PRÁTICA LABORATORIAL DE ELETRÔNICA ANALÓGICA I
Considerando o diodo 1N4007, qual é o valor da tensão reversa de pico máxima, da corrente direta máxima e da tensão direta máxima. Consulte o datasheet do diodo 1N4007 ou assista a video aula pelo link abaixo:
Videoaula: Consultando um Datasheet do diodo 1N4007 – Parâmetros de um diodo PN
https://www.youtube.com/watch?v=ETuL5SPzqEw
1000V / 45A / 1,1V
700V / 1A / 0,7V
1000V / 1A / 1,1V
1000V / 30A / 0,7V
700V / 30A / 1,1V
Considerando o circuito apresentado, composto por uma fonte de 12V, um diodo de silício 1N5408 e uma lâmpada de 24 Ohms, podemos substituir o diodo 1N5408 pelo diodo 1N4148? Consulte o data sheet dos dois componentes e verifique a máxima corrente direta de cada um deles.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAaoAAAD9CAYAAADtczMNAAAgAElEQVR4nOzdd5wU9f3H8dd3Zna23F7nCnD03psiIBbsqBi7osQau1ij0cRofmqM0WhiwRpjiRoTjSUq2LBhoVlA6XC042jX9m77zsz398fsAcIddxS5A75PH/dwb293du6W3fd+v9/P9/sVK1Z8L1EURVGUVkpr6RNQFEVRlO1RQaUoiqK0aiqoFEVRlFZNBZWiKIrSqhktfQKKsk8TYvs/l6qWSVGaooJKUXYz3TTdC0IgdL3B2whAIpG2DYB0JE4qtYfOUFH2LiqoFGU3MDODCF1H2jZ1q9YgDJ3ImrXMvOsvSMdh63aVDQSLChn++xtB09BNk2BJO3Ac7FQKKxJtujWmKPsJoeZRKcpOEgLD58Xw+Vgx5SOSsTh2XR0z7/wLyWgMmUxSZ1k09gLTgUy/H0tAfrfODP31RKxUiqwO7Wl/2CjilVU4lq26B5X9ngoqRdkRUiJ0Hd3nRTMM1k2fzfxX3mDpC68Qwa1O8gAS8AV89Lz8bLel5fz0ZaZ5DOJrN7L4+TcAcAALt6VVUFRIt1OOZ8BlFxIsaYeUDlYsrgJL2W+poFKU5pISb242ViRG9bLlfHf/I5R9NZPKymoCQHbn9hg+L31uvAgjMwPN0Mnp38PtwtvqVSY0DSsao2beEnSfl9qFpSz++6uQSFJZvgEHyO/UgR7jjqXfBePJ7toZ27JIRaII1SWo7GdUUClKM3mzsyj79AuWvvsB8//+IjZuK6h4QE/aHTGCLhN+AdJB85oIIZCOxI4nGj+gEOg+r5tjtoPjOCSrayl97nXWfvgllesr8QB+n5eBv76absceQV6/PiRDtWwz6KUo+zAVVIrSFCHw5eVQ+sa7vH/ZjYRjMfxAsKgNPa6eQNGIQWR0bk+yuhYA6Tg78RgghAaawJubTdV381k37RuWPvEvEokkMaBd5w6Mfekpcvv2IlkTUsUWyn5DBZWiNMGXl0fpG+/wwa+uJZFKkdenG53GjaFk3BF487KxE0mcRHL3BYeUGBkBpHSIb6hi2bOvs3baLKpWr6OoS0fGvvgkeX17kVBhpewnVFApSmPSLallb7zLh5ffSDQao/txhzL4nhvQDB3HsnCSKQypo8uG50ttT1JLIRutCXQfX/MY6D4vsfINzJh4F2sXLKOoW2eO/+cT5Pbp6XYDKso+TgWVojRECHx5uSx7/W0+uOImYtEo3U88nCF3XYcEtwUFaFIQ8oRJZCbdevPmvJoEEIPcSBYGxvbDKs0IBoiv3cjMa+6mfMEyiju0Z+y/niavX2/VslL2eSqoFKUBvrxcSt94lw9+dR3RVJLuYw9l8N3XI4TATiQ2BUOWHeR33f7KlBWfQZjmrZ6ZAvrCs3X30re6OzE93vR9pMTIDBAr38jMq+5k7ZIVFHft5HYD9umpwkrZp6mVKRRlS1t0931w5a+JppL0OO4QBv/xekBgJ386FiU0QZwk8QeSsADwNeMxaoB7wRnuQHXzz8uqi+FvW8hBj/+BGdfczdr5S5k84TKOf/EJcvv0Ut2Ayj5LrZ6uKPWEQPeaLH3tf3x46fXEIlF6nHA4Q/50IyBwEg2XmutoEACCzfzKBAwQcgdbQAKscARfURsO+ttvade7K+tLV/Le+EupmPMDWv0ag4qyj1FBpShpmqbhJJN8edMdxOIJeow9jMF3XgMSN6R2pGtNbnV5d3WwC4EVjuJrV8iBD99Gu77dKV+5mtl3P4g3K7jbHkZRWhMVVIoCICVmThbznnqBcKgOr8dD53PHoft923T3bf84uOsggbsukoP7KtPSl3cHAVZdhMzuHekw7ghMXaPsux9YMflDfDnZaqklZZ+jgkpRAM00CZeVs+zt94ikUnQ68XDyhvQhVRdp/kEk7iuqGOgFFADZQF9gQPr75oZVU7koBPGKGjqedjRtunUkVFnF0tffcZdYMtTQs7JvUUGlKICZlcnyt6awas488vJzKRk3Bsd2dqx1IoF2QEn6cgegBxDBLaDogDtG1URYCUPftI+VZnrQvWbD+1o5DrrfR6czjiMDmP/KG1TNW4jhb05Fh6LsPVRQKfs93eulblUZcx/7Bx4gf2BPCkYNxYrGdvxguUApMAdYAySBRcBi3MBqIqg000O4dDVl//sYKSV1i1ewZsrnpGrrGmwpOckU7U84nGC7QiTw7f2PkF6PacfPXVFaKRVUyv5NCBCw/H9TqFxVhgH0unoCViy+c+u+WkAWkIcbSgbgxy1bN3HHrxo5sNA0nGSKNe9+hhWOEl66irl3PMzKNz9i2XNvYMcTCO2nL1knZWFmZ9LzinOwgTUzZlM+7St0r3dnzl5RWiUVVMp+TQiBtCx+ePxZbKDzmWPJ6NQOaVk7cTBgNZADDAQygNr05cFAAnfeVGOvOiGwIlGcRIKMju1Y8sTLtDl4KCMn3YETT1A7bwma6dnmbnY8ScHBQ2l/4ABqasMseO5fGAH/jp+/orRSatRV2a9JKTEzMjCzMrGAvCF98GQHSVaEdnwrDQHU4U789eIGkwUU4i6vtJbttqiQDmZOFpldO7J40kvoAT8dTz+O0KJS4hur0AO+BsfMnGSSjC4lBDsUY8/6AV9uDrppIqVUe1cp+wQVVMp+zfD5WPXhZ9RsrKBNt45kdu2IHYnv/H5PGu64VJLNx1iHOy6VjRtUdY3cVwJCkDu4D57cbLL7dMWOxlj8+Mvk9O1BVp/u2MnUtvcTAqsuQpsRg8n+eDrlc36kYs4PZHbs4C73pCh7OdX1p+zXPAE/S19/h6r1Gyke0oc2Bw7AjjVj7b3tqZ83JdgcVvVB5afBYgqh6yRr6lj691dZ/PS/MXOz8BbkYeZl0+83l9L22NEkq0ONtpDsWJx2JxxGTmE+q777gXVfz8Kjuv+UfYRqUSn7LSklmunBn58HQKKmzm2x7Ep3Wf2EX4kbUhrgwS2kWJP+voFKc+k4mHlZeLKC1C5Yxrx7nyLYuT3egjyMDD91pavpOuEkfAV5De8aLAR2JE6yNoIO+PLzQNPcrkLV/afs5VRQKfstw+9n/azvWPHZl2TnZFIybsz2t45visR9RZXgrudXjbtSemfcgCrDHadqgBCQCkdpf8JhZPft7m5P7zhEVpZTu2w1Wd07EexSgpNqoOuPdOh6DDqecRyhR/7JohdfpfigAzACfpydKQxRlFZEBZWy3zJ8Xip/XMCaHxfQtlM7ig8fjp3eZ2qnSKA9btVfHdAWtzW1GreooiR9fc22dxW6QbKimtKX/ocnEMBfUkygfSG5g3pTeOiB7qRfQ0fajUzCkhKha7Q7bjQLH/kny9//mOEVlWR17QwqqJS9nAoqpUVlBjLRNW23LNpqa5DQm18HYWZn48vLwQAcx8GKxhFGc3c/bEQ2sBzYgBtMxcDK9M/ycEvWG8gaJ5Ui0KGY3hN/SXT1OuIbq6hdWMrGL79FMz14soO0O+YQ/CVFyFTjwWNFYkjAY5p4c3PwZmdh+5o/p8pngdgdSwUKSKZSROIRVXmo7DIVVEqL0ISG7dj85pk72FBR6bY8doUOJdVwSJnb29asczA9hMvWYABip8v8tpLAXdNPAPm4Y1OZuOHk4afVgNsQmNlZmDnZhOYtwbEsAu2KMPNzMDL8bnm60/RigQKwLYvPr70VT0ag8VbY1vcR8H53iJjs+geHOAzrP4grTriIaCK6iwdT9ncqqJQWUf8p+42v3qVyRbX7Rp5i58vCTchcBTkhaO7CRxI3O3ZbbZwAVgFdcRelrQUqgX7pn4fSX9uZ8IsmWPP2x6x+cyrBriWkQmES1bV0u/BUcgvzsaNNl84L3Bbijx98gkPz/qQabu/kvzrSaKuvWSTuKhxJiBDlupMvV0Gl7DIVVEqLygpkUumr5sQxx9KrpDuJ1E4WM2hQUAdDNrhvuM2he73ULFrKonfe37nH3JoAosCPuG/W9VXuNe75bdrNdztLKKXqItT8uJguE06i/fGHkYrGWPv+F6z41zsEu5TgK2rT5KoZEtB1nYPOOwtvViaObW/39vWn5ACeDhD3sNMtKr/p45O5XzB7xvdk+AJIteWIshuooFJalARIwgVHnc1ph51COBza6WNZGsSNHRijCmaz9L9vMO+d95G7a8tBDbfLLxM3oFK441T1raiqJu5umgjDIFFZ466akRWk/QmHUzNnIdHV5QTaF2E3I6g0XeeAW68nq3NH7ETz54UdlQJtF/4Uwax8bn7iFmZ/9v3OH0RRtqKCSml5AupiYWpqqwhFanfvoTWBdBp+53Vsh1hFFTbu7r5GwLdrVX8ObqVfWyCM2wUocSv96svUE7jdfw2QloU3L5v2xx/O/AeeIbRwGfnDBhBeUUaiKkSwS4cmS82NDD8CSCWTxCsqMbMyseMNB1VDf5tdnOoMQCy5Cyt7KEoD1MoUyr5tO60DKxqj+KBhdB01nFBlDave/Ah9ByrkGpQPLAW+xx2vSuGu/beQ7W7zoXk8hFeuYcmTr+DJzGDgHybizc1m3aczSFSF6DLhJLwF+Uir4W48d3FdmxUvv0sS6HPO6WS0K2503hWwWyotFWVPUEGl7JM0wyC2YSOz/vgAmqE3uDqDnUiQ17cXbYcMIByOsmHaN2imuWsPnMINo2zcogQdd4FaL24FYCPVDdK28bctRPf5WPzkK9TMXUTX807mgAdvZdAdV5E7sBdOcjutPSGQjsO6qV9jAZ2OOxJffl6D41nN+dsoSmuigkrZ9wiBll49vG5VGZpponmMbXbJFUJgJ1PEq92+OG92EM0wdmxX358cEHfliUJgEO6+VGE2b/ORZHNhxVak42D4fXQ84zh6X3sesbUbWfDQ86x+8yNStRHQxPa706RE93kxMzNwgHh1NdJxGg4hIbBTKWpXrFYhpewVVFAp+xYhcFIpwmXlRNdvRNoO4bJywmVrSVRVI7SfvjGnwhH6XnA2hSXtWP3196yfNgs9YycL1gVuEM3H7f5biDv5txx3BfXlbLcEXzoO0rIJtC+i93UX0PWXJ5PYWMmCB//B+s9mbdrksSF6wM/Kf0+msnwD3UYfRIcjDyUVjjR+qkKge3ex9agoe4gqplD2KbppEikrZ9a9D2FFo1QvWMyMO/5MSkraHziYgVdeTCqyeV6PnUxSOGwQwewsVsxbSHx9Jbrfix2J7VxrQ8OtSAjjdv8VAcvS1xts/6Oh5oZsdM16UqFaklW1pOqihBaWUjN3Mb78XLL7dcOOb9UFKCWeYIDahaVEIlHyu3Umu1tXIuvWq1UhlH2CCipln2InEmS0b8uRT/2V2hUrmXnn/Rzx1IM4lg2O85OQArdlYcXiWPE4HmDd1K8pGnMQwmM0WrjQpPotPgzc8ar6y9vJDM30ULd0JcuefZ34hko0Q0fzevG3bUOHk48i0L4YX1E+TgPLJ+k+L6EFy6iavwwDSEWi2Knk9kNKygaPpSitkQoqZZ8kpUTTNfz5ee6kU9nwTCnpOOimj6E3XcP7l99A2Ydf0uW8X5AzoNfOBZWDO4eqA+6rKwAMwF0uYwWNt6ikROg6xUeMwJufgzcvG29BPp6sDISu46QsnERy2+WQBAhDZ8O02ayfv5Sc7CwGXnUJqfB2VoOQEmEY+Nrkqco/Za+gxqiUfZKTTOIvKGD47TfjJFNuYUEjRRLScSgZM5q2A/qSAhY/+iLGrozf1O/iG8NdJqP+8nYaOE7KIlBSTNtjR5N3QH8CHdujmR6saJxUbRg7Fnd/h61ohodkTR2LH38ZA+h8zBHkD+iz3bJ0x7IIFBZw0O03u/Oy1OoRSiungkrZdwmB7vc1ebP67sL+l5yHBCoXLWfth1/iycrY8TdxDTeUlgPrcedO1V9uarhISuxoHDsax0kmkbbd5OPrPpOVr7xDLFSHBxg48ZJNx9quZv5tFKU1UEGl7NNkM9a5QwgS1dV0/cVYOg0fSqimjrLJn2EnktuUtDeLwF3tNoW7KK2Hn+WVJgydxMYqyiZ/TkRC/0t+SV6fHljR5i3L26y/jaK0AiqoFAWQlo2ZlUnPM35B0DRZ9d40qr9dgCcruHMHFLjLJW3kZ3uVedvksur1D9m4vIw2bYvoevLxCE1rsItQUfZmKqgUBUAIkuEIvc49neziAlLAkqf/Q3xjJYbft2uTgHc3CZ7sIFUzf2Dlmx/hAB2GD6XDmENI1IV/hgdUlJalgkpR0qRtg6Zx+ON/IadNPiumf883N91HKhxFD/i3H1YSt+JPNuOr/nY7dZIST3aQ0I9LmHHt3WxcVU6XIQMZ/n+3EK+qUWvBKvskFVSKsgU7nqDd6JGMffFx8ooKWTl9DrOuuQurLtJgWAkgJSw3fHbkS4DciT3fPdmZhOYvY8Z191C5diOdDxjMsS89SbCknZoXpeyz1DwqRdlKvKqa4pHDGfvcI0w593JWfzMPbvgTBz54K57MDLdYIT2Z1nYc2li5tP1dgbsiRXOaNDbQHjwbPc3fB0tKPDmZhH5Ywoyr/o/KjVV0PmAwx73wOP7CNqTqwmrdPmWfpYJKUbYihCBRXUPxqIMY+9ITTL7galbNnAu/vpcDH0iHVSwOUlKnR7iy7Byu8J/tVvc1J3cMYA3oSZ243owdjYXAkxUkNG8pM6/7oxtSg/tz7POPqZBS9guq609RGpGoqqZ41HCOf24SeYVtWDV9DrOvvZtEdS2618QIuIvXehwDb8SLt86LN9yMrzov3qQXbbtLHLlb0xsZfgyfl9C8pcy45m42lm+g0wFDOO7lpwkUFaiQUvYLqkWlKI0RgkRVDcWjhjP2uUlMOfcyymb/SOiMiXQ84XA6nnw0WT07YyeS2LH47gsMCZ6sDJxkkpofl7D0mdfYMHMOdbURugwdxLHPPYq/sA3JurBadFbZL6igUpTtqe8GPPggxr78FJMvuIqa9RtZ8OzrrHj5HbpefDrtjxpFdr8eWOltNXaqqEGITZsYeoIZrPt0BuUfT2fFK+9i425l1XnoQI578XH8hW5LSoWUsr9QQaUozZCoqqbooGGc/N/nKX3/Y+Y88jSxmhDfP/YyZf+bStGoofS47GxA4ivMR+g60nawIo0sDitB6G7XHprAjidJ1tSSrKxh0aSXqZg5h+pIjAwgr31bht52IyUHH4S/QHX3KfsfFVSK0hxCkAzVktO7B0O6d6H3Oafx/V8fZ+XUzylftoK6/0yh7N3PMPxe+txwIUYwA93rofCwAxFC27as3dBIhcKs/eBLNJ9J7cLlLH7mVYRlE4kncIBOBwym1y+Op/eEMzAzg9gpi2RYtaSU/Y8KKkVpLiFIhSMIIfBmZXHIA3fT98cFLHv3A3546EkidWG0SJTpv30QB/ABXc46HqFr4GwVVB6DxIZKSt//Aolb1aTjLrbetncP+px/Nj3OOBlvXg5WLEYy3a2oQkrZH6mgUpQdJKVEplLEKyrJ6tKR4TdPpNMRh2BbFlaojul33EsyFsOJRPnx35ORbDu9SuJWsxd26oAFtOnehWG3Xo+dTBJok0/+gD7EKqpI1tbt8d9PUVobFVSKsrOEwI4nsOMJ8vv3QQgNKR1OevcVhGEQXbeeb+9/1N24cSsOECxow5BfXwWahhACT0bA3XnXsomu26DGoRQlTQWVouwGW26tIQwDkGS0a8sRT/+t0ftIxyGV7tJDys2XQYWUomxBBZWi7Gb1+zxJ2yFRXdPCZ6Moez+1MoWiKIrSqqmgUhRFUVo1FVSKoihKq6aCSlEURWnVVFApiqIorZoKKkVRFKVVU0GlKIqitGoqqBRFUZRWTQWVoiiK0qqpoFIURVFaNRVUiqIoSqumgkpRFEVp1VRQKYqiKK2aCipFURSlVVNBpSiKorRqKqgURVGUVk0FlaIoitKqqaBSFEVRWjW1Fb2i7GZCCDRNQ4ifXi8lOI6DlHK799d1DSkljrP92ynK/kIFlaLsZo7jYFkWtu0gpZO+VuDxGPh8XoQQJBLJBu9rGDqWZeM4DpqmOjwUBVRQ7RlCgJQITcPMzkJs/VE7TUpJMlSLdJxN91H2LoGAn7lz53P99b+jqqo6/VwLpHQIBPyMG3csEyacSbt2bYnH4z+5r9/vo7o6xFVX3cTxxx/NRRedSyhU2zK/iKK0Iiqofiaax0AIbfNlw8CKRpnz0JOk4nG2jioJePx++l18LroviLQtnJTl/kw6my4rrZvbWkqwePEyjjzyUEaPHoFtuy2k5ctX8uyz/+LDDz/jmWcepmPHkk1hFQgEqKmp4fbb/8TUqZ8zZswh6Lrewr+NorQOKqh2JynRPB48wQwi5euwUylwHGbd/QCRyipkPEHp9NlY0HBQASsnfwhek4w2+Rz4uxtA09BNDxlti0mFw25gNdIiU1oHIQSm6dnUKkokEgghEEJw7LFHMn78r3j00ae5557b0HUdIQRffjmDe+55kLlz5wHg8RhNjmUpyv5CBdXuIgS+vFziFZWUvvMl3933CFWly9ElhCIRLNw/docD+qP7vG733pZ31zSsWJxlX8/CIh1a703FAvK7d2HITRNpP2o4vvxc4tUh1S24F4jF4tTW1pFIJJBSYhgGY8aM5qyzTmHKlKlcffWv6NKlEzU1IR599O8EAn6eeupvnH/+lViW3dKnryithgqqXSElmmmi6TrC0Fnw/Cssfed9lr7/MTqba//7n3cy3sJ8hCbofOZY9IAfaW8VVLqGFY1R/O/JSCC+voIlL7wFwJrvf2T1uZfR/bgj6X7iMfQcfxoyZeHYNk4yqVpYewnLsggE/IwceSD//vcblJauokuXTggBEydewrBhg6iqqk7fWn0QUZR6Kqh2kpQST0aAZG0d67+Zwzd/fJCNc+dRB2SbHnJ6d6X3teej+Uxy+vXAyPAjLZtUXZhUbbjBvj+haXS/6HSEoWNFYrQ79hDseJKFf3uO0MJSFrw3lbL3pjLvqRcYdtsNFA8dhCczEysaVWG1l9B1QSDgB6CiogLbtjFNLyNHHoCmacRi8SaOoCj7HxVUO0NKzGAGieoa3r9wIqu/nIEN6EC3ow+m49hDKT5qpBs+QmDH4iTiia2O0cBhHYdkqA5w75c7oBdSSg5+6S+s/ehrVk/+jDUffUXZ3HmUn3kxHUaP4NhnH8XMycIKR1RY7RXEpqpPj8cDuB96YrE4Pp+3JU9MUVotFVQ7Sko8wQwSVdW8P+EKls/6FhNoN2oonc8aS9GhByIMAzsWQ+7ChE0pJVY0BoDQBO2OOZi2Yw5i/WczWfHKZNZN/57lX0zn/QmXc8wLj+HLyyGlwqpVE0KQTKZYt24DACUl7dA0TRVNKEoTVFDtCCkxghnEq0N8cOFEls76lvy8bIY9eCvZvbpg5mWTqqlDNjKZc6cf1pFY4agbWGMPJX/4IEKLSvn2hntZNmM2H1x8Dcc++whmTrZqWbUy9dV+UkpM00M8nuS996bSo0dXOnRop4omFKUZ1NT35kq3pJLVNXxw3pUs+2omecVtGD7pDgpGDEZ4DJJVtT/rp2PpSJJVteimh8KRQzhw0u3kFOaz7IvpvH/+VSRravEEM1RFYCthmh58Ph8+n5dgMINUyuLZZ1/iyy9nMGHCmRQXF5FKpVr6NBWl1VMtqmaQUmIGgyQqq3n//CtYNuMb8trkMPzBW8kb3IdkdchtxeyJhowAx7JIVofIG9KXEX+9lRnX3M3Sr2YizruCY56bhDcvh2Q40ugKGMrPRwiB4zhEIlGefPJZpk2b7q44kkxQWrqSlStXc845pzF+/GmkUqmffLARwl1+CSCZTKrnT1HSVIuqKfVjUjU1vH/xRJbN+IbcgjyGP/x7cof0cYsfWuINRQhSoTpyh/bjoIdvI7cgl6Vfz+L9i68hEVItq5ZiWRY5OdmccsqJFBUVsXFjBZWVlYRCdfTu3ZOHHrqHe+75PRkZAZLJ1Fb3dfD7/RxzzBi6du1CMrl7u5AVZW+lWlRN0EyTeEUVH553BctmfUduYT4HPfQ7cgf3IZWu0GtJqVAdecP6MeKh25hx7d0s+2I6H5x7GUe/8BieYBBHdS3tUbFYnE6dSnjqqQe3+ZmUEsuySaWSpFKpbVpMyWSKvLwcXnnl78TjcerqwqpVpSioFlWTPMEMPr/mFkpnfUeb4gIOevAW8gb3IVXTehYLTVbXkjekL8MfuJX84jYsm/ENn0+81W1VKXuOlJhZmZjZ2cQsi7raOurqwpu+wuEI8Xgce4vJ3jLdYvfn5eIJ+HBsh9raOpLJbYNMUfZXKqi2wxMIsOazr1j77VwE0POSM2kzamjLdfc1RgiSoToKRg+jx6/OQADl335P+edf4QkEWvrs9huaabL8rSnMePgpquYtwszObvI+utdkxeQPmfHwU6yf+S1GwLcHzlRR9i77V1AJgeFv5huBEGimh0Uv/YfKyiqK+/ekcMxBJKtbT0tqa8nqWoqPGEFxvx5UVlSx6KXX0ExP6wrVfZUQ6D4fcyf9nY9u+yMfXHg11QsW4c3O3u5YoeH3M++pF5h82x9ZMeUjTNUKVpRt7D9BJQTSsqmYO2+bBWG3IcHMzqL8i+ksfvt9MkwP7Y4aSaCkCCeZxN1hqLX9B04ySaCkLe2OHEHAY7Dof1NYO30WZlamWjpuT5AST2aQIFC5cjVTJlxO1fyFmDnZjU9bqO/6Awy/T03+VZQG7B9BJQSG3w9Ivr3/EYQQGAG/29po6OaGhhWJsvC5V0hEYwTzsuly7jhSoTqkAE3qmLoH0+PBNFr4y+PB1D1oUkcKt7iiy4STCOZmkYjGWPDsv7CiMYSxfzzVrYUJVC5fyeTzrqR6wWK8OU13AyqK0rB9v+pPCJxUioolpaTCYaxojIq589H9Xgyfj6zOHbfdcsMwqFm4hCX//R8C6HHZ2WimiR2Pk2UF+Xfbybzp/QgS7Jm5U9sjAS+ckjiaM9eOpU5E0b0mPS4bz+y7JrH01bcYcMVF5Pbqhm2rcuc9QQKeYADCUSqXLWfy2YiIh28AACAASURBVBdz/L/+Tm7fXiRrQqorVlF20D4fVJquk6ytZf4zL5KKRqldvor5z76Eo+vkd+vCoOsuR6ZSm8cRhED3mMy650HiUtKmRycKRg8DR4IEDwZrstcx96FF8BmwI0MKkp8Gm0hft/X1OyICjIHhEwfiWWu4v4eEwkOGkd+jExVLVjL7ngc57l9PYydTPx0vSS8JpW29k6yUJMMRNQ9rJ6WAHpecQaKqloXPv0HVqjVMOf9Kxv7zcfJ69yShwkpRdsg+H1SOZWFmZXHYpPuwasN8ds3NHPbwn/Fk+LFTFnYs9tM3DSnRTA8yZZEEOpw4hswuHYhvrHTHuZB4pMcNiFqgieEu95i4QWSkb2+zOaQaur45960XBiLgkR5keiDKjsfJ7NqRkuMPo/yhF5Apy+3m3DJ40sUi3//1capKV276h+AAHq/J0Jsm4s3JxrGsZvyCytaEpjPozmtIVYco/d/HVC5dzpRzLmPsS0+Q16cXiVDrLcpRlNZmnw8qANIrkaciURI1te7+TUi3y2+rT7bCMIisWUc8HMEX8GPmZGEnGticUMf96239F5Swac+P+jAygG64rS8bWAlUpW/TG/BvcX0Nm0cO6+/bJX1fASzf4r6kf75VgwghsBNJzNwsfAEf8XCEyJp1GMEMZH3wSIm0bEoOH03BAYN/kn2apqd3IVYLpu4sJ2khHYeBd12L1HWWv/GhO2Y1/lKOf/kpcvv2cltWiqI0af8ZYXccNI9Bl3HHIXS90W4tb1YmC194hdLZ39NucG86nn6Mu31Gc0jcUfRi3L3k6x+iXfr774GNQMf09x1xn4FvgQqgM27w1N/PAdoCPuAHYC3QaatjNyIVjtDp9ONoO6AXpbO+ZeE//403K/Onp+s45A/oQ/uDR9Bui6/ikQegeTy7tE3Jfk+AE08ibYdBt19Fl5OOQABVK1cz5fyrqFm4RBVYKEoz7TdBJR0HzWvS58Jz3K69hoJKSjTD2DTXyo4lmj9MI4Ekbuumffr/9bULfqAu/RXC/aubQDD9fRS3G1Fn29aRD7ebMQJU4oaUn2aVm0sJdnrHWMPvQzOMbQLaTiSxYrGtvuI/+/iUlBK/6UPTNJC4l8U+9s9RCJyku/DsoLuupesvjkQDKpeWMvmsi6mevwhvdtY+MxYopcSjG3g9JjjgMTyYHlOV3Cu7bB97Z2iClG7rqJEXjjAMYhsrqFq4BFPXyOnXHWk3YxAqXXlHO6AQN0yK2NySWgtk43bzdcANpRiwGsgDuuOGWwh3JH7TCQEbcAOtW/p2lbjB1oyxeOk45PTrgUfXqFqwhFhFJcJo+d5eKSVZgUwWlS8jEo6CAXNWzEPTtH0vrAAnkW5Z/d81dDn5aDesVpUx5ZeXu//WsjL3+mluEonP9FIXi7C0bDn4oHz9WjbUbCTDF1BhpeySfe9dYRcYfj8bv/+BH15+jUy/l+6XnIm07KY/8Urcv2QGbmtHT/8/g81jWXE2F0TILa5PAgHc4KmvW9gyhHTcMnhv+jEstm11NXhOEmnb9LjsLII+kx9eepWKufMw/C2/3XlOMJsfVy7ggj9dxfqKDRCEP/3zbzzw+iSyM7LcVta+RAicRArpOAz6w9V0Ged2A1aWrmTKGRdSOW8hDc/o2ztIKfF6vAghuGLSTbz16RRoA1/PmcUv77+ccDyiwkrZJS3/8XoLEkmWPxPDMHbLSgqOgPgO/IZmMIg3JxsdN5ucRBKas6SNhttCWszmltNy3JaTD+gDrAFWAJnAYNxqvbZAOW7Lyg8Mw+3i24gbVjruuNUa3EKLDGAgbuito1nPnpNIIqV7KG9uDr7cHDSP2fQd03wWaLvx/cXrMZm15HvG3/MrylaXu63FdND/4ek/owud60+9Ainlpr2ZWkrCALu5VeRCYAaDaJ5GnhQBTiKF5vUw6K7rQNcoffMj1s9fhEb6c4vfhy+Y2+yxQQmYDnhauOZF13Ui8SjXPfZbXpvy1ubnNADTvp7Orx64lr/f+DDFOQWkbFVF2uoJiCfiRBOxVrMwcqsKKkMzeHfmB1RUV+36mQnISEDPquZVkAPoXi+hZcvdBs2OPkECd9wJ3Ko8tvhe4gZWfStK4Fb51V+v4XYR1l/vpC/Xf+/f6jY7+v6d/l1K33iXiu9/cKsYm/krLc6DqJfd8sFBIPAYHh54fZIbUhlbHDfdpPj9P+4hFA3Rtbgz8VRi1x90ZwnoVgnZSfcpaPr2At3rJVxW3ng3hXA/OGhek0F3XA0SVrz1ETruU7rhmznMffqZZhfvGEB5BqzNokWXyMrwZfDRd5/y6pS3Nlen1suEj7+exiUPXcOZh55KJN7MwiSl5aSgT5eeDO7Wn0SqdSwS0GqCSgiB1zC55z9/ZeG3S9wzs9j5ibAGeDbCTWvcYZ/mvI7re+R86fPZYRpua2dF+rKG+w60ErdabzDptXXSX+C2mLLSD7oBtzXVLn0ia3BbZt2AQenb1ADVNK/7L00Idy3AL/7yaINTtRq8T/oh7i8Buw2buyV3lcRtddZ/6t7y+nTF41/+PmnXnvvdQYeT58AA3MZyc6QbEdvvxkt3A2peD0PvvREnmWTVlM8xgSVTpvLjlKnN/rWDwBsmzOnP5sKdllD/gauhwBTu9VO/nMbUD6e1/EouSuPqx9ojcNlF53NI/xEkUlVN3WuPaDVBBW7XX6Y/CH5o36kthTltsOyd7NfQoSgEHRZtbrw0RWgaqUiU6qWlzTnZzV9b23IelGBzAYQP92TC6Z9X4Hb1ebe4XsMtqhDpyzXA/C1uE9niuNs7hwa069EVIxBoelFeNgfV4b1hQxbNbFY0TdM05iz7seGxNgHEoFOvDuQFc7Bach6XDn0zoEOdO0TYHELXCC1bQbgu3MQNwQj42PD5bKq+m4+G++fNKSogo10xjtW839sPHFAMTid23weJneAxPCxft5LqipptK1IFEIdAnp/eg3qSstRGnq2VruksX7eSUHktPrN1LZDcqoJqkyhce/LlXHPSJVTVVe/0YSRg78C4vJkRZO30mfz32DO2+2ZuC8dtpsVp4uPzFhJsfgFrbP5k2dD1iS2+3959SZ+DlT6nRkjHQQKHP/4Xig8cQjISbeZJw0nObvwQLAQ+j5c/v/owf37+ITd8twyrOhg6YCD//M0TFOUWkGzhbgdbgNyRMaqMIO+cfA7VH3+x3ZuaOVms/2wms379ZxJ1EQzcp7j3+Wcz8q7fEqts/qfY4+TuHUPcGQFvgK8XzuLCP13NusoNbljVi0OGN8DjE//CL0Ycr7r+WrHsjGzOvOci3l32QUufyjZaZ1ABjnSwbGvnW1RpcgfGcxzbwo4n3F4nIdAbqJCTSAJRH9mXZcIZ7FAX3M/CBvIgEPVtWkJpS7rfrcaycOdMObbtVjI29/C7+U0w6jj89qzrkUjue/7hzeNxKRg+dCjP3/IYBdn5ROLR9OYlLafZIQVul55lNfkp1MzNYt3HM5h1830k6iKYgO7zEo8nkI7jHmNHnh/cZShbUk0kxKg+w3n2t4/wyz9dSUVFpTtWFQOP18Njv/4Lp4w8gapwTYs/p0rjLLvpf78tpdUGlZQSRzo4O5I0DR6o+Te1kyn8BW0o6N6F2rI1VM9ZROHBQ39ym5AR5rS1xzIu4whos2PH/1mky9rNtR5Cxk+7nIQQVM9ZRMqyKejeFX9+HnYy1ayuv3q7+9ezbYfaWB23nnkdhtD5es5s8IDf5+OPF/6Ogqx86qJhRHpdxRa1Iw8vhPt33c59zJws1n88g9k33ksiGkMAB9/3B9Z+OZPv3prsTilwnB16fnb0NH8u1eEaRvU+iOd/M4kr/3oTK9eupiingD9f9QdOHXkCVXU1yPR/SuvkSKfVPj+tNqhagh2LUTC4P/3OG88Ht9/D0n+8RtFhB0JSbJpLJZH4HC8Zdf4mjrZn2Tg4W3b/CYHQdZY8/SrhRJJRF4wnf0BfYhs2tujK3QKwbZvaaB3XnXI5N56ug7vgO4lknHA80mpKYncnMyeL9Z/OYNZv7t8UUiN/ez1Db5rI25+e3dKnt1tUh2s4ZsjhnDZmHA8++hgHHzWC8YedxtqqdS19aspeTgXVloRA2g6JUMhdRTzDj+7zYkV+WvflCAdnh2vE9zAp0X1ePEE/DpAIhaCBRXhbipTSnaexRVdQa/00t6vMnCzWfTKd2Tf+mUQ0hgQO/t0NDPvNtSRr63a4BdWaxZMJd2xRgGVZxBLNrZlUlMbtY0sA7DornqDogCHktS2itnwD1XMWonmbP0G2ntDcFk1LBYPmNames4DatRvJa1tM0bDBWPEWnJfUCLnFf/ui+pbU7JvuI54OqVG33cDQm68hEardvJq9oiiNUkG1lWQkQpeTjqOkfx/WL1vNhk9nYWYGd3jhUOlId0HYlhiclBIzM8i6T2eyYXkZJQP60uWk40hGVMXVnmTmprv7br6fRDiKAEbdeh3DbppIMlSLtO1W08JVlNZMBdVWhBBY8QTx6hp0ILZ+I8maWrd11EyeYIDS59/g64t+S82PizH8PoQmMIIB9IAPMycTzWtuvmyamzZsNDL8mDmZeLKDCE3bdL2Zk4WZk+lWIjYRfkLXSdTUEl9fgQ7Eq2uw4ol9cuynNZKAmZPJ+k9mMOv6e0jUhpHAyNtuZNgt15GsDe9T3X2K8nNTY1RbkxJpWXQ79UTWfTuXZa++R8nJR5E7sDdWM+Yf6V6T2iUrqZgxFwSES1dTeOiBJKpClL/3BXrAR/UPi2l3zMHE1mygat4SSo45mKw+3ahbsoLwijXU/LgEMzuTTmcdjycYoHbJCta8Nw1pWbQZPpCCUUNxko1PnNT9PqrmLKD0tfcJ6DrdTj3R3am3lZae7msMYO3Ur1n8xCvEY25366jf3cCwm65Ot6R25+Q0Rdn3qRZVAxwrRa9zTie7pB0OsPSpfze4G/DWhKaBgGXPvU7+8AEUHnIAsTUbEQiiZetY+syrVH07DzMrgx/unERk5Ro8wQBl73yCMAzWTP6M5S+9TXafrlTMmsuq/0wBKVn61H/Accju050173xKYmMVwmikhSc0pGOz9MlXcICcknb0POdU7JRaEWBP0YF1X35LeIO7TtaoW69j2M3XbC6cUCGlKDtEBVUDnJSFmZ3F0JsmkgIqZv9I1Xfz0b3bX4ZC85ls/Oo7IivW0P1XZ5DTrwfRtRuw43ESlTUYAR/dLzqd/AMH4CvKp/OEcRSOHIIVS4DjEFtXQdcJ4+hy7kl0PPUYKr+dh2M5CEOnas4iAu0LGXjHRIxgoNF9snSvh6pv51Exex4pYOgt12JmZiJTatB+T6pfO3jU725Id/fVIS3V3acoO0MFVSPseJySMaPpPHwIoUiMFS+9jebzNX4HXcOJJyl9/k1iGypZ8MCzLP/PFBKV1djJFNE168kd2JtASTGh+aXkD+uPmRmkbukKMkqKSVTVoPu95A3rjxWOYUfj6D4TI+in/28vI3/EIL696T7WfTwdIxhotBtP83lZ8eLb1MbidBk+jJLDDsZuhdV++yo7kSCJu2LEqFuv36pwooE7CIGdSJICnFRKFVcoSgNUUDXCiifI7tqZbicei9drUv71d2z8fBaenAa2DpcST8DH2g++JFUbZtCd19D2mIMpOeEwjICPREUNkZVrCPbohB7wEVlZRqCkGM3vI7JqLcGuHYgsX0Oioho94EfaNhu/+o78Yf1Z+Mg/WffxdA740410Ofck1kz+FKE10O0nJZ6cLDZ8NpPyGXPwer10G3csWZ07YCVUUO0J0nHI6tKJ3B5dGfGbaxl2y7Wk6rZfOCFtm6zOHSjq0ZVAUeEOLZ+kKPsLVUzRCCEEsYpK+v7qPBY89y/WlK6k7K2p5I8YhGZ6cLboStNMD5GVa1ny9H/o/qvTKTrkAKSUZHRqR9lbU6mZu4hERTWFhxxAYkMlVjiGt00OdjxBZFU5HcYdQe3iFcTXV7J40ksk68KYuVl0OOVoyj/4ktIX3iQeChNeWEr7cWPcwoitaKaJk0hS9tZUIuEo7bt1ps+vJhCrqFLVfnuClFjRKKP+dDujwN1AMR7HZ5pEYzGklPj9fgxDJxKJIqVESomWSnHYn+9geDSGx+PBY1noAXfVk1TKIpUeW5RSYhgGfr+PWCyOZVkYhoHXayIlaJogFotj23b6+s2biMXjiRbfhFJRdoUKqu2QjoOuawy58SpqJt7Cknc/RXg9DLz9ajQETjLpdtVIcGybXlefS8HoYaRqI8j0yhA9Lj0bb342Xc87GX9JEVY8QaezjydQUkyqNkzXCb8g0KkdZVM+p8MvjsTMzyUVjlJywmHoPi8l447AzMkkUr6BtkePomjMiJ9W/EmJ5jURQjDn9odYOvkzgrrG0F9fjaZpWOoNas8SoAmNrIwMZs38lo8//pwrrrgQj8fLP/7xIhs2VHDDDVcihCAQ8PP66++wbv1GrrjiQmbP/p6nn3p+06HGjDmEU045AcuyME2Tqqoq/vSn5zjzzJPp06cHFRVVPPXU85SVlVNY2IYbb7yaYDCDysoqHnnkQdav30DXrp259NLzyMjIwFKTi5W9lOr6a4IVT9D7vLM58vG/4PV6WfT6h8y9cxKaR3dXrJDu2IK/bQHtxh6GpmvpxUklQtcpGDmYYJcO5A7pg5mdheYxyOnXw51bJQR5B/THisZJbKwiq1cXOo8/ka7njkMzDOx4AieZpPiIkXQ//xTaHj0aJ5H8Sdej5jURus6cOyex+K2peH1ejnjiQXpNOLNVrkSxrxPSHYqa/vUsxo+/hKlTP8cwDEzTw5w58/jb357g7bffIzMziGmaLFy4mBnTZ+Pzepk5YzZCaEyceAkTJ17CqFEHYts2mqbh9/t47LFneeyxZ4jH42iaxqRJfycSifLb395AWdla/vGPF/H7fTz11PNEIhFuvPEqVq9ewwsv/BshdnIz0F2gJkMou4sKqqZISbyqmp7nnM5RD9+LzzBY/PoHzLn9IYQm0Lzu/vDSsrHCEeSWey5IiRWN4aRS2LGEO6AuwU5v6QBgReNI26b4iIMIlBSTqKgiVT8hNP3GYkWipGrDP53HJd0uRyE05vz+byx+40P8Hg9HPfxnep59CvGqajVvqgX4/T5++GE+f/3r4wwa1J/8/Fx3JwDHISMjQL9+vXn88WdZtaoMr9fE6/WSkRHAcWxKS1cwZMgAhgwZyMCB/SgpaYeUkkDAx5tvTubHHxfQp09PNE0jFKrlu+9+4LTTxjFgQB8uuGA8S5aU8uOPCygrK+fkk0/g4IMP5fjjj2bx4lIikSiatmeCyhGAAEe9uyi7ifqn1BxSEq+souc5p3HkI/fi1XUWvTmVH+5+HM3Q0UzPzoeC46D7vBQeOhxvm7zmlZFLieb1IHSNOXc+yuL/fYzP0Dly0n30HH8q8UoVUi0lmUxSWNiGe+75PWeddTKOI3HSH15SqRSnnHICw4cP5b77HnH3PNN1DENnw4YKysvX8/LLr3HhhRO55JLrWLJkOZmZQVatWsN//vMmF1xwNm3bFmFZFhs3ViCEoKiogFColqKigk1jUcOGDebddz/gk08+5JNPptGvX0/8fv8e2Wso5oEDy+GslXBUKSTU4IKyG6ig2gGJqmp6TTiDox67H5/XZOFr7zPn9ofRTQ+e7EzEzn5ile66gM1Z+01oAk92JprHYM7tD7P4jQ/x+bwc/fgD9Bx/Komqnd8RWdl1qZRFcXEhXbt2JhyO/CQcbNtBSrj55muYPfs7Xnvtf/j9/k0/69+/D7/+9dXcf///0blzR+68836qq0M88cRzjB17FGPHHk08niAjI4NIJIbjOOi67o6H6jqxWIx4PEGvXt2oqqrm+edfpaYmRO/ePd39vfZAUNkC8qPQOQbFYfd7RdlV6vPODpBSEq+spuf40wDJR1fcxJI3PyJaWUPJMaMpOWmMezvLdgsedteYQHq9P2G4ezetfO09yj78kvJp3+DTdY56+F56nHWK25JSWpQQAsuySTQyJSAWi9G5cweuuOIinnjiWXr06Aa4hRW33XYjUkosy+ass05h5szfM23a13zwwSfU1ISYNu1rliwp5YknnmXChDPw+bwkEgkMwyCRSJCfn0dFRSVPPvk8t912I0ceeRivvPJf7r//Ufr3701OTjbWz1z+LgBLgySQ0tQiHMruoVpUOyFeXUPPc0/nqMfuxzQ9lE6bzfe3P8S0M65lw1ffYUVieNvk7p6gEgJvm1ysaJwNX37LtDOvZc4dj7B82jeYpslRj/+FnuNPI15ds+uPpfzshBCEQnWceebJ9O3bm2effZn8/BxWrSrj4ouvZf78xRQVFbNs2XI0TWPo0EE899wkfvnLszjhhGMoKMhn5MgD6dq1M5qmMWfOPHJzC5g7dz7JZJKcnGxisTimaQIabdsWY1kWqZSFig1lb6VaVDtDSuKVNfQcfxrC9LD07fdZ/Ma7bFy8goor/kDbEYPocOIY2p84Bs1jYG9Rqec0MQaledJPiRDoXhMnabHilXcpe+dT1s6Ys6mSauCpJ9LjxGPpfto4VTjRSqVSFrFYHHADKh5PkEwmkdLB4zG49NLz+e9/36a6OkTHju3p1KmEO++8j1GjhvPVVzOZMOFMiosLKC4uwOPxsG7dekzTQ/fuXWjbtpDx40/lxRf/w6JFS/n886+4/vorGT58KKNHD+euu+5n9OhpfPrpF4wbdywFBW1wHDWZWNk7qaDaWelqwG6nnEjnY4+kz1mnMPexZyj7ejarps9h3fQ5mxab7TVxAv7iAqRl4yvMcxevbeiQjkN8QxXCoxMr38iiR19EpizWzphDEvB7PJSMPJCBV15E+0NHovv9bkipCb2tTjKZ5LDDRtG3b08cxyEWi3PZZefj9XpJJlNImaSgIJ+XX34S23bQNJ0bbriSqVM/p7KyimuvvYwDDxxKPJ5wu5zjCTweD3fccTMlJe0IhyMcf/wx5OXlsXz5Sm6++RpGjx5BLBbjmmsu45NPprFhQwUXX/xLDj/84HTlofowozROACkd0Nzu29b0rqKCalcIQbImhNB1Oo09irajhrN2xjfMefTvlH/2Jcumz0EDKmfNRfN60b0mfW+8EE9WcJulcoShkwqFmf/gP7ATKZx4glAyhQNkAR0PP5jBEy+l+MAhmNlZJEO12DUhFVKtlG3bdOjQnq5dOxGNxrAsi8GD++M4bugI4d5m0KD+SCmJRmPous4vfjEWTdNIpVJEo5u3cZdSYpomo0ePIB5PkEpZaJrGoYeO5IgjDsGyrE0rXui6zrhxx6FpGrZtE41GsW2p/qko22ULKAlBxzoojLhh1VqooNpVQiAdh0R1DZphUHLICDodfTgLX/g3tevWo9kOcx56kkhtGA2YfssD2z2chrvqdobfz+G3XImjaWS1Lab3L8/EjsdxLJtE/XiUeudptYQQpFKpTUsgCSG26AbcfLv6MBJC4DgOdXXhRo8ppSSSnktXX8UX2WqPtMaOo/6p7BwhBD6fd4txvqbpuo6u66RSydbXIy8EmsdocD+7hA5HLoeiMhi6FmKtKB1a0ans/RzLwrEsrHiCXhPOQPd4kFLS8ejDsFIprNow0++4l0Q4sk0ViwN4g0FG3HULRkYGhmlSNHwoQgjsVIpETaglfiVF2W+5HzYsVq0qIysrk5yc7CZL/HVdI5WyWLduA/n5uei61qrCSto20YpKfPl5Df68vmLTVl1/+4dkbd2my/kD+23aVv6kA4Y0+o9dCIGZFdzUSourOVGK0mK8Xi+rV69hzJiTuPTSC7jtthuxLKvRBX7rFwl+8MG/8vnnX/Pcc4+Sl5fT7JbYz033msQrqpj5f/dx2KN/RjMMHMve7ur+rYUKqj3A2mKswV32qOHbSQmpZmx3ryjKnmNZdpML+no87qaqkyY9w9/+9gR9+/5/e+cdJlV59+/7tGlb2EJb2i5LXUCQ3rsg2BONib1HxRrbG3+a6Ksm0ZjyqrHEJJqoSYwtgApKEcVClyIdpPdl28xOPeX5/XFmFxZBdmGXHeC5r2uu3Zk958wzMzvnc769C+oRkqZOOIqCsG1iJWXESsowKyNE95eh6hqKpmGkp6V81rAUqhOMsG3ZrFNyauJ2vj38Yyl+Ijwa3yc6uq6za9ceHn/8d8yd+yWZmRn4fN4TuLrvRzN0wvtLWPj405iRGKVr1jH/F7/CVlRa9OjKmT+7NeUbWEuhkkgkx4Siqqi6jkCgqsmr87Q0VI+BAFRdx0gL4CRMhGPj2DYKCo5tu1mvqRQEOQ4MQ2fBgiXs3r2Hl176I1OmfMjKlWtPSMuq2mAnTHy5OYx89kmixaXMf/hXjHjmN+5n5wisZJJPKiOFSiKR1A4hUHQdT3oaqCpmZSXhvfvwpKexdfosVr81Ba/HoHzDJtKBnZ/PY/K4HxI3LdqPHU7XKy8lURnGl5ONNycLHAczEsVOJE7q4Z7xeJwhQwYwevQwCgra8e67U1OyZk3VdRRVxYrFUDXNjVHZ9klh7UqhkkgkR0dR8GZnES8tY+PkDzECAfbMW8Q3r/wTXVURwRC246DgzqHyAaJ4P3vmfIEAyr+Yz/JnXsZ0HLpceA4F559NLBym1YC+ZBa0JVZSWnNEzkmE4wiaN2+KqqpUVlam7HnfsW1UQ6dF/94ISI4dStHFHoIUKolEcniEQPV43KtvQ2Pt6/9hwwcz2PrRbHQOeO5UYCOwJnm/Xbt2NG/RgiWLF1e7vwqAnuUVOMCa1//Dmtf/QwJoM3QAHc4bT7frrkBBQQgHOxY/6Qq/LMtKjm1JndjUoQjbwchIp/e9t2FFYynjmqwNUqgkEklNBCiagi8nl/Duvez9ejmLf/V7Sr5ZgyYEClAJbAa+BDSgDKjKbY22bo3eowfzliypvmJfAswFbKAX0BMwgPIvF/LVlwtZ/cY79L7zp7QdOZT0tq2IlZYj9Hw4JwAAIABJREFULOukE6yUR5wcMalDkUIlkUhqUNUYef2/3mX1G/9h+9x5GLjCsgZXdNZy5FHzHstCi8Wqu6wAmMCu5O8zgJlAW2AQ0B2oXLWW2TffQ/MeRXT/6dW0P2c8elogaV01xKusG1VDLoUQNeJpjmOfLN6zkxopVBKJxCU590z3+5n3i9+w+Pm/EgC8wHpgMQfce8f9VMC25K0TrpXVCyhfuYaZdz5I0ZwvGfWnp9D8XuxorNEtK8dxME3zOwW/KVMrdawIgebzoXkMPBkZySxO0DwePOkZOAkTKxbHSSQa9TOQQiWRSACSIhVg3i9+xbLn/4YBbMW1fnYCDdVfYQNujOtz4GxcS2vDfz8ATWX0n55C8/mwYyderKr6JgK89tqbLFiwBCFE8ub2XnzuuSfp1q1zjXEulZVhKiqCqRkDSta06X4/RsCHYngoWbGKiu078KalES3ejw4Et25j26xPiQWDNO3Whcz2+TimiRkKY1eJ1gl8fVKoJJLTHSFQDQPd52feQ0+w7MVX8AD/Bb4+UUsA9gKvAR2BK4CN70wFy2L0i79rFLEyTZOsrCbcffctJBIJTNP6ztOnpfmxbXcSghAC0zS56KJzGDp0IF6v54jtlk40qmGgahqoCnrAz47Zn7N17pf4/QE2vjOVHWvXo+PGGwPAmremsOqtKVhAp5FDaD18MLFolC4XX0BOjyLsWAzhOO40c7Mep5kfASlUEsnpTJW7L+C6+5a++Ao+TqxIHcpG4F/AZcDGydNA0xj93FPoPh/WCRSrKqF67LEHj7hNRUWQePxAHVgiYXLJJeejaRrBYAjbbkShSn62Rnoasf1lfPvRLFa+/hY+j8H+ZavYGwyiABlATtNsHMc5EH8TJAu5VbZ89hWrP/sKgM1vTSWjoA2WadH3vttp0e9MfLk5xMsr3HT3BvpspFBJJKcxqpGMSf2/J1j24qv4gPdoPJGqYgPwH+AnwIZ33wdg9PO/dS2r+Ilp91Pl+is9SnPog5Mrqlx/jY2iqnizs4js2cvm6bNZ9rs/sX/tBuK4iS1Nm6TT7exhxOMJ2k0cScvRA2v0JK1CD/jY+tZ09i5eicfQ2TXzK3Zu34EB7P7xDbQZOoCeP72GNmNGoKWnkQhVNohLUAqVRHI6UmVJ+XzMe/hXLHvxVTzAu8DSxl5bknXAP4HLSYqV47hi5fU2SszqZEHzeVEUhW9eeIVvp83k28++xMBNnux03iiy+vYgq2M7mg7pgxOL45gWjmmhp6d992BC0P6qi+hw3cWoHoOd0+cSK61gz0dz2TV/OZvnzmPL3Hl0vGAinS+cSIeLzsFOJLDjiXp9TVKoJJLTEEXTQAjmPfoUS19w3X2TSR2RqmIj8CauG3DDfz9EMXSGPflLVMPjupokNfDlZLNl2kzmPfoUZWs3UAlkBXxk9+hMl7uuJrNjPt7cLKxwhPi+klqJvR21sQEEtBw9CN3vpdXYwbT/Zj3rnnmNinWbWDl1Ojs+ms2KF19l5B8eJ+eMbsTLK+qtNVbKCVVCA7TUG9wlkZxKeDIz2DHnc5Y89xcM6t+SEkLUWyLBeuDfwI+A1W9Noc2wQRRdfyWx4v0n1KrSNK06caLqvpueLrAs93Fd17Asu0bGX1UNlm3bDZoJ6M3JZtuMOcy65R4qyoN4gc7njabduSNpPrwfwrZxEhbx4tLDd7o/GgpY4QhWZRg94KP5kN40H9aXnVNns2PWPHZ8uoAti5cSvf5OznntBbKKOpOoCNbLa0spobJVmLgBCrZA5/0Q0xp7RRLJqYeiaZjhMMufeRkvbrZdfYqUoig0adKECRMm1HgskUjw1VdfVdcj1YX1uKnyXYFvXvo7bcePwZuZiZ1o+HiVEAK/30coFEbTVFRVxev1UFERoqysHK/XQ8uWLYjFYgSDITIzM1AUpYYoBYNBDMODYTTMKdeXk822j+fw0U13ESoPUjh6EAU/OYdmg88ERcEKRw/Ejo5X3BUFx7TAdDuHtL34bFqOG0r+/GVs/PN/2LF6Ix/+5EbOefOv5BR1dqeTH+dzplS1mqNA51LoEYKmEXcsskQiqV9Uw2DvgiXs+HweXtw6qfqkrKyMHTt24PV6q28ej4eMjAwuvfRSrrjiCgoKCup83Jm4aezFq9ex85PPUbQTc4Jo2jSHr79ewS233EMwGMLv97Fx42YeeugJfvvbZ7nzzgeZOnU6e/bs4yc/uYmFC5cQCPgBSEsL8M03q7nhhrvYvn0HHo+nfhcnBL6cbLbPmMPH195GqLyC9iP70/vJe2kxaiBWNF5TpOobITDLgyiqSptzR9Hvjw/SqlM+e7ftYPqVN1O2Zj2erCbHbUmmnBTENYjhipR0/Ukk9Y/h97HsmT+DbbOeA62N6osNGzYwZcqU79wmT57M0qVLCYVCTJw4sc5iVQIsBzzA0j88D8JBacDOEKqqoigwefI0rrvuDlasWIXX68W2HV5++TVatWrJP//5Zx588G5eeOEVTNOkqKgT7777AaZpoWkaiqLw8cef0LRpLh06tK/hOqwPfLnZbJ/5KR/deDfBcJj2w/rS9+kH0LweEqUVJ6YoNzlBOL6/DH/rFgx44RHyijqwZ9NWPrx6EmVrN+DNanJcT5FyQiWRSBqI5NX3pinT2Ln0GwzcNPQTmUy9YsUKpk2bxqxZsxg6dCiFhYW13tfCbeMkgNIdu1n96r/w5WQ32MlY13X27i1m5sxPufHGKyksLCAej2NZFjfddBU333wtoVCYrl074fP5CIUqueCCiSxa9DXFxfvx+bzs3r2XBQuWcN5540lLS6tXofLlZLNt5qd8dN3tBMvLKRwziL5/fBDV40m2naq3p6o1ViiMP685A555iLyuhezduInpl95A2er1eJpkHvNnJYVKIjlNUA2dWEkpG959HyUYYiuwohHWEYvF2LBhA8uXL6+zZbUVWAl4YzE2vv8xoW07UOvbnZYkkUiQm5vDE088xKhRQ1EUBdu2UVWVTp0KycnJwjAMpk79CMPQyc9vy6hRQ8jLa8msWZ8RCPhZuPBrPB6Ds84aRSxWP13LhRB4szLZPnMOH197B8FgiMLh/ejz63tQDaNxeyMqygGxevYh8jq0Y8/2HUy/+lbK127Ak5lxTGIlhUoiOU3QfD5KVq1l45Tp2MAXHOhu3hhs3bqV0tJS+vfvX+t9BDAfd8zIjq8WsvPzeehpgYZaIrqu4/N5iCbnN1WlW5umhcfj5f33p/PXv77OrbdeR4sWzfD5fIwYMZjZs+dSWRnmk0/mMnz4EHJzszFN8/gXJMDbJJPdXyxk+k13UxkK0X7kAPr8/ueoPm9qzPJSFKxwBH+rFgx46X/J69aRfd9uZtoVNxPcuh09Gb+rC1KoJJLTCG9WE4zk7+sbdSUQCoVYs2YNubm5dO/evdb7bQPiuLEqX04WitpwDVKFEN9pg6SqCj6fl8mTP+SZZ/7Mfffdzrhxo4lGY1iWzbnnjqeyMszUqdPZt28/48aNJBKJ1ktNkaKpOJbFt//9gPLScnLbtaLvb+9H9SQtqRTCCoXxt2pOv6fuI81jsG/TFrZ99In7PtTxvZBCJZGcDigKTsJk89SPUIDVpMaXf/ny5UQiEdLT02u9jwKsSv6+5YMZxMsqUPSGrbQRQlSn1Ou6znvvfcDLL7/Gww/fyyWXnO+uS1GwLIv27fPp3r0Ljz76ND17dqdLl071Y00Bmt9H+YZv+eZvb5AGtL1gDFqaPzUsqUNJWlaB1i1pM3EEGrD098+TCIdR9brVHqXC/6pEImlgFFXFjsdZ8/d/owCLgPptcnPs1LU4WAALkr+ve/0tYsUlbmfwBkTXdTIzMzAMnUgkwttvTyEYDPL221O56qpbueWWe1i7dj2apmEYOmefPRbHsRkypD+6rtdboa+qqiz740tYgD8rg/xLJ+LE60cEGwRHoHgMCi4/D8NjEKoIsvLFv+PJyKjTe5JSBb8SiaRhEEJgpKfhaZKJ2FdMw0V16saxusP8uK4/JSMdT5OMel3TocTjCbp27cSzzz5JenoaQsAf/vAE8XicSLKRq6IotGjRDMuysCyL3r3PYMaMd8nISK+3JArN66V4+Uq2zp6LCXS65TI8uVlYlWFUoZBpp6eUVeUIh6BeiRWOkHVGZ9pfdBbfvDWdbz+cQZcrf4QvN8cdEVILpFBJJKcBut/HhnemEivez0ZgT0M/n67Tt29fVFWtTkIwTZOvv/66hvVUNVqirpNyg8A3QI9ojHVvvM0Zk25o0GF+uq6Tk5OFabruv6ZNc1CUmmu2LBPHcZ9fURRycrKxLKverClPZgar/vI6pWXltOpaSIuRAxAJE93RqNBDPJ//LywjdfofZkUzuHLXBaiOgmPZtDl/DLs+Xcj2VWvZNHkave+ZRHR/Sa2OJYVKIjkN0Lxetk6fRaK8gi3A9w+uOI7n0TR69OhBUVFRdcFrFUIIOnfuzMqVK9mwYQPRaJQzzzyTQCBAOFy3aq4wbjJI90SCTVOm0/P2m+r3hRyCOxTxQNung38/8vb155LzZKSxdfosvp3xCV5dI2/UQDI75xPbV4pPeKlsEuEfu/8Lz+Oam41JUpeb3J/Blb4LUKMKViRG7oCeNOtdRHjGF6x46e+0PWskmYX5bnztKByXUAkh0LwejMDxOxIURUHz+1B1HQHoAT/ejCyEc/xXI0IIEsHQCR2dLJGkFEJgpAVQoDrrryFo2rQpw4YNY926dcyZM6faYhJCYBgGgwYNonv37vTs2ZN58+ZRWFhISUkJq1atOvrBD6Gqeso43HiKUwxV14nuLyFYUkazNi1pf/WFxEvcHnpCgKqpePd7iM9LuJMQa4PDgfoElQMZC0d6/Ej7KrijgQ/+mwKZofTqfRXchradb7uS3bPnUbFrN2Y44nbxrwXHJVRGWhq7v5zPN/9487hNMwUFRVMpW/8tfmDNq/9i95cLsBPHF/J1AF9mBv0fvhfd75ejASSSBsTn85FIJFi0aFGNEe3gFtDOnTuXrKwsxo0bx4QJE4jFYnzyyScN2lX8VEA4jjtDDFA9BuqhWY4CVyzS4LAByIOFp+p+E6BN8rF9uN2JBZAJFCS3KU7+TT3kWJlAa9yrhT3JfQ8+tpK8f0iOjOrRUQ0dzbLdc3EtP/fj0hfd56Vs7UYWTZ6G73gOdBAG7vu9edk3WMu+Oe4uIBbue9r353ehaKoUKomkgdA0jaKiIjZt2vS9CQTl5eUsWLCAs88+G9M02bJlywlc5cmH5jEIbdvJoid+jwF0u/d6t26qFi6zagK4olG1iw9oD5TiNldtm/xbGOiIK1ARoEPy8XLcE7OT3Lcwue9+ID95jAq+N4/cMS38rVrQ9a5rWPLkyyx49Ckmvv0qiqq6Qvw9HJdQWdEoTc/swahbrkvZYJcDeNICaIZxRJEyDOOw2Ue2bX9vby7D0FEUFdM0q68IFUVJtvL/Pol1/d2HXkUaho7jON8pMJRITgZs22bFihVceOGFLF26lPgRRsa3bNmSESNGoOvu/3uXLl1Yu3btCV7tSUTSdRrZWwyAt1k21Db5ROCeBNviiskm3FNTVdnadtw6hRxcl2HVqWszrjC1wr3SLzvoeP7kNruAEJAN5OIK1feuRaB5dLy5WThAZF+xK1K1MB6OS1/MSJRmvXrQaujA4zlMgyOEIF5egTiMACiKQklJaTKt1KYqEqjrOllZTfD7fcQPM1ZZURTKy4PE43Fyc3NqtFYpLi5JZjYJFEVF01Rs20EI1ybWNJWsrCY16isMwyAYDKEoCn6/T7pCJCcllmXhOA5Dhgxh9uzZNf6PdV1n+PDh5OTkEIvFmD17NgMHDqR3795s3LixzjOqTicSFUEUXT8wz6q2dWc+XCtHx3VXpQM2bg8qG8jDFTAfrosvhOuGagNEAS+ulVV13a0kH7eA5snj+YGdtVuOsB0UTUP3ekBRSARDeNLTONrZ7riESlEU7EQCuzRVSgfrhqIoeL0ebr31PpYuXYHX60VRFBRFIRqNMWbMcO6++2a6d+9aQ6wMQycYrOSqq25l9eq1vPPO3+nfvzcAmzdv5eab72Xv3n2oqpq0kOzqaaCO49C2bWv+/Oc/0L59PvF4nLS0NL79dhO33/5zLrvsYq644pJ6q72QSABQFMxwBAE0ZHlocXExc+bMoVu3blx22WXViRSKouA4DmVlZSxcuJBNmzZh2zbr169nxIgR9OjRg2XLltXpuaq+kWbliez/foJRFBRNZ8GjvyUYj9PnjivJ6t4ZM1T5/fsJXIFqjmsppePGr3y481L24eb4N8UVnxiuq8/BtYxa4QpZBFfUDhaqxEH76rhCFuL7nUhJzMoIeeOHUDhnAes+/JSlf3iB4b97jFhZ+ffud+I9dkKg6DraMXY8FkJg1/NJfN++YgKBAL/85f34/W60rbi4hH/8400mTbqfN9/8K3l5LarFStd1Fi36mt279+D3+/nPf/5Lv35nYlk2zZo15cEH7yYSieD3+5k3bxFvvPE21157GX369CIajZKWlkZ2dhaWZREIBNi0aTN33vkgixcv5bLLLk6lmj3JKYIdjdH5xz9g75cL6VxSygrcc1V9I4Rg/fr1rF+/nu7du9eoo7IsizVr1tTYfvXq1fTt27fOAwUzgJ6A6vNSdM1P6hSYPxkxK8MIIdD9PpTatB9ScMVqa/JnEa4l9G3y7/m4LrvluNZRD1wrKoybZLEc94qmG24sax0H3IitcF2FVft2PWiboyEEmseD5vVgOw5WJFKrIuUTLlSKpmGGKinfW1znRAkBaLpGeptWoCoc1V6s7XGFoFWrllx88flkZKRjWRYZGem0bduaq666hfnzl3DxxedXu/cUReGtt6ZQVNSZnj278fbbU9mxYxd5eS3IyEjnvPPGo6oqgYAfXdeZOvUjRo0axrnnjiMSieI4TnWTyilTpvH4409TUlJGWloAVZUqJal/rHicduNH48nJIr+klFwaRqgOpjYp51WFvnV1dacDnQDF66XgvPFHDcaf7FT1xhO2UzdBVnHPkwlcUalKiNA5kGJucaDLb9XjZvIWBbKSx7JwBbDqmsI+aJs6zEUUjoNwHBQ4Menpx4KRkc62GXOYduNdHO4aSsEVAkcIBDWtSQvIymvBxXM/RPd7caz6yeCrcktEozE0TcOyLAzDICsrMzmD5sCXwDAMNm7cwvLlK7n22su48MKJvPLKv3nnnfd54AF3Nkxl0hVhWRbRaNQNhEaiBIOh6pYruq5TXl7Bm2/+lyFDBnLWWSN57LGnSRxnOr5EcjgURcGsDGOGwtXnllTgWGOxMdxzrxaOkAiGMNJO/VqqY0YBqhIrteT9/bhWUVdckcrBtbbiuC69Hgc9vg43vpWHmw24B9ca60rypIzb0v7QE3Y90ihNaRVVRdP1794Mt9jXFgJVUdAN47vbeL31v56kGFVUBKmoCFJZGWblyjX87W9v0KtXDwYP7odt2wghCAT8fPLJXCoqgowbN5r8/Lb07duLTz6ZS0lJGXotuzjbto3HY/CLX9zHc889SZs2rWQwWdJgCMdB8/nodedNCGA4bpy8samK3Wp1aCqrACOTv58x6XoCLZrjyO/O93Pw9YCKG3dai+vqc3DbfJTixqTWJf9uJR8v50BNlIp7lVO1rwlsxBWwBlSTE25RmaEQeUMHcNkX02qIr6IoqF4Ps665jc3LVzLq53dTdM2PiZcHq7cRgKppqLpeb9YUQCAQYMWKVZxzzo9RVSWZ0VdBJBLlmWd+Q2FhPpWVlei6RmlpObNnf8bZZ4+lb98z8fu93HHHTVx22Y0sXLiECRPGEjpaoJPklE6vl65dOwIcNrNQIqk3hEA1dPKGD0bg1nOmQkVhnz598Pl8lJXVvqmTwA2JALQcOgAjI534UYLxpzwKCFO4aeS10WwFN2miKluvqgOFgitMOw56XMMVpT0csMhCuOnp4qBtqkgW/Apb1Jt4nXChErZA9/vJbJJZ43FFUdB8XjSfFwH4crPJLCwgVnrIP7AQ2PV8UndHTmdz++034vV6AUE4HGHu3Hk89dQz5OZmM2bMcAzDw8qVy/jqq4UMHtyfhx56HCGgoqKCeDzBxx/PYeTIodXZfUdDCEEsFq9O4JBIGhQhMEOV1aGKnsDXjbicJk2a0KVLF/bt28e6dbWJxLt0wk1gM4FEqPK0KOVwTMv1rOmaOyjyEERMkOhiwgM0vqmc/DgSzU1XzA5B0VS3+QLU2hI+8Vl/iuuGOLSquipRoSoo6pgWdixWt+rrYySRSJCX15Lrr7+iOpnC6/Vy6aUXcfHF1/Cb3/wfI0YMwTAEM2bMwTB0QqEws2Z9hhACn89HYWEB06bN5NZbr6OgoK20kCQphxWL0bRXD7pefjHr//Uug4CVNN5cqg4dOhAIBJg1a1at99GB/rhZ1s3HDKfd2JGYlUf3YJzs+HKz0RQFs6ISO27W6BRvKibZoSb82XgMcb6otySz48Vb5kFJKDjKQRftioIVjmGGo+i6hje7dv1cU7WhxAnFTaawCYcj1Wm00WiMpk1zyM9vy/z5i5KWU5A333yXiy46l6effqw6USIQCPD55/O48ca7mDHjEyZNukEKlSTlEJaNJzuDDj84l29nzKHt/lJ64Q5RPJFkZGRQWFhIUVER77//Prt37671vgVAdyCRFqDTRefgy80hVlKaUnOY6hUhELbFgEcfYMfceaz761u0GNmfzKIO1aPnHUXgwWBIcR+U4kZe70E4CCJatIZuGukBdk6by+aPvyCvfT59fjaJRCh01GNJoUoiBNXFvqqqYhg6X365kIULlzBy5DAyMtJ47705lJeHGDZsIH6/r0byQ//+vWnXrg1vvTWZq6++DL2Oo5YlkgZHUYiVV1AwcRxt+p7Jlo8/oS+wBjd23tDouk7//v1p37496enpTJ06lT17aj8ZSwcG4YZgmha0o8vll7ixqVNVpA5C93px4glsx0bR1O+8ZoEgrEUaaXW1R0mOfrFtG2GZbqinFmGS016oFEUhkTDZsGETV111C7quoygKkUiELVu2kZubw2233QDAq6/+C8PQGTx4AOFwuLoPoG3bZGZmMHbsCJ555s9MmzaTSy+9CBAkEibl5RWYpnnEaaauFWdTXl5BPB4/5qmnEsnRUHDjOr3vu41tsz4j37YpwHUB1hfdunWjZ8+e7vMdMo8K3LKNuooUuHWmXXCzpvv+/G4c2zkt4lMimQiTWdCWkk1biOzYQ3rHgsZeVt1RFOxYnMiuvahARn67Wn9+p71QWZbFlVf+iK1bt5NIHGguI4TgwgsnMn78GNq3z2f37r3079+b8eNH07x50++49mKxGD/84XmUlpZhGHr1ZM8OHQq48caraNeuzREHqZmmRcuWzbjhhivp3r3oqEPZJJLjwbEscrp1pf1549k0ZTpnUb9ClZaWRlZWFqtWrarRrNk0TRYvXnzMZRhnJX+2GdSPloP6nTYp6U7CJL1ta/o9eDcf3HQ3a/74D5oN7VurruPVCIHqMVA0rUbcXzV0UBScxHfPTYqqoho6djyB6jEQjkCY1jHXSqmGTnRPMeueex0PMOAX96F5PViRo1f1ndZCJYRr8dx77201GsRWYVkWsVicaDRKenoajzzyAEIIgsHv+lQTCZOOHQt5/vmniUaj1YW9vXp1Z/Dg/oTDYeLxxGGtpUQiQX5+Gx5//P8RjUaJxaRVJWk4hG3jSU+jx0+vYd2U6WTh1lV9Xo/PUVlZyeef198Re+N2+IkA3a67nEBeC2LF+08Ltx8kaz1NE5sDyWhaHbKFtbQAe2Z/RXRXMfk/muAKl89DyaJvCK3bQv5PzkHz+xCOgxNLIBDE9uxnzyfzKbj8PIo/X4wW8JPb/wxQFFTNbY1lR2N1Gm5rR2Mg3NIIx7Zr/fk1SsFvKqEoCsFgiNLSMsrKymvcQqHKaitICEFFRfCwIlV1HNM0KS0tIxqNVce7Drj+rFq6/g4vZhJJfZIIhmjWtxdDH/0fbGAiB4po64OqWG99cCbwQ9xktr63XEvBueOIl57CCRSHwTZN0lvnkd2iGWW797H5H5Px5jSpdTslRVWxo3FKF6/EikRRPR7MYCU7p84hrUNb7GiC7VNms+ODOSQqgmheD5WbdxDetovQxq2seenflCxZibAdypavYevkWeyZs8Bt6VSLz0EAenqAdc+9QdSyyGmfjzerCaKW9bCnvVBJJKcjQggc06TP3bcy+Jf3EQXOxrWsUolewMW4KfQ9b7qKwb96GFAOO7LnVMYMhWk3fjQdzh6DaTvs+mwhFas31tqqEpZFIK85diyGGQqjegxKFq3Ek9OEnDOLWPXUy+z7Ygl7P1nA2mdeJ1EeJFFaQZNuHSn7ejXxUAR/i6bsX7iCDS+9SWR3MZvfmMLuWfPQvMZRn99ID1D8+RL2r1iHCZzx06vJ7VGEfYSZZYcihUoiOU0RtkM8GKT3fXcw+BeuWE0ERjT2wpL0Bi7BTZ7oefM1DH3qEexY3I1NnUbWFACKQrysgh43X0tObjb7Nm5lz6cL3U7qtbFobBtfXlOsqCtUibIKdk2fS/6Pz2HzP6fiJEz6/OZeej5yG7F9JVSs3khk517S2ubhb9WcvP5n0P7KCzArgoS37aZpn+70fvI+snp0wkkcJVaYrPna+eGnlO4vo13PbnT4wbl16iYiheogVFWt4XZTFAVN09CSKZUAmqYetsP5oftKJCcDwnFIVATpc//tDPrlA0SBCTS+ZdUL+AEHLKkhv3oYKxrHOY2bNtuJBNldOtJ+wlgMYONLbxLfX+YmRBwFYdt4c7Pw5mQR2babPbO+Iqt7J3zNcyhdtoaW44a4ae+AkRHAjiaI7S8j0KYFoY3bMLIzsSJRWk0cQf6lE1n+65f49q/vEGjdAnGUCmM9LUD5N+vZPGU2aYZOxwvPIZDXAucIyWWHQwrHPp1YAAAPZElEQVQVrhvEHSt/oFN6VbPM8vIKKiqCaJrbODMajVfXXFVRVRdwpKw+iSSVEbZNvDxIn3snMfgX9xHDtayG02DNsI+IgitSl+C2SOp541UMe/IR7HjCPbGd5heDwnHodcdNeBSFaDjC5jemonmPPstLOALN5yO9Qzv2fjqf0mVraDF6AI5lY4ejeLObYGSkEdq4nXip219V83nQM9Ko3LyDJl0KiWzbzaZ/TKbjjT9iyEuPsn/hcvYvXI5mfI/rT1UQCZNN/5iMZdtk5uTQ7cYr3cGPdfgsT3uhEkKQnp4GKNx//yMsXLiEQMBPPB7nhRde4d57f8Fddz3Is8/+Bdu2+dnP/h+vvPLP5D7utN9YLMaddz7Ihx/OxO/3S8tKctIhHIdEMESf++9g0COuZTUGuBN3dl5DD9HwAB2AW4CLcN19Z9x8LUN/+whW7PS2pA7GjsZo0rEDZ9xyHRFg58efkygLogV8R02sEELgb9mUnR99QWbXQtI7tEP3+8g6owub//U+u2bPY+Pf3qbZ4DMRto2eHkBYNuFtu4iXV+BYNrumf8a6Z1+jYs0mAq1b4m2ac+QUeSEw0tMIb97O7jnzsYE+D9yBEQjg1DHGeNoLlWHofPvtZq65ZhJvvvkemqbh9Xr58MOZzJu3kD/96Sl+//vH+eyzL5k+fRYjRgxhypRpFBeX4PEY6LrOsmUr2bx5K3369MJxTo8iRMmph7Bt4hVBet8zicG/vB8Ld+zQVcCVwMAGet7ewGXAjUBLDlhSQ5946IC7T178AQeKpgsvOofcFs0o3b6Hxfc+iV0ZQQv4v3/fhEmT7h3petvltBwzCDuWwI4n6Hj9JaQXtGH7h5/RYkR/Ot70I4ysTHL7n4GeFqD1uaOJ7tyHr1kO3f/np8T2l7F37iIKr76QzE4FOEeo+zQy06ncvIOFDzxNZcIkr6gLbcaOqPvwR07zOqoqy+eNN96hqKgzxcUlxGJxEokEffr05Mwze5CZmUHTprl07tyRjRs3c801P+H55//GkiXLmThxLIlEgo8+mk3fvr0oKupEOBxu5FclkRw7wrZJVAQ549brad6nJ6te/TebZ35Ky0iEi3BTxRfjtl2Kc2yjQhTAD7QDhuL273OAmNdL6wF96HnbDeQN6Y+dkO6+w5EIhmg5sA8TX3mOj66exLYFy+GuX9PvDz9Hz0zHjkQP+545pklmpwKye3bFCkeqi3c1v5eie69Dwa1tssJRcnoXuYXA8QTtrzwfRVUxQ2GyenUld2AvQGDHEjiH62kqBEZmOqFN21k46X/Zt303bbp3ZeLrL5LRphXxUGWdvU6ntVAJIbAsm9tuuwG/38uqVeswTRPHcejQoQBVVVFVjdWr17F69TomThxLx47tGTt2BNOnz2Ts2BHs31/G8uUreeyxnyeHKzb2q5JIjg/hONiJBK1HDaN5v970XLOer596hl1fzCcvFud83BjWFmAe7klkL+4YI4CErmP7fBzs3AkAbXGF7QzcAbLgDo61gbzRw+g16QbyBvXDk5lBIhiUltQRUFSFeHmQVsMGMfGNl5h+1a1sXbQCHvgt/X7/c/S0wOHFSlFwTAvHTHZ2TP5ZOA5msGa3x4M7VViVB3oIOvEjiFMVSZGq3LSDhXc+4YpU5w5MfO1FMgrakagIHlNo5LQWqiqys5tQURGs0Y8vkTAJBPzs3LmThx/+NQMH9mXUqGFEIjEmThzLr371B0pKSvn00y9o3rwZvXr1kB3TJacOQhAvq0DRNZr26Mp5k19n8wcz2PjhDNa9/hY60Bm3954BbMWdZC6AvM2byamoYLwQ1dPJWye3NZPbiOTvbc4/m04XnUPHiy/AjsVwLOtA2rIUqe8lVlZO3pABTHztRaZfexvb5i2DO5+g3zMPoaenHdGyakiq3H0L7nqCfZt30Lp7Vya8/hIZ+W1IBEPHvJ6UEyqv5boFdOfEjVWxLPs7cSW/38/Wrdt58MHH6dq1I/fffzuO4xAOhxk0qD9t27Zh5sxPWbToa0aOHIphGFKoJKcWiusKtG2baKyU/AljaTVsIF0uvQhPIMDurxaw/OXXMHSNgr3F5EWi7kX6nj0oe/YwhgPCZOganratEZZN0Q/Pp/CiicQrwzQt6oy/RXN3VIekzsRKy2g5dAATXnmOj668mW2LV8K9T9Lv9z/H1zyXeGlFneNBdUYIFF3Hm9uEilUbWXD7Y+zduou2RZ2Z+NoLZBS0JX6MllQVKSVUqoCVzWF1FnRPh56O6wc/UbiuO4Gu66xbt5FHH32KwYP7c889k9B1nVAohGk6BAIBzj13PL/+9R/p3fsMxo0bieMImUQhOXVRIF5WjqJrtBrcHxSFnG6d6XzZJRhpAbbP+pR1k6fh83rZ9/Vy9q7dQG7b1rQbNoh4IkH+iMF0uvQHmOEIut+L7vO5veJicWL7S6T1dKwoCvGycvKGD2LCP19m+nW3s23+cpT7niL/kgm0HDvIbUQbjde+gW1dnl5V0TPSSJRWsPnfH7LplXfZu3UXbbp0ZMIbfyaj/bG7+w4mpYRKc2BWB1ixC4bmwHn2iZmTU4XH40HTVAzD4L33PmDx4mXk5mYzadL9mKbJ+PFjOOecs7Btm+HDB6GqCvn5rSksLCAUOvWnjEpOcxS3dZFZGa6+r/s8OJZJu/GjKbxgAr7MXD67/0E2r91A94F9mfivvxEPlmEnTKxYDN3ncRM2Dv6+SJE6buKlZeQNG8g5f/8T06+5jS3zlrFr3jJajR5I/vmjaTlmsNvvL5FIJlEcx3suBKrX446Ttxw2vz6FHbO+YvfCFThA2x5FyZhUWxIVwXr5fFNKqMB1/WGfaNefO3r+d7/7X9LT0ykvr+Dyyy/m/PPPprIyjOM4KIpC8+bNsG0b27bIzMxg8uTX8fm8RCIRaU1JTj+EwEk2FbWiMaxoDFQVOxZHAeyESayijHh5xYFdGmmppzyK4orV0IGM+8sfWfDY7yj+ejmb5ixg/xdLyOpaSJe7riarW0f8LZpiVkawIzFQldq5BpNtkPT0AHrAR3jrLvYvXc36/3uN0LZdhICcQIAW/Xsz7KlH6sXddzApJ1SNhaIotGqVh2VZ2LZN8+bNaNUqr8Y2lmVVz9IRwqFFi+Y4jv29ndElEonkhKAoxMrKaTmwHz+c9R7r//0e306bwfoPZ5L4Zj37bnyYdmMGkXlmETlFhbQYNdAd02E77qiOw53CBCiaiqIqqB4P26fMIrKvhH2z5rFn+VrALcbtc8UldDrvbPInnoUZiZAIhur1nCiF6iASyep3d+yGddQBbwdvL5FIJKmAHY9jJxJ0vfpSCs45i6Krv2bpU8+wb8VqNn4yH/uT+WT7PDTt04O4aZJ/7ihajhmMFfnuKHs94GfLmx+wd9FKPLrGnnnLqMTN9AwE/LQbMYSet15Hy0H9UA2jhvVcn0ihkkgkklMNIYjtL0U1DArGj6L10IFsmzmHVW+8jc/rZe+ipaz/6mtUoGTRN/ie/ivCcVAU1bWshJscpqgqkXCUGK7bNr9zBwo7FGAlTPrccxvNzuyOkRYgEax0J/U20EW7FCqJRCI5FVEUHMsiURFC1TXaTxxHhwsmogf87Jw7j+1fLcQfCLDhzf+ybelyDGp6/6pq3bpMPIs2o4YSi0TpeP4Ecoo6Ycdcq82x3IbGVc/XUEihkkgkklMcx7LdxJd4crrzmT3IG9wf1dDJnzCG0O69eDPS+ep//pf1X8yn3xU/oucdNxItD5LdoYD0Nq1wTItEZSXRffuTSRgnbv1SqCQSieR0QQCKciBLUwj8zZqS1qolniaZeLKaYAGBvBa0GNCXWEkpdjxBZM++AxaTcmJFCqRQSSQSyemLomAnEtiJBIquI2zbbU5rmpjhMGY4Ur1dY3Laj/mQSCQSSWojhUoikUgkKY0UKolEUm8IwHDAB3hs2YlCUj9IoZJIJPWG7sCuDFiZDpuz3PuS1EDRtO/e1JNDAmQyhUQiqTf8FixtCe+3A6sAJtnw3X4HkhONEALrkMbZAlA1Dc3nSXnTVwqVRCKpNwRJK8oGQ7r+UgLNYxDetZcFjz6J7TjVbjQTaHlGN3rfMwkrdiIHKtUdKVQSiURyCmMnTHy52Qz73eM1HnctKtWtp0pxpFBJJBLJqY6ioAf8h/1TQwxUrG+kUEkkEslpQG0ESeHw0z4am5Mj5UMikUgkDY4qQEv+TCWkRSWRSCQSvDbMKITZ7cDXCkaakCrRK2lRSSQSiQRVwJ502J0GpX7QUsiqkkIlkUgkEsDtKoLjlhikkE5JoZJIJBJJaiOFSiKRSCQpjRQqiUQikaQ0UqgkEolEktJIoZJIJBJJSiOFSiKRSCQpjRQqiUQikaQ0UqgkEolEktJIoZJIJBJJSiOFSiKRSCQpjRQqiURSLwghMHQDr8cLDhiGgdfwIEQqNeORnIxIoZJIJMeNQOD3+iivrGDtlvXgh+07d7KzZDfpvjRESnWOk5xsSKGSSCTHhRACn+HDdmx++uzP+HDuTMiFhSuXcPlTP6UsXEG6N01aVpJjJjXnUQlI8wXIyMxp7JVIJJKjoGs6FeEgd/7pQabO/AgycFtvB2Dhkq+5/uk7ePX+52jTtDWmnWjs5UqOQEZaEzy6kVpt05OkplB54NMVXwCCcCza2KuRSCTfQ5ovwOxlc5kyc5orUgfPMs+ALxbP5/r/u4MfDb+IcCzSWMuUHIWAx8e3u7eAp7FX8l1STqgi8SgIeO+DD3jvvQ9q/tNLJJLUQwB+oAmHvxrPhM8XzOfz2fPl9znV8QMOxM0EipI6H1ZKCZUjHPp07EkAP3gbezUSiaQ2GLrBxp2b2LdnPwSoKVYKEIOMpumc0b8bpmU20ioltSYChS3zU+qzUrZsWZZSHkmv4UFV1ZT0k0okku8S8PpZuH4p1/x6Ejv27nLFqooYZKZl8JcH/si5/cdL19/JgAKmZWFaZspYVSknVKnyxkgkktohhCArvQmLNyzlqicnsXvrHtdXY4M/188r9z3Luf3HUxoqk9/vkwVBSpUUpJxQSSSSk5Ps9Cy+WD2fP737VzCAOFx29g+5aPC5lIXKUui0JznZkEIlkUjqDa/hwefxVd+PmwliiVgjrkhyKpBSyRQSieTkJm4miJuyVkpSv8jOFBKJRCJJaaRQSSQSiSSlkUIlkUgkkpRGCpVEIpFIUhopVBKJRCJJaaRQSSQSiSSlkUIlkUgkkpRGCpVEIpFIUhopVBKJRCJJaaRQSSQSiSSl+f/I+VotVwYHawAAAABJRU5ErkJggg==)
Não, devido ao diodo 1N4148 não ser um diodo de alta velocidade (Fast diode) como o diodo 1N5408.
Sim, devido ao diodo 1N4148 possuir uma capacidade de corrente e isolação superior ao diodo 1N5408.
Sim, devido os dois diodos serem equivalentes, possuindo especificações muito semelhantes.
Não, pois o diodo 1N4148 possui uma especificação de corrente máxima abaixo da corrente nominal do circuito.
Sim, pois mesmo os diodos não sendo equivalentes, as especificações de tensão e corrente do diodo 1N4148 atendem os valores nominais do circuito.
Para o circuito abaixo, qual será o valor da tensão no diodo (D1) e de sua potência dissipada. Considere o diodo de silício e a resistência da lâmpada de 24 ohms.
![](data:image/png;base64,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)
VD1 = 11,3V / PD1 = 5,32W
VD1 = 0,3V / PD1 = 141,25mW
VD1 = 0V / PD1 = 0A
VD1 = 0,7V / PD1 = 5,32W
VD1 = 0,7V / PD1 = 329,58mW
De acordo com os estudos realizados sobre os retificadores monofásicos sem filtro capacitivo, marque a alternativa INCORRETA.
Videoaula suporte de referência: 3 Principais tipos de retificadores monofásicos
https://www.youtube.com/watch?v=m5MhP1h2p6w
A tensão reversa nos diodos de um retificador em ponte será igual ao valor de pico da tensão de entrada, porém nos retificadores de onda completa do tipo Center Tap, a tensão reversa em cada diodo será aproximadamente duas vezes o valor da tensão de pico na carga, sendo o valor da tensão de pico das extremidades do secundário do transformador.
O retificador de onda completa em ponte utiliza quatro diodos e não necessita de um transformador com secundário com derivação central.
Os retificadores de onda completa em ponte são os mais utilizados na prática, sendo compostos por 2 diodos, e produzindo uma queda de tensão de 0,7V em cada ciclo de retificação do sinal de entrada.
O retificador de meia onda possui apenas 1 diodo e produz um sinal médio de saída menor se comparado ao retificador de onda completa.
Em circuitos de potência podemos desprezar as quedas de tensão nos diodos dos retificadores, pois trabalhamos com níveis de tensão altos, muitas vezes maiores que os 0,7V.
Para o circuito abaixo, qual será o valor da tensão de pico do sinal que é medido pelo canal A e da tensão média do sinal medido pelo canal B. Considere 12VAC RMS para a FONTE1 e 12VAC para a FONTE2.
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)
Vp (canal A) = 12V / Vavg (canal B) = 10,35V
Vp (canal A) = 16,27V / Vavg (canal B) = 5,18V
Vp (canal A) = 16,97V / Vavg (canal B) = 10,35V
Vp (canal A) = 33,94V / Vavg (canal B) = 20,7V
Vp (canal A) = 16,97V / Vavg (canal B) = 5,18V
Para o circuito apresentado abaixo, informe qual será a condição de funcionamento, considerando a fonte BAT1 de 10V e a fonte BAT2 de 12V.
![](data:image/png;base64,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)
O diodo D1 estará polarizado diretamente, porém não haverá corrente no circuito pois a tensão no motor será menor que sua tensão nominal.
O diodo D1 estará polarizado diretamente, e o motor estará ligado com uma tensão em seus terminais de aproximadamente 1,3V.
O diodo D1 estará polarizado reversamente, se comportando como uma chave aberta, e o motor estará ligado, tendo uma tensão de aproximadamente 1,3V.
O diodo D1 estará polarizado reversamente, se comportando como uma chave aberta, e o motor estará desligado, não havendo corrente no circuito.
O diodo D1 estará polarizado diretamente, se comportando como uma chave fechada, porém o motor estará desligado, não havendo corrente no circuito, pois uma tensão de aproximadamente 1,3V não será suficiente para acioná-lo.
Para o circuito abaixo, qual será o valor da tensão na carga (VL1) e da corrente do circuito (I). Considere o diodo de silício e a resistência da lâmpada de 24 ohms.
![](data:image/png;base64,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)
VL1 = 0V / I = 0A
VL1 = 11,7V / I = 487,5mA
VL1 = 10V / I = 417mA
VL1 = 12V / I = 500mA
VL1 = 11,3V / I = 470,8mA
Considerando o circuito abaixo, qual será o valor da tensão no resistor (VR1) e da corrente do circuito (I). Considere uma fonte de 10V, três diodos de silício e uma resistência 1k ohms.
![](data:image/png;base64,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)
VR1 = 10V / I = 10mA
VR1 = 8,6V / I = 8,6mA
VR1 = 7,9V / I = 7,9mA
VR1 = 0V / I = 0A
VR1 = 9,3V / I = 9,3mA
Para o circuito abaixo, qual será o valor da tensão de pico do sinal que é medido pelo canal A e da tensão média do sinal medido pelo canal B. Considere 12VAC RMS para a FONTE.
![](data:image/png;base64,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)
Vp (canal A) = 16,27V / Vavg (canal B) = 5,18V
Vp (canal A) = 16,97V / Vavg (canal B) = 10,35V
Vp (canal A) = 12V / Vavg (canal B) = 10,35V
Vp (canal A) = 33,94V / Vavg (canal B) = 20,7V
Vp (canal A) = 16,97V / Vavg (canal B) = 5,18V
Para o circuito abaixo, qual será o valor da tensão da tensão reversa no diodo D1 e da tensão de pico medida pelo canal B do osciloscópio. Considere 12VAC RMS para a FONTE1 e 12VAC para a FONTE2.
