCQZBcLocgSKlUoml6cnEgCMLr9dYyToZhKpVKoVDgvgdF0Tl/hJsO5Zuv33YW7+SfPPSRqKF3bLB3cJBvMqdAYcp8ZNqw9R9n8T5/8u1bAxIEgIoPDDx6/v/xvnrNUy/2IXjnQzf97MSvnHvnC1KQZQCId4nevJLH453/Mn+v59DvYQmQ3rH8xh98mfcF3lWvPPPsE0/fe+mZ3zmFxzv17D8+c/uLT//p+jMuvui0b37pa6d896bfvu1UJBbg64kakCSZyWRyuRyGYaVSqVYzqdFo1Gp1oVAYn3kYhsFxHMMwBEFSqVQwGPR4PKlUqlKZaoDicQpB0cqeu87/zc9/d9aDqzf1fPjc9T++/HuXXXFfh4SoTKx5UC++955Fp/K++Zt/v6UFZRaA4M7Wp8/lnfjFqz5wSwTdstfP5/F4V70t3p8AgMkC6Qt3LPryiT/53cM9IDmhRqTMkb7HLuPxeN++4Yd/eX3N83+59qL/+zLv5C+efNlvXl99933X3Hjl987+8f9+ifedH9y0+dVeDDrnJ8KybDabtdvtoVAonU4jCIKiKI7jEwS0UqlA4wQMwxJEBcMKkUhEr9dJFBp3/5q2xZeewONdumSwNXDot7AUyO3ddP+in5x05qWrHYY8AMEu0Uu/Oon3qxvfHhVjKGV8595Tv3jmJf9+uAdnAaBHnnzh2rNO/NptrylQ72QZYxmGpiiaphiGYWiWZQqFgtvtkUilY2Njer0uHA5nMplSGR8/Nm98H+chX8ayXDWXTCYdDodGo5HJZBqNBkXRGbyMhxBsH3v7Gh7vczwej/fjW6c2TjrJOt9/+EennHnOPfe0YmUGAOmry2/7Ie9L1z3Lz0ZKFkfj3y7m8X768K7NZgCIaHz77y7/3lmnXbVka3RyU8oClqEpiqIZmmEYmqY4aIZhWYb++G+amWFxyGQyYrFYKpUaDAav15tOp7mWY3wbwxmnyWSa3MdZKpW4Vkev14vFYqVSmUwmZ6bUpRWxHXd+9+tf4fF4vP937tTGyZRAsv6d35/1w2+ff83mkL8MgGNH5+M/O4F34Z+3GPTFBCZ56eaTP3fW9a8tHmUAoEpdf//HBWd+5bT7l1vI6Cdl2o/vAcuO/5Om2ZoDSmeIXC5nsVgkEolcLnc4HJlMplgsTriqtfo4WZYlSRLDsEgkYjQaZTKZQqFwOp3zuQsK6/7XU9eec8IXL3/woct//JOv8nhf+PyXr7tlU3g0PkVwWfDa8ttP5n3hlFs/9IlzABBetvefF552Iu+if92z1eTaeN3vzuSdfN5dz4lBlgYg1i584woe73P/+/CuLZpDH/RYAmR2rbvv3FN5J33uhH+v6MhgZDAtWHzDSZ8/gfedU698+UV5hASqwc3XXfmdL/J4/3pXEYx8Npdj9sEwTKlUSqVSjUbjdDqTyST3MDnhsUSj0Wg0mlKpVP2c6xTgHnUUCoVAIODz+QqFIh6PQ+M8BJoAmre23P6TMw60Iqdfcv+6XRlATKo6mJTVs+ayc77J+841j72uBmUWAH/j3qfO433uKz96SbKzYX33f773OR7vyjfHOmMA0Fkw9uyd557M+/7V12+NRLFDGxLKFh1ZfMPJn+fxLvj1TbslcQDybdse/PVpPB6Pd9lvlwv4WITIblv8+y+cwlt03h07RADAxUc+kWQyqVAo+Hz+6OgoJx5erzeXy1EUVS0Xx5dxoihqNBpdLlepdOC1Y6VSiUajBoNBrdGqNVqT0eB2OwOpYqhnyY4/8U7g8X798tAe36HfwpDAtvrlm0/7wrd+ft++krMMQG7Mu+mmr574+fOe6Wi3Zuj+R375Dd73b16yTAdYAIBl9co//5B30pkPtOWNE8SPyYNIy6q7f3vFLQ9c9cGu+qX3/enac0/9vwvOOf/hx/fuX7LsX/f/+munf//M00//zXUPfLB8JJRMZVnyQM5nGMZut+v1+vFn53K5dDqdQqFQKBQmk4l74Kie7CxA/v/2zjOuqeTr4wMIKPaODbErgoprxYINe8Ve1rYourbVddFVsWFBVERFrAgqIiiWVRBXeg2pJBASElooCakkQID087y4/t0VcNddQXnW+30XP8N17szcmd+cM+dMwcMd7pNN0YAhvRFq22+edb2Ks4oHsXsm9DDpMmn7YQKoDADcWwFbhyKTLiseirns5PQL01sg5HA07lkJgFYMUT/OHtiqjf1qdzKU1ZqcdXnClIvbx343cvvpdT7XAn6Zb287pHvPqTPXe15gUC79Omf56M7de9oOGrzO5TantnPw89DpdGVlZQUFBSwWKz09nUAgpKWlMRiMwsLCyso/ojbIZHJOTs77n5WVlQKBgMFgYJ1Co9FYLBaPx5PJZA2lbMTJV2/NNjWyGdjetFmvTnamO6PodRWnpgLSPVwcOlj0nrwlwsDXAAjDSWcdmyGzSadSYlgF5U/W9jJHA9ddvcoCAB1QTvzs1B11tv/xd11urQ2+XqTJDTw2d+K4Fbtm+dx/cHT5zPG2lt3HjZux/xSReuWy69bJnax6D+pjvWj58dhQPuZfbUThqVQqCwsLuVwu1shEIhHrAqVS+X6aKy0tZTKZQuG7eG6dTicSiTIzM8lkMoFAIJPJLBYrJydHJBI1pjegAah8te2XqW2RSS+zlZd8XkWkPNzp7oi6dJu/5kJCWh0Zo4w+fHa+RT2Kc9SWZdfT2VemzrBGrf+sOE9MRMioy+YgP/KHyyumOJfbdkE9jJwfRWerAcrkbJ/tFibmpk4O+yMyDAAgJl9bsqqzCUJbzvyHFCcAVFZWFhUVsdns919xenp6bm6uQqF4XyYjI4NGo2FedaFQmJmZmZ6eTiaT6XQ6h8Ph8XjYXghPmlYHiTb/welp/XsNmmOz4w6B8PjRnv6Lhg4fNudhbLWq1rqlEzM53mOHtq+rOJv3cUsMvHvpt22W9SjOnpOn3ygqKa+jOKP2z2phjHpvmufN1AEAEJ/vnDIWtURD3X1SBVUAGslrv9nm3ZDdsEUB8QBN2dXTdFCpVEqlUiqVFhUVcTgcOp1OoVCoVCqdTheJRDqdrqamJjExMScn55tQnJWVlQwGIyEhAduzpqWlpaamJicnp6SkEIlEKpXKZHF4vOKavLjHx+dM6ooQaj/bKzFC8uFTdCqI2uM6wQJZDtsSoc9RAZQTSu46tzND3Tf4e7/KEN2eadUa9VrqcSkL9ADAvX5lfX9k3sHRJyeJ/+Gj9GLIubB1QAuEuhmNPnLR28d992KHAZZmqGufaesnrdu07Pu5+h3bmgAAHqFJREFUGzZMHtq9dduO44cvu/EgJjGZnJZGIGBzWXR0dHh4OI1Gw94lJSUFM8KRSCQGg8HhcAoKCkpLSxUKhVwuL2sgZDLZuz26AaAm+obLDPtu3RwPuk7r2rpTr5m961WcZdmywAU2nVBnpz2n06HGAMC7H7xrGDI2H3eeHRMRHOM2BCGjKWcJ4SIAnQQS9y+wNUcDZ33/TC2uNetoMwpfbR+PEDJ2HLTk7G1fz4Nbpwxr36mF0aChK/fOc9nounvJpnUOfdu06Wp/aNvNHAFWzaoqmUz2mS+OtSGfz8/Ly2Oz2XQ6nUAgJCUlJScnJyUlEQgEKpVKo9EiIiLi4uIYDAaZTE5JSUlOTsbGGJFIpNPpWVlZ+fn5AoFAJpPJ5fJ/3S8ymay8QmkAAAM15uLGMa1bT9r3w3Q76/5tBtevOGvk2pc/LLEzaTZw+p5YEGgBJG8zLs1sZoT67351NyI532diGzM0ZMvtO3kAoIXM84fmd0Nt+8y5I2TUHv9FasaJFR0RQgNbTT7ue8X71M+LHAd0N0fdBszf7uSyddMO5+3bpg/t2rZzv/ULjtKydQY9gFal+vwuqAs2tktLS7EJDlvm33/UqampJBKJRCKlpKRERUUlJCRQqVQikYgVwCyjFAolMzMzLy+vuLhYIpGUl5c3eCUbBLmisqysTBG+b79TG2TeyXJ/EkEOUPOWeapfO9Rs8Hq/u8V15juKt9+6nqhZ68W3eclyAHU+RG77rgdqMWnnzqcCWcjaeYNQK/ulB1JApgMofYF51YfsiwhiffgcTHEuteli1td4TwyFrwEoE3P9frZoZtFh1SzPNDkAgIJyedmmzqZGxtvPkYpzASoaobu/PHK5XKFQlJaWFhQUcDgcBoNBJBKxT/79+KHT6W/evHn69GlYWNjdu3cDAgIePXr04sWLqKgoEomUlZXFZrMLCgqKiop4PF5+fn7utw2Xy+XxeO8OFMnpxaHLR5gh07F7N0UDgA4SNu4f3xGZOR0mlefVcnDJc8oeLB7RFXWe+uPJP7zq9sjYbNTZzDcRoQmHbI0QcvRI+k0IoJNBstuS4S1Qv+mrn1QLa22btSz+2/2zmhuhUfucg4sADAC0l7umT0Ed0GS/xxw5AChLou7Oam6FRgx3vpcIoAGQSyRcLvdrt1/TJS8vDxvn+fn5HA4nKyuLRCLFxMS8ePEiJCQkICAA+zRCQ0M5HE4DnSirn6aiOJVKJYPBCA4OvnDhwqlTp7y8vHx9fUNDQxMSEhgMBjcnj1dYyOOQM6+vWzayHUJmqOXCnx8zWbXC3LQ10pA160cg427DN7/U5tQAKFKK7ixub45aOl/e7/878+xwKwvUe6nHhUzQA0C275X1A5Bph8HuqW/zPtT1egnkXd0z2rIF6tVp4PkILshlqeGei+wRQqjPkFXel6jZYslT7619BzZradJ8ucu12553bnidOePh4eHv73/37t1r1655e3ufPn3ay8vrzp07L1++TElJwWQNRk5ODovFYjYQmZmZGRkZ73z0Wok6dNPKcU6W43aEpfh9b9PFwnJ6vYpTJ2SwL4wZ3BZ1dfrpJBVqDAD5AcG7hiMji36/pgTdvfB0axeEjBxPp74SAujEEL93oV1LZDV15q1iQW1vCLP4zT4nCxOEJk5aFZ6pBIA3QVvHWiOE0DTnW+kMqILq4GNzjVshm2EL7sQBaADEAgGDwfjMd8dWjtzcXKxhc3NzGQxGfHz8kydPrl+/fvbs2dOnT1++fPnOnTv+/v6+vr4nT5709PS8fv16aGhofHx8RkYG9k1inZKdnf05lWEwMnLz8wBUEHPk1JKpJlYbA2Nu7F9k363FgHoVp75KWhowf15/ZD5wxs5o4GsAxG/oF51MjVDHjUGn7j4hHx3Urhka4nLrZg4AaIHueWh+D9TS2v5sBqnkww7Vlagzz23s37YZGtR79I34EgCgpfkstUcIIfsJv4ZHVKsA4m+6du2NunboezJMo6sEqCwry8jI+MwuqBc2m52Tk4M1bG5uLovFIhKJr169unnz5sWLF0+dOnXu3DlssvP19T179uyZM2d8fHyCgoKio6NpNBqHw8E6NC8vD5slG6OSDUAWm8lk8l+7759rZWJh6XyFSpUAqLKrnm3q2RpZLT/rnVFnvssNfLhjGDJuOesqJ14KUJOrfrFheBfTbvPcL1F0EPvzIrvmpkMX7o4BmQ6g+PHbw+MQsph5gfRG9OFzMMW5zKaLqbXxtjdphWoAmTjb9yeLZhZtl804lSQEAJCRLy9d39nUyHj7eQqfrqtiffYX10TABtj7QcJkMpOTk3/77bfbt297eXmdOnXKx8fnxo0bvr6+J06cWL9+/f79+319fR8+fPj69euEhITU1FRs55mUlJSUlJSYmJiQkBD/DYOdLsBMXNqCeMqxIZ3MUb/VXn5cMABA7u3L6/shiw7O92SUWntdJQ/ebBvV07j1BJdDqVBjAMj1D/rRDpl0dL5Xys5ITD83GSE05kh0WDGATgoxu+bbtGo1bNkhIshqeQAwxdnCCI3YvSSwAMAAQHmxc9ok1B45+AQxpQCg5P9+e1bzXmjECOd7iQA6AF5ubnR09Nduv6ZLQkICNsjfb/iTkpIiIyODg4Nv3Lixb98+FxcXNze3mzdvstnsOrNVQ9KEFCedTg8LC/Py8jp8+LCnp+eNGzcCAgIePHjw+vXr+KS0DHIk8/WBZf27tEMItbFCa8PesBW1HmLQqsoer9swsh7F2XrplQMBUaxz9lYt6yrOjkOPpUXlf7h4Y4pzWCezDpN6HE6TVoGiPOXBqRWzEUKWq1d7Pk/lsUjkZ+eW9R9u2tK8/RLXqzcu+N/yPH364MGDWLX9/Py8vLyOHTt2/vz5gICAO3fuhIWFvX37FtPQTCaTTqdTqVQymUxsCNLS0ggEgkxWAaBUVT47bd1q3IR9Lo+zdVyfPbYdTLvMqF9xijI43uMGt/tQce4cjowsBhwmBN/zfr7Nso7itEC9p82+wy+trKM4I/c6mSM0fM+ywHwAAwDx6TZHB9TByOESNlNUFr++6WTeA40cufxBEoAWoITHw8zYnwOZTKbRaJhsSk9Pj4mJiYiICA0NxSTm6dOn3d3dr169eufOnXv37l27ds3Nze3cuXM3b968e/duSEhIeHg4ZmPDVDuNRiOTySQS6d9VJjWVxMomAcTfnTlwRt9ZTje4FfmBvs6DO5p/THHKRPcWzR9Qj+LstCn4bOBT6vEh9SrOUeeYZH59itOqJeqxcOiZdJUWADgEv42LUTM0+NCx13k1AHo1I2xDr5GoV1c7r980uiqAMpEoNTX1M7ugLmQyGXPZZGVl0en05OTk6Ojox48fBwYG+vv7e3t7Hzly5MSJE8HBwUFBQVeuXDl+/LiHh8e1a9cCAgICAwPDw8Pj4uLS0tKysrIwTyiFQmnwSjYMJAqRSMyKO39s6dB+5p3mnokllgLUZJWHru3RClmvPOeTWWe+4/oH/WiLUIuBB2Jf8gAqmHlXJg5s3X/omluPS6ohZs8i2xao9/T5gSKxGiDj6v1NgxAauymISa61PP9DxXmBKiDXKEiN0N1fHmyAYXNpRkZGQkICZs7ENvznz593d3f39vb28/OLiIjIysqKj49//fr18+fPHz9+/PTp05cvX0ZHR1OpVDabzefzKyoq5HK5VCqVfMOIxWKZTIadeNEVJtI8hlk2R31WeF7GLOuca95r+6GWlisfltFqHYuqLIAIl9G9TJDtyjWPy6v1AGknvJ37I9Ope95K+XnRlNMTEULdfgi6kQGgEYkD5zj27NPN4cCNYqjlVP8XilMNoFIqRSLR126/potCoaisrMTcgOnp6W/fvo2IiHj27Nnjx4+fP38eHh6ekpLCYDAiIyO5XG6jHpdvKooTixzC/GgcDgc7B0kkElNSUqNjEoiJIWFXdqwZ1qOzMUKobeteLgcyJCV1Tb86NSQf2jWlHepqtzXC8M6rHuDczgxZ/3DPLzpHEbSkb1vUe6nHJdafvOrNO8y6XkiodTHIO8XZ0azzlB4nqfIaAwAn5f6OVQgZWbuuOPsijpmWkBDi6dx3hEnbll02e0QnJnFZXBYLc9MQCITY2Ni8vLzc3Fwmk4nJyoSEhOjo6JiYmISEBAqFkpOTI5FI5A1HWVmZFgAUlPyQVbbGU5e4x1EAQHb7gF2HZpZz+3plY2/2wcF6RU7l41XDu6KuMz70qpuYO17OS4l7keRuj5DR1Pde9aT9823NTIbMcYkASe0YQ2bx671OZgiN+nnFO28I5fn2KRNRJ6PJ155w5QBQWfTmtpN5TzRy5IoHSQBqAE11NeYg+9dg3luRSISZ0BISEt6+fRsTE5OcnEwikWg0GpPJzM3NLSgoiImJIRKJPB6PzWZjMohIJCYnJ8fExERFRSUmJiYnJ7NYLIlEUl5ejj3231ChqhCxFDEuc3tMHrfgVjgA6J77Lx/SqfkQ05+JheX62l2gUkD0rpX2zc0GTPspDgRaAOk7r7rNz5HBsbSSmzM7mCEbl1vvveq/zu+G2vVdcr+MWWvef6c4LVDvJbYXmXo9AOQQrm9aipoh2+Onowr1ADoV89kGq1H/U5yVAAaV6jO7oF4UCoVEIsnPzyeTyfHx8bGxsVgjp6WlUSgUJpOZnZ3NZrMzMzNTU1OpVCpmXcbOPBAIhJiYmOjo6Li4uJSUlMzMzOLi4saoZAOhkMvlKlXW2zNLllmatPrxbagMQJlMcmvbGrWw2+wfLAMAPvW6q9vCtSs2hyRW6wB49ICtS7oj4++fXuKBrjzm2RLzlp3mTHOPyQWAioRbq6xtBozo5MHNASh9sd3NvhWy2uedUlz7/PM/VJznSMV5AJVNtyX/GRKJhMvlUiiUxMTE6Ojo6OjohIQEIpGIrSM5OTkFBQVxcXFYdiQsE4VIJCouLsYMotgeBrP60Ol0oVBYU1Oj1+u13zB/qA0lS/zaZUJzhGxc5z6rUkJNzasFu+0QMhm3M7o8D0CZ/Txk55zF04+dDWOXgA4kkRdmdbC2nd7Xp0gMhoK7S11sOqJBRwLZ5VqQFv1+fL0VMlt0ZTdJq4fs6I0drLuOH7TxUbqhTs6Tf644VQDwbffax9DpdDqdTq/XSyQSLMIBO0tGo9GwA0t8Pl8oFMpksurq6srKyvj4+G/lHCcWOcThcN4H01RVVcnlCqlUWsDPo4UdOrnQygIhhJBJ+zkLdr3Kwe4qqBX2oFMD1WOvUxfUfsjyYDmnCkAan33FqbVRy9Fur16xSrVP1/Zui9rPPnSSCAAA9HOeS/siiyFbXikya90L8l5xdnTscZQkVRoAipgvflmFkFGPDSvPPifkZzKz3tz+fsDYZh1bd//ldoHgvWTV6XQsFotOp2M/DQaDQqFQKBQlJSXYskqj0dLT09lsdnFxcYP3rpz2NMS5OUJ2gxf+cuqhj++xpY6WFsYW/dovPu75mlMk//ADr8iD8B/sLI1aOLi6JYLKAMC+dmezDTK2WvtYms+MJnmMR8jI/teosEIArRhe/zCzX7t2323wYECtJ/1h4xy5d/kDHoABgPRsm+ME1NFo4pUQdhkAVBZH3sJsnCseJDVcjCEW8owZOLGAgPz8/NLS0vLy8j9HDlEoFC6X+/5ndXW1XC4XiURYyBFm3czMzCwsLPzMkFW1kB27pXN31LuNncuhB37XvTYste3S0qSjiePuvUHkDMGHJ93V5ZB6YPXoNqjXpA0v1Hw1AP+3VI8JJqjNtHNpiSyu/P7iNqaoxyofnwwA0EPa4Z+m9jDuPP6nOF1eLdH/3sbZa7GtV4ZGBwBcgt+mJagZsnE/+aZAA6BTZTzd0Os7ZIUpzkZLlABqtVooFLJYLBqNRqfTWSwWl8sVCARyufzPyREFAgGTyRSJ3nmL3+dUKigoyM7OzsrKotFoDAYjNzdXJmvQcLNGQE6/G+TmYDVn4/LjPkfcNq8dat5r5O49gVk5AGBgPVnd0QYZoTYH7ylqygFU7LDIn2yHzFk97+Aht6Ob5tj0GLXW1ztaqAMAUJWE/nhi7XfdF7ju8TnqssJh8kiHaYcSCHUPARtUILl/Yb51S9QFbYpI4akBpCLWpe0IoWbzJhyNLwUAkKZdmLfSAiG0+WQqj1/7Ef9f0el0RUVFWLBgenp6dnZ2bm5uSUkJlvzl/QDLyMhIT0+vlRNNp9NVVlYKhcKCggI2m02j0ahUqlAobOLRaV+Wch0/8v7qaSNHTem8euch38O71w6ePslhssvdFzx1DWiLYk66dUMIOcxyj6IDAFTw/NfsXTGu15IdblfdN8wfMWHMzDkniUy5GgBqSpOTf7V3mLd44k63Q167FwzrPmrxsYNPCuuJnNUySyJ3OSKEBrrOvpOH+crCtowfhcyQ/fnADAkAVBa/vj4ZdUQDB87xj8Mjhz4BiUSCRZhg9hexWFxeXl5Le2i12sTExG8lVh2zcWZkZNR351BhpPvsBe0QQsbIyG7mLr8w3h8LpUGvqVFIpCKZrEKn0Wsg09t9kRVq22f4WSZVAZAf9vueQc1Nxi2+SKBI+epwV/uuqNm4bRueV+oAlK+2/jSxj0nnNWdpFYW1xGs9ipOX/vTnJQihLst/uPp7saGiRsV6vdt2unnn1j2PP5JXy7H6/F0+ToPBIJfLCwoK6HQ6iURq8OxIhckvvCZZDOzepkWrVi2bN2/R3LSZkRFCCLWzQpuePmfKATRVMpFYpCjXAFQXGqL2OPYxNRq20jlYpgTQxPxycnYf1GrxkRSFtCSe7DXDwgR13njflwGgKsq/MnFMt8G9nU4/lICy1st9PcUpkUiSk5OzsrL4fP7H2vMvsiPB/3JaSSSSjIwMAoEgFos/56uTF2Tdnt9trFWLFq3btGre3KK5mamJkRFCyKwlWuR7KloAoK+Wi6WisrIq0GkrgeLhOrkTshw5/nJeXjVA5o2QH/obGTtuuMfKlnBlIeus26AWM4/sjVIDqMserVg7vK9FX9crXK2w9o6rCSlOqVSamZlJIpF4PF5FRUW97fnX+TgBQK1WSyQSFotFoVDYbHZTzo4EBgBQVCpCPJZ3GdIZIWTZsefaTY8rqOUAoANDXpTbKKe21h37nQorr5EDgF6gy7nqs9FqZFeE2vVpO+/Xm8ki6fv3U5M4L7bumGzWtaUJsnYcv/9+aimo63p1DGooe3p788Qh3b/r+ksspUQDUCbN8T9i1c2q3+Zl3mliAAB5+q1NO4d072L5yxVqieBLtUdjg2VHotPpPB5PLpd/rNinZIDXaDRyubzhsvD+VzAAsH4POTlv5AjUsoUFsl060yf29TuRqCohXLs02aI1WrTaMz4L+7eaRFrQms1jjNtbmKGBs2efeJYug3cXJuvlILh3b6/dZCtk3Kqr+ZSdHi+5gnr39TquMP7Yyl5d2kw9tCGkEMAAQI/81XlhqwGd590Myy4DgKrSuKAVvUa0mTp1YygBz470CVRXV8tksr9e1PAM8AAAoK0Auuf22QMQQsZmLWaep/3+wZSpq5ISQjcMHN9pquO6kBQAAH6q54JlA9uj7XEvlCp+6pkz3yHUb+/BFzlVADp50s1ZrfqNXTbEr0AI0tQj38227m067XqctKb24K9PcWY+3bcWIWS9a+dDzCSaG7nHbppZp9Y9jwXLqrB7vz7lziHMcaPRaNRqdYPPcTpVdYWouJRfUswXC3npRYnHNwxo26zjhJ7732QJlABqPuH6pemW1u037LhJyQWAGsqDZZZ2I2f08OLwoJx2YcbKfl3Q2Eu/FSoBVIKUy4eGIvMFl1xTFOUaYuhC8249nEbtre8+3K+nOPV6vUql0mg09aYZx/jbO4ewhKkN0il6rUYp4QsFxcV8YUkhV0r3OTKjb3sz62YbH0UypQC6isI395ZZDe8wb8FP4VQAgPy3bg6zhlg320dMgpr8l3sO2JqiwUcuJJRoAKqLI7wnGFlO3jYpWFAG/Ogdfcb2su2w+D6lRlfbINOUFOf7xvyLTvlbxfnnTvn/YH8yGAzVFdISQUlhYWFJCV9WVm3QvHt1PYgCfQ8ecHC8TqrEhqAedJWVMr6wpLCwmF8iUSjVfx52Gm1NmVxUVFJcVMgXiRRV9chNAAAD6KuVMlEpX8iXq9Q6A4Ber1UqBHyBQCatwP5Ir1HKykr5fL6iUt2UNfs/w2AwYKMC8xt+rNgn3nKp1+ub9P0CXwutqrpcIiwtLC4qLiyViitVfxgUVWw58cS0MUcOX8M2NgCg1lTJyoRFxUVFhQKxuLxa80eL6kFfVSUvFfELi4pLikTy8hrtR/pMq1OVSwX8ErFCVoWNVk2NQiopKeVLlNVaPQAYdKoqqUBYIhbLqtTf2iVa/wpsIv3rMt+W4iwvL6fT6XUVp65CkHduwHhLhNHOfsEU503fr3BettTZ1S/xLb9GI43yHY/aox49Jl17A6AC0GYGRhyfNHLS6IkLp46aNGqw/ZR1F9OSC9UAYACF5Lcfj2waM3jC2BnLZgweOmTMon1HnvLFmjqdoRdDzvktvU2QiX3LX1IlSgNAPv3RtiUIoQ7bfrifVQUAkPNyS+9RyAS1cguQKrF6v1ecH7NxNi61/0cllFza2tMImTu0P8rQAwBouJFH91sihBwXno5jAABUK353O+c6drDDmOnLZtgMt/lu1pafg3nFVXoA0MnSObcWOs8fPXz6BMcFjv0GDp25y9+fUF7PkNQyCn9zHYcQ6uc65w4WOUQI+X6kHTJGw7zuM6UAUFH429VxqCXq33+uf9yX3Zt+uVsu63a6MshrRjcTZIm2xmdL9QAgyX50zhaZoUFDlz9IANACqEiXgw862DqMdlwyzX7ciKFj57n4ZaQLNQCg1wgEoRt2rx5tM2nc9KXTBwwePHH1iTOvxeV1Z1pdkZp+fHkbhFpP73UiXaMDAHbSpeVOCKEe+399lacG0KnSHy1rPQC1Mbc6GdaYivNTeJ8Bnsfj/X3pps9HP3cDGITpl3edO+Bx4ElxPbNNnUd8+sRRq2Q9U87fl/gvg0UB4veq/zs+3mRaKePVq30rd1yMecas/Gipf/742qO17oD96584/xaVShUbG5udnf2tKM709HQGgyGRfJB3QVMpTvebv3fV+IlTZjrNmOHoMHrsKPsRw4fZjxgx50R4KFcDVYz4I2PGdZ42asHd1HdHOkqUrFu39oyfO85m8JSV806EEgV/Op6spWQ+/enw8qFjRo6yWeZ2KITKr9d0oi8HwQs/16Vzlu5bdS+7vMYAICpIuuE5xWnG99d94wpVAAACkt/WX+YsXbj6XmyFCrtxE/OqU6lUAoHw9ec4vRz4z67+sGT2crd1D7hVagOAQcq4H7R+YBezNS6Xkt6datRn5ET+enLtsPEj7Ycs2r07IIVX8/5DVoLiTeRF581Og+1GTx3l6n0/TVi/TNHxxKTrB+Y6OW6/7hEtBDAAcJIv//zTpKVOe5/HFVUAQLWYFHFg7mrH7T96RGd+2XsyDQZDcnIynU7/0qmeDSqQRz1x3+Q8d+Psq7Q8qQYAlIKEyL12Q9vMmb75Ce1dO+RLKZeuuI6aMcZ2kNOGFV4vM2Xwv+9eB+pU4v2t+xbZjBw51m7tUc9wlrheU5Veoi0IPb92vtOaY1tC87V6AChhvTx/fPLs6T8EBpGFWgC9Jj/Ja82PTmtWbHmcqtU33g0EnwJm48Q871+1Io2NDgyFvx85eP9GaLwWXyK/KFjSCVxxNjRVRYRXD7bsCuPICwBw3fcfQKVSxcfHczicb0Jxfvwc59+hrwT+zYOup7/fFV5U19X7xfnKNs5PQc2tSL8wf+Z5r/v02vml/rt8ORvnp6CTQIGv69ozO47GCAG+2bNjf+tVx8H5TD7Rq46D842jVqupVGpRUdE3kR1JrVaLxWKxWFxdXSce86/QVknIoStnHDob5J9taNyV+5PnKyxKl89vmlGh1by4wJsLZ/zyKCNO+PelG5KvPeGXlJSIxeImEH2ikefFPlg85cCV8JD8vy/9WXztNv9rdDqdXC7Hsgp87brg/DcpLS0VCAQqlQpXnDg4f4HBYFAqlZ+Zp+VvaSqKE4sP0Gg0/zBoQ6uqKEi+dj2Bws1rrKr9Y/R6vVqtbhK2tHqoEbHSYq/eTBXWSACauiRpULDooiaw8GgqRdkJV64lskqKvnZVvi4Gg0Gr1arV6kb14+B8y6jV6sYI0MTBwfkXNBXF+S8xfPQHTr18KLe+vvj6FsEHLQ4ODg7Ot8f/c8WJg4ODg4ODg4PT5MEVJw4ODg4ODg4OTuOCK04cHBwcHBwcHJzGBVecODg4ODg4ODg4jQuuOHFwcHBwcHBwcBoXXHHi4ODg4ODg4OA0LrjixMHBwcHBwcHBaVxwxYmDg4ODg4ODg9O44IoTBwcHBwcHBwenccEVJw4ODg4ODg4OTuOCK04cHBwcHBwcHJzGBVecODg4ODg4ODg4jcv/Af/XYViq2FM2AAAAAElFTkSuQmCCAA==)
