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Business cycle komt op stoom: 'it giet oan'
'It giet oan' klinkt een beetje raar, zo vlak na de langste dag van het jaar. Maar de Elfstedentocht zie ik als metafoor voor de volgende bullmarkt. Voor het doorgaan van de Elfstedentocht moest het ijs op de gehele route minimaal 15 centimeter dik zijn.
Ook voor de komende bullmarkt is het ijs uitstekend uitgehard. Ik denk dat we er pas aan het begin van staan: werkelijk alle technische seinen staan op groen. Zelden in mijn carrière als technisch analist heb ik zoveel positieve signalen tegelijkertijd gezien.
De seinen staan niet alleen op groen voor de aandelenmarkten, er wordt ook een top in de kapitaalmarktrente zichtbaar. Technisch lijken obligaties en vastgoed te bodemen.
Opvallend dat het CBS juist deze week een krimp van een half procent heeft gemeld, want dit begint verdacht veel op economische groei te lijken. Ik bespreek in dit artikel dan ook alle technische ingrediënten voor de volgende fase in de Vierjarige Business cycle.
De aarzelingen van de afgelopen weken geven op de meeste aandelenmarkten nauwelijks krassen in de sterke langetermijnplaatjes. Wellicht werpen de Franse parlementsverkiezingen van volgende week hun schaduw vooruit, zeker nu de Franse aandelenbeurs door de kortetermijnsteun zakt.
Uiteraard zal ik op de IEX Beleggersdag, vandaag in Bussum, ingaan op deze uitermate fraaie technische ontwikkelingen op verschillende financiële markten. Ik geef mijn presentatie 'Het begin van een nieuwe bullmarkt: it giet oan' van 12.05 uur tot 12.35 uur op het Podium voor Kunst. Verder neem ik deel aan het Slotdebat tussen beleggingsexperts van 16.20 tot 17.00 uur onder leiding van Jort Kelder.
In deze column beoordeel ik de langetermijngrafieken van enkele voor ons belangrijke financiële markten. Ik beoordeel achtereenvolgens de AEX-index, de S&P500-index, de MSCI-index, de Nederlandse 10-jaars kapitaalmarktrente, de Bloomberg Commodity-index en de Euro Stoxx Real Estate sectorindex.
Ik trap af met de Vierjarige Business cycle, die signaleert dat de economie een positieve fase ingaat.
Aandelen blijven interessant
Het lijkt er sterk op dat er economische groei is. Alle technische componenten geven de volgende fase in de vierjarige business cycle aan.
Zowel de vierjarige business cycle als de technische plaatjes geven aan dat aandelen interessant blijven. In mijn vorige columns heb ik de aandelenmarkten uitgebreid besproken. Afgelopen donderdag zijn vastrentende waarden de revue gepasseerd.
Zoals de vierjarige business cycle in onderstaande grafiek weergeeft, zouden obligaties al een tijdje interessant moeten zijn. Maar technisch springen de seinen voor vastrentende beleggingen nu pas op lichtgroen. Deze conclusie is donderdag hier beargumenteerd, met de toevoeging dat het ijs voor obligaties nog flinterdun is.
Dat de technische conditie bij obligaties niet goed matcht met de huidige fase in de de vierjarige business cycle komt waarschijnlijk doordat de traditionele relatie tussen economie en vastrentende waarden is verstoord door het ingrijpen van centrale banken in de afgelopen jaren.
De uitgebreide uitleg van de vierjarige business cycle kunt u onderaan dit artikel vinden.
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omw9tpPPW39ee4jynlqjv/vNjLeyzVD1xrPnJsZYDx77obVd2kfHpZrQTM+zfH7HUHWADIOMAGaKC2fh8DVmq3jKzPIbxMp66eTB+iXpJQsZ7biak6rvTrHzAumV86LPabUwi4wedGU+Ut8MS9ZKE2J4c5rnxlIz3L8dPkWp/v9gvJ+O27MZnarrnxpeV8V3EOiXwu0pxQsalb9ue1U6+dK4j/Rie/qtD5Z1aQj7lEnVHqpxhS9Wbct215Dz1orfpl6gr42U89eK2XX+aLCHjPDcOEICMA+TIjkvV912iroyX8f1n42vGi31bfff7Q79uGd9N8Gp2yXPeZ8bbBNruHkVa7KectXVMJ+Mpsc5bxvUcf1DOWX2MDSffL76lb5Dfs7PXJ+OJpe07S+tIsddl7ZGcmSDn4o/kXIxte8DVv0r/TNe+eSefF+94S/kemOXj8VjtXT4+bol6+nnxA7VntIxPKdBTij3AcYKMA2RJ+8+EtTONFI+WcZ3VjNJruF1/YmuHEOdzDDL+2lvu982fLL6YaLMJflk2rEnG96mHSmJ4bI8kyphL/bZ4sl8HhDifNch4Kq++5fWLyriQnB13Qc6D/qzbzp+xtcl46i3oEm6LxubQEOfTKeNCcnbcBcnvCz/9B3Nza5fTkZwd3zfvlIyfjHzT+VB2EP/U89+3/e0/tC5RT8p4l7zvwWgZb/lt8d+4fDk59vrCBxrf1cg4gA8yDpApKpmNz1iXXE+wRF2ZSsanCyuVcRHwP30ydZE8PKxJxlNLzd3seNdx+tvZDUGTvu6c5W6R8elC/jKefIlb5jKePrYZbvv+j0a8Xb7kWGR8utC35D31fHcz7HIuDpJ3asZ94pe31dj6R+Oi/fn0t8zPi4Xpy6XtrUvOU8+mH+DlbcpUMj5dQMYBfJBxgFwR4WjOlrYvO59iiboyWsZTP6U2aVibjItw7CnhLqxKxoXUcUb4dBmyTVPzlghMKv2AspJvE58yIOPt7CPjSnneh5y/MbK2OhlP/RzapGHI8+d6Lh5rtD8Vxku55P1XibefJ8KgvGeVcTvTPXSpus5y/5tolrtPrHOWcalb/Ab0aQMyDuCDjANkTFOw22a7p3tuOy8ZP5Gyx/+02XIyLsddiY7bI6xNxtOz415wSxdT+1wY8ibzg8p4uVx6n/5rAxn3eOvl4stX0jdjwlCej74xgYz7QZeC/+PwN1+/dbX4ymMyNpN5+UHy/cnIn16bKu+ZZVwKTLzILb1UPbVEvfet6JuV8ctStv5U3KHOG8D6QMYBckZEt/E5S0l2Qog7BbqDSWR8xxsBu5CPjJeSkpQLEdDfe+nl4tW33ipes6ljkgK8KhnvaP/AcLvI5KDVBykR3fkFbvOBjCeQz4TOlP+WtKVr7PQJ8lHI+CRvHd8Dcy4e6z0XX/jJL8f/xNXgvFuWgs8u4+0/PRbWL7VEfcCL2NYm47wBHeBgIOMAWZOY8ZaLvHj5eXMGvf/N622MlvHUM+MblPGUwGoY+jNjq5fxhhzqLLi/3RVGzkannhnfmIyn8lqljHu8JoL6W603dERuO+q6OhlPPTO+tIx7vC7n4n/qOBf7/KTY6yJ7o/NOyfihXuDmGCLMuyxRV1J55/wCN2Qc4GAg4wCZ079UPSHsT7688x/N0TKevGHQ/Zz3lOQh4+lZ4TG/971uGW+236XXN8nrM/S/GYu5Lld/8qXij3seQ0ij5yfu7/6XxS3NlDLeFOs/yPunzQbzVvF06kaDhu//tLhoWd66OhlP/bSZ9ONuvzN+KPRctDxTvvesdJl38pnyVN4ivbO9Tb2i/zfHd1qirqjES95Be3KR8dRPm8nY5DlvgMOAjAPkTt9S9QmXqCvTyPhuL4/bhSxkPPmstMqh3T+AVct4o/2lGB+OlIzvIpbzMp2Mp2/+9OWVEng9ZtwF9qFlvCQl1ypfrxy1jPcdswwqnA1pnmgWf3jeKTHeb4Z+CKkXud32I33mWffuuETdkPhdchX9v+94A/uOTCPjl4v/8Pdtb5MHgH1AxgGyp1t2p1yiroyX8bIOY4+ZiixkPPXc/MjVCauW8XiJes+S/ilQsZy63YdmMhl/68dmmX7Y/v6bEW3lj5OZl4svN8qeXsZbpb9FANcn46lj/qD4wg5lH57UT5XpLP4Uy5bTeavQhnmnfy6t/efGJiI1I3/Zzsgnlqh3/rZ4gIr8v22e/yGz6iMZL+Pl8/K/GtWt7xgA2A1kHGAFtC9Vn3aJurKLjKeO2bceQ0HGl5fxZvrDz1JrmY2lzEPexL4gKRnepa+S+ZzoM/PduSSPkz4bLjMpQdZwCBkvZTWs73HJeHJW+Ps/FeGZuif35+m/its3lYxr3vGL0lIynkonYe/l8n2kfnO8XKr+s8YS9Z7fFo9IvSBu0PPmI9lFxlPHaN1+cdC+BtgmyDjAGmhbqj7xEnVlFxlPvsRNLkbnWKp+HDLesux4rTPjJpQvZTvYi/xSL3Gb4SbAPqRlXMOY3zVPLdHvf17cIOcpFs8xZaeWuZeBmfFdZFxnXRsvcRty3OzkMDMupF7iJv21zFL1nxTfuhKd87HPfKde4naApeq7yHjyJW4sVQc4CMg4wCp4q/iTxpupU2+r3m+JurKTjAuppepGYO3+Q5GFjO/1zHhaxDWs5wVuaUFMBfM743548sniixL+5KWXi6feGnfeUkvVyxlimyAz2mVcwolI8YAbCek8ht6ESC0xHyby+vNjaRHX0C3jRpSvPFl8a9Qb8xNL8Y/qmfGS1FL1qZ7HTmFm4+Vc/NGA326vSC3VTtTxkHmXpJ4bL9MPl+C3imf+qlyRMHyJe0u5URi+RN2Rem5cwiipL9ujNwvaBHsnGRdSS9V5qzrA9CDjACtBpTP1mfND+Jb13dhVxtOz4xJEMn4wqlpvFa+9/GSZ14DZ5SxkvE2o++r/lpRz0v67u+uRcSE5O75LsL/JbrPtJDk7LkHH3KgZch1zf1neUDngUvdOGTdBpLpDWFuPH1znths/XTKfmqGOQ7eMmxl1W+/bvv/TATdL0mXqTYM2eVqrjKdnxyWcfL/4zyPHsPk5Mr2B0bHU3a/nbd//ibm50V1G+lnt+iVmNf5SdpN3r1AOz9uRXNqvQYT8r/+h+/0H5ifVvL7uKicmuaQ8COOWqDvMrHskyiaI9A5pj38j47a//fvincQBu8p4enZcwuXvF/8fHdsD+04yqur6AZa6AzRAxgHWgojH7YnPXB2mWRa+s4wLqWNd0J+x+pOXRXps2hqJEyl96qUniy82fv6qf2Y9DxnXejQFVoO2+9XGeXnLtDd588ILq5JxoRLa6Nidggp1ryiUdW0T3Nuf/JH56bTmGKrHXONmiFzU9z17vSsNmT45KW6Tf+O+vk3arlL+6ltaTxkrL79UfKll9cS4Je5Ccql6GW6T/vqBfkZNuWX/6PkMy5Xyfvpk1OfDZdyF274vZf1j9LN2Wq7UL/1b4+1L1JXVyrjQKpgStJ/MWJD6hFUS+ZZz9PSP/9KMjUCYWmeWU/Usy/gv/xjdBJJz8bqci/TvgaeXqDefK98t7+QS9Yq0wLug5f1n77Oj4/g/Sh81X3goaUfIeHpJuRd2/lmy9IvcXLjt+39btkc+K2V7rpbt8SS8Sju1jAvJZ8dt+A2pm6520e/LMCuR759fNWPzy3KOg7Yxsw7QABkHWA2ppepeGCCuQ9hHxpXkcvVdw4pkXM9P23LzMril2el9fywXW39yEh6/aRnXIH0+ZMl5crn6rmFWGZey/lEfcdi9/ruc6/Znv/uCFf+G0A9Ypr7nuOgT5DXLuJKS5J1Dh4x3if/Q8IWf/DK5QmGavIcsHR+2bLwvjHsTe3eZ+70FvWW5+sgw9TJ1R3K5+q4BGQdogIwDrIjOmecJlqgr+8q48tST7fUcFVazTN3yVuK4vlAt42/K/OqXqTf6zM3ueOHll4s/7VglcPtL/zhIaPSZ5mnG3IzL1J3467jpvJGTCuUL8narat+No0SQcVoJ90gZd+XtKhtdy9Mda5dx5em/fGwaIe98I3v3zHJf6J5NPmTeEW+JHEtZO4+p7/+keHfkSTZLylOPxdjZ/DHnuoG053/R9ux4/rU9bW+V31fGlWf+6vGWto8MLFMHaICMA6yKl5tLuTXIhfK+L26rePnJaDn8jsvfRTCSdR0Qbpf26JL2Qbjny6twUvzx3vcldpRxg4jHwJsRt0fPRj/1pC+UA1/Kpe2PJGDvN4o3Zrh78ky9wG5wfzneEhlJCeKw5eqGnaS2DDrmup7XngK3csDV77ZA/LX9IutenVqDivG+53hEebf9KHrOO3652qDVBFLej7X9I87PiUj+0Ha656Wr40WG5dheQUod1/OsbgoVtUCk9ZlvObmjz5FImS7t3UUyb5MydQz3u055LlJLt1uDtucfhsxo7pb3Xw/KO6Z+GVsy30TQPtJ27CTOqZfNaRDBnObnyFx7hkvvbZcHtOfqXxX/Mqj3jm9F/3l5w2CXG0a/IfX81k/+Qcqcop8AjgtkHAAOy1v6fPRLIuYtS7RN/JPFFyXNU5I2D/aRcYuIoc746tL0MB/7grJcmjoBTzUkuhTo8aRmbHe4uSDj6GkZT18aMOZ+IGmzujzUuosk/6bUO+gHqfNtT0p94+es98X0lUiy5B+X93sv/XTkDZVh6HO8f5pqo5zr27TcH+nz5PvebFg5el5+/OPiS1dS/SRBx4OM4d/7kY6J3W8ivS7yr+fitw5wLobkvf9NJUUkVvrqy9pXkn88jm978sniWzKWm882jyf1Irf9lqin8NoT39S4fLm47fsituYG2UKfkZ//vK7fSfN9EFrH3zj5vj2/enNokVoCrAZkHACgwQQyvhUSs+K6tHzXrmrOjk8w0w8AsC/JmfEJlqgDwKZBxgEAGiDjg0k8K77PM+vIOADkSPKZ8cmWqAPAVkHGAQBiUr+ZPuBlcltk2hfIpZapj3hmHADgINiX00U3Hqdfog4AWwMZBwCIefnJhmAi4y0kZsZ3XqaeyEtXJAz5eTMAgIOR/J1xlqgDwP4g4wAAAeXvuccy/sUBPzO2SVJvUv+Dk/E/u5XMZ78l7wAAU5B6cZv+FNs7fDkBwJ4g4wCwafR3ruvfvNY3cKe+23huuZ3236zWN5b3vf1b36z9pSstPwXHrDgALM7V4iv/Nv5N88vFH/3DL4sLmwIAYFeQcQDYLqlnw1OBJerdpJaXN4L+nJgXkmm8oCLPs+IAsDDJF7dd/lHx8i6/Iw8AEIGMA8B2ST0b3ggqhTY9tCNCnlpmvku4/UneXA8AOZB+cZsuUefFbQAwBcg4AGyXvplxnZ19y6aFft56q3jqyebb1QcH6e8/frl7WTsAwGwkf1u8XKLOi9sAYAqQcQDYMCqPJw0h12ed/0Sk8DWbCsajz4L/6ZNPFr9plqWH/Vv3s+yTNH/88svFq/Y4AIBsaMj45eILP/qH4oI7hgAwEcg4AAAAAAAAwMwg4wAAAAAAAAAzg4wDAAAAAAAAzAwyDgAAAAAAADAzyDgAAAAAAADAzCDjAAAAAAAAADMzuYwTCAQCgUAgEAgEAoFA2C0g4wQCgUAgEAgEAoFAIMwckHECgUAgEAgEAoFAIBBmDsg4gUAgEAgEAoFAIBAIMwdknEAgEAgEAoFAIBAIhJnDTjIOkDuMV5iL9//hH1Zj7b333rOxAMvzQW9sXjA2YUZ+9d/8m2rsvfPLX9pYgOX4Z//X/1WNyevvvmtjAeYl9UZ1ZByOEsYrzAUyDrmCjMNSIOOQG8g45AAyDpuB8QpzgYxDriDjsBTIOOQGMg45gIzDZmC8wlwg45AryDgsBTIOuYGMQw4g47AZGK8wF8g45EqbjF889pni2g0fKa59KAynJ68XRTCE3yyu3/0xs+/sWRGqxvC2+6u87i2uv1aLV1nOR6v8q3DH48XFL1s+Ky98vbh2431VPucPfby4dtdjLelt+Q88XxRt+cEiIOOQG8g45AAyDpuB8Qpz0SXjF4/d3yI9bzSl565SWs6ea5EOu78MIiuv1+nayrl2p0hP2w2C5x+VY8J8BsfBKuiU8bs6hNjxgpz7Gx8pzh6QsXcpFl4rwjrGXPwb3ytO736i2i5l/JHi/GKEjEUyXm5/tDh79qJ5M0DLu+lj6X2wKMg45AYyDjmAjMNm6BqvF1fua0qLhNMrb9oUDrnYvLPcdybXoU3q/WWQC0hxLEdbOdfulItVm6bB849ImjCfZBxkQ6+M6/luE2KHEV6VHhkfl15Ii7ov1iohd9X5ljIu0tNXjg8yfvTsK+PnD4lsq4Q/V0p5KNU/LM5EhJuz6TWTyLgtJzX7bfK/8eFx+cMsIOOQG20yfvHE54trNzdX8Jx+5xXZ6X/n/F1x/b5PyXeaXBM+9Qv5PrLRFfX+Mo97i+tXRbJsFhdP/E6ynGt3nBQX582rwvNHf02+p9P7qrIeeKZ47x2pyIu/X7x9y/1S3jk3JjNnFhlfnejAUdI1Xs3Y6RonDjNeRJAuybi69KKNdNjx6efzxhPFqbddjlG5ELXbg0DGV8cUMn7+oM48ioTruW5I9YvF2Q0fTcym1yDjkGI/GRcJvlFnneVC772UeLdLsmMaGbdL1W+IpVu+g+Ml6nam/PTya1yQLkybjF88/jmz0iG+djv97qvROBLZuOcTct7lGvEZEafG+az3l3mI+PysTmfKuSklPleKi3eb4/H84U/KZyK9ryrrgWcl49R+WAOdMn73Y8XFOz1XhS9+U4RXrgm/Kt9Hl0SCg7Fi5fhOT57f/PPi9F75+2+3SxmX77FfDJyVN+V9PC3+mveHP1HvQ8ZXw3wyvibRgaOka7wOHaPnbmzasRqONREk+cPevMlUg4xvg/1lvJTtcnl6SrzLuGsPxDPmNbPLuEpPzw0CWJ69ZNwuUT+3acwsub8kXShlWyVHxocnz46pZDy5VD21RB0Zz4ZOGVfxSUqvxwvfEJmWa8Sv6eqM5+RA/4RaOb7Ty+fNPytOPy3ftXa7lHERnz7Bcrwo5d0s4+lpuSiOq6Z53yxSlNoHq2FfGT9/5NdKCX/260bKQ6n+m+Ls1k8mZtNrRsu4zfPaV+3st0cjL2R8NWQl49mIDhwlXeN12Bgtx2C5aiM1Hsu45o2kmoPKuN6c6vmMwDzsLeNGdmWc2DRmljx61ruUbSs9iRlqZBxSjHuBm5zjSoDtrLP/nHhKkhUdC9VM55AXuIVpGiTLac6CD7qhAIuxr4yfPyyyrRKuj0iIlIdS/cPi7JaPJ2bTa0bLuM3z2tdi8d8lL8iR/WS8FONyJjol3p44t4zt8TIunwNdqn7Tg9ExdhbeLVFXUjJuZ8+7bhDA/GQk4xmJDlJzlHSN10FjNLpJZG4eRceUY1AvLqMxZUHGt8H4F7jJuazEViRDnwf3nxNPya9iBbiZx5ByEuwj47AKdp4Zt4IdvkE9tVTdo5Jyudi0M+GTzYwLJq/q+fBSzrueV4dl2U/GSzEul6enxLtdnB27CLRZqn7jQ9ExiSXqdqa862YA5MdeMm6XqDspNrPk0fPc9bPn4bPijl1kPLlUPV6iriDjqyEfGc9JdJCao6RrvNZjyw/+uLCPSfg3g1JjR7HjJzVW+8tJMFTGIRv2mhm3gh2+Qf3F7mfEKymX7z+b7+wz47AKdpXxUqLj7y4XatluEC0nn1LGzbh3y9LN/+XC89UR+cKs7CXjdom6k2IzS64/b+cdU8q2FR/vWXHHTrPZqaXqqSXqyPgqGfcCN1+ovZloNwaNJKv8RtJtBbiZh5ajMp4qxxPoBs1ZcJPPp+Xz4L/YjWXqq2HBF7j5IpGZ6MBR0jVezdjpumFkx134YsHUCg6PaqzWN4jKMVpvDwIZXx37yHh6RtuFDrk2gixj1Eo8Mg4pdpNxuyS88VNmQiXbclGYOtTOjh9Exl29Hni+OL8k/7b+9jjkwLgXuPlC7WaivVlvI+ciGrF0GymWsdDIw5bTeIFbmKZJs+xBNw9gFew8M56aie57RryS8nqJ+U4z40J4XCnnp9+NykXGV0MeM+O5iQ4cJV3jtW+MlmPL/wPuh44xZ8ZXPbaR8W2wu4yLXMRL1B2RbDeIZtSRcUixk4ybF7e1CXe5VN08u63P8urP61V5WFn23no+rYzb/KzInV5OLFG3s+e8wG15dp4Zt4IdvkE9tVTdw85UX/tQvcR8p5lxITyulPPTy8yAHwO7ynh65tyF+Hluj2iJ+a4yHtwMeF3//5mmdCPjqyELGc9OdOAo6Rqv3WM0sXLDEY3BBtGNJmR8G+ws453CXS5VN29Q1/Pv/aa4GaMq8Tq2bNzsMm5vBvACt7zZRcbNW9NVqFvko9ovgl3Ktvc3/I4wz3J/4iI2ShfQIePVzYC2pfLIeDbsKuOlDLeJT/w8t4eZPVeJL5cF7yrjwbL01/X/Ij6ds+mwFnaT8b8rrt8bLVF3dP30mBLNqO8s43Y2XOtwfkl/gi/x2+PI+GrIQMYzFB04SrrGa+cY7RyH3osFNV2Qhx3b3pg8qIzbzwPvOlieXWXcvDXdE+oYs98Kdinb7oJUQuvb1qMQpQtAxo+eNhkHODS7yXhzmXhFJNsNnETvK+NeHc4vfVzEp+23x2Ft7CTjRrhl3CWF23uDuv7c2T3y97aSZCvQN+y/TF0pjy1vUiWXxqdk3N4M4AVuebG8jOcoOkjNUdI1XrvGqHmZYMe48veXY1C3bYjybOxvSReAjK+OLhkHWBJkHJZiJxmvhFtkpTFcvTeoP/uo5CHiU+VhBfqG/ZepK+WxVnxSS+Ot+PMCt3Wxi4ybt6bfJOOqRaDL/aVwN5az3xG/bb0W6iBE6dJY8W9bFo+Mr4bFZTxL0UFqjpKh4xVgX5BxyBVkHJZiFxk3b01v/LRYjf/TY74wm3BHOIPd2N+SLo0V/7Zl8cj4KmmTcYA5mUXGAXKA8QpzgYxDriDjsBRtMg6wFMg45AAyDpuB8QpzgYxDriDjsBTIOOQGMg45gIzDZmC8wlwg45AryDgsBTIOuYGMQw4g47AZGK8wF8g45AoyDkuBjENuIOOQA8g4bAbGK8wFMg65gozDUiDjkBvIOOQAMg6bgfEKc4GMQ64g47AUyDjkBjIOOYCMw2ZgvMJcIOOQK8g4LAUyDrmBjEMOIOOwGRivMBfIOOTKlmX8/KGPF9fueqy44HegFwEZh9xAxiEHkHHYDIxXmAtkXMTnwY8W1+58fJTwnT/4Me+YN4vrd43PY62Ytl96oZABY2NipD/utv1jZDLeHsa+Mn7x2GeKazd8pLj2IT/cV1x/LX+5QsaXBRmH3EDGIQeQcdgMjNcm55dUdp4oLuz2VFT5bvSadwoZv3js/rT0vL6OTkXGx7EuGX+kOPfKdIJ+9qwI1vgsu3nh68W1G6eR/Sxk3LTn/uL6q/Ktu2A1lgAZh9zYsoyfP/pr8jfnmeK9d5b6LP5dcf0+qcOdJ8W752Xfnz/66/IdXW9vBWT8gJxfkovng4jOYfI9dqYYrxdX7ovkSINcKL5hE6wMZPwwTCfjIj3e8U7Qz547QMc+/6jkPZ3s7y/j26JfxqfhEDJeFD8szm6S+j/wfFFMLbrI+NGAjI9BROWeT8r34ZXi4l3tq3gbpmBfGb944vPFtZvlb11wTXhvcf2qiFTmn29kPB+ykvHjEx2pPzKeDVOM13KMyoWo3VbcuD2T69DJef6Rg34GZpNxbceEopc7h5LxonixOLtB+vYBlTYbNRXI+KIcg4yfnrwejksjnt6F6h3hLL6R40vPy3eojHWXzktj9kerQ04ve2U08u8W7aSMv/G94lRvJHhlnD2bEOUB6TT/05PXpD3SR1W9Hi7OrTyl2/Na+w2MN/+sWeYzcpEalPmJzjJzYl8Zv3j8c8W1m7zzbYKIz8/CPjkOkPE5mEbG5fP2i/pYJ+hnT/1CPts2cipe/Gbx9i33i+zLVeieY355GW/SK+Mv/n7x9oel/S/3tH9oukzIUMaPSXTkD8UcMn7gdhwLU4zX1Bg1gqQXBZdetNsTgoyvkkPL+OmJDAg/2oi0uzjV74dQaI0Yi+gZ6XHpvDRmfywJfhkmf+8iOCHMQR4PvGDHQFwPEQu/nOimQizjye2OdpTY5e2ujCrIBVMkPWV9WuI1XxevIuZLn4Sz5+QCJjxsUDrXBtM/2gZbjosvnvP7OqxbXK9GPQdwCBk/f0jqoZ9vb/a6Snfh4prL6is5rWbUrdQ3hDvMWzH53yj908i/XcgbMm5lPpBqG1dKchjXl67ZHhGoT0uc1snV0xw3YGZc04l4BvJt43yBVxkvy3yuvcxMmEbG5Zy/U//FcoJ+9swBZiJf/IZIlZyrQ8u+K+eVics5VL5HxCFkvCj+pji79ZPFta+K6E594wQZR8Yd8QEapuD4REfqjYxnwxTjtWuMnl55025bzHmRc+VCNBbMeZRx7W44xWnMfv94CUEZPfmnMALg0kvZqTEapLHpYvrSlCIm+cqXYCOthNMrxz1YDyXjpfCGNzWa6ayMqvTYuEqUK/lNSH3LzHiVfyU4bfnX4lgeI+UFaUSy9Ly7bFRcpQ5GVi2VXHrHNLardmicyJsKUdUOWzdvhrk8JpTaihdK8Q2F2eVphTCVxsYFM8ED0zXbUNKMT8ir64+W7SEc5AVujeXppVQ3ZpiNiNZibeT1UnisifPbFB1T0pW/XIC96qetCWVc+lelNbG0vpRqJ/pD03n5+xJc1cnWNd5OYoW6EuyaUr6lzGq2XbZTZd7UV8b8HELGzVi4Rfrqa9JXUz8XhYwfPYeU8dPvvBKOSSPSMlbd9+YdJ8XFeT2Wzx8p5fji5LOSp/wdi9IYeb7JHmtDUEac/2+H+cdUMv7s173jHizOr0cSqGIb5fuuX28VaMnn/NIny/r5+40Ux8fWfRXLd7x98b3fKd6+Wa4dvnNV/t4l2v/tq8V774aD2+TRle7Nvyj+263yventP/vBdSms3K1oHqcnV+X6/PPSdvk7a9JJ3/z3piBPwWpkfB2i46VvFR0vjU0X05fGz7eRVkKjr8AwxXhNjdHyHIQ3Q5rp5ILuTkmXGoPV+U2M9ZYbLVX+1XdQM/+YUorrY6rPRlAnEQe//DeeEGHSlSn1l12ZxqtQSxqTr4vSdjAzPopKaO3n2oRoJtmMGSOAURmRWBtZNoJqNg0mzhPdtIxL/joj2Jl/mSaerW/k30DGbCXOZUwll/aY5LYn2kqYphTpphBLXV+rj6mROojwNqVaPidO2FSIozIVU24l+UPTNbcdVTv8eK2LL69RmuQxPSRl3JQj56Iaa836OeKZcSfnwcvbEisE6nDv/jJu8pe2t+U/SMZbhF7xhXloOtmXao9bal4dP0jGpUy5AI2XpBsi0TYyfimSdldm6vgFOaSMn3731bAPXhARlT6oxsUd4fLu84dFHKTfLk5k/Lql714as/9GN6bKEJRhRLc9/wZ6TjyhOXtaLrQleVc5Zt9dUZ28bXPT5l6Ji/9OfOih4uxrUrdGvj+TTsxoQGTAIWTcSPVN4XPjzXRy7u77lHzXebJtjpNzVc2oJ6S+ZWb84onf6c0/ppJ7Lc/MjtfHOJkuZVjyrQS9maaS3yqfkvSxUmbHM+LBthV5I8ou231nxn/o5em6xcb5wl636WlpkyaUut+vdb9cvBvceJmG7GV8UdGx26n8Y8ry6mPSohOVrxIjafwl+EPTBHVpaQeETDFeq/Pqh8YNlXKsNR6tiM6TOY8dN1oMyXOrAqb5R99EneOgPCYYW0IlzXa7iYx9I0xxG32aaZDxFhk3EuuNHXNzJN0n8Yy3k/NAjO3scjAeq1D3984yPiT/aobbO05oyrgdJ3E+3g2GSi7tMcntThl3Y7FOY/Yn5Ndh+vUuOd7uD8tIyL2jkny9ShiaLt0GJRlvpdaJbtVWv67e9hAOtkzdr0dVb/lm6ShiXxnvyz8mkHHNo1OypY062zw0nTCZjHfJtJFxKdMJ2sZlvJTZ8LnxZjq5kL5H+sl73rqS4GpGPSH1LTPjQ/IPEam65RNe3pr+63IO7fEtM9jdMi55qIg/8GxRuP2PaJseKs6rWcl0vlBzkBe4NZanl1LdeIY8Ems3M+4fa4RZ5LQS6qSMt+UvktmxpN3l7c9yV8cYiZV8P9KRrxXdUlzjGXV7rC/SSiTJrTL+9KO1NHcc30oynRXqB1Sw/Uy9NtiZb7N9dyTeRto1T+mPrrJ3IP8XuC0hOgPyDymPaYpOVF4DK/l9ohOlGdYOiGkdr6b/pE+rIBc6dldMfKPGjdlgvNgbKGGeLkwwRgfmH1Dd1Am/QZoybsdbnG9QzxapCsaozdcVp+1AxkcRy7jSEFwVhdTMeMS+Mt6Zf0uaMH87ZvzyXJxXr0oubZrkdiSsYZrU2GwXcYPWX+XIzJxHUm32eds+/gz60HRCqg1KMt7lm7mMl4JZ19P0o8hg44VuETvLuMvff7Z8AIGM2zxal5+bpd9D05V1i7cNsXwPkXEtU2dd25apB2WG2wYj7H1lzM9BXuDWWJ4ufSdS3XiG3MyUS59YsTZiqzcxvGNj+U3LuM3fzmxXtIh7SSzjETvJuOT54U+E9YjzQcZ7Scq4EV75/FXj7KFoGXpNPOPt5DwQ2Df/vDiVcxWM2yroDLoV011lfGD+MdUydV9MNa9bZVxp/V8v/5/O955QqFvyGXRsLON2ibkuTY+XoO8n43qD4FONJemGSLTLNrlZcYtZ3m5vMMTH78nhZXxTomO3LY3yhopOT5pB7YAGg8ZrD/EYVRrno2U8xOw7Rhsz4120HBPKuB178Zg1wuTqabc1TZVVnMbL16VBxkeTknE3s16Lr654aC4Rj9lZxjV/kazu/NNpgvwrYff+WFfjZkIZD8R6KFIPt1Rd++AuGbfVBbNceEvb4ue7lVCEh6ZLt0GJ0xnM8nE5J/6sepxXfEwPB5Fx24d+Xcp0dd0NKole/xp57ZNxc06bM9Mmf+0bf0l6lH9MJct+Hc1NBC9vI8th3MXjnx2UzuSvK18qcXdS7bUxnilvoSoz8QI3P87IuCnTibuWKfVIiPzSJGU8Xk6u4uNfAHvEM9JOzgPx1v71l48HoZ5B31nGTf7Svz35x9Q3EiRNLMc7yTgz41NwsGXqvkBbWW7MMEfsK+N9+ccMlfHeenfIeGNmOyIp47J9/l19bl6+J6ecGbfPirfLuPxd82fGj0rGR5CX6NjtIbQcE5YnFysp0dE4X3R60wxsBzSYYrymxmjZ//75T6+UiNl5jBoB688/JH1MIONJYZfx54u2plEZ7EojIOMHknHX1yorNr5MF/Wtk0qbZpCMV8LsJRIG5x88F63bOpZd/qWwN5akG4mI4rw6Jbe7ZNxJsYzjIOj+LjFR6ZX2XJdxe3olnG0tpVLGvD/rbWa7ta/quKHpUm1QTHzVH7qvKfhVW6t+DreHcBgZd/EyTjz5LuO883FHWNdBMi5Ukit5BJKs+fvne5efNrNSXeWhspR65jyZrq6L4tpjnkN2abVO/qy1ELSnaym5le/uMkXG3bPPHWXmwMGWqes5dQJjZbzv7er7ynhjZnwgpgzzLLd302EfGbfjqAyeiCvIeC8HeYGbEWYZI5XE/k36hW4R+y5T78s/xuXdt0zd5BvPUHskZdzMQuuxV/uPTci4bpv/31TPohv2kXE7M14+B+7X1ZZ7t5Rrz2O5vell6hmIzoD8Q9LHBOUlhT0S7SFphGHtgJgpxmtyjLpz5J2TMl10TvQ8eWkGjdGWGz1D8o8xgqx1t18i5bZfXinsDanWNFXckDQ2TvN1X1hO4nuWUx8Lh5NxFy/n3pPjMk7OgZ4Hc05FZrzjBsm4UEm05OGfq778zWdAbxLY/TpLbn5+TJ/Fdums7Fd5iGSaceLVKxTrlu1OGS/rEQixxkWztk2cxEu/pmbVrVRXdTfpwj/mhgHpUm1QNF5vBDR+ts2XUtdWGxdvD2FfGYd2nIzPOSOdfGY8Uw7yAjc7s17Lt3yW42e/E+ws4wPz70SF3l/qvouMmzw+0zgmABnv5SAyrjdKopenlenk74H3Ujcj1vfI97dNM0jGW2bByxe4af6RuHr5x5i8gxevlQLtv4itfAmb5BsLseQbvMCtIeN9x5b95ct3c9s+432j9zy6P7sdFhfSMgtu6nSLnXF38fYFbn6cqUfwAre/Lc4+6kTey3Ai8pfx1YiO5O3Vvdz2yyuFPRQWm8YXnd40w9sBIVOM1/QYTY+ZMs6ePw3R+DHnsW+MCtUYMOe4/oval38T+1my6fXmkckjMZaqPKV+jXpase5K05BxoZJ2Cccu5VPIOIynuoERXSS3xa8dZDwvkPFuDiLjesFuXp5Wz46X6eTvsS/RKu13y2fFF9s+GW+ZBU/mr+L76Tr/AN33kIwLt1ohluRYzi2dMq7ilHpOWN/q7qRIxc3kK1csXr5QcxgZd/EyRhpvVPdu1rb8tFmnjAuVREsevpSXQu7lP+CnzU5PXpHrwM+LNNvjop8tU0qplr81Xr5+mjYZV9LH1n3VLeNKcza7EmXJr0vKG+lcla18V3Uyz7CHs91lm54u3j35nJH3su6HeZO6sgIZd/FziI6NFBYVnZ40Y9oBNVOPV4A2kPFlcDP44cx4c7n3cWBn/BOz7F0g44cDGe/mMDLu4kM5LuN88fEkWxgk44KJsz8R5styX/4xfj5xXkqqnLg+4Xa5TN2sCKjysUvX9a3uTlweEZGp8kXKY/aVcThOnIwfYhY8RVYyDnBIGK8wF8j4cjSW1Evoe6v32nDPp/e+KT4BMg5Lsa+Mbx1fxi+esDcm4lnMlnhIg4xDCmQc4EAwXmEukHHIFWQclgIZ3wddji8yrm9Pv3Ay/tFoht0uXf9a/YZ16AYZhxTIOMCBYLzCXCDjkCvIOCwFMr4bTrzjt6XX8d4qoO/+THbwuR4KMg45gIzDZmC8wlwg45AryDgsBTIOuYGMQw4g47AZGK8wF8g45AoyDkuBjENuIOOQA8g4bAbGK8wFMg65gozDUiDjkBvIOOQAMg6bgfEKc4GMQ64g47AUyDjkBjIOOYCMw2ZgvMJcIOOQK4vK+BvfK071N9/1ZVN3PF5c/PK98re57yz/vx/2d9fvfGyCvMYg5X5a2yDlXqhgxtvgQMYhN5BxyAFkHDYD4xXmYnEZV+m5wUqPio7U4fxB2bb/3w+Rjbv2z+v8QRWnKepzaJzkTSGMy7O3jL/waHHtxvuK66+NlSnbj5eeLwqvH5Hx7YCMQ24g45ADyDhshsXH6xtPFKfuJ0jufKLQHyg5v1T/fz/kAvDOqfIKOb+k4iX5Tnx9e6h8c2ASGX9epOcGkZ7Xxx4vY0Fl+dILReEdiozvirQXGa/ZWcZ/WJzd9LHi9OT1cFzuIuMvfL2sw6szC50p934pd+JvWc33Jpvv+odYK8g45MaiMv7mnxen+rvwZqXQSXFxflGcP/JrxbW7yv/vx98V1+/7lHy3TpHXxnjzL4r/dqs9L799uXj3F4cfF8cj46sVnXXlu2YmGa/PPyJjTC4C37Dbg7Fj6NKLdrsEGZ8+3xxYVsZfLM5u+KhIjwxS79CdZHznOvSThYyrWGr7XjtAHaq885IOZHwPkPG9QMaHIiJ1j8jAnVeKi3fpp0Oyt4y/+M3i7Vvks3tVxGnUZ9fK8gPPFO955xgZXxrpt/vlHHzt6eK9d+brt7xkfJOis65818wk43XnMSqC9KGPFKdX3rTbJTudp53rsBuzybi260DiNzfIeD/I+DIcQsbPH5Jzeen54uLK/dJm+U4zMz2eYBuJlfHnbpjrd6GV8pSMmziXj4YH6qXtjX2a12Uvr7uiZepx2Xf0LGPXRzxukvbY9GfPyrezy7tR7mtSL69cuyw93jYXeLp0PTr+2oceLs4ekLol8+2o40rZV8YvHv9cce2mcByZoOf0qKQVGZ+L5WT8b4qzWz9ZnH7nFRnY9YE7yXhVh/ORdTgSXvz94u0PS/tfnqL9cl4++qni9NtXi/fena8zj0TG1yw6O9RxAI18Z25XjkwyXjc5RlXiPGmeCGS8h4QIG6G+9EIoPb7QmmNsvA1OylMybuL89A/US9sb+3ryKsuWeJe+R7STMu4/627D2XNyMRpn478IrCWd5n965Y2wr0R+zp3UafmN9oWzto6qroHkJdo7JO+o7sn2+aTa+myqra+3ttXnYDKu5VbSnJoFHzYzrtvaliqNaf/HKik2tMyMVxJs87p47DOSTvqhkuI3i+t3a3ltQm7rqDJsdkv6T3+9Pr5lZrxbxq2IN24oSL2caDEzPohSxqXfZpyxWiUvfqO4drOMp1dELo9xPO0swE2Q8SMAGa/DJGxSdHao4wCQ8SaTjNdEP5q+vvSiXAjfJ/vk/xoafW/jbXBjNXX+TZyf3lvxYQTW3yehzkv2xWMpLnvAWAvKkLKrOnrfS416RKtSlGYaET2Pqr6SbyOtBBWptXJQGTfS46Q5NQs+bGZct00fuzRWhM+e8w5qmRmP87p4TCXwEU/+RGJ6niuvBNfttzJv5NRh44K2WAkOJNbG+ekqITZ9pZEqYpFUm+OkfT0z47GMG8mL29uaty8dInsi1rWQ6nGPJqXZYMRX2urLt43zpXZQWy2HnBkPX8wWl7/rMnXbFk9mh8l4WV4g8Uol1OGxJbGMR+wk45LnzambCTYfjUPGB4GMDwQZH8whZNwI9aVniouTz8p5sNc29plwgzlGviP86x0r5SkZP39U4m6q01776jPFe+/Y75p4n5+X7ovFXsXVL/u3T4p3O8Tf5CFteffkc8Xb8j3WeowR4jjfqD970pw/+uvpsvSZbf9YF+eOidvfIdKN9F/V5ej2u+iHUf168pqS7GV8XtGJ9knoyms30fHS+6Jj9ytddXT0pfHzbaSVEN+42AKTjNe2MRqcg9TNoWE3jHQ7SGPfhXAm16EViTooldza7fIzI8JQfY/IRW3P4xalFNfHVJ87Pcb9oZE0gShrHUUEzp6vv7Ba03iiV9XXRWm7EuK3Rg49M+5fgMRibMZaLLBCM12MjI/4xW+DZFzKU2H0JV5pOdYRyniibEspmm6W108XJgzTefn7khfLd7zdQphXKdSNGe0qL/uHPd42lMfGQprGSug+bY2kWUnKuEkr/aqfdRPqvBsk8p1Wxm279eZCVR8JY2Vcby5JeUEeVbi3RcblO8/MpmtfaJrom3InGWdm3DGXjMfL2U+/+2owNvuxy8TjMfihh0zZ5w9/Usb7c/I3TNLcKPF3eMvJ3/yz4vRmOb/ecWdPy0V13FwjzN749PMQTBl3dSxT13I8qXJlnD8ix2mdXL4STr/7M+kUO/Ye+VS4/2vPFkVQhrT9Xskj1XYRJ3P8pWdL0XR9rHWPz4kIZ6N9iTSVdCXSuLL8fr7+gLQ5bt936vaN5WAyrsKn0mz6NjULPmxmXGX49MRLY1/6dvbUL+oxVdUhnBmOZfziid+RcyKfn+tO8uRc2+fK24S8kv3qBoDU+yO23lZSL773O3Ie2/It+zSdRvL20lSiHJQl+eh5rqS5jDv9jifJA2fGNf/TE+84+6K2sx9clwqWUSZ/ZsZzFp0wr0p07La5gOgVHW1LfUwgOjZuSB2Hpgnq0tKuLTHJeG0box03Q0qGjdEmdlz5+beOUfnDWOWlQqZjIvoy6RwH5THNOtp8W7+XnCCFfRDi0ohYWDYp40ZQ5Xzq594EvfHR0t6Dy7g9J1VdbPCWqg+ScTuj3sjHhPbzWQmkqY/U2QluTCW1mq5FhJUgnc0/Flm75Ls6PjqmjUB2bR6t7e2UcfneN7PqUdoktq3RknRDJMSdbY2Oz3tmXMZkY0bfxu0o442Z8YGUwqznSS4grWTvJePB517y9AUIGR/EEBkv08jY+Jlc4Ju+lP6/57PSt267D00v8vfAc5JZeYAR4xtLEa+35TyqyLqxoVjBDuTbxvk3BJrtsGV6z4h3y7gIgwhZLdly/L3fqPNrmRlXuT098cRVxU6E/uxpuSo1xWg+Uu4DtaCX8l6KeL1t2+5EM6iL/PPE58v2VbOeNl9tn63jkDR+Wf5LzlICvCuHnBnvfjGb9NtOy9Sln9yL39yM7iAZV4n9ZCjxipkpl2NbRNbNjFdlCS7fUuBtviq0cb6VIA9Jo/mKjJt86/NQxXlvNG/EDZTxJtKX1cvaXMWkrsh4zqLj51WWF0i80ic6U9WxQTNNI9/Oum2D1vFq+kb6qwr+TZaIg49Rey6D+kgYNEZVkGxe9gZNIx8TWsZBdVMn/AJqyrjUMSVxQR+0pdm4jI/hoDJuz09wnI3z8x8h442Z8R4CGa/y8P9SW4zUymfSCVanjNt0wqFlPFkHnyrvRJsEk6eTPVvnAFdOq4wPbOuaZLyqs3yLVWlkXO6xTL11yfkQtD6+0O8i4zqD2SfayPgg4hnvMtwbibeI4eWxM+E+Mm5UUJ+JhVrOjy0nlvOSsmwjsr6gC2F6udi/5RPN2fJIoMfJeESLjDexAlzJd5lvLeeCiF6ZVymbbrban003cVpX1744DyXIpz3N23FZ3o2AioQA70pSxk3+8p1TjTGpQ9vPWyXqMq2MW/kObuZJ8Jaq13UIZTSQcf9n1BpBPkO7yrjm634GrBHuKfN94y/600jZh5dxK9/Ryopgqbqel6OU8aMRHUk3iejYbctOdRyQppFvS7u2xKDx2sdBx6g9r6nxMGiMqiDZY1vEupNBMi71MRLnthUbV9WxKw0yPphDyrhKRkOgvXPkoofIuJYnAhWX10cg4zaPYFbeEqYrZ4vrZ6NrwnTetn9RHsv3LjJu69C71LxHxg1OPpNiP6Cttm2tbY2kWcl7ZrxM01zSLd+BvoybfmvOeocyLte4Zsm51NWXdhXfu6O+cui+B6W/3b5YvmM5t3TKuLbJX4rrgr4B3EmbEXbJ9xm5uExU61hIyvgLIo56zqu+iSW3pndm3CwR137cR9KcVPfMjF/S/d640ov4lGQrvhy/ES4vD4NI0SAZl6KfcDcm6mMqWmXcyncsdtUsdyznUo9IiHtl3M62B/lXQesq/fPGgDTaB7asYFZcObSMj+GgMm5FPPh5Mhs3dmY8tbx9AENlvDHr7fNmKeOdaYTDyrj0m4q4Louv8rJxzIxHZC063rEtYt3JIBkfUsdh7Wj0UUu7tsQk4/WQYzQ5RsaMURUkV6YKWbO8btLHBNKsdZQ0obBLHX0Z70wjF7oWZLyHg86Ml2l8+TX79SLNF+KktDfLLF/gFp07rf9den7DYx2xPJd5yLjxZ8dNH4SyGqRzWRvxDdOZ/Kv2aGRCbjtluCaW3XKpubTXF12tg7Y3EMYob02jsufKN/WO8vFwS9pTL3Dz4wa11ZL9C9xsv1UX5yLh55dS+ctx2mb9zrRyHMu4Uj8DbvPr+WkzP18/b0dnuUkZlwu+T388yqeMM291r44RAXT5HqmUH3yZ+pQy7o2B+AZBUsZN2brkW8qOm2bk+JEyD01nloYn0nn0ybijfkZchdnWMSnj0q5oGXgVV8m33Y7b7svRQBlvzHr7DEkjbF7GkwIt52iPZepxeX30yrifb6u8ujRXO9JovgeU8eTz4dKXyHiCrEXHLzNdXjcT1XFgOxp91NKuLTHJeD3kGLVpGucxiqvHQPhFEcq4fN+YdxJE51zrH9QrxORhnmP2t20dTZzUUf9QB3W0aaq4rjQiB5aqvq4ZTuJHLnfOkVW8wM2KdnnBJUHEzZyTVP724sydm2aZMt6sJFf5RftjYhk3WPmu8tDxm5q1NhLbnc7kL21p/AxcJGKVyMr+NimPZVypn/0el7cf11VmhZXvqhzT1vrCSBnaVmVvGYdefBm/ePyzcv5EICOhaIs/Zg7/zPgPzRLz8S9s8zBS/Rlv6XuTrpnxxnPkQijWZbq+Og6VcUMs+CkZTwpwJOMmjbTdzkyn6JVxbZ8IZOsSesOQNHVZ250ZL9Mk357uL1NPSrtN65VZvsBN/n740q4ie8/jVqyb9Mu45Gtezib5+jJc5Vv26ZA0O8u4L9pe+0OkL/VlcN6SdJOP6UtkPCQr0bHblrjM3URHy6uX6Vflj6rjsHbE9W1r15aYZLwedIwK9jyZ82nPaTr/+uLcSXklt2arpHpJoAvR/ib2xo5Nr/U1eehx7nvJSnOVZ6qOjTSe6FkaMi4E7VqxlE8i47AXTlDjmeFjZExbkfFDI9+h3tvTS+nWlQzyzVt1t1267i+93wA5vMDNSO6N93bIdin01d8uF7y3nadl3JUt59qf9TZi/LEgrqqjL8ua7tOPh2W0ybimfUjGjtsXy3cl5754lwJcL0mXMlR2Ey9jS7bd9nm/jEv7zMvZtH2eLIu0mvb1pHnbS9Mq4+7GwlN++3Yj+xe4WdGuzoVI+PklHX8JQVaxlDROymMZV0ohr6+zkj9T5jFExpVStuU7Lcg37M++NDvLuFCJteTbKuVW2qvyRcLPL+kYQ8ZDshGdOo2T12aZMrCmFB2bYlAdB6RJ1TfVri0x+XgFaAEZXx5kPA0yfjiceAdvYBfq+PpvsHmx3IZEXDnMC9wk6KMHnvjE6fxZ6H4ZV3n/RHH2bC3PLs697bxNxg1Wvuv6JZ7pFhpt8WRf6ZRxoWyHK0Ou6aJl7/5PnFVSbiW2KlMk3PxsWCXX5Uz52TO+5NrZc7u8fYiMK6VsR+3z9it9aVplXDD7XPv2kPK9ZRxgAvKScYADwniFuUDGlwcZT4OMw1LsK+NzUEpyc/a9Lf6YaP7cWElb/DGAjEMOIOOwGRivMBfIOOQKMg5LsR4Z/2j5Eriqinbp+td0Nvx4PzNuprpvefsxgYxDDiDjsBkYrzAXyDjkCjIOS7EGGVcaS8gl7PVSuBXRWDpu2t79orU1g4xDDiDjsBkYrzAXyDjkCjIOS7EWGYftgIxDDiDjsBkYrzAXyDjkCjIOS4GMQ24g45ADyDhsBsYrzAUyDrmCjMNSIOOQG8g45AAyDpuB8QpzgYxDriDjsBTIOOQGMg45gIzDZmC8wlwg45AryPhQ3iyuf/rjxbU7HysuRr686vwhOe7S87O+8Ov8oU8U1+7SuuYrucg45AYyDjmAjMNmYLzCXCDjYxHxueujIj6Pr1wQpR13f6xsR6ZvXt5Xxi8e+0xx7Yb6TctVuCPfNu8GMj41yDjkBjIOOYCMw2aYZ7zKBdydcmF65xPFhY3ZlfNL0+SzPpyYSdtXem0/hYxfPHZ/WnpWL6wpkPG5mEbGHynOj0q8B/LC14trN95fXH+1+1sZGU+DjENuIOND+bvi+n2fkr9tJ8W759u7Km3lzb8o/tutnyyvzX77cvHuL3YbQ8j4YkwjbbsJ23TCuCamGK8XV+5rypGGqi+n61tkXNq+0uv96WRcpOfoxHtjvPConMf7iuuv5SEfyPgeION7saiMv/lnxenNcl707/UdV4qLd39ZnD8sF9F3lf/fDxGVe6T/75wirzFIufdKG7Tcd7TceHu9nD8i4qfn5p3DXgHtK+Pmd9lvDn+XvRxjJ8XFUUkrMt5E+uT+Xyuufe3p4r09x2lWMt4vOscEMj43U4zXcozKhajdPiTblfH1g4xDxUZlvExXX6SenrxeFKOKk79TusqgsTrk4eJchNMJ7/klm+YOEVFXpze+V5zeJPHecWfPyjdpXL6Ra+9CWvPw7gCaMozgvlf+P6rL6eXXRLhtYg9Xt4sT6QOXv8k7TGwE2s/zgVDgzf5Lz0kbbdleHsGxD9g0xy7jL3yjuHbT/cX1n4k0jRpLVpaln/w7vMh4vqxLxuU7accZUZiZH/5+8faH5TvkZbmKH/UdkuJvi7OPfqo4/fbV4r1398ssQxmfR3SOhVUI2/OPyHmVi9E37PZCTDFekXEYwpwyHi9nPz2RD5p/iIqJJ0Uazp4L8zx/UPZfekHGt5dXasn4vnk9r2Jqj4/yP3/QLu/2y/TTJ45pYldVuPRVkIslkRxThtTt/JKk0bppfr7A+WIm4ew5uaCNizNyHdXJFyjXDleed240jJfSaZlDxss0/g0IFevPjLghYUXck9NShksRr7elTyOBdYIdyLeNM/Js40wdb6zzM2VGz4j7Mm4YMzMe1O2HxdnNH7PyXud9elJvm5nbmz5WnD1Ti2Yl3CqRXhvLeKm7Fb+Lxz9bSn9C+HNiORmX/r9F+vu7r4b9uIuMvyh1uHmXOuyJK/eVict98Zs2X7nwn7M9PSDjcBCQ8X6Q8fEg48OZYrwOGaPxOTHbl160x8r/zQV885yZdG6/pE+eW9OXXrqec2+kw+UVpx+QV1BnCadXopOYysP/TnrjCZG3en8gbh37TL3jvIyY1ekb+zNiLhkv08hn63WXRmVU/tC4bSuzQb/bOF/ajUCbi/4XbNyLxVmUZq+8nORGceFxoYxX7a8unq1otwq53S+yLZ1uYkoZLkW83nb18PKwgh3It43z5bkpolYaPSH3ZdxwlDPj0ofuc2hCLN4innvddBB5UjFtCHVdTiznJfZ8xIIuhOkT+SuVbHtl7Crj0TL1Oi+/vj5/V94MCG5AhNJdomIvYumJvWLSMjPeAjLeCjJejclDyni8nP30O69I5JgOl+8HXSbe+O590JR9/uivyXfOM3LtJGP6Jon/bW+Z/Jt/Xpx+WL4fvOPOnvqFfBbK3RUviqjK56RKJ3n4S9JNGXe1L1M/f/TXTR3ePflc8fbN8j1c5RH1jZbz4bicAWm8Pi7Leros6xavLE3jH+sdZ47RvnF5SugS6Ub6r3rL0Y3Ue/XryauPVcp4UxDetHssepHv7ddwJn/ffIYK0t55+bIS5T+NbIVpXB1cn7i6mX+9/OLjXLpd2qBlheekPodVuV5onK+ZmGK8lu3sHqPJvtW2S/+WiIhE/VCmqfOt+tPLpyq7+qzLhWfP4wZGaoOyS4bkVaaJRU+23yi3zcxnnEfwrLcKnbbTCbzud+mt7CX32XpX+fhlucLisvLicC9wi8+H7cNkEbaPjJzaKEspzHIBUUlrM52Jq8R3QF5OIILjSmLRVuK4cLuU9cbMdCW2fqRDLrjjY6L0pYzXdS2RtqnAeRLvCNMn8lci2a7a4cpYg4xrHd0NExPiPqrpnRm3KwzOno36aRT2nPTNjDeey26RbMUX7cQy9jrcO5OMW/mOP+OxjF8KZ8VTM+jKVmXcCLX0kXkk4CY7hnWFgBNsc0x4rp2Up2TcxN1Yp732tXppe2NfT16lQHtl22fVW9Fz68nQ2dNyMS7J0+X+zNTr/BFbrl2WHm9XS9cbf0seKs6+JnVrydfHiPGNDxXnkTA1hNmIfdReT6ZN+kvPyt93Gatarre/LMMe9zWbxs9bkfwr8RqZfxtzyHiZRv4GXHU3PFSsP1dcf0Wu+MKubsGK+APPiAza86xifFMp4vW2tPmrdRqDFexAvm2cf0Pg4onfEYGWdlx3AmjL9J4RHyTjQR3+pjj7yCelnKtFYSX14nupciRfU07ZlmQafTZb08RibQTZlSX11XERxQWSPHBmXPM/PfGOsy9qO/vBdalgGbXpmfFKENw1vP7RvtPbtuIYCLONa8qPhA5B2jevvvxjaWu2X9sWpokJ8kjUt1m3krjsvdoQpEnU2dTLP2fLMMV4Lc+RbXMVwrYl+7az/xNjT0ilOXs++sD39G0p47Xklkhe8oe5O6/yPMZ1qunJwwhjmaYxm27Qfb6Mh4QyXqaNl0OXs7KurLxolXFTZx0zLvg3GEJ6Z8btkvFGv1S09JsS9V2/jEteRkQH5tUj3kocF2wnlsPXQcpKyriM2eqGgZdncKNAthvS3SLZii/SiWXsYZ30j7/XDidQa5DxEcwq48FnRc6jJ5pJGbeS3S7jUm/Noyudx+FkXC4uqyXxrk02Dhlvp03GVbwqaU7Ngqfi7LGeQOv26YmXxr70zUmxoWVmPM7r4vHPSV1lzFYyKOe387lyEYdbPuHVUdN/ozh/1x7fMjPeLeOSh4r4A8+KDLn9Kr0q1i7fATPjVrLPnpar06rqUt8Pa31LeTfCqe2thN2WbZ5fL8uqhFtk29VHqetUHlvmJd+1nkxX0jsw//eSfdzkMC9wuzcSbxG2y2Nnwn2kr1UEA6HWGxNy3q6WUhnLeUlZti/xjiq9EV6V1ih/xUi7lGHFdZCMXwrLMnHmGK2XLUeFNi6nEuQhabx8vfYOitt5mbr0ZeNlbUct4/6A1iAXMdX1ep8gWBGMxEcppVH+EPvbnYI0Mi9PvpQhceG2XOxKe+NZ937ZsnmYdM3jzf5A8Eu661IyJC6VplHnnjbMRet4tX1Xh2Z/OYbcMEr2UddYs6svkucuShPW04Wu8aFyEo3hIXlVdWr5gtH9wYWyHyQPK2bljHYY5+jaF8j4wLJyYpZl6lZYW2W8a78R6DrvXhkfkpe9gJ1SxpOC3IqV8WB81CKuJGVcy+qUcdu2rnQem5dxOzu91zJ109dywdTRZ0kZt2W3LlNXWTXxto7eM+QpDibjSaGWi70hMq51Z5l61W9GgrWPPNEpxVj6ohKyYTLeRM5J/OK3QTIuQiFiHUi80rnUvDwmrmPFTjIueYowBxId5zNExrUfRHxPL3uz5uY4+R5wkhWXo0R5x9JdUh4bz8ibtKYd+lmz+T/VzL8U0ij/QEi7Scq4yVe+R6q/I+15VjcJ2sq0S8STy8IH05TqWL7NdiTCpt9Skq34ov2G1PFWGefB304X7plOxt/8i/5y3hiQxtTl0DJu5dut1nDBX6q+KhmfUnQqQbDbDVqEVomEsFeQxublyZcyJC7YHiJICUweNl3qJoXZ33ZDoa0uliFxyfzj85S7jI9gaRlvleMWumS8M6++NLpfBHlofcoZemmP9l10SGpfSsZbpTND5nlmvJz5brywraLcXz+nXRMLc6+Ma146Kzw0L29bGS3jtrz2tiWoBK79gKSM64V61bbw2FCsy3R9khkeI2xOxl0av806012/wM2I6Q33dvRJKcvub1sVdPmxLTclvIopW2+aNJ43D+PKdFJHuyTdoOnulnNnpaAh4zrGVKKHzKh3zoyrUEv7YvHWm469Mu7SigBYiayOXeML3BrLyEV8qovdiIPLuJXv+Oavt1R9kIzbGfUgjyrIuG957rucTZfvolSanWS8lOi9Z8YFI513S5/6s9CXbL4qnNK/7e31ZNkd47DHxiIfyHhf/r6MS/5DZ8WVgy9Tn1LGg3EZzoInZbyrbCPj8j2uM+OaTgS4r45TyXhj1ttnSBrhsDJuRfxO/3fDbdx2ZsZlcNjtBpUg2O2Yrv1GCOu8dxUkQyovT76UIXGDy+vA5XFuVxUkhQ4ZN0wxXg8i4/bGz5Bl6u2rQtIkZdxIWl9efWnc/hEnVceFHJOU6mhfIOOmrPYl7TmSywvcyv1Rn5uZbJ3hreP6ZXxkXt5xSizeShwXb1dt8+VaxfYuHRdeXIWVavmcBEHzdHKjZTRk3G+b/PV3u4xEhzPhTckUXJ38Mrwyh86oz8VhXuAm4Q6vzUKZrj4f/k2MfhlXeRfpfU6+/aosyziztFvKaZNxg5Xvun5Sli/dFifuVTojs3V+DRkXyrqX6dukPFW3Oi9bDzs7XpUtEm5+ps07rk3GzYWh97y5zpJfXJG23CXngJnxHWVc+rSxjNzGjZ0ZTy1vH4HJy8zI+dK8h4wHn1cvT2WgjJdC/BmbLpoJt7LcmBmP2FfGGzPjEVnKuM5O36rPTe+xTF3b/2Hpe7skPUXXzHjjOXIhFOsyXV8d95bxqpz6GfImdZouwT2ojJvnw+0NgaqpyLhHn5CU+wfL5wBBGpyXt60MiUuVN1626jzM/yPpNXGztcESyzcy3jPW7HZ8g0fHn5emLDvqR+3buP890jI+LK8qTSB6eky5XS4z9/cLLg+N0v/7Zeu2E8eufUIo421liQR5aXLicC9w0zFRC6sSp2vMJlthrvOI+lEYIuOGoXlFx+0i40qjD+L6BOj4jKXXCZwcJxfhbTJusPIdtC0xy96QUZu3oyHjgomzxywt5fvK+ByUkizfh5FYtsXDOshaxp1AP+NL6Y4yrkLRteR8CFofI6lW6HeR8Uqgw2MChsq4FXuzVP05qcun5TuukhJpr8h56uVvPkkZbzk2kHGX5jvD8s9Lxl0a+XvS8gK380dE8m7SGf42QZT2i9DXf5ts+O36jelpGdeyf0fKlr+L/qy3mRXXmxt1XPkCN6mjL6ma7p7HK/neX8alHPNytrZyBqSx/byzjCdFO0b6WyTbX5Ju8qleGOcO5AVunkTIxZb3Ardyv1zw+DPEeqEfxQ0RpFF5eccpQ+LS5fltE7S8KB+fMA/tC9mOpS4hY311UYbEmW39UqjKSNzE2HHWf2qmGK9uTDRCR1+a7Z6xVp+7MuhNGVNW1P+N8qP9MW0yrgzJK04Tz07Xz317eXjfSaZ8b38wg9q3L8qrr6ycmELGYRyluMt3X3Tx2xa/VdYj43IBGcw8i1DpTHLieXBYB3nPjJdpkm9P95ept8x6h3lJcrPkXK7nfBFWoVaJTcmi7ntIxra70RTLdyznlu6Z8VJig7+bGvy3jA+c1TaouEv9rz8gfXkSirERTtNeT+pteldWWsZtvPcsebkd1rMS2ij/txP5zy/j4bVM2cfeT4sJcTp/FrpfxlXePyXnyF9GXsbpG8a1nDYZN1j5ruuXLqsUcq8t5ifH6jZMIeNKKdvyXR6UE/Z9Ms1Y8RZa4+xPlrVKuZF2+Sy58kXCzy/p+NqMjNuG+yGShKYgRLPJVpjrEAmuMEyQhKF5RccNiUulGS9bcZpQhs3+hIwNqcuQOJd/UO/oGMWks/uXkvKpxytAG8j4/LhZ9HDmWS6wdRly4nnwrbIGGVcaS8glnF7e57fLYWmyf4GbFe1qzImEn1+S7VT+9sVOTo4beQn1M+A2P5XLDlH08/XzdiTL7ZTxcjb77BlftMu45FvITb5dUu7kXmQuMZNeCnnU3kpcbDkJGa/qZFcP6Sz5xRXpO+8ZdaUhvi35zynjc1DObjdn39viYX1kJeOwPpyMrwHGK8wFMr4MjWXtemG3z1u9j5C1yDgcH3vLOPTiy/jFE/bn1aKZzDoeiVuPjEdLzd3S9cTz4LA+kHHYC2QcoAkyDrmCjMNSIOOHxs4w27enl9ItEhfMdtvZ7ei3vrfKGmRccUIe3Gje56VwkBXIOOwFMg7QBBmHXEHGYSmQ8cPhxDt+W3od70lcz4vWtsRaZByOG2QcNgPjFeYCGYdcQcZhKZBxyA1kHHIAGYfNwHiFuUDGIVeQcVgKZBxyAxmHHEDGYTMwXmEukHHIFWQclgIZh9xAxiEHkHHYDIxXmAtkHHIFGYelQMbbuXbLJ4PnupcIxfm5rc12QMYhB5Bx2AyMV5gLZBxyBRmHpdiCjOcg1XOGtQs8Mg45gIzDZmC8wlwg45AryDgsxZplfGuSPWXIWdiRccgBZBw2A+MV5gIZh1xBxmEpcpdxhHv+8N7Coo6MQw4g47AZGK8wF8g45AoyDkuRi4wj3esIc4g6Mg45gIzDZmC8wlwg45AryDgsxRIyvgbxLhIX3Utw7cOfStYvpzC1oCPjkAPIOGwGxivMBTIOuYKMw1IcUsZzke5cxHouchH4936xm6Qj45ADyDhsBsYrzAUyDrmCjMNSTCnj1275RFLKDhm2JtpTsYSwD5VzZBxyABmHzcB4hblAxiFXkHFYil1lfE7xRrjn5e0ZRT0l6Mg45AAyDpuB8QpzgYxDriDjsBRjZPzQAo50580ckv7eL36BjEMWIOOwGRivMBfIOOQKMg5L0SXjh5JvpPu4mFrS/+n//r9XYxIZh6VAxmEzMF5hLpBxyBVkHJbCl/G/v/FjSTnaJyDe2+TtW3cXdF/G/783fbyK11lzgLlAxmEzMF5hLpBxyBVkHJZiahlHviHFGDlvk3E/IOZwaJBx2AyMV5gLZBxyBRmHubh2c7j0/Ff/j/+jGntjZbx4hyXEsDttgj5ExuOAnMPUIOOwGRivMBfIOOQKMg6HJBZwP4yRceQbDomT811k3A+IOUwBMg6bgfEKc4GMQ64g4zA1XQLuhy4ZR75hCfy3qe8i435AzGFXkHHYDIxXmAtkHHIFGYcpGCrgfohlHAGHpUn9tNnbt/5acvyOCYg5jAEZh83AeIW5QMYhV5Bx2JVdBNwPvoz3/c44wBwM+Z3xfeUcMYc+kHHYDIxXmAtkHHIFGYex7CPhhSc4Xb8zDrAEQ2TcZx8xR8qhDWQcNgPjFeYCGYdcQcZhCFMJuA8yDrkxVsZ9EHOYCmQcNgPjFeYCGYdcQcahjUMIuA8yDrmxj4z7IOawD8g4bAbGK8wFMg65goxDzK4SPkTAfZBxyI2pZNxnVzFHyrcLMg6bgfEKc4GMQ64g46DMJeA+yDjkxiFk3AcxhyEg47AZGK8wF8g45Aoyvm2WkHAHMg65cWgZ99lFzJHybYCMw2ZgvMJcIOOQK8j4NtlFwqcQcB9kHHJjThl3IOUQg4zDZmC8wlwg45AryPi2GCvhUwu4DzIOubGEjPsg5qAg47AZGK8wF8g45AoyfvzkMAueAhmH3Fhaxh1I+bZBxmEzMF5hLpBxyBVk/LgZI+JzCLgPMg65kYuM+4wVc6R8/SDjsBkYrzAXyDjkCjJ+vAwV8bkl3IGMQ27kKOMOpHw7IOOwGRivMBfIOOQKMn585C7hDmQcciNnGXcg5ccPMg6bgfEKc4GMQ64g48dBzsvR20DGITfWIOOO0VJ+HSlfC8g4bAbGK8wFMg65goyvm7EvZ8tFxBVkHHJjTTLuM0bMkfL8QcZhMzBeYS6QccgVZHy9rHE23AcZh9xYq4w7kPLjABmHzcB4hblAxiFXkPH1sXYJdyDjkBtrl3EHUr5ukHHYDIxXmAtkHHIFGV8PxyLhDmQccuNYZNyBlK8TZBw2A+MV5gIZh1xBxvPn2CTcgYxDbhybjDuGSjlCngfIOGwGxivMBTIOuYKM581QEV+ThDuQcciNY5Vxx9sfQcrXADIOm4HxCnOBjEOuION5cswS7kDGITeOXcYdSHneIOOwGRivMBfIOOQKMp4fQ0R8zRLuQMYhN7Yi4w6kPE+QcdgMjFeYC2QccgUZz4etSLgDGYfc2JqMKwh5fiDjsBkYrzAXyDjkCjKeB9du/njyAtgPxyTiCjIOubFFGXcg5fmAjMNmYLzCXCDjkCvI+PL0ifixSbgDGYfc2LKMO5Dy5UHGYTMwXmEukHHIFWR8ObY4G+6DjENuIOMlCPmyIOOwGRivMBfIOOQKMr4MW50N90HGITeQ8RCkfBmQcdgMjFeYC2QccgUZnx9EvAQZh9xAxtMMl/Lr9gjYB2QcNgPjFeYCGYdcQcbnBRGvQcYhN5DxboZIOUK+P8g4bAbGK8wFMg65gozPR5eIF+9e2FTbARmH3EDG+2GW/PAg47AZGK8wF8g45Aoyfniu3dQ3G749EVeQccgNZHw4zJIfDmQcNgPjFeYCGYdcQcYPCyLeDjIOuYGMjwcpnx5kHDYD4xXmAhmHXEHGDwci3g0yDrmBjO8GQj4tyDhsBsYrzAUyDrmCjB8GRLwfZBxyAxnfj7c/8uvJ7zs/IOX9IOOwGRivMBfIOOQKMj49XSKOhNcg45AbyPj+IOT7g4zDZmC8wlwg45AryPi0IOLDQcYhN5Dx6eiTcoS8HWQcNgPjFeYCGYdcQcano1PELxDxGGQccgMZnxZmyXcDGYfNwHiFuUDGIVeQ8WlAxMeDjENuIOOHgVnycSDjsBkYrzAXyDjkCjK+P4j4biDjkBvI+OFAyIeDjMNmYLzCXCDjkCvI+H4g4ruDjENuIOOHhWXrw0DGYTMwXmEukHHIFWR8dxDx/UDGITeQ8XlglrwbZBw2A+MV5gIZh1xBxncDEd8fZBxyAxmfD4S8HWQcNgPjFeYCGYdcQcbHg4hPAzIOuYGMzwtCngYZh83AeIW5QMYhV5DxcSDi04GMQ24g48uAlIcg47AZGK8wF8g45AoyPhxEfFqQccgNZHw5EPIaZBw2A+MV5gIZh1xBxofTJuOI+G4g45AbyPiyIOQlyDhsBsYrzAUyDrmCjA8DEZ8eZBxyAxlfHoQcGYcNwXiFuUDGIVeQ8X5Ynn4YkHHIDWQ8H7qk/NiFHBmHzcB4hblAxiFXkPFuEPHDgYxDbiDjebFVIUfGYTMwXmEukHHIFWS8HUT8sCDjkBvIeH5sUciRcdgMjFeYC2QccgUZT4OIHx5kHHIDGc+TrT1HjozDZmC8wlwg45AryHgTRHwekHHIDWQ8X7Yk5Mg4bAbGK8wFMg65gow3aZNxRHxakHHIDWQ8b7Yi5Mg4bAbGK8wFMg65goyHIOLzgYxDbiDj+bMFIUfGYTMwXmEukHHIFWS8BhGfF2QccgMZXw/H/GI3ZBw2A+MV5gIZh1xBxkt4Tnx+kHHIDWR8XRyrkCPjsBkYrzAXyDjkCjKOiC8FMg65gYyvj2MUcmQcNgPjFeYCGYdc2bqMI+LLgYxDbiDj6+TYhBwZh83AeIW5QMYhV5BxnhNfCmQccgMZXy/HJOTIOGwGxivMBTIOubJlGUfElwUZh9xAxtfNsQg5Mg6bgfEKc4GMQ65sVcYR8eVBxiE3kPH1cwxCjozDZmC8wlwg45ArW5RxnhPPA2QccgMZPw7WLuTIOGwGxivMBTIOubI1GUfE8wEZh9xAxo+HNQs5Mg6bgfEKc4GMQ64g42VAxOcHGYfcQMaPi7UKOTIOm4HxCnOBjEOubEnGEfG8QMYhN5Dx42ONQo6Mw2ZgvMJcIOOQK1uRcUQ8P5BxyA1k/DhZm5Aj47AZGK8wF8g45MoWZJznxPMEGYfcQMaPlzYhR8YBFoTxCnOBjEOuHLuMI+L5goxDbiDjx81ahBwZh83AeIW5QMYhV7Yq44j48iDjkBvI+PHTKuT/PR8hR8ZhMzBeYS6QcciVY5ZxRDxvkHHIDWT8+Ol8fjwTIUfGYTMwXmEukHHIlWOVcUQ8f5BxyA1kfBvkLuTIOGwGxivMBTIOuXKMMs5z4usAGYfcQMa3Q85CjozDZmC8wlwg45ArxybjiPh6QMYhN5DxbZGrkCPjsBkYrzAXyDjkylZkHBHPD2QccgMZ3x45vtANGYfNwHiFuUDGIVeOScYR8XWBjENuIOPbJDchR8ZhMzBeYS6QcciVY5FxRHx9IOOQG8j4dnn7o/kIOTIOm4HxCnOBjEOuHIOM85z4OkHGITeQ8e3SJuMa5hZyZBw2A+MV5gIZh1w5ZhlHxPMGGYfcQMa3TS5CjozDZmC8wlwg45Ara5dxRHy9IOOQG8g45LBcHRmHzcB4hblAxiFX1izjiPi6QcYhN5BxUJYWcmQcNgPjFeYCGYdcWauM85z4+kHGITeQcXAsKeTIOGwGxivMBTIOuXJsMo6IrwdkHHIDGQcHMg4wA4xXmAtkHHJljTKOiB8HyDjkBjIOPksJOTIOm4HxCnOBjEOurE3GEfHjARmH3EDGIWYJIUfGYTMwXmEukHHIFWQclgIZh9xAxiGmTcY1HErIkXHYDIxXmAtkHHJlTTKOiB8XyDjkBjIOKeaeHUfGYTMwXmEukHHIlbXIOCJ+fCDjkBvIOLQxp5Aj47AZGK8wF8g45MoaZLxNxDUg4+sFGYfcQMahi7mEHBmHzcB4hblAxiFX1izjiPi6QcYhN5Bx6AIZB5gYxivMBTIOuZK7jCPixwsyDrmBjEMfcwg5Mg6bgfEKc4GMQ67kLOOI+HGDjENuIOMwhEMLOTIOm4HxCnOBjEOuIOOwFMg45AYyDkNAxgEmgvEKc4GMQ67kKuOI+PGDjENuIOMwlEMKOTIOm4HxCnOBjEOu5CjjiPg2QMYhN5BxGMOhhBwZh83AeIW5QMYhV5BxWApkHHIDGYcxIOMAe8J4hblAxiFXcpNxRHw7IOOQG8g4jOUQQo6Mw2ZgvMJcIOOQKznJOCK+LZBxyA1kHHYhJeTIOMAAGK8wF8g45EruMo6IHy/IOOQGMg67MPXsODIOm4HxCnOBjEOu5CLjzIpvD2QccgMZh12ZcnYcGYfNwHiFuUDGIVdykHFEfJsg45AbyDjsypSz48g4bAbGK8wFMg65gozDUiDjkBvIOOzDVEKOjMNmYLzCXCDjkCtLyzgivl2QccgNZBz2ARkHGAnjFeYCGYdcWVLGEfFtg4xDbiDjsC/tQv7fbYp+kHHYDIxXmAtkHHIFGYelQMYhN5BxmIL0y9yQcYAGjFeYC2QccmUpGUfEARmH3EDGYQr2nR1HxmEzMF5hLpBxyJUlZBwRBwUZh9xAxmEq9pkdR8ZhMzBeYS6QccgVZByWAhmH3EDGYSr2mR1HxmEzMF5hLpBxyJW5ZRwRBwcyDrmBjMOU7Do7jozDZmC8wlwg45Arc8o4Ig4+yDjkBjIOU7Lr7DgyDpuB8QpzgYxDriDjsBTIOOQGMg5Ts8vsODIOm4HxCnOBjEOuzCXj1276WOOCRAMivl2QccgNZBymZpfZcWQcNgPjFeYCGYdcmUPGEXFIgYxDbiDjcAjGzo4j47AZGK8wF8g45AoyDkuBjENuIONwCMbOjiPjsBkYrzAXyDjkyqFlHBGHNpBxyA1kHA7F2x/9fzf+DiLjsHkYrzAXyDjkyhIyjoiDgoxDbiDjcCiQcYAEjFeYC2QccuWQMs6sOHSBjENuIONwSIYKOTIOm4HxCnOBjEOuHErGEXHoAxmH3EDG4ZAg4wARjFeYC2QccgUZh6VAxiE3kHE4JCkZ1xALOTIOm4HxCnOBjEOuHELGEXEYAjIOuYGMw6EZMjuOjMNmYLzCXCDjkCtzyXhxgWxBCDIOuYGMw6EZMjuOjMNmYLzCXCDjkCtTy3j7rDiyBSHIOOQGMg5z0Dc7jozDZmC8wlwg45ArU8o4Ig5jQMYhN5BxmANkHMDCeIW5QMYhV5BxWApkHHIDGYc56FuqjozDZmC8wlwg45ArU8n4tRsRcRgHMg65gYzDXHTNjiPjsBkYrzAXyDjkyhQyjojDLiDjkBvIOMwFMg4gMF5hLpBxyBVkHJYCGYfcQMZhTtqEHBmHzcB4hblAxiFX9pVxRBx2BRmH3EDGYU6Qcdg8jFeYC2QccuUQMo6IwxCQccgNZBzmpO1Fbv+v/+1/q8ahC8g4HCWMV5gLZBxyZR8ZZ1Yc9gEZh9xAxmFuUkKOjMNmYLzCXCDjkCu7yjgiDvuCjENuIOMwN8g4bBrGK8wFMg65gozDUiDjkBvIOMwNMg6bhvEKc4GMQ67sIuOIOEwBMg65gYzDEsRCjozDZmC8wlwg45ArU8l4gUzBSJBxyA1kHJYAGYfNwniFuUDGIVfGynjrrDgyBSNBxiE3kHFYAmQcNgvjFeYCGYdcmULGEXHYBWQccgMZh6XwhRwZh83AeIW5QMYhV8bIOLPiMCXIOOQGMg5LgYzDJmG8wlwg45ArQ2UcEYepQcYhN8bI+DP/6z8r/skH31f8xn/4SXF+0fF3/Zn/tfhn/+SDxft+9/8urr+j4/yZ4n/9Z/+k+OBv/IfiJ+cXBVcEoCDjsEkYrzAXyDjkyr4y/pqVqKe//MHiA+9/X3Hbt35W/LJriD/95eKDH3h/8b7f+y/FRWdCOHb2kfGnv/Krxa98QMbbH10t3u0aR898pfjVX/lA8b4v/HXxDm/7hx5GzYw7ye6Raiftv/t/X5dxbmKQcWiAjMMmYbzCXCDjkCtDZLxNxD94+x8XP3Mi5CT7tm/VcQmctP/ef7nolnY4evaaGX/aSvZtf1RcffeX7SJkpf0Lf/0Ov7wHvYxbpm6l+n2/UfyHn5zL96eNDnBpfrf4v6+/U5RDEBmHNE7IkXHYDIxXmAtkHHKlT8bbRPxL73tf8f5AvJ8uvvzBDxTvf99txbd+1iZHLs3vFf9FzIhPwrbZb5n608VXfvVXig/IePujq++23Nh5xqb5QvHX71xYEQJoZ+wz469/+38u/umvfKB9qXpjibqJRMYhCTIOm4PxCnOBjEOudMl4m4hraMp4Ubz2p79VfOAD729fqs4SdfDY95nx1//jvyh+5YMy3tqWqrNEHUYy+gVur3+7+J//6a8UH2gR6+YSdQUZhzTIOGwOxivMBTIOubKLjBe//C/lDHe8JP21Py1+6wOJeAtL1MFn7xe4vf4fi3/xKx+U8ZZeqs4SdRjLaBkvXi++/T//UxlnqaXqqSXqCjIOaZBx2ByMV5gLZBxyZVIZL14r/vS3PiDCnVqqzhJ1CNlbxkWE/uO/+JXigzLemkvVWaIO4xkv4zo53rJUPblEXUHGoR0VcmQcNgPjFeYCGYdcaZPxdhHXi0or1okZ8Nal6ixRh4j9ZVwnx1uWqrNEHXZgFxlvW6peLlHvmDFHxiEBMg6bgvEKc4GMQ66kZLzrWfE+GW9bql4uUb+t+NYrzIpDyRQy7i9Vf9lbql4uUb+t+KOX217uBtBkJxlPLlXvEm5kHNpBxmFTMF5hLpBxyJUxMl6KuNIh48ml6nX6VzAjsEwi4/5S9Uq87RL1SNAB+thNxnVyPFqqbpeop9+yjoxDO8g4bArGK8wFMg654sv4Wzd8NCnhGmoRV7pkPLFU3S5Rv+1brzBLCRXTyLhOjrul6i+XS9XtEvVqG2Agu8p4vFT96dYl6goyDt38D//u31Xj0AVkHI4SxivMBTIOuXIIGY+Xqj/FEnVIMJWMx0vVn2aJOuzIzjIeLFX/6+JL/7RLtpFx6AYZh83AeIW5QMYhV4bIeCjiSo+MB0vVf1B80Yo5S9TBZzIZD5aq/+fiSyxRhx3ZXcZ1ctwuVf/d3y1u/+AHi9uTS9QVZBy6QcZhMzBeYS6QcciVw8i4t1T9936vuP397y9uj9+uDptnOhnXyfF/UfyqLlX/wheK2z/wgeJ2lqjDDuwj49VS9fe9r3jf+9qWqCvIOHSDjMNmYLzCXCDjkCt9Mt4UcaVfxqul6ubCNPW747B1ppRxs1T9Vz9YjTeWqMMu7CXj1VJ1GYOdoo2MQzfIOGwGxivMBTIOuXIwGa+WqsuFaWc62CqTyrhZqv6rxQfNeGOJOuzGfjIOMA3IOGwGxivMBTIOudIl42kRB5iGaWUcYH+QccgBZBw2A+MV5gIZh1xpk3FEHA4NMg65gYxDDiDjsBkYrzAXyDjkyLUbP1Z84P/8P6uxiYzDnCDjkBvIOOQAMg6bgfEKc4GMQ460yTgiDnOAjENuIOOQA8g4bAbGK8wFMg45gozDkiDjkBvIOOTAZDJOIBAIBAIhz+DEO5Zxf5tAIBAIBMLyYbSMu2fONMT7CAQCgUAgLBuQcQKBQCAQ1hFGybgv4i74+wkEAoFAICwXnIhrQL4JBAKBQMg7IOMEAoFAIBxJQMYJBAKBQFhPQMYJBAKBQDiC4Iu4BmScQCAQCIS8w94yDpAj/rgFOCS8TR1yQd+g7v999mX8grEJM8Lb1CE3eJs65MAkb1P3/9C7AJAb/pgFOCTIOORALOIakHFYCmQccgMZhxxAxmEz+GMW4JAg45ADyDjkBDIOuYGMQw4g47AZ/DELcEiQcVialIhrQMZhKZBxyA1kHHIAGYfN4I9ZgEOCjMPSIOOQG8g45AYyDjmAjMNm8McswCFBxmFJ2kRcAzIOS4GMQ24g45ADk8i4htQffYCc8MfrMJ4qvvi+9xXvu/1PitdsTElbPEDJeBl/qvjS+99fvP/2Py5eDdKPjYet0ybihZWfD3pjExmHOUHGITeQcciBTGQcuYHD44/XYSDjsBvIOCwFMg65goxDbiDjkAMHlXENw0Bu4PD443UYyDjsBjIOS9C1PB0Zh6VBxiE3kHHIAWQcNoM/XoeBjMNuIOOwBCkZdxLuQMZhKZBxyA1kHHIAGYfN4I/XYSDjsBvIOMzNEBFXkHFYCmQccgMZhxxAxmEz+ON1GMg47AYyDnMTy3hKxBVkHJYCGYfcQMYhByaTccW/EPBDP8gNHJ54vPaDjMNuIOMwJ0NnxRVkHJYCGYfcQMYhB5Bx2AzxeO0HGYfdOBYZf5+O80QYQuo4DTA9yDisAWQccgMZhxxAxmEzxOO1H2QcdmPNMp4S6K7gk9rfFWB/xoi4gozDUiDjkBvIOOQAMg6bIR6v/SDjsBtrlfGUMB86tDEm7VZJibj5m4uMQ4Yg45AbyDjkwCwyrqEb5AYOTzxe+0HGYTfWKOMp+Z0rOFL72gIg47AukHHIDWQccmBSGVdSFwYaukFu4PCkxms3yDjsxtpkPCW7awlbZRcRV5BxWApkHHIDGYccQMZhM6TGazfIOOzGmmQ8Jbh+SJFKlwoxqTRThC2CjMPaQMYhN5BxyAFkHDZDarx2g4zDbqxFxlNi60IfqWNc6CN1zL7BkdqXCmtmVxFXkHFYCmQccgMZhxyYTcY1tIPcwOFJjddukHHYjTXIeEpQXRhC6jg/9JE6xg8pUummCGsDGYc1goxDbiDjkAPIOGyG1HgFOATjZXx+UlKqYQyp413oI3WMC32kjtk3rIV9RFxBxmEpkHHIDWQccmByGVdSFwoaAJakbbwCTE3uMp6SUQ27sGs+qeNcGELquH3DGkjJ+FARV5BxWApkHHIDGYccQMZhM7SNV4CpyVXGUwLqh7nZpw6pY6cKubLvrLiCjMNSIOOQG8g45AAyDpuhbbwCTE2OMp6STj8szZg6xHWPQx+pY+KQI/vOiivIOCwFMg65gYxDDiDjsBnaxivA1OQm4ynZjMOaSNXfD0NJHetCbkwxK64g47AUyDjkBjIOOXAQGVdSFw0aAJaia7wCTElOMp4SzTiskSnbkcpLQy5MJeIKMg5LgYxDbiDjkAMHk3ElefEAsBB94xVgKnKR8ZRgugAhqT7SkAPIOBwDyDjkBjIOOYCMw2boG68AU5G7jEOTVD9pWJopRVxBxmEpkHHIDWQccgAZh83QN14BpiIHGU+JpQZoJ8f+QsbhWEDGITeQcciB2WVcA8AS9I1XgKnIVcYPyb/6V//KlPHjH//YxuzPlStXTJ767xz4feWHpZhaxBVkHJYCGYfcQMYhBw4q40ryQgJgAYaMV4ApQManYW4ZV/z+cmEpkHE4JpBxyA1kHHIAGYfNMGS8AkwBMr5e4j7TsASHEHEFGYelQMYhN5BxyAFkHDbDkPEKMAXIeL39X//rfzXb+q9u//N//s/NtqLbmu7f//t/b+J1+1//639d/PznPzf7NV7j9N+50PLisAQpGd9XxBVkHJYCGYfcQMYhBxaRcQ0AczNkvAJMATLe3NZ/43q47Ti4Zem5yLgLc3GoWXEFGYelQMYhN5BxyIGDy7iSvKgAmJmh4xVgX5DxcTLu5Pub3/ym2dZjldxk3IVDc6hZcQUZh6VAxiE3kHHIAWQcNsPQ8QqwL8j4OBl3uDS5y7iGQ3HIWXEFGYelQMYhN5BxyAFkHDbD0PEKsC85XHSmBFLDIdBnvG+99VaTfyzjbtb7P/2n/9SoQ7y9JhnXcAgOOSuuIOOwFMg45AYyDjmwmIxrAJiToeMVYF9ylnENU+JevOaCe/naV77ylSDeD454e20yrmFKDj0rriDjsBTIOOQGMg45MIuMK8kLDIAZGTNeAfZh6YvOlDTGYSqcjOu/OvvtUCl3s+M6a65Crdvx29T9ujgZ1zeqK0vIuOLq5dfNj4vDFMwh4goyDkuBjENuIOOQA8g4bIYx4xVgH7Yk41si1Y8apgAZh2MHGYfcQMYhBxaVcQ0AczFmvALsw5IXnSlZTAXYjVRfatiHuURcQcZhKZBxyA1kHHJgNhlXkhcbADMxdrwC7EpuMp6Kh92J+3Lf/jz0S9t8kHFYCmQccgMZhxxAxmEzjB2vALuSo4zDdEzZx3POiivIOCwFMg65gYxDDiwu4xoA5mDseAXYFWT8uJmyj+ecFVeQcVgKZBxyAxmHHJhVxpX4osNceADMwC7jdQrkQh1WjD2NozgmGZ8ij2PD79t9+mfuWXEFGYelQMYhN5BxyAFkHDbDLuN1CuRCHVaMPY2jOAYZnyqfY2Sqvpl7VlxBxmEpkHHIDWQcciALGdcAcGh2Ga9TIBfqsGLsaRzF2mU8lYcGmK5vlpgVV5BxWApkHHIDGYccmF3GleQFCMCB2XW87otcqMOKsadxFGuV8dSxftg6qT7RMJalRFxBxmEpkHHIDWQcciAbGdcAcEh2Ha/7IhfrsGLsaRxFbjKuYQip4/zQxn/9r/+1+Nf/+l9X6fT/Guf4+c9/XnzlK1+p9v+P/+P/WPz4xz+2e+v9//yf//Nq/w9+8AO7t0bzdHlo2rlwZbaFsSDjsEWQccgNZBxyYBEZV5IXIgAHZJ/xug9ysQ4rxp7GUSx90anVjkMfqWNc6CN1zK233mr3Fkau4/0q02+88YbZ/6/+1b9q7Nfg9jvifA6FX0ZfGMuSIq4g47AUyDjkBjIOOYCMw2bYZ7zug1yww4qxp3EUYy46bTE7YbNooLtSoY1UWheG4M90X7lyJTjWzWY7+dZZcBV1jdO0is6k/6f/9J/M//3Zb3/23OXrC/khcHkPCbuwxEvbfJBxWApkHHIDGYccyErGNQAcin3G6z7IRTusGHsaR7G0jCu6OxVSpNJp2AUVaP/4f//v/735/ze/+U2zrbg4XZqewh3vZFwFXmVeJV6Xr7v9h8Dl3Rd2YelZcQUZh6VAxiE3kHHIgcVkXElelAAciH3H667IhTusGHsaR5GzjGvwSe3XsCvu2XEn30689V+Hi9Pl6TH+DLjDPW+uIh7L/tS4vIeEsSw9K64g47AUyDjkBjIOOZCdjGsAOAT7jtddkYt2WDH2NI4iBxlXNMkuYVd0qbke74v0GBnXJeo6A+4/T+6WravkK4eWccXl3xfGkMOsuIKMw1Ig45AbyDjkwKIyriQvTgAOwBTjdRfkoh1WjD2No8hFxhVNNjbsgs6E67Eqzbqs3OHEO7VM3Y9TkVcJV5FXAXe4tG1hLvYpOxcRV5BxWApkHHIDGYccyFLGNQBMzRTjdRfkoh1WjD2No8hJxhVNOiaMxb0N3Zdrh3vGW5/3Vkn3X+DmXtrmz5T7Iq/4L4RLhbnYp2xkHAAZh/xAxiEHFpdxJXmRAjAxU43XschFO6wYexpHkZuMK5p8aBiDv2w8Du5t6U6+/eDkXIn3ueCWpvvMsUy9Db9uQ8vPScQVZByWAhmH3EDGIQeylXENAFMy1Xgdi1y0w4qxp3EUOcq4Qw/rC2Pwf4osDk7GNY3/W+Iq2f5SdF2e7h/np4tx5ekxcxLXTcMQcnhpmw8yDkuBjENuIOOQA1nIuBJfrJgLFoAJmXK8jkEu2mHF2NM4ipxl3EezSAVosks/5TYrriDjsBTIOOQGMg45kLWMawCYiinH6xjkoh1WjD2No1iLjCuaTRygyS79lNusuIKMw1Ig45AbyDjkQDYyrsQXLebCBWAiph6vQ5GLdlgx9jSOAhk/LlJ9pKGLHGfFFWQclgIZh9xAxiEHspdxDQBTMPV4HYpctMOKsadxFGuXcQ1j2efYXPHbFIcuchVxBRmHpUDGITeQcciBrGRcSV7AAEzAIcbrEOTCHVaMPY2jWJOMK5pVKgxl1+OWJK7z2NAFMg7QBBmH3EDGIQeQcdgMhxivQ5ALd1gx9jSO4lhkXMMQdj1uKVL1HRO6yFnEFWQclgIZh9xAxiEHspNxpXERAzABhxqvfcjFO6wYexpHsTYZVzS7rtDF2PRLk6rv0NBHji9t80HGYSmQccgNZBxyYBUybi5mAPbkUOO1D7mAhxVjT+Mo1ijjimY5VTgkU5Tj5zE09JH7rLiCjMNSIOOQG8g45ECWMq40LmYA9uSQ47ULuYiHFWNP4yjWKuOKZjtFOBRTlpXKKw5DWYOIK8g4LAUyDrmBjEMOrEbGzUUNwB4ccrx2IRf0sGLsaRzFmmVc0aynCFOTKkPDrqTycmEsyDhAN8g45AYyDjmQrYwryQsbgB059HhtQy7sYcXY0ziKtcu4Q4vYJ0xNqgwXxpA63g9jWYuIK8g4LAUyDrmBjEMOIOOwGQ49XtuQi3tYMfY0juJYZNyhRe0apiKVd1dwpPb1hbHk/tI2H2QclgIZh9xAxiEHspZxJb7AMRc5ADswx3hNIRf3sGLsaRzFscn4ULRKqbAvqTwPEXZhTbPiCjIOS4GMQ24g45AD2cu4krzQARjJXOM1Ri7yYcXY0zgKZDwdxpLK49BhDGsTcQUZh6VAxiE3kHHIAWQcNsNc4zVGLvBhxdjTOIqtyrii1eoLfaSOmTMMBRkHGA4yDrmBjEMOrFbGNQCMYa7xGiMX97Bi7GkcxZZlXNGqHTLEpNLsE4awRhFXkHFYCmQccgMZhxxYhYwrqYseDQBDmXO8+sjFPawYexpHsXUZV7R6hwhDSB2nIcXQdDFremmbDzIOS4GMQ24g45ADyDhshjnHq49c3MOKsadxFMh4jVZzqjCUMceOSetY66y4gozDUiDjkBvIOOTAamRcSV38aAAYwtzj1SEX97Bi7GkcBTLeRKu7S9iFVD4aUgxN51iziCvIOCwFMg65gYxDDqxKxpXURZAGgD6WGK+KXNzDirGncRTIeDda9a6wL6k8dwkpkHGA3UDGITeQccgBZBw2wxLjVZGLelgx9jSOAhlfHu2eKYLP2kVcQcZhKZBxyA1kHHJgdTKupC6GNAB0sdR4lQt6WDH2NI4CGV8e7Z4pgs9aX9rmg4zDUiDjkBvIOOTAKmVciS+IXABoY6nxKhf0sGLsaRwFMp4P2k1ThGOYFVeQcVgKZBxyAxmHHDg6GdcAkGKp8SoX8rBi7GkcBTKeF9pVU4TG35oVCgUyDkuBjENuIOOQA6uVcSW+MHIBIMVS41Uu4mHF2NM4CmQ8b7Trdg3B3xpkHGAwyDjkBjIOObBqGVf8CyM/AMQsNV7lAh5WjD2No0DG80e7b5dQ/Y1ZqUwg47AUyDjkBjIOOXC0Mq4BwGep8SoX8LBi7GkcBTK+DrQLx4bq7wsyDjAKZBxyAxmHHFi9jCu+gMcBwLHUeJULeFgx9jSOAhlfF9qVQ0L1d2XFIoGMw1Ig45AbyDjkwFHIuOILuB8AHEuNV7mIhxVjT+MokPF1ol3aFaq/K8g4wGiQccgNZBxy4GhkXPEl3A8AylLjVS7iYcXY0zgKZHy9aLfGIfh7snKJQMZhKZBxyA1kHHLgqGRc8S+a/ACw1HiVi3lYMfY0jgIZXzdtvymuARkH2A1kHHIDGYcc2IyMa4Bts9R4td4EK8WexlEg4+vlmEVcQcZhKZBxyA1kHHLg6GRcSV1EuQDbZanxar0JVoo9jaNAxtfJsYu4gozDUiDjkBvIOOTAUcq4krqYcgG2yVLj1XoTrBR7GkeBjK+TNhk/FhFXkHFYCmQccgMZhxw4WhlXUhdVLsD2WGq8Wm+ClWJP4yiQ8fWxhVlxBRmHpUDGITeQcciBo5ZxJXVhpQG2x1Lj1XoTrBR7GkeBjK+LrYi4gozDUiDjkBvIOOTA0cu4krrA0gDbYqnxar0JVoo9jaNAxtfDlkRcQcZhKZBxyA1kHHJgEzKupC60NMB2WGq8Wm+ClWJP4yiQ8XWwNRFXkHFYCmQccgMZhxzYvIxrgG2w1Hi13gQrxZ7GUSDj+bNFEVeQcVgKZBxyAxmHHNiMjCupiy4X4PhZarxab4KVYk/jKJDxvOkScQ3IOMD0IOOQG8g45MCmZFxJXXi5AMfNUuPVehOsFHsaR4GM581WZ8UVZByWAhmH3EDGIQc2J+NK6gLMBThelhqv1ptgpdjTOApkPF+2LOIKMg5LgYxDbiDjkAOblHEldSHmAhwnS41X602wUuxpHAUynidbF3EFGYelQMYhN5BxyIHNyriSuiBzAY6Ppcar9SZYKfY0jgIZz48tPyfug4zDUiDjkBvIOOTApmVcSV2UuQDHxVLj1XoTrBR7GkeBjOcFIl6DjMNSIOOQG8g45MDmZVxJXZy5AMfDUuPVehOsFHsaR4GM5wMiHoKMw1Ig45AbyDjkADJuSV2kuQDHwVLj1XoTrBR7GkeBjOcBIt4EGYelQMYhN5BxyAFk3CN1seYCrJ+lxqv1Jlgp9jSOAhlfHkQ8DTIOS4GMQ24g45ADyHhE6qLND7Belhqv1ptgpdjTOApkfFn6RFwDMo6Mw7wg45AbyDjkADKeIHXh5gdYJ0uNV+tNsFLsaRwFMr4ciHg3yDgsBTIOuYGMQw4g4y2kLuD8AOtjqfFqvQlWij2No0DGlwER7wcZh6VAxiE3kHHIAWS8g9SFnB9gXSw1Xq03wUqxp3EUyPj8IOLDQMZhKZBxyA1kHHIAGR9A6qLOBVgPS41X602wUuxpHAUyPi+8rG04yDgsBTIOuYGMQw4g4wNJXeC5AOtgqfFqvQlWij2No0DG5wMRHwcyDkuBjENuIOOQA8j4CFIXei5A/iw1Xq03wUqxp3EUyPg8IOLjQcZhKZBxyA1kHHIAGR9J6oLPD5AvS41X602wUuxpHAUyfngQ8d1AxmEpkHHIDWQccgAZ34HUhZ8fIE+WGq/Wm2Cl2NM4CmT8sCDiu4OMw1Ig45AbyDjkADK+I6kLQD9Afiw1Xq03wUqxp3EUyPjh6BJxJLwfZByWAhmH3EDGIQeQ8T1IXQz6AfJiqfFqvQlWij2No0DGDwMivj/IOCwFMg65gYxDDiDjE5C6MPQD5MFS49V6E6wUexpHgYxPDyI+Dcg4LAUyDrmBjEMOIOMTkbpA9AMsz1Lj1XoTrBR7GkeBjE8LIj4dyDgsBTIOuYGMQw4g4xOSulD0AyzLUuPVehOsFHsaR4GMTwciPi3IOCwFMg65gYxDDiDjE5O6YIwDLMNS49V6E6wUexpHgYxPAyI+Pcg4LAUyDrmBjEMOIOMHInXx6AeYn6XGq/UmWCn2NI4CGd8fRPwwIOOwFMg45AYyDjmAjB+Q1EWkH2Belhqv1ptgpdjTOApkfD8Q8cOBjMNSIOOQG8g45AAyfmBSF5N+gPlYarxab4KVYk/jKJDx3UHEDwsyDkuBjENuIOOQA8j4TKQuLF2AeVhqvFpvgpViT+MokPHdQMQPDzIOS4GMQ24g45ADyPiMpC4w/QCHZanxar0JVoo9jaNAxseDiM8DMg5LgYxDbiDjkAPI+MykLjT9AIdjqfFqvQlWij2No0DGh9Ml4RoQ8WlBxmEpkHHIDWQccgAZX4jURacfYHqWGq/Wm2Cl2NM4CmR8GIj4/CDjsBTIOOQGMg45gIwvSOri0w8wLUuNV+tNsFLsaRwFMt4PIr4MyDgsBTIOuYGMQw4g4wuTugiNA0zDUuPVehOsFHsaR4GMd4OILwcyDkuBjENuIOOQA8h4BqQuRlMB9mOp8Wq9CVaKPY2jQMbTIOHLg4zDUiDjkBvIOOQAMp4RqYvTOMDuLDVerTfBSrGncRTIeBNEPA+QcVgKZBxyAxmHHEDGMyN1kZoKMJ6lxqv1Jlgp9jSOgovOEEQ8H5BxWAq+FyE3kHHIAWQ8U1IXrHGAcSw1Xq3TwUqxp3EUXHSWXLvxo8nvLj8g4vOCjMNS8L0IuYGMQw4g45mTuniNAwxjqfFqnQ5Wij2No+Cis1/EkfBlQMZhKfhehNxAxiEHkPEVkLqQTQXoZqnxap0OVoo9jaPY8kUns+F5g4zDUiDjkBvIOOQAMr4iUhe1qQBplhqv1ulgpdjTOIqtXnQi4vmDjMNSIOOQG8g45AAyvjJSF7dtAUKWGq/W6WCl2NM4iq1ddCLh6wEZh6VAxiE3kHHIAWR8paQudtsClCw1Xq3TwUqxp3EUW7noHCLhGhDxfEDGYSmQccgNZBxyABlfOakL37awdZYar9bpYKXY0ziKLVx0DpsNR/ZyAxmHpUDGITeQccgBZPxISF0It4WtstR4tU4HK8WexlEc80Xn8NlwRC9HkHFYCmQccgMZhxxAxo+M1EVxKmyRpcardTpYKfY0juIYLzqR8OMAGYelQMYhN5BxyAFk/EhJXSSnwpZYarxap4OVYk/jKI7pohMJPy6QcVgKZBxyAxmHHEDGj5zURXMqbIGlxqt1Olgp9jSO4hguOq/dMEzCNSDi6wEZh6VAxiE3kHHIAWR8I6QuoNvCsbLUeLVOByvFnsZRrPmiEwk/bpBxWApkHHIDGYccQMY3ROpiuiscG0uNV+t0sFLsaRzFGi86kfBtgIzDUiDjkBvIOOQAMr5BUhfXXeFYWGq8WqeDlWJP4yjWdNGJhG8LZByWAhmH3EDGIQeQ8Q2TutjuC2tmqfFqnQ5Wij2No1jDRScSvk2QcVgKZBxyAxmHHEDGIXnx3RfWyFLj1TodrBR7GkeR80XnGAnXgIgfF8g4LAUyDrmBjEMOIOMQkLoY7wprYqnxap0OVoo9jaPI8aJztIQjakcJMg5LgYxDbiDjkAPIOCRJXZx3hTWw1Hi1TgcrxZ7GUeR00YmEgw8yDkuBjENuIOOQA8g4dJK6WO8LubLUeLVOByvFnsZR5HDRiYRDCmQclgIZh9xAxiEHkHEYTOoCvivkxlLj1TodrBR7Gkex5EUnEg5dIOOwFMg45AYyDjmAjMNoUhf0XSEXlhqv1ulgpdjTOIolLjqRcBgCMg5LgYxDbiDjkAPIOOxM6gK/LyzJUuPVOh2sFHsaRzHnRScSDmNAxmEpkHHIDWQccgAZh0lIXfT3hblZarxap4OVYk/jKOa46ETCYReQcVgKZBxyAxmHHEDGYVJSEjAkzMFS49U6HawUexpHMeai872RQjRGwhFwiEHGYSmQccgNZBxyABmHg5GSgyHhUCw1Xq3TwUqxp3EUh5BxJBymABmHpUDGITeQccgBZBwOTkoWhoYpWWq8WqeDlWJP4yimknGWosPUIOOwFMg45AYyDjmAjMNspORhTNgXxivMxT4yPlbANSDhMBRkHJYCGYfcQMYhB5BxWISUUIwJu8B4hbkYe9G5i4BrQMJhLMg4LAUyDrmBjEMOIOOwOCnJGBuGwHiFuRhz0Zkaz0MCIg67gIzDUiDjkBvIOOQAMg5ZkZKOXUIKxivMxfud8Lz//frOgCD8PDFehwYEHPYFGYelQMYhN5BxyAFkHLIlJSO7BoXxCnNRybiEn9+QHpNjAhIOU4GMw1Ig45AbyDjkADIOqyAlKGMD4xUORfzM9/u9sbarjCPgcAiQcVgKZBxyAxmHHEDGYZWk5KUv+OM13gcwhr4Xru0j40g4HBJkHJYCGYfcQMYhB5BxWD0poUkFf7ym9scBQNnlTedDZFylW/NGvmFOkHFYCmQccgMZhxxAxuHoSImPBn+8pvYPCXDc7PoTY3FIyTjSDTmAjMNSIOOQG8g45AAyDkePEyR/vLq4KQKsj6mkuy34Mv4ewgMZgYzDUiDjkBvIOOQAMg6bwR+vKYGaOkAeHFq8XfBnvv23qSPjkBPIOCwFMg65gYxDDiDjsBm6xmtKrg4dYBrmkm0/9C05R8YhV5BxWApkHHIDGYccQMZhM4wdrykJmztsnSVEOw594p0CGYdcQcZhKZBxyA1kHHIAGYfNMMV4TclajmEXgTwkOUj1kDBVvyHjkCvIOCwFMg65gYxDDiDjsBkONV5TUkfIOxz6ZgUyDrmCjMNSIOOQG8g45AAyDpth7vGakkDC/GGJVQLIOOQKMg5LgYxDbiDjkAPIOGyG3MZrShwJ48MSst0HMg65gozDUiDjkBvIOOQAMg6bYY3jNSWfWwk5SvZQkHHIFWQclgIZh9xAxiEHkHHYDFsbr7m8NG3NUr0ryDjkCjIOS4GMQ24g45ADyDhsBsYrzAUyDrmCjMNSIOOQG8g45AAyDpuB8QpzgYxDriDjsBTIOOQGMg45gIzDZmC8wlwg45AryDgsBTIOuYGMQw4g47AZGK8wF8g45AoyDkuBjENuIOOQA8g4bAbGK8wFMg65gozDUiDjkBvIOOQAMg6bgfEKc4GMQ64g47AUyDjkBjIOOYCMw2ZgvMJcIOOQK8g4LAUyDrmBjEMOIOOwGRivMBfIOOQKMg5LgYxDbiDjkAPIOGwGxivMBTIOuYKMw1Ig45AbyDjkADIOm4HxCnOBjEOuIOOwFMg45AYyDjmAjMNmYLzCXCDjkCvIOCwFMg65gYxDDiDjsBkYrzAXyDjkCjIOS4GMQ24g45ADyDhsBsYrzAUyDrmCjMNSIOOQG8g45AAyDpuB8QpzgYxDriDjsBTIOOQGMg45gIzDZmC8wlwg45AryDgsBTIOuYGMQw4g47AZGK8wF8g45AoyDkuBjENuIOOQA8g4bAbGK8wFMg65gozDUiDjkBvIOOQAMg6bgfEKc4GMQ64g47AUyDjkBjIOOYCMw2ZgvMJcIOOQK8g4LAUyDrmBjEMOIOOwGRivMBfIOOQKMg5LgYxDbiDjkAPIOGwGxivMBTIOuYKMw1Ig45AbyDjkADIOm4HxCnOBjEOuIOOwFMg45AYyDjmAjMNmYLzCXCDjkCvIOCwFMg65gYxDDiDjsBkYrzAXyDjkCjIOS4GMQ24g45ADyDhsBsYrzAUyDrmCjMNSIOOQG8g45AAyDpuB8QpzgYxDriDjsBTIOOQGMg45gIzDZmC8wlwg45AryDgsBTIOuYGMQw4g47AZGK8wF8g45AoyDkuBjENuIOOQA8g4bAbGK8wFMg65gozDUiDjkBvIOOQAMg6bgfEKc4GMQ64g47AUyDjkBjIOOYCMw2ZgvMJcIOOQK8g4LAUyDrmBjEMOIOOwGRivMBfIOOQKMg5LgYxDbiDjkAPIOGwGxivMBTIOuYKMw1Ig45AbyDjkADIOm4HxCnOBjEOuIOOwFMg45AYyDjkwmYwTCAQCgUAgEAgEAoFA2D/4Uo6MEwgEAoFAIBAIBAKBMFNwQo6MEwgEAoFAIBAIBAKBMFNAxgkEAoFAIBAIBAKBQJg5IOMEAoFAIBAIBAKBQCDMGEY9Mw6QO4xXmAvepg65wtvUYSl4mzrkBm9Thxzgp81gMzBeYS6QccgVZByWAhmH3EDGIQeQcdgMjFeYC2QccgUZh6VAxiE3kHHIgWxk/PzSR4prl160WwDTM+V4BegCGYdcQcZhKZBxyA1kHHLgMDL+xhPF6YdErj/0SHFuo/oYJ+NvFtfvRN5hHK3jdSK4oQQOZBxyBRmHpUDGITeQcciBg8j4xZX7REoeKc5EyM+et5E9IONwaNrGaxJuKMEeHELGzx/8qIyXF4oCf4I9QMZhKZBxyA1kHHLgADJeSoZK+Bg5YVYRDk16vKbhhhLsQ6+Mv/G94vQGkWu92TNQiMbJuIyvu5B3aDKHjJ8/9DEZe/LF+UsGH9Qg45Abc8v4+SO/Jt