![](data:image/png;base64,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)
1000V / 45A / 1,1V
700V / 1A / 0,7V
1000V / 1A / 1,1V
1000V / 30A / 0,7V
700V / 30A / 1,1V
Considerando o circuito apresentado, composto por uma fonte de 12V, um diodo de silício 1N5408 e uma lâmpada de 24 Ohms, podemos substituir o diodo 1N5408 pelo diodo 1N4148? Consulte o data sheet dos dois componentes e verifique a máxima corrente direta de cada um deles.
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)
Não, devido ao diodo 1N4148 não ser um diodo de alta velocidade (Fast diode) como o diodo 1N5408.
Sim, devido ao diodo 1N4148 possuir uma capacidade de corrente e isolação superior ao diodo 1N5408.
Sim, devido os dois diodos serem equivalentes, possuindo especificações muito semelhantes.
Não, pois o diodo 1N4148 possui uma especificação de corrente máxima abaixo da corrente nominal do circuito.
Sim, pois mesmo os diodos não sendo equivalentes, as especificações de tensão e corrente do diodo 1N4148 atendem os valores nominais do circuito.
Para o circuito abaixo, qual será o valor da tensão no diodo (D1) e de sua potência dissipada. Considere o diodo de silício e a resistência da lâmpada de 24 ohms.
![](data:image/png;base64,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)
VD1 = 11,3V / PD1 = 5,32W
VD1 = 0,3V / PD1 = 141,25mW
VD1 = 0V / PD1 = 0A
VD1 = 0,7V / PD1 = 5,32W
VD1 = 0,7V / PD1 = 329,58mW
De acordo com os estudos realizados sobre os retificadores monofásicos sem filtro capacitivo, marque a alternativa INCORRETA.
Videoaula suporte de referência: 3 Principais tipos de retificadores monofásicos
https://www.youtube.com/watch?v=m5MhP1h2p6w
A tensão reversa nos diodos de um retificador em ponte será igual ao valor de pico da tensão de entrada, porém nos retificadores de onda completa do tipo Center Tap, a tensão reversa em cada diodo será aproximadamente duas vezes o valor da tensão de pico na carga, sendo o valor da tensão de pico das extremidades do secundário do transformador.
O retificador de onda completa em ponte utiliza quatro diodos e não necessita de um transformador com secundário com derivação central.
Os retificadores de onda completa em ponte são os mais utilizados na prática, sendo compostos por 2 diodos, e produzindo uma queda de tensão de 0,7V em cada ciclo de retificação do sinal de entrada.
O retificador de meia onda possui apenas 1 diodo e produz um sinal médio de saída menor se comparado ao retificador de onda completa.
Em circuitos de potência podemos desprezar as quedas de tensão nos diodos dos retificadores, pois trabalhamos com níveis de tensão altos, muitas vezes maiores que os 0,7V.
Para o circuito abaixo, qual será o valor da tensão de pico do sinal que é medido pelo canal A e da tensão média do sinal medido pelo canal B. Considere 12VAC RMS para a FONTE1 e 12VAC para a FONTE2.
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)
Vp (canal A) = 12V / Vavg (canal B) = 10,35V
Vp (canal A) = 16,27V / Vavg (canal B) = 5,18V
Vp (canal A) = 16,97V / Vavg (canal B) = 10,35V
Vp (canal A) = 33,94V / Vavg (canal B) = 20,7V
Vp (canal A) = 16,97V / Vavg (canal B) = 5,18V
Para o circuito apresentado abaixo, informe qual será a condição de funcionamento, considerando a fonte BAT1 de 10V e a fonte BAT2 de 12V.
![](data:image/png;base64,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)
O diodo D1 estará polarizado diretamente, porém não haverá corrente no circuito pois a tensão no motor será menor que sua tensão nominal.
O diodo D1 estará polarizado diretamente, e o motor estará ligado com uma tensão em seus terminais de aproximadamente 1,3V.
O diodo D1 estará polarizado reversamente, se comportando como uma chave aberta, e o motor estará ligado, tendo uma tensão de aproximadamente 1,3V.
O diodo D1 estará polarizado reversamente, se comportando como uma chave aberta, e o motor estará desligado, não havendo corrente no circuito.
O diodo D1 estará polarizado diretamente, se comportando como uma chave fechada, porém o motor estará desligado, não havendo corrente no circuito, pois uma tensão de aproximadamente 1,3V não será suficiente para acioná-lo.
Para o circuito abaixo, qual será o valor da tensão na carga (VL1) e da corrente do circuito (I). Considere o diodo de silício e a resistência da lâmpada de 24 ohms.
![](data:image/png;base64,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)
VL1 = 0V / I = 0A
VL1 = 11,7V / I = 487,5mA
VL1 = 10V / I = 417mA
VL1 = 12V / I = 500mA
VL1 = 11,3V / I = 470,8mA
Considerando o circuito abaixo, qual será o valor da tensão no resistor (VR1) e da corrente do circuito (I). Considere uma fonte de 10V, três diodos de silício e uma resistência 1k ohms.
![](data:image/png;base64,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)
VR1 = 10V / I = 10mA
VR1 = 8,6V / I = 8,6mA
VR1 = 7,9V / I = 7,9mA
VR1 = 0V / I = 0A
VR1 = 9,3V / I = 9,3mA
Para o circuito abaixo, qual será o valor da tensão de pico do sinal que é medido pelo canal A e da tensão média do sinal medido pelo canal B. Considere 12VAC RMS para a FONTE.
![](data:image/png;base64,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)
Vp (canal A) = 16,27V / Vavg (canal B) = 5,18V
Vp (canal A) = 16,97V / Vavg (canal B) = 10,35V
Vp (canal A) = 12V / Vavg (canal B) = 10,35V
Vp (canal A) = 33,94V / Vavg (canal B) = 20,7V
Vp (canal A) = 16,97V / Vavg (canal B) = 5,18V
Para o circuito abaixo, qual será o valor da tensão da tensão reversa no diodo D1 e da tensão de pico medida pelo canal B do osciloscópio. Considere 12VAC RMS para a FONTE1 e 12VAC para a FONTE2.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbkAAAE3CAYAAAA37j+AAAAgAElEQVR4nOydd5gURfrHP50mbl5YcgZFQEwEFRVPzPnMZz4VRdHzRAxn/hnR01PxzJHDdOZ0ZszKgSCICCI5p91lw8SeDr8/qmd3ZtgFZHcPWOvzPPMw011Vb/Uy3d95q956S1myZKaLRCKRSCStEHVbd0AikUgkkpZCipxEIpFIWi1S5CQSiUTSapEiJ5FIJJJWixQ5iUQikbRapMhJJBKJpNUiRU4ikUgkrRYpchKJRCJptUiRk0gkEkmrRYqcRCKRSFotUuQkEolE0mqRIieRSCSSVosUOYlEIpG0WqTISSQSiaTVIkVOIpFIJK0WKXISiUQiabXo27oDEolEss1wQdFU9GBwW/dE0gy4jo0VT2QdkyInkUh+tyiaihWPUz7r523dFUkTcQEjGKCwd09w3brjUuQkEsnvFi3gZ8Mv83nr6D8B4Gzj/ki2DgWwgfa77MQfJ72Ja9m4jvjflCInkUh+3ygKCuJBGS4rAUVF+AWSHQFFUbATSSJVtSjqxmEmUuQkEsnvHhcIFBew34v/QM8L4VjWtu6SZAsx8sOsmTSZb8aMQ1GVjc5LkZNIJBIP1e9D8/tRNG1bd0WyhWgBP6phNHpeipxEIpF4uLZd95LsGGTOvzWEXCcnkUgkklaLFDmJRCKRtFqkyEkkEomk1SJFTiKRSDaD67pomkZhYR4+n4HryiUGOwpS5CQSiWQzGIbOhg3VvPDCuyxYsAzDkDF7OwpS5CQSiWQzhEJBvvlmOrff/iivv/4RPp9vW3dJsoXInyOtHBeXgmA+uq7LJA6SHQ5HgUQLPqWMcBBfQf4my2iaSk1NLVOnzuK8805kyZKVLFu2io4dyzDNVMt1TtIsSJFrxSiKgk8zuPvVB1m8fBnIH5+SHQkVSiLwh2UiL2FL/EZTdY1EZZVI66VsnC0DQNd1Zs9eQE1NlCuvPJqHH36BTz75lgsuOFmK3A6AFLlWjq7qvDPlQ375Yb44YCKS9Ekk2zsGsA4K14NFy4icC2hAGKARkVMUhcmTZzBw4M4MGjSAESP24V//eosTTzyMUCiIJVOAbddIkWvluLjkBfLAD388/CgGdu9H3Exu625JJJtHhYI47LG25XYHUA2d6Jp1/PT08w1GTGqaRjQaY/LkGRQW5jN27N2sX1/J/PlLmT9/CXvt1R+pcds3UuR+L5hwyv7Hc9pBJxOJVG/r3kgkW4StQKLxtIRNRg+FWD/9R356+vmsPcjSBAIGX345lYKCPP70p6OxbZuCgjw2bKjh/fe/YvDgXVuuc5JmQYrc7wUFauMRqmsqqYrWbOveSCTbBXo8QbK64ftB01Si0QSvv/4x++yzO4ceOoxEIkkw6KeiYgPjxz/PqlXraNOmGMuSuS63V6TISSQSSQO4rotl2Zx33on07NmF6upaLMsmFkswePBAbrzxEjRNw3G2frbQdYWY5ueHkJPl9TiOQ21ttFnakiInkUgkDeA4LoahMXToQEwzRSploSgKrusSCPgZMmQgiUQSZxMZ8DeHrqvYtsNrr32M25BYKjQccdPY8a2psy1tNEJefoiDDtqbRKLp8QNS5CQSiaQRXBdisQSQvcTAcRxisXiT2lYUBcPQuf/+p3jxxfea1FZr5MYbL+HUU48kEok1qR0pchKJRLKNcF2YOvknsYZ1F8RaibqTwEqgA+JJnfaENO94vvdyMo5XIpYJdchoSwGSwHqgC9mhqgqwAihD9CFtQwdWAQGgGLFQMW2jCogBnXJspIA1QOeci1Q9G6VAMMO+7pXXgDYZNhRgNvwwbQ5nnnncRn+z34oUOYlEItmGhIIB8WD3Ix74adKL+HyINYOZIqd5x/xki5zufc5sS/GOaTnl0+fSNvxki1z65Sdb5IyMtjJtKBnHM1Eb6W+6/XSdTJEDggF/syTCliInkUgk2wMO9QKgAFGEZxZiY0+u3Puc6cnhlU8gPKZMLysOVCA8vLRgKl7ZChoWuXLEKvmSnH5tAKqBPDb25CoRXmEwx0Y5QuwSZItcufdvmxwbzYgUOcmOgeui+gxUTcOxLJyU1WiGijoUBc3vAxds02xwHZREsl0Sh/2GwbDTgUKEQKS/vipQBevj8MwH3nEXfH648AoIG0AB2aKRAiLwwRyY9RNC0OIwaE8YcYpXXsuxUQ01SXjiQ7Ad0Y4CjLwYiv1AUY4NG6iBLxbClO8RQ50J6NcPjjkZIZhGjo0aSFrw+EcQj5DtyTYTUuQkOwSKphEvr8SMxckra4MeCmInko0LnaLgWhY1q9agKArBsjYomiaFTrJ9opD9NE7AHw+GMac3XmXFek/kVMCGQAAeuBm0Tfz2i9wDs75HCE4CDt4H7rp0E+WT8PQksFOij4oGd10DJZvIaX3rkzDla4SnVwP77Abjbmy8PMAL33gipyM9OcnvE19BPt/97TZmvvo2/Q47iIMevw8tGMCOJxoUOs3vo2bVGt4Yfgx6KMgJn79NqF2Z8Ogkku0JFTHst5J6zygG0XXi7dw5MHUKdcN/7dvDYUfAhgpgLXVzbm4SKjdA2xJ463WoTic2UuCgEdClKyTWIYYaTWEjvl4UWbIIvvySOi+ruASOPR42VAKrEYErALo4VpIP/3kXysvr+zVsP+jdB2LrPRspIOHZBFathE8+rreRlwcnngI1EXDWIIYuMz25ZhI7KXKSHQNFwU6aYJrMffdDceM+cu8mhQ7HJWWauHKPIcmOgJrz3vtKv/c1XH0Jdd7XXocKkVOU7HKooHltjLoT1v6MmGtLwKtvCZGrCxBRs+t+PQPOvRAxl2ZC972EyKmZNrz36Vtt7APwyzeIoc8YPPqcELmN2vf6NPNXOHeUVz4FBb2EyGkNlG1OpMhJdhgUTUVF3Ldz3vkQFIWDHtuER6d495ouv+aS7Zh05GMHhPcDIoAjT7wNFAHdEAEgNVCQDtHXgbbUz4cVUSdaRd1hbToApQZ8XlsUIOb4ij0b3rCjLx/o7p2LQWE3r7yKCCSJe20b1AlRYVegh9fPDeAv8OrkeXZKEMsNvONGyCsfBpJQ3MMrr3jX4SJubgVYTrNtOyF3BpfscCiIe2Hu2x8w6cIrcG0bLRiQ822SHRsLIVY22ZGWrve+oeN2ziuNndNW+tZwNtGWswVt5R7PbKslbDQDUuQkOxQpoOc5f6TzIcNQgF/e/YjPR18NriuFTrJD4qYf/m72a4u+yhnltySFprsVNpz/sY20WDbXrSxFTrJD4QL+0mIGPXg9HQcNQAHmvvU+n104BhxHCp1kh8M0Eb/ezIxX0gvbh+x5tPR7PGHIqJO1SkYle17Mq2PZou20jbrNE3JteMrgumCZ2XbqbDTSr1wbqcwsLpnzdRnqY+ZeP5BK5RTaSuRkhWSHw47F0fNCDB5/A1PHjGP1f2cy990PcTWVEY/8XQqdZIfAdSGZhOcmIp7lIeqH/Gzo0sl770UpEkHMjXkpM/t0gcmvphsDTYeidGh/FJF6y/bKe0Jz80Vw8QmIOUAbOrTzylueDc3710sX2a4U/vsCuBmC2zldJ6MvJKibT7z8DDj5oHobbdp4ZRyvfFqco2DbEPTDF0+C5S1TSC+ELymZjOsOx7b7o2lbnydUipxkx0NRsGNxtHCIwfddy7TL72DVtJ/45a33USybg564Hz0khU6y/WPbsO++my4TdBECZwEm6J4ABQOw98CG66i1iDB+XdQJe6H5PTuLVy4hb2E2SSAFWq04bugwdEDDNrSIVycOJLw2gK7txSuXsO6V98RXrQHN69egfg1ZqGLevPW4btNWiEuRa8W4rkvA50fXNHAh5A+iqq1khFpRsGMJ9LwQg8Zfz/dj7mLNf39kznsfwcVjOeTZh4RHtx3hui66ppMXDIsDCsQSccyUmZXhXrJ9oaoqoVAg696JxxOYZqpJ/2+KAn4/jB4FK8oREZS5QRfrYbGJiEr0ASmYUQPHnYWIUgxRH9iRFioLlvsQ0ZKa+HzdY9D+CaBdRnkQXtM6WGkDPRGKYMEC4LhzEdGU+Tk2okAc5pqeDV30a9xL8OJriEjJTFRhY73jXYfn4a0JwzHngqohojozh2cXwb5778HxJ+zZJC8OpMi1WlzXpTCcz8LVSygvrwQDvp8/g2OGHo6mathOK9jJWBFDl0Y4xOB7r+X7K+5k9fc/Mfft99FG+djrqstQDWNb97IOv+EjaZm8+vXbdZFx++w6mHZFbYkmYyhy08ztDlVVicXifPvtD5SXb8BxHHRdY9iwvWjXrpREwtxsdrlNoevwwX9g8QpgJzbehWAJ0BshNDagQfl6eOcLxJKBTHHQEDsNJBE7Gij1daZORoTl92RjkVuMENj0bgMq1FTDO/9GLEHI3CEgvdNBLdCfumwr6DDzB5i5CCFkmaiejY6I5Qi2sBuPwXuveW22y7ChAAvBjHfi+BPaoSgVNGVluBS5VogQuAKWrFvGaXeOZMHyRVAAD770OH7dx3WnjSESi5By7B3/saooWLEEen6YwQ9ez/dX3MXqKT8y95W3qFm4BFcBZRt7r67r4jd86LrBNU//HxPffEX8QjZhv2F7M2Hsw+QH84gmYtKj287QdZ1Vq9bxj388wxFHDKeoKJ9ff13CzJlzGTv2fMLhIJa19T8YXRfyCxALpAvYWOSKEDkg3YxjGvUCl5mjUqM+cEPNaMtFeHxFOeVBaEcR2fOBmTYCXp1MkfOEM+0l1tUJZtjIRPWOh3NsKN41aDk2vFsgLy/lGWjaPSFFrhXiN/zMXf4rF9z3V36dv0D8CvQWWt4z4SFQ4ObTrwYUnG3k0TkKxH+DkxXIK0Hz+xteH+p5dLo3R/f9mLtYM3UWK6fPFIvHg0H8xUUESkuwzc3vNOwCPlu8mgNd04kl41zx2A1MfOcVcUOrQBi+mfJfLrj3cp6+6iE6lbTHtGTasUxsFRIt+JTSQyH8RblP5Wwcx6GsrISRI0+mrKwNlZVVjBx5AwsWLGXQoF2bJHKSlkeKXCskP5jHo+89w9zZ80TWgcwtOgJwz4sPsapiDW0KSrFsaxMttRAK5CVh6ErxcUvCQ7RAgHXTZtCoLnrBKEZ+mMH/+BvTr7qHtf+dieq6WIkE3992L0Y4vEWi7gMWFMKCzO0/moDf8DN/1ULe+exD8Ws207HMh8+nfsNZfx/Fvv2GEE82bf6hVaFCYQyGrM5ea9ysJnSd2LpyEdTXiBetKAqO41JeXoWmafz66xI6dWpP+/ZtsaxmvH8y1ojVfc487jZyXMmpk1ueTbxvqN6mjue2r+Qcb6j9TV1H7rEWGMiQItcKcREBDg0qggao8PxLrzbHSMDWoQEb4Mo1W/7wchH6sMkvrKKQisbxty1mj9v/ytfnXUds6UqspMl3Tz+/xQ/JfOAt4KcB1K3ZaRIOYtinTSPnC+Db76bw7cdT5MrVTHRgHVxdLqLTWypWVkN8txqbXDMMnaqqWu6550mCwQDr1lVQUJBHKBRolk090RAXuJhsAVCBWAmsqsy++PRecwnE3m7JLuCEwLcSrIj4vplk17G9YwsLQa0miygiOXT6u6cAdgmkKsX7WrJFyEQ8OxYZkOgJig3+ReA4ItJyWUbb6aHPaCHY1dnPm/Q+dwoi4tJsB3YRGOVARbPdC1LkWiGKoohhr1QDJx3Agj8efxSlBcWk7G0w1KJCQRyGLtvyB5cW8LHis29YPX9h44Vc0EMBzKoaZt3xKNEVq1EB3edj8AlHo4eCuPbmXTMfEC6GuZmT4U3Ab/hYtHoJn373pZi3yH2W1sCegwYyZKe9iJuJphtsLahQHIMhy5s901O9CUNs4bTgrfcbXXKSSlkUFubx17+eS0lJIbZtcfvtj/L++19y+unHNH240kb8IO1G/RyXDtTuBfHHoPAqKP6i/n7WgBWIYe9iYO6zEB8BHY4B3hOC0YGNNzRd3gHMV6DoFejwUP355UB7rw86ULUfrL4f1Mug3X83npOrQghsm7Yw+xdQqqB3W7F6fSWQuURBBxJdYelLEH4Wyp4SbbneuTUIMesELLgeKi+Domug5p5mGUVJd0HSyojEo4w8/Gz++/N0Fi1ZIhKmpvPcxeHSP13AXefeiLoNoywd5bfNtfjzi/nonAtZ1pjIeWm97ESS6Vffw8qvptVpiR4MsO+4Gwm3b79FW+24wP4O+JrJ0zU0nZp4hNEPXc1rH74tXMV0u7Ww9+6DmHDNI3Qv60JSzsll4SgQ11tuwEEPB1k3fRbz33q/Ua/MdV00TaNjx7aUlhbh8/koK2tDMtnQr8imdMb7VwGie8PSNyHVHpa/BvopkP+5EGJvNAZdh8qzIDlU1Cu/EfKmg7Y6+8muAHYniL0JzmBIDAMjAW2eBSxxXgMMBWoPgGWvgdUGMZ5xImjf1v8HpANOHBXW3en9gYpg7R1Qdguo8ezrMHvAkncgPgASQ8BIQsmL4NqinOrZrTkYak8U9TZcBLwDatOiKnP/rJJWRMJMsHuvXXnhusc57fYLWLpiufAgEnDpaRdw29nXUROrxbRTO0zYuuu62Mlkw711QQsGcMwU06+5t07g2vXvy4ZfF+I4DskN1Wg+/xbvJ7f58JTf1veAL8BDl47DcW3e+OQ9IXQR2HO33Xj22n9Sml/Mqso1Mrryf4yeSGBW12yyjKoqrF1bzsSJb5Ofn0ckEmXlyrWceuoRzTNcmSZzqHLJc0LgmArWEFjyPAzoVH9eBRKdYPkzoMQh8BPUDIHat6DzaeAurm9PB1bdIwQuOAOSO8OyJyDvcwguyLDvwuJ/CYELTYXYEFg5AQp719t1Aa0Q1j8M7hlgLAMUWHs1+P4L2pvZMQDLHxACxw/gDIAl/4LwJPCvqp/Ts1RY/AKk2or+xfcA3sbnfwrDqMV1G98beUuQMwCtEEVRqIpW07dzH16+/il6dOoGNTDqlHO57Zy/EU3ESNnWDiNwm8R10YJ+4cFdeRcrv5yKA/Q5+jBGPPUgqgLuthiSzUBRFBKpBLjw8GV/55gRh0MlDOq/Oy/+7Qna5JdSm4hIgdsOsSyLDh3KuOSSM9B1nVgsjqZpjBp1Gt26dcQ0m9mb04CKs8DsJT4rtwFxSHWA9aPrNxV1gfKrxL/GUuhzOAR/BHcIOKdke141e0PkIPG57F4hiADrrq63qwLlF0GqCygpaH8bKI7wxCr+XG9XBdzdhMCpUeh9BOR/Js6VXwlmsN4zrB4OUS+di3I3MM+ze1V9/xSg4jIw2wq7PY+H4heBnfj227uYPj1IMNi04B4pcq0UBYXqaA39u+5Mu3ZlYML+/fdBVzVSdjPfmNuKTA/u2ntZ8fV0bKD3IQdy8DPj0QN+7OZ+CG0lCgoJM0FRqIAhO+8JMejdrSfdyroQiUdaxw+OVojjOITDIY47bgQjR57ChReeysiRp9C3b0/i8eby9536vdocH1T+GVQTul0KbSdB94tBr4bKc8DK8/Zc6wCxU8G/AnqMhrxVUPq6aGfNtVB5lCinIkQz1R4KHoR2b0P3seBfDlUnQ7KT8PScEFScA3oEeoyCsknQ/mJw40LknIC3OepOsOJh0e2iL6BgDnS5CfJmQHwY2MPq94SrPFt4hV3GQdl70P0K4cFtOA2S7by96fIhfg5oVdDzAshbBr3OhuBSli7VmDevCL+/aT9Spci1YhRFIW4mRJizAtFEDNtxWscDNe3BJU2mjxnHii88D27EARzy1INofj9WbPsKx1cUhZRtiWUCKpgpk2QqKT247RzHcaitjVJdXVv3SiabMRWbiggMWarAgucg8gdQf4Tkw1ATh/gEUL+D2CBY+Cws6wc1HwBtQHseqj+DhYB5GygPiwjFJeNElOOia6D8EqAaktfC0ihs+Ab0Z8AqgoUfQqw/LH4KovuAOgViz8CSONQ+AUyH6P6wYKIIUFl4hTf8+CVwtsjIsnYZ6DeKa0m+CMuGwqKroeI8UNdA6m9QG4PoJNBeBqs9LPxAXEflRGB3UL+G2L9gEbDchtT1DBz4FIMGJYjHmzarJkVOsuPhumiB+jm45d9MwwV6H3YQhzz7T7SAHysWa9pAvkTS4jhAEtQXwJ4F0cuh9jhxqvN1Yt7WQASOdblJHK89HiKnQGw30NdBlwdFtpJ8RFaRjk+INu2dIXID1J4u6rW9BYKmiJQMA50eBWOlEKzIKRA9wbN7o2grnYWl7AZxvOZYiF4CiZPF5zbPQlml6FsYaP815E0S82qRs6D2LFGuw01QpAhvMQB0uRe0SjHvFjm5/nq73CTaKfSuxXqBXfs9zc47mySTTUvQLEVOssOhBf04qRTTrxzHii+mCIEbcQCHPHF/vQcnBU6yQ2ADg4FdoeZ+cEOQPwmKptaLXD5QOBMK3wJ0qL5ZVC19FvLXCGFIv3yzIHwaaA5EbwNzIATmQdG7YDj15QrWQskzXh9uAvxQ8B8onCEErkgcIjwNij4GfFDzMFAKebeAMUGUS7eXXwNtHgfVgtrRkBoAgdlQ/CEUuGIIMx8oWA2lzwmz1beIf4tfg4Kf6tOUFYrDyWQhpqk0+VaWIidpFtJh1kVFhRQXF2W98vPz0PXGhxxc1yUQ8JOXF95stJoCpGqiTL9yHMu/Fh5cH+nBSXZI0punXQqUe/kfZ0OvE0CJ1a8nswEs6Hk6FL0hqqr3Qem1whnMfNlA6VvQ7SIvetEUwSH+heJcuowNdL4Jyu4WKlD4LvQ8FZRkfTkHEbnZ60QIzhTttXsMOvzfxnYtoPhV8F0g+hf4BXodLub+LO860mW7XAlt7/eu4xUoORM0O9tuMyKXEEiaBcMwKC+v4O233ycajWF7i64VRaFjx3YMHTqIkpJiYrHYRnWDwSDz5y9k+fKV7L//PtibiIY0gIXPvYFt254HN5yDn/gHmt8nPTjJDoYCBMF9CbRZUDQSglNBq9l49buLEJwuf4bCzyD2sMg80tBuUjZQ8iGUTBRDmv7FdZugZrXnAJ2vhdQy6PiSiJbMFRgHsXFcm8dFpGTxxHrxzSUFhCdAOwcCP0JgZd2uBll2XaDzGAgvhPhzkEq2XDobpMhJmolAwM+SJcu49NJrKCzMp6SkRITOJxLU1ETYaaee3Hzz1ey992ASiQSu66IoCnl5YdavL2fMmBtIJpMceuhBRKPRTXp0jm2TBPocciCHPP2gHKKU7NhYbcH4Gvp+LYTLQYTgp9eRaRmf/TXQ8WERoKF6xzOXC6heucBa6HN2vZhpGW1l3iYqoD5SXze3rbRAtX8M1MfE+fKMtjLTfaVz9JVNFMccstutW0jufe74sAiOSZ8jo61mRIqcpFlIi1ZBQQF33HE9RxxxCMlkElVVWLBgMWPG3MBll13La689S+fOYn2RYejMmjWHG2+8g++/n8Hw4ZveItl1HFyoF7gnH9iswLmwRam8JJJtRnpPtlVke1LpL3sF2d6QSr1nlpmjUkXkmbSAtTltpby21rOx15RE7BGXKTTpzVHTSUNzN01NAOtybNheW+ty2leoz7MZzelvlHoxzb1NmzF4VSJpVvLywhQVFVJYmE9BQT7Dh+/LvffeRkVFJa+++ja6bhAKBZk69QdOO+0CNE2nT5+eJBKbXnekqCoWYojykKcfRAsGNuvBKYCiya+5ZDtGQTz4zQZe6WTLqQaOWw2Ut6hPxmxm1E01cNzMOZ5rw94KG04D5dP9zW2/MRstlC1NImk2LMsmlUqRSolMBVVVNeyxx67069eXDz6YxBVXjMbn04lEYlx00blccsl5nH76hVRUVDTapllTw55XjmaXC8+moFNHAnl5aLZNLeIZUVCQj2XZRKNRFEXBTpqU9erOKV+9Rypl4SvIx06lCIdDOI5DLCbSn4fDQfx+P67rUlNTi23bqKpKXl4YXdexLIuamloMwyA/P6+uP4qiYJomkUi0Zf+YktaPg3gSd2HjTVNNRLJlg+x0WRYN7wy+zquT2VY627+DSJ6cu2lqEpGg2Z9hQ/feB4C2NLwzeK6NtEB1yrk+1TtXhlgmkLavIxJNa579zE1TV9Fs83RS5CQtjm3blJQUUVpazA8/LKO8vJySkmIOOGAfDj74APLywiSTm14U7Vo24c4dKNC7EPAZLF6whBkzZnH44SNwHIeJE1+hQ4d2HHDAviQSCVRF4ZXX3mH3IXvSq38PkpEIhmEwadJX+Hw+9tlnMJqm8umnX/Ldd1PJz8/jvPPOJC8vhGmmmDjxFebPX8TOO/fizDNP4aef5vLqq28BoGkaqqrSo0c3jj/+SFzXbd4chpLfHy5CMBrKYJUeLsyc/0ofs6gXjcy92TKjFJWMuunIyjRqRt1MG+n36X7ZDZTblI3M2yE9DOrk1GnMhpyTk+yYKN7mkyKDhKIouK5DMmni92/B+ISi4JgpVMdl2crVnHXWxbRrV8pxxx1BKmXx1FMTWbVqDR9++Crdu3clmUzy3HMvMdIw6NWlM6FQkJ9//oWRI69g5MizOfroQ/ngg0/5179e4aSTjuHjjz/nn/98kptvvprnnnuZadNmcNJJx/LII0+Tl5fHsGFDGTiwP5qmYds2t9xyN+effyZ+v2+zw6wSydZQZEGhjZjPSntWUOfJpSzh8KRRXehkiaVqJMj2spKADRUWRDJEpMCC4vRcWqbI6aK+bYndczI1q5MFekM2PKGqsqA6Y34vbEOb9PBmOvAkw4brwgq32VcO1CFF7neA6UU12cq22SNVRFkmicViFBbmUVxcJJYAuPBbxiT8fj8LFizi7rvHYxg6JSUluK6L4zh07dqZ9esreOCBxxg//i5UVSU/Pw/DMNB1nWg0yhNPTCAQ8FNUVADAG2/8h91378+55/6JgQP7c801t7Bw4WI+//wbzj//dE455SRqayN8+ukXjBhxAKeccjyBgJ+HH36Ggw8+kIsuOgfTNKUXJ2ke0svmAHS4fA1cXw1qTXZMCEDKhdlx2LO4vl7YhslrocwCY312eRtwXLioAJ5thxAkHep6WV4AACAASURBVM5ZDfdViX1UG7KxzA/9SsH0PD7VgU/WQu8EGJUN27i+Ev7esd7Gsethwgax7Vyu4KQQgti3FCrSQ7LN/JCSM/KtHFuFI+bD8YugazU0MUPOVhEOh1iyZBnz5i1k0KA9CIVCWyUMtm3j9/u56qpLGTnybBzH8YYKHTRN5corR7N06XJef/1dwuGQt0WHQjDo57HHnqWoqJDTTvsjlmUTiUSJRqP06dOTaDRKUVEhbdu2YcaMn1BV6Nq1C5WVFfTo0Y1YLEF5eQWWZTFr1hxeeul1jj32MPx+f916QIlkq0kP9SUQHlVSvDcsMRWHC5GMV8IVxwN2Tp0kBB0wXIjl1FG9Onoqo05CfDYQ5zPLx73yQSe7/TobiDKZdZTN2NBzysdc0deNbDTzvsFS5Fo5jgI7VcKAGihKiq2bWppQKEhBQT4FBXmUlBRhWTbPPfci5eUVnH76iViWtVUil0ql6NixPXvssSuxWCyrjXg8SefOHbj00gt44IHHWL58JYGAD8PQmTr1B375ZT5XXXUZhuHD7/cBYJomuq57yx9AVTVWrVqL47jouo7jOOi6RjQaw7JsNE3js8++pkuXjuy771DicbmLt6QZyFxCsMZ7rQInIk4/44NuRdCtALoVwqlhcdy2M8qvJmvZwB/yRNl0nQ89F8qpybCzCpxacfwtI7v84V6MlWtntL9avHe8Icrjwhl1iuBlw7MRybFRJY5/oWfb2Dffu34XETCzOuN60n+XZkAOV/4OSGrix1FLDleKOTaXSCTKxIn/ZubMn3Fdh2g0xqxZPzN16g9cccXFDB68J6lUaqO68XiCWCy+yeATRVGwLKtBcVEUiEZjnHrq8bzxxrvce+/DOI5DMBhg4sRXWLVqDXfd9QBffz2ZcDjEoEG7k5+fRyKRRFU1XNfFNJP07dubyZOnkkgkMAydRCJJYWE+wWCARCLBjBmz2GefIQSDAao3s9mmpPXgui6GYeD3iye5bdskEs20i7uNeBL3on6OS0cslF4D0UKo7Omd06CyCvgV4R71oH6IzwZqxL/ru0FliLoF2clfgSqgFBHJ6A0lsgqIQSIPKvtQl6FkfQSYK+rSnewAldmACRVdoLKgvv+xBYg1fcWICMu0jXVAFJIhqNzJ65MK/rjXloKI1PRlXEslzTZJJ0VO0izYtk1+fj7Dhg1h5crVrFixWmwtk0rRs2d3nnzyAQ4++ABs28Zxsr+9lmUxcGA/4vG42BZoC8iNaHRdF9u2sSyLG24YyznnjOann+YwatS5XHbZhaxfv55k0mT16rWUlBSz6679aNu2DZMnf8/555/JokVLWbNmHX379iEQCPDDDz+y3377MW3aDDRNo7S0hOrqWlauXMVZZ50qg01+Z+Tnh1mzppwZM+bgui5du3Zkl116kkg045xsQ5GHgJbOX+lFHxpOTp20MGQc96VzVHrH1MxdxzOjHN2M82kbrlc/0wYZ9cnoR7qO4vVzS2w4DdjIjNqU0ZWS7ZF4PEHv3j145ZVnsgRIDAOKvD6plNngHFZtbYQ777wBUIjHt2wPuLSopRGBLC7JpEn37l248MKzufrqm0kkknTr1oXOndujqhpvvfUB7duXUVpawplnnsKNN97B6NFXMWfOPP70pxPp3r0rZ5xxEo899hy//rqQmTNnc9NNYwmHQ8ydOw9Q6Nmz+xaLsWTHx+cz+PnnBfz73/8hGAyQnx/m3Xc/57DD9uPII4c3/+7gkmZFipyk2RBDfg0P4Wzq167w+LZcNJJJk8MOO4hhw4ZimiaO43LTTVdRXFyEaZokkyaHHz6CnXbqRVlZWyKRSN2yhfPPPwNd11m7dh2dO3fk1lv/xuzZcznssIPYe+9B1NTUsv/+e1NaWszSpSs46aRj6ddvZ6qra+jYsQO33XYd4XBwk0mkJc2E66IaBr6C/M2X3Ur0cBBfYUGj5zVNo6qqhgcf/BdHHXUgJ598GD6fjw8++JJXXvmAPffsT1lZCZa1dd8HBTGKiEL201iH2GbmpKx0Hc/7qVU2H6tcq2bY0SGyGRsOYOrUDVc67sa5o3OJ5tio3YwNF6jQyboWgBq/D3wGXgTZZqw2jhQ5SbOytUM3v6WebTu0a9eWjh3b1w0b9u27E5aVqnvYaJrGrrv2I5k06wTJdV169OiK4wgxjsfjdOrUkR49uuG6LrFYHMdxcByH/v13YbfdBmBZNvF4AtcV6cpKSopJJGTAyf8C1ecjumo1s595ISu6vnltGERXrhYfGniQ+v0GX301B8PQGDFiKNXVESzLYsiQgfTr1xvbdpoUYZsCzlNhvUV27koVDvACT1CoT3Kc8Ycos2D0GuqEwe9AIHPBeE55gGNroG16aFCFA2szOtNAnXwH/rJGRGmDiKAsthson5Hc+eBacNPXosLg9HU0YMMBfC5cvQ6imUmpgT3mLoD5S3HaFKOmtt5bliIn2eFQFEilrCzvL1d46lN3ZZNMml4b4k4yTTPL+0wfz21PUUSbUuD+d+ihIFW/LuSDm+7aKHl+c6IhNtduKOhJVVU2bKihtFQsSEsnIrcsi9LSIkwzRTJpbjJgqjHSWbtuTqfpWtZwuVA1YtcBL3u/4U0Hd0zBP5c3ck0rqE8FpkC+l33ujA3ilUteBFhcX17zNKXIhgdXNmxDX0V9sIgKYS8O67hq8colPwYsqbehWkIbfS7cvWrj8vw4l3nf/4R94qGo1VLkJBJJK8M2TUId2rH7EQe32FonVddIVtWw4uvJ0MBoguM4FBcXbDTvpqoq06bNpqiogM6d2231cKUOvOtAUkXkoczsggvE4bs2iKhIL/JxVRJeW4a3+CyjfDqziQNVHanfCkeFjzSoqEKoeS4x+K4YkaPSE9LKFLxmirpZOS3TOSotWNcBIXJeBOeXOqiVjduYVYCI7PRsRGz4t+ktQg/kXHsVdO7UjuJeXVAbmQLZUqTISSSS7RI7FqeoTy+OfPGJFttT0wgFWffDT7y8z6ENDpmnUhZ9+nRn4sR3mD9/KYMH7wrAggVLueuux7n88rPp0aPTVomcgtCPy21YbAA7sXGC5iUI8dGoe1rPDsLJ1TScoHk9QoQKqM/mr8Dd6STLPcmOllQQHlwZWUmgl4Th5AhCfNrQcILmomwbj5TBIyZiWUMmaoYNf7399QacVuq12S7DhgJMgyOGDeb+IQPR1lXIOTmJRNIKURRc2ybZgusRnVSKVCTS6HnLsujcuT1HH/0HJkx4k2XLVhMI+HjnnUkMGrQrgwcPbNJ6OReoC6vJTZ6cmWw5vRkqZCdIzlgmUHcuJ3Q/q05u+cxkzy7ZNtKv3H45OXUaspF7kZuykV7jl5OgOZxKiQSdTdwMWYpca8R1Uf0+dMNADQRQVBUX0Pw+jHAI20xhxxMy56JEshlcV3hzp556JN27d+S772YCcOih+3HYYfvhulsfbCX53yBFrjWgKOC6noiFUQ2d6gWLqVi7HsNvkIrG0ICaJctY98OPmLUx2u7WHz0YxLGs7F/K8oaVSLJwXZdoNMagQbsybNhegNgzMRaLN5/AZS4HSH9ORxpqOefSUTjpUP3M4Uo143hmW+k6meXT59LnM/PappcNpNtK9yfXRmY7aa8s03Zmf9PXkbkLgZJRR8loqxmRIrej4rqoho6q6yiahhYIUD5rNos+/IxAKMSCV99i2Q+z8NLJEQC+u/luvr35blRg99EXEGjXFl84xC5nnQqqiuvYuLaNbaak2EkkOSQSyZbJdKMiAkYWIObTQMyPGYjNTldTn1Yrvft2JSKFVwX1gqQAMcSw31LqN0pND3WaiE1KM/eAs722ktSLkM+rU+O1l/DqJKkLhklnOQGyM65EEZGg6T3lNMTDJ4bIrZl+IKX3wdvg2YqysdA2k9hJkdsRURQCJcUkq6pZPfUHfrh7PKrPoPrXhaxYuRoFMc5f1KYYx3ZQNHGHuI43IO66TH74KVKI79/C19/FUlXa79qPgaPPJ9y+DMe2SW0ml6REImki6WhFF+gPjEEEZ9yByOuoeZ81hLiEgaHABYhExg94/2oIAUmLYAIYCYwApgHPIsQnHfiRtusDdgNu9er/HyIvZjFCeAyvTgVwJHAuQoz/gRA9lXph8qIu6Q78BRFJ+STwmVfGh3jgxL02+wJXe/XuARZ6fwf/1v85G0KK3A6Eoqlofj+qprPk/U+Y869/s+iDSaRchxRQ5NMZcPSBJM0UXQ4ZRrvhQ7BiOeu9VDGZ/+ujL2PWRkhtqGbBd1NxgZXf/Jd5z7/CwKsuo+fhB1HafxeSVVU4li09O4mkJbAQwnQ34oGfZhdgFEIgSr0y7YEHgcEZ5U4HHgb+iRCmtKd1A3CVV+Ywr62LgJ8QkZdpu3cBR1HvKfbxyq712gkihO5UYDxCpA4DLvT68jgiwhOEV3YNQjDTwrcfQvCeB7p5bYURonZ4xnUcBbwO3OTZWAxqREFthh/ZUuR2AFzXRQ8EUICVX01m9nMvsfi9jzABvwLdhw+hwzF/IFhaRNn+g3DMlHilLPS8YINtDrx5NIquY1bX0PnTyaRqIvz66EtEq2v57Ka7mDfhJXoeeQi7jj4ff1EhjpnCzUmsLJFImoCL8IZeAPbxjn2H8MIOAh4D9gWqEWH8/wT2RIjT88DuwB4IEYkDE4By4BSEwNnAvxEeWKl3/nzge4S3dCtwjFfuK8/+AQjhOhuxJXgSOAS4FyE+bwC7Ar2BsYhhyOcR3th5CJEC+MV7HQ/cB8xEeJylwJ0IgbOBdxHr6g4GTvTauRroA+alFqmoVTcduLVIkdvecV18eWGSVdV8etEYVn47hUjSJAx0GbobvS88lZJdd8JXmI+VTJJcX7lFIbepWpECQVFVup5wCI5l0/HwA1jy8n9Y8cm3rF64hPKHnmTOS28w5KpL2fWS80lWbpCRZBJJc1MGRBAP9y8Rcw2TgK4IEXodsY5sT6/8+cCbiHVq44AzgIGINXKFCJEDeBvhWT0APOWVOR4hpDawl1fuAuALhKf1MWIt3YHAZK8vxyO8v5+B6xCCOha4DDHEWg509PoKQvTuRAyL9kOs/zsVIXaJDLs3IARVA67w2u6P2KbnKXh7wCQO/GUoh8T2pVaP/ra/aQZS5LZnXBfDE7iPzxzFwinTMYDeh+xLl6MOpMOh++EkTRzLJllZ7UUq/Tb33nUczKpakS6oIEzfv5xF1xMOZcUHX7JkwptUl1fwxTX/h6rr9B95NsmqaunRSSTNgYKYpzobyEMEi/gQC61fRMypPeSVa+fV+RQx5KgjhhzfRgwf9kV4fed5nysQXlcIEVjyIkJATkMEn8xBDG/OAT7x7FYgPL+zEB7ZTMR83ame7RcRghQDXgXOQQjnvsBohFe52utTyiv7InALQsBTnu184EfgG+qDSz4DTkJ4es8A/aB/qjd9Yt1JqjLjSevEdTHyQkLgzr2U+VOm075rR3a74woKd+qGUViAWZUR+t/UoWuXumFOf2khO486jc5HDGflf77gxwcnMGnsTbi2w4CLzyVZWSU9OomkOTAQntB3wM7UR0dej9ie4CqEJ2YghvKeRCRyBiEiXyBE6k8IQQl77Z0PfIsQMoBHEQLzBMILSyCGH+9DDEv2QHiTYxFza39BCF4I4bldC0xEDJvqXttfAMcCLyNEehnCi1xIfTaUh7x2x3nXlA52eR4hsOnlCDM8ezciPLk47Da7L7ukerJWK0dpwgOupVLCSZqC58GZ1bV8dM5o5n87hXY9OjPkkZtoM3gAaBrmhgYyoDYTTsrC3FBDoKyEPqNOY+BfzsZ1XT67+mZ+fuJf+EuKQJVfHYmkybiIh76GELV02L6D8IDu8M4riOG9T6jPURn13o9FzKmFEUL2R++zipjPq/XafwHhUbkIgXuG+mCStF0b+BtCTMNe+1d5ZTWvXNyr8xdgKkLg1iI80ikZdiPe+yeAS7zr9SECZZ703ie89gyE4D7vlVsAyXEmZmGqSQIH0pPb/nBd9LwwyQ1VfHTOpSyYPJV23ToxdPwN5PXogrmhRgxJ/g9C++1EEsdMsdMlf0LB5cfxE5k09mZc12XAReeS3FAlhy4lkqbiIB7yPcjOXZlCeEALvDLfI8LzfYiclunclVHE3NsAYB5iKLAf2Wmy4t6/nwNnIkRqOmL+bTnCe0onYk4hPL/3vc/zEfNq6eUC6dyVhYglDzsjvMflQAliLjGX5xEeYhFCCHt4fVjhtdkeIXj3ITzEH7xr1Rpo6zciRW57whO4VHUNH/35MiFwXTsy9J83ktezC6mayP9E3LK65DhYNVF2uvh0FFVl5gMT+HysCKEacNE5cuhSImkOXITAZYpcOkvIlwgRDGaUS+eUtBCiFwG+RghJfsa5dDtpwQsgxNJFDEWmdypIl/d2LUBBBKGEEAEp6ZyXmfkv/Qjv8yvqlwZsyLkGvPaCCHELen1QMq4j/V71/v0KIazdaZYF4VLktiNUwyCxvpxPz7+cBZO/p6x7J4Y+dCN5vbqQqo7+zwUujes4pGqj9Bl1Gq7j8OP4iXx+1c2gKvQ98xSseEKuo5NImpu04OSxcaqs3HI6QnQS1GdNaYxwTt2G2tMQEZWBzfQvnZlFoX5HgoZQPLshNk7snGs3bxPtbAVyYmU7wXVd/CXFTL31XuZP/p4OPbuIIcqeXUhVR1pux8gt7Z8ndDtdcjq7/fUcFFXl8zE3UvnzLxh54c03IJFIGiedvzH31djx9NBhQ8fVBo5rm7HRWFsNHde2wsZv7W8zIj257QRffj6rJ09l6VffoQM9zjiGogE7kWjiXkrNiWs7pCIxev35RFa8NYn1S1Yw+/HnOGD83SKTiiO9OYnkt5Iwk8ID+4ns5Mkg5tJiZG+1k85RWUH9ztzp4+k8k1Vk56i0EB5enGwvKt1WhPqhS8jOJ7k6x0YSMWRZy8Z5MJOejUzSNqrJ9kjTNhTEGr9MG4BppZolraAUue0AIRAOC197l/Wr1tB55x50PGI4yYoG9qnfxriWjeLz0WfUaZRfey8L3/mQAaPOo7hvL+wm7KslkfwecV2Xvv16ohvaxvuwgRCChmK70qKX+7syndW/sTq/9Xhz2miorcaO69C1W0csK3eC77cjRW47QPX5qFm8lJ8efYYQ0PXEwzAK87BqI2zzccoGcFIWbffdg/a792X5zF+Y/dgzHPTUeOxExbbumkTS7CiKgs9nZHkVqZSFZVlN8jRc18U0U9x006Wo6vZ3n29rbNuhtnbrM52kkSK3jXFdMEIhfnzgUZJAcad2dDrmQJxEku1R4AAc0yTYsS1djhvBup8XsuDjL+j37RTaDd6DZE3ttu6eRNJsKIqCZVmsWrWWDRtqcRwHTVPp3bsb+flh4vFEk4fUbNtGrsTZmOaKZZMit43Rg37WTJ3Oks+/xQZ6jzwFX2GBWC6wvaIoJCuq6XrcwSx58T3WzF/KvBdfo6T/zmIXcnnHSloJhmGwdOlKrr/+fnbZpRehUICqqlqCwQCXX34OeXlBLKuhccYtx3VdGZzcgkiR28b48sIsfvcj1q9ZS/dBA2j3h6HY8cTmK2bigh4Oouhi5aRr2VjRWMsGrLguiqbS+4KTqbrmXuY9/yq7/3UUwXZtcU0pcpJmwHVRdB1ffstF7+qhEL78Tcesm2aKcDjI3/52EW3aFJNIJLnrrid4+ulX+etfz0FRFLlWdDtGity2xHVRdI1ASZHItFNSSKhze5JbGlHpuqg+A6Mgj3VfTyO+XgSqBNuWULb/XqRqIjim1WKjni4uRf36iOUyYe9hIW92STOhGgbx8gqWfPBpiw3ca34fNYuXiw+N3HOKoqAoCpFIDMPQ0TSNk046lDvvfJx16ypo27akyd6cpOWQIrcN0QJ+Kuf8yq9vvEdhfphOx47Aqt3CRd+ui54fJrpkJbPveJRlb08iagsPKqxpdD1uBL3OO5Fw905b3uZvxDEt/G2L6HbkcJZ88h1znn2R3f46CseymrYBlESCGJ2o/Hoeb154Rd0SrJZAxUvCsYX3iGVZtGlTgmEYRCIxyspKW6hnkuagxUVO3UQiXzEWnf00TP9qaux8ZhmngbkfcQ4cb83Wpuxn2hDRTY1/yRuy1RCZfd8cqmEQWbWG1T/+THFZCW323h0ntam0AXWdRs8PE1+znulX/52VcxZQ1qEtJR3KUBSIrVzLz298TNUvixg8/nqC7du2iNC5loO/TTFt9t6Nue9/yYrPv2HPsZdulNVHItkanJRFoKSYXoP2aI4Uhg2iaCpWNMb62XO3vI6ikEyaWJaNrrdUzyTNRYuKnKIoaJqK67p1opN5LlMIVFXF5/PhOA6pVArXdb2hAR3LsrLWS6iqgqpqqKq60ToKRVFQVRXXtTYaOVPVenHc+Jz4sjYmZpsbd3dd0DQVXdexbQvb3gJXxnXRfD50wLEc7HgCLejfbDU14CO+eh1T/3IHa+YupGP/PgwdfwPBDm1BgfjKdUz5y+2snrOAqZfdzpDxN+BvU4ST3AIB/S0o4No2VjSOAiLzyXaycF2y42NF45TssjN//M9LLWZDD4VYP+MnXjngqE0GTCmKQiDgJxgMoOsan302hVDIT9u2Jdi2nIPenmkxkQsGg/z442xuvPFOampqPYGofwA6js11113BscceTiQSw+fzMW3aTJ5//hV+/XUhhqFTUJDPEUcczLHHHk44HCaRSBAKBXnooSd5772PufXWa9lnnyFEo2Ithd/v45VX3ub99z/hnntuIRqNMWbMDWzYUI2iCCGtFznhwR199GFce+1fufDCK/jll1836qfruuTlhbjllmsYPHgPEolkg9fr8+nousEtt4yjpKSEv/xlJPFNBJAoqoqdNJk+7gEcYOdLz8AoCG9+QbWqoqgaP4wZx+q5C+nYrzdDHryeQFlpXURmoF0bhj54PVMuv53VcxYy48px7Pv833EUG9zmvSFTtTE6HXUgnT/+lkWTp7Hg1XfoddLRmNVyKYGkiSginZzdyD3XLCZUFdvc9D3nui4VFVVMnTqLkpJCKiqqePPNTzjjjGMIh0MkkzIJwvZMi4mcpmnU1kaYMuUHhg0bwogRB5BK1Xtdppmkc+dOmKaFYRg89dRE7rnnIfbff2/OOusUCgsLmD59JnffPZ4PP/yM++67lTZtSlBVlVWr1jBz5k+MG/cgEyY8TCgUIpVKoaoqa9as5ccffyYajVFcXMiRRx5CNBrD7/fx6adfMXPmLM4993RKS4tJJk0GDuyP6zpMmTKNQMDPeeedSTQaq+un49gEAgFKSxueXHZdF7/fj6LA+PGP8+ijz3L++Wdu0TCG6zhUL1iMC4R7dEbRdXA3fUPrwQBrPptM+bzFdBy4M0P+8TcC7UqxIvXDkVYkSqB9G4aOv5GpY+5i/bxFrP1iKu3+MBQrmptzp2EUTQPX2WyqLteyCLQrJViYT6y2lujqNai6nOqVNB8tGbnouu4mg6Vs26Zt22IOPXQ/pkz5se5H8plnHsvw4UOIRJq+WFnSsrTY00jMc6mEQkGOPPIQxoy5mEQiWfeFVRSFWCyGqipMmvQNt99+H6NGncv1149B0zRs2+bEE4/h0EP/wGmnXcA99zzE3XffhKapGIaBrut8991UXn75TS655Ly6YUvDMAiFgliWRWlpCaNHn4+qqvj9fkChoqKCiy/+Mz17dieZTGJZNpYlfontvfcgrr9+LBs2VG50LbFYnFRq41xqPp+P5ctXcuut9/Lll9+g6xrBYGCLgww1vxiedJLm5iMTFZH+a+krHxIxU/TbbxD5vbsSX70+e5hQUbAiMfJ7d6XDfoNYPmseS1/9kHbDh4hym7Ljuqh+H3YsgRrwCc9vU+UVBSdl4di2yLVqGDLCUtJqsCyL4uIirrji3KzjpmlKgdtB+J/sQmCaJrFYPOtVWxvBth0sy2bChJdo27YNl19+EZZlUVNTSzQao6qqmv3334dLLjmf1157mzlz5uH3+4nH4+y2W3/++MejuPfefzJt2kxCoWCWzfQvrtraCDU1tdTU1JJMJnEch0gkWncskUgASl1mg0QitlFfY7E4tm03GH2VlxfmtdfeYeHCRTz44F3069c3yxNsToz8MCv/8yXLv51OfsAndiiINLIeTlFI1cbI69mFooI8Vk6ewbpvf8Ao2PSaINVn4KQspt9wP4ueexPV0OU8m+R3S/o5UlMTyXolZJ7WHYb/icglEgmqqqqprq6murqG6uoakskkhqGzZs06li5dzh/+sB+hUAjTrA+OcF0X23Y48MD9iMcT/PzzPEBETiqKwpgxo8nPz+POO+8nFotjGMZW91FRFEzTYsOGdD/r+xuLNS5atbURjjnmMF599VkOOmj/Zkko2hh2PEnJHn1pP2Qgu101ko5HHiCiJhvBisbodNRwSvv2xLZsFk54E7NiQ92i8VwUTcWxbGZc83eWfTGV5W9PEgmZpchJJJIdlBadPFFVBU3TeOSRZ3j++de8oUoR8DFq1J8ZO/ZSZs2aw8qVqznqqDYNRjY6jk1RUQGlpSXEYjFc10VRIJk06d69CzfddBUXXzyWCRNeZsyYS7b6gVxYWMAHH3zK0KGHZEVLOY7DEUeM4Pbbr8O2nY36mEql6N27J4ahsXZteYvOHzimSaB9W4b8/Wr0cIjUFiwLsJMmfUb9iTVTZ1E59Udcx0HRNNyGFq8qCoqqUDltNhrQ7+oLxNDlb83AIpFIJNsJLSpyjuPiOA4HH3wARxxxMKmU5UU1OvTr15dEIoHf7/PmsNwGBUoMI9rEYnEUJdvxjMXinHDCMUya9CXjxj3AiBHDCQaDG7WxJcRicQYM6Mvo0SOJRuvzRtq2TdeuXbwkqg2v2TNNE9fduj+l7UVmqT5j88OCioKTNNHCQRzb3qK5LydlUbRrHzoNH8Lyr75nxbuf0+v8k3BTVnbItKJg5IdZ+vJ/iKcsOg798FB0IwAAIABJREFUf/buOzzKKu3j+Pc8z9RMekILvYnSBAEpFhARwe66urq6665t7b3X14a997J2XcuuumsXUVFRASniqqhI7yWkTHvqef+YJIK04CZkCPfHK5c69UzK/Oa0++xKyYDe+M4WeqY1pZcM08CHzD4/6fkJIbJEoy+D01qz++67cfzxR6+38MSyLFKpFGVlrWnfvi2zZn270eMmTNNk0aIlpFIp2rZtU7MHLnNd5qgLuPDCM/nww0+5/vrbGDiwP4HfsLrPsix69OjGX/967AYLTxzH2ex2gN9KGYr8zh1Ys3ARyUXLKB7QK7N7YQvZtdFe2CZv6xIqzqfjUWNZNHEKM2/7O/iabqcchVMZr+sZBwvymP+Pt5h+3f24vqbD4aMIlxZir6nYbGipgIm1upx0VYJoboycVi3RjThkK0SjUuqXL7F92MLPa5us9U6nrZpFHtYGw3nFxUWMHr0Pd9zxAFOmTGevvYZSXR2vWZofIplM8cgjT9GjR3f69++93jYEpRSpVJrOnTtxww1XcvrpF/LTT3MJhUJbPWxZ22O0rHTNYpT1GYZR76on9aF9n0A0h4GXn8eCiZOYfe9ztBo5FDMa3qoQ2yKlsNdW03Lvgex26SnMuPlRZt7xBChFt5OPxLccjEiI+S+8yfT/uw8P2PXMY2l7wHDs8sot/rEH82Is+tf7LJ7+Lbvstw/djzoUq6qq4dovxLaiFGY4hBkJo1ypZLK9MCPhzAK5TWjyDU2WZXHssUcyYcInnHnmxdx++/X069eHQMBkwYLF3H33w3z11Uweeuh2WrVqib2RjZvpdJpDDx3Dhx9+wksvvUbXrp1+U8ilUmlWrVrN2rUVG1wfjUYIhUINO+emFL7j4FIzfxmNNPhm7VpeKk2Xv/wOgBk3P8rXt/+d5R9NrjtNYMXUb/CAvmccS48zjsOpz/JondlPZ0Yj+ND4Jx8I0UgU4FTFmfy3q2v2iMo2mO2FCpjYaytrSr9t+P7TaCGnlMLzPJLJJJZlbzJ0HMeluLiIBx64jdtvv5/zz7+SFi1KKSjIZ+HCRRQU5PPQQ7dz4IGjSSZTxGJRUqk08XiiLnBc1yUQMLnoorOYOHESq1atxvf9X20dU1iWRXV1fJM1L994412++eZ7PO+X3mLtc1x66bkcffThm90bo7UmHo/X+yBF33HIadOK1r13pmLBItZMnUXp0P5or+ErPGhf41TF6XL84RjhIAve/JjF0/6buQ5o3WcnOhwwnC5/PgwnnkDXo1SRChhY5RWs+eobosEAZXsNwatP7U0hsoVSaM/HAWzXI/717KZukfgNFODDRj+cN1rIpdNpunXrzMMP30mPHl2xLHuTvSDLsmjbtg133nkDM2Z8w+zZP+J5HmVlbdhtt760aFFCMplCa006bfHXvx7D4YcfQCQSxvO8muezaN++jEceuZPVq8spLS2p246QOWbe5uCD96d//76UlBThOL9c57oeN998NeXla9fbwgC/dEx69955s+V7PM8jGo0wbtxVFBcX1WsOz0tblPTsQY8jD+X9a25h8WvjaTN6T6xUulF6RNr3sSur6Xj0gbQZvSfLP56SuRxoNWw3om1aZMpx1fNTrBEKkFy4nPlvfERufh69TjoO37blBAKx3fDSFrnt2jD6gVuBxjvpQDQ+H4gU5KNdb72sabSQcxyH0tJi/vCHw0inLdLpzfduLMtCKcWgQf3YY4/dAWo2Z1vrba52HJdBg3YjEDDX681BZoXksGG7Y5qZ69x19ni5rkuvXjvTr19fEolE3ebu2hqWY8bsi2luehw+mUzVtXFjfF8TDAY54ID9cF23ZjXolldLas8jXV6BAtJrq0gtWYGZE23UxRtORTVGKESHw/eru8xNprHXbnkObn2KytlzUYCdSODEEwRiOQ3eXiEai3ZdQgV57HzskU3dFNEAtOdhV8fXu6xRhytd16Oysqru/7ektnxWMrnp+oqZubONX6+UWi8Q131OpVRN2FobbU/1r74xm3r8LbW/9nHqOydoJ5J0OmA/Zr/0GounfkO7jyfT8cixOI1Z4LgmXGsLOq97+dY8Br5mzuOvkAYGHHME0dIStCeHR4rtSM1wpVVR2dQtEY1km1Q8EZvmJlO0GTqIjsP3wAR+fuwV7Ioq1GZWCzU5rQkXF7Do3xNYM28xeUWF9PjTUQRjOWhXjh0RQmQPCbkmppTCSSbpd95phIHKRctY+tbEmsLN2Tm5ZYRCpJavZtF/JpC2HbruN4I2ewzGqqqWSQ0hRFaRkMsCvu2Q36Ujvf92PElgwT/fxY0nMkuZs5ARDLDqy5ksm/4dhTlRev/tL5mjfoQQIstIyGWB2nqS3Y48lNI2rVnxw1yWvPMJ4ZKipm7aBjLFnTU/PfQPNNDloNGU9Om5xYMnhRCiKUjIZQm7qpo2wwbTca8hOBrmv/AGld/NIZgXy5qNqcowCObGmPv061QsXEoA6H3qX1GmscXDVYUQoilIyGUJpRRW+Vp2v/pCuu++G0t/WsCUc24gsWAJwfymDzplGATzY/z0yIvMuOMJfNdj+K3XUNJr5/pVRxFCiCYgIZdFfMchp1VL9n/uYboMGcjynxfx5RnXkViwNHPYaRMFXSbgcpnz2MvMvOspFLDPLdfQ97QTMqcoZElPUwghfk1CLpsohRNPEC4qZMxT99N1991YMW8xk8+8vsl6dMowCOTn1vTgnswE3M1X0+f0E7HWVq5/XI8QQmQZCblsUxN0kZIS9n/2YboOHsDyuYuYfPYNJBYuJVSYv80KyJqRMIG8GHMefWm9Hlwm4Cok4IQQWU9CLhsphROPEykpZP9nH6Lr4IEsn7OQKaddy5qZ34PWhIryG+e5dWaLQKgoH2tNRWaI8s5MD27ETVfT5/QTsCok4IQQ24csLquxg1MKpzpBpKiQ/Z9+gPeO/Rvzps3k42POp8PYvWl34Aha7zsUP23hu17mDLr/cSO2EQxg5kRJLV3JvJfeZt6Tr1KxqhwTGHHLNfQ57YSaIUqZgxNCbB8k5LJZ7dBlaTH7P/8I4085j2VfTOXHdz5h6Tuf0HLPAXQ98UiKencjVJyPl7bxkqmtqkGpDINAXixT2LS8kp+ffJXF709i5Y/zCAC5xUUMuuCMTA+uvKJhz9MTQohGJiGX7ZTCro4TKsznwBcfZ8mnX/DNE8+z4L0Pmf/ZNJZ/PoO2I3an7JB9iZQU0GJof7Tj4tk2vu1sGHgaUBCIRjCCAezKOEve/Ai7Ms6PDzxPYm0lKaBNpw50GbMvfc8+hUhxYaYHJwEnhNjOSMhtB5RSeGkLZZq022dPOuw7nPnvjOf7515m7nsfMe/DL/nxwy8pjIZoO2Y4tmXTbtQwWu49EC/5q3PtDAPtesy+6yns6gR2eSXzP5sGQBCI5UQZfOGZdB27L6V9e2NVVMo2ASHEdktCbjuiPQ+3Zjiyy2EHULb3MPpMn8W0W+7BDAao/Gke37w2HgUse3sisVal+J6HMjLrizI9MQ2+pnxNBQ4QAboOHoCrDFr17cmuZ55EblkbfM8jtXJVoxzeKoQQ24qE3PZIa9KryzGCQcqGDqLsP88TiEZYNeMbfn57PJGcHOb88z8smvUtQTLrUWqPh9dkltQOPuV4Iq1aEMqN0fMvf0QZBtr3M6eHJxKZnpsEnBBiOycht71SCt918V0XlMJNpijs3pUhl/fBCAbpcuhYqpetIBgK8vGZl7L4u9mMuPoiOowegRNP0mLArgRzoviOi1VzsC0gw5JCiGZFQq45qAkmz7LwLAu0JtqilNy2bTAjYYJ5MTygoGtnWg8ZiLW2EjeZwl3nFHUhhGiOJOSaI6UyqysdB9/z0J6PIhOCTjyBI+EmhNhBSMUTIYQQzZaEnBBCiGZLQk4IIUSzJSEnhBCi2ZKQE0II0WzJ6kohmrFQKIRhbPhZVmuN67p4nrfR+ymlCIWC2LYjNUvFdk1CTohmSmvN0qXLSCSS2La9zjWKvLxc2rRpRSgUwrIs1DrVbQwjUyNnyZLlFBbmEwwGJejEdktCTohmKBAIkEqlOPvsy/jhhzm0adOa2iMoXNeloqKCffbZk/POO4127cqwbQcA0zTJzY3x6qtvcvXVN/HKK0/SuXNHLMtq0tcjxG8lIbcDCHuZQsymzrzNiR1HRUUle+wxmCuuOB/P8+p6ZF99NZMLLriKQCDAuHFX1Q1phkJBXnvtLc477wqqqqoJBuUtQmzf5De4mVMa5hTD7DwYFoaAD/aW7yaaCaUUxcVFdO/eBcdx8X2fQMCkV6+dmTZtJh9++Cnl5RW0bt2SeDzBjTfeySuvvE5RUaH03kSzIKsrm7mAD291h9e6wsKCTK9O7Di01hiGQSAQJBgMEAwGCAQCJBJJli9fRU5OlEDAxDQNVqxYyYIFi7jnnps477zTsCxb6nWL7Z705HYAIQ/wwJDhyh1OMBhg0aLFvPPOB3ieSzgcxnVd3nzzfT7/fDJXXnkBxcVFJJMpWrYs5e67x9GtW2fuueeRpm66EA1CQk6IZiwcDjNt2teUl9+LUor//vc70mmL/fcfyeOP380eewzBcRx83ycYDBKJREgkkvi+39RNF6JBSMgJ0YwlkylGjRrOddddhlKKn3+exyWXXEsqlaJfv76EwyESiSRKqbq9c0I0JzInJ0QzprUmJydKaWkxBQX57LnnYK6++iI+/fRLzj//SizLIhCQz7qi+ZKQE6KZ8zwf23awbZu1aysZPnwYZ555Em+/PZ7XX3+HWCxnvc3gQjQnEnJCNGOe5603v6a1xvM8Tjnlz3Tq1IG77nqIefMWbLAfTiqciOZCQk6IZiwcDm0QYJZlU1bWhksuOZu5c+fzzDMvYZrmer050zRlI7hoFuS3WIhmyHVdAoEAjz12N6FQCMdZv9ByIpFkzJh9+eyztwkETNJpq+76ysoqxo7dl8GDB1BSUvyrupdCbF8k5IRoppRStG/fFt/3cZz1V016no9pmnTr1gXP83AcZ53rPPLy8iguLsayLBm6FNs1CTkhmhmtNYFImGAsBoBZ87Upm7s+nBNt4NZlOPEE7q9OPxCiMUjICdHMBCIR1vz3exZ99uVmw62peEDHEXtStHM3PEuGQkXjkpBrxrTWREKRzD4oDTnh6EYP0BTbhtaagBkgGoqAD6FgiHAwhNa6QXs0wVgOKyZP48NrbyUEZNP27gCZAuEHFebTcre+EnKi0UnINVMaTUFOPj8snsPKlasgBF/MnspBg0cTMExcXyo1b0saiITCVKfiTJvzNeTA3EXzWbx6KYWxAuLpBIqGCTqtNWY4RAgoLC2iZGAftOc2beFSpVCmwerJs6haW4kZCslcn9gmJOSaIa01hbF8flo2l6PHnczcxfMhHx546e8EjSDXHHcxiXQSx3Ma7I1VbFqmRx1GKYOzHriE18e/DcUw5ZvpHHvz33j2kocpzi0knko0aI/OAwp6dmXwo9fhJpJNHnJmJMynR5/L2smzmrAhYkcjIddAfK2JhiLEojlNXuo/Eoowfc7XHDfuVObOnw+5ZNoUhrtfeBgfn4uPOAvTMKUQ7zYQDARIWikuf+IGXn77dcgj8/OIwZTp0znhljN56tIH6dCiHZaz8TPcUkHwoV4fScJ5RQRjMTSgXQ+nMo6bbPqQ820H7XpoIJgbI1JQjKrH8Lkms6E36mzplus+HyRTSZJ2GkMWt+zQJOQaSG4kh0nfTeHtz96HcNO2JRqK8s5XHzBn/lyI8cubmwlE4N5/Psrvhh3ELu13ImWnm7ClO4ZYOMbHsybx0tuvZT5wrPuemweTZkzhj7ecwtCdB5KyUxvcX2nYcyHkupne2ZaY4QhrZn1LMHPvBnkNDUcRBGY/8xIrps7Aq8fBrCZQHYTPOmzF01iw/7B92bv3UJLWht9TseOQkGsg0XCEr+f9l8deeBYiQJKme3/xgUIgv+a/16XACBkYShagbCsanfl+h9j470Q+TJ0ynakfTt+wBpECPEjPgdbU71T3mk47of+t2Y0mAMye8An2hE/q9ScSAhYDL+xE5vuxuR6pBnKAFLRo2YL9B4yUkNvBScg1EK014WAYItB55w4cMmQsltM0K8ei4QhvTx3PDz/MyfTk1uWD7/n4Mum/zSgUvvYzCbWxoKuCIUMGMnSXQaSs9K/vjKFh2EKIuRt+ZtkYMxJm9df/Zc5HnzXMC2hgLrDLfiMo7rUzXnrLPTmDTE8uvz1bDLlwMMQbk99j7nfziYTCsrhFSMg1OAt6ddyZu0+7mXiiqkmaEA5FOGbEERw37lR+/HnOL3NAXqZ95x13Gt3KOjVZCO9o4ukEw3bZnT8e/HteePOfmQ8etT22athr4BCevPgB2peWYW/kZ6LJzMnpeo4MhHOLmfXQI3z/0Wc0+QTxBjQO0OO4I+n55+Ow4hX1upfScHg95uRycwuYv2IRc2fM/9+aKZoNCbmGpsB2HdZWlVOVrG6SJmit6damMy9c8QhH33hyZm4uAlhwwXFncNUfLySeSuBpV1ZXbgOu5xIJR7jr1BvR2ucf77yamZuLw5CBA3ni4vsoyMlj6ZrlDbK6UvsaJ5FAASpgEszPRZmqyReemNEIyjRRZCqepCvLsSoq6/0Q9Rl0dH0P27WzbypSNBkJuWZIKUVlsoourTvx4hWP8YfrTuLnufM4608nc/WxF1KVjOP5ngTcNqKUwnZsQsEQ95x+M5Zr8+qbbzJ40ACev+QR8nLyMvvkGngVoAlUfjuHL0+6Au15TRxyoAyD6p/mZ2UVFtF8Scg1UwpFVbKa7mVdadGihJ9nz2PwTgNQSuHJRvAmYdkWhUUF9O/ah1dTb9K5XQfKSlqzvHxlgwacUgrPsrGBijUVrB4/qcEe+39VW/HEs22pWym2CQm5ZkwpRdpO47peZt+QlZJ9cU1IKYXruZltGwbYjoPlNPybvZNI0nrIQEZdd1lW9po8oOVuu+Ikk03dFLEDkJAToplx02mKe/Wg1e67odGYhkEsFiMeT+D7Prm5MTzPI5VKN1lvyokncNNyCoFofBJyQjQztcOVnmUTCoVIuy6vPP0SI0fuRX5+Lq/86w2KiwsZNGi39c6Ra4p2CtHYZEewEM2UaRqk02kuvPBqrrpqHL7vEwqFeP31t/nss8lEIiEKCvLJzY3JfjLRbElPTohmyDRNUqkU48bdxaJFi2nbtg1KKbTWxGI55ObGCAaDvPDCq3iex6GHjsV1s+lQHiEahvTkhGiGtPbxfZ+jj/4d1157GYWFBXVDk4ahCAQCPPPMyzz55PPEYjkYhgwdiuZJenJCNEO+r4lGowwdOpBJk6bgeV7dHFgkEuall15Da80jj9xJr167UFFRv8ojQmxvpCcnRDOltSaZTG0w3+b7EAwGKCjIZ+XK1fiyb1I0Y9KTE2IHsG7QpVIpjjnmCIqLi7j++tvo3v1hiosLsW2pZSqaH+nJCdHMaa3xvF96a57nk0gk+N3vDqasrA3XXXcbtm1j1OMAUyG2N9KT24ytqe3469uqmn/qS2ddtXjRHNi2Q9eunbn55muIxXJIpy3OPfdvhMMhLCvNddddxqJFi9ebsxOiOZGQ24ycSBRVz8NFc3NimfPkNATMALnRGJ6ufwmtlJXC9dxGeaNxTMAAX97Ddji1WwZ69epBOm3heR5dunTE9zWpVJrWrVvQrl2bjc7dCdEcSMhthGmYpO00p9xzHuWVFdSnAGAoEGDByiVQBFN+mMaYq47C9eq578iBy487j35d+pCyG/YUY9eAA3+EbnOhYyVY8hPf4fi+TyqVOYxVKYVl2XX/bdsOtt10VU+EaGzylrcRhjLwfI/XPnsLlpE5zXlLNBAEIrB6UTkTfppYvzOtNGDBiQcdRygQbPCQ0wq6rAWjGvIt8KQ3J4TYgUjIbYTruwQDQR4653ZS6XTjLs/RgA89O/QgaTVOVXbbhDSZgJOME0LsSCTkNkJrTcAIcPTw32HUc07uf6KgOhnHdh2Z/BdCiAYkIbcJGk1lomqbPqcEnBBCNCwJua2ktSYvJ5dQMMRWrfpXoH1NRaJSVrEJUQ9aa4KBIPmxvHr/reXlFhAKhMCHWCSHvPzi+t1RgfZ9KhJV8vfZzEjIbaVIKMy/v3iHuYsWZBaa1JcP0UiEPww/jHAgjL8V2wuE2BGFgyEWrVrCQ/95r14rnAGioTA/LPkJ8mD89I9J2xZJqx6LuXzIiUb5w96HEQqE5O+zGZGQ20o5kRweeusJvnpzJuRvxR1toCUcNmwssVAM25MSSkJsTjQUZc7Sudx42x2ZFc71Xa2cA4Tg3fcm8O4bE+p3PxtoBYcPPYCcUBTbk5BrLiTktpJlWxw0eH/a5ZZBZCvu6EFebh4hM4SnpSCuEFtiuTZlJW047MgDMj25xpyy9iA/L4+AGdiqIg4i+0nIbaVEOskZB51I8LDgb5qTq0pW40nVdyG2KGWl6N62C09d8kDmgsacKpO/z2ZLQm4rKaVIpBtnP5sQ4hdKKVzPoyJe2dRNEdsxCbkGEg1FMExznU+bmqTVRPUAtcYMhzFDIcxoGGUaaMCMhAnmxvAdF1dqFYrtXE64/rVl6yjwPJeUlZYtOzsICbkGYCjFtwtnk0ylMtVRdOZTaPe2XYkEG38lpVIKXRNswdwcjGCQtd//SPXS5QRCIZzqOCZQ8ePPLJs0BTueoNWg/gRjOfiOi11ZtU42S/CJ7KaUwvd9Zvz8DY7rbN1cXc3cW+dWHWVYcgchIfc/UkoRCoQ4/YELmT1zTmZllwuE4ZN73mSntt1I2+mGf2KtMYJBjEAAFJjRCKumz2LOm+8TyYny87/eZPG33xMgk7sR4Isb7mDSDXdgAH1PPI5Iy1LCebn0OuE4MAzQfubsMcuWsBNZq7aA+hE3Hk98eaJ+tWVrxWH4yD14/epnt3mxB9E0JOQagNaaDi3aU9U+nkkTHwJBk6AZbJwhQaWIlBSTXlPO0snTmH7z3RjBAFVz5rN05SoUmd0NJWUt8WvPCVMK7evaBjP178/hkGnuz6++iasMWu/ai13POIm89m3xfQ83kQQZ0hFZSClF19adWBVcs3XvYikoK24tvbgdiITc/0hrjeXaPHjG7ZlAWycTAqaJ5VgN9lzKNAmEQ6AM5vzrP8x+7hXmfTARl0znsTAWYdff749lO7QbOZSWew3ETa2/EVYZBtr1mPPYy9jxJHZ5BfMnTkUDy6dO58fnXqbP+WfQ9cBRtOjXB6uiCu26Mn8nsobruYQCIf515dNbv+BSg2Eo4qlEYzRNZCEJuQYSDoY26PS4XsN8WtRaE4hGwPNZOOETvvn7cyz4YCI2EA2YdNhnMGWHjCJSnE/pkH5o28GzbXzLwQyHN3zAYJBel/0NIxDArqqm/SdTsSvj/Hj/c8TXVDBx3J388NzLdN5/JLue8zeiJcX4joP2Zf+QyB7hYPg3DTRorfHkd3mHISHXQBpt+ENrQnm5pFet4f2Tz2XZF1NJeB65QNvhg+h64pEU9exKIDeGZ9lYK9fUa4jRqYoDmZ5d2di90a5Pm/32YOEr77Do/Ums/P5n1j72DLNffp1BF55Bv3NOxaqolKATWWNjf3OmsU79LwVIoO3wJOSymdYE83JJr1rNu8ecwoKZ3xACehw4gnYHjqD1yMF4KQvfdbEraibRt/KjrfZ9nMpM4AWiYbqfegztDx3FkvGTmPvEv6hcsZpPrroJZQbY9cyTJOhEVrPd9cvlKRSGsQ2OyxJZS0IuW2lNMC9GevUa3v3zGcyd+Q1turSn300XkN+lHYHcGHZFdYM+pe+4+BVVBAty6Xb84bQdvSdL3p7IzNse5+PLrwffZ9ezT5GgE1knU8x5KUffchK2ZWeWFFuwS7edeOqCB/A8T4ou76Ak5LJRbQ9u9RrePe405n41gzbdO7H7fVeS27EMJ57K9NwaY+WjUpm9cxVVBAvz6HriEYBm5m1/5+MrbwRD1fToqiToRNYwlMLxHOYunA8pMrUu0xCOhWTT9w5OQi7b1ARcauVq3vvTacydNpM23Tqy+71XktOudab3VrMloLH5lo12XLqdeCRomHn73/n48htA60yPbq306ER2sByblgWl/OfGFzJbZRSZ43MiURzXkdXBOzAJuWxS24Nbs4Z3/3IG86bNpHWX9gy+70qiHVrjViW2+b417fs4VXG6nXQkSilm3PY4E6+4EaUUfc88WYYuRVbwtSYUDDFs50E1C07IlPDyfVL1OU9ONFsSclnECAZJLF3GB389OxNw3Tsy+N6ryOnQGqcJAq5WbdB1PfH3aO0z8/Yn+PjyG9BK0euEY3HTllRIEU1Oa008LfvfxPpk2VGW0FoTLi5i6nV3MGfaTMp26szge64kp32bJg24uvbV9eiOov/FJ2EETCZedj1r/vs9wbxYk7ZNCCE2RUIuS4Ty81j62Zcs+OxLgkrR+Y8Hkb9zF9zqpg+4Wtr3ceIJOh93CEUd2+IB3zz0BNr1UUZ2tFEIIdYlIZcF6kptvfJvVi9fQeudu1A2dm+sNWsb9zTk30C7HqDoftoxKGDe2x+weta3mKGtqZIrhBDbhoRcFjBCQSrnzue/jz1DDtDh92MIxKLoBioL1tB8x6V08K602a0nFckU3z7yJIGYDFkKIbKPhFwT01oTzMlh5p0PYgMFHctoe8DemeNusq0bV8O3baKtS2l/2Cgi4RBzxk9k2aQvCRfks/UVc4UQovFIyDWxQE6UpZMms+CTz/GAbicdSbAwH+24Td20TVMKq7yS9gePpKRTW+IVlcx+5iWc6jgqIL9SQojsIe9ITSwUy2HBux+wesUq2u/el1YjBuMmtnJfj4ZALEqoII9QQR6BWLTxl/RrDYai+8lHEQV+fPE1UmvKUaa5xbsKIcS2IvvkmpLWKNMkUlSEBsKF+UTLWtb7JAF0Zj4vmJfD8g+/JLmyHICcViW03mcITnWotW7IAAAgAElEQVQC33YacdRTk9+jMz4QzY0RzI3JfjkhRFaRkGtCZiTMmm9nM/vl1ynMz6X9EaNxquP1DDhNIC+X+JwF/PToSyx+eyK122BjQLsDhtP9b0eT27V9o21D8G2XSMsSOh26L3Pfnsh/H32GARefhe+6MjcnhMgKjRpySqmar41f7/t6g5pyhqHqCqpqnVmY8evbKKUwDLXR+9c+p19TasowjM2+v2ut8X292dttqh0ba9OmXtfGGMEgyeUrWfHdDxS1KKZ4QK/6zcVpTTA/l8SiZXx18a0s+3E+rdq3oWW7VgAkFi9n9tsTqZyzgN3vvZJYuzb1D8+toF2fcGkhJbv14rt/T2DZpCkYwWCDPocQQvwvGjXkat/ofV/XhU6t2iCr/bdhGITDIVzXJZ228H1NOBwiHA7jeS7OOm/+mcAB0zRw3V8vs9frjZi5rkttMbtMkGUCUGu9XhtqQ8zzfl2H8Zf7bkoolHljT6XSaA3RaASlFLZtb/I+NS8EFQgQqHlNXsrCjG7kJO9fMSJhEguWMvnsG1g5ZwHt++3C7vdcQbhVKQpIL1/N5HNuYOnXs5l85vUMvu9KIq1b4FtbaM/WUqA9Dy9lYZBZRCOFcIUQ2aTRQi4ajTJz5iwuueQ6qqoy556t25HwPI+rr76Iww47gEQiRTAY5PPPp/Lssy/x009zCYWC5ObGGDt2P373uwPJz88jlUqTkxPlrrse5t//fptx465kr72GEo9nBurC4TD/+Me/eOON97jrrhtIJpOcddalrF1bURNomV5lbUhqrTn00LFcccUF/OUvZ/D99z9scCyH1prc3BjXX38FgwcPIJ1Or3d9OBxi8eJl3Hffo0yfPguAPn16ctZZJ9O5c0csy9ro90cZBl7a4qsb78QDepz9Z4L5uXi/evwNGAbKUEy74GZWzFlAu747M+juywkVFeDUHJwaKi5g97svZ8o5N7Jk1g9Mv+AW9vzHHfjKgAY+U8upTtD24BG0G/8Zc7+Yyk8vvc5OfzgUq7Jhz7oTQojfotFCzjAM4vEUs2Z9y957D2W//fbBdd26T/q2bdOpU0ds28U0TR566AnuvPNBRo0azqmn/pWCgnymTZvJPfc8wnvvfchdd91Iq1YtMAyDVatW8/33P3LTTXfTs+fO5OXFsG0Hw1CsXr2G2bN/IplMUVxcxJFHHkYymSIcDvH++x8xbdpMTjrpz5SWFmNZNr1774zv+8yYMYtYLMYppxxPIvFLkVff94lEwrRq1aKmV/iLUChIeflaTjnlPDzP5fTTTyQQMHnkkac55ZRzefrpB2nduhWO42z0e6S1pnrBYgBy2rVCBczNz2VpCOREWPb+JNb8vJC2/Xsy6M5LCZcU4saTdZ8i3ESScGkRu99zBVPOv5nV3/3E8g+/pPWoPWput4UfngYVNMHXWzxhQLseoZJCInkxUokEqZWrUQGZ6hVCZIdGfTcyDEUkEmG//fbhggtOI5Wy6kJOKUUymcQwFOPHf8JNN93NueeeyiWXnI1SCs/zOPjg/Rk9egS///1fufnmu7njjuswzRCmaRIKBZkyZTrPP/8K55xzSt1wZiAQIBqN4LouxcVFnHzynzAMg0gkjGXZLF++gpNOOq6ul+W6Hq6bGcYbNKgfF154FmvXlq/3OrTWpFIpHMdZb4gzEAjw1lsfMGPGLN5660X22WdPfF/TrVsXjjjieN577yNOOOHY9cL918xwphyWbztbXJmoTIVvuyx45V0StkOvof3J7dyO1LJV63eTlcKNJ8nt3I7WQ/uzcMZ3LPjne7QaMRhlqsx5W5uiNUYkjFudyAydGgo2d3ul0K6H7/kYgBEMyApLIUTW2Cb75BzHIZlMk0r98hWPx/E8H9d1efbZlykra8Xpp5+AZdlUVVWTSCSpqKhk8OCBnHHGSbz22lt8++0PhMMhUqk0ffv24qijDuXOOx/kyy+nk5MTXe85a+feqqvjVFVVU1lZjWVZ611WVVVdM/yYWaziuh6WlVqvnalUmmQyhet6Gwxl2rZNq1alXHHF+XTr1oXy8rXE4wkKCvIoKipk7dqKBv0+BvJiLH3nExZ9MYP8aIS8nTrhbGrlpFI41QnyunekMD+XJV/MZOVn0wnm5272OYxwCC9l8dVldzDn8X9iBAJZUyBaCCG21jYJuXg8wcqVq2q+VrNq1eq6ebjly1eycOFiRozYk2g0ut7QXu1CkL33HoZlWXz//Y91l2sN5557GqWlJYwbdxeJRJLQ/1AkWClFOm2xfPlKVq5cXfe1atXqujnFdWmtcRyP0aP34fzzTycSCeN5PpFIiA8//JSFCxez66696m7bELxkmuKBvWi75wD6XXYKZfvXDD9ugptIUTZ2L0p7d8f3fX5+6lXSq8ozw6Ib+x6YBr7jMv2iW1k8aTpL3/0UvZFwF0KI7UWjD1fWzrc999zLNaNYmVWMp512AhdffDZff/0tS5Yso7S0ZIMVmAC+71FQkEdJSTHJZLJmVWSmF9W+fVuuueZiTjrpHB5//DkuvfSc3/yGXFCQz7vvfsDQodPx1xme832PAw7Yj3HjrsTz/PXaqBRYlo1l2SilKCjI4+OPP+f//u8WjjzyUPbaa+gm5+N+C992iLQoZtDNF2JGw9hVW94W4KVtuv/tGJZ9PoO10/9btwFdb7AqNfOClKGomDUbE+h1yck1PbstLIYRQogs1aghV7t1YMyYfTnooP1xHKduX1qPHt1IpdJEo2Fiseh6S/rXlRlGdGvm79bveCaTKQ45ZCxHH/0xt912H6NH77PBsGV9JZNJ+vXrw7nnnkp19boLTzzatSvD87z1wm9dpmmSkxPl9dff5sILr2H48D257rrLCAaDm99GoMFLZ1ZfGuHQlocFlcK3HYxwCN/16rXh2nccCnp2pd3IISz88EsWvjqe7n87Gu266HW2SyhDEciLMf/Zf5O0bNoO609x/13wtxTSWmMEAximiV/zfDK8KYTIFo2+DE5rzW679eXoow+v2UemAYVlWaTTKcrKWtO+fVtmzJi10fdG0zRZsGAxqVSadu3aYhhG3bqG2gUd559/OhMmfMq1197K4MEDCP6GDcmWZdOtW2eOOeb3lJf/svAks9/N2WDrQC3DMAiFgjzzzItccsl1HHjgftx667Xk5eWSSqU227NUpkHhTl1Zs2gx8bmLKO7fk5o9Dptt69YcwaNdj1BRPh2PHMuijyfz9d1Pg+ez0xl/xKlOon0fpRTB/FzmPv06M8Y9jA90OHw/QsWF2OUVmw0tFQiQWr6aVEUVsfw8YmVt8LO5uLQQYoeyTebk0mmLqqpqqqvjNV/V2LaN63oUFRUyduwoPvvsS774YipFRYUEg0ECgQCxWA7xeIKHHvo7vXrtTL9+vdfbFJ6ZR0vTsWMHxo27kokTP+OFF/5Zt+l76yg8z8e2rbohSMuyazam+xvdDK6UIhQK8cQTz3PeeVdy2ml/5dFH76a4uBDf9wlsZim99n3McIgBl56DAfx4//M4VQmU2cA/EqWwK6ppsdcABlx5OiYw675n+fHBfxDIzcEMhwjmx5j7TCbgNNDv/L9SNmZv7LWVW+yVBfNyWPrWRBbP/J7OQwbR7chDsDcyhymEEE1hG/TkNn99Om1xzDFHMGHCJ5x55iXceuv/MXBgP0wzwMKFi7nrroeYNet7HnnkTlq2LN3o8F8qleKAA/bjD384nOef/yddunTa6pAzDEU8nmDp0hVUVPyyKrK25xmL5RCJhNdbRBIOh/nii6lcc83NHHXUoZx88p9ZsWJlXRtzcnKIRiObXniiFG7awiWz9N7MiTT4Zu1abiJFp2MPBq2Zdv2DzLr3GZZ/NLlmjs5g5dez8YF+5/2F7qf8AacqvuUH1aBMk0BuDhqwq+Pg+7VFYoQQosk1WsjV7nVLpZLYtrPJDoHruhQW5nP//bdy990Pc/nlN1BQkE9BQT5LliylRYsWPPbY3ey33wiSyRQ5OVHSaYtEIlkXHp7nEQwGuPDCs/j440msWVO+0UUstm2TSCQ3OrdmmiZvvfU+s2Z9i7fOcGBtyF1++Xkcc8zv6qqrGEbm9T399IvYtsPHH3/O5MlHY9tO3f0uuOB0jjvuqE1WPfEdh9x2bSjr14fyn+ey+vPptNx7EJ638dv/T7TGqaym0x8PxoiEWPDWRJZ+PiNzFVA2oDftD9ibTkcfiFMV3+ImcAAVMLBWr2XV59OJBoN0GLU3nitDlUKI7NFoIZdKpejevStPPfUAXbp0wrLsTfZoLMumVasW3HLLNXzzzXf8+OPPeJ5Lmzat6du3F8XFhSSTKbTWpNMWJ5/8J6qqDq1Ztp8JpHTaok2bVjz++D2sWVNOixYl6wWObdscdtgBDB48gJKSorpVj1prXNfl9tuvo6KicpOB3KdPz/XCSutMQP/lL0dz8MGZRTW/DtZevXbeoErKury0RfEu3el++IG8f83NLHnzI8oO3CezmrERFm9oX2NXVtP+d6NpPXIoKydNz1wOtNi9L5GWJdg1pcHqwwgFSK5Yw8J3PyU3P49djj8a37alFyeEyBqNFnKZiiOFHHLImJpFJtZmhxBtO7MMv2/fngwc2A/I9NBqe23rPm6/fr0xTXO93hxkgnXAgH6YpkEikcTz/Lqs8DyPnXbqRu/eu9T05jKBVLvnbp999sTczIGfqVSqbqtA7f0Ahg3bfZMLXVKpNJa1mdddUy0kXb4WBaTWVJBctJRgXqxRF284FdWoQIC2Y/euu8xNpes1B7cuhaLimx9RgJNIYlfHif7G1a1CCNEYGn248pfizFt+88yUz8pUGdnc427q+tpSYb/8//rXWZa1yaHD2mHIzdnYa0gmU8CmT/Le0uu24wm6HDKWH15+nSXTvqXdR5Pp9IcD8J16zIn9VkqhPS9TLeVXl2/NY/iux5y//5MU0OfPfyDaonTj+++EEKKJbJPVlWLT3FSaVoP603HkXpjAz4+9jF1RlakBma20JlxSwKLXP2DNgiUUlBSz0zG/yxy1U4+5PCGE2FYk5JqYUgonmaTfOacSUVC1dCWL//MhZiRMtk5uGeEQyaUrWfjvCdiOS9fRI2g9bDB2Zf3n84QQYluQkMsCvm2T17kDvU8/kSSw6NXx2BXVm6wx2dSMQIBVk2awYtYPFOTk0OfUE3Cqq6XSiRAi60jIZQHtZ0qadTviYFq0bcPyH+ex5J2JhIuLmrppGzACJlr7/PTwi2ig62FjKdplpy2X/xJCiCYgIZcl7Oo4rYcMotPew/CAec+/QcWs2QTzcrPmfDZlGgRiOcx5/J9ULl5GUCl6n3I8yjQ2f0adEEI0EQm5LKGUIl2+lkHXXESPPQezfN5iJp99A9VzFhAsyG3y6TllGARzY/xw/3N8fd+zaA0j776R4p49cOqxMlUIIZqChFwW0Y5DpLiY/Z55kO57D2XlwmVMPvNaqn9aQLAg1mQ9OmUaBPNi/PjgC3z9wPOYwMg7rqfnCcfiptJZ09MUQohfk5DLJkrhJhIEc/MY/cR9dN9zCCsXLWfyWddT/dPCzKne2zhQlGkQqOnBzbzvWUzDYN+7bqDXSX/CKq+QgBNCZDUJuWxTE3Sh/Hz2f/qBTNAtXMbkc26geu5CQkUFmVWX2yBczGiEQG6mBzertgd3+3X0POlPpMvXNtiJ50II0Vgk5LJRXdDlsv/T97PTXkNZOX8JU067llVfzgTXI1Rc0GhPbwSDhIoKSC9bxY8PPM+s+57FMAxG3nE9vU6WHpwQYvuRxWU1dnBK4cSThPLyGP3k/fCnU5nzxVQm/uVS2u07hPYHjKBszF74jovvumjH/d/2qalMuJmRMMlFy5nz9KvMf+bfVFZUEQRG3nkDPU84Fqu8QnpwQojthoRcNlMKJ5EkWJDH6GcewjjtQpZ89iVzJnzJ8glf0uKlt+l68lGU9O1BuKQQL23hJlJbV2TZMAjm5+K7LumV5Sx48UUWf/A5q+YuIggUtmrJoAvPoOeJx5EuX7tNenBaa8LhELFYbIPLXdcllUrhuv4GtUkjkTDhcLiuTukvJ9ELIXZUEnLZTimceIJAbg5jn3uYpV9M4dunXmTuv99m0ZRZrJgyi7K9BtLmoBHklBbRcvju+LaT+XJdFOsHXuZ0PDAiIYxgELuiigWvvINTleCnh/5BIp7AAtp270KXA0fT5/QTCOXnY63ddkOUoVCIuXMXMGXKNGzbqTv/zzRNOnVqz5AhA4lGw6TTmWLbhmEQCAT4+utvmTZtJp7ns+uuvRg4sD+u6653PqAQYsciIbcdUErhWTbKMCjbYzDth+/BwglH8v0zL/Lz2x+w4NOvmPPpVxQETcpG7YFlO7QfvQetRgzGTf7qhATDQLseP978AnZVAmdtJQumfgNACMgryGfPi8+m8/77UNyzB1Z5BZ5lbdM5uJycKF98MZWLLrqGli1bkJub6dElEknS6TSDBu3G9ddfSufOnbCsNIFAgCeffJ4HH3yCsrLWhEIhHnzwcY4//hjOOONElFLSoxNiByUhtx3Rvo+bTOEq6DB6H1oPGUjvr79l+q33YoaCVPwwh2/f+QQDWDHhC3KKC/A9H2UYKJW5v9aA1lRWxXGACNBjr6G4hkGrPj3pe/oJ5LQsxfc8kitW1euIpAZ/nTWBVFxcxOOP303Pnj1was7XmzJlGmeddRkXXngNTz/9ACUlxXz88SSuvfZWzjzzZM4771QMw+Txx5/lttvuY5dderD//iNJpTZ9HJIQovmSkNseabDK16ICAVoP3JUDX30aMxJmzTffMe/9j4jk5PDTS6+z8KsZ/Po4V01mSe3Qc/5GtFULQjk59Dj2SJRh4Hse2nWxE0nQukkCbl1KKfLy8igsLKg7fPaIIw5mzZq1XHTRNUyY8Al//vPRfPvtbFq0KOUvfzmGcDiC1pojjjiYJ598galTZ3DQQaORjBNixyQht72qOfjU9TxQNk51gvxOHRh43ukYgQAdx44isWo1wXCID0+5gEX//Y6R119GxzH74sQTlPTehUA0iu86WJXVWbslwHVdHMep68lVVlYzatRw8vNz+eijzzjqqMM55JAxjB69D/n5eSSTSWKxGMuWraCqqprCwry6OT0hxI5HQq450BoUeJaNZ9mZQ02LCslp1QIzEiaQE8UD8jq0o3TXXlhrq3CTKZxEcosPnW08z6O0tIRYLMbixUupqqqiRYsSILOiMhKJkE6nue22+wkGA4wdOwrbtpu62UKIJiIh1xwphe84aNfNzMP5PopMCLrJFG4zGLurXUyS2Vbg4XkekUiYdDrNtdfeyqRJX3L//bfSvXs3EgkpIC3EjkpCTmxXlFKkUiksy6akpJDc3BiJRJJoNEp5eTlnnnkJX3wxlXvuuZlDDhlDXE5IEGKHJiEntit5eblMmPAJFRWV9O+/K4ZhEA6HmT9/Iaecci6rVq3hqafuZ+TIvYnHE7J1QIgdnIScyFpKKXJzY+Tn52FZNoFAgFWrVvPQQ09QVFTIQQeNxvM81q6t4JxzLqOqqppXXnmKoUMHUFlZTV5eLum0VbcyUwix45GQE1mndr5t9eo13H//47Rt2watNWvXVjJt2gzmzJnHLbf8H506dcD3fZ566h98+eVXjBy5F++99yGvvvoffD8zX7f33sMYOnQgliWLT4TYEUnIiazjui5t2rSmf/++zJr1LbNmfYtSCtf12HXXnlx33WUMGtSfdNrGdR3SaYv+/ftSWVnFa6+9Wfc4Wms6dmzPnnsOASTkhNgRSciJrBOPJxkxYhijRg1Ha79uC59SCsNQaA2WZaNrNqxfdNGZXHbZOfi+v8F2P8/zSCa3v60SQoiGISEnsk6kMB/DNLHjcXzHgV8XmV4nybTWYJoYsRjadXGqqrdxa4UQ2UxCTmQPpUBrvnvqH6Sr4+z0u4OItizFTSQ3eXxQIBKmfPaPzP/0SwrbtKLTAaPwa6qjCCGEhNwOIOxmCjGbOlO7Mlspw0C7LlOuu5UVaytZ+uGn7PfEvQRiMdzkxoMuGMthxbSZvHv1TezStyddDz8Q3/WytkyZEGLbMpq6AaJxGRp+KIVZBVARgYDf1C3asnBhAbnAzx9/xviTz8VNpQjEcjYaXFprzFCIKBDKy5VwE0KsR0KumTN9eKcb/KczLMyH8HZ0fmgQmDPhE94//ozMwbGbCDohhNgUCbkdQNgDvOwfrvy1vHatCAFzJ07ig1POw02mCORI0Akh6k9CTmQfX6OBXa89hw4HjsAAfv5gIuP/fDpOIik9OiFEvUnIiaykASMUZLfbL6H9qGEoYM4nn/PBSefgJqRHJ4SoHwk5kbW8dBojYLLbTefTYfjumR7dh58w/oQzcdObXowihBC1JORE9lIKL2VhBAIMuP0SOowalgm6jz5j/Aln4yaSBKISdEKITZOQE9lNgZe2UDU9uvYjh2SGLid8wviTzsFNpjM9OiGE2AgJOZH9lMKzbIxggN1uvYgOI4dgUhN0J5yBVVGJHKQjhNgYqXiyAzGUgWmYmMa2+2yjAV3PBFKmAXrTbfNSFmY0wm63XAgX38aijybz02tvsej9jwgBKANlmjWPU78hTKV/XRmzcZmGKWfbCbENScjtQDQaX/v423gOS9c3SJQGfzNtUwovla4JuovgoltYOHEqViL5yxP5fuYx6vEa9a/+vS342t++NisKsZ2TkNshaAjDVc+M47Z/3ofvb6PaXkHouwRGL4BUve6QKdAcX7occ5M3WSfobr+UwI0Pseg/HxLwfVZNn8XLQ8egdf1eXwh4tTssKAW2UU1n0zRZXbkGctY/TUEI0Tgk5HYAtmuDC8sXrWS5v3LbPXEIAj9D/1WQ2Iq7hdlCz69mji5cUkhJv11Y/ObH4PvYqRTLfvq53sOPYWCWBavasM1CDgAz83yO56BkNlGIRiUh14xprbEcm1v+eg3VRyW2/TIjBXkWlKagXn0rwwDP45OzL6NixabDWBmKYEE+c598lZm3PIpyPXygVZ+eDLvxCty0Vd/mMTAGqSDbfgjRg9KiYqpT8W38xELsWCTkmjlPewzo3g/TNJtkLsgzwDHqNyenTBPtugRyoptsqlKKYH4ec595ja9vfBifzGP7QLiokA77j8RJJOs9J9fZy5zUsM0pcFyXlJWShShCNCIJuWZOoUha9ZsRa2q1Iac3MWdY14N79nW+vukRHKC0fRntRu7N9KdfRHsudlU1TjJV79WVTgO2/7eQgBOicck+ObF9UIpgQR7znn2dr294CMfX5BYXMeb5x2i/33C2oxOEhBDbkIScyHrKUIQK8pj33H+YeePDuEBeaTFjn36AtnvtgVVe0dRNFEJkKRmuFNmttgf3zL+ZOe5hHK3JK8hnzJP303b4MNKV5U3dQiFEFpOenMheyiBUmF/Tg3soE3ClxYx57uFMwJVXgMxpCSE2Q0JOZK1QQR7zns0MUTpAXn4eY/5+H22H70F6zdqmbp4QYjsgw5Ui+6jMp6+5z7zG0rc/wfV98kpLGPP3eykbsQfp8rXSgxNC1IuEnMg+NQG24D8f4gKxwkLGPJEJOGuNBJwQov5kuFJkLR+IlRQx9pkHKBuxZ2YVpQScEGIrSMiJrOMkkqSBaHERY5+4n7Yj9sAq38QcnFL4josNuMmUhKAQYj0yXCmyR02VktaDBxBZvpKhF51F25F7kV7zyzYBw1BoresKmmjHJdamFZ0G9adFn13QbmZbuFJqvSr/Sqm6y9a93Kg5W6/28trbrd8sLScGCLGdUvPnz5S/XpFVzHC4JmzA1BrbtvFrzpkLBoMAOM4vBbmC4RAYJr7n4VoWgUAA0zRxHAff9wkGg3ieh23bRCIRlFK4rksoFMSybDzPIycniut6dfeBTACGQiFc15XyW0Jsp8xzzz31/5q6EUKsS3seAcMgPzfGHXc8wIIFixk8eACLFy/j1FMvoLAwn549e6CUYtGiJVx/3W3s1q83ubEcAqZJeflarrjiBtq0aU23bl1YtmwlN9xwB2+++T6ffTaZPfYYTEFBHpMnT+PWW+/ljTfeY8mSZey77978619v8PDDTzJ+/ETGj/+I++57jNLSEnr37onnSfEwIbY3Micnso5pmlRWVnL11TcxbtxdJBIJAoEAvu/x+eeTueqqm1i2bDk5OVHS6TTfffcDtm1jKINQOMSDDz7BSy+9juO4mKbJPfc8TNu2rbn33pvQ2ufJJ1+gqirOPfc8ymGHHcDtt1/Hxx9P4p13PuCQQ8YwbtxV3HXXjYwaNZy8vFwGDer//+3dT2iTdxzH8ffzJE3y9ElrbZ2t1ijFonSCkzKKRSwOCeuGePA0toOsbEOhiuDmYVK89FQYjO7Yu4cyoVAniAqyi+BgMgobaLEGNu3mTOafNM//Z4fUjtb1MsaWhM/rGPIQcnrzPM/v+/sRBL4eWYrUIUVOao5lZbhx41tevCiTzx8iDKPq2Xiuz+DgAJ2drzE5OYVpmpimiWVlAINs1ubKlWvcu3ef/fvfBKBYLDE/v8Dw8GE2bWrn6NF3ePCgwJ07P2CaBoODA2zf3k0+f4jbt78nlWqio2Mj5XKZ6ekZRkc/IpfrxvP+7/MKROSfUOSk5pTLS+TzbzE+/jnd3VvxPA+AMIwwTZOxsc+Ym/uJy5evsmFDK3EcY1kZFhYKXLz4NadPf0xXVyeJhEmxWCKTSdPS0oLrerS1bcD3Q+bmfqS1tYXmZotKxaG9fSOLi78RhiHpdJqZmW+wbZsDBwZYWtKZbyL1SpGTmhPHMbbdTByD53krgTEMcByHnp7tjIy8z8TEJA8fLmLbFq7rMjk5RV/fLrq6OikWSxSLpVXXv2QYrx439/IriUSSUukPbt36jiNH3iabza4sRBGR+qPISU2KomjduCwtVTh27Ah9fbuYmPiKKIpxHJdisUih8Avj419w9+4809MzOI5HEASUy2VSqfDuLBIAAAHXSURBVCaePn1GHMfs2bObZ89e4DgulpXhyZMS7e0bSaWaKBR+5vnzMnv3vo7vB//xPxeRf5Pm5KSmua6H7/sYhrEcM6e6yMQ0OX/+U4aG3iWTSWPbzUxNfUkYRjx+/DsnTpzl+PH36O9/g23btnLp0iw7d/YwO3uVXG4b+/btJYpCrl+/ycGDg1y7dpORkQ9IJpPMz98nkUiQy3WvGlUQkfqjOzmpWXEcs2NHjs7OzQRBQCaTYvfuXtLpFJWKw5Ytm7lw4Rz9/fswDBPXdVeC2Nvbg2U1E0UhZ86c5NGjXxkdPUcYhpw8+SEdHW2cOvUJs7NXOXt2jKGhQYaHD1OpVPD9gIGBfrJZW2MDInVOw+BS06o7ksQrw+CJhEkY/vUYM5VqIgyjV2JkmiZxHBNFEalUE0EQ4jgOlmVhmubKMLjjuARBgG1Xg1Zd3GJgmsaq3xGR+qTHlVLT1s6mrV0w4vvr7UYSA9Vtunw/WB41sICYIKi+Z/M8n2QySTKZJAiC5W29qle/jKqI1DdFTmra2sitXYyy3r6SayO13iKWv/tcQ98ijUPv5EREpGEpciIi0rAUORERaViKnIiINCxFTkREGpYiJyIiDUuRExGRhqXIiYhIw/oTEKjyH9FzMrgAAAAASUVORK5CYII=)
Não, devido ao diodo 1N4148 não ser um diodo de alta velocidade (Fast diode) como o diodo 1N5408.