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 14.png)
264,0 kN.m
95,3 kN.m
344,4 kN.m
176,2 kN.m
96,4 kN.m
Com base na viga a seguir representada calcule as reações de apoio da estrutura abaixo, utilize o Método dos deslocamentos para fazer os cálculos. Em seguida, marque a alternativa que apresenta a resposta correta.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 9.png)
Va = 199,73 ; Vb = 734,41 ; Vc = 107,35 ; Vd = 113,55
Va = 179,37 ; Vb = 437,14 ; Vc = 149,53 ; Vd = 113,95
Va = 139,77 ; Vb = 573,41 ; Vc = 198,35 ; Vd = 218,55
Va = 199,73 ; Vb = 473,41 ; Vc = 107,35 ; Vd = 418,55
Va = 139,77 ; Vb = 337,41 ; Vc = 198,35 ; Vd = 218,55
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA6sAAAINCAIAAABXsn6VAAAgAElEQVR4nOy9WXAcx7XnjTsP8zQRM4iYt5mXCUTMPMxMzJ0vcO93l8/h3ZAlWV5kG7ZlX9mSLRO2daUri5QEUhJ3qkWJoiiKBLgDBNEgCZJYCG4ASAANkCDWRmPpBtAbdnR39b5vdb6HJFLJqurq6kZjP7/okMDurKzMkycz/5WVSx4gCIIgCIIgyFYib60TgCAIgiAIgiCrCipgBEEQBEEQZGuBChhBEARBEATZWqACRhAEQRAEQbYWqIARBEEQBEGQrQUqYARBEARBEGRrgQoYQRAEQRAE2VqgAkYQBEEQBEG2FqiAEQRBEARBkK0FKmAEQRAEQRBka4EKGEEQBEEQBNlaoAJGEARBEARBthaogBEEQRAEQZCtBSpgBEEQBEEQZGuBChhBEARBEATZWihSwHkK0Gg0K53WnGAymYqLi9c6FauESqXKy8srKipak7sTx1iJmAsKCkjkhYWFKxE/oaioaAM59uqg1WqLiory8/NLSkpMJhMAFBQUrJWDrQJKahAJQxE3L4IANDaNRpPzVlQcp0qlWmacSm6Un5+fNiX0J1KzxAZJhUqlolW+uLi4qalJPrzgvqvjnyaTid6xtLR0pW8nyKNWq5UPQF1L4I15yppojuPy8/OVGFNQuArjXz6r0ykQBHksKyuTD0DrYKZVXq1W06jy8/OLi4vlw4sLd6P3X2q1muYlbcXPgi2ngFezTq45m1IBCxoRcdOfK1ABiyksLCR9DDE+6XXEHcCmIQsFLNaCqQTfZlLA4pooo7QyUsBiRZWXl6dWq2UuEQRenQaQza/YB3KOII+COijjWtkp4JKSEoXGXBMFvGqdAkGQR/FDr8AC2SlganMBMs6/+RQwa+qVGLvMQAFvdFMSVq1Orgc2pQIWtAslJSU5vwUBFbCYvKXxLY1GQ+xTVFTEcdxap2ulyEIBCzpgjuMEv25WBSwQYfQxiUJ/Uq6Ay8rK8lJAXkFIksrgKwodgyTIa/TlI8ijQByUlpamcq1MFTDHccXFxcqNuSYKeNU6BYIgj4IHnqamJoEFslDAMp4vc9UmU8DsexWCTK3PDlTAm5nNp4DFemLlhltQASOZKmDyppgVneLuUFIB5zzltJNeBQUsfj8urqd5Ugo4bdqorCwpKeE4zmQyUWGddqYBLZdVaADFpbzSc+0Exhe4kPjxQ6yAlZhFrVYLlL1CY66obwtYzU6BwM5MEJgXpB4/JBWw/C1oCRYWFhLZp9Fo6O3SSnxxuW9ExJbM+fvG3CtgUsFUKpXJZCopKSFlVlBQQJowQWCO49g5XoWFheIcchxXWloqH4aKFY1GQx9YCwsL2RY21eMRvZaam2282AjJ9Eflb1iampoyvZYkRrKYiQXoVBiO48rKytiHUZJf1sip+u+ysjL2RXZpaamgaORtIobjuJKSEpLCgoICYnbJer4cewIzK6i4uJg2BzkZblGpVMQmJFUcx0kqYI1GQ3Oap2xuFkWJt8PTDp+fn09KR5AY8k+xgJD8Xnma1Wq1vGOYTKbS0lK2fy0qKpK0v1arpdU/T9n0TTbBbC1Wq9Wk5xB4shJ7kp+oAfPz86lxlOQlUwVMks2GJzWIlRGbTwHTwqK/UkXIZjzTtGm1Wnot9UPaAhQUFMinMAsFnGl4Ch2DZAcjFY5XZVf6YuPTGk0VIWv8LBSw+NFOuXGy8G3qFQrDU1auU0gFTSpZFCHwZNKksMbPQgEXFRWRGCS1ddpSEJe7ZPqVZngZUC/KQouzD8AKa32mrJQCpr5YVFREzV1YWMh2qFqtlq1X7EOPkjBsVOQWxEz5+flsSPq0xE4qJ6ki2ot8ScITt6OXUIcjy31oeSipXWyZ0XqS9lpSmcVz+UlnQB9tOY6jGSR5oWlj64a4/2YvLCwsZJ9lWSUqYxMxJpNJXEY0+2zI5diTQBPf1NSkfGqa8mipTQoLC8mXrNuzvS/r2Epqh1arZcsoVaUwmUxsMDrvVpAY5QpYYZplHIN25LQykirGerUgJfSmJCTbkKUtC0GCyS2oK2ZqT/olSUl+fj5xNoV5EdegVN/QawVuT1JeXFzMVljyk/LukIYkGp0+asp4nRKVKR4UEJM2SWyuaXpITSfPb+KoFCpg6gmpRpdlroVVVMBskjiOo26p8NkjbUZkksoan96OPn6w5bscBVxWVpapMVdTAa9QpyCDQEiwt6POIGgWyK/LfOhVXgricpdMfxZpyJSsFTB1YzIKLp+jrFkpBZzHjN4D09+wgzSkpSguLqY9liAYXX/Kjh/TF2GsE9ASZUPSBpTVduKCp9eyw6uwVAD5+fns2BWdnSP/fE+MkJ+fzxqNXitjSVp/BPGTjoS++CP1XNDZi/Mr7q2pvKPxk+FbkloaWyqbSELjpGGamprE7+aWY08CHRMiTwLsm8flTA+ihUXtptVqaatKC4tWQlavU+GY9qUnDSb2ZFYXio3JLobNVAErTzP1KGoEcTBSYQUqljoP/Ya28mxlp6/w5GUBvZYmmPqnwJMV2pM6DOvwyvOSqQKm6SclRasz+7pmOQpYcixZktVUwPRvei9aOuwtMkobpO7v2ftmcbkMmYYn0EaM1BT2OV/hTTO6HZtUYkOBCKOPH4IyIr9mpIDpli/rVgGvUKcgD1uXBQ+9NAHsG4xcKWB637STAeTryIZQwPTlBsmseEwzJ+RmLwjJ/kBSw7EjsnlPqy76PXn9Cksti7gdof067a1JiYpDEqux3b+44AXNByXVOnfSTcoXA+nsxUOb5Fp5tUTCCO5LEkPzS4bYxfMHBPkV9Na0ToqbBkFmU9lEDI1TUI60V0h1C0F+lbg17VpoYCoIUk0KVFLPSWEJ3tHTfNF629TUVFhYKC470uTJ93bE2wsKCsSTCtgSSVVA4kZEoQJWmGaaDEEjRUb3iRuYTCYyUCqISvzMRloucYHSKi9jKHKtOF+koKlDKrQnLDmAIELlecl0FgQ7AgRMd0gXDuYtTwHnPf34KsMqK2B2VII1wlZQwLRvJg0vO14lOfNHMKUnbenLJJXYkDaMbHqKioqWqYBZ1q0CzqhTYEcTljNNgq3LbB1n0wNPlxG5cDkKmH2xlrYFkK8j618Bs+9VSGbZshMP/GUti1dKAYvf4wv6EqJ75FczFKWeFCvoKUlIcWxioSAueEkxkUrYwZITy3TkMgFotKmuhaVekzWgEo0lmReBzekEFfGFRLDSkKkElphUcVIPJv9cjj0pdFyZSn+Z4RaFbY3M3cWzIGRikL8LcVdJb2edPJXeosbMbh5w2jSnmnujEEHaBGXEQkpQxqRsk8ci8E+F9hSnLdO8ZKqAgdkwDpipUPB0r0kuzE4BK5xOrVBlZo1AXdGayHEc7as0Gs06V8Ditfli5O0gGIMkyIxXiVOV9haS0OSpVCoqwpqamqj+VqlU618BpzV+2pqrvFPI4dYrbF2mjTNpjthndbaMMjKLGFb/KanR4jwu39TKYefaSZI2C4L3KvC0Js7hJO+VmgUhrieC75V01TL9pcLYslbA7MQ7AbR1S5VsQW8tQIkxScapDpAcFSZwHKfRaNRqNX0XlpdaAacaYAORJFKugEnaJEOStkAQfxb2JEiugEk13EIyTgcD0kYrWVgka5IlpdVqSe/OrjCTuQt9RyHOPjs3QMaYWc8DVpJmJTqPxWQyaTSasrIydiUZSZv8M568X8lcKxg2U2hPUFDdZPKi0DICkUdVL50SStRwrhSwwr3nVlkB0+rJzsUkSxXFedxMCphdA0e/TDVeRf02L6cKmDaDpaWlbEFsegWcUadASoqIJ5mWVgmCukyrOVsQkDsFzLqTwsFOsQGXaeqMWL4CllwjROsaO1izemPAK6GA5eOUue+qKWAZMrVA2kxRyFMslbwCQUzvItinJk+0GZPyp46sFbBMSPKTIP4s7MnGlica+aOqhR2HJq9fQcEsCJnCIj+xJaXVatmtMVmby99FYYuQ1phZKGAlaVYt7d8ikwVYmpJLrxVERdImPyIu71cy10oq4LT2hNTVTUleIEMFTNplOnpB/yCtc64UsHxIihKVmatZEBzH0acXuo0JESWbWwHTlSp5T4stdryKHbkoKirSaDS5nQVB7ksXjFKVQB7txLbaTAo4o06BuCU7rTnroUTBfdkZq+QPEjPNxXIUcBbyFza4Ak71wM9O8qZD/htbAS9zDJj69wop4OzeCysZA5bfAox0J+TupNQFsbFrg1QqFdkuSpyXTMeA6Yu8nIwBk2aIjT/r9+zsY73AdOzO4eLhMXFxC5AZAybPIdT96DJNsjMGecnIdjMydyH2TPv+mtwxhwpYYZqV6Dy6MI5spkbevZKyYNsHJWPAqZZxZKqAlcwHkGy7FOYFMlTAJBi1gGAYYxMrYPIN9TTyJemTlqOA1/9eEOzUTMFP7HZ+gp9yq4CJr9LbsY8f618Bs1CvUBg+604Bnn4/mQUCB6a3o85PdDZNQ9YKOOuJy+Jyl0y/8gizhnqOcoVN5Y14diV94KTPPBtVAaeaB0zcmgST6S8l5wHnUAHLzFtNyzLnARPoAyv77kYQiVhGyytgwWMDS9bzgGXkPpvT5dgTRMNsLKmGW8RpkESmRASik7ic2HrLnAfMktaYaRUwEXb0e4VplpkHXFBQQDaIoMtSUz1m5HAesPha5fOA5dPGxqYkL1koYBANt5DsiINtMgUsGPghlVEy5QoVsOR+wOxOw/IWWAUFnGoMElKMVxFWQgELipJWeUEw2EQKOOtOQbzPbqYIHFjwJkEwkJSXrQJmn68yPedZXO6S6c8ozuzIVAGneq9CoJO8qZE3qgJOtZqbVWmZ7gWRQwUMS/VE/D1Jufx+DsvZC4JA8l5WVkaiYq2USnKxayDINwKbZ7oXhBIFLF59T6C1V3CL7OxJn61lHockXUVJPSeRCwpLvD1CKptI7nwsINXOJ+TuBQUFpKqLHZu9PE8kxwX9rtgBFKY51X3ZZ7lU9TpV2nK7F4RgA0SF9oQUbZfyvGSngAVaMFWwNVfAy0GcJIEIE8yKyctcAQMz5LM6Z8JlFF5mDFKcePb7lVDAAhEmmAUkdumMzJLFVauggLPrFATWyA6xA7PGF7cDWShgdpf9TOUvbGQFLPNeBZ5+KiZd9kZVwMBsyUm7Mc3SpqGapd00M9oPWLkCZuVaqmvZ+Xz0S42ybU1V2e4HTGGbV0HpUidgRZtmaUOivNQKmGZW4X7ACvtO0tawcWqY8xvF2c/UnuITR2UQNBZK6jlJGFtYbEcrEHbsTr2pFvqIYRdFyVuePOOmMiZNDJWANL9smgVjwErSTPcDpvelEbJv+gSjEWq1Wpw22sqv3H7Ayu0pSBtBeV6yU8DsMRCCNzB5m1cBC+qpTMqVp01mlDrthlArrYDFR7amQtCXyytghcahkdO+kr2jePbnJlPA2XUKaUd/FWZTXEbs0ZKCAYi8rBSw/FTatKUgLnfJyDMygqRnps1RpgpYfKB3KsiomYwCljfCkzBK0qQkNYKGXokCFhzLJPlwn9GZcEoUMD2xsOjpM+EkmxvBuW4ZHW2V3Zlw4sTnSb0LoD+R47vo3C/B0KDY5hmdCaew7xQcUEdnWIrnWmVnT/ag0bQIoiJfps0Cu8iUtW2elLCjp4hRdyV/yE/wEHhyKstLGlMsx8WHAuYtneecJ9Xgpk2zZIR5zBtG9uUUCUAPfSQXsl66OmfCKbGnwG6Z5kVcg1J9w34puXXRplfA7EO7fB4zSpt4HWeeslY0O6mnHPFCZBkEoxV5uVbAgvTIBFu3CjgjsugUxJeILZy1AmYjF7w2zMtcAbNVSZJlKmB5cquAMyJtxgWYTKYNrIABgOM4unaY/CpWeyaTiQ1TWFgofuuhXAGzx32ReOTVnkajYU8bLyoqUi5h1Wo1bb6JOsnodYbMW2MyksfaRKVScRwn2Dk4lc3LysqoEcj5IwL1lpECFqenuLiYHDogrhWZ2lMwtpEWwZtx8qWSLKjVavbZQLO0lSlbeUji6Y2Ki4vJr+KDV2SsxFqeHrkkgAYjbiPeDxiWhjyJzWkwlWhXh4zSzDoGcSr2VzIrXVx2gsNu6H3ZwMXFxQo3sgWApqYmVoI3NTWl8uS09hTbLaO8ZKeAJfdj2vQKGKQOI1i+AgamOuSl6CNSXSUweA7JaAxSkIYVUsCSe0WJg20CBZxdpyD+PocKWHL/u6wVMBubJJtVASt/r0JTshoKGEGQtSXr5ixTiC5c6btkCmmUc3se5pqzoiphpRXwclidtK30GHCuWInSl2F1zLLSY8AblFUzy3IU8JYCvRNBNgCr1pzl5+fTEeWVvpcYMidBnM0i2W3UNiiogFEBAyrgrQQq4PUGeieCbABWszlbwwFXuiCP1d904dqaiPKVQ7B+PyflK45zPSvgFZJiAgugAmYRLy7MbfyCwkUFzLISVZ5FXLiogOVB70SQDcAqNGcmk0mlUtE5l2uinFKtUcvL6Vnw6wRUwKiAVx9UwGsIKuD1BnongmwAVqE5YzeOUHLYxAqhfL3gRgcVMCrg1QcV8BqCCni9gd6JIAiCIAiCbC1QASMIgiAIgiBbC1TACIIgCIIgyNYCFTCCIAiCIAiytUivgAVzq8lZzDIB2GUHytdkpJ24vWrz68lRW2wyBLcjKRGcfLje5ptvmlnw9Hgt8UFQ4pJaDpkeg7fe4k8LXYSR85jXZxVYfZqamjbZmR0bmpwXh0ql2mQ7Um8aclg0qQ61XZ+UlZXRgxjJTj5r28tsODJWwOLzomQW9m5EBSzuzlEBryFkg1hJz8mt5VEBZ836rAKrjOCoW2RtyXlxoLZYt+S2aDaQAqZNemFhITnXHb00UzJWwHl5eVqtlv4qPm578yngTAOsBzaHAiYDwKkGclABZwQq4BUFFfC6AhXw1mHLKuBNeVb8KpOZAia707Ou1tTUpEQB56p3XIVDBVEBbxRQAWcEKuAVBRXwugIV8NZhiytg9MnlkJkCLi4uFjhHaWlpXl4enYmynhWw5FWsu6farVpwofwsiLzUsJYxmUwlJSXUbuJt/0liVCoVCUmePQoKClQqlfhsWLVaTU4QyM/PJ/VB0uw0mExUkmg0GlL05BZKTihg00+vLSwsJNN5yRRekin6JYvAPsXFxWxeZPYVJ+cp0AsLCwslzxJjc1RSUsJxnKRCzSLjOY+/qamJvgBRfjwEa4eCgoKmpiZJBSw4fkLSXKSwqEnJ6zY2gKQCVmi6tD5J4qEnwxUWFgrCkCqs0Wg0Gg2Nqri4mLyq0mq1NBn0SxZ5TxPEz3oyawSZmWBs/ZWMnyaShMnPz5cMI4DcEZiJgMTI4hotKGLJ+EmatVotiaqwsJAaSq1Ws7kTl34q0hZcKpbvk5LFQVsktVpNUlVcXEwrpth72cqS9zSkFqfSHySMoIOgNyooKKBJTdsLSCJTWBk5s7iyCAwomeactBgE1rUk6z65lm3KxC2JZNGI05mqWrHVk1hVUgFn58xK0p9d/OIekCRY0ifZNpaUNXUDEkBJFQBZx8u6sq85mSlg+jf9lVi2uLiYmjg7Baww5IoqYK1WS09hJRNrSAELLpRXwEVSCConHTgvKChgA+Tn59O6QXLKVk5JC8PSTFmSZhKGPJYIjEnvQrJG/07rprTQSWppPy0WEywk/bRWFBUV0QaxqalJ8kt6rVarpXdhw9BmNFVJmUwmttmlFhO8J1Kr1WyOWJuwbUd2Gc9t/DQM8RMaRr6b5DiO9RZiE+oVqYJJmoseU0wSScOwh8aJG1CFpmNdl/VJGoCmmQRg+13BvUhUxGHo7UhFE3zJmi6tp9H4SUoEwWhplpaW0kfQoqIiahzq6jLxCybzSdYIMcRcdAAiVQZNJhObgCLmlGk2fnL3/Px8EiwvL49EwroHm7a0RwYqKThJcuKTksVBR4XJhYWFhQUFBaCs+6d5J3ckxZeRAqb/zc/PJ5cr6QUkSVVYy3Rm1h9SpTlXLQakrvtsf8TehQ2Wn59Pg0kWjUK3F1iMmJQkrEg0zJeFMytJf3bxkx6QzTgxr9gnxXYmDwNiF1WigCUdL2v7rAcyU8DUKMRYdBJwWVkZLd2Nq4AJYm8QXCivgMWIaxSpdWzDRKUb9V22XxTI4jxmKjbt4+k3tFazqaJNHg1G27Ii2dc9tJlmU0vVhpKHVLZRY4fQ6JckNrrHCMdxxBRsq0qVBCuhxJanbQ2NnFqDGpY2juyoBq204qeUTDOew/hJ/RKUGrGh/NwvUtysHagoZz2ZRCUwF0kqXVhNomJvR0uWuqWgIBSajlQ9Nncmk4m9u1arzRPpZkETBEwDRRNJXUjwpSBrCj2NjV+ceEHCip4e/SVRsfHTgqDpJ6kSyxSiz1JB21txBtk0iL2FupC4oRboj7KyMvGX4kEQMQoLTpJc+aS4OGgYQd1R2P2LtUVGClj8+KekF5BEsrAydWZxCyyQlZJpzlXpENeSbNnYzabIVfn5+dSY1ETszg/iglDo9iTlbDCqF2mw5TizkvQvJ/60PkniYRMgKQ+UK2Cx4y0n/euBzBQwlbzExLSr02g0qIAlb0o6PLZxIU2G+PGIpITWf3Grwd6O1h9SqwXvmNhyAeZBRZBI+rAuM6hJ2ghxiyxIhhjJ9IsVPDBViPyTWEysy8Wz/iWFl1ie0laA/JM0voJeUODYy8l4DuOXnMtImjB5BUyKVeA5gjFgssowlbmo/JJ0b/LOJ1UVUGg60hMIYiZ9NhnPUKvVBQUF4uFGQTySelGsUGGpaGgVU+hpqfSowJPFhUUMnip+mgzJdomMssg8aNHxOfZLWqMFDyfyNYKmQTDqXFpaSsbR5TMuRmHBicmhT8ooYEHkq6OABdZQ2AtIIllYGTmz2MIkkbQfkUxzDktHsu6LvZfkVNC7iU0kLgglbk/6HXG9FjxGZu3MCtO/nPjT+qSgWAlieZqRAhY7XtbpXw9kpoCBGWYD5oEJmDEJVMAUUseUZB9ETbagWREkmLq4ZJsOSxqI3JdEJflKQmavMfn4UzW4guwIJIi4UrF3IX9LanoQCWUQWZ6+4BMnhm1wyVXifp3cN61h02Y8h/Gzulnh/GNIXdzUG8k/JZU6gX0uosPJMi/lBQWhJGvi0lSOoApIioZUk/nYLxV6mvjRSzLXYsmVyhPoFtfkn3QiWdrZNeK7ixNPMpW24xFUQ/JPhT6W9q1XKtIu3MmhT6ZSwOIWdXUUsPLJ0/LNC6QorGU6s+DhUDLNuSqdVNITRN4rmVOxidL6FYUt01T9BcmmfBEovKnC9Gcdf1qfTNUUC55AMlLAClsJ5YWytmSsgKnqpa9dSF+LClgQM7WPTG+k1Wo1Go1KpWLny7I5TfVMTxwrlaAUpEpmXEF+yEFSxab9SSb9ShQwO2tKgJKCkLQ2+1MqNxMbNruM5zZ+OnBLbFJaWppWJ0mKPzZtbMx0DiIL+/hEX+XnLU0gU6vVMqNoCrOmsBtgr21qalKpVNQNBApY0NQqUcAKPS1VU55WAZNIJMuL/YndToeshZKfAczeXRx5qtSaTCaNRlNWVsYuURKkJ9W9OI7TaDRqtZrOr5X0cElkCk5MDn0ylQIWu9zqKGAZc8n0ApJIFlZGzixuJAXGkUxzrkqHnZ0vQDAJRDKnGSlgGbcvSrE5j0zTlJEzK09/1vHL+6TMyJdk16lQAcukJ9P0rwcyUMDElOQJidQi8gd5KCxCBfw05HtJcUnWn+Y9TdYKWLIuFYkUsKQvyqgl+fhlxLfMtUoUcF46JPMo/qfYGipml4xUpkhr2LQZz3n8gsX4eXl5BQUFMjpYprjZmAVxiqGWNJlM5IU4+2uqlXAKs6ZQAWuY6VUUwcTurBWwfPbzcqSAJfMlsLBGoxE0CHTtUSrI3cXfC1JL1qELyo7+M21SyStOyWvTNtRpCy5VpmRQ7pPrXwEr6QUkkSwsebvlPe3M4sQoUcC5Kh12TE2S5StgJW6fqlwkPScLZ1ae/qzjV6KA08qDVKZQroCzTv96IAMFXMS8vsxjdkAjLTUqYDZa+rgsuTkRXSpbWlpaVlam0WhIjc3LSgFLmkKsgDfKGLDkFDFJJAtik40BUziOU6vVdG8QmdV4CseA006AEUO20RGv6hMr4JyMAVNvIXvrqNVqDTOPZfkKWKGnrfQYMEtTU1NpaSltWmXSVsSsxZZJbdHSkqaSkhKVSqXRaMiomKAayrSNpH1QqVRNTU3s3jgyaVNYcGJy6JPrXAEr7AUkkSysjJxZ/HClRAHnqnTSTiSjSOZUiQJW4vYKx4CzdmaF6V9O/OthDHg56V8PZKyAQfS4SZpFcTDYqgqYvtaU7PxSTTPKQgHTtMlP9JGpCSs9DzgLBSwjZAUILK9a3jxggSmyzvhKx09n16SqKamKWzD9VP7hRx6BDwsKQknWZOYB0zCCmdOUXClghZ6WtQJO5QmCgpAkVd7TRs7OB6VGlpwhkJeub2NfbbOkbagVFpyYHPrkOlfACnsBSSQLKyNnTjX5lc7xlUxzrkon7SACRTKnaRWwQrdPZQpBC5y1MytM/3Lil/dJuowkt/OABVEtJ/3rgWwUsGDEO1UwWJcKWHJrhRwqYLrbSKqXmKk8Q5AShQpY0v+olTRrvRdEFgqYtJXidRLkWrb9FVg+o70gBAmjpqA5XeZeEDmJn+xknmqZrUxNkdQutIaSf9KXOYIaQZJK9+ArKipKZdJUCng5e0GQ7oeUsrzTLl8BK/S0rBWwkr0gyL6eqfYESKuAxVuOsKvpU8kpgSeAVN+WqqoK2hZJFBacmBz6ZKYKWHLBfp4CBSwoArF9JGurwl5AEslyyciZUy0HFOwFIUhzDksnVRdZVFREju+RyWlaBazQ7VMJZUERZO3MCtO/nPjTPpVJ+nYqF01bBSSzs5z0rweyUcDs6hz65RoqYKrI5c0t3m6QZkR+5EbydpINHN2SU2azKvEECXKCjiAlCl3Bs94AACAASURBVBUwlXc0wfTIFjaRa7UfcBYKmFYedvtV8ba+IFVSSvYDFldObunoI/bLrDOew/hpGy35hkEmDcRJCpkze9jlVgIDshtOi72C7qzJuiu5kEpzyUeRtKajnbF4K2tSpnSTBBoJ3TA4LxcKWKGnZaSAWS2rcD9gEoZ9pqIXpt1/I+/p7Y0FjY/kyyi6fiNPtm9j93pnDahkHrDCgpPJ1/J9UlwcqVpUqh1pbJKVRTxkSBUh68DitldSTSrsBSQRFxZk6MyCYOS+rCxO9Yydq9IhyRC0bOImQjKnqRQwewyNQrcvWlqrQ+8olgTLcWYl6V9O/GkVMJUH1M5s5PRLhVVAMjvLSf96IBsFzO6uL65a61YB02vZI5TEx1WQCkxWqmZ6JhxrBEng6aWy5EvyN0kJbbIVKmBg6rbg1BmBMelPMmfwSEIzlcWZcFkoYBAd1ZPqjBlxSSk8E4525IIc5Um1JplmPLfx0xZZcMBS2s2V6OEj9Crx+ifu6ROeWOehPZzYXfOXjuIT7J/POptC07FdPlsRyK+0FWbdIH/pQCNBb5qFAgZlnqZQAVM9xA7bKzkTTpBNsR0koVpEYGRBjWZzRMPQPQfkpYbA9+jOPyROGXWusOAkyZVPiosjVYtKtSNbRuxGnwTazBYxZ/zS5BUxR3+RP+QVsMJeQBLJwoJMnJmWCM2voG6mUsC5Kh0QnVVGL5EZeyKIy1FcNArdns4oE5iCjX85zqwk/cuJX8nMHMkz4QTv3xRWAcnsLCf964FsFDCdx8b66/pXwORy9liypqYmcXViR+xIdZK8nbwCTgW5RKvV0mSQ2fqk9WHfYCpXwADQ1NRE6zw5/VyyCWPPBy/M5ORu1m4KD69fjgIG0QH3hSlOnxeUFCytAk57JD1bBCRyScNmkfGcxy/YC0LydHtJVKLD6MV2JuaiXlFQUCD2CkFZiMNIOptC0wl8Uny2C5u20tJSjuME+4kuRwGLcydOg0IFTPJCn3wE8dMORrL4iK2oCJD09lR3p6UsWXZkZJHGXFxcTFpswfaxkrUSGBciqSLjwTL7wlKUFFwqcuKTICqOVC0qPF1GJCpJm9BHAvYcPkEto42SvAIGZb2AJKkKS2wWGWemBUQbBzZYqjRD7koHnm7ZJJMhmVPJchQUjUK3F4Qk6SSSjo0/a2dWmP6s41eigOHpNra4uNhkMonLV0kVSOV4y6nsa07Gs2kzi30JhX12WlLNAybv7Nb/kDuCIMjykdEoCJKKtPPLka0AeThRfsrSJmaTKGDy3KZkJ3kEQZCNDipgJAtQAW8pyCwUgdKlp1uvVarWFaukgAnLqXjsi2CBAibrD+TnTiEIgmwaUAEjWYAKeEtB5vKyE5aULNbfUmwGBVxaWsquPEUQBNncoAJGsgAV8JaCrkoUrLJVsgJ+i7AZFDCCIMiWAhUwkgWogLca4sWRylfAbwVQRyIIgiAIgiBbC1TACIIgCIIgyNYCFTCCIAiCIAiytUAFjCAIgiAIgmwtUAEjCIIgCIIgW4ucKeAcrk2WOb4SQRAEQRAEQZYJKmAEQRAEQRBka7EeFTCCIAiCIAiCrByogBEEQRAEQZCthVIFrFar2VPZioqK1Go1G4Aq4LKyMnIASX5+vuRhxYJDSgoKCkpKSkwmEw0gmAVRXFxMzjJhIyFh8vLytFot+yUJTO/ORosgCIIgCIIgoFABFxYWUuFbVFRExWtpaSkNQxQwCVlQUFBUVEQPpGZlaFNTExW+7EHVbDCBAuY4jkRVVlZG4yFpYE93JOc9iu/OSmRgDmrG4WoEQRAEQZCtSXoFXFZWRqQtO5pL5Sb9hmpZKos5jiOCmF3TRoQpO35sMpkEcla8Eo6kIT8/n6SB3J0dFabCmo25pKSEvepJhlEBIwiCIAiCbG3SK+DS0tL8/PympibhlU9PQiAKWLCBAx2+JeO7Wq22sLBQMJ8BlhRtcXEx+afkXhAk/pKSEq1WK57/QKQ2OyTMXsUOHqMCRhAEQRAE2eJkvxJOsPSN/FMslMnEXFaDihFIXkkFbDKZiJiWFLtE1IrnHKvVatxYDUEQBEEQBGHJQAFzHKfRaNRqdWlpKZ0ZLFDAgkm3sDS+Kx6d1Wq1Go1GpVIVFxcTaSuvgGFpLkSqVXH5+fniNMv8hCAIgiAIgmxNFClgtVpNV7/RhWuSClh8rUABk40g8p5GoQI2mUwkfElJCfu9zAkadMsIJdlEEARBEARBtgLppSFd9FZcXKxSqZqamshAr6QCFk+uZRUwnRZcUFBQWlpaVlam0Wg4jiNh0ipgdjs29kY4BowgCIIgCIIoJ70CJppVLG0lFXCqecBkiwYyjUEsbZUoYHJtQUEBmdpbUFAg3uEB5wEjCIIgCIIgaUmjgFPNIqDfCxSwYH4CnbdA9oIgYVLt2CCjgOkyOHI7Ep7djVj5XhAIgiAIgiDIFieNAuY4jkhYVkRqNJpU84DzmB156X7AVBaXlpYKhm85jqPTgmUUsEBe0w3R6N1xP2AEQRAEQRBEIYr2AyaSkZy1RpbEkW192WkP4jPhyFXsURp0KDdv6Xg5urItj9nhQaCAiboVCFmSKnZTCDwTDkEQBEEQBFGCok0SVCoV3QuisLCQjAeTibl0XJauhKOBCwoKVCqVYG6uVqslM4OJPCUnXMDSbGMyWYJVwJJHIrPfszMfNBoNjbygoKCkpIQ9kPlJhlEBIwiCIAiCbG1wmzAEQRAEQRBka4EKGEEQBEEQBNlaoAJGEARBEARBthaogBEEQRAEQZCtBSpgBEEQBEEQZGuBChhBti7abs+vv9H7s3949NLXtS993fjS100vfd0o+fnh/51QvT3P82udYgRBEATJBaiAEWTrYrMGGo4brh8drT8+UX/cerds6m6ZteG4tZ75NHxhbTxuvfW5WXvbhgoYQRAE2RygAkaQLQoPAPEoeBzgtoPHDm57bNEWW7SB58k/n3zvtYPXHpxd8Nlca51kBEEQBMkNqIARZCvDQzIByQRAAvhEeXe07GEE+ARA4sn3fAIg6QV+e6N/xzUfjgEjCIIgmwNUwAiCPOEvRxd/8bFNH4fE0jccwL1F2Fsf/PVfLYc/m0EFjCAIgmwOUAEjCPKEAx8Yfv7ayNHe6HgAYjzMe5K3TYld1/0/eH3mSMnQcMUkKmAEQRBkc4AKGEGQJySGZxuPjH7jJ+NH20PnZuGFk74//MpS8Qf9/C1j0GqPhcJrnUAEQRAEyQ2ogBFkiyIxnpsMBfvnL+4e2b9v+t2jCx+esNSeNM3cnAbOCRB9chUOAyMIgiAbH1TACLJ1iSfBHf3q4wKIBKPxoZlPXze8UTx8t3Jswb4Yhag7Ca4oBGJrnVwEQRAEyRGogBFk62L1wbFh+HQIPh9+8jk2DF8M8Kp6518+mX723+ZKb0ZOGuHzYVANQp1FatgYQRAEQTYgqIARZOtiModVh6f3H5xSHZ4mn48+mVEdmTt2ePLAu2Ov/Ua/a6f18JFZ1eHp3Xutl6/acQoEgiAIsjlABYwgWxebwXvz3cH6v/bffHeA/TS+N9i0U3vnfW1T6WDjOwM33x24/q+93WeNqIARBEGQzQEqYATZuiRi8ZDLG3R6Q66nPkGXN+Tyhdy+pb+9Qc4T8QXXOr0IgiAIkhtQASPIZiAWA44DgwGsVsXX8PR/yj8IgiAIshlABYwgm4FgEAwGqKuDtra1TgqCIAiCrHtQASPIZiAQgNFRuHwZ7t1b66QgCIIgyLoHFTCCbAZQASMIgiCIclABI8hmIBiEsTGorYWWlrVOCoIgCIKse1ABb2Byvy5JMsaVWf4kEyuf8h9ISogCvnoVFTCCIAiCpAcV8MaFh3hoasBRWzZ9/PjUJ8esR76c/ugcd7Mv7ANIPgmTmNMs3j5n+eSL6Y+POW4+CjkBEiAnK0Pzft3VqTMnrYeOzp2s8Ix6k5Glu5EI5zsX7zyJ0N7YFeJSR5hMxIwPFjpbne2z4BEfqBsLTQ06ai/M1TwMDToEPwUtA+7rFS7tfNz9VXbjvM9//47nflfI/VUGkScsXwEvAOgBhqIwHIPhGOhiMBwDM4CfhsCnEQRBEGSzgAp4w8InwW1vPmt44Rv9z/1w8PmfDT5fPPStP0x9dMNvfyIQ475F15U9I2/8rPfZF7Vf++eRPx1auBXmfTJxJkPDd6cPv9z3y58PfP27Q99/fuJYb3D0q5/jfpu7dt/Imz/rffan2q/988i2/QtNId6bIn3xaODO+4OH3pnY+ximAoIfeQhwmnNjP//nx9/dvnhUE08+9ZPj/inTr75uPN8fMtPvw4Hw2PSOd2c+OOFZILIbYchOAfMAUQBXiB/lEg1zsQu6aHl39HRP9HRP9NTj6KmeqHoy1m6Lz7iTgQTaHEEQBNk8oALesCSSYJy9UmX91j5H50go6I3Z7NEFLu4JJoma9BkcmuPan+ya/vC6n1sMPzo2vHOn/scV/kmH9PhpMpacrjd8sn+s6IDj0WRstmvhSmnfTz5eOKyJkgD+ca7rS+1Pd03tqvVzi5Hu4yPv7xz74XmfwS4ZIZ+IBlv2DX3ygfGjXpgRnKXA8xBwPlKP/+ZbvX//j4bXP3eOAkToT0Gu/bzllWfMVYNhurltctY9Xaf/a7nj0wfi8WQkKwXMQxhAB/DWg8j3d3J/eNH63g8m9r1g2POCYc8Lhr0vGPa8YHjzB8ZfvDL33Jfei7bk4gomH0EQBEFWFVTAGxU+lvTdHS8/YfrxhdBMQPx73Ngyc/rlwT+dc1+ZAQAAnfW8avzZ1xZazbGoVHzxaODuruEP3p78a1vcAQBB33Sj/uXXLO+UeWwAAAnrg9kzLw/86YxLPQ0AACPWi4cNz/5h/p4xFpGKMBENtuzXffqhUdUnUsAAEHJ2VZt/+92RP/5Kt/3E7GcT/CKJhech6Oy4YHn1WfMl7VcKmNM6HuwfPlTvvTqVoaW2BtmNAU/MxXddcL++17z/fcP1T8wPys2d580d58wd58yac2bNOfPdLyxnDxi37zS8/un8hdYgnoqMIAiCbA5QAW9U4uH44Mnhzz+e3NEcnxUqYB7A211jLS0ynOsKD5NvEq6Oc9Y/PWOs0oWNEvFFI1778X8x7H937pYfPAAA4cTMwoFfTe760NYBkADfYK115/cMZzrCOhJh0tVVaS35nrFyMDwpEeHTCjgEADxEYvaF8PRi3OZLgo/rvDj96jPmC+cMxxumS84ERhaTAKkUcGyyY/Hsa4ZLXcHBBADwEXfU64y6Awn7YmRuOjw9G5niEp5QEhJxjz0yO/XkG1doq0i27BRwW2fg7742Xv6m1ntPDx47gAfA9/THBRPT42eHir+ve+Uvs0mcf40gCIJsClABb1D4WCjUvNdw5tjsZTuEhD/yEOJaT1tee95cMxqZAgDgAfy9tVMffl9f1hYaiIviS4bCprndL02+v8/WDRAEAIjGAtypV/T735277oBo0PXwguW158zVOqJKeQD/QN3U7mf0J1uDfeIIn1bA03GAeAj6LTu2DX5nm+mthoh9luurtr76rPnqqPv2Y+7UX6xt5sg8PJkFIVLAAV2n7XDJbPto1AOQjIe6vhyvVBmO31x878+jv/le7zMvar++116m8YF98Uzp6M++3ffMT4e+uWfxqEZqeHozkp0CfqBx/8N3+u/fswPwAAmAJAAPkHz6jyTE439+0/DKXwzJrfJAgSAIgmxyUAFvUOLRkOfqWxMHSwz7KqYPn5w6/On0sXJbx3zCAQB8EnyOe2WWV35guTIemQUA4AEC/Tem9j879mVLqEcsC+PBsGF256+MOw/a+4BI6lg04jz3e/2BHbNXFiDicXaetfzueUvNaGRmKUJt49T+748dvxt8LKEzlxTwHpOqH/zOoK1t+rPtI6/tNr+jdtWPxKMc96jS+upz5iumiGHeO3psYk+9u9LCA/AQfnoMmOch4Hhwa/aldx09pjgAJGLB1gO6nf8y+LMPZg6dmKustJ44PfG7koltb5hPnp05fWHuXLn5xOHRH/zL5OtHuLEgbAUVnJ0CHn3sevNH3R+W2y5bQZeAGYBFgHmAeYAFgHkAE0CHF070JF7+xciBbSM8jgEjCIIgmwJUwBuUSNhtP/nq+F+eG/rDX7U/+fXgMy9of/Jrw8F6/0MHJICHANdSbvn9DyyX9ZFpADJk23d9au+zYydaQ33iicCJUHhi7v1fGXcdsPc8GQOORUPcmd/rD7wzV7sIEZ+z65zl1efM6pEwjXCwYWrv98e+vBfskZhZzCeiwZYDus/2GlUPE+b7M7WHxr79K+PxnqiF/B7i2s9bXn3WfGkkxkEItNY/HJzbXu2PAkDEqVlSwFMAkORhcOp6lfm7J3yDs0kASMSCHZ+ObH9JV/SO48E8GZb0NG4f+u03h77xtqN1AQCSwNm+eG3kjTes56dgUWKIerORnQJ2T3rv7tG9/I75p1+6Tj2OXjPHGudj9bOx+tlYw1ysfjZWo4+/fzP43b2Lb/9mpOWwEecBIwiCIJsDVMAbk2QwOD7z3ovD2/51qmIybrTFA4HA7JT9RIn11BcuHQCEuQfrQQEfHD7xwciha7Y3f2PY+d50lTE5S7cXDi4p4KHIPAAf9F/7YOLLT+ZuuSAacHVXPFHAMwCQ4Kcuj1aXTexqB5MXAPhELHj/kO5w6cTuNt7kBwCeTwRbD+hUOyY+bOONfgDgIRa4u3/48M7Jj/vBKl6Ht+nIdj/gZNjj66nRn/9z/54XDH/5ofnVF6f+8KL1Dy9af/+i9Q8vWrc/P3nkl8P1e/utfZZ4VG4nPQRBEATZQKAC3pgkYzGHr63O0dwZMD15MZ0A3nnqV4aP3lu4HYaEn2srF86CGLgxtf/7Wc+C4FLMghiVmQXx4OORvdt0L+2e+fD1kfdV1h0P44tkzjLPQ2BJAWuJpI5zzdbrFbOlTRHXPKersb76rPnSYHgWgOdDzbsMp/ZPXebAngSigFsP6o7uNn6ifbLGLhkPPVDpPt8z+YmW7DvBJ5Phjo91n38wcaAbLH5x8jYb2e2GRv4Xsjitd6a6L1juHTM3HTHf+sx867Mnfzw4adZdsToezUHEj7swIwiCIJsGVMAbEql30dFIgDv9u7H9785dWYRIwNl51vLH5801I5GlhWu+3qtTH3xfX9YeGhArGT4UNs/teWny/X22RwABAIBoLOAof0W/7925G06IhlyPKix/fNZUPRS2PInQP3Bj6oNn9CfvB/slpBGfiAbbPx7e/vJo0Q57c53xXKXxO+87HpniAF9t+vvqs+ZLQ0vL3WKe7o7F1/cvjg0utFdN/f5Z86WhyALEkz7753+0Ht7rGHkizZ+MAR/5YPKjXnLWBp+Mh+4f0h15f/KjHrDSbz4a/uz9yUNPvtnkLPtMOB7An4xwCac96XYk3Y6Ey550O3hw052a8Uw4BEEQZNOACnhDIiVFYpEgd+a3Ywd2zF22QRh8g1etu4oMZzqXNi+Lu9rPWrc9Y7o0HDZLXB6N+O0nXtbvf3fuphfcAADh+PTC/l9N7tpt6wRIgl97zbrre/rT7aGhpQg7K6zbiowXtWGTVBoT0WDrAd3hncY9HcmFqHewwbr9GcPZ9tAouZxRwHSH34VB+819A2euTe38aHbbc+aa0aiNDyZ6LK8emt9R4+dpzKiARSxTAccBtAB3Q1BnhwYnNDih3gENHHQAzNBAqIARBEGQzQIq4I1JMBwx2M+ddVzpCLmefBUFt+3ga8a9B+w9UUhAcvr+7NlXBradddUQCTNoOXvI8EzJwgNLTOpQNT4eDTZ/MPzh9sk37sccABDwWurGfr3N8s4pLwcAkJxqmzv3ysC2085LRLEOWS6oDEV/XGgxSkdI9oL4bI/pUx04gI/r7Z17xv71qON4b4IHgKizQ6SAkzbvbOPo/g/GXvix4cUfmC8ZYrN+n/uWYYfafeRx8quYUQGLyG4WRALABlBrTBy6Edz/pevgR/aP9i8eOmCjn/2fOPZf8B5ti/SFYQvMpkYQBEG2CqiANyZeX6Dd/Fqx4ZUP5uoXI4aFqH3SPa6Zef/gwsk6vxsAAIIT3MNy7Y93WN+75J2xBh98OvzeTsPPqgNGLgkAPA8RT8TljNr8fCwJAJCM8bO3DJ/uH/3OLlubLjx5f75qR/9Pjyx+9ujJMreA0dl9SvviO9Z3LnpnpoJtnw3v3Kn/aZV/XPqYZT4RDTbvG/rk/clDvTAdAYgFYcha8qbpD584ejwJCHBd5y2/e8ZUxRz8BhDlF+zlbw+98P8OfO0584WJqH7ePXx65ERLsH6WiTkWbD2g+3TX5MGv9G6w9YDu050TzDeh1oO6T3dOHHgMFlTAKXDE+etzsZcrXc/+ZebtF42f/kx/8pejX/5y7Mtfjp345diXvxzb++Px3/3a8t3dCwe6Ar1+3A4YQRAE2SSgAt6oJP3RqfrJz7cPfO2Fge/8sP/bRboXis1ntSHmeLaIz7Zw/DXdS1/r/d6PBv/pn0f/rFpsiQNZFZaIJgyXxk4dM+64FbN6iLDhATzd101vfr3vh8/1f+07Q997fvLEQGiciTDALZ4o0f36SYQjJQcX78UgxQYBfDwavPvB4EfvTex7DFNBAEgmAr6bu3V/fHXs+8fdZqOtr9Ly0jeNFQMhC3tZLG67M/lZydDffct4biLQMWSv3jZc3hpo/2o1G5+IBe/t1n70zviebqJu+WQ82LxHq3pnfE83mP1L3+zVqnaM73lEvtnkZKeAuwfDz780dehP2t7TQ27tTGDe5nc5/Jzdz9n9nMPP2QOWhal7xsb9/b/+hWHHAQfuhoYgCIJsDlABb2TsnrGOhdPn5k6dnz15ZvFCjXcixD89ISE60Wy/eXbm1IX5svOu+4MRL/0lyfu6zVcuTb1RHbU6v/rWO+PrrpqrOj974pztYq1vMiCMcLLF3nR25tSFubLzzpb+iEcmeXx86pGjr8vTY4PAk6VySXuv4/5tx/musMsVcoz77tR69I6EUEM7vONdnPqad8wbm7GHhu84R2bji09pr8T0Y0dfp/vxIvgTwm98T3b/TczQbzb4HgZ8AoJumDbDxATMzENEYu85iERgchKuXctMAbd2eP/2n3X1J02w4IBkACACEH36E4KAJzo0/9uXRn6zzYSnIiMIgiCbgzVWwDzPJxJ8IpFM/eGTSZ7n+WRSPlgymeTJRz5CElu6myYTCUU3XYEIeSURJhM8z0uNx/E8H38SJh7nE2LlR2JIQiKWgAXb4y774frwtCMBQG6aTYTJlPmlgZJ8MhmPJxMJnomXieSpUmPOHfsqEA/8UuE+FY9EzPDEek+HSektyeT6e7fPJhWAj4V5xww/+Dip6UxqR5JubxIg+XSYpN+fNBj42trMFPCjLtcPnuu5ftcZAPADhAEiT3+CAAGA+TD86V/1b/xlFMeAEQRBkM3BWirgWCzh9YZttsDCgt9mk/gsLvrt9oDTGfJ6w05naHHRv7goHcxmCzidQY8n7PGE7faAZDAS0uUK+XwRjgtIBmDv6/NF3O6wTDDyIRE6HHI3tdn8DseTCFPlYukTcLnCaSPkuKDXG3a5wg4uaLcH6EcQbHEx4PVGfL6Iyxl0OAL2pZ/sXHBxzjdxzdx4dfpkX2Bk2u9zhfz+iNMZYmOTjNDni/h8EY4jEUqbcXHR73QG/f6oyxVyONgwAdtXMQdsNr/dHvB5I15P2G4P2mw0y0+CkTA2e4Djgm43W7hL8bAx2wIOR9DtCnk8YZcrRII9Hear4iDeQorD51tfpyYnEkniJOTj8YR9vojTFXQ6A07Oz3F+h90vyJTD4bdYAhpN8NKleGtrBveaHXSVvdxT/O707xqidU54DDAEMAgwCKAFGARoT8LRMf65k75fP6OreH0MT0VGEARBNgdro4B5HkKheG/vbFXV4I0bYw0N+vp6iU9jo/7GjbGaGt3Fi4NXrw7fvGmQDNnQoG9o0F+5Mnzpkra6eqi+fqyxUTrC+np9TY2uomKgtnakvj7lfevr9devj1ZWDlZXa+vqxlKFqa/X19WN1dQMVVQMXLs2kipMQ4O+vn7s2rWRysoBkrxUwRoa9DdujKnVuoqKgevXR1Ml7+ZNQ23tyMWLgzU1OhJMMmRjo76hQV9Vpa2q0tbWjiylRF9fr29o1NffGKv5ov/UicFjVw21jYZrtcMXLgxcvqy7cSNthINVVdpr10ZlDNjYaLh6dbiiYuDKleG6upTBiGVIhNevS0dIElNbO1JdPVRVpb1xY/TmTYO8t1RVaa9c0ZHUpvWW69dH79yZaG+3tLdb2tqe+rS3W9rbza2tphs3Ruvrxx48MEsGa2szt7VZNBprS4uRJK+52djRQUKaJeO8f9/U1GSorR1pbjZqNNa2NjMN2dFhaWkx1tfriTUaGvSXLmkvVg3W1Y/cvTvW0qy/e0d/86a+QegSYzU1+mPHjF9+6b9/P4OaGHWFjS0zxz8Zf/vdyUN7Fw4ccew77tz3BUc/hz6y735/+p2d+tovDZauBdwQDUEQBNkcrI0CTiZ5uz1QXa19662m06d7q6uHKisHxZ9Ll7Tl5T0HDrS99datjz5qV6uHLl6UCFZVpa2oGDh8WPPee/dKS++dPduXKsKqKu2+fQ9KSuqPHXtYWTkoGRv5vry85/XXG3fuvHf+fL9kmMrKwcrKgYqKgb1775eU1B8//qiqKmVslZUDJ050v/56465dzanuS4KdO9e3e3drSUn9iRPdqXJRUzN05Ejnm2827dt3/8SJx1VVWslg1dXaioqB7dtvb99++/PPH54/P8CEHKisHLxYrb10Sau+OHi5Zujjwx3bttUdOtR25kxvKrNUV2srKwfeeqvpr3+9feJEd0XFQKqQarXu8GHNtm11KlXHuXP9qYJVVWkvXOh/661b27ffLi/vkYywqkp78eLg0aNdu3Y1v/327bKyx2q1dAFYyQAAIABJREFUnLfs2/dgx447Bw+2XbqklSwREqFK1VFaem/Xruby8p5Ll7QXLgyIPxUVAxUVA+XlPW+8cXP79tvnzvVXVEgEI5/qau2xYw/ffLPpgw9ajh17VFk5KBmYxHnqVM/evfdfe63u6NGu6uohcTCao6qqwR077rz5ZtPxL7rPn++/eHGwomKwQiJT/eXlAwcPjn7+uffBA8X18Imcjds6zO17Br/81diun0z89UXj9heN2180vv2icfuLxoMvGmpKhkdODcUcCwBSE5ARBEEQZAOyNgo4Hk9OTblv3tRfvDiwuOiPxZKBQEzwCQZj4XB8bs778OH0xYvaR4+mo9FEKCQMFgjEwuG4xxMeHJwnY4o2WyAWS0hGGI8nOzosX37ZbTQ6Q6F4MBgLBiWCRaMJuz1w+nRvU5MhEIimChYMxkKhWFub5csvu6em3PF4QibY7Kz39OneW7fGo9FEKBSXTF4gEPV4wvfvm44fJxFKmyUWS2q1CxUVAx0d1ulpTygkkbxAIBaNJtzucE3N0NWruslJh8cTDoeZ+wafpC0YjCUSyZ6emS++eNjbO+t0BiXzSyL0eMIVFQM1NbrZWa/PF5EsDhJhb+/ssWMP+/vnPZ6wTIReb6SycvDKlWGHI0BMLQgTCsX9/qjB4Lh9e6K6ekjGLJFIfG7O29Fhra0d6ey0hkKxp/LLeIvfH+3tnW1s1N+6NT47641GE4FAVPwhBcdxwcrKwatXR5YilAgZCETj8aTB4KisHGxpMZlMLnKtZJyBQJTjQhqN9dixh2Nj9kQiKRVhLBCIRSKJQCBK3lpMTblTGTwQiIXDUY6LDg/HrlxJZnEiRjKSiPiCfs7uGZ9zD864h2bdQ7Nu7Yx7aNY7sxD0uGOBGCSTeCQGgiAIsmlYSwV8+/Z4be1wOByXCen3R3W6xWvXRoaHF+XjnJzkWlqMzc3GaFRu5X9//9zZs302W5r9scLheFWV9sEDqcPOnqa3d/bs2T6XKyQfzOsNX7w42NYmdRwbA8/z3d3TZ8/2ud1hmWAmk/Pq1eH+/jmPRy4YADQ0jN28qV9YSLFl2RJ6vf306d6xMVs8nmam59Wrw/X1Y15vmvsaDI5Tp3rGx9Pvn1VbO9LYqI9E5Nxgbs7X3m6pqxuTN4vfHx0YmLt1a1yrXZC/qV5vb201treb/f4045qxWOLq1eGmpnH5YAAwP++rrR159Gja4Uiz/3A8nhwYmDt1qnd21isfEgDInA2XK815FIkEWCxw/XrWpyIDQBQgCLEAxJkPhAE2+FYaCIIgCCJibRRwIpGcmXHfvj1eU6PzeuXWITmdwd7e2cuXdYOD8zLBYrHk6Kjt9u3x27fH5TVNd/f0qVM9U1Nuya0UKC5X6MKFgbt3J2Mxue4/kUh2dU2dOtU7Py8nZXiet9n8Fy70t7QYZYNBKBTr6LCcOtVrt8upqPFxh1o99OjRtM0mFywaTVy/PnrjxqjV6pJ/MBgeXiwre6zVzgUCctaLxRI1Nbpr10ZsNn8iIaeVR0ZsJ08+1ukWwmGpA+OWiMeTly/rrl8fdbtDqfZk4HnebHa1tBivXRuRN4vTGerunq6vH+vrm5UJxvO8Trdw585ES4vR6Uz/6KJWD9XXj6V9NpiactfU6NrbLWl1rd8f6e6ePnnyscXilg8JADdujFZXD83Pe+VdMRgEvR4y3QtCOa4wzHt5h5d3RSCI6+EQBEGQDc6aKeDpaUUKmOOCvb2zNTW6gYH0CvjWrfFbt9Io4EePpk+d6rFa3fJ7YFEFLC8c43FFCjiZ5BcXFSngYDDW3p5eARsMjupqpQr4+vVRi0WRAh4cnJe3HlHAtbUjNptfXhFSBRwK5UYBNzcba2vTK+BHj6br68d6e9Mo4KGhhdu3J5qb0ytgj2clFHD00aPMFPDcXHoFnMWJGMop702UXImqrkXPjPBdfpwPgSAIgmxsNo8CHhlZSwU8N6dIATc351IBP3y4Zgp4cXH9KuC6uhVRwLFYegWsVuva2iwzM5tQAV+tnf/8mPlBO9fSbNcOeHBjYARBEGRDgwpYmhUaA86tAsYxYAFrroBranRtbZtzDNh002y5OgIOm79jyqlZxEFgBEEQZEODClgaVMCSoAKWYW0VcCAAo6MrqIDj4XgiFINkko8kkrK+hCAIgiDrH1TA0qAClgQVsAxrq4B5Hubm4M4d6OpKG6U08wBjAINRGIrBUAy0URiKgREgzTYiCIIgCLIBQQUsDSpgSVABy7DKCpjnIRQCnw98PggEwOmE8XG4cQPu3QOfD4JB8PnA64VAAKKpi5QHiADYA7x2MXHDGjvXHznZGSl/GCl/GCnripQ/jFTpo61zMTOX9CZwUzQEQRBk84AKWBpUwJKgApZhlRVwPA6PH0NtLdTWwo0bUFMDX3wBO3bAnj1w/TrU1cHVq1BTA62tYEq1qzUPIQAtwBut4e+96/j9j63vPTe+73n9nuf1e57X731ev+d5/RvPGn/+27lnvvBWLCTT7LGMIAiCIBsHVMDSoAKWBBWwDKusgKNROHECfvIT+MY34JvfhK9/Hf7+7+F//k/427+Fb30Lvv1t+Kd/gn/8Rzh8GEZHU0ZumI2/e9r1xm6T6gN941Gz5pzl0SXLw4uWhxctj6osD6ss98sslR9NvrdT/xfV3Nm7AdwCAkEQBNkcoAKWBhWwJKiAZVhlBRyLwdGj8H/+D+Tlpfz8zd/A/v0wPZ0y8gedgb/7/wyn3xrytxrAawfwAvgBfAC+pT/cYJyZvKD7xfd1v/vzTBLPwkAQBEE2BaiApUEFLAkqYBlWfx6w0QgffAD/7t9Jy9//8B/gO98BjUYu8ged7n/8bv/9ZgcAACQBkgD8058kAA+J+J//zfDK6wbZSoMgCIIgGwZUwNKgApYEFbAMa7IXRGMj/K//Bf/+30so4P/+3+HoUZibk4t87LHrrR93v39yscoE2jhMASwAzAHMAcwDzAEYAR544PNH8Zd/PnJw2wiPY8AIgiDIpgAVsDSogCVBBSzDmijgyUl44w34L/9FQgE//zwMD8ttBAEAHqOv5cDwK++afvaFs6wrcnUiVjcVu26JXrdEb1ij1y3Ral3s/fpA0Z6Fd3878uCIEecBIwiCIJsDVMDSoAKWBBWwDGuigAMB6OiAf/gHofz9H/8D9u2DmJztCcmo399/RV/55769z+v//APTKz+y/v5Hlt//yPLqj6y//5Hl7e9PHv3F8M29fdODlmQCtwZGEARBNgmogKVBBSwJKmAZ1upEDI8Htm2D//SfnlLAv/kNtLami/qJvfn4tGuudeZRleXOCXPjUfPNz813jpnvfWFu+dL86IJ5vH7K0zMPET/gjsAIgiDIZgEVsDSogCVBBSzDGp4JV1UF3/nOV/L3P/9nOHECOC5t3E+IAMQAAHwQ48BjB78DvI6Y0xG0O/xxTxAiqHwRBEGQTQYqYGkyVcBzc1tLAS8ubgkFzPMbQwHPzMCBA/A3fwN5efAf/yM88ww8epQ2YqDmfuiHdi8s7fyQBEhqA/zFafhsED7qhfNTMAgQTh8fgiAIgmwYVk8Bs2tokkl+etp965ahpmbI5xMqYDak0xnq6ZlVq3WDg0IFzPNfhUwkvlLAgYBQcvFMjN3dM+XlPVNTHvkUejwRooBlZAfJSFfX1KlTPfPzaaZI2mz+8+f7W1rkFDAAhELx9nbLqVM9DodY6n2VvvFxR3W19uHDNAo4Hk9SBSwWrKxZiAIeGJgLBIQKmLVzLJZUq5+MAYsFK2vAJQW8GBENIPL8V7dOJJI1Nbrr10c9HgmJRYOZza5794xXr6ZUwCSg2x1OpYDZmwLA0NDCrVvjzc2TLpeEAmaz7PNFiAJOJNIo4Olpj1o9JKOAaQICgZi8AmYteePGaHW1dn7emyoBJNp79+B//2/Iy4P/9t/g+HGw2+UT+wRbCGrH+B1HuRPnOHJTLw/tDnj7ou93H8x+/NHUZwetHxycKTnKne9LGIKK4kQQBEGQ9c+qKuBYLOl2h4PBWDSamJ313L07cfmyzu0OA0A8nqS9fjLJBwJRtzucSCQ5LtTfP3flyjAZA04kklR48TxEowm3OxQKxaLRxNiY/e7dyTt3JoiWSiSSrD4OBKJksLm3d/bMmb6ZGW8iwUejiXg8SXVJMslHInGvNxyNJny+aGXlYEuLMR5PRqOJWCzB3Jf3eiM+XyQSiSeTfHf39JkzvTabHwAikQR733A47nKFQ6FYPJ50OIKVlYP375tIZlk9mkzyHk/Y54tEo4lwON7VNXXmTB+RetFogtVt4XDM7Q4BgMHgqKnRPX48Y7MFkkk+FkuwESYSSY8nEg7Hw+H4jRtj9fVjU1PucDhOskwj5HkIhWLE/sPDi6dO9eh0C35/NB5PxmIJqrdisaTPF/H5oskkH4slL1/W3bgx6nAEIpF4PJ6MxZ4YkOchEIh5vZFgMAYAo6O28vKekREbKW5WLkejCY8n7PdHeJ5PJJJXrgzX1Y15PBESISv+fL6I3x8JhWJms+v+ffO1a6PELMTybIRudygSidvtgZ6emcZGfV/fLLEzfYDheT4WS3i94VAolkgkh4cX796dbG01OZ1BcYTJJB8Ox/3+aDgcDwSiV67oGhsNySSfSCQFeSHXut0hnuetVveVK8MajXV21ptI8LFYUjBsTGILBGI+X7S3d7a8vGdqyk2+F6jbRIL3eiOhUCyZ5Ovqxi5f1i0u+gQGXyqdhMcTBoiMjSXeegv+63+Fb38bRkb4QCCRSCTSbt3QP5346XHPb345XrnXQgIbOP6vdeEXt5n/rXjw1i5tx57B06/rfv7DiZdUrtN9cdwLAkEQBNkcrOosCK830tJifPx4xmbzLyz4NRrrtWujs7NejgstLHz1Vj2Z5IeHF2/eHJ+e9iwu+kdHbY2N+sePZ5zO0OKi3+//aszY7Q7fvj3++PEMxwXHxx0ajbWlxWixuOz2gNMZIqqCCOWhocXbtye83sjAwHxl5eDiot/pDE1McDZbIByOk9ji8aTNFmhuNo6M2DyeSE2NrqPDGokkjEan1ery+6NE+sRiSa12vqvLOjpqi0TiAwNzFRUDHBd0u8NjY3anM0QzMjvrbW+39PfPLy763e7w5cvDDx6Yg8GY2exaXPTTXESjiZ6ema6uqclJZyAQ7e+fq6gYnJ/3ud1ho9EZicRpSKvVff++eXbWq9Mt1tWN6XSLc3PexUW/yeRkB0fD4Xhnp3VgYN7hCDY06JubJxcWfPPz/qkpz9SUmx2UNZmcd+9O2O1+nW6homJgYoJzOkPT016r1U2nB3i9kbExe1ubZWKCi0Ti16+P3ro17nKF5ua8Vqt7ft5P5lckk7zF4urunu7qmgoGY+Pj3PnzA+PjjsVF/8QEx06ucLlCAwPzGo3FbHbG44m6urGmpnG3O2w2u4h2pG5gMDh6emaGhhaMRieRtgsLPpcrpNfb2Qg5Lvj48fTQ0PzYmE2nW2xpMfb3z/n9UZPJNTPjpbF5POHWVlNn55TbHR4dtXV0WDQay/y8z24PjI872MHvWCyxuBjo6LAMDMz5/ZG6utG7dycSCd5icRmNXDAYY0XwwoLv/n2T1eoaH3fU1+v7+uamp702W8Bkcs3Pf1XKJKRWO9/ZObWw4BsZsZ07NzA97QkEYsPDixwXFGj6ri5rd/d0IBBtbDTU1Y1xXHB+3me1uufmfKxLeL3hwcH5gYEprZbr6oI33oDdu8HjiVmtnMXiSjtu3dHt/eYPB29WjIPdSb7p7PV+50Vt/ZERfmg64vNHo6H4vNNzb/LPrw7+uRR3Q0MQBEE2CauqgEOhuFa7cPfuZEODvrXVVF09dPLk43v3jCMjNpstwPbW09OetjZLU9N4U9N4Y6Ph1Kmemhpdd/fM9LQ7GPxKqQSDsd7emTt3Jm7eNDQ26qurhyoqBu7enRwdtbndYXbU1mx2tbaaurqsly/rPv/84b17k83Nxjt3JubmvOxAnc8XefRo+sED8/37puPHH128OKjRWBsb9QMDc6HQkwGwRIKfm/M+fDhVVzfW0WG9cmX46NGu5ubJ1lbT3buTNluAqgSvNzwystjUNH7nzsSDB+Yvv+y+cGGgs3NqYGCeVcDxeNJqdWk01vp6fXu75cqVkaNHu27dGu/rmyOik4bkuODAwPzDh9PXro2WlfXU1+tv3Rq/eXN8aGiBjGUSYrGkwWB//Himrc1SXt5TUTFw/76JRD497WEnBNtsgcePZ7q7p2trR44c6bx9e7y11djYaBgdtdFpCbFYYmHBf/++6c6dibY2y4kT3efO9bW3mxsa9BqNlT668Dx4veGhoYWGBn17u+X69dGjRx82NBg6OqyPHk2zkxwikfjMjKe5efLWrfH2dsvJkz1nzvS1t1s6O6eMRic7RM1xITJd4dat8StXdKdP9968aejosPb2zrLTx0OhmNns7Oiw3LxpuHFjrLJysKZG19Ji7OqaslhcNFg4HO/vn7tzZ/LOnYnr10fV6qHq6qGGBn1bm3loaIFVwDzP+3zRnp7ZlhZje7u5vPzx2bN9Go21qWn88eMZ+shE8HjCQ0MLjx5NNzToy8t7rl0bvXVrvLHR0Nc3J5ijEgzGJia4u3cn2trMN26MHjnS1dCg7+iwtLSYWH8AgEQiqdfbu7qmurqmyst7y8t729rMN28aHjwwz8352BKMRhNzc97OTvPt2xN3785++unMZ59Z2ttNnZ0mvd6WTHeK8f0O199/o6e5fZ7u89DW7vp//vnxw7opgMjSxJsEBL1/2Tb06z+O4qnICIIgyOZgVRUwz/M+X6SnZ/bixcEzZ/oOHHjw/vvNV64Mj4zY6AgrIRpNTE97Ghr0Z870ff75w507733xxaP2dsvioj8eT7ARulyhx49nLl4cPH780YEDbQcOtF2/PqrX28PhOPuyOBSKGY1cY6P+4487duy4XVb2+PJlXXPzJMcFBSlcWPB3dU2dP9//3nt39+9/cOnS0I0bo6OjNjo2STCZXA0NBrVa9/HHmh07bp861XPt2siDB2YyqYDi90fa2y1XrgyfPdtHIrx2bXR01CZY/5dIJMfHHdevj166NKRSdWzffvvUqd7OzinBgrNkkne5Qg8fTpeX95SW3jtypOv06b6rV0cmJjjBgrNwODYxwdXVje3e3bp7d+uZM30VFYMdHVaXK8RmJB5P2u2Bzk7r8ePdf/3rLSL6r10bNZlcrPJOJPixMXtzs/HSpaFdu5p37249f77/0iVtV9eUzxdhC85uD7S3W+rqxo4efbh9+53PP39YV6fXahcE04sTCV6rnb9503Dx4uDOnc0ffth68aKWzB8Q+IzdHmhtNZ4503vwYNvu3a2nT/fdvWscG7OTuRZMRhI63cKVK8OffNK5d+/9Tz/tvHp1pKdnRqAsnc5QX99cdfXQsWMPDx1q/+ij9jNn+pqbJ02mp8baCfPzvq6uqcrKgV277u3e3VpVpa2v1w8NLQo8IZnkvd5Ib+/s+fP9O3feO3xYQx7YRkdt4knVJGRt7cjhw5q337594kR3Q4P+4cMpgdvAklyurx/bvbt1587mc+f6qqq07e0W9tGOMjZmb2gYO3Wq59ChtiNHNFev6jo7LVNTbj7dmG33Q9cLz/Uev+EwRMGbBAB4OOD5xS/7G+67wwBJgDhACGAuDG+8ZXj7zTEcA0YQBEE2B6u9FwTpkp3O0NWrw9u3337rrVt6vV0gKQCA5yGZ5Hme7+mZ+fjjjj/9qb66ekjw9plAvuG44Pnz/W+/ffvDD1vZcUSWaDQxNeX+4otHv/nN1StXRqxWNzsJmMXpDD54YPr972/s3t2q1c57vRHJjj8YjI2M2D/5pPNf/n/27js+ijr/H/havtfL96qe+rPeVzy9Ozsq4qnYCyoIioANkCIgSAcV6b0TkgAhtPROet1kS3azvWRLtvdsyfZeZubz+2MhBAgBPXQ38f18zOPkZmcns5PZ3Vc+8/m8Px+V1tb2WK3+i7qxJl8vjhMWi6+urmfGjIrNmztUKtdFjYj9gsEYh2PesqXjo4/KyGSNzxe99PBwnIjFsNrannnzzmza1N7RoU2+ikuPEMNwg8Hz1VctX3xRm58vTI7VG/QEhsPxsjLJ9Okle/bQORxzPI5dukMMI6LRhEbjWrKkfsGCmjNnZMlwedF2BIGiUczjCRcWij/4oOTQIVZ398WRsf/nBgIxqdS+eHHd4sV1ra2ay5VlCIfj5eXS1aubly6t53It8Th+6XlOEott27dTFy+uy83l+XzRRAK/6PUSBEEQhNcbOXlSsGJF47p1bd3dVhzHB/beHsjpDHV0aOfPr161qkkstvl80UtPYHK3iQROoegWLqxZu7a1vl4RjSYuGnvXLx7H2GzT9u3UqVNLGhoUgUA0Hh+8w24igZvN3q++apk9u6qsTGI2+5Lvi0HPklbrzs5mLVhwZs8eWl9fcGDP9SFYRJ4jn7InfayenuWvcCIWQnxXoCNfsr7AuZdHOBAyIlThRwtq4uvmS5u2SCEBAwAAGBlSUw0NIaTVumk0PZWqH7r8ltsd5vEsZLJGrXYNvcOenj4aTc9imYYovxWJJMRiW0ODUqNxX1qjoB+G4TZboKVFzWKZBq1R0M/vjwkEvY2NSpPJO0Sfy0QCNxq9zc1qDsdyUePlRdzuMJdrbmxUWa2BIdKGyeQlkzVstjk5Au9yotEEk2ns6NAqlc5BY2g/nc7d2KgUCHoHrY3QLxKJU6n69nbtFcvJaTSu+npld7dt6BOYbCOnUHS9vf4hjlCnc3d2Gmg0/aVtpQP5fFEez0Kh6Hp6+obYDCGkUDiTV8vAbuWXSl4JZLK2s9MwdNk+hJDdHujo0DKZxitWQ3M6Qzyepb5eOXQRPYRQLIYxmcbWVo1WO0g1j4HC4bhEYiOTNUJh7xWbfs/v3xvVdpizN0hXfS7fsrZ3086+b/fYl23Wv/K5+uUVppX5vm+zPRt29O7aqaKWaF3Sq64wDAAAAKS3lCVgAECKnc3JCQdDR90syv5Qtv5dxYKP9e8vs0z9WDx1mnDSIuNnH+gOzpR3HxHFHe6hdwYAAAAMI5CAAfipw+N4LBQOe/uCul4/1+BtU3ubld5mpadV7ePoQ/q+RDiBoAMEAACAEQQSMACXheNEIBC94mxwI0UMoTAKB5DTi1w+5PIhpxeF/QgN1U8JAAAAGI4gAQMwuHgc6+sLqlTOobuqAwAAAGDYgQQMwOBUKieFomtv11xUMg8AAAAAw12KEzCOD14XDIDU8nhQe7uVTDZbLOHE8LlIiUEL4wEAvi8MG6p6DwBg+LpmCRgn8GA06A17PWGPN+z1hX2+iM8T9iT/74A1Xm/E5w25+5x6nZalVFE9fnsgGujfzBv2+iN+X9jnCZ1f44v4vGGfN+wNhL2hsDcMy7BZPOGwLxQKBIPBYDAUvFAoFAqHw5FIJBwOB38AoZD/0kOKRHyhkMdq7dHp2Ho91+vtjUQu2CwW89ntfSyWvqxMRKcrMSwQj/vCYc+APaT8rF76ovyBgMNuV6pUdIOBGwp5IhFfyo8KFliG9RKJ+L1ei6KHbDaJIhE/QfxExgMA8FNxzRJwMBqkqWiVgsoyflkFv6JaVF0jqinhlpRySysFlRWCimpRda24toRbUi6squIU55V8uXfXszt2PlNPP1Yvri3illTwKyoFlZWCyjpxXaWgsphTXMGvqBBUVAgqasW1lcKqcl5pO7+cw68QCioEsAyPpZzHq2Gx2hkMBoPRxbgQi8Xi8XgCgYDH4zGZTMa1xGQyOzmcRj6/6qJDEomq+fyyvLy5e/aMy8h4o709o7u7buAGEklVY+OpvXv3FBUdpVILRaJKobAy+ZBQWJlcBILKVJ/YC5bu7joa7ciJEzO2bh19+PAkLrdUJKpOt4OEBZZhtVQK+BVtzbu3bXr0RM60blF1PDZUrXQAwLBzLRMwU8OsFddWi6pb5a15XXk7mnYcaDuQz8pvkDS0yFpKuaWZHZlbG7ce7zrVKKwqLFmasfv57Vuf2F+5OoN88Cj9WJXwTIuspb67Poees6t5156WPRX8iiZpU72kvoxXtq/twJa6Tc2cIqG4pltcLRZVi2BJ+0UsPiMQNHA4VBaL1dXFZg3A4XAoFEplZWVubm5ZWRmHw2GzL9jgv8Nmsbr4/FaRqPaiQ5JIGoTCqlOnZm3b9tTevS+0tx+SyZrF4v4DrpbJ6hob83fv3ltQcJROL5HL6ySSmuSjcnkdlVpy8uThxsZ8DqdSLK7uf2JqF5mshU7PycmZ9u2392dkjOfzKyWSBrG4JuUHBgssw3ERi2u6u+uFwqrK6rUfzrnhm82P0btOx2IwHgCAEeWaJeBYIqZz6mS9MmmvVGwWl3BLdjXvKuYUMzQMpV0pt8rru+szOzKP0I60KsjKXimbU1JZsTrr+Cd7a9YfZ5xolrV0WyQqu4qj4+R05mS0ZxRxigRGgdqhFlvEZ4RnMjuysjoyRRpmr1XW2yuxWGAZFku32Sw3GjUGg16vN+gH6O3t5XA4x44dW7p0aXZ2ttlsNplM+mvGoNfrTSaFxSK96JBsth6LRUwmHygq+qK8fLlM1uJwqPqvqN5eid0uk0g4Z840l5U1Uqk0s1nS23t2J253T2cnbevWvPr6VpVK0NsrSZNL0W5XqtWdHR2ZJSVLGht3mEwiq1Xef9iwwALLd1p6e6UOu1Kmppe27Jm//sG1h95q7Dodjg41AScAYNi5ZgmYQASGYwihSDzC0rGapE2d6k5v2IsQimNxvVPf3tPe0N3gDDoRQhiOBSL+NkljRsvuZlmLwW1MPtcZcPIMvGpRtdAkTOAJgiBiiZjZY64UVNLUNG/YG8diOI7heAKWYbRgg0EIqdXqzMzMDz/8MCMjI3kVDbrl9zbopUIQBIbFzWaxVNosl7cGAn0IoUs2wwKBKJkZKDd1AAAgAElEQVSsa27WGY2BSCSOEIbjCYRQT48jM5PD5doCgXjKT+zAA8aweCwWTnZeTK5J9SHBAstwXZJdfnlG/qmu0+2SxqKu03ldp11B17X6ugQApINrXAvCF/GJLeImaRPPwEvGXwzHDC4DuYfM1DB7Pb3JzbwRH0PHrpe1dKjpFq81OXbdFXRx9dwWWYvSrozEI8nnKmyKNnkbR8+x++3X9lBByimVyqysrIULFx49ejQc/lH72NlsCqWSqlLRIxH/5baxWMJabcDpTGDY+ZUqlSc7m8/jOcJhKLkAwIgVioXbetpPswvtQafcrmyQNdHVnVafNdXHBQC4Zq5lAo5jcbFZfEZ0pkPZ0es9G3b1Tn2HoqOuu05lVyXXuEIuoUlYyiulqmjOkDu5MhAJsLSs+u56qooaS8QQQrFETN2nbpY1nxGe6fP3XcPjBOkAx3GJRHL48OGtW7cWFBRotdpY7EeaeIIgCLNZ1N3dIJW2Bods1yEIIhJJ4Pj5sKtU9mVldbHZJr8/+sMfKQAgBWKJmMAoqBZWN0maEngijsVlVmkeK4+j5yD4yxeAkeKaJeA4Fpdb5eQecoeiwxfxIYRwAncGnZ3qzlpxrcPvIBCBEMIIjGfklfHL1A516NzAgmA0qLQpa0Q1AqMAI842uDmDzkpBJUVJ8YQ9yT4SYCSJxWICgeDIkSM5OTlVVVU8Hi8YDP44PzqZgCWSBpmsZegEjBC6qLquUunMymKx2WaYKA6AkSoQDZxgnKjrrrP77TiBI4Q8IU8eK69R0mjz2XAcyqIBMBJcswSM4ZjFY9H2aa3es/eJcAL3RXxGl1HXp+uPsBiOmT1mWa8sNGBcbTgetvvtGofGfa5JmCCIYDQos8rMHvO1OkKQPgiCsFqtXV1dZWVlpaWlNTU1dDrd6/X+aD/96hPwRSABA5CeYm6bqquj9OTxI8eOFdbUCzVmb/j7vEndITffyC/mFPON/P75ZWKJGEvHquuuoyqp4TiURQNgJLiWI+HiWJy48BZR4pIp33ACv3TOKozALmrlJQgCh/LjIxeO42KxmEKh0Gi0pqam+vp6CoXicDh+nJ9+9QmYIFA8jl3YCwISMABphsBifiurtnjv0oWfvj9l4nvvfbZsxbE6qtLq/h47E5gExdxilpblDDj7V+IE7g17OxQdJdwSs9ucwIbPRJEAgMtI8azI4KcpHo/TaDQymdzT08NgMNra2qhUql6v/3HGwxEEYTYLJZJ6max56AQciSRMJl8odH5aVEjAAKSbiN/JLt0x843n7rvnkTlLv123ccO2reu355azegzfdVcYjjVJm7Kp2QPjbz9Zr6xKWNWh6LB4LNfiwAEAqZSyBIxhWCwWi0QilzYJgxEvGAy2tbVRKBSLxcLhcOh0ukAgkEgkNpvtR/jpBEGYTN3d3U1SaVsweNlWIpstIBJZWSyT230+lysUzszMdEzABEEkEoloNPqjDSgEIE3Ytfz1054d+9iYFz5Y1Uhhy2WSbiGPJ1VbXZet9DKoOBaX9kqrRdU14ppkPSIcx8PhcCwWS97d9IV9AqPgVNcpvpH/Q7wQAMCPKTUJmCCIcDhss9lMJlMicaXbSQQeDQeDgUAwHMUhLg9/8Xjcbrd3dHSwWCyHw5GcDU6j0XC5XLVafcWnEzgWj4YDfp/b5XI6XR5/KBL/bgMlCYIwGnuEQkp3Nz0QGLzzcTyOcTjmlhY1j2cZWPZBrXYdPszmcMzpVgsCwzC/3282m3+0ziQApIewhlPz2qibn3x+8lenWdELPwy+0xeGL+Ir55fXd9erHepkF75YLKbX6x0OB3auJqIz4MztzG2TtwWjQQIKQwAwnKUmAeM43tfXx+Px6HT6FW98J6L+bnZbS3MTmSn5fiMbQFoJBAIqlYrFYiUbfbu6uvh8fm9vL4vFkslkV3x6JOjVy7lNdZUnTxw7euxYYT1VoP1uLccEQej1Oh6PKxDw/f5BWomi0YTJ5G1uVrFYpose0uncx4/zOByLz5deCTgajZpMJgaDIRaLU30sAPyYXHJq4di/3/HiewszOwzB2PcvHGTxWLIp2RQlpf/OZDAYbG1tFYvFsVgsuTIUC5F7yHXddTw9L47Fh9wfACCtpSYBYxhmt9tZLFZ7e3soNPRk69E+NWfdnMkvPz9u4merO7qNQRggN8zZ7XYGgyGTycxmc29vb2dnp0QiCYVCNBqNx+Nd+ek6SWXWN9OmTH7trXc/m/PZu1OnLfxmSzld4gxErvIACILQ6fRcLk8gEPr9g8x0KpXaDx5kHjzILCuTcDhmFsvEYBiYTCOXay4p6V67toXBMITD6fXlF4lEDAYDhULh8+H+LPhJCai6ysfdc9OYV6Zvqeq+KP9e/V1Ds8fcoeioEdeoHefvRAUCgYaGBj6fH41GkwkYJ3BnwNkiayniFDn8cL8FgGEsZW3AydvfFApl6ARM+M2ixmOvPHTPz0jX3zzq8e0FHUoHNAMPb3q9vr6+Xq/X+3w+s9lMo9F6enoQQlQqtbOzMxq9QtuqTtixe/6r9/zfP/819vWVXy8fO/qeh8Y8/dn2YoX5auuaEQSh0+l4PJ5AIBi0DbijQztrVuW6dW05OZyCAlF+vjAvT5CXJyguFu/cSZ037wyVqov9F01NP4RoNGo0Gul0ulAoTPWxAPBjwi091Hkv/+vx0c+9u+SAQKZy9tktJpPZZPP7h25eGbALHGdqmAXsAoVdMbBSZyAQaG5uFgqF/Qk4iW/kn2Ke4ug5/RU8AQDDTioTMJfLpVKpQydgq6yz/MDSd6d+PHbMmDeefeLDNVk1XZof7TjBNUcQhEKhOHPmjNlsDoVCJpOJSqXKZDKCIFgsFp1O7+3tjceHal7VCin7l0x8+qUpS7adsDj1W5a+/carz0z9+rhUf7XtMVdMwEJh75YtlMxMVm1tD5/fy+VaWCwTm20Si60VFZJvvknHNmBIwOAnK+g2N2SvfOXJf//6z3dPnvnFsmUrvlm58usdx6g8xdU8PYEljC5jXXddKa80EL3gplAyAYtEoosSsCvkYuvZuZ25POOVb1sBANJTuidgZu2Jb2a9tWxP3q49uw+unPbyB4v3FZJ/tOME11wikTAYDEwm0+v1JkMbhUKRSqUIIb1eL5PJTCbT0M3ABklnxorJDz30+GPPvbF0xaKnHhs15oXX1x5rNzoG6c8wqCsm4L6+EJ1uyM8XNTYq+/pCHk/E7Q67XOFQKM7jmffvZ7BYpmAwve5FQAIGP1l4IuYySPIP750xfeq770+bPO3D+UtXHChsEOuuaoRAOBZukbXUddcJTcKLatgHg8GWlhaRSNTfDziJQITVZy3iFLXIWmw+G1SvB2A4SucEjCPkyd+35tXH/7H8QHleUcHpzZ/96/FXvtiUY40j+LwZphKJhNvtNpvNiUQiFoslu65KJBKEUDgcdjqdfX19Q7cBG2XMzJXvPTDq73+7874XXn7xn/f/4+kXJ6zYWy43XrNeEAihYDDW1qbp6NAFgxccjFbrzsnhcrlpVwsCEjD4qTobTANuB5falLF396adu7KLSrlasyd6VfNW9AX68rryqEpqOHbxsOxwONzW2tbd3Y0lLu71hOGY0CRskDS0K9qTpdMAAMNLGidgPIbbONsWTfnrL3829o0pH0yfOvmlx3/1m7+9/slqstIbjkMZmuGKIAgcx9GAwVvd3d39D12xPrRORD24bNIzL02avzFH77DRi3fNnfjSzfc+l1vP8V31AVwxARMEYTL5FAqn0eiNDvgeTdsZMSABg584gsAT8XgkEg6Hw5FoLIFdVfFMf9QvtoiLucUSi+TSR6PhaFtrm7RbSmCD74uipBylH3UGB5k+AwCQ5tI3AcfDPkHlrplv/+ePN93z7tSPv1i84JNpE+7+yx8ee3bCt8fb7V6YmX3YC4fDFyXgq6ERtO9e+MajY9+avS7H5HZ1Fm795JUnf/HXR7KqmYOX9r3E1SRghFA0ivn9Mb8/mkicv+UACRiA4csb9sqt8jZ5W5O0qb2nvVPTmc/O31y/eVP9pjxWHl1Fp6vpLbKWGlFNo6SRrCTX8+sPnDqQV5/XKmmtFlXXS+pb5a2t8laKgkJT0Vrlrbuad31Z8mUhu5DcQ+5QdNSJ68RmcSgWgpmeAEh/6ZuAgx7b6XUfv/fmS2PfnZ+RdaSqqjznaMbM1x5/9tmXJi87pOqFEbjD3vdLwHox7cDSiY+MfvbVDxaeKCratnzOe6+9PvbNebVdPVfZL+EqE/CgIAEDMHw5/A6GhnG883gOLeck82QOPWd15erZebO3NW47Sjua15V3inlqe+P2NZVrDpIPHmceP0o+uuHwhq15W3c17vr6zNe7WnadYJw4yTx5innqMOXw2uq1qypWratel0HOOMk4mUPL+aryqypBlT/ihwQMQPpL3wTsdxr3rf5k6Yo1B88IbS4/Qsjv6aMU7Fi5+PPpS3aI9H3wATPcfb8EbNd1lx1c+c7rLz782BMvvPjyf557d/ainVXtcudVT1EBCRiAn6ZoIuoKuowuo9Vr1Tl1teLa453HizhFSruyL9BncpvYOvbxzuMHyQcFRoHVb9X0aiprK0/UnMil5uYycikqisVjsfvtMqusrrtuT+ueGnGN2WO2+WwGl4GhYext2dve057qVwkAuCrpm4BjYb+ASWZxBRrH+UEGvl4ln81o6+Q5fGEYDDfcfb8EHAl49HJuS2NNUVFBYUFhcXkjnd3j9CXwq/6T6Hsl4LN7hwQMwPCFE3iyboM37JVZZbXi2k51Z6+3FyOwBJ4we8xN0qYWWYvEIkmWRXN6nCdKTmRXZlcLqmVWmS/iw3DMG/Zy9JwaUQ1Lx7L77cndKuyKJlkTuYdscBlS/CIBAFcnXRPwJbeQLr2pBLeZhrvvl4D/e1eZgHGcCIXiLld44OQXkIABGO5iWExpV3YoO2hqWn+EtfqsPAOvUdLYPydcFIvKjLJdx3cdqz4mNp6dbDwQDch6ZeQeMlVJjWExhFAci1u91k51Z7Os2e63Y0R6zZUDALicdE3A4CcgzROw1xuRSGxkssbhOH+JQgIGYFgLx8N8I7+uu65V1uqP+BFCCTxhcBlaZa1nhGcsHguGYwQiAtEA28A+STm5/+R+OouerIbmCXkEBkEZr4yj5yQroMWxuN6pr+BXtCvae729F5UTBgCkM0jA19hl26Uv98Cg6wesHLyle0S0f6dzAiYIQiazc7lmo9GLDSiEZDB4jh/ncblm31V3O/5xQAL+4Vzmzfbd34Pn3rYj+E2d/pxBZ6u8lalhWr3W5JpgNMjWsTvVnXKrPJY426yrtCtZelarqLXsTJlELEmWoNf2aSkKCt/IdwTOzkBp99l5eh5NRdP0aRIYxF8AhhNIwNcWgXCv16KSs7rYTCaDyWB2sekCvcoaGHIK3VhAL1bxaQwmq5OhVpn8kQu/XeN+q13K5LM6aZ0iLr/XGcVGxm22tE3AgSDW3e2orla2k3VOR8DlDPX1hRyOoM8XZbNNBw8y2GwTtAH/lERiPpOCw+IwOhlMNrNLrnUEg1d4ChGxa0wiOquLSe+Ui+XOALpgHh887vcouVIOnc7gdbEMJlckvWbZHqFwAncH3Wwdu9fb278yGA0KTUK9S9/fghtLxHpsPTqXzmg3tre1yyXy5JxwepdeYBSEYue/s6xea7e52+qzRhPp9ScxAOCKIAFfU0QU+Wtq1r/79HXX/fb6G0jXkW78xe9Jo5Z8nMG2ocvOY4dFpY3zH5x8G4l0/a9JpMkTlzfwEIqgZAomEIrpGrfueZJ0x29IJNL9f7pl3WGp/arm+kx7aZuAu1i2BQsaN2yg5RzlFxUIT53iHz/OP3GCn5cn3LaNMnfuGSpVN7Bz8CU/4Ac8+MuBBPxD4qrOLHnz97/6E4lEIv3u+hue+fAApS0xdKOti39g2tL7SL/++XUk0rP/fv5wQxzzovPXhldbl//2H8f8iUQi3Xzd9fOW5wlVCI2Mv2zTHEEQCTwxcB5jAhEYjl00szGGYwihQCCQnBU5Go0m5+tJ9pHo3wwn8ORziZS87QEA/wVIwNcUFkLq/fu//vTn//p48aoNGft27Ni1d9PRtjqeNXiZXBQ1NHFOvDHurYmvfbR819ZNcx65c9y7H4+vN+n9GEIIj8ec1KXbl7/yj3Efrdqw49tPJr33wO1P7qjcJx8JE4KkVQImEEIohML00o1fvvXgM7/7/cO33Pr4uPe+XVXgrGgwUZoUDQ3K1jZNTg53yZJ6Ol0fiZxtLgoZOzs3Tfnywzdee2vh9BnlzRpPcMAeEYroK7bkLnxt0uT33nh716YsvhGhBLr2KRkS8A8jjpCaf2jmttdHvzxl6xdrM3d98+WKF0aNeXbB+LV0fgIbtN0v4dHoq6fO+uSNx8bP3bZj19JXnhw/5slnTgubLGfbeYPdmZW7X37wxSmfLF63bdWXH97316cXbp7L8CQSkKLSSygYam5uFgqFyQSc6sMBAFxLkICvqagfNc76ev3S330j0V70si7z4amr/ObgC6Sb55xc0YUQQt68MXPee+p/JlR0aPwIoXhQT559y8TXn7t1p9aIEDIXdKz+459f+OrdveIR0FyUVgkYIYT3MfRFn338+IN3/+72UaPuuenXpNseeO75bwWFDLfOEjSZfH19ISpVt307tavLGAoTCCEUE3QVL5390O8euuvP//vre/9w/SszTtNb+tuScKfPUJIx84lX7/rFHXfc9UvSvx95ce0eS9DyA7woSMA/DA8iKvc89+Drvxu7nIU0CCHUG2ueNvnOsbfdtvK4M9o72HPcsrrSt0iPvL/oucIQQgjRFx6eezvpxcPb600IIYTioh2vrxz3l9+vpJdaEEIa9a5bn359yl3zOsxh6EiaXgKBQHNzc38bcKoPBwBwLUECvpYSQadw411fzntz7CGz0nnFgsUJhETtO5fO+eXYFQXSlghCKIocuScWzH/8t8uP8G12FIx6Krfe++zsV9bu0SIHQggTeOjfTrhl1rSPCjsRGuTEfceP6NR+oqdTAiYQUouKFi3+5Y3vLS3fxUVGfS85Y9mHY0Zf98vXZp4Q0M+19SkUfUeOsDkccyiKCJzQHHl+yfT7bviktLI74GUdz59Kuv3Db948qU9u7Osua/7yV3dPWvTCfonP4xJufWL2xPt+uay9QRG45i8KEvAPAu9FpozVT898cdSmilDcgRBCPoQaj7w56eNbp+8QR+SDvMt1WnrGl796bMHy4lMulEAIhep5ucue+tnc1ZlsOSIQohW8//6s2yev6/KLMYSQFal3rXr+s+cf2F4diPZdur9h9aYeYSABAzCCDY8ETBBEKBTyer1Yeo8Bi/qU1TMeXrtkyTopurCbwqAfnTFEVJct/+KV6z85QDfJEUIojhC94dtlk0jvbG4ydqPeiOLAZ39979OJRxoQ8iOEkCnam7f0lvEzXt+VF0Sui3dIIBSx8Cqbt8+taqs6cvTwmgkTpo9/a/yyA5/XmKMBvqV538q3J3zw1jtvL9uzoMbU609xg9O1TcChUCgQCESjVx6PMkgCJjBkzy1a997//uaNVaWqZDnQPiUze/nHY//y+7e+yTvI8fRaTAhhWq3nyBE2h2ONYAGc6C6d9MSMMa+Pr3ArcIQSfFvZm889Nmfcx9UKhBAKamp3bbrrL6+tLNzSgxBCSLbu2JLxf717a1a7zjfIYQ1yqLFYzG232MwGe58nPuT379Un4Fgs5vF4bDabSqXSarU+ny/N31YpFUCh9iOTX5j+yBsb5EiXXOPYt+jtT/49emOVJeYc5CkMSfn6N0mTV+0kM8927ZWom/dMJ728ZH1LM4oi/+ldL37y1h0rCxwJM0IIeRGqO/TGR+/fMjtDHVYNssOEv5dL2TO/uiLn1JmKDdOmzXzttXc+W/FBnlJqVSBlwfaPpn342hsTZq+YflrCMMF4rCsIhUI9PT1qtdpms7lcrlhsqCGtkIABGMHSNAEnEolwOBwOh/1+v9Pp7O3t1Wq1er1+6E+rVAuGPfSjL49fPW3xNrqghcli0dkstsIYSAzeaRePIHfe6QVfPPHLJYcFJh1CCCUQ4pN3LP3shme/LtWxA/owa8t7N82cNj2ferbF1x72lW+8+7m5L63LNCHHxbmFQMjbXbBo3T9Ib8/5/KUpc1+7/bZ/3varn98/7jfj95eU7i/a8NFLt952/5+vv+6up2+YkFcvdf+gp+OKrmECJgjC4XDo9Xq9Xm+3271ebzAYDIVCyRHcl26cTMBCoTB4dkw/gXqOVR7acN/MymKRJYQSPp/X4tbUZC9deA/plVk7lpcoFT1yhGIajScri8Xh9MUTBjxY+O0DEz5+7Js8F7IhhJAJWU8svXf65Kd2liZQBPF5OV+/T3p1fS6PnvwRiNJ54JuXSVPWF/E5g70IhCJeg6xX3W3qs6slEkZzc2FhcWZRXUlju4zfzm5voja3dDK6GDK90u7HEhcUD4jFYmazmcFgiESii15sIpGIRCKhUMjv97tcLqPR2NPTIxAI6HQ6n893Op2JBNx8H4JHfGJW9rxnPz9IOdksFXVUcQ8veO+LXa/uYBgG/csh0iI8sfrp62avPkQXnU3AGm3nwS9uHL14dW25K4z0GeuenzNu1JaqUNSBEEIBhDpOTp4y85b3t3JDkkF+FVFb9+n9j5M+ePelcXO/fvPeUY/f8qs/3fsP0nNb1h/K7DixZPL99z34hxv+8P/uIo3dvala84OeixHA7/d3dXV1dnYKBAKpVGo0Gt1ut9/vH/TjIhgMDhwJl6pjBgD8EFKZgDkczqAJGMMwu90uk8nEYnFnZ2dDQ0N9fT2FQunp6bmaFr7UsQVd5VsemPj2724ZPfb63/6eRCL96Xd/mbCi1SQYdHMiiryF+V98MeYXi7J4Jg1CCCUQ4rZtWzLjxnHflOu5YUOYu+2Dmz+dPu10B0JBhBCyhTyl6+8eN+flDdm9qO/iO7AEQj5F5aqND5N+c9+s1zZRlVFfDDHa9nw0ifSrX945Z+JOmjLswaynTi/64OGfv76yVN6V0uRzbROw1Wrl8XiNjY11dXVkMpnH44nFYr1eH7ykbhVBEHq9XiAQSCSS85cfEQ/4vCqdWSLvYbE4ra0tXcK842vfmUQijfvowJY2ZyQcRgipVK7sbA5X4Mb8PZhi39xRn04cd7ABIQ9CCDnxePWOx96c+diKDB3yhZrpu5aPJX22tapbihBCBEJibt76maRnVmV0NgxyIWMEoapf+szm9//95eHMCY88eh+JdP0NPyM9u+a1zfnciiVznrz7JhLpf37+S9LT89/a3WLvtaABBZgSiYTNZmOxWANPZvLmidVqlcvlfD6fRqM1NTWRyWQKhUKn02UymcPhgAbgqxBySPKzX/rto78hkX5xF2n0ti1Nas/lto22iU599Z/rZq46SBOcTcAqDW3//BufWrymrsobRsasDeNmv3jvxopA1I4QQgGEyMffnfLpLVN38EPSQX4bMae86OiLP/u/e8bd9XEZ3eqOIXlPx4Z5v/3tX3/36gOzS+k2TyLQzMldMOZnz360urImiIa+XfATh2GYy+WSyWR0Op1Go7W1tbW0tFCpVD6fr9Vqg8Egjp//YA2Hw62trZCAARiRUpOAkxmXz+d3dXUl1+A47nK5LBaLXq+XyWQikUggEAiFQplMptVqDQaDzWYLBK5978lrSuEVbZv269Fj73prdta+zfv27tu7YfvWrxdNys7OEWgQurje52UScOu2JTNuHLe24oIE3H42AVtDntJ1d78w55WNl0vA8rLlW0bf+NSsk9+Sk/HWpypauOZvpIem5q5pSz7BIDyyYP4dN886wi9z/KAn5AqSl0FXV1dPT89/v7dYLOZ2u81ms06nUyqVEolEKBQKBILu7m6VSmU0Gm02W3/etdvtIpGoq6sreWlpNBpht1wgFEvFPDazk8MTS3uUxrYVez5//q83T16Wy+D5EYHjCKGeHkdmZheL64i7JZhs16x7Z73zQmYzQl6EEHLhRP2ex1/77NGl+1TI662nbl/6xHWfb6+R9CCEEIGQlF+4YQ7pyRX7abWD3PnACFxeM/e+qff97pa3Ns5ds+/wwbW7dn38+ujnHvq/N1/7aPWydTt2bfry23nP3HXn8/c/u/JwE5PK5UvEIqVSabFYLBaLQqGgUChdXV12u723t1epVPJ4PA6Hw2QyaTRaV1cXn88Xi8VqtdpsNjscDr/fn2z0wgGOXybfxBBSiwq37P/0/fc/XrJ87badm79d/ul70z7cuOxApxjDBrm9E20Tnfrq2SESsOlsAi4/n4Dbcs8lYNlgCbhPWnh43I2vvrP4g5NuN0IIEUHlib2jSM88N3/iCY8TIYR8Hm7W6r//8eMvM3cpUShOIJTqE5rGEomE3+93OBxWq1WtVovFYoFAwGKxOjs72Ww2l8vt7u42mUwul8tkMjU0NIhEokHvJgEAhrWUtQH39fWx2ezGxka1Wm00GuVyOYvFotFoHR0dLS0tNBot+W1tNBqDwWA0Go1Go+FwOBgMBtJR0B+MoqAkIDqy/KVPFq8oPtfCF0CJ6m/+OGXx+EPVCF3c9ZOIIm9B3sIvnvrF4iy+SYsQQgmEeG3bl8y88flvyvWckD7M2TrlphkD24DDnrKzbcAW5BgsAUuKl2wf8/M5OYJCY3JNUFa6fNd/fjY3h19gSK4J91Su3PvMdR/ubD0kQNFwIBJKwSkLhUJut1uj0bS3t/N4vFAolOzI+9/sMBKJJK8Th8OhVCrFYnFXV1dbW1tbW1tHR0dnZ6dQKFSpVHq9XiwWt7W1lZxTWFh4+vTpgoKCM2fOtLVThAKuRkBu/nb8zLde+dP7J3NZ6r64z2a1ulz2zk7Jzp31dQ3dDh0d79kz575ZE1441NjfBozV7nr89VmPLj+gQSDP5CkAACAASURBVL5AI23HsjHXzdlWLZGd/e108/LXf0Z6euVBev0g0QkjcEXT4oemPHDn794qOsTsCyJvJFKX88LtT5L+fN1z2fvpvX5C3yfYs+jRB0ff8cIHB2v35leWFuQVFBQUFBSUlpZWV1cXFxcXFhaWl5cXFxfn5+efPn26pKSkpqamra2NxWJJpVK9Xm+1Wp1Op9frdblcyaxs+Wkzm81mszkcHrSzkhehqgPj/vXsDf9+9bSNjSGErPH6ye/8v6dvunX1CVfUeukzoq3Ck2v+c92sVRk04fkEfGDBjU8uXlNX6QkjY+aGcbNfvHdTRXBAG/CkKTNu+WA7LyQd5LZMzC4pyHru+vlfZ2yXojiGEIo7ZMVHXrx+wTcHt0lQDEMIYX2KstyXSPNW7FrdiTQmm9NmTvV5TV/JHsDJt4DVatXpdMkvoKamptLS0vz8/Ly8vMLCwoqKiqqqqoKCAoFAAD2FABh5UpaAvV5vW1vbtm3b1qxZs3r16k2bNuXk5BQVFVVVVZHJ5K6uLi6Xy+PxuFwuh8PhcrlsNpuVrpK9ygx6LSISkWAoFI6duwtpDTqL197+wtw3tubYkeuiwEpEkCc/b+EXT/5icfalCbhMzwnqw+yt7980Y/r0PEp/AvaWbbh73JyX12eZL5eAl24f87NPD7FOapJr/NKSZduf+tmnGV0n1WfXyMpXbX/yhneXH/26TM7jsDg/7qnt6upisVgcDodGo9XW1ubm5paWliZ/xcmH/svdJi+Y5PXDZrNpNFpjY2N5efmpU6f27du3du3aZcuW7dy5c+/evV9//fWUKVMmTZq0aNGiffv2FRQU1NTU0FhCRvXhoi8fve/3j9724LyVZdWFjY3NDQ0NDQ3t7S2nT5evWpW572ARn1aI9+yd+4/Prm0Crpl3/4q3n/2kKn60SdpBrmpoyPn21dvfeeT+F7+qziyjMBnN5Nbjm8ff9f5T/359U+P242eOHT60Zs2aSZMmTZ48Ofk+WrZs2aRJk6ZOnbp8+fKjR48WFRXV19czGAw6nd7R0UEmk1taWpqamhrAOXV1dXV1dRbLYEXqcCsyZ331zIyX71tX7E3mXR9CdVlvTv7w9o93dUcUl9aCiLQKT6555rpZqzLo5xKwWks/sPDGJxavrqv0hJEhc/3zs18YtbnyfAJuP3HlBHzD7BV7N/BRBEMIxRzSwuznrp+zfM8GPgonEEIxh6wo+/kbFqw5sLQdVTe0tjTUpPq8DgONjY3Nzc1kMjn5F3JHR0dxcfHJkyf37NkzderUd955Z9asWTt27OBwONAADMDIk+IEvGXLluXLly9ZsuSrr77at29fMgx1dHQIBIKenh6FQiGVSgUCAZ/P53A41yyC/QAYnZ0648CZ2pIfl7agu3T9rWNmv7TuoAn1XXx/M4ZQY+XqReNJH+xrN3YjhFAcofbar5aNJ72/nWzqQfaIPnvBXyfMeutQNZa8z66PGU4svGniJ+P3lybQJT0RzyXgC/Ku71wCZp44n4BXbnvihonnEjA3FaeWy+XS6fTa2tpjx46VlpYm79f/l/tks9k8Hi9590Aulyf7QjCZzPr6+vz8/MzMzM2bN69YsWLRokWbNm3Kyso6ffp0Tk7OkSNHjh07dvLEieKyM7WNbZ0lG/bOfv6Rm+586O1NM/bSKykShUrXazJqtVqz2dDeztu2rariDMeiIOPSXbNGffb2i1kt/b0gUP3e0a999siSved6QYy+bv72Wqni7G9Hxi/cMJf0xOV7QSiq5/5j1cRx89tQi9zvsPRotZTcD/9v/utPfVrsaBb32XsVMnnLgan3Tn1q1Mvf1m07dqak4FRubm5WVtbRo0cLCwtPnTqVm5ubk5Nz9OjRY8eO5eXllZaW1tTUtLa2MhgMPp+f7FZkNBpNJpPRaNTr9RqNRq1Wq1Qq9U+VSqVSqVSDzg6IMDPS7l76xPwX7j9ARoQXIYRCCHEKJ3/w+a3vb+VFpIPMZcyR1WyaRBq/aksrNTn7CRKq63ZOJo1fupncgeIoVrz/5Y/evXXxKQtmRAghD4pX7Xvl04m3LDxiCusGOYjBE3DWc9fPXr5nA++CBDxv5d41DCRV6oxaZarPa5rSaDR6vT75FjCZTBqNJtnvjslkJtuACwoKTp06dfjw4ZycnJMnT544cYLP50N3eQBGnpQlYLfbTaPRcnNz8/Ly8vPz8/Pzi4qKysvLa2tryWQyl8uVy+UKhSL5adVPl5a0Wp1aq/PaNJhTzeNopXrfuQFKvVH76WX3jJ89cV+RG3kubkTAEFIzDiz78k//nnGEU+5BCGFIsz1jzif/+Nv6U2KHD8VjvuaDj4ye8crilQLCgRCKMq11c1+4a96UuVUihC4ZTHXVCbhsxfYnb5yyvmxHu9tk0BlTcV4NBoNCoWAymeXl5a2trck0ptVq/8t99u9HpVIpFAqRSJQc/nXmzJlkb4dk34D8/PyamhoOh2OxWOx2u1KpZHF4tI5WcsWRrLnPvfXPe357+4RPMtpOdtlo7Sp33/lspFa7Dh/mcPmuRECB6TIW3PfRpGf31uLIjRBCDhSp3PLw2588tibbgvyJts69K54nfbK1vFt89rcj4Jxc/xFp3OpsRssg36dnE/Dyt5+d3YDEnuRT1NWf/3Ppm0/PqAxTNNGA16hWtx2YMuqDMf8cv4OaW9sl5DIlEknyxq5SqaRSqWw2O1k+RSaTdXZ20mg0CoXS3t7OYrEkEolarbbb7cmR73Bj98qIPmTP2/LK1DcfWJRlCpsQQsiLgqe3v/D227fN3NcTGax4mc3IOrr2r6M+WXRsb7IwtLOQdmDG/X9Y+nWOwIgQQoLKT9+d+/eX5zU6ODGEUC/GXfb5uJlPjs5oC0UHKZP3XRLw7OW71/OS24ChJBKJZM8ru92uVqvlcjmbzaZQKDQajU6nczgck8nk8XjMZnNjY6NYLIZ+wACMPKmsBcHj8Wg0ms/nw3E8GAyaTCa5XM7lcltbW5ubmzs6OqhUqlwud7vdgUAgHo+j9B3cQeAIIVtrX/6nf//Tp89/Xs07+0JlUenuiePWzf+6WX+2Nehi1qbNxyeTfv/RwXlNcYRi+n3/mDZp9P981tplCCKEEkEHe/Udk9958rdreD1hhKTZVXNu+P2ETVNy1YPt7GoTsLR0+fanfvbpAXquEiGEp+S8IoTC4bDZbKbT6RKJpP/C+N4IgiAIIh6P+/1+g8HA4/GoVGryjj+dTheJRBqNxul0RiKRWCym1+uFQqFIJEq2/J09Hk0bb9uTD/5p7N/+uWh5QdnGjILsrOKGhhYOh2U26zAsihBSq91Hj3K53L4YbsZjldsefnPmI8sPm5EFIYR0SHvo83s/mfifg7UIxZBUeOrbT0jPfpXV1YohhAiUaGzfteoZ0ozNFSLxIL++SxNwPBwWH5/5r+lj7n9jc2t2BY1ObWioz9n+5q0zXnzqw3wrt5dACE+2TkWjUYvFwmQyRSJR8qsax/FEIhEMBpPhWCAQUKnUurq6pqamlpaW1tZWsVhst9shBw8pgZCmafnYz5+855kMVZsToYTaefqVV/7ff/4yalNRIDboUFK/itw447p/T571SKYZIRSu/mjH9D+T3s/f125PbqA6/M637/zxhnm1x3sQCojZK3/16DtT7/ma6x48un7nBAxTyw0BwzCn0ykSiVpbW1tbWxsbGxsaGtrb2/l8frJ0TCKRwDAs+ZkQCASgGhoAI1XKakEkEzCDwej/Ao7H48Fg0O129/b2qlSq5Pjc5Ej2rq4ukUhkNBrT+ts64QiJKg5Mf238s089/O67b7w7YeJL7016bckXR6k1Gm/yuN3iKkbW9G2VnBrlua86P72nafrrD4x++O7/THj7ncf/MOqZ91Ys7fZaYwRCiMBiUd22Q8teHPXbR157efyLjzz96M2jJ5zoKHUO+llMIOQVnZ637gHSe7vpR5TJNT5x3ufrHyC9t4t2RHFuTf789f8kvb+bfmSwJqwfTSwWs1gsnZ2dMpnsv9+b2+1WKpUcDofBYCTrHggEArlcbjQaHQ6Hz+eLRCL932EWi0UkEolEogG10kzKyt0rHh495Yu8RXn60409eQWc2ioujyejddA72ihcrsTjx7slgUMHmRx2bxSPE4ShceYjM557+uEckxRHKMJUZ/37oafnPfNFe3KAlKnl4P5HfjH6i8NfchFCCDHm7p075hePHcqlWwabMPCCBCzxIYSCBkPH/in3fvD0g+8e4FWz9A6bSq/vOP3R3xe9MXZWdbzbe/7J8XjcYrEwGAyx+OJ03f/Oslqter1eoVCIxeLkiRKLxW63G+7wDikeYG8vXTX2gXueH/PM2xNefWncnfc8/e6mhQVaLYYjhKJWmfjY9Iz8kiO8aBwjEEJE1OgSLlr09tj7/jR6woSJY+948ImHJ3zcrmUHzl5+uKOgNeftR//66NjHXnrzxVcf/u19L60+slMfS+CDvq+jNtGJfY+Spi3YupqdTLdRm/jkvkdI0+ZvWc1GoQRCKGbvPrX/UdL0+ZtWsSABDyUYDPL5fAaDweVyhUKhQqEwGo0Wi8Xlcl06GjIUCkECBmCkSsd6wAiheDze19dntVolEgmFQiGTyVQqVSwWX2a8djogzv4va/2RL8bccdudd955699ueunB0fvLLP7+oOKk7apZ/L/Pripb19L/QkJ4gl7y3stT/vbn2+/+x99u+3LhTqY6WTqNQAjhCPX2VG7b8Pc7H7vjb3+59dVHns6uMHi9l/z4c8cQ1LTsOzljzIYSSa2pf83+UzOe2lDS3b9G27r/1IynNhSLa0w/4Bm5omtbD9hoNLLZ7NbW1ra2Ng6Ho9VqrVbrpcWA0bkZMbhc7gVzwqn3nZ7/n9tID3ywoWBtFXfNihPfrD6xbdvJrOy8vdn1B462nz7dRq5rOnG0ZsHS+g6aIZZAiEC2M++tm/Ovn7+wdW8RnXpy48ZxP79vwa4ZDWdbBsOahq6dd/zrtQ+fmF/USafmffbg+28+ftceHtUYGexFYATeU/XZ35e8MWZmHer2IoQCOh05Y9LtHz332LQCJ9eKEMIR0tbNG7X09Sdn1iPhgClNrn5OuGQpKJvNJpFIpFKpy+VK6z8s04LCTNn1+SP3P3rbzbfe8a+7/m/6ykIB/9xjQT2dueZ/p3z5zXunPOGzY2DjCCmoG+csvPXmUXff8Ze/TX/zowoWQmHUP/Ofx60uzXzyoZdv/cvNd4y++95Nu+tVVoTw8xsMFHdrGsvnPrHlQEFOD4piCKG4W9tUPveJLQfy+9d4tM3lc5/Ysj/vqDy5BgzO7/cnO8Tb7Xa32z30xR+AOeEAGLnSdE44hFCyTCmGYcl7Un6/v6+vbxh8VScisXDAd1bQH4jG8QEfnP4un3DH0gOMI439w9gIhBKxYDDk8/n8fp8vHI4mLmwgxLF4JOLzBQbd4cUIPBGNhQKROBbHr35NalzbWZH9fr/H4wmFQvF4PHkTE79MkddLZ0UmsLj80HNLHieRSCQS6XrSDTeSSNdff90NJBLp+hv+Z9Q72TN3mHOOsDZ+8NDLD93z/545XN6oPZdW+Jz8hVNIpJtIJBLplutJH62o6R7QBtsXDxXtfu6fj5FIN9z4PyTSE4+8kVEWxy8zFx9G4D1VM+9e/NqTn9Ym0y2GY/KKmfcsevWJT2uQwIUQwhChOPPZ3798dfSntUjwvRJw8gwQBIFhGIZh8L1+FTA8EQ37/X6fz+fz+/yhcGxAs3nUhFS79h+vWX3SFj0/FwWWiITCyfe0LxQMxRMXhFuCwOPRgD/o8/l8AZ8/Eo3jQ7wXCTwRD/sj0VgMv4o1EH+HNPDKv+LFDwkYgBEsfRPwRZJdPNP7M2iIXHr2IUzZaihavrlaVqoY8kkXfFUOtcMhD4G4ZMPB16TKtU3Ayb+UrmbLQRIwgTuFlZ3le7KOZGcc2L9/z+4tW3bMm/fVFwvX7Nu3P69B1i5O9PQ4pGeWbF067R+v5JXVaxNno0fUb+IxM/bn7Nq2dWfuwSyW2B46O0KRQAhhCDnU9SVndm7bs2fvtp21Fc0652Wb+ghEeA30UlZzDc2EXNHkRn5TZxm7uYZuRu5Yco3XQC8bsM1Z3ykBg+9k6Dcb7lS7K5YdKWvey8GvkD7P7WgEv6lHmGQCFgqFkIABGHlS2Q+Yw+FQKJSrTMAjQ6ibpjy1pbzHxk7b3hw/omubgK8eQRA6nX5gAh6UVOpXqS68OO3FrQX7XprVdKbFGA0PUger/wec+8flNrialZd+4Q625ty/IpGIwWCgUqkCweCTcIMfSMymN53e1MDkNvlRAjLSyBIIBBobGwUCASRgAEaeVM6K3NXVRSaTf1IJmMAxPB6N4wQGn6WpT8B8gUDo9w8+1TZBILs9qNd7ensDZ+8rE7incnPB2pUT17EbGLZoMPZjHvMVRSIRvV5PpVL5fP6VtwbXEIHj8WgCwyD+jjyBQKChoYHP50MCBmDkSVkvCKfTKRQKmUxmGg9uu+aIy/z7JyqlCVjL47GFQl4gcNk24FgMC4XiwWAcS/69QhCYQdRZS/52P4fG7g0GLinHnFLxeNzlcqlUKqPRmOpj+UmBN/VIFolEpFJpupchAgB8L6lJwARBBAIBo9Go0WiShX7BT1AKE7DB0CMQUMViRiBwmboalzwp+R+NPng0m8Vhm/z+9GoDJggiFosFAoGf0p+UAPywMAzz+XzhcBgfaqQiAGBYSk0CRudKPcDHyk9ZChOw2SyWSBql0tZg0PWdnqtUOrOyWGy2ORBIrwScdDXD2wEAVw/eUwCMVClLwACkNAGLJJJ6mazl6hLw+e+/NE/AAAAAALgakIBByqQ6ATcMnYAxjPD7ozZbIBI531EHEjAAAAAwAkACBimT5gnY6QwJBL1NTSqb7Xy9CEjAAAAAwAgACRikTDon4Hgc6+oytbdrtVp3NHp+GLhG4zp6lMPhmP3+9KoFAQAAAICrBwkYpEzaJuBgMKZQ9JWUdDc3q8LheCyGRSKJSCSBEJJI7JmZXRwOtAEDAAAAwxgkYJAyaZuA5XJHZmbXsWPc5maVSuVUKPpkModc7tDp3E1Nyo0byUymMRSCKn4AAADAcAUJGKRM2iZgCkU3e3bVhg3kEyd4VVWysjJJcbG4pKS7qkq6f3/nggXVNJru7ERxAAAAABiGIAGDlEnbBMzhmNeubdu6lZKby62ulldXy6uqZFVVsrq6nqysri+/rKPT9QM7BwMAAABgeIEEDFImbRNwPI7ZbIGWFjWdrg+F4okEnlwQQj09fTASDgAAABjuIAGDlEnbBJyk07mVSqfPF71oZU4OJGAAAABgeIMEDFImzRNwKBR3ucJOZygeP9/lV6FwZmZCPWAAAABgeIMEDFImzRMwQZxdBoIZMQAAAIARABIwSJk0T8CDggQMAAAAjACQgEHKQAIGAAAAQEpAAgYpAwkYAAAAACkBCRikTPon4GAwptW6B4ZdSMAAAADACAAJGKRMmifgQCCmVjvZbJPbHe5fqVI5s7PZUA0NAAAAGNYgAYOUSfMEzGabWlrUUqk9FIr3r1SrXTAjBgAAADDcQQIGKZO2Cdhq9be2qvPzRTU1crncodd7jEaf0eh1OIJUqn7HDmpXlykYhF4QAAAAwHAFCRikTNomYC7X/M03LTt30kpKuplMA4Wia2vTtLVpOjsNp08LVqxopNMNkUjixzxmAAAAAFxDkIBByqRtAqZQdHPmVK1f35aTwyksFBcUiPLzhfn5wpKS7t276Z9/Xk2j6WMx7NInAgAAAGBYgAQMUiZtE7DB4KmokJ44wWtoUBgMHp3Oo9G4NBqXyeQlkzXnekHEL30iAAAAAIYFSMAgZdI2AWMY4XKF29u1bLaJuHBaZIPBc/w4j8u1+HwwEg4AAAAYriABg5RJ2wSMEMJxQiy2sVhGnc4zsMtvfz1gvx9GwgEAAADDFSRgkDLpnIARQj5ftK8v5PVGEgm8fyXMiAEAAACMAJCAQcqkeQIeFCRgAAAAYASABAxSBhIwAAAAAFICEjBIGUjAAAAAAEgJSMAgZdI/AcfjmN8fjcehHzAAAAAwokACBimT5gmYIAirNcBmm53OUP9KSMAAAADACAAJGKRMmidgtdrFYpnEYlsodH7yC63WnZPD4XDMfj/UAwYAAACGK0jAIGXSNgGHwwmDwVNXp6it7enp6XM6Q8FgzO+PxmKYUGjNyGCy2SZoAwYAAACGL0jAIGXSNgF3d9t276YfOMAoL5fweBY228xkGplMI59vLS2VfPVVS2enIRyGWZEBAACA4QoSMEiZtE3ANJr+88+rN25sP3VKUFMjr6yUlpVJysok1dU9Bw92LVxYQ6Ppo1HsxzxmAAAAAFxDkIBByqRtAhYIerdsoezdyygqElOpuo4OLZmsIZM1dLrh9GnB6tVNnZ2GcDhx6RMBAAAAMCxAAgYpk7YJOBSKq1TO6mo5na5PrsFxAscJhJBS6YSRcAAAAMBwBwkYpEzaJmCEUDSaYLNNXV1GlytEEET/eq3WffQoJGAAAABgeIMEDFImnRMwQshk8ikUfRaLLxo93+FBoXBmZkI9YAAAAGB4gwQMUibNEzBBnO38MKAJGGbEAAAAAEYCSMAgZdI8AQ8KEjAAAAAwAkACBikDCRgAAAAAKQEJGKQMJGAAAAAApAQkYJAy6Z+Avd6IQuEcWPYBEjAAAAAwAkACBimT5gnY6QxJpTYGw+hyhftXQgIGAAAARgBIwCBl0jkBR6NYR4e2rk4hlzvC4Xj/eqXSmZ3NZrOhHjAAAAAwjEECBimTtgk4EIhJpY7q6h4aTR+JxAc+dK4N2AQJGAAAABi+IAGDlEnbBNzT03f4MOfoUW5Li9pk8mq1boXCqVQ6DQZvc7Nq06Z2JtMYCsUvfSIAAAAAhgVIwCBl0jYBt7Sop04tXrOm+dChrqNHuYcPs7OyWNnZrNxc3saN7bNmVVAoulgM/zGPGQAAAADXECRgkDJpm4Dl8r7sbPbBg8ySkm4OxyIQ9CYXmcxx5oz8229bGQzDwM7BAAAAABheIAGDlEnbBBwKxVUqV2OjikrVu1zheBxPzpCMEOrp6cvMhH7AAAAAwPAGCRikTNomYIQQjhMKhVMotBqN3mg00b9eqXQePszmcKAWBAAAADCMQQIGKZPOCRghFArFfb5oKBRPtv4mKZXO7GwWm232+6EeMAAAADBcQQIGKZPmCXhQMCMGAAAAMAJAAgYpAwkYAAAAACkBCRikDCRgAAAAAKQEJGCQMumfgKPRhMcTicex/jWQgAEAAIARABIwSJk0T8CxGKbXexgMQ19fqH8lJGAAAABgBIAEDFImnRMwjhMikY1C0YlE1kDgfOEzlQqqoQEAAADDHiRgkDJpm4Djcay3119bq2hsVNpsgWQvCIIgEEIKRV92NovDMQ+MxQAAAAAYXiABg5RJ2wTc2+uvr1cUF3czGIZIJJEsDOz3R2OxBJ9v2bevk8UyBYPQCwIAAAAYriABg5RJ2wTc2WlYtKh206b2Eyf4Z87IKyqkZWWS8nJJTU1PRkbXF1/U0Gi6gRPFAQAAAGB4gQQMUiZtEzCdbli4sGbjxvbcXF5ZmaS0VFJc3F1S0l1VJTtwgLlwYQ2VCgkYAAAAGMYgAYOUSdsEbLMFmppUpaXdTKYxHsdiMSwUiodCcYIgxGLrgQNMFssEtSAAAACA4QsSMEiZtE3A8ThmtQbq6xWtrWqXK4zjRP9DKpUzO5vNZkMtCAAAAGAYgwQMUiZtE3ByG6HQymKZzGZ/LHbBjBiQgAEAAIDhDhIwSJl0TsAIoUQCD4fjgUAMw/D+lTAjBgAAADACQAIGKZPmCTgJw3DifCcISMAAAADASAAJGKTMsEjAF4EEDAAAAIwAkIBBykACBgAAAEBKQAIGKfP/27vP6LbOO9/3tGduW+es++LMnTOZO/eeNfdkEmdm0hM7thO3xHFkx07isTNx7Liq25IsS7a6ZKtExepWoyhSvVCiKLGKvYMkGkESJECA6L33Xvb+3xdUoSRKpGwBG6B/n/WsRIIIYiOvvtnr2f8n9ws4nWb9/tgtT8KhgAEAAPIdChg4k+MFHIulrNagQuEaH7ujo+7CQoFQaA4GUcAAAAD5CgUMnMnxAlYonO3t2q4uvc8Xu/6iSuU+fFgoEmEaGgAAQB5DAQNncraAQ6HEyIirrk7Z0qI2Gv2hUCKRSI8dgzw05Ni/ny8UmkIhFDAAAEC+QgEDZ3K2gEdGXIWFwv37+Zcvy4aH7VKpvb/f2t9vlcudlZUjn37a0tNjiEaT2bxmAAAAuI9QwMCZnC3gpibVn/98fuXKxv37+UVFosJC4cGDgkOHBCUl4g0b2mbOvNzRoU8kmNvfCAAAAHkBBQycydkCVihchYXCoiJRfb1Kp/Op1R6FwqVQuPR6X2OjatOmtt5eYySCe8AAAAD5CgUMnMnZAo5EkgqFq7ZW2dtrZMefCEek03mLivAkHAAAQH5DAQNncraAiSgeT7e36xobVXq9b+wZuDGYhgYAADANoICBM7lcwETkdkcsloDbHUkmv8yJGNfvHWtYqvdSqY5KdXT+2jqjpfN6skXvx/cBAACAe4QCBs7keAGPSSRSDHNjI8Q9nQnnj7F8XaqwJbK+NLDhlG/DKd+G01fX2uO+jad9amtq0l8CAAAA9x0KGDiTFwV8i3sq4HZN6qlt3t+/ql79u4Gz74vPfSA+8/7VdXKW8OwHfVZ54Mt+CQAAAPjyUMDAmWlfwPU9wYf/JC/eoTQ0GSx9NovEZu67ukwiq6XPFg/gcToAAAAOoICBM7lfwCzLxmKpdPpL7oJoanA/+yRf3G4kihIxRAxR+uZ1y6gJAAAAyAYUMHAm9ws4HE7o9b5w+Mbo33sqYH6LZ+YMcX2vL3IfrhoAAADuGxQwcCbHC9hkCohE5u5ui3qRsAAAIABJREFUg8dzY2SDUuk+eHCqBZxwhjQNmr+WOJZdjp/X0wXD1YkQpWOzIHSYBQEAAMANFDBwJpcLOB5PCwSm5mbN8LBj/PFvGo2nqEg0xRMxYvGEVOaatVD74tv6jad9m876r06EOOVbe8yLWRAAAABcQQEDZ3K2gKPRpFrtrasbFQhMt/yTWu0pKRGLRObAFB5ia1Onntrmnf+KbP9LgolmQYgxCwIAAIATKGDgTM4WsERi3bSpY+fO7nPnBtvatK2tmuZmdXOzuqNDd/y4ZMWKhu5uQyw2+e3buu7gw6/Jz5/UeAbNFonNIrFbJLaxZRZbLRI7ZkEAAABwAgUMnMnZAu7o0M2ZU/HZZ63FxeILF4bOn5eeOzd47txgebls167uDz6o6urSJxLp2994i5YG9/NPC0RSO1F6olkQDGZBAAAAcAIFDJzJ2QKWyRz79vUeOCCorByRSu2DgzaJxNrfbx0ZcVVVjaxb19zTY4hGk7e/8Rb8Fs+sGeL6Xl84A98CAAAAvjQUMHAmZws4Gk3qdN7aWkV9/ahO5/N6Y6FQIhiMJ5PpgQHbvn29QqFpKrMgZKrwit36mTscqy/HSm+eBXFaS6WYBQEAAMARFDBwJmcLeIxK5ZZK7U5nmGFu7FTQar3FxVOdBaExRHYc0v7pvdHXFxg2nvJtOuO7aRbEKZ/aMvmNZAAAALjvUMDAmRwvYCJKpZhoNPmlz4Qz9vvOzBOfnC0887747M0LsyAAAAA4hAIGzuR+ARMRw9z0sNqkBRwhun5fNx2I2/rttgG7bdBu6b9pmfts1n57fAo3kgEAAOC+QwEDZ6LRqF6vb2trk0ql2fzceyrgW9y9gFmWekcTV6QJiZXVRMhHdG0ExO3r6iwIwiwIAACArEMBA2fy4h7wLe5ewAxDu3a6/vMjx+wLsT1DTIufjEST75YAAACA7EIBA2fS6XQ0GvV4PMFgMJufO/UCTiTSdnto/OEXk94DVotdnRd11cfUJ7dqitabDu7wfFQSXN6QPKshIY3dFQYAAACOoYDha2eKBRwKJXQ638CAze+PXX9x8ifhUiGy2oMduoEiVe1W3Ynt1mW7rIuLHDvLvcebgpXCaNtoasBB6ghZUhTHFggAAAAuoIDha2cqBcwwTH+/taFBxePpfb4bY3vvZRZEkihMrJdUJl+VvGubuOgV+dz/ND213bvwSmrvEJ0zkQ0PwgEAAHABBQy5KKP3RictYIZhPZ5IR4eut9cYidw0stdo9B8/3icWWwKBqdQrQ5SkeJQcwbDSaxY4hhrMXRd13Re1tYWaExt1ZhWOxAAAAOAAChiy6nrauokUMRrw3rQkHpL6KJyijDbwpAVsNPorKuSnTvU3NaktlqDJFNDpfHq9z2IJtrdrd+zo4vNN4fAdp6H5iQI3ryBRlChBKYb8ZLT5Bg0DlZqaAxq7PpK5rwkAAAB3ggIGDqRYumilFSKaXUuza2nOlavr7Wr6oJ5U3sx++qQF3NKiefvti2vWNB08KCgp6SspERcXi4uLxcePSzZtap89u6KjQ5dIpCf4zUTDRO1EvMlWJ6V5FPMRk9mvCgAAABNBAUO2Neuiv94//Pgvt77y41eW/+6x5b97bNlLPx9bi3/9o9WvPKOTDWb0AiYtYLHYsm5d8/btXaWl0s5OfXu7rqVF29qq7e42nDrVv2xZfXe3YfyAiOsYhgoLPfPmmZcusd6+liyxLfvYtnql/f1PHa+ttv9lrW1wFBuBAQAAOIAChmz7om6g4JGPn/vXF/c998iVRd+7suh7tQu+P7YqZ/9L3UcPezWSjF7ApAVst4daWzWlpdL6+lGdzmu1Bq3WkNUa8vlivb3Gu+yCYBkq22vd+Obojnnq62v7PPXOeerd89X7F2r+Ok876zXtM78YefLhoTn/OSIfDGf0mwIAAMCEUMCQbfsPHn6woKDt+ExK1BFpibRE6mtrlEhDFJv8t3wFU5kFwbKsQGDq7NRZLIHxGx5UKndRkUgkMgfvdKCxy0MGM5msEyybdXTYtqnU+s7rQ1v/IjKVyVMuFDAAAAAHUMCQbce27/p/Cgo6u84T0Z3OCmYzOQxiivOAA4G4yxUJBuMMc+NqVCr34cPCuxUwk6R0nJg4MfGrf6AEQymeP3WwIbTngPHyroHeM3JTryntDFFqgs3EAAAAkGkoYMi2wZpz63/z71tO1Z3XXR0B0e+5usQeGvByPwtivFSKGd/j9zIPmIjIQyR2UoUkcaQ+tPmU91iJWX1xlAy2TN/nBgAAgLtAAUPWJeRR2c4fv7rp796on9dA8xpoTi07tt6uYj+oZzmfBXEX91TAAaJOhl6/GP6PJebSD2TONh1FcC4yAAAA91DAkG1teu9vd1/58X977Lf/5R9X/P7xFb9/fNlLV9fiZ3+4+pWnOZ8FcRdTLGAN0TEV7T4fLvvc0nxMN9hgdA64yBcmmmCCBAAAAGQZChiybU/dcMFjqxc89Xj1n751ZdEPriz6Qe3C74+tqjnfql/yCOezIO7i7gXMEhkC1KRNH+iJLK3wrTtir9pvcgvNFPfGiA2OOyxj7A8Z3u4BAAAAE0MBQ7bt33/owQcK2to2EUmJNESaHJwFMYZh2GQyzTDM9VC9ewEzLO3pTc341PvUb9SbNw3XiXU8ivGI7WLpltXBEo+lDG/3AAAAgImhgCHbTu/c+Z2CAp6klojGjYC4vnJlFkQolFCpPHy+0eO5cXaxUuk6eFAgFJomLmCGNvzV+MsnBl54RDLzRdnSWZpPllmWfmJbssS25CPr+LXgA8vSJVaFAidiAAAAcAAFDNlWX3Zhxg9+sqzwSpnm6iwIiefqErtzZRYEy7IajVcoNPf1WUKhG52q1XqPHLnjPGCWYSsPqnfOEx9aLt27RL1nkX7fQs3u99U75qt33rx2zFYd+FBjHIlm6ksCAADAnaGAIdtEo/K3P9/xX5/Z9D/eqZtXT/PqaXYtM7beqmQ+qGM4nwWRTDIOR7ilRdPba0xdG9k7dltarfaUlPSJRJZA4M4nYhgtZLZeXSbrjT+PXyYLa7JSDPeAAQAAOIAChmwbbClb+ct/eP1b/+c7P/z/lr/06PKXHl3+4tW1+FffX/0fT+pkAxm9gEkLWCQyf/pp85YtHUeP9tXUKKqqRioq5BUV8upqxYED/CVLrvB4+ljsDlMdmBSl48QkiBIaR6ywJ2r3xIjGH5ARJ0oK7dGlZb4hczKj3xQAAAAmhAKGbDMJa2sW/aRx6U+bPnn4yqIfjl9V8x6qX/ozr6Y/oxcwaQG3tWnefbd83brm4mJRaan0zJnBU6cGTp8eOHdOum1b5/z5lZ2duvFHJd9Jy1DiuQ3OasVNJ7+ZWWo2suvO+3/3sVEkwy4IAAAADqCAIfuC1yY/aG5bKiIt57MglEpXUZHo+PG+lha1VuvVaDwqlVulchsM/sZG1V//2tbba4xEJr9929rqeXqGeM1lH/9a6FqSdFrPvvy5749vjJ5fIHbK/ff3qwEAAMBUoIAh+9ibhz+kb58FkdmPn6yAw+HEyIirrGy4oUEVCMRisdTYYlkaHnYcOMCf4plwQUOgp2j4vfnKDw64eTHazE/N3+7ZOFt3eYdq6IrOKXMkI1M6WhkAAADuLxQwfO1MZRZEMsn09Bi7u41+f2z8aDaNxlNUdMdZELdiEmS0n1wv/3ipalt5YE6R86PPdJdXKhPtBor5iBi69oAdAAAAZBMKGL52pjgP2OOJmkwBiyUYj9/YxzvpqcjsLYslMtiEhxQzZ8iObxzSitVEPqIUi8PgAAAAuIMChq+dKRZwOs0kEulYLMUwN2J10lORW6x0VEWnNXRaQ6d1dFpH5Sq2uDmwbKfxneW6ZcWu82YqNdMJDZ3RkhUPwgEAAHABBQxfO1M/Ffl2kxQwS6cbgqsK3RuPea6vDaf82046dx3QvDNf9eZi08bjvr+e9K4rdm867tFYMA0NAACAAyhgyLZb9wlcW9m7gMwVMMO2fTF6/G3+uffFt64Prq33xefeF5+aJSz9QGyTB+7TdwIAAIB7gAKGrLhWuGaiTqLKMFWGqTJClRG6HKImInk2r+XeCphl2anugiCWvDqfdcBmH3LcuoadTrnTKXOO/dU2aLcPORJTGCgBAAAA9x0KGLIhTjQcpZMiz9ZLspWHuj7e0vjxlsaPtzZ9vLVp6ebG5XvaN5yVFHZYO23JwNURCRm8mCkWcDKZ9ngier0vMm5m2aRPwhEx97JYPBAHAACQfShgyLg