Hallo Gemeinde,
ich bin seit heute neu hier und habe ein Problem, bei dem ihr mir hoffentlich helfen könnt.
Letztes Jahr habe ich mir ein 320i Coupe gekauft und möchte mache Ihn mir langsam wieder fit. Aktuell bin ich dabei, ein PDC aus einem Schlachtfahrzeug nachzurüsten.
Frage 1: Leider ist am Kabelbaum der Stromversorgung nur am Ende der Schaltbox ein Stecker und am anderen Ende habe ich 7 lose Litzen ohne Stecker. Ich werde daraus nicht Schlau, welche Litzen an den Gong gehören und welche an die Stromversorgung bzw. evt. an die Rücklicher müssen. Habe im Netz bisher noch keine passende Lösung gefunden. Vielleicht hat dies schon jemand mal gemacht und kann mir da weiter helfen.
[img]data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4RDiRXhpZgAATU0AKgAAAAgABAE7AAIAAAAIAAAISodpAAQAAAABAAAIUpydAAEAAAAQAAAQyuocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAERvbWluaWsAAAWQAwACAAAAFAAAEKCQBAACAAAAFAAAELSSkQACAAAAAzg3AACSkgACAAAAAzg3AADqHAAHAAAIDAAACJQAAAAAHOoAAAAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAyMDE2OjA3OjA0IDExOjM5OjUyADIwMTY6MDc6MDQgMTE6Mzk6NTIAAABEAG8AbQBpAG4AaQBrAAAA/+ELGmh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8APD94cGFja2V0IGJlZ2luPSfvu78nIGlkPSdXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQnPz4NCjx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iPjxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iLz48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyI+PHhtcDpDcmVhdGVEYXRlPjIwMTYtMDctMDRUMTE6Mzk6NTIuODY5PC94bXA6Q3JlYXRlRGF0ZT48L3JkZjpEZXNjcmlwdGlvbj48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyI+PGRjOmNyZWF0b3I+PHJkZjpTZXEgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj48cmRmOmxpPkRvbWluaWs8L3JkZjpsaT48L3JkZjpTZXE+DQoJCQk8L2RjOmNyZWF0b3I+PC9yZGY6RGVzY3JpcHRpb24+PC9yZGY6UkRGPjwveDp4bXBtZXRhPg0KICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICA8P3hwYWNrZXQgZW5kPSd3Jz8+/9sAQwAHBQUGBQQHBgUGCAcHCAoRCwoJCQoVDxAMERgVGhkYFRgXGx4nIRsdJR0XGCIuIiUoKSssKxogLzMvKjInKisq/9sAQwEHCAgKCQoUCwsUKhwYHCoqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioq/8AAEQgCBwL1AwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8Ayc0tNpfasihaUdKbml60AOFKKQUtABThTaWmBb0+Lzr6JT03AsfbvXk2u382rfEB4o2JWafBH4816sk32TTNQvCcCG3bB92+UfzryLwjEdQ8ZvctyI9z59+g/nTsB6nAoSJVHQDFXBMLTR9Ru2OPLt2A+p+X+tVR0GKp+Mbr+z/ANwwOGuJAg/AZP8xQhHA+D7iXUvFLl+Y4wz/0FemqOBXnvwztflvLo9WYID9Of616Go5otYZk+O786d4I2pwZ58/XaP8A7KsL4etLc2NxdSfxPsH4f/rp/wAXbsJY6ZZKeke9h7kk/wAsVc8C232fwtbcYL5c/iaGgTOojBLDvXFfFXVGstWtLWM/6uBcj0yM/wBa7m1QyTIq9WYCvJfiNcHUviBNEpyBII1/PFG6Dqd/4bjKaDalurRhz9TzXQWAzeRZHG4E1m2cYhs4oxxtQD9K0bZxDb3NwePKgdv/AB00gPJ73U5r/wAcmIgkTXXX1Gea9OjACjHpXkvhZm1Hx1G7ciMuw/z+NetoMAUWsO43WLr7B4O1W5HBEQUH6n/61cB4EuzqOp3EhHEaD9a6v4gT/Zvh1cAHHnTqn1wD/jXK/DCHFpdS4+9IF/IUNaXEnY9Ej6CtHVn8nQbZemUZj+f/ANas+PmrPimTydOhX+5bj9eaXQOpz+gD/RGYfxuW/WuisE3XKD1YD9awdCXGmQ+4zXS6Qu6/hz/eBpRHIwfHDb52XrumA/WrtuAsSj0ArL8VN5upWy/3581rQjEYHtR1Doa2nDbZXjf9MsfqK5Bfn8WyEfwxD9TXW2x26Tdn12j9f/rVx+nnzfEl4/ooFEgidDGORVvXl26HbA/882P6mn6ZpN7qcm20hLLnl24UfjXT3tlomkWccuuzLctDHgRj7vr0707aC2Z534Rsbm40lBBbySMzE/KpPeux0zw7qsd3E8llIFDAnOKltfHsUtmjaRZrDAR8g27ePpU9l4rv7q7RG2AE84FCsD3OC8Z6PqEeoQSyWUwUT5LbCQB9a1E/1a/Sta++IAtdSjtb21LLI+3chzj8DV+S007WIjJZMsMv+yMD8R2+tCG72MtePDtx7uv9a47w/wA+INQJ9q7W7t5bLQbiOddriQc9iMdRXEeGyTreoH3FD3EtjqV/1i/Wqnj0/wCiyf8AXNf5VbX/AFg+tU/HvNvIP+mQ/lQ9hLcXR/8AkEW/+4P5Vt6b0uB/0xasLRf+QRb/AO4K3tM5M3/XJv5U0DONY/8AFZwe8bV1C1y83HjG190YV069qURsm1jB0mD/AK5t/M1heEz/AMSVQf4XYfrW1rRI0e3x6N/OsLwmf+JUw9JmH60faDodVpp/06PHc4rj/ELbfEWm+guMV1un8X0X++K5HxUNmr2jf3bkc/jTkEdzp1+7U+ognRI2H8Ln+VQRH5RVm6G/QWA7Sf0qnsSct4Qk3JfIf4blq6u0O27hP+2P51yPhX93qWpxD/nqG/SusiO2VT6MDSjsOW55x4muSnjeNQeIrjH616OhzGp9q8m8azC38d3qbhlJwQPyNeqWj+ZZRN/eUGpjuxy2QzxDP5PhVpP7kp/UVynw8uPMhvUJ/wCW27866DxYceCb8/8APMo364rjfhtcA6neRZ6oG/Wh/EH2T0+2YLcxn/aFec+N5Y7TxFGkSKrLchiQO2c16CPvA+9eY/E1jF4vkOeCqyL+Ipz2CO56dC2+FCOciq2v6daal4fxexCRYJNwyM4yKNFm+06Jay5zuiBJ9ak1ckeGNSI6pFvH4VXQnqcl8P5oxcajbRYVElyqjsK723bZcIT0zzXlPw7uiviOeIn/AFqZ/WvU+jZpRd0OW55Z4p8LWPhzxG2oW3E0l15jcnucmvUrZ/NtInH8Sg1598VpCupwr0DosgrsvDVyLvw5Zy5yTGM0J6sGtLmV8RPDB8UeFYYlco9tceYGA6ZGKyfhqjWC3mmyPuMLjBru7v5tIvF9I94/CvM/BF9/xWNwpPEwP6USeqBbHqI6808UwdRTxVkjxS4oApaACnCkxThQAopRSCnCgQ4ClApB0p46UwAU8Cm08dKQCgYp600U4c0wHr1zVy3fB56GqajjFTRkUCJJE8uYjseRRUso8yEMOq1CDkUwFPWpE4FR04H5eKQyUN81SsFkhKN0IqqpOeanRuBQI8t8W6QbHU2dF+STnPvXNtHXr3irSxqGmsVA3qMivJ5l2syMMEHBFUy0UG2g/e/WmmbHRgakkgVgBioHgVegqShTce9FQGNc0Uhl3rSUo6UAZrIQUoFFKKACnUgpRQAo60v0ooHPSmIoeMb06d4CnPRrqXaPoo/xNcb8NbQ+Xd3bD7zBAfpz/Wut+IulTX+jWNvGxRY497D1J5/w/KqXg7T/AOz9Bjj6liXJx1zTuB0K8muX+LF4YNI0+x6blMhH1P8AgBXWW6GSVVHUmuR+KGj3Go60XV9scKiNRj0GKAH+ArP7N4ZhY8GYmQ/nx+ldbCm+RVHUmszRrYWmlW0A/wCWcYX9K3dJi83UogRkK24/Qc0dRnlXxXuftHjE2qHIhAiGPbiu70mAWumwQgY2RgfpXEa7oVze+NheTN8klwDjHbOa9DiUCPHShsRf0ohLxZW6RgufwGa8TUtqnxFBPO65z+XNe2W8THS9QeMfMtuwX6nj+teV+GNAubTxgZ7vaSAzDGepNCA9HQYA+lR61N9k8H6pPnH7rYPxP/1qmC8VV8W2c9z4DmhtFG+acA59AP8A69AHnPw2tHOtz3EikBYuCfc//Wr1JRXLeFLH7NJPkAMoVDj1rq0HNJjOU+LM/k+E9NtxwZZncj8h/Sq3w4g2eHA+P9ZIx/pUnxZ028vBpi28e5IoNzc4xkk1oeDLU2nhu0iYYbblvqTTewjpIVywHvUfjqXZHKg/hQL+lWrJN93Evq4H61leOZPMmkUH70oH61L2Gtw0tNljEPRRXRaP/wAfQP8AdVj+hrGs0CwKO4FbWl/L5zekTURBnIay3ma/ZJ1w5NbsY+UVz92fM8WQKOQisa7XTtHSWL7TqV0tlaqNxJI3sPYdvxqUVZsSCKSfS3gt0MkssgAVR6Dv6dafpnhXTvD8s15rdys1zKc/Z4zkL6A+tUtQ8c2NjZvb+HrdmG8gy46/jXFwa1qNxc3Nw5Lu7/M0jfd9hSdSKZrGjKx6ddeJ55UFvYoLaAcAKMVz3jKY/wBnruYk/Zxkk9eK5KTxDdRHm4VT6LzWZrHiS8u/lbe42gEkcYqHV02LWHd9Wdj4fATRLUHg7K39KnjS+QvIqgZOSfavIE1rUFhA8wqoGBz2pE1m535eaT8Kam7aIHQXWR12vzJP4is/LdWHm84rqonaIrLA5RwOGWvImuiZRIGYMvQnNaEHiK/ixtlJH1oU2t0P2N/hZ7fb3KaxpD2t+oUs2AQepx1X39q4y10C70TXbz7QN8EpBilXow9PY+1c3H45vRY/ZnGRv3Z966fw98R7a6gNnr8YGekp6P8AX0PvTVSLZMqE0tjSX/WL9ap+PP8AUyf9ch/Kktdas768K2m8qG44z+tQeN7+3fMTSKrFQuM5PSrck0c3wvUn0T/kDW+f7grd0z/WSe8Tfyrl9E1K2+xxQbsFVA5rqNLIaVsHgxtyPpVLYlnHXRx4wsvo1dOO1cxf/J4rsGPcsP0rqF7UolMdq+f7DhP+0wrnfCJP2O5U9rhuK6PU+dEj/wCuh/lXN+E8Zv1H8Nwf5UvtB0Orsztu4iP74/nXLeOB5Vwjf3bkH9a6aHIlUj1Fc/4+T93M392QEfnTlsEdzcgO6JT7VeYbtGuAOzKaz7M7rSM+qg/pWjGN2nXS/wCyD+tV0J6nHaD+68TX8f8AeVWrqx1rk9PPleNJV/vwZ/I11lKOw5bniHxR3wfFe55IWVY5APqo/wAK9i0OTztDtGznMS/yryf4zReV47sJ8YEtnH+OCRXpng6XzvCtk2c/Jg1XUCfxYhk8B66F+8tozj6jmvLfhLeu+vOHOS8ZH5V7FdwC60q+tmGRNbSJg+6mvBvhjObfxTCrcEuVND7gtj6BHavJ/jRO1t4o0xh924tAM/RiP616uPug15h8dbYmz8P3q9IzJCx9yQR/I0boFoztPA1x9o8H2LE5ITafwrenj8/T7yD/AJ627r+lcb8LbnzvCgTP+rkIruYADOoPRvl/PihbC6nhPw/1Td4ztx03ExtXuw+6K+cNIH9kfEaeBuPs9+y/QbyK+jImzEp9qIq2g5as8++MRWBdJumOA6PEfqDkfpW18Nbz7V4TjXOTGxWsn422pn8A2t0Bk2t6Mkdgwx/Oq/wcvPM026gJ+6ysPyotrcL6HpwTzVkiPSRGX8xXhegXv2HxtApOGScxuPTnFe6Idsqn0Ir528Rq2j/FXVI+VC3fmr+JDf1okuoRZ9EJ90VIOtVLCUT6fBKpyHQH9KtrVEjxThTVpwoAWlFIKcKAHClA4pBThQAopwpKUUAOFOFNFOpiHClFNHvThQA8VKpqEVIDQBbgfqp6Hio2Xy3IpsTENk1PON8YdevemIiNKvWoxzT84pDJaRTg80A5pvTpQBYwJIyh5yK8Q+I9ndaBr32mAf6NcdfZq9rQ85rnPHvh9fEHhuaNV/eoNyH0IqlroCdjwpPFPlqTMvA61Pb+KdNujjdtJ7Zrl7+Noo5UkXay5DA9Qa5aHP2n5TioND19bm0lG5ZlxRXl4uLheFlcD2NFILnrVKOBSClrMANKOKSn9qAEFLR2paAF6j2qa1i826jjA+8wFQ1c00iKWS4k+7BG0n4gcfrimIxPGupCe9kggPGdi4PbpU9jH5Vmif3VArlVmOo62rE5Bkz+Fdegwo9KlastqxpaRgX0bsMhDvOfbn+lcnr96b/WEhBzvlyfzrplnWz0e+uWOCsW0H3P/wBbNcLozG91wSPztBaiQonYRDbGB7Vq6VJ5CXNweBHC3P14/rWbjAFP1W5Fh4RuJM4aaQIPcAEn+YqhHNfaDfeI02/djy1dIv3RXLeGF868nm67QBmupWpjsVLc0fOFp4fuZTxvYKPw5/wrjdGc3ms3M552gKPatjxbei00G0t1PMpZz/L+lZfhSP8A0SWX++/X6UPcS2udCgxVjXrpbHw7br3bc5/l/SoEGWH1rG8e3+2e3s1P+rhXI98Zpt2QlqxnhrLWckzdZZCTW7ENzgVlaDH5ejwA9SufzrZsl33cS/3mA/WhDZnePr0Qn7OuMrGqD8qTSI9mnwgcfIK57xdffbfEsyA5Hm7f1rqLRNluijsoFTux7I19IXdqcGR91s/lXMeJ383UIF6l566jSjtklk/uRO36Vw2s3o/ta3EYMrxkttHrRN2Q4RcnZHUQkLGCxAHqaf8A29bWttPFDunuJFCJHGNxPNVdC8Ia34nZZr6b+z9PAy8jcce1buo6z4a8K6ZJYeGYxcXX3JLk8ux7nP8AQULmexcowh8TPP8A/T5vEDDy/InA5DdVHvW3LbfuvM1e8eRB/CT8v5VzkOoTnVJ54hvlmOOO1a6aNc6jte+lYA/wA9KcaL+0wlWa0S0ItU8SQGxjsdKt1UKSWkI6/wCcVh2lu8oPmtI+WztU4rr9Q8PWWm6dC0SAuyFmJ+tVfDMSPp/mMoJZm5/GqUKaeruQ6s7e7oZlro88kg+z2qr7sOTUniDRJrRna+fJUAbR0HtXaWijzkAHVhWF48uEaScbhuaQDGferlKMV7qM/ek/eZV0/wAM2klvG8q7iVBre0zw1pwkYm3VtqMeR7Vlpr9jaWqAtllUAgVEnjKZlkXT7V5WZCuVXOPep9t5k2RmXlhbjxBbW+wBGJzxWzc6Vo0a4kWPPoBk1yzPf32rxBkKTSZ25PSuotPDhUBrydpG7joKhTm9in5GbfWmlCy2WsGJi33ueB9KztO043Ny8VvEJGX7xYdK9An061tvDy7IwGMhycdeK5vwnj7dqPb97/Ss3Hml7xSlNLcY+m6tYxbbDYmRzhcfyrmtS0q/jvA+qCTf94EnIr1RP9YKz/GyIN77ASsQ/lVuPLqi6binZo4CG4aJl2t930PNdj4Y8Uww3Hl3b4XYQM8dqr2WgW1/pUMrDDOoJOKqyeDJ2lxZuSfQ8iqTtq0aSp05fDKxav547jxHYSQMGUOSeenFdUjAqMEH8a8wvFuNNmRZ/lIOAwq1Dq95FHviuM+iuP60KdLvYylRq9Fc9Nvhu0EH0lP8q5fwof8ATNSX0mH8qyI/HFx9j+zXKnbuznqKl8Paxa21xcyu3M7ButXyKTvFpmb5oq0lY7tPvCsfx8n+i3R/2Qf0q3barazEFJR+NR+NLd7uxm+zqZcxD7nPalOMktUKMk2TaU2/Tbc+san9K2LQbobhfWI1iaGkg0a18yNlYRDIYYIrcsc7pAf4oyKS2G9ziT+78cW56b4WFdaOgrktQBj8YaewB5LL+ldaoOBxSiOR5P8AHKHZqOhXH96B1/Jv/r12Hw6n83wnAP7hIq5438L23iPTbFrmMs1uXC4zxnBqv4GsZrHTbi3eF440mITeMZFVfUXQ6y2G64RT0bI/MV85eHD/AGf49eM8eVeFfyYivoyB1juY2ZlGGB5NeS6t4DNt4tu9UtrxNstyZQpPHLZ7U76Ak2erxnMYIrhvjNbed8O4Z+8F8p+gKkV1sN/bpboC5Y4H3RmsnxlBH4i8GXWlxpLukkjk3AAbQpyTzRdBZ3Oc+Dtzv026hznDKw/EV6avyyKR2Oa8v8FWsXhi8eCMSzTSpgIzDt34Fd0dRv3A2WajjnLUkxuLueJ+OYP7M+LepheA8qyj8QDXvWlTC40q3kH8Uan9K8y8d6XHN4lXUtSsWeWeJcNGrEKAMYPvwa67w1eX11osJtEVIVGxQy5PFF9Q5dCx8RLP7f8ADPWosZMcazL/AMBbNecfBq92as0BP+si6fSvU7i01K/066s5XTy5oir/ACZ46mvKvCmt2UeuRRaXaJDNv8vIRRj8hTbGo3R7ea8O+MVp9k+I0F4owLy1Ryf9oZH+FetfY9Udcm7Iz/dxXDfEyJ9FttP1K+ZrlpGMAZjwmOR/Wh3sJJX3O08E3f23wnZSZyQgU/hXQivN/AVxd6vpkn2W4MMcTYCg+tdcLTVox8t2W+oFCYOK7m4DThWIJtZhPKRyj/dxTl1q4jP+lWLD3Q07k8ptinCs+31izmwN5jY/wuMVfUhlypDD1Bpi1Q8U4UwU4UAPpRTaUUAPBp1M706gQ4Uopop1MBe9SCmCnCgCVTVqEhlKnvVJanibawpiGMpRyKcDUt0vAcVXB4oAmVsDmgnnioxyKCemDSAmWpMB0KnoagBzT0fmmB8+/Fzw8dH1iW6hTEF0C2QOA1eQxsEmBfjtX1x8RvDY8R+EbqFF/fopeM+hFfINzHKkzpJGyMjFSpHQg4NOXcuL0Lcl/wCVIVQBqKzCrd6KzGe8U4VFv5o83FZjJad7VD5maUPQBLmnVDvNHmmgCbtTdVuRp/gzUbonDPiJP5n+QpnmetQa5B/a+jx6exKxAlm9yf8A9VMDhvAUkt7qU80vKRLgfU//AKq9EFYmhaFb6HC6W45kbcxJJrZDUtAKPjW7/s7wQxBw08uAPYD/AOvXL/DwyXSXN1Lz8wRf5/1rpvEenr4gtYLaYkRRDgA45zTdE0mDRbEW1uONxYknqaegGuOTisH4m6gdO8O6fbofnkJkI/HH9K21k2nNY3inRV8S3EbXDkLEgVVBxgAUaAU/AgeTQ/tEvWZyR9BxXWRjLCsvS7KPS9OhtIfuRjAzWhHMFcE9AaWgHH/FbVGs9UsrWI5McC5HoSM/1ra8LRtH4etS/wB513n6nmqHibwyviXWnvrmRhuPCqegrftY1trWOFB8sahR9BT0A0LZDJcIo7sBXmXj7WXbxzc28XzASBAf0r0i1ufIuFkxnaciuLu/Bi3viA6lcTOWaXzCARjrmjTqB1djH5