Sim, devido ao diodo 1N4148 possuir uma capacidade de corrente e isolação superior ao diodo 1N5408.
Sim, devido os dois diodos serem equivalentes, possuindo especificações muito semelhantes.
Não, pois o diodo 1N4148 possui uma especificação de corrente máxima abaixo da corrente nominal do circuito.
Sim, pois mesmo os diodos não sendo equivalentes, as especificações de tensão e corrente do diodo 1N4148 atendem os valores nominais do circuito.
Para o circuito abaixo, qual será o valor da tensão no diodo (D1) e de sua potência dissipada. Considere o diodo de silício e a resistência da lâmpada de 24 ohms.
![](data:image/png;base64,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)
VD1 = 11,3V / PD1 = 5,32W
VD1 = 0,3V / PD1 = 141,25mW
VD1 = 0V / PD1 = 0A
VD1 = 0,7V / PD1 = 5,32W
VD1 = 0,7V / PD1 = 329,58mW
De acordo com os estudos realizados sobre os retificadores monofásicos sem filtro capacitivo, marque a alternativa INCORRETA.
Videoaula suporte de referência: 3 Principais tipos de retificadores monofásicos
https://www.youtube.com/watch?v=m5MhP1h2p6w
A tensão reversa nos diodos de um retificador em ponte será igual ao valor de pico da tensão de entrada, porém nos retificadores de onda completa do tipo Center Tap, a tensão reversa em cada diodo será aproximadamente duas vezes o valor da tensão de pico na carga, sendo o valor da tensão de pico das extremidades do secundário do transformador.
O retificador de onda completa em ponte utiliza quatro diodos e não necessita de um transformador com secundário com derivação central.
Os retificadores de onda completa em ponte são os mais utilizados na prática, sendo compostos por 2 diodos, e produzindo uma queda de tensão de 0,7V em cada ciclo de retificação do sinal de entrada.
O retificador de meia onda possui apenas 1 diodo e produz um sinal médio de saída menor se comparado ao retificador de onda completa.
Em circuitos de potência podemos desprezar as quedas de tensão nos diodos dos retificadores, pois trabalhamos com níveis de tensão altos, muitas vezes maiores que os 0,7V.
Para o circuito abaixo, qual será o valor da tensão de pico do sinal que é medido pelo canal A e da tensão média do sinal medido pelo canal B. Considere 12VAC RMS para a FONTE1 e 12VAC para a FONTE2.
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)
Vp (canal A) = 12V / Vavg (canal B) = 10,35V
Vp (canal A) = 16,27V / Vavg (canal B) = 5,18V
Vp (canal A) = 16,97V / Vavg (canal B) = 10,35V
Vp (canal A) = 33,94V / Vavg (canal B) = 20,7V
Vp (canal A) = 16,97V / Vavg (canal B) = 5,18V
Para o circuito apresentado abaixo, informe qual será a condição de funcionamento, considerando a fonte BAT1 de 10V e a fonte BAT2 de 12V.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZsAAAFvCAYAAACcm2b3AAAgAElEQVR4nOzdd3wcxd3H8c/s7u0Vdcmy3HvvDdMMmF4STA0hdMhDMb0EiOkBTDE1EMBAMGBKCC2UQCD02Abb2MYN917Uu3R1yzx/7LlhS5ZcsCzNO68j8vnutKeT97sz85sZsWbNXImiKIqi7EXavj4ARVEUpflTYaMoiqLsdSpsFEVRlL1OhY2iKIqy16mwURRFUfY6FTaKoijKXqfCRlEURdnrjH19AIqiNH1CCNDquTZ1XaRUU/aUuqmwURRle0LgCwU3f+3EEziJRJ0P100Tw29CMnDsSFSFj7INFTaKongkaKYPf0Y6djRG8Zy5SFdipqWw4r1/s+Rfn2Du4GkJoPeYE+l51hgSNWGEELQePhgjFCReWY2bsED82m9GaWqEWq5GURQjGMCXEqJyxWpWfPQfEqXlzH3qBWy8gV0nedtRZkhAT95cvCvYIVdfitm6FT1OPp7Mnt2wwhHsaOzXejtKE6TCRlFaKCklvpQQZmoKi195iyUffEJs/UbWLl6GBoQAf1oKluvS9rARdDrtGOxwdLvXMVKCbPjwazZ+NxOfphGvCRPBC6cuvXsS6NyBXmNOoP/F55IIh7HCEW8MSGlRVNgoSksjJcIwCObmUDr/Z9b/7wem33w3VVISAtqNGo7luLQa1Juu543BjsbwpaXgz0pHOu52Lyd0jURFNYmaMEYowJo3PqZk7hJ8uk7+1FmEgQwhOOihu+g0+lByBw8gUlKGtG1QodNiqLBRlJZCesHgSwkRK69g4QuTWfb2BxSuXY8JdD7pCNofN4q2J4xC2g7Scb1AAKTr7jBoNhG6hkhWqwnDQOgammGQ//kUNn7xPev+/Q1xIK9je3qfdSr9L7+QYE42VjiCdBwVOi2AChtFaSGEriN0jdoN+fx432PM+/gzUoDWIwbQ69oLyOzVFV9mGonKam9wZnfODMnnm5lpWFW1VC1fw7KnXqPox/nUShh80rGMvPtmUju0TwaZs2fepNJkqbBRlBZA6BpmejpzHn6K6Q8+gSUlwfRUDphwM7mHDEWTGsRtpO00qnLMES6yvlRKdtnpfq+OrWT6XGbePIFoVQ0+4MBbr2P4uBtI1NSowGnmVNgoSjMndB0zPZU5jz7L1PseQQOCWRkMG38DeUcdiKyKgisJ69sP/u9MqhPCwcUVdXexbTkQgZmRRvF3M5h92+NEyqpwgVG33ciwW68lUV3T6LBT9h8qbBSlGRO6hj8jgzkTnmLK/Y8BMOia8+h85gn4MtKQMQshBc93fIsP23/V6Nc/f+0pnJs/Bluz62/hbEUP+LGqa1j33hfM++urABw67gaG//k6L3BUC6dZUpM6FaWZErqGmZbGnEee3hI0V59LryvPwY0lcGJxgq6fRSkr+Xv7d+B/wHLY4czNX4oDg+HJA17l6LKDaRvPJaFZDTouJxbHSEul5xW/BymZ/9Rkpj34BCCTgVOrAqcZUmGjKM2QEALNMPjpiWeZct+jCGDgVefS66rzsGvD21SWiU39Vh8B/wLSG/ANKoHLwTzAt+X5jeDGE0jLpueVfwAk8596jakPPglCY/DV/4er1lprdtSqz4rS3EiJmZlByU8LmPqXR9B1jYHXnE+vq8/Fro0g7TrGV1KALCCzAbcsIMguBc3mw3Rd7JowPceew6DrLsRn6Ex94HGKZ8/FzMzYvM6a0jyosFGUZkYYBvGKChY8NwkbSM3JovtFp2NHYsk5Lfv6CLeQjosdjtL9otNJa52DCyx47mViZeUIQ3W8NCcqbBSlGZFSEsjJYuY9E5j/8eekhIIMuvsq0MTmCZoNeyG89WY2NYJcwAJsdm/+zY6+lW2DlAy48ypSU0Ms+PQLZt71IIHsLNW4aUZU2ChKM+ILhSiZM5/V331PSnYGBzx2K22OOQQ3nmh4SEi8M0MmkJr8czrQDegI+NgSQnuIk0jQ5sgDGfnEONJyMlk9dTrFs+fiSwnu2W+k7DMqbBSluRACf2YGq/71CYWr19J2UG/aHH0IiYrqhr/GpiWcuwP9gX5AV6A3kA20A3rSqMARho4wdG+CpybqXJomUVlN3uiDaDukL8Vr1rPy/Y/xZ2SoRTubCRU2itIcCIFu+vj5pdf46dlJpAK9rjwXOxxp3Os4QCsgCMwDVgNtgAJgDjAXL4yyaVBLSeg6Vk2YeEkFeiiIMAw0n4Fm+nb4fKs2TM+xfyAVmPv8qyx84VXvsSpw9nsqbBSlGRDJ/85+6K/URqN0PvkoUrt1aNw4zSYmUAVUA6VATfJrBwgnvzbZaaGB0DWkZbF84luUz/mZWGEpP417nIUPTCSaX+y1dn5B2jYpXdrT+ZSjiURjzH7oSaQrNy/yqey/1CeoKM2A0HUihcVITcOfGqLj6cdipITqLnOu84Xw5tBkAwOBvnitnM7J+zrhtXyq2GnLRug6kYISwuvyaXXIUBY/+QqJskr0YID1H361wy41absYoQCdTj8Of2oIqWtECotV2DQD6hNUlGbAn5HO3Keep2DNOrodeyi5Bw3GqqppfJmzhtdy2ZD82gIW41WhDQC6APnJxzTw7GFmplH6w1xqV61nyAM30OOSM6hesgrp7iAIBVjVYXJGDqLbCYdRuG4jc5+ciD89tZFvRGlqVCG7ojQDruPgxOJIwLVshL59F1WDCLwQKcIbpxHJ2zK8rTttILLV/XW+jkC6klD7PNJ6dGHxoy/R47Lfo/v9rHz5XfytMhGajnR33M0ndB3Xtr0K7FgcVy1fs99TLRtF2c+Zaams+fS/LPnoP6T4TVK7dsC1GrZOWZ10vIozI/m1i9eaCeN1p6VTdzeaAGnZSMdG85tkD+/PIa8/StfzTqF42mzKf1pMl7N/671AHRNpXMsitUsHUgN+ln7yOas++gwzPW333pOyT6mWjaLs54SmYdXUEg1HaNO1A90uOh27Nrb7LyzZtvWi4RUJmMlbHWGj6TqJ6jBr3/gv4Y1FRFZvYMh91+PG4+QdMZLWhw6ndu1GXLvu1opdG6Xbhaex8d/fkr9iLVZNLUJX18b7MxU2irKfE5qGLy0NDbAjUVzb9uam7M7s+03DKZteQ+C1dHSgmHrHbFzHwczOIGd4f6IFJcSKy5h/79/Q/CapndsjDJ3oxiKGPfZnXMvecetGgGvb2JGo963T0rwiASlVGfR+SoWNouzHhKaRqKml8PuZaEDOAQO9FoCzG1P8XSANaAsk8MZv2gE5eGM26/Aq1uoIM6HpxErKSVTU0OHEI8g9aDCtDhxM7eqNVC9dSay4nPYnH+kVCNS1Ho2UCF0n54CBVHz4FYXfz6TjUYchdH3HhQVKk6fCRlH2Y5phUJtfwPy/vYQBdP/j79B8Phx7F7vRXLzVn3vidZmlArl4VWlrgQBeRVohda4gIAwdqybC+g/+ixBea6Tkh7mkdetAatdO5B15EIFWWfV2o0kp0Qyd7pecwboPv2L+xJfpe/EfSOvUESce37X3puxTKmwUpZFcKQmZAULB0B5dlNLSIKE3rlpZ95vY8RhGSgg7HMaJ7uZYjYvXgqnGq0Dz4y1bsxpvgqfE607Lps4DdeMJUjq2YegDN5GorCFaWELt6vVENhRRMW8pkfIqWg3sRZ8bL8JN1NGNluREvQo7n99PIDuLQE4WTqxhYSMBXUJgF+a11kmAZVlUR2rUMjqNpMJGURop5A/w08oFTJ8/q2G7WjaEBu2qoFuV14ho8NN0nURNDY5l7bmdA2y81k2ILcUAAbxwMZJ/tqg/aAXoKUFSMtNI6dIef04mqV074s/O9Fo+VTXIusZrtn8pXMdhwcSX8Wdm4jZwVQQDKPfD4tY7OdbGsKBD23b85oBjSdi7WfHXwqiwUZRGSgmkMOXn6Tzw18e9E3KM3d8jxgc9l8A5CW91mMYQeNmwR8JmUwFANjAEryutGm+152y8lo4EynfyDSXgurgJm7Vvf0rhlz9gZqcTK6mg1chB9Lz87GTQNCxsHNvmf48926jMCALzgY8HJN/H7tjUorNgxOFDOePQk7FsG7mn91toxlTYKEojSSkJ+PwQgsz2GQztPhBHurt39WzAgL7Qo8DLrgbTBE48QdHMOTh7YuKjwGvZLMWbS2PhpV928hbFG69JsNNZekLXiWwspmTaHPrddAnBTm2JrC9gxYtvs+atT+h67snIxM4H+yWgaRo9Rw5DDwSggQUCPiCQClU92O0tEXyGwerCtaxaupa0YKrasnoXqLBRlF0VgwFd+vLJvW8TTUR27wQkwdG8cZtGjdmYJuGCQt4adhR2OLzr339rgm1LnmHLRmoNa4yAEAhNw00k0Ewf6b27oocCBHOzMa69gCVPv0aXs0/yyph38nOTgOHzccykp0jt2KFRBQKahLEOu93sy0nL5i9vTuCenx7evRdqwVTYKMquEuC4DuFYmGgiukeudhv7CtKySdTUYiWDxggFd28eisQ7K/QEMtjSjZaG16rx4W2qVkX9rQXXBU2Q0qkd/lZZLH7yFTr//iT82ZlULVmFHvAnj7P+d2yEggjAisdJ1NRihyPYjaxGSzTq0Tvm9/lJWIkmtaX2/kZNyVWU3SSl3GM3trpJ10U3TXSfb8uclF/cXMfBn5FOxyMPwwWKp8zythXY1cBx8EqddWAWXkVaJrAeb3+beXjdbPXsZ6OZJuG1+Sx54lUSldX0ueZ8rJowC8dPZO6dT7Luvc9p/9sjN5dF75AQSNeleMosbKDj4Yfgz8zwigN28HMQQmAEk11sv/w57qnPRtktqmWjKE2UmZrCqg8+xUhNodPRh2NFots9xrVtQq1z6X/Z+Sz7ZgqrXvuATr87AaFpu36C1IFavCaBi7fwZjT5dTz5tU7dV/nSxZeRSqysgjk3P0LekSPpdcUfsCNRIhuKCLbNJa1nZ9xE3dVcQgik7bDq9Q9JAP0vPZ+Udm2JlZZtF6SaYRAuKGTtf76m3x/P3RJISpOiWjaK0hQJgR4IULZwEZXLV6H7/XW2VqTrYiV35PSlpaCnBHf9ZCuACiALGIq3rYCJtzV0W6AHXqumnhUEXMvG3yqbQXddTa+rzqF6yWrm3fM0lT+vIPfgIWQN7YvcWTGDlOihAGZaCgBWOOI9Zwc/g02rKGyc8gPCUKe0pkq1bBSlqUkOriMERiCAkRzfEJq24yVehNi8HH+krIrCL3+gzVEH4kR3Yab9plbNarzutDhblqvpideFtjb5mHrO69JxEJpGq5GDyB7Wj9IffmLDh19T+MU02v9mNHmjDwSt7uIALeCn8MsfCJdWePNsdtI1KDQNX8qenWSr7FkqbBSlCfGFghTOmM3cFyZjmj4qFi1FM30UTp+NbVkM/9OVZPXuuc0sequ2lk7HHknv449k0effUPD5VNqfdPiuhQ14IVKOt2IAeGeJ9Xj729h45dAa9XSjgdAFejCA0Lyxl9xDh5PWowsbPv6anx9+keIpsxjywI048cQOA0cP+Cn47zQqyqvoe8wRdD7hKKya2l17P0qToMJGUZoQOxYjs1d3Dr7jJsyMdOY/9TxmZgZ9zj+LRHUtgexM7wS9FdeySW3fjmB2Ng7gz0xD8xm7t0KynrzZeOujtQFWJf+8k33ZhK5hR2OUzphPrLiMqsWriOQXIW0bN2ET7NYRf242UtZRziYlms/An5WOAwSzMknr2J5wfpFa8Xk/psJGUZoQ6UqMQABfhxT82VkYwSC+tFTSOnUgXlnlLV65g260eGUVPc48mVVf/4/8GfPoNG8pad07Ykd2c600LXkzkrcGdFNppo/YqvWs+Ps7GCkhUrq0o83oAwm2zSWQ14pgu9b40kJ1trz0UJDKBUvJ//4nWuXm0ON3pxCvrK43aKQrtwthpWlRYaMoTYyUEmnZONEYwdY5mBnpONGYt/dLHex4nPZHHErQ9FGwegOFX00ntXvHBk2a3CEHr+S5B16BgI4376YWWE69c2yceIJgu9YMeeBGzIxUjNQUNL+JtGxcx0HaTt1dfEIggKKvZ1C2aj157fJoP/pQ7HoW35RSogdM0rt0VCXKTZgq3VCUJipRXUOvs8+g84nHkqitf3UAATiJBB2PPRIDWPHiP4mXVHjdabtCwysOWI+3PE3tVl+77GRdNInuNwm2zUUL+HHiCayqGm9jt3ii3ko0zWcQL69k+QtvoQMdjz0K17Lr/XauZZHari0jxl2PW8cYkLLvqbBRlCasoadNmZwEOuqx+xh41qlUxxOseuV99GBg176xwAubfKAEb8G2QrxFOhuw/IuUEjdhIXfU7VcPIxhg1av/oioap/+ZJ3PYE/dvnuC6UypkmjQVNorSlG2aCd+Qh1o2QtPoceYYglmZbPhmBtH8YoyU0K6diDdtKeDgLU8j2GlxwC6TEiMlSKyolA3fzCCYmUHPM05G03Vcq2FL+asutKZNhY2iNBdCEC+voPNJx9BlxBBKNxQy85r7iBWXovl3ceMdDa9VU8DOu892g+Y3iZWUM+Oa+yhZm0/nYYPo+tsTiFVUqgq0ZkKFjaI0J0Jg1dQy/NZr6dC9K0WLVjD7xocQugbaLv5zF+zdM4WmoRkGP908gcIFy+jQrTPD/3wdCTWvpllRYaMozYwTT9DmkJEceNfNuEDFkpWUTp+PLz21/idG8VZ4bsitikZuvFM3X3oqZTPnU75oBS4w8o6baDvqYJyEKmVuTlTps6I0Q/GKKtocPIK+Jx7D4v98yY+3TGDko7fS+rARJCqrt3msu6mO+SLgOBp2VrCArhAltlu7VZqZ6ZR8P4cZNz9MbTRO72OPpO2hBxKvqNzl11SaJhU2itIMuYkE/ox0jp74GFx+I4s++4qZ141n5JO30frwESQqvc2nXVyCboABtb2gN9CvEd/EBn+ViU8auxQ4ZmYaJdNmM/O68VTXRuhz7GiOefFxjGAIOxJRYzXNjAobRWmOhMCORNFDQY5+4QnkH69l8RffMvPmhxn52DjyjhiBVRUmbidoF2/Nawsm7NK3kUgszcLS6p5w+kuaYWCkp1AydQ4zb3rYC5ojD+OYF5/ECAZU0DRTKmwUpbkSAicSxQgFOWbS03DZDV6X2o0P0mrEAAbccinB9q2xayMktIaVF+9Ig9s0UmKkhIgVljDn1kconbWQqqoa+hx3JMf+/a/ofr8KmmZMFQgoSnO2qYVj+jh64mP0O/4oKqprWf31dGbd+gixknL8udmgCaTwWiqN/d/Oj8HbAsCfm028vJJZtz7Cqq9+oKKqhr7HHMExzz+hgqYFUC0bRWnuhMCOxDBCAQ5/8gE6/PtzFj47iQ3zlmBffhcdTjiMrueOQQ/4Qe7ZBS11v+ntt5OwWPrUa6z/7H8ULFtD+84dGXjVH+n22+MxQkEVNC2AChtFaQkE2JEoZloqQ6+5jLzhQ5h6890Uzp7L7OVrWfvRN/Q4bwxtjjyQlE7tkK6La1nYtY0MgWRXmWb6ELpGeG0+Rf/7kRWTP6BkzUYCQLehgzjskb/Q7rCDiJaUqaBpIVTYKEpLkdzRM1xYRHbfnpz233dZ+a9PWPrBp6z49+fMGf8c6S+9S/eLTsO2bDK6daTtcYfixhO4juMtiLmDUJDJ/Wc0XUcL+Cn4YhqVK9Zhmj5WvvovKvOLkUDvk46l96kn0eOMk3ESCcIFRZuPS2n+VNgoSgvkxBM4CYvuZ5xMzzPH8L8bbmfRux8RKyxh+kMvAJCVEqLV+/8lkbBoe+gwOp56NFZ4+5mcRkqAte9/Qf6UWZimj9IZ86iojQCQBvjTUulz+m854onxoGnEq6rVopktkAobRWmppCRRWYVmmhz4lz8z9JZrKZv/M3OfnYRbG2bt7LmUf/UDAEVTZrH8+beQzvarLwtdI1JRTST5Zx/QfdhgtPRUBl9+Ea2GDMQMBbGiMdxEQrVkWigVNorSkgmBm0ggDJ1ARjrtjziEzscfSay8kp9feh3XcTBDIdZ+/jWrps3At4OXsIBuBx9A5xOPIRGJoGka/S85j0CrbOxYDFzpdcOpoGnRVNgoSksnBNJxcRyvCs2JxdF8Pkbceh0I0Hw+up9xMkNXrdnhDgMOkNW1Mxk9unrbAUiIV1UTr6za7vsoLZcKG0VRtiMdh1h5RfIPEn9mBu0PPqDOxzuJBJGCIhUoSp1U2CiKUj8hcC1r55uYqaBR6qFWEFAURVH2OhU2iqIoyl6nwkZRFEXZ61TYKIqiKHudChtFURRlr1NhoyiKoux1KmwURVGUvU6FjaIoirLXqbBRFEVR9joVNoqiKMpep8JGURRF2etU2CiKoih7nQobRVEUZa9TYaMoiqLsdSpsFEVRlL1OhY2iKIqy16mwURRFUfY6FTaKoijKXqfCRlEURdnrjH19AIqiND1CCEKhELq+/fWo67rYtk0iYeG6bp2vEQwG0TRBOBzZm4eq7CdU2CiKsg3D0KmuruX++x9j9eq1hMMRpJSAF0LdunXhN785lsMOOxifz0cikUAIsfn5uq4TCoV45ZV/sHTpcm655Rr8fj+O4+yrt6Q0AaobTdkxIRCaVudNab40TcOyLD7//Gu+/PI7yssrCIcj1NaGqays4ssvv+Wccy5j3Lh7SSQSmKa5+bmmaRIMBnn//X9zxx33M2XKdFzX3SaMlJZJtWwUkBKh6+hbnTSkdEHW8xxNIBDJx0qceHwvH6TyaxJC4Peb9OjRjY8/fpO8vNbYto1l2axcuZoJE57m9dffoWvXzlx11R9xHIEQGsXFpbz44mQmTXqdaDRGdnamChoFUGHTokkpMQIBzLQU4lU1VKxYhQB8KSHm/+3vbJj1E74dPM8Gho69hLyRw7EiEQzTJLNXdxCCRFU1sp5+fGX/4rou0WiMSCS6ubusT58eTJhwD4WFRTz99Iucdtpv6NixPUVFJVx33Th+/PEn/vCHM5kzZy7RaGxfvwWliVBh00L5UkKYaWkU/zSPwrkLqZy/iHkvvIruugihEXMdLGBH16QSKLviJgxNw5GSlNwcht1yLYbfpPvpJxPIziRRU4sTi4O6qt3vSSm3udXWRsjLy+Woow5nxozZzJ+/iE6dOuC6ktGjD2XcuOvp1q0LF110FbW1qjhA8aiwaUkkGClBjICfBc+9QsG8BZTNnMO6FavxAQFAagLbdehxxnHkHDAI55dXpgI002TlK+9TuWwNuoDq4lI+/9NdaECfjz7DyMxg4KUX0O6QA4hX1eAmEip0mpFNodOlSycMw2DjxgJs2yEzM42rr/4/hNAoKSnBtm31sSubqbBpCaREM038mRlULF7G6s++Ytod46kFMoAug3qTsG06HX8Y7U46HKs2Sqhda8ysdKSzfZeY0DRyDhiIHYkiNI2lf51MbUExwnFZ/MW3OEDJ9Fkc+uR4Wg8aQEq7PKIlZb/2u1b2IsdxCIWC6LqObduAF0LhcASfz4fr1jfgp7REKmyas+TAvy8lRO2GfOY9N4lFE1+hrLQMH9B3zFF0OOYQ2hx7qNeCEQIhINAKXNsmUVZZZ4vEn51BoFUWAEMn3IzQBK7lsPafn7Lhs/9RtHA5759xET2OHEWvM06mx1mnIh0HJ574FX8Ayt5iGAZVVVXYto1peiN7UuWLUg8VNs2VlGimDxBUrVnPlGtuZcn3M0nRBJ0PHUb3i08nZ1h/NL+JVVWDEMIrPtv6jFFPH4hr2ds9TghBz7Fn0/b4UZTMXsjyJ19l1TdTWfHNVA7fWEj/S87Fl56KrQaN92uapuE4DosXL8NxHHr06Lp5Ho6i1EVNmGimNJ8PIxjkx/se5a1RJ7Lq+5m0ys3m8MmPcMBTd5B7yDBc28GqDgNeF8guX5omnytdl3hxOf5WWXQ6aTSjP3qOoTdchAH88OAT/OPgE9jw9RQC2Vl77o0qe52maei6lvx/nbS0VNav38inn35Jr1496N+/L66rJmwq9VNh09xIiWYYGKEAP9w+nh8nvkwiGiO9TS4j/3oH2cP7I10Xq7rWK1He0wO4QuDGE954jq7T49KzGHT9hQigurSUz6+4ibWffUkgJ2vPf29lr5Fyy2TPadNmcv31t7F69Vquueb/yM3NwbZV2Cj1U91ozYxmei2aH+58gBnPTcLUBIPHXUHb0SMJ5LXCqqz+1SrDXMtGOhG6nX8KeUeMZNlzb7Liv9P47OJrOP6lp+hy0rHEyit+lWNRGkdKSTQaY8OGfEaPPhldNzbfH4/HsW2bW265llNOOYl4PL5dN5qUkurqGuJqjE5JUmHTjGiGgREMMv328cx8bhImMPS2sXQ9/xScaAw7Ev3VS5C9CZ6S9F5dGDL+RqTtsPLr6Xz+f9dzwktP0fmko4iVVf6qx6TUz3Fc/H6Tc845kw0b8onFYpt7WA1Dp2vXzhxxxCEMHz4Yy/JWFdh6lQDXdfH5fJx55hhs20bTtHoX7FRaBhU2zYUmQAimJ1s0PmDoHVfS9bwxJCqr92mpkHQlVk0YzW8y7JFbYNxjrPzvND677HqOf+FxOow+DDsa3WfHp2zLcRyCwSB//vN1GIa+zd9J6f19IpEgHk8gpdxuORrHcQgE/Nxww1iEEFRX16iwUVTYNAtSEmqVy6KX3+CHZ14ilBpi0I0X0fXcMVhVtU2mJtWNxdGDfoaOvxFN01j12RS+uvgazp7zDWZmhrfigNIkbOoG253n19TU7sEjUvZ3qkCgGdD9fmrWb2DJG+8ggZze3eh23qkkqmqb1jplQuBEE+hBkz7XnI8JhCNRFr/8D7RfXEEr+5ZumhiBAELXG36xIgR6IIARCKgVI5TtqLDZ3wmB7jf59oqbWP79j2TnZNLn2vOwwhFoSkGziQAnEiPQphX9rvOq1KY8/FeWTH6bYG5Ok2mFtWhCULshn/IVq5COg+Y3d/65CIG0bapWrqZyxSpvHpYKHGUrKmyaGKFpjfpHagQD5E+dzobZ88ju0IaRT91JzshBELPQpd4kbzhe4UDPK85m0I0XI3Sd5R9+SkX3kHUAACAASURBVDi/EG2rbQ6UX5/QBLrp49sr/8SbR45h+l0PopvmTj8X3W8SKS7hX0edwvtHjiFSWIQR8P9KR63sD9SYTRPj2snKngYEjtA0/BnpLJr0JpXVNQw95ShaHToUO78CIQQJrWmWnfpdE2mDHYnQ9dwxrP3nJ6z87nvyp82k11mnEiku2deH2OI58QTCspk3+Z8ITWPUI39BCO/+On83JdjxhLcShVobTfkFFTZNhRCYaalMv+tBOh9/NHkHDvOWdamj+0IIgWYYzHnsGZZ/+R25OVl0veBU7JJqLM3hic6vMLXNrF/5TTTM8fmjGLvuHIQFWkin19XnUT7ucWbc+wip7duQ078vTqJpBmVLIXQdDe8E8dMr/wBNY9Qj9yABN2HV+TxN0/bOZGFlv6fCpokQmoZmmsRKy3CtBJrPh5awcG17h4/XTJNIYSHTbx+PLSWdzjqBYJscgtU603J+5O02n8IXQDFN51O2gI7w8hHvM6piBCOrBhK1bVodOJi8gb1Yv2AZsx/6Kye9P9nb+VP1+e9zEvABP016AxyXUY/+BSRq2wil0ZrKaajlEl4f+ZxHnqZ8zXrKZ8+jZn0+iyb/E8M0GXn3zfgzMnYYOvHKajAMgj6dTmediNzcdZE8CbwC/AikNOJ4HLZsB60nX0oALt4WnQJvpE/f6nF1Pf+Xv101wDHAEWzeUtqNJ0jp3I4Ovx1N/uKVOLaDFQ4jNG2Hs9J1v4kvGNzhoSdqapGOo06Ce4gD9DpvDGUz5lO6fA0/vfoP0HVGTbgbhPfZqZ+10lAqbPY1KXESFr3O+R2a32TGnQ/Q+YSjyRs5DCeewAgGcZ1frDslBMLQmXnvI4Qti2FXnUtKp7ZYNWHA2NKDkQZkAaEGHouDt8FNevLrEraEhw9ojRc25UAt2//2OEAOXrjFgSK8UNrEAFJ/8RwhiJdV0en049n4nymsmDaDZW+8x4DLL9xuKRsj4Kdi6UryZ8xmR4XSnU88mkB2Jq5ap2uPcICsIX3pfvEZTDn3T9QUljB30uvgOhz26H3YElyr7i41RdmaCpumQEpS2rTGn5WJ7vcTap1LRrcuWOGI94+5jnEbqzaMA+imD83XyHkqMnnbVI/oAplAb6AUL3AygOXJx/XC+22JAH2AJcmvNz3fAfKALnghlQf4gXWww2T4xfvXQwGE6+LYNnYstuMrZqHhxGJEikt2+JKurcpt9zSrupb0Pt046Jm7mH7deGo2FDL3lX+AEBz68D1bWjiKshMqbJoIN3mSTWmbh2aa2LF4nVeN/ow0Fjz3Mvk/LyElFMSXmYZrNfJq3sBrrWzaWsYB2uC1WJbgtYZG4gWOjtdamQUkgBFAB2AZ23a5dQAK8AKqHV4olbFtKNVB2g6Bdq3xL1jGvKdfpMORh5HRo8s2qwrY0SitBvWn7SEH7PA1vC2oLRU4e5hdVUN63+4c+ORtzLjqL9QUlfHTy2+CpnHYhLuxQc2PUnZKzbNpQqyaWoZcfwU5A/rgxOreYEwYBuH8QmojUdqOHEjHU45OdqE1gMQbqM8E+ibv2zT308YLIB0IJB9rJx8PYOKFlI4XOjt6XTP59/7kcx12XpmU3Aunz7UXEDANqotLsGq9cZtt3rcQOIkEsfLKHd7UeM1eIgRWdS0Z/Xpw4DP3kN4+Dw2Y+9LrTLnxzgbNw1EUFTZNzE4ndUqJpuv40lK8cft4AqE14gRrAEG8UNDwQiWQvH8jXvAMxutOW4s3qF+J1zXWDxgIhIENmw6YLQUEa/G634YAbYGVQJRGlcE6cQsd8KU2dKDp1yWR6JpOwPSDBF3X8fv8LWKnSquqhox+3Tnwr7eT1s4LnJ9efYupt9yD7vd7O8M2w5+DlBJDN/AnP3PDMPD7zBbxme9JKmyaGOm69f6DFYZBtLiUihWrMX0G6X26NXxAXOK1aHridZkFgO5At+TXbfBaIqvxwqR18vHZeN1pa5I3H9CeLSEi2dKNVgWswgunDnhFCg1YNUe6Ej3gJ6NPN1ygdN7CprWuW5JP92E7NovXLQMTyssr2FiWT2owpfmffITAqqohvV8PDnrqdtJa53iBM+kNpt50J7rPRPP59vVR7nGmzyRuxVm2fgX4oaS0lIKKYlICLeAz34NU2OxnjFCIoplzWPj2h2Skp9Lj0rNw4w2sCBJ4YygLgPV44zU/AwuTf98Wr4KsCijEC55MoFXyscV4lWglyfsMvKBx8cIoE8jHaw3l44VSQ8PGtgm1zaXn5WdjAbMnPI2bsLbrSttXJN7VbdAf4PZX7+flj96EbFi0cinnPzyWkqoy0oKpyB3WgzcjyS619H49GPncPaR1bON1qT3/ClNuugMpRJP5zHaXROLTvVbMzS/dzRv/eRdyYO7iBZw/4QoqI5XeRUZz/8z3kH1eICClJD2UhmEYO5630YxJIGaAbEQ3k5mWipmZgYb3s3MtC72x/eUCL0hibJk34yRvQbxw8CXvt9jS3bbpeVuPx2yae7NpGpAfL6yMre5v4Pvb9H7AW/PNn5Xp3d/IFo7fBn0P/y7pmobtOtz16oP87R9/31JOHoLZ8+Zy3sNX8Notz9ElryNWHRNx9wVLg4Te8J5MoQlvQvFOVuG2qmrI6Nudg564jRnX3EdNQQmrvvwODfD5dMyMdK+6MlD32OMvaRICTedHh65pJGyLcZPu4+/vvuZ95hIIwfRZs7jwkat44brHyUzNxHaa0IE3Ufs8bAzd4NNZX1JWUb7zEtlmRkjoUwqm2/Cc1QN+KpYs39Ik3ZWTqg5U4I3FbCp/juN1kXVJ/nnTfJjy5GN6AwPwAqoV3ngMeN1ptXgBswGviy4Nb77Npvsbc6ErvRNjvLKKRZPeSN7X8DepAyszoXpTgcMeEvIHmLV8Hi+896p30tn0niSQBrPnzuXix6/mj8efRyTeRDaC06BNNbQLb7kW2CkBmm4QKSmr/2PbuoXzt7uYed14whsKvYsgV7LinQ8Jtc2rd2mbXxwqtT5YkUOTuegM+YP8sPhHXv7gzW0/c4A0+P77mTzc7mmeuephymvUbrM7s0/DRgiB3+fnwX8+waLZS72jacSV8H4t2Ur4v0WQy5aCr52ReD8mP2y3Q2KjuWz5Wet4XWcWXpdYDV53WSz5uMV4YzoaXslzefIgNr0XHa9AIIZXJl3Klq64Rvaq6EBtYTGfXjeu0W8pCDzdGirb0/AfakNIvKKKjDr+Ph1mzJ3NjKmzm87vrwlDfoZT417uN0YQr3G7M1ZVDZkDe3Hg3+5i+lV/IbqxCOm4fHvfow3pPd0sgFcx/89BbJkDtq9JvN/x9Dr+3gDLVpNaG2qft2wkktRgCgShfee2tM5shf3LGfPNkQDdhR5BSE945+QGPU3TsGrDlK9cvfMH1+C1YBoz566KLWMsm7rCBFvGYYDNKzSG8cZxNLYESgXeP9JNAbT1ibeGBp31JOAL+OnSs/vmPzeUHxjVHdbm0PAfagP4dIP88kIK84u3dKdsLQG+VB8DBvRtOl0qBgxvBR0KvKLAhhAAQlC5YhWRyM6fpZk+3HiCDR9/Q7y8avPz2/fqjh7wb7WEUv1MQA/BwP40mbDxGQYbSvIpLizd/jNPVmBGE7Hdv+hrIfZ52GwWgetOvYJrx1xKeU3Fzh/fTDiikWM2qWls/HYq7405p85KGHfTv4rfAYfSsEvUX0MCr/IN6h1UdYC0zh055Yv3vMc2cszmN9LrotyTgmaApRtXcv4DV7B8zapt15uzQBc6j192PxccfRbhWGTPfvPd4Arv1lCbxmw+POYMqn6aX+9jNcNAM30sHD+R5W99gkbyGkPXOPbVZ8ns3d1bubyh31vC5U0gZDYJ+oMsXLOY8x8Yy5qN67Zd9ikOZprJiSOOJpZQ25k3RNMJG8CVLrZjt4yWTVJjggbAdRyceNzrbRQCPejf5opLIjFdH5l2Opy6Rw91z7HBcI3tAkdoGnow4M0lDUeQyd0eGxs2ttzzPVnVkVp6d+jB5Nue5YIHrmT5ilXevx4XtKDGE9eM58JjzqaytmoPf+fd09jfLzSBFNsvgrrti4JmGmimycKHn2f5W58gANPvx04WeEjHRtoOshHr1Ema1jSd6nANA7v049XbnuH8B8aybuOGzev+6YbOU9c/xDlHnNGiLo53R5MKGyklrnRxZdObX7HXNPIflxOPE2rTmlbduhApKaFi3hJaHTBoc5dRWI8yuKY37819es8f6x4UdP1E9S1XvUITWLURKuYuRgfyRg7zgsZxdmkuw944Z1XWVtGnfS9evPlJ7nv9Ue/OOPz2iOO5+Jg/UFFb1fR+dxv9g9h5uAufju43WTD+OZb94xMkkNOhHQePv4Nvxt6EHYkiXW9ViMZeKDShrAGgoraSwV0GMHncs/zfY9ezYu0qctKyeeCKOzhn9JkqaBqhSYWNsnNONErrEUPod/apfP3Ak6yc9D6tRw33dlAkOR9EGmTaTXtLXls427RshGEQyS9mxaR38QFDb7wSzfRhR5rI+AdeS7IqUk2vdt15+45Jm++3HZuylnDSkdIri/b7WDB+IsuTQZPZsT0nvf0yZkbaNmvZNQdCCCrDVRzcZyTnH3sWdz/yEMMOGcwFR/+e4spSNcemEVTY7G+EwLXtzeHiSwuhmyYJWbt5oFIisUTTOUk3lC81BcPvw4pbjerr/7UlbGubKqQWcbqRXjGA5jf5+aEXWP6Pf3tzedu05oRXnqHV0AEUz563r49yr4lbceJWHIR3cdFkytv3I81jqm9LIwROLO4Via3Np2LBMnT/ri2EKDQNzTD2/QKWQlD03Uxsx8UBbwmefX1M9ZA0maKpX4XwGWh+k4Xjn2PZ6x95QdOhHSe9+QKtRwwmXlmlqrKUeqmw2Q9ZNbX0+sPptO/VncJlayj67keMlB3vXlkfoWm4lkWiugb25TpkySVO1rz1CRHbof85Z5Ldt1ez65LZL0mJ8Bnofh8LH3ye5f/4xNv6qH07Tpr8LLnDBhMvVxMalZ1TYbMfsuMJWg0egD8U9OadZaUjdK1RpTxC1xC6xvLn/8l3Z1xL9Yp13qq94LUotr5tfd/mF9jBY+q7vx5SSvSgH396ChaQ0683obxcZBNa9qWl0nw+9ICfhQ++wPI3PvaCJi+XE197zguaisom3QJVmg4VNvshAVjhKD3OPIWgYbDxsynECku3hEUDaKZJ+dwlVC1dRTA3i+iGws0BoZu+zeGl+QxvJd/k1gZC97ZA0HyG97Xrohn65q0RNMPwQk9Kb32tBpyIfCkhSqbOpmxdAe16dCPvwOEkqqvVSWwfE4DQdRaOf47lbyaDplMHTvznS+QOG0S8skp9RkqDqQKB/ZWUdDv1JH64Yzz5P/xEt7lLyD1sOFg7bw0ITcONxVnz1ie0OmAQTjRG7er1aD6DWHEZq179AF9qkKrla0nt2I6Mft0p+GIaQtfoc+0FGKkhFk14HTM7g+o1GwlkptHn2vPRTZN1731G6exFuPE4Gb260v3i0xFaPfM2hAAkGz75lvKCEgYe2Yd2ow4iXFDUuH16lD3OAJY+8zrR/GIvaNq24cRX/kbukIHEKirVGI3SKKpls5+SrovmM2g9Yig2sOyZNxC6vvMTgAQ96Kd0xjyiBcV0PO1YfOmpxIrLEbpOorSCte9+hh4M0PPSsyj86ntKZ8xjwLjLsGrClM3+mXhpBUXfzUQPmAy+80qi+UUUfD6VaFEpS595kzZHHMDge69Dug7RwlJEPSsIGylBKn9ewdoPviQItB45NLlLpzqR7WsCCOcXEwcy27flxDcmel1nqhhA2QUqbPZTbiKBPzODE/7xAu2HDaJ4zUY2fvgVvvTU+jdf8xlYNWFWv/ERWYP64EtPASmJl1eBlFTMX0ruQUPoNfYcNF3DzEqn+yVn4EtPxbVsUrt2oGbFOtJ7daXruWMIZGeSPaQv0cJS0rp3ovVhI1jy/D9Z/dqH9Bp7Dimd2ta98q8mkLbN6lf/RcxxGXnNZYwYdz1WpOks99LS2XhVZye+PnHLGI2i7AIVNvsrIbAiUVLbt6XnScdiWzbrP/0O6bjefvB15I0eMCmZOpuqxauIbCxk3h1PUvj9T8QKS4lsLPL2mu/TDT1gEtlYhB4IEMjNJrKxGCGl9/WGAtK6d0QP+HETCWpWrcdICVG7ZgMD/nwZg++8ksKvp7Pg/ue8brIdbaYlJb7UFGpXb2TjN9NJy21Fj9+NQTr171Sq/AoEJKpqqMWbR3PSq8+SO3RQ/cUAyWWFYq5LjOR6dqr1o2xFjdnsx4QQRMsq6H/5RSx6+U3WTZtD8I4nGHj3VQhD807cWz/e0ImXVrDilffpcelZdL/wNOxYnERpBXNufpjI+gJiRaWk9eqKE49TtXgVwbatCLTOpuzHBegpIaSUVP28EtdxEYZOybR5RDYU0fPS3zP/7qdpffgB9L3hIsKrN1DwxTRc20aI7fNDDwWpXbWeWX96mKpYglEXnUzrEUOIFpf+ij9BZTsSpO3Q58Lf0zq/kL6n/Ybc4YN3WgwgLRszPY3hl18EUmJmpG/eCE9RQIXNfk+6Lobfz4hxN/C/m+9i+QdfooeCDLrrKhKV1VseKASarrPx399ipqfR+cwTcC0LoWvooQDB9nnYNRGcWIKULu1xognceJz0Pt0RhkGisppAbhZCCNxEAtdxmX3jQ0jLotfYP5DRvwfdLjqNZc++SfnilRCL0+faC9AMY7tuNM00sKprmTn2HsrWF9B1UH/6XPh7ElXVKPuWlBJp2Qy+9jJ0w8CKRNFicQzDwLIsdF0jFAphWRbxTUskSYlp6ATatuHQCfdg+AwMywLHhZDAcRzC4cg2RSKBQAAh2LyNga7rpKamIIQgFosTj8eREjRNEAqFMAwdx3EJh8O7tFaesu+psNnfSYkTj9P/0guoXLmK756YSOGUWfTYWESgdQ52bZhNTQsnYdH2+FF0GHMUmpkMASHQA34G3HYFQtfJHNQbPWDixOL0+OPvEIZOtKCEvCNG0u64UVQsWIYdjTHwjivR/CaaoeNvnUOisobcg4eS3rMLVjiKLyVEoHX25mV1tuZLTaHg82lUri/AAEY/cT/ZfXurORtNhRAkqmsQQuDz+ViwaCnZ2Znk5eVSWxvmhx9m0bVrZ9q2zcNxHEzTZMGCxdi2zYABfSmrquL773+kKnnxkJ2dxeGHH4Lf78N1JYahs3z5SsLhCP369UYIgW3bvPPOh1RX13DQQSPo2bM7iUQCXdf49tuprF69ljZt8jj66MNxHAd3X05CVnaJGrNpBqSUxKuq6H7ab2jfvQtl6wuYefW9xIpKMVJTtozfSImZmYYeDOAml+/fxEgJoft9GKmhzWMseijgzbFxXfSAHz0UoHr5GvRgkFCHNoTa52HmZOLGEyAlru3gz8kitXM7zJyM7YNGCMysdDZ88h1z7v0bFtDnzDFk9OxOoqZWBU0TIoQgLS2Vb7+dxtixN/Hzz0tITU2loqKKG264nRtvvAOfz0DXddLT05g8+S0mTnyZUCjIrFnzePrpFykoKKKgoIjS0rJka8QLL8dxuOSSa/j7318jGAxgGAbPPTeJd975kPz8Qh544HEWLFhESkqIDz74D4888jRlZeVMmvQ6L7/8Bpqmoe1oHFBp0tQn1kxY4Qg5A/pz4uRnyevckY2LVzLz2vuJFZZ6AZLsepCOi9zBfkHScbxl4R1n28cmB3ql62JHYrQZfSD9b/k/pJQ4sfi2+5VIiWvbuJa9/T4mAszMdPI/+Y5Zf36UcDTO4LNPZ/QzE9AMQ60W0IRsatG8+OJkbrnlbkpLyzBNPyDRNI309HSmTp3Ou+9+TDAYQEqJ3+/H7w+g6zqLFy/l3HN/x2OPPcJjjz3IFVdchGn6cF0Hv99k8uS3Wb58FWlpqfj9fubNW8jUqTO4995xPProvfTt25uXX34Ty7J4772POe+8s3joofGMHXsJb7zxLhs3FuDzNZUdAZWGUmHTTAghSFRXk9WvDye++QJtunYif9EKZt4wnlhxGWZOljfLf3dIiT83i1DHNo2qGNN8BoHcbDZ+8i0/3vookXiCIb87hcOfGI90XZx4XLVqmhBd16iurmHdug3ceeefNndpAbiuSygU5IILzuapp15g/vxFpKR425ZqmkBKyaJFy5g+/UfuuONO7rvvQUpKyjAMg9TUFObMmc8XX3zHsceOBsA0fSxevIzs7Czats2joqKSAw8cxpo166isrCIzM52iomJsO0JpaRkpKSkEAn41brMfUmHTzCQqq8ju15sTX59IXtfOFCxczg+X38XPD7+IMPTNS8/sKmk7dc+b2e7BEiMthfCajUy/4m5+uv0JIpbF4LNOYfTfHgak19WmgqZJsW2HYDDAgw/eyXHHHUk4vGXek5QS27Y599wzGTy4P48++gzxuDe2YhgGxcUlVFdXE48naNUqhxkz5nD//Y/hui7RaJyJE1/ht789joED+2JZFo7jUlRUjK5r6LqO67oEAgEcx8FxXMaOvZjZs+dx3nmX8+67H3HnnTeRm5uDZW0/Fqg0bapAoLkRgnhlFTn9+3Dia8/x2TmXsXHFWspWrCVRWc3ge67BSAmQqKzZu4eha/hbZVG1cDmzbp5A0ar1SGDY2adzxJPjka7XDaeCpmmSUlJdXUM0GttutQDHcZASbr/9Bk4//SLeeecDgsEQlZXVBAIB/vrXB0lLS6NduzxGjx7FxRdfzezZc6moqCQjI40rr7yEu+56AL/fJBQK4rq/vPjxuutqamqZPPlthg4dxBlnnMznn3/Niy9OJi+vNZ07d9hcDafsH1TYNEdCEK+sJrt/H46b/CzL/vUpi559iaXvfU68upYOxx1K+9+Mxo0ncB0H+Ytigd2hmT40w1ulYMmTr7LuX19QtK6AzgP60ev3p9Ln/N95QaO6zvZrsViUvn17c/75v2fixJfJy2tNamoKuq7TsWN7LMuitLSMjIw0unXrwtKlK/nssy8JBoPcfvv9fP31FGzb5u23PyAvL5clS5bjui6appFIWJimj5Ur1zBv3kKuvvqP9OzZnaysdN555wMWL15Kz57dVdjsZ1TYNGPxyiqy+/biiINH0qpXd2aMf5w1X0xjwxfTaPPGx/S8+jyy+vfAzMkEx8WOxXF3obVhpIbQDB3pSmIl5Wz46GvWfPQ1RcvXkIKg28hhHP3co+QM6EukqEQFTTNRWxvmwgt/z5w5c/noo/9w9dWXUlRUwoQJTzN27MUcdthB/PjjHDZuzKd3798zdOhAiotLsSyLxYuXEo8n6NSpPYFAgPfe+5jS0nLatWvD7NnzaNeuLZ07dyCRSFBaWk56eiorV67CMAzS09Nw3e2LXJSmTYVNMyaEwI7GcGJFdD/9t3T5zbEsnPgyyz/+nPVzF1P8f7fT9uAhdDrjeOKRGDmDepE1qA9uPIETi29XHr2ZlOjBAJpPB6FR8N+pxKtrIGGz5G+vEy6rRAJ9TjyaAX84k07HjUZKCOdv2cZA2T9s6k6zLNub0Ou6VFfXYNsOrivJyEjnyiv/yGeffU1FRSV5ebm0bduaP//5Xs4882T++99vGTXqIA499ACEEBiGVy49Zcr3hMMRBg7sT2lpGf379+G++x6lf//eTJ8+iz/96Sr69OnJiScew4QJT7NixSq+/PJ/DBrUjwED+hGPq4319jcqbFoAKSVOIoFm6Bxwx5/od8m5fHbh1eRP/5GCH+ay5oe5ALTp1pGsYf1IxBJ0OeVoskcMwInEtn0xAZrfZMVL71K1ci26EGz897fUuC4aEAQ0IRh+/RUcfN847GgMOxpTa2XthxzHxe/3c9ddN9O/f29qayNkZWVy1103061bZ+LxOK7r0L9/H1555RkCAa88+rbbbuDNN9+luLiUk08+njPPHEMsFsd1XYQQCCE49dTfYNsOFRWV+Hw+br31Wt5992NqamoZN+4GBg8eQDQa409/upr//OdLVq5cw5FHjuLUU0/C7/9/9u47PIpqfeD4d2Z3tqaHTui9Su8dpCMqFqzYsOvVa0G5P5Vr12u9doVrwYYdRbGACoJIVbogvdfUrVN/f8xmKUkgkQ2hnM/z7BPdMhmyu+edc8573uNGVTXxcTrJiGBzuogtugzv3YcrNZWBE59Di0bZPO07Vn82DWPvfnZu2Mr22ET+7u9+wVetMmYxa3Jkh0z21l0UhiEvUKtFU5wuhc4PjMNTtTLJtWoQzc3HFOtnTlqWZaEoTs49dzjhcJhoNEpSkp9Ro0YQCoXQNC0WPGDw4H7xsjS6bjBmzEXIsoxhGBQUBOKpypZlYVkWXbrYPZ1gMAiA2+3m+uuviJWriRAOR7AsO1HgnHOG4XQ6MU2TQCCAqqpii4OTkAg2pxtJQg+FcKWl4nE6aDF2DK1uuobsVWtYNfkjHIDT62Hth5+zO1ZO5nAG0KRfTzJbNkOLRPGmp9L65rH2jp2SDBIYURXTSFzigVAxCofRgEOG0Qr/v/A5BQWBQ+7LO0qdu3A4fMjzDcMgNzfvkOdIknTIsQ++Xzj5iGBzOpIkTE2zq/JKEoaqktagHr2fehCwM8rqjxxK3rbtxS7EMoEaXTqSXLsmpqphmSZqfgGmpmEdnMYqGgVBEGJEsDndxYY3DFXFyFbj92W0aErlNi2L3RZHArRQmNDO3SKgCIJQKiLYCEVJEno4jB4++vMEQRBKQ5SrEQRBEMqdCDaCIAhCuRPBRhAEQSh3ItgIgiAI5U4EG0EQBKHciWAjCIIglDsRbARBEIRyd0IEG00GZDDEsg1BEE5QhgTIsfZKKLMK/7NZQLUAVAlBsgqmCDiCIJxgTAlSonY7VTUIlminyqxCKwhYgC7D2X9Cqw3QfA9ERE0DQRBOMBEntNkFYzZBs7WgOmIBp7h6TkKxKrxnA/abZiKuFgRBOHGJdurYnBjBBnGBIAjCiU+0XjBW0wAAIABJREFUVX/fCRFsBEEQhFObCDaCIAhCuRPBRhAEQSh3ItgIgiAI5U4EG0EQBKHciWAjCIIglDsRbARBEIRyJ4KNIAiCUO5EsBEEQRDK3d+rRCYlqF6DJBU9VnH3HQtLrPcVhNNSItsR0U4ds7IFG8vC6fMiO5yJKdkgSSheD5LDgQU43G5cSX6MqJaIoyMBeiSCqWmJ/WAIgnDisixklwun252w0jKuJD8OtwsLkJ0OXEl+Oz4kIEhIgKHrGOHwKd1OSZs2/VG6v5Yk4fR4WPjwU+xaviph5aIl2cHexX8QzMunUuOGpNTJwtASE2w0oN0NV1GrXy+0YDAhxxQE4cTmSvaz4avvWPbWBygJOqZDUcjbsIn96zeRlJFO5batMA0jIcfWgFqd29PuzpvRgqGEHPNEVKaYISsKW374mbV//oU7gSehYE8ebVu7DmPtOhIV2yNAw8EDcLhdItgIwmnC4XGTs2Ydy3+eizdBx7SwG0snkJ2dw+6ZsxPaTsnhCB3/9U8RbACwLPRwmLa330D9bTtwlONJJYoBVO3U7ohvoKIoOJ1F/wyWZaJpOsYRrl5cLgWHw4mmaWiahhTrApd0zMOpqoqu6/HXAciyhMvlQtM0DMM86jEEQTiUVhAkq3d3hjidFbthVykZQHr9OiW2U5Zl4XA4cLtdUCTEWei6gXaE0SCHw4HL5cI0DaJRNX5Mp9OJy6UUc8zDzs8wiEajSJKELMsoihNZdsR/t67rWKUYTiz9MJp9hrhSkpGVRHVOy58WCKLH/lCHk2WJ/ftzyM3N5/DC4W63m+rVq+H1uolEokVe63A42LdvP7m5eVSpUpmUlCQMw0SSJPbt209+fsFhryi601LlypVISUnGNO2gUvhmbtu2g9TUFPx+X6neREEQDrBMC6fXg+L3VfSplJqhqqgFgRLaKZlgMMTu3XuxrEMvQB0OB5UqZVKpUgbhcKRIeyHLMuFwmB07dpOcnESVKpmYpoUsywQCQXbv3suh7VLRdsrv91OtWhVk2U5e3rVrN9nZuSiKkypVKlGpUibRqBpvx0pStsAvSagFgTK95ERQ3BsI4PV6eeON//Lyy5OKfWzEiEHccstYGjSoh6qq8cecTgeGYfKvfz3CN9/8wE03Xc2DD95LIBDE63Xz5JMvMmXKZ0XO4fAPwtNPP8jYsZeTnZ2L0+nE6/XywQef8tBD/+E//3mQwYP7EQqFE/AXEITThyRLGNEoRrToReKJrKR2yu/3MXv2PMaO/QfhcKTI4926deK668YwYECfQ3oZkiThdrt5//1Pueeef9O6dQs++eRNfD4vPp+Pr7/+nhtuuLPIORzeTg0Y0IsvvniPnTt388ork3jvvU8IhyNomk7z5o256aarGTiwLyBhmiVfHB+fXqZlIStOnN6/P4JqaBpGOJLwbI1oNIrP5+Wmm8bSoEEdNE3D4XCwePFSJk16l3XrNvDuu6+RkpKMruuA3etZuPAP5sz5jdq1s/jppzls3LiZrKwaRKMal156Ht27dwQgKSmJqVO/YerU6fzjH9fTtGnDeJe3ffs2FBQEcbtdGIbJ5MlTGD/+IaJRFafzZBioFIRTSGG2bSmGwEs8hGmVy/ywaRpoms6oUSNiQcVup3bu3MOkSZO54Ya7eP/91+natSPhsH2BKssyoVCITz6ZSpUqldm+fSezZ//GyJGDCYfDtG3bmhdeeALLMnG5XGzbtoOHH36awYP7M3LkEHTdwLJMsrJqEgyGeOKJ55k4cTLXXHMZZ501mP37c3jjjcncdNPdvPHG8wwc2IdwOFxigt5xCTaS4iSyP4fstYv+1qSaBfgqZ5LWsD5mrMFPFNM08fl8jBgxiC5d2hMKhZFliYsvPg+3283LL09i6dIV9O3bA13XkWUJXdeZPv0HFMXJTTddzbhx/+aXX35jzJjRRCJROnVqT8+eXQFITc1gx46dTJ06nSFDBtCnT3ciEfvqJBSyx2jXrFnHM8+8zHff/Yjf74/N95y6KZCCcCKSFCf7l68mnJP7t799DpdCZusWSLKc8LUzsizTuXMHrrrqkngbIssOWrZsxkUXXcPMmbPo1KkdsixjmiYul8LcufNZufJPbr/9Bj7//Gs+/vgLRo4cjKbp1KpVk6ZNGwHg8/lYvnwlDz/8NG3btubKKy9BVQ8Mja1Z8xcTJ05m0KC+PPnkBCRJwul00qxZYwYPPp8vvviaXr26IMuOEue5j0uwUZKS2DL9R6aO/UexqYhy7GZQ/JarEaDNiMEMfO81otk5CT23wq5rNKoSDofjb2J6ehpVqlQ65Dlgj5FmZ+fx0Udf0L17Z0aMGMzkyR/x4YefMmLEILxeL+Fw+JCri8KubyAQICcnl+hB3fvMzHQ++2waq1at5emnH2br1m289NL/jjr+KQhCYilJScx/8D+snv0rnmIelwAHYMZuhzOAVJ+X0X/MQvH5En5hDKBpGuFwmGg0imla8fkUeyTkwHyLJIHT6eTTT7/C4/EwatRZ5OTk8u67H7Nw4e907NiOYDBIbm4eYLd/hfPMkUiEnJxcNE3DNE0cDgder5cHH7yX1q1boOs6oVAYt1shMzOdrKya5OcXoGk6LperxHM/LsHGMkwUv4/0qpWLBhtJIrIvG13XSUpOwun3w2GTYFHAV60KVoLy2g/99RKGYbBz5y42btxCNBrF6XTy3Xc/8s47Uzj77KF06NAGTbM/OIriYu7c39izZy8DBvShfv26DB7cn6eeepGVK/+kc+cOR8wMOVxeXj4XX3wel156AWec0YKHH37qiBlwgiCUD8swSapRjYyqlYsu7ZBktECAaCCI26XgyUgv0nMxgOQqlct1YWZ2dg4bN25BVVVkWSY3N5cnn3yBhg3rc845Q5EkGdPUcLvdrF+/iXnzFtKjRxcaNqzHsGEDeeWVN/nhh5/p0KFtvAd0NIZhkJaWyq23Xks0GiUYDMXmgzz8/PNcVqxYxYABvfD5fIfMbR/uuAQbraCAql3aM3r2tMMesReKfj3qctYv+oNud91Kq+vHEMnJLXIMSXagFsnwOnYul4ucnFwuv/yGIo9lZmZwzTWXkZGRTn5+AbJsB6b33vuE2rVr0adPdzRNY+DAvkyaNJnJkz+mS5cOxU6ylUTTdGrXrokk2dkhIt1ZECqGVlBAl4fupbM5rshjnvQ0Fj/1Ij8/+QLNunZi8PuvowaCFB2LkXAoSsJ7NbLsQJYlnn76JZ5++qUij0+YMI7WrVvGR1TcbhczZ85i27YdPPHEBCzLokWLpvTq1Y3PP/+ayy+/kGrVqsRToY/GNM14L0iSJJKS/CxfvpoJE56kSpXKjBo1Alk+crt33NLQJYcD5fAuVqwqgeSwJ8MdHhdKsh9DLdozsCwTqxwaYl3X8fv9XHHFRdSpk4Wm6UgS7Ny5h6lTv+G22/7Fc889Svv2ZyDLEkuXrmTZspWMGDGYqlUrk52dQ6tWzWjbtjXffjuTDRs2U7durVK/iZIkocb+vXbOuyAIFcXh8RSbFaYkJ+GItV+yw4GS7LfDTDGNa3kMn1mWiWVZDB8+iF69uqJpOrIsk59fwJw5v/Hcc6/idru5/PILY0P9uXz77Y80aFCP1q2bEwiESE5OYtiwgYwbN4Fff13I+eefVebzkGUZv9/HihWrufLKm9m5cw+vvfYMzZo1JhA4cmLE8VvzZFlF3wRJsu+LvWGWYWJqerm8WSXRdR2v18Po0efSpUv72JWBhGGY9OjRmdGjr+Hllyfx1lsv4XDI/PLLb+Tk5PL++x/z5ZfTMU0TRXGyf789l/TttzO57bbrSx1sBEE4cViGUey8sanpWLEhJ8uyDrRTx2kdnGVZWBb07t2Nf/zj+vjcsmVZbNx4NldddSuPP/4cgwb1pW7d2ixbtop58xahqlF69BgKHFivA/DJJ1MZOXJIqYfSCl/vdruZMWMWt902HtM0+d//nqd//z5HDTRwPIPNCapwyCs/v4Ds7Jz4ZL7H46F165bUqFGNNWv+Ii8vD8uy+Prr76hVqya9e3ePX20ULsb87LOv+eabGYwefS6pqcnxHosgCEIihEJhsrNziEajsSoADrKyatCyZTOWLFnKxo2badCgLl999Q2SZHH22cNISUmKzzn7/T7mzJnPwoW/s2TJUrp06VCqtXyyLOPxuJky5XPGjfs3devW5r//fZw2bVqWei3gaR9s4MAYZGpqSjybQpbttTb79u2nY8d2VKlSmW+++YElS5Yxfvw/eeCBu9A0PZatIQN2wHn77Q+ZP38xQ4cOiL/BgiAIieDxeEhNTYkHG1mW2bVrD5s2bcHhcFC7di12797Lxx9/SevWzXn11adJTU2JJy0lJfl5++0PufLKm/n446nxOeYjsxeHTp06nfvvf5yzzhrMY4/dT1ZWDQoKAiQl+WNZckUXnB7stA82kiQRiUT46adf2LZtO6pq1zjbtWsPEydOJhpVueKKi5EkiU8++Qqv10PPnp3Jzy+Id0mB2Fqdwbz7rj28duaZveNvYllKzliWhWmaokyNIAiHsCyTpUtX8OmnX8VrMYZCIaZN+57Zs3/lyisvoUmThrzzzhT27NnHNddchsulsHv3nvgx8vLy6datE3Xr1mLGjFls2LCZevVqH/Z7Dm17FMXJpk1buO++R+NrfRYuXMJPP82JP6d69ao0bdoIWZZLbLtO+2DjdDoJBIJMmPBEkcfatGnJM888xLBhZ7Jy5Z98+eV0evToTMuWzYrUS9M0jdatW9C1awemTfuOG2+8iubNmwIH3rzSBJDCYCMIglBIkuxG/P33P+H99z855LHq1aty441XceONVxMMhvj882koisKwYQOLtFOmaZKamsyll17Aww8/zYwZsxg79rJDMmgPb6fszLbZ7NplB63bb/9XkfMbOnQAL774JLIsl7h0o2yFOBMtlo321YiLWLdgCYMeu5/WN11FJLto6nN5kGWZnTt3s39/drHRvGrVKtSsWZ1IJEpOTi6bNm2hSpVKZGXVKHaIzOGQ2bFjF3v27KN27SzS09OQJIk9e/aye/de6tatfcTimrIss3fvvvjrk5OTROARhBOAJyOdRY8/x4+PPkvzvj0Z+smbdurzcRiBkGWZgoIAW7ZsK9IeSJJEenoadevWRpKgoCDApk1bsSyLpk0bFdt+FBbh3LhxM2lpqdSsWR1ZlolEIqxbt5HKlTOpUqVyvJ1yOGR27tzD3r37SjzHwuMcadnHad2zMQyDWrVqUL9+nSKPWZZdPjsYDMWuBlLo0qUDuq4TiRRfRdowTGrXrkX9+nWJRKIYhoFlWVSrVpXatbOIRCJHXEdjGMZBz42i68apvHGfIAilYBgGKSnJdOjQpsTHVVXDMAwURaFVq+bIshRfc3M40zRJSUmmU6d2aJoWf63H46Fjx7aoqnbIwnRdN6hZs3qR4baD6bpONKqeGOtsTkSFa1yOljUmSRKmacbnaI40oRaNRjm42KwkSfH9bkpzPgc/VwQaQRAKq5wEj7KxWmG7VJgWfSS6rscLCxe+9uA27vDjlrYNOxL5mF4tCIIgCKUggo0gCIJQ7kSwwZ6fcbtdeDyeQ+7zej2kpaWSkpKMLMs4nU5SU1NwOByHjE1aloXf7xM7awqCUG4Kt4f2+XyHTMR7vV7S0lJJS0uNbR0NKSnJeDzuIu2Uy+UiJSU59vrje/6n9ZxNIb/fx8aNW8jLy6dx4waAvW7mjz+Ws2DBEjIz0xk+fBA7duxi0aLf6dOne2wzNSMWlLzMmfMb0ahK9+6dRdVmQRASzu12EQiE+P335TRp0hCv14Pb7WbJkj9YtGgpsizRr18vataszscfT6VJk4Y0atQgPtfi8bjZsmUbS5Yso2/fHvj9vuNa+Pe079n4/T527tzNbbeNZ8qUz3E6nfh8PlatWsOECU8QDIaYNetXnnvuVbKzc7j33of46ac58V6QoigEAgHuv/9xfvttoSimKQhCQtk9EgVJknjmmVd48MEnCQbtwprffjuT++57DFVV2blzN/fe+xDr1m3gzTc/4PnnX0NRnLFyWhIOh5OJE99l4sTJOJ0OJOn4Nv+ndbBxuRQWL17KFVfcxOrVa3G7XTgcDjRN5Z13ptC+fRsee2wC48ffHl8tO3LkEL788lvC4UhsUyEPv/zyG+FwhIsvPk+sixEEIaGcTif5+QFuvnkcX3zxdWyXTAcOh4OFC5cwbNhA7rvvTh599D5SUpKZMWMWN998NUuWLOOvvzbg8bhxOJzs2LGTOXN+44orLiYzM/OQbLTj4bQONiDx118buPTSC7jggpEUFASRZYlAIMi2bdvp1Kkd+/fvpWbN6tSpk8WqVWsYPnwQq1evZf36TSiKgqpqTJ8+gzPOaElWVo3j/gYKgnBqczqdbN26nTp1ajFu3K2xCtAWgUCAO++8mWuvvZxdu/bENjWD7OxcevbsitfrYfbsX3E6nSiKk7lzFyBJEt27dzpqHbPycFoHm2g0yoUXns0//3ljbK2NBUhoms6ePftwu10YhomiKHg8Hvbu3Ue/fj3JyqrB11//gN/vY/PmraxevZZRo0agKIrY/EwQhISKRCI0a9aY//zn32RmZhyyLtBeA6Pj83lZtepPli9fTe/e3ahRoxpnnTWIL7/8loKCACDx3Xc/0r9/b7Kyah5xR83ycloHG7uQXTi+9/bRmKaJ2+2mV6/u/PzzL4RCIX75ZR6VKmXSrVvHInWIBEEQjpUkSei6Tm5uHoZhHLKo3DRN/H4/+/Zlc/vt/8egQf3o378Xubl59O3bk23bdrB+/SbWr9/Epk1bGD58IIZRMaMvJ0SwcZqgAPIJkDVsWRaK4qRKlcpEoyoOh4ym2SVqvF4vqqoyfPiZsfHS35k161d69OhCSkqyyEIThFOYbNntlPMEGrxISvKzc+cuLrzwaho3bsgDD9yNqqqEQmFatWpBx45tWbToD2bOnEWVKpVp2rRRhQ31V3iwkYBsL+x1QVgBqYIDTuGamapVK7Nw4e9kZlZiy5atbNy4mTZtWmIYJg0b1uOMM1ry7LOvEAwGOeecoaXeQEgQhJOPZEFIsdupHE/Ft1NgZ8Lu3r2Pq6++ld69u/Phh2+QmpqMorgwTROXy8XIkUP4/PNpfP/9T5x//lnHPd35YBW6zkbCvkr4rDks2A8Nq0BvHY53sy1JEuFwJFY4056jueCCkTz22HOMH/9vVqxYTbdunWjbtjWRSBS/38PQoQMYOfJSxo4dE68Mfbryer243QqmaREIBDEM85C6boW9Rb/fB9hDl6qqxocDJElCUZwoiiu2EZ1N03Q0TUXXD/QYPR43Ho/7qOcUCkWIRu2CqZIk4XIpKIqCLMvxc7KPrxXpkSYl+Yss3C08T9M00TTtqEUHhVOLV4cl1eHN+tC3KVxugGpR7BbS5aVwfiYQCMY+1zL33fcoixb9wfDhg3jkkWdQVZUWLZrSo0cXNE2lZ8+u/N//PRrbh6trhe4efEIs6jQlsKTj+8YdLBAIcNllF8QrPauqRteuHXnggbtYsOB3Bg8ewJAhA3A4HOi6TjAYpmXLZrz77mvUq1cbVdVOy4ZHkiQcDgeTJk1m3ryFpKamcM89t5GennrIFgwej4cNGzbx4otvEAgEueaay+jSpQPhcCS+3ezateuZNu07/vhjJaZpkJqaQp8+3enXrxcZGWlEoyqyLPP++5/y5ZfT48dWFAW3200kEkHT9HiQu+qqSxkwoBemaeJ0Olm6dAXTpn3Pn3/+BUDVqlU488w+9OzZBa/XGw9MDoeDCROeYMOGzei6jmUdKIhqmiZ16mQxdOhAunTpgGEYItX9NGJht1NmBRXIDYXCtGnTggkTxuHz+SgoKODcc4fRp083CgoCmKaF2+3G6bSb9cIq0K+99gyqqpGc7D/mYprH4oQINpIFWHZPpyJEoyodO7ZDkogPhwUCQdq2PYMuXTrGqqEG47vjGYbdgA0Z0h9VVUvccuB0IMsy8+Yt4quvvgNg6NAz6dev52HBxs2vvy7ggw8+A2DgwL706tWNaFTF5VJ48833eeyxZ/H7/TRq1IC0tBQ2btzCjBmzqFNnMk888QDt259BNKqSl5fP1q3b47979+695OcXUKlSJhkZafFeSiAQRFEUIpEojz32HBMnTqZy5UwaNWqA1+th2bIVfPnlN3Tq1J7HHruf2rVrxgPaF198w7ZtOxgyZACK4sQ07TIh+fn5fPbZ10yZMpVHH/0/LrjgbKLRyHEv+yFUDAnsdqqC3m9N06hZszoNGtQjEAhiWRZDhgyIB5dC0ah60PYCBh06tEGSpKNWjS5vJ0SwqWj2MFq42PsOvv/AsI89DGOnFB55y4HTgdvtju1DrjNt2vf07987XrvJ6XSSk5PDjBmzSElJRtM0nE4nlmXh8bh5660PGDfu35x11hDGjbuVRo3qx4cLZsz4mfvue5QbbriD//3vRZo1a8TYsZdzww1XAeDzeXj55f9x//2P8/zzj3LOOcPIz7ffE13X0TSdJ574Ly+++AbXXjuGG2+8ipo1qwMQCoX49NOv+Pe//8PNN4/jjTeepWrVyhiGicul0LZtK1599Wn8fj+6rsV7PUuWLOOii67h9dffpm/fHmRmplfo0IRw+ij8XmhaIH5fIBA86utOlPnkCk8QEE5+qqpSu3YWZ5zRkvnzF7N37z4cDgdgD3Nt3LiVxYuX0aOHPWRlGHYK+caNW3n22Vdp06YVL7zwOE2aNCQcjhAKhdF1nbPPHspTTz3Ehg2bmThxMoZhYllWbM+gaHyDOSCeMVj4mNvtYsmSpbz66pucc84wHn/8fqpVq0ooFCYYDCPLDq6++jLuv/8u5s9fxKefTovP74A9ZBaNqrHjqbFjq3Tt2pEzzmhJXl4++fkFyLKjwv7ugnAyEcFGSAAL07QYPLgfOTm5zJnzG16vN94DnDFjFllZ1WnTpjWqqiFJdhCaPXsuO3fu4vLLL8Tv98WHBizLwjRN8vMDdOrUjh49uvDDDz+zceNmFMUZf07hDSjy/7Is8/XX36PrOhddNArTNAmHw7HHLQzDIBwOM2BAH+rXr8vnn08jJycPp9MR65E5SE1NiVfTTU9Pw+VSmDVrLr//vpxq1aqQkZEuKkYIQimJYTQhIVRVpVu3Tkya9B5z5sxn1KgROBxOQqEQ33zzA506taVu3axYFpqMqqqsX78JgFatmhXbaBuGgcul0L17Z+bM+Y19+/bTpElD4MiZf4V7rK9btxGfz0vTpo3iCQAH0zSd9PQU2rc/g48/nkooFKJSpQy8Xi/r129m7NjbcDqdmKaB0+lE1w0WL/6DypUrcccdN5GenlaqXREFQRDBRkgQwzDIyEhn1KjhTJv2HVu2bKNBg3r8+KM9rDZkyJns2bP3oKw9E9O0/zstLbXE48qyTGpqCkCZMv4Ks8RcLoXU1JRiX2unZCskJycdcr8kSUQiYfLy8nC53Ozbt5/ff1+GojgZP/6fnH/+SDIy0kWgEYQyEMNoQkIUbuw0YEBvNmzYzOLFS/F4PPzwwyx8Pi8dO7Y9ZC2SJMnIst3TKEy0KI5pmgQCZU/EkGUZSZJQ1QPrEg5XWAbk8CydcDhM06aNefPNl3j//df45pspvPHG8yiKwty583G7lQrZfEoQTmYi2AgJo+s6zZs3pkWLpnzzzQ9s376DxYv/oG/fHqSmJsd7G/bCWReNGtUH4I8/lscTCg4my3apoPnzF1OpUgYZGemlKglkmgZJSX4aNapPKBRi5co/cblcRYKD0+kkL6+AZctW0qxZY7xeL5ZVeI4WhqGjqvaiz1GjhnPNNZcxY8YsHn30OSSJQxagCoJwZOLbIiSMpmlUq1aVbt06MW/eQmbOnM3WrdsZOXIocKAnYFmgaSq9e3cnK6smr7/+DtnZOaSkJMUzwhwOBykpycydO5+ZM2czdOhAGjSoRzR69Gq1lmUP6w0fPgiXy8XEiZPRNB2/3xs/vr1Jnpevv/6e1avXMnr0uWRkpKFpB4KZaVqxhb460ajK9ddfSZs2rXjnnSnMmDELr9dbTn9JQTj1iGAjJIw9LyLRp093AB555BkaNqxPkyaFxf8OdC2iUZXatWtyxx03snbtOm699V6WLVuF2+2Kl6P56KMvuOOO+2jSpCHXXjsGh0Mu9Yr9cDhCmzatuPnmsXz//U/cc8+DbN68NV7uJhqN8tJLE3nooafo2bMr5513Vjy4FCcSiVK9elVuvvkaDMPgpZcmkZ9fgKKInVkFoTREgoBwzILBIHl5+fH04m7dOlO1ahWWLVvJRReNiq/sV1UVTdNi6c8SkUiEiy4ahcMh8/jjz3PhhddQr15t0tJS2b59J9u27aBRowY8/vj9NG7cgGDw0LkXSZKIRqPx4x78WOEw2O2334DX6+bllycxc+Ys6tevi9frYfPmrezatYfevbvz8MPjY/uEqLGhtfxYGjUH/S57bmnw4H4MGTKA6dNn8Prrb3Pbbdcjy1I82UEQhOKJYCMcE9M06devN40aNSA5OQlV1fB43Fx33RjmzJnPmWf2iRW7NGncuAGjR59LgwZ1UVUV07RQVZXRo8+lS5cOfPPNDJYuXYFhGLRp04pbb72OPn26kZycRCgUKjLJb88RNeWii0ZRu3ZWkQ2hdN3A4XDwj39cR//+vZk+fQZr1vyFZUGvXt3o378XXbt2xOVSiEQi8UKbF154Dh6PB6fz0J6UXUnXzd1334LPZ283UVAQwOt1U3GV/QTh5CBt2vRHhX1LJEnC4/IwYsJFLPhlCY+Nu5+bhl9FdkFuRZ2SUEaWZZGU5MfpdFJQEIhP4Pv9PlwuF8FgKB4E3G43Pp+XUChENKoeEjzsgpqueJ0ny7JQVQ1VVUtMCigseeP1egkGg/Ee0+HsqtL28QsTEUzTjB//4IBiWVY8Vbq4LDnLsnC7Xfj9dlHD0pQLEU5DyjrTAAAgAElEQVR+GcnpPP7Rczz6/LP0HdSTT8a/SSAcxBIXGaUmejbCMTm8wF9hYx8KheM1mQrvU1U1HniKLrDUylyR1h5GU+NJAyWlRtuBSy3S8ynpmEfaudVOp9ZQVXFBJAhlIRIEBEEQhHInejbCiU2ScKUkH6HXYqLmBxArLAXhxCaCjXDCkGK7aDp9XhwuBWQZIxplw+dfo0WjRbrhJqB4PNQ/azCy2wWmiRHV0GPbQlhiYzNBOGGIYCNUOKfXiyRL6OEIDo+bNe99zLb5S1AcMmYkwoaPv0Sj6JivCSjA5gtGIrvdaIZJVpcONB59LkY0guL3YZlWPPgIglBxRLARKpTi87F/1Z9YFvz+xPPs37CJ4IZNGLqBEzug7In9LI4DsD6aigTowKaPvuD3FyeS2bAebe++BVmSSG/eBL2CdykUhNOdCDbCcSc5ZGSHE3d6Gus+mcqMG+7EDAQprI7mBJYCYUAFfsYOJMVRgD6xnz6gna4TWruO0Np1bPrmBxwpyfR/5WkanjuMaE4epqFjGWJ4TRCONxFshOPHsnC43WBZZK9dx+//eYE9s+dhBYJowA/AvthT15TykIWvK7Q89rMy0BuQ8guYc/0/WfvBJ7S96xYyGtYHhwMjqtplAQRBOC5EsBGOG09mBkYkwo83j2Pj9BkoBQF2A+uAH4FEDHStOejnEqAf0LAggDHte7bM+pV6Q8+k34tPoCQlEcnOScBvFAShNESwEcqdJMu4kpNY/c4U1k37jm3fziQK/IY9XFZeTX4ImAakA22AzgUB1k/5nEh+AY2GD6LJxaNQCwIia00QjgMRbIRyJcky7rRUlr40kdn3PoQXkIDPKf1QGUAWRauPFSYF7DrKa3OAn4CdwGhg9/QZbJo+AzW/gNY3XU00N08EHEEoZyLYCOVGkmVcqSkse3Eic8c/hAv4E1jI0QONE+gY+ykDmcDhFdJk7GCTjR2IFlByIgGx3/1B7LiNgF/ufRAkaH3j1URzcsu07bQgCGUjgo1QLuweTQpLX5rE3PEP4QFmYM/NHElDoCt2ANmHHWB2A7OO8JoO2B/kQUAy9vDcTiBazHPXxG79Y7c59z4EkkTrG64SPRxBKEci2AgJJ0mSPXT239eZe98jeIHvsYeySpIC1APaARuws8qyS/n7FsV+ZgAeoDVwBvAXsJrii//PxF67M9CymHPPg0iWRasbryaSkytK3whCORDBRkg4p9/P0hfe4Jf/ewQP8B32WpmS9MUOEjrwNiUv4DyawuC0A3vYrSt2APq1hGP+hD3v09+ymHXPg1iWRctrx6AWs7WAIAjHRlR9FhInto7G1DRWvfMhXmAeJQcaJzAAO1NsAfZ6mUQNYu3HzkTbDVyFPU9TnB9j5+gFVr4zBVPT42uBBEFIHBFshISRFQU9EubnW8aR/9cGNGBlCc91Ar2wM8lewA4O5eEv7Dmc5kCzEp6zArtXlb9mHT/dMg49EkFWlHI6I0E4PYlgIySMw+thz+Jl/PnJl+imyWRgUzHPk4Ae2MNdhQ19abiKuZXGCuzhuapAi2Ie3wS8C+imyZ8fT2XvkuU4vJ5SHl0QhNIQczZCQkgOB5ams+Tx50jGTjFeX8JzLWAr9tqZTUCkhOc5gFrYH9LqQB0OZJhJscdXxl6/meKzzwpVib1mRwmP/wV8hb0OZ/ETz1GjR2ckhyzqqAlCgohgIxw7y8KV5GfjtO/JWfEnWym+R3OwwkDUC5hN0YDjBi7F7nrvx85Om1fMcToCTYG6QD72kNnhqmFnuf0KHGkz503AFiBrxWq2zviZukPPJJqbJ2qoCUICiGE04ZgpyUlsmTGLH268EyIRlgJ5pXjdeuweRU/sqs1wYIhtOLAYe/jrs9jz9GJu84CPsHs4MjCGQ+dmqgNtgbkcOdAQe3wpQCjM99ffwdaZs1GSk0rxLxEE4WhEz0Y4NpaF0+cjuHMXekGAbOwKAaW1EXs4rDf2epnm2L2cmRw9OBxse+xmAV2AAHZttDOwA01+KY+zALu3lFwQILhzF06fD60gIHo3gnCMRM9GOCaySyGwZRubvpyOhD1UpZXxGOuwey59gALsoFOWQHOwecA7QH2gE/awWmkDDdjn/it2D2vjl9MJbN0uMtMEIQFEz0Y4JrKioBYUsGXGbAwO7CdTVpuxeyMlpUA7gVQO1EdzYA/VFZfJZmAHGTdlCzSFlgMDgS0/zEItKMCdloqplzZnThCE4ohgI/x9koRlmmz/eS6SQ8ZlmHgoObvsaEoKNC2w512aciDjzA2sAv6I/TxclCNnpx2JBzut2nI42DHrV5pccp7d1RHrPAXhbxPDaMLfJsWCzfJX3gTDZD4QTNSxsXsvvbAn/ZsApizhdim4XQqmJNEs9ljP2HMTNasSJJbVZhgsf/UtLMtCEnM2gnBMKrxnIx3UREgJay6E40aSUPw+nNgFNMs6X1MSP3Bt7GcYSD2jKY2vvZCkBrUAKFi3hbVvfET+0j/pgz2p/xqJCXYqduJCd0Dx+0RygACI9ulYVWiwkSQJj8uNLMtggaIouJXSrgsXKpxlIStOJFlGwh5+SpR22MU0M/p0ptqZ3ag9sj+mbsRrlnmrVaZqn05s/XwGO2f8Ss6sBbQDfknQ7/dg95QkWUZWnJjRvzsoJ5wK3Iobp9MJFjhkB16Xh2AkJPZAKoMKG0ZzyDLp/lRemPo6K//8E9LgpS8n8tuaxaT6U8WbeBJQUpJY9ca75K3bwGrsjLJE6AAMAzSPi/qXj6T+ZWejBUMYkShGVLVvkSh6MESDK86h/mUj0dwuhgPtE3QOf2Fvtpa3dh0rJ76LkpKcoCMLJxPLskhPSuOn5b/w5vT3IQMWLfud16a/TXpyGrIkZiJKq8J6Nim+FJ6b+hr3vfGoPeDugQ3rNzHm0ZuY/K9XaFW3OfnBAjFWfpxYgFXGP7XT4yH3r/VowRC5JGYIKxl7bUwEqNGnM5W6tCG8c0/xk/MWhHbsoXLXNlTv1ZE9P8ylDfbmaMe6SUAAO/1aDQTJ/Ws9To8HLRAq83Fkcc100rIsi9SkFH5bs4grHruJXXv3gA9yI3nc/tK/sCSLawZeSnbB303UP71USLDxe3y8+NUb3Pf6o/YZOLEbEz9s2r6Fyx69gXfufZkmWY0IR8MVcYpCKZiGjsPlik/mJ0Jt7GQAtVI6tc8bhKXpRy73b1lYukHt8wezd8kqmuzPoTbFZ6iVVWHSgcPlwjR0LOPwjamPruyvEE4UfreX+WsWc+VjN9uBxovdTimABne98AAOZC7pdz6BcKJSY05dFRJsXE6FmX/MtnNTDx/o98OmHVs4+8HLqJSaiWGI9Q3lzgG1cuD8P+3J8dKSHA7Ce/bhTuCpGNhJBr70FCp1boMROvrFhhGJUqlLG7zpyUT25yS0gXcDaz/4lK0zZpUp2DiAgBMmnwFq4cWUcFJxOpzsytlD3v588HHoe+gCI8fgx6VzuGrQJSLYlEKFBBvLsvC43MXPGFmAG7J35JC9OSdx+axCyRTYtwt6bSvbGhkLez1KWjmckmVamKpqZ4Idbf5OkjBVFctMfIsuA/k5eWTn5JXpo+jEHoZbrXCg5y6cXAp7MUkUff8sQAaPyy3ml0upwuZsfG5vycu/NbhzzE20bdhaDKMdDxL4VKiTX7adMpXkJFa/+QHbv52ZsFORsT+UpmFghCLInlL0myQJIxTBNAycJDbrJQo0HDqAZmNG2zXSSkkCNAk6pIMpLphOSj6Pj19XzefFKZPsLu7BY8UWoNvtmAg2pVMhwSYQCTHhknvYtmcHvy1ebM8Kgx18VLjvqju46/xbAQvDFPuJHA+mBFFH2TqSnrQMds1dyJYEBpsCIAdwbd3Jhne+oMU91xLZs7/ktS6WhTsjlRWPfEBw2y6iHHtywMEMIL1xQ5pccB6R3OxSv87C/lu2EaPAJy2HLDO0w5kosotn33/FnrMpvJIJQL8+vbjngn+QH0rkJ+7UVSHBRjM0qqZXZvLdr3L5kzcyb+lCe+7GhPFX3s4d591MbjAPUwSaE5rkdKDF5lQSdW23FVgG9DVMdvw0n6yRA0iqn4WWX/wXWklNJm/VOnbMWkCyYbIgdoxEKPw3aaEw0UAe0byyV1oTq3NOXhbglB3cd8mdGBj8d8rrdjsVgr7de/C/O/6L1+UlFA2JBZ+lUCFJ4hISgXCQtKRU3rr7JVo0bAo5cNN51zB+9O0UhAIi0JwE1IIALa8fQ2rDejQHGibouHOxK0Hnr9vMrp/moeYW4EpPQXI47Pkby0JyOnClp6DmFrDzx98oWL+FtdgVmxOhEfa+OGmNG9LqujGoBQUJOrJwspAAwzQIRcM8fPl4rhh+EeyH9i3b8NY/X8Tn8hKKiEBTWhU2ZyNJEsFIiCpplUlJTQYNGlSrhwTopi7ewJOApemk1KuN4veTgl1aJhHygC+AO4G/nn2brVN/pMGV51KtT2c8VTIACO/ez47v5rD+f58S2biNFOxyNaXZtK00/EAKoCT7SalXu0zzNcKpRTM0nLKTrBq1wQB/ZhoZyensz88R6wDLoMLL1aiaimEYIEFUi2KYpgg0JwtJwoiqaKEQOolNHMwFJgOdTZOG6zaz5F/PUqVjazxVMwEI797H3oXLScLeznkBf38PnOJIxHYDDYYxoqXMihNOSRISIcmgwQ6VIdug3TqDoKWBLD4TZVHhhTiFk5wkkd60MTnrNtLfsliPPcl/rKLYczcbgPOALCC8cFl8fxoFO3NuJfApias2DXaPpj+gSxLpTRM1OCicyCzLQvHZmWV6OFKkx6LJUD0A7fKh6X4wxPVwmYlgI/xtlmnikGU63Hsbm7/6NmHDaAcLAG9h77zZhEP3s/kTuzpzefADDizajfsHkiSXyxoe4cTh9HrZMXc+DpebKh3OwIgcmtohAbpsVyAva9amYBPBRjg2loUky7jTUonm5uHj7/dsfEBJ1cc2xG6lJWH3fspSEeHg8zAAX1oakiyLoZLTgOLzsv3nubhTU6nZs0uRYCMcO1GyVDgmeiRKWpOGtLnrFhTs7ZT/jkpAX6Az9oLtY1EL6I298drf2fZgIPZVWNu7biGtcQN0sb3AKcuyLJxeD67kFNzpqbjTU3GlpOBOPSj7UUgI0bMRjpnkcOD0+4gCdbDThsuy3UB17ErPi4Ae2BuhvYc94V+Wr7oTqAdcCEwD9mHv4jmL0vdwGmH/G6KA0++zGxzhlOVK8vPXlC/YvmQpuUuWIbsU9i1fha6qtL7uStIa1ccQFxsJIYKNcMzUvHzqnzWYlguWsO2jL2it62yidLt2VsEONHOxh98+w04G6IddSWALsAc40nLKOthd9HbYAWoSsDP2mBu7l/MLR6/75oqdS5LTSa3R51BvxCDUv7GQUzh5GFGVzFbNSKpfh7WRCIrPT4NzhqEGAngy0jB1UQIiUUSwEY6Zpesofh/dHx7Ph9Nn0DYnl/nAtqO8rhrQFpjHgXkeC7sCwA6gLvawWhXgd4rWbSscA06O/feP2AHqYOux5296AbM5csCpCrQBrNQUuj30L5w+N3ooIraFPoWZmkZqo/r4qlZh589zcKWmUntQXyLZORiRKJaui/c/QUSwEY6dJGFEojj9PlrfMpb5D/6HvsCHlNy7qQ40BeZQfEKBgR0o1mNnoSVRfLCJYg+THck67CDTCViInVF0OBfQJ3a+7W8Zi9PnsSeJRUNzapMkTFUjtGsPdYaeiex0Etq9F1PT4o8LiSGCjZAQlmWBJFF/5BCWvvI/mu7dz0XA5xQNJhJ2oIlQuvUxaxJwfkHsdOZG2Ot3DpYCnBt7TK5ciXpnDQFJEtV8TyOGqpLepBFYFno0KioDlAORjSYkjB4MkVy3NoMnv4pcvSqtsYPK4SzsOZomwFX8vYyxssgCrsdOqz480IB9ji0BuUY1hrz3Ksl1stCDZd8CWjh5SZKEEY1iqKoINOVEBBshcSQJtSBA9R5dqdmhLdnY2WDVinmqCryLPWw1DKhZDqfjA5pjB7UPKH64rUbsHPcDNTu2o3r3zqgFATF8IggJJobRhISSADU3l25PTiC4Zx+75y/icuwqAHsOe64OvI09f9MDu8HfjD1Pc6w6A+nYCzunU/w+fVWBy7C3KanWrRPdH7+faG7ZduQUTm2SJCE5ZGSn017ga9+J7HQiOx1YhoklKtSXiujZCAlnahreShkMfu9Vqvbsig+4ErsXUZydwMfYacujsOdPKlO2KtI+7B7UaOBs7JTn34GvKD7Q1ASuIBZoendj0Luv4snMwFRLk7AtnMoUvw8lyY8rOQlZUdDCUfRwGFOzP0mWaaKHw2hhe/2NKzkJJcmPkuQXC0GPQPRshMSTJNRAEFdqCgMnPc/3V97C7rnzuRiYir12prhlckuwa515sTPHMoFV2JP7Rgm/yoGdqdYIO6NsL7AY2FXC893Y63LOwp4rqtazCwMn/hclKQk1GBTj9acp2enAnZaKqRvs/HUBuqri8vvYPutXlr35Pooso+blkwTsmreQDzv0R7Us6vToQsuxl6EGglhA1fZt8FWtQjQ/P5bNSOJ2FjzJiWAjlAtJktACQdxpaQx+6yW+vex6tN8WcQ2wGjsturg1Lzmx2w7s72lb7E3ZSqoA4MJez/MBR/9Oe7F7Pk2xF4lW79qRQW++iJKSjC4CzWnJ4Xbj9LoJ7d7LspcmoUeiLPvv64QNAxn7M1X4uZJjt2g0SmjbDgBWTvmcVVM+jz+n5cWjSGpQj7p9e1KlY1v0UMheryN6OyLYCOVIktCDQZTUFAa9+yozrv0n2+ctoEk4wgXYG6QdaX2+hd3bWZKAU0kBzgEaAyGvhzrdOjPgtadRUlLQg0GREHAasSwLxevFlZrMuk++5I/X38bIyWPTitVY2EOyyekp6JZFpdZNaHDFuRjhopdGTp+XXT/PZ+MXM1EcMmp2Hkve/xQdqPH6OyQ1bUSdXl1pf9ctmJqGml9wWn/ORLARypckoQWDKH4/Qya/wp6lK/j+ipvJ2rOX27A3PVuJXTWgPNQCWmAPy+kAVStz1tsvUaVVC5BlNNGjOa1IsoyvciY5q9eyespnLBj/MNnBEC6gYe+OGJJEcq3qNLr2QkxNx+Fx4UpLKTYJQJJlUls2pv6Yc3D6vWyf9jM7Zi/EpSjsmjWfXbP2sH3WXNRwmPqDB1C9eyci2bmYqnpaBh1p06Y/Kqx/J0kSHpeHERMuYsEvS3hs3P3cNPwqsgsSueeicKKQHA5cKUnsnr+Y9dNnsuq5V5EtiyCwAnvtzf4E/a5MoDvQCvtK1ZRlmt92PQ0G96dq53ao+QEso6SZIOGUI0kofh96OMLylybx1xffsO3PtbiBrL5dqDWsDzWG9LQX8xoGRlSzp1ssE8soOdtMkmUkh4xlWciK085Sc7vY88sidvw4n42TvyAMpPp8NL54FK2uu4K0RvVRCwKnXSkc0bMRjhvLMIhk51K53RlUbtuaZheew+/Pv8aKDz6lI9CAA+VtpmNXHjA4egCqhD2WngIMjt2nABnYCznrXXIebW65ltQGdUGSiGTnit7MaUSSJWSXi7z1m1j64hssmvwRXqB266Y0uX0MaU3q4aqUjpqdd8jrSnMVbpkHUp8N3cAgCvkBKnVqTUabZtQ5ZwDr3/iI7b8sZN7EyexbvJRuTz9IWoN6ONxuu6L0afJZFMFGOK4KEweQJNIa1afH4/fjrZSJGgyx5eMvKCgIoGCvfwE7+PxMyTXWXNhVnZXY/8ux5yanJFP7/JG4k/y0u+MmFL8XNRCyN3s7Tb7cgv15c6WlsvL1d5h91wOoloXfpdDhkX9Sc0hPTN3A1HXU/bmJa/QlCa0giCRLJDeoTdsn76Lhus3Mv/URtvy+jG39zqb1JefT89lHsCzLTrc/DT6SItgIFcOyUAsCSLJM14fuRXa52HrWYKLBIGve/pCtcxegSOAyTYaGwiVeZUqA5POBLKFZkNWjM00uH407yU/tM/tgqCpqfgFqQWmqsAmnEkmWcaensvKNyfx09wSwLPxJPlr/3w1kjeiLll9wYLvvcrgAsUzLTiyQJFKa1Kfzc/9i4d1PULB+K0ve+xgcDno+9SCSZG91cKr3cESwESqUZZpEc/PAsqjeozMOl4vqndoRzS9AdjjRgwHmT3iSaCBYZAWyCXhSkun0wN04fT5MQ8edkoKvamWMqEpo955T/gsslECScKensuK1t/n5zvvRgRaXn03Da87HmexHzSs4fosvLQstr4CkBrXo9e5T7P55AYse+C+L3/kQZOj51ENYcMovKBbBRjgxxIbXNCuI0+tFSSqsH1CJge+9hoRUpHdjr5ezDpnotwyTyP5sO8iIQHNakiQJd3oaK19/50CgufQsmt91dXzy/7iv8o9twyG7FGqdcyYAi//1LIvf+hAMkx7PPAwWp3Smmgg2wolFwt4d8eAaM0f78h3ecJyiX1ahFCQJ2e1ixRtv89Pd/8YAml92Ni3uGYsRjlb4zpumpqPm5lPr3IFgWSy+73mWTP4IyeGgy7/vQXI4Ttlaa6I2mnDis6wj3wQhRvH7CGzdzuw77scyDJqPOYfmd1+DHo7Ga5udCNTcfGqNGkj7h2/Dl+xn0VsfsHn6DDyVM0/Zz7QINoIgnBIkWUYPR1j639fRAK9LocFVo7B0PbampaLP8CCWhZpbQO1zzySjUR0kYMXr75C7Zh2y21XRZ1cuRLARBOGkZ1kW3sqVWPHyJBZO/gjF7eKMh29HSUnCOFEn3i0LLRimxb3XkVG9MuuWLOWXW+9F8Zel3vnJQwQbQRBOek6vh5w/1/LX1z/g8Xro8PBtZJ3Vz87wOoGHpUxVI61FQzq/PIFKdbPYvnwVW77/6aAEmVOHSBAQBOGk505L5c93PmLrspXUbtWYGoN7oeYV4DBl/Ia3ok+vWLpkEHSE0PICpJ3RlKye7flj8lTWfPAJ9YYNRA9HTqmSSiLYCIJwUnO43az75EsWPPIMbqDxLZdhmSaK6SQkh/k5c/6JNV8TkxFNo1NeKwKOEGp2LvWvGsXWL39kzVffk/HwU7S+8WqQ5VMmO00EG+GEpigKlmWhx1JWZVnG7XYhSRKmaRGNRnE4HCiKk0gx+4Z4PB4Mw0BVVVGm5hTl9HpZ9vxr7M/Lo2HPDqS1bIykmuiSzsMNXua7zDkVfYrF8hteHv/rTnpndyIkRXCnp1LvomEsf/VDfv/PCzS99AK74rQqgo0glBvLsvB43Ozfn4NhGKSlpSDLDiRJYvHipeTl5VO5ciatWjVn27ad5OXlU79+HSRJigccp9PJ2rXrUBSFrKzqGEeo3iucnCSnk9CuPWiGgdvnIWtEXzyV0jD2BQk6w8zKXGhvnPQudqXWE4EOeCH4TJgFmcsZtK8HISuMJEnUHNGP9R9Nh6hGYOt2MtNTK/psE0YEG+GE5Pf7yM7O4Z///D969uzKddeNIRpVeemlSfz66wKaN2/KypWrueSS83A4ZMaPf5gPPphIixZNiUQiOJ1O8vLyufba27n88tGMHXsZwWCoov9ZQoJ5UlNY9OqbbFqyjPo92lNjWG+iOXk4JScyEv7/b+/Ow6uq7zyOv3/n3D25WSEgkBAIMUpVQFHUyrRaXBCq2BbGtdaxU53ax7VOO52pPkW7TmecttbaxUpd6jJj9XGBKojFBQolisoiixAlQDZClrue7Td/nBt2JBQjyeX7ep48kHvPuTkJee6H7/f3O78fUTJtWXgXKD2EF/bYteyzYtdUKp17rofB/lt0Bzof/LApAGyI6jA6d6CTzhCvqaL2qhks/9kfWP7jnzPtqTn+bLp+PMmht2Q2muh3QqEQq1at5aqrvs6CBYswTYNQKMSmTR/wwgsvceedt3Pfffdwww3/xP33z2Hs2OOorBzBvHnzd7bKotEo8+f/BdMM8PnPn082e6CNpcWAlVttwkln/AzIHqBVGsDf1Cjay48QUAVMAs7A3/siAoSBYvyd+CYB4/BDI7Kf82uB03PnD8Nflnzvr7OfS1WGwrNsPPyZavm0BYGEjehX/LEYj2eeeYHJk0/n/PPPJpXKYFkWQ4cO4eGHf0VtbQ3NzVsYOnQIyWSScDjIlCmfZcGCV0kkEgSDQTKZDC+9tJBJk05m8OBy3Dya1SN8wViMpmX1vH3/g8RMk6LjRuM5h/jvrPErjZ7CwQPi+AHTDHwADAcqcs/X5o7fgB9gNblze853c8cOz53bgr8XeZw9K6IDcC2HgpHDKCoqpGFZPav/8Djhov7S/zs8EjaiX+mZDHD77d9g9uxv43kaz/PQWhMOhxg0qNy/gS8a4aWXXqGoqIjy8nJmzbqIZDLF4sXLKCkpYvXqtTQ0bGbGjAv3GMcReSS3uGUmmSJWEKX2n2ehbad3u56Bf1wAv4qJ4IeBh1+tuEAbsA1I47fgYrnntgAd+Lv6leBXMru3zEqBZO78ptxzZb27JCeRpHLG5xh8Qi1Zy8LuTqBMqWyE6DOu65HJZPF2m/aptcaybEpLS1i48DXmzHmM2277OgUFMYYPH0ZtbQ3z5i3ANE0WLnyNUaOqOPnkcVj99Q5ycXiUIhQv9DfMS6bxDqVVqgEr9+cI/NDJ5p5L4IfNYPwKJQC04m/7ugM4Bn/f8eLc4xZ7jum04bfNKoCh+Lv5tfX+e/IcF6fbH18MFhZimAEZsxGir2it91uNlJWVMG/eAq699iZuvvl6pk79HKlUGoAvfnE6DQ2befvtVSxevIzPfnYyBQUxaaHlI6XwLIvGV15HA4PPHI8Zi+zaDO2jaPzxl5H4VY2JHyC1+AGSBrrww6YSP2R69t7rwK9wes7bcydpXwI/uHrabx34rbdeFija9Rh0xnjCAZOmZfUktzVhBIMHP7Gfk7ARA0Y8XsjCha9y663/wd13/zu33XYDjuOilMJ1HSZPPp2SkmLuv/9BTNNk+vRzSSZlh6wBzFIAAA8mSURBVM58pAwDJ5ninV8+gAeMvvoSwmXFvb/jXrHvm3/P2EsV/jTplcBb+KEyGj+IRgEbgRX44zG1+K21ntlnBv4YjZc7ZiV+W62KXo3ZoDXacRl11cUURMKs+dPzbF+9FjMS7t331Y9J2Ih+SylFd3eCTCZDOBxm7doNXH751zj++Fqqqobz0EOPM3fufDo7u3Bdj4qKwZxxxkQefPCPnHbayQwZUoFzqAPGYuBQimBBDAA3leldVQN+yGSABuBD/JbZNmA9flVSgl+x9Ewc6MAPnMLcsd34rbV2/ADZfcwmmDuuPfe5lXutQ1zI2U1n0FoTAIxAfrTR5D4b0W9ZlsXMmRdTWTmcbDZLMpni8su/RCgU4umnX9g5aaC2tobS0hKSyRTTpp1HKpXmggum7GyvCbEPhR8ACn/A38GfJAB+UAzFn57s4I/PZPBbayNynzfht8g0ftuth40fLkPxZ7NF8MOrpU+/mwFBwkb0W9msxVe+chm27ZBKpRk7to577vl+bixHA/4ss+7uBLbtTwKoqBjEt751E8lkSpaoER9N4YfJB/iVi4H/a7UZP4hOyB2XBRrxx2424LfUeu6dWYcfRCNyr7c599hxwHj8d9hO/MrJ/AS+p35Mwkb0Wz1ttJ6/27ZNe/uOAx4L4DguHR2dezwmjnIZ/Flkvf118IA32VXpWPjtM4UfHFvwg8Nm10y0nurGyZ3/V/xJCD1fv2c8h9x5u9/bc5SQsBFC5K2MzsLZ+Pe5HMoY++43au49mWBXYb3r8d2PPdj5HjvHdpw2B9Ufl6TuAxI2QogBSWuNnfBnGwYKoihj13wnjUahqE2MpOPYbqg7Ulf5ETJQni7FUXtNYtEQiEX9ah7wbCcvlqyRsBFCDDxaY4bDjLxwCu8++n80LVxKyUl1qNz+L65yCXsh7l89+0hf6UF1BRJ7fK5Mg+a/LCVj2YyYOJ545XB/x9EBTqY+CyEGHO15BGJRPvXVqzCAhseex9rRhTL3fEsztNGvP/ZpoSmFChg0PDGXlGVz7MyLKT1ujL8g5wAnlY0QYmDKtdE0ECyMEYwX7HM/iqcG1h5GWmvMSJhQcRwAJ5nKmzaaVDZCiAGrZ8tkK5Ol8dmFqODA/v9zIBqh5fV6Ojc2YgCe6+VF0ICEjRBigHLSaSpOGc+JV19KwrLZ8ufXUIFA76c478aMRjBCwV2VkQYVMAnEC/yJB/u5g9+MhP1lZLTGCAb2mKDw9zIjYdqWrKBtazMjTx5H3eVfwOrqPuzX7Q8kbIQQA5J2XCLlpRQcMwQHCBXHMXcPjN7IBVPbX1eQbNjihxV+0Fg7utjy7MtYOzp3Pr7zNMOgY+U62t9ajRkJk25qw+5KoIzDqEK0RpkGoZIivzUYCVM0shLPHviTA0DCRggxUClFtqOL6qnnMvzYGppXb6B50TKC8cJDeg1lmmx+ZgGNzy4kUBAFwAgF2Pz0fBqfewUzGiEQixCIRTFCQT9QlGLjI8/SXr+SVFMr63/9ONp1UcEAgViUQCx6yItnmpEwyYYtfPDcQuLRCGOvuRwrj7Yyl7ARQgxYTjZLxSnjiRcV0dmyna3zXsWznN63tLQ/1Tg+qpJ0cyvacTDCQVJbmml9vZ7a6y4lWBKn+S/L2PryElKNTRjhEJ5l4aYyxIYPZdu8V+lYuwm7M4FnObS8Uc/WBYvpWLkuFzi9qLQUYBi0Ln6LtjXvY1o2wz9zZu9XsR4AJGyEEAOWUgo7mWTktHMpADY99RJdGxoweltV5FpXRWNrSG9tJdPajhEK8cGTf6awpoqi2mpW/+S3fPjUi7QseYtVP/4tifc3k9rSjNOVIDy4jOZFf0OFgqS2tvDB43NpePQ5dqxcx+r/fID2N1dhhg9+LUopPNtm/f2PoYHqz5+PEQyi3YE1m+6jSNgIIQYurXEzGSbc/g1OveVfyAAbfvOEP4Grt7O4tCYyuAw3a2F3Juhe38COFWuovmwam599mcTGRsZ9/xYm/vA2IkPKaZy7iHRTK6GyIgafMZ5Y5TGMuXw6Iy46h9Ylb+Kms4y54iLGfe9GgvECvINVJ1oTLC6i4Y/Ps725jdFnn8U5v7kHMxxG59EWGRI2QogBTWuNm7UYdfFUSkYMY9tf36Zrzcb93nez3/NdTbCkkEAsSmpbC1vnvkrJCbUUjqqk9Y16hk39B8KlxTjJNOGyEtCaxMZGIhXlJBq2kt7WQmFNFdrzGDf7JszCGIv+8WZal7xFvLb6owNDa8xYBKuji8YFizHDYY69ZBqBSMS/kTM/Zj0DEjZCiDxgd3UzdNJE6qZOobM7ydJbfkDnmvcxo5GDnqs9j2BRnFBJnG3z36Bj5ToqLzkPN53FzVgECmMY4RBOOkPXexuJj6oksamReG01maZWgvFCCqqG8eFTL7JjxXtMfuIeTrrzBtb/9kl/3CZ04J3TjGAAuzvJ8hvvYus7azlm1EiOvWIm2R0deXN/TQ8JGyHEwKcUmfZ2Trj+Go49fSKdW5r52w2zcVIZjIPd6Ol5BAtixKqG8f4zL1N+6onEa0diRkIUf2oM2156g9Zlb7PuvkfRQFHdKLrXNVB8/Bgybe1k29rJtLbjdCdZe+/DbH52IU53iuKxYwjGC3beeLo/gcIC3p39SzYvfYeKIYM5/a7v4FlWbs+m/CJhI4TIC55lUzymmjPv/g4G0N3UStOCNwgUxj6yStBao7XHkMkTqZkxhREXT/EXvlSK2q/OIl5TxcbHXsAIBhl/9y0E4jGOOffTRIYOoqhuFMXH19C+fCVVsy5k5KypNM5dRNvStznupi8TG3EMnuPs9+sGiwrZ8fZ7tL21BhuYcON1jJx2Hm7W6psf0BE2sNd2EEKIHkphdSUoObaGcV+5jPo5j/Hm7F+iDJOqmedjd3QfsGJwUxlKJxzP4DMnYHcn0bYDCoxQkNrrLkUZ/q6wbjpDIBZhzNdm4abSBOMFnPS9G/EsGzeVZvTVl/jTrpXCTWcOeENmsDhO57trWXrjXXS0tjPmjFOpnn4eme3tffkTOqIkbIQQeUM7DkYoxFk/nQ2mSf0Dj/DmHf8D2qNq5lR/6RdvP4GjFJ5lY/Us5Z8rhLTn4eznxkon0fOYi921a4sAJ5ne59i9BYsK6XhnLctuvIvtzdupOe1kznvwF0TLy7ASybzdYVbCRgiRP5TCs/w21Fk/ugMcl/o/PEb9HT8HpaiaeQFOMv3J7w+jNSoYIFgYo+PddSy95Qe0N29n9KRTOP+h+4iUl2F3J/I2aEDGbIQQ+SZXpbiWzVn/PZuJ115JVmtWfO9eXrvsVrrWbiJYVHhoa6gdDq0xY1G8jMXfbv0hS66/k/atLYyedAoXPHQfkbJS7O5E3s0+25uEjRAi/yjwLAsvY/HpH93BxGuvJGk7NL65muXf/DGdq98nMqQcFTD77k1e+Qt2hspK8NIZ6r/9UzbOfZXt2zuomTiB8+bcS6SszN/aOs+DBqSNJoTIV0rh2jYamHTnvzJ00imseuARNiytZ8l132XEBZOpuXYm4bIilGHgpDIfz9fNbYCGUniOw4ZfP87m+a+z9d31VAwqZ8K/3Uz1lM8QHTQIO5H/FU0PCRshRF7zLAtlmtRdOYuhp08k9M07aHxtCSsefY7NCxYzasYURkw/m3httb9GmeNgd+eqjd602pQCT2PGwpjhMCoYILmpkZZl77D+V39k++YmAkD1hBOZ9N3bGXXhuWTad2Al8nuMZm8SNkKI/KYU2vNIN7cQKS/jwid/T+Mrr/Hen55n7cNP8u6vn+D9OU9T+7VZaKWIDRlE5SXnol0X7Xm55Wb2FwoaZRgo08SMhml5bTmtb60mFInw4VMv0rZxMxoYM+Uz1F40lborvoRr2SSbmnOXdfQEDUjYCCGOFrmVlbMdnQw76wxGnv85yqqrePPe36HSGZb/4hE0EAe2PP8Ktusx6KQ6Rn95Bm563xZbIBaledEyNj27kHAoSOfqDbS1d+58jYKyUkaeM5lz7v0JgYIomfaOT25SQj8kYSOEOOrYySROJsOJ119D3ZUzSTZuZfmPfoZn2TQseoP3l6xAAc3L3qHhsRfQ2vMrEaVAg9YehmGQSaRI4tc9Chg97gSCxwzh+C9dxPCzJ2MYflWVaWs/asZmDkTCRghxVNKuC9ojVFhIeGwdF/7v73GzFmvmPI6VShGKRdi2ZDlrnplLgD0baRqwgREnnUDdFV/ETqXxgLqZFxOvrsRJpPBybTjXso76oAEJGyHEUUx7Gu35N3i6WQulFCdcfzVKGRjBAGNmzuBT119DtLiIVQ88wtLfPUzNaScz+b/uIptKUzhkMKV1Y/Bsf/0zq7ubTGt7Xm0N8HGRsBFCiBytNdkdnT2fYIaCDD1lHJGyMhpefBkXCBUVMeTUCViJJJ5lk2pq2bNykaDZLwkbIYTYH6XwHBfPSWGGw3iWjcJvv9nJFHYy5Q/4S4usV2QFASGEEH1OwkYIIUSfk7ARQgjR5yRshBBC9DmZICCEOHppjRkOYwSD+zzlZNL+UjUyAeBjIWEjhDhqGaEQ7WvW0rVl2x5tHg1UjD+RcGmJf/OnOGwSNkKIo5YRDNKxfiONS+vpqW107qNkdDXRwYNwJWw+FhI2Qoijlp1MUnPJdOou/QJ7L5FpJxK4mYy00T4mEjZCiKOWUgonncZJpw90wCd7QXlMZqMJIYTocxI2QghxEBoIehAFwg77tNzEwUnYCCHEQQQ9aIzDshJYVQEB70hf0cAjYSOEEAcRduG9QTB/OLxa7YeNkvLmkEjYCCHEQfS00XD9Npo4dBI2Qggh+pyEjRBCiD4nYSOEEKLPSdgIIYTocxI2Qggh+pyEjRBCiD4nYSOEEKLP9auFOJVSGIaBYUgGCiH6D8MwULIo52Hpf2GjDAz5RxVC9COGMlDI+9Lh6D9hE4N7nv4VDy94AteTzYqEEP2HaZi0dLZC7EhfycB1xMNGoUhkkpCBpo3NNLnNR/qShBBiXwEgC8lMSlpqf4cjGjZaa7J2lu9e+k3aL9gB5pG8GiGEOAgXKsoHk8qm0bLRwCFRDQ0rjuhPTGtNPFZIwDziRZYQQhyU7Tgk0gmpbg7REX+HV0qRSCeP9GUIIUSvSdAcOpljLIQQos9J2AghhOhzEjZCCCH6nISNEEKIPidhI4QQos9J2AghhOhz/w+89VnaAbTbrgAAAABJRU5ErkJggg==)
O diodo D1 estará polarizado diretamente, porém não haverá corrente no circuito pois a tensão no motor será menor que sua tensão nominal.
O diodo D1 estará polarizado diretamente, e o motor estará ligado com uma tensão em seus terminais de aproximadamente 1,3V.
O diodo D1 estará polarizado reversamente, se comportando como uma chave aberta, e o motor estará ligado, tendo uma tensão de aproximadamente 1,3V.
O diodo D1 estará polarizado reversamente, se comportando como uma chave aberta, e o motor estará desligado, não havendo corrente no circuito.
O diodo D1 estará polarizado diretamente, se comportando como uma chave fechada, porém o motor estará desligado, não havendo corrente no circuito, pois uma tensão de aproximadamente 1,3V não será suficiente para acioná-lo.
Para o circuito abaixo, qual será o valor da tensão na carga (VL1) e da corrente do circuito (I). Considere o diodo de silício e a resistência da lâmpada de 24 ohms.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAV8AAADQCAYAAACgJGI4AAAgAElEQVR4nOydd5wU5f3H38/Mztbrd/TeQZoiKGAFREHFQhR7jUbUGDWJ/oyJxliSGE1ii733Eo2KChorAQVpUqXf0e+4fttnZ+b5/TF71Ds44LgDed6v177udnfKM7Ozn/3O9/kWUVT0g0ShUCgUTYrW3ANQKBSKQxElvgqFQtEMKPFVKBSKZsDT3ANQKPYZIdC93jrfciwLaVkgRBMPSqHYNUp8FQcdQtOQUuIJBDCCAaxEkprCop2Wc4BQiwKCLVtgmyZmOAKAlA6oaWZFM6PEV3HQIDQNIyOEFYvj8XnZOG0mJQuWYJZsZsHjzyGBbe3bFNB11PG0G3UC3qCf7ueeiZQSwxfEsSzsRFJZxIpmQ6hQM8UBjZQIjwcjGMBJWaz/cirzHnmaeHkl4RWrqUTiB9oM7A2aALn1ctYMg4p5S6iwbAJAqy6dcHSdw35+ET3POo1Q+zaYNRGcVKrZDk9x6KLEV3FA48vNxorFWT/1OxY+9SKrv/wfAP6MAG2OOZLWJw1H0zVajxqO0ARyG/HVvV4q5i6hZs0GkhtKWPnSfzDDUaJAu57d6HvZ+fQ49yxCbVqSrKpRvmFFk6LEV3FgIgS+7EyKPv4vC194ndWff4MNtO7fk64Txrqi6zUwMoJIyyYVie28DSnR/T50vxcnZWHFEtQsXU3hW5+w5pNvSAGtOraj71WX0ufS89B9PuxEQgmwoklQ4qs48BACf34uS557lf/eeDspoHWfbnS75EzajByKNzeLVE0UpEQ6ToO3KTSB7veBlFT8sJTVL7zL+q9mEgEGnX0aI594EClRAqxoEpT4Kg4shMCfl8uSZ1/ms5v/QEZeDv1/eyWtRg3FyAjixFNI026QNkrAETuLs9AEms+H5tEpn7OIlS/8hxVfzeDw8acx8vEHQUo1GafY76hoB8WBQ63wPvcqn938B4IFuQz71x/JG9IPs7yaVE0MKYBMCTq7DhcTQAxESmwfAgFIR2LHE9hAwZAB5PTtgfjt/fzw3sfgSEY9+Xd0v19ZwIr9irJ8FQcGQhDIz2XxM6/w2c2/J5SbzTFP3U12/56kqmpACLLsDJ5v+y5vlXwCEXadn+lAh+5teKj0drDqtoCBLX5h6TjMvuVvrPhyBoefOZZRT/1DuSAU+xVl+SoOCPy5OSx++mU++/UfCOZnc8yT95Ddr/sW4QXwCJ0KTzXrHtkEi4BAPRuTgAnOww4UADW72LEQ2Ikkut/H4AduRdzyN374YDJoGqOeeBDN61WhaIr9gqrtoGhepMSXk83SV9/mv7/+AxmtW3DM438iu18PUlXh7axOicQjdfDhCm8A8NfxSL/nE96GZbKlBVhoGkf+7VZ6jhzKwv98zFcTf4PmNRCa+pooGh91VSmaFc0wSFZVs+Dx57GAI++8ntxBh21n8daJwM0fdnAFVu7wfE+pFWCPxqC//pb81gUsff8Tir+bhScY3IsNKhS7RomvolnxBAMUffQpaxf9SMch/ckfOnD3wguuwPqADkAOkA30BtrhCvMuJ+PE1u1vux8hsBMmnowg3S45kziw8IkXAKmsX0Wjo64oRbMhdI1UNMb8x57FALpecia6z4e07F2v6AAG0A3IADoCXYA4kIfr561nE0Jz431xHPSAH0/Aj/Do26Ul24kk7caNpFWndqyY/DnFM2bjCfj3+XgVim1R4qtoNnzZ2ax+/2M2LF1J20GH0fL4IVjRWMOs3iCuCP8AFANRYAmwEcikbstXCJyUzdp3phAvKaX4i+9Y+tirmJU1aF5jy2JO0iTQqoAu547BAhY8+gzCo+amFY2LEl9Fs6B5PEQ3FjP/0WfQvR66XXkOmtdoWMaawLVyNaA/0BJ3kq1L+v8oO8X2Aug+L+EVRSTKKomsXEfR65OQts36j75COo5rEQMIQSocpcNZJ5HfpgWrp37LmilfYGRmNMqxKxSgxFfRTAih4dgWlctXkd++NS2OPZJUONqwlTUgCazBrRtZAqwFWuPG/xZTZxCldBy8OZmkqiOsfPYdulx8Jh3GjSBRXIqdMLePrLAsfC3y6HjuKdTEEyRKy9F9vn07aIViG5T4KpoFYXjYPGcBjhDkD+7nWp1yD8IUNFwLdxWwGagEFuIKbwjXJbED0rIJtG5B/uB+9Lz2AjK6tmfZv14n7/DDMDJDSHv7lRwzRVbPLmSGAmyeO59UJLLVOlYo9hElvopmwRPws/LtD0hIScfxJ1Onn2B3CFwLV0s/LMCLOwm3g/gKj06yrJJF9z9D5cLlBDu2BU3Q7YrxBDu0wYrGd/I127E4LY8fQk5BLsteeZtkVTVC1/fiaBWKnVGzCIqmRwicVAqha3g8Oo5l7Xlsbm3bCi+u60Fjq9uhhJ2ubGk7eAtyyRvcj+LPv6Xw1Q8BSEaiBAty6XXDJQixfT1ghMAxUwivge734SRNyFKWr6JxUOKraHKMUJBN02ey7NMv6DLmeHIH9sGKxRu+gVrh7YQb45vCtXR13Am3QqB0+1U0XSdcuA6ZNGl/xkiC7Vuj+30kK6rxF+QidB1pbx+fJh0HTyBAj1+cz/Rb/8biZ19h6L2/J2lW7f3BKxRplPgqAJBSoms62aEsxF4WkpFAwgPOzoXEtsPIzETzGpiJJEbQj+4z3BCzhuLguhaCwDygPW542SxcQc7H9f1uOzbpTrbpQT9mRTXRoo3Ypok3OxOnczt8+Tmu22FHv7MQGNkZ2FJiJ00CWfm7PT8S8FugO+yVNwUB0XiMhJnY689CceCjxFcBgNdjUFZTwR9f/SuWZSPFnufo6g6MKIKgVW+Og7uc1yCyYZN78UmJdPYiH7h2B/m4YWYariD7cH2/OyAtB29ONu3PHEW0aANlM+eTqorgyQzhyQi6oluP0EnLxgtsmPot/736OqxEcpdDM4Dv2kJJFnVO/O0KAYik4LTjT2bEwOOIJfbgR0lxUKHEVwGAR/cQjkV4YdLrEIOdWgHvDgGkILAEcqlT/7Yg2TpPtldouGPcjJtOHAYSQB+2hqDteGWnjyW2voQVT76JkZOJ0DQqFywl48qfoQf8bgH1evAAm5euYN3SFbs9LQHghVZQ0Y5dn4gdkbiukxi079COU4eMVuL7E0aJrwJwK4ZpmobQBQMG9+X+K/5IPJlANnQmTICQ0CYCHmfX82eeYIDSefP58nf3bj/B1VBq1a8Ed4ItkX7Nwi0fGafOHw7N8BBbuwkjK4P+f7geYehs/PgbNk6eSmb3TghNqzfJIwkcdvopHH7TRMya8G6HNywIcYM9mkjMDGYwacZkHnn2GfyGb+/OjeKgQYmvYjukLcnNzGHkwOMIx6PIPbxvNvWtelPrr9xRRLzZWdjJJCncrDPN49nlbf/Og8RVuK64E25m+jUDaAGsBsp3Xkc6Dtn9e7B+0lcsf+J1Wp80nFR1eJvU4jrETgj0gB8L8OXl0GHUCcTLd9y4SLuLt67f0QFtD7UzLyOX5etX7Jm1rDhoUeKr2B4Btm0TjkeIxKMNt3zr2lS6EtiO1qRjWQRbt6Rl186U/7iK2IYSPKGAG3LWELadcJuP63rIwp18a4dbWGfzDmMxPNQsLyJZXkXXS85k/Udf8ePDL6MbHrpcfAa6z4udNHdYSSAti9Jv5xIwDFoOPpx4RQWpyM6ZeDtGS+xN+XVDN0iYyb2bpFMcdCjxVewXvJkZLH/zP/jzc2k/8nis2FbfpR1PkD+gLx0GH8Hct/9DpHAdeUf2a7j4wtaJrBCuxUv6b323+tLBl5dN6bQ5VM5fSuuRQ8ns0Rk96Efadp0NM4UQSNth/QdfEPTodB03Bju+fUic0DTMmjDL33iPftdc5lq/yl2gaAAqw03RuEiJ0HUCeQWY1TVueFaLPDzBwNbbciFwkiaaz4cHsOKJvUstrgJ64E5SRYDDcUPOitOvbTssy8Gbm033qyfQesRRbJ42mzVvfUx4ZZGruXXV6xUCKxZHeA2MrExs09zZNZK2jmuK1qpeb4o9QomvolHRvAbxzaXMvO8B1k/9lsKPPuW7e/7O2k+/3K4mrhWP0//6K/AjWPXcOwh9Dy5FkX5sBBbgFtUpBxYDy3En4OrbnJTk9O1Jt8vHowf9LLzrMQpfm+TufwfxNLIy2PTZNEo3ljDwpmsJtGqJk6rDOhcC3edt+PgVCpTbQdHISEei+/3k9z+MqmUr8OflUtC/D4HMzO2LpEvQvV4kktjmChKbK/BkZSD3pFmlhiu0+bgTbytw43zrEF7N8BBdt4mNn3xDoqTM9e9qGpk9u2wp4C6E2OqxSKdAh5cXYTuuNa/VV9dBsmcuE4UCJb6KRkZaFt7MDDqPHUVkzToCLQvoOmYUycpq7ORWv6pjWYRat6LbmWP54YPJrP/wC7pfPYFUQ8V324iHLFzRNXBdDpE6lhcCK5bAW5BLdt/uBNq2JNCmBUZmBtJxcMzUdtEKus9LzdLVrHrzE1q2akm7E4ZjRurasNsdw5eb0+BzpFCAEl9FYyME0nGIbiqh06mjEUIQKynd8l4t0nbQM3z0u+ZyVn72NatefI8OZ52EJxRsmBVZ26ctzlZrN4o7EVeH69UtD9mJvMN7u2KbspCWXW9ihebzUvjqh8SBwReMJ69PD+LllTul+0rbxsjMYOAvr96pNoRCsSuUz1exf5AS3Wugeeq5VRdg1oRpM/wouo8+gcrKGta+9xlGVmjPJt9K0o9KYB1bEy7q2J+0HVLhKFY07lq69SRU6MEA1YtXsOazaeS3KKDPFRe6E2/1Tagpn69iL1Diq9hvSMfZbZaWtCz6X38VPp+XwrcmE9uwGS2wBx0jDFzrtxS3vOS+BhwIt/ZE4Uv/IRZL0Oeic8nu1sWNyNgFDWp/pFBsgxJfRbNiRqK0OmoQPUaPYHNxKWvemeJ2FN6TVu02bpbbvgqvBG92JhWzF1L06TSyfT4O+/mFJGvCKoxM0egon6+i2bGTSQb//teULlnGvMdfQzN0el57IamaSN0WpUn97gVwfcFJ9qyimARvbiYVc5cw/bq7sC2b4x69j2CrVntWa1ihaCBKfBXNjh1PkNurO6e//RwfnX8Vsx9+GYGgx7UXbCfAQgoSWtKt2ZvCnWirC+m+X5MZaZgAS4k3J4uKOYuZft1dJGqijHniQXpdMoFEeSV73mZDodg9SnwVzY8QmNU1ZHXtzOlvugI86+GXkAJ6TryAVDiCtB3iJBhWczjGNZ5dl7xMa2Wuk43cvHvh9Oamhff6P5GojjDm8Qe2Cq9KFVbsJ5T4Kg4MtghwJ05/81k+mnAlsx96CaSk5/UX4SSSxJJJhlUezsiqoVtDzerdHtiOQ40eqVekdZ8XT2aQ8pkLmH7tXSRqXOHtfel5xJXwKvYzSnwVBw7bCvA7z/PReVcx7+GXKZsxn25XnUvB4H7YQYPKSDhdgnI326sryk24mXWa30dk5VoK35hE0YdfkozEGPPkg/S6eIISXkWToMRXcWBRK8BdOnH6m88w+dLrWDNzPutnzqfDyKF0mTCWFsOPQDcM7EQSO2E2KMpB6DpGZhBpOYQL17HmrU8ofOMjorZD0OfjlMcfoNdFytWgaDqU+CoOPNICnNGxPWd//AYrP5jCoudfY/WXM9jw5QzaHTuIdmefTFaXduT064mTNOuNsxVCIAwPZkUNGyZPpXL+Mla/9TE18SR5uTkMPf9s+l55MRmdOpCoUMKraDqU+CoOTITAisbQvD76XnEB3caNYfVHn7Lg4adYO20uK6bNJT/kJ3dgH4xQkO4/Pwc0Ads049QDfjZO+R+l8xZjlVexccUaAHJycjjm6svoc9G55B3Wi1Q0ihWPqaAGRZOixFdx4JKuLJasqEL3++hzyQS6nTmW5W+8i2WmWDf5c9Z8OxsdKPrv9J1Wr23UCZCRm8OI22/GkZJuZ4wlr3cP7FSKRFm5SqBQNAtKfBUHPmkRNlMphK7T/9or0b0GfS4+l3hlNfGSzSx8/HmklNu5fy2gy0kn0H7U8eA4ZHfvCkAqEiFZXbNl2wpFc6DEV3FQIW2bZFW1W7jH5yOzXRuyOrSl7atP1l3NLGXhWDZISaK8oukHrFDUgxJfxcGJEG7pyXT5yd0VvlEoDjRUYR2FQqFoBpT4KhQKRTOgxFehUCiaASW+CoVC0Qwo8VUoFIpmQImvQqFQNANKfBUKhaIZUOKrUCgUzYASX4VCoWgGlPgqFApFM6DEV6FQKJoBJb4KhULRDCjxVSgUimZAia9CoVA0A6qkpOKgRtO07eqhSwlSSmQ9vdiEACE0nHp6vikUTYUSX8VBjZQSx5HYtg24YhwI+AFBIrFzjV/DMLBtJbyK5keJ7+6QEs1roOk6CA3Na+y0iAAca2vHBNs0m36chxia5nrMbrvtbmbNmovP5wMglUpxxBH9ufbaK+nTpyexWHzL8tnZWUyaNIV33vmARx75K0IIZQErmg0lvvWgeTwYmRnohkF43XqS4SjhwjUsevaVnbrVWBJ6njmWVsOHoGkaOd27IB2HVDiCbaaaZfyHCkuWLKNPn55cdtn5mGaKeDzOm2++x3nnXcU777xA9+5dME0Tn8/HlCmfM3Hib8jNzcHj8WyxlhWK5kCJ77ak+4J5/H5iZWUsevolpJQUvv8JGxYuwYPblLEu1n72JRLIadWS3ldeiGNZ9DzvbHK6dcZOWVjRmGrWuB/QdZ0BA/py6qmjicXiGIbBiBHHMXbsBJ588nn++c/7CAT8PPXUSzz33Gt069alTneEQtHUKPFNo3u9GBkhohs2sejlN1n0yNOUbizGBFrmZ9PuuMH487PpdunZSMfZbkJH9/tY9/4XVC5bhblxM1/95SE0YOFzr9H3yovofd7Z5PbuQSoSxU4mm+0Yf4oIIUgmTSKR6BYXQ25uNuPHn86zz75COBwhEAiQmZnBiy8+yqxZ83jooSdxG8srFM2HEl8pMTJCJCuqWPzCayx68U02rlhFEOh+8rG0Pv1Esrt2IKtnZ+ykiaxnsqbPTZeiGQaJkjIq5i+jfOZ8Vv97ClMffIwfX3qTPueP57ArLiDUoZ1rBSv2C1JKhNAoKMinujpMaWk5HTq057zzziY/P5epU79r7iEqFMChLr5S4svNoWzeQiZffj2la9ZhAL1OP5HO544hf1A/NI+OFU+QLK9qgNsgjh4K0Hb0cFqPHEqHc05hzTtTKHx9Et8++jQLnn+Nk/71N7qfM454mWpjvr+oDTXTNA2v10AISTJpEo8n6g1BUyiamkNXfKXEl5dD2Q+LmHTBVYSLN9Nt5FC6XjGevAG9QdewonE3cBQa7K+Vlo1ZHQYgs0t7Bvx+Ip3PHUPR65MonPQlky+/nlN1QdezTidRrgS4sRFCIKVkxYrVtGvXhhYt8rEsNbGmOPA4NDPcaoV33kImnXM51cWbGfLHXzL06XvIHdAbO2lihWNbhXcvsRNJUpEYGV3accRff8sxj/0RzWvwyRW/YtV7k/AX5DfSAR26SCnx+/1kZ2eRnZ1FQUE+q1YV8u67kxg//nT8fr+ydhUHJIee5VsrvHMXMunCq6kuLefoP/6SLheNI1FetY2l23j7sxMmdqKCFscdyTGP38X0G+5m8s9v5FQE3X52unJB7AOmmWLy5P/i8ehYlk1FRQVffvk/evbsxhVXXIBppraIb+3kXE1NuJlHrVAcapbvFot3EZPOv4qqTSUcfcf1dL5oHMnKmn22dHeHWVlDi2OP5JhH70TzevjksutY9d5H+PPz9ut+f4rU+nXHjh1FXl4u06bNYMaMWSxbtpLzzx/Pc889Qk5ODuY2CS/JpEmvXt0466xTcZz6U5AViqbgkLJ8PcEgm2fN45MLr6F6cylD7/wlnS8ah9kEwluLWVXjWsCP3MH06+9i8lU3McZx6HzayaRUFESDkVKieTzcetuNaOnn4Fq3tu2QTCZJJpMIIRCaQGg60ViM0aNHcPrppxAOR5r3ABSHPIeO5atpCE0w449/pXRzKUfdPpEuF4/DrGo64a3FrHQFePijd2KZJtN++0eSVdUIzyH1W7hPSCkxwxEi1TVEkybhmjDhcISamjDRaBTLSqfDCIGTsjAjEZxUCjOVUsKrOCA4+MVXSjTDQOj6LkXUlxli3ZdTKZo5l7Zd2tPujJGkwtEmF95azKowLY4ZRKcTj6asrJxlr7+LLyerWcZysOHx+4huLOadE89g8sUTMaurMTJCdX6W3qxM1v73a148YRwr3/kAX7Y6x4oDg4NefIXHQ6y4hFQ47ApwnQsJHMtm4SPPYFsWXS85C29uFo5p4ZGeZnkIx7Xeul0xHq/Py6KnXyK2sRjd623aE3gwIgTSsoiXbKZw+kymXHItycoqjMyMnQRYpEMGq0tKSYUj9V8jCkUTc/De56Yt3sx27Vj87Mu0OvJwOo0dTaK8glQ8jqiNy5USX04WayZ/QeF3s2jRsS3tTjuBVE0EB0k4FAE/TZdtKoAUeMMGhGPkDu5Hh+GDWPXVDJa99m+O+M31WOXJreNX1I0Q6LqOz7ZZM2seky+4mjGvP40/L49UJLI1Llu6AuyB3d4dKRRNyUErvprPS2TdBpa99R+Kv5tFZN1GSpeuIL9HN1oPG4ydcGsoCI8HsybMgsefx3Qcul/5MzwZQfTqFCtyNnCNcycsBJrK4EwBbeEPBddxSsmxxCybrpefzdqvZrDopTfpOv50Ai3ycWqroaV/ZHTf9gO0zRSOaR7SxXocKclo14pg0qRwznymXHwtY155An9BHqlw5JA+N4oDn4NWfHEkmuEl1KYVRmYm/twcQq1aYmSEkNvUaNV9BpU/rqTof9/R9rDutDnlWKxYAg8erAybig+r4Z9ATj37EbhWsZ3+K4DaO9cdXxPbPHfSD5l+T0v/HwFOg8RvkggETtIk74g+dD71eJZ+MpXNs+bS/ZwzSZrVAGiGQXRTMeU/rtjiI7KB3G6dyercESd16JastB2H3P496X7VBKZfdiuFs+Yy5eKJjHntKfz5ua4AKxQHKAet+DqpFIEW+fQ+4meUzV9E6yGD6Hz6KSQrK7ES29y2S7CTSTQg1K4V3rxszIpqwIOQwrV4s4DMbTYucYVT3+Z5ayAbCAObcGtLtk+vW51+rVYdnfT2WqefrwMS6fcF4AdNugtL20EP+Mjs0Rld/A8nZW334yF0HTMcpXLFqi3DsYBgfi5C11xL+hAmFY7SYtjhHP3Yncy86c8Uzp7HlAuuYswbz7jx08rNoDhAOWjFFyGQtk2stIy8Pr3w5eaQqKjEMc3t/KWaYTD/0WdwgK6XnY0dT7q3o/V9JyXuWckEanDFrQDIB9YAHQATV2BzgSKgS/q1MlyB9QCdgM244t4RWF7fcYBZHaXDmaNY9eJ7zPv743Q6dTRC15G2jZVIkNurOy0HDdhuNSsex4onlG8YN3a6YPgRHPXP3/H9zX+hcO4C1wJ+9Umyu3dVAqw4IDnoox1S0Ridxowkt1d3nB1r5UqJ7vXiJJLYgB7w7X6DFq54tmOru8EHJIFSII47QRcEYriCa7J10m5bN0MlUJ5+z8MuBF/i8ftwEkmsSAzd590uacBJpUhWVW/3sJNmowqvEIIMfwgAw+Mh6AscVBlgZmUNLYYfwdEP3U52RpDCWfOYfNE1JMrLMTIymnt4u0VKieExCPoCICHgC+D1GAfVZ6DYMw568RVCYCeSOJa10wSLJxigeOYcNixeSvtjjyTYriVOqp5eFLXXeAdcSzYI9ADa4IquBzgSCOEKanH6/0G41m057tnUcIW6CugF9MS1gC3qrRchHQc94Kfj+FOorqlhzeTPMUKBvTgbe4eu6fi9fl758m1wYMmK5XyxYCp5mbnIg6jouFkVpmD4ERz92J1kZ2dSNPsHpkz4OdGNxQf0hS6lJOQPsrlqM+9M/RBC8P60j1lXtpGMQEgJ8E+UJnc7SCS6phPyBfdhG2DqIHdj+PlycwivXU/Zxk10Gz8KX0EeydKKumfBa18qx7Vkfbh+3AiuAMeBDUBbXDeEjev/LU6/1gJYi+uOyMAV5qL0dlriinF9TSykRPP7KBh2BPPf+IjyhT9y2OUXU69ab4PXBm0fvpua0NA0jXtef5AHX34MAlBcXsJlf76Ol3/3BCMGHks82XRtd0wdnN0cthHwY4Tqvn7MyhoKhh7O0Q/dzsyb/8Kqr6ezcfpMDED3+fBmZmI3YJJyX8/rnmB4PFSEq7jsgev55rtvIQemz5rJJfdP5JVbn6RVbgtS1iHu3N9fCLBsm1gyhmi0aloNo8nFV9d0ookos5bN3bsNCNAdaBPeGkBQH0YoRNXyVRi45R2lbe8+/KhWZ6pwhTcJBHAt1xpckc3CFd9Yerl83Mm42ok6b3qdcHp7HXBdEbsarJTY8QQeILaphLWff4VZU7PLoQqgJATJXbk0dkPIH+LTuV/yz1efcN0jmjv28spKLrj/ah6Z+FfyMnP2/5c//bG0jrjCt6vD0X0+wmvXp9fb+fM0q2ooGOa6IL6/6T4SVWE0oHrlatZ+/nWDzmtxCMx9OK8NRggCXh8P/PsxV3iz0vvMhBlzZnPpg9fy+wt+jZlKIaXqtNzoOJCZkUnvDj2avJN1k4tvwOtn0Zql/OzOy10LM8melW/UgDj8arnrGdhVmezauTMvNDzmU8edZCtk6+TZJtwJtIGAgWvhSqAzcHh6mZW44WpeXD9wNtA3fWzluELdgHtfH7DwjXeZ88a7uzwtIr3bv7eHZEv2PupB4h5TFls/BwkEoaY6zOV/uL5pElDS+75ogXtazV0sKnFPpQFoet0n1ayspuXxQxj84G3MuPFeiMb54cU3+P7FN3Z7XjXggU5g57LrC6yxSJ/vLT/gtWTBd/Nmcfq0CxqvxKliK8J9DDl6EJ/c/SaxZLxJXTzNEu2gpaMNunTvxMlHnkjS3NVXbceVwZeCoWvAcFxDsz50r5fqVYUs/2Jq3QsI3C4yYAkAACAASURBVG95hJ3PRG28LkAUV0B96eXN9HsVuGKbxBU/7zbbXIT7hXJwrd/0B01km+d1YAEdBg2g1VGDtiSK1Dd0DbiuPVSG2GuR8Hv9zFw2m3nzF7rukm0HImH8uHHkZeRg2fX1bW4k0ufj2GGQk9z14WgenURlNUvfnYR06viySIke9JMoLqPwtUk48SQO0GHIIFoMGrDLJqa1H9MvO0B1gF1fYI2BAEP38O70j6jYXOleM7XXXhyy8jI496yzcHZo2qrYN3RdJxKP8NZn76NrzTMj0HyhZkkY3OsInrzpEcLhqj1aVQJxY3t9rAtvZjbL3nyHxV9MRWjadtavABzLgW7AKLYXnvp2WnvtbxvPyzav1b4vdli+9hsNrgXcH1KO5cYZb4Pw6JhA5zEncex9dxMPl+92SCdZ++ab9Ble1mxezyV/ncjMuXNcd4kDWHDLpTfwp4tvdYM+muiWLOEBW+z6c/UE/VQsWc6ydydtFxMNbBFeO55k1m//yvpv52Hg/pZ0G38aR912K4nwrovXS2D0Pp7XPSHg9XPG0FO5+M/XUF1d4wpwHDJCIZ67+VHOHHYqSTNxEE19Hvj4DR9rStfx1tfv4zSTO6f5xFeAmTKprqmgKlK9X3ZhW27CgtfrJRWOutlgQoCUJEWKVmX5/KnPDTCApq3tYMOA0l7EtPiWl6UjSVWF0TXNLRZUU0aycvc/SvvaiF5KSW5GNi/f9gRXPXgjS4tWgITLx13AHef/hvJwFbZzYPVA88T9JKvquGa2Fd6b7mPdjPnk5eXSfsSxzH93ElYsTiJcQaKicrf72Nfzuqec0H84r9z+BL948GaKyzdTkJfPEzc/yJhBo9hYvqmJR/PTx2f4XN1pxl+0gzfJogGkwhE6nTyCbsOPYuXbk+l07hgyurTHTiSxhE2mncGE9ac2iz8tpsUxtRQCgdB1UjVhlj/5Oi1btaT3JRMwmyg1VghBJB4lK5DJy7c9TiKRAAE5GdlUx2qazOLdZ2qFN5Zg9k33sW7mAoKhICe/9hSJ0nLmvDupuUe4S8rDlZwyaCQ3T7iW/7vvT1x35ZWcOXQsG8uLm3toiv3ET1p8a4vSSMvCtiyEsfVwBQJHOFR7mq+f15bQFinRDA+OmcKxQPcaTZqVJYQgmUri0TxkZbh51qaVOnh8jFKiBwPYsTizfv0X1s5cQEYwwCnPPkyXMWOY9/BjzT3C3SKApGni8xgAeD3ePZsLURx0HMix542Ck0rR88Jz0IB1//kvmqfh9Vw9GUE8ocB+vzXRQwE2/Xc60ViC3pefjx7w7+zLbAJsxyZlWaQs6+AT3niCWTf/mbXf/UCG38cpzz1C53GnkKg5eJqTSuSWOw3HcQ6qBBfFnvPTtnxxs8daDhqAA1T+8CM0aGZToBk66z/4As1r0OrEo13r1GcghOY2b7RtdJ8XK5ZwM9S8hmtZS4kVjYMQeIIBhCawE+Yuyz9qhofqJauIpSxaHDkA3efDisXrXFaxPXog7Wq44R7WzlpIRijIKc88TOfTTyFRVoEvt75ydQpF8/LTF9901bC89m3ZvHgl5TPnkz+kP6lI/c0qdb+XyOp1rHjmbYIdWtNqxFCcpEnN8iLMymr0oB9vdiY1ywopGDoQPeAnvHIjNcuL8OZkUjD0cBzLpuTrmSSqasjr24NQp7Z1pjZrXi/Rog2s++hrcrIy8eflYqvbzQYhhMCsqmHWr+5hzbbCO+4UEuUHj8WrODT5ybsd7KRJdrcu9L/mcpKJJKtfeM99o55JNqG50RBFb35Mx/En483JworGiK4vZtGfn6RmeRGFr37I+g++oGZFESVff49ZWcPivz5NsqySorcmUzFvCeWzF7L231OQls3GKW6pSLGj1S0lnpCfNW99QlVVDb1OHU3bY4dhRaL796T8RPBoGmVzFlP05Qwy/P6trgYlvIqDgJ+8+CIgWVlNzwvG06ptG9ZNm0PZzAUYGcE6fbl6wE/J1FmEV62jzcnH4iSSJErKSJZVEurQhm6Xn02wTQvannoCrU48GidpEt+4mZx+PTnstz+n5bFHUjF7MaGObUiUViLjCbpcfAbATn5c3e8jWrSBoklfEtI0+l13JVY8rjow7AEWEAgFGfPiY3Q+7WQlvIqDhp+++ALStgkU5NH/+iuJOw6Fr3yAYztuMfJtEJqGnTBZ884U9OwMit76mPimUlI1URIlZeQN7keqJorweMju3ZXwiiL8rVsQXbOBnIG9QRMkSspA19B0nSP//n+UzVzA2nc/xcgM7TQuzWuw9t+fUr65gt4XjCe/fx+sXWS1KdII94csYdt4Q0FOee4ROp02um7hrS3JCa47R/2wKQ4QfvI+31pSsQTdzzmDhc+9StHXM+k2fyn5QwZgVla7X0gBmt/Lqmf/jScUYNDfbkXzGix75GWqFi4nWVpBqxFHE9tQgtAEnswQkcIN5B1xGKXfzUP3+5ACEqWVdDrvVBb86V90uvgMcvr3RGja9mmwUuLJCJAorWDV65PIMgz6Xn2p6xM+WKIMmhE7aRJs1YIxzzxERuuWdBpxHE4shuM4+Hw+gsEA4XAE27axo1F6jj2Jc3JzaN+vDyFdw5edhWVZRKOu319KSUZGCNu2icXi+HxegsGgGwMdiZJKpba85jgO0WgMy7JUIXvFPnFIWL5Q+4VtxcBrLkcCc/7wEOFlhRhZte3GBXY8iZGVQY+rJrhVxmJxCoYOJKNLewqGHU6wYxs8IT+tRg3HrKqhxfDD8WZnonl0Am1aUrVkFd2vPpf8QYfRY+L5VC5cjicUoNOEsVujF9KhUamaKHN+ez810Tj9LplAwYC+KsKhgUjLxgiF6HHOGfQYPYIVCxczefLnZGSEWLlyNU888Ty2beP1GlSXVzFp2nf0Ovs0NqRS/P62u7nnngd59dV3cBwHTdMIhYJ89tlXzJgxm6ysTDZuLObee//BXXfdT1lZOZmZGaxaVcQdd/yFv//9X1RX12AYRnOfBsVBziEjvkJAsrqa/tdeyci7b6dizUamX3cXkVXrMLIzwHFASjqddyoZ3TpgxxM4ZoqcAb1pNeIoWh4/GF9eNsEObcjp1wOZsmg9ahjJymo0n5dul51F319fQbBtS5JVNeQd3oe+N11Gl0vOcsPbpNwakxqN8f2N91E0exFDrriQYx64i5QS3oYjBNJxcKIx5s6YxaWXXs+HH04hKyuT9es3cvvt9/LWW/8hNzeHaCzG66+8TaKqmv9O/gKv18f48aczKN2Wye/3UVS0luuuu4UlS5bhOA4PPfQUXbp0JDs7i6eeeoloNMbTT79E7949AHjhhdcQAjSt8S1fJ10xaXc1jRUHP4eM+AJuTYeqagbePJFR995O5YYSpv/iDiIr12JkZ6ZjdGNu23YhXH9h0sSOJ7HjSaTtIC0bJ+n6Dq1wDG9eNh3OPIlUJEaqOuxGNQiBnTRJ1UTcyIVa4Q25wjvzV/eyZvYijr70fI578G6shIk8hLsQ7w2appFIJPn00y858siB5OfnYdtu5a9hwwbz4YdTWLx4GRkZQbKyMjFNk/XrN5KVlUEikaRr186EQiFisTjPP/86vXp1JxQKsmbNOsLhCOPHn86ll55HIpFk7tz5WJbNOeeMY/ToEWzYsIlEovH75zkCAinIS0AopQT4p86hJb64EzXJyioG3jiRk+77PVXFpUy/9i4iK9fgb5m/czjYrrZlO3izMgl1artrX60QePNysCMxZt5wjyu8l1/Icf+8DyuR3GUChqJuHMdB1zVuvvk6Row4Dtu2kVJimiYDB/bnwgt/xv33P4xlORiGQVVVNZWVVaxdu5433niXe+55ECkd3nvvIwYO7Me4caeg6zplZRUEAn48Hh0hBKlUioyMDI44oj833HAbDz/8FCeccAyhUAjbbtwsxIQHepfDZYXQv8R9rvjpckh+vFsE+Fe/ACn54g9/5ttr/0jfGy+j1YiheDKCbueL1M594bYjPesuzTq+hFIidB3d7zbtLPl6JsufeZs1cxZz9JUXcuwDd2MlElutbMUeI4RA04RbDGgbwuEIF110Dp9//g0vvfQGXq+Bz+fjgQf+RMuWBTiO5Oc//xWvv/4ur7/+byZMOItp02ZSUJBHbm4Ouq5vSa8OBgOsWlXEunUb+PnPL2bjxk1MnfodI0ceRzAYaHQBFts8FD9tDknxhVoBrmbgjRMRQvD57+/jf7c+QJu+3el2+XhaHT8Eb242qXAUpFN30e66EAKhaehBP9JMUTrzB1Y++w6bZi4gAQy9/EKOffBurLiyeBsDx5E4jrNFBKWUpNIunNtv/zUXXfQLQqEgNTVh3nzzP0yceDk+nw8pJV26dOKWW35FIuH62zVNp3PnDlRVVVNWVkEsFqOmJowQsH79Jo47biglJaW8+OKbRCJRQqEQjV1tXW7zUPy0OWTFF7ZawP0mXkmoXVsWvvAahd98y6Zb/kbbIw6j64SxtDzxKHSvgZEdxElZWNEYO9kl6XKGuteLnTSx4wlK/zeH1W99zNqvZiKBtr170O/qS+l5/nglvI2MYRj4/a6gejweAgE/sVicww7ryWWXXcD7739My5YFeL0Gv/vdPfh8Xo46ahDDhh2Fz2cQCgVZtmwVBQV5HH74AEaNOp677rqfeDzBuHFjOOOMMSxYsIRf/ep3hMMRRo06gTZtWpGqrxO2QtEADmnxBVeAzXCYrmefRseTR7D2i6kseOZlCqd+y+Z5S/AGfbQfNZwWxw7G4/fSeuQw1xLexjTRvAZlM34gWlxGdMUaVr/5EalYgjjQYWBf+l1+Ad3POg1/fh7JquqGNfJUNIh4PM5JJ53AiSceQ2VlFcOGDWHQoIGkUhbl5ZVccskEzjhjDKFQiIkTr2Dp0hUIIejduwemmSSRiFNTE+aii85B0wQVFRWcf/7ZDBo0ACEEPXp0w3FsbrnllyxfvhLDMOjVqzuWZR88ld8UdSIBdLCaaebrkBffWpIVlQiPhy6njabjqONZ+8U3zH/oKcxojPWTvmLRpK8IAq0H9trJBaEZHsrmLqEat2N8y57dQQj6XX8l3U47mUBBPmY4srWDghLeRkNKSTAYQNM0UqkUfr+fYDCIlS6LqWka+fl5pFIpbNumb9/egMQ0t9YrllKSnZ2JlGBZFpomt4SVmWYqPbmn079/353WPZQxDAPbtnfb9VfTNISg0f3jDUYIhCaQ2+zfFhBMwWXzoLMGKa3pXT1KfGsRAmnbmNU1rgifOpoOI49H93lZ/9U0yleuJrZ6LQufeWmnCREL6HnmqbQYfhTBnCy6nnUqjmWh+3zYSdMVXSW4+w3HcXAcByHElv93fA9ckU3W0zzTstxWSUKI9HJbK8vVbre+dQ9FpJRUVVXj83kxDE+9wT61k5fxeAKv19u0g0wjbRs76X4fawcqBXgk9KqGVtXu86ZGie+O1IpwOILQNFLRGO1PPIbOY08iFYvTd+JlO81ESyDUqiW+3Gw3vjccASFI1VYnU8Kr+AlhGAbl5RWMGTOB//u/G7nggrOJ1ZEk5PP50DSN3/zmD7Ru3YpbbrmBRCLRpHcNvuwsqlasZtX7H3HUHbeQikS3JDRJ3EbiZsP7KzQqSnx3QW0VslQ0RioaQwhBRtvWdS7rpCzim8u2Cq26LVX8RHF70EqKi0uIxeJ1Jpt4PB5qasL8+c//4NVX3+Gmmybul4zA+gcJQmhsnDaT0kU/UjpvIasnfYq0bFofPQjh8zXdWOpBie8eIKXETu6i0LmycBV7iBACCXgzMwhk5WGEgkjAEwwSyMzDsSz3LgwOOD+z1+tF13eeraoV3ptuup2qqmp69eoONIM9IgSR9RsIr9+AGY5QtWI1miZoNeTwA+K7qsRXoWhKpET3+9C9XqQjcSwLzaOz+v1PiNeEKZk2Ax+wYep08Oh4gwG6nnUq0nHQdN0te2qmsBOJA0JA6sLNNExxzjlncPLJI7j66pua3l8u3QJMvS+eQIsly/jx5TcZ8rsbSVaHMWvCzdIjcUeU+CoUTYRmGHizM6latoqaTcUkNmxiyZMvgKZRNWc+Cdx8/yxg/YdTKPxwCj5gyZMvIqVDn59fQqhLRzJaFJB3WC+S1TU4B2BNENu2ycvLYfz403AcSCbN5im/KSBZE8axLEJtWhEvrXCbFRwgKPFVKPYzmmFgZIaIFW9m8TMv8+Or7xBbuRoJVOIK7hygGmjTpg1t27Zlzpw5AGQCg+fORwKlv7wVDfB37kjvi86h98XnktG2DWY06qapH0A4jkMsFsfjad7Sm04qRUb7thx2+YUHlPCCEl+FYv8hBN6MEPHSchY9/RJLn3+NyLoNmMBSYDPwPW7YYq0sdM3Px9u7N3PT4gswM/13MNAS6FO0ljn3/YNlz79Gr6suptf5PyPUphVmOKImeutCShzbbu5R7IQSX4ViPyCEwJefy+JnXmHeo88QW11EClgGTAWK61nPZ9voO/hHa8sGTUv/bQUcB/TaVMLce/7Oj6+8w8BrLmfAL68iWVnVZP5MKSEQ8JOdnYWu6+nXJJFI9ICbHNzyoyQlwuNB97l+d3Dbh+k+H45tuxPqTTR2Jb4KRSMjhMCfn8uip19m2m/vxHQcluNasGsbYfslwL+B9sBRQO+itXz7u7uR0mHgDb9oEgGWEpLJBC+++DqLFy9NZwLaZGRkcMMNVxMMBpDSHUM4HKk3JK0pqC0Ta2Rm4PF6iZdXEF6/kVhxCQB2Mklk/QZS8QRZnTrg8fux4nFS6THvr3OpxFehaEzSwrvw6ZeZ8es/UAW8DWzYD7tan360BiYAs26/FxAMvOFqEpVVbneW/YBtO/j9Pm644WoqK6uprq7Z8p7Hk6A2UVdKd/Lt3HPPoHXrVluqzTUJUqL7fGiGgZ1Mgqax9OW3MKMxNn0znVWffokHsIHieQt59bDhAPSfeAW+tq1p2bc37U4Yjp1MYoSCpKIxNz25EX8/lPgqFI2FEPjzXIt3xm/uoAJ4Dde3uz8pBl4FLgG+v/0eQDLwhqtJVlbvF6vNsmwCAT/33vv7dMLF1vekdKiuDmOnfayWZXHNNZdj2zbRdKLS/kYzDLyZGUQ3lbDyw8kseeZlsB02ryokBuQKaHVkXxzLQngMt1CWbSOBWU++QBzIBbJ79cCfk8Xhv7qGDqOOQzMMUrE40tpNne8GosRXoWgEan28i556iRm/vZMKKXkZKGui/VcALwOXAt/ffi9IycAbryFZ0fguiNoMt8rKqgYsKwiHI1v+32+kmxf4crOJby5j/itvseilN9nw43JCgJERoP91FxLo0IaMDq3JH9wPO7nVEneTXSQlX8zAtixKvpzBxqnfs3lZgqKLfkHXE49lwMTLaH/8MXiyMkk24Nh3hxJfhaIR8ISCLN7G4n2VphPeWirT+70ImPX7+0Bo9Lv6ElLRWBOPpIlJuxgcK8WCR59l4TMvU1y4Bg/Q45Rj6XreqWT37Y4nEEDzGthJE7MqXKf12nr0MWiGTusRQ+mfSlH8+bcUvjOFFV9Po/DraXQZdTz9r7iQzqedjFkT3qfJuWYRX0cAulvQ4sDM0VEoGo6RlUnJjNlM+80dVOK6Gkr3YXv7EilQzlYB/vb2e8jt3Z32I47D3MYv25homralnKcQAq/XQNM0bNsmlbLw+bzbleAUQmAYBqlUI5XlTAuv8OhMu+n3zHr7P4SAricMoesVPyP/iMNA17DjSax4ArYtAFTH/q10MSyhaWgeD50mjKXN6GMo/vp7Vr3yPiu+mErhF1MZ/fd76HvNZSTKK/dagJtcfC0NcuNw1ko4qjckm6mikELRKAiBABY9/jxCSr5j34QXoGXLlowZMya9eYFpmsydO5dYLNagNN0K3LC0s4FFjz1Lu+OGI4S2JfqgsagNL6usrCIrKxOfz8eaNesoKdlM584dycvLYfXqNbRr12ZLqU4pJevXbyAnJ3tLO6e9Rko0nw/h8fD1Dbcy9+336X7cYHpe+TPyjxrglpJMmHs1UVbrqjErqhGGQYdxI2gz4miKv5zBon+8wGe/uQMcSd9rL99rAW7yGu5OuojxEZXQtRIsZfoqDlakxJuZwabp37P2i28oA2bv4yZLSkqYO3cu1dXVVFdXU1VVRSKRYNy4cUyYMIGCgoIGbecH3JC0DVO/Y/3X0zCyMho1flXTNAzDw+2338Pzz79GXl4u06bN4P77H+bbb7/nnnseZNmyldxxx5/59tvvCQT8BIMBli5dwW233UMsFt8i3ntFukaG5tH5+vpbmPPW+3Q79kiG/P02CoYdQSocxYolXBHdF40RAmlZbi9HTdBxwliGPfEnMlvm89ktd7LoyRfx5+Xu1QRcszTQcISb0aPcDoqDGaHrSMdh0dMvIuMJZuCGLu0LFRUVzJw5k++++27LY/r06bz//vusW7eOE044gfz8/N1uRwLTAWlZLHrqRZxUCrEvYrcNuq5hmiZ//evDfP319C0TaWvXrufcc8/iL3+5m44d2/O//33HiBHH8f77n6DrOrqu8dlnX9G3b2/at2+3JSJij0kLr9B0vr7+Vua88wHdjxvM4H/8Ds1rYFZWN8px7rRb2yG5uZzsvt045vE/kpmfw39/eyeLnnIFWOxhycxm6l6kUBz86D4vxd/NYv2kTykDFu3HfdXU1PD1118zc+ZMxo4dS4sWLXa7zlJc67f482/Y8M136H5/o4zF7RBtceaZY7n22itwHIdEIsH5549n5MjjKC0tYfPmMvLy8jj99JPZuLGYtWvXEw5HWLz4R846ayy2be21y0Hzel3h/WVaeI8fwuB/3OZOpsX3c7U3IUhVhcnq251jnr6HzBZ5rgA/8Ty+3Jw92pQSX4ViL9G9XhY//RJJ4FugKWIK1q9fT1VVFccee+xul03g+n4TwOInn0fTtUYRJsdx++YNGXIEtu0gpUz7dB10XePRR58mGo1x2mmj6dixPZ07d+Tbb2cxe/YP5Ofn0b//YcTjid3vqA6EEOg+L1Nv+D9+qLV4H/w/N5lifwvv1kG4AtynG8c8cRdZbVvyxa138eMLr+PLzW6we0eJr0KxN0iJZngQQmDj1mxoKmbPnk1+fj5dunTZ7bIrgBQgEGiG0Wh+39q+bLXWq6Zp6LrO448/T2HhGh544E9kZ2dh2w5nnDGG6dO/Z8qULznxxGPZF2ejJxikZNZclrz9PrkFuRz5t1vQvN6mE95ahCBVHSZ7QC+OvOsGbGD+48+TLK9E8zaskpsSX4ViL/CEgmycPpPSGXNYytbiN01BcXExlZWVBIPB3S5rAkuA8h8WsuGb6Rih3a/TUIQQJBJJ4vEEfr+ff/3rWd588z3Gjj2JpUuXs3z5KlKpFMOHH8XKlauZP38Ro0efiGnuohvMbvYnNMHiJ18iBnS/eBxGdmbzFZZPC3D+Uf3pOPRw1i1dweoPJuNpwOcCKslCodgr9HSBlvjmUqpxRa4pqe2ovDss3OSLZHkFsc1l6D5voyVdJJMmw4YNJh5PEIlEaNOmNWecMZYlS5ZhmimOOmoQnTq1x+Px8OtfX0sikSQUCtbZbLMh6IEAJbPmseyDT2jZvjXtzzwJK5nAcDwEZOP4s/cICWEZRYQMul56Jhtn/MCCfz1H1/GnIzRtt5mFSnwVij1FCGzTpHLhjyRo/NoNuq7TtWvXLb5Uy7IoLCzcaTlNa9iNaxludFHloh+xTj95S8ztvmKaJkOGHIEQGpFIlHPPPROv17vlRyGZTKZ9uylGjjwOIQSRSHSv04x1r8GCx54lCfT/2ckE2rZClkdY5y9mScEq0Kmt6bP/EaCZGkM3DyQY1mh5zCDaHtWftd8vZNW7k+h71SUkKip3uYm9E18h0PYybEXzeBAed12hCTTDg+bZu2FIKZEHYJFkxU8boQnsWJyVr75NBbCgsbYrBF27dmXgwIEYhrHlNcdxGDhwID/88ANFRUW0atWKnP9v78zDo6zuPf55l9mSTDIJSSBACCQBooR9ExFaLVYFoaAsirigaCm0dbne3npvK7XPc91uN6vXq1atUooCVqyPFosKooBaN2RRXNiJELIvs77LuX+8kxAQQggkE8L5PM88MGfed+ZNZvKd3/md3/n+AgHq6+tb9Lyf4wjwjiXLGbDgJlw+D8I89b+bhrQDOF8EwWCI4FFRdYPQNkS7rRVeV0oy+15fx46179AlO4PcK76PUR8izU7m/azN3Lf6cafcpLkAWDT5V+Fw6lkcY4wTPBYEpsHKHv9LWrkf26WTf9N0vvl0O5v/9ynyLv0e7rTUZts8tUr1hGVhRFqZ5RICM/5G2IaFURfECAZb9VSKorY4uS2RnFYUBc3rRcUJuE5XCDB+/Hi++OILNm7c2DimaRoDBw5k7Nix9O/fH03TOHjwIHv27GnZpeIs7mheb8I8dU8VzeMmXF5BTTBE/2sm4+2WRayqBqF4cSm6s7tlLZDSzJPYOIrn4nCSXsTv603GmooyOIJu4ORwGiYb1eAapKP2dg426kJknz+UzD49qdy+C9s0Gn2Ej8dJi6/bn8Kef77J6h/+G62SPUXBNgw0YOcrr1HSf1SrfEdjQO6oYVyy9E+YkYhsnyI54+nRowe1tbVs2rTpiHHLsti0aRM7d+7k8ssvJz09neXLlyfoKtsfRVEwgmEOffwpKT4vqUX53+5Z58NpeJfcZKwhalVxhDcZaCgQCQM7gCQgP/54GNjd5HwVyIs/txo/PhT/vwW4aRJNO+FxxtBzqdq+i0Mfbab3pO83+3OdtPgKIVBdLrxdMlonvghQVPwet7P3Oma06ttYA9yp/mOmeBRFQT8qlSGE3ViTeDS6rgFObs05HzRNP+51WZZ1xGKHqqpOyZFMgUhOAdM0G41qjoXH42n8XB/9+e7MKJpGrLaO7YuXkZaRSreLzsM60aKdiWPK6wf2xcd64Kw+7gUGxR/vimOIfAgYihM5Pg5WsgAAGLlJREFUN3gQpeMI9iYgF6d1SDM1hcIW9LryEj5/7lW+ev5FCq+cjBk6/uLmSb+DRn2QrqOGc9U7r57sqacfIbCO6kjasEARDAYxjMO7aJKTk0hN9ROJRI8QYFVVCIcj2LZNUlISlmVhWTY1NVWNAqvrOrZtx+8r+HwevF6v80WkqqiqQigUxh3vCSU5SzjNs63S0lJ8Ph8jR45k/fr1jeO6rjN06FDy8/PZvXs3Ho+HMWPGsHLlypNbODtTZ4eKgh2LOVuKPW4nj3q0i/sRx+OkCvxAACfhHcPJ03riYwInlRDEiWxTcaJZi8Nph1j8flr8vAjfzgkfhW2YaLqGomknvM7Wf3120DfS70/htdfe5Kc/vQu/PwVd17EsC5dLZ+HCeUyfPrlRlDVNwzRNrr12AXV1dbz44mIyMgLs3r2Pn/705xw6VAYo1NfX4/F44iu5FvPn38jcuVcTjcZISUnmwQf/yO7d+3jggbsRghaVAEnOcITANk0Epy/fK4RgzZo1DBkyhFmzZgE0zqgqKyt5/fXXKS0tJTMzk6lTp5Kfn8+OHTtO/Lzxm22aHfbvtjlc/mQ++d2jVNfWMfbnN6P7vBj1x4koBY6q5eCIrAcnai0F6nGEtAfOmxaNj3XHiXhj8VtT8TXi5+s4EXQz4mtFogSK+5E/+UK+/MfbDFi3ke7jx2DUH3tNq7VlBi36xhW2wJWchO5reQ2eEIJYdbz9SSvSEQ3O+eXlFdx//y/p06c3tm2zYcO/+PnPf03XrllcdNE4gsEQXq+HN998n7Kycurr61m9ei3XXjuTQCCNX//6Lmzbpra2jp/9bBGTJ1/GtGmTCIVCdOuWjWGYWJbJb37zCPfe+3smTfp+m9j2SToewrZxJSfRf961VPziXoYDH53wrJaxf/9+9u/fT48ePRrHLMvi4MHD/Y7Ly8upqqrC4/G06DkHAVlAv3nX4gmkYrSyzjZRKIqCUVePJQSutJTmdUHBSTnswBHgLjgmFxrOL2IPTpphEI4IJ+HkeSviY9043OU0N/7vJzjpiVyclMTxpE8INI8LV7IPIxrFjESaTam2aeLI7U9mx0uvsmfdu0e8kAKgKiCONI4WgMvrYegdC3D7U7BbmUNtyPkOHlxM//59MU2T0aOH85e/LOO99z5kwoTxqKqCqqq8/PIqxowZQU5OV5Yvf4mpUyfi83kZOPBcPB435eWVBAIBCgr6MGrUUILBEKZpYVkWixY9wMaN/2LkyGG4XK6O1y5b0jYIp09YSl4uLpwA63RTUtJ8y82TqdVNxQkAU/JyT+smi/ZE0TQUaHmJnAsnpWDiqFxDmiEdJ33gwRFST3zMjv+/AmchzY4fF4jf0uLP1VB2dhyELRCW7VSmne5qh5NBT/JRsm4j7y9Zga/JeLyRBXb81oCNk34Z+KO5jkPQKS5gxWIxYrEYlmXx7rsfYpomw4YNxrIEuu5i374S3n33Q+6//2569uzO008vZfPmbYwYMZRwOIxlWY354FgsRigUJhQKo6oq0WiU884bwR13LODJJ5fw1Vcnnv5JOg9WNIo/twcpuT3I2leCB2cW214oitKiTRZunKAtKacbqXm5mJH2vMoEouBUJgQ5vPliF0602xvHcf4gUBcfy8NxwT+EEzFH4o/r8ccsnAj5BOJ7MrSp+Earahi04Cbyr5jcWB6n+7xUbv+KN2//LwrGnc+ou//NMSomXhWiaU5xciv3fwO4XC4sy+KWW27H50vCtm22bPmMKVMu5ZJLLiQajeLzeVmz5h26dMlgwoTvkJrqZ8yYkSxbtpIxY0YSbmZmZts2LpeLK66YjMvlItzcwZJOiREK023kMLoMGUjhvhK8tJ/45ubmEggEqKurO+GxLqAfEDi3PzljRhKqqOx0Htq2YjtCW8vxE/AKjtCWNhnTcHK+B5oco+GkLBruf97keDV+E0ANGDEToXTQHm6WYZDauxfp/Qoa0yTulGT05CRsICk7k9yLxhM5qhOoEQyd0hTesiwURWH69B/QvXsOlmWxd+9+li1byRNPLGbevGsRQvDKK6s5eLCUBQv+HU3T+PzzLwmHw+zf/w2ZmV1OeA3hcFimGs5SlPgWY8XtRgOKcczL24MRI0Zw4MAB9u7de8Jjz8WJfhW327ne5qoEOiqKghmOYANakveInK9A4Im6SZ2dAhfRfoYJMXAN1NGC6uEUsBAouobmcWMCVsxoNj/dppfa8AG1mkaxTXe4mSaxuvrjrga2Ftu2UVWVKVMupaioH7FYjKQkH6FQiIceepxbbrmOLVs+48svv2bixAl4PF5s22bKlMtYvPh51q59hzlzZjZunZRIjoUZizFwwVz2rnyF82ybzTjBVVtSUFCA2+1mzZo1Jzw2CTgfJ5U56MfzsE3rzBNewIrG6DZ6OEnPvUDZho/pMmJgYwlXnRbku2WjOS9riFO10I7eDoQhuT6JmOrom+LSCR8oo2LrV2T37kWgsPeR2ncUZ0WlttOE0KCysppAIBVd13n11TdITw9w//2L0DQNIQQej5vS0kMsWbKcGTOmtti4RHJ2YkWiZA0dSN6MH2AtW8lgHPPytiA7O5vhw4fj8/lYtWoVtbUn7kZcDGQCPSZfStfRwxqDnjMNKxQmb+LFJP/Hr9j30pv0XzjncENOBB7bTVJ1AlzNAFMxG/Vedbup3b6Tkg+3MnjaJLKGDCJYeui4FQ+dTnwbjEhM0+Tee39PdnYWQtjs2/cN77zzLvfd90vq6up55pm/ct11V2Hbgrq6aoQAv9/PhAnjWbr0Bd56awMTJ05ACEFtbR3RaOyYv0RFcTZY1J/m6F1yBiAEwhYU33wdu1/5J6OCIT7g1HK/2dnZDBgwoPGLX1EUFEWhW7duRKNRVq1a1aJcrw6MAVS3i+IfXu+IlWUlxvf2VFEU7FgUPSUF0zYwQxE03+EyO1uxsWmmxPPoVMvxUi8N461NzQiBFYmiA6rHgxWNNltqpt122/xfnfyrtB7N7SJ4oJRtS1aQVdSXgmmTsE7j9L5hh5sjwoJQKEw4HCEQSOXOO3/MZZdNYP/+AwSDQWbOnEZGRgAzXr5iWRbZ2ZkIIejWrSuFhX2IxWLYts2QIcXk5HQ9Ygtxwy82Go3Rq1dPiovPkTngsww7ZpLapxc1X3xNeNt2IhwuE20NvXr1YtiwYRw6dAjbdrbDRyIR1q5dy+bNm1vUOh5gJDAYyLvsYgb/5ObTntprT4Rt48kIoHs9bFn5D1Kzu5B53pAW64aiqo1iqmia4yXTILKNxyiNxyqqArY46aoGV7KXzb96mMj+g1z02G8d+4NmKrY6XeQbCoU555z+PPzwA860pIkYRqMxIpEIOTld+d3v/ptgMEg4fLgQ2jRNUlJSuO++XxIOR6itrcfn83LnnQuJRqNEIkd+kwkhiMViTJs2EVVVZfR7VuLUdRbPn8uOv69idDTKHk5NgMvKyli3bl2rz88BxgJC1yleeKPT/vwMDwpUTUXVdSwhqPtyl1MNdYIIVfN6qPhoK1Uff0b+3CtQdI26L3ZTtvETCuZeEa/DdWYvdV/upvLTz8keN4LSt96n19SL0ZJ8ja3nrXDzQq+4dCJlVQQPliNwXNhORKcTX0VRMAyDymaMjIUQVMUrLJqKaUPKoireelpVlca0w9HHNj2ntc78ks6BUVdH5uABXPjYb3n75lu52rR4jtYL8KmsNXQHrgECKFzwyAN0Gz2cWG1bLwO2PUYwRM7Y0XTt3o2dK18n76pJpBb1OaEoam439Tv3YYXCeLqkc/CNjWSOGUrp2x9wcOPHJKWnkX/dVMIHy7GjMXY8/TeqNn9B5ughVHywhdqSUpIzA+TNuMzZGGYfx6chycue5as4uGs/gy6bQHL3HGc7dzPIFSWJ5FRRFGJ19RROn8L4P/2BVI+Hq3FMsNqTHOLCq2tc8H//Q9GcGcTqOsdszIxESe9fyIBrZhABdi1+CfUERlbCsvBmZWBGYtimTdm7m9CTk0DYlLyyloKrL8eorafklbeIVlaT3CcX1aXTZ84UjLp69v39DbqPG4GnSzpGXRBFObZcKrpGrLyaHU+/QLLHTfGP5qL7vIizVXyFEOi6jqqqje1YPB4PXq+n0bbvaBcyTVMbOwhIJCdLpKKSwuk/4DuP/ZY0j4c5HLYHaGtygDlAwKVzwcMP0H/OTMIVVWdkadmxcDx9QxRdfxVZXbPYu+Y9qjdvR0vyHfccYVp4MgO4UpKo3b6Tyo+2kv3dkRxa/xFdx48kc+Qg0gYUEquqIVJajiczHduy8efnkjFsAJnnDeHLR/5KUvdsvFkZx87fCoErNYV9f3+TyrIqCi4cR/dxY5zZxgkWNzut+Hq9XqLRKMFgCE3TcLl0tm3bzscfb463vQ5TUvINWrwdUkNLlG++OXDG58ckiSNSUUnhjCmMf/x3pOo6s4G+nLYdqcckn3jEqypc8MiD9J8z0+kf1sk+x1Ykgj8vlwE3zCYUjrDz2ZWoLv24IieEQPV6SOnTg51/eQlXmp/UonwiZVW4MwIIy6Lyw20oHheKrsctaiN4stLZ+cyL9PvhVeTfMJWvn3oBKxo7pleD6vUQKS1n53Ov4Ha7GfjjeS1uDtEpxdfj8VBZWcX11y9g06YtpKQks3jxMp544llefPEV/vCHx9i2bTu33fZfVFfXoOsafn8KK1a8zMMPP4nX6zlj261IEk+kvJK+0ycz/smHSPE6KYjrgKLT/Dr9cKLdOUCqrnPBo7+h6JrpnVJ4ASe9U1tH/+tnkZ6czJ7V66n412bcaf7jb66wBZ4u6YS/OUTX74xCQSFnwvnsWbGKTYv+iJ7sI3BuIZrXjerSCe0uIXywAqOmnk/vfoiKj7aRPW4Eikv/dlCmqujJPva+sJrSklIKvjuWnLGjiNW1rLdep1tw83g87Ny5mwcf/CPbtn2B2+0iFApTXV3DXXfdRmFhPjNm3MjYsaNJTw/wxhvruOmma6iurmH9+veYNWsamqYjRHs3A5d0JsLllRReORkFwcePPIn+4SZ64zgavsNh+4DWkA9cgNMRRwPShg5i6Pwb6Dd7OuGKyvbb5ZUAbMPAl5XJBb/9NasX/oyNC+9h7P/dQ8bIgRhVtd+aYpjhCFnjhpMxohhPlwCx6lqyx43Am51BrC5IxuAibNMkOa8nrrQUzvnZPNxpfgpvnknVli9QFIVAcT+EcaQXsqKquNJS+PqJ5Xz00LPk5PVk1N13YkVbrhudTnwty0LXNe64YyHp6WnU1NTjdru49db5uFwu9uzZh2ka9OiRw8SJE3j99XXcdNMcPv10KwDjx49pcS2lRNIckYpK+ky+lJ4XjWPny6+x7bFn0LZ+Tm9gJ46J1rs4etFQmxPVNMyjfHrTcfR0FI5DWT6O6KYX9eXcH82lYMpE3Gl+IhWV7fSTJRYzGKL/nBkoisJrP7yDDQt+xdhHF9Fl5CBiVTVHpiGEwOVPwR1Ibez7ZhsGaecWOJs3ogaa24XmdTo6Bwb0daoUbJsuI4pBONubjxReBVdaCjv+tIIPfvMUWb1zufz5pwgUFX779Zuh04mvYRj06tUTt9sdr8ulccGttraWe+55kFGjhlFU1Be/38+KFS+zbdt23n77Xc4/fxTp6QGqq2sS/WNIOgmx2noUXaNozkzyp05k199XsfXPS3F/soVzLItBOLm/LTi+EJmlpXTdtInxOKKcjLNZwsaxlEXTSCk+h+K5sym4YhJuvx8jGCJWU9e2ieUORqSikn7XTEdRFFbdcjsbFt7D2IcX0WX0QGLVR5bWCcv61mKZFTkqQrXjG62abNw4VhmbI7x+vn6yQXh7cfnzTxLof3LCCwkSX0U4Zh8u6/TPkJw6XxO7ST2e2+2mrKyce+/9PUVFfbn99gWEQmFycrIZM2YkS5asoLq6hqlTJxE8A42mJR0Yxfnjj1bXoKgqRdfNIvd74wlVVhMuOcDWx/6MomlkvLWBcCyGWlaGUlZGLo73t1fTyLpoHLYQDLhxDsl9euFL85OS25NodQ3RmtrG1zmrEBCpqKLv7CtBwKr5d7BhwSLGPnYPmWOGYtYFTyoFcKLXUjQVzetG83n56vFljvDm9mDysqdI61dArPrkhBcSIL66DVU+WFoA3+sN37ecVkltQTAYxLZtDMPg1lv/E4CZM6eyfv279OmTR9euWUyadDGXXDKDefPm0K9fgdwwIWkzhG0TKa/E5U8hPT1AemEfen5vPIqmsX/tO8TCUUpeX8OHTy9l6Ozp5E25FN2lk3vRdxDCbuzBZpsWkfKKM9On4XQihLO4OftKUOG1m29n/fxF9JlyEb2vvpzUvnlYkdipibCi4PInYRsm5R9sZefTL7Bnw8dk9e51SsILCRBfVUDYBV9lQGEA9DZYHBBCYFkWU6dOol+/Ampr6xg2bDC2bbF27XosyyIjI50uXdLJy8vlnnv+gyFDirEsS5aZSdoWRcE2TGzjyAL87hech69LJkZ1FbGnl5I1dCDnzJpOqKKMaM0x0mBnu/A2IVJRSd+rrwRb8Oat/8nW515l17J/kD97MnkzJ+Iv6Imiahj1oWa9FhoRoHrd6F4PtmFStvETdq1YxZ7VG7CAbn0LuOwvj56S8EKC0g5qvOWruw3SDkCjp8OUKROJxWIYhsGddy48ou9VMBhqdCqbO3c2kUj0CJ8HiaQ9MeqDqC4XZijs9IAMR4jW1ZzRhjjtSaS8kvxpk8gaNphtf17K9udf5NMlL7Prb/8kf+ZEMoadS8bwYrxdAtiGgTjaOCfeHkhRVVS3m5rPvqZudwklL73O/nUfEAF6Fhcx4IbZ9J06EVeq/5SEFzrhgltTgsHDH9yamm/7nzYIbXPeDRKJ5MzACIVJzu3OBQ8s4ty5V/PZX1/gs2ee59NnVyKeXUn3wl64MtPJHFREz8kXYoYjjec6gRnsePoFYrX1VG/5gvK6EB4gu1cug++YT8Hll+DLyiRWH8QMhk559tGpxVcikZxdWPEZrD8vlzF3/4yiq65gx8pXUFSVbY8vpvrrvZS99ylbn1iGwuFGxUb8fB2nDVzuiKEMnXQxmkun/+zpeANpGOGIs4FFUU5L2keKr0Qi6VwoSrxrR5jUXj0Z9Ys7QYF+s6aBolDy1gZ2rl4LoTB7176DLy2N/HHnISyLgT+6kaTu3fAGUknpnoNlxIjV1hNtcIY7jbNjKb4SiaTTYsViWPHNJ0nZWaAo9J99JcW3XE/d3n082380GQP6cfnKxRjBEFY0irAFwrIIlR5q04VNKb4SieSsoKGZpRUF27QafY5t06nDNkLhb7cbakM6pbGORCKRdHSk+EokHQhFOL4Niiw37/TItINE0oGwVAirYMqw6PSgKN8q5+0odpvyLZZIOgg+Az7PhD/nw+Zuzn3JqSEsC9s0G2/CbMEOt3ZCRr4SSQdBAQwNQjpEtbPPK+d0oigKiqay9fEl1JQcQMOp53UnJzH4JzejN9N+qL2Q4iuRdCAUgeMt0DFmxmcsQgiEaVF07SyEaNrWR0FzuxFWy1r9tCVSfCUSSadF87i/VTImWthjra2R4iuRSDotQojjLrApApIAj5mYzktywU0ikZx1qAIiLljeF9bkg8tu/xy7jHwlEslZhyogpsLHuWB2TUyOXUa+EonkrEQBMMBrnujItkGKr0QikSQAKb4SiUSSAKT4SiQSSQKQ4iuRSCQJQIqvRCKRJAApvhKJRJIApPhKJBJJApDiK5FIJAlAiq9E0gEQQuDW3XjdXhDgdXvwuNyON4GkUyLFVyJJMEII/Ekp7D60h8Wrl4Eflr75N77Y/zWpSX4pwJ2UxHk7CHDpLtJS0uSHS3JW49bd7C3bz+x7b+GTLVsgFTZt3cLV997Mc3f9icIefYgasURfZqfC6/JSG6pN6DUkTnxdsO/Qfp5f+zeCkWDCLkMiSSiKgtfl4fcvPeYIrx/H3zAFtm3fzuwHb+HfZ/wE0zSPMgWXnAq67qKithJsUJXEJADaXXwVRcGyLTDg/Y0fcfW6m2W/FMnZjcAR3VSONJb1w9bPP+f6OxfIv5G2QAEsCEXCKEr7/4LbXXyjRoxu6dncOffHzoD8UEnOcty6i2fffJ6SvQcgGUeAFSAE2d0zufGGOViWhUiI5Xcnx4DcnO5EjVi7pz+V3bs3tesrCiHQNZ1Acmp7vqxE0mHxur1s+OxfXP3f8zhQUgpuwICsrpksuesxLhw8jmgsSmL6LXRyFDBMk5pgbbtHv+0uvhKJ5EiEEKT70/noq0+4/dFfEAyH8Ho8/M/8exh7zmgq66tQ5BSx0yHFVyLpAAgh8Lm9xCwD27ZRVAWP7iYcjSQkHylpe2Sdr0TSAVAUhYgRBUBTNVQUIrGoFN5OjOzhJpF0IOwO0tZc0vbIyFcikUgSgBRfiUQiSQBSfCUSiSQBSPGVSCSSBCDFVyKRSBKAFF+JRCJJAFJ8JRKJJAH8P9bvji+m3IuuAAAAAElFTkSuQmCC)
VL1 = 0V / I = 0A
VL1 = 11,7V / I = 487,5mA
VL1 = 10V / I = 417mA
VL1 = 12V / I = 500mA
VL1 = 11,3V / I = 470,8mA
Considerando o circuito abaixo, qual será o valor da tensão no resistor (VR1) e da corrente do circuito (I). Considere uma fonte de 10V, três diodos de silício e uma resistência 1k ohms.