00SDRPL6l4C+Xvv13K/5Q8Pv5Dzw6/4FH5z7w2NwHHvvggUdeL3ju0b+ZX/DLksdODTcSBTN8PVMpYJYluz0kEpkbGkYdjtD116dQwAAAAJDrUMCQcbF46rVFdT/7+VurX/t/aza9NXB603D1tuHqbcNVW4ertspqtkkvbO7cu3TnrO+89KsnH37xqHjImdHrmUoBx2IpodAsEJi83pvmNRiN/mPH+sRiy5TmAQMAAEBOQgFDxoXDsW/80+yf/P2/e8++SLZiIhHRyLilJBqgSBW1vrv6hR8VFDxd3ziQ0euZtIBNpkBNjeL4cUlNjUKn82q13rFTkY1Gf0uLZtu2Tj7fNJVTkQEAACA3oYAh4yKRyHce+tZLL7049te7zII4cPDQ3z74QEtzc0avZ9ICbmxU/fnP51esaNi/n19cLDp8WHjwoODQIUFJiXjDhtaZMy93duqSyfTtbwQAAIC8gAKGjEtEw1ue+8YzP/3RE0fs+wzUQzRMNEw0RDREJCMSE10M0qtX0v/27IrnCgqkjQ0ZvZ5JC1gisa5f37p3b09FhVwkMvH5xu5uQ3e3QSQynTs3uGpVY3e3IRpNZfQiAQAAIHNQwJBxTDKuOLpg7cxf/ssfP3xzRem6Az3rT4vXnxZ/dkr82Snx+jN9nx4RfLSp7vtvfzZjxgtn//yke6Q/o9czaQE7HOHWVk1p6WBLi9rtjvh8Ma836vVGw+GESGTevbtbIDBN+iRcjMhJZErftKxE/sx8KQAAAJg6FDBkAUsUcfZtqXmnYPX/9c2XC156vGDO4wVzfl4w++cFsx8tmPebgj998LePnPx1gbL0CaJ2onBmr2ayAmZZNhCI19Upm5pUgUB8/DxglcpTVCQSicx3fxIuzdIwUU2YThvotJ7OGOiMgU7q2ItO6mLIw2IMGgAAAJdQwJAlbNTsH67St+wbPvdpf+Hy/sLl/YdX9BeukBxaJj2xRnVlu0t8LumSEIUznYdTmQXBMKxO51MoXA5HOJlkrr+uUrkLC4UTFzBLROQjqvWzc89F5q92Lptt3DBTu+E97YaZ2g0ztRvf066dpV+8yPruXv/2vqSOKEmZnXwMAAAAE0IBQ1aw1//bEyCJM9TmDLW5wu2ucLsz0OolfoL02buWqZ2IEY+nA4G41xsbX8CTnIrMUq0isbzU8/oa3dqFmuIPVWUrlRdXKstWKstWKstXKU9/PLp7gXrWEs2svdYDvIgpwNz+SwAAACDTUMCQDSwRsRRn2B6WPe5ldo4wO0eYXQpm1wizXcYUWpi6NOtiWBq/4SBzF3NvpyLf5O4FzDA0d4ntz78dFuwSR/u0FHER+W5aaQ9ZrIbz0j3zJE/+RtMtiN7+SwAAACDTUMCQYSzLErmIDtlSP9k69PRzx//4ndUzH5o386F57z00/72H5s96aM7r31n6/M/2/uCjrkU9PvXVvQEZLOFMFjD7xtzROXNHyBUkNk6UJErdutgEpaINZeZHfjnQ3h24T98JAAAA7gEKGDIumWYO80wvbC596OW5f3l01qaf/eXgsy8ffPblA8++fODZlwt//Ycdv3ht0U9n/ei59362ZNeaCpnBG8vo9WS0gDcsGf5wkbzdROoUOYn841aAyENkYmkgQvvOuF9+RiDq9t6n7wQAAAD3AAUMGReJJP71+zu+/1+/27n4b2O8BRQpI2okaiRqIGogaqZUJY3uUHz+T7O++3cP/s37LW2ajF7P1As4lWIikUQqNeV9wAzL/0KxZu7Qk597N/amav3UmWa7GLYzzXamWR7LNsfolI599XT4+bn6bS/2GUSYjQYAAMABFDBkXDgc/cb/ePJXjz5Dzk5itUSuCe6NskZKDu5ft6Sg4P9uaOJl9HqmWMCBQHxkxNnZqXO5bkxnu3sBE1HMGexvNBxcM7B5jnLVTMPihZYPF1oWL7AsXmBZtND6yTzzhve0OxYPXTokMw6YE5G7jVQDAACADEEBQ8bFIuGXf/KNGc8+U64jaYqsRO5xy0NkJxplqTVAc5bt+eeCgp7G+oxez1QKOJVihocdnZ06kcjs99/oVLXac/jwHaahXcP4g/rLo82bFSeXjO5fpN63SLN/kXr/IvUXCzVFH6ourVIOHlEEpSaiKGXn0T8AAAC4GQoYMi4Vj9TN/eHvH/vBA/Mb5jb5zripOpWuTqWrkumqZLqWSZcFactg4hub+v/+e+8u+S//u66zLaPXM2kBJ5OMzRaqqJA3N2vSaZaIWPbqs3mjo+6pnIhBRERhSrjIYiOzlSw2stjIZCWvg8hHhBOVAQAAuIQChoxjmXTY2NZ6fNayl/9xzndf+tO3l8/48fYZP97+/I8/f/7Hn//mJztf/rfPZn77nUW/+p8lax7WdW5LBC2ZvZ7JClij8Zw+PXD0aF9Dw6jB4NPpvGq1W612m0z+lhb1li3tvb3GSCR5h99+9b+9RFJieKF0VzDNC6V5oXRnIC1k0jqcgQEAAMA1FDBk2LXeS9lqFfueLf3TC5sef33Jw7OXPDx76cOzlj4866Ofzl776FtFz78sXPd0ULyGyECUyujegEkLuLfXuHTple3bOy9ckLa0aBobVXV1yvr60dZWTUmJeOnSKzyePh6f+D5ugkiXoPqR1PGu6L6q0O5zwd1ng7vPBXefC+46G9h7MXi4KXyxLyF2MAEihnAmHAAAAAdQwJBlfRQ9S9ovSPsF6faRbh9p9pD7KFELUSg7VzBpAXd16RcurF6/vuXIEVFZ2fD580Pnzg2eOye9eHF4927eggVVXV36RCI9wW8mUhHtVSae3Ox59T8NS59VbnletvV52ZbnZVuel217fnjdcyOzn9c8tcj2XmW4M80GM/9lAQAA4HYoYMiyKJGT0iZKm4gxE2OmtInIRjTx2RCZuEM6aQF7vdG+PsvFi8N1dUqDwWezhcaWxxPt7TXu2dMtEJjudCbc5iO+mQs1h9cNdJ9SqdtMOpFFJ7boRBadyKLrs2h7zEPVhos7hlYvkb2zwjaonHigBAAAAGQUChhyiDnIXhlNtw1HhYa0IkbRzOwQmOI0NJnMMTRkj0Zv2u9rMPiOHu0TiSyBwARPwjEMvTFb/8Yfhtz1anI6iEJE0ZtXmOI+GjSc3Sj/8c9l7bws3fYGAACA8VDAkENqZf5HPpe9skX28XnrfjVjzcy03KnPA3Y4wi5XePyGh0nPhJuzQP7hJ8qxdGcnWmOnazS2ep6eIeb1+O7zdwMAAIApQAFDDhnsuLD93f/ZcWFV/5X9XcV/9VsNmfiUKRYww7DJJJNIpBnmxr3oSc+EK103/OF7Q/PKY6dNJCEaJVIRjRKNEqmJZEStUfqUz/xlteWDnwvkOBUZAACACyhgyCFeWZ3y0HM0eoCU5zyVe5MucyY+ZeqnIt9ukgJmydhsPrld8cYa3ZpDroOXgoWNocNNocLGUGFj6HBz6FBtaNdp38zN5sUrRmu3jHi04dt/CQAAAGQaChiyamwbQJq9aTHX9gZk6RoyVsBERMQEdI6e7eLDrw2ueFYxZ4Zm9gzNnBmaOTM0M2doFj03uvUFWfVHYl2dnMhHNMFACQAAAMg0FDBkxbV9BCaidqJLIboUosthuhymi0FqIBrO5rVktoCJTabChoB1yK7qMslqDLIag6zWIKs1yKoNiiajvs/iHfUkvRGiNKYBAwAAcAIFDBnGEksUIxqMUHGve1OpdPmetiXra5esr1264crSDVeWfFbzyedNnx4XftFsbrEk/Zk/J2LqBRyPp9zuyPjDLyYv4BtXniQKUdxHMR/FfVf/QAGi6H36HgAAAPAloYAh49JE/URzuk0Fb5R9+78te7ng9+8/+Oj7Dz46/8HH5j/42IIHH3mj4NeP/c28gmeKHj0xWM+wE08Gvn+mWMCpFGM2B/h8k9sduf7iVO4BT+0aKMVQmqE0QwyLW8EAAABZhQKGjIvFU3+cX/PIz15f/+d/bNj2luzCFkXDDkXDjpGGHYqGHYqmnfKKbb2HPtk391u/f/rxHz13RCR1ZPR6pljAIyPO7m6DTOaIRm/cA9ZqvcXFYrHYHAx+pVFtCje7sT2960rylCDd4CM39gMDAABkEQoYMi4cjv3DP73303/4XuDCq+Q4TtRHpBy3VERSitZS17y1Lz1cUPBkfeNARq9n0gIOBOIymePyZXlV1Yhc7rTbQ15v1O2OhEIJkci8Z0+PQGAKh7/SPeAhdWz5F5b951xlzf5qQdDpT03+HgAAALhPUMCQcZFI5F8f+peXXnpx7K/MHRYR7T9Y+L88WNDS3JTR65m0gPv7bVu2dOze3V1WNiwUmnt6jF1d+q4uvVBoPndOunJlI49nuOWsuHvlUnh7d4iDfdqU3Gy6oIlaIpO/BwAAAO4TFDBkXCIa/vw3//jMT374s0OW3TriEUmJpESDRINEw0RCovMB+l1V8qFnlj1fUDDU2JDR65m0gDs79e+/X7VxY9vx45KKCnl5+XBZ2VBZ2VBlpfyLL3oXLKju7NTH419p40IykgwZAhSKUiSesEeZr/bbAAAA4J6ggCHjmGR89ORH6+c8+51X339z6ck1uzrXlvDXlvDXFvPXFvPXHhWs2d/94bqqH725+sXfzjj/9i89Co53Qchkji++6N2/v/fixWGRyCwUmvh8I59vlEgsZWVD69Y19/QYx28OnlCMyEFkSN9Y+hRZiHAOMgAAAOdQwJAFLFHM1b+t7r2Ctf/9X14peOkXD8z+xQOzn3hg1hMPzHq8YO7zBX9a+L8+cuY3D6gvPEXURZTZk9ImLeB4PGU0+uvqlL29xlv+SaPxHD0qFoksgcDET8KxRMRSIk3SNFsdYE9p2ZMa9pSWPaVlT6jZCza2I8k60ywxmP8AAADAGRQwZAkbswUU9bquQ9LyDaIjK0VHVoqLV4qLV4qKVvSfXTfasts9cCnlGSIKX50hnLkrmcIsiGQyLZFYBAKj3R5Kp2+cWKdWe4qKhCLRRLMgWCIiL1GVj515JjxnueOTdw0b3tZseFuz/m3N+rc1G9/WrHlHt2i+5c1dvi2ipIYoQTgTAwAAgAMoYMiKG51nJxJQrIFiDRRvpHgjReuJuojU2buWqU1Ds9tDOp3Xbg8lEjc26SqV7oMH7zgPmGWpShZfdsb95mrt+sWa40vVl9aOXlo3emnt6KW1oxXrRktXqvYt1sxbqp692/JFW9joy+Zp0AAAAHAVChiygb3zCIgJh0Jk9mLu7VTkm27S3v1EDIahOR9ZX3thSLS7L9avo5iLyDdu+Yn1kNVmKhvaO0/yxK/VPAHOhwMAAOAAChgyjGUZIhVRP5GMSEo0cG0KxO2rn0g6tguYzeDmgHss4JtMVsDsG3OVc+eNkCdEFCdKEqVvXimiBDGxxkuWR37V397tv0/fCQAAAO4BChgyLpliiiqGPjjUveB036cnhBtLelcX9awu6llT1HvL+uQA77OjfL0tmNHryWgBb1o69OFCeaOeFAmyE3mJfETea39wE+lZEgVp90nXK08LxN3e+/SdAAAA4B6ggCHj4pHEgsc2/33BnwoK3vlOwXtPFMx8omDWEwWzfnHb+knBX371f8wf7FJl9HqmXsAsSwzDjr8fffcCZhlWsF+xbt7Qk1s9G7qTNR5qT7IdKbY9ybYn2c402xShkxr21VPhF+bqtv+uzyDGPWAAAAAOoIAh45h00th+bP9LTz9W8L9977u/W7J02dCxVYPHVolLVvXdvISFSyXH14Xs+oxez9QL2O2ODA3Zfb7Y9Vfu/iQcEcU9IWmL4fDagS2zFCvf0S+aZ1k437JonnnRPPOC+Zals0wb3tbs/lBadXjYMmxJRiceqQYAAAAZhQKGzGKJiBiiIW/rpiN//MlDP/vhnM0fEnUQ20bxRoo33bRidRRvIcaX0RFhUyxghyM8NGQXi28a/avR3Hka2vXfHwxaq1WdO5WlK1RFSzUHP9IcWKzZ/5Hmi8WaoqXqy+tGpUeVEZmZKEbEZnLDMwAAAEwMBQxZE0ikqn/w7//9mZdeNhBxeArwVAo4Gk12dOgaG9VarXfs+DeGYYlodNR15MgkBUxELBFLYTbhIquNrDay28huI4uV/A4i39i3TzEZfd4PAAAA7ggFDNnkvLLhqUsrZoz2imORiXcRZMGkBTw66j52rK+wUFheLhOLLQMDtv5+q0RilcudVVUjn33W0ttriEaTd/r9YaKuOJ230VEVe07NGNJpoiQxCUonrk2HIEOEzmnIlNnD7wAAAGBiKGDIIoZSAyX+tv32vv5EKMLVVUxawD09hsWLazdvbj9zZqCxUX3lirKqaqSqStHQoDp8WLh4cS2Pp4/HUxP+ckeSqkbSH530rT3i/nS/a/luz47qSIORCdz8Y/zR+MwDHomWs/8bAAAA8HWGAgYusSzL3DJtISsfevcC5vNNy5c3bN/edfbsYH29qq5utLZWWVurbG5WFxeLly69wuMZYrEJCphl6ZyK3j7g/9Vvhne923dhpnDrC+LnX1W/U+hrT7G+cT/Z1OJ54teirm7f7b8EAAAAMg0FDJyJx+N2u31gYECr1WbzcyctYJcrwuMZzp4dbG5WBwJxvz/m8UQ9nmg4nBCLLV980SsQ3PFMuKXbjPPeHx48qbD3Wd0al3HAxD+t2LlK8fJC65G+lO7aTzaigAEAALiDAgbORKNRnU7X0tLc34gWAAAZD0lEQVQyMDCQzc+dypNwoVCiq0vP55tu2e2g1/tKSsQikXn8gIjrGIZ9a45s8WwJOVxECSKGKEo2h+iEetHr8lmbbEWC2Nh2iPY2z1MzxF09KGAAAAAOoICBM9Fo1GAwdHR0DA0NZfNzpzgNTaPxSqV2vd47fsPDpGfCzVkgX/SJkrnlE10h80X57FcH3lhhaEuyDFFrKwoYAACAMyhg4EyOF3A8nopEkrFYamwO2phJC3jl7OHX31WeMpCOaFwHs2lPRHpWuXPJ8B8WWM+OUmFn4OkZ4m4UMAAAABdQwMCZHC/gCU1yKjLLNp/Qfr5CsWyna2tlqFV188Q0m1d0Sr3odfmaPc6ZG8yPPyfu4eNUZAAAAA6ggIEz06+AiYiSfl21essL4l+9rFp55NZbvIwrZCmX73xv+MWfD/z6t2JhX2DC3wEAAAAZhQIGzkzPAiYmGQiZBk0D5SpNp+32z057I/Y+W2fR8MmlApMcuyAAAAA4gAIGzuR+AUciSYcjNPUn4YiIvfofUXK7yH6nwI2xBrupURd1cnYsCAAAwNcZChg4k+MFHI0mNRoPj2dwuW506hTuAQMAAECuQwEDZ3K5gNNpViQyt7Rohocd4fCNB9pUKvfhw0KRyBwMTjAPGAAAAPICChg4k7MFHIul9HpfdbWiqUntdkdSKWbsXUSkVLoOHRKIROZQCAUMAACQr1DAwJmcLWCj0V9eLjt7dpDH04dCcb8/5nZH3O5IKJQQCEw7d/IEAmM4jF0QAAAA+QoFDJzJ2QJua9PNnHn5009biovF589Lz54dOHWq/9Sp/vPnpTt2dM2fX9nZqUsk0tm8ZgAAALiPUMDAmZwtYKHQvHp10+bNHUeP9lVXj9TWKmpqFDU1isZGVVGRcMmS2q4u/fgBEQAAAJBfUMDAmZwt4EAgJpXaKirkbW1any+WTKbTaWZsN7Bc7ty/ny8QmDALAgAAIH+hgIEzOVvALEvRaFIqtff1WSyWYDJ5Y8ODSuUuLBQKhZgFAQAAkMdQwMCZnC3gMV5v1GoNejxXZ0GMGR1FAQMAAOQ9FDBwJscLeEI4EQMAAGAaQAEDZ1DAAAAAwAkUMHAGBQwAAACcQAEDZ3K/gFmWTafHDoO7CgUMAAAwDaCAgTM5XsDpNGO1BiUSq88Xvf4iChgAAGAaQAEDZ3K5gFmW1em8QqFZKDT5/bHrr49NQxOJzMEgChgAACBfoYCBMzlbwCzLBgKx+vrRK1eUJlNg7ADksb0QY9PQRCJMQwMAAMhjKGDgTM4WsMsV6erSXbw43NWlj0QSsVgqEklGIsl0mhkctO3b1ysU4kw4AACAPIYCBs7kbAH391s3bWrbu7fn8mWZSGTu7TXyeAYezyASmUtLpatWNXZ3G2KxVDavGQAAAO4jFDBwJmcLuLlZ/dZbZatWNe7fzz9yRFRUJDp8WHj4sPDYMcmmTW2zZl3q6NAlEsztbwQAAIC8gAIGzuRsAet03rNnB0+ckLS2al2usMMRslgCFkvQ44nyePrPP+/k843hcDKb1wwAAAD3EQoYOJOzBRyLpbRa75UrozyeIZlMj/8nnc5bVIQn4QAAAPIbChg4k7MFTESpFMPjGZqb1TqdNx6/seV3dNRdWCgQCjENDQAAII+hgIEzuVzARBQMxt3uiM8XTaVubPnFiRgAAADTAAoYOJPjBTwmlbrpWGQUMAAAwDSAAgbO5EUB3wIFDAAAMA2ggIEzKGAAAADgBAoYOJP7BcwwbDicwD5gAACAaQYFDJzJ/QL2+2NarTccvhG7KGAAAIBpAAUMnMnxAtbrfQKBSSAwBQI3Rv+q1Z7DhzEPGAAAIL+hgIEzOVvA8XjKYgm2tWkbG1VyuSMQiKXTTCKRJiKZzHHgAF8oNOEeMAAAQP5CAQNncraADQZfefnw0aN9dXVKszlgMgX0ep/B4LPZQm1t2i1bOnp7jZEIChgAACBfoYCBMzlbwG1t2pkzL61Z03zokPDkyf4TJyTHjvUdO9Z35szg1q2dc+dWdHbqxm4JAwAAQD5CAQNncraARSLzmjVNO3bwSkulbW2alhZNU5O6qUnd0aE7flyybFk9j6ePxVK3vxEAAADyAgoYOJOzBez3x/v6rDU1CrHYfMs/aTTeoiIRnoQDAADIayhg4EzOFjDLUjAYb2lRNzWprdbg+HnAmAUBAAAwDaCAgTM5W8BjNBrP8LDDYgmO3/KLecAAAADTAAoYOJPjBTz2k7FYimHY66+ggAEAAKYBFDBwJvcLeOyHx/8VBQwAADANoICBM3lRwLdAAQMAAEwDKGDgTO4XMMsSw9x0FxgFDAAAMA2ggIEzuV/A8XjKYglEo8nrr6CAAQAApgEUMHAmxwvY640qFK6+PovPF7v+olLpPngQBQwAAJDfUMDAmVwu4FSKEYvN9fWq3l6j33+jgK/fAw4GUcAAAAD5CgUMnMnZAk6lGIcj1N6uFQpN44/DICKj0X/8eJ9YbAkEcCIGAABAvkIBA2dytoBVKs+JE5LiYlFtrUKhcMnlzqEh+9CQXal01dYq//rX9t5eYySSvP2NAAAAkBdQwMCZnC3glhbNm29eXL266cABfkmJuLhYdOSIqLhYdPy4ZNOm9tmzL3d06MYfFAcAAAD5BQUMnMnZAh4YsG3Z0rFnT/fFizKh0Mznm3p6DD09RonEeuHC8KpVjd3dhmg0lc1rBgAAgPsIBQycydkCdrsjfL7x4sXhhgaVXu9zOMJud8TlioRCCaHQvGtXN59vwiwIAACA/IUCBs7kbAGPkUgs3d0GqzUw/mE4tdpz5IhIJDIHg3gSDgAAIF+hgIEzOV7A0WgyEIiHQol0+sahcCqVu7BQKBSigAEAAPIYChg4k+MFPCadvulYZJwJBwAAMA2ggIEzeVHAt0ABAwAATAMoYOAMChgAAAA4gQIGzuR+AadSjN8fGz/6FwUMAAAwDaCAgTM5XsAMw7pcYZnM7vffeOgNBQwAADANoICBMzlewHK5s71d291t8Hqj119UKl0HD6KAAQAA8hsKGDiTswXMshQKJbq69G1tWpPJn07fmAes1/tKSsSYBwwAAJDXUMDAmZwtYJ8vJhZbqqsVAoEplWJSKSYWS8XjKZYludxZVDR2IgbuAQMAAOQrFDBwJmcLuKtLv2BB9YYNrUeOiEtLpefOSc+eHTx7dvD8+aEdO3gLFlR3denj8VQ2rxkAAADuIxQwcCZnC5jH0y9YUL1+fWtJibi8fPjixeGysuGysuHLl+V79vQsWFDd2amPx9O3vxEAAADyAgoYOJOzBWww+C5eHD5xQlJXp9RoPHq9T6/36XQ+qzXY2qrdsqWjt9cYDiezec0AAABwH6GAgTM5W8DpNOPzxTo6dG1tGpPJH4kk02kmmUwTkVzuxDQ0AACAfIcCBs7kbAGPsViCGo3X640yDHv9RY3Gc+1JOMyCAAAAyFcoYOBMjhfwmESCGV/AOBEDAABgGkABA2fyooBZ9qa/ooABAACmARQwcCYvCvgWKGAAAIBpAAUMnEEBAwAAACdQwMCZvChghmFZFvuAAQAAphUUMHAmxws4Hk/ZbCGFwjV+7AMKGAAAYBpAAQNncrmAGYY1mQJ8vqmpSeN0hq+/PjrqLiwUCIXmYBAFDAAAkK9QwMCZXC7gUCjR3W0QCEyRyE2lazD4jx3rE4stmAcMAACQv1DAwJmcLWC12nPq1EBhofDSJZlUah8ctPX1WSQSi0zmqKwc2bChtbfXGI3iVGQAAIB8hQIGzuRsATc2ql57rXTlyoYDB/glJX2HDwsPHRIUFgqOHu3bsKFt5szLnZ26sUOSAQAAIB+hgIEzOVvAUql9+/augwcFtbWKoSH74KBNIrFKJNbhYfvly7J165p7egy4BwwAAJC/UMDAmZwtYLc72ttrPH9e2tys9nqjwWA8GIwHAvF4PCWRWPbu7REITJgFAQAAkL9QwMCZnC1gIopEks3N6tZWTSAQH38wslrtKSoSiURmPAkHAACQv1DAwJlcLmCWZS2WoEbjtdtD47f8jpuGhgIGAADIVyhg4EwuFzARJZPpcDgRCMRTKeb6izgRAwAAYBpAAQNncryAJ4QCBgAAmAZQwMAZFDAAAABwAgUMnMmfAr7xKBwKGAAAYBpAAQNncryAWZaNxVJ+f+yWJ+FQwAAAAPkOBQycyfEC9niig4O2lhaN0xm5/uK4WRAoYAAAgHyFAgbO5HIBx+MpqdTW3W2Qy52x2I17wDqdt7gY84ABAADyGwoYOJOzBRwIxAYHreXlw62t2nA4GYulotFkNJpkGHZoyH7gQK9QiDPhAAAA8hgKGDiTswXc2ambP7/y009bDh8Wnj07ePr0wMmT/adO9Z8/L92xo+v99yu7unSJRPr2NwIAAEBeQAEDZ3K2gHk8w8KFNZs3d5w+PVBXp6yuHqmokFdWyuvqlIcOCRYvruHxdPF4KpvXDAAAAPcRChg4k7MFbDT6L12Snzkz2N6uc7kiLlfY4Qg5HCGfL9bTY9i5s4vPN4bD2AUBAACQr1DAwJmcLeBkMm2zBSsrR+rrVT5fLJlkGIZNpxkiUiichYUCkQjT0AAAAPIYChg4k7MFTERjD71JJBa3O5JO3zgRQ632FBUJMQsCAAAgr6GAgTO5XMBEFI0mvd6o2x3BiRgAAADTDAoYOJPjBcyybDrNptMMe+MWMAoYAABgOkABA2dyvIAnhAIGAACYBlDAwJm8KODxN4AJBQwAADAtoICBM3lRwMlkmmGY639FAQMAAEwDKGDgTI4XcDSaNJn8Q0N2vz92/UUUMAAAwDSAAgbO5HIBMwyr1Xq7uvRNTSqHI3z99esFHAyigAEAAPIVChg4k7MFzLKs3x9rbFS1t2tjsZtOP9ZqvcXFYrEY84ABAADyGAoYOJOzBWy1BuvrR0+ckDQ0qNzuqNMZtliCVmvQ44l2dxt27ODx+SacigwAAJC/UMDAmZwtYJHIvGZN0549PeXlsq4ufUeHrq1N29am7ekxnj49sGxZA49nuOXeMAAAAOQRFDBwJmcLuKtL/8EH1Rs2tB071ldRIS8vl124MFxWNlxRId+7t2fBgurOTn08nr79jQAAAJAXUMDAmZwtYJ3Od/HicHGxuLx8WCKxSKX2saVQuGpqFBs3tvX2GiORZDavGQAAAO4jFDBwJmcLmIhSKUYgMAmFpkjkpv2+Op3v2LE+kcgSCOBJOAAAgHyFAgbO5HIBE5HbHbVagx5PJJW6cSKGSuUuLBQKhZgFAQAAkMdQwMCZr1rAbDoVC1pM2mGpRMjv5Yv7lXp7ZArPp02xgNNpNh5PRSLJdPpGASuV7oMHcSIGAABAfkMBA2e+YgGziZBXP1B6/MD6tStWr1q54tONXxwt6xAZnL4oe/c33supyLfAmXAAAADTAAoYOPMVCzjlN8gaDrzw+I+/+S//9vvX3371ld8++8wzv3jmtX3nmlXOyF3eiAIGAAD4mkMBA2e+YgEn3KN95Rt/9M/f/NcfPbv3wuXz5ac/Wzrn6R9+9+X3VhXXCO8yqeGeCjidZhjmxj1lFDAAAMA0gAIGznzFAo67RyWXtzz+3cf+4+1VZiIiMg02b373qR8+8sKstUc8d94JMcUCZhg2HE44neHxh1+ggAEAAKYBFDBw5isXsKq/YtvPv/foi68tHQ4TEQWNAzVfLPrFL55/fdF2fYTudGTFFAvYZguJROamJpXDEbr+Ip6EAwAAmAZQwJBVDMOEw2G3280wTDweHyvg4eFhIkokEsFgMBgMptNTOm5trIB/8f3Hfv/GMmWSiChqkdUfWPTzx2e8tvBzQ/QrFXA8nhIKze3t2tFR1/h7wFqt98gRkUiEaWgAAAB5DAUMWZVKpcxms0QiCYfDiURirIBlMhkR2e12tVptMpni8SnF5dguiMe++8hvX1siizBJIrWwYe+Hf3j8mVfmrz/qvnNFT1rA4XBCqXRdvDjc1qZlWXZsLNrYMchyuaOwUCAS4R4wAABAHkMBQ1axLKtWq+vq6mw2WzQaNZlMnZ2dIyMjLMv29/cLBAKbzZZMTunA4bhLKbq4/of//M0fPPq7E03drc2V25fNfezb33zx3dXFVyR3GYg2aQFLpfYdO3j79/deviwTiy1Coam318jnG/v7rWVlQ2vWNPX0GKJRnIoMAACQr1DAkG1arba6utpgMASDQbPZ3NXVpVAoiIjH4/F4vGAwyDDMpL+EiJJ+o7yp8HdPPfq97z/yzsIlHyyc/dbrf37l1dmHzreM2EJ3eeOkBczjGRYurNm6tePMmYGaGkVV1UhFhbyyUl5XN3rokGDx4pquLn08PoWzNwAAACAnoYAh26xWa2tr6+joqMPhsFgsPB5PLpenUqnOzk6hUDjF/CUiNuazyzt3bVr+1p//+Nprr736lzcXr9lytlpg88YmeeNkBSwWWz77rHXnTt65c9LWVk1Li6apSd3UpO7o0B0/Llm2rJ7HM4zfHAwAAAD5BQUM2RYMBhUKhUgkksvlNpuNz+f39/c7HA6BQDC2IXiqWCadiHo9LqvFbDaZzBaLw+UJhuNp5u5Hwk1ewH5/fGDAVlY21NqqjcdT8XgqHE6MHY8sldrHZkEEg9gHDAAAkK9QwJBtiUTCarV2dHSIRCKHwyEUCoVCoU6nE4lEKpUqCxcwlVkQ0Wiyt9coEJhueeJNp/MWF4sxCwIAACCvoYAh2xiG8fv9ra2tPB7PZrOJRKKenh6ZTDYwMGAymbJwAVOcB2ww+OVyp8Hgw4kYAAAA0wwKGDiQTCbb29tbWlrUarVAIGhtbe3q6tJqtaHQ3Z5gu1+mWMCpFJNIpJNJhmVxKjIAAMC0ggIGDjAMI5FI2tvbx/K3vr6+vb3dbrdP/TG4r2KKBTwhFDAAAMA0gAIGDrAsazQae3t7q6qqLl26VF1dzePxfD5f1j4dBQwAAPB1hgIGDrAsG41GJRJJSUnJiRMnKisrhUJhdrZAEAoYAADgaw8FDNxgWXZoaOjQoUM7duwoLS1VKpVTPAz5vnz0VAqYJTYQiBkMvkjkxvFvKGAAAIBpAAUMnFEqlYWFhZ988snRo0e9Xu/4B84yjLVYhuTyRoWiNRLx3umHAoGEUuHu6Ta63dHrL46OugsLMQ8YAAAgv6GAgTN6vb6oqGjmzJmFhYVZ/minU6VSdanVPYn4HbZepKmP7+5qsRlU0eS4e9M6nbekRCwSmQMBzAMGAADIVyhgyKxEIuH1em02m8VisV5js9ncbrdEIikqKlqwYMGBAwdcLpfT6bTeDzabzWF3OJ1Og8OgdqhVTpXKodK6tEaPUePSat06rUPV3XuqtmZjQ8N2pU5o9llUTrX62jL5DHKjqqlHfPpyx+UmvlQ7qnPpDF691qk12Z1NTaqNG9u6u43hcHLyLw8AAAA5CQUMmRUKhUZHR0UiUW9vr3AcsVjc2tp65syZnTt3njhxQiwWi8Vi4f3QJ+oTCoSdPZ1XhFcqJZXV0uoaaU2NtKZysPK8+MLlgcrGweqjp+fv3vH0vn2/LWvdWz1YXS65VDVYVSutrR2qrZPXHrxyYt7nWzafOXyWV96srK+X1V4euHReeKG2Q1BcIlq5sonfa0ok0lz/TwsAAABfEgoYMisUCqlUKrFYzOfzRbcRCoV8Pn/Cf/pyxCLx0MBQfVv9znM7DzccviC8UDdc165sLxOXbanbsrF2Y3F3ScvQlZPnFu7f/et9+367/sy8LfVbT/SerBysahlpaR5pPtx98P3iT55fNn/TmUNV4vp2VesZ4eltDdvWVXx2tq65tkZZU62wWIJc/+8KAAAAXx4KGDJr/C4I2zhWq9Vut7vdbq/X63a7bV+Z1WZ12p1Ou1OmkdWL60+1n+oa6VLalDq3TmFXNMoaCzsKq6XVA6YBg1OjVLS2dRw6VrGqqHn35YGKQfOg1qVVO9V9enFp35l99UVflJaXnG9t5A2MWBWXJOUnek/UD9dLVRqD3m8xB+PjzkkGAACAvIMChmklySRFJlGbpm3EOZJkrm7V1Tg1PZqeXk1vNBG5/pNat7ZqsEpskHgiV0/i8EZ8Ip2Ir+tWWtVuW7q93tHYoBnWKduV7VKLlIMvAwAAAJmBAobpIxwPS83Sckl5p6ozxVy9TesJe84KzlYOVMZTN6Y39JsHG+RNPVq++9o84HgqLtQJD3UcUjtVRMSkSTsavFDX+enZnXy1KJ6O3v5xAAAAkKdQwDBNxFPxEdtIxUBFq6JV79aPvWj2mduV7RUDFf3G/rFX/FG/zCprlDd1qXn2oINhWSIKx8NivbhGWlMvq/dF/USUZlPDekVZd3VR0wm9y8DVlwIAAIBMQAHDdMCyrMVv6VJ1lUvKjR7j2IvBWLDP0FcqKh2xjcSSMSJiiVU71RX9FR3Kjus/lkglzF5zRX9F/XC9L+IbO5gjGA92atqalfVq12gsFePqewEAAEAmoIBhOmBZdsQ2MmgatPltiVRi7BWz1yyzyhQ2RejasReRRETj1PC1fGfQydLVI+gCsYDcKpdb5Va/lWEZIkqkE46go9/Ur7Arru+mAAAAgGnj/weZo21RnI3eOQAAAABJRU5ErkJgggA=)
Δ1 = 59,54/EI
Δ1 = -253,95/EI
Δ1 = -120,02/EI
Δ1 = 427,86/EI
Δ1 = -153,27/EI
Determine, por meio do Processo de Cross, o momento máximo no ponto B. Adote uma precisão de 0,01 KN.m para os momentos e os apoios A,B, e C sequencialmente da esquerda para direita. Considere todas as barras do mesmo material e de inércia constante.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 47.JPG)
98,31
73,39
30,02
38,68
37,5
Com base na viga ilustrada a seguir, assinale a alternativa CORRETA que apresenta os valores das reações de apoio verticais nos pontos A, B e C, respectivamente.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 10.png)
1,73 kN; 58,88 kN e 26,39 kN.
-1,73 kN; 56,88 kN e 31,85 kN.
-1,73 kN; -58,88 kN e -29,85 kN.
1,73 kN; -58,88 kN e -26,39 kN.
-1,73 kN; 58,88 kN e 29,85 kN.
Utilizando o processo de Cross, determine o coeficiente de distribuição do Nó C, trecho CB
![](data:image/png;base64,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)
0,264.
0,293.
0,339.
0,377.
0,330.
Assinale a alternativa CORRETA que apresenta a reação de apoio vertical no ponto B da viga representada na figura abaixo.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 43.PNG)
-24,94 kN.
54,23 kN.
24,94 kN.
47,16 kN.
5,91 kN.
Para a estrutura a seguir, considerando um recalque para baixo no nó F, assinale a alternativa correta:
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 38.PNG)
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a CD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a CE.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AB e a CD.
![](data:image/png;base64,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)
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 9.png)
Va = 199,73 ; Vb = 734,41 ; Vc = 107,35 ; Vd = 113,55
Va = 179,37 ; Vb = 437,14 ; Vc = 149,53 ; Vd = 113,95
Va = 139,77 ; Vb = 573,41 ; Vc = 198,35 ; Vd = 218,55
Va = 199,73 ; Vb = 473,41 ; Vc = 107,35 ; Vd = 418,55
Va = 139,77 ; Vb = 337,41 ; Vc = 198,35 ; Vd = 218,55
![](data:image/png;base64,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)
Δ1 = 59,54/EI
Δ1 = -253,95/EI
Δ1 = -120,02/EI
Δ1 = 427,86/EI
Δ1 = -153,27/EI
Determine, por meio do Processo de Cross, o momento máximo no ponto B. Adote uma precisão de 0,01 KN.m para os momentos e os apoios A,B, e C sequencialmente da esquerda para direita. Considere todas as barras do mesmo material e de inércia constante.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 47.JPG)
98,31
73,39
30,02
38,68
37,5
Com base na viga ilustrada a seguir, assinale a alternativa CORRETA que apresenta os valores das reações de apoio verticais nos pontos A, B e C, respectivamente.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 10.png)
1,73 kN; 58,88 kN e 26,39 kN.
-1,73 kN; 56,88 kN e 31,85 kN.
-1,73 kN; -58,88 kN e -29,85 kN.
1,73 kN; -58,88 kN e -26,39 kN.
-1,73 kN; 58,88 kN e 29,85 kN.
Utilizando o processo de Cross, determine o coeficiente de distribuição do Nó C, trecho CB
![](data:image/png;base64,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)
0,264.
0,293.
0,339.
0,377.
0,330.
Assinale a alternativa CORRETA que apresenta a reação de apoio vertical no ponto B da viga representada na figura abaixo.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 43.PNG)
-24,94 kN.
54,23 kN.
24,94 kN.
47,16 kN.
5,91 kN.
Para a estrutura a seguir, considerando um recalque para baixo no nó F, assinale a alternativa correta:
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 38.PNG)
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a CD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a CE.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AB e a CD.
![](data:image/png;base64,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)
Δ1 = 59,54/EI
Δ1 = -253,95/EI
Δ1 = -120,02/EI
Δ1 = 427,86/EI
Δ1 = -153,27/EI
Determine, por meio do Processo de Cross, o momento máximo no ponto B. Adote uma precisão de 0,01 KN.m para os momentos e os apoios A,B, e C sequencialmente da esquerda para direita. Considere todas as barras do mesmo material e de inércia constante.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 47.JPG)
98,31
73,39
30,02
38,68
37,5
Com base na viga ilustrada a seguir, assinale a alternativa CORRETA que apresenta os valores das reações de apoio verticais nos pontos A, B e C, respectivamente.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 10.png)
1,73 kN; 58,88 kN e 26,39 kN.
-1,73 kN; 56,88 kN e 31,85 kN.
-1,73 kN; -58,88 kN e -29,85 kN.
1,73 kN; -58,88 kN e -26,39 kN.
-1,73 kN; 58,88 kN e 29,85 kN.
Utilizando o processo de Cross, determine o coeficiente de distribuição do Nó C, trecho CB
![](data:image/png;base64,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)
0,264.
0,293.
0,339.
0,377.
0,330.
Assinale a alternativa CORRETA que apresenta a reação de apoio vertical no ponto B da viga representada na figura abaixo.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 43.PNG)
-24,94 kN.
54,23 kN.
24,94 kN.
47,16 kN.
5,91 kN.
Para a estrutura a seguir, considerando um recalque para baixo no nó F, assinale a alternativa correta:
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 38.PNG)
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a CD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a CE.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AB e a CD.
![](data:image/png;base64,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)
98,31
73,39
30,02
38,68
37,5
Com base na viga ilustrada a seguir, assinale a alternativa CORRETA que apresenta os valores das reações de apoio verticais nos pontos A, B e C, respectivamente.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 10.png)
1,73 kN; 58,88 kN e 26,39 kN.
-1,73 kN; 56,88 kN e 31,85 kN.
-1,73 kN; -58,88 kN e -29,85 kN.
1,73 kN; -58,88 kN e -26,39 kN.
-1,73 kN; 58,88 kN e 29,85 kN.
Utilizando o processo de Cross, determine o coeficiente de distribuição do Nó C, trecho CB
![](data:image/png;base64,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)
0,264.
0,293.
0,339.
0,377.
0,330.
Assinale a alternativa CORRETA que apresenta a reação de apoio vertical no ponto B da viga representada na figura abaixo.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 43.PNG)
-24,94 kN.
54,23 kN.
24,94 kN.
47,16 kN.
5,91 kN.
Para a estrutura a seguir, considerando um recalque para baixo no nó F, assinale a alternativa correta:
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 38.PNG)
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a CD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a CE.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AB e a CD.
![](data:image/png;base64,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)
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 10.png)
1,73 kN; 58,88 kN e 26,39 kN.
-1,73 kN; 56,88 kN e 31,85 kN.
-1,73 kN; -58,88 kN e -29,85 kN.
1,73 kN; -58,88 kN e -26,39 kN.
-1,73 kN; 58,88 kN e 29,85 kN.
Utilizando o processo de Cross, determine o coeficiente de distribuição do Nó C, trecho CB
![](data:image/png;base64,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)
0,264.
0,293.
0,339.
0,377.
0,330.
Assinale a alternativa CORRETA que apresenta a reação de apoio vertical no ponto B da viga representada na figura abaixo.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 43.PNG)
-24,94 kN.
54,23 kN.
24,94 kN.
47,16 kN.
5,91 kN.
Para a estrutura a seguir, considerando um recalque para baixo no nó F, assinale a alternativa correta:
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 38.PNG)
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a CD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a CE.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AB e a CD.
![](data:image/png;base64,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)
0,264.
0,293.
0,339.
0,377.
0,330.
Assinale a alternativa CORRETA que apresenta a reação de apoio vertical no ponto B da viga representada na figura abaixo.
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 43.PNG)
-24,94 kN.
54,23 kN.
24,94 kN.
47,16 kN.
5,91 kN.
Para a estrutura a seguir, considerando um recalque para baixo no nó F, assinale a alternativa correta:
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 38.PNG)
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a CD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a CE.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AB e a CD.
![](data:image/png;base64,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)
-24,94 kN.
54,23 kN.
24,94 kN.
47,16 kN.
5,91 kN.
Para a estrutura a seguir, considerando um recalque para baixo no nó F, assinale a alternativa correta:
![](http://sga.uniube.br/images/uploads/15400/Imagem TE 38.PNG)
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a CD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a CE.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AB e a CD.
![](data:image/png;base64,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)
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a BD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a FD e a CD.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AC e a CE.
Considerando as barras inextensíveis, as barras afetadas pelo recalque seriam a AB e a CD.