Christian Hubert - Expert-Conseil - Fiscalité et Planification successorale
Il existe beaucoup de littérature sur le rôle essentiel que joue l’assurance-vie en planification successorale, d’autant plus lorsqu’il s’agit d’un entrepreneur ou d’un investisseur possédant des actifs par l’entremise d’une société par actions. D’abord et avant tout utilisée à des fins de protection pour couvrir les besoins financiers résultant d’un décès prématuré (rachat de parts, poursuite des affaires, etc.), l’assurance-vie peut devenir un puissant véhicule d’accumulation et de transfert de patrimoine lorsque celui-ci excède les besoins de l’actionnaire de son vivant. Dans ce contexte, le rôle secondaire de l’assurance-vie prend tout son sens et devient un outil de premier plan pour la transmission successorale d’un patrimoine dédié à la génération suivante.
Préservation du patrimoine
Un entrepreneur va passer une grande partie de sa vie à bâtir son patrimoine qui servira en premier lieu à financer ses projets de retraite. Au cours de cette période d’accumulation, il est possible que ce dernier cherche à protéger son capital humain (bénéfices futurs) pour assurer la sécurité financière de sa famille. Lorsque son patrimoine deviendra de plus en plus important relativement à ses besoins, ses préoccupations seront davantage orientées vers l’utilisation et la transmission de ses éventuels excédents. Et l’un des principaux enjeux que son patrimoine devra confronter est (vous l’aviez deviné) la fiscalité. Parlons-en un brin!
Érosion fiscale
En plus de subir l’imposition annuelle des revenus qu’ils génèrent (laquelle peut représenter plus de 50 % de certains revenus), les actifs corporatifs seront ultérieurement contraints à un passage obligé : l’imposition post-mortem! En effet, à la suite du décès d’un actionnaire d’une société privée, le patrimoine corporatif sera confronté à deux principales sources d’imposition :
- Disposition présumée : En l’absence de roulement fiscal (transfert au conjoint par exemple), les actions de la société seront réputées être vendues pour leur pleine valeur marchande et le gain en capital sera inclus dans la déclaration finale de l’actionnaire. Dans un contexte où seule la moitié du gain est imposable, la facture fiscale pourra atteindre près de 27 % et sera payable par la succession.
- Liquidation corporative : Subséquemment, lorsque les actifs seront versés sous forme de dividendes, ils seront imposés entre les mains de la succession ou des actionnaires héritiers. La facture pourra alors s’élever jusqu’à 48,7 %.
Bien que le cumul de ces deux éléments puisse potentiellement se traduire par une érosion fiscale de plus de 75 %, cette double imposition peut être évitée par une planification post-mortem adéquate. Cela implique toutefois que les liquidateurs soient vigilants et appelés à jongler avec des techniques complexes et évolutives dans le temps. Le tableau suivant résume dans quelle mesure cette érosion pourra être minimisée en fonction de la stratégie appliquée :
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyYAAAGzCAYAAADaAwPrAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAP+lSURBVHhe7L0FeB1Zfqc9k91sdrOQ59tkk91skg1vpmG6eyAzk0kmk02mudvNZAaZJDMzY5uZmVm2wCLLIsuWLWZmZjd3u/v/nd8p1VXd65It+ZYsW/rdx+9j3TrnFJyqW3XeOvS927dvCyGEEEIIIYT0JBQTQgghhBBCSI9DMSGEEEIIIYT0OBQTQgghhBBCSI9DMSGEEEIIIYT0OBQTQgghhBBCSI9DMSGEEEIIIYT0OBQTQgghhBBCSI9DMSGEEEIIIYT0OBQTQgghhBBCSI9DMSGEEEIIIYT0OBQTQgghhBBCSI9DMSGEEEIIIYT0OBQTQgghhBBCSI9DMSE9RmNDgwSeuiTnDp6W84fOSPjFENt45OFSV1tnu/xRpqqiSo5sPSB71uzQXI+Kt43nJDkZ2a7t7VWkJ6a5wupVHgaeumhc24qEmOtuaSODImTPx0i3U45uPyR1NY9fnj9sSgpLZN+G3Uaef7xdbsbesI0HGuobpLGx0W1ZY32jnNxzTOc7CDkf7BZOup/H8d7SXTAvCLGHYkJ6jKryChndb5iMeWWY+L4+QmYMnmgbjzwcykvKZN/aXXJsx2Hb8EeZorxCGfnqYHUtDRU/dS2d2Nn9xxAXHi2jXh4so18eorcb5n/ZFVaqCtHmtT2un49sX77JLe325ZvF97XhOt3o14dKeXGZWzi5m7TEVBn6Qn8Z/coQnXen9x23jRdxKUxWTl0iZcWlbstrqmpk0oe+MvbVYeKn0q+ZtdwtnHQfpUUlsnv1dnXOTtiG9yWQF7tWb2NeENIBFBPSY1RVVOqCwvAXBojPS4Nk/uiZtvFI99Lc1CzBZwJk8kd+ulC/d91O23iPMsX5RTLunZH6WhqpZOH0XvtCq5PER8bJ0Oc/kmHP99fbvRIY5gpD4QP74/PiIC0vuz/e7pZ2x4otunA9WonJGCUw5R6FaHI3ppiMMsVkv3vBLic9W9bNXqXzG3laWVbhFg4xmajuN2NcYrLCLZw4T1NjowSc8JdJH/jqewtqNe3i9QWQF5eOX2jPi219Ny8IuRcUE9JjUEweDcpKSsXn5YG6QI/zcGDjHtt4jzKPmpiUl5bJ3JHTZewbI3RBee+6XW5p0XRxybj5sthvri4gV1dUuYWTu8nLypUlE+fLIr85Ou+uBLTnN9i+YrMu8I14caBM/GDsXWJSX1svmxetV3k+T5aq9Md2HHILJ85TlF8oQ37zoYxU9xXcW44/hJrMRxXU6g615sWuI7bxCOnrUExIj0ExeTSoq62VMW8Mc52Hx/Gt5qMmJs3NLbrW5NKJCzL21eGPZfO4xw3U9I16eag+F5M+8pXG+gbbeOThUVFeLj6vDJZhL/TX95ZTD+F3+ahSXoq8GNSeF2zKRYgtFBPSYzgpJigEorPxtmWbZMfyzbJz1Vbd1hzNN+zid4astEy5cPis7F2701jnyi36jR86Mnt2rAWtra1y7UqshJwLkstnAyU7PctYT0qGHFcFUzTfQV8DdPJvqKu/K70VVPvHhkW7to105w6ekrzMHNv4VtDxF/0f9q3b5Up7dNtBXZBuaWlxi5t0PVHOHTotPq+qB2ZbAXvF1MW6v8TVy1f0uhAvW+UFjgnHhvVgGf5HXwmsP+R8kNRbjgl5cTPmhhzctLdtHzbLiV1HJT2pvYP4g5CfnSen9hx3rdP/6Dnd8R2Mf3fUfcUE10PEpVB9Ls28CTp1SUrU9WMX/17cS0xM9qzZrpsdRQZGuC1PvZmiO1+HXVD5HHxFGhvar6cMlUfIa2B24sfxXTx2Xu8zOHvglJSVtPdLqSir0HlhHtOZAyf1G1oz3KS4oNi4PhVXAsP1MlxrV4MidJ7sVNfo4a37Je1Wyl1p7UA85DVqK7BtdEyPDrkqtTW1tvFNmpub9W8Fvyfjd7FZX+s4hrws+2sceYBzF6ryDNdbboYRD7VTYf4hsnTiAvF5caA+H2PfGC4X1bpCLwTrawbxmpqaJCYsSkJVviPvk+Jvua3fSoUqRIarde5TsmNc45v178Tcph0FOfmuvMXgBljW1Nik83ZHW/6gSR9+1/h9eKbvCDRRwzpBTOhVvQz5G3I2yLjfqfw7teeY5Hbi3oBmm7fiEnS+4zrBPu1fv1tfy+ZvvSMQjmv1iLqXYLtIj7T4/aBPlWf8m2o7Z/aflBEvDdS/E/xG1sxcoe8tUSGRtvfQjrgRHa9+D7ivBrnuIflZueo4jrjuq2iOapVR3CtxzzHDg85cuu/zoLqqWqLUMe7fsNuVPxgw4V73LZx38/xEXY7Uy3BfxTMI103gSX993aFPyfCXBrjy4uO2vIhW5xTXpnWduD7wnHG7f+4+qpszWuOZID1+zyHngvX1XVZkNA1NvHZT9q1XzwGVB7vU/mBb1nQYQEI/J1Q4BpTAbxe/TWscQh42FBPSYzglJuEXQ2XKR356HWizj86t6CCLQsqsYVMl/qpRkO4sKEwcUA+m0a8NNdqrvzpUFy6xXhR68cZr8bh5d0kCHg5zfabpbaMdPAoLQUqWRr06xOhLoBj18hBdlT9v1ExV4DDExRMsXzxurm6SgvhoE499GPnSYN006KR6QNmlAykJSSofZ6m0A9rTqu1iv4er/Uan4OKCIlf8DfPX6DhobmGCByeOe/y7o3UBDfFO7jmqjwHHttB3jn7YovkX1o30SAMBQ1x0Ol43Z5XenpF/2P9h+m+flwfpwuv9CkF2oH32+LdH6fVgP7BO/D914Hi5dMJfJn44Vl9LHYkJHsJzhk9tu06G6POp80Z9n/yhny7YeKa5F/cSk8rySlV426j3EefS83h3rdqm8xPn1PctH7eO2gc37RPf143+J8snL5LrV6/J9EET9XfdWV6dV1xfOG5cg6lKDhCOawQgHHkw6f2xcsNjdDIUmHH8yMNx74zShdTlkxca5wnrVujz9MpgOba946ZOhbn5smb2Sv1bQP7p89GWFtftbJXP0arwaZc2Oy1Llk5YoPMM1yjOg9nfRu+b+t2hOSFqnazpMOrZEJXf5u8c8oXlKLSiLw/2xXodm+sPUNcq4qFQijzTvwuVft3cVW7rN4EA4nowfn/t+YJzNeq1Iaowvsv2xcLlc4FGHJUG97WslExZoc6fuT3kEf7GejctXKublnmuww4cJ843mDNyujpnN2XmsCmuQRewXpxv3BvwO7BbB4DwIt9xvWI/zesJ+ztc3S8WjJmt122XFgXcBeq+gnsqtjtWnS/jnOE+O0hfS+b5MFk1Y6lav/u9ZZi+twzR/dmqKzvffHHJhPl6XdhfyBDkFPKpr3l9DMjbwbJs0kL9XIkICBO/t0bq358ZjjyapfLNFFVP8CILvyO78z5cn7N1dw2oAHDeje0PkWkqPe4j2DekHY0aPNwflJDgntxhXighMteHQUg6un9C8iC39fXu1w7S4zeLfcU5giAf3rJf/waM+6SRBzg2XL94iQTpMcPNPMJvC7+L+jqOGEZ6DooJ6TGcEJPwS6E6PW64uPHjZo7RmXDTxzKsd8zrw/SD1S69HSj440Y9Qq0XBc+xb45QD5wJ4vu2j94WCkC4mc8eMU0VdtofKBCTBeoY8KBGuin9/fR+4OGtC7AqHfYJ7YzxEJg+eKJ+CFm3XVJYrNKN0w8hM/4IJQDD1LHhgYPt4yFzdPtBt3QgIzld/NQ+6rTqYeijHmIocBhpjRoR7Mu8UTN0wRlpVs9YJuPfGKX26SPXAxPbHNdvhBYqU0xO7TuuH+z6bbTKDzRJwHZ0IUXlxSK/udLS3Cy1qvC30G+O3o6xD4OMh7I6BqwX5wf7v2nRui69NcZbQBy/eU6MfFHH9KI6F2p9WDYcb2bVcdiJSfKNJF1YQCHavF7wIDePV39XYXjDbk13L+4lJhVl5bqwtmLKYtvCDOQM+znihYEy4b0xbtfB4a0H1PU1VJ9/NE/D9Yx8Rp5jf5GH+B/7i+vST8XB9YhCC8419gXhOD/4fZnnGuCNN8L1dfT6UJnw/hidfzrN80Ze4HiwbVyjdoKHZnO4thHuOscqPfIC+Wsuw7o8h+RFYXSOlndsU21HnT/0B4EwjFTnw/gND9DXlGcbfFzfOOcIR96hBgPLr0XGiu+rw9U2B8rg33ygjx37gmsQI6L5Hz2r49VW18rMoVP0viFvNi5Y47Z+gLfLRgHO2A/ExTVlXiPIF6x39Yzld8kJanFwPnFcuNaQRyi869+x2jekN/cN59cUpvuhazTV7xcFXL+3RyqRHaHPN/LZuA7aaiTUPmMbERdD71pH2q1UfT2a9wZ9npD/5t/6fyU3/YZLQrT70Na4J41/b7TOF+QJfsu4rnCfwvkztwtxQi2fmQ41WOP7jdT7aIJ4OCe4h3SlX5UpeNhPXC/Yd5wb415vHIe5flxfw9V+Ib7nbwbX+sfq3HnWCqBm3LxmERd5gjzFdYD7DtaPaxYvlDzv2TjvSIt0+E2NVPdNbBu/WYjJzKGTdX8z9H8y88HcV1deVBrPEcgz7qX6/oljxHlvu39a7/8Q29ut7ftQU10jY9S5M++POD841/gbeYB0uI7NfJqrngE439iH9jz8yLg21fpR02Wum5CHDcWE9BjeigkKfHjbbDxMBsjUAeN1k5mC7DyJDYsy3n6p5SjE4Ebcmbf0eDCgfToe9ngwoMkMxptHUxs0JTm0Zb9en7nPaKZhptViMga1FUYBBP+jQIJOtngzfTU4Qtc2mOF4wOxZu8Nt+5sWrdUPJeOhOFBX32emZEhqQrKsn7taL8N+oTCAwoZ123iriMIB0uIhgzb3KJAj7dalG/U+I+24131c/UjQ9ODQ5n364aXTqfAFY2fr2h40qzELXxgBCceL/Tb3baGKhzk4lk9a6CpkoYmIuf9YF97uobkPjgGFcV0YVQ9BrAvNBsz9vxcoWKMAjQezcWz99dtArBNNLPR6VX4gDPvnKSbIG8gYlmOffN/00W+W8zJzdS2KeU6wfhTyyzo5dO/9mnKhQNdRswg0WzIKMwN0Qcta2EFTGeQhjgXhKBzhbTSua9QOoECI5eY1hvVg+FHzOkHncCxHOMLiImJd68b5Rh5gv1FQQeEFvzvUpEDeIeUQBFw/etvq+kWTRjM9ahNXz1ymC17m9tH0Dx3R8Zvbt26XLhSaeYJax6xUoyYNQIzMAtbE98fqawPNbxoaGnRNytxR0/XvAsc8ZcA4t8IrxMQHhSi1/ziu84fP6OWFeQVqv4/pc4z14thGqQLiwY17dLO/9LbmL1pMhk3R+4yCpy7cta0bYP+R3tx3sxbg2pU4CTodILOGG2lx3Dg/eONsTQ+p1dtX+Yp9wDbQBMd1/avfOvZdnxe1nvnqXtHacn85x3Ga29XrVeds1bSlen91UxwlU/p8KpAv494dpcXYTF9XU6vvf7qgqvYN+wgpQ1NNnA/U7JmFUqSfoCTEbApkbh9pkQ75hxoH3EtxT0xR9xezEIy0i8fPczVLjAwKl4Mb9hgvDNS6cexLVDjOCWo/MY+VuY37AcFHQdq4pgfqUdciA8OlMLdAi8HofsbLCSNc/a7wm1H3LAyYgBpH1Eroc4trR8kt5NpcN+6juE7N8JGvDdEvfuIiYvQ5hSjgfJnnHbUZty0vVRAH56f9HAyU2SOm6nXgPKEpGGoPD27Y67pP6bxQ92vkxcXj5/X1j3Ud34X7p3EsiIMhlrF/uH5wP7feP9HkzNwHiAkExxQw/D5Ra4nrA7WquF8inXkN4XxNVPdUnCM0RcP9GzWVev/VseC3ZK6bkIcNxYT0GN6Kif+xc+ohbRSokT4hxn3CNbQhxwMHN3hsAwVJa7gdaM+NN1S4wSMNHiqeD1BU1eNBU6QKRNZJsuzEBIV7a9oqVchGTQkeUFi/79t4W2YUvvKz8oy3V2rbeAijfbs1LQqFc0fO0OvFgwWFUTMMhS/9MGvLi61LN7ilBchfH5UODywUjM0ai4bGBhnzZnvnd8iGZ1qrmODBtXDsHFd1Pwrf6LuCt36T1fnE/iEuamM817Nm5nKdHse3Ysqiu8LtMJoftdWGqPVCRDzjQNoQB/vnKSYomODYjIfuIN0h3ZoW/ZNc/VPUfl04Yrxhvx/3E5N70VkxQV4hrjUtmhqZBSWsY6USA2s4+iGY5woFlOCz7U3UrGKCwj9qXHBNWtOjb4ZZ0EJ667Cm+E2Z6bGNtbNX3tVvCb8P/H4M8RkiWxavd4VBtHEOcdyoKUq+keiWFs0MMbwstoPzgt+UGdaRmJiggK6bzqh1476CGjxr+L3EBIKAQrUpr3jzjX4C1vTovDxz6CSdb9gGmnVZ+/FYxQTr1wVYS3r83lDg02/BVTzUhkEarHHssIoJzjsK943qXmCNg6an7ed8sFvNBWqV2wv16vfjMXQ1OLHriF439h3XnnX0LLzUMM/ZjCGTdGHfmhaFZvTvS7uZovPIej3UVFfrGgTznEEWrGk7iykm2D/cw4Itxwe2LNngOn7sK6TUGg5JwLWof69qX3AtmWGb1fVphkFazP5BJpCw5ZMW6fUjDq5ta/8kq5jg2rDWhOOcmy8ncJ837+86LzyavlVX1WiBct0/p999//x41gp9npAXaLZmLreKCdaPmnOIvhmO35G+dtuuT8RBPx8zHKB5MraLZxN+Pxw8gvQUFBPSY3grJhhmVb/JUzfSyR/53tU0qPV2q8xShXDc6BGvM8OD4oGCAgMeMPoGrgqd2Ec8+PDwRTttu3TAKiZ4AKB5il0nYHTYNB9yWL8pVOhsaz58sX287fJMi07seIgiPZoHNLW9nUTHeCzD+vDQsUuLt4t4O+Y54zCGC7aOymU3XLApJvrhrQQgQOWFZxxroRUFvCCbPhto2oP14JwhnytK3Yd0tWPful26sIFjQ1Me6wzrJni7iTzTBRO1bauYoHbIWvBAgdeaFqxTYoO8x3Wyft7qu8Lt6G4xMdeNjvLWtGi6hHQ6n9U6PJsEpd5M1mEAx2MNt4oJtm83yVutKuRMeH+03gbWj34u5m/rwKa9RuEd6V/BubDpjIsCuPot69+BAr8fU75RiMM6jd+Wus5fxtvZmfqNLmoU7Zq9mdxPTCDqOM9mnnoOF3wvMUGtkG4y2bZudBS2pjVBnzFDklEAdhcAl5jguNQ28CbfmhagQzW2jXgoPFaW3//6N8UE60U61BR4xkHtHwQAcXB+sB0zbMO8j/W+4tgmvDva9vpH3pj3YuwfanPwIgRhkBbkK35buB4hZKhFQMfymNAoXcvsuT4TDBdsHZXLKjwmeHGApprmgA+ac0G6n0RpW82NKSbYPzSp9eyfgpoHHLcWF3V+UFNsDce9G9tH/uAYzHA0VUUzNdyvIYyrpi91S2eCfdTpVR7oZ4nl5Y1VTBCno75ZuP9axcSzqSIkHWHmObS7f4b6X9Zpcf9Esz7zvmEVE+ST58sKANExrj11Hajft2c/ks2L1xnrVnmB3w/uA9ZwQh4WFBPSY3gjJrp5zugZOh1u5HjDiY7dK6e1g4cMZt/Gg8izIHIvIDBmu3us23xY42GBgi3aDONh7fmAt4oJ4q9Q+2MNN8HoKdZ1m+3wsU6kQwEAoEkVah1cx6P+xhtupAF4y2/uA5pMIa1+6KmCgOdbzXvRFTExm3xgxBjPOBhhxnxAA7T1xj6b+49jmeMzXZ+PYc+rY1Bxrc3ROsKQBuOBiaZ7ngVOkJWaqQvK+lyr82QVk82L1qn0bcKnCp9o+45rw7Vf6oGNpmJ4YGP/8VbbLJTdi4chJrgOIJPWtBjNCumMfOzvGgnIBLKA6wDnqiMxMfcZQmdNC/DGG2/lUVCD7KEJk9kMEgUeY78H6re7HY2+tXftjrbrRV2PqjCW2dacC32ysD6zX5CWE5Xn2E/876fOL37HKHy3eDRz6k4xQQHbfBmBMBSUrWlNkLcoFOrjUvEObGj/rZhigjAcW2x4tFtagOZc5nmHmOMe6BnHE1NM9DlT27Y2jTNBQX3KwHFGAVutH83rsBxCiRpSHBuWo/ml5wscE4yYZe7bxA/a+z2h2RMK7+gzYV7v5jlDXNR8oXYoXhXePdfZGTHBfXx8P/SNM/pmADRnQr8hcxQpU0xwHGhq2+IxMAKGIcbvHtuBOHmOUAbZMfLQ2P+UhGS9HC+ajPNp1O7Z7R+AIKGZJ+4ROI71SvbMMM8ak8gO7gP3ExP0DTLXA+zun6gxx/7j/jnipQH6JQTSWsUE58Wu/5QpJtgGxBMjtFnDIbPm+cdzuTO1eYR0BxQT0mN4IyZok4sCJG6yKLzhRo7CjjkykQnWizjoLGqt+r4XuGGjVmOSKtwgvXkztz6UUXCEoGDISjOdu5gM7nBmaQzlazxcjMLh5TPGW1c0N8C2TDHBA8b9eNpGZlHr14WCF/u7RpjBcKTYpvlgLlYFAus270XXxMQodKEvg2ccNBnCvpn7j/h3778xMoyZp54dbe1AZ1UcG/YPI4XZjWaEhz46BSOOp5hsmI83xu35inPnuV9Gocc4r5M+HKseyvcfleZhiAmaFaIPhTUtZALpzHOBoUit4ejTgOvgfmKC/zvKf7SNN87RAN0EpL6tlm3RuLl6v5FXM4dMVoVc9wKiyeEtB3R6fQxqHdgnM6wgN1/Wzlqp+68g38180HHVPiEd9htDEFsLT90pJuibZl4j+B+/UWtaEzT1RB8Ecx92rW5vFmUVE6znpk3e4gWCebxdFhO1TYi13bDAOD/o14B4aOqzXBXksRySiU742B5+F5A+z7QmpsBjO3gbbx29D8PULlNCj2sK+WMcg3H96XW3/X7wcsW6zs6IybJJC7T06GuyDawTYnytrX+UVUzQVMqzbw6a3JpigoEHPEfeQvNCnYdqf7F+U0ySE5J0GggpfnMXj7k3vTXBcNyoldeCp9ZjrVmxign2205Iwf3EBDVEej1t9ynE8bxPWe+fyB/0OUNaTzFBDb913aD9Nz1QD1Di2f8NfY3Ma5NiQnoSignpMbwRE7z1Qx8F3GhxM54+aILugGsFb13xJhQdPCMDwm2bN90LvN3FejBMJCQEDx5sD//jwQERQqHXjG8VEzy8FvrOvqv9PTAeZMZbOhw75mbAcnTIxsNXP+BUoQ2Fa3ROtB4T+rYAHBvaQpsFaLyhxr7pB7tad3rS3TUR6JTaWH/33AFdFRPjrW17h2gTvMnHcWH/AdaDwQGs+4+CMTq9Y9/x/V5Nd0xQgDTPM2rA7JqioJ27HpVKbddTTCABeFjrQot6eAeevOi+XyovsU9Rl9V1ov5GwaJZnUvr+u3objHBetGJ21pABFYxwXXoWXvVOTEx3u6i/4E1LYAM4I0qrmOAFwBmPyu8KTb3G7VMGBDCMz0w375iW+hUa1eYRvOjs/tP6gIv1mU0pzHEVqdT+26tDepOMYGgmdct1o2mP9a0JknxRnMb5D3i4VyZYZ5icsvmfuOVmKj1Yv/sRhjEsVrvpatnLneFWQd3wLnsaEAGNNlDHKxjspIZ62huJjgHmJMJAyyYA48AHK957Na5NjojJqumL9G/WdRGuzPYNdR7u5gM1LUGnrU+pphgH1C7U+Ixr0pHYpKbkW3sn1qG9GhSaE1ngr5EuEeax4FRBc0wdzFB01x72b+fmOi+cJb7J+ZSud/902zq5tmUC53mresGpphg28hPzzykmJBHBYoJ6TE8xQSFert4HYGHAwov5o3ULg7Gd++o6UJHoNkKCoPWJjRob4sCHzpGo7kJHmR4GGG75ttkq5ggHA8yuzHzUShtF5yPXNXxePNtdubHOuxECnJhN7oYRnZBHiItChfWtu8m6E+wYPRs3ewCD3KzDbGnmGCUrrvSWsXkpQG2xwU5wIMf+4CHvF3hDoVezz4u9wOFGTO/IB9289LgeLF/KCB5igmO26yBwNwrtm3s1UMY589z+b14GGKCt/P3ExPzralJZ8RE54Xa/jZLXwQTFHbGvmkMc4tCDpr4mL8h1CQif81zjDzwTI/rc9rgCeoaNkRj+pCJrlGHAPokQEqs/QQwQR+u9+3LNulzjONCHuxbt8sVpytiguY+np367yUm+K2jptFc99o5K93SmuB3g3CjL8MgLbNm2F01JjYFVG/ExNzmiT13z2OEjufIN5wXnHNcX2YYBsLAMn09YJQ0yyhrJsh/1JKY5xySYr5UwbmHgOaoQrz13oOCNq7FNbOM+WxwzMh/3ItccfIK3MTEbg4mrCcjKV03UbOC820Wjq1iguag9xITjEqGiUSt4R2JCY4LEoZrFeHoG2X3Mgkvjwxp/kjX7pw7aAxVDaxiguNMum4/cSeuMauYYJ+t4ZjEFuswf1vW360J7p92zSc9xQTzJHnGsYqJtd+YCcWEPCpQTEiPYRUTPFTRphaFRhSMOgJDsJrDUeJtLx4WuJHjTRNGK7KuH2+gJr43RrdpR3Og61F3t4H2BP0kMJEYOqZinzwnqANo8oAbOB5G0wZOcL1NtoqJLiCrOJAn64MOI6WMfdNHz0mAeBgS1RySF8en2zG3FejQrtjaZAGFgjkjpunhYldPNYahNMPQxAT7i4cu0uLNqLXQg4IHJo1DYQ9zK8wYOsmVjygUY7hN86GGGYvNdCaeYmLXhwXHgbldzLxB53zPjrEoYGA/MMoNCp2Yddwabkfy9US9XZxn/VCdtNBtlnkUQLEtV76rh7pVTFKU+GGfzbxB7ZIZBvJz8mTSB766icgadZ3YSZ0dj7uYID0K455vePeq84J9MwtI/pZRyjA8M65PpEV+o5bTKnoo7GACN6MQZxRUzVG9cL1tW7pRT3I3UhVWZ6vfpXkNmkBa0SQP60cB0CrJnRUThI95Y7gudFrD7yUmAM2ccLxaAF4epK4D987rGBoXLyXM365nrUx3iwnWiXTo05FjmYEe9wiMjmaeM+Q9aorNcLxhN8KM5kHoa4C8MMNxX9m0YK0rPfLGfKmAkfYgptMHYzSygfr3a6YzQW2YOdw48j/o9CVXGPqnmGKCe4tdbWxn6C4xAeZ1Y+TvwLuEARKNoedx3eta29fdawA9xSQx3n7OLNS6uPrB2eSFvr+rZyDOgz5Oj3myAK5R3D9Ry4jfqfn7oZiQ3gTFhPQYVjHBQwFNkFAwBxh5xQ7M5ovZzZEehVM9MZu6EeOBg1FpUKhDUweMcIV140ar50VQ2zA74N4LdG7F2zM85PBwQAdfdE5HDQGaL2H4X8xvgO2h8Ii+HWZaTzExHsZ4CCyUC0fO6AeeOZ4+wrFfnhNZofoeTcT0Q1LtB/qpxIXHaEFC50eMOIOCBzqLeqbFqCpmWhwDOr1irgV05kdhEMv0dtVD2FpYRT6i+QP2Cw9NHN+BjXu1OJiFzs6ICQg4edHoJKsKd9gempGgOYJ+G758kz4m5M+EfiP1d8+Hox14S7gUc7Soc2IeGwYGOHvgpC60QTxRsEDBAOGeYgJWKcnD+dKFB3UMOG8okKNZHCQO5wnrx8R+nZ1f5XEXE51Xah8wJ8R+VUjCMMroNIv16sK5Ok+es9JDsiHbuHaNc2HINa4VjBiHgQWM6xsF3MHq9znBVXjHuYZojHvdKEAh7cczl+vzgLfmmOsHb/f1viNcrcd6bPcTEzTDMQuYOD40O8N+of8Iwu8nJrhGsV/teYt1rNY1dhilC80IzTBsHwVSa/qHISb6nKlzis7pGNYbtRMotBt5boShQGut2cCLEwyFjGsKcXBeEefgpn06z8y+esgzxNHDEbcVeHHOMKqX3+s+Ot+RP/jt4GUBzhmab+K+pAvtChS88ZLE3DbExqiNxfXYX99nUCDH7O2eTe3uRXeKSQ5eFimRRb7o37PaVwzygNG1cP3oZobq2PCbwL0NQ15b191ZMUEN4WhLXmC9yIt9Ki/MeWfQzNR6/8R9Ds1L8dvYuXKLPj5sCxNXYhhnMx8oJqQ3QTEhPQYeyujMjE58uFHjpoqHw71AwdvaxAkPRsxVgpsxbqi4seIBgZs6buDmjdauWrwjENdMi/+BWSgwl+EBjhGyrIU2q5hgH1DgRGHGmJXaeCCgsIVjRcEOb78850jB8JUYPhXh5vHgYYc0+BvLsG3M2+H5trlMFW5Rc4C0uvCm8hX5oh9Gap+QFh0oUSCz1lTgAYUCoik15v5he+aoWSf3HtOTN454wcgLuz4DAAUi1E6Z80mY+4z8sO4/hMWuDXtHZKVk6FHITAHBugCODzVAeNOoJ8bEuXl16F1NRrJU4cOcUd/cLxRS9N8qDc4ZwiBk1nT3Ah1zkR55gryOCLi7v0ZHoICK/EQ6iKD1OsIknmNfG6bXi+GR0U7fmjY2LFrvP8JxrlAzaA3XwwWjYKP2DZ1mOxITgGsYeYjzjTww8gXXGvJkwF1zOgDUUGHOA5wLM/+Qd7jOANaPc4w3u57DCaOw8/Es41pDQVbHV9vDvpjXOPYD16nn5KOorcHLC9QMIu/Mmd9N0DdI77/avvlbxWSi6ESPcIgJ3vyjAKt/QzbDQp87dEbtlyEuODYcF9bjum7wm1LnBBLmmVbPAK7CzfNyy0ZMUBtpnncUhrsiJsgj1DRBBHG+kP/mOdNh6jyOfWPEXfOvgILsfC0jKPTq41BpkA/63qAwztlQHcc6NwuANKPPEa4lpEUa8/rR92z13fj9DLlLFiGyKAS77i1t28F67PqpdQSEF+mwz7OGTb2rUA1ZwO9e56sqoBdZJlAEqMVBWvwmcH48hxOOuBSmniMYEcw4z2be4DuODeCagQx41vLivCM+0uHaTLyW4BZugr49GIAFx2Hmhf4dqHQ56cacI/r+qe7F1vOE/5HX5t/YDwiLVewgJmimh98t1r9jxRZXmAnkDmlx/WFyR8883LJkvevaxHOZYkJ6CooJ6THwBgnNZyAWeNPWGca8Pky/rbOuJzH+li4omQUK3OzxkEbhAG8DrbOzdxa8NV/sN1c/aIyHklEQwIMB7YQxaZxnPwurmGA/0JcjKf6mzGubFNF8sKJmBw+OjsaJR0EAD0A8aJAOx4MHFQqKeMuKpjHWN6JWUMOxbdkm3UQH8fEgQl6gAIG0qD2xNoMyuRlzwzU5opkGzVnwpg7h5w6flrH9hssote+QLTR/8lyHCUbNOrR5v/iqghcKAlgfjh3rRnq8ce2KlJhkJqfL0vHzdVManAuzYIYHOdqyY4hU7KOvKpxhXhfP9Ggjj2Yp+gHelq9mQWTqgPEdjsjTEajFwrWg80StE/Nw2MWzA8PMYl+RDnIAITXD0Cl23Js+er1+SlrQfNGaFjU1SIdw/CY8+yJBBnCMo9S++am8sM6HYIoJfhv4H8Ox6j48qsCLvMC5wnUza+jkuyZgs4ImV7iWIB9Yj1VusF+oecm1NDeygiZ/6ECNN8ZGWvM3axSQp3zkp9vwN3oUAFHjOfYtlS/q2kbeWfsyAIg63t7jN4vfGa4P/G7MCR7RFwwzoOMe4qvSo1mZNb0J8hfNBZEn1t8DfkMouKO5p1069EOwnpfEtt+OlX3rdrnOO35vnvNx2GGKic4rdU6Nt+dbDUFr+x3gGl4wZnaH/RsA7isQYvQlQXzzfEMQ0TwJv0u7/lc6rbo+Uctn9kVD/uKc4XeE/UKNLOYesUsLgUfzMzMvR6m8xN+e8/PcC5xX334j9LlDodyzUI3JCvG71/na3++uzu8Y/hlp8ZvA+bHbNoQe9xKEQ170vqrjxPHh/oDz0FH/E6xb3wvUtek5aagV1HaiebH1usJ5tAo87s+oyfJVgmV7/1yu7p8etU3odzLh/bHq+IfofNq3tr1vlgma++G6x/WHUcU88xC1gua1ieey2XeSkIcNxYT0GLjJo0MgRkZBIaZzoAPm3QVrrAtvwTBrNKr18ZYYI+3YFcI7C5oQYZ1h/iG62RQ6vqNgZ51R14qnmJhzCeChgSZDeIt/6fgFyUy+f5MyAPHBtnE8KKjh7bVns56OQFqMi4+06HuDt+yeD2tP0PwB2zD287xu7oA8QBjekiP/8zJBbqfm+ShVBWqs78y+E7oDOt5KdmV+FTswWhbOK9aHc2KVVNQsYB/RlMSz47MVvKlF0w7kDc4p8uZBRAkPbtQcadR12ZU3jCjoYT+RDr8BXDtmGAodOgx5rfLLPAcmED+kw7nA8Zp9lEzQ0RznCOmxHms7dauYoIBp9qFCZ2Ncmzj36NDdmQIzQD+O66ogjyaOSIsCYEe1aZ6ghg81nmi+gnkocE4gBcgbu/j6uFR+mPcLuxHBmlReQdRwXtGcL1odr7k+3CMgsEiPfCkr6nhEOMSFCGMIV1wnOL5bsQm29x4TzHLudl5sXh64nXf1G7Ur6HpiFZNhGCK87TeEJq1oInp633Fd+LcOMHAvUDsXo4QU6z2195huKlToUUvSEegzgv4rGEEQ2w29cFm/1PDsC+EJamHw+9f3ZpUWnfU9r+t7ATk38w3r8ixU4/fuytecvLvWjZdACDN/r5411VYQD/KJ40OtHK7Jex0faitc61b/d/TSyARN4CICjLzAtQ9JsssLHDNGlMS9Tt8/1f28o98WriPc87F95IO1aagJ7v9GHuXodXuG47poz8P8Tl2bhHQHFBNCHKIjMSHkUcFTTPAG1y4eeXSwign6d6FZo108QgjpDVBMCHEIigl51KGYPH5QTAghfQmKCSEOATHB8KmmmCyfssg2HiE9BcXk8QPNiUwxQVMuigkhpDdDMSHEISAmGKIXHRUx7CxGPrGLR0hPgT4/xohDRudwTOppF488OqAvlTlwBuQEfV/s4hFCSG+AYkKIQ2CiM3TMvhIQ3jb2vP149oT0FJjEE9fmFQXm98B3u3jk0QGd3c17CsSypvLeHc0JIeRxhmJCCCGEEEII6XEoJoQQQgghhJAeh2JCCCGEEEII6XE6LSaYWKkwp0BPFtdReFFu4V2T8mAiJEwkZTdBEWZnts54SgghhBBCCOmb3FdMMAPwpkXrZMbQyTJnxHSZP2qmnsXaDMesp5tV+KQPfWXyR36yZNw813CGdbV1sn35Zlk2caGe3yEjKc2VDp35MIJReendM5QSQgghhBBC+hb3FZMdK7fIzGFTpLykTOqVaGDoQt+3RujvCId4zB4xVdeYoFZk5dQlMm3QBD1CUWRQuCwZP08aGxrk2I7DsnbOKp2mvLRcZgyZJEnxt9y2RQghhBBCCOmb3FdMVkxZpGtMzO83Y2/I+PdGSVV5pVSWVcjofsMkPjLOFZ6TniU+Lw+Uwpx8CTzlLxsXrtXLY0KvytKJC/TfGxeslUOb97nSEEIIIYQQQvo29xWT61evyZSP/OT0vuOSeO2mnjTu/OEzOgySMvbN4ZKfleeKX1lRKRPeGy2xYdGSnZYlM4dOlvCLIbJm1grxP3pOwv1DZPG4ua74hBBCCCGEENKpzu+XTvjrWYJHvDhQlk9eJM3NRgf3qOAr4vuWj5RZJumqrq6RKf3HSdDpAP09IiBMti7ZIGf3n5TsdENUCnIKdDOuYBUnP7tdau5Fc3OzZKZlSEZKuqQlpRokp0p6clr7d0IIIYQQQkjPosroGanpUlVZZVuu74j7iglmCJ41bIpEh1zVNSbzR8+UFVMW634jmOUaYlKUV+iKj87wUweMl5ALwW7rAatnLpeAExd0unmjZsi2ZZtkjs80t/QdgdG+iguLpTC/UAry8jVR4ZFyMz7B9Z0QQgghhBDS0xRIkSqzYyAsu3J9R9xTTKorq2Xi+2OUTPi7ltXV1MrIVwdLmH+I7gA/9o3hknQ90RVeVlQivm/7SMqNJNcycPH4BVk2aaH+G53g0bzL+HulBJy86Ba3s6QrEytW27MLI4QQQgghhDw+3FNMyopLxeeVQXLhyFnXsvKSci0mGO4Xc5RMHzxRti7b6Arft36XTPxgrBYYc1leVq5MU/HQMR7fl05cKMFnjKZe6+d97CY+XSE1KUUbmV0YIYQQQggh5PHhnmIC8UCH9emDJsjKaUtl3ZxVej4SjKqFoYMR58bVazLhgzGycOwcPccJOr7HRcS41oEmXxjZC31MzGWh54N187Bdq7bKkokLpCD3weSCYkIIIYQQQkjvoFOd39FBPfD0Jd1ZHSNxeYaXFJVI4KlLiotSaukID+LCY3SNSktbh3kTDDEccjZIxX/wplgUE0IIIYQQQnoHnRITb2hqarJd7gQUE0IIIYQQQnoH3S4m3QnFhBBCCCGEkN4BxYQQQgghhBDS41BMCCGEEEIIIT0OxYQQQgghhBDS41BMCCGEEEIIIT0OxYQQQgghhBDS41BMCCGEEEIIIT0OxYQQQgghhBDS41BMCCGEEEIIIT0OxcQLWppb5fjiGNk/9arsnRJOvOTA1Cg5vSLONq8JIYQQQkjvhmLiBc2NLTLjH47I3L+/KDN/coZ4yfy/vyTz/+2kbV4TQgghhJDeDcXECyAmC54/KVN/dEwmPnuAeMm0Hx2X5W+cs81rQgghhBDSu6GYeAHFxFkoJoQQQgghfReKiRdQTJyFYkIIIYQQ0nehmHgBxcRZKCaEEEIIIX0XiokXUEychWJCCCGEENJ3oZh4AcXEWSgmhBBCCCF9F4qJF1BMnIViQgghhBDSd6GYeAHFxFkoJoQQQgghfReKiRdQTJyFYkIIIYQQ0nehmHgBxcRZKCaEEEIIIX2XHhWTirIKqa6osg3rDBST3gXFhBBCCCGk73JPMWlubpYTu47ItqWbZPOidZptSzfKgfW7JSM53RUv9WaKbFu+SbYu3iBXg664reNmzA3Z8/F2uXD4jLS2trqWl5eUydyR0yU1IdktflegmPQuKCaEEEIIIX2Xe4pJS0uLXDp+QY5sOSAHN+3VbFm0Xka/MkTiI+N0nLjwGPF9c4TsXLlVh499Y7gc2rxPh2WmZGj5wDoW+c2R0/tOuNa9aeE6Hd/8/iBQTHoXFBNCCCGEkL5Ll5tyXTx2TqYNniiNDQ2KRpk6aIIc33nEFR5yPkiGvzRAaqtrJfCkv6yf97FefjUoQpZMmK//jlR/zxs9Q+rr6l3pHgSKSe+CYkIIIYQQ0nfpkpjUVNXIhPfG6BoQfM9KyZDR/YZJelKaK05ZSamuNUm+nijRIVdl2cQFevmFI2dk48K1ugnXdCU2KTeSXGkelLTkVCnML7QNexi0NLdSTBwEYrLizfO2eU0IIYQQQno3XRKTi0pI/N4ZKTWV1fp7XHi0+L7lI6WFJa441VXVMumDsRJ+MVTqautk1fSlsnLKYlkyfp6k3UqVdXNXyfnDZ3Rc9GEx03WGxsZGXUtj1NY0SFLCLcnJzHF9f9jUVtdRTBxkmsrHZf3O2uY1IYQQQgh5nGjU3ULsyvQd0WkxaW5qkhlDJrn1C4kOibxbTKprZEr/cRJw6qL+jp3KTE7Xo28FnwmQFUpSqtTfmxaulaXj58vRbQelpfn+O92ktp+UkCgJcdclPuaa5vLFIIm4HO76/jC5HntNrkVdk9n/ckQmPXPYtqBNusbkZ47I/BePGfnrkd+EEEIIIeTxAOW4hGs3pLy0zLZc3xGdFpPY8CjxeWWQlBQWu5ahOdbYN0dIdlqWa1lNVbVM7u8n0aFXXctAUX6RTB88SQpzC7SM7FmzXaebNXyKrnmxxu0s6SlpUlRQZBv2sFj4winWmDgE+5gQQgghhPRdOiUmrS0tMn/MTF3LYV1eVVGpxST8YohrWeK1BBn56mAtIOYyVOOsnLZUzh48pb8vmbBAYkKj9N/bl2+Wc21Nu7oKO7/3LigmhBBCCCF9l06JSULMdRn6/EeSdivlrrCdK7fIuHdHyfXIOF3zMeG90bJ58Xq3OUv8j57TneDNdmZblmxQQrJJctKztPDEhj1YjQnFpHdBMSGEEEII6bt0SkxO7DqqJ1a0C0PnlqM7DumRtqYPmijHdhyW+ro6V3h6YqpMGzxBslMzXcvQHOzjGct0p3h0hO9qJ3gTiknvgmJCCCGEEE+yUjP03Hh2Yd0JRpK9FZeg+0vbhRPn6WRTrvbaj66SmZwhifG3bMM60+n9XlBMehcUE0IIIaTnwaiqkYHhetCigJMXJeJSmO5XXF5abhsfk21vX7HZrRn//WhuapYjWw/Iqb3H7zlyE1rgzBo+VRaMnWUb3p2c3n9Chr8woEekqK/S6c7vjyIUk94FxYQQQgjxjqqSOqkoBLX3BfOx2a0jJixKRrw0UIa90F/3Gx7x8iDj71cGy541O6TCQ1B2rd4mfq+PkBvR8W7L70VNdY0MV9swJu3uuEYCYjJ7xDRZ6DvbNrw7gZgMe76/Hl3WLpw4D8XECygmzkIxIYQQQrxj1XsXZPYvTsm0nx3pkOk/PybTf3ZUCtIrbNcRERAmPi8NEv8jZ/WUELmZORIXESPr564Wv9dGyLxRM91qTyrLKnStQlNj15o85WRkS2EnynFzfKbLIr85tmHdyZkDJ2Xobz7SE4rbhRPnoZh4AcXEWSgmhBBCiHcsff2szPjxKZn83OEOmfKjozLluSOSn2rfNOtKYLj4vDhQoi9H3hV2YtdhGd/PR/Z8vN21DM2yUANifi8tKpWaqvbvVsqKSqS+rl7/XVdTZ1tbUqvWlZeZK/W1Rry5I2d0KCaQIogTJvj2DGtqbFL70j7XXlFeoW5u1lFXAvR5LlLhZpoLR892KCYN9Q2Sn5Xntn7iPRQTL6CYOAvFhBBCCPGO5W+e089Tu+esyaTnDsmkZw9KQZp9jYkpJuhn4hkGqZj8kZ+MeWO4nrsOy84eOCW+b45Q0lGqv6NGBbUcKLxb0167Eivj3vRxzXU3c+hkt6ko0GwLzafGqnWPfm2oTHhvjK61mTtqhiweN9cVD5QUFMu6Oav0fmDqCqQ5uHGvS3pAQvR1vV/4f/PCdTJKrXPUK0Nk4dg5kp3aPgcfwHQXc0ZM083VRr8+VE9ncXDzPhn+0gA3MUF/mPOHzsjE98fodY99Y4Qsm7hQstPd10ceDIqJF1BMnIViQgghhHhHd4sJ2Llqq+5zgtGy8P3ItoMy8qWBrmZZKND7vjZcj2hlTbdxwRqdrqzEEBjft0bIyqlLXOHobI90H89Yrvu5XDh8Vvze8pExrw6VFVMWu+KhlmWOzzQtB1eDr0h+dp5cUAIz8qXBsm/dTlc8TGMxQh3HmNeHyeLx8yQ65KpcOnFByclgmT1iqjQ0GOJUnF8k49R2xr8zSu1DoD7ueaNn6LSYXDzLMrLsyd1HZeTLg9X/x3StTnxkrEz8YKxMGTBOqiqqXPHIg0Ex8QKKibNQTAghhBDveBhigqkeRr08RNeA4PvxnUdkuBKOorYyGTqLI/2etTtcaaorq7RkrJ2zSn9H7Qjmvls9Y5n+DtmY0t9Ppg2cII2WvirJN5LEt61WwlwWej5YSwPmwzOXAUgJxMfs/4L9G/3KEFk7e6VubmbG279+l+5DY9aEYNqLMa8M1fP2mXFQ27Ni8mIZ+sJHrlG5MHwwBgM4sGG3Kx5A+NhXh0nw2UC35aTrUEy8gGLiLBQTQgghxDsehphgiF/UGqCJFL57igmmmZg1YqqMf3e01NXU6mWRQRFaZsxmXBAFq5jkZeXK0Of7y9717TUeJp6d37cu3Shj+w3XgoJ9BFfV+rcu3aBFxJymQouJ2ub1qGuutCDM/7IeBtgUkSUT5suE90ff1fTs/BH3PibXImN1uoOb9rq2CwJO+Ovt7Fu3yy096ToUEy+gmDgLxYQQQgjxjochJluWbJAhv/lQywS+e4oJOH/4rK5FuBl7Q39HTcnofsNcouIpJsnXE7W4+B91LwegZsWz8/vyKYt1HxTUsKC/y6QPfTUzBk9UcadLVprR9MoUE4woZqYFkcERWjBMYZnSf5wsGHP3PClnD55yE5PLZ4N0TYvZdMvcLv5eMHqWFhTPdZCuQTHxAoqJs1BMCCGEEO/objGpVWIBGRj3zig9ESOW2YlJQU6+LsSjFgE1EWP6DZedK7e6wj3FJO1Wqo5/et9xVxyTOUpMrPOYrJq+TMa9O0r36UATMKwfNCowEpcZzxST2PBo1zKA44OYmPOuzBw6SWYOmyItze3NvcAFJUlWMUF++Lw4SPd/wXbM7ZpY05IHg2LiBRQTZ6GYEEIIId7hpJigs7hnGJoxYbjgE7uOuJbZiQnASFqTlMRg2N0RSgRuxrZ3hvcUk7LiUj3h4vLJi1xxzOXj3h4pS8bPcy07tHmfbkqW3VYz0hH3FZMoQ0w2LFgjo18dqva/0C0eRgwb+nx7H5P0RCVPKl+Obj/kFo84B8XECygmzkIxIYQQQrxj8StnZNZPzuqySUdM+/EJ/cwtSLUXE0ywOPKlQXL+0Gk98lTS9UQJORckq6YtkTGvDtOdyevrjNoScGz7YRnx4gApzM13W0/ohcu6kzqG6cXQwNYJGCEm494ZKaumL3Ut27xonW7+heZcmAsl+UaizBo+RTfxsgoLmpBhpK35o2dqaaitrpXK8kpJir+lR9VqbjJqTdCEC53aUcNhpgU4PuwXxMWMh+1+rCQJI4thbpIdK7ZoecGoXKaYoEZlxdQlWopQe4JtYv6W/Jx8CTh5UQrV/9btkK5DMfECiomzUEwIIYQQ79g8IkiWvnhBFrxwqkMWvnhGFr5wWoqz7Ie3RYF9xMuDdA0G5vFArcFwJR4YMeuyEhT0+7DGP7bjsPiouJ41JuWlZTL+3VEy7nUfPcyuNQyTHGKUrhVT24cBhhAsGTdPSxG2C6HZv363nnF+3qgZbumjgq/IxPfHio/aT9S8+L09UgnDID23idkkyxQOTzFBjQm2EX/V6GOCuUkOb9mvjxHHOqbfMFnoN0ePPubz8kC34YIxf8rqaUtlmJIWDHc84f0xej/Hq33ISeNcJt5CMfECiomzUEwIIYQQ70DZpKmhc9xutV8H+mpgmF7MQwLQBCtbFbpRy2EXH/OIoNkX0nmGpd5MlsjACLeZ4U1uRF3T4dZlDXX1cl0JQ8CJC7qmBsuwbbMTvZWykjKJxXwnR87qoXpTE5LdhhquKq/Uo4FVlLrXDGHY36vBEXoIY+vyjKQ0CTp1SY/whWNFv5GY0ChXXxoTzBCPkb8CTvrLxWPntcih9sQahzwYFBMvoJg4C8WEEEIIIaTvQjHxAoqJs1BMCCGEEEL6LhQTL6CYOAvFhBBCCCGk70Ix8QKKibNQTAghhBBC+i4UEy+gmDgLxYQQQgghpO9CMfECiomzUEwIIYQQQvouFBMvoJg4C8WEEEIIIaTvQjHxAoqJs1BMCCGEEEL6LhQTL6CYOAvFhBBCCCGk79JpMWltbZWC7DwpyMmXWpvZO4vzi6Qot1BP629dbqarqap2Ww7OHTwl6Ympdy3vLBST3gXFhBBCCCGk79IpMcEU/yunLpFZw6fKbMWGeR/rafoRVqMkZfOidTLpQ1+Z/JGfLBk3T7JSMnQYpvDfvnyzLJu4UBaMmaWn+jfXeSUgXK+rvLTMtayrUEx6FxQTQgghhJC+y33FpKy4VAvHyT3HtGjU1dRKUV6hNDU16XCIx+wRU3WNCWpFIDDTBk2Q1pZWiQwKlyXj50ljQ4Mc23FY1s5ZpdOUl5bLjCGTJCn+ltu2ugrFpHdBMSGEEEII6bvcV0wOb9kvyyYusA0rLSqV0f2GSXxknGtZTnqW+Lw8UApz8iXwlL9sXLhWL48JvSpL29azccFaObR5nyvNg0Ix6V1QTAghhBBC+i73FZPlkxbKgY17tHycP3RGAk76S31tvQ67GXNdxr45XPKz8lzxKysqZcJ7oyU2LFqy07Jk5tDJEn4xRNbMWiH+R89JuH+ILB431xXfGzJS06W0pNQ27GGx8IVTFBOHgJisePO8bT4TQgghhJDezT3FpLmpWeaNnikzh0ySbcs2yo6VW5RoTJF5o2boPibXImLE9y0fKStql4Pq6hqZ0n+cBJ0O0N8jAsJk65INcnb/SclON0SlIKdAN+MKVnHys9ul5l40NzdLZlqGZKSkS1pSqibicpjERsa4vj9UklMlOSFZ5v7rMZn87BHbgjbpGsjHhS+f0Hmrsct3QgghhPR5MtMzJCs9U9JZXng0UecFFQhVlVW25fqOuKeYoB/JtEET5aCl2RX6kaD5VkxYlCRfT9Rigj4nrnAlJlMHjJeQC8GuZSarZy6XgBMXJCH6upabbcs2yRyfaW7pOwKjfRUXFkthfqEU5OVrYiOj5db1m67vD5u8rDyZ92/HKSYOMeXZo7LolZO2eU0IIYSQh09hfoGUlpToFjFVlZVSXlYuRQXtZbGuUFZSKpVqHday3IOAffI/fk6mDZkgN2Kvu4UVFRZJRXm5osKrfSXeUiBF6jyjf7pdub4j7ikmGOp3rhKIw1v3uy2fM2KaBJ70VxdYmYx9Y7gkKUExw8qKSsT3bR9JuZHklubi8QuybNJC/Tc6waN5l/H3Sgk4edEtbmfJSEuXYrU9u7CHBfuYOAebchFCCCGPHlUVVZKemCZpN1M69TK5I5D2+tVrtmFdZfnkRTL+3dG6rOoZhtY4aKVTnFd0Vxh5tLlvHxN0Up/8oZ+rX8mNqHgZ8vyHuikWLobpgyfK1mUbXfH3rd8lEz8Yq0fvMpflZeXKNBUPHePxfenEhRJ8xmjqtX7exxJwwt8Vtyuw83vvgp3fCSGEkEeHzOR0PYjRmH7DxeelQZqhz38ks4ZNUeW4QN3M3i5dR6yavlTGvzFKUpXg2IV3FsypN+KlgXJsxyG35bHh0brLwPAXBsiIFweqfe0v80fP1F0PrPHIo8t9xQTDBS/ymyMzh0yWpRMWyJSP/OTE7qOuiRRvKPOd8MEYWTh2jswfNVN3fI+zXAAYKnjFlEW6j4m5LPR8sL6od63aKksmLpCC3AeTC4pJ74JiQgghhHjHyJst8nLCl/JybGvHXPtEXo5rlay6u2sbTK5diZUxrw2TYapwv2/9bt2EHy+nQy9clsXj5snIVwZLbmaObdqOuBl7Q7+MrqvpWvMeT84cOKnFA4MsmcsuqfWOfnmITBkwTs4fPiMxoVG6+wDKm35v+0i1zUTf5NHjvmICGurrJfxiqASdumQ7U3tJUYkEqrDAUxf1EMLWsLjwGF2j0tLsPiM8RvkKORuk4j94UyyKSe+CYkIIIYR4x59cbpXvxYl8L/weXFFEiMRX2YsJmlz5vjlCpvYfJ5ltk2Z7gvJgbXXNXcsbGxr1S2nP5Z0FAy/ZLTdBeXL6kEm6qwHmzMMyTFEx5vVhsmD0LKksq3CLj325HnXNNTE4ebTplJh4gzkRY3dAMeldUEwIIYQQ7/hBWIt87/I38r0L6v+OuPiJfM+/VRKq7cVk37pd4vvacP1S2i7cEzTtR9+RDfPX6JFZJ33kK6umLnFrQQPQYmbt7JWu2gvUoKybs0oqSsvF/8hZWTBmlszxmS7Hth/SgmNNa5KakCwjXxokl05ccC3buWqrjHllqCTEXHeLSx4/ul1MuhOKSe+CYkIIIYR4h7di0ljfoPsPj3tnZIdy4ElxQZGMfXOELJ0wX07uPiqn9x3XI7SOenWopN5MdsXbuXKLkorBUlpotJbBtBH4jhFaJ7w/RvZv2C0fz1yupQjN/c10VtCXedSrQ6SkbR2oQcGgTBgl9n61LeTRh2LiBRQTZ6GYEEIIId7hrZigif3wFwfoUa+sy9Fn4+Kxc3Lp+AU92XZ0yFUlBYYI1NfV39XkKy8zR/cDObipfcoJ1MSg8zz6L+M7amRGvzJUN83C0LJmvBVTFut4pW3xTNAcC8KETvTmsqryKt2HZJGfM5N3k56FYuIFFBNnoZgQQggh3uGtmEAQIBSYzsG6HM20IAWo2RimpMHnlUF6dCxrHBM04y8pKNbz3m1csMa13FNMwvwv6w7rt+JuuuKA03uP6073GUnpbsvjwqNl1MuD5erlK65lxWo7WOfHM5a7xSWPJxQTL6CYOAvFhBBCCPEOb8UE0uDz8kA97O5tyxwhaNaFSbZrq2tl86L1MvQ3H+m5QszwksJiPXzv0okLZOawyTL+3VF6eOHNi9a54twtJiFaNFIS2pt7gYBTF1W8/pLsMSceppjwe3uk2o/2TvfVldUy4b0xan+nuMUljycUEy+gmDgLxYQQQgjxDm/FBLUdc0dO11LRUY3IzpVbZchvPpScjGz9vayoVGYPm6onPDy+47BcCQyXKwHhMvLVIbJp4VpXuo7ExDpRN8DQvxATq7BUlFboWpodKza7xcX0FfNGzdDDF3uOyEUePygmXkAxcRaKCSGEEOId3ooJ8D96Tsa97qOkor22w8ru1dvdxOTcodO6SVZKQnsNB/qfoCnX+nmrXcu8EZPLZwN13MRr7s2+wMk9x8Tv9RG6471nGMCoYXYzxJNHD4qJF1BMnIViQgghhHiHISZ3lIC0dszFT5WY3O5QTBoaGnTndxT20UckKzXTNTcJOsejc/rwF/q7mnJBCNCJ/XpUvGsd6CcySsnK5sXrXcu8EZMl4+fpoYjtRgqrqqzSo4ChlufisfN6/c1NTVJZXqn7sSyfssg1ihd5tKGYeAHFxFkoJoQQQoh3/Elws3wvRuR7od91TIQKDxO53oGYAPQn2bNmhxKOIUpCBsjk/n6678jo14fqZZj9vVoJAeLmZ+fJpA/GyujXhsrqGct006qpA8eL7xsj9Lwl5jp3rdqm5cEcLvjy2SAZp+TnlkctyPkjZ2WkkhpTWPKzcmWYEqGj2w+6xbOCdWBCSN9Xh8uYfsP0DPAYrQvig33gBIuPBxQTL6CYOAvFhBBCCPGOoLJWOVX6mZwqvn1fqprt12ElWcnBqb3HZf3c1bqmBLUe1yJipK6m1i1ebmaOHN6yX89DcnLXUV1rgRqRyMBwV5xrV2LlyLaDUldbp79npWTqNKiFMeOA1JspcnjrAbWOMv391N5jeqSw7LT2zvZ2lJeUSWRQhBzYuEc2Llirt4VJHO3ikkcTiokXUEychWJCCCGEECtNjU26Cdf80TPdRgkjvROKiRdQTJyFYkIIIYQQK+hnggkfg05dsg0nvQuKiRdQTJyFYkIIIYQQKxgCGE277Dq9k94HxcQLKCbOQjEhhBBCCOm7UEy8gGLiLBQTQgghhJC+C8XECygmzkIxIYQQQgjpu1BMvIBi4iwUE0IIIYSQvgvFxAsoJs5CMSGEEEII6btQTLyAYuIsFBNCCCGEkL4LxcQLKCbOQjEhhBBCCOm7UEy8gGLiLBQTQgghhJC+C8XECygmzkIxIYQQQgjpu1BMvIBi4iwUE0IIIYSQvst9xaSpqUnKS8qktKhESgsV6v/a6tq74pUWleqw1tbWu8KK84ukrrburuUXj52X9MTUu5Z3FopJ74JiQgghhBDSd7mvmERcChO/t3xk0gdjZeIHY2Rq//Fy9sBJVziEY9uyjTLpQ1+ZrFg+aaHkpGe7wnat2iZLx8+Xhb5zJDMlw5XuavAVmTVsspQVl7qWdRWKSe+CYkIIIYQQ0ne5r5hAQlZOWSyVZRUG5ZXSUFfvCt+5aqvMGDJJ8rPypKKsXInJIpkxdJKuOYF8LBk/T+pV/CNbD8i6uat1GqwDaRJirrvW8yBQTHoXFBNCCCGEkL7LfcXknBKTTQvX2oahtmNMv+ESGx7jWpadlik+rwySwtwCCTjpLxsXGGljQ6Nk6cQF+u/Ni9fL/g27XWkeFIpJ74JiQgghhBDSd+lUjcnkj/wk/GKIRIdESlVFlSvsZuwNGfvmcMnLynUtq6yolPHvjpK48GjddGvm0MlyNThC1s9dLWcPnpbIwHBZOHa2bV+UrpKRmi4lXjQFc4KFL5yimDgExGTFm+dt85kQQgghhPRu7ismN6LiZc3MFbJuzipZOXWxjH9vtFw+G6jDICq+b/lIWVG7HNRU18iU/uMk6PQl/T3kXJBsXrhOTu4+KrkZOTJDiUpeZq6k3UqVsPOXpSiv0JX2XjQ3N0t2RpZkpmVIekqa5kpIuFyLinN9f9ikJabK3H89JpOfPWJb0CZdA/m46JWTtnlNCCGEEEIeH1Bmr66qti3Xd8R9xcSTI9sO6qZaGJkLNSYQE4y6ZYZDTKYOGC+hFy67pQNr56wU/yNn5VZsgswdNV22LFovc0dOd0vfES0tLVKYXyAFufmSl5OnibkSJTfjE1zfHyb5ihwlWvP+7TjFxCGmPHtUi4mZv555TgghhBBCHn1QjivIy5famrtH8r0XXRYTdHIf8fJAXfuB4YPH9BsmyTeSXOEYWtjvnZGSdP2WWzr0N1kyYb5uwoXalzB/Q1zWzFqhw6xxO4tuylVUYhv2sGBTLudgUy5CCCGEkL7LPcUEzafQid26bO/anTK5v58emQu1GNMGTpAdK7e4wg9t3icT3h8jtdU1rmUFOfkyfchE13DB6ARvNgfbuGCNXDpxwRW3K7Dze++Cnd8JIYQQQvou9xSTxoZGPSLXknHzZMWUxbJY/Y+O8PGR11xx4iJiZPx7o2TphPmyyG+u+L09UqJDrrrCmxobZeW0JXJyzzHXMvQ/mTV8ipYc1KKguscM6woUk94FxcSgNLdaCtOqpCC1gnhJYWqlFKZXSktzi21eE0IIIeTR4b5NuTB3Scj5YD1L++WzQVJj04mlMK9Qh/sfPSfFBe79ReLCY2TTonV6Bnnr8pjQqxJ48qKUFBa7Le8KFJPeBcXEYMPgAJn54zMy6dmDxEumPndUpv38sFSXts+9RAghhJBHky73MekqqHWxW+4EFJPeBcXEQIvJT5SYPHeIeAl+m1N/RjEhhBBCHge6XUy6E4pJ74JiYrBxaKDM+PEp2zwiXWPKc0dk+j8coZgQQgghjwEUEy+gmDgLxcSAYuIcFBNCCCHk8YFi4gUUE2ehmBhQTJyDYkIIIYQ8PlBMvIBi4iwUEwOKiXNQTAghhJDHB4qJF1BMnIViYkAxcQ6KCSGEEPL4QDHxAoqJs1BMDCgmzkExIYQQQh4fKCZeQDFxFoqJAcXEOSgmhBBCyOMDxcQLKCbOQjExoJg4B8WEEEIIeXygmHgBxcRZKCYGFBPnoJgQQgghjw8UEy+gmDgLxcSAYuIcFBNCCCHk8YFi4gUUE2ehmBhQTJyDYkIIIYQ8PlBMvIBi4iwUEwOKiXNQTAghhJDHB4qJF1BMnIViYkAxcQ6KCSGEEPL4QDHxAoqJs1BMDCgmzkExIYQQQh4fKCZeQDFxFoqJAcXEOSgmhBBCyOMDxcQLKCbOQjExoJg4B8WEEEIIeXygmHgBxcRZKCYGFBPnoJgQQgghjw8UEy+gmDgLxcSAYuIcFBNCCCHk8YFi4gUUE2ehmBhQTJyDYkIIIYQ8PlBMvIBi4iwUEwOKiXNQTAghhJDHB4qJF1BMnIViYkAxcQ6KCSGEEPL40KNiUlNVrbEL6wwUk94FxcSAYuIcFBNCCCHk8aFLYnIlIFyObjsohbnuMpCZnCG71+yQHcs3S2xYtFtYUvwtObBhjwSc9JfW1lbX8sqyCpk/eqakJCS5xe8KFJPeBcXEgGLiHBQTQggh5PGh02KSlZIhw18aKKNfGarkI8q1PD4yTnzfGiFbFm+Qfet2yph+w+TYjkNGmrRMmTdqhpw/dEYWjJ0lZw+ecqXbsni97F270/X9QaCY9C4oJgYUE+egmBBCCCGPD50Sk5aWFlk5dYnsWLFZpg4c7xKTxoZGmTFkkhzZesAVN/hMgBKYAVJXUyuBJ/1l/dzVenlkYIQsmTBf/x0VEilzR06Xuto6V7oHgWLSu6CYGFBMnINiQgghhDw+dEpMgk5dlIW+c6SksFgmvD/GJSaZKRky6vWhkpaY5opbXlImY98YLik3kiTq8hVZPnmhXn7x2DnZsGCNVJRVyMyhk+RWXIIrzYMCMSnML7QNexi0NLVSTByEYmKwaVgQxcQhTDGpKWuwzWtCCCGEPDrcV0yqK6tk6sAJWiQa6xvF752RLjGJC48W37d8pKSg2BW/SsWf9IGvhF8MldrqGlkxZbGsmrZEFvvNlZSEZNmo5OT0vhNG/Fb3bd2P5qZmaWpqkqZGg6SbiZKbnev6/lBR+1Ff0yALXzhFMXEIiMmyfmft87uvoK6rDUMCZPqPT9rmEekaEJNpvzgs5YXVbvcOQgghhHQz6rmLVld2ZfqOuK+Y7Fu3S4O/G+oaxO/dkXIz5rr+jhoRiElZUakrfrWSkSn9x0nAqYv6O5prpSohKS8tl9ALwbJ88iKpqqiSrUs3yrKJC+XE7qOd2mkcXOKNW5IQd13iY65pgv0DJSI4zPX9YXI99ppcu3pNZv/LEZn0zGHbQhHpGsjH+S8eM/LXI7/7Ctfjrsmyd07K5GeO2uYR6RqTnjkk035+WK4GxejfrF2eE0IIIcRZUI5LuHZDykraHaEz3FNMMpPTZcTLA8X/yFmJDrmq+4+M7jdMj8yVk5EtqTeTZeybwyU7PduVBsP/Tu7vJ9GhV93WVVpUItMHT5T8rFzdOX7Xqq2SkZQms4ZNkWtXYt3idpa05NSebcrVzKZcToIakxVvnrfN674E+5g4B5tyEUIIIY8P9xQTDPW7eNxcPazv7BFTdUf3YS8OkOkDJ8jFY+elob5Bi0lEQFh7muu3ZOSrg6UgJ99tXR/PXC6n9h7Xfy+duMDVHGz7is1y7tAZt7idpac7v7OPibOwj4kBxcQ52PmdEEIIeXzoVOd3k6ryShn52hDdt8Rctm3pRt0h/lZsgtyIipfJH/rqfiStluZZmMNkyfj5uo8Ivm9atE52rtoi+dl5Mn/MLInxqF3pLByVq3dBMTGgmDgHxYQQQgh5fOiamFRUyiK/ua4+JqC+tk4ObNojUweM131LDm7aqzu9m+FoDjZt8AQ9D4q5rFDJxMqpi2XF5MVyev8Jl7B0FYpJ74JiYkAxcQ6KCSHEKepamqVWUdHcZBtOCPGeLonJvcCs7taZ3U3SE9OUyNy4aznAPCh2yzsLxaR3QTExoJg4B8WEkJ4hv6FOdpZli1/eDRmRHSejc+JlZv4t2V2eIyVN9+7z1azKEjVKAOzCuoP61hapv8/21halypv5cfJKdpTsKc2yjdNVChrrZXNxhqwryZCj5Xm2cbqT85WFsq44Xdar7Wc21LqWB1UVy9rSDL38Vn2VWxpCuhvHxKQnoJj0LigmBhQT56CYEPLw8VcF3n/JipSncq/I04XR8nRxrEFRjDyVHSG/yboqZ8vd+6GaRFaXysCcaxJSXWIb7iStimMV+TIgM0byGzue8Dm/qV5+mhwsz9QlypDsWClv9u6lqklUTZnOj2eqEuT51Pa+ug+Lweq4ny67ps8Nzpm5fHzuDflhzU29fG9p++BGhDwMKCZeQDFxFoqJAcXEOSgmhDxcEuur5EeqEP9kVrg8kR4iz94KlJfTIlTBO1yeunVJnki7rAvjP0oNkfjaCre0G4rT5GmE51+VsJquDTHaVapamsQvJ16L008Tg+5Zi7OkMFmeqU2UgVmxOp1dnAchprZcnkgKkKcLouT1tCu2cbqTkdnX5MmcCHkyM0wCqopcy8dkx8sz9Ul6+cGyHLc0hHQ3FBMvoJg4C8XEgGLiHBQTQh4ucwsS5amCq1pARqmCb2p9tW4qVauIri2Tf00JlSfTQ/XbeIRb036UGaVEIUoV1gN1od0a5jTFjfXy40QlBUqCfq32CX1H7OIBSNJpVXBvsQnzhqrmJomoLpWw2lK5XldpG6c7Qf4/mR0uT2aEuonJucoCmVmeps/TXoearRHSWSgmXkAxcRaKiQHFxDkoJoQ8XAZnxeoajyfTQySgsr2wa3K0PFeeyoqQn6hC74DMaN2fBOJyQxXM38lQ6TLD5AklDHvLsvUys4Yis7FW4uoq5GZbAT6zoUYOq3WhEF1mqe2AYEAkjqiw/RV5crwiX66pdC1qG2Yc1I6g6dLPk4L19v4h+bKEVBfLLbXuJks8gCZe/qrQfq66SE6rbaWq7VrDPclvqJWLKv5+tf3QtlofCM11tQ9xSrZyLU3G0K8lXa0P8pbXZH+PylLh6H9yoFIdi/rf2hekKySrbZxQ6feX58iNeiMPfXPibcUEXCzL17VewVV3N6mrVkKFpnbteZx3T7EqUMccUFUsh8py5UBZjs7PnHs0nStWeRGkzschFXd/abZcUOcq2yZ+Xdt1g/Oboo7PMxzLEIY4da3t4pnTVKevpYS2/jN5at3H1DGcUdspspwHnJ9wdQ51/qtwxIlV6Zo8JgU3r19sK1cJL5ZBfLG+/eo6xvUICbWm8SRFnedzFQX6/JxV/6fXd3ydYfuX1TqR9/tVHkXUlOnfkV3cxxGKiRdQTJyFYmJAMXEOigkhD5dp+TflqbxIeSL1sryVGSXBqgBb51GQy1IFQxQGS5sbdD8PFNifUTLypOIHNy9qnlZ/P6fkBQVDpPHNuS4/KoyRF1LD5ZgqKP4qNUyeQv+VomjZWJyu44RXl8qrWVfliZQgebo4Rn5YeUPvy7OpITI4O1ZvE/F2lmbJM9kR8sTNS3pbTyh+mBos/5wc4takS28nTW2nIEqvC82+fpIWIvPzb+nCqBnPBNL163SjoP/Dsmu6j81QJWonlRz9fVKQ/EitZ55Ka8a/Vlshz90KkB/lRMp7Ssqs62pRBc295dnyC7Xv2K4+FpX+Z6mhsqooVQlU5wqilUrs5uQnqv0OladyrsgPK67LU+pYlxUmi092nN5XTzE5owrGzyl5HKbCGz3OXYgSlZeRx2odqPUy8/g5lS/Dcq7pDv3W+FuKM1QeqjxRAoS4QMtgepisLky9q0C9syRT/iU9QklRWHt89ffP1XlYqva50ZLvCXVV8mxioN5Xz/zDdfVOhtovFfasyuObDe2d+Gfm3dTXEs43pOM3av+Qt0+XxMqSgiQdB9fkm1nR8kRyoO4bpY9TCfcPU4LlI3UtQSjN9UGWcR6fzb6izy8E41fqOkA6nDtcj69lRbntgwnya4r6zfxUnR+I4A/LIYsR+jwvKUySBo/rDLI1JMc4b4j7w7J4vf7+udfkZu3Dr3XrDigmXkAxcRaKiQHFxDkoJoQ8XC7XlOiC0hOqAIdakx8kBcoLquA3KS9Bv/HPbrz7jX+kkhcUyp5Uhd0fJPhrWUDBC3IRXFWs4wzPijNkQ8nEj1VhFFKCAhwKuXjzjYLic2qb6K+B7f5j0mV5UUnM06rAiL4uT5fEiZ+SG6xrkxIZiMMPbikxwfbU/yh0PqPiFreJyT4lL+h/AbnA/ryQEiY/wXaxTG17ilpXy+32QjVGuMK+oBCNff+n5MvyK1XwxXqfSwwyZEvt/wxVKDbTGH1MVMG3IPquPiYbitKMmie1ffTNeVGJGArY2J+n8qNkvmU992JqrhIqVUDGPj2RHCT/lhKqjiNIrSdSfggRVOv2FJMVhSkyvCDBlRcm8XUV8mzKZV2IRx7jGJEvuu+QzuNYmajyxRyh9XRlvlEjo/hHFReDDLypjvMplRc6v6sSZKXalrl+1IwgD59S8VGL1T8zWsWPVOfQOD8/rE6QhQWJlv2p1NfZU3lX5fV09/yDmLyaps6VCsNxX2+rJQKTkSfqesB+/1QJo76W1PWHuOHqWkQt2c/U9iG9yJtfqr9fUtfSD83jVOcRAweYUoXaEpxH87xDZnAtIq+Rv5A4bON9JU/1FtGrbmmWN9V+62tWHfNT6vz+P3XN6HOC/SmMkgVKKs34qGX6xxTjmsK2fq3+/rWKj7+x/n9WMmQVpscViokXUEychWJiQDFxDooJIQ+ftapQjYLrkzlXjP9VwckooEbIz1NDxTfvhq4tMONXtzTpN9TvZrY35dpTli3XVGHSbMqFjtpaElQBEAW/5YXJcqaqUNeWtCpBQLOfX2ZH6m3hzToKl0gbVl0qz6nCJwp6KPRhGZrrXFICZW3KhaYxKGA2q3VhFC4URrG9n6i0aPZVodKlNFTL22huhmNRx2U21UIB81VV4MY2nlDbn6MKz9h+UWO9Po6nVSEV+4yahdmWGpNYdcxPotCt8ukNi5ikqcLlj1FgVhL0S1X4DFOF5YrmRiVglfIyahNQ26PyIc5j8ABP9KhfEMS0y0oognVTJNRSQQ59c6/r/bUTk46aBe1Wsmbm8YoC5HG9zs/g6mJ5pi2PUaNl1pANyorREvOc2ldrU6+zFfm6JurNgmuyUBW8UTuE5SOUfCL+s0okomrLXPGxb79S180b+ddkrso/sxYH6zQL8W/YiEk/tUwfoxIhs/kamJqboAv3P0Atncqb+Xm35ExlgR4SGjUUqPH4x0xIb6jMUgKIZnZV6hxDJH+uzgfk8xdKfAvbmn0lQEzUNnDd4pp5NzNKMtQ5LFXnbB/Ov9qGFnWVD7jGzP3YoK5dXBPYTr/0SH0+S9T5CVQy/tytQC3PuM5QM4T4M1Ab2SaFc1W+obYF1zLkTg8qoeRkkpIuc/2PKxQTL6CYOAvFxIBi4hwUE0J6hkBVmByaEyd/jzfsGPlJFRBRoNIFKFV4ey4tVNcyWNMMz47VYXad300xwXpGZMW6hQFMfggZ8Jx3A4XwX6tCMNL9QolIYVtTo7LGBv12GzUH6PxufZOtC5Oq4Irtzbe8oQe6lkMVMlFAnNMmGVeVABgF5DD5t5Qw3dHfmgZv6HVNSyfFZF1xmlq/2r5avlb9bS4H6LeDgiwK1isLU93CPFmpCtp6uwo0X7KGocka3r7jfHiKSUe48thSuAZ4S491IY//ScmfOZwyajyQh08pKRunRMjoW2LUmNn1uUCzN5wPjFQ2Rp3vC0o8zRq2Kpshmr0VE0gpBlywpgNopgfpMPszmUACXkAtjFonmm5BPrDcFJMnUy/LjxRW+QBaWlUe4/owmyZiG69i/3B+lIhBoK1p0NxwvhLsE9VFal8atOT8WMkKpBg1cZ7y2A81UeqaRE0h+uhYwx43KCZeQDFxFoqJAcXEOSgmhPQsePt/qCJXJuTdkH9LDdMFYRQ8UWD8lSpEWft0DMEbdlVQg5iYBTgTU0xQoEShzRpmBbOyB9WUyMKCJBmgROe5RKOGBc3L0BSroK3Qhk7oaF6Ewv8/KzGx7sdilRbNpdAEB/0w0BF/Z2mm7C7Lko9VYf+JBFUIVQXED9sKtehDomVBiQeGIDbXYwLRQcEU+94ZMdFNjVRc7DMK9HvUdrF91L6gb8gPElVhXG0f+2amsQPzkaB2BXmKGgHP8IGZMbqw3FkxMcFgA4Eqj9HM6CN1zp5NDHDlMeQPb/0RD/uLPNHyg2ZuajtoOtVfpdmmjsmzWR8GM9DyadayqTxFs70PVfzN6vhNETDxVkzAGg/xs4KavNDaUllakCwD1bWE6wfNwnB9okkhrm3Ec4mJOkb0W7FKLsCAEDqf1fFcURKLZaiV+/tE1DKFyc/U/7hurWk8uVartoF8VnkJkd5eYlyPuxS4Pl9RwoR1oXlad49o191QTLyAYuIsFBMDiolzUEwIeXhgFCM0X0IB0m6UKXTE3q0KUWiqgwIeCo3+Ve21JvcVE93sJUyPAmUNAxiNa4ESil+khRmdxcvjtVigEIe32+iMj/lKOiMmE7Kv6/1A/xP8jw7jLtCpPe+qXj9qBxAfM8HjbTXiTs9LcK3HBE2odE2RitMZMRmWFafFQ28ffUHu2r5aVnldXkwJd6Wxw6yxwLC/GCnMM7yj4YI7ArPxzy9Mkp+lhbbnsZIR9HPQAqjy+B+UmODtPuJjhDNI3t9noP9GpO47gu3pv1Ve/SwzQhew0RQP8dFnZ4USr59nmvGNmjYj/hX5aUaYbCxKdzX98lpM1PpRsLemA9hv7Mc/ZiipU/F0h3QlS7hOIEqoMUN/JDsx+VeVF57DSg+yEZPkuipj3zNC5FcpIer6dZcZTy6p84PfDNIgz3XHd8t1gfOB6+uHpdfkgs1oeI8TFBMvoJg4C8XEgGLiHBQTQh4eaMKCwhv6Neg3xx5NmkzeS7uqC2oo9KE2wVx+XzFR8VH4RR8AaxjAaEoYJQo1BG+lR+qhabE/ZaqQrJvSqOWdFROMYqU7TasC4MTc63KoPFdPNAjQgR99JE5XF+nO2ogPUXoKx6MkYFjm3c3MNhan6e1j/zsjJuNylBipwjhqIWap+Oa2AWpnsP1TavsorJpp7JigJElvV60L6TzDMVwzCu6dFRPUkOg8VmneVWkxXPDN+iqdd8+nqIK32pZVTEzQLGqXkjefnGu6GdITbYVrbBf9PDybPqHT/Z7SbBmdG6/FEnmE+Oh4DtmMaetbg874up+IjZhAXjCbPmTBVkxUIR7bR55a04F1RWlGQV9di6+p9WIuFwwFjL5E72Wgo3qEvZio/XgtLcJtUARgJyb5zQ16pLYnlWz96GaA