![](data:image/png;base64,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)
VR1 = 10V / I = 10mA
VR1 = 8,6V / I = 8,6mA
VR1 = 7,9V / I = 7,9mA
VR1 = 0V / I = 0A
VR1 = 9,3V / I = 9,3mA
Para o circuito abaixo, qual será o valor da tensão de pico do sinal que é medido pelo canal A e da tensão média do sinal medido pelo canal B. Considere 12VAC RMS para a FONTE.
![](data:image/png;base64,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)
Vp (canal A) = 16,27V / Vavg (canal B) = 5,18V
Vp (canal A) = 16,97V / Vavg (canal B) = 10,35V
Vp (canal A) = 12V / Vavg (canal B) = 10,35V
Vp (canal A) = 33,94V / Vavg (canal B) = 20,7V
Vp (canal A) = 16,97V / Vavg (canal B) = 5,18V
Para o circuito abaixo, qual será o valor da tensão da tensão reversa no diodo D1 e da tensão de pico medida pelo canal B do osciloscópio. Considere 12VAC RMS para a FONTE1 e 12VAC para a FONTE2.
![](data:image/png;base64,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)
VD1 = 11,3V / PD1 = 5,32W
VD1 = 0,3V / PD1 = 141,25mW
VD1 = 0V / PD1 = 0A
VD1 = 0,7V / PD1 = 5,32W
VD1 = 0,7V / PD1 = 329,58mW
De acordo com os estudos realizados sobre os retificadores monofásicos sem filtro capacitivo, marque a alternativa INCORRETA.
Videoaula suporte de referência: 3 Principais tipos de retificadores monofásicos
https://www.youtube.com/watch?v=m5MhP1h2p6w
A tensão reversa nos diodos de um retificador em ponte será igual ao valor de pico da tensão de entrada, porém nos retificadores de onda completa do tipo Center Tap, a tensão reversa em cada diodo será aproximadamente duas vezes o valor da tensão de pico na carga, sendo o valor da tensão de pico das extremidades do secundário do transformador.
O retificador de onda completa em ponte utiliza quatro diodos e não necessita de um transformador com secundário com derivação central.
Os retificadores de onda completa em ponte são os mais utilizados na prática, sendo compostos por 2 diodos, e produzindo uma queda de tensão de 0,7V em cada ciclo de retificação do sinal de entrada.
O retificador de meia onda possui apenas 1 diodo e produz um sinal médio de saída menor se comparado ao retificador de onda completa.
Em circuitos de potência podemos desprezar as quedas de tensão nos diodos dos retificadores, pois trabalhamos com níveis de tensão altos, muitas vezes maiores que os 0,7V.
Para o circuito abaixo, qual será o valor da tensão de pico do sinal que é medido pelo canal A e da tensão média do sinal medido pelo canal B. Considere 12VAC RMS para a FONTE1 e 12VAC para a FONTE2.
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)
Vp (canal A) = 12V / Vavg (canal B) = 10,35V
Vp (canal A) = 16,27V / Vavg (canal B) = 5,18V
Vp (canal A) = 16,97V / Vavg (canal B) = 10,35V
Vp (canal A) = 33,94V / Vavg (canal B) = 20,7V
Vp (canal A) = 16,97V / Vavg (canal B) = 5,18V
Para o circuito apresentado abaixo, informe qual será a condição de funcionamento, considerando a fonte BAT1 de 10V e a fonte BAT2 de 12V.
![](data:image/png;base64,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)
O diodo D1 estará polarizado diretamente, porém não haverá corrente no circuito pois a tensão no motor será menor que sua tensão nominal.
O diodo D1 estará polarizado diretamente, e o motor estará ligado com uma tensão em seus terminais de aproximadamente 1,3V.
O diodo D1 estará polarizado reversamente, se comportando como uma chave aberta, e o motor estará ligado, tendo uma tensão de aproximadamente 1,3V.
O diodo D1 estará polarizado reversamente, se comportando como uma chave aberta, e o motor estará desligado, não havendo corrente no circuito.
O diodo D1 estará polarizado diretamente, se comportando como uma chave fechada, porém o motor estará desligado, não havendo corrente no circuito, pois uma tensão de aproximadamente 1,3V não será suficiente para acioná-lo.
Para o circuito abaixo, qual será o valor da tensão na carga (VL1) e da corrente do circuito (I). Considere o diodo de silício e a resistência da lâmpada de 24 ohms.
![](data:image/png;base64,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)
VL1 = 0V / I = 0A
VL1 = 11,7V / I = 487,5mA
VL1 = 10V / I = 417mA
VL1 = 12V / I = 500mA
VL1 = 11,3V / I = 470,8mA
Considerando o circuito abaixo, qual será o valor da tensão no resistor (VR1) e da corrente do circuito (I). Considere uma fonte de 10V, três diodos de silício e uma resistência 1k ohms.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmQAAAE7CAYAAABzIZ0DAAAgAElEQVR4nOydd5xU1fn/3+eW6bMVdhcWWGCXjjQFREVRVMAWu7HERI2JJRoT04wpv0SNMRo11iTWqNGvLbG3YK90kV4WWNjC9jKzU2/5/XF2RWV32V1ABM779ZrX1rn3zjxz7/nc53nO54hNmz51USgUCoVCoVDsMbQ9fQAKhUKhUCgU+ztKkCkUCoVCoVDsYZQgUygUCoVCodjDKEGmUCgUCoVCsYdRgkyhUCgUCoViD6MEmUKhUCgUCsUeRgkyhUKhUCgUij2MEmQKhUKhUCgUexglyBQKhUKhUCj2MEqQKRQKhUKhUOxhlCBTKBQKhUKh2MMoQaZQKBQKhUKxh1GCTKFQKBQKhWIPowSZQqFQKBQKxR5GCTKFQqFQKBSKPYwSZAqFQqFQKBR7GCXIFAqFQqFQKPYwSpApFAqFQqFQ7GGUIFMoFAqFQqHYwyhBplAoFAqFQrGHUYJMoVAoFAqFYg+jBJlCoVAoFArFHkYJMoVCoVAoFIo9jBJkCoVCoVAoFHsYJcgUCoVCoVAo9jBKkCkUCoVCoVDsYZQgUygUCoVCodjDKEGmUCgUCoVCsYdRgkyhUCgUCoViD2Ps6QNQKPY6XBfNNDH8PtwO/iwAO53GjidAiK/76PZvXBcjEEAz9E5jk47FcS1LxWZvxnXR/T500+w0zlY8gZNOqzgr9hqUIFModoQQUoR5TDzhEJppEtlcQeW8hR2mmB0gY0AhfcaPwU2nSccTWLE4Qghct6PhQ9ErhEAArutihoIYXi9C19g6bzGxhoYOY+MCBVMPJJCfh2NZJJtbcG378xgrvpm0nztGIIDp9yJMk9rFnxGp2trpOZg/4QCChf1w0mlSLdFt4kzFWfENRQkyhaIj2rJgQtcRmobu9dC0fgOLnngWj99P9fzFrH7j7Q5PIAvoP6yY4WedTDweZ9D0aQyceQRWLA6ug+M4OKn01/2K9il0jwehaSAEht/H+mdeoHrFarwek+X/fJTG+nr0Dp7nAAecdQoZQ4twLYuxF5+Pr08uTtrCdRwcy1LZs28QmsdE0zQQGkbAT9lrcyn/ZCE+n581jz/D1o1lHZ6DNjDquGPoO/EA0okEo75zFhmDB2EnU7iOg2tbOGkVZ8U3C7Fp06fqdkGh+AJCCLzZWSQam6j7bAULrrsFzTBordzKlk2bAfADGX2ycRxnu+drmkasrpEIMiPTNxSk74QDSKZSjDnvTIYcfyy+Pjmko1EpzNSg0C1c18Xw+zA8HmJ19ax+5ElK33gbn2lS+eE8mpBNsZmGjicrA/crsREAQtBU30QK0IGiMSMxMsJ4/H4m/+EXZA0uwgyHSDY1f+2vTyFxXRfd48EMBkjUN1D635dZ+dRz+DweahZ+Sl0igQAyAH8X52BzXSMJZNwHlgzBn9cX4Toc9Ltf0GfMSLxZGSQam1XGTPGNQQkyhaINIQRGMACOw5Y332PFQ0+w6a33SFkWaSAIDDjmUNK2Te7YYQw550TsRHK77RgBHzXvL6Ts5XfxeEzq5i2ltrEFE/ACfUaUMP7qyxk041AC/QpINjZtJx4UX0AIhKbhz82hcc06yt79kE9vvJ2W6lqSyGxIv6L+ZI4qJp1KU3LeSWSMKsFJfjk2AkDXWffPJ2mtrEHYNpvfmU8K8ACmx8OIM05ixBknM+Cow7DiCaxEUg3YXxdCIITAl5NFZEsFW975kE9vvouGDZtIIDPPeX2zyT1wLKlUmiEnH03u1PGyV/Mr6D4vG/71XxrXbMTQNLbM/YgYbXE2DIpnz2TU+WcycObhuA5YsZhqJ1DscZQgUyhcF93rRfeYbHr9LVY/+yKl/3kJC1nTz580msJvzcSTEaLwuBm4to1r2dipFG3D/Hbb00wDzTTQfV5qP/mUpnVlNC9ewaYX3sIB0sDQ6QdTfPyxjPru2SDoUNzt7whNQ/OY2Ikky//xMBte/h+bP1uBBxmbkvNPwT+4P3mTDyBjVDFOMoWdSsu+sO1iIy91uteLMHRc22bLc3Oxkyk2Pvo8TZsqSAMBoPic0xlz3hkUTJmElUrhJFMqk7k7EQLd48F1XVY9+BjrX/4fmz5egInMZA45bRbhA4aTM6qY3IPGYieSOKk0jmV3EheZZROGbDkof+ltUtEY5c++Ts2ytdiACZSccRIjT/8Wg2Yejp1KYyeTKs6KPYYSZIr9Gtd18WaGaS4t450fX0PNks9oiicIA5nDBzPiiu+QM2EU/n59sBMprGispztA9/swgn5SjS20bNjC2jseoX7pappa4wSB7GFDmfaHXzHkxFkk6ht3x8vcKxFC4M3JYsU/H2HR3Q/QtGETKSA7N4u+U8cz7AdnEiwqxAwGSEdbey6aBJjhEJqhE6uoofq9Bax/9Dma128mAWRnZ9L/kKkceceNmOEQVmtMDda7CV9uNqXPvsgn199K4/oNxIDscJDciaMZccV5hAYPwJMVxmqNYcd7LprMUBDNaxKvrKVu8QrW3fs4TWs3EQWygwHyDpzAUXfcSHBgIamWCELFWbEHUIJMsV/jyQgTKdvCq9+5lMrlqxDAgOkHUThzGgNPOQYcRzZ772yvl+siDOPzzFnNBwvZ8sp7bH7+TZJARmYGs+7/GwNnHUWyQYkyhMCXncXKBx/j7auuJQkEdY2BZ8yh6OSjyRw7DNe2cZLpXVLu1bwehBA4lsWmx1+icu5HVH22BoBhRx7GMQ/eiREMKFG2G/DlZLPhhVf53w9/SrQ1hg8YeOoxDDpuBn2nTcCxLJxUGrfTbFg3cV0ZZ03Oy9z8zOtUvPkxFR8vwQEGTRrP7EfuJtivgFRLtMPkt0KxO1GCTLF/4rp4MjJo2VTGa+dcTPmaUvoVD2T4lefT96CxeHKzSTVHdk//kBAYAR+4UDdvKZuefIXSuR8Rzsxg9v1/Y9Cso0jsx6JMaBre7ExWPvg4b139G9KWzcizj2fAcTPInTIOOxaX5eLdERpNw5OTSeumCmoXLmPVn/9JQ1OEEUccytEP3okZDipRtqtoE90bX3iN1y/5KbFoKyVzDqfojNn0mTIO13Gw4ondEmeEwJOVQbKmntqFy1hz68NUb6li0AGjmfP4Pwj0l6JMZcoUXydKkCn2P1wXT2ZbZuy8SylfsZq8gf2Yes/vyRg1lFRTBDudJugE8OLp4bYhokexhI3Y0S22EHgyw6Rboiz+1S1seOsTMgIBjn34LopmzyRR37D/DfxfyIy9ddW1pIHR557I2Gt+CEKQjrTi4mK6JiE70OMsRkIkiWuJrmPTlkkxM0LUfriY+VfdQFNjCyOOOpxjHrwDI+BXomwX4MvNZuPzr/LGhVfQmkpTMvtwJtxwFUbAT6olius6GK5O2A71OM4pUrTq8R3H2TQxs0I0LVvHvEt/T+3WOgZPHMfsR+8l0C+fdEtExVnxtaEEmWL/wuVzMfbKuT+kYuUa8ooHMfWO3xAcXIgVaQXA7/h4Pfd9lmav6dlgYMM5FSdQkOxDWrO6dTy634OTtlj887+w4Z35hNvKl0X7WaZM9oxls/KBx3jrJ9diuS6jzj6eMb++BCeZxrHk++lxPJT6N/Ncv7l0aDbWGQ5Mqx/P9MbJxPXtZ+Z1hJkZpn7+Z8z/yY00NTQxfPo0jvnX3ZghlSnrNW0zKTc+vy0zVnzsYUy88WoQ4CTTsr/PMaj21PHvAS/1LM4uHNA4nDn104lr3ZsoY4ZDtKzbyLwrb6BucyVF48cy+7G/E+hXQDqiRJni60EJMsV+g2zgz6BlYxmvnXsJ5avXkj9kAFPu+A3BIQOxItHPL7zZdiY/HX4jLz/4DqxD+lXsiCjwfXhkwF+YUDmKmB7v7oGh+704aZvF1/yVDXM/IhwOMeuBO2SmbD8QZUITeLPbxNjPfkfashh97kmMueYHOMmUNPFsI2yHeKPofX6y9EZ4Egh3Ywdx4ED43pmn8OvVl9BgdtNnzHXxZGdQ98lS5l95PU0tUYYfOZ1jHvibEmW9pD0z9voPf0pra4yS445g4g1XAQInsa1hP2D7WdpvNd+p/DncB4S6sfEkUAKzv384f1vzaxr1lu4dlOtiZoZpWb2B+VdcR01FNYPHj2H2o/8g2L+AZEQ1+it2P8qpX7F/4Lp4QkEiZVt47buXU756LXmDC5ly528JDRlAuqX1SwOrK1wCjg+WA58inWB3RBNwPOhFGm5PGl+EwI4n0XxeJv3pp2DbbHh7Hq9fdAWzH7yTgcfMINHYvE8PCJ7MDFY9+BhvX/VrLGD0OScw5pcX4yRS261H6OJi6AZsAT4GsruxgwgQAh9eXNGz2KSaIuQePIEpd/6WeT+5kbVvvw8X/ZhjH7wD3eeTVgmKHeK6ruwZe/5V3vj+VcQSCUpmTWfidT8GV0jfuK/EWTc02IqMc1Y3dhIHEhBwfD2Oc7olSsbIoUy563fMu+I6ypau4LXvXc7sR+/F3zdXiW/FbqejZcAUin0O3eclXt/Iq2ddROXyVeSXFDH1rt8THDKAdFczqnxIY6ruPILIW5ze5JyFwEmm0DwGB978C4bOnEYs0sprF/+Eqg/n483M2D3NzXsa18WbncX6J5/jzZ/9DhsY+e3jZJky1Vam7GgQdJFGUkG6H5vuZDk7Id3YQu6UcUy99Vdk98lm/dvv878LfoTr2Ai9J/W0/RTXxZuVSfnb7/P6pT8jnkhQMns6E2/8KWgaTqoTyxIXeU51N84B5DnbS9LNETJGDGbqnb+l7+BCtixeymtnXUSqJYLu7WE/qULRQ5QgU+z7CDl7rvyt96heW4ofmHTDTwgVD8BqiXb/rtdFLobotj3stscuFEp2PAmGwaQbf0r2oH40NzVT+t+XsFNphL7vna7CMEhFIqz7z0vE0hb9p47ngN9fsV2Zslu0x6b9e6vt6y45UEg3Reh7yCTG/fqH6EDFux9Rs+BTNFMVGnaE0HWcZJL1z75ISyRKn5JBTPzTT+WNSE8NkR22xXWXx1mQbo6SOWook/5wJR5g6/JVVLz3EcJQwluxe9n3rvAKxVcQQuDaDktuvgsH6H/MoYSGDpQmr90VYw7ybAkjG4wF0BcoQGZqduGA4CSS6H4fg04+hgCw7P7HaNmwaZ+8Q/eEQ2z9cD5rX3uTDJ+XgScfjWs7OCmr+5Mp2oVyexbMQS50WNj2u10pyqKt5EwaS8HE0bS6Lkv/9nfMQGAX7WDfRff7aVi1lhWPPU0QGHTKMQiP2XMzX5ttmTAH2VdWiDwvd9WNkRBY0RjhEUMoPGIyFrDklrtB0/bptgHFnkcJMsU+jeu6+HJyWPnQv2moqsbj8zDozDkYoQCu1c2R2kFe8Ee3PUYAQ4EhwECghG6XKoWhf55REZr2uUnldrtMWww67Vj8OZltA8JdaKbZvePdSxC6Trq1lSW33iMXBR9cSP85h2PH4j0TYwYyBmOBMci4lAD9gJFIcdaNUGse8/N4CF3vUCg4yRSBwnwGnnQUpmmwZckyNjz/Kr6cbLXmZWcIgRBS1DhAKD+XgaccI8VYd3GRn4khdBznEchewu7E2TQ+LzN3Gue0hSc7k0FnzMH0eqjdtIU1/3pSxVmxW1GCTLFPo3s8RCuqKH3xdWKJBAOOmELeIZO67hv7Ki7QH9kw/BlyJlcOsuF/KTJjlsUOBwOh66RbosTKt6J5PLhtqwBoHnO7i7yTSuPrm8OwH5xFGtj83kfULv4Mw7cTDTLfMHSPh4p3PqRqwRJcYPjl5yF0rWfO+w6Qi8yErQDKkVnLCmAJUA/ks+PYaBqxiq2kW6Lofh9OIoHWtg7il/9RkGxsZsC3ZtKnpIhIUzPrn32BZFOzKl12guHzUj1/MVs++AQLGHbJ2XiyMnpWknaATKToWg2UIuNcj4xzFTLOO0DoGvGtdSQbmmSck0mErm1fjhSCVFML+TOm0H/KOGKxGOuff5XW6hp5vioUuwElyBT7NGYwQPlb77Lxk4VkhYMUnT4b17J6fpfrARqAFuRsygRy5l4MKdA8dJkhE5qGa1lsePg/NC5bR2tZBUt+dQuf/vo2oqVb0H3bd5zbySQFR06lYFQx9XUNrPrX4xjBfac8pnlMPrvnIaKOw4BDJ5EzaZRcoqonuMgyZSvQCNQhY9OCjEsrsqTc1XEYBpF1Zaz7x5PY8STlL7zF/J/9hfX3P4Nr29uLMsdBMwyGnnsiAWD1c69Qv2wl+j4klnclRsDPygcfo7G5hX4HDCdv+kHYPe0bc5HnWAJ5HtYjz732OEfYYZyFoROvrGHtvY+TbopQ/e58Flx9E6v/9ghWa2x7Uea6uI7L4LOOJ8Pvo/S9j6h8/xMMVaJW7CaUIFPss2gek8jmchb/5W5MIHfcCPpMm4DV08EA5GBfBByALFMayJLJIKQlRoQuM26aaRDZsAUrGidz1FBW3/4wZjhI1rjhbHnhTdLR2Haz9ZxEivDQQfSbMQWfabD2xdfZ8sbbmOHuGDJ9s/FmZrD60ScpX/IZAb+PAcfPwJeX23NBJpCxCQHjkKUsHRmj/sisSTNdZ0MF1C9eQeaIocSr6yh94Gn6H30Iidp6qt9f2OEsSjudpt/Rh5BVPAiABTfcihWLd1qC3l/xhMNsfPF11r/xDn6PSf+Z0wgOLuxZuRLkSNWCFF3j2h4mMsb9kfHegbWcZhg0Ll1NoH8+rm2z5o5HyDtkItg2W9/4SLr6f6V8aceT9J1+IDljhmEAi276G7GqapUNVewW1NVDsc8im/ltIpu3oAHDrzgP13Z6nh3TkCWwrW0/VwHrkeWTfm1/i9Clm7jruhhBP45ts+7eJ0jUNDD2N5fR7+hppJsjWJFWhPYV1SAEyaZmhpx/Mhm52USbWkhFomj7gM2CZpok6htojcXoO7qYwhOPJNnQ3HOfJx05EG9ENnxHgVXIEteQtp+r6NrpXQi8WWEi68tYdetD5M+YyohLvk146EDi5Vs7fIqbtjAyQgy/9GxsILK5XIo+1fT9JTRTJ9XcQrQlQma/PAafexKp3sRZQ2bENgBpZPvA6ravQ5BZsgq6Ft5tS6bFq2pYcfMDZI4qZtRV3yXrgOHEq2pwbLuD5zgIIRj+o3MRQLRsiyypqzgrdgNKkCn2adKxGMI0MTye3vtFibZHJbJPqQopAlYge8rq2OHSLq7jEi4uIvfAsTi2w/DLziGyvoxl192DLy8XX16uFIsd7V4IjKAfDbASiY4Hjr0JIXDSaZx0Gl3IktZO0S7KViGFciuyx+hTYBM77BUUuk7fww5EDwXIGl3CwFOPYe29T1D5yntkjR/Z+fNdF81jopsGGDpWLK4G6q/gWDZ2MoUGGEH/zr09GlJgrwHWtn2/CdnHWcq2xv9OcAXkTBmHP78PgcJ8hp5/MpueeImNj71I5phhctJMJzdrmmGge0yEaco4KxS7ASXIFPsmQqAZBvP/eAstySTDLz6DrFElPe9d+SI6skyitz0c5J15IbKpvxOdJIQgWd9EzXsL0L0eDrzlF3I2YSJJ3mEHSasH3A6b2V3bwfB7GfWzizCA+X+8mVjl1r16xqXh81G7ZBmLb/8nYa+HkVd9VzZ478zsNQ0ZG4NtV7UkcoblADqOTZsdSrR0M7UffUr/2dOZcNPPCPTPR+gag887iczRJZ02n6ejMfJnTGXo8TOo3lLBklvuxhMO9v417GPoHpOWsi0suP6veIHRV1+IMIyeTdr4Khoyxu1x1pBx9iFbCjr6CAkBrktscxU17y8kd8o4Dvzrr8gYMRTXthl05hxyJ4+TvaUdYMUTZI8fyfDzT6YpEmXB9X/F8HiU+FbsclQhXLFv4rpopkG6JYLtuhh+n5wdFd2JQb/deLQ9Y9b+fQtywO/k9kboOummFkoffIZ4dT1Ny9YQGjaYcMkgsieOpvajJeTPmIo3JwPH6kA5aBpmOIgDpJpapEHsbhoLvKYXrW2gsR2HlNXDXp/u0NZnlYrF8Bg6ZsYuEDHtXmRfjU0CmT3rJDaax6R+0QrWP/A0gQEFNCxcTnBQf3InjaGldDN1Hy4h/4jJnZSz5Bqkmmlg2Q7p1hh6e5ZlDw/WLi66puM1tnnXpaw0lmPJXqmvAyEQmpytCGCGgzufAmg3ZYZtcQZZxmyk0/NC85g0r9rA2rsfxcwI07h0FcGiQjJHFROrqKHmgwUUHDXtc/H25X266F4Pus+D5bqkI9Eus2kKRW9RgkyxTyJ0nURdA+lUGo/PixEKymV4eouLvAtvn+nlIPvHDGQJM06ng4FjWYSHFTH6Fxez5YU30XxemlespfqdecRq6skeOZTCOYd3en13HQfNNPBlhHAdl9jWWjzZ3VnYrycvzyXoDbKpZjPJZBJcCIdC9M/pR2uidZcaYrqOQ6y6BgBvXk7Hg2CPNojMWIaRwjiGNO3NRJaTOxuoXRdclwEnHYUR8NH42RrseIKqNz+m7JnXSFTXM+wHZ4GuQSdl4na/KtM0SEVbSTY1I3R957JAuwBTN3Fdl7XlpfK1OzCoYAAew0PKSn1toiy2tQZX1/AGw3IWo7OTcdaQprAuMs5ZSNuTJqC2s+e5OJZNwcxp6F6T2o+W4KQtat5fyJYX3iK+tY6iM2ahmUbHN0TIc9jMCOHxekgnkyQaGmW2b29vH1B8o1CCTLFP4s3KYOENt7Fp8VKGHDqJQacdK73HekO7B9JQ5BmTQt6Re9hmGrsGmSnrAKFr1C9YRnRDOX2mjCNQmI+/MB/N0ElU16H7fWh+L24ng4EdT5I9bgTDzj+ZRXc9xvzrb2HOUw/JGYm76C49J5TN+ys+5uKbr6K2pQ5cGF5YwsPX3EVJv2KaY827ZBAXuo4dj/PJ7/9MGhj54+8S6JdPOtLL2LTbIQxlm1t7FDnzNQkMQ/YXbe7oWDSsaIya9xbiOg79jj6EwMACfH1zsGIJkvVN+PNzu/TLsqIxSi46jeq5H7HyxdcYctzRDPv2qSSbdjDlbzdi6DpBX4DfPXoj9z77oLQFScJ3jj+Lmy/6I7guaXsnbk66gxAIXWf+H24mkkxy0BXnkjmqmFRzpHfbaxfdQ5Ei7KtxHtL2900dPFcTuCmL6rc+wWqNUzDzYAKF/fAVyFm9iZoGvH2y5fnXyfmUjrRSdObxVP7vI0o/XsCqR55k4k8uJdHQ2LvXo1B0gBJkim8MAkHA598+G+OCrYHVg3KHJxRC6BqO66JpGpqxE7WSdmPYOmRj/wBkBmYRch29A5CCreMJeYDAk52BFU/QtGwtjUtWkY624s3NIjCwH6HBhVKU6TpuRwOC6yJMAyPglxUb18UTDrWVbHYsyATg6ay/DYHX9PLusg+58MYrqGmok5lAAStL13D2DT/g8V//k9GDRpBMd9B/58pm6VQ350sIXce17c9XSdAMY+fKrzYyQ6IjDUKDwCikQK4CipGx6mCgdl3QvB6McJCW1aXEK6qpfmcebtomMLCAwIB8hKHhz8vt8m3WDAM0IT9rHhNPONTtbKzugmGzy0rQmtAAwR8e+wt3PnGfFGMWoMFD/3kcXRj8+YLf4vf6cdyeZfFcuh9nhJCfV9eViS3D+LxU3StspBALICfSGEiLk7K2x0A6jTOu9CAzM0NEN5UTr66l5v3FOMkk/sJ8AgPywXUJ9M/r8hA0Q66s4bguQtfxhEPYqe6X9A0H9Pay+k4STyawbEst5bSPoQSZ4huBEALLtpi3ehGWZX2510RAOAHZyU775rfDm5lBZHM5OlLAuDtTKgF5PHHk3XgcmSVLsW2R8S7GGteyCZcUkTm6BDueJFa+tc0VPkY6EqVl9QYCAwrQggbY2x+n7EGLEN1UgQ6kmlsof+dDrER8h4JMAI6ArSH59asYukljtIkr7v0VTY1NUtC0bzIEpRs3ct7Nl3DLRX9ACNHhIG7akN/a9lq7PBoQmo7r2NjJpNSTu6K0ZyAzlklkHFLIsjJtv+8sNo6D0DT6HXMI/Y4+hFRzhOjGLSRrG7HiCVo3V6H7vPgL+oLT+SfPdRxw5W4aV6+n/O0PSEV3nPHTgIgJTe0luF1AyBfipfmvc/vjf5fC+osCKgD3P/sIQsC3Dz+FSKJnWUnNgYKoPO4dHq4Q6F6P7Lei/T3ayRepI8VlAnkQ7fYXIGPeWZzb9tv3sAPJm34Q6UgrrZvKSVTXk44liFfVITSdQGH+l/5/u804ssStAS2bNlP+9gckWzpJi38FDWj0QdTLzsW6rYdu2IChZAQysLv4XCr2PpQgU3wjMHSDSCzCt//8faINrV9u2DXhoLVwaq2sUnQXHVnN2mkEUIM0gS1s27CNzMTYyCxEC50PCIK28iLUfLiIypfflb9LWxTMmEr/OdMB0anthe73UL9wBaVPvUIAqF78GU/POq1bh64jXSBuncS2EmtHeJDlny8OFi4QhHWbSvnWr87rdAfBZvjJyi/3W++I9gmRO42GdG0vBg5s+7ndgywH6IPMlHWRSLATSexYgo1PvETL2k3SZiQUYPDZx5MxfEi3zWo9wLy/3MHHf7mjW/8fBN4Ow9xxSHGxq2jvs/rqa9bkTu977hHu+88jPd9mAn7+qdR53ZUBuyzOOrJPrC8wqe13LjIzFkbGuqHrTdiJJK5ls/mZ12j8dLVcS9Y0KDpjNtkTRnV7pq8HWHb/o3x6/6PdPvwg8FQBLC1m52LdJkqfvP4Bjp5wBJF4L0v9im8kSpApvlEYhgE6ZGZnYBqGLOGZkB+DkNP9SVpCaKRjMWK7wjNIQzYMp5ClyWa22V2YyDJJnC4PTjMN4ltrqXzpbXImjSF7/EgiGzaz+ek3sBMJis46HjuZ6nhAcFx0rxeP34cVT2CYJoHMcLcGDx0wdCgsgITJdoJMCEHKStPSGOn4atCmsnLysxBC236fOvQNQEZ1dwWZVNrJphbsXdEQ3W4Yug4pvtLIgTkPOVBvRcaui1Kb0HVqPlpCZO0mBp91HJrHpPrdBay8+QEOuPYSAkWFuN1Yd9EF/OEQhuJ05ksAACAASURBVNeL241yoB/omw+5+ewyQaZpOg2RBuyks/1yXkLuR/gFfTNye5Zd0SCYhIy+4HO6KciEINXcQrona1Z2ui3k+dceZxfZQpDT9qhHxroL4a2bBrULl1O/YDmDTp+FJyuDuvnLWHXbw4y++kKyxo/s1goCLuANBjD9/m7FGWSsCwZAeW9jLQSu69LY0ihL7UI5Vu2LKEGm+ObhwP1X3c6U4QfSmpS1MM0Bowepfm9ONotvuoP3brt3lx0TLWwrkzjIgV9Hpu12cGxC00g3R9ADfgZ862h8+bnkTh2Pv38+FS++TbKuATMro8PGfiueJHv8SEq+dypL7n2cYQcfyLGP/RMr1totUeYCZ8jWou0wdJNIPMr3br2cZctWbmuMbycKs2YcxR2X3Ijjuh0OQMIFs7uVR00Hx+aF48+memNZN5/UDWLIAdpGlrSakOWtZrqlHlJ1DWSPH0H/OYdjRVrpO20iq259kLr5n1E0eEC3Mn8p4KjrrqHkjJNJNXevqX+2gN/uwrE16Avx+qK3uPK2X5JIJr+cIk6BgcEtP/gjpx5yAtEelixpi3O3upaEQPf5eO3Mi9iwYHHP9tMVCaT4cpHnYXvFMIKMd5dLZGkk65rIGFbEgBOPxE6k6HvIJHS/h7r5n5E5pqRbM35TwLQrf8iEK39AsrH7Tf2zBDi9jLWuGcSSMWZdezo1FXW924jiG48SZIpvJCF/iKxQJoYuP6KOkM3j3cWXnSUbcAFN12RTcW/9oVykwegQ5ACXRA4MmW1/74N0iO/iOu46DhkjhyJ0jVW3P8yQ804iOLAfiZoGhKF3vYqA66J5TcxQQFqhOQ7erEy5nl43+3ICnaavXHLD2fzfL+/n/BsvZdHypV+arTj78KO478d/w2t6SVspOhrxXNFxf1pHCF3HtazPm941j7lznl0u8io2GBkPBynG2l1B+rPNvb8TNNMgZ/I4Vt58P57sLPJnTAZNJx2N4e+X17XYbmvkF5rAAXSPB18PLEmEC9outbNy+fYRp4Bwufy2X5BOpWVJvS3xc/OP/sCFx55LJBYhM5DZ5Za2P1iwuxsqITD8PjmBA7lU1k6t89lueTEYOYnDRcY5zDaD2A3ISTddHFPOQWOpeOlt1v79/+g/ezpmKIDVHMUIttd4O/Oekb6Gn19TDB1fdlaPeiB9rox3bzAMA1PXVRP/Po4SZIpvJJZtkbbSpO2O8/uu62IG/LiOg5VIbnehsuJx/Pl98QX8JCKtJGob0Lxmp31aXeIgy5OtyJJJIbJMsgKZMRuBFAOd+SAJQaR0M2YoyIjLz2XtvU+w9P/dhW6auLZF8fdOxZOd2ekqAkLXsCKttFbWYGga4UEDsFMpnPRXbC9cF2EYGD4f6Wj0S0Knq1edikXIz87j4V/dzUW3XMn8VYvRhMbxM47h7h/fjMcwe+xFZoaCpFtj2wlG0VamzBg8iLotFcTKt8oerd56kbXPsgwgl04KIvvJNiL7/oqQC4yXd/BcTcOOxYmUlhEeOoiS75/JhoeeZcuLb+ECgYI+5E0/qMuylNB14lW1pBMpApkZeLMyseJxGZsvID+vAVzbxkp++fO6q9uyGyONnH34aTiOwzV/v47GWBOZvgx+d+HP+f6s82iMNOHsCrsU18UMh7DicZnZ/eLnQwgcXSNcNABjyWfEqmq2LS3Vm323W89kIZdNMoDhyPUrK9i2kHxFB88VAjeVpql0LcFB/RlxxXms++eTVL01D6EJPOEgI398PkLTOvUVE4ZOoqaeVGsMfzCIv29up3E2/D5AOvyLbp6DO8Lla7AqUexxVCFasVdi+H1snbeI+uWrMbze7f6ebI4w+sJzGTxpPOWLVrDlv//DDId2YodsMxmtZ5sDfBSZMTPpZNkWmaFL1jex+q7HqH57PiOv+i4Tr7+KEZedw4Trr6LvIRO7XNJJ93lp/Gwt6//9ApmhIJOv+QlOevt+M2EYJOrqKXvtTZl56iZCCCLxCIP6DuD6i64FwB/286fv/xa/x08sGe++GGsbcDe9/AZ2Mrld9st1HHSfj6m/+zkmsObOR4lX1chsX2/xIEtXDUhR3F6yTCBLWZ28FUJIsduwcAXLb/wnht/Dgbddw5irL2T0Vd9jzC9+gJkV7tQfDsAIBSh96D/UbKli1AmzGHziLFIdeKoZfh9VH82nYfXaDj+vuxIXaIg2csEx53LG0SdBLcw59GguP+H7NEaad40YQ37eyl6dS7KxGWF8JX6uXAps8m+uJuT1sv7BZ2lZvQHd18tpNu1+c+2l6Zq271uQpctmOk0vCCEQhk7zylJW3PgP0pFWJt70c8b+8mJGXXEeB/z2MgKF+duJqy9ihoKUPf0qlcvWMnTaQYw870ySLdt7qhk+L3WfLqd20VIMn693r1Wx36IEmWKvxBMMsPmNt9n6yULMThanFshMmYv0mxK63ru7c4EUYsXAOLaZUBYjjSoDSGHWoRu8XGC5z9TxlFxwGqmWCCv/+hCRtZvIGDGEwMD+O7YEEALdLwdxK57o2KsMWf5rrdzK6seeQu/hoC8QpKzUl0owjmOTttI9yowJIXAdh5UPPi4zBB2VqYTAsW3a7/d1304IFMG2EuV4pCecjpwROxCZOWmmw9i4thSHRWcdR8HR06h8/X3W3/80wtDJGjMMMyPYpRhrL2NppokD2IlEp++VJxhg0ytvULNwCbp/9w/Urut+edkrASkr1WPvsU4RAs1jsupfTxKvrUfrpOQuM9jSg2Sn4qwjxZcPmND28CDjW4SMdyees67jIHSdgd+ayYCTZ1L38aesvfvfOMkUWWOH483J6to3znURho7m9cg4xzu/QTEDASrf+5jyt97HDAZ6/XIV+ydKkCn2GlzXRTNNfNlZeENZ+HKy8GZn4c3MQvd5txMqjuPQd9wYTE2jZV1Z2zqQ3XW2/AIacgZXFXJgqESWTTKQ/WPlyMGgi007qTTh4YMpvuA0Bp16LI2frWbt35+g5r0F0tX8qxmGdgS4lkXT8nW4QN/xY+Vr7chXrc2w0gwGe+359MXsSY8yKa6LGQrK2GRn4s3J+vx7oX15dqZrWXizs8gdWoTlujSvXN/7PrL2gXoT29zblyHrgIVtf2uPW0eHbdsITaPgqIMZduk5ZAwfQtmTr7Dhkf8Q3ViO1oWIEIZBvKqWaEU1fr+PnNEjsTuxyJClLD+6x7PLVlfYEa7rfn5OfPH7nd2mEfDL2GZl4svJxpudiS87C09m+Mv/6zgYgQB9xo2RrX0r1vXeD1AgM2Ib2OZFtqLtd4VtP2+h0xHNdRxc16XvIZMYdunZ5B40lvIX32L9/U/TvLoU3dv5YuHC0EnWNxEp3YLXMMgdN6ZTAee6LrrPi+7z7ZL3W7F/oXrIFHsNZsBP7afLWP3kc3h8XqrnLcLw+6levoqiww5m4KwjsVpj8p9dF9e2mXj15az7v/9S+vSrFJ0xi4yRxdi9scJwkAN7JfLOPAQsZdsAsINbm3aHeoCciaMIDixgy3NvsvLm+yk46mCKLzwdzWNs1+MmNA07bbHu3sexgYlXX04gP2+PLs2zHUKge72suP9R6tdtQLNt6j5dzoe/vg4zEGD85Rfhy835fBCzEwlyx45i3MXn8/o117H+vqfInzEFJ5mmV66ZGjKD2dj29BykQGufdbcDrSd0HSeVxgyH6H/cEQQH9WfDY89R8fK7jLzyO/SZNgEntf0AbIb8VLy3gLJ35tGvZDAHXHYB6WgXswf2AcxggPVPPU/F4qV4dJ2aRZ+y8E+3YWZl4svMYNzlF6EZBq7j4KQtwgMLmfCTS3n+gh/JRvo5R8herd4YAmvIG58I8nzMQZ6Pm+hWnDVDxln3eSmYeQiBokI2Pf4iS371V4ZdfCb9jj1UrmX5FSGl+3w0LFnJhufmkpmVyYSrLsX+av+mQrELUIJMsdfgWBa+3BwKpx+MLxQiVl2DNzOTgUceRqggr0MDTyseJxWPowHJukborTN8+8XeQgqyAqAa2Z+0g6Sb0HVayyqp+3gJrVuqSDW1kGxoQfcYZIwYgu7z4qQtNM/2p6PQBImaRtmADqQj0V1l6r7rcF1c2yJn9Aj8BflgWzSsWE2/aZPxZITRvd4vD8BCgOuQaongAo7tkGpsQfN4er9Ys4bMijnIMlYrcmahQecDtdBwLYvahUtoWrqaRG09qfpm0rE4nqwMwsOKcNJ2x+OuEDhpi1RDs1wcINKKnUz1LgO7F+GkLTKHDUULBjBMg/rlq8g7aALBwv7ohiFL1l+ZaJKKRD5vaE/VN+LJzuz9Cg3tcbaQ52A5sofMpIs4y77GhsUraVi0gkR1LcnGFlKRGJ6MIBkjh8oMWifH5NoOyfpGGedoK1Y8gRkO9u74FYouUIJMsdfgpNIEC/LIGDwIf24OVZ8sJFCQx/DTT6K1ukaaOn6h7ODaDt7MDAYcfggb3vuI1bf9i76HHbj9oNEd2puK+yBdHv3Igd9G9ih1hhAgBC2rS2levQF//75kji4mWDSAQGEeZjiEMDRc29l+Bqjr4snKZMVN99FYXUd+8WAyS4Z0bl4pZAnu89lsXyNO2qJgyoHoHhM7lWbtE/+laNZR+HJzSLdEthvsrHiSPhPGkpPXl6playj/71xKLv02yZqG3h97H6Q49rHNJLbdj6wDNF0j1ZKgfsEyrEgrwUH9yZs+meCgfnjz+6B7PXIs78DYVDMN0s0RVt/5KBow8Mjpn2eGOkIIgZVIbJtRupfipFL0GTeGvIMmoPu8rHn8WQpnHEqfMaNIxxNYsS/PrLWSSbJHlJBXNJD6si1seOQ5xv2/K0nU1PX+fchBxtmPnGHrR5amOzstNIGdSNGweAXxqhoCAwrInTaR4KD++Av6oPt98prQwQzs9mzemtv/JavgRx6GGQp2LiiFwE6mOpzQolDsCCXIFHsPQuBYNk60FSeVpmjWkeheL61ba+QMqa9cAJ20RSA/jwMuu4CNH3xCc/lWyp+bS9EZc0g1tfTsgukgBVk/tg36/ZE9LE10fnfuuriWRf6MqQz41kz5K1vejbu20zYbrWNxaIQD1C9cRtUHi3GBkhOOpeCQycSqqjs8dieVJjSwkDEXf6fLWZu7hTbBYSWT4DiM/eF3ZXakJdJhaScVjTLkxNkMfPRpVrz0OmXPz6Xg2MPw5WVjJ7q/YDOwzaOqLzJGPqRTv43sKetk8pxjW+h+L8MvO0d6vNk2tMembX3KzoS77vOy7h9PEo+04tE1xv3o++g+b6cly1SkleJTTsATCkrBvLciBHYyiZ1MYsVijLnoXDzhEInGpg5FSro1xoAjDqX42COpv+8RKt+Zx8ClqwgPK8Jq7cX74LLN5sSPFGeZyB6yRCdPsWVT/9DvnoIZDkpvtO7E2XUxwkE2Pvo8LVvr0DSNcZdfhL9PTqctA+nWVgbOPBzXcfb58rVi16Oa+hV7JVYySe64MWQNK8ZOdZ4xSja3MODI6ZQcO4NIPEHFq++Raol23kTfGTpSfK1A9qxEgOVAGd2yLtc8BlZrHKs1jp1I4qTScmDobIZl2x175Rsf0lhZQ5+CfMZc/F0SdZ1nkFzLxpudReHh07qcwr9baTPfHTDjULQuGthF27I6E392OUFNo25dGTXvLwSh9Tyz0O7nWQqsRIqw9Uhfsi4XnQZhGnJFoUgrdiyBnUzhpK3PB+yOjl+Yspm/4o0PiLkuYy76Djkjh2/rX+wAK5kkb+I4MouH4HT2ed3LcC2bwsMPwRMOd5kZjNc3csBlF5Kdk039lq1Uzf1I3oT0JoMkkOfcMmRWrIxtzf1dLY+laQhNkI60YnU3zoZBqrGFilffI5pMMeLEWfQ7ZIq8yegEO5kie9QwcsaOlFkyhaIHKEGm2CsRQshFoVOpLm0ZXNtGM01GnHUqmeEQ5R9/Ss0Hi3rXA+Iiy18pZI+SRaflsO2e2sPZZZrHJF5Vy4YHn8UERpx9KoH8vK6n5wuBa9vSkHUPl0s6MoX9Kk7aInt4MSWnnwTAun/+H04y2XtH9/Z4tCKzYhY7niPQi9mHnoww5S+8Sd3GcvIK+1Fy6gm4dL2d9pKlnUrt8djsMoQg3RrbYT+YY1kEC/sz4tunYgKl9z9Nsq6h995zX4xzku7FmZ6fg2ZGiOq351G5ZCXZ2VkMO+sUNN3oss9RtJcsOzCrVih2hBJkin0bIUhFogw5aTZ5I4YhgA0PPCMtMHqaJQN5F55ANhN31TC+k+g+D+vve4qU6xIKhxh1wdm4PVkMei/AdRx0v5/RF56D1++jtaGZjf9+EbObC6dvh0Be0TYjB+ndcHXTfV4ipWVseuZ1NCEYeMhkCg+fRiqiylOd0hbLURecQyAYIJG2KH3gGYxAL/3YBLKJvwJ5Lu6GeRSaaZCsraf0oWfRgIKxoxh8/DHS9FcJLcVuQgkyxb6P6+LYNgdd+1MA6leup+6TpZjhXho3unTal7TTtPWttG4oZ+sHi4kD46+4mPCggVjxTppk9mJSLREKDp7MiJOPJ5q2qJz7Mcn6RvSAv1cOGICMze6Yitq2PuPWNz+huaIavxBM/NmPSDS3qDF6B1ixGFnDizngh98l5rpUvbeQ2JYqjFCg9/YRuyvOgBEKUvvhYhrWl6EBB/76J20lyG/cHGfFPoQSZIr9AieVps/4sYw4/lgSwMLf3M7WuR/jyc7ofS/LbsDICBErq2DeldfRWF3HoDEjGXLSbKyvu0n/68J1cdJpRp57BnkFeWxdsY6FP/ojVrQVPeDrfaZsFyM0gSczzIbHXuCzWx7ABcZcfD6hgYUdzsJUbI+dSFB86gkMGF5MfflW5l1+HfHKGoxwsHc6Z3ecg0Lgyc6g8pV3WfT/7sICRp52EjmjR3Roq6NQ7EqUIFPsFzjpNIbfx1H33cbYk48jGm1lwc9uYuv/PsKTFe78iVHkLMrmbjyakP1lvRkoXBcjFKB1UwXzLv8jW0u30H9ECbP/dTdZw0uw4nvxzLwdkI620m/6wcx+6C6yc7LYvGgFC3/6Z6xIK0bA38mkB2S5qpHux6aVXsVGCIGZGWbjv19gyQ33kHJdJl92EYfc+Ls2D7ZdtBzRPk46Fidn9Cjm/OseCoYUUbV2I/OvuI54ZTVGuJNMmUCeUz05B7dfSrTbeLLCVL78Lgt+dQuxeIIDzjqFI++5Gd1j4ijhrdjNKNsLxf6BENiJBLrfx5F3/QXXtlnx4uss+MVfmHzzLyiYeYi0wmj/d1eQ1FJwMjCZTheo/hIJYAw4SafH476ZEaS1rIr5V91A9cZyCkcOY86//0HGkCJSzS37doOwECQbmyg4ZAqzH7+PV793OZvnLYWr/8xBt/4KIxTE/kK5ViCwkzYcBFyOtD/YEUlgOKTsNMLtwXvZLsYee4FPr7uHNDD10guZdt01WPHYXu8r9nUihCDV0kLWyGHMeeI+Xjn3h1St2ci8H/+JqXdci79fHlZ020xVgTyXGA1chrQz2RFpoD8kRapncQY8WRlUvvwuC395M7G0xfjTT+KI2/+E69jSRkbFWbGbUYJMsf8gBHY8ge73M/Mft4L2M1Y8/yoLfnkLk2/6OQUzp5FqbgEXolorZ1bN4dDDDpRnSXdKKhoQg/41+VLMdQfXxcwIEd1UzvzL/sDWskoGjB7BnEf/TsaQQfJ49pOBINnQSL9pk5nz0F28dv6llM1bClfdwEG3/RozHPrc8DauxRlRO5SbCn4O3wO6k6ASQBqGVBYS0bvXgC80DTMzxMZ/v8iS6+8lDUy55AKm3XAtVjwuMyb7SWx2JammZrJGlHDcv//Bq9+5hKpVpcy79A9Mvft3+AvzsSKtUqRrKfo15nFT3s/hu3Q/zjb0r8ojqnVuQ/Ll5wg8WWEqXn6XhdfeKsXYmScz484/4zoudnIfmhmr+EajBJli/0II7Hhcli/vuRnhwvIXXmXBT/7E5FuvofCEGSQbmkmlUoyNDmdSy5ge7yKqx7CEjdhBnkzoGt7cbJpXb2D+lTdQXVbJgGFDmfPIPfudGANACBINbZmyR+/l1fMupWzBcvjZTUy+9Rq8fXNJNjSRxqKvlc2JW47s8S6SWoqEltxhbHS/DzMUoPTh/7CkLTM25bKLmHb9tSoztrMIQaqpmewRJcx55F5e/fZFVK0vY/6P/8SUO64lXDKIZF0TluMQtoOcWN7zOKe0NHEtscM4a14P3uwwW/4zl0U/v4mY7TD+zJM54o4bcR1HZcYUXytKkCn2P4TAiifQfT6OvPdmcByWv/Q6i395M7WLVlB08kxCJUWkU2kSqdZeNZZ3NRBoXg+arpGOxFh128NUvPou1aWbKRzTlhkbPEiaT+6PA4FAli+nTWHOY3/nte9dzuZPluJceT2Fxx5G0Rmz5YoNjkNLqnfNQh3GxpUCWTMNNJ+X+gXL2PLae2x+/KVtmbHrfo0Vi3W4KoSihwhBsrmtfPnUQ7zynUuoWl3K/Cuvo3DO4Qw+63hMvw/HtndtnJGlU81jonlMWlZvYOWLb7Hl/16WYuy0kzjijhvBdZUYU3ztKEGm2D/5Qk/ZUf+8DX70C5b95yWaHnqWytffp+CwAym+4DT8/foidE32tuzMxdl10bweDJ+XeHU95S+/Tdnzb9GwbhMpYNDoEcx+5F4yBg8iua/3jHWDREMjBdMmM/vhu3jtvEspW7ic2oXLKXtuLsXf+RZ5hx2ILy+HdEsrrrWTpUPXxcwMY8cSRDdXsvauf1O7cDkNjc2YwNTLv8/B11+DFYtLY979PDa7kmRTM1nDh3LcI/fy2nmXUL56A3WrN7L5lfcYcuqx9J89HX9ernzvdzYr2WYp41o2scoa1t//FNUfLaFhax0AE84+lRm3/0mWKZUYU+wBlCBT7L+09ZQZfh9H/PU6Qv0L2PTam1Su30j0qVfZ/OwbFP/wLPodPoXcKWPlkivxBHIVb7drh3IhpON8mxAzQwEipZspe38RpX9/gmhtAwkgKxhg8AmzmHDlD/aPBv5uItob/adN5tgH72DZw0+w8T8vsXXlehqv+SvZwwYz9HunUDBjKr68HKxo7POerk6Xo2rftq4BAgQYAT+aaVDzwSIq//chG//vFSzHIQUMnjSOoXOOZsKPf7hrBIFiO4QQpJpayBpRwtH3387Sex5k0/OvULNmIy03/oMN//ovJT84i/zpBxEaXEg62oqTTHcvztq2Zbh0vxfD76Nu3lIq353PhvufIW3bJIABI4cxeNZMJl19WZsYS6g4K/YISpAp9m+EwIonEYbO9Jv/wMhzT2fT3Pf49KY7iEWjfHrP45Q//Ro5h04iWNCH4gtOw0mn0Uyjc1NLIXCSKax4AiPgp+Klt6lesIz42k1UrFyPCZi6zpSLz6f4+GMZOHM6iaaW/a9nrBskG5rJn3oghUccStm3T2Ht0y+w5pkXqV23iZprb2Pg1PGY+bkMmnM4uVPGyfc8GEAzOp+JYUVjuK6La9ms+utDpKIxtr7xAZFkCg+QU9iPcVdfzuBjZpA5pIhEfYNcFknFZvfQ3lM2vIRjH7qLLXPfYf0Lr7Hy4Sdorqxh3v+7k8JxI/ANGUC/QyZRcMwhWDHZB6p5O1kvVQgZZ8tGGDqrbvsX8fpG6t6dT0NjC14glJXJob+8kiEzDyd37GjidfXS/FXFWbGHUIJMoRDg2g6tW2vIHDqEiZeVMOzk41j54L9Z9+Lr1K7fQPVzc/EC5c+/heU69Bk/kuILTsOObe8PZgT9bH17Hhufm4tH14lUVBNBTsLsk9eHgYdOZeIvf0zmoAHofh+x6lo5CKiBYHsEWPEEVjxB0eyjKTh4MmMv+R6Lrv8rVQuWUDpvKQBbX34Hf0FfLNtm+EWnkzVmuMx0fHFTQoCus+bOR4ls2YrmOtRX15NGOmcUjBnJ2HNPp/iUEwj1LyDdGiNWW6cyll8HQmCnUsRraik84lDyDprA2AvPZdGfb6fiowWUfbYG57M1VDz/JqE78knbNkPPmEPfQyd1eA7qfh/r73uK+pXrMYSgoaqWJOABCoYXM+KUExh5/pmE+hdgJdO0VteoOCv2OEqQKRRtCCGkAasQ+PvmMvk3VzP6wnNZdu+D6F4vTWtLWfnyG2hAdOsHbH79g0635SJn6VvA4ANGM3nWkcRjcYafOJuCaZM/XxjdbmpWQqybJOobEIZB3zGjOP65R9n40hts+XAePp+PdU/+l+qKKnRg8Q1/73JundP20IFJ55yGt28uhulh3I8uwggEcW2bRGMTgBqkv27aStXC0MkqHsKxj/2Dinc/ovS1ufgDfja+9D+2rF6LASy781HEnY92uikHeR66wJhvzSE8pAjXshh32UX48/rgWBbJ5kjbblWcFXseJcgUiq/SNsPKTiTxZWdx6E2/RzMMYltrGHbOaXiCASre+4hlDz2B2cF1POVC0WEHM+b755GIttJn5DByx47CTqVIt8ZJNjVv+2c1EHQfIXBtG8u2sRIJio49kuKTZiNMk6HfOo7miko8Hg+Lb7mbujX/n73zDo+q2P/wO6dsTQ+B0HtvAnZFBWx4EUW9NrCiiNi9qNeLiijYsGEHe7kWrorXhvUnKFcUFRQQKQFCSGjpm2w97ffHWQIqJSiwAed9Hh7C4Zzs7M7OzGe+bVag/eaj3bw49/vHlWR16YAdT9By0FF40tOwDJNEKIQZqWftKsmeQwgcy8a0YpixGPmH9KXlgCNQPB46nHkqFStW4Q0GWPzU8xR/O3+bY9B0oPeoC8g/rB9GOErz/ofhz8vFNkwSoRqMWnkYvKThIQWZRLIDbNMkVl4JjoPQNNoOPhahKDQ5qC/dRo7YpiXGAfRAAF92llvLKB6ndt0GuQvfzRjhCEY4Ao5DdpcO5PbsihCCRr17YCbi27WS+XNzUb0eHMfBqA0TiZRKYdyA2eyydhyH9JYtyOrQDqEoNOrVHSMa3e4Y9GdnowV8OLbjM0cevgAAIABJREFUup83bJL9LGnQSEEmkdSHpHUmEUq6OBQFX1bWdm93bPtXljApxvYgybpyJI9X0vxe9wzM7WDG45hbx5fJvtknEEJgxeNu4D2g6Do+r3e799umQbxqqxMzZD9LGjhSkEkkfwDHtndc9kKSMmzTAqxUN0Oyh3EsC8eS/SzZf1BS3QCJRCKRSCSSvzpSkEkkEolEIpGkGCnIJBKJRCKRSFKMFGQSiUQikUgkKUYKMolEIpFIJJIUIwWZRCKRSCQSSYqRgkwikUgkEokkxUhBJpFIJBKJRJJipCCTSCQSiUQiSTFSkEkkEolEIpGkGCnIJBKJRCKRSFKMFGQSiUQikUgkKUYKMolEIpFIJJIUIwWZRCKRSCQSSYqRgkwikUgkEokkxUhBJpFIJBKJRJJipCCTSCQSiUQiSTFaqhsgkezrOI5DIODH5/Nudc392zAMotEYlmUjxK+f8/l8dc8kEgmi0RjO5gcluwXHcfB4dILB4K8+f8cBy7KIxeIYhvG751RVJRDwo6oqjuMQjcZIJBJ7seWSbeE4EAz68Xo9v7u+eazZtr2dZx28Xi9er4eamtq90VyJZJeQgmwvIRQFIQTbW24d296yikv2KTRN4/vvf6SgYBWJhFEnqnRdp3Xrlhx44AH4/V5isTgAQgi8Xg9Lly7n++9/xDRNevXqwQEHdMeyLCxr2wuKZNfxeHRKSjYwb94PxOMJLMsC3D7Iy2tEv369yc9vQjgc/tUzkUiUWbPmUFy8jkAgwOGHH0Tr1i2JRKKpeisSQFUV5s79jtWrizCMLWPN4/HQtm1r+vXrja7rxGIxxG92QD6fj6KiYlasWMWRRx7izsdyzpU0IKQg21M4DqrPi6LrgMCMRDATCcS2bgX0YABF0wEHMxLFsSx+Z1KRNDiEEPh8Xv797zd59dU3yctrhK5rCCGorQ3jOA79+x/KLbeMpW3b1sTjcTRN5Y03ZvDQQ08RDAYIBoM88sg0LrzwXC6//CIURdnuLl+ya/j9fhYu/Jkrr7yJtLQgGRkZgGuRrK2tpXPnjlx//RhOPHEQsVgMTdPYsGETt9wyiQULFtGhQzvWrdvA1KkvMH78jRxzzBFEo7EUv6u/JkIIdF3j6adf5v33P6ZJkzxUVQUEtbW1qKrKgAFHMm7cP2jWLJ94fMsGKBDwEwrVMG7cJJYuXc63336CZdlSkEkaFFKQ7U4cBy3gR/f7ER6diiXLCJWsx+v38+OUqaz/cRH6Nh4zgb5XXkJevwMwo1GaHHgAnkY5OKZFvLoaR1pMGjSO4yAEdOjQjmeffYScnCwsy8K2bebM+YabbppAVVUNzz//CNnZWRQUrObGGycwZMjx3H33rXi9XqZNe5G77nqIXr26ceyxR1NbG975C0t2iuM4KIpCIBBg8uQJHH30EcTjcYRQWLOmiNtvv5crr7yJ6dOfpV+/3liWzV13Pczcud/z7LOPcNBBfSgrq+Caa/7J+PH38PLLT9G8eVPpvkwxvXp1Z+rUBwkGg9i2a1X+/PMvufnmOwiHIzz11AOoqopt2+i6zurVa7j99vv47LNZdO/e5XfWM4mkISAF2Z/FAaEqKJqGJyOdkq++puirb/AHAqx44x3WLvoZHbDcW7drIZt104S6nw+46FzSWrcE26bbxcPR09Kw4nHsbcS6SBoGjuOg6zpNmuSRm5uNYZgoiuCii4ZTWxth3LiJfPLJFwwf/nd8Ph9jxlzMaacNITc3BxCcc87pTJkylW+//YEBA46UVrLdjBCC3NwcmjZtTDQaRwho27YlDz98F6eeeh7PP/8qvXv3IBSq4auvvuZvfzue448/hurqEG3atGDkyPMYPfp6li8voG3b1lKQpZDNsWBNmjQmLS2IabpjbfToC6moqOS++x5h1qw5DBlyApZlM2/eD1x55U1kZGTQrl2bbcYMSiQNASnI/iSezHSsWIyakvUsuPZfrP3yazZt2IQDpAGZ2RmYlk37c4eQ268H1m/dHUKgeHRWTH2DqoI1qAK+f/5VDMALFHz4GV3OGErHM0/Bm5WJFYtjxePSndkAcRyHRCJBIpHAMEwAbNth8OBBPPzwk3z00f9xzjlnkJubzfjxNxIORzAMg0DAzy+/LCcajZGXlydjW/YQhmEQjyfqxJRpWnTq1J7jjhvAhx9+wvjxN+LzeXnuuUdp1CiXqqoQpmlgWV4qK6uSLjNd9k0DwLbt5FjTMU13rDmOw6mnDuaxx57ms8++ZNiwIQhhUlRUwoknDuLGG69i7NjxfPfd/BS3XiLZNlKQ/RGS8WGejHTW/28eBe98wOIXXycejmACLTu3RWvWmJbHHUH+gEMxIlG8Wemoft+2A/eFILNbB2zDRAhY9vi/iZVXUT53AWu+X0Dp9wtY9MSz9B13PS2POIT0tq2JlpXLJIB9AMMwaNYsn4yMdNasKaKqqhqPR6e6OoQQgqVLVzB79v949dX/MHToYIYNOwnDMOWivxewLIusrAxatWpGbW2YoqJi+vTpxcEH98UwTOLxOGlpAdat28Djjz9L166d6NGjS11skqRhYRgmzZs3IxgMUFhYRCgUQlEUBg8exKmnnkReXs42g/0lkoaCFGR/AE9mBhVLlrL4+dco+PebhGIxNCAzL4e2F51G8+MOJ9i6OWYkhm1aeLPScUwLI7T9VGvV50UL+ADoNf5KVK+HDbPmse7zuax+40PKi4r58LLraXNwX9r97Xh6jr4Q2zBdN6acYBo0QggURcE0LRKJBF6vp84KNnv217z//ieUllZg2zY1NTVkZKSnusl/GYQQCOGWY4zH4ziOQzgcASAYDFBVVcMNN4yntLSM++67nby8RtTWhuWi3kBxx5qKaZokEgY+nxdd17Ftuy7LWSJpqEhBtgs4joM3M4NQwSo+vfgaipYX4AdyWjWj7ZmDaXbc4aS1aYFRGyZeXl0XMFYfW4djWThuRj62YWLWRml8ZD9y+3an9WnHs2Lq65T9sJhV8+azZt58IqVlHHbHzZhRsBPmtoPTJA0C0zQxTZOMjHSCwQCO42Z32bbNOeecxogRf2fBgkWMHn09oVAN06Y9iN/vwzStVDd9v8e27bqYoqysrDrLZFpagIKCQq644gZWrlzNk08+QP/+h0ox1sDZPNaCwSCBQADTNGUspmSfQQqy+uLgirFVa/jwgitYt7yAZu1b0WzQYbS7YBha0A9AvLLavf/PztkCjOoahKqS1bUdB00ZR/n8Jax5+xNK/vs58x57BiyLwyaOw3Ri2Mk4CknDwufzsXTpCioqKjn00INISwsSiURISwskyyyoqKrGkCHHM3r0hdx998NUVFTRqlULKcj2MLquU1FRxZIly2natAn5+Y3rivz+8MNCrr/+FsLhCE8/PYWBA/vLzNcGjs/nZf78hclyJu0JBPxUVVWnulkSSb2Rgqw+OA6ezAxCKwv58KyRrFtVSJOOrTnk0VtJ79SGRHkVVjyx+2O6hMCxbcxIDIQgp3cXmhzZj5U9O7Fg4pPMe/J5EAqHTfwXZjSGnUhI92UKURQFv99PIODHMExUVUXTNN59dybV1TUMHXoijuOwYMEiXnllOldccQm9enUnHo9jWQYVFZWkp6fJwPE9hNfrJRDwI4SCorj14774Yg6zZs3hsssurPvsFy9ewiWXXEOjRrm89NKT9OjRherqED6ft664rLSSpQ7HcVDVLWPNNN2xpigKb775X2zbZvDgY6WLUrLPIQXZTtjspqxeWcjMEZe5YqxtSw6ZcguBFvnEN5bvHRHkOFixOHbCoO2IU0AozJ/4BN8+8Sw4DodNugUTB9uQlrJUIIQgHA6zePESsrIysW2HSCTK55/P5tFHn+bMM4dxxBGHJCvFC6ZP/y81NWFuvfUGMjKCfPbZl7z44uuMGnUBjRvn1mWOSXYPtm1TULCKxo0bYRgGlmWxePFSHnjgcVq2bMGIEX9PJlvUMGHCZMrKyrjlln9gGCZffjk3KQJUmjXLJxgMSDdYClEUherqGhYt+jkZAuBQUxNm5szPeOaZV7jkkvM48MA+20y+cBxHbnYkDRYpyHaC66YsZOZ5l7NuWQFNOrVxxVjLppi14b1ukXJsm0SohrbDTwbHTlrKngOcLe5LGei/19F1nTVr1nL++WNQVRUhBKFQDU2bNmH06Iu44oqRKIpCLBajT5+ePPvsI0yZMpVzzrmEjIx0QqEaLrzwXMaMGYkQCrYtayXtPgTRaJTx4+/B7/ejKIJwOIqmqRx11OFcd90YWrduiW3b/PjjYr76ai62bTNu3CRM06xbxIPBAI8+ei9HH33Er45akuxdPB4Py5at4NxzR6Ekj6Srrg7RqlULxo69glGjLqyL09waIagL9pdIGiJSkG2HOstYwWpmnnMp61aupkmHVhzy8DiCLfMxampTJ3psh0R1DW3POwWABZOe4tsnnwdV3SrQX4qyvYHjOMRicS699HyGDj3xVyUrPB6dpk3zad26JeAQjyeS2ZUWQ4YcT9++vVi2rADDMGjZsjkdO7bDcdxjfaRLbPcQiUQ58MDevPPOyyQSRp1lS1EEubm5tGvXmmAwQCQSRVEUOnZsy9tvv4RlWXViDDZn7wk6dWpPLCaPTkoFjuNgGAbXXnsZw4ef8av+8Xg8NG/elNatW2BZ9jbHUChUy7hx/yASicrSMpIGiRRk20Hz+6j4ZRmfXnKtK8batuCQR28l0LIpRs3et4z9DsfBqK6tc18umPgE3z32DBgmB906FqGq7oHlkj2O7Ti079iOLt06u2eQbsXmHblt23ULhOM4xBIJmjTNp0WLZsn73JIYW98n+fNYjkNuXi7Nmjf9XYynZdkYRqLuwHDLssjJyaZFqxaucLZsHOfXYygajWGapuyjVCAEjlDo3KUT3bop/DZ/3a0dl0geZSbqnlEUBSf5/926dUZVlbrSJhJJQ0IKsu2gB92jj4p+WU5+62Yc8uTtBFrkY9ZEUi/Gkji27VrKhp+MbRgsuGcaP019gc7nn0VmuzZuRX/JHsexbSI1taiahtA17PhOkiscByuewIoniKvq3mvoXxDHNIkbBrYDtmnucJMihMCyLEKVVeA4CEXZZj9KMZYibBvLNImaJqrPixWrx4klyWdAIFRFWjclDRol1Q1oiOhpQcoX/cLPL71BQFHIP7Ifae1aYtaEG169L8fBisZoevwRZOTnYQDz75mCnhaoXwE0yZ/Cm5XJijdm8MqAU/h8zFgcw0AL+Lebcav5/VStWMn0Aafw3tDhGLVhFF3ui3Y3QlEQisJnF13JawNOYelLb+DNztyhmNr6mVcGnELJV3PxyCK9DQI9Lcim+T/xxoBTeHfY+dSsKcaTmbFDt6OeFmTTj4t4bcApzDxrJLZhosgNkKQB85cSZKrPu9Pd7WZXxbJX36S2qhqfR6fDJX9PirGGpsZcrHiCYIt82l9wKiZQPO8H1n051xVlkj2KUFViFZWEiopZ/sGnfDbyGhI1tSgez7bvVxTMWJyKomKqCla5Ls4G+r3aHwgVFlFdVMyX/5zA4qkv4M3O2unnHSosoqKoGKOmFiEX8AaBUBXMSJSqomLW/biIjy66kuqVhXgzM3b6TEVRMaGVhe4mSY41SQPmr7E1FwKhKCx44Ak6nXMa/sZ5ONspK6BoKuH1G1n60hs4QPuLz0DPysROJFAchaDl37tt3wmmsIioUYyaME1P6E/+fz+neOkqlk9/h/zDD3InIBm8uudwHBRNQyN5GPxns+k5fyGtTzqWaOm2S6IIRUEDNJ9PLhB7GNXrZbM0nnXTHYBCj8vOJ15ZvV33per1ouGKbTl2GgjOlnGjA6W/LGfm2SMZ/NrTZHZoR6I69PuxtNUzqs+bgkZLJLvGX0KQeTLSUXWd8kVLUM4/G192FlYsRqLm12dLOo6DNyebubfcRXVNLZnNGtP0+MMRqoJiC8JKhDlNvocgkOp4eeG2Ibsikx41nbASBoHmjWk26HCqCtbwy+tv02XEmTTu15tEqCbFjf1r4OB2y5c3TeCEJnk06t2DeGWVFF0NBMeymD32VsCmx6gLiVdWyUy7fRAHUIHSlW45opNemUpGhzYkqrYhyiSSfYj9WpAJRcE2TL69/V5i1SEql65g3oR7UdPSCDbKpvdVo0CAY7uTsh4MsO6rbyj8Yg6O49DyhCPJ6tmZ+KZy/I6PguxSro/dA+8Avno2wmGLeFPYEoO2vev1eRbAAtKh70ndean2PsKEMUK1tBkxlMLX3ydUXsXPT79Educ7EIrya2uA46B4PNuMXbJicelG+wNYQHb3DmgBP2u+W8TM88dw0stPkturO3F5fEtKsYE2g4+i9H8/EAmFmX3D7YCgx6gLiFdt31ImaXg4gL9xLtm9O7P2068pXVbAhyMuY/DLT5HZoa3cfEr2afZrQeY4DiiC5kcfgW0YVC8toPkxR+BvnIfq+f3xNJrPR+n8hWwoLKJZu5a0OWcIRlV10u0HileBn4BHgax6NMDG3cql484ktbgrN8nrGcl7apJ/K9t4Ng1XiG2+Z7NOSgD54BvoxVEcsN1sPy3gpfM15/P9bY9Q+MEnHHLHP/Gkpf1q0VF0ndDqQmo3lP7qJR0gp3MHPFmZvyvfINkxNhBo3oQDJl2PNfJfFC9cxodnX8Lg156mUe8exCqrZHZeirCAVqcdR6thx/LNlXeSSBjMumkCAD0uS1rKpCjbJ3AA1efhgLv+gRoMsPqdz9i0rICZ517K4FenkdmhHfHqkBxrkn2S/VqQkaxH0+zIQ1F1jWUvT6fZkYeS0aYVVjyOGY1tyUR0HFAUvNlZrjFKgL9pHlayRpF7D+ABsnHF1G9xT8VxhZWT/Ls9rovTASLAyuR9HXGFmgHEgQK2+Lw22+Tb41riVFwxt5wtos1ItmHreccBRdcING2MBXjT09ADgd/FwaheD2WLllA051v03zS/16Xn48/LxZSCbJcxw1G8jbI46OFxOFfeQcmSAmaeP4bBLz9Jbq9urktFkhLilTW0O28o/UJhvr/lYYxYnNljbwPHqRNlkn0D99xgmwMmXI1jmKz+YBabClbz4fljOOnlp8jc7L6USPYx9m9BlsSMRrETKqrHgxmLY4Qj7vFCW6F6PIRWr2HRk8/hA9pdeBqOadWvcsRm8dUKCAMVyWuNcMXYouR9PXAtawJXjH2PK/B6J6+X4faIlXw2kHzWTt6TC5Szw9xYMxIjo2s7Wg86lJL/LWDRU8/T57ox2Fsd9ZKoDdN+2BA6n336r96fABLhsCtU5Q5z1xECszaCNy+Hgx8fz7xrJ1Hy01JmnjuKwf+eSm7vHjjy2JbU4DgkKkM0HzIAx3GYf/MDJEyL2f+8AxSFHqPOJ1FdIy1l+wJCYCcMFK+XAyZdB8DqD2ZRunQFM88ayeDXnyGzQztwZF9K9i3+GmUvHAfbNDn49hsJNG70OzEGIDSNeGUVG35chAbkHthzi7VqZ5hssVh5cd2Jm12QDq7A2jw3qFtdt9nihvxtT4it7tlsrNLZKY5hEmjWmOxObYnE4myY+z3qb2LFhBBYsTjx6hCJrf7Eq0M4Zurix7Z2M+yzLgchMMNhvI2yOPihm2nevSObitcxc/hllP+0GG92ZoMOJN8v+mAHJKpraDF0EH3v/ge614NtWcwaexs/T30Bb3bmfrcREUkTuqDhlVD8s9jxBI5tc8DEa2l78gA30H9VITNHXEZ1waqd1inb19jfx6bkryLIkvhys7dfV8hx3HR3oWDjup92ymbLWGugK268VxOgG5AHbMJ1NfbCtY5Fgcrk9TDQB+iSvKcKV6yR/Lsc18XZLXlfDVDKzmdVIbBNEzMSQwCe9DSEqjTo9H0HB1VR8eqeugVE13R0TcfZF6vbCuG6L/NyOPixW2neq7Mrys4fQ9nCJfiy6xOAuHdxcNA1HY+2RfV7dA+aqu6bfbA9HIdEVTUtTh5Iv4nXont0bMdh1tjxLJ72Er7sLITYP6ZFn8eLqipuKIOi4vX49q+FXAjsuIHjOBww4RranHQ0AihdvpIPzxu90zpl+wq/mh/FlvnRs6/Oj5Ltsn/MPPXENsxtChOhCBzH5od7pxB1bDpefDpp7Vq4B3TvDAdXXFXhWsaiyZ+jQA6uVWsdsAHXPZmGG4Om4AqzSrYE72+2otm41jY1eU9Z8vdkUi+LnVETofXZfyO/Q2tWfjWXgrfeR2+gFccdx8Gn+UDAhJcnU1NZAyrc+cr9lFSsJ90X3Gd3uWZtBG+jbA6eMs4VZWvWMvPMi9n0w080pHKjjuOQ5g2yqaqUO16+H4BYTYw7Xp6MZVv4dN8+2wfbxIFEVYgWQwfSd+K1eDQNC5h1w3gWT3sBxevZ561Juek5TP/qHd7+4gNoBJ98/QUvfPYaOenZ+5kowxVlOBxw1/W0PXkgAihbVsDMMy+icsmyBjXWdhXHcfBq7sbojlfup7y0Ejww6d8PsHpTEen+tP1rbP7FSUkMmarsnSFi13PeEYpAqCqVS5ZjARmd2qKlBUiUV+/YIrXZrVie/DkPCAHrk/9uietuXJe8Pws3DgxcF+fa5PMBoClQzRYXZpPksyXJ+7vgxpWV7/z9OIZJsHUz/BlBNhSsobZkHZrPhxmph9Vvq7cm9sI41zUNIRSueepmXn//bTfmToE5877hksnX8MJNj5GTlk00sXfOoHPErp04JVTVPfNwm/8ptoiyh8cx78o72LikgK+uG+fmbyiK+7yqItT6x7sou7lffB4foUiISyZfw5ffzYUMsByL1z98G9M2eeyK+/B7/RhmauPfdqVv6vpkB+M3UVVDi1OORSiC72+ZghmL8+X1t6KobjHRrfunviiQ2iPLHIfMtEzem/cRox64zj043QdlteWMmTIWRRGc1X8YVeHqOmt0ShC7Vspxx+PMdV8qXo8b6G/brPlgFht++pnyRRPcPhFsGWv1FDB7aw7cEZqqoqk6/3jmFl6a8YY7P2owb8F8Lr7val785+PkZ+URiUfZ/5zSew/LbhhJbCkRZIa1FyZ2p/5fT6G4d6o+LwKwIlEcy67/L9j8KZbgWsk8uLNNBFdYZVBXN6xOrDVmS6ZmJq4FzUn+LgPXjZmffEZJ3ltW3zfkBr3alo2KOxFZicQ2Y+e2hwN7fHwrQgETbnh2vCvGNpf4AEiHr+fP49x7R/HSP54kPRDEsLZ9usLuZFcnYNswdlwiRAjM2ijevGwOfuJ25l4+nopfVtbt2m3DqPtTX6zd2C+aqlEWKueiB6/im++/2/KdFEAavPnRuzjC4aFRk7BtGzuFgdK70jd1i/eOnnEcEpXVND95II4D829+ANO0EJb7Hm3L2vW+gZSui0FvkA/mfcLoyf8gEo26Ma3J7HArYXHVg/9EIBh6yInUxsI7+3V7jl2YnyE5TnYyzuyEgeLR6TPxWoTjsPrD2VhbJWm4falhb+eUlm02M6Wa1T1h5p/P3OaKsd/Mj98vWsDZd1/Cv2+cSnZ6NoaZSF1j93GUBhKmsFcFmU/3smrDGkZMHo1lWckv1x7YgiiQHoULfgLNqc9OTCAEhNdvxAcse+JVcg/uRaB5Y6z4LojHCrYE6Ku44ksHOuG+zUpc4SVwJ8quyesVQDGuMMvDtZwV4wq7zsn7q3Atbbv4vfEA8yc/yuKpL+LUcxfgBz5oC4ub4SYs7DEEjuNQtK7415PNZtLh+8U/MvDmU/B5fDh7Wgxo0K8Ijlvraun6IBSVeFUVOzyYRbjuS3+zxrQ66RhCq9ciYgkS1SHeO/ncpHjY+ThQgbAKLx4A8c2i/08ihELciLN+/UZX/P+m3aTBW1+8x7xl85OTVgpMBklL9IiF0CTq7lfq9xCE123YqcsqUVVDi5MHougaC++ZRmxDGTrw7W13M/++R+s9brzAjI5Q0Jg9PG62j6pqrC/fQDQWc0vmbN1dXojFY4x5bCx3v/EQ5l7Y4Gy7kdCyAs5c6n5M9flGCcU9l1JlxwHtdZaySdehZaVT+J+PEIZJZFMp7xx/ejJpY+evqAGVXnixF9hqPRu523Hf55p1a13L2G/fdhosWraEY/91GkGvP6WbpX0T10zr8/l47aZp5Gc3IZFiUbtXBZkQAsM0WFVc6M6qBnvmi64AYdhU6L7B+n5NvclHI2WVWJEYbMtEbrOl7dtj8/zt4NYOU7e6vnlQLdvG9Spct6WT/LOtezY/v7M2JFGAUHklZnllvXekQWBpFNZE6vcaf5oAWzJPt0YAGmxYs2nvTIg6ZCyHPlWugbI+OO5jO9fJyczWYJvm6F4vZiyBbduUrS2p91tTcXM7lgfZYoXdHQjcTt8WyTe2tqBkOzfsBZJraMlS9zOI78KjXuphibFtbNMkt18PAk3ziG4oQwWqS8sxS8vrPW78wBID1ofYO+NmW2yulRjg92Mm+X+JkMHKssLUWfI0qN4IA4tch0J9vv+bSzPudMFKWsp8jbLJO7AHRe98jm2Y2KbFpqLiejdRx82hWu1PvnAqXZf+ZIO21QYNNhWVprZ9+yrJ9YWgwLTMBhFbudddlkIIhCYQuuDBURPJz84jsQdiUzQLWlfXr3KFEAJF05h7y11sXLmabuedQrBdC+ytrGPu0ZG2u3A14ffWhB2xuQG/7e/tXa/PPQaQB1E1htiBXT0BHDhyBK3/djxGbf1khgr0CkLotzvs3YwiFBzg1pfuonBVkWsl2/r9RsGX7mXylXfQKDNnz8cwCciOQF50i6beGZ70dFa8MYMFr7+941+tqqg+L4X/mUmkugYd8KalMfD+CXgy0uvlRhG47spDsuofH7kzdFWnoraKG565jUh11J38t+6DMLRs1ZxJF96CIkRKd+GtqsFr1U+Hbs6U/PqfEygrWb/9Gx0HLS1IbEMp8668k/Klq9Bxh9dBV4+i+TFHYNTWz7WnAr3SoHazmzAFpPnS+GDeJzz79itbNjqbsYEwnDP66dC6AAAgAElEQVTkNP7e/1RqY/XdduxmBPgT0KJmy95zZ+iBABu/W8Dce6fsOIhdCDxZGax562Pmj38UJ+bK90BuNsdNvgM1WepkZyhAQoEjM1PnthQoqKrC+FfuZcWylVtOfHH/E2KgBlTuv/wOmuak3rqzL+HVvRRuLOKmaRPwbZW9mmpSEkPmOA6KonDsAUfTvlkbovHdH7DtCIjXMxZXqAJF9zB/8mNYQGb3jugZ6STKq+qEkClsgpUBDj+gDzy325v7x1Cgq9XBdT38ro6Z23ALyO3VjQ7DTiZWWVGvX+sA7W3YhTjzP4QQAo/moU2Tlpx71yjWri1xFxGAGKT703jqugcYdvgQ4kZ8r2QTmQoYSv2NB/7sHMoW/bxDASdUFS3Nz5L7nmbDnB+2HMbg0Wl9wkB8jRthx+s3mQqg+270NAkh8Goe8jJyuPS+66gOh6jzv0agWdN8Xr7hSQ7q1JeEmUhpRldc2/Wg/u8mPbD9ZxwHLT1IfGMZ8669i/Klq4At5QEbH3gAHYYNIbYLVfw72KCk0HOkKir9exyGcOCZGa9sGU8AYTj7pNN4aNQk/D6/GzaSImwBiV3I7fJmZqBo6k7735OVwdq3P2HBuAexbKeuMpHm99PmpOPQgoF6xwQKoGeKvLru6ws8uod2+W04++5LKFy91aY1BgFPgMeuvpezjx5Gwkhgy2zLehP0BfhxlVuxvSFlqaa0Un9NtJbqcIhYYlecELsfoQgUXcc2TdcSliw4uPWqHBcGTWN5TF15Jw0mj9oBy7KIKrHfZUwJQZ0oMyNR4qHqXTp4d296XHq27sbr457m/LvGsLK4EFRIT0vjyesfYOghJ7KpqnQvtmbXUDQNKxbftoBzQGgqWsDH0ode5Odn/oMX6HzGUJa/+S62bZOoqUXxeupXYiXJnhgtJx54LNNufIjL7r+eqtpqcKBNs1a8+K/H6d2uB6XV9c0oaRhsFmTbrbzvkLSMlTHvqjsp+2UlDtDpxIFULl3BxsK17ripDu3SuEm1jcIBPKrGPZeMx8Tmhf++6grsOJxx0ik8POYuHMumoqZqn8vJM8I7iOwUAk9mOmvf+Yz54x/BsB38Xi9t/nYcy95+H8eySYRqsE1zl4L6U7syuXRq3p7p457l/LvGsLRoBWgQ8AV47Np7OOPIoWyq2rfGZkPAtExqoylMatkOf4mjk3aGYzsIoXDguOspPftSN6j/wB74muXVuS0FYAubCJHdF7uzG3AUfifG9PQgq16cwfplq+jQ/zA6/v3UXVpU9jaVtVV0bt6RV2+dRkWVa5X0+bz0aN2V8prKVDfvDyM01zK2dMpLLJr2BgrQ/8GJ5B96IEvffLdBFeutqKlkYO+jeGfSy0STZ7xmZWbSsVk7Kmv2s4PRN7spN5Yy7+qJlP2yEhvofPIJHDv1Qd458cyGNMR3CQEkLBNhCG4ffiNnHXnq5ngLOrXqgGPbxMx4akte7G6Sbsq1Mz5l/m1TMBIGqqpyzJOTSWvejJ/ffj/VLfxTVIdDdGzWnmdveoSht5xLeWkl94y9lbOOGkZpdT3qIEn2GaQg24rMtq0Rjk1kYxlWwtjmItRwltDto+gasY1lxKNx/JkZBPIbEy0ta7DHwgghqInW0jqvJe3y2wBgOw7hWH1zHRseQlXRgn6WPvgCi5+ejgIcPXEcB1wzijUfz2qQ36NwLEzXlp3qUsAt26ImWrt/iTGSlrHSpJtyiSvGOp0wkEFPPoDQdKxo/ev1NUQEEDcSaKrGgZ0PqLseN+LEEvH9rj89WemsnfEpC8Y9hGFZrhh74A66XTSCFdNnpLp5fxohBLWxMM1z8tG9umu9btyauJFqe6xkdyMF2VbYponq8UIivksupIaGbZo4DqhCIDTNjZlo4JOwEIKYEU9ddtruwnFcMRbws3TKiyxKirGj7riZXlddSrwqVO8yCqngt/Gc+5UlxXHQgn5iG8uYd+UEypaudsXYScdx7LQHUb0et3