+NzxTvvcv4h5rpZdzMKNrZxOcfaZ1ZNOJiZh5LIfFFxvz/zieKC7PleDEQo5T4BHnG5VYznWUIBMvuO73ypo2AYyQ5XpNwQwn2o0/GLx67X8aKvdnz3DBhQcZhCkbLuN44ulFvHD1cnA+U63EyLmP1buR9C8wh4+cPf1LG0nPyJctYgn72kvE3/7w4/fAn5LvxweL8F8OOHSfjf1dcv+9TxbUHJP07yPsxM7mMmxnFSqRDgXaU0lzLciXRTmSMxN9XXH+j3DREYh+LT3K7tR6y7cs+Mr4JUuM1yWpuKHkXG4zhrOiW8VKUVcLPLw0XZpapwxSMlfGLxz4j4+6R4uwGGbPPygXhkLGKjEOC0TL+5p8VpzfL2PjQQ8X5O+Ff0zbGybjIzj0iUw8g71tlHxm/eOLzxbUHHy7Obvp4cfbUL+T7y+7oABmHFBPLeDmjWAtBuR0KRykksTSEYtKU+Fhcgm0jIpG8+3FWVOKbArAtmuM1Td43lNwFg2xzQylbOmXcLFGXcaDxzz9aXHP/jzDyrWNKwwMvyHioZdzsu/PxSKZkTKgw2Zn2lLybuBtsnjrT6R9fLZ0v9wcz9nbf6YkMaL9IWB3jZLwU5bPnfiljZ7gws0wdUoyV8YvHP1fKzo0yBp8RURownJBxGMPuMl6K8tkzv5Dvu+GCzTJ1SDGtjCcExIiNH9cixt1i0iPnptzyAjIMdbkmfRQH26IxXpPkfkOJC4Y10CXjZom63kgx8aFAO0oRryW9kmiRcnNBaiRexsbr3nGR2McyntyuhD6uh2zf5eooIONHwygZN0vUZUypVL8g48v9P8LIt7vJ88Dz8t1Wy/j5Qx8vx1lw3A+Ls5tEsJ69MOPJpInk3cT5N44uvItXUy+dMS33u3yqfZL36eXXGauZMU7GS1E+e/Zd+a4SYR4o2CxThzHsLONmifqj5fL0F79ZvH2LfDcmlqob+b7Jfo999Rn5btTxWcq42XfXSXFxXk2rCH9TnN36yWqm/fxRK+/ezLiJc3nGS+SrpfP2u9Gfsbf7Tr/zCp+PzJhUxmvhbYZKXAbKeDCLqP+PlvwG6RM3Adqo6hjlB8dPPF6TcEMJJqBdxt80S9RPr8gJNNHldjiDXYpxLL6hTDclvlO+jUzLuPHl3Y8z/2/eFIDjY4yMmyXqdzmRFoHWGcpoqXop4rUsV2IuUm7k+oWvi8TLOHutvpgs4+Tve3VMKOPJ7bseq+vhibzZvlv+ntu0yHi+jJJxs0T90XJ5+gvfEPmQ8ZJYqm7k+0b7t/Frz8nfSR07pYybfXddKS6CWUgZL7d8vDh7Ri50ZXyk5D3IM14ib+olZdi/0WdPSz4ue7vv9LuvVmMX8mZXGTdL1O+W7yQj0qFAO0oRr2W5EnORcjMzbiT+/uL6VTEdN1wisY9lPLldCX1cD9m+73u17CPj2TKhjJeykVomaySisdzWbFTEImMuUr2XaHXOQrbIUStj08NREI7XNLXwNkM+N5REsrRO3FDKllYZT8xom5lyP65FjDtlu0/OTbl23AShLtekNzORYf3guBgu4/I3+G6R2hMnteV2OINdinGdpiRcph7Ls+7vkG8d/zfKBaov736c+X+YH6yDMTJulqir7BiRdgItguKd81Kaa1muJFqk3MiGkXgZNz/zjovEPpbx5HYl9LYelYCL7NwjsuNkHxlfHbvJ+N8V1+/9VHF62Umt92x3deOnFONYfMNl6k2JD/fLti/fRqY/E8q7H/dGKdvxTQHIn+lkvEsmon2l8FhJqbYlBDIu49f8vNQTIuXNfEPxKcU9lBOVfk+EGpLk5WnlKnUjAY6HYLwmWeMNJf7g50ibjBvhlfOWCtVM+EAZD5al6//9ZeVCU8aHSXYl5Y1n0uEYGCzjZlm6jBlPis1MuY4jF2fEWMZqara8Tbb75NzMmqc+J/dW5Zr05saRxL3KVedaGC7j5RL108tOasvt8NnuUoxj8Q1l2kl8OQve3B9tG5kWsfHl3Y97o5TtYDYcVs1OMl7NaNfjysyU3yzfjS7OzkInZ8t92e6Tc1/GTbny3Zf6brSCbtKbJex1HOTPZDIeykpMLDlWnu1A0vhSvEMZd8KRyrdNfOrB6cm2YNJX+yLpQcY3gT9ek3BDCSYiLeNyPkWyU89dGwFufX67pCHjOma8t7LXS99LgvQtgt/K2PSwGobKuHlhW/XMdhiqmfCBMh4sS9f/640jX6AaMi7fbf7MeAuVlN/hlrBDzgyW8cSMtpkpv0nGhYszkvyxQLSVTtnuk3NTrozdxpgXsbHlmvRmCXsdB+tlFxmvlps3xol8N7qZ8IEyHixL1//fI9cB3jPkTRnXmwD9kl1J+W/Hz6RDjkz7AjeAjOkbr0aOV3VDyfs2RsazIinjXbPT0T4j0nojxh5bzVa7F7hZyt8rtzd7onxDeS/FPZztVum3ZWj5OhbdrriuVs55gdv6GSbjIi03NpefK0a0qxeyuVluuVD00jVkXMefeSv7hYzLj8v3VLys3ZPxSvDlG9NL04qmj2baIU+Gyvj5w5+wwtsM1Uz4QBkPlqXr/++WsetESGjKeLSsvYVKyu+In0mHNTFextPLzxUj2q3Pb5c0ZNwucT97unwr++lJtKy9sUx9xDL0selhMZBx2AyMV5iLlIwbOW5d+h3Pmlt5dhegEn9xRcU7lHEnyal8QxlXwjzNzR5P4Cvht/uDWXFk/GgYJOOJJeoV0T4j3l0vcLOUv1f+eHH9TpGdKN9Axq2418KvqPQ/Ws+sPyjj2u0zM+mSp1uubuWcF7jlxzAZL2ev6yXqNUbS9UV+RmSas9xKQ8btEvezZ9+RcSYSddKxrN0+8x3n2YpLz7L11TJaxhNL1CuifeUMescL3CwXT/yOfKc9Jn+fP1NcfyWc9Q5k3D2bfqc/263S//V6Zv2h521a4cXfD2fSrZzzArf8QMZhMzBeYS5aX+AGsDBDZNwsUQ9k2CeeNbfybG/kaPzFFRVvT5gVO+N97Y5mvqGMK2GeZkmwJ/DV8nR348ifFUfGs2WQjHfNTkf7ytnpjhe4WcrfK7ey82qYbyjv9tn0O/3ZbpV+kR0t40UpX2Snylu3b/bqauWcF7ith7EyXs1+2zEXEs+aW3l2340Sf3FFx+JzgYw7Sb52R3NJeSjjSphn/Gx4tTzdfTf6s+LIeLYg47AZGK8wF8g45MrgF7gBTMwQGQ9nv2PsrHklu1aenexI/MWVz4rseMKsWElOLSlvm0kPZMe7MVAJv5Mdftps1ez0AjeAiUHGYTMwXmEukHHIFWQclmLwC9wAZgIZhxxAxmEzMF5hLpBxyBVkHJYCGYfcQMYhB5Bx2AyMV5gLZBxyBRmHpUDGITeQccgBZBw2A+MV5gIZh1xBxmEpkHHIDWQccgAZh83AeIW5QMYhV5BxWApkHHIDGYccyFrGzy99pLh26UW7lWZIGqjZcn8derwCOJBxyBVkHJYCGYfcQMYhBxaTcSOF9qchyvBIcW73OcbL+JvF9Tv7j9mfucqZHmR8t/GqjB+PMITzSx+VPnvBbs3P+YO2/Am9BBmHXEHGYSmQccgNZBxyYAEZf7E4U/m+84nC/2l7IzEfuq+4/oaNEMbLzwEk+flHGvVCxtdJ13gtx58fuDm0H1Knu1Ry++t0OBl3degW7TXJ+JC6HqI9W+X8wY/ZvlymMw9RPjIOS4GMQ24g45ADs8u4kZVIxEuaQjFefg5AUsbXy8H7K2PS45WbQ4chIeNa9xuk7q+HAoCMl5h6xDeEomPHy/iwPtifucqZF2Q8zflDWq/ni+KX7ccPSQPjOH/oE9Knz622T5FxyI0cZPz8kV+Tz/UzxXvvtn8mzh+1ad7hczMV54/+uvTp01n06cwyXorP6ZU37XbIxZX7ygtQu+3Epoy3F6gpafIu+JvCZGUrCnUdov1e/kG5NpzJtYWSEjMTV6WNZlbfeKI4TeRjsPva+sXRqE+ifM1jSH91pVGGlNUVVx4f9oHZP+T8VeU2j9f2BWmiOnSRGq+pOpU0BTeua4ohafZizTeHZpfxYSwv4/IddIPU4c7HAzkq5Tzsryxk/PlHE+cRGT8ES8i4KfMG+R6rvocfLs4j+Rsv4zI+7u4/Zn9sOQ8cupx9+bvi+qc/HtTTiPZdjxUXFx0X5Mj4IM4f/mTZTxft/TQkDYzj/JFPSZ8+WxQdUpkbh5ZxI9o3+d+nDxbnvwjLGS/j8v1xn/T1A4eW87nK2Rep5/3SPw/UYm1E+66T4t2or322K+NWOgMR9YlEo5KuSm6sOHcIUrgdy3+8rcLli41uh/m1yU93uXa7kryy3Lrdsu0L4AAZb8ptS18EcbulGVyWt60EcaZNfr/ZPBJxbTc4zLbXT67uVT8NvInhaI7Xsvy24+N+cPULblQMubkQ9JPrhzDUdYj2e/kH5dpw9ry9kDNCG58PiavSSjv8aw7bd3E+hgH92lpe0PZ6++LK/V5dbJnP+XV/odmvXpVUME+vvFG3yZO+UlpdvtrO+sCUvAbpZZ8rvzVNIs+gLjYf//gxMm7KikS8pCm4qfbEDEmzF0kZP062JeM/LM5ulPJ0LHqyZ6Raz/dr9QVLFjL+wteLazfeX1x/1b+QQsZzZgoZP39Y+uBG992s4aHi/B3/r7CmGSvjcj7ukXwfOLScu3JEWDvO8/JIPe+V/tF6WkE0on3XleIi6msfZNznb4qzW6UP7zgpLs7rPivl/N7i+lURLTvUspDxF3+/ePsW+T59Wa54q4/AAco5CFJPZLwMg7AX+aNkPLrgL9M0BckRbDeEsCVPD7PfF6whMp4oJ4jra3cvobRWTNBfhiDN7mWFceWNjUCc73ykOJO4Ku9GH3X0odBfZjeN8dp3XlJtlvR1eVacvfLj+oTbZfpYvOtt7TO/D8o+DNoX1cnhi6+S3K7GtZR7g7bbfePKtj/mbb9MKeMGrXvbzLjpR5EOg9ZPj3XbksbKsUqwTyyepdjWIp/c78m1y7eRppGnyrK3rXU5kbponPaX1LfaFobLeNlW/1ifi8fulz6L6it1Mzc33Oxlaka9oz1V/+qxXqjrEO338i/rEx5X3VRplGPjqvTRDOsb3zP9Vufj/UG0+9r6pUTlMV3PksR+r3wV3dMrr8v4U9m0aR7Q+odpGv0dpVEuHvtM2C8t+QyK88opP0MdaaI+TdY3anebjJtjo7QlTZEeL+MHICnjx822ZVw+z7d8XOTmseLCkxYj1TeK3PxMLrptt2Qh4y9+o7h2s4zPV+p61eUg47lwKBk3gi0y6It4iSe4Vd+OlfEDkJTx4+YoZbwxaxddqBt2kZ84n5404+RHKeOCuo+VcZMmysOEqJ5R3GAiKa2I+nOX/jL4afYoK47zt834kP+7f6s419dD+7CnzC788WqYbDzmcHNIL9rbywniqnbv/o3bEG0hjmuk0boPXaZu0qqElptG6jzJNmg74vyiuFAQS8k0gucRpBmdZ0kcN1jGrXQ6oW0QzUKbclSyjOxpjBXnartZl3Db64PktojXXfIHuWq/bof5tc2Md5er21b2TH9IuSLKtYDL9l16fm3iXhnvqqfGJfYboXT7bX2kL09PXi/L0DKlTtX2wDSliMtYrQTJ3gTwhNxJckOqG/Wp5dqV3ZWP2fYEunlMOdvt1zct4810PnEbnWgH0n9HdLMjkvHzh0SkAjmXMm+SNNV3fRlOL7s6RPtVwuyxpj7+jRYJZ8/Kt6TsbpZj41w99QaGL0J6Tr1yXD7+vtPLr0l+Ni5C8z49eU36wquT1lXKuHj8s3VcNFsf1zM1M27iXL1FFM8v6TGhjAdptG2+qMo+rdv5g3Kcm03+2nIyv4+Mmxlx7Z+GsDRFeryMH4CkjB83yLijnBU//c4ryfF18cTnZWzIZ9XO2joZvziR74ub3XdINKMeyXhTzu1MvPkeqENdB9n/EW//b58U79r8L574neJtV64NZ0/9wnznpW4CmLhq6f2Dxfl1Txrf/PPi9Fb5PLp8fnDd5FPu+wuz7/Q7V2WMpD8UKsinJ1fl+/TzUif7vax1lb66+J7W08Z9NZToWKxTM+MmztVbjj+/pOM1kY/ftv9et83V7fxBr/2mHvV52pVVPDMe0CNI4bZcgOnMoulUG4L8mvUZLj9eXi1pUpjjtB5+GX0YeUrkb+JVqsrNuC8MPf1l8NPsUVYjzuRbnk/dZ46t4spzU/X9gD4cVGYHjfEatanB2L4T4jThdjzeUp+HMi4Ys2Nl3KSJ8jDBr6f74u3u8zYaoi3EcY00Wq+UxJl0Ig8+UdpY7AxGCuM22jaljtPznRDfIM3YPC1x3EFlPNkP8pmqBC1ME2yb8sJzkMzTw+yvJFoYIuOmHF+GBT+uanf9R3BfKjFt6e+kuJr61unjuP40pXibdtRJiuIF20d2affQfGIZDtJon+lMsLdcPI5rLcdrd1LGTT7Sjmejdji0PTd67VHR1s9JJZhWnINl11oXf9uXzzJ9LN71tt48+YzXVnszxRfalpnxpuQmtlXqvHrUAi7bn5bvW3cBrf0yQMaDvnjzz2q5j+J80W/Wy8qmlfFSsmu5rqRbpdM/xpPzZB4i4WX963pU2zOzu4zLebnl48Xpd19N1vvi8c/JxbH0lb0odqJ9cfIZiZfvJT0Xd1xpzqh7Mt6U87LM8O+A9GVVB90v/ev2efmX9bHl2nD2tFxYy+6ynHBm3MRVS++jZfd6zrx6uHz8faff/ZlX7xAV5NOTn8n1tVcnrauUYaTQxX0tlOhYrFMz4yauusnzrPwt1/GYyMdv27knR7Zu5w967Zd8umaIp+YgMq5C+uFPVELb4MVvlrPQV8tZ6HLpurT9q2523Iq1bldyGUpxuB3Lf7yts/GfL66/4ma9vdl5J6ItM+Pd5eq2lV4j9qXw1wIu2/d9r7hw53ygjFd9oWXIMf/Nyb0TcBvni745rkPGy3zrGwd1OdExcR53X47ykO+Ab1+V8yT1N/WQfnbbezCzjEtjVE6SImrFObiYD7eVPmEPto1s1WkbJMSmUb8WOW2W0yF1MVOlN/Vv7wtlyA2OIM0eZTXjSrE8e17/dX3o/u/HCQP6ZFiZ7TTHa1m/47g5pCJk82pJk8Icp/UYc3NIaIi2EMc10mi9UhJn0olA+ERpk8LYIoU+oSDKGBsk4yPytMRxKRlvLPHW9K+n61QxWMbb04TbMsakvPaZcaWMq+ppxsdIGTdpojxM8Otphc6LG4dcDLtZRxcCGW/Z78SlTVy9uN40KUFWnNxaSR+WT1PqgzRGiFv6dAkZ90TSYORYvi8rEQzTBPKZ6LdYTmNCiRaGyLiWc1OUxo8z/w8leSypeg+Ja277Ii1j9+amNAfybcRa2+HVPYqLZV1Jxc3FzjKu7ZL+OHtGLopT1X7hG3KRLO22S9UrudVVAEZGrFhX2zZNq4yX6UPx9rd1Nv6z0s+uPm523pPslpnxWMaT2yq9TspU6ioBl+17RG6crA6U8bIvrCSrKGpf6HdHFHf2tFzt2KzNcR0yXuZby3WjHBfXm4fe4LD1t/Xoas/UZCPjKri2nwwmjXyfViLYIcWmvM9U+TX2JzD7K4kWhsi4lnOrjHs/jR/3hv4/lOSxlEIc1juWZCUpzq0yrjcJPtWQ5uAYI9baDjlnVdvCuDq97TMhFbcLs8u4k67wQt5JSi0+ihGRIG0pK+EFf8e2KysKlezEAmgkRtI0ZLwpiUnJCoRG62rbo/l6dWzIki2jTQqVsi/8/mnpiyBunzTdZZWiWrehmW+Jxp9eeqQ49frGxN0pxwf91dOHgikjkX8c10ZqvJrjgzIda7s5pCLkl6Nj1vtG7WJsemEnGddyUhKXkPHyhW/SVzZpUkJNflLvNpEVUiLaKeMmzw45FlJ1ieMO/cx4kHaUjMu41uXc+ll1wVvinqqPOX4nGW+mSWFkUaU8EOk+StEO62ml0+TRsd9KSKu4enG9aRJSaTDxh5Bx6dO4LI/WcmaT8fY0oXzK+TEztG0z40oZF4xVb6n6IBk3aaLxbsK91XEmvbkpVMeNIZZqZUhcc9uTcSPVTfkMRFrbFs2+1m2TvxiSZNMy7om2waSR71InglGaYNuUJ3Iz4jn0UKKFITJuZFrK8dP4cW/o/1WSvdnwkcRCrAyJS25XIl3eJIilOTjGiLW2Q+petS2Mc+l9CU3FHZKxMl4uMfc+d9VstoeR4ylk3EvTJeN6PjpnxhUVUhl7/neFt1R9kIybNPK95edhwj3VcUZOzRLuOm4MpdzW7VQCabbEccltJ+P+THp1MR0d80Np24fb2naMMm6wcueH6MJeURFRQTVC0pKuU35MOXJx4ItLJR7lZilTLv9Hiuu6HcmZX747Li5XznY06xmWG7TBy8dg69Ql40qcR5ze1SlIl+ivvj5V+spS4jxMX8Z52RscwfGpOMOAPky0J1X/FMnxavs+zMPVIxTnqr1VWjuOvWPj+gTbrqwoVP0QjU3XT00Z1zThN1wovrb+8Y0N9wy25uvVsXETYMB4LGVZjnECqOVrXYO2+3USNN+EPNfHikQYSiGstyVNSkKdWGo7q3jXTluvlJgayff2u7JNlMtTpc4kEbrzVOK44TJuj02KqK1LXP+o7D5hD7ZVury0DRIS3aifyUP+aHfJuEnTfVMjoEpf/7HtROVQ6/maX08rnVrPrv1OftrE1YvrTeMkNpLosnzp58FllTcPOmXcldUmzEJrOV67p3xmPBC6UTIuY1uXnRsJtsFfgp6Qc3P82JnxljQpzHFaH/O8t6tHP7FUK0Pimtu7yLi2Tb7lvTQ+a5Rxs8Tbv4Gis9mvydifRMbb04TbMv7MDG3bzLiicdKXrp4a/KXwQ2TcpJHPgZ+HCfdWx5n0Zgl3HTeGWKqVIXHJbSfjRqrDmXQlOEZksr1t65XxYaRkuKbtmfHdZdwuOzfjxAZvibsTcb8+5vixM+MtaVIYSVUpN8I/vF9LufXr7uJq0VbiuOT2aBnXtnkz4xF1+jqTVNwuLCTj82DkMBJrGU1GoLpEY62MEdMt0j5eyzER/MFI9KP2r46bSsoT6Tpl3JQjF6t73xyqL1SclDfE1wl5lVdYrp+Hn49hgIwrQR5SdnwzplmnqO5W1DQu+VNhHikJLbHC6o7zbhAozePC9Dpzam4saD1b0vTn2YwbI+NORNP1DMXZlKPCUM1m640CifNmt+O6BNuurKptZahmkCsptge75eYNGffSWMJybf3947SuNz5aCp3m+2Bdx8ZNAFuGP7MdoPt9eTXy65XXtd9eTPcL8og03ovXzEW6yoT34rVSZqV9TlTNMe48pvNpppE+VYH12lCWZftUiOummDjvmLSMN9PV2HIDcQy3lUrY3XLbLhk356dO2yASe8Uc78u45mFkNMyjUY5K7dBl6GPTC7FUK0PimtuejOt5TchnINItwu6zRhlPk5LhmrZnxp14GEbJuF127t8s8pa4p+pjjh87M96SJoU5TmUreva9j1iqlSFxye3RMq5t82bGI1z645NxbUcpu7u+TV1fqhYIe5eMm5n4Rxu/X17hJDpexu7LuOYRL0EXGuWo1LbN+MeIBI9dtl7Kbd1OJZBmSxyX3HYybm5GfKpbxluE3adOXydIxe3C8ct4JCGpuGMBGe9m6fG6tZtDW2aUjBusVLsLPw1GquxuiwpvdePCXSh6Iq50yrgpR/4o+7PaKiCeXIfPtj9cXD+RcXuXlVyLydOmqW6qROXKX7eemxoia97FbjArbuvUKuNCXz1b97uL5zZx9eKGpFHitqRmmIM0cs7Km0B+PlZ6vTz60pg+9YW1rW4DZNz0ubmJIILYKM+/2SB5qmhrW6rZbJETEUN/drtfxv2xUYZqJtzur6TYyLmk95epa5qEOIeSq/WX7Tu940xdHy1vBGi+elPI7Ytn0m0ZvS9w89qpDIlrbvsybrc7X+AmF/X6W+Xatuqmhkq8tM0/5ihkXOq959vU+4Q92DbL1KUf2y6wnUTHy9h9GU8tQRfKckRY9ZyZNCOWoY9NL8RSrQyJS25Hy9Q7ZbxF2H1c+mOU8VKQZVwGy9itiN/wYCDORsbdS8tM2nJm3Z/d7pdxKSv+PnUz4XZ/JdFuubm/TL1FtMNybf3v9I4zovv18sVomu/Dz1d1NNtmttkKvpXz3he4TS7jdrvzBW7SNv2tcm1bdW7+tjj76DeqN6rXZdTfC6m4XThqGVeCWUwTjlPEFWS8m6XH69ZuDm2Z8TI+D0ZQzbJ+v07ljYAu8YXjoVXGDSJzN6p8e38zg+XjJSrazd9oD9N1yrgRYrlI824kxAIe/nzZw8X1y+HNFMXkact3xzVF2Aq5q2f0bLifh5+PYUEZr2Tb1k3rcKE/n/agn2+Yxn9eXDkmGS8FWcZUMEMt7Tcz2OEbyI3wmpeJubQy3lQ+hr7AzZQl6e2YcKGaCbf7Kyl2y839WesWcQ5k3NX/Tn+2W+TmFpEbbY/m+5Ccbzcm4pl0W0bvC9w8qVaGxCW3Kxm3250vcJO26W+Va9uqc6MSL23zj5EyjlLGDVaq/XGUeMZcZfz05JXi/EFpu3ne2qYL5LNDxk05nwtmvmMBL2fa3ffpg8X178i1wKeveFJt87Tlu+Pics15DZbEh8+GV5Jr9kk+/qz4gjJu6q2ybeutL3MzP5/2oIw1v21eGv95caUuw++zZtwuHL2MAzhyGK9bujm0ZbKW8eiZ8FQcHC/dMj4PRrQjsS4FPXxOfEs0Zfz42EvGDVaq/b+hgZyXqPCenrwqciN96i6so3SdMm7K+Uww8x0LePjzZQ8V178r36N3hzP3Jk9bvjsulHHFCrl/Q8WbTffz8PMxLCjjlWy7m0VSB/PzaQ9KH1b5hmn858UVV8bxyvg8GNH+tIy9YEm8zli3P7d+7DRlPG+QcdgMjFeYi1xlXPGXmJcBEd8S2ci49wy9Us6Eh3HbQaRFZ7gTqxCOif1lfB6MaEdi7W4EtD23fuw0Zfw4OBoZv1m+O72Z8VTcdrAz3A+Es+k5g4zDZmC8wlzkLOOwbXKQcSVeHm5mzbYo4uat6DrDWj8ffqysSsZvEpHxZsZTcdvBznDr76gf2Rg9BhlX/CXm1ffpFkXcPKeuq2fq58PXADIOm4HxCnOBjEOu5CLjsD3WIuNKvDzcyM0WRbz6ibL6+fBj4lhkHNYNMg6bgfEKc4GMQ64g47AUa5Jx2AbIOOQAMg6bgfEKc4GMQ64g47AUyDjkBjIOObA5GR/781/8XNjhmLtv1zheYZ0g45AryDgsBTIOuYGMQw4sJ+NvPFGcmudwHinObdQcIOOH4M3i+p1hP5l+098zttspkPFdxuNHVz0ey/q/YLeOF2QccgUZh6VAxiE3kHHIgcVk/OLKfXJR/khxJkJ+9ryNnAFk/BAcgYyv5uYQMr4G1iTj5qfO9JwMrObY9Dly/uDHbBuWacSS5SPjsBTIOOQGMg45sJCMl/KmEj63kI2Xn3nrtyVykvH13BxCxtfATjL+xveK0xukf/SG0IySdDwyLn9X7nJ1667c4WRY6nB3f97IeBPzU2eXhv/O9tj0a+L8oU8s2rbzh7X85+QP47TlI+OQG8cq4+anzi49M/h3tsemXyPnj/66tDHP3x5fRsbNLKSdgXz+kZbZyBeNGFU/KxHNsqrEnF55s5QZlyYhKfH+lPwEaaK67JK+t152FlbTtTEoH8FIpNufTBP1ow1tZbtyg3xt3wdxqT7x4sx24pz5x8fHKEGaXfq2g/bxuqabQyob89VvapDxdi4eu1/6xt4Qem6+i/CjlvEXHi2u3XBfcf21sLLIeDk2kzKuN4VulH7U372eUQaR8RpkPD/MT52N6JMy/bOSPr92nj/yqepn286ePpfxJtta1yP/nfsUB5fxN/+8OP2wfJ70d69/MZ/sH7eM/11x/X6p7wO1WBvRvuukeLejj5HxCCN1laiVshjORqocyQXUG3bTypIvIU7IKqlMCG6Zpha6SuLifOJtTyKT+/vS99RrqIz35VPKsS+sVryr+pXb9THxdhNXbpWHLTcV55+zYf0ywbmQY7r6pIvW8WrysXXL/uaQykacXi+cvfTetYLu663XwH68uCKyWJXTzKcs643mjZyoPiohXWmUZlmh/KWE0I8rj9e+qBOY/Xc+HtYnysdsV+U2j9f2Bf0d1cExXsZLkVQJd32UyvcQxH3Qx9j0izK7jA8jZxm/eOwzUrdHirMbZDw+KxctM1URGa9Bxjt488+KU/e71+/4f4UPy9HIuMrhLZ8prr8i0mKbYuQcGT+IjF888fni2oMPF2c3fbw4e+oX8pm2Ow4MMt4EGQ8oxbq+8G+KdgojE7GYpSSmikuLZ5DGSIgv/UIUt1d6Syquj/58yvY1llQbmbT1SdS3ry5D6x/HJber83WAc2FJxbXRNl7XdXNIRcjfn9iO0/fUKxkXUcutjdB+uiGua1lWHefSiHRY6jQuTtNoG+o06bJsGnfxkBDCIE7bpBL2uktg89DxFMW5Weg4T7PtybvZ1n46kYGgcaYMEXS37TFaxs0SdSv/z6tAhjcCSlwbpP80mLrVabR+1c0C7XdN80DYR4pph7ffpE/1pUsTzZCafaPSf6y/XnaJfqovHSmBjeP8bbPSoKpTGc6ekz/CktSlM2PNpdH+bNT7dam3pNU0ps5eOR3tTdbTa3vd5y1pkn3o1cXm4x8/lG4Zl++2uz9m+qlsx3xCiIzXIOPtXDz+uVJubpRx+oxcrM7URcci4xdPSP/dJN8v5+4qQeqKjJswvYyLNN73qeLs6V/IZ9rK7kx9fNwyvhubkPFgpkuDd5Ee4MuipTw2jDMXnn5+GsbIuBWMWFaDNKYuNu8g1HXZK70lFddHbz6mfXGfCUG7yz6sJSvebjK0/nFcctudr0OcC0sqrg1/vNas7eaQXsTvmN6SiutGJVDPX3QR4j7LVm6T+WoaI5blZiUhPkEaLasW5AojqF5ZbUJYxcl5vKuUU4P2y12PFGdybqt2aJzL0/+/I4rrL7NmrIwbcdTxZNKm+kDbc79Xv7J9ftlOiOubBU3BLdPIhZitkzvGl+O4TWbbE//k/s70pUB21esQMm7omhmv2q37figX91LvhHCfnrwucSbKkCzTE/nkfu1zf39Q9sA8/bpof0l947oNoVPGTb7yWdRyte/c/wO0r6Q+7jv6jugmxkOpGwdNsTQy7e036SMBDdLoDQpPbFIy3pf+9OQ16cuw3KBe2v6bpP6XX+voV2m/pCnLkHDHY8VFIFzd+4fUw8n4xcln5BzIuDRpRASjPrx4/LP1/kSaMp8BcSrfdtnyta89J+dC+zYUzyCNzkq/68mc7Ds9eVXaFObjH6/sL+MiN/d8ojh79t2yrAPcMGgDGT9ODirjZon6o+Xy9Be/Wbx9i3yfNmZu/6Y4u1XGivsM33FSXPjnRiT59OQVGe9yjm6yab7alGYj097+80s6/sJ0QRpdNn+9lr2UjPel763Xm39RnN4q3w3fuSpjK/25UUE+PbkqHvj54m2z4kXy+e2T4t3zd4uL7/1OHffVUKJjsU7NjJu4qm5PS5/oOE/k47fxv/ttLOt2/qDft3p8fX6mYvaZcSMfptHN0CWNo+XHSMkQAZQLNbn+a2Ov9JZUXB+9+Zj2JeoStNuKpe1fE3rqMbT+cVxye7SMH7Zvk+M1UW7eN4dUfHZMbxkt41r3WFQVE1/LbbuM18e2y7hN01dWyyy20iWJZgZU6mbOrdbRxRkBlsRG9lv60tV9QJmOcTLu3TgwSZuincKU3SHJShhXSn4svEEaI8VR/5u4+kZAM71/k0BopFfJiuvVjOsjFlYljmukGbNM3aSt5dOk8YTYoG27Udr2mnfBEcWFeZeS3yn0o/MsSbZhAF0ybpao3+XaXEp3uFRdxubdn/HqqttaD/lic/0mMq6fpa4bB6U017JcSbQnpSYuyFe27xKx7drfl17r5URb6xWLdyouQNr7aW2/++bXbcm3qre33xwv8hjsj+qhcbrs2pVZpRHR7ElTirj0YSVQcr5u1rJq0R4i46Vk1/lU0u3JtInzRNRsa9+682ePOb38al1fuYiuti17y7jJ99FyefoL35ALZPm8Ni6MpR9ukX5w3+F3XCkuPMlUSR5y48DItLc/fYPCSxMtm0/JeF/6Zr0imdf2S9tOv/uzRn1rRO7MM8o2D22/KUfG4r1Svn7Oon1Oxi9OZEzdJN/vwXE1Zsm1269B6+f3bULq/bjyeL0R4AmT7r8rLMsd42aRzbbfb9Hxpyc/k37zz1d9bB+HlHHT3rvlc2LkupTucKm6zpx/vrj+ynn9fXGftPUBkVrXdivEp995pTzn9hn0artKUz+TXkm0J8cmzpNts63yasU/ub8vvauXirbWy4i33VYGynhQV3uMOY9OwCXuv0nc2Q+uV31njuuQ8TLf+gZCXU50TJzH3XEe0sZvX5XzoW3Uesjn1G1PyMwy3pRsh5ESJzcJQQr2u+2GZPhxZVmd8tMiSD57pbek4vrozaetLqbv5A+U/t+ksf8fyND6x3HJ7ep8HeBcWFJxbaTGqzleyk2FPG8OqQjtmN6yFRn3l3vrPlPPKk4umv2Z82jmPcWgMi0pGW8sm3bHJcou08b1KWXaH6OjZFxFQ46PVx0EaUxdojJMqOsyPr2TRrNpSMX1MURIG2lGy3idtj1NS3tT4mxF1C2PdwRpxuZpSdZvAO0yXop1Lc3lti+4KYx8+7P4uh0dE4pyOXPcuEHhpzH91nODIk5/k+x7NUrvxYV1KEnFjcXk4YlpTLw/XQ+5+PTi4m0llOhSvM+ekYtGv+ovfF0uHrXN8pdJ4vtlvMzHl3wlkG8jwJLnz8o8DVFcLOtKKm5fGTdL1FVujKiU0h0uVdeZ889K+12/6LbUQ29QOHGxQnz6Xf/GgQpufeOgTFPLciXRwQ0KifNk22yrVDqJSu3vSx/XKxbvXhlX4f6cnBev/SrgD9SC3Dozbtrn0lmh92S7KdLNNE6i3bYSxFXPq7tz5m4c3NuI0xfLqXi54wMx9+Td1f30O7ZPjKxKH7ntHg4n46VYn1520lxu+6Kd4vyRUnrd7HgsxUoYV0q+L+dKkMb0ifT7VSf9gpFn+ay8XMY10nv7etNbSrkN4/pIHdMe1yPSlYxLn3xE+j6S5uAYI9banl94bQzj6vTeZyURNwXzyniXPPj7YnEx++SLYpSM2+3OZ3TlYkNnjr18S/GKjtk5fUkjzrYvdVPCMSQfsx3IdimNVRpbTniBt3+5SrIu8XZ8viY9FyWpuDaa47Xsr3XdHFIRitPXXzYx08l4ohzTL3J+bHQq3/j575SMB2lcWcll6pqmjO8VT4P0uZHPF+RfOX9GDjVO/+/+tYlNuU1R9RlWZsmYmXGTh34WEqGexS7b4s9qm+MOIuNevyQYn95Jo40QUnF9DBHSRpqDyLimqS8SYoLjjEAOkfEReVqS9RtAq4xrPW4M62Fmyht1Ewnyl6lr8Jaq98q465Nn5dvTKz5Io1IpaYIyTJCL9pSMd6WfXMbLmwlBOcFS9O796XqouNZxvTKuUuZJd4WJ12epSxnrlfEovSMQaTMDHbXHBOnbWWW8FOt6tr3c9kU7RVqS47r6caXk+3KuBGm0324WuamkV4jiyvQioXredV/00rQ4LkhvScWNJZbXwcvUX/xmce1m+Ztr5DsU5AqTRsahFelUPmFceXPg9LInzvc8WpzdqWPQ5q1xTtjf8P5f9VsY5/L3BTcV18ZYGTc3JW72vmt0RjdVjlmWLn1zta57eax8n3pxTqaDz5a3VL1XxrU/9NxEL4cL0rz4+1IX+d7xyzBBPsMpuW5Nf886ZNyfSa+HeXjMD6WNH25r45HLeCwwIaWsODEKn0F/pLiu26PkR7GCZ/PRvKtlqhVhmqR07ZU+EWclajIpruoS56l9GtavFji7HTGqXC8uuR2c60Oci3RcG43xusqbQypCPemr56/j9CWNuEHjUf/41PmW5fh1d2n8OJdGhMFSp3FxmkbrE6eJy7JpbFwp8HJ+qtlXL9/quDL+9NIjxan2kY03cXfa75MqrfSlLg03cmujqr70ykjkH8cpw2W8bFvqWWmTt5PthPQG+912Z/3KsjplvEXYfcanVzmL69WM62OIkDbSGPGTC6IBMl6uRpDzbS/AU2na5NonPE7FtZk+SDM6z5Jk/QbQJuMmP3/lhhfqWexSxMMl53LcmJlx195eGZfx3nWDopFe5XRgeksqrptStMuZ5DLG5FHNfPftb6uHimsdl5+MS1n+zHjElDJuZr/9GytuNrqqR11Xk/YmGSe+FFuZ9sevv1Q9FO+SpmjbGXevikGaF6Uu7lnWIOgNCtv3vkh3pZ9cxktxDsrxlpyPk3Hp7zYpVowYS19Fs9jtMh5uGzl98Llyebz8q1JbLe3W+hqhbeu3si4p8U7FtXGomXEzw63Loht1l+/Taha7Oas9emZ8sIzLufRnxiOS6f2Z8YjjkHFtozczHlGn9z4ribgpmP2ZcZgPI7uBqClyQa5fBh3iNQVGNBtlL0s8XrvrGPZTPjeHVIT2SZ+IGyDjSiXSNlRLvC0u3+omg4ZE2dWbtas0IhQRfWUpRgq9PKq+9L9YjcTK8Sq7jlScwQp5VW5Cfo382AghFacMlvGumWV/Xyy9tg3jZNxud77Azb8p4TKSz4L3Iq8wzyHpVc7iekVxtn2pmxKOaum+P3Nd1T0uy2bSIrrNY0tp7szLIO3VpduefJbHPtoq8WVZ0uf+/qDs8Xkq6fr1k5ZxLa+5dFwJZDsxez5axrUsFcAuGW8Rdp9G+kSePmkJbsZ1Ukl//VfD5OFk299vswz2u+1GPVRc67hhMt6UaFO+PkftxKdPxvVcJJa7ByJt5DRRlseUMt6GyU+XUlffz3WoZ7GlPdGsthHaMTPjg2VcznNwEyAkEGmX3p8ZjwjSW1Jx3ZQi7i9jN2K688y41nlaGS/zlTF6/q7Zd/asHPu8SLeJey2cOXezy3G5Hi7/vGS8KdmOQLZd+zxJ3nWZeqeMtwi7TyO9yuzQ9JZSVMO4PlLHtMcNlHHtk4/I2OqS8RZh96nTe5+VRNwUIONHTCmQcuHkOUcqbnrk4lIFMRKxpWG8HhYn4zBcxo3YBiLrU85kO0ENnzl/pLh+Ip9lM7tfHhuLt9KMs/LsLmIl7/Lldu1p+m9K9KV30mgjhEbcABlXKpHVckRm67qXB7VKqz3GSbnG9f1UWCqvEivPfnt9OW0cF6ZX4Y3rPT7Prvp1k5TxhGRX+PsqSS77sZRPOfdjlqm77c4XuNn+uFMktspHJf7R8Jgqz7HpSxpxVurNzHadrCaW/qr9VradJLftF9L1UHGt43pl3G1rH1bCUYq1/wK38iVvcu78Z8jds88uHyO5dT6V9FbPR/9d+RI67VvbhrKsR+WY8oL08DLelGyHEVa92aH1T8yel/tHyLgtq1PGnbA/HabxKdNbkdb0RloHprek4jpJSL8R0x1kPHhGPJLuCk+slVQ+zbjyhsHZ08/KGPqsFW2N0/8/J33v4iSpK/epqFyPlHin4to4iIxXkm3b4ePv05scviSbffJZG7NM3W13vsDNPq9+Z51vKaxf915w5udZp3cvbOtOX1KKqhcnwjvoBW59+Qi1BJdxye1Kxu125wvcpI36W+XaRnuMaeNHv1G9Ub0uw/usJOKmABk/coJZSneRd0gRd0u4vaXVucB4PSzIeM2YZ8YB5iQl40bsg5l5H5ETb9a8fI7c/T15uLwpVL2BXfIaIONylVbKs83n9LLeoJB89eZCSxqzNDWYke/O06T3lq1PIuNC+HNi0v7L95ftt8LUt38qGVdKIXft1X4MX8SmVAKuaUSwzc+lPejnbWW7OhevybnQZcOSphLWME25HFsuRu3ug8t4QrIr/H1vuFl8uYjVdGafjIkxy9TdducL3KQ/9Hn1O+t8zYX8LSIr/jEqoea8j01f0oizUt/6ArdY+t3y+CHL1E37nDRL3UQSGy9n0z7peIFbKfByjWlluplvicafXnqoONXPhWu/xt11r/TRY1Wc6Td9AZ32WxWn5Uq/RTcAcpLxeHY7ROrvzZpfPPE7co7c98WDxfXvyPdF9QZ2ySspvXGc9JPKs/2ca976U2HXHpQ+aEljPsPeMvS+PP3nxZXcZdzUX2Xb9cm37c+nxX3ipfGfF1fqMurzmIqbAmQcNgPj9bAg4zXIOORK6wvcAA7MrjJuxN7NfjcIZ83L58id3DxUXP+ulRt7bCm43TJuLtJVnt0NCsk7eYPCS1PeoBARsLubcp1I789gTyHjQinbifZbeWiT8dTPg/kCrRjJrcRF+6VZjyCN5OGeBw/yMjPqHwuP11nhOM4g/Rb8JJv2m73ZIuQo4zA/TRlfF8g4bAbGK8wFMg65gozDUuzzzDjAIUDGjwE7w/1APVO+NpBx2AyMV5gLZBxyBRmHpUDGITeQ8ZWjb343P1FWPx++RpBx2AyMV5gLZBxyBRmHpUDGITeQccgBZBw2A+MV5gIZh1xBxmEpkHHIDWQccgAZh83AeIW5QMYhV5BxWApkHHIDGYccQMZnwPy8WMZvmc69flPBeIW5QMYhV5BxWApkHHIDGYccmFXGL67cV7T//vSLxZn+VMKVN+328TCf7L5ZXL8zLMuUfecTRdcv4iHj22LJnyAry37Bbh0vyDjkCjIOS4GMQ24g45AD886Mv/FEcSrCffa83fZ5/hER9fuK62/Y7X2YMq8JQMbzIB6v2705hIwfGmS8m/MHP1aOg4W6pi5/mQosWT4yDkuBjENuIOOQAzMvU2/KomOINA5mszK+G1uV8e3eHELGD81QGb947P7i2g2PFOfJNC8WZzd8tDg9kYFzZM50GBmXvy932fHVI5mHk2Gpw939eSPjeXD+0MflPMgfgF/m1Q/nD31i0XqdP6zlPydfUNOWj4xDbiDj03H+6K/L98Yz2f7Wd1m/PH+LfPZnxtOzkeUsZChFZdw1F2JRtyLl9rtjy/y947x9jTxt8Gc/G8e33Tio0jRnVoP9cnxDdm3du2Zd9RjdH9TH9kEQF9UvLstsR33XWz8hSBO1Ufdp3eJ8cqc5Xrd6cwgZPzSDZ8bf+F5xKsJ99lwizfOPiqjLuHl9ggviKfOagNlk/AXb7tfCgpDxcmw6Gb947DPlTaGk/P2wOLvxY8XpyesTn6/lQcbTION5cP7wJ+U8PCvnYdq+On/kU8W1G8trt7Onz2W8ybaW8+72zskhZPziic8X125+uDj/RSq/vynObv1kcfqdVyb/fC3NfDL+d8X1+3+tuPZALdam7LtOineTfV6CjPukZiONrPjCp5Lky0ssTbG8y7YvTkn5KY+pBTjels9F40aBlXdPXGJxjaWtFNQ6j0pYffkZKOPBcf7NhyjO78sp6jcsD6/+A9qTA6nx2jznSjy+FDsWXIhF3T8/EtyxjZs73r5GnjY0x6S33zsvDiO4VRppS/T9HuyX4+PzO/T8XVy53ysnykPQck6vvBHWWfvJq4+T8a40SrOsUNzOH3TSZSMEP648XvuiTmD23/l4WJ8oH7Ndlds8XtsX9mdYB8fwZeq+QNooS13fruMHsgkZTzC7jA8jNxk3N4Vu/Ghx9qxcpMRV0j68UftwgguYF74+XV4TgIynyU3GLx7/XHHtJpGbd4K/upYfFme3fLw4/e6r2Z3HfTmIjL/558XpLZ8prr8i0mK7y8g5Mj7dzLj28Yc/UZw99QsZkzbO8eI3i7dvub+4flVEa9/hWuUlV7AZDH1kfHfml/GGWEsHxXKQIBDChIQGpGTcHBPGheWmBEzw80rkEcaVecRSM6R9MaljhsQltytxHFC/3jYOq0eOJMeraVt03nO+OXRD2M+l3EbbXtmlONaCXomkf65sH3TJeC23NqKtLkHeLo1Ih6VO4+I0jcR5adJl2TSuHZFEK0GctimQT5uHnocozs1Kx3nWMuxtaz+5ZeOmjPQy8jHPjKeXqod1K3FtkP7TEIu6nWV3+92xZf72mGhfI08b/DY1jn8g7HfF9E2VRi6ao4tiI59uvxxvxoF//mzdu5bkpwQ2jvO30+2WP8KS1KUzY82l0f706q1pTq+8LnW1dTft9sppaW9cJyVIH7S/JU0iz6AuNh//+KGkl6nLd5qZ0ZcvsSjP84ckPuqbnUHGB4GMR7z5Z8XpzR8rzp6pBbLihW+IqIuQ/CyxbyxT5jUBh5DxiyfsjY3z+sYGMl6OyemWqYss3id9+oCIadSn54+IRIo0Xnj9vzOblfHd2ISMD5nBc4SSIReDkr4p1mV8kGcgGS4+lhxhF/mJhLPClzWTr1efKtjj/LQeu4jqUOGN45LbPTcxgmP62igMqUeO+OO15shvDsmFeyzZpQiMOVdlPmfPR9/2ri5WbpP5ahojmuVmJSE+QRotK7FsO5rZjcVZCePkvN5VzmQbtF/ueqQ4k3NdtUPjXJ7+/x1RXH+ZNaNe4JZaqm7a6wu6tkf+6Fb1K9tXlx33m2zfJePTHZ+cGS+PqQU43nYiLvWopEDS3CjlekIe94HZ9m4UlJJZy2UlnV4eh5BxQ9fMeFUH3adLsV27vLz08xMtz06W6clqcn9r+zuOifP062JnsndZOt72zHh6qXq5RD2cMS/jqr8Nd0Sibuvm9p89K9+SsrvMv47395k8b/LytOH0ct0+c7yX77UH5MsxqKv0k8q19q1JI30eSUywX443Nzd86dW6Sz1OL7/W0a9RXe94rLgIyuner3U4PXlNzmlYF78tTsYvTrw2PyByHLX34vHPRn0SpinzGRCn8m2XLV/72nPSL3qTIpTxIM2HHirO33VXY+W+05NXpU1hPrHM775MXeTmHslb2xflaYT1LunjKUQSGbcx2+FQz4ynl6qXS9TDGfMyrvoM3xGJup1ld/vdsRdP/I7kH32fVvlGedrgL43X49/2j/9qU6LPH/01GSvu+AeL8+uhHBq5dfvl+PNLOl69fN78i+L0Vvlu+M5VGVvpD5TmcXpyVbzw81If+7352yfFu+fvFhff0zrauK+GEh2LtdmOZsbD+j0t9dNxnsjHb+N/r9vo6nb+oNcPph7e+ZmIBWbGFbmgk0bVgisXAOUOS7nfl4hAfjxMvHaQv88XlgorXabDbfDFIZAYDxPv1zWRxuGn9RgidzGpY4bEJbdHy3hHG4Uh9ciRtvG6zptD8sVm8vXqUwV7nJ/WY7SMaz4NkRNMfJ1/u4zXx7bLuE3TV5aVzSFi7G+bGVCpmznXWkcXp+dQ0xtZbelLV/cBZTpGyXhDrNvz9TFpnPSmhN4nJePmmDAuLFfGZCpPPy+Th3+TQAjiJA8jjTIgvSS1fNqIAcTCqiQl1k8zZpm6SVvLqEkTzwhr226Utvkzu1FcmLeKa1OagzSj8yxJtmEArS9wM2XK+fbF2yxR9wVdxurdn/HqqttaD/nCNGlKEa3zkO275TPmjk/OjJfH1OIdb8tn1Yi41KOSkjKNL7HxLLfZVknzt/WmiM2jEnNfhLUPTNltMi7t/bS2333z67bkU+Xh7TfHi0QG++tyTRkap7O+rswqjVx896QpRVzaUwmU9MnNWlYt2kNkvJTsOp9Kuj2ZNnGenJtt7VvXl/aY08t2qbidya62Lfs8M55eqi5tvuXjxdkzctFaFVPGVd/hd1wJRd3Urd7vji3zl+8/d5zue1r2mUOjPG3wl8Y3jv9aU6KNXPs3NKKL+mC/HH9+Sfvdy0frbpbk/0zi6n4NERHz5M2035QjY/Feyd//O2f3ORm/OJEx5dpQHVdjBDNuo9e3Kan348rj5RyKaDnM/rvCstwxblbZbPv9Fh1/evIz+T4M+y6ekW7jYC9wSy1VNzPZ8j1WCaPOoH++uP6Km9mOZ9RjeZft+75Xy3pyZrw8phZv2f5I+Ix6KfJyHiq5LtP4Qm5E3BNrs62ya8suRb0W9EpqfakfKOPBcfYYcx6dgEvcf5O4sx9cr/rSHNch42W+qfpFx8R53B3nIZ/zb1+V8yH1N/WQvnTbE7KQjEsjrbwlJS4hLyZdQsYNlXT42+HxZZwTrgRxHg5TF3tcW5qKUqg6ZXcgqWOGxCW3q34bUL/eNg6rR460j1evX/zzXVHuz+vmkHwRJPP18NN6bEXG/dll3Vf2mYuT/vdnzlOyGjGoTEtKxhvLpr3jqhlok1bGW1Ksy/hgzAQz0LLP5J9oR7J9ZX6tM+MqJslzofG2fibfqE4m2OOqtPYvqKUWSRsxgCFC2kgzWsbrtO1pWtqbEmcnuHZ5vCNIMzZPS7J+A2iVcV+sbbxZou7PHCcIlrG79qaePVdSMm6OCW9GhGJdinc9i24xeclxr8pxmofOaOr/HUFcmUcs2WE5u2Hy8MQ0Jt6fKrMU5Dou3lZCiZb2iFA2lm1rn5g2l33VL+NlPr7kK4F8G3mVPH/m9X8UF8u6korb6wVuVvCDNpuZbPnerEROZ9A/K+13aXRb6lHNqJdSXcu7bN8jcuPELTkzXh5Ti3e8LVk3bhSI3Nwi5XpCHs9ylzP69Y2CUsRrQa/E3Jf6XhlX4f6cV3/dlnweqAW5dWbcleUkUIXek+2mSDfTOIl220oQVz2v7vrf5vGhextx+mI5FS93fCDmnry7up9+x/aJkWDpI7fdw8FkvCHWWlcruF7/xATL2LuePVdSMm6OkT724kKxlv4V8W7k+eLvl3m9LMe9IXncKp8j/b+fbxVX5mEE35PSUm49GR9A6pj2uB6RrmRc6/ephjQHxxix1vZIP1RtDOPq9N5nJRE3BYvJeCkS5UVHQ/wqibDbLq0THN32L/rNfvkD76QkPl6xcfWFThkaghWIWClhdVlWoAIJ0zT1MXEelZw1RCssO8YcF4nNkLjktldfs91Zv4FtHFC33Ogar67+yXbE40sw6YI+8ojHn9kOjy/j/LEWEefhMHWR4/TLo0pTf9mEqFw19+8m44ly/LoIqXzj579TMh6kcWUlZ2M1TRk/TIxLuTx77gX5V/rfSKXG6f/dvzaxKdcKZgv7yng3rq6SNmprSbnfn2E2ZXsy7jDxKuX+vqSMlzck/O/D5tLx+BjBxPt1TaRxVGnrP6pKLZI2YgBDhLSR5iAyrmnC9vgEx2n7B8n4iDwtyfoNoF3G5bMYLFUX6WgsUVfK+GDceEvVjZy7m0Jxm3aZGTd9KBeJcV4a7yT9ec03GssmyEV+JetNod9Nxsv6BeUES9G7908i4yplnnRXmPhaWHtlPErvCETaCGrUHhOkb+eU8YZYaxkquGEZMYH0GqGPZ9I9UjJujhG58eLqcrUNcuEv4l3PoltelLz0hoW+KO0NySN6aZrJt4or84hfQleWIyJbja3xxPI6eJm6iN61m+W7wMi31M8T5AqTRttY9mcqnzCuvDlwetkT53seLc7u1DFo89Y4J+wqhYG8R/u9Mn3BTcW1MVbGy+Xn3neNzui2lBMuVZc+DGa5HWV88NnylqrXS8Xl8xY/G77LzHhC1g1Gtq34P69iLt9Tfp1MuMeTdUnrzVQrpahmIOP+THo9zMNjfiht/HBbG7ck43pxaRouH3Yb4xM+g/5IcV23G1JZh1ha/P3lPi1PLgIaQhQeG+fbFGYrq1WaKM9ovx5fLY112HKXkPFB9etp49C65UbneDViWba3IcDxOHFpXb/qtt92s9/rs8Q4c3F1H5fBHxOmT4PPhwqZxFVl2fMU3zgxIlduGfmNZVjL8us7aDyG+TTrksrbpRFhsNRpXJymkbhGmrgsm8bGlQIvfWwl0Aioy7c6row/vfRIcap9ZONN3J32+6RKK32pYmoE1kZVfemVkcg/jlPGy3idl2l/nGdCek36hIwbKgm2+8x2eHwZV7evQZyHw90s0IvGtjQV0odORj1qkbQRAxgipI00Wj8jcmFBqbzi5+NTacr8mnLtEx6n4tpMH6QZnWdJsn4D6JLxsr4qrVIXPc/BEnWl3O8vu297wVsl5f4z5UkZl8+ezsgbgbchXjo+SMYljT8z7uOn9ao5XsZL0S5nksuYcOa7b3+6zPxlXMryZ8YjppRxM8vs31jxlsuHM9DS18Est6OMr47X4C1Vr2aczc2EsN07zYwnZN1gZFvqp5L+vIq5jHG/TibojLAcZ2TdpvW6ZTcZL8U5KMdbcj5OxqUv2qRYMWKs9ZarFDm0X8bDbSOrDz5XLo+Xf1VqTdzd8nnR+hrZbOu3si4p8U7FtXG4mXHFE/Dn4yXqSizOWndvZtyjknL/mfKkjNsZebdkX0OwdHyojEu+/sy4j0u7ehnXNpbinaJO731WEnFTsKCMz4sRzkBaFLlQlIHaJSFrpynj26V7vJZjIZTfmq3fHFIqka7yCgoq90u+QZ39cgRNk/x5sIi+shQjo14eVbv8L1YjjnK8zig7UnEGK+RVuQn5NfJjI4QpZdzVS8tuyK3KhC+9Lq2Tcd322272e/WPj1dsXN3eMjRm372Xj5lxqxfK1Qy6fxPDTxNJ7QQvcCtlWUUulY8X5wuq5tsmw8GxcoFdtaslL4MVx0A+9dhHWyW+LKut/Ro3Pk8lXb9+umXc5Zt4uZmis/iRTLfJuMH1v5Ngsy0XQL5YmzgZL23CYfY3RboUe3ucpknIdo30Z2L/aBmvlsa7b36bh5Ntf7/N8nAy3pRoU74u23bi0yfj2i+J5e6BSBvZTJTlMaWMdyP1VfnTuqjgBkvUlXK/P8MczIx7VFLuiXpaxu2MvH5m3fek/3K6wTIu+foz4z5+Wq+a42W8FHF/GbsR051nxv//7Z17khzHda83QoIAKV1Lsr2MG2ECIAnwIf/rHUjE4EHayxDJGT5srcIiQZCyV2GQBAGtAIxod4RGLcxV3XNOvk6eyqrK6emuzp7+fREVQGblu7J76qusquY2U5s2KOOuXDpuqxeyb/mQ8rKoStyTfOU8yKatVxHKb1PGuS3uFvFVeLmZGWMr06NvWxeR9sLMxZTEWuIeDPzGOWHLCMht6nQM+BlrThPEvDiEbrW9WRmX9tHcGpPxAWHXpPTqs1KI2wSHJeNGVEpxlwsvYkaIDpWW5qvMvUt2cSjIOFhTxvn4ixzTH8RCnvyZ8/vd6bGfQz6tE+ewvy/0er/bx/XRiUBvtTyXdltuX5jHL2LY/ZzfvVCPRdIn8fWOyTgTRZbLIplN5bhMg9Ia+01/hGkXx039VFipLIeXZ98f6a+W016+PD2vKtt2n7/MsfaNMyXjTrjd8erdoi5izHLt40U+KW1Y/ebwEbUpyJ/