2/UHMBQyhp5uUNvE90iVDr8LCBIGdUDtknlNHFZgiGHUip2sufdQzI8DFBMvoJg4C8XEgGLiHBQTQh4eKFD+PDnYeEuvCn0YKtYzDua0+DWadKVDCtDEqL3GZLBFTNBvw5ruXmKCQhze2mO7P0oMFMx5YoY1tLTodvcoNFrFBIU33cFdSQEKv2i2Y6bRnZLbCqbWUaMAag2iVCG13NL0Rvc7wdvv9FD5WWqI28hIkLM3lSihgAxB6IyYYOQpvX1VAN5emulaDiBa0Wr7lZZ5OTriY4zshXOh1uPZxwSy8Av0MVH52RkxQefvX+k+OVd0PloLv6it+rlahsI3xAR9TNCJHMKBwvJFyzlG/xucWxSuzSZbkD0MfwzJOavin7ecX5zbWCUiKPDr+CofMTcIwjAYwJM3UWMSpgc2MGtSAPpZ/EztC9J0RUxQW2KM5hUpzyQH3SVNv4EoqWupIzFBLU1nxATH9XKqOiaIY1qIS3JNMCgA5vp5Oy9OQqtLpFiJzFP6WMPlN+r3Y40LYtR6cd33hvlMKCZeQDFxFoqJAcXEOSgmhDxc8IZfC0RKkDyVGKALWBhlCDUgB8tz5Y0s9N1An4NQ3R/BFAUwDJ2fISapwbKpJEMyVEELE9Uh7F5igsKufrOuCm0/UoW8IFWQw3IUMtGRXPdxUOtEgRoFPIShEzeaYiEN5sLAhH6pDdW6QI3JCJ/B22lVmPx5WqjefxScIQV67g9VmETYpjbxamm9Le+mG53l8VYfQ9diMsYz5fm6HwfEA4XjzooJRtPSb8dVIRxzgOBtOY4FMvERajnQHErlHyYrNNPYYQzvG6z3CZ2yj1TkarFC346h2C+1v0Zzos6ISZOuYcJx/0jJFyZYxHLsF+ZVMWozjKZcEBXkFc4vztmTah8wN4q5LtQCvAFZU3n/pBJUjNBWo0QL51CfY3W+MCeMGR+FbcxTouOrPDFHQ8NxoN8H5OOHatuQDHTQL1WCjH46iI987IqYYJ4UDA2M6/Bptc7TVcZ+QzZ2lGbp68hsymUK8IOICUB/JVwTWI5tRqrjwuhrqBH7e5XHOD+4NswaIj04BPJH5RkGZUA+Y39xDLoGSm0fwysjD8xtPI5QTLyAYuIsFBMDiolzUEwIebig4zNGG9JzQLTVipiFQxQqjQIa/g+XvR7t+1Fof7okxmieo/hRZrgcLDXejo9AoawwWhXKQnWzFWs6MCHnup6vA4VajF7kowqDb6jCrB7lCc2AVGES+wDpQHy8sUaHYV04TwrQE+ehkJvYNqoXOjxje7pwq9JBHMw5I7Cdf0kNVQXj9loDiNezat8wypI+PlVYxrGj1uMFNCmCgHiICd5yQwzQbAzDxZrLwTRVeNbzjygJwTweaJ6ma36w/eJYnccFbdJ2LxbkqTzFcah0yAfUeujhk9W+/TNqTNoKtPdrFgYwU7yZx8gryCL2G8eFZmcotOOtvlljZIwupgQAeazy8AN1PjDa1m/Q7EsfR4wMUYKEvkmIv1XJKAreT+UZwvR+RpSMVds0a1cQH83PzFHPIACDIFjqWjP6XxjzzegRwtT6USP2ZJo67+pawsz75nFMzrmh0qDjf7it3KHQj23hOCGtGAXuHVxLuJYhJugjpf6PqTE6mUNMtOApiUDTL08xGZCltoXrQp3LCEsTRTQNeyND5V+BMUIY8ggd4k0pRV7PcZv3pkyeVbKEaxb5geZzEKEnEtU1pK5zCPP9ZPVxgGLiBRQTZ6GYGFBMnINiQsjDB818phfc0pPM6doKVQDUhSkUjlWB7uWcKDlS1v5G3ARNeYxZv1VBVBXkUDg0h8sdkR2nCmqqAKrWYScmmNW9vypAPpFmvGl+ujRObxuF44X5SbpQiXVuUYVfM83R8nz5EWRCFQL1m2sV33wbjxoSTDT401TUqhgd6vXbf7X/H2ZFS5LHsMQguLJI3spRBVpVEMa2f5VhFBTxRlsX2lX6WfnuBU2MsIURuDzFBG/D0dEcNR3ID719LQBBMkTlRVaD+4hWHYGmbIvUelCjoM+DEgXICDqRby02RAAF5s6ICYb6xQhZWrpUQVjncdu6ML+IPseqcIwBDsw0W4rT5V8yjXOPY8AkjDiOHyo5mqTywhy+2QQzv/+rGV/tqxn/aSUI4/Ju6NGsrPFv1lXJq5j/RsXX14xK8/P0MF3jouf9yI/U4ukmJhj1TF1b6IxvV5BHf4/hKo9xDnXNSQlmWg/TI6KtLkptu54jdU0R4uO6xXnE8aMZ2N1ioo4hF9cfxMS9iSKu2/H5Cfq8ouZEC4a6Hn+izteCwsS7+mlhGO5XsyH96hyoc6cnZ1TX579kRrok/nGHYuIFFBNnoZgYUEycg2JCSM+RrApsGA0Kw/tCMNA3IEIVxiub756TwgRNrE5UFei355jHwuwUjJqMiPoKXTPh2VHYBBPvhan1b1OF273lOa55KCpVIT9cLUf6xLbJ6kwQZ68qnO4sy5IwtW7POUiyGmrkrNoPNOPBsKxmsyprHDT/MieCbFL7kK4K8HH1lWo/jfsOCslGwTxKFhUkudJVNjdJRHWJRNSV6xGmzOVWUuur9USSGL1qv9rPaLV9a1+KzoLjPlKRJ3ss+YJ5OXSeqrxB8yfPNHZAdEJUPm0rzZR9al1JdUYNFPqVGHlcKclty0xwvpBmryo4Ix/Rj8SsmbID+4LziIERtpdk6X4qN2vt8wegedrF6mItnadUXpk1SegDElFfrvK41K0PEfLUPO6Oap2Qx7jW0McHI3eZ5wc1bbiGkR5CgmXYPrYRXlsu8bUVrpnvTRAP2wIYmc4aZoLzc1Zd9/itXFC/mXvN4F6N60ZdM7gekZ8Xqov0aHh2cR9HKCZeQDFxFoqJAcXEOSgmhJDuBv1k0Czs9cxIGVOQIDGq0GgNn6JHxzLesu/w6MxOCHGHYuIFFBNnoZgYUEycg2JCCOlujJGcruj5JNDsCJ3EMX8HJu9Dv4wn0WdAiQn6D3hOKkgIcYdi4gUUE2ehmBhQTJyDYkIIeRhgJK1fpBqjSum2/6VxBugjge8ZYXKgl/QBIKQ7oZh4AcXEWSgmBhQT56CYEEIeFmn11bK6NEMPEfxmRqQGozktKk7RfUPs0hBC3KGYeAHFxFkoJgYUE+egmBBCCCGPDxQTL6CYOAvFxIBi4hwUE0IIIeTxoVNi0tjYKKVFJRq7cFBaVKrDPYdJA8X5RVJX2z4RkcnFY+clPdEYB/pB6G1iMuGZ/eL7d3tkbAf4/mCvTHxGxX3ugIx/ap99HAXWY7d+Oyb8UG1TrXfs/zXWPwHrN8OwP2rZmL/dLX5PIMxjvWo/xqn9GPmXO3V6fHcL7yIUEwOKiXNQTAghhJDHh/uKSVxEjCyftEgmfjBW/N7ykbWzV0pVefv40xCObcs2yqQPfWWyYvmkhZKTbnTwQtiuVdtk6fj5stB3jmSmtE9sdDX4iswaNlnKittnwewqvUlMUOif/OODsuLN87L6vYuy+l1/Nz5Wyxa9dFrHHf/0fpn+iyOyCmHvucdZ/sZ5vR6rYHQEpGS8YulrZ2XNB2r9L6r1t8kFlkM2sM3Nwy/Lgt+cMsRFLdfpVTzIysx/PCqnl8XLLr9wLUtanCzb6AoUEwOKiXNQTAghhJDHh/uKSfTlSC0nlWUVknozWUa9OkQObNjjCt+5aqvMGDJJ8rPypKKsXEvMjKGTdM0J5GPJ+HlSX1cvR7YekHVzV+s0leWVOk1CzHXXeh6E3iQmY/5mt2wfHSrffH1Hvr3zneJbF998dUfTWv+5LFfiMvIvdkr8+Tz5+ss7cudrxDHjf6e/bxgcKKPV+uy2Y2X0X++W0N2p8tXn3+j1f9b6pawfEKDTQjoCNyfJV198I/h88enXcmFNgqvWBnKEGppbgYU6/NzqG8Y2KSZeQzFxDooJIYQQ8vjQ5T4mqDFZMmG+/hu1HWP6DZfY8BhXeHZapvi8MkgKcwsk4KS/bFywVi+PDY2SpRMX6L83L14v+zfsdqV5UHqbmOwYE6oL+W6f79r+V5/v1N9rPrikm1bl3axuW+r++e7b7zolJghf9Y6/fP3FnbaUxmfbqBAZ9r+3yZoPL+nvxal1smXEZWmp/UyLz4q3zstYtX3I0akl13SclNBi8Xtyr5YVu211FoqJAcXEOSgmhBDSOQqb6iW2rkLi6yrdZkon5GHSJTHJSs2USR+MldALl/X3m7E3ZOybwyUvK9cVp7KiUsa/O0riwqN1062ZQyfL1eAIWT93tZw9eFoiA8Nl4djZtn1RukpGarqUeNEUzAkWvnDKoaZcqhD100Oy5JWzsuRVg8Uvn9FNqUoz6rUA1Ba3yLSfHZZxT+6TnPhKvSxoa5LM+fVxtzSTf3LvplxopoW+KKkRJXodJWl1+n+Iz1afyzLwD7fI2RXX9bKLG27JB/9tg8SdztHf9066IoP+aKtuNvb1V3ekoeK2zPrVMaOPic22ugLEBE3Z7PK5L7FpeJDM/InRbI94hxaTXx6RhvoW27wmhBBisLM8R57NuSLP3AqQ2KZq2ziEdDf3FRN0fN+7dqfMGzVDN+NaPX2ZKyz68hXxfctHyora5aCmukam9B8nQacv6e8h54Jk88J1cnL3UcnNyJEZSlTyMnMl7VaqhJ2/LEV5ha6096K5uVmyM7IkMy1D0lPSNFdCwuVaVJzr+8MmLTFV5v7rMZn87BHbQlFXQf8Na0f2YX+yXdZ+dEk32cIHEuLz5zt1cylTTA7Pjpb3/vN6Gf6n22XUX+7S6e7X+X3UX+2Snb5hOn1lXpMcnBGl/8ZHi8n/2CL+627q7/5rb8qHv7dRoo9n6e/bRoaobeyV8uwGLTKoTUHnd7vtdBXk46JXTtrmdV8hIzVNVn1wVqY868yACn2dyc8elmm/OCwJUYmSrvLWLs8JIaSvk5mcJouTouUHuRHyRHKQHE2+oZfZxSWks6DMXl3VNcm9r5i0tLRIelKaJMXfktDzQbpvyM7VW6W1pVWuX72mxQSjbpnxISZTB4x31apYWTtnpfgfOSu3YhNk7qjpsmXRepk7crpb+o7AfhTmF0hBbr7k5eRpYq5Eyc34BNf3h0m+IkeJ1rx/O+6YmFiBXKAWIim4SAvBZy1f6toQs4mWKSYRB9Jlw6BAWdc/QOb883EdPv7pfR2OkIVRtCb96KCUtdXC7J18Rac1PxCTIf9rq+weH66/p0eWyfx/OyXV+c3y7bffyYLnT8mVgxk6LFCJ0vA/2yF+T6rt2Wyrq0x59qgWEzN/PfO8L5Cfmycff3Repj573DaPSNcwxSTtRqbOW7s8J4SQvk5Bdq6sSIuXH2SGyg9uXpSzWSl6mV1cQjoDynEFeflSW1NrW67viC73MbkSGC5Df/ORlJWUSUlhiYzpN0ySbyS5wsvVcr93RkrS9Vtu6dDfBH1T0IRr3ZxVEuZviMuaWSt0mDVuZ9FNue4xhPHDwKmmXJ6M+ds9svLtC7pjOj7Xz+dp6YBYoMakILFGL7d+6stuS9C2ZC0lWk5s1jvyL3fJqaXxOn6hWgdqWbaODNHf8YGYoAYE8pIWUaqXoWYEfV3OrroheydG6GVZsRWumpJpPzvSvm9eDBnMplwGm4YFsY+JQ6Ap14xfHpWGWjblIoSQe7G9PFueyomQH9y6JJENlbZxCOlu7ikmqKUoyM6X5qZm17J963bJmDeGS3VltQ6fNnCC7Fi5xRV+aPM+mfD+GKmtrnEtK8jJl+lDJrqGC0Yn+MtnA/XfGxeskUsnLrjidoXeOsEi+oeguVXUUaP5FDqdmx3aEYYRsyAgxSl1uuN5/s1q+fIzQ2DwCdicqEfc8lyv3w/2ytz/d0Kaqj7VzcPQkR7NtLYMD25LKbr2ZcSf79SSMeXHh2Tb6BA5MjdGD0O88IXTuuamte5zXXtzcf0tqS1qkfrS2xJ1LEsPYYz+L57b7Szs/G7Azu/Owc7vhBDSOdYXp8mT2RHyREqwXKq6f0sWQrqDe4pJY0OjbFmyQZaMny8rpizWc5GMfXOEhPuHuOJgKOHx742SpRPmyyK/ueL39kiJDrnqCm9qbJSV05bIyT3HXMvQ/2TW8Cm67wpqUVDdY4Z1hd4qJr5/t1c3mfqk6QstC7nXq3RzKXRaN+PgOwQFzb0gLBhFC8MJ41NT0CyTlVS41ZpAdv5yl6vvCJqCobM85i4xR9fC5/iCWN3BXs9x8vR+JTi7ZMSf7dDbyE+o0nG2+oTI2VVG5/iMq2WSdsWoWcHQw3ZC1FkoJgYUE+egmBBCSOdYUpAsT2WHy5MZoXK6Mt82DiHdzX2bcjXU1Ut06FW5ePS8BJy8KCWFxXfFKcwr1LO4+x89J8UF7pYdFx4jmxatk6Ym96HnYtQ6AztYX2fprWKC5laBmxN1YR+f/VMjdQ2KGY7+J6iZgDygBgUCMuLPd0hmdLmO31z9qe4XAnEBkIux/3e37rR+M8CYd+Renxv++UYner3+/XrbYXvSdBj6l2B9pZn18t1336ntnJS5/3JC/12Z2yRTf3rIaNJlOZ7OQjExoJg4B8WEEEI6x+z8W/KkEpOn8iLlYJkxUTYhD5su9zHpKqh1sVvuBL1RTFATotvEV3yiRaC6sFmm/r0xRLAZBzO7Y2hhzCWCWhCMyDX17w/puPhUZDdqYcFkiGhydWhWtJ4ZHkIRsClRWus+07Urtxs+1/9/fvsrnQ6fz1q/kpBdKW2jeylJUtswR/AqSa/XtSiTf3JIakta5M4338qsXx2XGargd+fOd1JX2ioz/+HoA3eGp5gYUEycg2JCCCGdY0J2vDyVHSFP5V+VXaVZtnEI6W66XUy6k94oJiP/apecWBSnRQAfNL2yDseLplvoB4K5TUJ2pcrBmVFybEGsa5QufND3Qw8drOImhxTrZeVZDVpoULsy7edHXEA09rR1aMcHEjJGpYOUID36pEBkMPP7yrcuaFHBfpQqScFn1TsXZFm/8/rvouTathqcB5tokWJiQDFxDooJIYR0jqFZMbrz+1O5V2R1UaptHEK6G4qJFzgtJmgChdoRTFqID2QATaVQ82HGwazvEJOOPjEnc7Qc+D2xT9eyZMdV6OUVOY0y5SeHdNMubMcE86JYZ5zfMiJYNyUb/9R+XSuTl2DMMA/58WmTEvQjMfulYEZ4gJG7UDPDPibeQzFxDooJIYTcnxbFexlR8mRWuK41mZnnPrIqIQ8LiokXOC0m45UozPqnYxK6J02PyHVg2lUtEhANMw76fEx67oDsGheuR8LCkL6JwUVy5WC6bPG5rEfeMqUDndir8pq0QKBj+hg9qpd7bQaaXS164bRcPZwpEfvTZcFvTullqC1ZPzBQyrMb9XLsh1kTovu4qPXvmxIpCRcLFPmyY2yo3jY62VvX3xUoJgYUE+egmBBCyP2pbWmRV1MjdMd3yMmY7Gu28QjpbigmXgAxWfibEzLtuaMyCcLgNaowpQr/o/58p/j82Q4Z89e77OP8cL8OQ7xxSgZ8/3a3jPw/O2SsEg+kn6QKZKP/aqfsn3JFS0ldUYvM+uVRFXfP3etTcccrEcH2sI4JSjiwDGGTlQBNQ2d2yBGWq20b6dr24a/UPqCfi9oP7A+Wua27i0x/7pis6HfWNq/7EhQT56CYEELI/clrrJd/TLosT6Rd1nLyRtoVabndahuXkO6EYuIFEJNF/3pcZjxzRKY8ve/hA1l4cq9MVliXT3pij0x+aq+UJ1aLfPmNbB8aJGP/fIdbnM6AdUxUMuO5fiuT1T4Au7CuMvOZo7LytTO2ed2XoJg4B8WEEELuz436SnkqKVCeSAzQcvJPySFS1eI+miohDwOKiRc0Nt+WZw+UyR/trpE/2lbyyPCHW4rlT3aXyZs3PpNfX2mR399QKH9oE+9R43/urZNfHi23zeu+RHeKCZrjoRkehoK2C8dyPyWi1qZ798Ncpx2e68D6zaGurcut4WhGaO1X5Q0UE4P8hlb5qboXPHf1U3kuQv1PvCP+joy91WKb14Q8jmBCxSczw/Ss70+kBMlzNwMkpb7aNi4h3QnFxAsaWm7Ln0R8Kt+L+Fa+F6z+f5QIUpxtMcDfdnEeNSJF/i7qU9u87kt0l5iM+ds9+n/0PUI/IojDxOdUmAICgYELIA0YAhpz02A5JtbUcoF4Husz0+FvDFeNwRKsYBnCsB30i8JcOhiUYeY/HtXbMffHBFKCSURXvo2R3s65hT0oFBODjLpW+V7g5/K9cJHvhdwh3nJN5NdRbOZCeg961vcsQ0x+kBQgTyo5CeDs76QHoJh4gRaTYBT8v5LvXVD/E++4/I38XRgf9t0hJhj44PiCOClOrdMjtGEyzoUvnNaiALnAgAYnFsZJQWKNNFV/Ki11n0tJWp1c3HBLpx/31N01HEi74PlTknOtUg9HXZbpDpYVp9TJ2o8CZMT/2SGbhwVLfkK1WvdnUphUKzvGhslYi5xgNLhTS+Pl22++lehjWXoEOm8GUwAUE4Os+tvyHy6q39ilT+1/e6RrKMF7MYY1JqT3MCbnmp5cEU25fnDzkp5kcWNxum1cQroTiokXUEwchmKicVpM0DRq0Yun3SbSxAfDTqOWBDUZwduT25aKfNL0hXzW+mXbN9Hz5aB2w3NENyxb/f7Ftlgdfw7OuKqHwb7d+IV8+dnXEr4/Xe58/a3en0UvnxbfJ/bq/VjzwUX55us70lj5icz/zUljlDfL9h4EiokBxcRhKCakF1Hb2iIvpoYpMYmQ59X/v04O0ZMsjsyKs41PSHdCMfECionDUEw0TooJZALNsa6dy9WS0Fzzqf7/m6/uyLr+AXpumtm/Oi6fNhsiciuwUE/EieZWmVHlellT1ScyTYmFbvplWTdqWqb/4oge1vrovBgXGEbanD/nu2+/082yMHEnPlePZMqHv7dR4s/l6e+HZkbJ0P+9TTf9qsw1hrbeMuKyrj2xbutBoZgYUEwchmJCehGxteXyVGqwnlhxfXG6TMi9IU8XRsvPkoKlrKXRNg0h3QXFxAsoJg5DMdE4KSaj/3qXbBgYKHe++VYLBppm4WOKyYg/2yEr3rog3975Ti8/Oi9WBv3hFhn8R1vk8k6jFuV2/ecyE8NNP+kuJuhjgn4hI/9yp56oEwxTkoGO62VZDTotmm4N/7PteoJOfIK2JsmAP9gsIbtS9Pcjc6L19uJOG+KE8FF/tUsJlWU7XkAxMaCYOAzFpFuobmmW4NpSOV2RL2dIt3O2skDOVRTIqOw4PXfJE0pObtVVyvGKPC0pT6Zdljn5t+RCZaFteuI8uPYj68qlqbXv3l8oJl5AMXEYionGKTEZ/7TRwR19QPA5sSjONcu/KSaQCtR61Jfd1ssxIeeSV8/K0tfPSaMSGXziTuXI2L/b06n+Hljf8YWGhOBzeFa0DPz9zbKvbU4dTMY5/E+3S9qVUv19zYeXXLUpOfGVulM+RgSzW/eDQDExoJg4DMXEcfIb6+X1jKvGBH+qQIwha8nDA31K3kq9Is0tLVLS1CD/kBysZ4B/Mj1EC4tdGuI8Or8VPkoWMeml3W+lt0Mx8QKKicNQTDROicmov9wl+6dd1YX+6oJmXeDfPyVSfzfFBP1E0AcFcoBO7/igj8knjV/ov6+fz5cpPz54d22JDePbRt8qTa/XaetKWmXazw/LGLX+mf94TKryjaZakB98ICcr3jyvt9WKWhkVBzUukCBda9LBkMJdgWJiQDFxGIqJ40xB86GiaKOAhoJwigL/k+5HFYR/nhEu4dWlrvNxqCxHfqiWa0m0S0OcJyXIJeXo47O9NNPtN9JXoJh4AcXEYSgmGifEBDUP03+uCuRKSPDZMyFCBv7BFt0RHR+IydoPL8nov9mja1aG/cl2CdySpMPMD5p/+a+7Kb5KFCAddtuxApnYNU6V2No+AZsSXX1FfP9uryx66bSE70uTlLASOf9xgu7HYtbmbB8TKqveuaBrZxIuFui+Jxg62Fs5oZgYUEwchmLiKNmNdfJMYoBuPoQZx9G86GJlofiTh8K5qkJJqqu667zEKFFBmF0a4jy45k9V5ss/JRti8lJquNT1wSZdFBMvoJg4DMVE44SYjPrrXXJm5XVd6EcndtSWjPyLnbrAj49ZYwKZQA3FpQ235KvPv5HvvvtO4k7nSEZbx3d8oo9n6aGB7yUJCEPfkqxYo9M7RvXCSGC6CRjiPKfkRIVjHzAC18A/2CyXdxj9TDAiGIYSxkhdGLkLo3Lhc2b5dd1HxnNbXYFiYkAxcRiKiaMcLM/RQ9Vigr/j5Xm2cQjpKywpSJKnCq7KU8lBEldbYRunN0Mx8QKKicNQTDTeiglqGsY9uVfXTOCDZlJoRlVT1CKtdZ/rZRCQpqpP9dwmq97118vwOb8mQdeeQCLizxsjZ+GDoYXR7AvrRg2K5whdGPlrvYrz7bdGJ/prZ3K1VHgOMQzQSR5zmOBTlFyrR/dKDTf6nKwfGKj7uGA9lXlNMvlHB3W45zo6C8XEgGLiMBQTR5mUc12eLoqRnyYGSX5jnW0cQvoKodUl8lRaiO73s6s0yzZOb4Zi4gUUE4ehmGicEBPMAZIUXKQL+/f6oLbi9HKjZuXrL+/IrH86pms1hv7v7W7CgpoWn/+zQw8lvFSJAzrMYzvYHkbQwgSOaIKFz7d3vtW1MZAVt317TsX7v3tk7v87oYctRg0NJAT7igkZ8Zn3ryf1jPGftXypJQoz0HvTGZ5iYkAxcRiKiWPUtTTr5lsQk/czrkpLK58BpG9T0FQvv0y6LE8VRsuE3Ou2cXozFBMvoJg4DMVE40RTLtQyYGb3TUODXHz8wUVX8yk0mzq5+JqOd2KRMYoWalHOrryu5OOQnlckbE+qXi7fiRKNS3o0raBtybpzPDquI864p/fpzvPL+52TLz75WkfHHCbo42KKiwlqWdAkLP1qmY53dH6MXifCilJq9bLFL52WaT87LF998Y0eKQwTM3rWznQFiokBxcRhKCaOkdtUJz9KDNRiMjvvlm0cQvoSrYq30yPl6eJY6aekvbmPyTrFxAsoJg5DMdE4ISaonUBNA5pTmQz+n1tl/1RjVC58Vr3jL0P/eJvM/9eTUlfa2rZUpKHiE9dEjPjc8M/XooHmXemRhlQ0VX6iO69jG2jiFXs6Ry/HBxMsYkQwz31CvEubEnWc+HO56vtuLUaoWTFnnkffFkzyiE/k4UwZ8zdtfVQeEIqJAcXEYSgmjhFdW6ZHI0Kzld19sNkKIXZMyUuQpwuj5B+TLkteQ61tnN4KxcQLKCYOQzHROCImNqAjOmpOMMN6UVKtbpIFsUCNx5JXzkjsqRzdD0U3o6r/XMoy6vXoWVN/ekinxehdmGsEH/QJQVr0ZUHzLsgE1psYXCRTfnp3LcfYv9trDA3c9KUUp9bppmAQHQgU4qKWJOJAuu73AimKPJShl3lTWwIoJgYUE4ehmDjG6coCeTIjRMvJxaoi2ziE9DXWF6VpWX82KVAS6itt4/RWKCZeQDFxGIqJprvEBKB5lTnxorVjOjq0o0YD85CgX8eMfzBmekdtBuJCXlDD8vWX32jWfmTMgaLTqzTmeiErdp3VEY4aFkyoOOsfj+l4SGemxzawvik/MZqRoTZFS4kZ5wGhmBhQTByGYuIYm0sy9DDBT9+8JDfq+lYBjJCOOKOE/amcCHkyM1SCqopt4/RWelRMaqqqNXZhnYFi0sugmGi6U0wwezuG9rUb+hed2CEVuiYE4oI4iK8EBmJiNrG6uP6mbqo1wZq2bZ12o3CZIBzr6WiyRmP7+zT42y5OV6GYGFBMHIZi4hhz8xNdI3IVNfXt3ykhJldryuSJ5CA9n8nhslzbOL2V+4pJfV29RAaGy/blm2X36m2SEHPjrjiZyRmye80O2aHixIZFu4Ulxd+SAxv2SMBJf2m1dOCpLKuQ+aNnSkpCklv8rkAx6WVQTDTdKiYPAGo7UJOBfiBBW5OMZajN8Ij3KEIxMaCYOAzFxDHG5V6Xp0vi5NfJoX1yMjlC7LhVXyXP3gqQpwqiZFNxum2c3sp9xeTsgZOybvYq2bt2p6yevlSGvzhAwi+FusLjI+PE960RsmXxBtm3bqeM6TdMju04pMOy0jJl3qgZcv7QGVkwdpacPXjKlW7L4vV6neb3B4Fi0sugmGgeNTExQZ8QNO3So2152cTqYUExMaCYOAzFxDEGZ8UoMYmVt9OvShOHCiZEk9VYJ79IDpanC6NlccGDv8B/HLmvmNRU1bh9X+g7R5ZMmK//bqhvkBlDJsmRrQdc4cFnAmT4SwOkrqZWAk/6y/q5q/XyyMAIV7qokEiZO3K61NV6N5ESxaSXQTHRPKpigmZaTjWxelhQTAwoJg5DMXGE+pYWeTPNGBZ1eFasbRxC+iKlzQ3yrymh8nRRtEzLS7CN01vpch+TNbNXyvLJC/Xf2WmZMur1oZKWmOYKLy8pk7FvDJeUG0kSdfmKK+7FY+dkw4I1UlFWITOHTpJbcd5nNMSkML/QNuxh0NRKMXEUiolm07CgR1JMHkdMMakpa7DN675CNsXEWZSYvBTLe5W3VLc2y8upEVpM0KTLLg4hfZE69dt4JQ2/jZg+99vokpiUFZfKyFcHS8AJf/09LjxafN/ykZKC9hEDqiqrZNIHvhJ+MVRqq2tkxZTFsmraElnsN1dSEpJlo5KT0/tOGPFVwd5M1xmam5qlqalJmhoNkm4mSm52ruv7w6amvkn+9HIrxcQplJj839AW27zuM6jre8OQAJn+45O2BW3SNSAm035xWMoLq93uHX2NtOomiomThIk8H4W8bbwrr0nnKayvlX9JvixPFUXL5Ox42ziE9EUa1L3ljbQr8pQSkyGZMbZxHgvUc7elpWu1y10SkxWTF8ncUdPVxhr19+iQSC0mZUWlrjjVSkam9B8nAacu6u9orpWqhKS8tFxCLwTLcrWOqooq2bp0oyybuFBO7D7aqZ3GwSXeuCUJcdclPuaaJtg/UCKCw1zfHyY3YuIkJua6/NHFevWw/9z+4UW6RsAX8heXauW6yt/rKn/t8r23cz3umix756RMfuaobUGbdI1JzxySaT8/LFeDYuR6rH2e93YSomPlQtRN+e0LzfI9/0/sf3ukawR/Lb8MLJdb0TG2eU7uz43oOAmMjZWfJlySv80OE9/4UEmIitP3f7v4hPQVrkejjHlNXrsRLH+TGy6v3wjSy4Bd/EcV/JYTrt2QspJ2R+gMnRaTbUs3ycQPxkpJYXvtSPL1RBn75gjJTs92LcPwv5P7+0l06FXXMlBaVCLTB0+U/Kxc3Tl+16qtkpGUJrOGTZFrVx6sbWlacmqPNuVqZlMuZ7n8jfwg3D6v+xKPah+TxxE25TLIYVMuZ0FTLvYx8ZqMxjp5NjFQDxf8cXF7k3BCyG0ZkBkjT5fGyWtpV2zDeyudEpMDG/cq2RgnleUVbssryyu1mEQEhLmWJV2/pZt7FeTku8X9eOZyObX3uP576cQFEhsWpf/evmKznDt0xi1uZ+npzu+NFBNnYR8TDcXEOdj53YCd3x2Gnd8dIa2hRp65FaDFZB3FhBA3TDF5OSXcNry3cl8xOX/4jPi8NFCCTgdIZnK67ieCuUcwIhfCty3dKBPeHyO3YhPkRlS8TP7QV/cjabU0z8IcJkvGz9d9RPB906J1snPVFsnPzpP5Y2ZJjEftSmfhqFy9DIqJhmLiHBQTA4qJw1BMHAFi8tTNS3oekzUUE0Lc+CgzWp4uj5eXUiNsw3sr9xUTzDcyZ9hU3eRqyoBxMnXgeE1upjETZX1tnRzYtEemDhiv+5Yc3LRXd3o300Nmpg2eIFkpGa5lhUomVk5dLCsmL5bT+0+4hKWrUEx6GRQTDcXEOSgmBhQTh6GYOEKqEpMnbl6UH5bFy+qiVNs4hPRVPsyIlh9W3pAXWWPiDmZrB+igbsU6i7s1nnUZSE9Mk5s2s8WDxgajE/2DQjHpZVBMNBQT56CYGFBMHIZi4gg1Lc0SVFUsFyoLJV1Jil0cQvoqsbUVcl79NiJrymzDeyud7vz+KEIx6WVQTDQUE+egmBhQTByGYkIIId0CxcQLKCYOQzHRUEycg2JiQDFxGIoJIYR0CxQTL6CYOAzFREMxcQ6KiUG3icl5xbk28LddHBOEdyU+MNN0hF1c6zIr2OaZ5nvH6SwUE0II6RYoJl5AMXEYiomGYuIcFBMDx8UEhfvTqpCvCvv/OaBV/iCo1ViOgj8EwDP+WbVc8X319x8Ft6o0atn95MQUjY4wt4P/1bp/y79Fr19vy3Mf1PffV/v4D9Gfyu8Fqn1Femt4V6GYEEJIt0Ax8QKKicNQTDQUE+egmBg4KiaqUP87SgIG3PpMgmu/kdLPv5XKL76V5JY7Mi/rC/mv2M45JQdmfCUrfxt2W7YVfyXZn9yR5q+/kyoV/3DZ1/K7l5QkeEpEW5pxqZ9LdMM3ElbnTqjiav03siLvSy0hv6v25eP8L6VM7Qf2ZX3Bl/LfLql1mPKh1vU/lJSktN6R+q++k79W+6LlxXObXYFiQggh3QLFxAsoJg5DMdFQTJyDYmLgqJiogv7w5M+lo8+ekq/k35tiouL+4uonSkS+awsVqfnyW/n0jvH9z0M7kIRTzXKm8msdp6NP7iff6lqbBdlf6u9Hyr+W81VGmiW5Xxg1OkpOvq/Wf7LCWD4+7XO9T3dtr6tQTAghpFugmHgBxcRhKCYaiolzUEwMnBaTuVlfSOFn38p89f8b1z+V7cVfiakeyjvkL1ErocTgv15qldTWO3r5jeY78k9Rn8j/DGqVv1BC8i+xn8rvWms2rJxrkZ+puLPV+me1MT3jC1lb8JV8/a2xpQNl6r6r4qWp9WOb/0lt609CWnUYtvVbWM/JJhmnZASfE0pOtAR524wLUEwIIaRboJh4AcXEYSgmGoqJc1BMDJxuyvXHl1t18yhdK3GyWX7bv0UKPlV20Pb5ydVP5HsnmuSNG5/p75998508eUUtO9qka0N0uvvVXEAiEMfkWJOMTDEkA2ryzzGfyPfVdouUIH2i1v876vj+u9oneEvG7Tu6Odmzaptfqd3Cvv0B+pZ424TLhGJCCCHdAsXECygmDkMx0VBMnINiYuB453f0CzH7hqj/ISZoWoXP53e+M5poKWHZWGg0s4puVKKghOZvwm7LExG3dUd0LRudrb1Q20DtirmNG0135N+dNzrTJ7YYNTJPqvX+SAkRPmjS9e8tYb+OVccNGbKu0xsoJoQQ0i1QTLyAYuIwFBMNxcQ5KCYGjouJlVPN8sK1T6Wt24iWgt+CtCjxCKn9Ri8r/PRbiWm4I2adCgRjbvaX8lsQk87IidrGoMT2fi0+KZ8boqHwa2uqhQ741V9+p5t1/TL6E1mTb0gRmoGhtkXX1ABTqLyBYkIIId0CxcQLKCYOQzHRUEycg2Ji0G1icrZF/r+AVj0iFz6t33wnz1xRDxbUhpxtlphGQ0zw+UqJS1KTMTKW+RmS1CYYdus2UeKC2o9rKi0+GHlL17iobWupUXxw8zPZX/qV7Cz+Sn505RN5q60JWUDNN/Jf1f7NyvhCjlV8Lctyv9T9W7xu0kUxIYSQboFi4gUUE4ehmGgoJs5BMTHoFjFRYvDvlBSctIyeNSTpM6NWQoc3S2yDISZJSlz+IuS2fP9Mi/xF2G0p/syoOwlS4qBrMO5Va6LE5aX4T3V8fCAXbjKDtPgO2TjRJP8ruNUYkvjLb3WTstNt+5fe1gkf/U90fxPrkMZdhWJCCCHdAsXECygmDkMx0VBMnINiYtAtfUyUmOwo/koX9vGZmdk+RK+Oo0QB847gowVEy4NafqZZjpUbsnC96Y78NvYL69Pr9JAFrEsJBGo+8Pn0m+/kb8PbamSs8YBK/x/U/9ENhoA8H/ep7nCPT6BK//2TzbpWBZ8Pbn3eLlAPAsWEEEK6BYqJF1BMHIZioqGYOAfFxMBRMVGy8H0lAWvyjUI++nRMSldSctwy4hYEQ8mDKS4ln31nbB/hanlAjSEmEBbMMwKp+MPgVvmzEPVQsm5LxcWwwV+3dU7RQ/5CSjxrWNpqTVbmGf1K0OkeI4B9dMto0rU6T+2f+j4l4wv9Xc9nQjEhhJBHDoqJF1BMHIZioqGYOAfFxMBRMVFiMDa1vSN6XOMdefnap9Iv/lM9PPC7CZ/J0+hnogr+H7SJAT7TlBT80aVW+fDmZ/JZW095iAKE5v+Gf6Lk5Vtp/Oo7eUWtR8tH27b2tdVy4POvcZYwK2pbr8Qb27rZfEf+i79adqLZNVzxXrWO7x1udHWIH4y+LRQTQgh55KCYeAHFxGEoJhqKiXNQTAwcFZPTzXqErXt9Quu+0QX//6q2aTatwqflm/aO71fqv5H/igkWVbz/p4TD/IwyR9xSAvJMpNEUCx8MEfzbqBnxrC052yJ/FXpbzygP4XkG86Ug/blm3d+k7qtvda3OhoIvpeXr77T8/GmIl3OaUEwIIaRboJh4AcXEYSgmGoqJc1BMDBwVE1Wgn5rxhR5xK7rhG4ltvKNrTUyuKeZlf2kU/BWQgy1FX0nm7W+l4otvdb+SBSr8v1xqkwMlEWbndlSk/BSTM6JWRPHq9U/1OqPUdvrd+Ozu2hJIiloHZp6/raRnqGdNiApDXxOkr/ziO7mqZOifY1QeYLvW9XQViom0tN6Ws8W35VDRp3KooJV4i8rHCyX2eU1IX4Ji4gUUE4ehmGgoJs5BMTHojs7vv+Xfoic49ATL3Wo10KldCQWG7f0fSlL+HcJ1jUZbuAo7WGY019pRou6lVmlQ68E6jfV0LBMYAvgvFXqdnjUqkBm17PcwEhfCPOXmQaCYSKMSk9+7pPIyRnR+EC+JFSXxrIUjhGLiBRQTh6GYaCgmzkExMXBcTAAK+ffCMz6kwVMclCT8uG229txPv5X/ruRFj9xlTdfR+qxgvfeqBUF6O2l5UFRBkmJyW/40WOV5MJ9/jqCef38bSjEhhGLiBRQTh6GYaCgmzkExMegWMXECJRM/j/pENhd9JT8xm3DZxXvUoJhQTJyGYkKIhmLiBRQTh6GYaCgmzkExMXhkxQSgFgNC4m2/j4cJxYRi4jQUE0I0FBMvoJg4DMVEQzFxDoqJwSMtJo8jFBOKidNQTAjRdElMqsorpamx0TasvKRMSotKbcNKC0ukvrburuWXTlyQjKS0u5Z3FopJL4NioqGYOAfFxIBi4jAUE4qJ01BMCNF0SkwqlZDsWr1Nxr4xXJLib7mF1Snh2LFis0z60FcmK1ZMXiw5Gdk6rL6uXnardEvHz5dFfnMkKzXDlS7qcqTMHDpZyopKXMu6CsWkl0Ex0VBMnINiYkAxcRiKCcXEaSgmhGjuKyZZqZkyd9QMWTh2jvi8Mlhuxlx3C4ewTB88UfIyc3StybJJC7VwtLa2Kvm4IovHzZW6mlo5vGW/rJ/3sU5TVVGp49yMueG2rq5CMellUEw0FBPnoJgYUEwchmJCMXEaigkhmvuKSVpiqsSGR+vmWOPfHS0J0fGusNLiUhnTb5jERcS4lmWnZSqBGSRFeYUScNJfNi5Yq5fHhkbJ0okL9N9blmyQfet3udI8KBSTXgbFREMxcQ6KiQHFxGEoJhQTp6GYEKLpdB+TkoJi8X1zhJuY3Iy9IWPfHC55WbmuZZUVlUpgRmmZyUzJ0DUjaLa1Yd5qOXvwlEQGRciCsbOltcX7H2BGarqUKDmyC3tY/NnlVoqJU6gb85Ph9vncl9g0PEhm/uS0bUGbdA0tJr88Ig31ffuBX97yCcXESSJEXouzz+u+xP+5rPKCYuIM6vn3A76YI6TzYoIaEE8xQVMt37d8pMzS6b2mukam9B8nQacv6e+XzwXJ5gVr5eTuo5KbkSMzh02R3MwcSU9Kk3D/ECnOL3KlvRctSmSyM7IkKz1TCwmIDI2Qa9Fxru8Pk0xFshKv/3mpQb4X8IX9jYZ0jcAv5a+CGnTeArt87+1kpqfLqg/OypRnj9kWtEnXmPzsYZn288OSEJUkmWn2ed7byUpNk7DELPlt/2b53sVP7H97pGtcviO/Dq2WnJRU2zzv7RjPv3T54wD1/Avk888R1PPvL9Xzz8xfzzwn5HEjMzVDl9mrq6psy/Ud4ZWYXLsSq8XEKhcQk6kDxkvI+WDXMpO1c1bJhSNn5VZcgu63snnROpk7croUFxTfFdcTiElhXoEU5OZLXk6uJvpKlCRcu+H6/jDJV2Rm58kfBzbxxuwUQV9pMTHz1zPP+wL5ubny8UfnZeqzx20L2qRraDH5xWFJuZ4heSpv7fK8t1OQnStRGQUUEycJuSP/El4rhdk5tnne28H9OSsnn2LiJHj+BTe68tczzwl5/MjTZfbamlrbcn1HeCUmqAFBH5Pk60muZeUlpeL3zkhJuu4+elfgqYuyePx83Sl+/dzVEu5/WS//eOZy3RfFGrezwMhKvBjVywnYlMtBLn8jT7Apl2waFiQz2cfEEdCUa8Yvj0p9bd9uylXazKZcjhIu8iqbcrEpl5OwjyUhmk6LSVVFlfi95SOpCe0S0tTUJFMHjpedq7a6lh3ask8mvj9GaqqqXcsKlTFh5K6sFGO4YHSCDzkXpP/euGCNns/EjNsV2Pm9l8Ebs4ad352Dnd8N2PndYdj5vXs7v59vwy7MBOHn2v63C78XnUmLsHuFI/1Zdfx2YQ+Cev6x8zshnRCTjOR0WTltiSzynSM+Lw6U2SOmyoopi6Uwv1CHx4ZFybh3R8nSCQtksd9c3bQLfU/M9M1KXlap9OhjYi5D/5NZw6fI/vW7ZfH4eZKfnecK6woUk14GxURDMXEOiokBxcRhKCbdIyYQgTNqnR2Jgxl+uln+vX+L/KdL6vvZtmX3kgiTtrTfV3//LtJiG+q7W1r8jWVaPNr+9lz3uWb5HfV7+rOQtt+VNexBoZgQormvmBTmFuh+If5Hz+lajkvHL8j5Q2f0pItucQ6f0fE8O7PHhcfIpoVrtaBYl2OkroAT/lLUJjgPAsWkl0Ex0VBMnINiYkAxcRiKifNiAmlQBf7RKZ9LYM03crbqa/lfaCqtlplx/oOi3/XP5FDZ1xLfdEduNd+R8yreezc/M+LdQ05+S4X9KuZT2V78lUQ1fCPJLXckoPpr8U39XP4d4iCtAsIzLeMLuVr/jQTXfiNj1f78lhmO/882yx8Etkq0WkfJ599qObHu4wNDMSFE0+mmXA9KQ32D7XInoJj0MigmGoqJc1BMDCgmDkMxcVZMVMH+2YhPtAhYPz+IUIUUs7nU6WYtDB19fJI/N2o3PNcNlPS8Fv9ZW8y7P2vyvzTESLEwx9hGRN03knX7W/33cKwb4ZATtT9Hyr/Wy2dnfSHfR62KKS3eQDEhRNPtYtKdUEx6GRQTDcXEOSgmBhQTh6GYOCcmqqD/t2G35UvDAaT56+/0/1/c+U7+NtxdTLYUGbUdA299Jv8c/YmSiC/l67Z0CU13dI2KboJlXT841Sx+qZ9LWusdXSODtPi/qW1b9V99J78f1Cr/zr9Fij77Vj5X2/5t9fdPr36iwy8rYdJiotYDAcLnYvXXxrbstvcgUEwI0VBMvIBi4jAUEw3FxDkoJgYUE4ehmDgnJqrA/7OoTyS19Vt55/pnMivTqLG4S0wU/13Jw28pYYAgaFTaVCUb+OR/+q38XiCaflnWbXK+RX4voNXok4J0qFk51iQnK42aj8/Utv4m/BP53Uut8uk330mJkhOk+eswQ0xuNN+R751slqcjPpFPVHjlF9/KHwerbUFWPLf1oFBMCNFQTLyAYuIwFBMNxcQ5KCYGFBOHoZg42pQL/Tr+40VV0D/aJJPSOxYT3WQKUgEhUKLwV2G3pe4ro9YjoOYb+T6kpKNmVViOdEiv+G/q95DYYkhN3iffyu9iH5SYVHzxna4x+Y9KYiBM+EBgflvtR4ISFHxeiVe/IwiO3XYeFIoJIRqKiRdQTByGYqKhmDgHxcSAYuIwFBNn+5hAGiAVSjbMfiS2YqLiPH/tU1mQ/aWszP1SCj412nGhI/wPPON6crZFnov8ROartItzvpCEJqM/S7aSkv8Xq34XSlq+r1id/6Vefl2tM0eFQXt+Gf2JLFHbw2dJ7he6tsUUHDblIsRZKCZeQDFxGIqJhmLiHBQTA4qJw1BMnBUTk/uJiRKB4Fqj+ZX5QTOspUoaUONxTzE51SzL2+TC+tlb+rX8UVCrkVYJEmpK0JwMfVlCar+RF5S0vBr/qY4bVveNDv8g4TPdv6X/rc/ld/G74qhchDgGxcQLKCYOQzHRUEycg2JiQDFxGIpJz4iJEgDUmExX4rBcicFVJQ/m51rjN3oY3w5rMNR6UGOCtKhx8a/5Wr4xWoHpDu9Pmdsym4u11eD8vlpnzZff6Y7yf6Pi7C/9SqfBMnz8q77RHeU7bELWWSgmhGgoJl5AMXEYiomGYuIcFBMDionDUEx6RkwAvqOvCPp4KHk43daBHZ8xKW3D+iIexMJTUvDd7Gei0i+z1KBsLlLHYd2W+vu3VHzUkuDz2vVP5ZkrRp8TbPP/UzIS0hb267amYG7b6ioUk0eC6spqyU7P0tRUVdvGKS8p1xODNzY22obXVNVIcnyi5Gfl2oaTe0Mx8QKKicNQTDQUE+egmBhQTByGYuK8mEAKjjXJxLR2Mfmz0FYlEE3ttREo/APEhWSo+OPa4uOzPK9tPhIV/z9dapX/EqDSm2mRBkKi0yqON2mhMD+YqFGv04yv4s7NNsRlV7E6RhXfHCoYTb2+d7jR1R9lWNJnxrrNY3kQKCY9Smtrq55IfObQyTLk+Y9kyG8+1H+fO3RaWluM89La0iqn9hyTie+NkREvDZQFo2fJrbgEt/W0qLgrpy0Rv9dHSGRQhFsY6RwUEy+gmDgMxURDMXEOiokBxcRhKCaOigmGAP7jy7flfyuZQH8RfL5UYvKrmE/UNlrlP100hgnGhIbv3/xM/vRyq/x3JR3PXflEz/5uft5KUIJwskn+Lvy2Xp7Sckd+cvUTLQ2jUj7XNSp/HnJb/ntgq/xlSKucUzJifuaodbtqPVT8f1bSgsZaKa135D/jt6PWCwHBZxUE6HCTbCky9lXPPM8ak8eaoNOXZNTLQzQT3h8j494ZaXx/ZYgEnPTXca5diZUxrwyVldOXSvCZAPF5caBMHTBe6mpqXes5seuIjOvnI3vW7nAtI12DYuIFFBOHoZhoKCbOQTExoJg4DMXEOTE526ybbDV89Z20fPOdq98HPp8qOcG8IVPSlTScbZHCtlG4WtWy4s+MEbPMz9Hyr+U/oLZDScXbN9pnedezth9v0hMi4oOaGKT9/Nv21BjVC6Kja0zUdv5nUKuUfP6tfKU2h0kWdW2I2s8fXrmtt1muwiakfi41X3wrjV9/Z8xpgrR2x9dZKCY9RkN9g0wbNEFJxzD5eOZy3YSrorRC5o2eqUVkyoBxuibk0OZ94vfaCIkOidTp5o+ZKSOUnGSmZOjvCTHXtczMGTFNr9O6DdJ5KCZeQDFxGIqJhmLiHBQTA4qJw1BMHBWTvwy9LWWqsA85qf3SmMAQYEZ2LBuXpuTiVLO8oYQjtuEbPQmi8gstKNm3v5XpGZ8btRpoonWmWdeq4IM4P41SYqHSYk6SwJpvdBosh/SUqm2uyf9S/tgclUvtD+ZC2dPWwd03VQmRtYmWWr+vEhLsm/onWbfvyEvX1G+qLa1XUEx6jBtR8TLshQFaMhItTbMCT12UkS8NluEvDtB9Sg5s3CNjXx0mMSFXdfjSCQvE58VBkpuZI7U1tTL5Iz8Z22+4S1TIg0Ex8QKKicNQTDQUE+egmBhQTByGYuJ4H5P/qK5PzLxuh57tHfGUdHxf/f8nIbflBxGfyP9W//8HhKEZlVljof4+XGbUjuxVguGSBvx/vkX+KLhVz3ny50qG9EzwSGvGUeHfV+v7x5hP5B+i1W8FNTBmn5O2cMT9zwGt8mdq27+N35QTUgIoJj1GwAl/XTMy8tXBUpRX6FqOGpARSkqGPd9f0m6m6OZe4/v5yIndR6WqolImvDda/N72kfq6Otm6dKP4vjbC1eyLPDgUEy+gmDgMxURDMXEOiokBxcRhKCbOd36HWHSEpxygZgRCgP+tYUoyfnzVGDkLza3+0FIT0p5WgWU6fdtyTxAGYbGu24rer3uEPwgUkx7j5J5juiZkvBKN0qIS1/K0W6ky/IX+ui9JdOhVqSgt102+ICpj3xyhw8IvhkiY/2UZ97qPbFm83m295MGgmHgBxcRhKCYaiolzUEwMKCYOQzFxXkycQAnFq/Gfydmqr+XXMepatzbDetShmPQY6DsCMZn8ka9Ulle4ludkZGkJGfnSILl8Lkgvg7gEnboop/Yel5QbSboZl2+/4TJ98CSpKCuXS8cvyLxRM2XllCUSeiHYtS7SeSgmXkAxcRiKiYZi4hwUEwOKicNQTB5NMTExa0Xswh5VKCY9BiQDYoKmWWXFZa7lWakZMuyF/jL8hQES3davxI3WVpk3coaMemWwpCemypn9J3STsBVTFsv0QRNl9MtD5GowhwzuKhQTL6CYOAzFREMxcQ6KiQHFxGEoJo+2mDjZxOphQTHpMS4ev6CFAnOToJO7uTw+Mk53iB/6/Ed3zVcC9qzZrocGPnPgpJ7jBEMM+745QofdirupR/natHDtXenIvaGYeAHFxGEoJhqKiXNQTAwoJg5DMXm0xeRxhGLSYyREX9dNtnxeGiRRl6+4lh/dfkhGvzpUxr87yq2JF7gSGK5rWVZOXawnZ0QTLwjM9METdXhWaqaWmtUzlrmlI/eHYuIFFBOHoZhoKCbOQTExoJg4DMWEYuI0FJMeA3OOTPrIV9dwzBw2WW5EXZOIS6Ey5o3h4vv6CNmzxn2yxMLcAvF7a6SMe3uk/hvLKsoqZHS/YeL7llFjcjMuQca+Nky2L9vklpbcH4qJF1BMHIZioqGYOAfFxIBi4jAUE4qJ01BMepSoy5Ey6rUhuhZkzKtD9f9g5pBJbkMI11bX6okVx742XCKD2vuPoNZk1+ptevmySQtl6sAJ4vPyILkZe8MVh3QOiokXUEwchmKioZg4B8XEgGLiMBQTionTUEx6nMRrN2X7ss0ye8Q0PXniiV1HpLSw2C0OOrNP6z9ejmw76LYc1NXWyck9R2XJ+HmyYd7HEhcec1cccn8oJl5AMXEYiomGYuIcFBMDionDUEwoJk5DMXksaGxokJqqGtsw4gwUEy+gmDgMxURDMXEOiokBxcRhKCYUE6ehmBCicUxMKssr9ayYdmFlxaXaMj2XB526JJnJ6Xct7ywUk14GxURDMXEOiokBxcRhKCYUE6ehmBCi8VpMGurqZffqbTL5Qz+Fr6ycusQ1DjRGOti7dqcsHT9fFo+fJznpWa50sWFRulORdfr/rkIx6WVQTDQUE+egmBhQTByGYkIxcRqKCSEar8UEw6hNGzRBj9lcpiQDnX5mD5+qRyiIComURX5zdHu8g5v2yoYFa3Sa6spqmTVsityIir9rfV2BYtLLoJhoKCbOQTExoJg4DMWEYuI0FBNCNF6JCabux7jNMWHRrmVZKRky4uWBUpxXKAEn/V2zXsaERsmSifP139uWbdQ1KWaaBwViUpjfPozbw6ZJ3ZgNMfla3VhaibdcvkMxUWwcGiQzfqTE5BlVuCZeMeVZJSa/OCI1ZXc3Je1LZGsxUb+xS5/Z//ZI11Bi8lJs375XNSsMMeHzzxHU849iQoiXYnIr7oaMfXOE5GXlupZVVlTqWTLjImIkMyVdZg2bLLHh0bJx/sdyev8JPavm/NEzpaW52W1dnaFZpWlqanKRdDNRcrNz3ZY9TGoamuT3/Rvkd6JEfifsDvGWGJE/D7LP64cFrjFcm3ZhD4uPP7ogi34ZKLN/fpp4ybxfnJepf39IygurbfP6YdHa0mq7/GGRWtUkvxP8ufzOFd6rHCFe5NdXGmzz+mHR0tLSo/eq2sYm+QP/evmdaF5TjqCef38a0LPXFJ5/nuWsh81bMY3yp1e+kj8NbCDecrlV/ja4QfJr7fP6YYDrya48fy+8EhNIhu9bPlJWVOpaVlNdI1P6j5PgMwH6e+Cpi7Jh7sdydPtByc3M0bNq5qRn65qVq4ERUlLYuT4mOMDEG7ckIe66xMdc0wT7B0pEcJjr+0MnNl72Xb4mO4Kvy44g9T/xjsvX5UCITT4/RKLCIyUyJMI27GERcCxELuy7LOf2BhEvOb83WC4cuCzXouzz+mEQHXFVwoNCbcMeFtHR12QnfmPB8fa/PdI1Qm7IsVD7vH5YXLkcLlFhkbZhDwXz+afu27Z5RLrGI/L8u9LDz789wddkXXCCrAtQ/xPvCIyXDep/3P/t8vphcF2RkZphW67vCK/EJP5KrBaT4vwi1zKIydQB4yXkfLBbXLBh/ho5d/CUJMXfkrmjZshG9R0zaJZ2Uk48SUtO7dGmXKT3kZuVo35EDz5SHCGelJWUys34BNswQh6U1ET0scy3DSPkQcjNzpH0lDTbMEIehLKSMkm41rXZ770Sk5yMbBnTb5gk30hyLasoLZNx747U8mGNixqURePm6iYN6+etltALhrismrFMAk5edIvbWXq68zvpfeRl51JMiKNATFDbaxdGyIOSlpRKMSGOkpfD5x9xFohJV59/XolJY2Ojrh3ZvWaHa9mx7Ydk/Hujpaay2rUMNSrTB0+UjCTDxJdMmO+qUdm4cK1cPH7BFbcrUEyI01BMiNNQTEh3QDEhTkMxIU7z0MUERIdcFb93fGTllMWybOJC3Rk+MijcFd7c1Cwfz1gmx3cedi3DaF1zRkyVgxv3ykK/ubrviRnWFSgmxGkoJsRpKCakO6CYEKehmBCn6RExARiV68z+k4oTUpDjfqOMC4+W9fM+lsaGRrflkUERcuHwWSnMfXCxSL6ZqH5IxmSOhDhBbmY229gSR2EfE9IdJN9MkvxcPv+Ic6CPJfru2oUR8iCUFnf9+eeImNwLzP6OyRbtwrylorxCamtqbcMIeRAweENVZZVtGCEPAu6B5aVltmGEPCgYmp/PP+IkxvOv0jaMkAehsaHrz79uFxNCCCGEEEIIuR8UE0IIIYQQQkiPQzEhhBBCCCGE9DgUE0IIIYQQQkiPQzEhhBBCCCGE9DgUE0IIIYQQQkiPQzEhhBBCCCGE9DgUE0IIIYQQQkiPQzEhhBBCCCGE9DgUE0LIA9Ha2iplxaVSV1tnG056L02NjZKRnC611TW24b2J6spqqSgrtw0jhBDiLBSTR4imxiYJPhMo8ZFxtuGkb1KUVyAh54NtBaAwt0D2r98tuZk5d4V5S8BJf7lw+KxtGGhUhdPJH/nJqb3HbMO7wrUrsXJ4y35pqKu3DSed52rwFTm994ScOXBSLhw5K5eOX5CzB0/Jmf0n5dzB01JaVGKbrivkZmTL8BcH6m3ZhXcWyC32K/hMgG34o8CWJRtk3qgZ0tLSYhtO7s+VgDAJvxhqG0bIg3Az9oYEnboktTW1tuHk8YVi8ggRHXpVfF8dLj6vDJLS4lLbOKTvEXjqogx/YYBkpWbcFXZL3Zx9XhrULTK7ePw8mTtyhm0YaGxokHFv+8ixHYdsw+1A4e7isfOSeO2m23JIyejXhkplWYXbctJ11s1dLZM+GKul0eeVwUogBsjED8fKpI989bLEePe8fxCyUjPFB2IS5J2YtDS3yLRBE+Tjmcttwx8F1s9bLdMGT6SYPCC4VnD/GvXyYEm7lWIbh5CuUF9br+5pvjLhjdEScMLfNg55fKGYPEKsnb1SZg6bLCNfHcwfG3GBmouhz38kmSnptuE9VWDCdse/O0pO7DpiG94Ro18fKke3H7xrOd6eey4jXaexoVE9uOukob5BDmzcI2PfHCHlpeVSX1evlzlxvWSnZenCprc1Jo8DGxesUfflKRSTB+TQpn1KiH3F720f2f3xdts4hHSF6JBI8XtrpEwdMF7XZvLZ0bugmDwioIZklCqwxYRFyYb5H8vcUdPdfmwoUPgfOyepN5NdyxB++WygXIuMdS0D1ZVVcuHIOdm1aquc2H1UivOL9HI04UDzjrKi9tqYuppaOXvglORl5urvBTn5Woqam5slMjBC9q/brQrGF3VBx0xjgsLJ8R2HZd+6XRKo4mAfPeMQ70GNyZDffGhbY4IC5/lDZ6S8pMxt+bWIGDmwYY8c2bpfyorLdAHyVpzxpry6okqfc/O6ADh3WE9mSvs2okOuaszv5jKs9/S+41JSWCyTPvR1ExMUfiMuhcm+tTtl75odEno+WNesIAz9UU7uOSZj+g2TJRPmy9n9p1zrT72Zoq8hXHfmugBqgg5u2isH1u/W1yPesJthmcnpuokbCuJoCoT9wvdmS5y+zrHth8T3LR9paDsHnkQEhOmmgEe2HZCUG0l3heN84n6we/U2ObrtoORn5enl+O0Pe76/xIRGyc3YBOOa2HtcyizXIa4P1I7h3hGlChL71++RC4fPSE2Ve7+UiIuhd9X45Wfn6Wtl78c7JCHmuhTkFkjQ6Uu6uSvC0Swo6nKkW5prEbHqfhh0VyHlalCEHNS/hQN31dTZgRcAuK9B6tCPZsuS9VpMzPXi94hmJNY0aKrkbe1RbwT3FbzZPnfwlJxS59NXyYlnk9SG+np9neB+gXOUk57tCsMzC9fBHnUdnFTPMvM+V6Hue2fVs8zaLBFNes4dOq3SZ7mWhV8KlaT4W/q+tn/tLgm9cFkvh2TGqXskrn1c2/5Hz0lleXttLcLiwqN1/6JT6ro+qK4FLDPDreAehmfg/vW75GZcgluYfkbuPKyfo7h+zXsh8Q7UsK6fu0rlfaSuEbY+t0zwe8RzA+fO+nvFPe3ScX99vR3eckCfIyzHswfXYVpiqisurhOUsaz3J9yPrgZH6PvbgQ271fV5VJqajPtS8o1EObR5n+xcuVVO7T6m7mP5rnRZah8vnwvSvwlcC7gf4rvnMw/cUtcRWhFgH6PVfc76UgTPfFz7e9UzFvdcJ5rmPmpQTB4R8PAf9doQfQHiITf8hf6uHwwoLy2TIc9/KIfVjdtchgflhPfGaJExl+GGPX/UTBn/7mhZM2uFzPGZrt8oIOxmzA1dnX4jKt4VHyIy8qVBEtZ2w466fEW/nccPf/bwqbJy6hIZ8eJAvY3mpvYfEPoEYH9XTFmsfoRbZPKHfrJ04gIlOuwI7TT3EpOk+ER9TnFuzWWQ0RHqZr1s4kJZMm6eroUb+8ZwOaRudAhHYcv3tWG6wGamwXUzTJ13PNjNZQt958j8MbNc31EwHfHSQFk+aaEs9psrUweOl7FKMtBHwIyzU8nw1P7jZdPCtbJpwVoZra6Rrcs26usahc1V05fKqFeH6LRrZ63UgoR0KJAMf2mAq70w4u9SBQZcY0izatpSGfnKYP2/KcAoTIzpN1yWT16orvGZ6v9FMlLlBQoJ5v70dZCvEBPPwiBkbv3c1TJF/W7xAuPjGct1/oZdDHHFwUuLhX5zxE+lx71k3sgZMmv4FJ3/uG/gfC1Q1weuL6Qf9epgfa8xxeP61Wv6msI9ZPrgibJ6+jIZpu5rOE/Yvrmd8e+N1nHM72j6YzZFQy3ylAHjZJ7PDJmoltVUVes4s32myVJ1HZppwBoVFzV45n0K/29atFYmf+CrCwrr5qzSxxh46pJbOiv4HaFJ4cyhk2XNzBX6jexEdY9d6DvbFQc1UNtXbHZLN3vENLffCjG4EaWuAXXOS4tKXU26ILNmOK4lnGM050PBfpG6r5hNQ9GsE9fbvNEzdRieaxFKNBCWfD1JfNS9yPosw/0FzQsvHT/vWjZfpZ2lpBL3m4WjZ2sRwXLcO6b2H6d/AxBP/EYQ17y34HmHc790wnx9r1s4do5uMosCpblusHftDn3PwfWPZyFaO2Qkpemw2LAoXTu8YupifS/D9bxMPSPZj847IKfI50j1/MJ9BH9DBqxxDm/dLxPfHyv7lIyiKSbOM54piP/xrOX6etunrqllExao56KRFi9Qhqnn5jElkuZ6IBwT3x+jm8eay/at26nLXXPUPWj2sKm6rIR7zXV1rU/Q97LF+pqa8tE4fc4Lcw05wTVnXg+4lvX18tLdzyvEw29mqdq3NeoZ6avuN6HngnUYrnHs+9yR02WPkhbcp6ao6zgvy3ix3FugmDwCQDAWjJ0tG1VBDt+rKiplxMuD5Oj29rb7GBVmzBvD5KSycGs6XJjbl29yLdujLBqFUNOi8WPEDwZ/460BCrgwfjN+UV6h/hHgbTS+482Az4uD1I9thaswc+nEBX3Dz07L1N9RYEGbdesPCm/DsR78qMxlxBnuJSYpCck6zHwTXKjOJwR2/wbjAQwgDqNfGSKn9hzX3/F2CeKCB6cZB28LcdPEuTaX4cYJ8DcKohDWw9vaxRhvQEe/MtQlFwDSU1VR5fpuNkMrK2mvpcPN2rPDPN6GjntnpOuawxtxCDH6XZlxElShEYWDQLVOfMfbpjFq+5Ah8006HlCQp974FulB6EhM8BZQ92Wz1J7izaI+B21yiAIizl1B21s/3G9QEMSIXHgQopCJByQGYEA47is4Z6bw4prEgxe1YxBfLItQ4oM41pqLGUMmqcKD8XKltaVVVs9Ypl90oOYXy1DQwwMftXPmvqH/08dKlsx1gE2L1mkBMsUEBZdhL/bX164Z5+Suo/o6t74dN2lU1xAKGyigNre9AU2Ivq6bjCywiAlEaa8qnJjfweJx87RwWZeR27J50XqZo6QNf7e2qrzrb8imGZ6XlaefGzei2wXDPMeo5YXYVpZXusLMmnvUsEKMrW/CcZ7x27fKA4QX96iQ80H6WQiwHC0E8MbbjIdaFdwT8T++71q1TUa9PEQuHm+/H+KFDATHrDmDeCPNlUthrjiolca9B4IzSV3DqEk0w/TLH3WsGIzCXEa6Dl4s4IUVykn4vnbOKpmg5MGstUDt8KjXhspRS99H85rKzczW9594SysTc2RB1KT4vT1STu0znpMA60QZCwNgmMvQQsDv9RFacjEAjHlNlajzbq2tw3pHqGsUtRv4jnvumFeHKUndru+hWIZaWVzH5v2xuKBIlf0GuokWyl14ZmM7uDcuGT/fFQYg73gRaF32uEMxeQTAiEp4gFpvspsWrtMPQPMC7oyY4MJFB9cdK7a44lhBwe7/b+8s2+M4ljb86044Tk7YLGaWLMmWZdlCM8nMzMzMzMzMduLYef9Av33Xqla9q1WOE8uWLNWH55Jmumd2oKa7nqL+X8TkyJ5D8qHcvNJa5QnXerJXdo/ui3zMl85cdKmf9RWF+fzJc+6sH8yZKLg+Bgk9ztAx+CfEZNfGHfI+VVlUYJUmXIf//w0xgQRw3nAy/+uvt6LIJsoxeXj3gYRaQYq4Pr2eyISd2ybHRImJWhMZgFF6wz4A6ykeFP4nfAtrmSqwgOeAMn3prCXZgvaICd6DwWll8i3z/Z47cVbeFZO2emrxftAvPE5Bn0iOSavXDWskCoN63fA+YNBQZQ9g7eT94BXWfSExYTLP/SEt6t1TYNVk/7sQE1UUptROEKv3xTMX5B7P+3skVAPlNVHY2r3b91yqH4cJKQz3T2zJMdFtIybvBt4lYwrGCd2HEQOPlIZkYcQo7p0jXonLcYnx17xCxruaVjdJLMVh27sSE0hxTU77niwMaoyHyDGhiRoeKLLTvzCmL+Gr+T9lenIUkUEs7sjk27dtQ3FI8kfOCYPm20L+kDmMht1NifzYwIvLt67byADjFkYEtvn+IaSFP2dL+J2OB4C5gvlnRE6VjH26H7wrMWEsIiKF/rovBB5jxkfeOfJPKDL7GVcyvkmSUGrti6EHOVEv274te1zyf/rEhFkrmKMJ9yeEi3lfZMr/xbNCDtf/tRDm7gAjJl0Aq+etkAkc19ySaQvdshmLJUyBECtiFulDKFfWd8luRRwxwU2txATLUrYf+Ihp1T4hTh6KEJNwMOcDiCcmMPYwzheSwiSg1usjuw/5Y/q5EblDZQBQBbahcHhMKJChY/BPiMm6RavE2/byeWTyBFh/ifOOJybEUGsfrE9/R0yYlLGwh2EIxEvj5g6JyY0r1yVkB1d1XWG1EGUGXggw7UpM4it5RYlJSygFpITwobAPwNo6tCU0EWKCIhyuMXHh9Dn5vQun2iqePRHtERMU+0I/uRJWwDvW73jkoDqx+JLLk+ffR3thca3EpDWv4rV/d8gQpYnZhpik+T4hMeHcvB8NyQEhMaGd8Se++AehGSRPKzEZkT+0DTFp9sokxEQt2oRUEIYW3iPkgf81VyYE3wXXFhJ2gCIZEpOSvnmilIZ9sGIaMYnF/m17xMPZ7JVIDBFEAEz07xnvrYYOg6vnr7j6ghoJ+yR8LgxLYa4pH1DksnuluFkjp7pnLUYIxr14YoLxI56Y1Ho5UUNGCMa76Q3NEoIHqaxILhZiomFmEBMU0jD+f838FaKQqgwS3sP8q+0hju49JLkPI7wSHTtH1sSEmhn+GSIhpP1FGUee0JfQmzK/HCheLu0H8Z0yYoLIzbCswWKU1Ta+c8KcaRvnxxAlvUpMVvv3rH0hJrzjkJhANAifUqOxgvmQcGdC4AlJJIwe+Wcf7RAT8ivD+YrrQo41d5jy/ISTPXnY1qOrRmTCWJt0vGZM8/fCMzBiYugwIPgoYVj2UOiYRBG20ZWNLt0rmHPGRqqYoGiKdXpmrHW63E/qSkxQ6lBCiGcN+yiw3DD4hh4TEqOZjOOJSZjfAknh4yExn20SszjPtQuR0C7Dh4USEw2lCxFPTLBOMnjFhzIV/pYTJSZCNL3CeDhIbCdEAiW/PWJC+AHrVqjLOQJynLKixATSUplcKpMGJIqBnnAark89JuyLEJNY8qzERK1QTBxhXL+CkEfyTPgfBQSPiVpfAUQeeQ6LRPRktEdM6jwx0XebCIxLhNyhVCZq13wB3q/u4/1DTEKPCcQkDNtSYtKex+TJI6yCSZJ8ru1giVdsQ48J+Wz1xTUxfZrrJkj8tVpIUUghMGGfvwOea66NkItwP8Skwiupul3WL79Njol5TNpi7JAml/N9mhtd0SiEl3mNePwsrxAie0ogFVi8KwYWSzhdmIPEvLZ7407xtEAY2IdySchqmJSM9wMyEE9MmFN1W4GBAxKL5wXPDmMi42boMUEu+Q70GIwzEBMN/ZnqldWCXzIl/FD7KETh9NdCwnN8m+HfA4+b5PR4ORLC598tetOg/gUyF71oeTcKxinJf/NzW+jtB+gx5IgM9kQC492b13+K8YNiC2G/8qSiNsSEsTG+kAHGNnQ2iiFgJKZwAkSEcC3aISaMj+F8xRiJbqVltHX+jr9W8LglXH7HutjxqTvCiEknA3ci1uswIVCBuxLXsSoVxBI2BAmfWJNye6W5uWNbwwqwEpby0fzeOrDzARJ3TTw5SiJVRrQNBTHnmxRJemf7XYgJjJ8EZpLAtI8inFAMHQMGK94bi9rFtxFKFxITkacv+0vIivYhoRnrkA64TOBSSCEIl8Frx4C/PVDKQmKCB0LyOzxJ0nbCu7B+avI7Fh1c6lsCcrN+8RqvwPaNekywQEJMNJ9KEU9MkFEUXyYW7XP57EXZp4oH12LE5O/RHjGBTGJ5JKY53M/3qwojpITQEyZYbSccCkWRGP0PQUyQj5rsSrFkh8dgtURu1BPI2IiSqB42FMACP1biTcPbw771/jqYyOMXH5Ux6q/WbQWx6cSqq8wDxsH8HzMl70SfC1ZwlGftw33mfpea0MPXUyGeLy9fa/y4Et/Gt85YcufmbfnewzmDcYvx7Pmz59FCB4pJniCS48H/mtO4YtbSaLusheTHI/JJdF8iYgKRQGGcWt+qbB6XfJHWnLZ3ISbkunEfodcGwkQUAtfH2BTm+ilsjvx3wOAAScDrFt/G+6MIDOMR7yyMGGDeIPrk4qnzMkaFhALvVbKXNy3YQZgmJFrbOV/Ot6kxxt72iAnGCZVPcO/2XZlTNSz1XYhJRB/sHxN5wtyJoQ8dDiM2XjdtU8Rfy6cOIyadDMIPCJGJVxwA8ZF536a5PRsjlXJEEfOCjlJHHgkfUd5/02MG2MtesFFCcScSB01lJayIOhiSu8JgiusPqwMfGGFkuirvAU9Q4svvoRwyyewP4skjFvR+bkLVKHHTE/Ixwv9W6I0xdAzEBfx1slfWyiRkBDcxHgUI45Vzl2OqcjF4s+4CgxtrBqDAlfXPdzlecYpagrxSNq1hUkQOfB/yCAhbyPST+saA0CA7eCj0vOQPcV5kh9/gepA1DcticEQRIHwGz17EopglCqwmUAMUXmRuesNkKWvNPkJ1kDGtykVFHpS//B8z5PeYGPgf6ysJh/RhVXOUE5QAPffZY6dEOTl/ojV8qCeD75Kwy/jVkVH6qGRG5RqUJ8oKQw4mDhvrFbeIYs9kyLsc1L9Q3gEyx/8QldvXbopBg3Ksek68bpAOlbOTB467XN9HZRNgCURJ2LUhUmUGRCrZtCoDGFyQM2SdBFMmY6rgMI6pRVRIj+8DSeAeCcUp718k454qk4ypfCsFP2VJH4wweD+wlmuxhHiQWKtVlrhnfrtiYInIohIeSizzzZEHRR8s72V98j2hMY+JgsqAvOew8IACA4sU45i7TJR6SCcEGrkp8eST8QESSNIwYTjsh3QwhhFOxTnIb2tmLmsZjwjJgUhQdW1LkFzOGEVOgm4rKBHM+EeSMRW/mEuRJ8LPaEdGkMuQmEQs4gOjhAlSBWGF5FDZjrmcCko6BzJHElnA+ErYEbJcm1ctSfN6TsO7g28euUm0dhLvAqW/sXiEGFsqU0slFwMPC/KFwQIjBvKGVx95o3gLRTaQN/WyUryHogeME3hFywYUuNzv0mRbf4soFgw2lLnWfQCSg0zN8MdxfsaijK8GRCvBEabF+BjOVyf2e0Ls570LLSH7gCqWFCBi/kROGb/WL2419mAURqb5JhZOnifjcndb986ISScDi/K2NVsStvGxobCF3pSd67ZJmVVK9F45f0ms4WHZV3Dh9Hkv0NPFu0KZzDA3AWsPFismXs4NG2ewp5oS7VgXEfgwZIf/6Uv+gO4DJG7xERLCQDk+BoHQumroGBAGxQTKuyRsb3pjs5vhcefGLVHgaVOPBEBu8ICMGlQn/a9fviYTr4ZyRfvMXe5GlTeIBQgLJ4Oy5jSB7Wu2Sh6HbqPcokyMGtQgMfZMAChyYUUdBl3Oh6KJHEGcUCzCFd3pgzLcVFLrtq2OnJ8Jg8IOocJIHPiaeSvFEg0RwlMSxnzjFWHCD0n9/Tv3I/dz16pyAcJjyDkLFSwFVkXeJ0oYXgJi+MN3CfBECCnxE/7U+knu8tlIkqaMCf79hh4twiFQ3tRDcs/LLX1C2WT8IXk0HJOYsPcEZYrBSa+8Ta2dKMYTPLXILjkvYagGhptJnkgRZnHS3yfJoMiwKhkAssS4xPjEOIVBh1Ln2p4IKD6cd5onzpI0f/Kc27RsXUzIDh4fxmG+Q6ydXEvobezpgHgyBiVqg1QwJhAyh7LIOhCE4/CdQ0a08haeBwgl4xikGU+IkmZAWB9zGceyHgVjGJZmLOPaB29zOIYpsJxHxsh6IRWMJciOhl5hKV+3cHWMLLFeD2NUaJ0mIZmwQ74fvqP4/CS+v5le5myOfH8wrjDXJTLiAsYQDCyMdayfhdGUcM6Fk+eIbNCHY5n30H8YW1hfB1nQc0CIWQuJNuSC8Q25Cz28jB/Ijlbuiz12q5T4nVY/WfQjZA9DC+2EXWPE/f1V6/Uzt6Nb6fUB5jiM0Fwjss3/oZcNXY35lzwTjCMcr6HS3QVGTAyGHgBCVEJiYjB8Slg8LZL8Hh9DbjAYDIbuBSMmBkM3B9VDCBeMryRkMHwqmDNuhkv5vI/kHiRqNxgMBkP3gBETg6Gbg3AEwnn+VwiLwdBVQagUYRCa7G4wGAyG7gkjJgaDwWAwGAwGg6HTYcTEYDAYDAaDwWAwdDqMmBgMBoPBYDAYDIZOhxETg8FgMBgMBoPB0OkwYmIwGAwGg8FgMBg6HUZMPgLe/PkmZoGcDwkW+Xnx7IX8TdRuMHQ3fMzvy/Dx8ccff9h4ZjAYDD0ERkw+AlhpdPLwcR06uf7+8nd3fP9R9/jho+i+i6cvuBF5Q11lcqmsrMvq3vR58YFr/1+/dM2dOXbK/d9fidsNhg+JdYtWuYnDxpjy+gHBismsxH3nxm137/bdNmV7WQ375MFjMSsYdwQe3nvox7Qqd/rICdmm9PWZo6fczas32vQ1GAwGw6cPIyYfAVPrJrqSvrnuzZs3Cdv/Dc6fOOfSvxzgdq7bJttv/bkHp5QK9m3Z4yfyk+7w7oMu48uBHbZ+xZs//3RXz19xT588jdk/vmqUrMpsawwYOgMzRja74t45Hfp9GWIxefh4l9MrxeX9kO7Svx7oKgYWuQ1L1kbbr1246tK+6O/WL27d1xG4ff2WS/m8r9u/dbdsP3v81GV8M9BNq5/Upq/BYDAYPn0YMfkImDlyiqtMKelQxQkL5qnDJ93jBxGPyfMnz1zaV/39BL432uepn8RPHTrRYR6Tly9euuzvU93ujTtj9uMxOX/irFmsDZ0CVgWvSCo2YvIBMTi1TLyxd27ccif9mDKjqdllf53sNi1bL+2vf38txhA8HPHHvg/w0DCuHdgeGdfevnnrzh0/I4Qlvq/BYDAYPn0YMXkPMEleOnNRwgsIrTq657A7e+x0GwU9ETG5fvGqV/B3SKjV8zjicO/W3ejEi9J/eNdB9yAuRIK4+ltXb8g5nz997rau3OSSPuvtFk9d4BWEUxLGhYeDkIc//d/wWIjKkT2H5Lzx3o97t+6Ix+Xg9n0xYRkvnr/w+3e7lC/6ubnjZgrh4Tppe/zwsXtw5360rwLSdGzvEY/D7umjJzFtPLPL5y7JtYGTB4+7M0dPy/6wX08Eyh0EE3kKSeWNK9fbKGR3/Tu45mUp3Ace3n3gDmzbK8oichC2IRs87/2+/Yl/d2Eb4Hz7t+5xV89fbtMmcu7fJ8fGv3PeN795aNcB9yxOrgDXfnDHfgnFIW8gbHv14pW70vJ7hCQe2nkgJm+Ea4IQnzhwTEi57geJiAnnP+2J+wEvx3e9TIf9Df8cQ9IGuTGVjTH7qrMqXUmfPPmfMe/2tVsiW9p++exFLy+vxJvLe0PmEnlV//j9dxlPDnu5QW7DtnhiovtUvjCWqNwwDjGmXbt4Jdo3BNd4/vhZOdetazcT9jF0bRC6zBjCXIQc6H7k7Ozx023GhpfPX7rzJ8+5P1+3jiXMa4wvEXlsldcQt67edPv8GIjBLVG7oXuBMYP5Bf3tz9ex86XOPcgLcha2MbcQ2sr/l/x4d3zfEffkUds5lbkMXQ/dKpRbQ2IYMXkP4JEo7ZcvOSRDM8pdSe88l/lNkmsqqfXC2aqIKzFhYmTiHlPZ4Ip+zXZDMytkYq8YWCzCr/0XTJ7r6gqGuXkTZrmCX7Jc7g/prvCXbPGQaJ9b12+69G8G+EH3rEzqtCf9p7fvm+bKBxQJoeFjY1KHPOlxfFzlAwpdad98ud6S3rlyDtrmT5jtcv6bKtc1yPcp+ClTFDva+GCLfs1xyZ/1kesp7ZPv1i5YKW1zxs5wVRmDYhTD9YvXuNz/prmyfgWu+Lccf31Zbue6rdF2FAqe3bLpC11tfrX0yfh6oISFMZlov54GlH5kY1jWYAnLGzu4KdpWVzhMcpXC/pNqxrqq9EEx+zYuXedyvk91g/oXuiL/XJFNQmBou3TmgqtKLRO5QwYKf86SAZO2l558TvLn593W5AyW903uhk72DKhDMyrc0PRyV51Z6SqTS9yDFkUSMlzsZWmY3z8kpcw1lY4Q8kwbxxN6k/vfdC9XRS7vxwy5v8tnL0k7QL4Kf8t2i6fMl1Ch9K8GuBuXr8n3MrqiwZX8lityyf3wu+H3Ek9MIHA12YNdlVemh3nlOfu7FLd24apof8M/R5V/56PK62P2jasaKe+S/1H2Mr5NEsLKNu9icGqpGDGQ22L//jK/TRbZ0YkcXL1wxVV7+dR3hdxuXr4h2h5PTFAaCItdPnOJbEO8kbvV81a44j65Ml6medlZOXtp9BwAst9UMkLG2uG5Q2ScXDR5nhlCPiFsWbHRFfjxqiqt3FX4MSDLy9O6haulDflL/9q/9znLYo5ZPnOxzFeqUCJbyCwywDhS7ceU65dax5I3b966RVPmeVlNkvEz38+BYyqb3B8B4TZ0LyyfsVjm3OG5VX5OzHOr5kZk6PnTZ34eqxUdSeYePx8O8XNymN8218896HvoQMgm4xc6z5VzrUa9R37s4dzMi4xxyNWNy9ej7Ya2MGLyHsDbkP19ihfGNLdj7Vax2J06fEJirRdOnhPtFxITvBso9ChPsGgUu9K+BTEK6OKp813ON6mipN+5GUk2HdS/QCZv9cZwPESEPBKsQScPHRfSsGXlJrkOFAMsSMn/6SMWI4559OCRKGkTh40VDwbWcgZ2rJm0o9CiIGLVxEMybshImezZ5jewoBPfvc4reY/uP4wO1tMbJ7tBAwujiuGR3Yck/4XzQd6wpPPhpn7ez13zigh9UILzfkqXuPXtq7eI4rBr/XaX9XWy27Vhu/TpaUBJgizwPHmWDIwXTp+PvnMs1OOHjoo5BrmBaOr2Ga+oIX9rvKKGrJGwjLKPdwMlv8S/z4ai4TKRP/Pnx9OmyiT9CNVDtrgWlEaUQs5F+7SGSZ5MFog8gEunL8h75PoI9eHauG6qwl30162eukXN81yGVxaRUa6JgR1ZRqFUhQFZRT5QGiDaWKJQQpFTSO7tazfle8FLh7LQPGKCHAeUmPzfX15x9b/JJDJqUJ3IMNvb/beZ8llfd+FU5Dsw/HOIx2Rwq8fkwd378q4mjxgv28hZsn/GWATZRg4wbmBsWDV3uYwXWBQZf3Ss492XeHlv9mQY8soYs8G/6xQ/jiF79IknJshAwc8Z4hlmG+9bhh9rinrnCMHmd+aMiYw1d29GPGVcS1NZrRB02tnGAJDi+6jsG7o+tq/ZKvmSyAqYN36WzIHMd7SjRJYPLIp6iHnPZX7ebG6RUWSFORLrN0YTvNGNxcOFnOhYtX3NFj9WDZRoBsbfa560LJ22MKEV3PDpAy8+MoR3jDnv/p177mqLx5U5cv2i1TIGMe4wnmT1SnbNta1zz9zxMyWklRw8xsAbV24IgWksGRGdtxdOnuvHynQxuOLJv3LuUlRmDYlhxOQ9QDgBivrS6Yti9mNlLvotOyqY/yvHZJpXRGnX7QWT5ohlOLTSYAHM9B+FhjCg3KV80VfCZmTbfxAMuurhAEJM/L4Lp87LNgo/k/67hrZAtrBea7jPsyfPxCq6I/B8gJB4sV1fVCOWgbAPHhKUlMXN8yPbXmlESVEFAzBZ5P+cKROO7utJ+OvtX/Ic6/KrZVKMb8fqgmyF+yCvWP50e2r9RFH4wz4KCCikBQUxvo2Bl2e/xL8PKiwxiKIojipvEOskfXgveMGQtfjj8VDgLYkP2UOB4BvBChnuJ08g3V+LkmIIceoX/d6JlEJKqjMqottRYuL/J3wIMg4Jgoi98nL31CsVWOvnT5odPcbwzzDCyx6WQEjG7LEzxAOK103DEjCe4KlQRR9FDzmk8Ed4HuQr+fM+MhbiveVd4cWTd+VlhckdOVg9P0KGExETxlYdc1E2SY4/4c+lv4E1EmJCuCrbhG2hfOzdvMu99oQameC3SvrmuUk1sR5Iw6cDQj6Z3zCCsE34KeMbih/bMhZ4skxIJ9sQlMqUUjGqIAOMcxSPQQaVxA7PGeIaPFnhf0P3B4auZD82LG6eF9Vf/g4TqseIt023Z46eKuNiqNtBRDCeKdldMWuJRACEEQKGv4cRk/fA08dPhEFvXb0pZv9yL4i4grFIsx1PTCAGKOj1RcMkXCf/hwxXmz80ejwhVVgbyWHRfVTAQcHDUsm2EhM8JmxjYWSQVosliCcmS6YtFIs4SoD2CUECPdbxkWV1cl2EXxAaodYirI0Qk22rN8cc10pM/Lb/uAnLmjV6WkwfgCV7QvVo+Z+JIccruRuXrYu2v379p9w3RE339TSc9ooWpJTqRwsnzXWPH7RaVmr8pEnoVtg/npiQoDxyUF1MH8WGxREZwhIU38YAjcziyiZci/AwLIm4uEe0yCbH1RfWSLgikzzWRD0e7wnentzv04TA6G/gIUMRJfdE+wLkGGURbwbbKJipX/aL5guEQGmArPONyPfyY0aM8gAx0Wewf9seUUrpx/UTOoS1P+e7VC//rSTY8M9AaCnPnXcw2pNVwle18AZoj5gsmxFrtNm1YYeMSYw1WMDxdgxJKxNvBuFieN6ye6VEK37x7v+OmBDKBTFRKydAljGoQETYJgQWmSCMS0MR+S2+sVmj2o5Thq4J3v3WlRsltJPxCYWQd3+hJSKAXE3mNzy0bBMKjayogtjk5zWiG8LxjbBn5AACjGLK2MtYo79p6P4gvI8xB+MWESfImbbhUUEfY15VXW1kWW20HV2F+UW3AWGmEBMIMNtEjYytbBRPHPM1hDnsb2gLIybvASUm29bEKuowZgZIFczQo4BFEGWfeOdDO/dL+MGoQfWuOqvVAsyHgAs6/EDWLVotiqMqfP+KmExd4DL9B0gCs/ZREFaBJaCsX764sXGZEx9OqJp6TPjtdK/Y4kkJj9X7I5RGiIlXSKY3Ncf0AfTBos//Sky4L23nfrnvRMf2JPC8N3rFjDh4lCjNuWE9B+L6w754UNRbIH284thYOiKmjwJljzjsRMTk/p370gZ5JT6WwgQMoMjVo/utCijvCLc3Hgs8XmqdBHjUtqzYIPlOlJPF68OEjwxizdR+AIWT/Xs2RZRHJSbx4VYcn/9ThnwjJEfL9+IVDHJgtE9ITCBAKCuHduyP3EMLyEkhtEuPMfwzxIdyxaM9YkL8dtgPIsp7Z2zctnqLWBIJ3eMdIUv8JeYfjwb9/5fHRIkJx+lvIFsQk30tJYaxmKf6Prs9KVJ5AJBmZFaPM3RdMHdOb5gsRhHGGOYnQjyZA8MEdQwmGLeQnzL/d/7EVi8puU7DsgfLWCAy4Me3K+cveRm7I2E8yBahy7MTGNUM3RvoUxgCM79OihpVISVECGCIITz9+P4jEvpXV1gdPQ5dBWOKboNlfswj30T1P4B8Hdp10NUVVIsMM9+FxxhiYcTkPUBYFWRhmh8ww/2QDAZA3UZxJxGU/3Edw5zxPmg7cdpYDXX7QxETdXWHjJ0B//dXr2Qdgiz/URJ7rW1YErCwKzHBQorHZE1L0rsiJF5sE8+NJSrsgxUT5UC9LSiJRkz+HoS4kKujRQ9GVzTGyAk5GCSChgPj1PpJQhj+eNU6KBKywLOlzGvmV0l+Uo8kuyt4F4TRFfySKTGzYVsULe9W8dZvE5qXyAtBqFf6FwOkGhsDMnKrhFRByBbyoEns7RGTzV4JIRwjrPI1sXqMWDt1OwzlImEe6zgKq7Yb3h+Jkt9DJCQmXskj7j/sRygEBTb4n3A+SAVyHvYJ0RHEhPyqJD8OxhtUDJ8OmHuSP+vtVs9bHt1H/h1hf+dOnInuIzyQfSS9Z32fEhO2OqNpihRc0e1EaCgZHmPoAYQhh3OxoftixaylLu3rATIfov+gPxF2ru1jhzTFhHK9KzEJgaFt5qipCdsMERgxeQ8QqlXwc6ZXHvtLwvKZY6cljIVFDXUiBShlOiAykUIAGDipmkXMNtVFQo8JieKFv2bHDIZUnUn5vI972BLKRYIy2wd37pdtiAkKWbjGyOmjEUuhJr/zgRGqgwscQkN+CnkLlF6kihjWSxLjOReTOB8XHiEN2eB6uA9cmlghVaGIJEXnR0PVCEfiWgg7QuGkvCPWK8I1KAtLH9zukB7ui23Ah8x9N9e1Jpf1JNz2ShiT52lPIHgHeN5Qyu76/bRTlSbLE4s181eIHOFSRpaGBFW5qLAG+Rw7eKT0IXSGiVaLLeBZIGkZzwJ5GA1FNdF3AAmACBGmQ0gVWDNvpZflfUIw5k+YJeExXNseL2coAMgRVmfIKd4M2hjcGdCpDMd5V5Af5ck4AzZx4dwHrvNZweAcUTD7xCgZgHNCpojT5XshTDLrm6RoeBmYMWqKWOchxlwnydVU4tFrPXf8rFswaa78H57b8O4oH1j8t7H3EQ9YX7enJXyKsQBjBWMj4QuUAl81Z7m8y3ULIhXSINYNxTUSSkN5bN4PcrCweZ4kkdKHEsTIhZIMxoicHwjXieSqIcOMNaECeuf6bQkT3L1pR3QfYypEeuuqzfI7hP8wBoeVDg1dF+IB8XMMFQUxrFEWmrGMPLXQY0JyMR6T7K9TZG5TYxnACJKGPA4dLaQYOdizaaeMT9oHOWSsmj1muuS9bV6+XowgeJS1j6H7AEPsvAmzI96zc5ckKoH3jdyQo8Z8uGb+Si8rl6UIAkblhqJh0ePRVcr6txafAYumzPd6U4p73VKiGuPdjjVbRd6YS9P9ORiHwmMMsTBi8h4glCvvp3QRRLwelF6l1Oq2VbE5J0unLxRrI8IOEHRi9+lLhYdl0xdFK4cAFEOqOmhsLEDBRLHX5GI8EFQgOeUncraxLLJ9fH8kmRhgRWSfVsICKIu4I4mBREElFIiKWLQRn1/plViSWlF6qR42clB9TEIz4Wfl/kMs+TVXqnOxjwme+0Mp1H4orDVZgyWsh3ttrh0f4yUinIwBQFeuB+TUEIaEAqv7ehIgjsgRhBDCSxhX6MHC80EpadqwRqOs43GKD+86uGOfq0ork3dMkjLVtrSQAnIyurJRSkHTjhLPonm08f42LV0v3i6sOhxbm1ctyiLtlFGkxDRyg4ysbVEwSSie3tgcve7ByaUxOSUooOsXrZHzIg8oGMhMuL4KEwMEKizdCVgDA4WW40r9b0KCuZ8wqZoSofp9sU1M73RP8CRX58d0IbvE+MavkWF4d1ChD2UtURvAeDHEK40QSbYZu8oGFAhhxTqIvCFPq/y74p3qcRhE8PLxjqQsuv+LcUSr1uAhxtt84kDkvIwR9YXDHBX/2EZuGOPC8pu8Z6yYx1uOARAaQlmpSicy4eUJz66V7fx0cPHUeSmyoeXMkQEiE+LXW2JMrEoui5lbFBjKKE9P5STkoNKPVVpoQbHNK40Y78ipYqzid8K5zdB9gMGO8KpCP2+hpxAyjDGENuYt5ljmSea7GSOniq4XRshAVignrdsAAx85Kaq/sU3+JfJE3i45KOTThscYYmHE5D0AMSFMRUMECHlSlhyCakuh5QaQgB7GN4cD31/+//iBkOPj97Ednjd+O9ExCn4bBS5+v5Ro9fel24mO5x5RHPS3Et2fgjyD9pLt468XyDa5KsG+ngY8cZC49p4p1sOwYlt77xhlkVyeRG2U7W2vBCbvk2PjK2wBfpdrSyTnvGva2rsezst6KiHhDtHecYBwCq5Zt8O+7ckfVcVQUilfHN9m+Gd4l+8y/J4llIsck5b1Rhgb2wttAJBuCiIkktfwvCD+WhLJTXuyxPjGugIk3ydqN3Rt8O6Zt1Qe+BvKhqK996/ACMTYEL/4rILjkRPkMlG7oXvh0QM/Jvj5K1EbY1I4h4SylWjuSSSTjH3MjX83BhpaYcTkPYBiRzjLxqWRCjIGg8FgiBATPGsLJlqFI4PBYDC8O4yYvAdg0azXsXdLJP7ZYDAYDBGrIuVZWTAxUbvBYDAYDIlgxOQ9QZgSFRwStRkMBkNPBWEw7YXtGQwGg8GQCEZMDAaDwWAwGAwGQ6fDiInBYDAYDAaDwWDodBgxMRgMBoPBYDAYDJ0OIyYGg8FgMBgMBoOh02HExGAwdDoSrUVgMBgMBoOhZ8GIicFgSIiXzxMvzvgu2LJio5s7dkbCNhB/7rs377jR5Q2yyF6432AwdA+wuFx7i9i1BxZJZTHg9zVcUD3zxfMPu9Dqv7k/w/vhzZs3kQU33767fCBLLPT7vxbh/F+g4mC46O+HwL+5v+4AIyYGQw/CgW173diKJrdvy56E7S+ePXdLpy10NdlDXPnAIjc8t8pdPX+5TT8G91mjp8u5Th0+EdOGElDwc6ZbMnVBzH7IyPKZi93wnCpXkVQs5754+kLkmJevXN4P6W7lnGUxxxgMhu6BxVPmu+Lfcryi9SRheyKsX7Ta5f+Y4e7dvJOw/V0xecR4V5Ve7l7/8Tph+z/FKz9eQZrCff/m/gzvh4M793v5yHSXzkTmkXfB2aOnXYE/5sT+ownb3xWbl29w+T9lunu37yZs/6eA2MbL57+5v+4AIyYGQw/AvVt33djBTS7jm4Eu55sUt2zGojZ9sMwMTil1g/oXysJ4ezfvdoua57kLJ8+16btz3VaX9kV/l/lVktu0fH1M25E9h1z61wPc/Tut3g+snkMzKlxZ33xRNiBGi5vnu3PHz0T7LJw815X1L2gz4RsMhk8fB3fsk2/8j1e/J2xPhJMHj7t542e+tydi+9qtbuXspe7tm/ezkoM3/hz1hTVu66pNMfv/zf0Z3g/XLl5xCybMcfdv30vYngh3btx2CybOcdcvXUvY/q44feSkmzdhlp/bniZs/6eY1jDJzRo1LWbfv7m/7gAjJgZDD8DS6QvdxGFjhAhk9koSz0V8n9mjp7ncH9LdoweP2rSFwA1e3DvXLZg0Rzwjm+OISfOI8W5Y9uCYfXO9cpHzferfhmpdPnvRJX3W2506fDJhu8Fg6HywoLCGwUTCl2LDWQiZevXif4eBhgYIPBAv3+GY1/4YDevimPjwLAwgeGzDfX+H574/xyRqw1ATr3QSUvP44WOX8980t8CTEDy977KI6ItnL8QbHb+f56jHc+72rqW7I3wO/B//3P/4/fd3ejahbOJ9eBdCC1nVRbKRr/jfQS4Tvbv2wLt+8iix14xv5alvI0RL9yHPXGt1ZoVEESBT7+LZox/XGh/mqOfTbX7zU1vo1oiJwdADgALBXwZqvCbxxOTVi1cuq1eyWzV3ecz+RJg9erqryR3iHt59IMeExITfKeqdI1bO6L5Xf7hcP5Evm97WSxOCwTTTnw8vTaJ2g8HQ+Vjqv2OU8t0bd7qqtEEyBswZO0NIwvrFa1zhL9mu8Ocst2LWUk8+WhWi7Wu2uKay2uhYNHn4OLdl5Ua3et4KVz6gyB+XJWPEm0CJOrhjv6srGOZetJCfmSOnujXzV7hNy9bLMYwrK2YtEeWRcSPvhwxX2jffbVy6LnoOQIgo4VyqxD2699BNqhnrSvrkCabVTxallLZTh064kWX1Lv+nDEFD0XB3+dwlabt19aaEoaZ83s/l/pDmKgYWR0NWd6zdGnN/4OaV6+Kp5jeKfsvx561zF4OwnP3b9rrxQ0eJZ6g2v9oTnlTXWDzC3fDHaZ+eAGRp7JAmd2zfEXkOzFFjKhvdw/sP3dG9h/y7LnSZ3ya56Y3NMUSYsKyhXqG/eyMS6rdoynw3f+Ist3fLbledUSHGsOba8e6JJ5N6zNULVzwJqHRXzkfe6doFK920xsnuwI59bljWYJfpf3taw2QhRzvXbXOl/t1xHrxhocLPuxuRNzRKQl7/8YeE8xFxQEhfY+kI98hfP214ZyZUj/ZykCvGv5rswe7g9n3SBokfkVfl0r4aIPdd7mWKvrSdP3lO7g8vD9uA+589ZrqEWvPN1Pvvg+9E27m/usJhIscYI5FhvtNje49E+3R1GDExGHoQHt57kJCYXDl32aV+0c9tW73ZbVu12c2fMNsrACvbTJBXz1+RfpfPXhKSQ8hWSEzwiKR+3ldCwXTf9YtX/aDb3yshm0Q54dyr5y33g/XVaB+ApWuQn4BIgg/3GwyGrgOUuIwvB7rqrEpRxlfOWSrfPMpWdVZFSwjofJf1dZLbt7U1lw1Ck/Vdslh62cZCnOn71BfVuP1b90p4adZXSW6HVwb1GIpopHzR1z1u8eI2lda6jK8GyjF7N+1y8/xYkupJQo1XKOsKqyWHbrpXKjO+HODOHTsdPQ+khLFFicnE6jGi2F3zY9OFU+clzEsJBZ7geeNmuot+/5kjJ92QtDIJMSVECyWS68NjMq5qpNvnFeBLZy7KcXp/L1u8OA/8WFv0a7Y8J8JbD+86KEpm9nep7naLokk4GPdT7BXW1XOXy/OSY3y/t4FVvbtj/aI1EhZc2jdPSOWu9duFiFSnV4iiv9XPHdtWbnbpXwyIMVxBDtL9u0YZZ3uSJ7u8e54f7wniS8jxzJFTosec8u8U+T156Lhszxs/y//2QFeRXOLfx2ZPetfJHAexgYTuXLtN3g19kEc9z7qFq13yZ33dgzsPWrZXuaxvkyUq4cbl62Lk0/yTzSs2uAlDR7vTh0+KXI0bMtKleyLCfMm8d3jXAZHPypRS+X5OHjwmxx3w5IX7u3Q2ImPIKMSt6Nccf+97/D2c8MRrgtzz4d0Hpc9ZL/fcc96P6V6WZ7tD/txEMOR+nybzP326OoyYGAw9CO0REyx2KAAk8xE/jaUFKx8J6Qx02o+2STXj5H8GVYjJFj/oajsTBANpqJAQi8tAn/dTulg/9dw5foKOT5xvLB7uhmaUR93xBoOha2FGU7MkpKs1GPDNolA/edRqmcZzQdy8bq/wyn/BL1nRHAyOGZZZKZZm7YNiNtYrbbqN4o4XVS3eWKErvQL5+6sIuYFoEE46NEhsf/nihcv5PkU8NnoeLOBV6YOi24NTS934qlHR7RDxoTHHDxxzKV4BxVui+yASq+atiOmn96chafMnzhblOgw3wwrP+DvXK8Ns71i31WV/myKeAu2DcSjpP73dvVvvl/D/KWHDkrVCZMP5YOaoqUIgUOR1Hwo97/GvlvkBT0HyZ32EYLJNGDHejVABh5TirdLQwTN+PuN9Mi+xPd8r7zm9Ut31y605JxDgzG+S3J3rrZ4K5HVMZavRDAKFl+Phvch3wG8X+m9A20NoqJji0f1Hct2hp4O5b9Sg+ph+en9XWgrQMK9iBMAwGPaDPI/IHyr/nz95VojKWk+UtJ0waY47tPNAdF9XhhETg6EHoT1icuLAUbE8hgmdTKIoFwyYbGONxC2scbuP/eAKMQmPOXv8jAz6uJF1HzkjnJsqJjrpM1kTBkFMrfYDDO5l/QpiXOYGg6HrYErtBDcsuzJmHyFM8Z7OYVmVokjqdjwxgYTMGhOb7DtyUF1UwQLxxIQQlfFDI2EuisqUEgkl020NJyWvTfcpMdHxZ8+mnS67V4obVVbnju49HO2nwMCyySueK2cvc5NrxrnUL/tLWBZt5LCg6C6ftSTmGL0/cl/YJswHBTfsAxqKasTAw/+QEO6PvARtP7L7kCijWrGwJ4BwKuaSMCcEYpnnCXDYb+64ma4iuTjqTYonJoRAoaSHx+ANCwljPDGZM25GhLgEIYQQ6vjzEJLXWBKZC0E8McFzhiGvKnWQeGvic51IYEeeV81ZJl6aFE8UwuqYdQXVbeQlnpiQbJ/viXiYowLmTyTfM0sMeoR/cX/nTpyNtj+4c1/m/d0bdsQc11VhxMRg6EFoj5icO3FGrHTxHoyp9RPFCkSCIBM7xIQJf9boaRIjjpelJmeIxHAzKDKZMiieOBBxRQNiqjn38cAqCGZ7pST7+5QY7wjKDZXB4gdeg8HQNTC1bqKEyoSeBRSqGKXKt2FhDr0S8cRkcGqZm97U3HqMB+eo9QqabscTE0K4xngFUdtJGMeDQu6J7oMYoGii/Om+eGICzhw95cZ74kTYC+RDjSFY78mR4VoWTp4nFnfCbm5evSHtKJyMiSvmtHpkgN6fKqRUIQyJmQLyheeY/wlt5f6woGs7IV89jZgQBsW8FHrhIIUQk9DbQG4FRLQ9YoI3nvkjfM8Qk6LfsqOEMZ6YMJ/xPkMiMb1xspxHt8HoigYvEyOi21FicrfVO3Pr2k3JwczxpJey+FpN6+iewxKNwFwJuQBEEWDs02NrPSHHI6jbQO9PQ9VmNE3xMpbdxgOzfMZiOT/7L54+HzEOBkVkuA6eL4Q8PK6rwoiJwdCDQEUtBiisNuF+JkYGypVzY/djCSU+FfJAXsi0+kkSygUpGeVJBFafqrQyicumD67vNH+eMJSLKiQM4MtnxloYSXZkktFJhL9so3yE/QwGQ9dBdyEmCuL7CX05tu+oJOtjRAnLqRPKyr6bVyLEBI8MiuyyOONOvMeEHBTyWMI+XG/uj+kSpsS23p8Rk7bERD0m70tMKI7wT4kJHpN/Q0wUt6/fkvlUDYDIaOhR5Fow6pGjpPvqC4e5hpboBEW8x4RCEcy54XMCnJt1evifHBcjJgaDocuDQZfBjAEu+fM+MmmTUBrGPzeUDHcFP2WKdYYkTwbN9C8iSevhuRQcT1L71pWtCYFUDKFKT/w6KVgJqaDDuXGpM+BiqcQ6qX2YgKhYwsKN4bEGg6HrgFCueCUfhaqxJLD2+jb6hB4DDBN5P2VEiQnJxiTSR4/x4BzD81rDO0l6TvcKlRITSMsoryBqO4o+yj+WZN3H+AJBCInJ1HqvaKZGFFaIBZZqKnPRhoJKqClJ0bSh+OERxoNCCAxkCeVQC4HgzYVUDacyoR9TMbywHwWY+9NSyVjJSZjGCERYLOPlwuZ5EUX6QkSR1vvTcCBwaMcBIUIk5eu+7g5CuVK/7Ccefd23fMYSKTIQEhPeS3lSUZSYHNi2T96XehSocEbCeiibkIOCXzKjxOT00VOR990SHUAoF+FRITEhUoDz6DZgDmsobjWaMXcl+9/Waz60c794TPifpHfmRu6L7ZK++eIR4RooUY1sZn+dLMn7ej7CmJl/SZxXeSf5nfvTqnB47SAdU+omyO9SxpjKYcylO9dvlz54Ark/EuP13KxjRqichXIZDIYuA8gFiaYoC1nfpUjyOaURF01prXDCxEsSaea3yW5Q/wKJl2UAbS/fg0k7Pvn9r78isbLEgod9GbD5faqWlPUvlHPr5K99KInIILx746cxeBoMPRGJPCYjyxJ4THyf0GNCuCeE4bVX/tlGuZ8RVEsCKH+JPCaq/CfymGDZDj0mKJissxQSkzD5HfJBedbSPvlyjSW984TYaHI0IUSMgSimQ9IGyT1Q5jVMjt66epPknVAWlsX65LiW+9OqY1wbYURZvVLkt8jXQwGmlG30PC339/hBRBEFEBrIi1Zi6glg0V0s+o8f/L3HhFwi8bK3hP+SzB0SPbz5yFUom7yDwl9bQ+yieZBHIoo7HhM8bMiFHpMolIvyxaHHhJLV6V/j5Yl4uwj5K/41RzyFzK/kZkJCaIOAZDPv9vXzrp8HRw6q93KXG5NjAlEicR/D3qjySBI8RRHk/lo8QoCKZTwXvDzkYzKXco96z6331+ox0bl67+Zd0X1dGUZMDIYeALwll85cEI8JFhlWlCVZD0tK2O/l85eSDLp/6x7pF7bFg2RB3MaPgskEYEnCTR1avwAT9jF/bgbj+FLBYMNif5wnJvFuaoPB0HVAdaorLRZcxQ2vtMd/01ixwzGEKn54AVSBQvEO12cAGEeutVi/AV6G8yfORpVT2kKCACh1Hn8ewqDu3mytakVojYbDACzXrOtAueNEIVNUPSLshXvAQ4LFOrSoR/pcFMVYx1C9vzBnDnBtWL5RMtUSrtD7C9d7wYtN+Fj873VnoNyT5xiSkPt37rkLJ8/FkAzeKc9dt/EYEJqlpOL2Nf+e42STUCsSwiGKbPNceb5a1hnvBjKgZAcgL+qlUETmzVYZj767lqR5iC3eCiqtUeUyfKeAc0IM+G1kBNkKq9gB5J/Qwqstshp/fwp++8jugyJX8avCx98f4FrYpwS/q8OIicFg6FAQlkB87cZlsYuc/R0YqLFQqaXIYDAYDAZDz4MRE4PB0OFgrYOxlY0x1q6/A0nzhDlgIUvUbjAYDAaDofvDiInBYOhwsGgaoQ2J2hKBXBNc94naDAaDwWAw9AwYMTEYDAaDwWAwGAydDiMmBoPBYDAYDAaDodNhxMRgMBgMBoPBYDB0OoyYGAwGg8FgMBgMhk6HERODwWAwGAwGg8HQ6TBiYjAYDAaDwfAPcebo6ZiV3A2G9wULcm5dtanNooo9CUZMDAaDwWAwGN4RN6/ekBXa1y1aLYvCsl4TK3m/67pNBkM8WJj44b0Hsnr8oIFF7tWLlyJTPZGgGDExGAwGg8HQ7cD6SPMnznGnD59M2P5vMWv0NFeVPsjNHjPdNY8Y7ybVjHM1uUPcS69MJupv6F5YMXupeDUStf1bcL7KpBKR11HlDW7O2BluUP9Cd/3StYT9uzOMmBgMBoPBYOh2wIOR9J/ebtPS9Qnb3wfrF691qV/0c+lfDnCTh49zTx8/TdjP0P1Q3CfPjaqoT9j2Pji866DL/W+ay/hqoBueM8TduHw9Yb/uDiMmBoPBYDAYPjounj7vtq7a7F4+f+kWT5nvxlY0uuUzF7tnT5616Xt0z2HxTkwcOtqtXbDKvf6jNcTlwPZ9bt+W3RL6MnHoGLdi1lJ3+9pN11w7waV9NcBVZ1W6OaOnuz2bdkWPIWxm4eS5bnzVaDe9YbK7cu5StA2cPHjMTRkxwY2tbJJrevXyVbRty4qNrjqzwtUVVLvavKFueO4QN3PkFPfHq99jzmH4+Lh/+55bOWeZhNptWrbejR5U7+aMme5uXGmr5F86c9FNb2x2E6pGuYWT5opMaNuFU+c8+VwjOR/Nw8e7aQ2T3L3bd938CbNdjicPxb1z3OxR093qecujx/zu3//a+SvdhOrRboqXvWN7D0fbwLVLV930pmY3bvBIN3fcTPfgzv1o2/F9R1x9/jDXUDQ8IluFw9wY/z1wP+E5egKMmBgMBoPBYPjo2LJyo8v8NlkUsfFDvLI2dqbL/CZJlP0wtn71vBUu45uBoswtn7nElfUrEMVN+6A05v2Q7iqSij25aRIl89bVm6LY4dUYnFLqpnqSsWPtFul/+/otV9onz40sq3WrvBI7prLR5XyXEg35OuoVyvSvB7h542fJb9MP0qPXs33NFndo5wG3cck6N9mTpete4Vw5e2kMWTJ0Dk4fOemSP+vjarIHuxG5Qz2RmOVKeuf5950fo+Qf33/UZfl3jrcLGRiRW+XKBxa5xw8fSzv5Q6mf93PlXqbqPGForh3vZeqGENDMb5Ncwc+ZbnLNOLd0+kLpD3Ed4eV2aEaFyAL9kj/v47Z5WaH97s07rvDXbDeuaqRbv2iNkBNkSK/n5MHjbpsn6RDiEXlVkse0wsv6w7utZKmnwIiJwWAwGAyGj45d67dL2Mqy6Yui+47sOewyvhzg9m/dK9u3r90ScrF/255oHyzNyf/p7Q7s2CfbCybNcdnfJLutnuhoHwBRQPncvGxDzH6ISF3BsJh9WNbriyL7yCEp7p0b0/7mzzcx24Drnzt+Zpv9hs7D2eNnhFDwjl///lr2Pbh7P0I0PUlh+w8vF2X9C9z8ibNjji3+LSdKNMj5yPkmxc0aNS2mD6j0RBevSLhvzYKVLu/HDPf27dvoPjxtBb9kSUjh3k27XMrnfSWpXdsTydTFU+clZ6kne9+MmBgMBoPBYPjo2LZ6s3hCnj9tDd1CWcv7MV28FWzv27JHLOCbV2x0ezfvkvK8uzbu8MpnX7do8lzpM3PUVLF26zkUL54/F2KyYfHa6D68LAU/Z7nxQ0e5A9v2uT3+nPu37XVNpbUu/ZsB0odY/7Qv+kuYz80rN6LHxgOFM1REDZ2PM8dOe3np7U4dPhGzv764RgoW8D/hWcgUhJYQQJUBvCB44uizefkGkc37QbiVAmKC/IT7kJ+KpCIJK5Tzbd0jIWTpXw50Tx4+dneu33LZvVLc6PJ6d/H0hZhjQ5hMGTExGAwGg8HQCYCYZHvi8Oj+w5j9xb/lupkjp8r/G5aslQRz8jkaS0a4+qIawZjyBndk9yHpQ9iMKp0hIDzxxIQ8AsK+ygcWS4gW52ooHu6aSmrd3LEzokrhrg3bXXn/Ipfx9UA3e+x093uQY2LouoCYJHliQkhUuH/isDGuMrlE/r9w6rwQE0IIm0pbZWpUWZ3b6OWNPuSnZHybFJMHooCYEJIV7qvJGewKPeFVGUWmGj3wrDxrKYwAWRqeUyWhYOOGjIzJaTG0woiJwWAwGAyGjw6ICUrasyetFa0IvyHvZMm0SEjNnk07JQSGcBztEw+IyZC0sjbriHDezF7JUWUT4DEheXnZzMUxfROBULCd67e7tC/6uXULVyfsY+haUGIS7zEZlj3Y1bd4Q/CCEe51eFdrjkc8hJjgMUmQfF7hCc74obGhXOSXkLge7msPJw8ddznfpboJcecwRGDExGAwGAwGw0cHSn/m10lSHUtJBYnlGV8OFOWNbZKGISar5rZWPwKQBk02b4+YkJBM+dU5Y6fH7B87uMmVDyhss3gd1cH4Gx++Q74J1ZTCfYauiXMnyDHp60YNqpcqWey7fPaihOap5wzvF/kkLI4ZHvvmzZto9bW/Iya1+dVuaEZ5zD4qgZELdevazZj9L569kL94R1hXR/ePrmxM6OUzGDExGAwGg8HQCSBcilApSq8Oz61yo8sbXNqX/d3Uuonur7etJIOyrRmewNBOAvO4IaOk0hbVsGinjHBJ37w2xOT//vJttRPEOk7Z3/WLIl4PqitRlau0b74skkguCWE+q+Yui5zPHzM0vdwtap4nv5n9XaokJcec29Alce74GUl0L/LEo8q/Q0hoVq9kqbr1/OnzaL+jew7JfjwpVHvjnVPVTStlUZWLcK97t+5Gj1Gsmb/SZXl5hKBoLhRJ7Q2FNS7nv6luWv0kWSBxWNZg+T9yzAqRN/qzL+vbZLdn486Y8xoiMGJiMBgMBoPho4NQrtwf0mV1a9aDmNHU7MnKDrFcx/c9c/SUWzh5npvWOFmSlo94xVL7Ud53WzsrcbMmCtbsGU1T3ImDES8MoCws66GQy0Ly/Mal69yje5FcF8oJr5i1xE1rmOyWTF3QI1ff/lRBKFfqV/2FeOxYt03eIXlKISlRUFKa94w3DCKx0/d/8SzS78r5y14+VrrfX7atjoWnbuvKTUJokWHdjwcOOYTsIqer5y6PkmcS4AkH5LcgQqcOxYaaGVphxMRgMBgMBsNHh+aYPH30JGG7wfBPATEZ+J/f3Om4HBPDpwMjJh8IxBJ2hYoLWIvUAtBd8Oeff8qzTVQDvKvg5YuX7smjyEJNHwLUYaeSjZWq7Hr4FOTTYOgKII4/5bM+Vp3I0GE4feSUrI2DxyRRu6Hrw4hJBwOlhNhYqj1Q55qY1/gEu0R48uhJNFGro4Cbm0WkNixZF90nyYJ/te3bEeDcYVzwh8KJA8cknjisff8hwDth4a/HDx8lbP87sCjTlJbY0g8BXM7EWL95/WfC9o4EJPudlWwv75qQ+m/wp7+fMEGwIyHyGR+D/gHwseTTYPjUwWrqrKz+LnOkwfAugOSunLM04fojhk8DRkw6GCiM46pGuVVzlkmlkeba8WIVStRXcfrISZfTK0X6J2r/t0CxpprIsX1HZJvrIKFPq078W7x987bNOYi3rEobFK1q8iFBvDCJkonaOhKQzCl1E4Vg4qFI1Kc9UDqQ60zU1hGYPXqaGzO4KWFbR+L6xauupE+eJBQmao8HsbUkGyZq+1/Ay0SlExa2StT+rngbVFZREDIyJLXMvXgeqZDyIfGx5PN9APnraEOIwWAwGAzvCyMmHQwsPyhnVAGhwgOlD/9uYSb6U9mhon+RG1Xe0KEWXZTJwl+z3YMWNznJVltWbHxvrwZKXnwNbxITNy1f/1FCiyjxt2DinIRtHwK7N+7wSty7k7mnj5+4ot+yo+UuPwSG5wyWqiGJ2joSD+89lKRUEkUTtcdDV9BN1Pa/8Np/CySjXr1wOWH7u4JvjsWrwn1njp72hKd7yue/AQmY8eVXDQaDwWDobBgx6UBAMlbOXiaKCWXqqjLKpXrIH39jmcSNXZs/1B3cud8NGlAoVmNto4oD1UYoQ7dn0y63ccm6mFVIqe9+0pMN6mRvWbnRbVq2IabyBJZnLNBKdk4fPtmmJjdK5DqvDB7wf18HYUF4WdYtWC0JZFQkObb/qOxHSa/NHepK++W7DYvWSOUK9uP1uRtXVu/onsNybipjhK56Fso6ceCoe/n8hdu+dqvbtHSdKMDhsSHoh7eHihYP7z6QevVbVrZWYHn14pUQLtohSOGx1BSntB8enfZyPkiWowrLiYPHpDKLXivPfeuqTW776i3u/IlzMceg4HJfa+atlPfA/V86c1Hazvrz4akK7wn38rqFq6TKB+ELuh9cOHXOrffXzkJi7cmKVJDxx/NOKV/I89dVjwEry1J5hOd98fSFmGNDcI1Xzl2S64EE8N7ZjwWde+U56yq1gHd/8XRLmUwvR8f2HpFj2cc1I1Pal3MQxqQyGJVP//54X5xfq+ggd8gzz12P57yQZ5VXnvFeT3Qo8Xnav9eQtB/38hiRz5MR+WzxCvIMa/OqJZRK5PNcRD6Ri/iyj9yLymfoPUA+OT/XvWMd8rk+5l3G40PLJ7JF9Rjp6+UtfO+Kq/475F6QAZ6j7udd08Zf5O/axav+tzZKKU1WKF7vn5EaLgCrJfNed67dJtet+3m3PCdk5oLKg8FgMBgMHQwjJh0IlMqVs5e6Q55kEM514/J1CetoL3Tq8YNHrvCXLFFWUCbyfsyQFUm1/fDugy7/p0w3prLBTaoZ6yqTSlz5wKKo4ojChoIxdkiTmzhsrCwY1FgyPKpYzxg5RY7jf/bxW1iT2UbpYgGi6owKN6ai0Q1JKXWHWlZBJaSMc1H3vTqr0hX4a5gzbqa0sRovdecbiodLHgVKNcom14HyRR/I1SR/PYR2ce6KgcWy4ioKHO14XPDkjB0yUq6vtE++G55XJfkFtIfguVRnVrhh/jpGVzS4iqQi/0wyoso9CltdQbXUmqcsYFnf/GjZSJRLlMTmERPketsLEarz10aIG9c4pXaCWO55D7Wc1/8m56X++A5PoujP/fF7Q1LK5P6og57zfap4C2iHJLJw0p+vI7kSJw8el3uYUD3a3+84eVaq0KPA0ja1bpL8PkSU/SFuXL4mpLU2b6i8M0gJ4VWqgF44dd7V+GvAS0D9f9oO7tjX5jyA0EJWrR1bNVKuPfu7FCmTyAq0E6vH+nedJfesBGLisDGyzf94jbiOusIaCddqKql1KZ/3E8WZ9ptXb8iCVBdORkhcq3yOlHsv/CVbzjfdP88JVaNdVeogIRB4mOi/celaIXQowcjr5BHj5d3wTsZUNkYr9yyaMr9VPv2zQz5n+3ugben0FvksqpEyoFwL98J59f3zPfU/W/0AAA05SURBVE4ePk5Cu3gGfFd4LXUhLL6RAv+tcI+Tu4B81hcNk98gdI/rzfT3tzkID4UUVWeUyz01ldb6+yqNGiAovxq5v6Hi5WSsQQbTvhrgJvn+lK3kHgh/o74+dfin1k+Smv/IGuQQgs6zaPTnnjx8vIw1+i0bDAaDwdCRMGLyAXDNKyWLpy5I2BYChVCJAwoACzyRNK/tWFjTv+gfVYjv3b7rla4B0VrsKF7pXsFA8WX7lFcQ071iqFZovCUa7oOilPtjmii5bFPTHeVZSROKBsCSnfplv6hihaUYwsQKvdqvbEBBzGJT1OnO/SEtegxKIvfytIVAcT1J/+ktRIvthZPmuvQv+3vleb9s85uZ3ya3KRnJM6n3CmZTyYjoPqzLECwSmSEQKGx4OWjDUk/43PyJs2UbizBKlh4beqMUXGNmr8hCSX/8HrGac494u7Ass00Sc1n/ArfYK8RsE6pX1q8gamWHiKZ7ZfH29ciKr1PrJ4qSyP93rt92g/oXiieB7ds3bgkZ2N2ysFJxH68wB0pmfNgfCnqlJ40sIKb7UCYrkovFg0BiPve8b+seaaNSF88H67j2V6CgIxNFvXOi3oOJ1WNklWWtYIJyTDv5NTx/lHfkkDbIGu8RcgF5YF+RJ5javt9fAwRAZQoZS/+qf9RLsH7JGpfXK028RmxfPndJiIzKK6QJAsP/eEhYJOuRJ+9s8xxQnvkN5BMPAPsh95D3neu3yTbvGPk830KOwI0r10WGr5yPHMN3V+mfmRIifp+FtHRhLRZVQz55r2x3pnySs8X9DfXnwYPKPo6BKPE/RLZ8QFGUiHAPPDf9zodmVLjiX3N8e6u36OyxM0IwlTgDDCh8A/pel89cLMYDZObwroNCvLUNuedd6LEGg8FgMHQUjJh0EkgqTvuin4TnEPpz6vAJUWDZ1j5YiVXBBffv3JNVRdVCDbGgapS2E5KU89806ffq5Uux8qtCvHfz7kgVJ69wouBkf58SE4ajwDpL/LluE15S5JVNPCNsH917xCufOaKsa5/92/aIpRhF55nfzzUq6QAogHk/ZUQ9MsNzhohyre1bVmyQ49XTo7julSsUVw3HARuWro1RylL9M6wv9MphWa0oiCyUpaFEeHBKe+e5JVMWRL0L8Th/4qw8syvnW8OrDmz35MyfF6v7SH/ekaW1QkZQEim9zL3s27I72p9njBdDrx/rNAoq/xOqR74R58GajTKKVV/7YqUu/i1XlPtEnjXkIqtXSkwI30KvOCMb/L9tzWaX5s/fVDpCzg8WeMU3UWIzymvej+miaOo+rPkzR06Jbi+bsVi8FPz/yD+zEi9D5GewvXPdVvFUaPlpSlHjEeF5sb1k2gKxsvM/Cm28fKKQ41nQbchQcZ+86LPASk9oEf9zv4RD0v/YvlYvEp4FFq7S7WdPnso1nDt5VrbxQkCOuDbtc2D7PvE0olgjt7n+fbMvPEf+z5nRfRQu6Cryee54RD6V9ANkkefA/+OqRrrc79PkuY/04LfwSEJanzx8Ip6fvYGsAjxOjV5eNDQOWUF+Idsi72V1Qrg0R0pWye6f7xqLhrcJRTMYDAaDoSNhxKSTgKekYkCxKKqgobhGQl2w5tKONXZwWllUmQeE57BKLoohwNoeKiwkKaOAceylMxe8wpbtHtyNKDwohWrZRXkr/DWrTUIzFlssqfu3tiYvEyYiVvAWa+6aBSujipdi8dT5rr4gosyiSBf8nBWjaJ09fkauG2s+yiHhO/TTdqz2hO3otoJ8gfKk4hiFEIs/Fm3+nzdhlmv0ChrWcYgT1nPtp4B4jPYKG5ZqqpTFt+MhwDvCM9N9s8dOF+WMMKD485JbgSIc5uqMrxoVrUTFe6FdV3UdOajOTaufJNdB7kciqzheMkgjuUnx4UJrPWEhVEy3eX54b9QKP3nEOPn9yPnPxyjk8TjliSjPXsNwCAnkXOTWaJ8xlU1Riz5KKIqtvsu542fKb2lfCDIkDSLMNsq3KvSQXzwvhJmxjRKM0hwmXC+ftURkn/8htHhfju+P5IrIPn99eH7wMEGKIDu8x1DRhjRAlLUaHP1rclqfFyD8sLZgqPzPM0A+9bsASk5Z9RlyjZKuXkjQmfJJXs6wuPuB8K2YtVSeB987xoxzJ86IFyksbEE9f8YA9bQokFUIsW5zHP347s97gpdolWu+3dVzV7gcT4LwIMW3GwwGg8HQETBi0gkgeZWQK1XoFBCLES1K/z2v+Gb2Shblh23K1RIeNbdFoUApzP4u1SvPEcWPhN2cH9Lc5mWROHUSygn/4H+ABVQVpmN7D7ssf24SddkmhImQJjwb2d+neiUwEraFUpndKyVqQQfEl2v4iVpciT1HCeN/vDCs5KvhOSjShLOgnLNNCFiJJ1QoOmxDCMqTimLCmRQoZXk/ZUaVdTwNOd+kuH1bIrkc8ybMdjW5Q2KOUbKlRApcu3hFrolkbN2noBxwvNIJOSS/JNyn50WJJz7/zo3bsk15aBZzWjYj4hnA+0UIjCqheDKI8+d/gDKJws2zCz0kuzbsEG9EvKdj2czFQhb5n2dF3lDWV0n+OUeIDwQ3vgJVe6sor56/IuZdUrUNT8HDlnfBb0NCKcTANonOYfEEZCgsgbx+8WoJ9eK6UM5R6FVeUexL+xW451HvylN5LmGlMsi4hschz5BlSBAhUCFBa/DkBbknPAoCoaGNkG/kEw+V9uV5aNibXrcQpvERws/vEJZ165rKZyTcCjlgm3NCdJS4dLZ8zhw1zQ3LrJTQOra5d75Rvnf28b40zBJAfFWuIqS21UMF+B65H4pOsM0zIvSU8YCQTO3HeMDaNbzXkLQjD4R56bbBYDAYDB0JIyYfGSSdYxlOlINCKAkx/CgWEQUqSSzahFegnBC+oRZ3SvNCTMTSXlYnf1HIdCE88gDGV0UUVizkJAhrHgIWVJJuCR0j9IeE1yMtOQYkTxPqMqaiQbwGJIWHYS0o7VlesaMNSyuKNjH1u71iTTuKDBZZuZ7h4yWhe3RFYzR8Besu96QLA0LOMvx9YsnW31DcvXnXK6s5riZ7iJwTJZ+wp0tnI9WvyBnI+yldFFPIEgnGW1dtljYUXhRpFE5Cx5YkeN5/eYWrIqmkzXojl05fEA8PSryeV5VhSIU+OxK4eX7cj4YBYbHHiq2KJFWv5HlWNrjm2gny3FDOUQhJJCYEp3n4OFeV1prTEoJnnPVdcjSBmuIGKKPqsYEAoKxzXu6V8+l7jgfXSpK9blPBifAdVayp2ER+gnrhCBfj2vgfRZX7CJPqSaLWxPirLcq1HouXYkjaoOhinhA2iPbtFkIHCcIbs211pBgDIW8QbzmXPwf5DiSFcz8UYCCxnjbyd3L/my5J4HijKN4we8w0aQN4dbK+TZHnQQUylGoIkeagiHwOCeSzAPlsEI8N7by/Mk+w9Jl0pnwC3lmBJ4/04Z4gkpqfBAi9I4eEkE++f0qOk3BPG0UHMCRoXwAxwQOH/HIMxgjGDDxhyALf/4TqMZEiEL4v3k6un23uj/cShhUaDAaDwdCRMGLykYGCt2vD9oT5BCSaY3FGKWKBRhQvEo5RlvZu2hUTpoGSS7w6iitx+UosFMcPHIuW8kUJ3LdlT4wlnevQEqYot2oVJZQF672WjSVBmeRhPY5zoaRvWrZOwmdQwDl3GC7CPpKU8drEXxcWac17AVjSCQ1pb+E7FFKuhZA2fhulPgydwTOzfvEaKT2LJ0gJAdZnwp3YTwlU7R+Cez6wbV+bMrKA0qzrF6/1x6+V0DcImLZxHcTxH/RkhFwhQrfoTxv3F79+CQryBn8urjNcqFDfHQSB48JjQvAeKVnLebG08ze8HhR5zgHwWKmnIB68izD0j98/GbwLvFi8C32+lOBVGUJeCaFCJrQ/cqPXLcf6d44Hgm1ClCDX2hcFn7wjTbjmNwgd0jK8hLmpXPBeSDzn3bH2iCapg9f+eEpW8265FpT/m/HyuW6btFNlS+UzDKNCEVf51IIMCkgF71u3O1M+X3gyD+klV+XgzgNS5YxKf/H9eE+ch+sIw7AIi+Mdh30BntJtKzf7sWZXNImd69KS5Mi2hu9BTnh+7MdDFHp6DAaDwWDoaBgx6aIg/ERj/ePBeiODU8tEUUjUbvhwQLGHkLx581aUcCzhWPTDcBeDoSNwxhM7cj+0MpnBYDAYDN0dRky6ILBeErrB4nKJ2rFmQkywSidqN3w4SJhRXrVUjGI9EBKjb7fkKxgMHQk8P4QTatijwWAwGAzdHUZMuiDIfaC609s3ia3whPFQ9rS9kB3DhwWhdoQGxVc1Mxg6EoSEJQr5NBgMBoOhu8KIicFgMBgMBoPBYOh0GDExGAwGg8FgMBgMnQ4jJgaDwWAwGAwGg6HTYcTEYDAYDAaDwWAwdDqMmBgMBoPBYDAYDIZOhxETg8FgMBgMBoPB0OkwYmIwGAwGg8FgMBg6HUZMDAaDwWAwGAwGQ6fDiInBYDAYDAaDwWDodBgxMRgMBoPBYDAYDJ2M/3P/DxofpRJEEbguAAAAAElFTkSuQmCC)
L’assurance-vie à la rescousse
Dans la recherche de solutions permettant de minimiser l’impact fiscal lors de la transmission intergénérationnelle d’un patrimoine, l’assurance-vie permanente devient un outil incontournable. En effet, plusieurs fiscalistes d’expérience reconnaissent qu’une planification successorale ne peut être optimale sans l’intégration d’une stratégie d’assurance-vie. Avec raison, car son utilisation procure des avantages sur le plan successoral que nul autre actif financier ne peut offrir. Comme le montre le tableau précédent, l’assurance-vie contribue grandement à réaliser cet objectif.
L’assurance comme catégorie d’actifs
Puisqu’elle joue un rôle primordial dans la préservation et la transmission d’un patrimoine, il est naturel de considérer l’assurance-vie permanente comme un actif à part entière. Bien que le capital-décès éventuel puisse demeurer un concept abstrait pour certains, l’impact qu’il aura sur le patrimoine successoral représentera un avantage bien réel. Cela dit, plusieurs contrats d’assurance permettent l’accumulation de valeurs de rachat, sous réserves de certains plafonds régis par les lois fiscales.
De leur côté, les polices vie entière avec participations (ou celles avec un régime hybride) constituent un choix intéressant pour accumuler de solides valeurs tout en permettant au capital-assuré de croître au fil du temps sans preuves d’assurabilité futures.
Diversification stratégique
Lorsqu’une société redirige une portion de ses liquidités excédentaires vers un contrat d’assurance-vie, elle bénéficie d’une réallocation plus optimale de ses actifs sur le plan successoral. Les polices participantes (ou hybrides) permettent d’injecter des fonds supplémentaires (sous réserves de la tarification initiale) dans le but notamment de limiter la période de capitalisation tout en conservant une grande flexibilité.
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)
Valeurs accélérées : La plupart des assureurs proposent une version de contrat offrant des valeurs plus élevées plus rapidement, mais généralement au détriment du capital-décès et même des valeurs de rachat à long terme. Il faut donc l’utiliser avec parcimonie et la considérer comme un compromis lorsque la disponibilité à court terme des valeurs représente un enjeu important pour le client.
Un puissant levier successoral
Ce qui fait de l’assurance-vie un outil autant convoité par les familles aisées disposant de surplus corporatifs, c’est la possibilité de transformer des liquidités imposables en capital libre d’impôt pour la succession. En effet, la société bénéficie du mécanisme du compte de dividendes en capital (CDC) afin de verser en franchise d’impôt la majorité (voire la totalité) du capital-décès reçu.
Pour démontrer l’avantage indéniable que procure l’assurance-vie corporative, prenons l’exemple d’un homme de 50 ans (non-fumeur et en bonne santé) qui désire réallouer 1 M$ sur 10 ans (100 000 $ par année) dans une stratégie visant à bonifier son patrimoine successoral. Nous lui proposons une assurance-vie entière avec participations (version standard) avec les caractéristiques et hypothèses suivantes :
· Capital assuré initial : 1 540 000 $
· Prime de base : 38 463 $ / Prime annuelle prévue : 100 000 $
· Barème de participations : Taux courant -1 %
· Placement alternatif : Titres à revenu fixe – 4 % d’intérêt
· Taux d’imposition post-mortem : 48,7 %
Projection à l’âge de 90 ans
![](data:image/png;base64,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)
Comme vous pouvez le constater dans le tableau de gauche, la réallocation stratégique du million de dollars pourrait procurer à la succession une valeur nette de près de 3 850 000 $, ce qui représente une bonification de plus de 180 % comparativement au placement alternatif. Quant au tableau de droite, il met en lumière la puissance du levier successoral que procure l’assurance-vie. Les chiffres parlent d’eux-mêmes !
En conclusion, il existe sur le marché une panoplie d’options qui ont été développées pour répondre à une multitude de situations. Une fois les objectifs successoraux identifiés, il ne reste qu’à trouver la solution qui répond le mieux aux besoins spécifiques. D’ailleurs, en tant que conseillers indépendants du réseau de Groupe Cloutier, vous bénéficier d’une équipe diversifiée de spécialistes et d’experts-conseil chevronnés pour vous accompagner dans cette quête. N’hésitez pas à communiquer avec nous afin de découvrir les opportunités liées à vos dossiers !