hyAx8r9UEIgWVbv9vU7FdiTAg82ZmsfedT101pWajAgMkT6HbxCOJVVfvNYfECQdzYEsO5t2JqJXuXhlENrQFgxuNkderAQbdcTwT45aHncZwtRWP3KI6D4tHxZGWgePQ/5crSgn7Kv11IwX9m0qhRDgeNuw5jFyr0S/4cQtPQAgGWPvg8i6a6bsqjJv6LA64dTSJUg2PLSTQl1Lkpy/n2mkl1YqzzScdx7FMPoOj6fiPG/ip4stJZ+/YnzP/XQxjxBKqmMeDhu+h26fnEq6obVEiARFIfpCDbjOOgej14MzOwgERlKHko95/4nUKg6BpC09zz8RQFRdNQkz9vRvF6CC0vZMnkZ6hZsQbF6/njr6ko2KaJEYkhbBtfTracmPYSQlVcy9jDz7P4mf8k3ZT/ovdVo4hXVe+4or9kj6KlB4htKmPeNZMo/3mFK8ZOGMDAqQ+g7EeWsb8CYnPM2DufuTFjloWqKBwzeQLdLh5OrLJyv7GMSf5aSEG2FbZpovp9BPw+qtaup+jNj/HkZPxxQWPbJCqriZdVElq6CsdxiG0qp3rpKtclKgQIgRCCoukzWfniDErn/IAW8P2x11MU7HiCFU+9jgB8jXLlxLSXELiZfUsffoFF06YjgKPvvJneV19Gojok+yGFKEBk7Qa+GzOBsqQY6/S34xn07KMouhRj+xqKx0PRjE+ZP+4hDMNEVRQGPHAH3S85zy1RIq3Qkn0UGUO2FYlQiA5nDGXFf/7Lz5/OouTjOTQ9/ghUnw9nF1KlwQ2sr11dzM/3Pk1au5ZEN5Xjz8tGaBq1xRvJP7wPrc/+G4pXZ93Mr4htKqftOUOIlGzEjMQQithl95bq1SmdM5/yn5ZiAf3+dR2+nGwSNSkqAPkXQgM2ffk96774ti6Av/fVlxKvrpZiLMWowJLJz2JalivGThzIoCcmo+iaFGP7GK64Xs9Pt07BAFRNZcADd9Lt4uHEK6ukN0CyTyMtZFvjgGOZdL94BJkBP+u+/Ynybxei+nfdYiVUlfDa9URKNtL0uMPpePEZlH2zkLYjTqHDBadSuWgZitdDoqKatTM+pdUZJ9DkmEMwasKY4ei2j23aCYqus/rf71JjmLQ7+giaHn4wZqwhVNL5a2BbFhZw5G030PvqUW4AvyXFWEPAtiwMoNOJgxj0zBRUr1eKsX0Ux7YxcRevYyZPoNtFw4lV7D8B/JK/LlKQ/QYzGqPFoKNo2qcXAlj+xKtYkSiKtmvVYIWqENtQTqODetLo4F7UFKyh2eCjSG/Xkuj6UnyNG6HoGiUfzKJqyQoc26Hy5xXESiswQrW/ijHbKY6DNzuD9Z/MYcOCX/AH/HQc9jfSmuVjJWRq9N7CANKyMmh/2hDMWGznC4Tcze95HLdaexw3m3LQtIfdAP7oDsSY7JcGjYWbPDPgoUl0v+T8+lnGZJ9K9gGkIPsNju0gVIW+N1wFQPXqYtZ/PGeXA+0VTSNctI609q0Quk6kZCPpHVphxRPE1peS1rYF0XWbKH73/8g5qBcVC5ZQs7IIKx7HCkfqzuKrD0LXiFdWs3bGZ8SiMfI7tKXz8DOIlVXsX2nuDZHkYcZRIJjXiBP+PZW05s1c68t27ndsmwTJyuNyodijmNEoUZJ1xp66H9WrY+3EMmZGoyRwY0qlBa2BIASOZREHHCFcN+XIEcQrKrdf/iH5TAJkprlkn0DGkG0DMxolr18vugw9kZ/e/YjC6R/SYtixKPWs6SVUlXhFNTUFheQddgACqF1VTJNjDgHHprawhLwj+lHw9HR8jXPpd89Y9Iw0EpUhvr3sViLrSknv0q5+jXUc9LQgpd/8SPHsefiA3teMxrEdWadmL5AI1dD2lMEM69GVzPzGtDnqcCLJRUJVVYLBANFoDMNwCw1bsRjNenZj2MtPgSB5tp6J1+tFCNwq+YDH4yEQ8AMQiURIJOvibX09HI6QSCRISwui6/qv2hWLxYjF9r8ioPVl83e//0N3EasN02nQUQTzconXhrEU5VdjIxDwoygK4XAEx3HcZ8JhWh/Yh4Ci4ElPIxyOYFnWX/bzTDVmOEJuz24MfeFxvAE/zY85AiUWQ1VVDMNA0zQCAT/RaBTDMN2xFonS6pB+nP7Sk6genbTMdHSvFxwHy7KIRKJ1feo4Dv5kaEo0GgccvF5v3bXa2jCmaQICn8+Dz+fDcRzC4QimaUndLtktSEG2DRzDxJebTYfTT2b5h5+xafFyFk98kp7jRuPAzgP8hcCMRMnq0Ylgq2bESivI7tMFX+McbNMirW0LhKZg1IZpM2IoOA7x0goQgpx+PXAME9tI7s53JKocBz0jjdDyQhbe+TgG0KJrJ1oM7L9L57VJ/jhWIkFWh7Y06t6FgN/PT/N+wOP10qJFM0KhGr755nu6d+9CVlYmhmFgxGIsWLKMLkcdRmZmBrHqELqmUlhYRCQSpVOn9ui6zoYNG5k1638oimDAgP40apSL49hs3FjGrFlzUFWV448/hpycbL74Yg4lJetxHAdd1wgEArRp04rOnTuk9ADplJIcNy0GHEl2TjZffPIFvyz+hebNm9K//6HYyQ2LEPDddwuIxxP069cbIQTNjzmCjMwMvp/7PQs+/j9ycrIZOLA/mqb9dT/PFGMbBv68RnQ85URsy8YnBAsX/kx6ejr5+Y2prKxi7tzv6N27O8Fg0D3jNxxmybICeg06Cp/fx9yvvqGwcA2maZGRkc4RRxxMeno6lmXh83lZubKQWCxGx47t0HUvxcUlfPXVN3g8OiecMAifz4umqRQVlfD11/MIBgMMHNgfn8+LacrvheTPI12W20IIYuVVtBs6mEH334FiOyx97X0WTXoK1aOjaNoOhZJjmugZaXS55gL8zRqjeHTajjgFPTMdx7RoP/IM0tq0oNf4q8jp3QUr7lZgdmybTpefQ+MBB+MY5k7dWXpGGrUri/j26olsXLmW5r27c8Lrz6AHAq4lT7LHEUJgxRN4HIcf5s5jxHmX8+OPi0hLC7JpUylnnTWShx9+ClVV8Hg8xOJx/nXznfz8w08Qi+HRdaqraxgzZiwvvPAa2dmZVFVV89BDT/Ljj4v48su53H33w8TjcUKhGu666wGWLVvBZ5/NZuLEBwFBRUUVRUXFbNxYyo8//syYMWNZsWIlXq831R9PylEMkxmvvcXdE++nsrKKqVNf4IUXXkdVVbxeL2VlFdx6691cfvlYysrK0TQN1bSY//V3TLjtboqL1/HKK9N57rlXURQhLWSpQghs0yReXYNfUfj663mMGDGa5csLSEsLUlS0ljPPvJhp017C49HxeDyEQjXcfOME1iwvoHpjKQ8++ATz5i1gw4ZNbNiwMWnZEni9XkKhWi666EqmT/8vgUCADRs2MnHigxQWFvHuux9x//2P4vd7KS5ez4QJ9/Hzz0t5772PePTRp7EsG+UPJGFJJL9FWsi2h3DdUd1GDgcc/u8ft/HLa+8jVIXu/xwFAuyEyXZPlnEcrK0yHO144nc/W9vIgNzWtW39bj0jjZqCIuZdeQeb1q6nVY8uDH7xcYItmpEI1ciFYy/i9Xp46633mDJlKiUl60lLC+I4DooiaNo0n1dffZOBA/tz0knHUVVVhd/vQ1WV5GKg8/zzr7Jw4c8cfvjB6LrOBx98wrp1G5k+/VkMw+DMMy9mwYKFFBWVEA5HmTbtNmpqarnggiuYPft/jBhxBo7jtuOee6YwcuQITjnlJKL7+JmMfxZd19m0qZSpU1/ksssuZMSI0cya9S5PP/0StbVhcnNzmDPnW/LzG9O0aWNmzfofF154Do7j8Mor0+nZsysPPjiJr776mrFjb+P004eQk5OddF1J9jZCCDRN45VXpvP448+yYcMmAgF/cqwp5OXl8swzr3D00Ydz9NFHIIQgEPChaRobN27C7/fxxBOTycjIIxqtpLS0HNM0URSFF198nZUrCxky5ASCwQAzZryPrmvcffdtFBeXMGrU9SxcuIT58xfRqFEuTzwxmSVLlvHPf97JkiXL6Nu3919+vEn+PFLW7wDHcYhXVtNt5AgGPjgRXVFY8sq7LJ74FIrHg9B3LfNyd6FnpFG7uphvr53ExrXradm1Eye+MpW0li0wpBjbqwghsCyb2towkybdwqBB/alJ1n2LxeJ0796Ziy4azmOPPcPGjZvQdb2ufwKBAO+++xErVqzi/PPPRlEUTNNk7doSunXrhKap6LpO7949WLmykIKCVXTr1gXTNNF1jd69e/DLL8uJxeJEozE+/vgLZsz4gLPPPg1FEX/5GEJd1ygqKsbn8xIOR7ntthtYtqyAu+66lbS0IJFIhC+/nMsxxxzJGWecwscff05NTQ2KopCVlUkoVEM0GqGsrBzbtlHV1Ix3yRYMwyAWi3PffRPo3/8wamvDgBt72adPL84+exhTpkyjuroaVVWTY82hpGQDa9eWcO+9U7jttvEsWLAIv99Heno6n3zyfyxfXsDZZw8jHnfPiFy9uoiePbsRiUQIBAJ07dqZxYuXkpOTRW1tmOrqEJWV1SQScXRd+8uPNcnuQQqyneDYNrGKKrpddC4DH7wTD/DL6++z+O6pqF4PWlpwLzXEQdE0vDmZ1Kws4pvLb6d0dTGtenXnpNefIb1lcxKhGpkVtpdxHAfDMLnggrPp16/X72JJamrCXHjhOeTnN+aBBx4nEPAnd/oq69at5403ZnDNNaNo374tIBBCIRSqJT09DcuysCyL9PR0iopK2LSpjIyMYF0QsqYpbNxYiqqqKIrCO++8zyGH9KVz547E47LcCYCiKCxZspwlS5bStGkTZsz4gClTpqGqKqtXr6G0tJShQ0/kmGOOoKYmzFdffYOmaZx33pmEwxFGjBjNww9P5bzzziInJ1vGkKWQzaLnkkvOo3v3zr/ri3A4wuWXX4SuazzyyNOkp6fVPbd2bQler5fs7CzKyyu5+eY7KS5eT0nJOt5772PGjr2S5s2bous68XiCyspq0tPTEMmTVISAdes2cNJJx5KRkcYFF4xh/Ph7OPbYY+jUqQOJhKz3KPnzSJdlfXAc4lVVdBt5HiD4v7G38cur74GAVsOOI6t7R6x4on7uxj+CAE9OFvHSCsq+WMySu6ZSunY9Lbt15sQXXDdlXFrGUoabHRndpghyHBtd17j++jGcd97lHHroQQSDAXRdZ8qUacRiMUpK1vPNN99hGCZLliwlGPTXuVKEsDFNk5ycLMLhcF22pRuQrpCenoamueJi5cpCrr56FKqqyB17kkTCICsrg5EjR9CzZ1d69OjKlVfexPnnn8ns2f8jFKrl66+/xbYdEgmD2bO/ZvDgY3n99Rm0bt2S008/mcWLf+Hddz/i8MMPpmnTJtJlmWIikWjdONgay7IIBgNcd93lXH75WHr16kYg4CeRMBg+/O+cdtoQmjVrkvz3Zcyc+RmrV6+hrKyCkpL1/PjjzygKFBSsJi0tiJGMw91sHc3KyuT112fg9XoZP/5GVq8u4rnnXqVXr24cdFBf6bKU/GmkhayeOLZDrKKSbhcPZ9ADd+BB8Mu/3+Ors65j0eRnCC0vxJOV/ruDw/8Miqah+jxowQBFb37E/HEP8eVlt7FpTQkte3Zj8GtPk966BUZNrRRjDZhYLEb37l245JLzuO++RyguXoeqqnTu3IGePbvx9dfzWLduIxs2bGLTpjJycrIoLCyqi5kpKFhNkyZ5NG/elLVr1yGEQNc9FBaupUmTPDRNY9WqQhzHoX37thiGFAzgilaPR6dp0ybouk5tbZisrEyCwQDxeJzZs7+mU6f2/PDDQn78cTGtW7dg/vyFLFmyjIULf+bAA/tw2GEHcfbZpwGwYMEiNE3uYRsykUiUgw7qw/DhpzNp0oOUlVWg6zqzZ89h1arCZEkMhYwM1wJ96KEH0qtXN7744is2bNjI+vWbqKqqpkmTPIqKSlBVFVVVKC5eR9OmjZkz51u6detMnz69GDLkBNLSAsyf/xM+n0ygkfx55OyyKzgOscoqul40HNu0mDf5MWo3bGThc29R8sFsmhzSmw6jz8af3wg9mIYZjroB/LsolrS0AIquES+vonzuzxQ89xYVC5YQBtK9XvL69OTYJ+8nLRnAL92UDYdwOLyl5phlUVsbxrIs4vE4o0adz8cff87s2V8Ti8W59NLzsCwbTdO46aYJRKMxBg8+Do/HwyefzOI//3kX0zRZv34jffv2JhIJc8std/P++x9TXV1DcXEJRx99DfF4giVLlpGenk7Tpk2kuzJJImHQtWsn2rZtxRNPPMuFF57DM8+8TPv2bfnmmx+oqqrm6acfplmzfEBQXLyOoUPP5euv59G1aydee+0tWrZsxjfffE9lZRV9+vSU1rEGguM4dbXBhBCYpjvWbNvGMAyuuOIS3n33Y5YsWYqu66xaVcjUqS9y++03UVCwinXrNnL11ZdxwAE9OOusYQQCAUaPvh4hBEcddRi1tbVMnvwYn346i4KC1VRWVnHkkYdSWLiWd9+dSc+eXSkqKqGwsIiLLx5OPC5dlpI/j3rttaNv31svpqsa5aEKnv/0VRRF4eLjh5Odlom5j8VlWPEEjfr0pOt5Z6IpKnaoho2Fa6lZtpqi6TNxEgaxyhCa10Na2xYomoYD4DgIRfz+jxBoQT9awI/q97Lh/76h+peVLLlnGsufe4uqDaUoQIfBgzjslrEcfPN16OlpmOGIFGMNBCEEtm1TXl5J9+5dad48n2g0SjQa46CD+uL1elEUQefOHdA0jUMPPRC/3084HCEajVFWVk5ubjbt2rWhadMm5OXl8tZb77J8eQGXXXYBffv2Ijc3h5ycbN56631WrlzNNddcRrduXYjH45SUrKdNm1b07t1DCrIkbl02nUMO6ce8efOZOfNzfD4f118/htWr19C1ayf69OlFTU0ttbW1ZGSku7XiDJNRoy5g6dICPvnkC1auLGTs2Kvo2rWTXHgbAJsTaSorq+jVqzuNGzciHI5gGAYHH9wXTVPRNI1Ondrj9/s4+OB+HH30EdTWhvnvfz9k7doSrrrqUrp370J1dU1dEeWNG0tp3DiXtm1b0apVSwIBP2+//R5r1hRzww1X0KZNK7p27UxVVTXvvfcRS5euYOTI8+jf/9C6gs57CkVRMEyD5z99lXAowpmDTqVtfmsSphzrfwRd09lUVcpLn76BpqtcfPxwMgIZWHZqtYgoLPxxrwWb+D0+lhUXcNQNQ1BVlTn3f0jb/FbE9sWASCFQVBVvdiaVS1ew6pNZLLz/MULlFViACTRt15Lcft1JxBO0Pe14snt3+X2cmRAoHp1VL86genUJqoA1//2cKKDjVtVod/wAup57Om2GnAC2gxmPyUOrGyjBYIBEwiCRSKBpKj6fWz3ctm0cx8Hr9eD1eolEonW7eyDp8hBEo9G62ki67hqwDcOoE1lbX9/8Oo7j4PN5EUKpe16yBVVV8HrdiutCuNmvmqahKMqv4n4cxyEYDCTjyRJ1VdqFEHWftaRh4Ja08BOPJ+oq9ft8PiIR97QFd6x58Xo9dScw+Hw+FMUdG4Zh/qo/3Ur97gkYm8eQz+ety9RMJBLE4wlUVU2ONQEILMsktqdih7dCUzXCsTBH3TCEjcWl/Oeu5xnYuz810do9/tr7IwGvn0WFSxh0wzC8fg9z7v//9u47zK6q3v/4e+29T5tzZiaTSnohIQWSEAggUgQUEYI06SAtIhGpIgrSvCjFHzcgKlzECyIiAlHpRUAuQYqAYKIhkAYBkpA2ybRTd/v9sc8MKUMykGTOJHxez5OHzD5tzcmE88l3rfVdTzCgZ3+KbmWziKYsP6swJPA88stXku7Xl13OPp3hkw5kzn1/Ye5DT5CMxVgxcxaL3v0QAyx/5iVSfXoStFMNNJbFqveXUCAKYP0G9KNXXTds22bij39I77FjSPXpSaF+tc4+7OKy2Rzw8b/is9ls220ff7C7bV+3av2feuu1YrHYbjWmvevGmLbApjC2Pt8PyOVy61xr5++hMeTWOPOw9c9Sup7WY4uAtuUB6/9dK60Vuja06N4YQ6FQaPs9sF7Qaq2C53QupmwhCmSbypjoQPBikao+vdj53DMZf/ZknHQV86c9zKJX3yCZiDP3vgdZunBxu2+4D4w8YB/qRo3AK5YYd/YZ1AwagF8sYcUcAs+jsKJe05MiIiLbKAWyzcjLF6Dct6bU1Mz2Rx7KDscfhRWLMezISTQtXkp7rSUDoP/ee5Dp34/AdSk1t+Dl8tGZmK1rExTGREREtlkKZJtbef0CgJvN4mazEIb0HL8TfSZOoL0JRwO42Ry5pcvWDl6anhQREflcUCDrDMbg5fJ4bGTtgapgIiIiW1wIYIFr0W6hpBIUyERERORzIwScELrnIB6AHXaNUKZAJiIiItuc1lNzwmDtNlGuDXV5+O4bEEtAlQt+Fzi3SIFMREREti0GgvJ5pMax2y2B2SHYXailZxfIhCIiIiKbT7ymmvl/epR5DzxMvKam3fsEQNCFlm6rQiYiIiLbhjDEisWIVVXh5fMEfkCsqgq/UCRw3fWmL7sSBTIRERHZJhjHIbt0GU0fLia/bAVBELD8zZmUmprJDOxHPJOp9BA/kQKZiIiIbBOcVJJlr73JwhdepmX2XMIwpNTYRKlUYvyU0+g1fqdKD/ETKZCJiIjINsFtbmHY4Yew01mn8s+fTMX3A/b48Q8o1q/GKxbxcnmcdFWlh9kuBTIRERHZNhgTHUHY2EyirhuBH1BqbMLN5dpu76oUyERERGSbUmpqZtiRh7T9fmugQCYiIiLbnK3tOGgFMhEREdn2bGWJTIFMRERkK+BagAVh110G1bUZg5NM4KRS2MlE22U7mcRJpcCAXyhWbHgKZCIiIl2cAXrlIMxDzFco6zAD8ZoaLMcmKLmsmj0HE4/TtGBhdHsY0jjvXUotWUwY0n3MSIxlEXhep689UyATER69OVQAACAASURBVBHpwgITnbl4xgxYvRT6NUPJrvSouihjsGwLJ5XCchwC32fe/Q/i5guUGht549qf45ZKGKKQ65VcHjvqFEIgWVPNxEsvgHicqu7dGP6NwwiDgMDz8PKFqMv/FpwGVSATERHZCtgBKId9gjCM+ouFIW42xz+v+zmNHy7G+AFzH3+aAlHgqTJg29Ex3saO3s3Q9wEoNjXzzKU/wQfSwLsPPYEXhvQavQPjvjsZJ5WEIMTN5zFboH2GApmIiMhWIDDRgdiyNstxSPaoo/6td3j/2enM/MXtNC9ZSo6oCtZv+0HY1WmcZILR3zsdJ51qC2FrPkexfjVv33QXYQil+tXMePhJANKPPMU790xjwiXnM2ifPek2agT5FfXrPcemUiATERGRrUsIxraIZdLkli7n37feyTv3PMCKDxZhgKRlsfM3D8eKxxh28mHEe9QSuj4bmnBM9u3FnndcixWPkVu8jIXTnsLP5nj33sdYtfgjnj73EvqP3oGRxx/FyG8eS7ymGi+bI9xM05gKZCIiIrL1CMGKOcQyaV6//ufMe+Qpls6egw2ka6sZeMi+DDryq3QbuwPGtnAbW/CyhfJjNxKejMEvloh378ZOP/gWfrHEgEP35737HmfJ/73K4rfnsuSq63n7L48x+tjD2fncMyk2NhH6m1677PRAFhogBr6tXSIiIiLy6RjHJpau4vWrb+CVG2+lBHSvq6XPPrsy/NvHUdWvN1Y8htv4GXZJlgNb6HkU6xvAGOrGj6Jm1DCGnXoEC25/gGV//yeLZs5i5cxZEASMP38KpYbGaNH/JujUQOZbkC7BoW+BZUPKBV+hTERERDYmDDExh3g6zWvXTOWVG2/FAcZ96xj6fWl3eu65M25jM6Hn4ZXczfaabnMWY1lUDx3Ibr+6kuV//ydLnvsH8+55hBeuuA5jWYw/90yKDU2bFMo6NZAFBpIe7PMRWEDCi66JiIiIbIgVc4hVZ3jt6v/m5am3YAPjvj+ZEWcdh18sUVyxaosdHh4GAWEpoLhyNT33GE+vL+5CrCrFrNvvZ/pl10AQMv78syhuQqWsIlOWOaIKmaYsRUREZGMs2yaWzvDaf/03r9wYhbGdL57M9mccTWl1uTK1hcLYWozBbcpiHJvR558CwFu3388LV1wLwPjzvh2tKfsMoczarAMVERER2VzCEMspV8auvZGXb7wFC9j5otPZfvIxeM3ZTV679amZqHeZlysw+oJT2PHMYwiA6Vdcy4xf/YZEt9q2HmefhgKZiIiIdEnGtnHSVbx29Q28csMvo8rYD77F8DOPw2tq6fwwtoa2UHbh6ex41vEEwAuXXcOMn/8P8ZrMp67Yqe2FiIhIV2IMdiLR9nluOU7UhLR8wU7EcVIpAs9re4hfKhF6fudM23WiWLqKf15zI/9oXcB/0ekMP+MbuE3NhMGWO8aoo0LPx8vmGH3eN8EPmP2/D/D3K6/HWDZjzz7jU52HqUAmIiLSVRhD6Ps0zn+3rfpj2TZuPk/oeRig+YPFrHp7Dm42B0AIVPXqSSxdVdGK0eZmxWxyy5Yz9/4HcYExpx3FiCknUlrd2CXCWKvQD/ByBXa8eDLF+tW89eAzzLnvQUaedDSmNUx3gAKZiIhIF2HHYuRWN/DoYSdSaGzGrPFhHgIxYPo5P2i7ZiyLkjEcfMfNDDv8EEqNTZ0/6C0hDEn26MG/bvwfln+4mO59e9H3oL3xC8UuGTpDzyfwPPofvC9Lpr/OorfeZt59DzL+/LPILVveocqlApmIiEgXE5RcfN/HMQZjRR/mlmWXF5QHbQ1MgyDAj37zic8VhpBMJojF2v/I9zyPYrHU7hFAYRgSi8WIx2PkcvlN/r46ykmnWfnvt5j30JMYYLs9dqbHbmMprKgnTpx4EOu0sXRE0XIpNbfQZ7/d6Tl2B1qmv8bs39/PkK8fRLJnd/xCcaPPoUAmIiLSxZhyRWXXm35EtzHbr/eBbiyL0Pd59TtXUViyYoMVGNu2WLDgPZYuXU6hUIQ1TnSMxWIMHjyQwYMH4LoewTrBLh6P09TUzIcfLmbEiGFt49qijAFC3n/ybyxf8B7V6RTDzzwat7GZGDGWxJezrMfKqFxY6ZlLAxSh/6rt6OnW4bbk2eHsE1k2/TU+mj2HD597gZHHH4VvzEaPbVIgExER6aJS2/UkM7gfbq6w1nXLtgg8H+Ns+GPcGEMiEeeXv/wN06Y9zJgxI7HLLRmMMSxbtpxEIsEZZ5zEqacej2UZgvL6rEQiAcB1193E9OkvM336o1iWtV5o29wsx6HY0MiMqbdiAwO/fgCp/n3wiy7dvGpuH/IAt799PywE4lt0KBtXBEbDpYPO4pSFR9DkZanefiD9D/kSC56Yzr9u+BXDj/o6xpiNHkKuQCYiItJFBSUXv1giKJbWuh7aVrSrcmOHZZd5nseIEdtz2203UlNTje97GGORy+W57rqb+MlPbmD06B3YZ58vkM8XSSTitLRkufHGW7j77vsZNmwotm1vNFRsDnYizus/nUo2myVZlWLwsV+L+nqFJUIDVsyCvwBPAtUbebKo2AZ++b8GsMv/BfCAgKgJmL3G/dt7LESpac37NAIngXV+1EUsDAKcTIZBx36ND5/7Bw3LV/LvW+9gwkXn4DZveMdlhwNZvLYGy7Y2qToYS6WI19a0fZ3oVkOyex1eobCBR22cAbxCETeb65xyqoiIyFYmkYjTp09Pamtr8cotMzKZNBdccBYvvPASL730KgccsA9hGDJ37rtcdNEVLFnyEdtt14fOnBu0HIdVb71DzvfZ5YRDqRm9PW5jS9vtJjSQBuqATDtP0Bq8WgVAbflXAagvX/OB7uXrOWBl6wu089gaomrYynWe3wKqwKzx9rjNLfTcbRxDJu3HrD//ldXvzMOOx9jY6ZobDWRt89RXXU925So+fe/ZNZ7LsSk2NEXhMgh4+dKfEq/OdHhL6CdxgYFfmMgOJxzVtg1YREREImEYYozBcRxiMadtyZkx8NFHy8jnC9TUVBOG0bqxmTNn0bt3D37xi+u4+eZf89xzf++8sQYBdjIRFbOSiU/f9X7dQFUHbE9UzeoBVAHvAd2A4cAqoH/5+vtrPEdQvv8QoAHoDSTK99lQegqjczftRCz6HhLxDu0M3XiFrPyn9u9f/YYVQcim7GsIicJkHCAM+ddDj68XZD+LHPCF1Q2MmXzyJway9gpnHam8ftI6vI0V4jqhqisiItIhjmPT0pLllVdeJ51OY0y0RmzevHeZOvUWtt9+KIccciDFYhHP8/jKV/Zl0qQDGTx4AMVisdP6zSZqa3jnnmkseOlV+u04nEHHfm2t6tgG+UQVs4FEoSlHNA3Zh6iy9TawHTCUKHwNApYCc4kC2VBgCdE0ZqteRBW1d4gC2XBgBVGlbQNnHblNWYaeeiRLX3yTdx5/hiGPPsWQgw+ktIFpy40HsnKy2PmC75CrX90lz1pygQG774LXThgLwxDHcaiqSpW/lbWTkut6lErrb/cNw5B4PE4ymcD3/bbtvmEYkkgkiMc/jqat06RrPkep5JZ/iD/+KU4kEti2RT5f6JR5eBEREYB4PMGiRUu4+uobSCTiLF26gmXLljN48AAOP3wSxx9/JIMGDSh/HkJ1dTXG0KmtLgCsWIxC/Sry2RyxRJxkr+64TR0IZCFRRcsAyfK11rVhLlFlK16+zRCFt2L5a6d8e+vzrMkr3xYr3zds5z7tDccPSPXpieM45JqaKTU0YsU2XOnbaCBrPUF99yu+/5kOy+wsXqFIKZtdbw1ZKpVi9ux3uOaaG/E8D9+PyoZhGNKnTy9OPPEYvvjFibiut1ZIymTSvPLK60ydegu7774rF198Dvl8gVQqyT33TOPBBx+jtbbX2tvFdVtjdchhhx3CKaccS6EQhbJ0Os1TTz3Lyy+/zjnnTKamphrP27SpWhERkY4oFAoMGTKIW2/9b+rqamlqauaWW+5k+vQX2XPP3dhxx9E0NDQA0QyQv4lLiT4TA4HrErguNtF0ZeB6nzxV1SogqowNAFJE1a+RQB74AFgE7ABMjF6DJURh7ANgFLAbUSVtMVEAW7Py9BHRdOeuRKHs3fJjN1adMhC4HnZVAguijRkb+czv8KL+4lbQ/be9Bf2xmMOqVQ387W8vMGbMSMaP3ylqpOcHzJo1m29/+wKuvfYKjjxyEvl89C8Bq9yE77HHnmb69JeZO3cBRxxxMMOHDyMIQqqrq+nTpzeO4+D7Ps888zxhGHLggfvhOA6e51FdnSEIQizLIpPJ8Prrb/KjH/2UdDrNlCmnYVkWUUQXERHZssIwJJmMM2hQf2pra3Achx//+AeccMI8zj77+zzwwJ2MG7dj2+dgJTjJJCtmzOLNm26jOhFn9PfOiNaYb2xGySKaQlxItOtyIPAhkCUKWNsDTURBrA7oB7QAfYnWlS0lWk/Wp/x1kSi4GaKpzKbyfbqXH1soP/cGQlnrOrjR359M/WmX8PpPp9LvS3uR6bcdfqnU7mO2TNuLMMSKx7Gcz1ZRCzyfoFTaLIekhmHY1nPllFOO4+yzJ1MsFnEch4aGRiZNOoGbb76Ngw7avy1gxeNx3n//Q5555nkmTz6Zxx57mmefnc7o0SNpampm0qQDOeKIg3Ecm2KxxOmnn0sQBPzyl9eTTKbwPBfX9fC8qMnePfc8wM9+djOLF3/Ennvurp2gIiLS6YIgpFgsUSyWyGZz9O7dk8suu4jTTjuba6+9id/97lfYtl2Z6hiAMfgll2IuRyIZJ1bb3hbKTxAQhSSn/Pt8+esEUfVsBVEI84gqadVEOzXfIwpcWaLwVUMUvloXvHcD5pfvUyJaR1ZVfq4OiNVmot6xjY3RYfAb+PzfIoHM2Db55SsotWQ/9YL9EIhnMiR71G3286pKJZd8Pk+xWCIIAvr27cPEieN5+unnaWhoonfvngRBgDGGf/zjDerr6znuuCPxfY/773+IY445gm7daiiVXDzPawtkvu8TBEF5bRht24nj8ThPP/0cV111PYcddjDLl69g5cp6rR8TEZGKy+Xy7LffXhx77JHcdde9PPTQk5x44tG0tHQwbWwBxjJthafw0y7rcYiqV/OIwpNDNBHVGrZKRBUyi2jXZA1RNc0HehIFuQaiwGWIQl3jGo/tVb6epcO7EVu/B8txNlqM2SKBLNGthpcvuZqZ9/6pbW3dmlorZ+3NpxaACaeewJd+eT2FVas367hSqSQ1NdWUSlE3kNmz5/LKK/9kwoRx9OzZA8/zMMbg+z7Tpj3ExIkT2HXX8SxbtoJ77vkTb745kwMP3A9wCcOw7VerNa8ZY/A8jx49uvOLX1zPgQfuxw9/+GOWLl2+Wb8nERGRDTHGkMvlaW5uWeszKwgCgsDnnHMm89hjT3HlldcxYcJYRozYnkK5P2jrY5uaNtzUtEtoXazfOp3Y2sB1AVHwGkwUuuaW7/Me0U7LweX7zSEKYf3LX+eJqmND1njsAqLdm1tgh+OW69RvDMay1g+RYdi2mN02Zr3ynSk/djMPBYA77/wDzz3397bQ9M478+jWrZarrrqYeNwhl3NJJBLMnTuf2bPncuWVF9O9ex377783u+02gT/84U98+cv7dOgIhDAM8X2fCRPGEY/HKJXctiAoIiLSGcIwmqb89rdPoamppa1zQKtCoUj//n35zW9+zoIFC3Gctacsm5uzTJlyGt/4xte3+JFJn0rrOq6NxYXWfmJr1ncsPl53tqp8LSRa2G8RhS7KX4fAzHXus+ZrZvl4zdkm2iKBrNjQxC4Xn8PY705ea4x2MkHjgoU8cczpWLbNIX++i8zA/msdCREC8XQVxYbGzT4uY6JeLEEQEgQhtbU1LF78EQ8//CRnnXUqtm2TTCZ49NG/RuO1bf7yl0dJJpN061bLCy+8wvz5Cxk+fCjFYvuL8tblui6+72vdmIiIVITneey11xewbYuWlux6BYViscTee+/JAQfsQ3NzllKp1PaZVSwW2WefPXEch8YusLnPhIYCRdiRqIKVqvCAssAOUApczCamsi0SyELfJ9WrB2nbXqtdRyyVInA/rhJVDxpI7bDBax2dZIDA9wlK7marlLX+7J188nGcffbpFIvRD1sQBNxww6+4/vqfM2zYII499ghWrlzFSy+9SnNzM5dffg2e52NZUXfjbDbL448/zQ9+cF6HA5mIiEglRdOOGz7FJpvNks1+fP81H5vtxBNwwiCgtQ5n2tkYmLcK7L58LOHhIRzZacP6ZOVp0jHLhlOwiuvf3LZEy9vozNqWmbI0hsD1ov4ha102+GsEGb9YxCsU8AvrfxNboi2w7/ttO0zCMKSqKsWhhx7E1Km3MGvW23zrW6fyyCNP8eab/+ZnP7uSXXedQLFYxLIsbNvissuu4emn/49TTz2hfMREFyrfioiIbM3CEDuRIJFJE7ol3IZmEj26rXWXnF1gz8YJHLD6C5tlmnCzCCFr5clbhfWqZG5DMyGQqOuG5TgbbOGx5daQdUGJRJzq6gzxeBQKY7EYM2b8B4DBgweTzWb5299eoHv3bhx00Jfp1287SqUSYEgmExx//JGce+4lvPbaGxx66EEV7dciIiKyLfHyBXqN34ldLpjC8z+dyuwb72SP264G47UFGYOhYBXbrUZV2pphzFgWgesx+4Y7KAL7XXYRtcMGU9rA5ohtPpAZQ9tCxMcff5rGxiY8L1rTtXTpMh5++El2330XJk06kDlz5nPvvX/mmGMOp7a2mubm5rbO/kEQsOuuE6iuznDffQ+y7757kUwmgBLFYrFDix1LpRKFQlFtL0REpNO1Hv3n+365dZOD4zgUi10n3FgxB8tx8IGg6GLFHPx8YaOP63LCECseIyiWohOc4rGN9mbd5gOZ7wek01XssMP2LF78Effd92DbbbGYw6mnnsCxxx5Oz57def31fzFgQF++9rUvk0wmaW7+uBeL67r069eb448/itdee4OVK+sZOLA/AEOHDiEMgw3uvgzDkIED++N5PrZtK5SJiEinCcOQdLqKJUuWYlkWdXXdaG5uZtWqBvr379tlNp4FrkuqZw9SmTRuoUhhWT1OddWn70lWYca2yX+0As/1qKqtIVnXbb1lXOva5gNZLpdn1KgRPPvsg4RhuFYly7ZtHMcBQpqbW/jiF3fj+ecfBVgrjAHlnZIWV155Mb7vE4YhhUIB27a5+upLgI9bXayr9TUvvPA75YpduMa5lyIiIltWbW0NCxd+wOmnn8uFF07hiCMm8fzzL3LbbXdxxx03U12dAQy+7xEElSsYFBub2OGko3n30ad466/P8cGfnmLUBadQrP90nRfsZCJaSN8a5IzBjscIXG/9pvNhiJWIR9eDMKrKldyNH9m0AbGaDLOn3snyD5aw64nfYMjXv0ZxI71Vt0Brs67LGINt222/IKp8tfYHa722oSpXGAZYlrXeLpSO/+uia/wrREREPh9isRhPP/1/nHLK2cycOYuqqqo1bo2OF7Qsi8WLPyKbzbed51wpxhj8fIEQ8PPF8gHjHX8sxjDnlj/QNOc9TMyJ+qLaNgt+9yBN77xLrDpNLJPGrkpGQa0qxZInprP6X2/j5Qp8+NCz+Nk8diKOk6kilkljJeLQ0XxmDEHJJSiWou+hUOhQRvjcBLKoI/H6v9bttL/utfWfJ1xvvVjrc23MuhU6ERGRLam1xdPs2XM5//wp7LvvF9uORjLG4DgxYrEYv/7175gy5SIWLvyARKK9M3Y6T+B59Bg7mirHZv69j9L09gKcqo41HAuJjl/KfvgRjW8vwLJtYtVVLH/hNXKLlpLZfhCr3pzNe395mvrX/o0Vcwg9j1Uz3sHL5Xnv3kd574+PUqxfjduUZfFjz7PwoWfIvrcIK96xScVYdZqVr89k4ePPk04k6D5mVFRx24jPTSATERH5vGldSvPd707mwAP3W2sNs2VFEeCWW/6XF154mZtu+ikTJuxU8Q4CfrHEzhdMIZ3OUCwUWXj/E4S+3+F2WMayqNquF/nFy7ASMdzGFupf+w8DDt2fhv/MZc4tf6D5/cXM+/X9LH3mZUoNzTiZFE6mihUvvUGqXx9CP2D+ndNY8dIbNM1dyNzb/khxVSNWbMOhzFg2fi7P+/c9QalYolufXoz7zhl4rU3eNkCBTEREZBvnee56HQESiQRz5szjllvuYP/992aXXcZTKFS+6XngecRra9j5+2fjA4see57chx9tdJciEK37siyS2/Ukt2gZxrb56K8vYqeSZIYOYN7t9zHk+Ensds2F9Dt4X1a8/CbN89/HhJAe1I/aUcMYetwkuo0bSfOCDwj9gB1OO5IdvnMilmMT+hue5TKOTdO891ny1xcB2OXic6MqXAfWo31uAlkYhsRiDul0eq3rVVUpMpk01dWZtkX+NTXV2LbV9gaGYUg8HiOTSXeZnSgiIiId1V4eKJVKDBo0gOuvv4rHH3+GN96YSSpV6bOIKA/WMPhrX6bPiGG05ArM/82fiNVWd2ihvQGqhw3EbW6h8a35NMyez4DDv0zD7PlYsRi9vjiBUmMLTjqFiTsUlq3ESsQxxlBcuZpYTRo7kWD0hafj5Qu8dOolFFc1Eq+rXX9DwDpimRTzbr2XPNBvp9EMOGCfKAQrkH2spqaaxYuXcvPNt+H7UeuJqqoUd9zxB6ZMuYjvfe9ympqa+c9/ZnPeeZeyenUj8XgMgFQqyYwZs7j88mtpaGhqW/wvIiKyNcnnC229OFuPADz66MMYO3Y0V199A6tXN3SJzzgvm6Xn2DGMOPwQQmNY+upM6l+diVOd3uhjwyAk1a83djLBgt89SKpPT2pGDqFU34iJOcS71xIGPvWvzyKWTuM2Z0kP7kd+6QoA0oP78+7vH6SwvJ4vTbuZfl/bm/fufjBanG9/QmwKo52VS597lRVvzQNjGH3ysdQOHdzhPmqfi0DmODZz5sznpJPOYtq0h8phrIpp0x7mxRf/wVlnnUY6neb662+mZ8/uvPTSqzz33N/LLTEgHo/z4IOP8cEHi6ipydDxrRYiIiKVF4Yhxhh22mkU3bvX4XkedXW1jBkzkmKxyLnnnokxhunTXyIWcyo/G2QMhZX1jPnWyfQe2J/Vy1ay5K8vYsXjGGvD0SUMA2LdqvFactS/OpN+X9+P0PWpGz8KP5tj3v9O4717HqFl/kL67L8HheX1pPr2JrdoGbmlK3GzOUqrGph76x959/4n8PNFqkcMxXJin1jpMjEbY1ksfnI6DasaGbDTaEYcfyT5+lUdXvu2zfchSyQSzJu3gOuvv5lBg/rjui7GGPL5PM8++wL77rsn++yzJwMG9OX0088jHk/w1a/uz6OPPsUJJxxFMpng/fc/5M03/8N5532bdLqKXE5HJomIyNbD933i8Rg/+cmP8H2fpqYWJkwYx8SJE3Bdl7q6Ou6++1Zc16XQ3vnSFRB4PlU9ezLqhG+w6mc3M/fuh0jU1TBiygm4zdlPnD4M/QArFmPgEV/BSsRJ9KjDyxdIDejDyPNOYdHTLxFzbHa6/GzSg/pRWF5PZkh/kr2702OP8TTPe5+hJx+Ok06z9MU3qd6uJwOP+iphGBC206PN2DZOKslbP7uddx/+G1XAqJOOJl5TvcGjkta1zQcyz/PIZDJcfvlFfPDBIm6//XeEYUhTUzPGwKBBA8lms9TU1NCzZ3dmzXqb4447knPP/SGzZ7/DHntMZNq0R8hk0uy11+647sa3roqIiHRFnueVq2Ws1ebJ932CYMMnzlSCm8ux66UXEIYhL/2/XzDz5rvBsRlx5rFRKGtvkX15/AMO/zKE4JWLKEGhRPedR9PrCzuXe5wVCEoufb+6N0GxhFOdZtyPpuDnC/gllyEnfR3LtgmDAC+bX/+1wqgyZqeSzL7xLt767V+wgX2vvYKx3zmDQsOna2a7zU9Zep5Hr149GDNmJNlstu0HrlSK/hXglHdtBIGP4zg0NTUxduwYhg4dxFNP/R+lksvzz7/IAQfsTe/ePdVhX0REtlrrhq11e3F2pTAGEPo+pZYWJl52IXtdcgEBMHPqb5l32304mfQGpy+9bL4tjAFgopYapcZm3MZmgnJvMD9fIAyC6LUamvCLJQhDvJZcdN9PqMYZx8apSvL21Dt5645pWMCXrr+Sced8i2Jj06fu9N/pgcwAcSDud07PemMMvu9TKHy8qC4IovMtU6kk+XwBy7KwLJt8Pk9dXTfi8RiTJn2VGTP+w0svvcqKFfXsv/++ZLO5ThixiIiIAGAMoedTampm4iXns9cPzotC2c9/x/zb78ep3nAo2yLC8jRlVZLZ//1bZt/5Z2xg/+uuYNzZZ1BsaNjobsz2dOp3YULwDCxKw+Ia8E1lDhIKw5CammqSyQRvvDGDbt1qWbDgPZYvX0m/fn0plUrsu+9ehGHI1Km3MHHizuyww/ZtO1JERESk84R+QKm5hYmXfY+9fnh+FMpuuot5t99PvFsNTqZqk86e7PhAQmK1GWLVVcy+8be8deefsIxhv+uuYOx3v0WxoanddWYd0alryJwAmhLwP7uBZcNJcegVQGdNAnqeRy6XJwii8ygnTz6Zq676GT/84Y95442ZHHroQQwfPoR8vsB22/Vi11135rrrbuL73z+nk0YoIiIi7Qk9L6qUXXoBEPLSz37BrJvuotDQRL/99qDXXhNwG1sI/eAzVag2xFgWxrGJZdIsm/4aS557hfl/fBwb+NJ1VzD27MkUGxo36XW3+UX9rUoll1133ZnevXth2zbZbJaxY3fk8ssvYsaMWZxwwlF85Sv7t51Lmc/nOeGEoxg3bgyjRo2gWOwau05EREQ+l4yJ1nk1tzDx0gshDHn5//2S//z2Lyz6yzP0/uIERnznRNL9e+OkU7jNGz+uqCOvGcuk8QsFmud/wLzb/sjyl/9FQ6FICvjSdZcz7ruTKa5q2OT1d5UJZGE07A9GsQAACKhJREFUfdmZfN+nb98+DB48sG0tWEtLCzvvvBO7774LQRCQzeZwXQ9jDK7r0b17HV/96v60tGS73EJHERH5HDAGY5n1+oIZy3S4v9W2JvR83JYWJv7oe5h4jHmP/JUl/36Llidf4KMX32Dgwfsy6IivUDdhDMa2oqpZa+Vqjc/y1vc0XOdaCNGh5LUZ/EKJ+jdmsfD+J/jo+VfJZvMYYPDEnRl99GHRmrHVjZslI3xuKmStIWvNXZJRP7IC+TW66Lb+ARlj8DyP5uaWTh+riIgIgOXYGMfBrHOoddQx/nMaykzUo6zU1Mwu3/suo04+ljn3/pl37r6f5Qs/YO4DT/LBA08y9OTDsOJxhn3zcBI9agnKJxS0ajtkfZ1rdixGbvFS3rn1D/jZPO/e/wQuUUv4ATuNZuQJRzHypGOIZTIUVjdutrVrn5tAJiIistUwBgPMuOwmnKpkO2uTDIQhhaUrt/3+VZ8gDAJKTc3EM2l2u/QChh85iYV/m87Mm39N04dLmHHPI1jA0udewclU4SSTjP7+GcS7VZP74CNm//wuLMdhzMWTSfbqTmHZSmZP/S0EIcXVjSxbvAyANNBz0AB2ufQCBu79BWqHDyW/sh63ZfMWbBTIREREupAwDCk2NVMClr/7YdthfXGi1ggloDWe2YALBK73+ayWEVXLckuXk+7Xlx2/eRwjjz6MGTf9msZFizG+z5yHnqBA9F6tPP7Ctua3fvnxL3/zB9H6tDAkR/TepoFdjj4MLwzpNWoEY6ecjpWIEwYBuaXLt8h7rUAmIiLSRQSeRyydZr9f/Qy/5GKIel75xSKvXzOVXGMze5x7Jj3GjMQrL7cJgJ7jdsT7PPfKNAYvn48qi7bD7lddjOU4BL7PkEmP4OYLuI2N/PPan+MVCljGYMpTjcYYAiBV1429L70Ak0iQqqtl+yMnQRDiex5eLh+932G4xYKvApmIiEgXEfo+diLOqJOPbfvgtxwHt6WFGTf9D15jM0MmfZUhBx1AsXxOogFKLVn8Uqnyh4JXWhhGOzHXOENy+NGHYdk2gesy8Cv7YcVjNMyZx5MnnkUsHuPgP91FVd/tIAioG7k9xrIIPJ9C/epOHboCmYiISFdhorVhxTXOQbQcBzcbHd9jALe5hcKq1ZTW2XT2uQ9jn6DU2BT9xhhqhg4ilq7Cz+c/vjZkENWDBuDlCxQbmio2TgUyERER2faFIX6hiLGs6LzKMr9YxMsX8Cvcb/TzujlDREREpMtQIBMRERGpMAUyERERkQrTGjIRERHZNoQhVjyG5awfb/xiidD323lQ16BAJiIiItuEWHWGeQ88xLvPTie2xnUfGD/lNHqN36lSQ9soBTIRERHZJnj5Att9YSLdRo5gzSYgIZDp1we/WMJOJio1vA1SIBMREZFtQuh5pHr1JN23z3q3Ba7XzpmgXYcCmYiIiGwbjCH0ffwuvFbskyiQiYiIbAWSHqQAK6TtwHH5bEwYvZcxF7rK+QYKZCIiIl2YCcE38OAoWLEEJqZhsA9upQe2lXICaErAH3eAeBK+7EBNGC38r+i4Kvz6IiIisgEGCA280ReafGiOg60S2WdmhZCPwb/7AylwrSj0Vpoaw4qIiGwFUh7gRYFCNo0VAi4kutCUpQKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIiISIUpkImIiIhUmAKZiIhIFxaGIelkFZZlQQiZZBrL6ON7W6M/URERkS6sNl3DC7NeIduUAxuemfE8xoBt2ZUemmxGCmQiIiJdkMHQvbqOx177K1NuuIimXDOk4Mbf38o1991IdSqDY9uEhJUeqmwGTiVfvC5TS4+a7hSKhUoOQ0REpGsxhkQswbS/P8QZU8+jmC9CEgiBJNzw+1/hhwFXn3wJlmXh+36lR7zVqEpW0S1dW+lhrKcigcyyLIIg4IY//YpumVo836vEMERERLokYwzGGP73qd9TzK4RxgBsIAE33ncrKxrr6dOtF67nVnC0W5eYE2N5wwoATBdai9epgcxgCIKAIBeAC3fcfQ8EgOnMUYiIiGwFQqAXkIL1ZiVtwILf//F+8NDn6KcREr1/SShQIAi7xpRvpwYyL/DIpDIcvv/BBH6gFWwiIiLtMBgw8NhrTxMUA4itc4cQKMK+B3yR7jV1+Jpp+vQCiMfjpOJJgiCo9GgwCxfO6LRoGBJiG5vqqkxnvaSIiMhWx5TXkP3i4dv54W0/jipgcaIgFgBZOOaQw7n1uzeQiidxFcg+s6ZcM0EYRCG4gjp/yjIMaMw2debLioiIbHUsY/GdSadjWYYf3vJfBKuDKJgFcOLhR3PTd67B8z1WNq2q9FC3epUOY1DhXZYiIiLSviAMaGhp5MyDTsGxHGbPewccqM5kOP+IKfi+T9EtYkzlw4Rsuk6dshQREZFPrzqVIRaLQRh17m/MNhGElV/3JJuPKmQiIiJdXHO+BfKVHoVsSdrnKCIiIlJhCmQiIiIiFaZAJiIiIlJhCmQiIiIiFaZAJiIiIlJhCmQiIiIiFaZAJiIiIlJhCmQiIiIiFaZAJiIiIlJhCmQiIiIiFaZAJiIiIlJhCmQiIiIiFfb/AVf5RlgTJxQAAAAAAElFTkSuQmCC)
VR1 = 10V / I = 10mA
VR1 = 8,6V / I = 8,6mA
VR1 = 7,9V / I = 7,9mA
VR1 = 0V / I = 0A
VR1 = 9,3V / I = 9,3mA
Para o circuito abaixo, qual será o valor da tensão de pico do sinal que é medido pelo canal A e da tensão média do sinal medido pelo canal B. Considere 12VAC RMS para a FONTE.
![](data:image/png;base64,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)
Vp (canal A) = 16,27V / Vavg (canal B) = 5,18V
Vp (canal A) = 16,97V / Vavg (canal B) = 10,35V
Vp (canal A) = 12V / Vavg (canal B) = 10,35V
Vp (canal A) = 33,94V / Vavg (canal B) = 20,7V
Vp (canal A) = 16,97V / Vavg (canal B) = 5,18V
Para o circuito abaixo, qual será o valor da tensão da tensão reversa no diodo D1 e da tensão de pico medida pelo canal B do osciloscópio. Considere 12VAC RMS para a FONTE1 e 12VAC para a FONTE2.
![](data:image/png;base64,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)
A tensão reversa nos diodos de um retificador em ponte será igual ao valor de pico da tensão de entrada, porém nos retificadores de onda completa do tipo Center Tap, a tensão reversa em cada diodo será aproximadamente duas vezes o valor da tensão de pico na carga, sendo o valor da tensão de pico das extremidades do secundário do transformador.
O retificador de onda completa em ponte utiliza quatro diodos e não necessita de um transformador com secundário com derivação central.
Os retificadores de onda completa em ponte são os mais utilizados na prática, sendo compostos por 2 diodos, e produzindo uma queda de tensão de 0,7V em cada ciclo de retificação do sinal de entrada.
O retificador de meia onda possui apenas 1 diodo e produz um sinal médio de saída menor se comparado ao retificador de onda completa.
Em circuitos de potência podemos desprezar as quedas de tensão nos diodos dos retificadores, pois trabalhamos com níveis de tensão altos, muitas vezes maiores que os 0,7V.
Para o circuito abaixo, qual será o valor da tensão de pico do sinal que é medido pelo canal A e da tensão média do sinal medido pelo canal B. Considere 12VAC RMS para a FONTE1 e 12VAC para a FONTE2.
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)
Vp (canal A) = 12V / Vavg (canal B) = 10,35V
Vp (canal A) = 16,27V / Vavg (canal B) = 5,18V
Vp (canal A) = 16,97V / Vavg (canal B) = 10,35V
Vp (canal A) = 33,94V / Vavg (canal B) = 20,7V
Vp (canal A) = 16,97V / Vavg (canal B) = 5,18V
Para o circuito apresentado abaixo, informe qual será a condição de funcionamento, considerando a fonte BAT1 de 10V e a fonte BAT2 de 12V.
![](data:image/png;base64,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)
O diodo D1 estará polarizado diretamente, porém não haverá corrente no circuito pois a tensão no motor será menor que sua tensão nominal.
O diodo D1 estará polarizado diretamente, e o motor estará ligado com uma tensão em seus terminais de aproximadamente 1,3V.
O diodo D1 estará polarizado reversamente, se comportando como uma chave aberta, e o motor estará ligado, tendo uma tensão de aproximadamente 1,3V.
O diodo D1 estará polarizado reversamente, se comportando como uma chave aberta, e o motor estará desligado, não havendo corrente no circuito.
O diodo D1 estará polarizado diretamente, se comportando como uma chave fechada, porém o motor estará desligado, não havendo corrente no circuito, pois uma tensão de aproximadamente 1,3V não será suficiente para acioná-lo.
Para o circuito abaixo, qual será o valor da tensão na carga (VL1) e da corrente do circuito (I). Considere o diodo de silício e a resistência da lâmpada de 24 ohms.
![](data:image/png;base64,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)
VL1 = 0V / I = 0A
VL1 = 11,7V / I = 487,5mA
VL1 = 10V / I = 417mA
VL1 = 12V / I = 500mA
VL1 = 11,3V / I = 470,8mA
Considerando o circuito abaixo, qual será o valor da tensão no resistor (VR1) e da corrente do circuito (I). Considere uma fonte de 10V, três diodos de silício e uma resistência 1k ohms.
![](data:image/png;base64,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)
VR1 = 10V / I = 10mA
VR1 = 8,6V / I = 8,6mA
VR1 = 7,9V / I = 7,9mA
VR1 = 0V / I = 0A
VR1 = 9,3V / I = 9,3mA
Para o circuito abaixo, qual será o valor da tensão de pico do sinal que é medido pelo canal A e da tensão média do sinal medido pelo canal B. Considere 12VAC RMS para a FONTE.
![](data:image/png;base64,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)
Vp (canal A) = 16,27V / Vavg (canal B) = 5,18V
Vp (canal A) = 16,97V / Vavg (canal B) = 10,35V
Vp (canal A) = 12V / Vavg (canal B) = 10,35V
Vp (canal A) = 33,94V / Vavg (canal B) = 20,7V
Vp (canal A) = 16,97V / Vavg (canal B) = 5,18V
Para o circuito abaixo, qual será o valor da tensão da tensão reversa no diodo D1 e da tensão de pico medida pelo canal B do osciloscópio. Considere 12VAC RMS para a FONTE1 e 12VAC para a FONTE2.
![](data:image/png;base64,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)
Vp (canal A) = 12V / Vavg (canal B) = 10,35V
Vp (canal A) = 16,27V / Vavg (canal B) = 5,18V
Vp (canal A) = 16,97V / Vavg (canal B) = 10,35V
Vp (canal A) = 33,94V / Vavg (canal B) = 20,7V
Vp (canal A) = 16,97V / Vavg (canal B) = 5,18V
Para o circuito apresentado abaixo, informe qual será a condição de funcionamento, considerando a fonte BAT1 de 10V e a fonte BAT2 de 12V.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZsAAAFvCAYAAACcm2b3AAAgAElEQVR4nOzdd3wcxd3H8c/s7u0Vdcmy3HvvDdMMmF4STA0hdMhDMb0EiOkBTDE1EMBAMGBKCC2UQCD02Abb2MYN917Uu3R1yzx/7LlhS5ZcsCzNO68j8vnutKeT97sz85sZsWbNXImiKIqi7EXavj4ARVEUpflTYaMoiqLsdSpsFEVRlL1OhY2iKIqy16mwURRFUfY6FTaKoijKXqfCRlEURdnrjH19AIqiNH1CCNDquTZ1XaRUU/aUuqmwURRle0LgCwU3f+3EEziJRJ0P100Tw29CMnDsSFSFj7INFTaKongkaKYPf0Y6djRG8Zy5SFdipqWw4r1/s+Rfn2Du4GkJoPeYE+l51hgSNWGEELQePhgjFCReWY2bsED82m9GaWqEWq5GURQjGMCXEqJyxWpWfPQfEqXlzH3qBWy8gV0nedtRZkhAT95cvCvYIVdfitm6FT1OPp7Mnt2wwhHsaOzXejtKE6TCRlFaKCklvpQQZmoKi195iyUffEJs/UbWLl6GBoQAf1oKluvS9rARdDrtGOxwdLvXMVKCbPjwazZ+NxOfphGvCRPBC6cuvXsS6NyBXmNOoP/F55IIh7HCEW8MSGlRVNgoSksjJcIwCObmUDr/Z9b/7wem33w3VVISAtqNGo7luLQa1Juu543BjsbwpaXgz0pHOu52Lyd0jURFNYmaMEYowJo3PqZk7hJ8uk7+1FmEgQwhOOihu+g0+lByBw8gUlKGtG1QodNiqLBRlJZCesHgSwkRK69g4QuTWfb2BxSuXY8JdD7pCNofN4q2J4xC2g7Scb1AAKTr7jBoNhG6hkhWqwnDQOgammGQ//kUNn7xPev+/Q1xIK9je3qfdSr9L7+QYE42VjiCdBwVOi2AChtFaSGEriN0jdoN+fx432PM+/gzUoDWIwbQ69oLyOzVFV9mGonKam9wZnfODMnnm5lpWFW1VC1fw7KnXqPox/nUShh80rGMvPtmUju0TwaZs2fepNJkqbBRlBZA6BpmejpzHn6K6Q8+gSUlwfRUDphwM7mHDEWTGsRtpO00qnLMES6yvlRKdtnpfq+OrWT6XGbePIFoVQ0+4MBbr2P4uBtI1NSowGnmVNgoSjMndB0zPZU5jz7L1PseQQOCWRkMG38DeUcdiKyKgisJ69sP/u9MqhPCwcUVdXexbTkQgZmRRvF3M5h92+NEyqpwgVG33ciwW68lUV3T6LBT9h8qbBSlGRO6hj8jgzkTnmLK/Y8BMOia8+h85gn4MtKQMQshBc93fIsP23/V6Nc/f+0pnJs/Bluz62/hbEUP+LGqa1j33hfM++urABw67gaG//k6L3BUC6dZUpM6FaWZErqGmZbGnEee3hI0V59LryvPwY0lcGJxgq6fRSkr+Xv7d+B/wHLY4czNX4oDg+HJA17l6LKDaRvPJaFZDTouJxbHSEul5xW/BymZ/9Rkpj34BCCTgVOrAqcZUmGjKM2QEALNMPjpiWeZct+jCGDgVefS66rzsGvD21SWiU39Vh8B/wLSG/ANKoHLwTzAt+X5jeDGE0jLpueVfwAk8596jakPPglCY/DV/4er1lprdtSqz4rS3EiJmZlByU8LmPqXR9B1jYHXnE+vq8/Fro0g7TrGV1KALCCzAbcsIMguBc3mw3Rd7JowPceew6DrLsRn6Ex94HGKZ8/FzMzYvM6a0jyosFGUZkYYBvGKChY8NwkbSM3JovtFp2NHYsk5Lfv6CLeQjosdjtL9otNJa52DCyx47mViZeUIQ3W8NCcqbBSlGZFSEsjJYuY9E5j/8eekhIIMuvsq0MTmCZoNeyG89WY2NYJcwAJsdm/+zY6+lW2DlAy48ypSU0Ms+PQLZt71IIHsLNW4aUZU2ChKM+ILhSiZM5/V331PSnYGBzx2K22OOQQ3nmh4SEi8M0MmkJr8czrQDegI+NgSQnuIk0jQ5sgDGfnEONJyMlk9dTrFs+fiSwnu2W+k7DMqbBSluRACf2YGq/71CYWr19J2UG/aHH0IiYrqhr/GpiWcuwP9gX5AV6A3kA20A3rSqMARho4wdG+CpybqXJomUVlN3uiDaDukL8Vr1rPy/Y/xZ2SoRTubCRU2itIcCIFu+vj5pdf46dlJpAK9rjwXOxxp3Os4QCsgCMwDVgNtgAJgDjAXL4yyaVBLSeg6Vk2YeEkFeiiIMAw0n4Fm+nb4fKs2TM+xfyAVmPv8qyx84VXvsSpw9nsqbBSlGRDJ/85+6K/URqN0PvkoUrt1aNw4zSYmUAVUA6VATfJrBwgnvzbZaaGB0DWkZbF84luUz/mZWGEpP417nIUPTCSaX+y1dn5B2jYpXdrT+ZSjiURjzH7oSaQrNy/yqey/1CeoKM2A0HUihcVITcOfGqLj6cdipITqLnOu84Xw5tBkAwOBvnitnM7J+zrhtXyq2GnLRug6kYISwuvyaXXIUBY/+QqJskr0YID1H361wy41absYoQCdTj8Of2oIqWtECotV2DQD6hNUlGbAn5HO3Keep2DNOrodeyi5Bw3GqqppfJmzhtdy2ZD82gIW41WhDQC6APnJxzTw7GFmplH6w1xqV61nyAM30OOSM6hesgrp7iAIBVjVYXJGDqLbCYdRuG4jc5+ciD89tZFvRGlqVCG7ojQDruPgxOJIwLVshL59F1WDCLwQKcIbpxHJ2zK8rTttILLV/XW+jkC6klD7PNJ6dGHxoy/R47Lfo/v9rHz5XfytMhGajnR33M0ndB3Xtr0K7FgcVy1fs99TLRtF2c+Zaams+fS/LPnoP6T4TVK7dsC1GrZOWZ10vIozI/m1i9eaCeN1p6VTdzeaAGnZSMdG85tkD+/PIa8/StfzTqF42mzKf1pMl7N/671AHRNpXMsitUsHUgN+ln7yOas++gwzPW333pOyT6mWjaLs54SmYdXUEg1HaNO1A90uOh27Nrb7LyzZtvWi4RUJmMlbHWGj6TqJ6jBr3/gv4Y1FRFZvYMh91+PG4+QdMZLWhw6ndu1GXLvu1opdG6Xbhaex8d/fkr9iLVZNLUJX18b7MxU2irKfE5qGLy0NDbAjUVzb9uam7M7s+03DKZteQ+C1dHSgmHrHbFzHwczOIGd4f6IFJcSKy5h/79/Q/CapndsjDJ3oxiKGPfZnXMvecetGgGvb2JGo963T0rwiASlVGfR+SoWNouzHhKaRqKml8PuZaEDOAQO9FoCzG1P8XSANaAsk8MZv2gE5eGM26/Aq1uoIM6HpxErKSVTU0OHEI8g9aDCtDhxM7eqNVC9dSay4nPYnH+kVCNS1Ho2UCF0n54CBVHz4FYXfz6TjUYchdH3HhQVKk6fCRlH2Y5phUJtfwPy/vYQBdP/j79B8Phx7F7vRXLzVn3vidZmlArl4VWlrgQBeRVohda4gIAwdqybC+g/+ixBea6Tkh7mkdetAatdO5B15EIFWWfV2o0kp0Qyd7pecwboPv2L+xJfpe/EfSOvUESce37X3puxTKmwUpZFcKQmZAULB0B5dlNLSIKE3rlpZ95vY8RhGSgg7HMaJ7uZYjYvXgqnGq0Dz4y1bsxpvgqfE607Lps4DdeMJUjq2YegDN5GorCFaWELt6vVENhRRMW8pkfIqWg3sRZ8bL8JN1NGNluREvQo7n99PIDuLQE4WTqxhYSMBXUJgF+a11kmAZVlUR2rUMjqNpMJGURop5A/w08oFTJ8/q2G7WjaEBu2qoFuV14ho8NN0nURNDY5l7bmdA2y81k2ILcUAAbxwMZJ/tqg/aAXoKUFSMtNI6dIef04mqV074s/O9Fo+VTXIusZrtn8pXMdhwcSX8Wdm4jZwVQQDKPfD4tY7OdbGsKBD23b85oBjSdi7WfHXwqiwUZRGSgmkMOXn6Tzw18e9E3KM3d8jxgc9l8A5CW91mMYQeNmwR8JmUwFANjAEryutGm+152y8lo4EynfyDSXgurgJm7Vvf0rhlz9gZqcTK6mg1chB9Lz87GTQNCxsHNvmf48926jMCALzgY8HJN/H7tjUorNgxOFDOePQk7FsG7mn91toxlTYKEojSSkJ+PwQgsz2GQztPhBHurt39WzAgL7Qo8DLrgbTBE48QdHMOTh7YuKjwGvZLMWbS2PhpV928hbFG69JsNNZekLXiWwspmTaHPrddAnBTm2JrC9gxYtvs+atT+h67snIxM4H+yWgaRo9Rw5DDwSggQUCPiCQClU92O0tEXyGwerCtaxaupa0YKrasnoXqLBRlF0VgwFd+vLJvW8TTUR27wQkwdG8cZtGjdmYJuGCQt4adhR2OLzr339rgm1LnmHLRmoNa4yAEAhNw00k0Ewf6b27oocCBHOzMa69gCVPv0aXs0/yyph38nOTgOHzccykp0jt2KFRBQKahLEOu93sy0nL5i9vTuCenx7evRdqwVTYKMquEuC4DuFYmGgiukeudhv7CtKySdTUYiWDxggFd28eisQ7K/QEMtjSjZaG16rx4W2qVkX9rQXXBU2Q0qkd/lZZLH7yFTr//iT82ZlULVmFHvAnj7P+d2yEggjAisdJ1NRihyPYjaxGSzTq0Tvm9/lJWIkmtaX2/kZNyVWU3SSl3GM3trpJ10U3TXSfb8uclF/cXMfBn5FOxyMPwwWKp8zythXY1cBx8EqddWAWXkVaJrAeb3+beXjdbPXsZ6OZJuG1+Sx54lUSldX0ueZ8rJowC8dPZO6dT7Luvc9p/9sjN5dF75AQSNeleMosbKDj4Yfgz8zwigN28HMQQmAEk11sv/w57qnPRtktqmWjKE2UmZrCqg8+xUhNodPRh2NFots9xrVtQq1z6X/Z+Sz7ZgqrXvuATr87AaFpu36C1IFavCaBi7fwZjT5dTz5tU7dV/nSxZeRSqysgjk3P0LekSPpdcUfsCNRIhuKCLbNJa1nZ9xE3dVcQgik7bDq9Q9JAP0vPZ+Udm2JlZZtF6SaYRAuKGTtf76m3x/P3RJISpOiWjaK0hQJgR4IULZwEZXLV6H7/XW2VqTrYiV35PSlpaCnBHf9ZCuACiALGIq3rYCJtzV0W6AHXqumnhUEXMvG3yqbQXddTa+rzqF6yWrm3fM0lT+vIPfgIWQN7YvcWTGDlOihAGZaCgBWOOI9Zwc/g02rKGyc8gPCUKe0pkq1bBSlqUkOriMERiCAkRzfEJq24yVehNi8HH+krIrCL3+gzVEH4kR3Yab9plbNarzutDhblqvpideFtjb5mHrO69JxEJpGq5GDyB7Wj9IffmLDh19T+MU02v9mNHmjDwSt7uIALeCn8MsfCJdWePNsdtI1KDQNX8qenWSr7FkqbBSlCfGFghTOmM3cFyZjmj4qFi1FM30UTp+NbVkM/9OVZPXuuc0sequ2lk7HHknv449k0effUPD5VNqfdPiuhQ14IVKOt2IAeGeJ9Xj729h45dAa9XSjgdAFejCA0Lyxl9xDh5PWowsbPv6anx9+keIpsxjywI048cQOA0cP+Cn47zQqyqvoe8wRdD7hKKya2l17P0qToMJGUZoQOxYjs1d3Dr7jJsyMdOY/9TxmZgZ9zj+LRHUtgexM7wS9FdeySW3fjmB2Ng7gz0xD8xm7t0KynrzZeOujtQFWJf+8k33ZhK5hR2OUzphPrLiMqsWriOQXIW0bN2ET7NYRf242UtZRziYlms/An5WOAwSzMknr2J5wfpFa8Xk/psJGUZoQ6UqMQABfhxT82VkYwSC+tFTSOnUgXlnlLV65g260eGUVPc48mVVf/4/8GfPoNG8pad07Ykd2c600LXkzkrcGdFNppo/YqvWs+Ps7GCkhUrq0o83oAwm2zSWQ14pgu9b40kJ1trz0UJDKBUvJ//4nWuXm0ON3pxCvrK43aKQrtwthpWlRYaMoTYyUEmnZONEYwdY5mBnpONGYt/dLHex4nPZHHErQ9FGwegOFX00ntXvHBk2a3CEHr+S5B16BgI4376YWWE69c2yceIJgu9YMeeBGzIxUjNQUNL+JtGxcx0HaTt1dfEIggKKvZ1C2aj157fJoP/pQ7HoW35RSogdM0rt0VCXKTZgq3VCUJipRXUOvs8+g84nHkqitf3UAATiJBB2PPRIDWPHiP4mXVHjdabtCwysOWI+3PE3tVl+77GRdNInuNwm2zUUL+HHiCayqGm9jt3ii3ko0zWcQL69k+QtvoQMdjz0K17Lr/XauZZHari0jxl2PW8cYkLLvqbBRlCasoadNmZwEOuqx+xh41qlUxxOseuV99GBg176xwAubfKAEb8G2QrxFOhuw/IuUEjdhIXfU7VcPIxhg1av/oioap/+ZJ3PYE/dvnuC6UypkmjQVNorSlG2aCd+Qh1o2QtPoceYYglmZbPhmBtH8YoyU0K6diDdtKeDgLU8j2GlxwC6TEiMlSKyolA3fzCCYmUHPM05G03Vcq2FL+asutKZNhY2iNBdCEC+voPNJx9BlxBBKNxQy85r7iBWXovl3ceMdDa9VU8DOu892g+Y3iZWUM+Oa+yhZm0/nYYPo+tsTiFVUqgq0ZkKFjaI0J0Jg1dQy/NZr6dC9K0WLVjD7xocQugbaLv5zF+zdM4WmoRkGP908gcIFy+jQrTPD/3wdCTWvpllRYaMozYwTT9DmkJEceNfNuEDFkpWUTp+PLz21/idG8VZ4bsitikZuvFM3X3oqZTPnU75oBS4w8o6baDvqYJyEKmVuTlTps6I0Q/GKKtocPIK+Jx7D4v98yY+3TGDko7fS+rARJCqrt3msu6mO+SLgOBp2VrCArhAltlu7VZqZ6ZR8P4cZNz9MbTRO72OPpO2hBxKvqNzl11SaJhU2itIMuYkE/ox0jp74GFx+I4s++4qZ141n5JO30frwESQqvc2nXVyCboABtb2gN9CvEd/EBn+ViU8auxQ4ZmYaJdNmM/O68VTXRuhz7GiOefFxjGAIOxJRYzXNjAobRWmOhMCORNFDQY5+4QnkH69l8RffMvPmhxn52DjyjhiBVRUmbidoF2/Nawsm7NK3kUgszcLS6p5w+kuaYWCkp1AydQ4zb3rYC5ojD+OYF5/ECAZU0DRTKmwUpbkSAicSxQgFOWbS03DZDV6X2o0P0mrEAAbccinB9q2xayMktIaVF+9Ig9s0UmKkhIgVljDn1kconbWQqqoa+hx3JMf+/a/ofr8KmmZMFQgoSnO2qYVj+jh64mP0O/4oKqprWf31dGbd+gixknL8udmgCaTwWiqN/d/Oj8HbAsCfm028vJJZtz7Cqq9+oKKqhr7HHMExzz+hgqYFUC0bRWnuhMCOxDBCAQ5/8gE6/PtzFj47iQ3zlmBffhcdTjiMrueOQQ/4Qe7ZBS11v+ntt5OwWPrUa6z/7H8ULFtD+84dGXjVH+n22+MxQkEVNC2AChtFaQkE2JEoZloqQ6+5jLzhQ5h6890Uzp7L7OVrWfvRN/Q4bwxtjjyQlE7tkK6La1nYtY0MgWRXmWb6ELpGeG0+Rf/7kRWTP6BkzUYCQLehgzjskb/Q7rCDiJaUqaBpIVTYKEpLkdzRM1xYRHbfnpz233dZ+a9PWPrBp6z49+fMGf8c6S+9S/eLTsO2bDK6daTtcYfixhO4juMtiLmDUJDJ/Wc0XUcL+Cn4YhqVK9Zhmj5WvvovKvOLkUDvk46l96kn0eOMk3ESCcIFRZuPS2n+VNgoSgvkxBM4CYvuZ5xMzzPH8L8bbmfRux8RKyxh+kMvAJCVEqLV+/8lkbBoe+gwOp56NFZ4+5mcRkqAte9/Qf6UWZimj9IZ86iojQCQBvjTUulz+m854onxoGnEq6rVopktkAobRWmppCRRWYVmmhz4lz8z9JZrKZv/M3OfnYRbG2bt7LmUf/UDAEVTZrH8+beQzvarLwtdI1JRTST5Zx/QfdhgtPRUBl9+Ea2GDMQMBbGiMdxEQrVkWigVNorSkgmBm0ggDJ1ARjrtjziEzscfSay8kp9feh3XcTBDIdZ+/jWrps3At4OXsIBuBx9A5xOPIRGJoGka/S85j0CrbOxYDFzpdcOpoGnRVNgoSksnBNJxcRyvCs2JxdF8Pkbceh0I0Hw+up9xMkNXrdnhDgMOkNW1Mxk9unrbAUiIV1UTr6za7vsoLZcKG0VRtiMdh1h5RfIPEn9mBu0PPqDOxzuJBJGCIhUoSp1U2CiKUj8hcC1r55uYqaBR6qFWEFAURVH2OhU2iqIoyl6nwkZRFEXZ61TYKIqiKHudChtFURRlr1NhoyiKoux1KmwURVGUvU6FjaIoirLXqbBRFEVR9joVNoqiKMpep8JGURRF2etU2CiKoih7nQobRVEUZa9TYaMoiqLsdSpsFEVRlL1OhY2iKIqy16mwURRFUfY6FTaKoijKXqfCRlEURdnrjH19AIqiND1CCEKhELq+/fWo67rYtk0iYeG6bp2vEQwG0TRBOBzZm4eq7CdU2CiKsg3D0KmuruX++x9j9eq1hMMRpJSAF0LdunXhN785lsMOOxifz0cikUAIsfn5uq4TCoV45ZV/sHTpcm655Rr8fj+O4+yrt6Q0AaobTdkxIRCaVudNab40TcOyLD7//Gu+/PI7yssrCIcj1NaGqays4ssvv+Wccy5j3Lh7SSQSmKa5+bmmaRIMBnn//X9zxx33M2XKdFzX3SaMlJZJtWwUkBKh6+hbnTSkdEHW8xxNIBDJx0qceHwvH6TyaxJC4Peb9OjRjY8/fpO8vNbYto1l2axcuZoJE57m9dffoWvXzlx11R9xHIEQGsXFpbz44mQmTXqdaDRGdnamChoFUGHTokkpMQIBzLQU4lU1VKxYhQB8KSHm/+3vbJj1E74dPM8Gho69hLyRw7EiEQzTJLNXdxCCRFU1sp5+fGX/4rou0WiMSCS6ubusT58eTJhwD4WFRTz99Iucdtpv6NixPUVFJVx33Th+/PEn/vCHM5kzZy7RaGxfvwWliVBh00L5UkKYaWkU/zSPwrkLqZy/iHkvvIruugihEXMdLGBH16QSKLviJgxNw5GSlNwcht1yLYbfpPvpJxPIziRRU4sTi4O6qt3vSSm3udXWRsjLy+Woow5nxozZzJ+/iE6dOuC6ktGjD2XcuOvp1q0LF110FbW1qjhA8aiwaUkkGClBjICfBc+9QsG8BZTNnMO6FavxAQFAagLbdehxxnHkHDAI55dXpgI002TlK+9TuWwNuoDq4lI+/9NdaECfjz7DyMxg4KUX0O6QA4hX1eAmEip0mpFNodOlSycMw2DjxgJs2yEzM42rr/4/hNAoKSnBtm31sSubqbBpCaREM038mRlULF7G6s++Ytod46kFMoAug3qTsG06HX8Y7U46HKs2Sqhda8ysdKSzfZeY0DRyDhiIHYkiNI2lf51MbUExwnFZ/MW3OEDJ9Fkc+uR4Wg8aQEq7PKIlZb/2u1b2IsdxCIWC6LqObduAF0LhcASfz4fr1jfgp7REKmyas+TAvy8lRO2GfOY9N4lFE1+hrLQMH9B3zFF0OOYQ2hx7qNeCEQIhINAKXNsmUVZZZ4vEn51BoFUWAEMn3IzQBK7lsPafn7Lhs/9RtHA5759xET2OHEWvM06mx1mnIh0HJ574FX8Ayt5iGAZVVVXYto1peiN7UuWLUg8VNs2VlGimDxBUrVnPlGtuZcn3M0nRBJ0PHUb3i08nZ1h/NL+JVVWDEMIrPtv6jFFPH4hr2ds9TghBz7Fn0/b4UZTMXsjyJ19l1TdTWfHNVA7fWEj/S87Fl56KrQaN92uapuE4DosXL8NxHHr06Lp5Ho6i1EVNmGimNJ8PIxjkx/se5a1RJ7Lq+5m0ys3m8MmPcMBTd5B7yDBc28GqDgNeF8guX5omnytdl3hxOf5WWXQ6aTSjP3qOoTdchAH88OAT/OPgE9jw9RQC2Vl77o0qe52maei6lvx/nbS0VNav38inn35Jr1496N+/L66rJmwq9VNh09xIiWYYGKEAP9w+nh8nvkwiGiO9TS4j/3oH2cP7I10Xq7rWK1He0wO4QuDGE954jq7T49KzGHT9hQigurSUz6+4ibWffUkgJ2vPf29lr5Fyy2TPadNmcv31t7F69Vquueb/yM3NwbZV2Cj1U91ozYxmei2aH+58gBnPTcLUBIPHXUHb0SMJ5LXCqqz+1SrDXMtGOhG6nX8KeUeMZNlzb7Liv9P47OJrOP6lp+hy0rHEyit+lWNRGkdKSTQaY8OGfEaPPhldNzbfH4/HsW2bW265llNOOYl4PL5dN5qUkurqGuJqjE5JUmHTjGiGgREMMv328cx8bhImMPS2sXQ9/xScaAw7Ev3VS5C9CZ6S9F5dGDL+RqTtsPLr6Xz+f9dzwktP0fmko4iVVf6qx6TUz3Fc/H6Tc845kw0b8onFYpt7WA1Dp2vXzhxxxCEMHz4Yy/JWFdh6lQDXdfH5fJx55hhs20bTtHoX7FRaBhU2zYUmQAimJ1s0PmDoHVfS9bwxJCqr92mpkHQlVk0YzW8y7JFbYNxjrPzvND677HqOf+FxOow+DDsa3WfHp2zLcRyCwSB//vN1GIa+zd9J6f19IpEgHk8gpdxuORrHcQgE/Nxww1iEEFRX16iwUVTYNAtSEmqVy6KX3+CHZ14ilBpi0I0X0fXcMVhVtU2mJtWNxdGDfoaOvxFN01j12RS+uvgazp7zDWZmhrfigNIkbOoG253n19TU7sEjUvZ3qkCgGdD9fmrWb2DJG+8ggZze3eh23qkkqmqb1jplQuBEE+hBkz7XnI8JhCNRFr/8D7RfXEEr+5ZumhiBAELXG36xIgR6IIARCKgVI5TtqLDZ3wmB7jf59oqbWP79j2TnZNLn2vOwwhFoSkGziQAnEiPQphX9rvOq1KY8/FeWTH6bYG5Ok2mFtWhCULshn/IVq5COg+Y3d/65CIG0bapWrqZyxSpvHpYKHGUrKmyaGKFpjfpHagQD5E+dzobZ88ju0IaRT91JzshBELPQpd4kbzhe4UDPK85m0I0XI3Sd5R9+SkX3kHUAACAASURBVDi/EG2rbQ6UX5/QBLrp49sr/8SbR45h+l0PopvmTj8X3W8SKS7hX0edwvtHjiFSWIQR8P9KR63sD9SYTRPj2snKngYEjtA0/BnpLJr0JpXVNQw95ShaHToUO78CIQQJrWmWnfpdE2mDHYnQ9dwxrP3nJ6z87nvyp82k11mnEiku2deH2OI58QTCspk3+Z8ITWPUI39BCO/+On83JdjxhLcShVobTfkFFTZNhRCYaalMv+tBOh9/NHkHDvOWdamj+0IIgWYYzHnsGZZ/+R25OVl0veBU7JJqLM3hic6vMLXNrF/5TTTM8fmjGLvuHIQFWkin19XnUT7ucWbc+wip7duQ078vTqJpBmVLIXQdDe8E8dMr/wBNY9Qj9yABN2HV+TxN0/bOZGFlv6fCpokQmoZmmsRKy3CtBJrPh5awcG17h4/XTJNIYSHTbx+PLSWdzjqBYJscgtU603J+5O02