sV32J+embL5Tr41Lf/TipF7iJwKqXrwW5zl6cJhc0SHpD3ZKGTkq1BF/0BW5+f2x/7L+X7SDJQ/uJjch4CHN/4sm9E2v9Ajf3kjcaf/0MuTwbrMphaR59gRvJKL+EjsdWj/9VGlv/RvX5ZDyVW3rje0mmh2RcEJFmufeyVxJriaO+Dp18hzKKt6n7iwWcpiDbCZKHwq3u55ZxfWt86D+L6Roynj0jznKmpDuixJopldOPcxcMll8+pDn0DrWVx57j+P9f0ziEOEoa6v2DqVdREu9S3BDblnEn3DRX+fvUyq0V45A2rH5z+O6jKJw9eS+JtY/rfZ/q1Xfz8rUg12kF3a+uXye5jfOE03ygXoiWlyGSql/ExpDwstRPvsBt4zLuw6MvcKM+8m+Vcx/jhQvq488/jG9UT3Woz0ohbhMcjIwzdpXxUot4vO2avih91KHT0ny9jBeHIOOJ9WR8XkTulcw73AWBKSkG+8ukjLNoyTPhdCKuZDDgnisPf0PvuYtCN9LKeHpm3G3F1ehwcUT2sTTTCWZvtTyXdp2PNy3rDi/kMc1b5rZ13p/KYOE+O6G+HCnpnZJxIv85Mer/J/Q54v57YZravykZZ5yQh/66Pun9TBRwTkOCLT+XpvscZDsbF75tmNJE0c3TuFu81bGZUcadcPP8pPljb1EXMeZVfB8f0obVbw6T3MQ2WXkPYq3L9XGu32nrrb6rl68FuU4vX6Px49X16/qiAKchufF5bBkuTHWd5wVuVvpFzn3/fbnrvsDNpdFvMu+ncQJP5zBepvvlOjh+cedut+DPRegvx914y130ieNI48YvoONxi3FcL42buQDQrIxze+WZcBLDwmp1/hNlR93pR/R9wbfp++OTnhl3mxV6vd/t4/reLayW59Juy9Wy7qCxz25398+LxyT5fs4vP092ROMeJHqHMi7tY9kO7fud//k03T6TRj8vzqQ61GelELcJDkrGwWHT2ny9bBeHIOOJvZFx8xx5KQ5cLqZlfF5E7pXMO1jQWYqtcIN9ZiMyznNDVhq1/Cbynxi7251+7OUmSGWQXP931wq93u+klusrrZbnK922XPsyNjnxz25398+LxyT5fs7vLorwBQ1fyZSME062C/33YzUk46WfB9MCzYjkZn3styNLQ2WE58GzsmRFnT7fOj+v+to4gcYl+0m29Lw4076Mz4vI/RtJ5h0k6PolbpeQvozvF5BxcDBgvoK52AcZZ+wt6HJBCCJ+qWlSxs1z6KU4sP9sRsbnReReybzDXRDoCzfYNy6ljF+l7061Ml6Ku1z4Fe7300r5vgEZBwcD5iuYi32RcXB4tCbjjL0FXVa/IOKXjr2Vcb71Wq2Ml+LAfnLZZJyxt6DL9+llFXF+8Zz8RJl+Bn7/gIyDgwHzFcwFZBy0SosyDg6DfZRxxt6C7p6Zh4hfBi6jjIP9AzIODgbMVzAXkHHQKpBxsCv2VcbB5QUyDloAMg4OBsxXMBeQcdAqkHGwKyDjoDUg46AFIOMGecP1TG+E1m/TXj4ajrtszDnGmss4X0GbQMZBq0DGwa6AjIPWgIyDFtidjD/9vFt46Uzb7n8TezZRlP7fyn/KqhTXNM+60+v5eMn48W8X+3AJyHg9c46V/DSZ/ywuH7mT9FLcZUPeKH7nm40+/wcZB60CGQe7AjIOWgMyDlpgJzIuglGQzrOTW5Mit23OJT+P7hf7UYP01Vx8KMW1zSWScVwcGr44tDc/dUXz8UYu1iLa1z8j6XDhEpDxcbYxPttkdfR/fHv3e9y3BWQc7ArIOGgNyDhogdll3Alnu6u/kPHt05qMS3sKx1GOx6FdHFLn5qW4ttlzGX/6Rbd4mdpiLwjtWJgg45eLfZVx+fmzO4/26nedd93m1d1fUP1fNzNmkHHQGocq4/LzZ3e+auJ3uVcP/iH+FNvyP0+71T0KN9K2uZhZxvsrqWOwiCxOnnlZyvM5UfDxZh/Ty1tIw9j9EtbpzIppeI67V7/axwy3z4+B3nf9frfsxSUJzNpoZL2qn74PnG6IUE7Wbt+GLM6UbcdLwkZgbdtsHiZLs04fKyjNV9c3XBxy47DvMr4eLci4tIGPnbkL4ezT2+7ztENpOtf4PHrQPX+53485gYyPMynjfFHoir0odK9b7Vjo2pFx+hv+BrXl/em2bK/Nf/JtGBdtyPh8yM+f3XlIX9r736/V/V+5vrzYTV9C/X+bof6ty/iz/+gWr9LnMPs+PepWf9mt+Dcj489+3y1ee6c7/R866/dfUyLnkPEtyriXwtoXkwX5shIZJcGHu+7bbskT3EqhzlsQUpcmlRNlL5bjyk3tpbAWzQH5qWlfP005zsqYhAuiPtbPWhnP+u7zlOL08atr39gY15Yx0ccK+vP1Mlwcct9evfrVPma4fee4OBS+KNVz5HJs1Xke71ucPM3TsBhpuA8v83gMXzUI5WTt9m04OyFB1WXr+o04StisjDvxTfmlraVyQhrpY9rJ+4p9VPnPI+Mi3DsW2DHsmI4CGW+eMRmXsePj9yQ/CTr79O3u+Q36HO1Q6s4ltt980D2/crs7/WEbJ3MFGY/10V8t1TzIeM5GZPzZv3eLqzRP4/czb3e71V/jmdlOgIxvjssi46v7JLyvvNWdPiapUh/Bs8/f657f/LQ7W+1uzp5Lxr/9t+6na/T9poR5U5x98evup6v3utVpEk/IuNtmlfFMPnhT4iH7lJQ5rCB7jBj3JIbI41w5VuiyNIX2ZhRlvK59JfHuxUn9pnwTN93POmrLsXHFcDxmtWM8Tx9783Xq+BqkzkJ/+seyf/Gll9fXrctyaVI5IU8qh8oliU2STWH9+Zi6OBS/RF05un39NOU4J666XxQuiHoUbe6nFe9SnCGKbpBAn6cUt/w6NdCKo4SVjDvJ5j65CBdWZYa4yTKo/cfUfo6TdpCghzBRL+N0Ym9urR+D644XAng83k/5nNT7MeJN7WN6eQtpGOmf2i/pdfvM7fRh/Hv1q30hjx6jEuU+pAwsi9wHuSAT0smxydNwe3tpjJDU1OX6XY4TQX2Z5pIqV/abumw5Eo715ivOvG9x8iONuUpj2nVRhmTc9Ye+P4yIt0I7Ml5gdhmv47LJ+Ooe9ecKyc33JE2qS2efvevkZkfyyJxLxr/9sHt+lebLd3k/WgEyfnFEuK/S96kR8VaAjLfFxmTcnbiHEwzaSqLEJ620b0h+rGDZsCBl9IXDll3Km8UNtKXYBulToc6S/FS2ry9whTgpP9Svt1T+ZD8rqS3HxhXDQRBrxnjGPur5KhTaJ+Xqdgz1LeLE2/bRzo3pPrhy6i4ODXwbFmXcCrzHpK2Sca7frnqaOCdutp9e5s5BKY9IokiNjyBsXDEcRZrHwguhIstT08eKdlTLuJdUfUFhDKmHjqeVWieWfKxCpOurlu1e3oIguzT0hzGKo8uTyqFyr+j2UvgGX4zx4aGV8QoZj32I4uDq0jIaRTbG/XGtNP26BsqRYxrSmDjuEwtYlFdfBn+uTNzyawpTFlumhJW8h7Yvjn+U9K4OHjcf3gBlGX/Wnd7kttEXmervEKu75qKBWiV2Uk9x4TvU3M7Ngtq/4JCnYURk1X5Jr8WWx+YVivP1LB86EZb65Tj4vGpfyLP45MngeJYE2sbp8Nln7wzWF9KdHas2vU7SqISNhXlx/ISOve+vGguR6TiW9LlUclIS7Sz9+1/TmHH9hTRXBsok2Y1tCWl+S/n1rUUX4CIyLsL9Cn22jIi3AmR8c+y/jP+pO71FfXifhLKiD7yCvjj+jj53lIefnf5Nynf2+a9prqjvF96nJJWlOstbSMOIfKv9qzs8X1U6vp3+Nfpu8PUs//AX+t6g+kWW0/es3hfyLD76jubK0ET+r275M6or5P+n4+7FiseZx4jaFL+L0r4g4y+O30118z5za7+07Zpq22++NGPD5QzHnX3xz5SfvgP/bC4E3MzrSnnc2b+Ew1jyIwcm/+L4MR0PPd6Ud+IuiJmfGaeTK26YOVkPWGEpCYwTEvpCzs+nfTxNEvo7xkzKj0kfKNZJSDy3fWolsrJ99TJeKEsx2c9KasuxccXwuWV8nj725utA+wLFvtk6K4/3ZB9qxooQSaV0xTFbaz66L9AqGZfyuW67Ufn7IOPc54L4ZnlEJif6WNGOi8i4lKXrFkFU+6Q/ukwn3j2hN2I83W5XjhXmLE2hvRlr36buxFukVRPKe+LKKwly9w2nSWI9nSYX5IikGa8rj3MCm4nzDX7EQ5XNcUHY9f8DJm66zotTlHFpB7X7oRmTAVjG+XNiLxLEuwWikNBYszBngumks3fB4ZNUlktDJ0m+nJAnlePKjZLN4Zv0dydI59DKONe1YRkXxlbGbbv55LIg3NKmrM5ctiV8I4l8cT+PmT+JlzCf6LJM6zQ6D6806zJl5Vm1xd8Sbtu2LuvLOJ24v0lt49vyKy4MsBgvjn+gz44aA5/PSb36jjUXG3p5C2kYke+4/yH9zaL0WsZ57K7R8ff1LL+kE2va1atf7Qt5Fh//MDLeJDf6GeTXT7qzTLxK+5MIsOgujr+n/uXt1+IdZPjs+J3UVpOGkdXfbCzL5VTFFcZSi2yWhh9LEKFz8L5Sn2pEeCsy7p8Tj9I6gbudnT53LLVqnjkRp890FEM6tq9RH5VsB8mOeX3duiyXhqTRrz5HMY/lOGFO7aXwrS/SbfRDK+OTMs7C/V53+l3I5wWcL1L49g+ujEv7gkhz++j4K9l2Iq7z9dMkiXZhJot79vvuf+V5deq3tI/K+DmV8dKbKu6/JY5fLMdik/K7sZHwzU+ivIe2L373mOYfFcB10NjG8AAzyzj1RU7w6YTHygFRLz99aXGiQCcBPjgpP/7CwJT8ZNi6S6JT2b4qGR8qSzHdzzpqy7FxxXC8YFExxjP2sT9fXfuGyin2zaYtzQHG9GuyDwPjMNTPKOUXvjjkvhzqZZzKGhGtyyHjE32saEdJxnu3RXP6H8ttChT7Y+oWwSi1WeJT2ZPtNukDxTZIPwp1rivjUjf9sS/1QYnzsGhTnZPC7tNImSzAaj9TUZeN02ERUfq/3B6v48Kz1tIGGrtw/OPG7fInDxV1XpRaGZd69XzNBJL2qRV9RxDkVIYgoqr6OCm7rhwt50yWRtqrZdxwgdvUp9tXSHOe29QlLX2velGwki2wlL1iyjNxuViz5JPEjQl9TZks45xeCUEpbl3WlnFu51U63l/RCW9FM4IoW6l1Ikwn8FFOadxYmJVs9/JK3bkguzTpOfUo5iyjchzppP4ayViQbA6/SXIT5HBoZZzrGpVxvihB8hDvDqDwW1T3+0FuOfzuyH5qq5faxcffuz6zUEmdPlyZxok4jWWUYuojXwRQQi7lTMi4qyvJdahby3TIk4VvpIsMIc/iI9XeV6m9ITzCXDIehDt+n7IIx/7QvhvH5hlyGk8S757Qf/uvTowfO8EVsTa3dOdxVA7LoBH9LI2X6sGLBxu8TV1klfrqVsepSbW3qXMbXqXvTUnHffKCrNsraVI7kzinRHkcfT5u/z3NayXOtx50y+t/R59dJ9+ZsD+18m72Z3WmY7n64B9d3Mjq+OwyTi33L4yiP85GEKrkh5D4TGT7UlXKWyxflePCKg3Lhy7Dys6YQE20r0rGw1hlt0ZzWabNE/0M7bS3QGuqyiFsXDGs2ivhsTHeVB8rKM1XN+b9ucjYOop1DswBe/Flug9ujtTKuGCE2oVNX2yaQGifj66ScS6LTs57ZSmalnEe4ynZlD7202hq2lH/zLhrky0vUOyPTctiMqOMBySeZU2v1B+YjLty6TNCJ868T/LKGHDc03zlPLYhnRhYquq8IOusjIt8ZzKah4U4rqZ/sWz6hqfkk7Jr0geKQiwXC94imTR1Ni/jKa0T5kIas3rqNu6rzqdFuy+rWZqaMvdIxsMqfuyHFWq+wKEkMIj38is6wdVd+YbEmC9IeIGVvL0x0HGuHCvMLg1JJsu4F/gk44YN3qa+us99tavjiaK41gjyaBon3ssv6QxHV0ui6Prlxri2HC35TEgjsioXAt6OZQohzj+PnaX3lOJKnFfG3bPg6nOkpDpSkHGNyDfLps9nw4KUwX2kMdZzxJQ9KeMDbbH5JCwXC+j7wEr3hWTcXQyI48VbvFWdxvNcMu7bEKXYjg3HU1+9pE/LeB6W29aPHrrb4+lfFmqJe+PErXz/kdtA3+m6L7KllfQ9knGPyIDpUCZk1IEREZF9Ku/os7aefly4MJDKEAFRaWw9ZfHu75tqX1+8y3G2jVYcq/rphWwXMl4zxhvpYwXl+RrqzutkpvoakPjsuDmxnspbLF+V48IqTfXFofzbUsRWS7UIYF53T7yJfhyNFb9sjI9vVlZKUyXjXuonX+Cm8xCTMjkUjjLuw9InF+HCPBYhT+hjypP6qPJMtKNexmmcZcWcjmNBYG25pbpFXkoXEIIUVrfbXRiolXHB1i1h+oO5loxzOeqPLxPF1pVXElP7/PdkmiB7XrojSqyZOjGmE3Mp6xsaO+q3iCjH8f8pTsvpUL2KujovRvmZcW4z1cOr34V6WpTxgMTz9xk/ix32XQoZ75enWU/GJ8psQMZl9ZqOfzwfYMl+QnNiZGXcCnRJqJ0gk9zYZ86DOHtJn5TxAdHOZDyE5WIByY2V7gvJuBPYOD68ZbeqD+2n405MC3JFmiDDWpAZieexobMYSlZXTkofCGlETmUlmL5vdH9ko3HdgYzXQccg3E5eqL9FGQ9EKRdhdnNmfRl3Ir746DEdb5dRZHXtlXHfhg3KuBNs+rv/57/KvuVXlPdRiPshXzmXtNwGJ94lUvl+7Ii2ZRxcSkQgzUWVVhidr3tzcUidpNBWFu/+Pptv8OKQKq4UJ21kWY1l5RLpJLpdGbft5+ej3W3F1OaBNL0+VrTjPDKe6usL+VT/AhKvxDuIde9584l2u3LoD6Mvx4VpDEI5LMd6rOxKOItU6cKAjx97gZtIJ9cdpYT6wCfl9qVqsT0c52R4vTS6rn6aeJHEy2W/XAfHL+7c6xb8feHLk7jr9PnhuRfroOPML0nL4rjeB+e8AHAxyjLO/eXnvVN/NfUyzhJN+XVTRT5pbgZJmZRdGhO53Z2+fVU5RbENcN06j4RZPPt9mWK6fYU0IsNc33Sb3QvfaO6FE/GSjA/ItSYTbR4zEco8fY2wa5pdGef+kbSVnt1mrECXhNpJ9HwyHpB4lnIW4iBba8u4E+38lnIqP66Ml/aTlG56ZVwkek4Z57EydSmy9J5SXIntyDgN/8jb1OtlvC/Rbjzo+zQ+o9yX6jzOCXGtjAtct75tXcIF+Z3C3DbOiKyuIeNZOiPdEamPxsaX1RNvoh9H4yPPhH9Jn513vWhzHP//Ybd8LcRRUqmXxtI/P14CMg4agE42WSaNjLUC5uvhITKZyfg8nE/GPSK29PmJFwFok7an/CWhDkRx9nlHX8Tm6ccNXaxIaWw9xZV0vz9fMR+XcSYKr6o/b68TU7lYE9KV5Lj4E262nbau/BllJktDZejnwSOyom7eeF6KE7yQ+zrlAoyS39A/259enRdgSMZT2/pCXiXjhMSrF68Fsc6fN6+UXVWOC/Mx8GlY8I9oTEIZcbXZ12vlPODjx17g5t7GTmPgy+rVHeJ0H4Loli4gZHlZmu14FGScn2Xk3xG/rp8l57wPjMSTIOpyeMz0fnn2NqSpKLNZGafqR96mbgW6JNRWuiNymzqdwAdZLeTN49yFgVoZF7hunUfCLLPnlPGCxGcyXtxPUroVGe9LtLtNncZSP/89Wpe7eDAq46GuP5i6FFl6TymuxLZkXD5v/Eb1l9MKfqBKxgm3Sn00/QI3I642LpYTJZXD9N0QymGJvfsolWFXwq2cB3z84AvcSF4lX5BmkWX6Dqq5TV3aF6SZLyjQWNqXs6k+ldJI2dfoO8P3o1+ug+MXd466xU0631IvYlvcfJO+L/0t6oJ7xvz59fTCNveCtw/jG9WlDsg42BlxZZm+iH1Ua2C+HhpeLJVIzsVaMg4m2bSYHiLDMu7hCwl8l0C8YEBbtppPx2FAxhkn5CmvvSDRE1miH+cvDPhy+GVuZyfuBXlJPimPqmdQhPW+ChlnsrJJnOWnyY5S+wb7YOrjuOxny3x5eT6W3TzO4eU59jE9281YGbfpuY8yZqrdk2U2LOPSdn6jOsuNEfIqGSckXr14LYh173nz3hgUyh97gRtLMclNFHMryVbOAz5+8AVuNp+US5+TcJv66H7f1klBPkca9eK1INb6BW7uJW8kQ/oZ8jBOA+XoNE5O6bjzS+hIikIfXF0fpNVh37a2ZNwjK9k0x+Tz5rfX85e1Dck4E8XZ5x19EZunH0djyBcGeFx9GWcn7/nnol0aW09xJd3vz1fMx96mTk0V2aY5KOUedacf3e6e8zPYEzJe/Hkw1UcmyrVvc+mN5VkaKiM9D67K8s+CZ/lLcQKNJQu5H8v8zeu+Psg4AMNgvh4QcZX5vrp1ez4g49sBMn5xJmUcgC1xMRn3yEp2OLn3G78vQItYQagDUZx93vKL2MZlPF0YSGWcnbzTPT/iNK4dtp7iSrrfn6+Yj8g4cfa5/mm0u93pxyQ3N6n/Xi6G929WxhmJy8ay//byLA0JtvxcGo9TLMfLdhzL72ksqQ+UJslpnsY9h+8Enwlta1LGAagAMg4OBsxXMBeQ8e0AGb84kHGwKzYi4wBsEMg4aAHIODgYMF/BXEDGQatAxsGugIyD1oCMgxaAjIODAfMVzAVkHLQKZBzsCsg4aA3IOGgByDg4GDBfwVxAxkGrQMbBroCMg9aAjIMWgIyDgwHzFcwFZBy0CmQc7ArIOGgNyDhogUsn46s7P+vm+p1rqcu/RXL5aN66wflpcb6CywlkHLQKZBzsCsg4aA3IOGiBncm4FlnZNiSxswnx08+7xUu3utOnPkxAxtvmIvN1XeacE6s76beBl4/+5sIHMx+/7ZYv/7xbfj2/XKyOeJzz3zKHjINWgYyDXQEZB60BGQctsAMZp5NmFobrn3f6589ZWhYnz3xofeaSn7OTWyQ997uVDzOQ8bYZm69y7MKFId42dBxnmxPFi0MHJOPyu+IX/U3xZ93pjVysRbSvf0bS4sIlWpfxUvtaJ/2EmY8AGwMyDnYFZBy0BmQctMDsMl6S2E0CGQdDlOfrJbs4pM6tD0nGNyOcu5VxKSe7ILQZGd2tjJfGlERbxnS4QZDx7QEZB7sCMg5aY19lfPXg7+lv5Ffd3/7a/udo9eAfdtpWV/+XTY/VzDLuxGdacrwghc2IklsFTPv5ee1AkB8nJz6NFRKff7wdQ22gk8vrKl7tK9Zt205k+3kz7SsJnI4bvBBQEEpdjoRjvf38PB5ZGtOGfac0X0tjuUnsMdgWsR/q3PpgZJw/zy/T98AOblFnLi7j9F3zMpVhBJXLXZw8vbCQQsaBpgUZX939Ozq+9If7/+3PAd7HNrdGyzK+uvdLOr5f0x/TNo6va89Dag8uWmyTbcv46j5J8yvqvPo3JKUvLn5MIeP1QMYtXoK1PPdh2dW323r5jVLhJDmVQWEloUEmo2iXxHtSxqfaMCLEVK5t63i+fpqSwGVx0n7dPl9GIS6Mky1Twucdtz2nP1/dGE33MYyv3+wFFj9WYX87F4ecjGd127YT2X7eTPtKUq/jzk5uU77ChQCuy8axYHkkHOvt52cRzdIMyJnUb+vyIiv7SNQlv1/hzuJMmVZcJWxWxiVOtSn2S6U5j4yffcrt4f6Pp1uX3cr4ekDGt8d5ZHx1l45D+Kzw9v5mZHS3YkvfmTepftUXac+NT7uzERGDjF+cTcj46t4vuudX1Jz87WYEGjJ+mGxPxv+rW75Gx/D14+5slc66WM4Xx99deJ5BxuuBjFu8dIzLeJ9MHCfKsNLJlOLOS9YGYlDGbT2P7qt0uSBHJE0S6ek+OAHLxPn6/W5JcbFsGSdfpv5/wMRN17n/9ObrxFxyTF2YsceUwmqeyBjS/tGLHKW4jKk2qPmovt+jyOq28on1aL5+GiebKeNHSjwAABFPSURBVMxkcdz+l6l9P4ZCfBk8v7K49IK1KLAeCSuhDm2XlWFG6lDhCI3FDb+CrIjCHIRO8pfj9Ir6lIy7cpM49+rx1Mu4G5fFMbV/LJlPJ3XxZleWn36R+kdbqU/ZRYj38/aG/GPt4HLKFzj+5i8olMu2Yl1aGZc4lT/OD1tOSPPSvW6lpIj3cdskX9YOVQAQ6mT8j93yij9OepxJzhcnPw7OkVog44fJxWSc5uQ1Ogav03FSK4ssrYvjHy58XCDjh8m2ZPzs8/e651fp79RftnPrO2S8noOS8anVNcFLx7j8MHTiqcvirSA4+UqwY3NSOd6G88m4b6f0v99mOy41fdBhaQv9P/wb40J7pQ2UvrelttTUue/o+SpUz8ccGZcwthNlbGtco7z6cJyP6jzCCY2pJ1wcknQseNx2c/LRuzjULyePM0LMYxIvDvmyOS4Iu/5/wMS58kmmFEEqMxGQF7eZsohS2pq4YjjKeFmcS+VWy7iX4PFb7Hl8b6s+uvFOdbp2pTIofIPmhq9X2kfHOba7JN6VMi6iG2RbXwAwcfnFgHEZd5Kd5DpKt5L6VIZK0yvD9PHKeH8OlRoZP/v0bRpP+p7Yknjuo9hCxi/ORWT87LN3u+ev0PfEX8Nfvc0CGT9MtiPjblV88dHUCrhfPQ/n5GYVvXv2H93i1V/E/cs//IW+f9yuIONnx/S5uOr/DvMt8Fo4ff7xdlAbfqba8E/H3Qvdhon9LLq80r86+lW6Hd+0I8j4C2rrT1fpb3UhDXP2xa/TfkmTC3RJqgfjYlu+pPNJattYmpeOutWfk/jyvsXxY+qTesRA2rKd7x6mwWfG+2ky+VFIPA+S2rcZ+Zluw65lPEoV/Zf3Sd4YRyfreuXcyFWJqjr3nN58NeM+jJsP7kPrNzvnJL4/xpsb1/E2nE/Ga+ejK2xaxvOwrJzS//OLQxTH7eUiuQ0sW7Y/3JZzyngpjqlNa+OK4SDjPC5GNJlSuZuV8T6pXZRvooxS+0pxU9SWY+OSSKtwFGma1wVpzvKIWN/uTp+oBCYupU9pSnGgRsbdqvjieGoFnNK9QmMcPr+v0zHVouoviIT9y4f0beV3B7GV74WQxt4CL/mpHZ8Mt4PL4XaenbydyuGVUypHLigMlG3FWsJmZVziwvcU5V/d4flUKCd+l5EoKnFybXtC8zAv55Blfn0Zd6vii4+nVsD96rkcD9peP8lW0btn/94trqb9y6/oZNcXF2T87JjmzSt+3thb4H3+qXa4Cwdp7j//bS7VXBev5p+dvJPSmbYGGT87Hk7DnH1eqEuXc59FZDhOVnD5Iscqiajsv0F1Kfmw5Ug4Pi5wt5d/cfw9zX3qQ0hj2tUKW5FxL8Fanvv8qTu99V53+h2dxctU4jCN6fskqTJOTtRTGRS+9UWUdZFxEsUo2iXxnpTxkTaIuE7t53Y4qZU6Xvh2vObr5HCW5rFP83ufxocJJ+I0D0+DgPJFAKpLCbmUMyHjri6Sa19OqHusHAnfPO5e+LsYQp7F7x7TsXDt/V++uBLCW2BmGadOsogoiehREMfRPOuI7BQVbaiV8SzdkPxJfamsuj44OVs+4n9DW8P/dRwxVK+irs79pj9f3Rju58Uh+uNbmo/qe6Ik0duS8TiHKQvvk7wxzqycc3xhNVvjyieRUvTFj8ZlQELXF8dCeEMynt3KzRvn+bFcZh/X15iXt2xlmPZJ2f1xLbWvFDdFbTk2blTG44WE9MeVyfJ8w3c/UJm677JRXyHj52ZSxr1ELx/SMRkcOvpM33ybxj8cNw7zeAfZdKKeBJzCN+n7ygtMkNgo2r7OTLwrZVzmfZBczhMuEJi40sWAIFQSVjLuyk1y3asnxBXLyPMsPnni0rDIUTti+ABZW8ZFgukYfkUny4NDR6Lw5jvd6Q8hDYd/QccsCLUT9STgFH6T5CbIJcsviWMU7ZJ4V8h4fwWfpOIatUMJeagrxVWm4VVSlcaJOIu0qiuk0dI8IuMiT9fos/xdGBdfxktv9eKWX9JZKmUpirmSdwnLWH5PjeSx5Dp43Hy4IXYn433kZW83/Or4RBml29Q3ceu6lEFtyFfHE3a/E1vbjjxuOg3Nr5/9slv+52ne12//rfvp1dvd6f+4iwEuz5iMczm/6klzlkbEmr4nfJlCjKOxzupJY1CK2ySzy3gQCyszLCgiG1Yc5YRepedwTwKSUFTJj69jUMKm2kAMyjini3X5vqq6XRqdr5/GlW36ZNIwHL+4c79bGPlbXKf82fi6lfI8jutN7ZA6CuXbuH2mNF+lj9m4GMz8YkbzmLmzkXEttoHkRLWhVsazdLGtKhMj9aWySuX041gWuSyeV9RWEUKO4/+Hf32BXC+nHRHQKhkf+W3x9cWxEA4yLv1ZX8bLuDLHb6fup0ntKrSFpcGKesVYTFFbjo3bjIzT/NEr4wbIeD2bkfE+8rI3Pq4sKbEM+oYqlGFFlinFTVFbjo0rhqOMuwsJTpplt5DlEcGnk8QfVP9EtlNcTTsOje3KeB8RWpZEkU4n0no1XONWovOV8FLcOCQDJNXLL6kO3b1vP+yeX6W58Z1rvys3SbUgaejvWRDasTQiQkGQJ+qaknG+aPHWL2m+K3F+80G3vM7jTWeInEQL+1P1/zAsen9Vne1wXhl3z4LT3zg+J+et9Hb0ahmnY6hvU+dN3aoeVr/lwshjJY/E5mTciXDWhuxW9PH9TlLHRLsijayUG0FmRJJpHL2kJyG25WjRTukDWZo/suDT97Duj2xvHpqMM14O9UCoE3snDGHf/e6Uw0o8RGZUXr3iWyU/UzJOTLUhSo0PM1wPl5m1z7SFse0vtcOWIfXZsvxFgix/KU6wY27lztWjKcXtM+X5SqLD42HkmvsuYzh1YYbDeoxkfxrbqnGdmo9TbSAyyfaI0HK6WBdLXV63S6Pz9dPIraRRsEvlOjg+Xhzy5UlcuDgU66C5yM88Z3Fcb2qH1MEipcglz5cRwznri2MhHGXch2W8XIQL81iYPC/93+5f/Fwbl3Fdx0C6wnPxo3mi4Lp9krZiLKaoLcfGjco4H3eWtjEZD2LHaVQ9Gsh4PZuTcSetMv/Dpm5VT29ipxPJuILu2JSo1pZj44rhIOMi2vlKOpPl+eaDLt4Cn23UV8j4IDUyLivLemz5VvEndEyqZNytfmfHRN3aLYIrt03Tcfo+L2sjMi7CT1JqypZ4XpX34jws2jXC7tM85TJZgCfqqhBjHRbZPOLb9d+Rf2PcTfp8sIh8+6/UBvO5ly2tpF9mGa/DSfbw7eFMP022Mq6IUm5FvSe455VxJ9pZG7iMuPKt9vuV5nw/h1lSR0S7EGayuNllnD5Dti5FSp+OQyluk+xIxgGYn+H5eokuDqkvFxFhKjNrn2kLE+Xab6V2ZGmojPGLQ+oqD8fRCXkWJ3iZDmUq2WcmZZzHbORW9/XFsRBWMm7bzavV7hl5k+ccMu4uRIR6UlouR8ZN+prk2sk51R/Sc5iPRchq5N32ienFeYEfW6GvKoewceMy7sOjL3ALF2/0+NBJ95UHeR6pI+wvx4FNPTPeT5OtjCtEQPl4ZqK+GVGtLcfGFcPnlnE6odMr44aadhwa231mvJ9GhDasjCsknqXcivqByrgTbDp/WL2QfcuHJCqPQtyTfOVc0nIbnHiXgIxzf520WrGO0Dj+dI3GUa14j+Yxq+0bkXG+DZzboMQ0k+2p/RJmSR0R7UKYyeJExvsS7W5Tpzmon/8ek3G5eEDzd0zGtbAPHJqUPiUoxW0SyDg4GDBfLw/ZC+G2iIilSKCPqKT+NvWAvThBmxLY/Hnz+93p8S3ff5dA2hn3548AVEn0DmXc9r10gaM/Prey29Yh4/VMy7g6RkPiw48OXOFjoE6KBmRciKvtdCJDuzclqrXl2Lhi2NymPirjA8KuqWnHobG+jNPY8e+L8zEakrlvSFT5MQElwiK0BRkXRJzTbeubk/EkwhGRaJIKfyJfEm37rHkxjX5G3Eh3JNQVZKlKjEli5Jb3h93y6jtetDmO//91t7wW4iip3JLO9ZKg6XoVkHGGxo9vQR/6nfEndPz0rewi5/T9ENJz+O6jJJ5G3qtk3Av84Ao972cxjW1g+aY2hNvQp/YTTlJHRLsQZopp1IvXgljrF6+5l7zR3x1/ccDlofMB+3K20Re4/ak7vU3jdJ36EH92jur6+YfxjequbZBxALYC5utlwYlZf7V903gBzKSwjvPL+OHQl3EwJzUyHla+rVzH3xn/Mcg1ndzw7nDb9us+PYeP6HMT8sr+JO9VoioCz89uT7zArUJ4bVwxHGXch0df4EbfDW9Q3HXO49I4iX+Q56lo2yFxERkPK9+DvzPOc1JuZffSKHJOczisfnOY5CZKiZH3Khn3sj22Qi95rtyd5QVuq/u+rih7Ko0fIyfw9NkLK+4sxaFcI8uLO3e7xQ36DIcLAhx34y03z2N/3DPmz6/TuOo+vvqBrKwzkPEAjRW/fVxdKNfPmJ99/usuPX9+1J1+dNs9DhBFl6RRnhl3m34GfSMyTnAbfrJteOMkynb+c2P9/U5SK0R7Ig0jcaq//LZ1+/byLA0Jtvxc2tFDVY6XbXkchcr43ePu7OS90TT6eXHGtQ0yDsBWwHwF1YRbwdXz4ecBMj7E+hc4wGaok3GGjhW/Id2fGMmm3ibufos87Lvn7tbgE3m/Pz0z7ja9ilwlqjuU8Sjbvv38Mrcz/vm0I11unkY/L87Utu2QuJiMM3QSzW9IV/NK//xY/pNid7vTj73cePmJguvzln7a7KIyzth6bHpX7sNudYf6EtIpyWY4TfHnwVQaxgm53y919d9YHgXcl6GfB4/I7ef0edP5S3GCF3I999Vt65BxAM4HZBwcDJivYC4g4wXkAgefKKfnw8H81Mv44dCXcbANLi7jl4Mg41aswfxAxkELQMbBwYD5CuYCMg5aBTJu8SvcatUfbAfIuAMy3g6QcdACkHFwMGC+grmAjINWgYwr4k+UpefDwfaAjDsg4+0AGQctABkHBwPmK5gLyDhoFcg42BWQcdAakHHQApBxcDBgvoK5gIyDVoGMg10BGQetARkHLbCWjDM2E28AtAzmKpgLyDhoFcg42BWQcdAakHHQCjVCPrkyzhsALYO5CuYCMg5aBTIOdgVkHLQGZBy0QEnEeYOMg0sH5iqYC8g4aBXIONgVkHHQGpBx0AIbe2acNwBaBnMVzAVkHLQKZBzsCsg4aA3IOGgByDg4GDBXwVxAxkGrQMbBroCMg9aAjIMWgIyDgwFzFcwFZBy0CmQc7ArIOGgNyDhoAcg4OBgwV8FcQMZBq0DGwa6AjIPWgIyDFoCMg4MBcxXMBWQctApkHOwKyDhoDcg4aIGNyTgArYP5CuYCMg5aBTIOdgVkHLQGZBy0AGQcHAyYr2AuIOOgVSDjYFdAxkFrQMZBC0DGwcGA+QrmAjIOWgUyDnYFZBy0BmQctABkHBwMmK9gLiDjoFUg42BXQMZBa0DGQQtAxsHBgPkK5gIyDloFMg52BWQctAZkHLQAZBwcDJivYC4g46BVIONgV0DGQWtAxkELQMbBwYD5CuYCMg5aBTIOdgVkHLQGZBy0AGQcHAyYr2AuIOOgVSDjYFdAxkFrQMZBC0DGwcGA+QrmAjIOWgUyDnYFZBy0BmQctMDGZBwbNmzYsGHDhg0bNmzYsGHDtv4GGceGDRs2bNiwYcOGDRs2bNhm3iDj2LBhw4YNGzZs2LBhw4YN28wbZBwbNmzYsGHDhg0bNmzYsGGbeYOMY8OGDRs2bNiwYcOGDRs2bDNvkzIOwD6iJzkAAAAAADhc8DZ1sE9AxgEAAAAAAAAAgJmBjAMAAAAAAAAAADMDGQcAAAAAAAAAAGYGMg4AAAAAAAAAAMwMZBwAAAAAAAAAAJiVrvv/q5CUHq8taeMAAAAASUVORK5CYII=)
Nederlandse beurs heeft de afslag omhoog genomen
De AEX-index heeft momenteel een uitermate positief technisch profiel:
- In de uitbraak boven het all-time high van eind 2021 rond 829,66 punten is een koopsignaal opgetreden
- Het low rond 858,09 punten van 15 april beschouwen we als een katapultbodem, omdat die ruim boven het oude all-time high ligt
- De stijgende 200-dagenlijn bevestigt de positieve technische conditie.
Technisch kan de Nederlandse beurs naar 1.000 punten, op wat langere termijn naar 1.100 punten.
![AEX koers](https://grafieken.tostrams.nl/10aexweek.gif)
S&P 500 is nieuwe opwaartse fase gestart
Het technische plaatje van de S&P 500-index is zeer bullish. Er is in eerste instantie ruimte tot 6.000 punten. Dit is een berekend koersdoel. Maar op langere termijn is er een berekend koersdoel rond 6.900 punten.
- De uitbraak boven het vorige all-time high rond 4.818,40 punten (van januari 2022) genereerde een langetermijn-koopsignaal
- De hogere pullbackbodem op 4.954,96 punten (van 19 april) heeft deze doorbraak gevalideerd
- Dit kwalificeren we als een uitermate positieve katapultbodem, omdat dit low ver boven het oude all-time high is gevormd
- De stijgende 200-dagenlijn bevestigt de positieve technische conditie.
![S&P 500-index koers](https://grafieken.tostrams.nl/spweek.gif)
Koopsignaal MSCI World-index
Het technische plaatje van de MSCI World-index oogt zeer positief.
De recente uitbraak en het koopsignaal zijn als volgt tot stand gekomen:
- Eerst werd top van begin 2022 rond 3.250 punten gepasseerd
- Daarna heeft de MSCI World-index een hogere bodem boven die top gevormd, waarmee de uitbraak is bevestigd
- Het koopsignaal is afgerond met de doorbraak van de top van 27 maart rond 3.437 punten.
De technische verbeteringen hebben ruimte vrijgemaakt richting in eerste instantie 4.000 punten (berekend koersdoel).
Het omhoog gerichte 200-daags voortschrijdende gemiddelde (rode glooiende lijn) bevestigt een positieve technische conditie.
![MSCI World index koers](https://grafieken.tostrams.nl/msciweek.gif)
Nederlandse kapitaalmarktrente
De Nederlandse 10-jaars kapitaalmarktrente lijkt langzaam neerwaarts te draaien. De stijgende trend van 2022 en 2023 is al verlaten. Technisch is er bovendien een potentiële lagere top gevormd op 2,98% (gevormd op 10 juni). Bovendien is de herstelfase recent afgebroken. Kortom: langzaam tekent zich een draai naar onderen af.
Een daling onder de steun van 2,56% (de bodem van 8 maart) zou ruimte bieden richting 2,08% (bodem van 21 juni 2022).
Obligaties komen in zicht als de volgende interessante beleggingscategorie.
![Nederlandse rente 10 jaar juni 2024](data:image/png;base64,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)
Bloomberg Commodity-index geeft eerdere uitbraak terug
De prijsontwikkeling van grondstoffen is belangrijk. Beleggers willen weten of zij zich zorgen moeten maken over de inflatie. Voorlopig hoeft dat echter niet.
De Bloomberg Commodity-index is weer teruggezakt onder de top $33,23 (van 22 september). Hiermee neutraliseert de wereldwijde grondstoffenindex de eerdere uitbraak en keert die weer terug binnen de zijwaartse fase van de voorgaande 18 maanden. Er ligt steun rond $29,15 (bodem van 2 juni).
Het 200-daags voortschrijdende gemiddelde van de Commodity-index tendeert zijwaarts. Dit wijst op een neutrale technische conditie.
![Bloomberg Commodity-index koers](https://grafieken.tostrams.nl/BOBdjp.gif)
Europese vastgoedsector oogt minder negatief
De Euro Stoxx Real Estate sectorindex volgt het koersverloop van de Europese vastgoedmarkt. Deze sector begint te draaien. Ten eerste is de dalende fase verlaten: de Europese vastgoedmarkt heeft de neerwaartse fase van 2021 en 2022 achter zich gelaten. De sector kende in de afgelopen twee jaar een meer zijwaarts koersverloop.
De Euro Stoxx sector Real Estate weet thans een mogelijke hogere bodem te vormen rond €130,77. Dit signaleert een technische verbetering. Om technisch verder te verbeteren, moet de Europese vastgoedsector de horde rond €155,37 en €158,55 zien te breken.
Het 200-daags voortschrijdende gemiddelde van de Europese vastgoedsector krult weer voorzichtig opwaarts. Ook beweegt de koers boven de 200-dagenlijn. Deze combinatie wijst op een verbeterende technische conditie.
De vlakke B.O.B.-indicator (blauwe lijn) geeft aan dat de Europese vastgoedsector even goed presteert als de rest van de markt. De B.O.B.-indicator vergelijkt het koersverloop van de Europese vastgoedsector met dat van het marktgemiddelde.
![Euro Stoxx Sector Real Estate index koers](https://grafieken.tostrams.nl/bobvastgoed.gif)
Start van nieuwe golfbeweging vierjarige business cycle
De grafiek van de de vierjarige business cycle in deze blog laat een geïdealiseerd voorbeeld zien van de economische groeicyclus. De sinuscurve (rode lijn) geeft het pad van economische groei en/of krimp weer. De zwarte gestippelde horizontale lijn onderscheidt periodes van groei en krimp.
Het wordt steeds duidelijker dat de business cycle een nieuwe fase heeft ingezet. Dat wil zeggen dat de vorige golfbeweging volledig afgelopen is, en dat een nieuwe cyclus is begonnen.
Deze situatie treedt op als de economische krimp voorbij is, de inflatie afneemt, de rente stagneert en er signalen komen dat de economie weer aantrekt. Zoals aangegeven past de actuele renteontwikkeling niet volledig in dit plaatje. Dit komt door de ingrepen van centrale banken in de renteontwikkelingen.
Vierjarige business cycle (grafische weergave)
Over een langdurige periode van meer dan 100 jaar kunnen we constateren dat de geschiedenis zich steeds herhaalt. We zien namelijk dat de economie tijdens een complete cyclus altijd dezelfde volgorde van gebeurtenissen en ontwikkelingen op de financiële markten laat zien.
Voor de vierjarige business cycle beoordelen we alle financiële markten gecombineerd, zoals rente, aandelen, vastgoed en grondstoffen. Aan de hand van de koersontwikkelingen proberen we vervolgens te achterhalen wat de gecombineerde markten voorspellen ten aanzien van economische groei en/of krimp.
Het komt erop neer dat tijdens een periode van economische krimp staatsleningen in prijs stijgen (de rente daalt dan dus). Tijdens economische groei daarentegen staan aandelen en grondstoffen juist in de belangstelling. Dan zijn staatsleningen doorgaans minder geschikt om in te beleggen.
Period of fame
Zo heeft binnen een vierjarige business cycle elke beleggingscategorie zijn eigen period of fame. Het verleggen van de aandacht van de ene beleggingscategorie naar de andere, op basis van de golfbeweging van deze cyclus, is dan ook van groot belang voor het uiteindelijke beleggingsresultaat.
De vierjarige business cycle maakt het mogelijk om draaipunten te identificeren voor verschillende financiële en economische indicatoren. Deze zijn op hun beurt maatgevend voor de vraag waarin te beleggen: in obligaties, aandelen, vastgoed, grondstoffen of cash.
Een langetermijnbelegger zou thans in aandelen moeten beleggen. Ook in de afgelopen maanden heb ik daar in deze column meerdere malen op gewezen, maar dan vanuit een technische invalshoek.
Op basis van de vierjarige business cycle blijven ook grondstofgerelateerde beleggingen in aanmerking komen voor langetermijnposities, evenals vastgoed.
Geïdealiseerde beleggingsstrategie
Kort samengevat kan bij het volgen van de vierjarige business cycle onderstaande beleggingsstrategie interessant zijn. Ik wil benadrukken dat deze keuzes zijn geïdealiseerd en beslist geen dwingend beleggingsadvies vormen. Wij adviseren nadrukkelijk om altijd contact op te nemen met uw beleggingsadviseur of vermogensbeheerder.
Grafisch is de cyclus in zes stukken (fases) onderverdeeld.
Fase I:
- Aandelen, vastgoed en grondstoffen mijden
- Posities in obligaties aanhouden
Fase II:
- Posities in aandelen opbouwen, juiste sectoren kiezen
- Posities in vastgoed opbouwen
- Posities in obligaties aanhouden (omruilen van staats- in bedrijfsleningen)
- Voorzichtig met grondstoffen
Fase III:
- Posities in aandelen en vastgoed uitbreiden
- Posities in obligaties: looptijden verkorten
- Posities in grondstoffen opbouwen
Fase IV:
- Posities in aandelen en vastgoed aanhouden
- Posities in obligaties afbouwen
- Posities in grondstoffen uitbreiden
Fase V:
- Posities in aandelen en vastgoed afbouwen
- Obligaties mijden
- Posities in grondstoffen aanhouden
Fase VI:
- Aandelen, vastgoed mijden
- Posities in grondstoffen afbouwen
- Cash en obligaties aanhouden
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Royce Tostrams is technisch analist en oprichter van de Tostrams Groep. Hij schrijft zijn analyses op persoonlijke titel. De informatie in zijn analyses is niet bedoeld als professioneel of particulier beleggingsadvies of als aanbeveling tot het doen van bepaalde beleggingen.
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Analyse door: Royce Tostrams
Royce Tostrams werkt sinds eind jaren zeventig op de financiële markten, onder andere bij Rabobank, Robeco, IRIS en de ING Groep als hoofd van de afdeling Technische Analyse. Hij heeft eind negentiger jaren de Tostrams Groep opgericht. Dit bureau biedt onafhankelijke beleggingsadviezen op basis van technische analyse voor par...
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