n8IXQDFN51O2gI7w8hHvM6piBCOrBhK1bVodOJi8gb1Yv2AZsx/6Kye9P9nb+VP1+e9zEvABP016AxyXUY/+BSRq2wil0ZrKaajlEl4f+ZxHnqZ8zXrKZ8+jZn0+iyb/E8M0GXn3zfgzMnYYOvHKajAMgj6dTmediNzcdZE8CbwC/AikNOJ4HLZsB60nX0oALt4WnQJvpE/f6nF1Pf+Xv101wDHAEWzeUtqNJ0jp3I4Ovx1N/uKVOLaDFQ4jNG2Hs9J1v4kvGNzhoSdqapGOo06Ce4gD9DpvDGUz5lO6fA0/vfoP0HVGTbgbhPfZqZ+10lAqbPY1KXESFr3O+R2a32TGnQ/Q+YSjyRs5DCeewAgGcZ1frDslBMLQmXnvI4Qti2FXnUtKp7ZYNWHA2NKDkQZkAaEGHouDt8FNevLrEraEhw9ojRc25UAt2//2OEAOXrjFgSK8UNrEAFJ/8RwhiJdV0en049n4nymsmDaDZW+8x4DLL9xuKRsj4Kdi6UryZ8xmR4XSnU88mkB2Jq5ap2uPcICsIX3pfvEZTDn3T9QUljB30uvgOhz26H3YElyr7i41RdmaCpumQEpS2rTGn5WJ7vcTap1LRrcuWOGI94+5jnEbqzaMA+imD83XyHkqMnnbVI/oAplAb6AUL3AygOXJx/XC+22JAH2AJcmvNz3fAfKALnghlQf4gXWww2T4xfvXQwGE6+LYNnYstuMrZqHhxGJEikt2+JKurcpt9zSrupb0Pt046Jm7mH7deGo2FDL3lX+AEBz68D1bWjiKshMqbJoIN3mSTWmbh2aa2LF4nVeN/ow0Fjz3Mvk/LyElFMSXmYZrNfJq3sBrrWzaWsYB2uC1WJbgtYZG4gWOjtdamQUkgBFAB2AZ23a5dQAK8AKqHV4olbFtKNVB2g6Bdq3xL1jGvKdfpMORh5HRo8s2qwrY0SitBvWn7SEH7PA1vC2oLRU4e5hdVUN63+4c+ORtzLjqL9QUlfHTy2+CpnHYhLuxQc2PUnZKzbNpQqyaWoZcfwU5A/rgxOreYEwYBuH8QmojUdqOHEjHU45OdqE1gMQbqM8E+ibv2zT308YLIB0IJB9rJx8PYOKFlI4XOjt6XTP59/7kcx12XpmU3Aunz7UXEDANqotLsGq9cZtt3rcQOIkEsfLKHd7UeM1eIgRWdS0Z/Xpw4DP3kN4+Dw2Y+9LrTLnxzgbNw1EUFTZNzE4ndUqJpuv40lK8cft4AqE14gRrAEG8UNDwQiWQvH8jXvAMxutOW4s3qF+J1zXWDxgIhIENmw6YLQUEa/G634YAbYGVQJRGlcE6cQsd8KU2dKDp1yWR6JpOwPSDBF3X8fv8LWKnSquqhox+3Tnwr7eT1s4LnJ9efYupt9yD7vd7O8M2w5+DlBJDN/AnP3PDMPD7zBbxme9JKmyaGOm69f6DFYZBtLiUihWrMX0G6X26NXxAXOK1aHridZkFgO5At+TXbfBaIqvxwqR18vHZeN1pa5I3H9CeLSEi2dKNVgWswgunDnhFCg1YNUe6Ej3gJ6NPN1ygdN7CprWuW5JP92E7NovXLQMTyssr2FiWT2owpfmffITAqqohvV8PDnrqdtJa53iBM+kNpt50J7rPRPP59vVR7nGmzyRuxVm2fgX4oaS0lIKKYlICLeAz34NU2OxnjFCIoplzWPj2h2Skp9Lj0rNw4w2sCBJ4YygLgPV44zU/AwuTf98Wr4KsCijEC55MoFXyscV4lWglyfsMvKBx8cIoE8jHaw3l44VSQ8PGtgm1zaXn5WdjAbMnPI2bsLbrSttXJN7VbdAf4PZX7+flj96EbFi0cinnPzyWkqoy0oKpyB3WgzcjyS619H49GPncPaR1bON1qT3/ClNuugMpRJP5zHaXROLTvVbMzS/dzRv/eRdyYO7iBZw/4QoqI5XeRUZz/8z3kH1eICClJD2UhmEYO5630YxJIGaAbEQ3k5mWipmZgYb3s3MtC72x/eUCL0hibJk34yRvQbxw8CXvt9jS3bbpeVuPx2yae7NpGpAfL6yMre5v4Pvb9H7AW/PNn5Xp3d/IFo7fBn0P/y7pmobtOtz16oP87R9/31JOHoLZ8+Zy3sNX8Notz9ElryNWHRNx9wVLg4Te8J5MoQlvQvFOVuG2qmrI6Nudg564jRnX3EdNQQmrvvwODfD5dMyMdK+6MlD32OMvaRICTedHh65pJGyLcZPu4+/vvuZ95hIIwfRZs7jwkat44brHyUzNxHaa0IE3Ufs8bAzd4NNZX1JWUb7zEtlmRkjoUwqm2/Cc1QN+KpYs39Ik3ZWTqg5U4I3FbCp/juN1kXVJ/nnTfJjy5GN6AwPwAqoV3ngMeN1ptXgBswGviy4Nb77Npvsbc6ErvRNjvLKKRZPeSN7X8DepAyszoXpTgcMeEvIHmLV8Hi+896p30tn0niSQBrPnzuXix6/mj8efRyTeRDaC06BNNbQLb7kW2CkBmm4QKSmr/2PbuoXzt7uYed14whsKvYsgV7LinQ8Jtc2rd2mbXxwqtT5YkUOTuegM+YP8sPhHXv7gzW0/c4A0+P77mTzc7mmeuephymvUbrM7s0/DRgiB3+fnwX8+waLZS72jacSV8H4t2Ur4v0WQy5aCr52ReD8mP2y3Q2KjuWz5Wet4XWcWXpdYDV53WSz5uMV4YzoaXslzefIgNr0XHa9AIIZXJl3Klq64Rvaq6EBtYTGfXjeu0W8pCDzdGirb0/AfakNIvKKKjDr+Ph1mzJ3NjKmzm87vrwlDfoZT417uN0YQr3G7M1ZVDZkDe3Hg3+5i+lV/IbqxCOm4fHvfow3pPd0sgFcx/89BbJkDtq9JvN/x9Dr+3gDLVpNaG2qft2wkktRgCgShfee2tM5shf3LGfPNkQDdhR5BSE945+QGPU3TsGrDlK9cvfMH1+C1YBoz566KLWMsm7rCBFvGYYDNKzSG8cZxNLYESgXeP9JNAbT1ibeGBp31JOAL+OnSs/vmPzeUHxjVHdbm0PAfagP4dIP88kIK84u3dKdsLQG+VB8DBvRtOl0qBgxvBR0KvKLAhhAAQlC5YhWRyM6fpZk+3HiCDR9/Q7y8avPz2/fqjh7wb7WEUv1MQA/BwP40mbDxGQYbSvIpLizd/jNPVmBGE7Hdv+hrIfZ52GwWgetOvYJrx1xKeU3Fzh/fTDiikWM2qWls/HYq7405p85KGHfTv4rfAYfSsEvUX0MCr/IN6h1UdYC0zh055Yv3vMc2cszmN9LrotyTgmaApRtXcv4DV7B8zapt15uzQBc6j192PxccfRbhWGTPfvPd4Arv1lCbxmw+POYMqn6aX+9jNcNAM30sHD+R5W99gkbyGkPXOPbVZ8ns3d1bubyh31vC5U0gZDYJ+oMsXLOY8x8Yy5qN67Zd9ikOZprJiSOOJpZQ25k3RNMJG8CVLrZjt4yWTVJjggbAdRyceNzrbRQCPejf5opLIjFdH5l2Opy6Rw91z7HBcI3tAkdoGnow4M0lDUeQyd0eGxs2ttzzPVnVkVp6d+jB5Nue5YIHrmT5ilXevx4XtKDGE9eM58JjzqaytmoPf+fd09jfLzSBFNsvgrrti4JmGmimycKHn2f5W58gANPvx04WeEjHRtoOshHr1Ema1jSd6nANA7v049XbnuH8B8aybuOGzev+6YbOU9c/xDlHnNGiLo53R5MKGyklrnRxZdObX7HXNPIflxOPE2rTmlbduhApKaFi3hJaHTBoc5dRWI8yuKY37819es8f6x4UdP1E9S1XvUITWLURKuYuRgfyRg7zgsZxdmkuw944Z1XWVtGnfS9evPlJ7nv9Ue/OOPz2iOO5+Jg/UFFb1fR+dxv9g9h5uAufju43WTD+OZb94xMkkNOhHQePv4Nvxt6EHYkiXW9ViMZeKDShrAGgoraSwV0GMHncs/zfY9ezYu0qctKyeeCKOzhn9JkqaBqhSYWNsnNONErrEUPod/apfP3Ak6yc9D6tRw33dlAkOR9EGmTaTXtLXls427RshGEQyS9mxaR38QFDb7wSzfRhR5rI+AdeS7IqUk2vdt15+45Jm++3HZuylnDSkdIri/b7WDB+IsuTQZPZsT0nvf0yZkbaNmvZNQdCCCrDVRzcZyTnH3sWdz/yEMMOGcwFR/+e4spSNcemEVTY7G+EwLXtzeHiSwuhmyYJWbt5oFIisUTTOUk3lC81BcPvw4pbjerr/7UlbGubKqQWcbqRXjGA5jf5+aEXWP6Pf3tzedu05oRXnqHV0AEUz563r49yr4lbceJWHIR3cdFkytv3I81jqm9LIwROLO4Via3Np2LBMnT/ri2EKDQNzTD2/QKWQlD03Uxsx8UBbwmefX1M9ZA0maKpX4XwGWh+k4Xjn2PZ6x95QdOhHSe9+QKtRwwmXlmlqrKUeqmw2Q9ZNbX0+sPptO/VncJlayj67keMlB3vXlkfoWm4lkWiugb25TpkySVO1rz1CRHbof85Z5Ldt1ez65LZL0mJ8Bnofh8LH3ye5f/4xNv6qH07Tpr8LLnDBhMvVxMalZ1TYbMfsuMJWg0egD8U9OadZaUjdK1RpTxC1xC6xvLn/8l3Z1xL9Yp13qq94LUotr5tfd/mF9jBY+q7vx5SSvSgH396ChaQ0683obxcZBNa9qWl0nw+9ICfhQ++wPI3PvaCJi+XE197zguaisom3QJVmg4VNvshAVjhKD3OPIWgYbDxsynECku3hEUDaKZJ+dwlVC1dRTA3i+iGws0BoZu+zeGl+QxvJd/k1gZC97ZA0HyG97Xrohn65q0RNMPwQk9Kb32tBpyIfCkhSqbOpmxdAe16dCPvwOEkqqvVSWwfE4DQdRaOf47lbyaDplMHTvznS+QOG0S8skp9RkqDqQKB/ZWUdDv1JH64Yzz5P/xEt7lLyD1sOFg7bw0ITcONxVnz1ie0OmAQTjRG7er1aD6DWHEZq179AF9qkKrla0nt2I6Mft0p+GIaQtfoc+0FGKkhFk14HTM7g+o1GwlkptHn2vPRTZN1731G6exFuPE4Gb260v3i0xFaPfM2hAAkGz75lvKCEgYe2Yd2ow4iXFDUuH16lD3OAJY+8zrR/GIvaNq24cRX/kbukIHEKirVGI3SKKpls5+SrovmM2g9Yig2sOyZNxC6vvMTgAQ96Kd0xjyiBcV0PO1YfOmpxIrLEbpOorSCte9+hh4M0PPSsyj86ntKZ8xjwLjLsGrClM3+mXhpBUXfzUQPmAy+80qi+UUUfD6VaFEpS595kzZHHMDge69Dug7RwlJEPSsIGylBKn9ewdoPviQItB45NLlLpzqR7WsCCOcXEwcy27flxDcmel1nqhhA2QUqbPZTbiKBPzODE/7xAu2HDaJ4zUY2fvgVvvTU+jdf8xlYNWFWv/ERWYP64EtPASmJl1eBlFTMX0ruQUPoNfYcNF3DzEqn+yVn4EtPxbVsUrt2oGbFOtJ7daXruWMIZGeSPaQv0cJS0rp3ovVhI1jy/D9Z/dqH9Bp7Dimd2ta98q8mkLbN6lf/RcxxGXnNZYwYdz1WpOks99LS2XhVZye+PnHLGI2i7AIVNvsrIbAiUVLbt6XnScdiWzbrP/0O6bjefvB15I0eMCmZOpuqxauIbCxk3h1PUvj9T8QKS4lsLPL2mu/TDT1gEtlYhB4IEMjNJrKxGCGl9/WGAtK6d0QP+HETCWpWrcdICVG7ZgMD/nwZg++8ksKvp7Pg/ue8brIdbaYlJb7UFGpXb2TjN9NJy21Fj9+NQTr171Sq/AoEJKpqqMWbR3PSq8+SO3RQ/cUAyWWFYq5LjOR6dqr1o2xFjdnsx4QQRMsq6H/5RSx6+U3WTZtD8I4nGHj3VQhD807cWz/e0ImXVrDilffpcelZdL/wNOxYnERpBXNufpjI+gJiRaWk9eqKE49TtXgVwbatCLTOpuzHBegpIaSUVP28EtdxEYZOybR5RDYU0fPS3zP/7qdpffgB9L3hIsKrN1DwxTRc20aI7fNDDwWpXbWeWX96mKpYglEXnUzrEUOIFpf+ij9BZTsSpO3Q58Lf0zq/kL6n/Ybc4YN3WgwgLRszPY3hl18EUmJmpG/eCE9RQIXNfk+6Lobfz4hxN/C/m+9i+QdfooeCDLrrKhKV1VseKASarrPx399ipqfR+cwTcC0LoWvooQDB9nnYNRGcWIKULu1xognceJz0Pt0RhkGisppAbhZCCNxEAtdxmX3jQ0jLotfYP5DRvwfdLjqNZc++SfnilRCL0+faC9AMY7tuNM00sKprmTn2HsrWF9B1UH/6XPh7ElXVKPuWlBJp2Qy+9jJ0w8CKRNFicQzDwLIsdF0jFAphWRbxTUskSYlp6ATatuHQCfdg+AwMywLHhZDAcRzC4cg2RSKBQAAh2LyNga7rpKamIIQgFosTj8eREjRNEAqFMAwdx3EJh8O7tFaesu+psNnfSYkTj9P/0guoXLmK756YSOGUWfTYWESgdQ52bZhNTQsnYdH2+FF0GHMUmpkMASHQA34G3HYFQtfJHNQbPWDixOL0+OPvEIZOtKCEvCNG0u64UVQsWIYdjTHwjivR/CaaoeNvnUOisobcg4eS3rMLVjiKLyVEoHX25mV1tuZLTaHg82lUri/AAEY/cT/ZfXurORtNhRAkqmsQQuDz+ViwaCnZ2Znk5eVSWxvmhx9m0bVrZ9q2zcNxHEzTZMGCxdi2zYABfSmrquL773+kKnnxkJ2dxeGHH4Lf78N1JYahs3z5SsLhCP369UYIgW3bvPPOh1RX13DQQSPo2bM7iUQCXdf49tuprF69ljZt8jj66MNxHAd3X05CVnaJGrNpBqSUxKuq6H7ab2jfvQtl6wuYefW9xIpKMVJTtozfSImZmYYeDOAml+/fxEgJoft9GKmhzWMseijgzbFxXfSAHz0UoHr5GvRgkFCHNoTa52HmZOLGEyAlru3gz8kitXM7zJyM7YNGCMysdDZ88h1z7v0bFtDnzDFk9OxOoqZWBU0TIoQgLS2Vb7+dxtixN/Hzz0tITU2loqKKG264nRtvvAOfz0DXddLT05g8+S0mTnyZUCjIrFnzePrpFykoKKKgoIjS0rJka8QLL8dxuOSSa/j7318jGAxgGAbPPTeJd975kPz8Qh544HEWLFhESkqIDz74D4888jRlZeVMmvQ6L7/8Bpqmoe1oHFBp0tQn1kxY4Qg5A/pz4uRnyevckY2LVzLz2vuJFZZ6AZLsepCOi9zBfkHScbxl4R1n28cmB3ql62JHYrQZfSD9b/k/pJQ4sfi2+5VIiWvbuJa9/T4mAszMdPI/+Y5Zf36UcDTO4LNPZ/QzE9AMQ60W0IRsatG8+OJkbrnlbkpLyzBNPyDRNI309HSmTp3Ou+9+TDAYQEqJ3+/H7w+g6zqLFy/l3HN/x2OPPcJjjz3IFVdchGn6cF0Hv99k8uS3Wb58FWlpqfj9fubNW8jUqTO4995xPProvfTt25uXX34Ty7J4772POe+8s3joofGMHXsJb7zxLhs3FuDzNZUdAZWGUmHTTAghSFRXk9WvDye++QJtunYif9EKZt4wnlhxGWZOljfLf3dIiT83i1DHNo2qGNN8BoHcbDZ+8i0/3vookXiCIb87hcOfGI90XZx4XLVqmhBd16iurmHdug3ceeefNndpAbiuSygU5IILzuapp15g/vxFpKR425ZqmkBKyaJFy5g+/UfuuONO7rvvQUpKyjAMg9TUFObMmc8XX3zHsceOBsA0fSxevIzs7Czats2joqKSAw8cxpo166isrCIzM52iomJsO0JpaRkpKSkEAn41brMfUmHTzCQqq8ju15sTX59IXtfOFCxczg+X38XPD7+IMPTNS8/sKmk7dc+b2e7BEiMthfCajUy/4m5+uv0JIpbF4LNOYfTfHgak19WmgqZJsW2HYDDAgw/eyXHHHUk4vGXek5QS27Y599wzGTy4P48++gzxuDe2YhgGxcUlVFdXE48naNUqhxkz5nD//Y/hui7RaJyJE1/ht789joED+2JZFo7jUlRUjK5r6LqO67oEAgEcx8FxXMaOvZjZs+dx3nmX8+67H3HnnTeRm5uDZW0/Fqg0bapAoLkRgnhlFTn9+3Dia8/x2TmXsXHFWspWrCVRWc3ge67BSAmQqKzZu4eha/hbZVG1cDmzbp5A0ar1SGDY2adzxJPjka7XDaeCpmmSUlJdXUM0GttutQDHcZASbr/9Bk4//SLeeecDgsEQlZXVBAIB/vrXB0lLS6NduzxGjx7FxRdfzezZc6moqCQjI40rr7yEu+56AL/fJBQK4rq/vPjxuutqamqZPPlthg4dxBlnnMznn3/Niy9OJi+vNZ07d9hcDafsH1TYNEdCEK+sJrt/H46b/CzL/vUpi559iaXvfU68upYOxx1K+9+Mxo0ncB0H+Ytigd2hmT40w1ulYMmTr7LuX19QtK6AzgP60ev3p9Ln/N95QaO6zvZrsViUvn17c/75v2fixJfJy2tNamoKuq7TsWN7LMuitLSMjIw0unXrwtKlK/nssy8JBoPcfvv9fP31FGzb5u23PyAvL5clS5bjui6appFIWJimj5Ur1zBv3kKuvvqP9OzZnaysdN555wMWL15Kz57dVdjsZ1TYNGPxyiqy+/biiINH0qpXd2aMf5w1X0xjwxfTaPPGx/S8+jyy+vfAzMkEx8WOxXF3obVhpIbQDB3pSmIl5Wz46GvWfPQ1RcvXkIKg28hhHP3co+QM6EukqEQFTTNRWxvmwgt/z5w5c/noo/9w9dWXUlRUwoQJTzN27MUcdthB/PjjHDZuzKd3798zdOhAiotLsSyLxYuXEo8n6NSpPYFAgPfe+5jS0nLatWvD7NnzaNeuLZ07dyCRSFBaWk56eiorV67CMAzS09Nw3e2LXJSmTYVNMyaEwI7GcGJFdD/9t3T5zbEsnPgyyz/+nPVzF1P8f7fT9uAhdDrjeOKRGDmDepE1qA9uPIETi29XHr2ZlOjBAJpPB6FR8N+pxKtrIGGz5G+vEy6rRAJ9TjyaAX84k07HjUZKCOdv2cZA2T9s6k6zLNub0Ou6VFfXYNsOrivJyEjnyiv/yGeffU1FRSV5ebm0bduaP//5Xs4882T++99vGTXqIA499ACEEBiGVy49Zcr3hMMRBg7sT2lpGf379+G++x6lf//eTJ8+iz/96Sr69OnJiScew4QJT7NixSq+/PJ/DBrUjwED+hGPq4319jcqbFoAKSVOIoFm6Bxwx5/od8m5fHbh1eRP/5GCH+ay5oe5ALTp1pGsYf1IxBJ0OeVoskcMwInEtn0xAZrfZMVL71K1ci26EGz897fUuC4aEAQ0IRh+/RUcfN847GgMOxpTa2XthxzHxe/3c9ddN9O/f29qayNkZWVy1103061bZ+LxOK7r0L9/H1555RkCAa88+rbbbuDNN9+luLiUk08+njPPHEMsFsd1XYQQCCE49dTfYNsOFRWV+Hw+br31Wt5992NqamoZN+4GBg8eQDQa409/upr//OdLVq5cw5FHjuLUU0/C7/9/9u47PIpqfeD4d2Z3tqaHTui9Su8dpCMqFqzYsOvVa0G5P5Vr12u9doVrwYYdRbGACoJIVbogvdfUrVN/f8xmKUkgkQ2hnM/z7BPdMhmyu+edc8573uNGVTXxcTrJiGBzuogtugzv3YcrNZWBE59Di0bZPO07Vn82DWPvfnZu2Mr22ET+7u9+wVetMmYxa3Jkh0z21l0UhiEvUKtFU5wuhc4PjMNTtTLJtWoQzc3HFOtnTlqWZaEoTs49dzjhcJhoNEpSkp9Ro0YQCoXQNC0WPGDw4H7xsjS6bjBmzEXIsoxhGBQUBOKpypZlYVkWXbrYPZ1gMAiA2+3m+uuviJWriRAOR7AsO1HgnHOG4XQ6MU2TQCCAqqpii4OTkAg2pxtJQg+FcKWl4nE6aDF2DK1uuobsVWtYNfkjHIDT62Hth5+zO1ZO5nAG0KRfTzJbNkOLRPGmp9L65rH2jp2SDBIYURXTSFzigVAxCofRgEOG0Qr/v/A5BQWBQ+7LO0qdu3A4fMjzDcMgNzfvkOdIknTIsQ++Xzj5iGBzOpIkTE2zq/JKEoaqktagHr2fehCwM8rqjxxK3rbtxS7EMoEaXTqSXLsmpqphmSZqfgGmpmEdnMYqGgVBEGJEsDndxYY3DFXFyFbj92W0aErlNi2L3RZHArRQmNDO3SKgCIJQKiLYCEVJEno4jB4++vMEQRBKQ5SrEQRBEMqdCDaCIAhCuRPBRhAEQSh3ItgIgiAI5U4EG0EQBKHciWAjCIIglDsRbARBEIRyd0IEG00GZDDEsg1BEE5QhgTIsfZKKLMK/7NZQLUAVAlBsgqmCDiCIJxgTAlSonY7VTUIlminyqxCKwhYgC7D2X9Cqw3QfA9ERE0DQRBOMBEntNkFYzZBs7WgOmIBp7h6TkKxKrxnA/abZiKuFgRBOHGJdurYnBjBBnGBIAjCiU+0XjBW0wAAIABJREFUVX/fCRFsBEEQhFObCDaCIAhCuRPBRhAEQSh3ItgIgiAI5U4EG0EQBKHciWAjCIIglDsRbARBEIRyJ4KNIAiCUO5EsBEEQRDK3d+rRCYlqF6DJBU9VnH3HQtLrPcVhNNSItsR0U4ds7IFG8vC6fMiO5yJKdkgSSheD5LDgQU43G5cSX6MqJaIoyMBeiSCqWmJ/WAIgnDisixklwun252w0jKuJD8OtwsLkJ0OXEl+Oz4kIEhIgKHrGOHwKd1OSZs2/VG6v5Yk4fR4WPjwU+xaviph5aIl2cHexX8QzMunUuOGpNTJwtASE2w0oN0NV1GrXy+0YDAhxxQE4cTmSvaz4avvWPbWBygJOqZDUcjbsIn96zeRlJFO5batMA0jIcfWgFqd29PuzpvRgqGEHPNEVKaYISsKW374mbV//oU7gSehYE8ebVu7DmPtOhIV2yNAw8EDcLhdItgIwmnC4XGTs2Ydy3+eizdBx7SwG0snkJ2dw+6ZsxPaTsnhCB3/9U8RbACwLPRwmLa330D9bTtwlONJJYoBVO3U7ohvoKIoOJ1F/wyWZaJpOsYRrl5cLgWHw4mmaWiahhTrApd0zMOpqoqu6/HXAciyhMvlQtM0DMM86jEEQTiUVhAkq3d3hjidFbthVykZQHr9OiW2U5Zl4XA4cLtdUCTEWei6gXaE0SCHw4HL5cI0DaJRNX5Mp9OJy6UUc8zDzs8wiEajSJKELMsoihNZdsR/t67rWKUYTiz9MJp9hrhSkpGVRHVOy58WCKLH/lCHk2WJ/ftzyM3N5/DC4W63m+rVq+H1uolEokVe63A42LdvP7m5eVSpUpmUlCQMw0SSJPbt209+fsFhryi601LlypVISUnGNO2gUvhmbtu2g9TUFPx+X6neREEQDrBMC6fXg+L3VfSplJqhqqgFgRLaKZlgMMTu3XuxrEMvQB0OB5UqZVKpUgbhcKRIeyHLMuFwmB07dpOcnESVKpmYpoUsywQCQXbv3suh7VLRdsrv91OtWhVk2U5e3rVrN9nZuSiKkypVKlGpUibRqBpvx0pStsAvSagFgTK95ERQ3BsI4PV6eeON//Lyy5OKfWzEiEHccstYGjSoh6qq8cecTgeGYfKvfz3CN9/8wE03Xc2DD95LIBDE63Xz5JMvMmXKZ0XO4fAPwtNPP8jYsZeTnZ2L0+nE6/XywQef8tBD/+E//3mQwYP7EQqFE/AXEITThyRLGNEoRrToReKJrKR2yu/3MXv2PMaO/QfhcKTI4926deK668YwYECfQ3oZkiThdrt5//1Pueeef9O6dQs++eRNfD4vPp+Pr7/+nhtuuLPIORzeTg0Y0IsvvniPnTt388ork3jvvU8IhyNomk7z5o256aarGTiwLyBhmiVfHB+fXqZlIStOnN6/P4JqaBpGOJLwbI1oNIrP5+Wmm8bSoEEdNE3D4XCwePFSJk16l3XrNvDuu6+RkpKMruuA3etZuPAP5sz5jdq1s/jppzls3LiZrKwaRKMal156Ht27dwQgKSmJqVO/YerU6fzjH9fTtGnDeJe3ffs2FBQEcbtdGIbJ5MlTGD/+IaJRFafzZBioFIRTSGG2bSmGwEs8hGmVy/ywaRpoms6oUSNiQcVup3bu3MOkSZO54Ya7eP/91+natSPhsH2BKssyoVCITz6ZSpUqldm+fSezZ//GyJGDCYfDtG3bmhdeeALLMnG5XGzbtoOHH36awYP7M3LkEHTdwLJMsrJqEgyGeOKJ55k4cTLXXHMZZ501mP37c3jjjcncdNPdvPHG8wwc2IdwOFxigt5xCTaS4iSyP4fstYv+1qSaBfgqZ5LWsD5mrMFPFNM08fl8jBgxiC5d2hMKhZFliYsvPg+3283LL09i6dIV9O3bA13XkWUJXdeZPv0HFMXJTTddzbhx/+aXX35jzJjRRCJROnVqT8+eXQFITc1gx46dTJ06nSFDBtCnT3ciEfvqJBSyx2jXrFnHM8+8zHff/Yjf74/N95y6KZCCcCKSFCf7l68mnJP7t799DpdCZusWSLKc8LUzsizTuXMHrrrqkngbIssOWrZsxkUXXcPMmbPo1KkdsixjmiYul8LcufNZufJPbr/9Bj7//Gs+/vgLRo4cjKbp1KpVk6ZNGwHg8/lYvnwlDz/8NG3btubKKy9BVQ8Mja1Z8xcTJ05m0KC+PPnkBCRJwul00qxZYwYPPp8vvviaXr26IMuOEue5j0uwUZKS2DL9R6aO/UexqYhy7GZQ/JarEaDNiMEMfO81otk5CT23wq5rNKoSDofjb2J6ehpVqlQ65Dlgj5FmZ+fx0Udf0L17Z0aMGMzkyR/x4YefMmLEILxeL+Fw+JCri8KubyAQICcnl+hB3fvMzHQ++2waq1at5emnH2br1m289NL/jjr+KQhCYilJScx/8D+snv0rnmIelwAHYMZuhzOAVJ+X0X/MQvH5En5hDKBpGuFwmGg0imla8fkUeyTkwHyLJIHT6eTTT7/C4/EwatRZ5OTk8u67H7Nw4e907NiOYDBIbm4eYLd/hfPMkUiEnJxcNE3DNE0cDgder5cHH7yX1q1boOs6oVAYt1shMzOdrKya5OcXoGk6LperxHM/LsHGMkwUv4/0qpWLBhtJIrIvG13XSUpOwun3w2GTYFHAV60KVoLy2g/99RKGYbBz5y42btxCNBrF6XTy3Xc/8s47Uzj77KF06NAGTbM/OIriYu7c39izZy8DBvShfv26DB7cn6eeepGVK/+kc+cOR8wMOVxeXj4XX3wel156AWec0YKHH37qiBlwgiCUD8swSapRjYyqlYsu7ZBktECAaCCI26XgyUgv0nMxgOQqlct1YWZ2dg4bN25BVVVkWSY3N5cnn3yBhg3rc845Q5EkGdPUcLvdrF+/iXnzFtKjRxcaNqzHsGEDeeWVN/nhh5/p0KFtvAd0NIZhkJaWyq23Xks0GiUYDMXmgzz8/PNcVqxYxYABvfD5fIfMbR/uuAQbraCAql3aM3r2tMMesReKfj3qctYv+oNud91Kq+vHEMnJLXIMSXagFsnwOnYul4ucnFwuv/yGIo9lZmZwzTWXkZGRTn5+AbJsB6b33vuE2rVr0adPdzRNY+DAvkyaNJnJkz+mS5cOxU6ylUTTdGrXrokk2dkhIt1ZECqGVlBAl4fupbM5rshjnvQ0Fj/1Ij8/+QLNunZi8PuvowaCFB2LkXAoSsJ7NbLsQJYlnn76JZ5++qUij0+YMI7WrVvGR1TcbhczZ85i27YdPPHEBCzLokWLpvTq1Y3PP/+ayy+/kGrVqsRToY/GNM14L0iSJJKS/CxfvpoJE56kSpXKjBo1Alk+crt33NLQJYcD5fAuVqwqgeSwJ8MdHhdKsh9DLdozsCwTqxwaYl3X8fv9XHHFRdSpk4Wm6UgS7Ny5h6lTv+G22/7Fc889Svv2ZyDLEkuXrmTZspWMGDGYqlUrk52dQ6tWzWjbtjXffjuTDRs2U7durVK/iZIkocb+vXbOuyAIFcXh8RSbFaYkJ+GItV+yw4GS7LfDTDGNa3kMn1mWiWVZDB8+iF69uqJpOrIsk59fwJw5v/Hcc6/idru5/PILY0P9uXz77Y80aFCP1q2bEwiESE5OYtiwgYwbN4Fff13I+eefVebzkGUZv9/HihWrufLKm9m5cw+vvfYMzZo1JhA4cmLE8VvzZFlF3wRJsu+LvWGWYWJqerm8WSXRdR2v18Po0efSpUv72JWBhGGY9OjRmdGjr+Hllyfx1lsv4XDI/PLLb+Tk5PL++x/z5ZfTMU0TRXGyf789l/TttzO57bbrSx1sBEE4cViGUey8sanpWLEhJ8uyDrRTx2kdnGVZWBb07t2Nf/zj+vjcsmVZbNx4NldddSuPP/4cgwb1pW7d2ixbtop58xahqlF69BgKHFivA/DJJ1MZOXJIqYfSCl/vdruZMWMWt902HtM0+d//nqd//z5HDTRwPIPNCapwyCs/v4Ds7Jz4ZL7H46F165bUqFGNNWv+Ii8vD8uy+Prr76hVqya9e3ePX20ULsb87LOv+eabGYwefS6pqcnxHosgCEIihEJhsrNziEajsSoADrKyatCyZTOWLFnKxo2badCgLl999Q2SZHH22cNISUmKzzn7/T7mzJnPwoW/s2TJUrp06VCqtXyyLOPxuJky5XPGjfs3devW5r//fZw2bVqWei3gaR9s4MAYZGpqSjybQpbttTb79u2nY8d2VKlSmW+++YElS5Yxfvw/eeCBu9A0PZatIQN2wHn77Q+ZP38xQ4cOiL/BgiAIieDxeEhNTYkHG1mW2bVrD5s2bcHhcFC7di12797Lxx9/SevWzXn11adJTU2JJy0lJfl5++0PufLKm/n446nxOeYjsxeHTp06nfvvf5yzzhrMY4/dT1ZWDQoKAiQl+WNZckUXnB7stA82kiQRiUT46adf2LZtO6pq1zjbtWsPEydOJhpVueKKi5EkiU8++Qqv10PPnp3Jzy+Id0mB2Fqdwbz7rj28duaZveNvYllKzliWhWmaokyNIAiHsCyTpUtX8OmnX8VrMYZCIaZN+57Zs3/lyisvoUmThrzzzhT27NnHNddchsulsHv3nvgx8vLy6datE3Xr1mLGjFls2LCZevVqH/Z7Dm17FMXJpk1buO++R+NrfRYuXMJPP82JP6d69ao0bdoIWZZLbLtO+2DjdDoJBIJMmPBEkcfatGnJM888xLBhZ7Jy5Z98+eV0evToTMuWzYrUS9M0jdatW9C1awemTfuOG2+8iubNmwIH3rzSBJDCYCMIglBIkuxG/P33P+H99z855LHq1aty441XceONVxMMhvj882koisKwYQOLtFOmaZKamsyll17Aww8/zYwZsxg79rJDMmgPb6fszLbZ7NplB63bb/9XkfMbOnQAL774JLIsl7h0o2yFOBMtlo321YiLWLdgCYMeu5/WN11FJLto6nN5kGWZnTt3s39/drHRvGrVKtSsWZ1IJEpOTi6bNm2hSpVKZGXVKHaIzOGQ2bFjF3v27KN27SzS09OQJIk9e/aye/de6tatfcTimrIss3fvvvjrk5OTROARhBOAJyOdRY8/x4+PPkvzvj0Z+smbdurzcRiBkGWZgoIAW7ZsK9IeSJJEenoadevWRpKgoCDApk1bsSyLpk0bFdt+FBbh3LhxM2lpqdSsWR1ZlolEIqxbt5HKlTOpUqVyvJ1yOGR27tzD3r37SjzHwuMcadnHad2zMQyDWrVqUL9+nSKPWZZdPjsYDMWuBlLo0qUDuq4TiRRfRdowTGrXrkX9+nWJRKIYhoFlWVSrVpXatbOIRCJHXEdjGMZBz42i68apvHGfIAilYBgGKSnJdOjQpsTHVVXDMAwURaFVq+bIshRfc3M40zRJSUmmU6d2aJoWf63H46Fjx7aoqnbIwnRdN6hZs3qR4baD6bpONKqeGOtsTkSFa1yOljUmSRKmacbnaI40oRaNRjm42KwkSfH9bkpzPgc/VwQaQRAKq5wEj7KxWmG7VJgWfSS6rscLCxe+9uA27vDjlrYNOxL5mF4tCIIgCKUggo0gCIJQ7kSwwZ6fcbtdeDyeQ+7zej2kpaWSkpKMLMs4nU5SU1NwOByHjE1aloXf7xM7awqCUG4Kt4f2+XyHTMR7vV7S0lJJS0uNbR0NKSnJeDzuIu2Uy+UiJSU59vrje/6n9ZxNIb/fx8aNW8jLy6dx4waAvW7mjz+Ws2DBEjIz0xk+fBA7duxi0aLf6dOne2wzNSMWlLzMmfMb0ahK9+6dRdVmQRASzu12EQiE+P335TRp0hCv14Pb7WbJkj9YtGgpsizRr18vataszscfT6VJk4Y0atQgPtfi8bjZsmUbS5Yso2/fHvj9vuNa+Pe079n4/T527tzNbbeNZ8qUz3E6nfh8PlatWsOECU8QDIaYNetXnnvuVbKzc7j33of46ac58V6QoigEAgHuv/9xfvttoSimKQhCQtk9EgVJknjmmVd48MEnCQbtwprffjuT++57DFVV2blzN/fe+xDr1m3gzTc/4PnnX0NRnLFyWhIOh5OJE99l4sTJOJ0OJOn4Nv+ndbBxuRQWL17KFVfcxOrVa3G7XTgcDjRN5Z13ptC+fRsee2wC48ffHl8tO3LkEL788lvC4UhsUyEPv/zyG+FwhIsvPk+sixEEIaGcTif5+QFuvnkcX3zxdWyXTAcOh4OFC5cwbNhA7rvvTh599D5SUpKZMWMWN998NUuWLOOvvzbg8bhxOJzs2LGTOXN+44orLiYzM/OQbLTj4bQONiDx118buPTSC7jggpEUFASRZYlAIMi2bdvp1Kkd+/fvpWbN6tSpk8WqVWsYPnwQq1evZf36TSiKgqpqTJ8+gzPOaElWVo3j/gYKgnBqczqdbN26nTp1ajFu3K2xCtAWgUCAO++8mWuvvZxdu/bENjWD7OxcevbsitfrYfbsX3E6nSiKk7lzFyBJEt27dzpqHbPycFoHm2g0yoUXns0//3ljbK2NBUhoms6ePftwu10YhomiKHg8Hvbu3Ue/fj3JyqrB11//gN/vY/PmraxevZZRo0agKIrY/EwQhISKRCI0a9aY//zn32RmZhyyLtBeA6Pj83lZtepPli9fTe/e3ahRoxpnnTWIL7/8loKCACDx3Xc/0r9/b7Kyah5xR83ycloHG7uQXTi+9/bRmKaJ2+2mV6/u/PzzL4RCIX75ZR6VKmXSrVvHInWIBEEQjpUkSei6Tm5uHoZhHLKo3DRN/H4/+/Zlc/vt/8egQf3o378Xubl59O3bk23bdrB+/SbWr9/Epk1bGD58IIZRMaMvJ0SwcZqgAPIJkDVsWRaK4qRKlcpEoyoOh4ym2SVqvF4vqqoyfPiZsfHS35k161d69OhCSkqyyEIThFOYbNntlPMEGrxISvKzc+cuLrzwaho3bsgDD9yNqqqEQmFatWpBx45tWbToD2bOnEWVKpVp2rRRhQ31V3iwkYBsL+x1QVgBqYIDTuGamapVK7Nw4e9kZlZiy5atbNy4mTZtWmIYJg0b1uOMM1ry7LOvEAwGOeecoaXeQEgQhJOPZEFIsdupHE/Ft1NgZ8Lu3r2Pq6++ld69u/Phh2+QmpqMorgwTROXy8XIkUP4/PNpfP/9T5x//lnHPd35YBW6zkbCvkr4rDks2A8Nq0BvHY53sy1JEuFwJFY4056jueCCkTz22HOMH/9vVqxYTbdunWjbtjWRSBS/38PQoQMYOfJSxo4dE68Mfbryer243QqmaREIBDEM85C6boW9Rb/fB9hDl6qqxocDJElCUZwoiiu2EZ1N03Q0TUXXD/QYPR43Ho/7qOcUCkWIRu2CqZIk4XIpKIqCLMvxc7KPrxXpkSYl+Yss3C08T9M00TTtqEUHhVOLV4cl1eHN+tC3KVxugGpR7BbS5aVwfiYQCMY+1zL33fcoixb9wfDhg3jkkWdQVZUWLZrSo0cXNE2lZ8+u/N//PRrbh6trhe4efEIs6jQlsKTj+8YdLBAIcNllF8QrPauqRteuHXnggbtYsOB3Bg8ewJAhA3A4HOi6TjAYpmXLZrz77mvUq1cbVdVOy4ZHkiQcDgeTJk1m3ryFpKamcM89t5GennrIFgwej4cNGzbx4otvEAgEueaay+jSpQPhcCS+3ezateuZNu07/vhjJaZpkJqaQp8+3enXrxcZGWlEoyqyLPP++5/y5ZfT48dWFAW3200kEkHT9HiQu+qqSxkwoBemaeJ0Olm6dAXTpn3Pn3/+BUDVqlU488w+9OzZBa/XGw9MDoeDCROeYMOGzei6jmUdKIhqmiZ16mQxdOhAunTpgGEYItX9NGJht1NmBRXIDYXCtGnTggkTxuHz+SgoKODcc4fRp083CgoCmKaF2+3G6bSb9cIq0K+99gyqqpGc7D/mYprH4oQINpIFWHZPpyJEoyodO7ZDkogPhwUCQdq2PYMuXTrGqqEG47vjGYbdgA0Z0h9VVUvccuB0IMsy8+Yt4quvvgNg6NAz6dev52HBxs2vvy7ggw8+A2DgwL706tWNaFTF5VJ48833eeyxZ/H7/TRq1IC0tBQ2btzCjBmzqFNnMk888QDt259BNKqSl5fP1q3b47979+695OcXUKlSJhkZafFeSiAQRFEUIpEojz32HBMnTqZy5UwaNWqA1+th2bIVfPnlN3Tq1J7HHruf2rVrxgPaF198w7ZtOxgyZACK4sQ07TIh+fn5fPbZ10yZMpVHH/0/LrjgbKLRyHEv+yFUDAnsdqqC3m9N06hZszoNGtQjEAhiWRZDhgyIB5dC0ah60PYCBh06tEGSpKNWjS5vJ0SwqWj2MFq42PsOvv/AsI89DGOnFB55y4HTgdvtju1DrjNt2vf07987XrvJ6XSSk5PDjBmzSElJRtM0nE4nlmXh8bh5660PGDfu35x11hDGjbuVRo3qx4cLZsz4mfvue5QbbriD//3vRZo1a8TYsZdzww1XAeDzeXj55f9x//2P8/zzj3LOOcPIz7ffE13X0TSdJ574Ly+++AbXXjuGG2+8ipo1qwMQCoX49NOv+Pe//8PNN4/jjTeepWrVyhiGicul0LZtK1599Wn8fj+6rsV7PUuWLOOii67h9dffpm/fHmRmplfo0IRw+ij8XmhaIH5fIBA86utOlPnkCk8QEE5+qqpSu3YWZ5zRkvnzF7N37z4cDgdgD3Nt3LiVxYuX0aOHPWRlGHYK+caNW3n22Vdp06YVL7zwOE2aNCQcjhAKhdF1nbPPHspTTz3Ehg2bmThxMoZhYllWbM+gaHyDOSCeMVj4mNvtYsmSpbz66pucc84wHn/8fqpVq0ooFCYYDCPLDq6++jLuv/8u5s9fxKefTovP74A9ZBaNqrHjqbFjq3Tt2pEzzmhJXl4++fkFyLKjwv7ugnAyEcFGSAAL07QYPLgfOTm5zJnzG16vN94DnDFjFllZ1WnTpjWqqiFJdhCaPXsuO3fu4vLLL8Tv98WHBizLwjRN8vMDdOrUjh49uvDDDz+zceNmFMUZf07hDSjy/7Is8/XX36PrOhddNArTNAmHw7HHLQzDIBwOM2BAH+rXr8vnn08jJycPp9MR65E5SE1NiVfTTU9Pw+VSmDVrLr//vpxq1aqQkZEuKkYIQimJYTQhIVRVpVu3Tkya9B5z5sxn1KgROBxOQqEQ33zzA506taVu3axYFpqMqqqsX78JgFatmhXbaBuGgcul0L17Z+bM+Y19+/bTpElD4MiZf4V7rK9btxGfz0vTpo3iCQAH0zSd9PQU2rc/g48/nkooFKJSpQy8Xi/r129m7NjbcDqdmKaB0+lE1w0WL/6DypUrcccdN5GenlaqXREFQRDBRkgQwzDIyEhn1KjhTJv2HVu2bKNBg3r8+KM9rDZkyJns2bP3oKw9E9O0/zstLbXE48qyTGpqCkCZMv4Ks8RcLoXU1JRiX2unZCskJycdcr8kSUQiYfLy8nC53Ozbt5/ff1+GojgZP/6fnH/+SDIy0kWgEYQyEMNoQkIUbuw0YEBvNmzYzOLFS/F4PPzwwyx8Pi8dO7Y9ZC2SJMnIst3TKEy0KI5pmgQCZU/EkGUZSZJQ1QPrEg5XWAbk8CydcDhM06aNefPNl3j//df45pspvPHG8yiKwty583G7lQrZfEoQTmYi2AgJo+s6zZs3pkWLpnzzzQ9s376DxYv/oG/fHqSmJsd7G/bCWReNGtUH4I8/lscTCg4my3apoPnzF1OpUgYZGemlKglkmgZJSX4aNapPKBRi5co/cblcRYKD0+kkL6+AZctW0qxZY7xeL5ZVeI4WhqGjqvaiz1GjhnPNNZcxY8YsHn30OSSJQxagCoJwZOLbIiSMpmlUq1aVbt06MW/eQmbOnM3WrdsZOXIocKAnYFmgaSq9e3cnK6smr7/+DtnZOaSkJMUzwhwOBykpycydO5+ZM2czdOhAGjSoRzR69Gq1lmUP6w0fPgiXy8XEiZPRNB2/3xs/vr1Jnpevv/6e1avXMnr0uWRkpKFpB4KZaVqxhb460ajK9ddfSZs2rXjnnSnMmDELr9dbTn9JQTj1iGAjJIw9LyLRp093AB555BkaNqxPkyaFxf8OdC2iUZXatWtyxx03snbtOm699V6WLVuF2+2Kl6P56KMvuOOO+2jSpCHXXjsGh0Mu9Yr9cDhCmzatuPnmsXz//U/cc8+DbN68NV7uJhqN8tJLE3nooafo2bMr5513Vjy4FCcSiVK9elVuvvkaDMPgpZcmkZ9fgKKInVkFoTREgoBwzILBIHl5+fH04m7dOlO1ahWWLVvJRReNiq/sV1UVTdNi6c8SkUiEiy4ahcMh8/jjz3PhhddQr15t0tJS2b59J9u27aBRowY8/vj9NG7cgGDw0LkXSZKIRqPx4x78WOEw2O2334DX6+bllycxc+Ys6tevi9frYfPmrezatYfevbvz8MPjY/uEqLGhtfxYGjUH/S57bmnw4H4MGTKA6dNn8Prrb3Pbbdcjy1I82UEQhOKJYCMcE9M06devN40aNSA5OQlV1fB43Fx33RjmzJnPmWf2iRW7NGncuAGjR59LgwZ1UVUV07RQVZXRo8+lS5cOfPPNDJYuXYFhGLRp04pbb72OPn26kZycRCgUKjLJb88RNeWii0ZRu3ZWkQ2hdN3A4XDwj39cR//+vZk+fQZr1vyFZUGvXt3o378XXbt2xOVSiEQi8UKbF154Dh6PB6fz0J6UXUnXzd1334LPZ283UVAQwOt1U3GV/QTh5CBt2vRHhX1LJEnC4/IwYsJFLPhlCY+Nu5+bhl9FdkFuRZ2SUEaWZZGU5MfpdFJQEIhP4Pv9PlwuF8FgKB4E3G43Pp+XUChENKoeEjzsgpqueJ0ny7JQVQ1VVUtMCigseeP1egkGg/Ee0+HsqtL28QsTEUzTjB//4IBiWVY8Vbq4LDnLsnC7Xfj9dlHD0pQLEU5DyjrTAAAgAElEQVR+GcnpPP7Rczz6/LP0HdSTT8a/SSAcxBIXGaUmejbCMTm8wF9hYx8KheM1mQrvU1U1HniKLrDUylyR1h5GU+NJAyWlRtuBSy3S8ynpmEfaudVOp9ZQVXFBJAhlIRIEBEEQhHInejbCiU2ScKUkH6HXYqLmBxArLAXhxCaCjXDCkGK7aDp9XhwuBWQZIxplw+dfo0WjRbrhJqB4PNQ/azCy2wWmiRHV0GPbQlhiYzNBOGGIYCNUOKfXiyRL6OEIDo+bNe99zLb5S1AcMmYkwoaPv0Sj6JivCSjA5gtGIrvdaIZJVpcONB59LkY0guL3YZlWPPgIglBxRLARKpTi87F/1Z9YFvz+xPPs37CJ4IZNGLqBEzug7In9LI4DsD6aigTowKaPvuD3FyeS2bAebe++BVmSSG/eBL2CdykUhNOdCDbCcSc5ZGSHE3d6Gus+mcqMG+7EDAQprI7mBJYCYUAFfsYOJMVRgD6xnz6gna4TWruO0Np1bPrmBxwpyfR/5WkanjuMaE4epqFjGWJ4TRCONxFshOPHsnC43WBZZK9dx+//eYE9s+dhBYJowA/AvthT15TykIWvK7Q89rMy0BuQ8guYc/0/WfvBJ7S96xYyGtYHhwMjqtplAQRBOC5EsBGOG09mBkYkwo83j2Pj9BkoBQF2A+uAH4FEDHStOejnEqAf0LAggDHte7bM+pV6Q8+k34tPoCQlEcnOScBvFAShNESwEcqdJMu4kpNY/c4U1k37jm3fziQK/IY9XFZeTX4ImAakA22AzgUB1k/5nEh+AY2GD6LJxaNQCwIia00QjgMRbIRyJcky7rRUlr40kdn3PoQXkIDPKf1QGUAWRauPFSYF7DrKa3OAn4CdwGhg9/QZbJo+AzW/gNY3XU00N08EHEEoZyLYCOVGkmVcqSkse3Eic8c/hAv4E1jI0QONE+gY+ykDmcDhFdJk7GCTjR2IFlByIgGx3/1B7LiNgF/ufRAkaH3j1URzcsu07bQgCGUjgo1QLuweTQpLX5rE3PEP4QFmYM/NHElDoCt2ANmHHWB2A7OO8JoO2B/kQUAy9vDcTiBazHPXxG79Y7c59z4EkkTrG64SPRxBKEci2AgJJ0mSPXT239eZe98jeIHvsYeySpIC1APaARuws8qyS/n7FsV+ZgAeoDVwBvAXsJrii//PxF67M9CymHPPg0iWRasbryaSkytK3whCORDBRkg4p9/P0hfe4Jf/ewQP8B32WpmS9MUOEjrwNiUv4DyawuC0A3vYrSt2APq1hGP+hD3v09+ymHXPg1iWRctrx6AWs7WAIAjHRlR9FhInto7G1DRWvfMhXmAeJQcaJzAAO1NsAfZ6mUQNYu3HzkTbDVyFPU9TnB9j5+gFVr4zBVPT42uBBEFIHBFshISRFQU9EubnW8aR/9cGNGBlCc91Ar2wM8lewA4O5eEv7Dmc5kCzEp6zArtXlb9mHT/dMg49EkFWlHI6I0E4PYlgIySMw+thz+Jl/PnJl+imyWRgUzHPk4Ae2MNdhQ19abiKuZXGCuzhuapAi2Ie3wS8C+imyZ8fT2XvkuU4vJ5SHl0QhNIQczZCQkgOB5ams+Tx50jGTjFeX8JzLWAr9tqZTUCkhOc5gFrYH9LqQB0OZJhJscdXxl6/meKzzwpVib1mRwmP/wV8hb0OZ/ETz1GjR2ckhyzqqAlCgohgIxw7y8KV5GfjtO/JWfEnWym+R3OwwkDUC5hN0YDjBi7F7nrvx85Om1fMcToCTYG6QD72kNnhqmFnuf0KHGkz503AFiBrxWq2zviZukPPJJqbJ2qoCUICiGE04ZgpyUlsmTGLH268EyIRlgJ5pXjdeuweRU/sqs1wYIhtOLAYe/jrs9jz9GJu84CPsHs4MjCGQ+dmqgNtgbkcOdAQe3wpQCjM99ffwdaZs1GSk0rxLxEE4WhEz0Y4NpaF0+cjuHMXekGAbOwKAaW1EXs4rDf2epnm2L2cmRw9OBxse+xmAV2AAHZttDOwA01+KY+zALu3lFwQILhzF06fD60gIHo3gnCMRM9GOCaySyGwZRubvpyOhD1UpZXxGOuwey59gALsoFOWQHOwecA7QH2gE/awWmkDDdjn/it2D2vjl9MJbN0uMtMEIQFEz0Y4JrKioBYUsGXGbAwO7CdTVpuxeyMlpUA7gVQO1EdzYA/VFZfJZmAHGTdlCzSFlgMDgS0/zEItKMCdloqplzZnThCE4ohgI/x9koRlmmz/eS6SQ8ZlmHgoObvsaEoKNC2w512aciDjzA2sAv6I/TxclCNnpx2JBzut2nI42DHrV5pccp7d1RHrPAXhbxPDaMLfJsWCzfJX3gTDZD4QTNSxsXsvvbAn/ZsApizhdim4XQqmJNEs9ljP2HMTNasSJJbVZhgsf/UtLMtCEnM2gnBMKrxnIx3UREgJay6E40aSUPw+nNgFNMs6X1MSP3Bt7GcYSD2jKY2vvZCkBrUAKFi3hbVvfET+0j/pgz2p/xqJCXYqduJCd0Dx+0RygACI9ulYVWiwkSQJj8uNLMtggaIouJXSrgsXKpxlIStOJFlGwh5+SpR22MU0M/p0ptqZ3ag9sj+mbsRrlnmrVaZqn05s/XwGO2f8Ss6sBbQDfknQ7/dg95QkWUZWnJjRvzsoJ5wK3Iobp9MJFjhkB16Xh2AkJPZAKoMKG0ZzyDLp/lRemPo6K//8E9LgpS8n8tuaxaT6U8WbeBJQUpJY9ca75K3bwGrsjLJE6AAMAzSPi/qXj6T+ZWejBUMYkShGVLVvkSh6MESDK86h/mUj0dwuhgPtE3QOf2Fvtpa3dh0rJ76LkpKcoCMLJxPLskhPSuOn5b/w5vT3IQMWLfud16a/TXpyGrIkZiJKq8J6Nim+FJ6b+hr3vfGoPeDugQ3rNzHm0ZuY/K9XaFW3OfnBAjFWfpxYgFXGP7XT4yH3r/VowRC5JGYIKxl7bUwEqNGnM5W6tCG8c0/xk/MWhHbsoXLXNlTv1ZE9P8ylDfbmaMe6SUAAO/1aDQTJ/Ws9To8HLRAq83Fkcc100rIsi9SkFH5bs4grHruJXXv3gA9yI3nc/tK/sCSLawZeSnbB303UP71USLDxe3y8+NUb3Pf6o/YZOLEbEz9s2r6Fyx69gXfufZkmWY0IR8MVcYpCKZiGjsPlik/mJ0Jt7GQAtVI6tc8bhKXpRy73b1lYukHt8wezd8kqmuzPoTbFZ6iVVWHSgcPlwjR0LOPwjamPruyvEE4UfreX+WsWc+VjN9uBxovdTimABne98AAOZC7pdz6BcKJSY05dFRJsXE6FmX/MtnNTDx/o98OmHVs4+8HLqJSaiWGI9Q3lzgG1cuD8P+3J8dKSHA7Ce/bhTuCpGNhJBr70FCp1boMROvrFhhGJUqlLG7zpyUT25yS0gXcDaz/4lK0zZpUp2DiAgBMmnwFq4cWUcFJxOpzsytlD3v588HHoe+gCI8fgx6VzuGrQJSLYlEKFBBvLsvC43MXPGFmAG7J35JC9OSdx+axCyRTYtwt6bSvbGhkLez1KWjmckmVamKpqZ4Idbf5OkjBVFctMfIsuA/k5eWTn5JXpo+jEHoZbrXCg5y6cXAp7MUkUff8sQAaPyy3ml0upwuZsfG5vycu/NbhzzE20bdhaDKMdDxL4VKiTX7adMpXkJFa/+QHbv52ZsFORsT+UpmFghCLInlL0myQJIxTBNAycJDbrJQo0HDqAZmNG2zXSSkkCNAk6pIMpLphOSj6Pj19XzefFKZPsLu7BY8UWoNvtmAg2pVMhwSYQCTHhknvYtmcHvy1ebM8Kgx18VLjvqju46/xbAQvDFPuJHA+mBFFH2TqSnrQMds1dyJYEBpsCIAdwbd3Jhne+oMU91xLZs7/ktS6WhTsjlRWPfEBw2y6iHHtywMEMIL1xQ5pccB6R3OxSv87C/lu2EaPAJy2HLDO0w5kosotn33/FnrMpvJIJQL8+vbjngn+QH0rkJ+7UVSHBRjM0qqZXZvLdr3L5kzcyb+lCe+7GhPFX3s4d591MbjAPUwSaE5rkdKDF5lQSdW23FVgG9DVMdvw0n6yRA0iqn4WWX/wXWklNJm/VOnbMWkCyYbIgdoxEKPw3aaEw0UAe0byyV1oTq3NOXhbglB3cd8mdGBj8d8rrdjsVgr7de/C/O/6L1+UlFA2JBZ+lUCFJ4hISgXCQtKRU3rr7JVo0bAo5cNN51zB+9O0UhAIi0JwE1IIALa8fQ2rDejQHGibouHOxK0Hnr9vMrp/moeYW4EpPQXI47Pkby0JyOnClp6DmFrDzx98oWL+FtdgVmxOhEfa+OGmNG9LqujGoBQUJOrJwspAAwzQIRcM8fPl4rhh+EeyH9i3b8NY/X8Tn8hKKiEBTWhU2ZyNJEsFIiCpplUlJTQYNGlSrhwTopi7ewJOApemk1KuN4veTgl1aJhHygC+AO4G/nn2brVN/pMGV51KtT2c8VTIACO/ez47v5rD+f58S2biNFOxyNaXZtK00/EAKoCT7SalXu0zzNcKpRTM0nLKTrBq1wQB/ZhoZyensz88R6wDLoMLL1aiaimEYIEFUi2KYpgg0JwtJwoiqaKEQOolNHMwFJgOdTZOG6zaz5F/PUqVjazxVMwEI797H3oXLScLeznkBf38PnOJIxHYDDYYxoqXMihNOSRISIcmgwQ6VIdug3TqDoKWBLD4TZVHhhTiFk5wkkd60MTnrNtLfsliPPcl/rKLYczcbgPOALCC8cFl8fxoFO3NuJfApias2DXaPpj+gSxLpTRM1OCicyCzLQvHZmWV6OFKkx6LJUD0A7fKh6X4wxPVwmYlgI/xtlmnikGU63Hsbm7/6NmHDaAcLAG9h77zZhEP3s/kTuzpzefADDizajfsHkiSXyxoe4cTh9HrZMXc+DpebKh3OwIgcmtohAbpsVyAva9amYBPBRjg2loUky7jTUonm5uHj7/dsfEBJ1cc2xG6lJWH3fspSEeHg8zAAX1oakiyLoZLTgOLzsv3nubhTU6nZs0uRYCMcO1GyVDgmeiRKWpOGtLnrFhTs7ZT/jkpAX6Az9oLtY1EL6I298drf2fZgIPZVWNu7biGtcQN0sb3AKcuyLJxeD67kFNzpqbjTU3GlpOBOPSj7UUgI0bMRjpnkcOD0+4gCdbDThsuy3UB17ErPi4Ae2BuhvYc94V+Wr7oTqAdcCEwD9mHv4jmL0vdwGmH/G6KA0++zGxzhlOVK8vPXlC/YvmQpuUuWIbsU9i1fha6qtL7uStIa1ccQFxsJIYKNcMzUvHzqnzWYlguWsO2jL2it62yidLt2VsEONHOxh98+w04G6IddSWALsAc40nLKOthd9HbYAWoSsDP2mBu7l/MLR6/75oqdS5LTSa3R51BvxCDUv7GQUzh5GFGVzFbNSKpfh7WRCIrPT4NzhqEGAngy0jB1UQIiUUSwEY6Zpesofh/dHx7Ph9Nn0DYnl/nAtqO8rhrQFpjHgXkeC7sCwA6gLvawWhXgd4rWbSscA06O/feP2AHqYOux5296AbM5csCpCrQBrNQUuj30L5w+N3ooIraFPoWZmkZqo/r4qlZh589zcKWmUntQXyLZORiRKJaui/c/QUSwEY6dJGFEojj9PlrfMpb5D/6HvsCHlNy7qQ40BeZQfEKBgR0o1mNnoSVRfLCJYg+THck67CDTCViInVF0OBfQJ3a+7W8Zi9PnsSeJRUNzapMkTFUjtGsPdYaeiex0Etq9F1PT4o8LiSGCjZAQlmWBJFF/5BCWvvI/mu7dz0XA5xQNJhJ2oIlQuvUxaxJwfkHsdOZG2Ot3DpYCnBt7TK5ciXpnDQFJEtV8TyOGqpLepBFYFno0KioDlAORjSYkjB4MkVy3NoMnv4pcvSqtsYPK4SzsOZomwFX8vYyxssgCrsdOqz480IB9ji0BuUY1hrz3Ksl1stCDZd8CWjh5SZKEEY1iqKoINOVEBBshcSQJtSBA9R5dqdmhLdnY2WDVinmqCryLPWw1DKhZDqfjA5pjB7UPKH64rUbsHPcDNTu2o3r3zqgFATF8IggJJobRhISSADU3l25PTiC4Zx+75y/icuwqAHsOe64OvI09f9MDu8HfjD1Pc6w6A+nYCzunU/w+fVWBy7C3KanWrRPdH7+faG7ZduQUTm2SJCE5ZGSn017ga9+J7HQiOx1YhoklKtSXiujZCAlnahreShkMfu9Vqvbsig+4ErsXUZydwMfYacujsOdPKlO2KtI+7B7UaOBs7JTn34GvKD7Q1ASuIBZoendj0Luv4snMwFRLk7AtnMoUvw8lyY8rOQlZUdDCUfRwGFOzP0mWaaKHw2hhe/2NKzkJJcmPkuQXC0GPQPRshMSTJNRAEFdqCgMnPc/3V97C7rnzuRiYir12prhlckuwa515sTPHMoFV2JP7Rgm/yoGdqdYIO6NsL7AY2FXC893Y63LOwp4rqtazCwMn/hclKQk1GBTj9acp2enAnZaKqRvs/HUBuqri8vvYPutXlr35Pooso+blkwTsmreQDzv0R7Us6vToQsuxl6EGglhA1fZt8FWtQjQ/P5bNSOJ2FjzJiWAjlAtJktACQdxpaQx+6yW+vex6tN8WcQ2wGjsturg1Lzmx2w7s72lb7E3ZSqoA4MJez/MBR/9Oe7F7Pk2xF4lW79qRQW++iJKSjC4CzWnJ4Xbj9LoJ7d7LspcmoUeiLPvv64QNAxn7M1X4uZJjt2g0SmjbDgBWTvmcVVM+jz+n5cWjSGpQj7p9e1KlY1v0UMheryN6OyLYCOVIktCDQZTUFAa9+yozrv0n2+ctoEk4wgXYG6QdaX2+hd3bWZKAU0kBzgEaAyGvhzrdOjPgtadRUlLQg0GREHAasSwLxevFlZrMuk++5I/X38bIyWPTitVY2EOyyekp6JZFpdZNaHDFuRjhopdGTp+XXT/PZ+MXM1EcMmp2Hkve/xQdqPH6OyQ1bUSdXl1pf9ctmJqGml9wWn/ORLARypckoQWDKH4/Qya/wp6lK/j+ipvJ2rOX27A3PVuJXTWgPNQCWmAPy+kAVStz1tsvUaVVC5BlNNGjOa1IsoyvciY5q9eyespnLBj/MNnBEC6gYe+OGJJEcq3qNLr2QkxNx+Fx4UpLKTYJQJJlUls2pv6Yc3D6vWyf9jM7Zi/EpSjsmjWfXbP2sH3WXNRwmPqDB1C9eyci2bmYqnpaBh1p06Y/Kqx/J0kSHpeHERMuYsEvS3hs3P3cNPwqsgsSueeicKKQHA5cKUnsnr+Y9dNnsuq5V5EtiyCwAnvtzf4E/a5MoDvQCvtK1ZRlmt92PQ0G96dq53ao+QEso6SZIOGUI0kofh96OMLylybx1xffsO3PtbiBrL5dqDWsDzWG9LQX8xoGRlSzp1ssE8soOdtMkmUkh4xlWciK085Sc7vY88sidvw4n42TvyAMpPp8NL54FK2uu4K0RvVRCwKnXSkc0bMRjhvLMIhk51K53RlUbtuaZheew+/Pv8aKDz6lI9CAA+VtpmNXHjA4egCqhD2WngIMjt2nABnYCznrXXIebW65ltQGdUGSiGTnit7MaUSSJWSXi7z1m1j64hssmvwRXqB266Y0uX0MaU3q4aqUjpqdd8jrSnMVbpkHUp8N3cAgCvkBKnVqTUabZtQ5ZwDr3/iI7b8sZN7EyexbvJRuTz9IWoN6ONxuu6L0afJZFMFGOK4KEweQJNIa1afH4/fjrZSJGgyx5eMvKCgIoGCvfwE7+PxMyTXWXNhVnZXY/8ux5yanJFP7/JG4k/y0u+MmFL8XNRCyN3s7Tb7cgv15c6WlsvL1d5h91wOoloXfpdDhkX9Sc0hPTN3A1HXU/bmJa/QlCa0giCRLJDeoTdsn76Lhus3Mv/URtvy+jG39zqb1JefT89lHsCzLTrc/DT6SItgIFcOyUAsCSLJM14fuRXa52HrWYKLBIGve/pCtcxegSOAyTYaGwiVeZUqA5POBLKFZkNWjM00uH407yU/tM/tgqCpqfgFqQWmqsAmnEkmWcaensvKNyfx09wSwLPxJPlr/3w1kjeiLll9wYLvvcrgAsUzLTiyQJFKa1Kfzc/9i4d1PULB+K0ve+xgcDno+9SCSZG91cKr3cESwESqUZZpEc/PAsqjeozMOl4vqndoRzS9AdjjRgwHmT3iSaCBYZAWyCXhSkun0wN04fT5MQ8edkoKvamWMqEpo955T/gsslECScKensuK1t/n5zvvRgRaXn03Da87HmexHzSs4fosvLQstr4CkBrXo9e5T7P55AYse+C+L3/kQZOj51ENYcMovKBbBRjgxxIbXNCuI0+tFSSqsH1CJge+9hoRUpHdjr5ezDpnotwyTyP5sO8iIQHNakiQJd3oaK19/50CgufQsmt91dXzy/7iv8o9twyG7FGqdcyYAi//1LIvf+hAMkx7PPAwWp3Smmgg2wolFwt4d8eAaM0f78h3ecJyiX1ahFCQJ2e1ixRtv89Pd/8YAml92Ni3uGYsRjlb4zpumpqPm5lPr3IFgWSy+73mWTP4IyeGgy7/vQXI4Ttlaa6I2mnDis6wj3wQhRvH7CGzdzuw77scyDJqPOYfmd1+DHo7Ga5udCNTcfGqNGkj7h2/Dl+xn0VsfsHn6DDyVM0/Zz7QINoIgnBIkWUYPR1j639fRAK9LocFVo7B0PbampaLP8CCWhZpbQO1zzySjUR0kYMXr75C7Zh2y21XRZ1cuRLARBOGkZ1kW3sqVWPHyJBZO/gjF7eKMh29HSUnCOFEn3i0LLRimxb3XkVG9MuuWLOWXW+9F8Zel3vnJQwQbQRBOek6vh5w/1/LX1z/g8Xro8PBtZJ3Vz87wOoGHpUxVI61FQzq/PIFKdbPYvnwVW77/6aAEmVOHSBAQBOGk505L5c93PmLrspXUbtWYGoN7oeYV4DBl/Ia3ok+vWLpkEHSE0PICpJ3RlKye7flj8lTWfPAJ9YYNRA9HTqmSSiLYCIJwUnO43az75EsWPPIMbqDxLZdhmSaK6SQkh/k5c/6JNV8TkxFNo1NeKwKOEGp2LvWvGsXWL39kzVffk/HwU7S+8WqQ5VMmO00EG+GEpigKlmWhx1JWZVnG7XYhSRKmaRGNRnE4HCiKk0gx+4Z4PB4Mw0BVVVGm5hTl9HpZ9vxr7M/Lo2HPDqS1bIykmuiSzsMNXua7zDkVfYrF8hteHv/rTnpndyIkRXCnp1LvomEsf/VDfv/PCzS99AK74rQqgo0glBvLsvB43Ozfn4NhGKSlpSDLDiRJYvHipeTl5VO5ciatWjVn27ad5OXlU79+HSRJigccp9PJ2rXrUBSFrKzqGEeo3iucnCSnk9CuPWiGgdvnIWtEXzyV0jD2BQk6w8zKXGhvnPQudqXWE4EOeCH4TJgFmcsZtK8HISuMJEnUHNGP9R9Nh6hGYOt2MtNTK/psE0YEG+GE5Pf7yM7O4Z///D969uzKddeNIRpVeemlSfz66wKaN2/KypWrueSS83A4ZMaPf5gPPphIixZNiUQiOJ1O8vLyufba27n88tGMHXsZwWCoov9ZQoJ5UlNY9OqbbFqyjPo92lNjWG+iOXk4JScyEv7/b+/Ow6uq7zyOv3/n3D25WSEgkBAIMUpVQFHUyrRaXBCq2BbGtdaxU53ax7VOO52pPkW7TmecttbaxUpd6jJj9XGBKojFBQolisoiixAlQDZClrue7Td/nBt2JBQjyeX7ep48kHvPuTkJee6H7/f3O78fUTJtWXgXKD2EF/bYteyzYtdUKp17rofB/lt0Bzof/LApAGyI6jA6d6CTzhCvqaL2qhks/9kfWP7jnzPtqTn+bLp+PMmht2Q2muh3QqEQq1at5aqrvs6CBYswTYNQKMSmTR/wwgsvceedt3Pfffdwww3/xP33z2Hs2OOorBzBvHnzd7bKotEo8+f/BdMM8PnPn082e6CNpcWAlVttwkln/AzIHqBVGsDf1Cjay48QUAVMAs7A3/siAoSBYvyd+CYB4/BDI7Kf82uB03PnD8Nflnzvr7OfS1WGwrNsPPyZavm0BYGEjehX/LEYj2eeeYHJk0/n/PPPJpXKYFkWQ4cO4eGHf0VtbQ3NzVsYOnQIyWSScDjIlCmfZcGCV0kkEgSDQTKZDC+9tJBJk05m8OBy3Dya1SN8wViMpmX1vH3/g8RMk6LjRuM5h/jvrPErjZ7CwQPi+AHTDHwADAcqcs/X5o7fgB9gNblze853c8cOz53bgr8XeZw9K6IDcC2HgpHDKCoqpGFZPav/8Djhov7S/zs8EjaiX+mZDHD77d9g9uxv43kaz/PQWhMOhxg0qNy/gS8a4aWXXqGoqIjy8nJmzbqIZDLF4sXLKCkpYvXqtTQ0bGbGjAv3GMcReSS3uGUmmSJWEKX2n2ehbad3u56Bf1wAv4qJ4IeBh1+tuEAbsA1I47fgYrnntgAd+Lv6leBXMru3zEqBZO78ptxzZb27JCeRpHLG5xh8Qi1Zy8LuTqBMqWyE6DOu65HJZPF2m/aptcaybEpLS1i48DXmzHmM2277OgUFMYYPH0ZtbQ3z5i3ANE0WLnyNUaOqOPnkcVj99Q5ycXiUIhQv9DfMS6bxDqVVqgEr9+cI/NDJ5p5L4IfNYPwKJQC04m/7ugM4Bn/f8eLc4xZ7jum04bfNKoCh+Lv5tfX+e/IcF6fbH18MFhZimAEZsxGir2it91uNlJWVMG/eAq699iZuvvl6pk79HKlUGoAvfnE6DQ2befvtVSxevIzPfnYyBQUxaaHlI6XwLIvGV15HA4PPHI8Zi+zaDO2jaPzxl5H4VY2JHyC1+AGSBrrww6YSP2R69t7rwK9wes7bcydpXwI/uHrabx34rbdeFija9Rh0xnjCAZOmZfUktzVhBIMHP7Gfk7ARA0Y8XsjCha9y663/wd13/zu33XYDjuOilMJ1HSZPPp2SkmLuv/9BTNNk+vRzSSZlh6wBzFIAAA8mSURBVM58pAwDJ5ninV8+gAeMvvoSwmXFvb/jXrHvm3/P2EsV/jTplcBb+KEyGj+IRgEbgRX44zG1+K21ntlnBv4YjZc7ZiV+W62KXo3ZoDXacRl11cUURMKs+dPzbF+9FjMS7t331Y9J2Ih+SylFd3eCTCZDOBxm7doNXH751zj++Fqqqobz0EOPM3fufDo7u3Bdj4qKwZxxxkQefPCPnHbayQwZUoFzqAPGYuBQimBBDAA3leldVQN+yGSABuBD/JbZNmA9flVSgl+x9Ewc6MAPnMLcsd34rbV2/ADZfcwmmDuuPfe5lXutQ1zI2U1n0FoTAIxAfrTR5D4b0W9ZlsXMmRdTWTmcbDZLMpni8su/RCgU4umnX9g5aaC2tobS0hKSyRTTpp1HKpXmggum7GyvCbEPhR8ACn/A38GfJAB+UAzFn57s4I/PZPBbayNynzfht8g0ftuth40fLkPxZ7NF8MOrpU+/mwFBwkb0W9msxVe+chm27ZBKpRk7to577vl+bixHA/4ss+7uBLbtTwKoqBjEt751E8lkSpaoER9N4YfJB/iVi4H/a7UZP4hOyB2XBRrxx2424LfUeu6dWYcfRCNyr7c599hxwHj8d9hO/MrJ/AS+p35Mwkb0Wz1ttJ6/27ZNe/uOAx4L4DguHR2dezwmjnIZ/Flkvf118IA32VXpWPjtM4UfHFvwg8Nm10y0nurGyZ3/V/xJCD1fv2c8h9x5u9/bc5SQsBFC5K2MzsLZ+Pe5HMoY++43au49mWBXYb3r8d2PPdj5HjvHdpw2B9Ufl6TuAxI2QogBSWuNnfBnGwYKoihj13wnjUahqE2MpOPYbqg7Ulf5ETJQni7FUXtNYtEQiEX9ah7wbCcvlqyRsBFCDDxaY4bDjLxwCu8++n80LVxKyUl1qNz+L65yCXsh7l89+0hf6UF1BRJ7fK5Mg+a/LCVj2YyYOJ545XB/x9EBTqY+CyEGHO15BGJRPvXVqzCAhseex9rRhTL3fEsztNGvP/ZpoSmFChg0PDGXlGVz7MyLKT1ujL8g5wAnlY0QYmDKtdE0ECyMEYwX7HM/iqcG1h5GWmvMSJhQcRwAJ5nKmzaaVDZCiAGrZ8tkK5Ol8dmFqODA/v9zIBqh5fV6Ojc2YgCe6+VF0ICEjRBigHLSaSpOGc+JV19KwrLZ8ufXUIFA76c478aMRjBCwV2VkQYVMAnEC/yJB/u5g9+MhP1lZLTGCAb2mKDw9zIjYdqWrKBtazMjTx5H3eVfwOrqPuzX7Q8kbIQQA5J2XCLlpRQcMwQHCBXHMXcPjN7IBVPbX1eQbNjihxV+0Fg7utjy7MtYOzp3Pr7zNMOgY+U62t9ajRkJk25qw+5KoIzDqEK0RpkGoZIivzUYCVM0shLPHviTA0DCRggxUClFtqOL6qnnMvzYGppXb6B50TKC8cJDeg1lmmx+ZgGNzy4kUBAFwAgF2Pz0fBqfewUzGiEQixCIRTFCQT9QlGLjI8/SXr+SVFMr63/9ONp1UcEAgViUQCx6yItnmpEwyYYtfPDcQuLRCGOvuRwrj7Yyl7ARQgxYTjZLxSnjiRcV0dmyna3zXsWznN63tLQ/1Tg+qpJ0cyvacTDCQVJbmml9vZ7a6y4lWBKn+S/L2PryElKNTRjhEJ5l4aYyxIYPZdu8V+lYuwm7M4FnObS8Uc/WBYvpWLkuFzi9qLQUYBi0Ln6LtjXvY1o2wz9zZu9XsR4AJGyEEAOWUgo7mWTktHMpADY99RJdGxoweltV5FpXRWNrSG9tJdPajhEK8cGTf6awpoqi2mpW/+S3fPjUi7QseYtVP/4tifc3k9rSjNOVIDy4jOZFf0OFgqS2tvDB43NpePQ5dqxcx+r/fID2N1dhhg9+LUopPNtm/f2PoYHqz5+PEQyi3YE1m+6jSNgIIQYurXEzGSbc/g1OveVfyAAbfvOEP4Grt7O4tCYyuAw3a2F3Juhe38COFWuovmwam599mcTGRsZ9/xYm/vA2IkPKaZy7iHRTK6GyIgafMZ5Y5TGMuXw6Iy46h9Ylb+Kms4y54iLGfe9GgvECvINVJ1oTLC6i4Y/Ps725jdFnn8U5v7kHMxxG59EWGRI2QogBTWuNm7UYdfFUSkYMY9tf36Zrzcb93nez3/NdTbCkkEAsSmpbC1vnvkrJCbUUjqqk9Y16hk39B8KlxTjJNOGyEtCaxMZGIhXlJBq2kt7WQmFNFdrzGDf7JszCGIv+8WZal7xFvLb6owNDa8xYBKuji8YFizHDYY69ZBqBSMS/kTM/Zj0DEjZCiDxgd3UzdNJE6qZOobM7ydJbfkDnmvcxo5GDnqs9j2BRnFBJnG3z36Bj5ToqLzkPN53FzVgECmMY4RBOOkPXexuJj6oksamReG01maZWgvFCCqqG8eFTL7JjxXtMfuIeTrrzBtb/9kl/3CZ04J3TjGAAuzvJ8hvvYus7azlm1EiOvWIm2R0deXN/TQ8JGyHEwKcUmfZ2Trj+Go49fSKdW5r52w2zcVIZjIPd6Ol5BAtixKqG8f4zL1N+6onEa0diRkIUf2oM2156g9Zlb7PuvkfRQFHdKLrXNVB8/Bgybe1k29rJtLbjdCdZe+/DbH52IU53iuKxYwjGC3beeLo/gcIC3p39SzYvfYeKIYM5/a7v4FlWbs+m/CJhI4TIC55lUzymmjPv/g4G0N3UStOCNwgUxj6yStBao7XHkMkTqZkxhREXT/EXvlSK2q/OIl5TxcbHXsAIBhl/9y0E4jGOOffTRIYOoqhuFMXH19C+fCVVsy5k5KypNM5dRNvStznupi8TG3EMnuPs9+sGiwrZ8fZ7tL21BhuYcON1jJx2Hm7W6psf0BE2sNd2EEKIHkphdSUoObaGcV+5jPo5j/Hm7F+iDJOqmedjd3QfsGJwUxlKJxzP4DMnYHcn0bYDCoxQkNrrLkUZ/q6wbjpDIBZhzNdm4abSBOMFnPS9G/EsGzeVZvTVl/jTrpXCTWcOeENmsDhO57trWXrjXXS0tjPmjFOpnn4eme3tffkTOqIkbIQQeUM7DkYoxFk/nQ2mSf0Dj/DmHf8D2qNq5lR/6RdvP4GjFJ5lY/Us5Z8rhLTn4eznxkon0fOYi921a4sAJ5ne59i9BYsK6XhnLctuvIvtzdupOe1kznvwF0TLy7ASybzdYVbCRgiRP5TCs/w21Fk/ugMcl/o/PEb9HT8HpaiaeQFOMv3J7w+jNSoYIFgYo+PddSy95Qe0N29n9KRTOP+h+4iUl2F3J/I2aEDGbIQQ+SZXpbiWzVn/PZuJ115JVmtWfO9eXrvsVrrWbiJYVHhoa6gdDq0xY1G8jMXfbv0hS66/k/atLYyedAoXPHQfkbJS7O5E3s0+25uEjRAi/yjwLAsvY/HpH93BxGuvJGk7NL65muXf/DGdq98nMqQcFTD77k1e+Qt2hspK8NIZ6r/9UzbOfZXt2zuomTiB8+bcS6SszN/aOs+DBqSNJoTIV0rh2jYamHTnvzJ00imseuARNiytZ8l132XEBZOpuXYm4bIilGHgpDIfz9fNbYCGUniOw4ZfP87m+a+z9d31VAwqZ8K/3Uz1lM8QHTQIO5H/FU0PCRshRF7zLAtlmtRdOYuhp08k9M07aHxtCSsefY7NCxYzasYURkw/m3httb9GmeNgd+eqjd602pQCT2PGwpjhMCoYILmpkZZl77D+V39k++YmAkD1hBOZ9N3bGXXhuWTad2Al8nuMZm8SNkKI/KYU2vNIN7cQKS/jwid/T+Mrr/Hen55n7cNP8u6vn+D9OU9T+7VZaKWIDRlE5SXnol0X7Xm55Wb2FwoaZRgo08SMhml5bTmtb60mFInw4VMv0rZxMxoYM+Uz1F40lborvoRr2SSbmnOXdfQEDUjYCCGOFrmVlbMdnQw76wxGnv85yqqrePPe36HSGZb/4hE0EAe2PP8Ktusx6KQ6Rn95Bm563xZbIBaledEyNj27kHAoSOfqDbS1d+58jYKyUkaeM5lz7v0JgYIomfaOT25SQj8kYSOEOOrYySROJsOJ119D3ZUzSTZuZfmPfoZn2TQseoP3l6xAAc3L3qHhsRfQ2vMrEaVAg9YehmGQSaRI4tc9Chg97gSCxwzh+C9dxPCzJ2MYflWVaWs/asZmDkTCRghxVNKuC9ojVFhIeGwdF/7v73GzFmvmPI6VShGKRdi2ZDlrnplLgD0baRqwgREnnUDdFV/ETqXxgLqZFxOvrsRJpPBybTjXso76oAEJGyHEUUx7Gu35N3i6WQulFCdcfzVKGRjBAGNmzuBT119DtLiIVQ88wtLfPUzNaScz+b/uIptKUzhkMKV1Y/Bsf/0zq7ubTGt7Xm0N8HGRsBFCiBytNdkdnT2fYIaCDD1lHJGyMhpefBkXCBUVMeTUCViJJJ5lk2pq2bNykaDZLwkbIYTYH6XwHBfPSWGGw3iWjcJvv9nJFHYy5Q/4S4usV2QFASGEEH1OwkYIIUSfk7ARQgjR5yRshBBC9DmZICCEOHppjRkOYwSD+zzlZNL+UjUyAeBjIWEjhDhqGaEQ7WvW0rVl2x5tHg1UjD+RcGmJf/OnOGwSNkKIo5YRDNKxfiONS+vpqW107qNkdDXRwYNwJWw+FhI2Qoijlp1MUnPJdOou/QJ7L5FpJxK4mYy00T4mEjZCiKOWUgonncZJpw90wCd7QXlMZqMJIYTocxI2QghxEBoIehAFwg77tNzEwUnYCCHEQQQ9aIzDshJYVQEB70hf0cAjYSOEEAcRduG9QTB/OLxa7YeNkvLmkEjYCCHEQfS00XD9Npo4dBI2Qggh+pyEjRBCiD4nYSOEEKLPSdgIIYTocxI2Qggh+pyEjRBCiD4nYSOEEKLP9auFOJVSGIaBYUgGCiH6D8MwULIo52Hpf2GjDAz5RxVC9COGMlDI+9Lh6D9hE4N7nv4VDy94AteTzYqEEP2HaZi0dLZC7EhfycB1xMNGoUhkkpCBpo3NNLnNR/qShBBiXwEgC8lMSlpqf4cjGjZaa7J2lu9e+k3aL9gB5pG8GiGEOAgXKsoHk8qm0bLRwCFRDQ0rjuhPTGtNPFZIwDziRZYQQhyU7Tgk0gmpbg7REX+HV0qRSCeP9GUIIUSvSdAcOpljLIQQos9J2AghhOhzEjZCCCH6nISNEEKIPidhI4QQos9J2AghhOhz/w+89VnaAbTbrgAAAABJRU5ErkJggg==)
O diodo D1 estará polarizado diretamente, porém não haverá corrente no circuito pois a tensão no motor será menor que sua tensão nominal.
O diodo D1 estará polarizado diretamente, e o motor estará ligado com uma tensão em seus terminais de aproximadamente 1,3V.
O diodo D1 estará polarizado reversamente, se comportando como uma chave aberta, e o motor estará ligado, tendo uma tensão de aproximadamente 1,3V.
O diodo D1 estará polarizado reversamente, se comportando como uma chave aberta, e o motor estará desligado, não havendo corrente no circuito.
O diodo D1 estará polarizado diretamente, se comportando como uma chave fechada, porém o motor estará desligado, não havendo corrente no circuito, pois uma tensão de aproximadamente 1,3V não será suficiente para acioná-lo.
Para o circuito abaixo, qual será o valor da tensão na carga (VL1) e da corrente do circuito (I). Considere o diodo de silício e a resistência da lâmpada de 24 ohms.
![](data:image/png;base64,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)
VL1 = 0V / I = 0A
VL1 = 11,7V / I = 487,5mA
VL1 = 10V / I = 417mA
VL1 = 12V / I = 500mA
VL1 = 11,3V / I = 470,8mA
Considerando o circuito abaixo, qual será o valor da tensão no resistor (VR1) e da corrente do circuito (I). Considere uma fonte de 10V, três diodos de silício e uma resistência 1k ohms.
![](data:image/png;base64,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)
VR1 = 10V / I = 10mA
VR1 = 8,6V / I = 8,6mA
VR1 = 7,9V / I = 7,9mA
VR1 = 0V / I = 0A
VR1 = 9,3V / I = 9,3mA
Para o circuito abaixo, qual será o valor da tensão de pico do sinal que é medido pelo canal A e da tensão média do sinal medido pelo canal B. Considere 12VAC RMS para a FONTE.
![](data:image/png;base64,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)
Vp (canal A) = 16,27V / Vavg (canal B) = 5,18V
Vp (canal A) = 16,97V / Vavg (canal B) = 10,35V
Vp (canal A) = 12V / Vavg (canal B) = 10,35V
Vp (canal A) = 33,94V / Vavg (canal B) = 20,7V
Vp (canal A) = 16,97V / Vavg (canal B) = 5,18V
Para o circuito abaixo, qual será o valor da tensão da tensão reversa no diodo D1 e da tensão de pico medida pelo canal B do osciloscópio. Considere 12VAC RMS para a FONTE1 e 12VAC para a FONTE2.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbkAAAE3CAYAAAA37j+AAAAgAElEQVR4nOydd5gURfrHP50mbl5YcgZFQEwEFRVPzPnMZz4VRdHzRAxn/hnR01PxzJHDdOZ0ZszKgSCICCI5p91lw8SeDr8/qmd3ZtgFZHcPWOvzPPMw011Vb/Uy3d95q956S1myZKaLRCKRSCStEHVbd0AikUgkkpZCipxEIpFIWi1S5CQSiUTSapEiJ5FIJJJWixQ5iUQikbRapMhJJBKJpNUiRU4ikUgkrRYpchKJRCJptUiRk0gkEkmrRYqcRCKRSFotUuQkEolE0mqRIieRSCSSVosUOYlEIpG0WqTISSQSiaTVIkVOIpFIJK0WKXISiUQiabXo27oDEolEss1wQdFU9GBwW/dE0gy4jo0VT2QdkyInkUh+tyiaihWPUz7r523dFUkTcQEjGKCwd09w3brjUuQkEsnvFi3gZ8Mv83nr6D8B4Gzj/ki2DgWwgfa77MQfJ72Ja9m4jvjflCInkUh+3ygKCuJBGS4rAUVF+AWSHQFFUbATSSJVtSjqxmEmUuQkEsnvHhcIFBew34v/QM8L4VjWtu6SZAsx8sOsmTSZb8aMQ1GVjc5LkZNIJBIP1e9D8/tRNG1bd0WyhWgBP6phNHpeipxEIpF4uLZd95LsGGTOvzWEXCcnkUgkklaLFDmJRCKRtFqkyEkkEomk1SJFTiKRSDaD67pomkZhYR4+n4HryiUGOwpS5CQSiWQzGIbOhg3VvPDCuyxYsAzDkDF7OwpS5CQSiWQzhEJBvvlmOrff/iivv/4RPp9vW3dJsoXInyOtHBeXgmA+uq7LJA6SHQ5HgUQLPqWMcBBfQf4my2iaSk1NLVOnzuK8805kyZKVLFu2io4dyzDNVMt1TtIsSJFrxSiKgk8zuPvVB1m8fBnIH5+SHQkVSiLwh2UiL2FL/EZTdY1EZZVI66VsnC0DQNd1Zs9eQE1NlCuvPJqHH36BTz75lgsuOFmK3A6AFLlWjq7qvDPlQ375Yb44YCKS9Ekk2zsGsA4K14NFy4icC2hAGKARkVMUhcmTZzBw4M4MGjSAESP24V//eosTTzyMUCiIJVOAbddIkWvluLjkBfLAD388/CgGdu9H3Exu625JJJtHhYI47LG25XYHUA2d6Jp1/PT08w1GTGqaRjQaY/LkGRQW5jN27N2sX1/J/PlLmT9/CXvt1R+pcds3UuR+L5hwyv7Hc9pBJxOJVG/r3kgkW4StQKLxtIRNRg+FWD/9R356+vmsPcjSBAIGX345lYKCPP70p6OxbZuCgjw2bKjh/fe/YvDgXVuuc5JmQYrc7wUFauMRqmsqqYrWbOveSCTbBXo8QbK64ftB01Si0QSvv/4x++yzO4ceOoxEIkkw6KeiYgPjxz/PqlXraNOmGMuSuS63V6TISSQSSQO4rotl2Zx33on07NmF6upaLMsmFkswePBAbrzxEjRNw3G2frbQdYWY5ueHkJPl9TiOQ21ttFnakiInkUgkDeA4LoahMXToQEwzRSploSgKrusSCPgZMmQgiUQSZxMZ8DeHrqvYtsNrr32M25BYKjQccdPY8a2psy1tNEJefoiDDtqbRKLp8QNS5CQSiaQRXBdisQSQvcTAcRxisXiT2lYUBcPQuf/+p3jxxfea1FZr5MYbL+HUU48kEok1qR0pchKJRLKNcF2YOvknsYZ1F8RaibqTwEqgA+JJnfaENO94vvdyMo5XIpYJdchoSwGSwHqgC9mhqgqwAihD9CFtQwdWAQGgGLFQMW2jCogBnXJspIA1QOeci1Q9G6VAMMO+7pXXgDYZNhRgNvwwbQ5nnnncRn+z34oUOYlEItmGhIIB8WD3Ix74adKL+HyINYOZIqd5x/xki5zufc5sS/GOaTnl0+fSNvxki1z65Sdb5IyMtjJtKBnHM1Eb6W+6/XSdTJEDggF/syTCliInkUgk2wMO9QKgAFGEZxZiY0+u3Puc6cnhlU8gPKZMLysOVCA8vLRgKl7ZChoWuXLEKvmSnH5tAKqBPDb25CoRXmEwx0Y5QuwSZItcufdvmxwbzYgUOcmOgeui+gxUTcOxLJyU1WiGijoUBc3vAxds02xwHZREsl0Sh/2GwbDTgUKEQKS/vipQBevj8MwH3nEXfH648AoIG0AB2aKRAiLwwRyY9RNC0OIwaE8YcYpXXsuxUQ01SXjiQ7Ad0Y4CjLwYiv1AUY4NG6iBLxbClO8RQ50J6NcPjjkZIZhGjo0aSFrw+EcQj5DtyTYTUuQkOwSKphEvr8SMxckra4MeCmInko0LnaLgWhY1q9agKArBsjYomiaFTrJ9opD9NE7AHw+GMac3XmXFek/kVMCGQAAeuBm0Tfz2i9wDs75HCE4CDt4H7rp0E+WT8PQksFOij4oGd10DJZvIaX3rkzDla4SnVwP77Abjbmy8PMAL33gipyM9OcnvE19BPt/97TZmvvo2/Q47iIMevw8tGMCOJxoUOs3vo2bVGt4Yfgx6KMgJn79NqF2Z8Ogkku0JFTHst5J6zygG0XXi7dw5MHUKdcN/7dvDYUfAhgpgLXVzbm4SKjdA2xJ463WoTic2UuCgEdClKyTWIYYaTWEjvl4UWbIIvvySOi+ruASOPR42VAKrEYErALo4VpIP/3kXysvr+zVsP+jdB2LrPRspIOHZBFathE8+rreRlwcnngI1EXDWIIYuMz25ZhI7KXKSHQNFwU6aYJrMffdDceM+cu8mhQ7HJWWauHKPIcmOgJrz3vtKv/c1XH0Jdd7XXocKkVOU7HKooHltjLoT1v6MmGtLwKtvCZGrCxBRs+t+PQPOvRAxl2ZC972EyKmZNrz36Vtt7APwyzeIoc8YPPqcELmN2vf6NPNXOHeUVz4FBb2EyGkNlG1OpMhJdhgUTUVF3Ldz3vkQFIWDHtuER6d495ouv+aS7Zh05GMHhPcDIoAjT7wNFAHdEAEgNVCQDtHXgbbUz4cVUSdaRd1hbToApQZ8XlsUIOb4ij0b3rCjLx/o7p2LQWE3r7yKCCSJe20b1AlRYVegh9fPDeAv8OrkeXZKEMsNvONGyCsfBpJQ3MMrr3jX4SJubgVYTrNtOyF3BpfscCiIe2Hu2x8w6cIrcG0bLRiQ822SHRsLIVY22ZGWrve+oeN2ziuNndNW+tZwNtGWswVt5R7PbKslbDQDUuQkOxQpoOc5f6TzIcNQgF/e/YjPR18NriuFTrJD4qYf/m72a4u+yhnltySFprsVNpz/sY20WDbXrSxFTrJD4QL+0mIGPXg9HQcNQAHmvvU+n104BhxHCp1kh8M0Eb/ezIxX0gvbh+x5tPR7PGHIqJO1SkYle17Mq2PZou20jbrNE3JteMrgumCZ2XbqbDTSr1wbqcwsLpnzdRnqY+ZeP5BK5RTaSuRkhWSHw47F0fNCDB5/A1PHjGP1f2cy990PcTWVEY/8XQqdZIfAdSGZhOcmIp7lIeqH/Gzo0sl770UpEkHMjXkpM/t0gcmvphsDTYeidGh/FJF6y/bKe0Jz80Vw8QmIOUAbOrTzylueDc3710sX2a4U/vsCuBmC2zldJ6MvJKibT7z8DDj5oHobbdp4ZRyvfFqco2DbEPTDF0+C5S1TSC+ELymZjOsOx7b7o2lbnydUipxkx0NRsGNxtHCIwfddy7TL72DVtJ/45a33USybg564Hz0khU6y/WPbsO++my4TdBECZwEm6J4ABQOw98CG66i1iDB+XdQJe6H5PTuLVy4hb2E2SSAFWq04bugwdEDDNrSIVycOJLw2gK7txSuXsO6V98RXrQHN69egfg1ZqGLevPW4btNWiEuRa8W4rkvA50fXNHAh5A+iqq1khFpRsGMJ9LwQg8Zfz/dj7mLNf39kznsfwcVjOeTZh4RHtx3hui66ppMXDIsDCsQSccyUmZXhXrJ9oaoqoVAg696JxxOYZqpJ/2+KAn4/jB4FK8oREZS5QRfrYbGJiEr0ASmYUQPHnYWIUgxRH9iRFioLlvsQ0ZKa+HzdY9D+CaBdRnkQXtM6WGkDPRGKYMEC4LhzEdGU+Tk2okAc5pqeDV30a9xL8OJriEjJTFRhY73jXYfn4a0JwzHngqohojozh2cXwb5778HxJ+zZJC8OpMi1WlzXpTCcz8LVSygvrwQDvp8/g2OGHo6mathOK9jJWBFDl0Y4xOB7r+X7K+5k9fc/Mfft99FG+djrqstQDWNb97IOv+EjaZm8+vXbdZFx++w6mHZFbYkmYyhy08ztDlVVicXifPvtD5SXb8BxHHRdY9iwvWjXrpREwtxsdrlNoevwwX9g8QpgJzbehWAJ0BshNDagQfl6eOcLxJKBTHHQEDsNJBE7Gij1daZORoTl92RjkVuMENj0bgMq1FTDO/9GLEHI3CEgvdNBLdCfumwr6DDzB5i5CCFkmaiejY6I5Qi2sBuPwXuveW22y7ChAAvBjHfi+BPaoSgVNGVluBS5VogQuAKWrFvGaXeOZMHyRVAAD770OH7dx3WnjSESi5By7B3/saooWLEEen6YwQ9ez/dX3MXqKT8y95W3qFm4BFcBZRt7r67r4jd86LrBNU//HxPffEX8QjZhv2F7M2Hsw+QH84gmYtKj287QdZ1Vq9bxj388wxFHDKeoKJ9ff13CzJlzGTv2fMLhIJa19T8YXRfyCxALpAvYWOSKEDkg3YxjGvUCl5mjUqM+cEPNaMtFeHxFOeVBaEcR2fOBmTYCXp1MkfOEM+0l1tUJZtjIRPWOh3NsKN41aDk2vFsgLy/lGWjaPSFFrhXiN/zMXf4rF9z3V36dv0D8CvQWWt4z4SFQ4ObTrwYUnG3k0TkKxH+DkxXIK0Hz+xteH+p5dLo3R/f9mLtYM3UWK6fPFIvHg0H8xUUESkuwzc3vNOwCPlu8mgNd04kl41zx2A1MfOcVcUOrQBi+mfJfLrj3cp6+6iE6lbTHtGTasUxsFRIt+JTSQyH8RblP5Wwcx6GsrISRI0+mrKwNlZVVjBx5AwsWLGXQoF2bJHKSlkeKXCskP5jHo+89w9zZ80TWgcwtOgJwz4sPsapiDW0KSrFsaxMttRAK5CVh6ErxcUvCQ7RAgHXTZtCoLnrBKEZ+mMH/+BvTr7qHtf+dieq6WIkE3992L0Y4vEWi7gMWFMKCzO0/moDf8DN/1ULe+exD8Ws207HMh8+nfsNZfx/Fvv2GEE82bf6hVaFCYQyGrM5ea9ysJnSd2LpyEdTXiBetKAqO41JeXoWmafz66xI6dWpP+/ZtsaxmvH8y1ojVfc487jZyXMmpk1ueTbxvqN6mjue2r+Qcb6j9TV1H7rEWGMiQItcKcREBDg0qggao8PxLrzbHSMDWoQEb4Mo1W/7wchH6sMkvrKKQisbxty1mj9v/ytfnXUds6UqspMl3Tz+/xQ/JfOAt4KcB1K3ZaRIOYtinTSPnC+Db76bw7cdT5MrVTHRgHVxdLqLTWypWVkN8txqbXDMMnaqqWu6550mCwQDr1lVQUJBHKBRolk090RAXuJhsAVCBWAmsqsy++PRecwnE3m7JLuCEwLcSrIj4vplk17G9YwsLQa0miygiOXT6u6cAdgmkKsX7WrJFyEQ8OxYZkOgJig3+ReA4ItJyWUbb6aHPaCHY1dnPm/Q+dwoi4tJsB3YRGOVARbPdC1LkWiGKoohhr1QDJx3Agj8efxSlBcWk7G0w1KJCQRyGLtvyB5cW8LHis29YPX9h44Vc0EMBzKoaZt3xKNEVq1EB3edj8AlHo4eCuPbmXTMfEC6GuZmT4U3Ab/hYtHoJn373pZi3yH2W1sCegwYyZKe9iJuJphtsLahQHIMhy5s901O9CUNs4bTgrfcbXXKSSlkUFubx17+eS0lJIbZtcfvtj/L++19y+unHNH240kb8IO1G/RyXDtTuBfHHoPAqKP6i/n7WgBWIYe9iYO6zEB8BHY4B3hOC0YGNNzRd3gHMV6DoFejwUP355UB7rw86ULUfrL4f1Mug3X83npOrQghsm7Yw+xdQqqB3W7F6fSWQuURBBxJdYelLEH4Wyp4SbbneuTUIMesELLgeKi+Domug5p5mGUVJd0HSyojEo4w8/Gz++/N0Fi1ZIhKmpvPcxeHSP13AXefeiLoNoywd5bfNtfjzi/nonAtZ1pjIeWm97ESS6Vffw8qvptVpiR4MsO+4Gwm3b79FW+24wP4O+JrJ0zU0nZp4hNEPXc1rH74tXMV0u7Ww9+6DmHDNI3Qv60JSzsll4SgQ11tuwEEPB1k3fRbz33q/Ua/MdV00TaNjx7aUlhbh8/koK2tDMtnQr8imdMb7VwGie8PSNyHVHpa/BvopkP+5EGJvNAZdh8qzIDlU1Cu/EfKmg7Y6+8muAHYniL0JzmBIDAMjAW2eBSxxXgMMBWoPgGWvgdUGMZ5xImjf1v8HpANOHBXW3en9gYpg7R1Qdguo8ezrMHvAkncgPgASQ8BIQsmL4NqinOrZrTkYak8U9TZcBLwDatOiKnP/rJJWRMJMsHuvXXnhusc57fYLWLpiufAgEnDpaRdw29nXUROrxbRTO0zYuuu62Mlkw711QQsGcMwU06+5t07g2vXvy4ZfF+I4DskN1Wg+/xbvJ7f58JTf1veAL8BDl47DcW3e+OQ9IXQR2HO33Xj22n9Sml/Mqso1Mrryf4yeSGBW12yyjKoqrF1bzsSJb5Ofn0ckEmXlyrWceuoRzTNcmSZzqHLJc0LgmArWEFjyPAzoVH9eBRKdYPkzoMQh8BPUDIHat6DzaeAurm9PB1bdIwQuOAOSO8OyJyDvcwguyLDvwuJ/CYELTYXYEFg5AQp719t1Aa0Q1j8M7hlgLAMUWHs1+P4L2pvZMQDLHxACxw/gDIAl/4LwJPCvqp/Ts1RY/AKk2or+xfcA3sbnfwrDqMV1G98beUuQMwCtEEVRqIpW07dzH16+/il6dOoGNTDqlHO57Zy/EU3ESNnWDiNwm8R10YJ+4cFdeRcrv5yKA/Q5+jBGPPUgqgLuthiSzUBRFBKpBLjw8GV/55gRh0MlDOq/Oy/+7Qna5JdSm4hIgdsOsSyLDh3KuOSSM9B1nVgsjqZpjBp1Gt26dcQ0m9mb04CKs8DsJT4rtwFxSHWA9aPrNxV1gfKrxL/GUuhzOAR/BHcIOKdke141e0PkIPG57F4hiADrrq63qwLlF0GqCygpaH8bKI7wxCr+XG9XBdzdhMCpUeh9BOR/Js6VXwlmsN4zrB4OUS+di3I3MM+ze1V9/xSg4jIw2wq7PY+H4heBnfj227uYPj1IMNi04B4pcq0UBYXqaA39u+5Mu3ZlYML+/fdBVzVSdjPfmNuKTA/u2ntZ8fV0bKD3IQdy8DPj0QN+7OZ+CG0lCgoJM0FRqIAhO+8JMejdrSfdyroQiUdaxw+OVojjOITDIY47bgQjR57ChReeysiRp9C3b0/i8eby9536vdocH1T+GVQTul0KbSdB94tBr4bKc8DK8/Zc6wCxU8G/AnqMhrxVUPq6aGfNtVB5lCinIkQz1R4KHoR2b0P3seBfDlUnQ7KT8PScEFScA3oEeoyCsknQ/mJw40LknIC3OepOsOJh0e2iL6BgDnS5CfJmQHwY2MPq94SrPFt4hV3GQdl70P0K4cFtOA2S7by96fIhfg5oVdDzAshbBr3OhuBSli7VmDevCL+/aT9Spci1YhRFIW4mRJizAtFEDNtxWscDNe3BJU2mjxnHii88D27EARzy1INofj9WbPsKx1cUhZRtiWUCKpgpk2QqKT247RzHcaitjVJdXVv3SiabMRWbiggMWarAgucg8gdQf4Tkw1ATh/gEUL+D2CBY+Cws6wc1HwBtQHseqj+DhYB5GygPiwjFJeNElOOia6D8EqAaktfC0ihs+Ab0Z8AqgoUfQqw/LH4KovuAOgViz8CSONQ+AUyH6P6wYKIIUFl4hTf8+CVwtsjIsnYZ6DeKa0m+CMuGwqKroeI8UNdA6m9QG4PoJNBeBqs9LPxAXEflRGB3UL+G2L9gEbDchtT1DBz4FIMGJYjHmzarJkVOsuPhumiB+jm45d9MwwV6H3YQhzz7T7SAHysWa9pAvkTS4jhAEtQXwJ4F0cuh9jhxqvN1Yt7WQASOdblJHK89HiKnQGw30NdBlwdFtpJ8RFaRjk+INu2dIXID1J4u6rW9BYKmiJQMA50eBWOlEKzIKRA9wbN7o2grnYWl7AZxvOZYiF4CiZPF5zbPQlml6FsYaP815E0S82qRs6D2LFGuw01QpAhvMQB0uRe0SjHvFjm5/nq73CTaKfSuxXqBXfs9zc47mySTTUvQLEVOssOhBf04qRTTrxzHii+mCIEbcQCHPHF/vQcnBU6yQ2ADg4FdoeZ+cEOQPwmKptaLXD5QOBMK3wJ0qL5ZVC19FvLXCGFIv3yzIHwaaA5EbwNzIATmQdG7YDj15QrWQskzXh9uAvxQ8B8onCEErkgcIjwNij4GfFDzMFAKebeAMUGUS7eXXwNtHgfVgtrRkBoAgdlQ/CEUuGIIMx8oWA2lzwmz1beIf4tfg4Kf6tOUFYrDyWQhpqk0+VaWIidpFtJh1kVFhRQXF2W98vPz0PXGhxxc1yUQ8JOXF95stJoCpGqiTL9yHMu/Fh5cH+nBSXZI0punXQqUe/kfZ0OvE0CJ1a8nswEs6Hk6FL0hqqr3Qem1whnMfNlA6VvQ7SIvetEUwSH+heJcuowNdL4Jyu4WKlD4LvQ8FZRkfTkHEbnZ60QIzhTttXsMOvzfxnYtoPhV8F0g+hf4BXodLub+LO860mW7XAlt7/eu4xUoORM0O9tuMyKXEEiaBcMwKC+v4O233ycajWF7i64VRaFjx3YMHTqIkpJiYrHYRnWDwSDz5y9k+fKV7L//PtibiIY0gIXPvYFt254HN5yDn/gHmt8nPTjJDoYCBMF9CbRZUDQSglNBq9l49buLEJwuf4bCzyD2sMg80tBuUjZQ8iGUTBRDmv7FdZugZrXnAJ2vhdQy6PiSiJbMFRgHsXFcm8dFpGTxxHrxzSUFhCdAOwcCP0JgZd2uBll2XaDzGAgvhPhzkEq2XDobpMhJmolAwM+SJcu49NJrKCzMp6SkRITOJxLU1ETYaaee3Hzz1ey992ASiQSu66IoCnl5YdavL2fMmBtIJpMceuhBRKPRTXp0jm2TBPocciCHPP2gHKKU7NhYbcH4Gvp+LYTLQYTgp9eRaRmf/TXQ8WERoKF6xzOXC6heucBa6HN2vZhpGW1l3iYqoD5SXze3rbRAtX8M1MfE+fKMtjLTfaVz9JVNFMccstutW0jufe74sAiOSZ8jo61mRIqcpFlIi1ZBQQF33HE9RxxxCMlkElVVWLBgMWPG3MBll13La689S+fOYn2RYejMmjWHG2+8g++/n8Hw4ZveItl1HFyoF7gnH9iswLmwRam8JJJtRnpPtlVke1LpL3sF2d6QSr1nlpmjUkXkmbSAtTltpby21rOx15RE7BGXKTTpzVHTSUNzN01NAOtybNheW+ty2leoz7MZzelvlHoxzb1NmzF4VSJpVvLywhQVFVJYmE9BQT7Dh+/LvffeRkVFJa+++ja6bhAKBZk69QdOO+0CNE2nT5+eJBKbXnekqCoWYojykKcfRAsGNuvBKYCiya+5ZDtGQTz4zQZe6WTLqQaOWw2Ut6hPxmxm1E01cNzMOZ5rw94KG04D5dP9zW2/MRstlC1NImk2LMsmlUqRSolMBVVVNeyxx67069eXDz6YxBVXjMbn04lEYlx00blccsl5nH76hVRUVDTapllTw55XjmaXC8+moFNHAnl5aLZNLeIZUVCQj2XZRKNRFEXBTpqU9erOKV+9Rypl4SvIx06lCIdDOI5DLCbSn4fDQfx+P67rUlNTi23bqKpKXl4YXdexLIuamloMwyA/P6+uP4qiYJomkUi0Zf+YktaPg3gSd2HjTVNNRLJlg+x0WRYN7wy+zquT2VY627+DSJ6cu2lqEpGg2Z9hQ/feB4C2NLwzeK6NtEB1yrk+1TtXhlgmkLavIxJNa579zE1TV9Fs83RS5CQtjm3blJQUUVpazA8/LKO8vJySkmIOOGAfDj74APLywiSTm14U7Vo24c4dKNC7EPAZLF6whBkzZnH44SNwHIeJE1+hQ4d2HHDAviQSCVRF4ZXX3mH3IXvSq38PkpEIhmEwadJX+Hw+9tlnMJqm8umnX/Ldd1PJz8/jvPPOJC8vhGmmmDjxFebPX8TOO/fizDNP4aef5vLqq28BoGkaqqrSo0c3jj/+SFzXbd4chpLfHy5CMBrKYJUeLsyc/0ofs6gXjcy92TKjFJWMuunIyjRqRt1MG+n36X7ZDZTblI3M2yE9DOrk1GnMhpyTk+yYKN7mkyKDhKIouK5DMmni92/B+ISi4JgpVMdl2crVnHXWxbRrV8pxxx1BKmXx1FMTWbVqDR9++Crdu3clmUzy3HMvMdIw6NWlM6FQkJ9//oWRI69g5MizOfroQ/ngg0/5179e4aSTjuHjjz/nn/98kptvvprnnnuZadNmcNJJx/LII0+Tl5fHsGFDGTiwP5qmYds2t9xyN+effyZ+v2+zw6wSydZQZEGhjZjPSntWUOfJpSzh8KRRXehkiaVqJMj2spKADRUWRDJEpMCC4vRcWqbI6aK+bYndczI1q5MFekM2PKGqsqA6Y34vbEOb9PBmOvAkw4brwgq32VcO1CFF7neA6UU12cq22SNVRFkmicViFBbmUVxcJJYAuPBbxiT8fj8LFizi7rvHYxg6JSUluK6L4zh07dqZ9esreOCBxxg//i5UVSU/Pw/DMNB1nWg0yhNPTCAQ8FNUVADAG2/8h91378+55/6JgQP7c801t7Bw4WI+//wbzj//dE455SRqayN8+ukXjBhxAKeccjyBgJ+HH36Ggw8+kIsuOgfTNKUXJ2ke0svmAHS4fA1cXw1qTXZMCEDKhdlx2LO4vl7YhslrocwCY312eRtwXLioAJ5thxAkHep6WV4AACAASURBVM5ZDfdViX1UG7KxzA/9SsH0PD7VgU/WQu8EGJUN27i+Ev7esd7Gsethwgax7Vyu4KQQgti3FCrSQ7LN/JCSM/KtHFuFI+bD8YugazU0MUPOVhEOh1iyZBnz5i1k0KA9CIVCWyUMtm3j9/u56qpLGTnybBzH8YYKHTRN5corR7N06XJef/1dwuGQt0WHQjDo57HHnqWoqJDTTvsjlmUTiUSJRqP06dOTaDRKUVEhbdu2YcaMn1BV6Nq1C5WVFfTo0Y1YLEF5eQWWZTFr1hxeeul1jj32MPx+f916QIlkq0kP9SUQHlVSvDcsMRWHC5GMV8IVxwN2Tp0kBB0wXIjl1FG9Onoqo05CfDYQ5zPLx73yQSe7/TobiDKZdZTN2NBzysdc0deNbDTzvsFS5Fo5jgI7VcKAGihKiq2bWppQKEhBQT4FBXmUlBRhWTbPPfci5eUVnH76iViWtVUil0ql6NixPXvssSuxWCyrjXg8SefOHbj00gt44IHHWL58JYGAD8PQmTr1B375ZT5XXXUZhuHD7/cBYJomuq57yx9AVTVWrVqL47jouo7jOOi6RjQaw7JsNE3js8++pkuXjuy771DicbmLt6QZyFxCsMZ7rQInIk4/44NuRdCtALoVwqlhcdy2M8qvJmvZwB/yRNl0nQ89F8qpybCzCpxacfwtI7v84V6MlWtntL9avHe8Icrjwhl1iuBlw7MRybFRJY5/oWfb2Dffu34XETCzOuN60n+XZkAOV/4OSGrix1FLDleKOTaXSCTKxIn/ZubMn3Fdh2g0xqxZPzN16g9cccXFDB68J6lUaqO68XiCWCy+yeATRVGwLKtBcVEUiEZjnHrq8bzxxrvce+/DOI5DMBhg4sRXWLVqDXfd9QBffz2ZcDjEoEG7k5+fRyKRRFU1XNfFNJP07dubyZOnkkgkMAydRCJJYWE+wWCARCLBjBmz2GefIQSDAao3s9mmpPXgui6GYeD3iye5bdskEs20i7uNeBL3on6OS0cslF4D0UKo7Omd06CyCvgV4R71oH6IzwZqxL/ru0FliLoF2clfgSqgFBHJ6A0lsgqIQSIPKvtQl6FkfQSYK+rSnewAldmACRVdoLKgvv+xBYg1fcWICMu0jXVAFJIhqNzJ65MK/rjXloKI1PRlXEslzTZJJ0VO0izYtk1+fj7Dhg1h5crVrFixWmwtk0rRs2d3nnzyAQ4++ABs28Zxsr+9lmUxcGA/4vG42BZoC8iNaHRdF9u2sSyLG24YyznnjOann+YwatS5XHbZhaxfv55k0mT16rWUlBSz6679aNu2DZMnf8/555/JokVLWbNmHX379iEQCPDDDz+y3377MW3aDDRNo7S0hOrqWlauXMVZZ50qg01+Z+Tnh1mzppwZM+bgui5du3Zkl116kkg045xsQ5GHgJbOX+lFHxpOTp20MGQc96VzVHrH1MxdxzOjHN2M82kbrlc/0wYZ9cnoR7qO4vVzS2w4DdjIjNqU0ZWS7ZF4PEHv3j145ZVnsgRIDAOKvD6plNngHFZtbYQ777wBUIjHt2wPuLSopRGBLC7JpEn37l248MKzufrqm0kkknTr1oXOndujqhpvvfUB7duXUVpawplnnsKNN97B6NFXMWfOPP70pxPp3r0rZ5xxEo899hy//rqQmTNnc9NNYwmHQ8ydOw9Q6Nmz+xaLsWTHx+cz+PnnBfz73/8hGAyQnx/m3Xc/57DD9uPII4c3/+7gkmZFipyk2RBDfg0P4Wzq167w+LZcNJJJk8MOO4hhw4ZimiaO43LTTVdRXFyEaZokkyaHHz6CnXbqRVlZWyKRSN2yhfPPPwNd11m7dh2dO3fk1lv/xuzZcznssIPYe+9B1NTUsv/+e1NaWszSpSs46aRj6ddvZ6qra+jYsQO33XYd4XBwk0mkJc2E66IaBr6C/M2X3Ur0cBBfYUGj5zVNo6qqhgcf/BdHHXUgJ598GD6fjw8++JJXXvmAPffsT1lZCZa1dd8HBTGKiEL201iH2GbmpKx0Hc/7qVU2H6tcq2bY0SGyGRsOYOrUDVc67sa5o3OJ5tio3YwNF6jQyboWgBq/D3wGXgTZZqw2jhQ5SbOytUM3v6WebTu0a9eWjh3b1w0b9u27E5aVqnvYaJrGrrv2I5k06wTJdV169OiK4wgxjsfjdOrUkR49uuG6LrFYHMdxcByH/v13YbfdBmBZNvF4AtcV6cpKSopJJGTAyf8C1ecjumo1s595ISu6vnltGERXrhYfGniQ+v0GX301B8PQGDFiKNXVESzLYsiQgfTr1xvbdpoUYZsCzlNhvUV27koVDvACT1CoT3Kc8Ycos2D0GuqEwe9AIHPBeE55gGNroG16aFCFA2szOtNAnXwH/rJGRGmDiKAsthson5Hc+eBacNPXosLg9HU0YMMBfC5cvQ6imUmpgT3mLoD5S3HaFKOmtt5bliIn2eFQFEilrCzvL1d46lN3ZZNMml4b4k4yTTPL+0wfz21PUUSbUuD+d+ihIFW/LuSDm+7aKHl+c6IhNtduKOhJVVU2bKihtFQsSEsnIrcsi9LSIkwzRTJpbjJgqjHSWbtuTqfpWtZwuVA1YtcBL3u/4U0Hd0zBP5c3ck0rqE8FpkC+l33ujA3ilUteBFhcX17zNKXIhgdXNmxDX0V9sIgKYS8O67hq8colPwYsqbehWkIbfS7cvWrj8vw4l3nf/4R94qGo1VLkJBJJK8M2TUId2rH7EQe32FonVddIVtWw4uvJ0MBoguM4FBcXbDTvpqoq06bNpqiogM6d2231cKUOvOtAUkXkoczsggvE4bs2iKhIL/JxVRJeW4a3+CyjfDqziQNVHanfCkeFjzSoqEKoeS4x+K4YkaPSE9LKFLxmirpZOS3TOSotWNcBIXJeBOeXOqiVjduYVYCI7PRsRGz4t+ktQg/kXHsVdO7UjuJeXVAbmQLZUqTISSSS7RI7FqeoTy+OfPGJFttT0wgFWffDT7y8z6ENDpmnUhZ9+nRn4sR3mD9/KYMH7wrAggVLueuux7n88rPp0aPTVomcgtCPy21YbAA7sXGC5iUI8dGoe1rPDsLJ1TScoHk9QoQKqM/mr8Dd6STLPcmOllQQHlwZWUmgl4Th5AhCfNrQcILmomwbj5TBIyZiWUMmaoYNf7399QacVuq12S7DhgJMgyOGDeb+IQPR1lXIOTmJRNIKURRc2ybZgusRnVSKVCTS6HnLsujcuT1HH/0HJkx4k2XLVhMI+HjnnUkMGrQrgwcPbNJ6OReoC6vJTZ6cmWw5vRkqZCdIzlgmUHcuJ3Q/q05u+cxkzy7ZNtKv3H45OXUaspF7kZuykV7jl5OgOZxKiQSdTdwMWYpca8R1Uf0+dMNADQRQVBUX0Pw+jHAI20xhxxMy56JEshlcV3hzp556JN27d+S772YCcOih+3HYYfvhulsfbCX53yBFrjWgKOC6noiFUQ2d6gWLqVi7HsNvkIrG0ICaJctY98OPmLUx2u7WHz0YxLGs7F/K8oaVSLJwXZdoNMagQbsybNhegNgzMRaLN5/AZS4HSH9ORxpqOefSUTjpUP3M4Uo143hmW+k6meXT59LnM/PappcNpNtK9yfXRmY7aa8s03Zmf9PXkbkLgZJRR8loqxmRIrej4rqoho6q6yiahhYIUD5rNos+/IxAKMSCV99i2Q+z8NLJEQC+u/luvr35blRg99EXEGjXFl84xC5nnQqqiuvYuLaNbaak2EkkOSQSyZbJdKMiAkYWIObTQMyPGYjNTldTn1Yrvft2JSKFVwX1gqQAMcSw31LqN0pND3WaiE1KM/eAs722ktSLkM+rU+O1l/DqJKkLhklnOQGyM65EEZGg6T3lNMTDJ4bIrZl+IKX3wdvg2YqysdA2k9hJkdsRURQCJcUkq6pZPfUHfrh7PKrPoPrXhaxYuRoFMc5f1KYYx3ZQNHGHuI43IO66TH74KVKI79/C19/FUlXa79qPgaPPJ9y+DMe2SW0ml6REImki6WhFF+gPjEEEZ9yByOuoeZ81hLiEgaHABYhExg94/2oIAUmLYAIYCYwApgHPIsQnHfiRtusDdgNu9er/HyIvZjFCeAyvTgVwJHAuQoz/gRA9lXph8qIu6Q78BRFJ+STwmVfGh3jgxL02+wJXe/XuARZ6fwf/1v85G0KK3A6Eoqlofj+qprPk/U+Y869/s+iDSaRchxRQ5NMZcPSBJM0UXQ4ZRrvhQ7BiOeu9VDGZ/+ujL2PWRkhtqGbBd1NxgZXf/Jd5z7/CwKsuo+fhB1HafxeSVVU4li09O4mkJbAQwnQ34oGfZhdgFEIgSr0y7YEHgcEZ5U4HHgb+iRCmtKd1A3CVV+Ywr62LgJ8QkZdpu3cBR1HvKfbxyq712gkihO5UYDxCpA4DLvT68jgiwhOEV3YNQjDTwrcfQvCeB7p5bYURonZ4xnUcBbwO3OTZWAxqREFthh/ZUuR2AFzXRQ8EUICVX01m9nMvsfi9jzABvwLdhw+hwzF/IFhaRNn+g3DMlHilLPS8YINtDrx5NIquY1bX0PnTyaRqIvz66EtEq2v57Ka7mDfhJXoeeQi7jj4ff1EhjpnCzUmsLJFImoCL8IZeAPbxjn2H8MIOAh4D9gWqEWH8/wT2RIjT88DuwB4IEYkDE4By4BSEwNnAvxEeWKl3/nzge4S3dCtwjFfuK8/+AQjhOhuxJXgSOAS4FyE+bwC7Ar2BsYhhyOcR3th5CJEC+MV7HQ/cB8xEeJylwJ0IgbOBdxHr6g4GTvTauRroA+alFqmoVTcduLVIkdvecV18eWGSVdV8etEYVn47hUjSJAx0GbobvS88lZJdd8JXmI+VTJJcX7lFIbepWpECQVFVup5wCI5l0/HwA1jy8n9Y8cm3rF64hPKHnmTOS28w5KpL2fWS80lWbpCRZBJJc1MGRBAP9y8Rcw2TgK4IEXodsY5sT6/8+cCbiHVq44AzgIGINXKFCJEDeBvhWT0APOWVOR4hpDawl1fuAuALhKf1MWIt3YHAZK8vxyO8v5+B6xCCOha4DDHEWg509PoKQvTuRAyL9kOs/zsVIXaJDLs3IARVA67w2u6P2KbnKXh7wCQO/GUoh8T2pVaP/ra/aQZS5LZnXBfDE7iPzxzFwinTMYDeh+xLl6MOpMOh++EkTRzLJllZ7UUq/Tb33nUczKpakS6oIEzfv5xF1xMOZcUHX7JkwptUl1fwxTX/h6rr9B95NsmqaunRSSTNgYKYpzobyEMEi/gQC61fRMypPeSVa+fV+RQx5KgjhhzfRgwf9kV4fed5nysQXlcIEVjyIkJATkMEn8xBDG/OAT7x7FYgPL+zEB7ZTMR83ame7RcRghQDXgXOQQjnvsBohFe52utTyiv7InALQsBTnu184EfgG+qDSz4DTkJ4es8A/aB/qjd9Yt1JqjLjSevEdTHyQkLgzr2U+VOm075rR3a74woKd+qGUViAWZUR+t/UoWuXumFOf2khO486jc5HDGflf77gxwcnMGnsTbi2w4CLzyVZWSU9OomkOTAQntB3wM7UR0dej9ie4CqEJ2YghvKeRCRyBiEiXyBE6k8IQQl77Z0PfIsQMoBHEQLzBMILSyCGH+9DDEv2QHiTYxFza39BCF4I4bldC0xEDJvqXttfAMcCLyNEehnCi1xIfTaUh7x2x3nXlA52eR4hsOnlCDM8ezciPLk47Da7L7ukerJWK0dpwgOupVLCSZqC58GZ1bV8dM5o5n87hXY9OjPkkZtoM3gAaBrmhgYyoDYTTsrC3FBDoKyEPqNOY+BfzsZ1XT67+mZ+fuJf+EuKQJVfHYmkybiIh76GELV02L6D8IDu8M4riOG9T6jPURn13o9FzKmFEUL2R++zipjPq/XafwHhUbkIgXuG+mCStF0b+BtCTMNe+1d5ZTWvXNyr8xdgKkLg1iI80ikZdiPe+yeAS7zr9SECZZ703ie89gyE4D7vlVsAyXEmZmGqSQIH0pPb/nBd9LwwyQ1VfHTOpSyYPJV23ToxdPwN5PXogrmhRgxJ/g9C++1EEsdMsdMlf0LB5cfxE5k09mZc12XAReeS3FAlhy4lkqbiIB7yPcjOXZlCeEALvDLfI8LzfYiclunclVHE3NsAYB5iKLAf2Wmy4t6/nwNnIkRqOmL+bTnCe0onYk4hPL/3vc/zEfNq6eUC6dyVhYglDzsjvMflQAliLjGX5xEeYhFCCHt4fVjhtdkeIXj3ITzEH7xr1Rpo6zciRW57whO4VHUNH/35MiFwXTsy9J83ktezC6mayP9E3LK65DhYNVF2uvh0FFVl5gMT+HysCKEacNE5cuhSImkOXITAZYpcOkvIlwgRDGaUS+eUtBCiFwG+RghJfsa5dDtpwQsgxNJFDEWmdypIl/d2LUBBBKGEEAEp6ZyXmfkv/Qjv8yvqlwZsyLkGvPaCCHELen1QMq4j/V71/v0KIazdaZYF4VLktiNUwyCxvpxPz7+cBZO/p6x7J4Y+dCN5vbqQqo7+zwUujes4pGqj9Bl1Gq7j8OP4iXx+1c2gKvQ98xSseEKuo5NImpu04OSxcaqs3HI6QnQS1GdNaYxwTt2G2tMQEZWBzfQvnZlFoX5HgoZQPLshNk7snGs3bxPtbAVyYmU7wXVd/CXFTL31XuZP/p4OPbuIIcqeXUhVR1pux8gt7Z8ndDtdcjq7/fUcFFXl8zE3UvnzLxh54c03IJFIGiedvzH31djx9NBhQ8fVBo5rm7HRWFsNHde2wsZv7W8zIj257QRffj6rJ09l6VffoQM9zjiGogE7kWjiXkrNiWs7pCIxev35RFa8NYn1S1Yw+/HnOGD83SKTiiO9OYnkt5Iwk8ID+4ns5Mkg5tJiZG+1k85RWUH9ztzp4+k8k1Vk56i0EB5enGwvKt1WhPqhS8jOJ7k6x0YSMWRZy8Z5MJOejUzSNqrJ9kjTNhTEGr9MG4BppZolraAUue0AIRAOC197l/Wr1tB55x50PGI4yYoG9qnfxriWjeLz0WfUaZRfey8L3/mQAaPOo7hvL+wm7KslkfwecV2Xvv16ohvaxvuwgRCChmK70qKX+7syndW/sTq/9Xhz2miorcaO69C1W0csK3eC77cjRW47QPX5qFm8lJ8efYYQ0PXEwzAK87BqI2zzccoGcFIWbffdg/a792X5zF+Y/dgzHPTUeOxExbbumkTS7CiKgs9nZHkVqZSFZVlN8jRc18U0U9x006Wo6vZ3n29rbNuhtnbrM52kkSK3jXFdMEIhfnzgUZJAcad2dDrmQJxEku1R4AAc0yTYsS1djhvBup8XsuDjL+j37RTaDd6DZE3ttu6eRNJsKIqCZVmsWrWWDRtqcRwHTVPp3bsb+flh4vFEk4fUbNtGrsTZmOaKZZMit43Rg37WTJ3Oks+/xQZ6jzwFX2GBWC6wvaIoJCuq6XrcwSx58T3WzF/KvBdfo6T/zmIXcnnHSloJhmGwdOlKrr/+fnbZpRehUICqqlqCwQCXX34OeXlBLKuhccYtx3VdGZzcgkiR28b48sIsfvcj1q9ZS/dBA2j3h6HY8cTmK2bigh4Oouhi5aRr2VjRWMsGrLguiqbS+4KTqbrmXuY9/yq7/3UUwXZtcU0pcpJmwHVRdB1ffstF7+qhEL78Tcesm2aKcDjI3/52EW3aFJNIJLnrrid4+ulX+etfz0FRFLlWdDtGity2xHVRdI1ASZHItFNSSKhze5JbGlHpuqg+A6Mgj3VfTyO+XgSqBNuWULb/XqRqIjim1WKjni4uRf36iOUyYe9hIW92STOhGgbx8gqWfPBpiw3ca34fNYuXiw+N3HOKoqAoCpFIDMPQ0TSNk046lDvvfJx16ypo27akyd6cpOWQIrcN0QJ+Kuf8yq9vvEdhfphOx47Aqt3CRd+ui54fJrpkJbPveJRlb08iagsPKqxpdD1uBL3OO5Fw905b3uZvxDEt/G2L6HbkcJZ88h1znn2R3f46CseymrYBlESCGJ2o/Hoeb154Rd0SrJZAxUvCsYX3iGVZtGlTgmEYRCIxyspKW6hnkuagxUVO3UQiXzEWnf00TP9qaux8ZhmngbkfcQ4cb83Wpuxn2hDRTY1/yRuy1RCZfd8cqmEQWbWG1T/+THFZCW323h0ntam0AXWdRs8PE1+znulX/52VcxZQ1qEtJR3KUBSIrVzLz298TNUvixg8/nqC7du2iNC5loO/TTFt9t6Nue9/yYrPv2HPsZdulNVHItkanJRFoKSYXoP2aI4Uhg2iaCpWNMb62XO3vI6ikEyaWJaNrrdUzyTNRYuKnKIoaJqK67p1opN5LlMIVFXF5/PhOA6pVArXdb2hAR3LsrLWS6iqgqpqqKq60ToKRVFQVRXXtTYaOVPVenHc+Jz4sjYmZpsbd3dd0DQVXdexbQvb3gJXxnXRfD50wLEc7HgCLejfbDU14CO+eh1T/3IHa+YupGP/PgwdfwPBDm1BgfjKdUz5y+2snrOAqZfdzpDxN+BvU4ST3AIB/S0o4No2VjSOAiLzyXaycF2y42NF45TssjN//M9LLWZDD4VYP+MnXjngqE0GTCmKQiDgJxgMoOsan302hVDIT9u2Jdi2nIPenmkxkQsGg/z442xuvPFOampqPYGofwA6js11113BscceTiQSw+fzMW3aTJ5//hV+/XUhhqFTUJDPEUcczLHHHk44HCaRSBAKBXnooSd5772PufXWa9lnnyFEo2Ithd/v45VX3ub99z/hnntuIRqNMWbMDWzYUI2iCCGtFznhwR199GFce+1fufDCK/jll1836qfruuTlhbjllmsYPHgPEolkg9fr8+nousEtt4yjpKSEv/xlJPFNBJAoqoqdNJk+7gEcYOdLz8AoCG9+QbWqoqgaP4wZx+q5C+nYrzdDHryeQFlpXURmoF0bhj54PVMuv53VcxYy48px7Pv833EUG9zmvSFTtTE6HXUgnT/+lkWTp7Hg1XfoddLRmNVyKYGkiSginZzdyD3XLCZUFdvc9D3nui4VFVVMnTqLkpJCKiqqePPNTzjjjGMIh0MkkzIJwvZMi4mcpmnU1kaYMuUHhg0bwogRB5BK1Xtdppmkc+dOmKaFYRg89dRE7rnnIfbff2/OOusUCgsLmD59JnffPZ4PP/yM++67lTZtSlBVlVWr1jBz5k+MG/cgEyY8TCgUIpVKoaoqa9as5ccffyYajVFcXMiRRx5CNBrD7/fx6adfMXPmLM4993RKS4tJJk0GDuyP6zpMmTKNQMDPeeedSTQaq+un49gEAgFKSxueXHZdF7/fj6LA+PGP8+ijz3L++Wdu0TCG6zhUL1iMC4R7dEbRdXA3fUPrwQBrPptM+bzFdBy4M0P+8TcC7UqxIvXDkVYkSqB9G4aOv5GpY+5i/bxFrP1iKu3+MBQrmptzp2EUTQPX2WyqLteyCLQrJViYT6y2lujqNai6nOqVNB8tGbnouu4mg6Vs26Zt22IOPXQ/pkz5se5H8plnHsvw4UOIRJq+WFnSsrTY00jMc6mEQkGOPPIQxoy5mEQiWfeFVRSFWCyGqipMmvQNt99+H6NGncv1149B0zRs2+bEE4/h0EP/wGmnXcA99zzE3XffhKapGIaBrut8991UXn75TS655Ly6YUvDMAiFgliWRWlpCaNHn4+qqvj9fkChoqKCiy/+Mz17dieZTGJZNpYlfontvfcgrr9+LBs2VG50LbFYnFRq41xqPp+P5ctXcuut9/Lll9+g6xrBYGCLgww1vxiedJLm5iMTFZH+a+krHxIxU/TbbxD5vbsSX70+e5hQUbAiMfJ7d6XDfoNYPmseS1/9kHbDh4hym7Ljuqh+H3YsgRrwCc9vU+UVBSdl4di2yLVqGDLCUtJqsCyL4uIirrji3KzjpmlKgdtB+J/sQmCaJrFYPOtVWxvBth0sy2bChJdo27YNl19+EZZlUVNTSzQao6qqmv3334dLLjmf1157mzlz5uH3+4nH4+y2W3/++MejuPfefzJt2kxCoWCWzfQvrtraCDU1tdTU1JJMJnEch0gkWncskUgASl1mg0QitlFfY7E4tm03GH2VlxfmtdfeYeHCRTz44F3069c3yxNsToz8MCv/8yXLv51OfsAndiiINLIeTlFI1cbI69mFooI8Vk6ewbpvf8Ao2PSaINVn4KQspt9wP4ueexPV0OU8m+R3S/o5UlMTyXolZJ7WHYb/icglEgmqqqqprq6murqG6uoakskkhqGzZs06li5dzh/+sB+hUAjTrA+OcF0X23Y48MD9iMcT/PzzPEBETiqKwpgxo8nPz+POO+8nFotjGMZW91FRFEzTYsOGdD/r+xuLNS5atbURjjnmMF599VkOOmj/Zkko2hh2PEnJHn1pP2Qgu101ko5HHiCiJhvBisbodNRwSvv2xLZsFk54E7NiQ92i8VwUTcWxbGZc83eWfTGV5W9PEgmZpchJJJIdlBadPFFVBU3TeOSRZ3j++de8oUoR8DFq1J8ZO/ZSZs2aw8qVqznqqDYNRjY6jk1RUQGlpSXEYjFc10VRIJk06d69CzfddBUXXzyWCRNeZsyYS7b6gVxYWMAHH3zK0KGHZEVLOY7DEUeM4Pbbr8O2nY36mEql6N27J4ahsXZteYvOHzimSaB9W4b8/Wr0cIjUFiwLsJMmfUb9iTVTZ1E59Udcx0HRNNyGFq8qCoqqUDltNhrQ7+oLxNDlb83AIpFIJNsJLSpyjuPiOA4HH3wARxxxMKmU5UU1OvTr15dEIoHf7/PmsNwGBUoMI9rEYnEUJdvxjMXinHDCMUya9CXjxj3AiBHDCQaDG7WxJcRicQYM6Mvo0SOJRuvzRtq2TdeuXbwkqg2v2TNNE9fduj+l7UVmqT5j88OCioKTNNHCQRzb3qK5LydlUbRrHzoNH8Lyr75nxbuf0+v8k3BTVnbItKJg5IdZ+vJ/iKcsOg798FB0IwAAIABJREFUf/buOzzKKu3j+Pc8z9RMekILvYnSBAEpFhARwe66urq6665t7b3X14a997J2XcuuumsXUVFRASniqqhI7yWkTHvqef+YJIK04CZkCPfHK5c69UzK/Oa0++xKyYDe+M4WeqY1pZcM08CHzD4/6fkJIbJEoy+D01qz++67cfzxR6+38MSyLFKpFGVlrWnfvi2zZn270eMmTNNk0aIlpFIp2rZtU7MHLnNd5qgLuPDCM/nww0+5/vrbGDiwP4HfsLrPsix69OjGX/967AYLTxzH2ex2gN9KGYr8zh1Ys3ARyUXLKB7QK7N7YQvZtdFe2CZv6xIqzqfjUWNZNHEKM2/7O/iabqcchVMZr+sZBwvymP+Pt5h+3f24vqbD4aMIlxZir6nYbGipgIm1upx0VYJoboycVi3RjThkK0SjUuqXL7F92MLPa5us9U6nrZpFHtYGw3nFxUWMHr0Pd9zxAFOmTGevvYZSXR2vWZofIplM8cgjT9GjR3f69++93jYEpRSpVJrOnTtxww1XcvrpF/LTT3MJhUJbPWxZ22O0rHTNYpT1GYZR76on9aF9n0A0h4GXn8eCiZOYfe9ztBo5FDMa3qoQ2yKlsNdW03Lvgex26SnMuPlRZt7xBChFt5OPxLccjEiI+S+8yfT/uw8P2PXMY2l7wHDs8sot/rEH82Is+tf7LJ7+Lbvstw/djzoUq6qq4dovxLaiFGY4hBkJo1ypZLK9MCPhzAK5TWjyDU2WZXHssUcyYcInnHnmxdx++/X069eHQMBkwYLF3H33w3z11Uweeuh2WrVqib2RjZvpdJpDDx3Dhx9+wksvvUbXrp1+U8ilUmlWrVrN2rUVG1wfjUYIhUINO+emFL7j4FIzfxmNNPhm7VpeKk2Xv/wOgBk3P8rXt/+d5R9NrjtNYMXUb/CAvmccS48zjsOpz/JondlPZ0Yj+ND4Jx8I0UgU4FTFmfy3q2v2iMo2mO2FCpjYaytrSr9t+P7TaCGnlMLzPJLJJJZlbzJ0HMeluLiIBx64jdtvv5/zz7+SFi1KKSjIZ+HCRRQU5PPQQ7dz4IGjSSZTxGJRUqk08XiiLnBc1yUQMLnoorOYOHESq1atxvf9X20dU1iWRXV1fJM1L994412++eZ7PO+X3mLtc1x66bkcffThm90bo7UmHo/X+yBF33HIadOK1r13pmLBItZMnUXp0P5or+ErPGhf41TF6XL84RjhIAve/JjF0/6buQ5o3WcnOhwwnC5/PgwnnkDXo1SRChhY5RWs+eobosEAZXsNwatP7U0hsoVSaM/HAWzXI/717KZukfgNFODDRj+cN1rIpdNpunXrzMMP30mPHl2xLHuTvSDLsmjbtg133nkDM2Z8w+zZP+J5HmVlbdhtt760aFFCMplCa006bfHXvx7D4YcfQCQSxvO8muezaN++jEceuZPVq8spLS2p246QOWbe5uCD96d//76UlBThOL9c57oeN998NeXla9fbwgC/dEx69955s+V7PM8jGo0wbtxVFBcX1WsOz0tblPTsQY8jD+X9a25h8WvjaTN6T6xUulF6RNr3sSur6Xj0gbQZvSfLP56SuRxoNWw3om1aZMpx1fNTrBEKkFy4nPlvfERufh69TjoO37blBAKx3fDSFrnt2jD6gVuBxjvpQDQ+H4gU5KNdb72sabSQcxyH0tJi/vCHw0inLdLpzfduLMtCKcWgQf3YY4/dAWo2Z1vrba52HJdBg3YjEDDX681BZoXksGG7Y5qZ69x19ni5rkuvXjvTr19fEolE3ebu2hqWY8bsi2luehw+mUzVtXFjfF8TDAY54ID9cF23ZjXolldLas8jXV6BAtJrq0gtWYGZE23UxRtORTVGKESHw/eru8xNprHXbnkObn2KytlzUYCdSODEEwRiOQ3eXiEai3ZdQgV57HzskU3dFNEAtOdhV8fXu6xRhytd16Oysqru/7ektnxWMrnp+oqZubONX6+UWi8Q131OpVRN2FobbU/1r74xm3r8LbW/9nHqOydoJ5J0OmA/Zr/0GounfkO7jyfT8cixOI1Z4LgmXGsLOq97+dY8Br5mzuOvkAYGHHME0dIStCeHR4rtSM1wpVVR2dQtEY1km1Q8EZvmJlO0GTqIjsP3wAR+fuwV7Ioq1GZWCzU5rQkXF7Do3xNYM28xeUWF9PjTUQRjOWhXjh0RQmQPCbkmppTCSSbpd95phIHKRctY+tbEmsLN2Tm5ZYRCpJavZtF/JpC2HbruN4I2ewzGqqqWSQ0hRFaRkMsCvu2Q36Ujvf92PElgwT/fxY0nMkuZs5ARDLDqy5ksm/4dhTlRev/tL5mjfoQQIstIyGWB2nqS3Y48lNI2rVnxw1yWvPMJ4ZKipm7aBjLFnTU/PfQPNNDloNGU9Om5xYMnhRCiKUjIZQm7qpo2wwbTca8hOBrmv/AGld/NIZgXy5qNqcowCObGmPv061QsXEoA6H3qX1GmscXDVYUQoilIyGUJpRRW+Vp2v/pCuu++G0t/WsCUc24gsWAJwfymDzplGATzY/z0yIvMuOMJfNdj+K3XUNJr5/pVRxFCiCYgIZdFfMchp1VL9n/uYboMGcjynxfx5RnXkViwNHPYaRMFXSbgcpnz2MvMvOspFLDPLdfQ97QTMqcoZElPUwghfk1CLpsohRNPEC4qZMxT99N1991YMW8xk8+8vsl6dMowCOTn1vTgnswE3M1X0+f0E7HWVq5/XI8QQmQZCblsUxN0kZIS9n/2YboOHsDyuYuYfPYNJBYuJVSYv80KyJqRMIG8GHMefWm9Hlwm4Cok4IQQWU9CLhsphROPEykpZP9nH6Lr4IEsn7OQKaddy5qZ34PWhIryG+e5dWaLQKgoH2tNRWaI8s5MD27ETVfT5/QTsCok4IQQ24csLquxg1MKpzpBpKiQ/Z9+gPeO/Rvzps3k42POp8PYvWl34Aha7zsUP23hu17mDLr/cSO2EQxg5kRJLV3JvJfeZt6Tr1KxqhwTGHHLNfQ57YSaIUqZgxNCbB8k5LJZ7dBlaTH7P/8I4085j2VfTOXHdz5h6Tuf0HLPAXQ98UiKencjVJyPl7bxkqmtqkGpDINAXixT2LS8kp+ffJXF709i5Y/zCAC5xUUMuuCMTA+uvKJhz9MTQohGJiGX7ZTCro4TKsznwBcfZ8mnX/DNE8+z4L0Pmf/ZNJZ/PoO2I3an7JB9iZQU0GJof7Tj4tk2vu1sGHgaUBCIRjCCAezKOEve/Ai7Ms6PDzxPYm0lKaBNpw50GbMvfc8+hUhxYaYHJwEnhNjOSMhtB5RSeGkLZZq022dPOuw7nPnvjOf7515m7nsfMe/DL/nxwy8pjIZoO2Y4tmXTbtQwWu49EC/5q3PtDAPtesy+6yns6gR2eSXzP5sGQBCI5UQZfOGZdB27L6V9e2NVVMo2ASHEdktCbjuiPQ+3Zjiyy2EHULb3MPpMn8W0W+7BDAao/Gke37w2HgUse3sisVal+J6HMjLrizI9MQ2+pnxNBQ4QAboOHoCrDFr17cmuZ55EblkbfM8jtXJVoxzeKoQQ24qE3PZIa9KryzGCQcqGDqLsP88TiEZYNeMbfn57PJGcHOb88z8smvUtQTLrUWqPh9dkltQOPuV4Iq1aEMqN0fMvf0QZBtr3M6eHJxKZnpsEnBBiOycht71SCt918V0XlMJNpijs3pUhl/fBCAbpcuhYqpetIBgK8vGZl7L4u9mMuPoiOowegRNP0mLArgRzoviOi1VzsC0gw5JCiGZFQq45qAkmz7LwLAu0JtqilNy2bTAjYYJ5MTygoGtnWg8ZiLW2EjeZwl3nFHUhhGiOJOSaI6UyqysdB9/z0J6PIhOCTjyBI+EmhNhBSMUTIYQQzZaEnBBCiGZLQk4IIUSzJSEnhBCi2ZKQE0II0WzJ6kohmrFQKIRhbPhZVmuN67p4nrfR+ymlCIWC2LYjNUvFdk1CTohmSmvN0qXLSCSS2La9zjWKvLxc2rRpRSgUwrIs1DrVbQwjUyNnyZLlFBbmEwwGJejEdktCTohmKBAIkEqlOPvsy/jhhzm0adOa2iMoXNeloqKCffbZk/POO4127cqwbQcA0zTJzY3x6qtvcvXVN/HKK0/SuXNHLMtq0tcjxG8lIbcDCHuZQsymzrzNiR1HRUUle+wxmCuuOB/P8+p6ZF99NZMLLriKQCDAuHFX1Q1phkJBXnvtLc477wqqqqoJBuUtQmzf5De4mVMa5hTD7DwYFoaAD/aW7yaaCaUUxcVFdO/eBcdx8X2fQMCkV6+dmTZtJh9++Cnl5RW0bt2SeDzBjTfeySuvvE5RUaH03kSzIKsrm7mAD291h9e6wsKCTK9O7Di01hiGQSAQJBgMEAwGCAQCJBJJli9fRU5OlEDAxDQNVqxYyYIFi7jnnps477zTsCxb6nWL7Z705HYAIQ/wwJDhyh1OMBhg0aLFvPPOB3ieSzgcxnVd3nzzfT7/fDJXXnkBxcVFJJMpWrYs5e67x9GtW2fuueeRpm66EA1CQk6IZiwcDjNt2teUl9+LUor//vc70mmL/fcfyeOP380eewzBcRx83ycYDBKJREgkkvi+39RNF6JBSMgJ0YwlkylGjRrOddddhlKKn3+exyWXXEsqlaJfv76EwyESiSRKqbq9c0I0JzInJ0QzprUmJydKaWkxBQX57LnnYK6++iI+/fRLzj//SizLIhCQz7qi+ZKQE6KZ8zwf23awbZu1aysZPnwYZ555Em+/PZ7XX3+HWCxnvc3gQjQnEnJCNGOe5603v6a1xvM8Tjnlz3Tq1IG77nqIefMWbLAfTiqciOZCQk6IZiwcDm0QYJZlU1bWhksuOZu5c+fzzDMvYZrmer050zRlI7hoFuS3WIhmyHVdAoEAjz12N6FQCMdZv9ByIpFkzJh9+eyztwkETNJpq+76ysoqxo7dl8GDB1BSUvyrupdCbF8k5IRoppRStG/fFt/3cZz1V016no9pmnTr1gXP83AcZ53rPPLy8iguLsayLBm6FNs1CTkhmhmtNYFImGAsBoBZ87Upm7s+nBNt4NZlOPEE7q9OPxCiMUjICdHMBCIR1vz3exZ99uVmw62peEDHEXtStHM3PEuGQkXjkpBrxrTWREKRzD4oDTnh6EYP0BTbhtaagBkgGoqAD6FgiHAwhNa6QXs0wVgOKyZP48NrbyUEZNP27gCZAuEHFebTcre+EnKi0UnINVMaTUFOPj8snsPKlasgBF/MnspBg0cTMExcXyo1b0saiITCVKfiTJvzNeTA3EXzWbx6KYWxAuLpBIqGCTqtNWY4RAgoLC2iZGAftOc2beFSpVCmwerJs6haW4kZCslcn9gmJOSaIa01hbF8flo2l6PHnczcxfMhHx546e8EjSDXHHcxiXQSx3Ma7I1VbFqmRx1GKYOzHriE18e/DcUw5ZvpHHvz33j2kocpzi0knko0aI/OAwp6dmXwo9fhJpJNHnJmJMynR5/L2smzmrAhYkcjIddAfK2JhiLEojlNXuo/Eoowfc7XHDfuVObOnw+5ZNoUhrtfeBgfn4uPOAvTMKUQ7zYQDARIWikuf+IGXn77dcgj8/OIwZTp0znhljN56tIH6dCiHZaz8TPcUkHwoV4fScJ5RQRjMTSgXQ+nMo6bbPqQ820H7XpoIJgbI1JQjKrH8Lkms6E36mzplus+HyRTSZJ2GkMWt+zQJOQaSG4kh0nfTeHtz96HcNO2JRqK8s5XHzBn/lyI8cubmwlE4N5/Psrvhh3ELu13ImWnm7ClO4ZYOMbHsybx0tuvZT5wrPuemweTZkzhj7ecwtCdB5KyUxvcX2nYcyHkupne2ZaY4QhrZn1LMHPvBnkNDUcRBGY/8xIrps7Aq8fBrCZQHYTPOmzF01iw/7B92bv3UJLWht9TseOQkGsg0XCEr+f9l8deeBYiQJKme3/xgUIgv+a/16XACBkYShagbCsanfl+h9j470Q+TJ0ynakfTt+wBpECPEjPgdbU71T3mk47of+t2Y0mAMye8An2hE/q9ScSAhYDL+xE5vuxuR6pBnKAFLRo2YL9B4yUkNvBScg1EK014WAYItB55w4cMmQsltM0K8ei4QhvTx3PDz/MyfTk1uWD7/n4Mum/zSgUvvYzCbWxoKuCIUMGMnSXQaSs9K/vjKFh2EKIuRt+ZtkYMxJm9df/Zc5HnzXMC2hgLrDLfiMo7rUzXnrLPTmDTE8uvz1bDLlwMMQbk99j7nfziYTCsrhFSMg1OAt6ddyZu0+7mXiiqkmaEA5FOGbEERw37lR+/HnOL3NAXqZ95x13Gt3KOjVZCO9o4ukEw3bZnT8e/HteePOfmQ8etT22athr4BCevPgB2peWYW/kZ6LJzMnpeo4MhHOLmfXQI3z/0Wc0+QTxBjQO0OO4I+n55+Ow4hX1upfScHg95uRycwuYv2IRc2fM/9+aKZoNCbmGpsB2HdZWlVOVrG6SJmit6damMy9c8QhH33hyZm4uAlhwwXFncNUfLySeSuBpV1ZXbgOu5xIJR7jr1BvR2ucf77yamZuLw5CBA3ni4vsoyMlj6ZrlDbK6UvsaJ5FAASpgEszPRZmqyReemNEIyjRRZCqepCvLsSoq6/0Q9Rl0dH0P27WzbypSNBkJuWZIKUVlsoourTvx4hWP8YfrTuLnufM4608nc/WxF1KVjOP5ngTcNqKUwnZsQsEQ95x+M5Zr8+qbbzJ40ACev+QR8nLyMvvkGngVoAlUfjuHL0+6Au15TRxyoAyD6p/mZ2UVFtF8Scg1UwpFVbKa7mVdadGihJ9nz2PwTgNQSuHJRvAmYdkWhUUF9O/ah1dTb9K5XQfKSlqzvHxlgwacUgrPsrGBijUVrB4/qcEe+39VW/HEs22pWym2CQm5ZkwpRdpO47peZt+QlZJ9cU1IKYXruZltGwbYjoPlNPybvZNI0nrIQEZdd1lW9po8oOVuu+Ikk03dFLEDkJAToplx02mKe/Wg1e67odGYhkEsFiMeT+D7Prm5MTzPI5VKN1lvyokncNNyCoFofBJyQjQztcOVnmUTCoVIuy6vPP0SI0fuRX5+Lq/86w2KiwsZNGi39c6Ra4p2CtHYZEewEM2UaRqk02kuvPBqrrpqHL7vEwqFeP31t/nss8lEIiEKCvLJzY3JfjLRbElPTohmyDRNUqkU48bdxaJFi2nbtg1KKbTWxGI55ObGCAaDvPDCq3iex6GHjsV1s+lQHiEahvTkhGiGtPbxfZ+jj/4d1157GYWFBXVDk4ahCAQCPPPMyzz55PPEYjkYhgwdiuZJenJCNEO+r4lGowwdOpBJk6bgeV7dHFgkEuall15Da80jj9xJr167UFFRv8ojQmxvpCcnRDOltSaZTG0w3+b7EAwGKCjIZ+XK1fiyb1I0Y9KTE2IHsG7QpVIpjjnmCIqLi7j++tvo3v1hiosLsW2pZSqaH+nJCdHMaa3xvF96a57nk0gk+N3vDqasrA3XXXcbtm1j1OMAUyG2N9KT24ytqe3469uqmn/qS2ddtXjRHNi2Q9eunbn55muIxXJIpy3OPfdvhMMhLCvNddddxqJFi9ebsxOiOZGQ24ycSBRVz8NFc3NimfPkNATMALnRGJ6ufwmtlJXC9dxGeaNxTMAAX97Ddji1WwZ69epBOm3heR5dunTE9zWpVJrWrVvQrl2bjc7dCdEcSMhthGmYpO00p9xzHuWVFdSnAGAoEGDByiVQBFN+mMaYq47C9eq578iBy487j35d+pCyG/YUY9eAA3+EbnOhYyVY8hPf4fi+TyqVOYxVKYVl2XX/bdsOtt10VU+EaGzylrcRhjLwfI/XPnsLlpE5zXlLNBAEIrB6UTkTfppYvzOtNGDBiQcdRygQbPCQ0wq6rAWjGvIt8KQ3J4TYgUjIbYTruwQDQR4653ZS6XTjLs/RgA89O/QgaTVOVXbbhDSZgJOME0LsSCTkNkJrTcAIcPTw32HUc07uf6KgOhnHdh2Z/BdCiAYkIbcJGk1lomqbPqcEnBBCNCwJua2ktSYvJ5dQMMRWrfpXoH1NRaJSVrEJUQ9aa4KBIPmxvHr/reXlFhAKhMCHWCSHvPzi+t1RgfZ9KhJV8vfZzEjIbaVIKMy/v3iHuYsWZBaa1JcP0UiEPww/jHAgjL8V2wuE2BGFgyEWrVrCQ/95r14rnAGioTA/LPkJ8mD89I9J2xZJqx6LuXzIiUb5w96HEQqE5O+zGZGQ20o5kRweeusJvnpzJuRvxR1toCUcNmwssVAM25MSSkJsTjQUZc7Sudx42x2ZFc71Xa2cA4Tg3fcm8O4bE+p3PxtoBYcPPYCcUBTbk5BrLiTktpJlWxw0eH/a5ZZBZCvu6EFebh4hM4SnpSCuEFtiuTZlJW047MgDMj25xpyy9iA/L4+AGdiqIg4i+0nIbaVEOskZB51I8LDgb5qTq0pW40nVdyG2KGWl6N62C09d8kDmgsacKpO/z2ZLQm4rKaVIpBtnP5sQ4hdKKVzPoyJe2dRNEdsxCbkGEg1FMExznU+bmqTVRPUAtcYMhzFDIcxoGGUaaMCMhAnmxvAdF1dqFYrtXE64/rVl6yjwPJeUlZYtOzsICbkGYCjFtwtnk0ylMtVRdOZTaPe2XYkEG38lpVIKXRNswdwcjGCQtd//SPXS5QRCIZzqOCZQ8ePPLJs0BTueoNWg/gRjOfiOi11ZtU42S/CJ7KaUwvd9Zvz8DY7rbN1cXc3cW+dWHWVYcgchIfc/UkoRCoQ4/YELmT1zTmZllwuE4ZN73mSntt1I2+mGf2KtMYJBjEAAFJjRCKumz2LOm+8TyYny87/eZPG33xMgk7sR4Isb7mDSDXdgAH1PPI5Iy1LCebn0OuE4MAzQfubsMcuWsBNZq7aA+hE3Hk98eaJ+tWVrxWH4yD14/epnt3mxB9E0JOQagNaaDi3aU9U+nkkTHwJBk6AZbJwhQaWIlBSTXlPO0snTmH7z3RjBAFVz5rN05SoUmd0NJWUt8WvPCVMK7evaBjP178/hkGnuz6++iasMWu/ai13POIm89m3xfQ83kQQZ0hFZSClF19adWBVcs3XvYikoK24tvbgdiITc/0hrjeXaPHjG7ZlAWycTAqaJ5VgN9lzKNAmEQ6AM5vzrP8x+7hXmfTARl0znsTAWYdff749lO7QbOZSWew3ETa2/EVYZBtr1mPPYy9jxJHZ5BfMnTkUDy6dO58fnXqbP+WfQ9cBRtOjXB6uiCu26Mn8nsobruYQCIf515dNbv+BSg2Eo4qlEYzRNZCEJuQYSDoY26PS4XsN8WtRaE4hGwPNZOOETvvn7cyz4YCI2EA2YdNhnMGWHjCJSnE/pkH5o28GzbXzLwQyHN3zAYJBel/0NIxDArqqm/SdTsSvj/Hj/c8TXVDBx3J388NzLdN5/JLue8zeiJcX4joP2Zf+QyB7hYPg3DTRorfHkd3mHISHXQBpt+ENrQnm5pFet4f2Tz2XZF1NJeB65QNvhg+h64pEU9exKIDeGZ9lYK9fUa4jRqYoDmZ5d2di90a5Pm/32YOEr77Do/Ums/P5n1j72DLNffp1BF55Bv3NOxaqolKATWWNjf3OmsU79LwVIoO3wJOSymdYE83JJr1rNu8ecwoKZ3xACehw4gnYHjqD1yMF4KQvfdbEraibRt/KjrfZ9nMpM4AWiYbqfegztDx3FkvGTmPvEv6hcsZpPrroJZQbY9cyTJOhEVrPd9cvlKRSGsQ2OyxJZS0IuW2lNMC9GevUa3v3zGcyd+Q1turSn300XkN+lHYHcGHZFdYM+pe+4+BVVBAty6Xb84bQdvSdL3p7IzNse5+PLrwffZ9ezT5GgE1knU8x5KUffchK2ZWeWFFuwS7edeOqCB/A8T4ou76Ak5LJRbQ9u9RrePe405n41gzbdO7H7fVeS27EMJ57K9NwaY+WjUpm9cxVVBAvz6HriEYBm5m1/5+MrbwRD1fToqiToRNYwlMLxHOYunA8pMrUu0xCOhWTT9w5OQi7b1ARcauVq3vvTacydNpM23Tqy+71XktOudab3VrMloLH5lo12XLqdeCRomHn73/n48htA60yPbq306ER2sByblgWl/OfGFzJbZRSZ43MiURzXkdXBOzAJuWxS24Nbs4Z3/3IG86bNpHWX9gy+70qiHVrjViW2+b417fs4VXG6nXQkSilm3PY4E6+4EaUUfc88WYYuRVbwtSYUDDFs50E1C07IlPDyfVL1OU9ONFsSclnECAZJLF3GB389OxNw3Tsy+N6ryOnQGqcJAq5WbdB1PfH3aO0z8/Yn+PjyG9BK0euEY3HTllRIEU1Oa008LfvfxPpk2VGW0FoTLi5i6nV3MGfaTMp26szge64kp32bJg24uvbV9eiOov/FJ2EETCZedj1r/vs9wbxYk7ZNCCE2RUIuS4Ty81j62Zcs+OxLgkrR+Y8Hkb9zF9zqpg+4Wtr3ceIJOh93CEUd2+IB3zz0BNr1UUZ2tFEIIdYlIZcF6kptvfJvVi9fQeudu1A2dm+sNWsb9zTk30C7HqDoftoxKGDe2x+weta3mKGtqZIrhBDbhoRcFjBCQSrnzue/jz1DDtDh92MIxKLoBioL1tB8x6V08K602a0nFckU3z7yJIGYDFkKIbKPhFwT01oTzMlh5p0PYgMFHctoe8DemeNusq0bV8O3baKtS2l/2Cgi4RBzxk9k2aQvCRfks/UVc4UQovFIyDWxQE6UpZMms+CTz/GAbicdSbAwH+24Td20TVMKq7yS9gePpKRTW+IVlcx+5iWc6jgqIL9SQojsIe9ITSwUy2HBux+wesUq2u/el1YjBuMmtnJfj4ZALEqoII9QQR6BWLTxl/RrDYai+8lHEQV+fPE1UmvKUaa5xbsKIcS2IvvkmpLWKNMkUlSEBsKF+UTLWtb7JAF0Zj4vmJfD8g+/JLmyHICcViW03mcITnWotW7IAAAgAElEQVQC33YacdRTk9+jMz4QzY0RzI3JfjkhRFaRkGtCZiTMmm9nM/vl1ynMz6X9EaNxquP1DDhNIC+X+JwF/PToSyx+eyK122BjQLsDhtP9b0eT27V9o21D8G2XSMsSOh26L3Pfnsh/H32GARefhe+6MjcnhMgKjRpySqmar41f7/t6g5pyhqHqCqpqnVmY8evbKKUwDLXR+9c+p19TasowjM2+v2ut8X292dttqh0ba9OmXtfGGMEgyeUrWfHdDxS1KKZ4QK/6zcVpTTA/l8SiZXx18a0s+3E+rdq3oWW7VgAkFi9n9tsTqZyzgN3vvZJYuzb1D8+toF2fcGkhJbv14rt/T2DZpCkYwWCDPocQQvwvGjXkat/ofV/XhU6t2iCr/bdhGITDIVzXJZ228H1NOBwiHA7jeS7OOm/+mcAB0zRw3V8vs9frjZi5rkttMbtMkGUCUGu9XhtqQ8zzfl2H8Zf7bkoolHljT6XSaA3RaASlFLZtb/I+NS8EFQgQqHlNXsrCjG7kJO9fMSJhEguWMvnsG1g5ZwHt++3C7vdcQbhVKQpIL1/N5HNuYOnXs5l85vUMvu9KIq1b4FtbaM/WUqA9Dy9lYZBZRCOFcIUQ2aTRQi4ajTJz5iwuueQ6qqoy556t25HwPI+rr76Iww47gEQiRTAY5PPPp/Lssy/x009zCYWC5ObGGDt2P373uwPJz88jlUqTkxPlrrse5t//fptx465kr72GEo9nBurC4TD/+Me/eOON97jrrhtIJpOcddalrF1bURNomV5lbUhqrTn00LFcccUF/OUvZ/D99z9scCyH1prc3BjXX38FgwcPIJ1Or3d9OBxi8eJl3Hffo0yfPguAPn16ctZZJ9O5c0csy9ro90cZBl7a4qsb78QDepz9Z4L5uXi/evwNGAbKUEy74GZWzFlAu747M+juywkVFeDUHJwaKi5g97svZ8o5N7Jk1g9Mv+AW9vzHHfjKgAY+U8upTtD24BG0G/8Zc7+Yyk8vvc5OfzgUq7Jhz7oTQojfotFCzjAM4vEUs2Z9y957D2W//fbBdd26T/q2bdOpU0ds28U0TR566AnuvPNBRo0azqmn/pWCgnymTZvJPfc8wnvvfchdd91Iq1YtMAyDVatW8/33P3LTTXfTs+fO5OXFsG0Hw1CsXr2G2bN/IplMUVxcxJFHHkYymSIcDvH++x8xbdpMTjrpz5SWFmNZNr1774zv+8yYMYtYLMYppxxPIvFLkVff94lEwrRq1aKmV/iLUChIeflaTjnlPDzP5fTTTyQQMHnkkac55ZRzefrpB2nduhWO42z0e6S1pnrBYgBy2rVCBczNz2VpCOREWPb+JNb8vJC2/Xsy6M5LCZcU4saTdZ8i3ESScGkRu99zBVPOv5nV3/3E8g+/pPWoPWput4UfngYVNMHXWzxhQLseoZJCInkxUokEqZWrUQGZ6hVCZIdGfTcyDEUkEmG//fbhggtOI5Wy6kJOKUUymcQwFOPHf8JNN93NueeeyiWXnI1SCs/zOPjg/Rk9egS///1fufnmu7njjuswzRCmaRIKBZkyZTrPP/8K55xzSt1wZiAQIBqN4LouxcVFnHzynzAMg0gkjGXZLF++gpNOOq6ul+W6Hq6bGcYbNKgfF154FmvXlq/3OrTWpFIpHMdZb4gzEAjw1lsfMGPGLN5660X22WdPfF/TrVsXjjjieN577yNOOOHY9cL918xwphyWbztbXJmoTIVvuyx45V0StkOvof3J7dyO1LJV63eTlcKNJ8nt3I7WQ/uzcMZ3LPjne7QaMRhlqsx5W5uiNUYkjFudyAydGgo2d3ul0K6H7/kYgBEMyApLIUTW2Cb75BzHIZlMk0r98hWPx/E8H9d1efbZlykra8Xpp5+AZdlUVVWTSCSpqKhk8OCBnHHGSbz22lt8++0PhMMhUqk0ffv24qijDuXOOx/kyy+nk5MTXe85a+feqqvjVFVVU1lZjWVZ611WVVVdM/yYWaziuh6WlVqvnalUmmQyhet6Gwxl2rZNq1alXHHF+XTr1oXy8rXE4wkKCvIoKipk7dqKBv0+BvJiLH3nExZ9MYP8aIS8nTrhbGrlpFI41QnyunekMD+XJV/MZOVn0wnm5272OYxwCC9l8dVldzDn8X9iBAJZUyBaCCG21jYJuXg8wcqVq2q+VrNq1eq6ebjly1eycOFiRozYk2g0ut7QXu1CkL33HoZlWXz//Y91l2sN5557GqWlJYwbdxeJRJLQ/1AkWClFOm2xfPlKVq5cXfe1atXqujnFdWmtcRyP0aP34fzzTycSCeN5PpFIiA8//JSFCxez66696m7bELxkmuKBvWi75wD6XXYKZfvXDD9ugptIUTZ2L0p7d8f3fX5+6lXSq8ozw6Ib+x6YBr7jMv2iW1k8aTpL3/0UvZFwF0KI7UWjD1fWzrc999zLNaNYmVWMp512AhdffDZff/0tS5Yso7S0ZIMVmAC+71FQkEdJSTHJZLJmVWSmF9W+fVuuueZiTjrpHB5//DkuvfSc3/yGXFCQz7vvfsDQodPx1xme832PAw7Yj3HjrsTz/PXaqBRYlo1l2SilKCjI4+OPP+f//u8WjjzyUPbaa+gm5+N+C992iLQoZtDNF2JGw9hVW94W4KVtuv/tGJZ9PoO10/9btwFdb7AqNfOClKGomDUbE+h1yck1PbstLIYRQogs1aghV7t1YMyYfTnooP1xHKduX1qPHt1IpdJEo2Fiseh6S/rXlRlGdGvm79bveCaTKQ45ZCxHH/0xt912H6NH77PBsGV9JZNJ+vXrw7nnnkp19boLTzzatSvD87z1wm9dpmmSkxPl9dff5sILr2H48D257rrLCAaDm99GoMFLZ1ZfGuHQlocFlcK3HYxwCN/16rXh2nccCnp2pd3IISz88EsWvjqe7n87Gu266HW2SyhDEciLMf/Zf5O0bNoO609x/13wtxTSWmMEAximiV/zfDK8KYTIFo2+DE5rzW679eXoow+v2UemAYVlWaTTKcrKWtO+fVtmzJi10fdG0zRZsGAxqVSadu3aYhhG3bqG2gUd559/OhMmfMq1197K4MEDCP6GDcmWZdOtW2eOOeb3lJf/svAks9/N2WDrQC3DMAiFgjzzzItccsl1HHjgftx667Xk5eWSSqU227NUpkHhTl1Zs2gx8bmLKO7fk5o9Dptt69YcwaNdj1BRPh2PHMuijyfz9d1Pg+ez0xl/xKlOon0fpRTB/FzmPv06M8Y9jA90OHw/QsWF2OUVmw0tFQiQWr6aVEUVsfw8YmVt8LO5uLQQYoeyTebk0mmLqqpqqqvjNV/V2LaN63oUFRUyduwoPvvsS774YipFRYUEg0ECgQCxWA7xeIKHHvo7vXrtTL9+vdfbFJ6ZR0vTsWMHxo27kokTP+OFF/5Zt+l76yg8z8e2rbohSMuyazam+xvdDK6UIhQK8cQTz3PeeVdy2ml/5dFH76a4uBDf9wlsZim99n3McIgBl56DAfx4//M4VQmU2cA/EqWwK6ppsdcABlx5OiYw675n+fHBfxDIzcEMhwjmx5j7TCbgNNDv/L9SNmZv7LWVW+yVBfNyWPrWRBbP/J7OQwbR7chDsDcyhymEEE1hG/TkNn99Om1xzDFHMGHCJ5x55iXceuv/MXBgP0wzwMKFi7nrroeYNet7HnnkTlq2LN3o8F8qleKAA/bjD384nOef/yddunTa6pAzDEU8nmDp0hVUVPyyKrK25xmL5RCJhNdbRBIOh/nii6lcc83NHHXUoZx88p9ZsWJlXRtzcnKIRiObXniiFG7awiWz9N7MiTT4Zu1abiJFp2MPBq2Zdv2DzLr3GZZ/NLlmjs5g5dez8YF+5/2F7qf8AacqvuUH1aBMk0BuDhqwq+Pg+7VFYoQQosk1WsjV7nVLpZLYtrPJDoHruhQW5nP//bdy990Pc/nlN1BQkE9BQT5LliylRYsWPPbY3ey33wiSyRQ5OVHSaYtEIlkXHp7nEQwGuPDCs/j440msWVO+0UUstm2TSCQ3OrdmmiZvvfU+s2Z9i7fOcGBtyF1++Xkcc8zv6qqrGEbm9T399IvYtsPHH3/O5MlHY9tO3f0uuOB0jjvuqE1WPfEdh9x2bSjr14fyn+ey+vPptNx7EJ638dv/T7TGqaym0x8PxoiEWPDWRJZ+PiNzFVA2oDftD9ibTkcfiFMV3+ImcAAVMLBWr2XV59OJBoN0GLU3nitDlUKI7NFoIZdKpejevStPPfUAXbp0wrLsTfZoLMumVasW3HLLNXzzzXf8+OPPeJ5Lmzat6du3F8XFhSSTKbTWpNMWJ5/8J6qqDq1Ztp8JpHTaok2bVjz++D2sWVNOixYl6wWObdscdtgBDB48gJKSorpVj1prXNfl9tuvo6KicpOB3KdPz/XCSutMQP/lL0dz8MGZRTW/DtZevXbeoErKury0RfEu3el++IG8f83NLHnzI8oO3CezmrERFm9oX2NXVtP+d6NpPXIoKydNz1wOtNi9L5GWJdg1pcHqwwgFSK5Yw8J3PyU3P49djj8a37alFyeEyBqNFnKZiiOFHHLImJpFJtZmhxBtO7MMv2/fngwc2A/I9NBqe23rPm6/fr0xTXO93hxkgnXAgH6YpkEikcTz/Lqs8DyPnXbqRu/eu9T05jKBVLvnbp999sTczIGfqVSqbqtA7f0Ahg3bfZMLXVKpNJa1mdddUy0kXb4WBaTWVJBctJRgXqxRF284FdWoQIC2Y/euu8xNpes1B7cuhaLimx9RgJNIYlfHif7G1a1CCNEYGn248pfizFt+88yUz8pUGdnc427q+tpSYb/8//rXWZa1yaHD2mHIzdnYa0gmU8CmT/Le0uu24wm6HDKWH15+nSXTvqXdR5Pp9IcD8J16zIn9VkqhPS9TLeVXl2/NY/iux5y//5MU0OfPfyDaonTj+++EEKKJbJPVlWLT3FSaVoP603HkXpjAz4+9jF1RlakBma20JlxSwKLXP2DNgiUUlBSz0zG/yxy1U4+5PCGE2FYk5JqYUgonmaTfOacSUVC1dCWL//MhZiRMtk5uGeEQyaUrWfjvCdiOS9fRI2g9bDB2Zf3n84QQYluQkMsCvm2T17kDvU8/kSSw6NXx2BXVm6wx2dSMQIBVk2awYtYPFOTk0OfUE3Cqq6XSiRAi60jIZQHtZ0qadTviYFq0bcPyH+ex5J2JhIuLmrppGzACJlr7/PTwi2ig62FjKdplpy2X/xJCiCYgIZcl7Oo4rYcMotPew/CAec+/QcWs2QTzcrPmfDZlGgRiOcx5/J9ULl5GUCl6n3I8yjQ2f0adEEI0EQm5LKGUIl2+lkHXXESPPQezfN5iJp99A9VzFhAsyG3y6TllGARzY/xw/3N8fd+zaA0j776R4p49cOqxMlUIIZqChFwW0Y5DpLiY/Z55kO57D2XlwmVMPvNaqn9aQLAg1mQ9OmUaBPNi/PjgC3z9wPOYwMg7rqfnCcfiptJZ09MUQohfk5DLJkrhJhIEc/MY/cR9dN9zCCsXLWfyWddT/dPCzKne2zhQlGkQqOnBzbzvWUzDYN+7bqDXSX/CKq+QgBNCZDUJuWxTE3Sh/Hz2f/qBTNAtXMbkc26geu5CQkUFmVWX2yBczGiEQG6mBzertgd3+3X0POlPpMvXNtiJ50II0Vgk5LJRXdDlsv/T97PTXkNZOX8JU067llVfzgTXI1Rc0GhPbwSDhIoKSC9bxY8PPM+s+57FMAxG3nE9vU6WHpwQYvuRxWU1dnBK4cSThPLyGP3k/fCnU5nzxVQm/uVS2u07hPYHjKBszF74jovvumjH/d/2qalMuJmRMMlFy5nz9KvMf+bfVFZUEQRG3nkDPU84Fqu8QnpwQojthoRcNlMKJ5EkWJDH6GcewjjtQpZ89iVzJnzJ8glf0uKlt+l68lGU9O1BuKQQL23hJlJbV2TZMAjm5+K7LumV5Sx48UUWf/A5q+YuIggUtmrJoAvPoOeJx5EuX7tNenBaa8LhELFYbIPLXdcllUrhuv4GtUkjkTDhcLiuTukvJ9ELIXZUEnLZTimceIJAbg5jn3uYpV9M4dunXmTuv99m0ZRZrJgyi7K9BtLmoBHklBbRcvju+LaT+XJdFOsHXuZ0PDAiIYxgELuiigWvvINTleCnh/5BIp7AAtp270KXA0fT5/QTCOXnY63ddkOUoVCIuXMXMGXKNGzbqTv/zzRNOnVqz5AhA4lGw6TTmWLbhmEQCAT4+utvmTZtJp7ns+uuvRg4sD+u6653PqAQYsciIbcdUErhWTbKMCjbYzDth+/BwglH8v0zL/Lz2x+w4NOvmPPpVxQETcpG7YFlO7QfvQetRgzGTf7qhATDQLseP978AnZVAmdtJQumfgNACMgryGfPi8+m8/77UNyzB1Z5BZ5lbdM5uJycKF98MZWLLrqGli1bkJub6dElEknS6TSDBu3G9ddfSufOnbCsNIFAgCeffJ4HH3yCsrLWhEIhHnzwcY4//hjOOONElFLSoxNiByUhtx3Rvo+bTOEq6DB6H1oPGUjvr79l+q33YoaCVPwwh2/f+QQDWDHhC3KKC/A9H2UYKJW5v9aA1lRWxXGACNBjr6G4hkGrPj3pe/oJ5LQsxfc8kitW1euIpAZ/nTWBVFxcxOOP303Pnj1was7XmzJlGmeddRkXXngNTz/9ACUlxXz88SSuvfZWzjzzZM4771QMw+Txx5/lttvuY5dderD//iNJpTZ9HJIQovmSkNseabDK16ICAVoP3JUDX30aMxJmzTffMe/9j4jk5PDTS6+z8KsZ/Po4V01mSe3Qc/5GtFULQjk59Dj2SJRh4Hse2nWxE0nQukkCbl1KKfLy8igsLKg7fPaIIw5mzZq1XHTRNUyY8Al//vPRfPvtbFq0KOUvfzmGcDiC1pojjjiYJ598galTZ3DQQaORjBNixyQht72qOfjU9TxQNk51gvxOHRh43ukYgQAdx44isWo1wXCID0+5gEX//Y6R119GxzH74sQTlPTehUA0iu86WJXVWbslwHVdHMep68lVVlYzatRw8vNz+eijzzjqqMM55JAxjB69D/n5eSSTSWKxGMuWraCqqprCwry6OT0hxI5HQq450BoUeJaNZ9mZQ02LCslp1QIzEiaQE8UD8jq0o3TXXlhrq3CTKZxEcosPnW08z6O0tIRYLMbixUupqqqiRYsSILOiMhKJkE6nue22+wkGA4wdOwrbtpu62UKIJiIh1xwphe84aNfNzMP5PopMCLrJFG4zGLurXUyS2Vbg4XkekUiYdDrNtdfeyqRJX3L//bfSvXs3EgkpIC3EjkpCTmxXlFKkUiksy6akpJDc3BiJRJJoNEp5eTlnnnkJX3wxlXvuuZlDDhlDXE5IEGKHJiEntit5eblMmPAJFRWV9O+/K4ZhEA6HmT9/Iaecci6rVq3hqafuZ+TIvYnHE7J1QIgdnIScyFpKKXJzY+Tn52FZNoFAgFWrVvPQQ09QVFTIQQeNxvM81q6t4JxzLqOqqppXXnmKoUMHUFlZTV5eLum0VbcyUwix45GQE1mndr5t9eo13H//47Rt2watNWvXVjJt2gzmzJnHLbf8H506dcD3fZ566h98+eVXjBy5F++99yGvvvoffD8zX7f33sMYOnQgliWLT4TYEUnIiazjui5t2rSmf/++zJr1LbNmfYtSCtf12HXXnlx33WUMGtSfdNrGdR3SaYv+/ftSWVnFa6+9Wfc4Wms6dmzPnnsOASTkhNgRSciJrBOPJxkxYhijRg1Ha79uC59SCsNQaA2WZaNrNqxfdNGZXHbZOfi+v8F2P8/zSCa3v60SQoiGISEnsk6kMB/DNLHjcXzHgV8XmV4nybTWYJoYsRjadXGqqrdxa4UQ2UxCTmQPpUBrvnvqH6Sr4+z0u4OItizFTSQ3eXxQIBKmfPaPzP/0SwrbtKLTAaPwa6qjCCGEhNwOIOxmCjGbOlO7Mlspw0C7LlOuu5UVaytZ+uGn7PfEvQRiMdzkxoMuGMthxbSZvHv1TezStyddDz8Q3/WytkyZEGLbMpq6AaJxGRp+KIVZBVARgYDf1C3asnBhAbnAzx9/xviTz8VNpQjEcjYaXFprzFCIKBDKy5VwE0KsR0KumTN9eKcb/KczLMyH8HZ0fmgQmDPhE94//ozMwbGbCDohhNgUCbkdQNgDvOwfrvy1vHatCAFzJ07ig1POw02mCORI0Akh6k9CTmQfX6OBXa89hw4HjsAAfv5gIuP/fDpOIik9OiFEvUnIiaykASMUZLfbL6H9qGEoYM4nn/PBSefgJqRHJ4SoHwk5kbW8dBojYLLbTefTYfjumR7dh58w/oQzcdObXowihBC1JORE9lIKL2VhBAIMuP0SOowalgm6jz5j/Aln4yaSBKISdEKITZOQE9lNgZe2UDU9uvYjh2SGLid8wviTzsFNpjM9OiGE2AgJOZH9lMKzbIxggN1uvYgOI4dgUhN0J5yBVVGJHKQjhNgYqXiyAzGUgWmYmMa2+2yjAV3PBFKmAXrTbfNSFmY0wm63XAgX38aijybz02tvsej9jwgBKANlmjWPU78hTKV/XRmzcZmGKWfbCbENScjtQDQaX/v423gOS9c3SJQGfzNtUwovla4JuovgoltYOHEqViL5yxP5fuYx6vEa9a/+vS342t++NisKsZ2TkNshaAjDVc+M47Z/3ofvb6PaXkHouwRGL4BUve6QKdAcX7occ5M3WSfobr+UwI0Pseg/HxLwfVZNn8XLQ8egdf1eXwh4tTssKAW2UU1n0zRZXbkGctY/TUEI0Tgk5HYAtmuDC8sXrWS5v3LbPXEIAj9D/1WQ2Iq7hdlCz69mji5cUkhJv11Y/ObH4PvYqRTLfvq53sOPYWCWBavasM1CDgAz83yO56BkNlGIRiUh14xprbEcm1v+eg3VRyW2/TIjBXkWlKagXn0rwwDP45OzL6NixabDWBmKYEE+c598lZm3PIpyPXygVZ+eDLvxCty0Vd/mMTAGqSDbfgjRg9KiYqpT8W38xELsWCTkmjlPewzo3g/TNJtkLsgzwDHqNyenTBPtugRyoptsqlKKYH4ec595ja9vfBifzGP7QLiokA77j8RJJOs9J9fZy5zUsM0pcFyXlJWShShCNCIJuWZOoUha9ZsRa2q1Iac3MWdY14N79nW+vukRHKC0fRntRu7N9KdfRHsudlU1TjJV79WVTgO2/7eQgBOicck+ObF9UIpgQR7znn2dr294CMfX5BYXMeb5x2i/33C2oxOEhBDbkIScyHrKUIQK8pj33H+YeePDuEBeaTFjn36AtnvtgVVe0dRNFEJkKRmuFNmttgf3zL+ZOe5hHK3JK8hnzJP303b4MNKV5U3dQiFEFpOenMheyiBUmF/Tg3soE3ClxYx57uFMwJVXgMxpCSE2Q0JOZK1QQR7zns0MUTpAXn4eY/5+H22H70F6zdqmbp4QYjsgw5Ui+6jMp6+5z7zG0rc/wfV98kpLGPP3eykbsQfp8rXSgxNC1IuEnMg+NQG24D8f4gKxwkLGPJEJOGuNBJwQov5kuFJkLR+IlRQx9pkHKBuxZ2YVpQScEGIrSMiJrOMkkqSBaHERY5+4n7Yj9sAq38QcnFL4josNuMmUhKAQYj0yXCmyR02VktaDBxBZvpKhF51F25F7kV7zyzYBw1BoresKmmjHJdamFZ0G9adFn13QbmZbuFJqvSr/Sqm6y9a93Kg5W6/28trbrd8sLScGCLGdUvPnz5S/XpFVzHC4JmzA1BrbtvFrzpkLBoMAOM4vBbmC4RAYJr7n4VoWgUAA0zRxHAff9wkGg3ieh23bRCIRlFK4rksoFMSybDzPIycniut6dfeBTACGQiFc15XyW0Jsp8xzzz31/5q6EUKsS3seAcMgPzfGHXc8wIIFixk8eACLFy/j1FMvoLAwn549e6CUYtGiJVx/3W3s1q83ubEcAqZJeflarrjiBtq0aU23bl1YtmwlN9xwB2+++T6ffTaZPfYYTEFBHpMnT+PWW+/ljTfeY8mSZey77978619v8PDDTzJ+/ETGj/+I++57jNLSEnr37onnSfEwIbY3Micnso5pmlRWVnL11TcxbtxdJBIJAoEAvu/x+eeTueqqm1i2bDk5OVHS6TTfffcDtm1jKINQOMSDDz7BSy+9juO4mKbJPfc8TNu2rbn33pvQ2ufJJ1+gqirOPfc8ymGHHcDtt1/Hxx9P4p13PuCQQ8YwbtxV3HXXjYwaNZy8vFwGDer//+3dT2iTdxzH8ffzJE3y9ElrbZ2t1ijFonSCkzKKRSwOCeuGePA0toOsbEOhiuDmYVK89FQYjO7Yu4cyoVAniAqyi+BgMgobaLEGNu3mTOafNM//Z4fUjtb1MsaWhM/rGPIQcnrzPM/v+/sRBL4eWYrUIUVOao5lZbhx41tevCiTzx8iDKPq2Xiuz+DgAJ2drzE5OYVpmpimiWVlAINs1ubKlWvcu3ef/fvfBKBYLDE/v8Dw8GE2bWrn6NF3ePCgwJ07P2CaBoODA2zf3k0+f4jbt78nlWqio2Mj5XKZ6ekZRkc/IpfrxvP+7/MKROSfUOSk5pTLS+TzbzE+/jnd3VvxPA+AMIwwTZOxsc+Ym/uJy5evsmFDK3EcY1kZFhYKXLz4NadPf0xXVyeJhEmxWCKTSdPS0oLrerS1bcD3Q+bmfqS1tYXmZotKxaG9fSOLi78RhiHpdJqZmW+wbZsDBwZYWtKZbyL1SpGTmhPHMbbdTByD53krgTEMcByHnp7tjIy8z8TEJA8fLmLbFq7rMjk5RV/fLrq6OikWSxSLpVXXv2QYrx439/IriUSSUukPbt36jiNH3iabza4sRBGR+qPISU2KomjduCwtVTh27Ah9fbuYmPiKKIpxHJdisUih8Avj419w9+4809MzOI5HEASUy2VSqfDuLBIAAAHXSURBVCaePn1GHMfs2bObZ89e4DgulpXhyZMS7e0bSaWaKBR+5vnzMnv3vo7vB//xPxeRf5Pm5KSmua6H7/sYhrEcM6e6yMQ0OX/+U4aG3iWTSWPbzUxNfUkYRjx+/DsnTpzl+PH36O9/g23btnLp0iw7d/YwO3uVXG4b+/btJYpCrl+/ycGDg1y7dpORkQ9IJpPMz98nkUiQy3WvGlUQkfqjOzmpWXEcs2NHjs7OzQRBQCaTYvfuXtLpFJWKw5Ytm7lw4Rz9/fswDBPXdVeC2Nvbg2U1E0UhZ86c5NGjXxkdPUcYhpw8+SEdHW2cOvUJs7NXOXt2jKGhQYaHD1OpVPD9gIGBfrJZW2MDInVOw+BS06o7ksQrw+CJhEkY/vUYM5VqIgyjV2JkmiZxHBNFEalUE0EQ4jgOlmVhmubKMLjjuARBgG1Xg1Zd3GJgmsaq3xGR+qTHlVLT1s6mrV0w4vvr7UYSA9Vtunw/WB41sICYIKi+Z/M8n2QySTKZJAiC5W29qle/jKqI1DdFTmra2sitXYyy3r6SayO13iKWv/tcQ98ijUPv5EREpGEpciIi0rAUORERaViKnIiINCxFTkREGpYiJyIiDUuRExGRhqXIiYhIw/oTEKjyH9FzMrgAAAAASUVORK5CYII=)
O diodo D1 estará polarizado diretamente, porém não haverá corrente no circuito pois a tensão no motor será menor que sua tensão nominal.
O diodo D1 estará polarizado diretamente, e o motor estará ligado com uma tensão em seus terminais de aproximadamente 1,3V.
O diodo D1 estará polarizado reversamente, se comportando como uma chave aberta, e o motor estará ligado, tendo uma tensão de aproximadamente 1,3V.
O diodo D1 estará polarizado reversamente, se comportando como uma chave aberta, e o motor estará desligado, não havendo corrente no circuito.
O diodo D1 estará polarizado diretamente, se comportando como uma chave fechada, porém o motor estará desligado, não havendo corrente no circuito, pois uma tensão de aproximadamente 1,3V não será suficiente para acioná-lo.
Para o circuito abaixo, qual será o valor da tensão na carga (VL1) e da corrente do circuito (I). Considere o diodo de silício e a resistência da lâmpada de 24 ohms.
![](data:image/png;base64,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)
VL1 = 0V / I = 0A
VL1 = 11,7V / I = 487,5mA
VL1 = 10V / I = 417mA
VL1 = 12V / I = 500mA
VL1 = 11,3V / I = 470,8mA
Considerando o circuito abaixo, qual será o valor da tensão no resistor (VR1) e da corrente do circuito (I). Considere uma fonte de 10V, três diodos de silício e uma resistência 1k ohms.
![](data:image/png;base64,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)
VR1 = 10V / I = 10mA
VR1 = 8,6V / I = 8,6mA
VR1 = 7,9V / I = 7,9mA
VR1 = 0V / I = 0A
VR1 = 9,3V / I = 9,3mA
Para o circuito abaixo, qual será o valor da tensão de pico do sinal que é medido pelo canal A e da tensão média do sinal medido pelo canal B. Considere 12VAC RMS para a FONTE.
![](data:image/png;base64,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)
Vp (canal A) = 16,27V / Vavg (canal B) = 5,18V
Vp (canal A) = 16,97V / Vavg (canal B) = 10,35V
Vp (canal A) = 12V / Vavg (canal B) = 10,35V
Vp (canal A) = 33,94V / Vavg (canal B) = 20,7V
Vp (canal A) = 16,97V / Vavg (canal B) = 5,18V
Para o circuito abaixo, qual será o valor da tensão da tensão reversa no diodo D1 e da tensão de pico medida pelo canal B do osciloscópio. Considere 12VAC RMS para a FONTE1 e 12VAC para a FONTE2.
![](data:image/png;base64,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)
VL1 = 0V / I = 0A
VL1 = 11,7V / I = 487,5mA
VL1 = 10V / I = 417mA
VL1 = 12V / I = 500mA
VL1 = 11,3V / I = 470,8mA
Considerando o circuito abaixo, qual será o valor da tensão no resistor (VR1) e da corrente do circuito (I). Considere uma fonte de 10V, três diodos de silício e uma resistência 1k ohms.
![](data:image/png;base64,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)
VR1 = 10V / I = 10mA
VR1 = 8,6V / I = 8,6mA
VR1 = 7,9V / I = 7,9mA
VR1 = 0V / I = 0A
VR1 = 9,3V / I = 9,3mA
Para o circuito abaixo, qual será o valor da tensão de pico do sinal que é medido pelo canal A e da tensão média do sinal medido pelo canal B. Considere 12VAC RMS para a FONTE.
![](data:image/png;base64,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)
Vp (canal A) = 16,27V / Vavg (canal B) = 5,18V
Vp (canal A) = 16,97V / Vavg (canal B) = 10,35V
Vp (canal A) = 12V / Vavg (canal B) = 10,35V
Vp (canal A) = 33,94V / Vavg (canal B) = 20,7V
Vp (canal A) = 16,97V / Vavg (canal B) = 5,18V
Para o circuito abaixo, qual será o valor da tensão da tensão reversa no diodo D1 e da tensão de pico medida pelo canal B do osciloscópio. Considere 12VAC RMS para a FONTE1 e 12VAC para a FONTE2.
![](data:image/png;base64,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)
VR1 = 10V / I = 10mA
VR1 = 8,6V / I = 8,6mA
VR1 = 7,9V / I = 7,9mA
VR1 = 0V / I = 0A
VR1 = 9,3V / I = 9,3mA
Para o circuito abaixo, qual será o valor da tensão de pico do sinal que é medido pelo canal A e da tensão média do sinal medido pelo canal B. Considere 12VAC RMS para a FONTE.
![](data:image/png;base64,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)
Vp (canal A) = 16,27V / Vavg (canal B) = 5,18V
Vp (canal A) = 16,97V / Vavg (canal B) = 10,35V
Vp (canal A) = 12V / Vavg (canal B) = 10,35V
Vp (canal A) = 33,94V / Vavg (canal B) = 20,7V
Vp (canal A) = 16,97V / Vavg (canal B) = 5,18V
Para o circuito abaixo, qual será o valor da tensão da tensão reversa no diodo D1 e da tensão de pico medida pelo canal B do osciloscópio. Considere 12VAC RMS para a FONTE1 e 12VAC para a FONTE2.
![](data:image/png;base64,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)
Vp (canal A) = 16,27V / Vavg (canal B) = 5,18V
Vp (canal A) = 16,97V / Vavg (canal B) = 10,35V
Vp (canal A) = 12V / Vavg (canal B) = 10,35V
Vp (canal A) = 33,94V / Vavg (canal B) = 20,7V
Vp (canal A) = 16,97V / Vavg (canal B) = 5,18V