VlEn91QK1tMwLoSN0jBc/gM1nIQihamW5KW1wEHzvEyL9SMUkB5Rbak+o+NTH1DXBP5GvVIeIxXFaL4LOm619ukmZuScHHeu4vLabTtCbU7seRb5Cx7h80pPZR/Wk7LUtJy0I7rVXs7eSzsU82+vV8mJBzjJ5NWtM0/wAP+EWefW5EvtRVdxj6hW/rWToqNG0+r3Py3MgxED/yyWufiuo73VZruQNN82FH941MLTleWiNpJ01yQ1Z1mp+IdU19Wa4mNhpw6RocEj3rElJuNPNvptuY7YNmS4Ycv7CrEdjPqEivenbEPuxL0rZ1FYhosNraoFK5JxTnUlNWhovxIUI0neWsvwRzfhiJGmuG2g7G2qTXVR/eFc/ott/ZNrK146pvctkmrP8Aa8s7Y06HI6ea4wtKLUVqRUlzO7NTxVKkNim9sbYB1965jSdWSx0uOOONpJMZPtk1avrW5vS0925uJAMBT90Y6DFW9M05Y7dGnRfMI5HpU8zk7ozu7aFSK61rUJ1S0Ty8kAHoBWVremXVtIxup/MkMm0n3zXeafsiuoz0AYHNc54lglurmPyULAzhjjsM0OPccUPsfDNlHGrSr5jEZJbmuhsLOCC2ufLiUYiPaoIuIwParsLBbK6ycEx4H5irSSQrHFf8zfb4H3VNdf1ArkoYpW8YK+xtqxn5scV1maI7FSJtTONBj/66H+Vcr4T/AOPzUD6y/wBK6jVW/wCJFDjruY/yrlvCJPnX3H/Lah/ENbHVpzIB71Q8bvthlJ/55D+VXU/1i/Ws7xxkxzD0jX+VVLYmO47QGzotv/1zFbulti9Xnsf5VgeH0xodtk/wCt7Syq3yZ75/lTWwPc4nxFEk2rWkLjhpsGlk0VbZSPL3QseR/npSeIWC61aFeT54xXSeS8seHGAe1Y8ikU5NJWOUn8MQy2jz2chLAjCdSPqK542bx3Tw7SXTk7e1emPooi06e5t2IdCMDNZFjc2R1KVLiEfado3ELzj3rOVKzNYYqcVaSuclFNPC2EkKn0ateLxDqFoAJ8sCOpOeK6qXRdPv0yEU+4rJ17wotpZLPbzNgpuIPPfpVJ1YK8WaqVCq/eWpHB4zmK7dwHpg4rT0/wARX1zMFjlUbuCSe1chp9u1xp4k+x+ZHkgkDmrMNjD5qrDPLasT/Fz/ADraOIT/AIkSJYd/8u5GxqfiO4s7yDau52k2Kc9M1pi/1du2PzrkrgS280bTFblI5AVKjn8q6201+FkAuomib3XFaR5ZfA7nPNzhpNWK+p6hqFvpL3E7fKjYHB71jeGddutRmnVzwvICitzxdc29x4Iu1hkBfzIyoHU8/wCFct8N2X+1bqJhz5YPI96l6SsNS9252qSgkbyRXM+PL8W94Y7ZyoYKeD7V3BtUbtXn3xOthba3bcFRJbK3Prk0p7BGWp2Hh+SObRbV9oyYxnNbUJjNvcrtXmFu1cj4P3z+G7Z1OcAjHpiuigkkSQqw4ZSv5iqWxDepw2magD8QIucDBQV6aGG3ivD7O4Nv4shlc8rcbT+eK9oicNECD1FKGxU9yp4ukjj0OKZlUsFZckVkfDm687RXjzzHM1WPHO4+DXYdY5hn6EVzvwvuts15bE+j0faF9k9Qg/1wB6Hg15j4vsbHRtWhktIEikFyCWCgHGa9JRsMD715n8UWK68o6Aqrj8acthR1Z6ZauJbSN15yM1l+LvDlp4n8ONaX2dkMolXBxg4xT/DFz9q8OWkgOcxjNakyl7G5QdTGSPqKroSeeeAoItH8R32l27lo9gYZPevR8V4/4avvL+IKuTxKxU17CKmOxUtGOFLsDcMAfqKQU4VZJVm022nB3RgH1FUzpNxb82VyyexNa9OpWQ7syF1DUbQ4u7cSgfxKMGrEOu2UmBI5gb0kFaGM9eagl0+2nH7yJTRqO6LEUscy5idXH+yc1L2rFfw/GDutJnhb2amr/bNl0ZblB2Yc0CsuhuinAVix+IUVtt7byQN64yK1Le7t7pc28ySewPNFxWaLFKKb9ad1piFHNO7U0UtMB6mpVNQg+lPB6UAXUPmQlT+FVCNpIqWJ8MKLlMNuHQ0xEY6UhOBR25pvWgB4Y44qRT61CDg4HSpAc0AWMCRCp6EcivBPiL4Kt7LXpZo4sR3JLggd+9e7I3NYfjLRl1bRX2rmWMblNVurAnZny3caAFmI6UV2d1YZl5HI4PFFZGpp96BzR0pelZDFHApRSUtAgoozQBQAtLnikxijGaBi5zS9qQUooAKKQ0ooAU0hpRSHrQAgzmnA0lKBQAp9qXPFNJpM0ASLQTTValPtQAueKUNtGTTM1v6Ha2un6TL4j1gKYI3KWcLniVx1c+woGkXrHS7LQbFdV8R7TIV3w2hP5Fv8K5LVtaufFupC8viI7C3b9xFjA+uKxtY8RXnivWG2l3h3fM5/i9vpWksbwxxoiB53ISCLtuP+c1zyk5yUIHbCCpw9pPQfcxTahCYYsxQYwx7kU+y0y3s0GxBmru3yIVg379v32/vN3NV7q7gsbdprmQRovUnvW8qKhKzd2cyxDlH3VZfiWMge1Ztxq++Y2+nR/aJQcFv4E+prO332v8rus7A9P+eko/oK27W0itYFigQIg7Adfepb6RMG+xVg03zm87UXM8vZf4F+grRSMBQAAAOntTlX0qQIT0BoUUtWFhAABTqURv2VvypdjDqpH4VWg7Bk9qRgGIyOfWgDk0YpgO7U4E7SM0yl/lTAFRVfcFAbHWpM0wU6gBzt5kYR+QOgpkMMcAPlqFycnFOooAlV8EGo7+JL/eLgbg3BpelGeOaBBBEkEKxRDaqjAA7VPA3kyB16ioQaduFMChdaNBdXcM8mS0Thxz3rWV8CoM0oahIGXTcf6HLCP48ViW2krFrE1253B0CBSOnvV/dxRuoauFyOS0Ktut3Kn61HdXFxNbeRdoHULtB6GrW+gkEc9KlxTJsUNEW002xFoHOAxbEg9fetQWljdOvmIhBPOKqvDE/VcfSoDZqvMTlT6jilZpBeS2MvxRo3kyvJpcef3nyqvGOae+iagIV2Sq+V5Bq4Y7qM5WcsPRsGmSXOoL90qfwNZcqvexusRO1mc3eWeq2iuzwbolG5tp4x9Kg03UhZXH2iFDDIRgnGK6STUNQKFJEVlI5BY/4VFbLdajcrbw2qsx6nfwB6nitFUlFWeq8zNyUtlYuWHjNoubiISccEda7CZPCvjfTUgvjE8qoFG7hlPseornE8IQJbyvcMGYrwAMAVh3GhT2z+ZCW46FTgj8azlOnN6Oz8zSN+qO907wONAsfs+nymeAMWXcckZ96abZorhBMu35gDmuV0jxLr2lyKkU32lehjmOD+ddpB4ps75Ft9as2tnYfeK5U/j0p+0lDSaH7NS1iz541maa28fX9uFJjhvG2sBx97Ney2uoQJaRs86KSoOCwqXV/hLomuTNeaTdNbu5LN5TZDE85wf6VhzfDF7Di8lup1H8ayN/IVcaiexlJMm8V6xZyeDNSjW4R3CoyKD1O4Vw/w+1WOz1ySW8cQxyR4OT6Gupm8D6S1rOEMjSGNgoZ2PzY46n1rmtH+Gt5DqULajPHPAGywxjIq7PcV9LHpDeM9EiGGvF/OuD+I3iDTdY1O1k0+cSbbYK5HTOTXa2vgXRmTMenQkDq2wVgfEXwEbvQrJPDtnElzHOTIFAXK49friiUlazYRT6D/AAZ440rTfD8Nrf3IWSPI4I6Zrpbf4heHXkw14oDAg8j/ABrl/h14Se1huo9c03bJuBVnwwIrtj4U0aZvmsITjk/IKqOq0YmtTxe21KCLxFFcwyDYtxkE+ma9ytNZsLiFDHdxkkdN1eBfEDTE0n4lX9pbx+VasEeNUGFAKjpXouifD/TdQ0C0ura5uIZJIwS8crDnvxnFJJob1PR45Fk5Rg30OalHvXnv/CEa5YnOma7Mw7LMoYfpigXXjvS2/eQ298g7q+0/kf8AGquyT0OnZrz4fEa8smC6xol1D6usZYfmuRWxp/xE0C/IH2oROf4WNPmQHUK+WxipKrW17a3ahreeNwegB5qyKYCjrThSfWlAoENkgimXEiKw+lZ0+gWztuty0D+qnFagp3WgaZiBtX07oRdxDs3Wrdrr1rMwjn3W8vdZBx+daHTiq1zp9tdqVmiVs98UWHdPcuBsqGUgg9CDmnZrD/s6907LabcFk6+U5yKnttbjL+VqETW0nqRlTQFuxrinKaiUhl3KwZT0KnINODUySwpwRVgjzYPcVSBNWYH+YU0Ig5BNIc54qadNr+xqKgAFOXimilHNAEgOKk4dCp5BHNV85qRGweKYjyfxhox0/XH2L+7l+ZcD86K9Rv8ASoNSZGnRSUBAyKKHFMtTPD6BRS1zGgtLSUooEFKKSloAWkpaQ+9AxaXNMSRXyVOcU6gApaKKAFpKKKAClppNG6kApphPvSk0xjg0hkinjinZpiUsjrGpZzgAZNAy7pemzazq1vp1udrTN8zE/cQfeb8BVbxhqX/CR6sthpn7vRNPUW9rGvAcDqx+proLL/iQ+CZtQkPl6hrSmK3/AL0duPvN7Fjx9K5mDYmFQYUdKyqc0vcj8zqo8lNc8teyFs7GGyiARQPerenn/Xak4znMNr7f3n/pUEivcypaxNtaT7z/ANxe5rP1TXgLldO0OH7RcIojjRfuxj1NdlCEaMHU+7/M4MRWlXqcj+f+Ra1PWLfSoQZSXlfiOJOWc/Ssu00y61e6W71fkg5ithysf+Jro9C+H7Q/8THxFdhLiTlmf7wHoB2ro11DS9KXZptqJHHHmPzmuaTlLRFJXMyz0C8mRdsRRPVuK0o9Es7fm8u19wnNUrrWru7PzyFR6CqTOX++xb6mhRZWi2OgEmjW/wB2MuR3NL/bVin+rtV/EVzueaXrT5UFzoR4hhB4tl/KpF8Q25+9bL+Vc3R25o5UFzp/7W0uYYmtk/Kl8rQrnHyhD7HFcwKcDg9aOULnRP4btphm0vMegbBqhceH7+DJVBKvqh/pVCO5lj+47D8a0LbxBdwYDHePQ0aoNDOeN422yKVbuGGDRXTJrdhfqI7+BfqR0pJfDtpdqX025C+iMcj/ABqkybHNUtWrzS7ywObiFgv99eV/OqmaoQ+jrTc0uaAFxS4pKM0AOopM0tMBTSZ4oxxRtzTEGeKC1Ls9aeI6AIixppJ7VP5dOCAUAVCrnpTfIduvFXcgU3k9KLAVBZb22knJrorK2jtE2QgAbQCfWs2BMSBjW0WSOHcPSuSvLWyNqcepHcyLHCQe9UkKtwRUUs3myZ7U5DivLnO7OuKsh8mlWt1gsm1h0K9qqXVtdWq7QftMWOjdQPrV8TiNcmlimSfJzxnFXTrzjotiZU09TmbSW/06cPo940ZB5t5jx+ddLafEd0dLbWrMwMflLsMqfxouNIs7sjqHHRgay7zT7mzR0MK31vjlWALAe1dPNGS93Rk81n76udbGNMvpBc+VE4YdQBVa90dSnnWGcbwu3sMnArhLN5rZy+h3JG0/PaSnp7e1d74K1k680unG3eO7h2yujDgYPBz9cUoVakZ2Y504OPNE1WiSytEtouiDk/3j3NVYoDLJ+NdWNAjMTGd98p/ACucvdNWGVgk7hx2BrTkbd5GHMlsW/Js9Pt/Mu3XJ5CjqawbnUTM7+SgjRuw7ikls5T8zyFj2zUBtZQMhc/SuqmoR6mcnJlK5sra7mMtxCkjnGWYZz2q/YR7PKtbZAq5woAxiomhdeWUgfSr1jayjbODtGeK2lNJXISbdi1cWV7aLueLco7rzVRbz1roINWC7VnG5enPeqep6UlwTcafhs8sgqIVVLcbi0ZTPby/6yJWz6isvUfDGhasuLuxhc9iV5FWyCMgjB9KTpWxBylx8PWs3Evh7VrizYf8ALMuXT8j/AENRJr3jLw8+3UbNdRtl/wCWkJ+bH+6f6ZrsckdKRvmXDcg9jS5UFzP0b4j6LqZEU0htZ+8co2kH6GurguoLhA8EyOp6ENXF6n4W0vVkxdWqE9mA5Fc7J4O1fSpN/h/V5UVeRFMSy/4iizQHrYYHoafXj6+M/E2jNt1nTnlRessHzD/Gt/SPibpd9hWn8t+6vwaL9wPQAKAO9Y8HiCCZQ0bK6+qtVuPVInHGaoC8Bio57aG5TbNGGB9RUYvoj/FUi3MbAYagDP8A7PubEtJpc5A7xvyDUkGuKrCPUYTbSf3hypq+JUI4YU2WCK5j2yorgj60Fc19yykiuu5GDKehU5FTRvXPHTLiybzNLmZR/wA8m5U1PDroR1i1KBraQ8bwMqaBcvY6OUeZDkdRVPdU9lMsy5jZXRv4lORUE0flzGqJF3DtQPem4pwNIA70K3NJj0pM80AWkf5aKiVsDmiqEeF0UUVym44U76UyndKAAUuKKKAFNNIyuKcaQ0ANRQgwowKfTR1p2KBiiilpKBBSGlJppPFIYhPNJ9KQ9aCcDmkAE0xmGaUBpD8vT+8elOVIUbk+Y2fwFYuor2Wp0xoO15aIUPiMnoB1J6U/QtEn8VeJLSBpBHYhjJKx7xryzfQdPqarSH7fKYVOLaM/vWXjcf7o/rXY2MMum+DWkto8ahrh8qBUHzR2q9fpuPH0pQcnK8tkbSVOnD3VqzF8Vayusa08tuNlnCBDax4wEiXgDHv1/GsyL93bvPKQkSctI3AFbF/ZaV4Ws1u/Ek+6dv8AVWMRzI57DFc+9veeImF7rcYt7FGH2fTozgZ/28dT7Vr7837pxylGC1KUNzqGtrNHpm61s5TtkvWHLqP4UH9a6HQba20CM/YIgJf+ej/MxPrn1pygKoVQFAGAAMAD0xUiitfeaSk9jn5VdtdSxNdT3T7p5Gc+5qOk7UtBYUpGKSlNIYClFJS0CFopKUUAL0pT+dNpaADtSjikB5ooAcDU8N1NbsDFIyn2NVhx708dKAOhsvFEiLsvFEi9CatSafpOrxl7NxbzH+70z9K5UU+OV4myjEH2qRl2/wBHu9Oc+Yu+PqJE5H/1qpfWtS316ZQEuP3ie9Wxa6dqo3Rt5Ex7g/z9aaYrGD1pwq3eaPd2Y3tGXix/rFHH4+lUxVCHYpcUCnDrTAADTwvFIKUmmIXijcAKbmkAzQA8tTeTTlWnhQOtMBipnrUqoAKUAYpjXEKfelQfVhQBL90ZFLLK7R7c8Gqw1GzLCMXEe5jgDd1NPZgeM15+KjZ37nRRdxnQgDmkaXYTSgoON3NNdcjgZrzuST6HVzIa0pIz1FNWVkPymljicZBHy0GNs8A0uSXYOZFmK8YOGJ6VqQainfGG65rnmDpyFOaBcEHkEGhc8ege6y9rGh2+oyi5sSYLgdGQ4Oa1/hhezWWs3llqUarLMgCXGMbtp6e3Wse01AwMN3Iq3DclrpLuIBSj7k+tdVGbc0mY1Irldj1i8LLEWTrWLq9sG/fqOf4qdo3iGLVk8uchJwOh71cu4sKc/Mp6iu2UWcyZycpyeKWEcc1Yv9PkhbzYvnjPp1FVUfC1yu6eptuiZ9m3kCqTzEHCnjsKldi2R61CY1Vx1LGs6kuiLjHqQo7PIxf7qnir+n3pivE2NxnJHrVc2zeW2TtB5NRwxsmSg5A6mpVSxTjc6LVNFh1C3N5p2BLjLp61zU1pcW4zNC6D1YcVrafqs1rIOfrmuitdStNRJilVd/QjFd9LE30ZzSp2OApCOK9JGi2Ei/NbRkH/AGRWTf8Ag+JiWsnKf7J5FdaqJmTicYKMcVdvtMnsZgki5J6YHYVTK1omnsRZoryxLIpDqGHuKwtT8H6PqgP2i1Xf2ZRgj8etdGRTNvNMDz+bwLqOntv0HV5otvIim+df8RTI/E/iHw9Jt8Q2Bkt1+9cRfMB7nuK9CwM0kkEdxGY5UDqeoIqbDuV9J1m11azS4s5A6N6HpWor8cGvNbyCXwL4gWe2B/sm8f517RP/AEBru7S6W4gSWBgyOMgiiL1sxM0gx9TUiyuP4jVJZanWTPSrEWluZFP3qWSczKVmVXHowzVcHNOFOwXKohubWczaZMYDnOz+E/hVtfFDBgurwNGQceag+U0mcdKR0SRSsihh6GlYvmvua8d/DJGHjcOn95eaetzEej4+tcs+nS2zebpcxifuh+6fwqW01RZpRb36C1uexP3H+npSFbsdQsit0YfnThgtxz9KxiGQ4OVP1pyyOvRjTsSbOccGisgzy/3zRQB5JmlFIAaXtXObiinUwdadmkAvelptLmgBTSd6KQnmgBRwaeB600daXOKAFzSUhNJmkMXNNJpTULM8s3kW2DJ1JPRB6mpbSV2XGLk7IHb94qKCzt0Udam8gIuZzuf+6DwP8aagS2yISWc/elPVv8BTHkwpzWNnPfY35o0/h1fcZPMVX0A7CqcbvcyGKFto/wCWkn90eg96a7PeTGKHhR95/StWy0/bCNq7IVPLHuamUkvdiaRi7c8y7pOizaxNHY2MeE+7x2Hc/Wp/E/xBi0Wf+x/CyLfaqqCFrnqsKjjA9AK5678cXyXE2jeEwqs0Zjlu/wDnnngkH1xwPrWTaadFpkIt7UGSeU/PIfvOa1jGyOWpUcmWdK064v8AVvOvbhry+b5prmQ5EQ7hfSurl2MyiMERxjag9B6/U1Ha2C6VZC34M78zt7/3adnNd/L7KHL1e/8AkefH95Pn6dP8xMZp4pKXNc9zqFpaQH1opDFFLSDilzQAopaTrRmkIdSCilFMAFFHeloABRRRQAU4dKZ9acPagB1AOaSjvQA73p6uyHKnBpmaA1AG/pfiSa1wlwvmx9Oa1JdI0zXo2m06Rba5I+6Puk+47VxoOKlt7uW2kDwuUYehpbAWr7T7rTJ/Ku4yh7Hs30NVg3rXUWPiS21K2+x6zErhuAxrK1nRfsB860lE1uRuHPzKPf296pMDPDUZyax7rxBaWpKIxnl7LHzVQXWual/x7xLaRHu3U1ootmbkjoyUQZkYKPUnFU59c0+2+9OGPonNUI/DbzENfXkkp7jOBWlbaJY22NkKkj+IjJq7QW7FeT2KLeIppuLDT5JP9puAaUNr10P+WcCn061uIiL91QPwqQUKUVsg5W92YQ0S9m/4+b+Q+oXinr4Xtz/rZZX+rmtulPFN1ZC5EZVv4b0+3uEmWPLxtuUsSea1vKU596BTqxn771NI6bDPs0fUrzUixKvQUtOHSp5F2HdibBjpRsA7U6lHNLkj2DmYwxqe1NMCFgdozU3WkIo5I9h8zKs9qsjFl+UnuKpaja38kESWEyxCLtj71appKI04xlzJA5NqxzsWuaxpMytc2rSBT/rI+a9L8HeNLTxNby27SBLqMDMbHBNcsVDDDAEe9RJYQx3S3MC+VOvR14Nay5ZLYzV0erm2CwcrnjpWJeaWjsz24wT1FQaB4imdlttRfzCeA56mt51AYlfXkVyzgmaptHLmDy2xIMH0pjRjzh9K2b54jMsZXJPU+lZmoQNayhVO7cMhR1rzqlJxd0dUJpleUgOu75nZtsaeppk0iwt5PLOD82Ocmqdi91NeNdFTHFH8odh0Pt71ZeeG1lL9mOWJ6muVSuatWI2Rh8zkIvp3qvBcvBe+aj4wfWleOa/uWEZMduvJc9/pURgVn2xq2FPU9TVJPdC0O20TxFFOy29w21jwDXSjI968r8oqoaP5XXnP0rtdD10XGnRRXBxNuCrn+Lmu+lVfwyOecOqLetWcTCK8ZQfJYbvdSeay7nQbSUtLGg2SDgjtXRXkQntZIvvK6kGsPR7goTZXLYK8LurdzcJepmldHIX9hLY3BjlGR1VvUVU216LqOjLfQ+W3Ho3pXD6hYSWF49vKOVPBx94etdsJ8xjJWKAXnmnAYFOK0Y4rQkp6lptvquny2l5GHikXBBrhbS5v/AuofY9R3T6ZI2Ipz/D7H/GvRiPeq19YQajaNb3cayxuMEMM1LjcBlvPFdwLPauHRhkEGp1cr1rz+4stW8C3RuNO8y80on5o+rRD+orrtF8Qafr9qslpKu7HKZ5zSUujA2kYHvUob0qngxmpVl9a0JLPWlx61GrDAxUg6cUwDvUN1aQ3kRSZM+h7ipulL0NAzLju7jSJFh1DdPZHhJv4o/r6itjAKqyMHRhlXU8GonjWVCjgMrdQazEM+gSFo1afTXOXiHJi91pbFfEbIoojMdxCk1o/nQyDKsvP50U9CNTyfNFJRXIdAop2abSjpTAWlpPSikAZopKM0APBxRkUw5pc0hj+tITg03OOlQ3NwsEe4/MScKo6sfSk9FcaV3ZCzzMZFggwZW9eij1NPRUt4jFESQeWY9XPqaht42gjYyHM0nLn+n0pJJNvJrJLmfMzpk1TXJHfqOkl296pl5LybyYTgD77/wB0U1t1xyCUj7t6/Sr9rEsUYCrtX07n60nJy0iOMFFc0zV0DQH1G9isbNdoPLueiL3Y1znjDX21XWG8P+FfltoP3clwOgA6tn1Ndr4rvJ/BvgeHR9NA/wCEj8RL87A82tv3Ptnp+dcVpmmwaNYiCH5nPMkp6u3rVxgoq5hVqOcrG9aaHYeH/hWLi3jH2i6vxEZSPmZUXJ59z/Kq+gWXlqdVuVyclYFbue7V0V7p7ah4B8N2o+WJrieaZvRR1NUbmZZGCRLtijGyNfRRXbSior2j6bev/AOOs+aXso/P0/4JCzFmy3Oe570oFJThWUm2zVJJWQmKXFLQfeoKAUdTR2o7UgF60tJS0wAUopKUUALThTetKDQIO9LSZpaQB3opM0tACU4Gmk0LTAfRSZpCeKQChqM0zNIWxTAkLc0ZqMNzVHUtT+xhYYE826l4jjH8z7U0nJ2Qm7Imv9Tg06MGUlpG+7GvJY1SiGra05F7cPbWjgKYlPO3PrTtP0kpIbm+bzrl+Sx7ewrZTjpWvuw23I1kbsXg3SWskm0BFWRVAdHbJc+uT3rPaJoJDHIhR1OCpGMUtlfTWcgeByPbPWugS/sdbiEd8ojmAwsg6iseeXU05V0OfWng8Vbv9GuLEb1/fQdpE7fUVQBwapO5NiYGlzUatTs0wH0uabmlB5oAcDTwajBpc5oAlBpwNRinA5oAfSimA07NMQ76UUA0ZoGIRSU760lAABS0CloAejFWUjqOa2bLXpoWVbgl0rEBwKcD60mkwO1ntTf2qXNmetTxRRZLTDMpGCxrnNM8Qz6Za/Z0RZI85we1XG8WRS/660Ue61yzpyvoaKSL+qWUMenM7cAH5dvrXNGPPzsgl9Mdvwq+PEayyLHNH+5zjGeg9agmkgMpazkAHUA1zToJ76GsahSkvs8EFR6dKSK9jLndwansbdrizlW8WM3Dy/u2z2Jqte2un2epfZZJWklAG/bwAcVzOnOK0ZspRZdR4yoYEf4020d1dpl4/hiHv3NNh061khO2WRCfunPGaryW+owL5jpjYdo9MexqfeW6HZM6uw8RtAEjuRuBOK1DaWeoqZlP7zGV2nBFebvqMkXzOpJHenWXiiaG7yjkbRkjNaxr392SIdPqj0PTNZUzCx1AGKfopb+L8aTxJpH26z82MZni5X3HcVy0/iiz1OEJeRfvFGRIvBU+ua3tD1x5bMRTSJOV4Vi2CR7100qvK7XMpwvqcgy4+tNGK2tcskS9aS3IG8bmTOcH2rI2MMFlK56A16cakZbM5XFojINJjPSpCOuelQPcQx/ekXPtzVtpbiSb0QrorqUcAg9QR1rjNa8CkXTaj4bnNjeZLMg+5Ifcf1FdY2o2+cBh/U09bqNhwshPsn+NZOpTem5qqNTqrHF6f43uNNuFsfFlq1tL0WbGUf6Hp/Wuwt7m3vohLZzLIv8Asmq2q2dvqdnJBdWbTqy4w6rivOofDPirQbiSfRixiDZSAsMY9Ac1Kk1sDpNK91956qkhXhqsRyZHFcJpPjtWuVsPEFs9jedMSDG73HY118cqsgkiYOhHUHNaqcXoZcrNJSDTulVopd3SrCnNaEi96DhgVYZB4IpQMUu2gDHk0y9tJmOjXZt45TuePGRn1HpRWvmilyovmZ5TSGijvXMahThTacKAFoozSZFIApDQxxTQefegCQCl2+lIvNOzjJ9KBibeOaowf6Vctct/qoyVi9z3ai9ufNdbKBj503HH8K9zV8WcUKKjPhEGAi8VzVJXfKdlGm1FzZVeTLbYwXY9hVa5gPlnzm+c9EU9Kuy3CRjbboF+gqJIstvfkmq5ZS30QrwhtqyG2gOFMvRRhR6V2XgfSYdR1v7RfYFjp6G5uGboAvIH6fpXJ3E0drbvNKcIgya7lmbw98KIEddl7rsm9/VYl5x/L86tJbGM5M5XWtRk1rxFfazdjE902EX/AJ5RDhIx9B1981j3EhPC8+1TzP8AKRVrRLVHuJL65UGG1AIU/wAbnotaRi5ysjCUlBczOyuZGh+G2gxgbWZpVc/Q9PzrnRya372Qy/DvRnblhdTBvxJNYI9q2k9LCt7zYoFOHSkFOrIYAUYopcUhiYox60uKX60CEop2KMcUAIBzQKUUuPSgBDxQKDS4oAKM0Y5o7UAJzRmgmk6GkMTPNAakpDQA/dmkLUg6UhFIAJo603BpryJFGzysFRRlmPYUwI7++SxtjIy73Y7Y4x1duwFQ6dYNCWubw+Zdy8u390dlHsKisYXvbgaldKVXpbRN/Cv94+5rTzW7/dq3UxXvu/Qfmng4qMGnKfWsrmhOrVOrYPB5qqpqZTSA2rDW57XCv88Z4INXZbGw1ZTJYssE56qfun8K5wcVLHM0bZjJBHpU8vYq/clubO4spdtxGV9D2P41EGrXttcynl3qCWPocjNSNpNnejfp8wjY/wDLNuRRztbhy32MYNxTwwp11YXNmT58TKufvDkH8ar7sGrTT2JaJweacpqENTg1MRKDxTgaiBp2aAJc04Got1ODUwJAadUQOadmgB+aM8VHknpSg+tMB4paYGFLuoESCnColbNOB4oAkzTGBzSg+tKRmgBgPNP8sP6imEYPFTJ92iyYXGIs8dxHKkxPlsCAahe3Z7triVTJI3JOaudKDxzWbpRfQpSaKd/cXLwIlqrIVIqza69cwALIC4HXIp/XrRgenFZvDxbui1Vdi5Hq+m3CsLu3UMRwQMc0wWmh3JLeWoJ9DjNVjGh/hFJ5EZ52jNL6uP2pcGh6OykoWUt1wxqe20SyiJa3Mw9w5rN8peoz+dSB5EX93M6H/ZYip+rLsHtWam+C1LK7lvmAUucnp/8AXrB8X65HpP2cOxDSg4AXOAKSW0lllEjzsxB7mo73RrbUJlkvd0rquBk9BV0qL5/e0XkEqiSutWcpP4sgmPNw+fTYTUtvrunHHm7pP95Tit5fC2lhv9R+tSf8I1poAxAB+Nd8YYeO8b+phOvXkrJ29CjD4hsAP3cYH/AT/hVhPEFtkZBA/wBxv8KlPhywwMRFfoaP7Btx9xnX8a256X8pzWq9ZDR4i05jj7QinOME4qVdZsGOBcR/99CoH0D/AJ53Dj/eAP8ASqtzoVw8eHjtrgejR4P580r030H+8Rb1XRNM8Q2ZjvIElU/dcdVPqD2rjptO8QeCZPNsnk1TS88p1kiH9R+taK2t3pMxeG2u7cDnMLl1/L/61bOneJbe7Ux3TxuehONp/EdP5VjOnTmrM0jVlF3sR6F4msdat1ltZRu7r3H1roYpcgZrjNc8EpdXH9q+F7gWd+TkqPuS+xHr7iqmieMJ4bw6brcJs75PvQyHAk91P+fwrD36Oj1RveFVaaM9HBzT6zLDUYLtCYXyV+8p4K/UVoK+a3jJSV0ZuLi7MeSB2ooFFUSeTE0E0e9N71yG47vThTQKUmgYufSkJoz6U00gAnimDrTiagVjPcGKM4A5dvQf41EpKKuzSEHN2RchjaZiI8BV+856CrRkt7cERL5rf3mH9KgL4jWOP5Y16KP51Sv5CkIjiJ82Y7Ex2z1P5Vk1Jq8joTjF8sN+5Fp8fmXl3qLEkytsQn0HerTvu4HNMO2NEghGEjULTlWrpxtG5NafNKy6AiAHmnnApcYqpqN2ljYS3DfwLx7nsK0MLlSOGTxF4wsNEtwWiWZXuMd+eBXd/E2/8zxUunwnFvpkCWyKOm7GW/UgfhWd8FNKX+2Bql3klI3vJ2b6fKPyz+ZrI1G6fUdSubyY7nuJWkY+5OaQtylIxP3RlmOFX1NbMKeRbR2atuWM73I/ic9fy6VVtLfy7Vr+X+ImO2GOp7t+FWoBhOfxrpprkjfq/wAjnm+edui/M6Rvm+G1l/s6hIP0NYwGK2IwT8NYj/d1Rv8A0A1kDpWbN3uAHNO780lLUCDFKKKBQIB7UuKAKWgAo70UtACUUo4pcUAJijpSmkNIBBR9aWkzxQAlNNOphNIYhPpTSaU9aZnNAEi/dpe1NTpTiMUAJis5k/tW9MJ/48rZgZj/AM9H7J9B3qa+nkBjtLTm5uOE/wBgd2P0qzDDFaW6W1v/AKuPv3Y9yfc1vTXKud/Iym23yoeTn/D0pAKXFKBWTu3ctWWggFOAopRQMctSoxqIU8GgRODxS1GrjFP3DvQA8GpI5miO5GwagDD1oyPWgZt22vTRjZPiRPQ1ZI0jUOSv2eQ904rnN3oad5hHeocF0HzGzN4emALWkyTr2GcGs6S3ntv9dEyD1I4/OiHUJ4DlJGGPetCLxHIBi4RXX3FK815j91mYH9fypwk961Tf6Rcf623CH1XimG30eTlLop9Tmj2lt0HJfZmeHFO3jFXfsOm9tRSkNrpq9dRj/I/4Ue2XZh7NlXeMUu+pyumKN323PsFNQtcaap/1jN/wH/69L2y7MPZsTzPek35NIb7TV6Fz/wAA/wDr006pp4+6H/75o9uuzH7N9x4anglqr/2pbZ+WNvyFOGpRHoGHbpR7Zv7LD2fmW1BqQKcdKpLdg9JG9uamS4BH32P41XtJ/wAouSPctBWJ6Gl2t/dJ/Cq6yj+8fzpwbP8AEfzp89T+X8Rcse5KY3/uN+VORHB+6fyqHzGA++fzpVdj/wAtG/Onzz/l/EOWPcshW9D+VKVb+6fyqvtbOfMb86Ty/wDbb/vqnzz/AJfxFyx7ljHrTchepFRGIHqW/OmmJPTJ96fNU7BaPclM8Y/jH4UguBz8rH6CkVUHRRUgxRao+ovdXQj85z92I/iaRnuj92NB9TU4pc0+SXWQcy7FXF/n5XiH/AaTytQJ+a4jB9k/+vVzPNBNHsl3f3hz+RTEN6et1j/gNO+y3J+9dt+AFWh7UtV7KPn94udlM2Ehxm7l/Aj/AApRp8yD5LyQH3xVwHFLmn7KIudlMx6jH9yWOQejLio5Lu+iI32YYf8ATM1pA4FKafJbZhzd0ZyalA4xcq0R7714qG60nS9TX50jZj0dOG/PrWoYkZcMoNV3022flV2H1Tin768xXic9Loeq6cd2lXfmp/zym/xrI1V7XXI1sfFNlJbyg/urkfKyN6q4612yQXlsMWt0Sv8AdkG4VDcTvJGU1DTI5l6Fou/4f/WqlUa0kiXTT1R5rLLqfhK6hi1icvayHFpqsQ4Porj/AD7V22k+LIpJEt9T2wSOP3cwP7uX3BqG9itBbyW9unnWso/eWNymVP09K4K9ifw1KRBbzXGjyH95ZT5Lwe6HuP1FYuFnzUzSM9OWoj22NwyAqQR6iivM9J1jUxYq/hq9jvrJ+VWd8PD/ALJop+2XVFqinqmVCaT6UGkFZgPHSikzS0AFITQKDx16UDK15OYIhtGZGO1R6mpbOHyYwucseXb1NVYv9JuHuj9xMpF7+pq3E3NYr35X7HTL93Dl6vcsEgVQiJuNQlmP3bcbE92PU1Ldz+TbySdcDj3PanQW/wBks44Dy+Nzn1Y8mqnq1Eml7qcwVM8DvUqrinIn4U+tDEYRXNeKJTPcWemx9Zn3P9P85rp2rkrA/wBpeL7m7Pzx2ylEPbPT/wCvQJnrHhxTo3wy17UE4ecLZxHvzwf0JrjbWykv7yK0h+/K2Cf7o7n8q7TxP/xK/h7oGlfda43XkwP5D+Z/KsBUOiaKZnyt9qCYjXvFF6+xNEY3aTJnLlWm5S1G5juNTWC14tLUeVEOxx1P4mpwMKKzIFCyCtTrHW0pXdyIx5VY6CHn4boD/wBBQ/8AoFZFa0I/4tzFnvqjf+gVldKzZrLcbThSHk0tIkWl7UgpaAFFLSYpwHpQAgoxS/SikACijFLQAn1pMU6koASkxTqMZNIYzFNIqTGabj1oAjIqNhirG2mSR5pDI42y1OuJUt7d5pThEGT71Bny5BmrNtHHeSyyS4MVuQFB/ibqeO45A/Gk5KKuXCDk7FTToZUV7y6GLq5HCnnyk7L/AI1b2mpSpPLHJ9TSYronLm22OeMbDdtKBmlwcUoGKyKG4pcYp1LigY2lHpSgUoGKBABx7U4LSjpTgOBQA3aTQI6kAxSgUDI9ho8o54NTcUmcUAQ+U3qaQwk9TxU5bmkOWpWAg+zjuxpPs6/WrKxk1IIqOUdymLVGPK5qVbRBjCirQUCnUcqDmZAIAB0o+zD0qf60tOwrlb7MB2FJ9nA/hq11oxRZBcpmIL2p6qB1FTkA9aaVFHKFxFRD2xUqwjsaiUfNUytTsIURsKeNwpVNSDnApgMBPenKxBp2AaNuKYh4enb6gwR0oGTTEWd/NBbiq+40ofFMCf3FKGx1qPfRknpTESg807dkioQTS55pgS7ueaXdmod3NLu5piJw1O34qvvxS7s0xE4YZpc+lQBqdvGaYE4NAb+VRB8g9qcGGaBEgbj8aUD06UzPQU7OKYC845oxS5z1oI54oC5XltIZxiaMNzxxVKbSnELJCUlibrDOoZTWoRg0d6lxTKTPNdX8BWL3nnWsd7pTycypYtujc+uO1FelcHqP0oqOQrmR5STnpSZy1BNIOtYmhIKdSKKdQADiqt87eWsEfEkzbB7epq1iqsJ8y8muDysQ8pP949f0qKjtGyNqMU5XeyBwsMaxx8KgwKdb/MKgnap7TlfeiKsrCnJyd2KUFxqlrbt9wEzSfRf/AK9WMmSZnPc5qCzO+7vp/wC4qwr/ADNWY1wuKI6ybLnpBL5jwOKQmgnApjcmrMCpqt0LTTLiYnGxDj61V+H2lPdR2qBcyX1wCfpn/wDXWf40m2aZFbqfmuJAoHtXpvwr0xU8Q2u5cpYW7SsB6gf45oF1NLxUsN/40unu+NL0OKOAj/no6jOwf8CJrhtTvpdSv5Lmfq54HZR2FbninUDLcNZRtkLK0tw4/wCWkrHJP0GcVzZHNaLbQzSbd2NjOHFag/1f4Vlr/rBmtMf6r8KRZ0aHHw5swRy+pSn8lxWQRWvL8ngDRV/56XNw/wCoFZJFJlS3GUoopBSJHU7p0pop1AC0tIKWgQUdaUDmigYDrRRRSAO3FGKXoKSgBDzTvrSUUgD1pMetLijBoGIRSYqQLSHgUAVbiHevHBqWzhNvaiLdnnJ/z+f50qrvbJ6dqnxU21K5mlZDCM0YxTiKXbWhmR4xS7e9PK9KXbSAZtpce1PC0YoAbtpccUtJ2pgAp1MzSigB2aUNTBTlFAC04LzSgU4DFACBOeaeFAoFAoAUU7PFNBpaAFopKKAFoBpM5oNMB1ID60lFAhTRSUDmmADrmnCjFAHrRYB69qmVqgxTulOwFhTindqhRqfuPagB2OKaeKUNSHpQIKTGaKM0wDOKUP2pOKRqYiQOKUtUGcHHWnA0ASBjS5qMnnijdTAl3Zpc1EGxTg/y0wJM0D61HuwaUPimIlyetKHxUe7NO4PH5UxEwlHepA+7FVWXjigMymmIuhu1O71VSb86mR80xE3UUgHPNJu4pc0AJRTiKKQzx5pZO8f5GlEzjnyWP0IpxNAY1xnSOW5bjMEn6f4043QUZaOT8s04HijOaYiCS+VUYlHwB/dNJHKtvp8KOG3SAyNhSeT/APWpL8/6IygcuQo/GrUu0OFxwoCj8BWb1mkbx92k33M2W5Q9N3/fJqxaXUSqd7AfUUTKMdKzXkESyY7A027EJXNiwkRdNEjsFNxMz/UdBVj7XAuczIPq2KLONY9KtFYciIE/jzSmNWPSpp7Gtb4rDRdQsPllQ/RhTlkjbnep/GmfZomPKA0G0tx1jX8q1Oc5bViNR8dWFoDlIMO34c/4V7F4Vuv7I8D65rCD95IVtYT7scE/hkn8K8X8Nxrqfi7UJkAx/q0HYAnk/kK9i8RRx6d8PdF0nbg3btdyD2HC/wA/0q+R8vMzNSTbRyMjbiSWyTyT61AxwaQ2kGc7ajeyiPILD6MaL6DANiUVqK2YePSsCSzRDlZJP++zWhb226HJnl4/2zUXKOzviF8J+HIh/wA8ZpPzcf4VkmtDXrZpNK8PIkzx7NODDaeuXNYjWcw6Xkv6f4VTCXxMs0DvVT7LcA8Xb/iq/wCFJ9nvB926P4ov+FK4i8KUVQ8vUB0uYz9YxS7NS/57Qn/tn/8AXouBfpazs6oBwYD/AMAI/rSiXUh1SA/mKLgaNFZ4n1DvBCR7Of8ACl+1Xo62qfhJ/wDWouBfozVD7Xd97QH6P/8AWpftdxjmzf8ABhRoBePaiqIvZx1s5fwK/wCNH2+TvazD8B/jSGXxzS4qgNRx1t5x/wAAzThqcY6xzD6xN/hQIu4xThVIanAf+eg/7Zt/hTxqNv6kfVD/AIUAWqY1QNqNsP8AlqB9aauoWp6zIB6lsUgLaKAKfVYajaf8/EX/AH2Kct9bN0ni/wC+xQBOBR2qP7RCekin8ad50Y/jXHrmmA6j0qJLuCSQpG4JAzj2qXcMdaBC0lJvHrRuB70ALSYpfxpRTAaBk8UoHFOFLQAgFKBgcUoGKUCmAq+9O6UnenCgAA/Ol7UoHNLjNAhtFKRQKBhRjiloxQIbS0uOKAOaYCUEU7HoKcBQAzFKBTgPelxTAQClxSgU7FMQ3bml20/FO20ANApelKF9aMZpgA96CaKMUAIaBS7e9AFAgxRinbaXbxQBGRSU/bRimAwjjim5qXHWoyOaADNL2pMYpQKADoc0Amn4FG2mA3cRTxLTCtG2gROr5p+QaqZINPSQ96oRMy46UizFT81AkyBmmsu6mItJKGFTBxWYGMZ46VOk+aYF8OPWioA+R0ooA8poHWg8GgGuM6SUc072pq0/p1piKt1zc2qf3pRVmQ5kY+9V5fm1OzHoxP6VK5+Y1kvjZvLSlEhm+7WLcnJYZ+8cVsXDYjNZMUf2jUbeMc7pV/nRU2CmryR1rr5aon91FH6VEBmpp23TMfeohTgvdQqrvNju2BTXtbm9jaCyXMzqVU9lPqatWNlLf3Bji+VV5eQ9EFZ3jbxP/wAI5oJtvD7bJpm2G5/iPriu2nRSj7Spt+LPPqVm5ezp7/gjT8NeCdP0u6t9LtZPtWpXcyieQHhBn5v07Vr+OtQW+8UTQwEfZ7FRaw49F6n880eA7Y+GfBUniG8yboxfZ7Td1aVh8z/zP4VzjEliSScnJJPWsp1HN36GsIKC7sYfemN0p5NRtUllebk1cgOLeqb8vVqI/u6zW5Z2GsuDZ6Jjp/ZseP8AvpqyGNaGoSed4f0KYdoHhP1Vv/r1ls3pVsJfEx2aUmmBuPenDnipJDNLk0YooAXJpMmjPJpaAEzShuKKMUAKDTg1MFOHWgB+6jP400dacBQA7PrS8eg/KmilpWAX5fQflSYUD7o/KlpDQAm1T/CPypRHH/dH5UdcmnDigBvkwnrGp/Cm/ZLbvAn/AHzU1FAFc6dZt1to/wDvkUg0uxzxbJn/AHatCjpRYCp/ZNkTnyQD0yKT+ybXsGA9nNXKWiwXKf8AZVvjAeYfSVv8aQ6RCRjzZx9JW/xq8KWmBROkqPu3dyv/AG0J/nQNKcdL+5H/AAIf4Vfx60ooAof2bcADbqU34qp/pS/2feDpqL/jGv8AhV8DNOHSgRnfYtQHS/B+sQpRbamD/wAfkWPeH/69X+d1KOtMCj5Wq/wz2x+sR/8AiqTbrCjh7Rv+AsP61oUuDQBnB9ZHSO0P/AmFL5+sD/l1tj9JT/hWjSigDON3qg66fGfpP/8AWoW+vwfm00j6Sg/0rR5ozmgCj9uuv+gdL+DrSi+n72Fx/wCO/wCNXhmnCgDPOouB81lc/wDfKn+tJ/aoBwbW6/CLNaYo6UwM0axD/FBcr9YG/wAKeusW3pMPrC/+FaA+lKAO6imIoDVrPqZGH1jb/CnjU7PvOo+vFXNi5xgflSiNO6j8qAKg1OyPS5i/76FSC/tCAftMWP8AfFWPJjJ/1a/lSG3hZgTGvAx0piGLeWzfduIiPaQVKtxERxKh/wCBU1rG1brCg+i1E2kWTdbdPrii7As7lPRh+dLnFUl0LTud9rGf+A4pw0XTx0t1H4mndgWyMml4xVX+yLTsrr/uyEUf2ZBj5ZJx/wBt2/xpgWuKXbzVM6Ymci5uh/22b/GkOnNj/j9ufwkNAi7jFL1ql/ZsnbULkfiD/SgafcA/LqdwP+Aof6Uxl3bS7ao/Y70dNTlP1iT/AApwt74DH2/P1iWgRa2kk8U3bUIiv1/5eIT9Yj/jQEv+nm25/wC2Tf8AxVAEhWkwRVUNqvmODHahQflYbvm/DPFLu1LAJjtyfTJFFwLPelVuapl9SHSC3P8A20I/pUXnamME2cP4Tkf+y0aAamcmgd6zheXy432K/wDAZs/0qQX1xj5rF+uPlkU0wLhTdSFMdKgF64xutZhyBxtP9acbs/8APtN+Q/xoESdKUOe/FQfavWCb8h/jTWuueYJcf7tMCwW3dKaSVNVvtYAGYpRk/wBw0n25AT8sv/fpv8KYjQWfAorO+2xsMjcB/uH/AAoqgOFNIDilNItcZ0E6U8nFRxtintzTEV851eDHZWP6UrtgmmLj+14/+ub02Wso/Ezon/DiV7uT5SBRosW7W4WPSNGkP4CmshkkArQ0qIJ9tn7grAp/U1M9dCqKs79jRPPJ700K8kyQwLvlkbaijuaUnC5PGK0bEf2XYtqMoxdXAKWqn+Be713UKSnL3tluefiKrgvd+J7DtQnSwtRpNm+7bzcyg/ffuPoK52z8JXPjbxtZWIUrY2YEtw54A56fpmtrStKu9YvltrNC7sfmbHA9zWpqHiLT9HjufDHhuUTTAf8AEyvkPDN/zzU/zP4Uq1V1JXClSVONuoni3WIL69hsdMONN09fKgA6Of4n/HH5Vz2aT2HFFZmohOajapDUTHikIgfrViI5THSqz1JA2ahblnT2khuPBrIOtndbvorjH88VQLVY8NP5lzc6e5+W8hKLn+8OV/WqjZHDDB6H2qxz3uOD46U9WqvnFPRqRBZDUtRK1Sg5pAHelFGKBQADpSkUAUpGTQAAcUooUUuaACnCmmlX3piHCj6Ud6KAFo60lKKQwAwadjiilHSmIM0DrR2NKOelABil7UDpRQAUoFJnmlFAABS9BxRS9RQAvWlxSClxQAo6U4cUgp3WmA0daWlpcZFACY9KdSAUtAhaKQUtABS0nWlpgA96cKQU6gAFKBRSigBaAtA4p1MQYp2OOtIKcBQAZpVHPNAx+NFMBe3NFFL3piDHFApRR3oAOtIadRQAlJ0paOaYBiigClHvQAg6cUUYpaYBSY5p2OKTvQA08UdTTzRiiwiMrzTSuakxRigCuV9abgirBXNMZcUwGhjxTgcU3GKUUWC4/rS4pAaeBSsA3GaYUyelS7RjijFMCuYQTxRUxFFAzzI9KFo60CuY2Hg4NPJxUZNGSRimIZHzq8PbcjD9KjlOCR70M3l6hayHpvwfxp8qH7Qy+jYrFfG0dMtacWNhwitI/RQSav2yNFpdqj8SS5mce5/+tVOWEyrFbp1nkVD9Op/StUQSahqn2azGT91T2VR3qoxc6ijElyVOjKcixp9ot5cM9wdtnbjfM3r6L9a0rLTbzxTqrtGoigQcu3CwoO35VYstL/tWZNL05hHYWvz3FyeAx7sT/KjXNfhFr/Y+hAxafGcPIOGuD6n29q7a01Bexh8/NnnUYynL20/kuy/4I/WPENrpGmy6Z4bO2EKftF5jDTcc4PYV5l4QDPBeXR582cgfhWxrUvlaPdOD/wAsyKzvCcfl+Hoj/fZmrmS1OmRue3ejOKbRVCAnmmtSscUykMhcVHG21qnYVA6Y6daze5aL9tctb3MVxGcNGwNbusxK10LuL/U3a+avsf4h+f8AOuUjlxwa6fR5hqOlvp7H96h8yAn17r+P+FWncq1427GeRSdOhqSRcUwA0jIkQ5qdGBFVRUiEg0AWx0paZGcj3qXHFACCjHNOxSfXrQAcUo6e9GKKYBSikpRQIWk60UUALS0lKKAFHtTvpSClFAC0Yx0opaACiiloASlFFAoAWlpKcKYAKdSYpaAFAp1IKUdKAFoApR1pKYh1JQKXqaACiilxQAAelL0pBS0AKBS0ZpRzTAWlHpSCnAUCAD1pwpOlOxzTABS0gpaYC0UlKKBDqKQUo5oAX+dAo7c0YoAM0tJ3pc0wDGaQcUtHagAo96KWgBKXFGMUUxB24pc0YoFMA60n1p1JQISjBxgUtGMUDG7aQrT+nSg0xERWmhamxxQV9KYiLGKeDQVoxQA76CjHpR2pO9IYhopelFAzzDtTc/NTjUZ61yG5J2oFMLcYoVuaYEV5xDvA5QhquuoeQOP4wGqF03xkeopLSYPaqGPzR/KfwrO1qlzoTvSa7Etq2da3YLGGI7V9XbgCuo0vTZlkTSbEbtQusfaJF/5ZL/d/xrH0y3Gl28mqzDdPcPi3Rh04xurrI2bwr4SFyzEatrCnY5+9HF/E31PSu5L6tBv7cvwX+bPOlL6zJR+xH8X/AJIg8Qalb2FoNA0Yj7PDxczr/wAt378/3RXLk0E8Ypp/SuVI6WY/iqXZ4fmA6uQoH41Y0aL7PotpGRgiMZ+tZ3i58WVsg6NOPx4rZi+WCMeiAfpTI6kuaTPHNNJ4pN3NMY40AUm4UZFIBSKTyy3CgsfQCpYonnkVIl3MegHeur0nTE05C8m1p3XBI6KPQVnOajuVFNnDSxEdKfY372F0koONp61tavpi2s2+H/UyZx/sn0rEnts8gUr9UaR0Z1l8iXsC6hbfdkP70D+FvX8azCKh8N6qLOY2d2N0MvGCa17ywMEwCfPG/MbAdR/jV8yauKcLO62M3b6U9Qc1owaPdzDKx7Ae78Vp23htCR9onOe4jH9azdWC3ZPK2YUY5q5BazXH+pid/wDdXNdbZ6PpVvjMAkbuXOa3LZbZuFKxqBxxWbrroPk7nDx+HL+SFn8oKFGcM3J9qyipHWvSzhScHIrlPEenrBcC5hX93L9/2b/69VTqOTsxSjY5/FJjmnEc8UhFbkCHrR2o60o6UxCUtJ1o78UAOpR1pOtOFAC0tIPalFMBaBRRSAXNGTiko60AKOaWkFKPegBRS0g5pRzTAcKUU0U4UxDqdTAKd9aAF6UUH3oHvQAtLSCl7UALRiiloABS0CimACnUlL2oEKKcKQUopgLSijvS+tAAKU+tJ9aWmAfSl7036UtAhaX6UlLQAppc02loAUHmk6UpFIeKYC+9LSYpaBAaX3ooHSmAZzRSUtABTh1pOtHSmAtJ1paTJoAWgDmkpR70CE6HFLikpaYARR+lL1pPrTEGKTFONJjNADcUmPWngc0hXmmAw570U4iigDy/FMYYp9IRkVxHUR0DG6lPBxRQBKnNJo+lGfWLiSZttlEN8nuKaGK9BuPYDvVvV5G0nT7WzQ/MziW7I756L9O/5V00oxSdae0fxfRGFSUpNUYOzlp6LqbHh8P4q1yyj27YpJjtQfwIvQVP4v1Qan4nujE2be2P2eADoETj9Tk/jU/wuK29lqOoj/lxtZmU++DiuYjJ7nOetcinKpLmlvudc6caXuR2RN1pCc0o6ZpDWpic34qb95YRjvL/AIVvdFHsK57xP82p6cn+1/UV0TUiepEx9ajLGnnrSEelIoZuNOjdpJFRTyxAFHl5FWtItfP1Ld1WIbj9e1TJ2VyrHS6fbRWNuAgBkI+Zz1NWGuADjNUZUkU8GrNraqUVpgSx7E15s521Zuo32C6jN7avGgJI5X61mpo1w2BMFjHua6OP5VCqAAOwFMnjZsEDNR9ZklZFKkr6mNB4ctDIGkLSEH6Cu0t7RI9FjO0bjIdp9AB/9esi3iIYDFdRNB5Wk2Qx94M36gf0rFVJyvdmkkkjLC4HPWkaQoxVenerqQ7u3NQTWoVuKuC6shsr+a2etSR3DjvSGLmgJ6VukZ3Lkd6Tw1F6gvbOSA/xjj2PaqqIxPIqZQ69KuOjJZxzKVJBGCKjOe9aus2xhvjJjCy/N+Pestq74u6uYjaKU0lUIKX6UAUtAgpwptOFAC9PpSikFKetMAopM+lFADqBSUUALS9qKBQA4dqUU0U4e9MBR1p1NxTsUCHClzTV6c0tAC0tJ2paAFpaQUooAWlB5oA4oFMBRSikHWlFACgUvSjNA5FMQU4UlKDQAvpSik70ucGmAo60UUUCCj3oNAPFAC0opucUucUwHd6Wm0oNAC0h96PrRzQAop30ptLmmIUUucUnvRmgApaQUDkUALSmjtRTELR2xSCgmgAHWl6CjigdaYAaQClpKYDvag+1ITS0CDOKO1J/Oge9AC0d6X60lAAcUUtFMDysUtNA706uI6iM8NSDmlbljSH5VLHoBQBf0iJWvHuplJgtE8xvc9hVC7ka+MrTnLS5LfU1oy4tdCggz+9um86Qf7I+6Pz/AJVmMPSuyv7kI0vm/VnJQ96pKr8l6L/gnXeAgbf4c+Jcn5gmz8yK51DXXeAkS78PeILM/ee1ZgPcD/61cgR5b461wQspcp3zvL3iyORSEUkbZFKa1MjmPEJ/4nung+ox+ddE1c74hH/E60854z1/GugZuKCeoxupoHFRtJg8VG0uB1pDHzTCNeOta/h+1SZUKyFCxzNJ1+gFc3I/mNXYabbi2sI4u+Mt9TXJXnyxN6cbs6RnsUjCxKGI/jbkmoxNH/CKylyDxSSykdDzXlzm2dUYI3I/mhZgPpiq3nMjfN0qCzmlWH5jwaJGLtzWTkXY0bScvKqqMkmuy1NQsNlH2WAfzri9NXy3WQ/hXY6nOCLcHGPJU1vR+Fsxqboq8IuBVWQ5JoeUs3y0JHnljVOS2RFhgBJ4qaOAZ5p67FpyyrupxlYGh6wotO2r6U1pRmmGZecnAAyTnoK3TuZmZ4iMX9ngMB5hcBB39z/n1rlWHIzWjqF417cmVuF6Iv8AdFUHrvpq0bGMnqRUmaU03vWhI/rS+9RgmlDYpiJMZFApAc0o5oAXNLTaUCgAHI96BmjpnNFMBRS0naloAKWigdaAHClpBTh0piFFKKQUooAUU6kFLQAtL2pPeigBwpaQdqUUwFFL9aSloAM804U2l7UxDvrQOBSZpaAF56UvekBooAUU4U3FLTAUUZ7UUlADjSCjNFAC0tJR2piFpRTfpThQAZpe1FHpigApRwOKSlpiHZ4oNJ296XtQAhFL7UClpgHtQOelL9aB1oEKOKTrRnijp7UwFNJ2oJ6UetAC9qAf5UnPal/nTEA6UZ/OgUUAHajrRk0vegBcUmc5NLSUwFopDweKKAPLKQnijOKD0rjOoZ3pyxm4uILdRkzSBce3em4NXdG+W+uLvAP2OAsuf7x4FbYeCnVSe3+RhXm4Um1uO1SZZ9Rk8v8A1cWIk+i8f41SKij8efWlB9ampNzm5PqVTgoQUV0Oq+G12tv4qEEv+ruo2iYHvkVzupRtpurXFnMf9RM0JY9iDx+YpdOuWstSgukOGikDfrWz8TLJYdbh1eMZtNYgWSQjtIBgn9BXFWTUlNHfh3HWEupixt61KSMcVl2twyuIJjlwPkbs4q8JOK3hNSV0Y1KbhKzMPxIAt1YSHoJcE/lWmZMxqc9hWX4oXfYo4/5ZuDUsM++zjbPVaZj1JnlqEuWphbJpO9Q2WkWLRPMvIkPdhmu3iBKj3rkNFiMl4X7Rjr712EDbYQWrzcTLWx101pckkIReOtMgj8xhnkd6TBkfmrapsQCuCTN1oSbscDgUip5kwHrTasWq8k/hSWoMuwqN3Bwq9/atFtQM7FmyUChUB6hR0rLmPlW4Tu/J+lSRHMeBTlJrREWvqW2vADwABTGvveqEj4qs82ehppsVkan240qXx3ispWPc1KprRCaNQzyNzmmzOBaSmVsK42fnVe3kL/IfwqDV5wSltGeFAZ/949P0/nXfR956GEtCrLF/cOarMvOKVZXQYzkdwacZVbpg+x/xr0DJxi9iApSbalJVm27tpI6Nx+vSkZCOox9aZm4tbkBFFSY+amlaZIlPU5qM5NJnFAE3ejOKjEnrTx0oAX3paKKYC0tJ60uKYCjpzSikFKKBC04U0U7pQA4UoFNFOoAUGlpopRQA4UopBxQD1pgO9KUU2nUALS0ZpKAF+tFFFMB3SiijPSgQopabTs4oAX09KWmilFMBaO9JR9KBC0DiiigYvYUvWkpR15piF7UopKXvQAvSkpRRQIPegUUtMA9KWk70v0oAXpSim/SlpgL3oHSkpRQAc0UUtAgxzRSD2paYBRR2pRTEJS96T2qC7kmihd7eMSyKMqhbG4+maBlilAzTI2LorMu1iMlfQ+lSDpQISignmimAtFNJ9KKBHldAOTSZzS1xHUHarVt+68NySdDeXJH/AAFP/r4qnK2yFm9BxWheobew060H/LO3Dn3LHP8ASuqh7sJz8rfec1fWcIed/uKBpu7B5FPNRN61ynUPLYHWu4THiX4YyQbfMudKbeoPUp3H5fyrgwc10/gTVhpniBY5z/o9yPLkU9CDxUSV0Uji5F8kY5aPOVx1T6VehuBJGCDuIHJHetDxXozaH4gurIDMatuib1Q8iuak3wyb4SVP86zS+1E6faKS5ZlnVR52nzAHJ25H4c1Q0+bfZKP7vGKkW/jmzHN+7f36Gs+zbybiWFj0bitFJM5pwcGmaoOacCeg61Cj8e1a2kaebqUSOPkB496zlJRV2VFXdjV0e1ENv83BPLe5rZQ7/pVZk8rCAY9atW67sLXjVJczud0UkiZJUhjeVw5EfJ2rkn6VXsvEmm6pdNb2M5kkUEn5SB+dZmv+Jba0txZWMyvdTP5Z2n/Vj+I5qHwtZs00t95HlQ4Kw57jPX/PrWsaC9k5z07CctbI6ck1r2kKqq/QZrLgXfJk9F5NW9R1OLS9OV3PzyHC/lyf5VhCPUJPoF1KZbhivQHA+lTWuQh3dcVzL+JMLstbR5JO5wcVPZXmsTs5mjSCIj5QOWNJwbdx2sjTkLMxx60i27E5PH14qumn3hBlu7xo0z0HFPU28PCB5D/fdq3hSctjOUkt2XEgjX78qD/gVSYgXpOh/Gs15UccrUEgjYEEGtVQn2I9pE3oIkedfLljOTj71Zequo1OZUIKoQmQepAwf1qlGiwyK8QwwOQc1zkmi6tBIz2eqtJuOdswrppQlAh8k93Y6YPn6009a5j+0NfsObuyW4QdWhOf0q1a+KrOZvLuN9vJ3WRcV1KoupLoyfwu5u53cNyKQLtXEUjR/Q8flUcVzFOoMLq49QakB9a0VnsZ3lDRifv1Xny5D9MGnB2AAkhI9SrA0mc96UHFPUXMnugkkjRQTvwfVDxRt80fu8N9DmlEjDoaf5o/iRSfXHNO4WgysyFSacsmOtWBKDgH7vo3Iq9baTb6kdsUoif68fkae4nDszOVgad+NXrvwrqticpGs69ihx/OqGHRtk0bRuP4XXBp2aIaaHClpB1pR+dIQo680tIBzSigBRThTacKYhaWkFKKYBTh93+VNGMc04fdoAWgUUtAC9qX0pBSjrQAvegHFB9KMYoAdRQKKYCij60gpaBC0tIKWmAZ56UtFHtQAo60UlLQAUuaSjtQIdmlB6UgopgOFLnuabSjp70AKDzS0gooAWiiimIUc0tIKO9ACil9xR2pO1AAOvNOBpuetGe9MQ7tR1pM8UZoAdRSZo7UwDNKDSY5pRTADRRS9qAExzTqQUUxC/WgUlKPWgQUUGigDyUNTwwqAZp6muI6hZl3IiDq7qv5mtXWznV5VHSMKg/BRWbbjzNUsk9Z1q3fyeZqd0xPWVv5mutaYZ+b/Jf8E5XriV5L9SvimMKkHrQRXLY6is3Bp8chjZXBwQcg0rp3qLHODUlHfeJox4k8E2WtwjdcWeIbkDrt7H8688lg3A13Hw/v4vtVxo98c22oIUwexrm9T0+TS9UuLKcYeCQp9fQ/lWa0lYq+hy15Yh1PGGHQ1kASW9x8/wCfrXXzwhx71iahZ5U4HTpTtZ3G5XjYg066ludTgtPLJ82QJuHYdz+Vep2UEMW2OJQFUYHtXmHhyWGDV83DYYLiP616NavhRhs+hrkxN1oa0rS1LV3EVm4HFWLeMonuami23CjdycUydGkheJWMZYEB16j6V5zV2dF9DMk8N6dNei5ktUMgJPSthIwiBQMADgCuXv8AT59Cs/tttfXLCIl5RI+QR9K6u1l8+zhnZdpkjV8HtkZrepF8qd7om+patLZnwAM5OfyqlfC1u5led12xjag64960JbhrawkeNtreWVB9N3H9a50cDFbU6ClHUxlUaZeWWzi/1aFsegxSm/IP7tAvueaoGlzW8cPCPQzdWTLL3DytmRyx9z0pmeKizS5z1rdRsZ3H5oJpm7FITVWJuOzzTfpRmm5xRYdxSc1WubG2u123MKSD3FWPpRTC5gyeGhC5k0q7ktW7KTuWmrqurab8up2nnxD/AJbQ8/mK3+tIRkY7VPs1utDVVpWtLVeZVstbs75R5Mq7v7p4NXi1Zd1oVpcyiZU8qZTkPHx+frWkuRGoY5bHJ9T61ceZOzJn7Nq8dPIUOR0o8yjOKb0rQxF80jFH2llPy5H40w5oEe4Uhl628Tahp5/cTvj+6xyPyNalv42tNQIt9Z0oMD1mhHT8K54WynkjNTRxKp4AFNX6FKVjS1D7H9ozp2/ycfxiqwFHYUCmZsXODS02nUCFFKKTtSigBwpetJmlpgKO1LTRSjrQAtLnPNJR0oAd3p3Wmg04UALRR0ozTAUUopBS0CFHNFGaQHmgB1KOKaPeloAUUUnelFMBR6UtJ3ooELSikpcjNAC9+KUdKb3paYBnmlpM0tACil4FIKWgQZpfrSUoOaYCk9hQKBRmgBRyeaKQD1paYBijPGKKME9KAF7Yoo+lIBQIWlBzSfxe1LmmAtA96KAc0ALR3o6Ck70xC0tJS0AJ2oopBTAWim5ooA8kpQeKMelJXGdJY07nXLDn/lsP5U+7b/iYXOf+er/+hGorA7dasG/6bCpL4Y1O6H/TZ/8A0I11v/dl/if5I5V/vL9P1EU07rUKt61IDmuQ6hWHy+tROuORUtBGRQMS0uWtbqKaM4eNgwOa7Hx1Amo2en+IbX7tzGI58dnA4ricbWruvCTDXPDuoeH5SCzp5luT2cVlNaX7FI4fqKrTQCRcEVdeExuyOuGUkEHsRUZWmI5TUbBo23p8pByCO1bnhnxFJI32W6IEy9M9x61ZntllBBFc9qWlSQOJ7YlGQ5Vl6iplBSVmEZODuj0yz1NUdd/Aq1qFodQhAglKOpDoynoa4PQdbS/UW91hLheo9fcV1cf2u0UOhLr2rz503Tlc7FJTWgqaJquobYdcvI5LVTloYEK+bg8Bj6ewrpEQjAIwB29Ko2WsqSFuFwa2rcpcOuwg7jUSk5aMVrGdqtwnkJAo5OGb6dv8ayT2xU99L519M+cgtx9BwP0qsTXpRjZWORu7FzRmmbvSlzWliR4YUu70qMU7PpTsIdnHWjPFNJ7UmelOwDs0Z4pDQBxQA4dKOlIDRmmAY5pTTCxzSK/Y0ASUppARS45piE60oGaXH404UwGhMnmngUgpcUCF+lPXiminCmA/rRSDk0vegBadTRSigQ4c0opop1MBwNL04ptLQAoOKXpTaXPFADqOaPTNFACjpTgfWkFKKAF60tJRTAXrS555pBS0CFPSigUUwFB5oz7UUUAKKOtJSigBeppaQUtABS9aTrS0CFozRkYo60wFpRSL70tAC0UYooEO70ZpAaTrTAcM5yKWkpetABS0lLTAMUUUtAByaOlJnmloEJSg0lHSmAtO7U0dc06gAoz3oFFMQueaKQdOaX60AFJmg9aSmAtFNJooGeTUtVhewHpIv508XMR6Op/GuQ3J4m239o/92Zau6umzWbsdP3pP581lvMuUZSMq6nr71sa8V/th36eYiP8AmorqWuGflL80cr0xK81+pn5x0p496bFE88gSJGduyqMk12OmfDrUrqJZb6RLNG/hblx+FcbaR1nJc0V6NH8NLQsPO1GZh/0zQD+ea6CHwVoK6XJaJZr5rptM7fM/1z2/Co50M8aZdw4q7oGqPo+twXKkja43fSna5pFxoWqSWlyDwco+OHHrWa/zDjrVXTQzrfG2mpBq631qo+zXy+ahHTd3Fc0Y67HQpR4n8HTaVKc3ll+8gz1I9K5XaRkMMEHkHtUR090ZVKYprwrImGGasMKibiqJZzGqaO8EgubQlWU5BHatjQPEkkw+zXL7JwOhPD/SrjAMuGHBrB1TR8N59rwynOAelDSa1J1i7o7NLlWYFl5q+NZ/s7T7i6hQyyRr8iA9STjP4dfwrh9G1/zCLa/O2QcK/wDe/wDr10SNwMcisnQhe6NlWfUSx121vPkZvKk7q3FaO7PINYt7pNveDcB5cn99eDVEXWoaM2Jx9ot/7w6gVesdx8sZ/AdPmlzVKz1CC9jDwuD7HqKuA1orMxaadmOz7U7JNN7UZxTEO+tGaTPNGeKBC0uaTvikJpgOBpC2KYWxUbS4PNAErnI61XeTDfLUUlx2FV5LyOIFpXVFUZJY4xQBqwsWHzGpxiuJv/GuW+x6BAbu5bgyY+RP8a1/Da6qsJk1mfzZGHC+lAjoc0tNU5paoBV607rTRTxQACnDpTR1pRQA8daB044pBTqAAU4cU3vSg570AOpabS54piHZxS5puad2oAXPpSgg00UvagB2eKXNNzQPegB4pw6VGDTgeaAH9KPrTaWmAopc5pB0oHSgQ8UUlLTADzS0lLQAUCkBpwoAUUUDrQe1AC96Wk+lKKYhcflRRS9qADOKUGkpOtADqX6UgpaAClxSCimIdiijNB60AL0oyaSjNMBRQDSdOaBQA6jvSUUALRRRTEKKXtSCjNMBwoBxSZoNAAM5ozSZxQKBCk0gNJn1pM470AONFM3etFMD5o/eL91mH40oknH3ZG/OpeKOMVzm5e0Oz1bWNUitNNjkuZWYHavYdyT2Feva38NNY1CbRpYryJNyrBdhefLUZO4HuecV534C1r+xfEkTZ2xzEIxr6U0Wf7Xp7EfvCp3c+hrOdaUIuC2YvZqUlPsU9P0fT9Hh+zaNZhMY/ekZZj6k1f8AsM8jqsjAFvetOLaVBUAewoMQeTLZ5GOK4pSubKNii1ksKnfdKpHQdTVUG4DZhRmToGxitRLZWkcxqFROOnWg4ClcVNy+VHK+KdKj1/R2jliC3cQJhkx39Poa8QuL+O1upLe53RTRsVdGGCCK+kpYVdflFeQfFfwS0wbXNNiLSov+kxqOWUfxD6VpTqa2YnGy0OX0XxVHomrwX0M3CtiRf7y967LxPZ2pVNYsHX7FeANkdFY9q8Nmywx2r0n4deIrW+0ubwpr7bra5G2J2P3T2rpnHS6M07j2liP/AC0X86T5SOHU/jXMeJtE1DwtrElldM5T70MmeJF7GskXkw/5aN+dOKUldCbsd00foQfxqNomI6cVxov5x/y1b86kXU7kf8tm/OnysLmrqWjCfMkK4brx3qtZ63daZJ5N8rSRjueo/wAaqjVrsdJTUc97JcptlIb3xRytEvyOzs9VtbyMNDKrD69KubkdcNgqa8yKFX3Rlkb1U4qaPUtSgH7u4LD0PFGnUXMdjd6M9vL9o0t/LfqY88GpLTxEIn8nVIjBIP4scGuTTxNqMXDycepFSSeI57qLbMkMoPcip5OsTdVU1aWp6FDdQ3C5hlVx7Gpt3NeWpfSxybof3f8AuvWvY+I7mORftFxmMdcjmlzNbofs4y+Fnd5xS7xjiuDPjK5A5ijH/AqhPjWc52qD7KM1oYHfGUD2qN7gKOua4L/hKtSk/wBXaHnuxxTH1jWJ/wDl4itwf7i5NLmQro7mS7CqSzAAdycVjXviXT7bIe4Dv/dj+Y/pXOR2KXrbtS1CWTvhiTn8BWvZ2WiWwADj/vmjXsFyrNr+p3zbNMs/LU/8tJf8KW38K3mpyCTWLuSVf7g4FdBBeaVEPkkQD3FXU1awGMTrQkxaiaZotnp0QW2hVPfFairt6VSGqWX/AD8J+dPXU7M/8vCfnVgkX1p2eapDULX/AJ+I/wA6kW+t26Txn/gVAy11pwPpVb7XAek0f/fQpwuYf+esf/fQoAsDilHbFQieI4/eIf8AgVKJU/vr/wB9UATdaWoxKuPvr/30KdvUjhl/OgB/SnCowwx1B+hpwYdiD680CH0ZpFO6nAHt/OgBaWmjJpwU0wAGlzmkCn0pdrHoKAFpc8UbG9KArelAAOvFOB55pAjelLsYjgUAKOuaUdKbsbtS7G7jrTEO4xSikEbkdOKAjf5NADhxS5xTSjDr/Ol2EenPqaAFFAPPFGwgckD8aQL0+dQO/wAwpgOp1Nwv/PRB/wACFG6MdZox/wADFADqWozJCAM3MX/fYoE8APN1CP8AgYoAlz2pc461Abu0H3ruEe2+g39gvW+h/wC+qAsTg07tVQ6npo66hCPxpp1jSQf+QhFRcLMuUDpWe2v6OuM36Ed8Cm/8JJoq9bzP0WmFmaeaM+tY58VaIpP+lMf+AUjeL9DH/LWU/hRcLM2qTNYZ8a6Kuf8AXN7YqI+O9IX7tvO34ii4WZ0eaUGuYb4g6aPu2MpPu9Rt8Q7UZKacfxei4crOrzSE1yD/ABFA+5pyfi1RN8R5/wCCxhB96LoOVna9aN3PFcI/xG1E52W9uv8AwDNQv8RNYP3TCv0QUcwcrPQ9rn7qN+VKIZTx5bH6CvM38f66/wDy87foKgk8aa6//L/IPocUcwcp6uLa4P8Ayyb8qX7JcADMe0f7TAV49J4n1eT71/Mc/wC3VZ9Y1GT793Mfq5o5g5T2o27Ly0sK/WUVGfs6kh7+1U98yCvEXvbtvvTSH6tUTTyH7zsfxo5h8p7a17pcX+u1m1BHXBqJ9f8ADsX39YRv9xM14pvY9TSbielLmYcqPYZPF3hiNv8Aj+nkH+zHiq7+PfDcf3Y7qT8QK8lyaQ5o5mPlR6lJ8StFQ/udKmf03SVUl+KNuv8AqNFhHpvYmvN8Gii7CyPQT8VroH93ploo9CmaK89opXYWRhilFVfMb1oEz1N0OxejYo4ZTgqcivoz4V+JFvdLVXYFmQK2fUV80LO3eu7+GfiJrDWfsrthZCCvPesK6uuZdDSHY+nyDG5K9DUqVT0y6W+sQQctirMecgGuM1LKL5YGRxUNxEDyuPpTnkO3HWoGlywAoY0QFtjYP4ZqKaKOTKOv3hyCKveWHUhgDmqd+Ta2bOhOVHGazbsrsrc+d/if4JHhzVze2Sf8S+7YlQP+Wb9Sv0PUVwkbPDIskbFWU5BHavq3xBoVv4l8NtZ3ABS4jxuHVW7EV8u6pYS6VqtzYXQ2zW8rRsPcHrXoUKnPGxzzjZnpujalZfETwz/Ymsssep265trg9SRXmeq6ddaNqUtjfxGOaJsHjg+49qis7yawu47i2kKSRnIINemn7F8TPD4UlIdbtU+R/wDnp7H2qpXpvmW3X/MXxKx5XvFOD0+9s57C7ktbuMxTRNtdWHQ1XxWys1dGZMHpd1QgUvOaYEu6lyDUPNLzSsIl4o2IeqqfqKj5oyanlQWH+RF3QUC3hz9wU0E4pRmjkQrEixRKBhF/KnjA6YH0FQ5pQTRyILE26lzz1qIfSlGaqyHYk3Uu/BqMKaULTGSB6cGzUY4pwPpQBICaXJ9ajzS80ASbmHQmlDt2J/Oo80oNAEnmP/eP504SOP42/Oos0uaBkomk7O350onmB/1jfnUOaUGgCf7TPn/Wv+dOF1cA8TP/AN9VXB4oP1oAsG8uccTSf99GlF9djjz5P++qr5pQeaQiyNQux0nk/wC+qcNRvAf+PiT/AL6qsKM+9Ay0NRvc/wDHzIP+BUv9p3v/AD8yf99VU3UuaALY1S9x/wAfMn/fRpf7Vvv+fmT/AL6NU6WgC6NVvv8An5k/Ol/tS+H/AC8y/wDfVUxxTqALY1S+/wCfqX/vo0q6pfD/AJepf++jVQc0o6UDLX9pXpPNzL/30aUalef8/Mn/AH1VSlwKBFr+0bs/8vMv13Gg6hdD/l4k/wC+jVXbz1pSKQFg3912uJP++jQb656GeT/vqqwHvQQPWmBOby4J/wBfJ/30aT7XP0Mr/wDfVQGjFAyb7RMf+WrfnR50veRvzqMDPWjFIBxmkP8AGx/GkMr93P50mKQ0ABdv7x/Ok3nHU0lFMA3E9zQDRRSAD160vGOTSUZoAX6UlG7FITTAWjIHakLYppb0oEOzmlFR7qUPxQA/PFITTc980hfAoAdTc03fTc89aAH7qP5U3cKaZAOvFADxSk496h+0Rjq4/Oo3vIF+9Ko/GmIsFs033NVG1O1B/wBatQtrFsOjE/QUhmh1NGayjrUX8KsfqKhfXOu2In8aANvdSFwK559dl/hjUUz+2Lhuw/KgDoTJSeZ6VzyXl3L/ABn8BVmPzsfvJGP40Aa3mYorNye5opAZtLTc0oNQaDhVmyuntLyKeLho2BBqrmnA0mCPp74eeJUvrKE78hlGRmvRtwLZHTFfK/w38RnTtSW0kfCMcrk96+m9NnF7pscqNk45rhceVuJs9dS0/wA3TrTREBinIRn3qO8uEtbdppN21Ou1cn8qSVxES3nl6strJwssRZD7g8/oR+VTzxLNDJG4zkYxXAeIvEl3qNxFJoEe1LCdfOuWHypuG3k+27kCu402yGn2UcRuJLpyMvM/Vye/tXTVoctNOXXoJS1Kelb1hkspT88LEj3FeH/Hbw69jrtvrcAxFeKI5cDo6jg/iP5V7ldn7LrdvdAYichJT7VnfETwvH4m8JXtkmC5TfA3pIOVrjw8nB27fkXUV9e58iF3H8VXtK1m80jUIrqzlZXRs8HrVOWJ4ZHjlQo6MVZSOVIOCKi6V6lznsewX9rY/EzQBf6cUg1uBfnQ8eZ7GvKrlbqxupLe6jaKaM4ZGGCKn0XW7vQ9QS6spGRlOSB0Nel3drpHxN0r7RbNHaa1Ev03+x9RWN3Sd1t+RVlI8n+0tTvtbDtUuqaRe6PeNbajA8MinjI4b3B71SrZSTV0RylgXn+zTvtn+zVXHNGKq4rFv7aufuml+3JxlTVLpQaLhYvi8j96UXsXfI/Cs8UUXFY0heQ/3qeLyD++KysetGBRcLGuLyD/AJ6Cl+1Qn+MfnWPtGelBUHtTuFjaFzF2cfnTvOjPR1/OsLYtL5Y9T+dFwsbomT+8PzpRIn94fnWB5Xufzp2w9nP50XCxviRc/epQ49a5/awP3z+dAEg/5aGi4WOh3CgN71z+Zv79G647SH86BHRbgaUMPWuc33I6SH86POuh/GfzpgdJu96MiudFzdDq5NH2u6x98igDpAw9aCa5r7ZdjrI1KL+7HWRqAOk3Y70ofnk1zX9o3P8AeNOGo3I6uaAOkLAng0m73rm/7Ruc/fpP7SuB1ekM6YNSgk965wancf3/ANKkGo3BX71MDoRzThwa57+0bjHD/pQNSuMfepAdH260o69awI7y6lPysfyqc3E8YXc/fmkM2QfelB96zBPJ/eoFxJ2NK47Gn260o+tZZuJezUxrmcdGNFwsbGc96QmsM3s+eXNNN7N/z0NO4rG9uHHNGR61z/22Yj75/OpFuZiOXb86LjsbuVo3CsT7RJ3Y/nSefJ/eNK4WNwMPWkLj1rEM7/3jTfOf+8aLhY3fNXuaaZV/vAfjWGZW9TTTI3rRzDsbhlXuwpPOTH3gB9aw/MPrSeYfWi4rG6Z4/wC+PzpDdRjrIp/GsEt700ye9Fx2N43kIHLimm/h/v1gmQetNMtFwsbx1GEfxfpUbalD6msMyelMMhouKxuHU48cZqM6qn90/nWKZPWmh+OtFwsbJ1hf7n60w6weyCsgtSFiRTuFjVbWZeiqtRnV5yOMCs3JppJNAF9tUuD0bH0qM6lOf+Wh/A1UpQPmoETm7mJ/1jH8aiaeVurn86Tbj6UhoAaZG7momct1OalVNwLO2FH51GzDd8gwKYCKmeXOBTsoDwM+5ppBPNJkD3NAh5cnpxTSR6mkw0lW7ewd+SMCgCqkZc8CrsFiW5fir0NmkQHHPrVgR8UrjKyQhF+UU/bU4TtS+X3pgQbaKseX6UUgOd8wgcilEgxTBcP35+opfOQjDIPwpWK5iTfk04GogYj0yKdhf4X/ADpWHctWtw9vcJLGSrI2RX0x8LvFialpkcTtkkYYehr5hUv2Kmu5+GuvTabrixOdqMcjnqawqR0uWnfQ+rNg3ZFI6BuGGR3FVdGvUvrNWDZOKunGeO1c4zmNb8JQ3lvcjTpWspbkESNH0fjuOlR6L4ga3jfT9WikWayxE8yqWU8cH2GK6lx8uaqmxtzNLN5Y3ygB2xyQK2VW8eWeorCyxJd2bL94MMqwrP0rUGWOTT735Ssm2Nj9M1rIwC4UYC8DFZ15aR3E0kirgouQw/vYrhqJp80TaNmrM+cPjD4dGheOJZYU2wX6+evHAbOGH8j+NefnivpH4h6EvjHwjJCq/wDE009TLB6uB1H4jj8q+a3XBruoVFUhdGM4uLsxS9S2Oq3Gm3S3FnK0cinIKmqThqj6GupIybses6d400bxXYjT/FVuhfospHQ+ueo+tZetfDK7hQ3Xh24W/tjyELDcB7Hof0rzwMRjbwfUVv6H4y1bRJB9muHK90J4P4Vi6LTvTdvyKUk9GZtxbXNlOYb2CSCQHBWRSDUYYEV6da/EPRNbhFt4k02Ns8FgoI+uDTp/AnhPXU36DqZtJD0Tdkf98t/Q0vauPxq34ofLfY8vzzRXY6l8LNesTus2hvU7bW2MfwPH61zV7ouq6aSL/TrmEDqzRnH5jirjOMvhYrNblPFKKQSKe9OzViCkFLilxQAlGKUCjbQAmKUjtS4o60AJilxRQKAFxSYpaAKAFC5PFdfrvh+28O+C9PnnUPqGrNuUMP8AVRJ1Yd8sxA+gNR+DvCrapd/bb91ttPtv3s00nCqo7/4VW8aeIx4m8RvdQI0dnBGtvaRn+CJeB+JOT+NSpXeg7WRzwowaWlqrisNxQFp4FGKLisN20bRTqSi4WE2r6UbBnpTuKMZouFhhjXPIpjBAcAVI552j6mlgj3sWI4FVcVhEtgRkip0t1xzUoFOA6VLkVykX2dPSl+zJ6VN0pQKXMPlERdoABwKcw3DmgUtK5VhACB1pwB9aMUvalcLCYo20tLRcLEbRhqjNtnvVnFLwKOYOUqi2PrTxAQOtWAKcMdaXMPlKvktR5DnpVwH0ozzS5iuUp/ZpMcCk+zyjtV7PqaTijmYcqKBgk9P1pnky+laXFLjIo5hcplm3m9KT7PMTytauKXGelHMHIY/2WY/w0n2ab+7W1so8ujmDkMI2s4/gNJ9kmJzsNb/lUnle1PmDkOee2lVclSAKgbJrpng3KQRWJcQGOVlqk7kSjYpkUYqUxGlEeelWQQ7c04IcVKIifpTxHt5agCuVwMmmAZJ9andS7cdKctvgZIpiIgmOtIxCr71My+v61GIi7c9KAIgxP9KV8KMn8qmMJHTAqCR0Q/32oAj2s49BSEqvHU07EkvTirNvpkkmCwwPU0AUsNIcCrVvp7yNnGB6mteHTo4+oyatCMAcCi4ijBp6RjJ5NWlQDgCpglPWLNAFfZ7U4Rn0qysI708FE96AK6xGniEn6U5pwOgqCW9VBlnVR7mgCYQqOrAUVmtrEAbAfd9BRQBzuMUVqfZV7DNNNqvpTuBnDFFXjaD0pj2npRcCqGI71bsL6Wzu4po2IKMDUBt3BxilELL2pOzKPrf4aaxb6zoMMmcSlAWwfzrs3iYN8nOe9fO/wR8Qtaal9glJwRlfp3r6KVwyA9j0NcEo20Nb6i+WcYNNKcGgyFeD09aeHBXioHcrom4ENwP50kxhtoy8xCJjgd2+lSXEiwDAI3nk57V518U/GV54S8OwXemqslzcXIiLyDdtG0n+lP2begc6E1SaeDVrjUIEbAOQo/hHYV4P4/8A7MPi+5OkKER8NMi/dWU/eA/z61Jq/wAS/EmrQPDNevHE/wB5Yztz+VclvycnOe5PenhsKsPezvcqpUdS11sKQD0prJS7qUc12mNiIxelJgjtU2MUfWq5hcpBn8KmjuZocGKZkPbBoKqe1J5YNF0KzRu6d4313TcCK9Yr/dJrobX4sXXC39pFMO524/lXnxhPUHNJsYdqiVKnLdFKUkenv4x8J6rxqOlRhj1Yop/mM1EdM8C3/MEjW7H0dlA/mK8zIOelSIjZyCRUexS+FtfMrm7o9BfwJptz/wAg3WOeysVf/A1n3fgDVbdcwyQzj0yUP68frXNQzzw/clcH61p2viLUrXHl3DgemTU2qLrcr3WRTeH9Wt8mXT5sDqVXcP0zVB0aNsSAofRhiust/HV6uBcJHKPdRmr6eNrGbi8sAfXaxH880uea3Qcq6M4MClxmu+HiDw1MMy6eAfTap/pS/wBr+FP+fHH/AGzT/Cn7R/yhyeZwBwKfHC8zbYkZ29FXNd0de8MxcxaexPttH9Khk8YWEY/0PS19vMYt/hRzye0Q5V3OattDv7mQIluwJ/vcfp1rpbHwfa6You/Et0trEPmEbffb6L1/OqN1421OVClt5dovpCoX9RWDcXM93IZLiR5GPdjmi0pbsNFsb/iXxYdUgXTdLi+x6VEcrED80p/vOe/07VzWPzpcUYrVWWiIeo3bShadSZoEGMCijNJQFgPJpMClpenJoHYAtIWy+1OT3PpR80nA+Vf5047YV+Uc0CsQFNs2zPJ61djQKoAqqYmTEh655q6nKgim2NIULTsCjFLiouVYTFKKXFLikOwmKWjFLtoGJS5pdtGKVwEz6UtAApcUAJmlzRinAcUDGinc0oFLtIoGIMmlAPelC08D0pDG7c0Badg4pQDSATbTgtGOadtoATaKcFFAXNOC0DD6Uop2ylCmgLjQKUDvUgSlCe1FgIiueOtUL623DeByK1dnPSmPFuWqjoyJK6Oc8j5ulOWCtKS3IY4FRi0duvStjCxSKqpx3pnlGQ/NV8wRxj53Vfqagku7WEff3n/ZFMRGIQo4WmtG5qGXU3biCLHuagK3lz94sAfTigRNJ5Uf+tkH0FV3ve0SfiasR6WxOZGq5Hp8KYyufrTAyFjuLhvmzj0FW4NKPBfArWSML0AFSBfzoAqxWUcQG0c1ZVAB0pWKx/6whPqcVXl1O1hzmQEj0osItBaXaKx5PEEYOI1J96qza5Ow/dgCmB0e5F75qKS8ijHzOq/U1ykuoXMn3pT744quzluWJJ96LAdLLrVumQrl/pVGXXWIIij/ABY1jr1paLBctTancyjBfaPReKqu7t95ifqaQ0hPIpiDPpRQeOlFAHR45pcVCrMByeaY14qHDMM1BRZ20FBiolmBwcZBpWuI0xvO3PTNADvKB6UnlA05ZFPRqdkeooA2vB11/Zvia1mDYBbafoa+k7TxbpJEdpJeL54AyF5r5XjkMciupwynINXbLUprbUkuzIxfdlmzyaUYRlJc2wpNqPu7n1TH4g0uSbyjeRF1zlS4BGOtc7q/xb8Oab5sVtK88qNtygGPfFeM+JDPLDHq9jM4juF2XAVujev41yZNXVw6pT5SKVT2keY9W1L43StA/wDZ2nhZSx2vIc4HvmvPPEfjbW/E9uINVmDwq28Rjpn1x7Vl8UhUHtUWRqjKMJ9KaYfatbyxSeSCOlKw+YyfJ/CjyjitbyF70htge1Fh8xleURSbTWp9kFJ9jB6UWY7ozClKErR+xCkNlSswuigUpNlX/sR7UfZHo1DQpBfalC+1XBaP6UC1buKNQ0KgHtTsVZ+yt6Uv2dv7tIZWxTgKn8hv7tHkN/dpDIQKMVN5B9KUwn0oAh20FfSp/JPpR5RoAgxS4qXy2Pajym9KYEOKOam8o46UnlfhQIhpcU8xmjY1ADCKTFS+WaQKT2oAaqZIq+ulh7UzuxAXoPWm2kHmSDNdFLYltK2xnpzTEzlZB5aEgVDEu+Te34VbuI/4fzpIYgFqTWMUxsq/Jj1qzFbBbfIyT71GyA4BrWtIkeEqT1FZVJtDjFGZtoxVuW28tyOtR+SapO4rEIFLtqcQn0pfIPpTAr7aXHp0qwID6U4WxHY0AVcUu30q2LVv7p/KnC0c9FNAFLb6U7bV4Wb/AN004WMnZOKAKOygJmtAafKeq1INNk9BRZhdGbtxSqua0xprHqakXTuPvUWYXRlbDijyyK2F01W6sfwFSDTAfuhj+FPlYuZGMsVPEVbiaO3aJjU6aNIekH50+Ri50c8sNOEPtXTR6FL/AM8xU6aDKcZwKfIxe0RyqwNj7p/Kni1f+6a6+Pw9n7zVOvh+LHLEmn7Mn2qONFo/pUgs26Gu0j0OFeozU66VApyIx+VP2YvanECwY9AfyqQaZKRxGxruF0+MchAKlFmo/hFVyIn2jPO7u2mtYd5hJPoayJLy7JIjtkH1Nen3mjrdDBFZreFECnI/E0uUOe55y8mpSDoifQVAbW+kHzznHfFd3d+H4olLLPGuPVhXO3c9hbA7ryJvZMnNLUrQwDpef9ZKzU5bCFe2T71NNrdgjYUM5+mKqyeIo1J8q3U/WnZiui0lsi9FA/CpRDgcA/lWLL4huv8AlmqJ9FqnLql5MCJJ2I9M1VibnSM0affkVfqaryalaRH5pd3sormS7seWJ/Gm55p2Fc3pdeRVPkQ59NxqhLrN5Ln975Y9E4qiKRqYDnmkc5d2Y+5puc9aB0pPpQIWlPQU3qKXNACGiig9aAE96dTRTqAE65oNAOKO9ABRSGigDoHT5Tg81kPaT+YcqW561qJdwyDhsexp/mR/31/Op2GRquEAHpVS4G68jQ9OtW5JVCnBUntzWVLIRc7s8iktx9DSC81SummWXI3Be2KtQXCSKOQD6VNwfejYRFaNJ5ALsxJ9afPdPBEXB5zxT/SqepHEar6mmB2/hPV0ubVtOvvnhnXac/561i6zBLo19LbzKXC8ow/jU9DWLpV8YHA3bSDlTXoEkUXinQ1VcG9txmP/AGh3X8f512x/f0+T7S2812OOV6NTn+y9/wDM4pNRjcdCKlF1Ge9ZzqVuJARtIYjHpTh9a85uzPRUbo0lnQ96eJFPRqzRn1pwJx1pc4/ZmkGHrmnA1mZPrTw7DvT50L2bNHNOzWd5r+tPE0metHOg5GX804CqK3Enfmni6f0FPmiTysuYFO2jHFVBdHutPW79R9KfMg5WWQg7UuwEdKgFyvcU9blDRoFmSiIU4QA9KjFwmetSC4T1p6C1FFuKd9mzQJ09akE6f3hRYNSMWnsKcLT2qZZU/vD86kWVT/EPzp2C7Kwss/w0psgP4KuLIPUfnT1ZT3o5ULmZQFgD/BTvsAH8FaSsKkUijlQczMr+zh/cpf7NU/8ALL8a2VIqRcGjlDmML+y0/wCefNA0lMcx/pXRKFPQU8KtHKHMzmv7Kjx9w/lTl0iP/nmfyrpAinqKfsXHSjlDmZzsemrGflSrnlyGPZtOMVsKi9gKcEX0FHKLmOaOkxMcmLmnrpEQH+p/SulCKewpwRfSnyoam0c1/Y8RPMP6VLHp4T7sR/KuiAXoQPyp4RfSlyJhzs546fvbmLNA030h/SukCrT9q56c0ciFzyOb/stiP9VTv7LcDiIV0g2gdqUFO5H50+VBzM5waVJn/VAVIukSn+AV0HmRjqyj6kUefCP+Wsf/AH0KOVBzMwho0oPRcVINGk9R+VbDXdup/wBdH/31Sf2haL1uE/OiyC8jLGiPu5b9KmGh8cvmrp1WyXrOtNOtWAP+u/Sj3Q94g/sOPuxNSLocHGc/nSP4hsF6SMfwpjeJ7JR0Y0rxHyz7FgaPbjquakXSrdf4BWc3iu2HSNj+NRHxcmPlgP4mlzwH7OfY3UsIF6IPyqVbaMHhBj6VzLeLn/ghX8ahk8V3bcIqj8KPaRH7GZ2AhQdgKURoO1cQ3ia/bo+PwqJ9ev3/AOW7D6Gp9tEr2EzvgqikJjXkso+przx9TvZD807H8ajNzO2MyN+dT7ddilh33PRWu7aP700Y/wCBCom1awj+9cIT7GvPS8jfecmkGc8mp9v5FfV11Z3r+IdNUcyk/QVA3imyX7qs1cUFyfWnhc1LrspYeJ1jeLYx/q4M/U1Xk8WXTtiKKNf1rngnHNPVD2qXWky1Rguhrv4j1F+BNs/3eKqSXt1OcyTMxPqarhMe9PCccVDm31NFTitkI4aSJwXJypHWvJ7ncJmB6qxGfxr1wJng15RqaeVq11HjGJWwPxrag9zDEK1irnJ5pT1FIOtKx4rqOMD96kIoFIT2oAKMc0Gl/hoAB3pKUHGabmgBcUdDQOtBoAAOKM0ZzSCgBTTc04/dpDQAgpcc0uMUUAITzRQaSmAtFBopAGTRk0UUwDJ9aSiigABI6U9WdmwpOfrRRQArPKjcsR+NIXeVgGJPpmiikAssTQMATyRW34a1ubTtRTLMUY4NFFVGTi7omUVJWZo+NPIHieQ2oVQ0UbPhcZYrkn9RWGPeiiueo3KTbOqmlGCSHg4pwOaKKyNBR6U8CiikMdQKKKQx1KKKKQC0tFFAC9acKKKYxQOafRRTuKwd+tOyfU0UUXCwoY9iaXzGH8RooouxWQvmuP4jR58g6OaKKfMw5UL9plHRjUsd9Kg5JNFFVzMlxQiajKjMWJOe2elPXW2jU7gT+NFFVzMjlRFBrkyuzSMzA9BnpUqeIJssXz14AJ4ooo52TyolPiRlt3AVvMPCnceKpr4iv8/6w5+tFFLnZSijX0jVLq7lAlkJz712k1msWhzXQJ8xUyOaKK0u7GVtTzW+8T6jDceXHKQMVJb+Ib+WPJlP50UVPM7Ho0acW9ULc+ItQjhhKzNuY881uaJfXd2QZpS2feiiuHFVJxhoyYwjz7FvXLqa2kiWNyMrk4NZX9pXJ/5at+dFFThqknSTbKlCN9hBqFwc/vW/OkN9cH/lq350UV0czJ5UIbuc9XP50faJSPvmiipuwshvmyd2P50eYx7miii7HZBuJ704HAoooATr70ooopAKOKWiigYv0pRRRSAXFL0oooGOp3aiikMcBxzQDRRQIdxUi9KKKBj8Yp6n5aKKQx6jvUg9KKKQDxjivLfE8fleJLoDoWB/SiiunD/EzmxPwozATRRRXYcImaG+9RRQAClJoooAQUY7UUUAHSg9KKKAE6CgDiiigBR0NJ1oooAU0lFFABQBk0UUwENFFFAj/9k=[/img]
Litzenfarben:
Gelb/Weiss
Braun
Braun
Blau
Blau/Gelb
Weisss/Lila
Grün/Schwarz
Frage 2: Ich habe im Netz gelesen, dass es zwei Arten von PDC Gongs gibt. Zum einen bei originalverbauten PDC unter der Lenkradabdeckung in Kombination mit dem BC und Für Nachrüstsätze unter der Hutablage (anderes Modell).
Meine Frage an euch. Welchen sollte ich am sinnvollsten ansteuern? Habe eh die Hutablage runter kann dort viel einfacher das Kabel rein ziehen.
Und welchen müsste ich da nehmen? Habe im Netz bei BMW diese Nummer gefunden Signalgeber PDC: 66 21 8 363 091
Bei Ebay etc. werde ich zum Teil auf Signalgeber für den 5er oder 7er verwiesen.
Freue mich, falls mir jemand helfen kann!
Danke für eure Unterstützung.
VG Dominik
ich bin seit heute neu hier und habe ein Problem, bei dem ihr mir hoffentlich helfen könnt.
Letztes Jahr habe ich mir ein 320i Coupe gekauft und möchte mache Ihn mir langsam wieder fit. Aktuell bin ich dabei, ein PDC aus einem Schlachtfahrzeug nachzurüsten.
Frage 1: Leider ist am Kabelbaum der Stromversorgung nur am Ende der Schaltbox ein Stecker und am anderen Ende habe ich 7 lose Litzen ohne Stecker. Ich werde daraus nicht Schlau, welche Litzen an den Gong gehören und welche an die Stromversorgung bzw. evt. an die Rücklicher müssen. Habe im Netz bisher noch keine passende Lösung gefunden. Vielleicht hat dies schon jemand mal gemacht und kann mir da weiter helfen.
[img]data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4RDiRXhpZgAATU0AKgAAAAgABAE7AAIAAAAIAAAISodpAAQAAAABAAAIUpydAAEAAAAQAAAQyuocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAERvbWluaWsAAAWQAwACAAAAFAAAEKCQBAACAAAAFAAAELSSkQACAAAAAzg3AACSkgACAAAAAzg3AADqHAAHAAAIDAAACJQAAAAAHOoAAAAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAyMDE2OjA3OjA0IDExOjM5OjUyADIwMTY6MDc6MDQgMTE6Mzk6NTIAAABEAG8AbQBpAG4AaQBrAAAA/+ELGmh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8APD94cGFja2V0IGJlZ2luPSfvu78nIGlkPSdXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQnPz4NCjx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iPjxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iLz48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyI+PHhtcDpDcmVhdGVEYXRlPjIwMTYtMDctMDRUMTE6Mzk6NTIuODY5PC94bXA6Q3JlYXRlRGF0ZT48L3JkZjpEZXNjcmlwdGlvbj48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyI+PGRjOmNyZWF0b3I+PHJkZjpTZXEgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj48cmRmOmxpPkRvbWluaWs8L3JkZjpsaT48L3JkZjpTZXE+DQoJCQk8L2RjOmNyZWF0b3I+PC9yZGY6RGVzY3JpcHRpb24+PC9yZGY6UkRGPjwveDp4bXBtZXRhPg0KICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICA8P3hwYWNrZXQgZW5kPSd3Jz8+/9sAQwAHBQUGBQQHBgUGCAcHCAoRCwoJCQoVDxAMERgVGhkYFRgXGx4nIRsdJR0XGCIuIiUoKSssKxogLzMvKjInKisq/9sAQwEHCAgKCQoUCwsUKhwYHCoqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioq/8AAEQgCBwL1AwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8Ayc0tNpfasihaUdKbml60AOFKKQUtABThTaWmBb0+Lzr6JT03AsfbvXk2u382rfEB4o2JWafBH4816sk32TTNQvCcCG3bB92+UfzryLwjEdQ8ZvctyI9z59+g/nTsB6nAoSJVHQDFXBMLTR9Ru2OPLt2A+p+X+tVR0GKp+Mbr+z/ANwwOGuJAg/AZP8xQhHA+D7iXUvFLl+Y4wz/0FemqOBXnvwztflvLo9WYID9Of616Go5otYZk+O786d4I2pwZ58/XaP8A7KsL4etLc2NxdSfxPsH4f/rp/wAXbsJY6ZZKeke9h7kk/wAsVc8C232fwtbcYL5c/iaGgTOojBLDvXFfFXVGstWtLWM/6uBcj0yM/wBa7m1QyTIq9WYCvJfiNcHUviBNEpyBII1/PFG6Dqd/4bjKaDalurRhz9TzXQWAzeRZHG4E1m2cYhs4oxxtQD9K0bZxDb3NwePKgdv/AB00gPJ73U5r/wAcmIgkTXXX1Gea9OjACjHpXkvhZm1Hx1G7ciMuw/z+NetoMAUWsO43WLr7B4O1W5HBEQUH6n/61cB4EuzqOp3EhHEaD9a6v4gT/Zvh1cAHHnTqn1wD/jXK/DCHFpdS4+9IF/IUNaXEnY9Ej6CtHVn8nQbZemUZj+f/ANas+PmrPimTydOhX+5bj9eaXQOpz+gD/RGYfxuW/WuisE3XKD1YD9awdCXGmQ+4zXS6Qu6/hz/eBpRHIwfHDb52XrumA/WrtuAsSj0ArL8VN5upWy/3581rQjEYHtR1Doa2nDbZXjf9MsfqK5Bfn8WyEfwxD9TXW2x26Tdn12j9f/rVx+nnzfEl4/ooFEgidDGORVvXl26HbA/882P6mn6ZpN7qcm20hLLnl24UfjXT3tlomkWccuuzLctDHgRj7vr0707aC2Z534Rsbm40lBBbySMzE/KpPeux0zw7qsd3E8llIFDAnOKltfHsUtmjaRZrDAR8g27ePpU9l4rv7q7RG2AE84FCsD3OC8Z6PqEeoQSyWUwUT5LbCQB9a1E/1a/Sta++IAtdSjtb21LLI+3chzj8DV+S007WIjJZMsMv+yMD8R2+tCG72MtePDtx7uv9a47w/wA+INQJ9q7W7t5bLQbiOddriQc9iMdRXEeGyTreoH3FD3EtjqV/1i/Wqnj0/wCiyf8AXNf5VbX/AFg+tU/HvNvIP+mQ/lQ9hLcXR/8AkEW/+4P5Vt6b0uB/0xasLRf+QRb/AO4K3tM5M3/XJv5U0DONY/8AFZwe8bV1C1y83HjG190YV069qURsm1jB0mD/AK5t/M1heEz/AMSVQf4XYfrW1rRI0e3x6N/OsLwmf+JUw9JmH60faDodVpp/06PHc4rj/ELbfEWm+guMV1un8X0X++K5HxUNmr2jf3bkc/jTkEdzp1+7U+ognRI2H8Ln+VQRH5RVm6G/QWA7Sf0qnsSct4Qk3JfIf4blq6u0O27hP+2P51yPhX93qWpxD/nqG/SusiO2VT6MDSjsOW55x4muSnjeNQeIrjH616OhzGp9q8m8azC38d3qbhlJwQPyNeqWj+ZZRN/eUGpjuxy2QzxDP5PhVpP7kp/UVynw8uPMhvUJ/wCW27866DxYceCb8/8APMo364rjfhtcA6neRZ6oG/Wh/EH2T0+2YLcxn/aFec+N5Y7TxFGkSKrLchiQO2c16CPvA+9eY/E1jF4vkOeCqyL+Ipz2CO56dC2+FCOciq2v6daal4fxexCRYJNwyM4yKNFm+06Jay5zuiBJ9ak1ckeGNSI6pFvH4VXQnqcl8P5oxcajbRYVElyqjsK723bZcIT0zzXlPw7uiviOeIn/AFqZ/WvU+jZpRd0OW55Z4p8LWPhzxG2oW3E0l15jcnucmvUrZ/NtInH8Sg1598VpCupwr0DosgrsvDVyLvw5Zy5yTGM0J6sGtLmV8RPDB8UeFYYlco9tceYGA6ZGKyfhqjWC3mmyPuMLjBru7v5tIvF9I94/CvM/BF9/xWNwpPEwP6USeqBbHqI6808UwdRTxVkjxS4oApaACnCkxThQAopRSCnCgQ4ClApB0p46UwAU8Cm08dKQCgYp600U4c0wHr1zVy3fB56GqajjFTRkUCJJE8uYjseRRUso8yEMOq1CDkUwFPWpE4FR04H5eKQyUN81SsFkhKN0IqqpOeanRuBQI8t8W6QbHU2dF+STnPvXNtHXr3irSxqGmsVA3qMivJ5l2syMMEHBFUy0UG2g/e/WmmbHRgakkgVgBioHgVegqShTce9FQGNc0Uhl3rSUo6UAZrIQUoFFKKACnUgpRQAo60v0ooHPSmIoeMb06d4CnPRrqXaPoo/xNcb8NbQ+Xd3bD7zBAfpz/Wut+IulTX+jWNvGxRY497D1J5/w/KqXg7T/AOz9Bjj6liXJx1zTuB0K8muX+LF4YNI0+x6blMhH1P8AgBXWW6GSVVHUmuR+KGj3Go60XV9scKiNRj0GKAH+ArP7N4ZhY8GYmQ/nx+ldbCm+RVHUmszRrYWmlW0A/wCWcYX9K3dJi83UogRkK24/Qc0dRnlXxXuftHjE2qHIhAiGPbiu70mAWumwQgY2RgfpXEa7oVze+NheTN8klwDjHbOa9DiUCPHShsRf0ohLxZW6RgufwGa8TUtqnxFBPO65z+XNe2W8THS9QeMfMtuwX6nj+teV+GNAubTxgZ7vaSAzDGepNCA9HQYA+lR61N9k8H6pPnH7rYPxP/1qmC8VV8W2c9z4DmhtFG+acA59AP8A69AHnPw2tHOtz3EikBYuCfc//Wr1JRXLeFLH7NJPkAMoVDj1rq0HNJjOU+LM/k+E9NtxwZZncj8h/Sq3w4g2eHA+P9ZIx/pUnxZ028vBpi28e5IoNzc4xkk1oeDLU2nhu0iYYbblvqTTewjpIVywHvUfjqXZHKg/hQL+lWrJN93Evq4H61leOZPMmkUH70oH61L2Gtw0tNljEPRRXRaP/wAfQP8AdVj+hrGs0CwKO4FbWl/L5zekTURBnIay3ma/ZJ1w5NbsY+UVz92fM8WQKOQisa7XTtHSWL7TqV0tlaqNxJI3sPYdvxqUVZsSCKSfS3gt0MkssgAVR6Dv6dafpnhXTvD8s15rdys1zKc/Z4zkL6A+tUtQ8c2NjZvb+HrdmG8gy46/jXFwa1qNxc3Nw5Lu7/M0jfd9hSdSKZrGjKx6ddeJ55UFvYoLaAcAKMVz3jKY/wBnruYk/Zxkk9eK5KTxDdRHm4VT6LzWZrHiS8u/lbe42gEkcYqHV02LWHd9Wdj4fATRLUHg7K39KnjS+QvIqgZOSfavIE1rUFhA8wqoGBz2pE1m535eaT8Kam7aIHQXWR12vzJP4is/LdWHm84rqonaIrLA5RwOGWvImuiZRIGYMvQnNaEHiK/ixtlJH1oU2t0P2N/hZ7fb3KaxpD2t+oUs2AQepx1X39q4y10C70TXbz7QN8EpBilXow9PY+1c3H45vRY/ZnGRv3Z966fw98R7a6gNnr8YGekp6P8AX0PvTVSLZMqE0tjSX/WL9ap+PP8AUyf9ch/Kktdas768K2m8qG44z+tQeN7+3fMTSKrFQuM5PSrck0c3wvUn0T/kDW+f7grd0z/WSe8Tfyrl9E1K2+xxQbsFVA5rqNLIaVsHgxtyPpVLYlnHXRx4wsvo1dOO1cxf/J4rsGPcsP0rqF7UolMdq+f7DhP+0wrnfCJP2O5U9rhuK6PU+dEj/wCuh/lXN+E8Zv1H8Nwf5UvtB0Orsztu4iP74/nXLeOB5Vwjf3bkH9a6aHIlUj1Fc/4+T93M392QEfnTlsEdzcgO6JT7VeYbtGuAOzKaz7M7rSM+qg/pWjGN2nXS/wCyD+tV0J6nHaD+68TX8f8AeVWrqx1rk9PPleNJV/vwZ/I11lKOw5bniHxR3wfFe55IWVY5APqo/wAK9i0OTztDtGznMS/yryf4zReV47sJ8YEtnH+OCRXpng6XzvCtk2c/Jg1XUCfxYhk8B66F+8tozj6jmvLfhLeu+vOHOS8ZH5V7FdwC60q+tmGRNbSJg+6mvBvhjObfxTCrcEuVND7gtj6BHavJ/jRO1t4o0xh924tAM/RiP616uPug15h8dbYmz8P3q9IzJCx9yQR/I0boFoztPA1x9o8H2LE5ITafwrenj8/T7yD/AJ627r+lcb8LbnzvCgTP+rkIruYADOoPRvl/PihbC6nhPw/1Td4ztx03ExtXuw+6K+cNIH9kfEaeBuPs9+y/QbyK+jImzEp9qIq2g5as8++MRWBdJumOA6PEfqDkfpW18Nbz7V4TjXOTGxWsn422pn8A2t0Bk2t6Mkdgwx/Oq/wcvPM026gJ+6ysPyotrcL6HpwTzVkiPSRGX8xXhegXv2HxtApOGScxuPTnFe6Idsqn0Ir528Rq2j/FXVI+VC3fmr+JDf1okuoRZ9EJ90VIOtVLCUT6fBKpyHQH9KtrVEjxThTVpwoAWlFIKcKAHClA4pBThQAopwpKUUAOFOFNFOpiHClFNHvThQA8VKpqEVIDQBbgfqp6Hio2Xy3IpsTENk1PON8YdevemIiNKvWoxzT84pDJaRTg80A5pvTpQBYwJIyh5yK8Q+I9ndaBr32mAf6NcdfZq9rQ85rnPHvh9fEHhuaNV/eoNyH0IqlroCdjwpPFPlqTMvA61Pb+KdNujjdtJ7Zrl7+Noo5UkXay5DA9Qa5aHP2n5TioND19bm0lG5ZlxRXl4uLheFlcD2NFILnrVKOBSClrMANKOKSn9qAEFLR2paAF6j2qa1i826jjA+8wFQ1c00iKWS4k+7BG0n4gcfrimIxPGupCe9kggPGdi4PbpU9jH5Vmif3VArlVmOo62rE5Bkz+Fdegwo9KlastqxpaRgX0bsMhDvOfbn+lcnr96b/WEhBzvlyfzrplnWz0e+uWOCsW0H3P/wBbNcLozG91wSPztBaiQonYRDbGB7Vq6VJ5CXNweBHC3P14/rWbjAFP1W5Fh4RuJM4aaQIPcAEn+YqhHNfaDfeI02/djy1dIv3RXLeGF868nm67QBmupWpjsVLc0fOFp4fuZTxvYKPw5/wrjdGc3ms3M552gKPatjxbei00G0t1PMpZz/L+lZfhSP8A0SWX++/X6UPcS2udCgxVjXrpbHw7br3bc5/l/SoEGWH1rG8e3+2e3s1P+rhXI98Zpt2QlqxnhrLWckzdZZCTW7ENzgVlaDH5ejwA9SufzrZsl33cS/3mA/WhDZnePr0Qn7OuMrGqD8qTSI9mnwgcfIK57xdffbfEsyA5Hm7f1rqLRNluijsoFTux7I19IXdqcGR91s/lXMeJ383UIF6l566jSjtklk/uRO36Vw2s3o/ta3EYMrxkttHrRN2Q4RcnZHUQkLGCxAHqaf8A29bWttPFDunuJFCJHGNxPNVdC8Ia34nZZr6b+z9PAy8jcce1buo6z4a8K6ZJYeGYxcXX3JLk8ux7nP8AQULmexcowh8TPP8A/T5vEDDy/InA5DdVHvW3LbfuvM1e8eRB/CT8v5VzkOoTnVJ54hvlmOOO1a6aNc6jte+lYA/wA9KcaL+0wlWa0S0ItU8SQGxjsdKt1UKSWkI6/wCcVh2lu8oPmtI+WztU4rr9Q8PWWm6dC0SAuyFmJ+tVfDMSPp/mMoJZm5/GqUKaeruQ6s7e7oZlro88kg+z2qr7sOTUniDRJrRna+fJUAbR0HtXaWijzkAHVhWF48uEaScbhuaQDGferlKMV7qM/ek/eZV0/wAM2klvG8q7iVBre0zw1pwkYm3VtqMeR7Vlpr9jaWqAtllUAgVEnjKZlkXT7V5WZCuVXOPep9t5k2RmXlhbjxBbW+wBGJzxWzc6Vo0a4kWPPoBk1yzPf32rxBkKTSZ25PSuotPDhUBrydpG7joKhTm9in5GbfWmlCy2WsGJi33ueB9KztO043Ny8VvEJGX7xYdK9An061tvDy7IwGMhycdeK5vwnj7dqPb97/Ss3Hml7xSlNLcY+m6tYxbbDYmRzhcfyrmtS0q/jvA+qCTf94EnIr1RP9YKz/GyIN77ASsQ/lVuPLqi6binZo4CG4aJl2t930PNdj4Y8Uww3Hl3b4XYQM8dqr2WgW1/pUMrDDOoJOKqyeDJ2lxZuSfQ8iqTtq0aSp05fDKxav547jxHYSQMGUOSeenFdUjAqMEH8a8wvFuNNmRZ/lIOAwq1Dq95FHviuM+iuP60KdLvYylRq9Fc9Nvhu0EH0lP8q5fwof8ATNSX0mH8qyI/HFx9j+zXKnbuznqKl8Paxa21xcyu3M7ButXyKTvFpmb5oq0lY7tPvCsfx8n+i3R/2Qf0q3barazEFJR+NR+NLd7uxm+zqZcxD7nPalOMktUKMk2TaU2/Tbc+san9K2LQbobhfWI1iaGkg0a18yNlYRDIYYIrcsc7pAf4oyKS2G9ziT+78cW56b4WFdaOgrktQBj8YaewB5LL+ldaoOBxSiOR5P8AHKHZqOhXH96B1/Jv/r12Hw6n83wnAP7hIq5438L23iPTbFrmMs1uXC4zxnBqv4GsZrHTbi3eF440mITeMZFVfUXQ6y2G64RT0bI/MV85eHD/AGf49eM8eVeFfyYivoyB1juY2ZlGGB5NeS6t4DNt4tu9UtrxNstyZQpPHLZ7U76Ak2erxnMYIrhvjNbed8O4Z+8F8p+gKkV1sN/bpboC5Y4H3RmsnxlBH4i8GXWlxpLukkjk3AAbQpyTzRdBZ3Oc+Dtzv026hznDKw/EV6avyyKR2Oa8v8FWsXhi8eCMSzTSpgIzDt34Fd0dRv3A2WajjnLUkxuLueJ+OYP7M+LepheA8qyj8QDXvWlTC40q3kH8Uan9K8y8d6XHN4lXUtSsWeWeJcNGrEKAMYPvwa67w1eX11osJtEVIVGxQy5PFF9Q5dCx8RLP7f8ADPWosZMcazL/AMBbNecfBq92as0BP+si6fSvU7i01K/066s5XTy5oir/ACZ46mvKvCmt2UeuRRaXaJDNv8vIRRj8hTbGo3R7ea8O+MVp9k+I0F4owLy1Ryf9oZH+FetfY9Udcm7Iz/dxXDfEyJ9FttP1K+ZrlpGMAZjwmOR/Wh3sJJX3O08E3f23wnZSZyQgU/hXQivN/AVxd6vpkn2W4MMcTYCg+tdcLTVox8t2W+oFCYOK7m4DThWIJtZhPKRyj/dxTl1q4jP+lWLD3Q07k8ptinCs+31izmwN5jY/wuMVfUhlypDD1Bpi1Q8U4UwU4UAPpRTaUUAPBp1M706gQ4Uopop1MBe9SCmCnCgCVTVqEhlKnvVJanibawpiGMpRyKcDUt0vAcVXB4oAmVsDmgnnioxyKCemDSAmWpMB0KnoagBzT0fmmB8+/Fzw8dH1iW6hTEF0C2QOA1eQxsEmBfjtX1x8RvDY8R+EbqFF/fopeM+hFfINzHKkzpJGyMjFSpHQg4NOXcuL0Lcl/wCVIVQBqKzCrd6KzGe8U4VFv5o83FZjJad7VD5maUPQBLmnVDvNHmmgCbtTdVuRp/gzUbonDPiJP5n+QpnmetQa5B/a+jx6exKxAlm9yf8A9VMDhvAUkt7qU80vKRLgfU//AKq9EFYmhaFb6HC6W45kbcxJJrZDUtAKPjW7/s7wQxBw08uAPYD/AOvXL/DwyXSXN1Lz8wRf5/1rpvEenr4gtYLaYkRRDgA45zTdE0mDRbEW1uONxYknqaegGuOTisH4m6gdO8O6fbofnkJkI/HH9K21k2nNY3inRV8S3EbXDkLEgVVBxgAUaAU/AgeTQ/tEvWZyR9BxXWRjLCsvS7KPS9OhtIfuRjAzWhHMFcE9AaWgHH/FbVGs9UsrWI5McC5HoSM/1ra8LRtH4etS/wB513n6nmqHibwyviXWnvrmRhuPCqegrftY1trWOFB8sahR9BT0A0LZDJcIo7sBXmXj7WXbxzc28XzASBAf0r0i1ufIuFkxnaciuLu/Bi3viA6lcTOWaXzCARjrmjTqB1djH5VlEn91QK1tMwLoSN0jBc/gM1nIQihamW5KW1wEHzvEyL9SMUkB5Rbak+o+NTH1DXBP5GvVIeIxXFaL4LOm619ukmZuScHHeu4vLabTtCbU7seRb5Cx7h80pPZR/Wk7LUtJy0I7rVXs7eSzsU82+vV8mJBzjJ5NWtM0/wAP+EWefW5EvtRVdxj6hW/rWToqNG0+r3Py3MgxED/yyWufiuo73VZruQNN82FH941MLTleWiNpJ01yQ1Z1mp+IdU19Wa4mNhpw6RocEj3rElJuNPNvptuY7YNmS4Ycv7CrEdjPqEivenbEPuxL0rZ1FYhosNraoFK5JxTnUlNWhovxIUI0neWsvwRzfhiJGmuG2g7G2qTXVR/eFc/ott/ZNrK146pvctkmrP8Aa8s7Y06HI6ea4wtKLUVqRUlzO7NTxVKkNim9sbYB1965jSdWSx0uOOONpJMZPtk1avrW5vS0925uJAMBT90Y6DFW9M05Y7dGnRfMI5HpU8zk7ozu7aFSK61rUJ1S0Ty8kAHoBWVremXVtIxup/MkMm0n3zXeafsiuoz0AYHNc54lglurmPyULAzhjjsM0OPccUPsfDNlHGrSr5jEZJbmuhsLOCC2ufLiUYiPaoIuIwParsLBbK6ycEx4H5irSSQrHFf8zfb4H3VNdf1ArkoYpW8YK+xtqxn5scV1maI7FSJtTONBj/66H+Vcr4T/AOPzUD6y/wBK6jVW/wCJFDjruY/yrlvCJPnX3H/Lah/ENbHVpzIB71Q8bvthlJ/55D+VXU/1i/Ws7xxkxzD0jX+VVLYmO47QGzotv/1zFbulti9Xnsf5VgeH0xodtk/wCt7Syq3yZ75/lTWwPc4nxFEk2rWkLjhpsGlk0VbZSPL3QseR/npSeIWC61aFeT54xXSeS8seHGAe1Y8ikU5NJWOUn8MQy2jz2chLAjCdSPqK542bx3Tw7SXTk7e1emPooi06e5t2IdCMDNZFjc2R1KVLiEfado3ELzj3rOVKzNYYqcVaSuclFNPC2EkKn0ateLxDqFoAJ8sCOpOeK6qXRdPv0yEU+4rJ17wotpZLPbzNgpuIPPfpVJ1YK8WaqVCq/eWpHB4zmK7dwHpg4rT0/wARX1zMFjlUbuCSe1chp9u1xp4k+x+ZHkgkDmrMNjD5qrDPLasT/Fz/ADraOIT/AIkSJYd/8u5GxqfiO4s7yDau52k2Kc9M1pi/1du2PzrkrgS280bTFblI5AVKjn8q6201+FkAuomib3XFaR5ZfA7nPNzhpNWK+p6hqFvpL3E7fKjYHB71jeGddutRmnVzwvICitzxdc29x4Iu1hkBfzIyoHU8/wCFct8N2X+1bqJhz5YPI96l6SsNS9252qSgkbyRXM+PL8W94Y7ZyoYKeD7V3BtUbtXn3xOthba3bcFRJbK3Prk0p7BGWp2Hh+SObRbV9oyYxnNbUJjNvcrtXmFu1cj4P3z+G7Z1OcAjHpiuigkkSQqw4ZSv5iqWxDepw2magD8QIucDBQV6aGG3ivD7O4Nv4shlc8rcbT+eK9oicNECD1FKGxU9yp4ukjj0OKZlUsFZckVkfDm687RXjzzHM1WPHO4+DXYdY5hn6EVzvwvuts15bE+j0faF9k9Qg/1wB6Hg15j4vsbHRtWhktIEikFyCWCgHGa9JRsMD715n8UWK68o6Aqrj8acthR1Z6ZauJbSN15yM1l+LvDlp4n8ONaX2dkMolXBxg4xT/DFz9q8OWkgOcxjNakyl7G5QdTGSPqKroSeeeAoItH8R32l27lo9gYZPevR8V4/4avvL+IKuTxKxU17CKmOxUtGOFLsDcMAfqKQU4VZJVm022nB3RgH1FUzpNxb82VyyexNa9OpWQ7syF1DUbQ4u7cSgfxKMGrEOu2UmBI5gb0kFaGM9eagl0+2nH7yJTRqO6LEUscy5idXH+yc1L2rFfw/GDutJnhb2amr/bNl0ZblB2Yc0CsuhuinAVix+IUVtt7byQN64yK1Le7t7pc28ySewPNFxWaLFKKb9ad1piFHNO7U0UtMB6mpVNQg+lPB6UAXUPmQlT+FVCNpIqWJ8MKLlMNuHQ0xEY6UhOBR25pvWgB4Y44qRT61CDg4HSpAc0AWMCRCp6EcivBPiL4Kt7LXpZo4sR3JLggd+9e7I3NYfjLRl1bRX2rmWMblNVurAnZny3caAFmI6UV2d1YZl5HI4PFFZGpp96BzR0pelZDFHApRSUtAgoozQBQAtLnikxijGaBi5zS9qQUooAKKQ0ooAU0hpRSHrQAgzmnA0lKBQAp9qXPFNJpM0ASLQTTValPtQAueKUNtGTTM1v6Ha2un6TL4j1gKYI3KWcLniVx1c+woGkXrHS7LQbFdV8R7TIV3w2hP5Fv8K5LVtaufFupC8viI7C3b9xFjA+uKxtY8RXnivWG2l3h3fM5/i9vpWksbwxxoiB53ISCLtuP+c1zyk5yUIHbCCpw9pPQfcxTahCYYsxQYwx7kU+y0y3s0GxBmru3yIVg379v32/vN3NV7q7gsbdprmQRovUnvW8qKhKzd2cyxDlH3VZfiWMge1Ztxq++Y2+nR/aJQcFv4E+prO332v8rus7A9P+eko/oK27W0itYFigQIg7Adfepb6RMG+xVg03zm87UXM8vZf4F+grRSMBQAAAOntTlX0qQIT0BoUUtWFhAABTqURv2VvypdjDqpH4VWg7Bk9qRgGIyOfWgDk0YpgO7U4E7SM0yl/lTAFRVfcFAbHWpM0wU6gBzt5kYR+QOgpkMMcAPlqFycnFOooAlV8EGo7+JL/eLgbg3BpelGeOaBBBEkEKxRDaqjAA7VPA3kyB16ioQaduFMChdaNBdXcM8mS0Thxz3rWV8CoM0oahIGXTcf6HLCP48ViW2krFrE1253B0CBSOnvV/dxRuoauFyOS0Ktut3Kn61HdXFxNbeRdoHULtB6GrW+gkEc9KlxTJsUNEW002xFoHOAxbEg9fetQWljdOvmIhBPOKqvDE/VcfSoDZqvMTlT6jilZpBeS2MvxRo3kyvJpcef3nyqvGOae+iagIV2Sq+V5Bq4Y7qM5WcsPRsGmSXOoL90qfwNZcqvexusRO1mc3eWeq2iuzwbolG5tp4x9Kg03UhZXH2iFDDIRgnGK6STUNQKFJEVlI5BY/4VFbLdajcrbw2qsx6nfwB6nitFUlFWeq8zNyUtlYuWHjNoubiISccEda7CZPCvjfTUgvjE8qoFG7hlPseornE8IQJbyvcMGYrwAMAVh3GhT2z+ZCW46FTgj8azlOnN6Oz8zSN+qO907wONAsfs+nymeAMWXcckZ96abZorhBMu35gDmuV0jxLr2lyKkU32lehjmOD+ddpB4ps75Ft9as2tnYfeK5U/j0p+0lDSaH7NS1iz541maa28fX9uFJjhvG2sBx97Ney2uoQJaRs86KSoOCwqXV/hLomuTNeaTdNbu5LN5TZDE85wf6VhzfDF7Di8lup1H8ayN/IVcaiexlJMm8V6xZyeDNSjW4R3CoyKD1O4Vw/w+1WOz1ySW8cQxyR4OT6Gupm8D6S1rOEMjSGNgoZ2PzY46n1rmtH+Gt5DqULajPHPAGywxjIq7PcV9LHpDeM9EiGGvF/OuD+I3iDTdY1O1k0+cSbbYK5HTOTXa2vgXRmTMenQkDq2wVgfEXwEbvQrJPDtnElzHOTIFAXK49friiUlazYRT6D/AAZ440rTfD8Nrf3IWSPI4I6Zrpbf4heHXkw14oDAg8j/ABrl/h14Se1huo9c03bJuBVnwwIrtj4U0aZvmsITjk/IKqOq0YmtTxe21KCLxFFcwyDYtxkE+ma9ytNZsLiFDHdxkkdN1eBfEDTE0n4lX9pbx+VasEeNUGFAKjpXouifD/TdQ0C0ura5uIZJIwS8crDnvxnFJJob1PR45Fk5Rg30OalHvXnv/CEa5YnOma7Mw7LMoYfpigXXjvS2/eQ298g7q+0/kf8AGquyT0OnZrz4fEa8smC6xol1D6usZYfmuRWxp/xE0C/IH2oROf4WNPmQHUK+WxipKrW17a3ahreeNwegB5qyKYCjrThSfWlAoENkgimXEiKw+lZ0+gWztuty0D+qnFagp3WgaZiBtX07oRdxDs3Wrdrr1rMwjn3W8vdZBx+daHTiq1zp9tdqVmiVs98UWHdPcuBsqGUgg9CDmnZrD/s6907LabcFk6+U5yKnttbjL+VqETW0nqRlTQFuxrinKaiUhl3KwZT0KnINODUySwpwRVgjzYPcVSBNWYH+YU0Ig5BNIc54qadNr+xqKgAFOXimilHNAEgOKk4dCp5BHNV85qRGweKYjyfxhox0/XH2L+7l+ZcD86K9Rv8ASoNSZGnRSUBAyKKHFMtTPD6BRS1zGgtLSUooEFKKSloAWkpaQ+9AxaXNMSRXyVOcU6gApaKKAFpKKKAClppNG6kApphPvSk0xjg0hkinjinZpiUsjrGpZzgAZNAy7pemzazq1vp1udrTN8zE/cQfeb8BVbxhqX/CR6sthpn7vRNPUW9rGvAcDqx+proLL/iQ+CZtQkPl6hrSmK3/AL0duPvN7Fjx9K5mDYmFQYUdKyqc0vcj8zqo8lNc8teyFs7GGyiARQPerenn/Xak4znMNr7f3n/pUEivcypaxNtaT7z/ANxe5rP1TXgLldO0OH7RcIojjRfuxj1NdlCEaMHU+7/M4MRWlXqcj+f+Ra1PWLfSoQZSXlfiOJOWc/Ssu00y61e6W71fkg5ithysf+Jro9C+H7Q/8THxFdhLiTlmf7wHoB2ro11DS9KXZptqJHHHmPzmuaTlLRFJXMyz0C8mRdsRRPVuK0o9Es7fm8u19wnNUrrWru7PzyFR6CqTOX++xb6mhRZWi2OgEmjW/wB2MuR3NL/bVin+rtV/EVzueaXrT5UFzoR4hhB4tl/KpF8Q25+9bL+Vc3R25o5UFzp/7W0uYYmtk/Kl8rQrnHyhD7HFcwKcDg9aOULnRP4btphm0vMegbBqhceH7+DJVBKvqh/pVCO5lj+47D8a0LbxBdwYDHePQ0aoNDOeN422yKVbuGGDRXTJrdhfqI7+BfqR0pJfDtpdqX025C+iMcj/ABqkybHNUtWrzS7ywObiFgv99eV/OqmaoQ+jrTc0uaAFxS4pKM0AOopM0tMBTSZ4oxxRtzTEGeKC1Ls9aeI6AIixppJ7VP5dOCAUAVCrnpTfIduvFXcgU3k9KLAVBZb22knJrorK2jtE2QgAbQCfWs2BMSBjW0WSOHcPSuSvLWyNqcepHcyLHCQe9UkKtwRUUs3myZ7U5DivLnO7OuKsh8mlWt1gsm1h0K9qqXVtdWq7QftMWOjdQPrV8TiNcmlimSfJzxnFXTrzjotiZU09TmbSW/06cPo940ZB5t5jx+ddLafEd0dLbWrMwMflLsMqfxouNIs7sjqHHRgay7zT7mzR0MK31vjlWALAe1dPNGS93Rk81n76udbGNMvpBc+VE4YdQBVa90dSnnWGcbwu3sMnArhLN5rZy+h3JG0/PaSnp7e1d74K1k680unG3eO7h2yujDgYPBz9cUoVakZ2Y504OPNE1WiSytEtouiDk/3j3NVYoDLJ+NdWNAjMTGd98p/ACucvdNWGVgk7hx2BrTkbd5GHMlsW/Js9Pt/Mu3XJ5CjqawbnUTM7+SgjRuw7ikls5T8zyFj2zUBtZQMhc/SuqmoR6mcnJlK5sra7mMtxCkjnGWYZz2q/YR7PKtbZAq5woAxiomhdeWUgfSr1jayjbODtGeK2lNJXISbdi1cWV7aLueLco7rzVRbz1roINWC7VnG5enPeqep6UlwTcafhs8sgqIVVLcbi0ZTPby/6yJWz6isvUfDGhasuLuxhc9iV5FWyCMgjB9KTpWxBylx8PWs3Evh7VrizYf8ALMuXT8j/AENRJr3jLw8+3UbNdRtl/wCWkJ+bH+6f6ZrsckdKRvmXDcg9jS5UFzP0b4j6LqZEU0htZ+8co2kH6GurguoLhA8EyOp6ENXF6n4W0vVkxdWqE9mA5Fc7J4O1fSpN/h/V5UVeRFMSy/4iizQHrYYHoafXj6+M/E2jNt1nTnlRessHzD/Gt/SPibpd9hWn8t+6vwaL9wPQAKAO9Y8HiCCZQ0bK6+qtVuPVInHGaoC8Bio57aG5TbNGGB9RUYvoj/FUi3MbAYagDP8A7PubEtJpc5A7xvyDUkGuKrCPUYTbSf3hypq+JUI4YU2WCK5j2yorgj60Fc19yykiuu5GDKehU5FTRvXPHTLiybzNLmZR/wA8m5U1PDroR1i1KBraQ8bwMqaBcvY6OUeZDkdRVPdU9lMsy5jZXRv4lORUE0flzGqJF3DtQPem4pwNIA70K3NJj0pM80AWkf5aKiVsDmiqEeF0UUVym44U76UyndKAAUuKKKAFNNIyuKcaQ0ANRQgwowKfTR1p2KBiiilpKBBSGlJppPFIYhPNJ9KQ9aCcDmkAE0xmGaUBpD8vT+8elOVIUbk+Y2fwFYuor2Wp0xoO15aIUPiMnoB1J6U/QtEn8VeJLSBpBHYhjJKx7xryzfQdPqarSH7fKYVOLaM/vWXjcf7o/rXY2MMum+DWkto8ahrh8qBUHzR2q9fpuPH0pQcnK8tkbSVOnD3VqzF8Vayusa08tuNlnCBDax4wEiXgDHv1/GsyL93bvPKQkSctI3AFbF/ZaV4Ws1u/Ek+6dv8AVWMRzI57DFc+9veeImF7rcYt7FGH2fTozgZ/28dT7Vr7837pxylGC1KUNzqGtrNHpm61s5TtkvWHLqP4UH9a6HQba20CM/YIgJf+ej/MxPrn1pygKoVQFAGAAMAD0xUiitfeaSk9jn5VdtdSxNdT3T7p5Gc+5qOk7UtBYUpGKSlNIYClFJS0CFopKUUAL0pT+dNpaADtSjikB5ooAcDU8N1NbsDFIyn2NVhx708dKAOhsvFEiLsvFEi9CatSafpOrxl7NxbzH+70z9K5UU+OV4myjEH2qRl2/wBHu9Oc+Yu+PqJE5H/1qpfWtS316ZQEuP3ie9Wxa6dqo3Rt5Ex7g/z9aaYrGD1pwq3eaPd2Y3tGXix/rFHH4+lUxVCHYpcUCnDrTAADTwvFIKUmmIXijcAKbmkAzQA8tTeTTlWnhQOtMBipnrUqoAKUAYpjXEKfelQfVhQBL90ZFLLK7R7c8Gqw1GzLCMXEe5jgDd1NPZgeM15+KjZ37nRRdxnQgDmkaXYTSgoON3NNdcjgZrzuST6HVzIa0pIz1FNWVkPymljicZBHy0GNs8A0uSXYOZFmK8YOGJ6VqQainfGG65rnmDpyFOaBcEHkEGhc8ege6y9rGh2+oyi5sSYLgdGQ4Oa1/hhezWWs3llqUarLMgCXGMbtp6e3Wse01AwMN3Iq3DclrpLuIBSj7k+tdVGbc0mY1Irldj1i8LLEWTrWLq9sG/fqOf4qdo3iGLVk8uchJwOh71cu4sKc/Mp6iu2UWcyZycpyeKWEcc1Yv9PkhbzYvnjPp1FVUfC1yu6eptuiZ9m3kCqTzEHCnjsKldi2R61CY1Vx1LGs6kuiLjHqQo7PIxf7qnir+n3pivE2NxnJHrVc2zeW2TtB5NRwxsmSg5A6mpVSxTjc6LVNFh1C3N5p2BLjLp61zU1pcW4zNC6D1YcVrafqs1rIOfrmuitdStNRJilVd/QjFd9LE30ZzSp2OApCOK9JGi2Ei/NbRkH/AGRWTf8Ag+JiWsnKf7J5FdaqJmTicYKMcVdvtMnsZgki5J6YHYVTK1omnsRZoryxLIpDqGHuKwtT8H6PqgP2i1Xf2ZRgj8etdGRTNvNMDz+bwLqOntv0HV5otvIim+df8RTI/E/iHw9Jt8Q2Bkt1+9cRfMB7nuK9CwM0kkEdxGY5UDqeoIqbDuV9J1m11azS4s5A6N6HpWor8cGvNbyCXwL4gWe2B/sm8f517RP/AEBru7S6W4gSWBgyOMgiiL1sxM0gx9TUiyuP4jVJZanWTPSrEWluZFP3qWSczKVmVXHowzVcHNOFOwXKohubWczaZMYDnOz+E/hVtfFDBgurwNGQceag+U0mcdKR0SRSsihh6GlYvmvua8d/DJGHjcOn95eaetzEej4+tcs+nS2zebpcxifuh+6fwqW01RZpRb36C1uexP3H+npSFbsdQsit0YfnThgtxz9KxiGQ4OVP1pyyOvRjTsSbOccGisgzy/3zRQB5JmlFIAaXtXObiinUwdadmkAvelptLmgBTSd6KQnmgBRwaeB600daXOKAFzSUhNJmkMXNNJpTULM8s3kW2DJ1JPRB6mpbSV2XGLk7IHb94qKCzt0Udam8gIuZzuf+6DwP8aagS2yISWc/elPVv8BTHkwpzWNnPfY35o0/h1fcZPMVX0A7CqcbvcyGKFto/wCWkn90eg96a7PeTGKHhR95/StWy0/bCNq7IVPLHuamUkvdiaRi7c8y7pOizaxNHY2MeE+7x2Hc/Wp/E/xBi0Wf+x/CyLfaqqCFrnqsKjjA9AK5678cXyXE2jeEwqs0Zjlu/wDnnngkH1xwPrWTaadFpkIt7UGSeU/PIfvOa1jGyOWpUcmWdK064v8AVvOvbhry+b5prmQ5EQ7hfSurl2MyiMERxjag9B6/U1Ha2C6VZC34M78zt7/3adnNd/L7KHL1e/8AkefH95Pn6dP8xMZp4pKXNc9zqFpaQH1opDFFLSDilzQAopaTrRmkIdSCilFMAFFHeloABRRRQAU4dKZ9acPagB1AOaSjvQA73p6uyHKnBpmaA1AG/pfiSa1wlwvmx9Oa1JdI0zXo2m06Rba5I+6Puk+47VxoOKlt7uW2kDwuUYehpbAWr7T7rTJ/Ku4yh7Hs30NVg3rXUWPiS21K2+x6zErhuAxrK1nRfsB860lE1uRuHPzKPf296pMDPDUZyax7rxBaWpKIxnl7LHzVQXWual/x7xLaRHu3U1ootmbkjoyUQZkYKPUnFU59c0+2+9OGPonNUI/DbzENfXkkp7jOBWlbaJY22NkKkj+IjJq7QW7FeT2KLeIppuLDT5JP9puAaUNr10P+WcCn061uIiL91QPwqQUKUVsg5W92YQ0S9m/4+b+Q+oXinr4Xtz/rZZX+rmtulPFN1ZC5EZVv4b0+3uEmWPLxtuUsSea1vKU596BTqxn771NI6bDPs0fUrzUixKvQUtOHSp5F2HdibBjpRsA7U6lHNLkj2DmYwxqe1NMCFgdozU3WkIo5I9h8zKs9qsjFl+UnuKpaja38kESWEyxCLtj71appKI04xlzJA5NqxzsWuaxpMytc2rSBT/rI+a9L8HeNLTxNby27SBLqMDMbHBNcsVDDDAEe9RJYQx3S3MC+VOvR14Nay5ZLYzV0erm2CwcrnjpWJeaWjsz24wT1FQaB4imdlttRfzCeA56mt51AYlfXkVyzgmaptHLmDy2xIMH0pjRjzh9K2b54jMsZXJPU+lZmoQNayhVO7cMhR1rzqlJxd0dUJpleUgOu75nZtsaeppk0iwt5PLOD82Ocmqdi91NeNdFTHFH8odh0Pt71ZeeG1lL9mOWJ6muVSuatWI2Rh8zkIvp3qvBcvBe+aj4wfWleOa/uWEZMduvJc9/pURgVn2xq2FPU9TVJPdC0O20TxFFOy29w21jwDXSjI968r8oqoaP5XXnP0rtdD10XGnRRXBxNuCrn+Lmu+lVfwyOecOqLetWcTCK8ZQfJYbvdSeay7nQbSUtLGg2SDgjtXRXkQntZIvvK6kGsPR7goTZXLYK8LurdzcJepmldHIX9hLY3BjlGR1VvUVU216LqOjLfQ+W3Ho3pXD6hYSWF49vKOVPBx94etdsJ8xjJWKAXnmnAYFOK0Y4rQkp6lptvquny2l5GHikXBBrhbS5v/AuofY9R3T6ZI2Ipz/D7H/GvRiPeq19YQajaNb3cayxuMEMM1LjcBlvPFdwLPauHRhkEGp1cr1rz+4stW8C3RuNO8y80on5o+rRD+orrtF8Qafr9qslpKu7HKZ5zSUujA2kYHvUob0qngxmpVl9a0JLPWlx61GrDAxUg6cUwDvUN1aQ3kRSZM+h7ipulL0NAzLju7jSJFh1DdPZHhJv4o/r6itjAKqyMHRhlXU8GonjWVCjgMrdQazEM+gSFo1afTXOXiHJi91pbFfEbIoojMdxCk1o/nQyDKsvP50U9CNTyfNFJRXIdAop2abSjpTAWlpPSikAZopKM0APBxRkUw5pc0hj+tITg03OOlQ3NwsEe4/MScKo6sfSk9FcaV3ZCzzMZFggwZW9eij1NPRUt4jFESQeWY9XPqaht42gjYyHM0nLn+n0pJJNvJrJLmfMzpk1TXJHfqOkl296pl5LybyYTgD77/wB0U1t1xyCUj7t6/Sr9rEsUYCrtX07n60nJy0iOMFFc0zV0DQH1G9isbNdoPLueiL3Y1znjDX21XWG8P+FfltoP3clwOgA6tn1Ndr4rvJ/BvgeHR9NA/wCEj8RL87A82tv3Ptnp+dcVpmmwaNYiCH5nPMkp6u3rVxgoq5hVqOcrG9aaHYeH/hWLi3jH2i6vxEZSPmZUXJ59z/Kq+gWXlqdVuVyclYFbue7V0V7p7ah4B8N2o+WJrieaZvRR1NUbmZZGCRLtijGyNfRRXbSior2j6bev/AOOs+aXso/P0/4JCzFmy3Oe570oFJThWUm2zVJJWQmKXFLQfeoKAUdTR2o7UgF60tJS0wAUopKUUALThTetKDQIO9LSZpaQB3opM0tACU4Gmk0LTAfRSZpCeKQChqM0zNIWxTAkLc0ZqMNzVHUtT+xhYYE826l4jjH8z7U0nJ2Qm7Imv9Tg06MGUlpG+7GvJY1SiGra05F7cPbWjgKYlPO3PrTtP0kpIbm+bzrl+Sx7ewrZTjpWvuw23I1kbsXg3SWskm0BFWRVAdHbJc+uT3rPaJoJDHIhR1OCpGMUtlfTWcgeByPbPWugS/sdbiEd8ojmAwsg6iseeXU05V0OfWng8Vbv9GuLEb1/fQdpE7fUVQBwapO5NiYGlzUatTs0wH0uabmlB5oAcDTwajBpc5oAlBpwNRinA5oAfSimA07NMQ76UUA0ZoGIRSU760lAABS0CloAejFWUjqOa2bLXpoWVbgl0rEBwKcD60mkwO1ntTf2qXNmetTxRRZLTDMpGCxrnNM8Qz6Za/Z0RZI85we1XG8WRS/660Ue61yzpyvoaKSL+qWUMenM7cAH5dvrXNGPPzsgl9Mdvwq+PEayyLHNH+5zjGeg9agmkgMpazkAHUA1zToJ76GsahSkvs8EFR6dKSK9jLndwansbdrizlW8WM3Dy/u2z2Jqte2un2epfZZJWklAG/bwAcVzOnOK0ZspRZdR4yoYEf4020d1dpl4/hiHv3NNh061khO2WRCfunPGaryW+owL5jpjYdo9MexqfeW6HZM6uw8RtAEjuRuBOK1DaWeoqZlP7zGV2nBFebvqMkXzOpJHenWXiiaG7yjkbRkjNaxr392SIdPqj0PTNZUzCx1AGKfopb+L8aTxJpH26z82MZni5X3HcVy0/iiz1OEJeRfvFGRIvBU+ua3tD1x5bMRTSJOV4Vi2CR7100qvK7XMpwvqcgy4+tNGK2tcskS9aS3IG8bmTOcH2rI2MMFlK56A16cakZbM5XFojINJjPSpCOuelQPcQx/ekXPtzVtpbiSb0QrorqUcAg9QR1rjNa8CkXTaj4bnNjeZLMg+5Ifcf1FdY2o2+cBh/U09bqNhwshPsn+NZOpTem5qqNTqrHF6f43uNNuFsfFlq1tL0WbGUf6Hp/Wuwt7m3vohLZzLIv8Asmq2q2dvqdnJBdWbTqy4w6rivOofDPirQbiSfRixiDZSAsMY9Ac1Kk1sDpNK91956qkhXhqsRyZHFcJpPjtWuVsPEFs9jedMSDG73HY118cqsgkiYOhHUHNaqcXoZcrNJSDTulVopd3SrCnNaEi96DhgVYZB4IpQMUu2gDHk0y9tJmOjXZt45TuePGRn1HpRWvmilyovmZ5TSGijvXMahThTacKAFoozSZFIApDQxxTQefegCQCl2+lIvNOzjJ9KBibeOaowf6Vctct/qoyVi9z3ai9ufNdbKBj503HH8K9zV8WcUKKjPhEGAi8VzVJXfKdlGm1FzZVeTLbYwXY9hVa5gPlnzm+c9EU9Kuy3CRjbboF+gqJIstvfkmq5ZS30QrwhtqyG2gOFMvRRhR6V2XgfSYdR1v7RfYFjp6G5uGboAvIH6fpXJ3E0drbvNKcIgya7lmbw98KIEddl7rsm9/VYl5x/L86tJbGM5M5XWtRk1rxFfazdjE902EX/AJ5RDhIx9B1981j3EhPC8+1TzP8AKRVrRLVHuJL65UGG1AIU/wAbnotaRi5ysjCUlBczOyuZGh+G2gxgbWZpVc/Q9PzrnRya372Qy/DvRnblhdTBvxJNYI9q2k9LCt7zYoFOHSkFOrIYAUYopcUhiYox60uKX60CEop2KMcUAIBzQKUUuPSgBDxQKDS4oAKM0Y5o7UAJzRmgmk6GkMTPNAakpDQA/dmkLUg6UhFIAJo603BpryJFGzysFRRlmPYUwI7++SxtjIy73Y7Y4x1duwFQ6dYNCWubw+Zdy8u390dlHsKisYXvbgaldKVXpbRN/Cv94+5rTzW7/dq3UxXvu/Qfmng4qMGnKfWsrmhOrVOrYPB5qqpqZTSA2rDW57XCv88Z4INXZbGw1ZTJYssE56qfun8K5wcVLHM0bZjJBHpU8vYq/clubO4spdtxGV9D2P41EGrXttcynl3qCWPocjNSNpNnejfp8wjY/wDLNuRRztbhy32MYNxTwwp11YXNmT58TKufvDkH8ar7sGrTT2JaJweacpqENTg1MRKDxTgaiBp2aAJc04Got1ODUwJAadUQOadmgB+aM8VHknpSg+tMB4paYGFLuoESCnColbNOB4oAkzTGBzSg+tKRmgBgPNP8sP6imEYPFTJ92iyYXGIs8dxHKkxPlsCAahe3Z7triVTJI3JOaudKDxzWbpRfQpSaKd/cXLwIlqrIVIqza69cwALIC4HXIp/XrRgenFZvDxbui1Vdi5Hq+m3CsLu3UMRwQMc0wWmh3JLeWoJ9DjNVjGh/hFJ5EZ52jNL6uP2pcGh6OykoWUt1wxqe20SyiJa3Mw9w5rN8peoz+dSB5EX93M6H/ZYip+rLsHtWam+C1LK7lvmAUucnp/8AXrB8X65HpP2cOxDSg4AXOAKSW0lllEjzsxB7mo73RrbUJlkvd0rquBk9BV0qL5/e0XkEqiSutWcpP4sgmPNw+fTYTUtvrunHHm7pP95Tit5fC2lhv9R+tSf8I1poAxAB+Nd8YYeO8b+phOvXkrJ29CjD4hsAP3cYH/AT/hVhPEFtkZBA/wBxv8KlPhywwMRFfoaP7Btx9xnX8a256X8pzWq9ZDR4i05jj7QinOME4qVdZsGOBcR/99CoH0D/AJ53Dj/eAP8ASqtzoVw8eHjtrgejR4P580r030H+8Rb1XRNM8Q2ZjvIElU/dcdVPqD2rjptO8QeCZPNsnk1TS88p1kiH9R+taK2t3pMxeG2u7cDnMLl1/L/61bOneJbe7Ux3TxuehONp/EdP5VjOnTmrM0jVlF3sR6F4msdat1ltZRu7r3H1roYpcgZrjNc8EpdXH9q+F7gWd+TkqPuS+xHr7iqmieMJ4bw6brcJs75PvQyHAk91P+fwrD36Oj1RveFVaaM9HBzT6zLDUYLtCYXyV+8p4K/UVoK+a3jJSV0ZuLi7MeSB2ooFFUSeTE0E0e9N71yG47vThTQKUmgYufSkJoz6U00gAnimDrTiagVjPcGKM4A5dvQf41EpKKuzSEHN2RchjaZiI8BV+856CrRkt7cERL5rf3mH9KgL4jWOP5Y16KP51Sv5CkIjiJ82Y7Ex2z1P5Vk1Jq8joTjF8sN+5Fp8fmXl3qLEkytsQn0HerTvu4HNMO2NEghGEjULTlWrpxtG5NafNKy6AiAHmnnApcYqpqN2ljYS3DfwLx7nsK0MLlSOGTxF4wsNEtwWiWZXuMd+eBXd/E2/8zxUunwnFvpkCWyKOm7GW/UgfhWd8FNKX+2Bql3klI3vJ2b6fKPyz+ZrI1G6fUdSubyY7nuJWkY+5OaQtylIxP3RlmOFX1NbMKeRbR2atuWM73I/ic9fy6VVtLfy7Vr+X+ImO2GOp7t+FWoBhOfxrpprkjfq/wAjnm+edui/M6Rvm+G1l/s6hIP0NYwGK2IwT8NYj/d1Rv8A0A1kDpWbN3uAHNO780lLUCDFKKKBQIB7UuKAKWgAo70UtACUUo4pcUAJijpSmkNIBBR9aWkzxQAlNNOphNIYhPpTSaU9aZnNAEi/dpe1NTpTiMUAJis5k/tW9MJ/48rZgZj/AM9H7J9B3qa+nkBjtLTm5uOE/wBgd2P0qzDDFaW6W1v/AKuPv3Y9yfc1vTXKud/Iym23yoeTn/D0pAKXFKBWTu3ctWWggFOAopRQMctSoxqIU8GgRODxS1GrjFP3DvQA8GpI5miO5GwagDD1oyPWgZt22vTRjZPiRPQ1ZI0jUOSv2eQ904rnN3oad5hHeocF0HzGzN4emALWkyTr2GcGs6S3ntv9dEyD1I4/OiHUJ4DlJGGPetCLxHIBi4RXX3FK815j91mYH9fypwk961Tf6Rcf623CH1XimG30eTlLop9Tmj2lt0HJfZmeHFO3jFXfsOm9tRSkNrpq9dRj/I/4Ue2XZh7NlXeMUu+pyumKN323PsFNQtcaap/1jN/wH/69L2y7MPZsTzPek35NIb7TV6Fz/wAA/wDr006pp4+6H/75o9uuzH7N9x4anglqr/2pbZ+WNvyFOGpRHoGHbpR7Zv7LD2fmW1BqQKcdKpLdg9JG9uamS4BH32P41XtJ/wAouSPctBWJ6Gl2t/dJ/Cq6yj+8fzpwbP8AEfzp89T+X8Rcse5KY3/uN+VORHB+6fyqHzGA++fzpVdj/wAtG/Onzz/l/EOWPcshW9D+VKVb+6fyqvtbOfMb86Ty/wDbb/vqnzz/AJfxFyx7ljHrTchepFRGIHqW/OmmJPTJ96fNU7BaPclM8Y/jH4UguBz8rH6CkVUHRRUgxRao+ovdXQj85z92I/iaRnuj92NB9TU4pc0+SXWQcy7FXF/n5XiH/AaTytQJ+a4jB9k/+vVzPNBNHsl3f3hz+RTEN6et1j/gNO+y3J+9dt+AFWh7UtV7KPn94udlM2Ehxm7l/Aj/AApRp8yD5LyQH3xVwHFLmn7KIudlMx6jH9yWOQejLio5Lu+iI32YYf8ATM1pA4FKafJbZhzd0ZyalA4xcq0R7714qG60nS9TX50jZj0dOG/PrWoYkZcMoNV3022flV2H1Tin768xXic9Loeq6cd2lXfmp/zym/xrI1V7XXI1sfFNlJbyg/urkfKyN6q4612yQXlsMWt0Sv8AdkG4VDcTvJGU1DTI5l6Fou/4f/WqlUa0kiXTT1R5rLLqfhK6hi1icvayHFpqsQ4Porj/AD7V22k+LIpJEt9T2wSOP3cwP7uX3BqG9itBbyW9unnWso/eWNymVP09K4K9ifw1KRBbzXGjyH95ZT5Lwe6HuP1FYuFnzUzSM9OWoj22NwyAqQR6iivM9J1jUxYq/hq9jvrJ+VWd8PD/ALJop+2XVFqinqmVCaT6UGkFZgPHSikzS0AFITQKDx16UDK15OYIhtGZGO1R6mpbOHyYwucseXb1NVYv9JuHuj9xMpF7+pq3E3NYr35X7HTL93Dl6vcsEgVQiJuNQlmP3bcbE92PU1Ldz+TbySdcDj3PanQW/wBks44Dy+Nzn1Y8mqnq1Eml7qcwVM8DvUqrinIn4U+tDEYRXNeKJTPcWemx9Zn3P9P85rp2rkrA/wBpeL7m7Pzx2ylEPbPT/wCvQJnrHhxTo3wy17UE4ecLZxHvzwf0JrjbWykv7yK0h+/K2Cf7o7n8q7TxP/xK/h7oGlfda43XkwP5D+Z/KsBUOiaKZnyt9qCYjXvFF6+xNEY3aTJnLlWm5S1G5juNTWC14tLUeVEOxx1P4mpwMKKzIFCyCtTrHW0pXdyIx5VY6CHn4boD/wBBQ/8AoFZFa0I/4tzFnvqjf+gVldKzZrLcbThSHk0tIkWl7UgpaAFFLSYpwHpQAgoxS/SikACijFLQAn1pMU6koASkxTqMZNIYzFNIqTGabj1oAjIqNhirG2mSR5pDI42y1OuJUt7d5pThEGT71Bny5BmrNtHHeSyyS4MVuQFB/ibqeO45A/Gk5KKuXCDk7FTToZUV7y6GLq5HCnnyk7L/AI1b2mpSpPLHJ9TSYronLm22OeMbDdtKBmlwcUoGKyKG4pcYp1LigY2lHpSgUoGKBABx7U4LSjpTgOBQA3aTQI6kAxSgUDI9ho8o54NTcUmcUAQ+U3qaQwk9TxU5bmkOWpWAg+zjuxpPs6/WrKxk1IIqOUdymLVGPK5qVbRBjCirQUCnUcqDmZAIAB0o+zD0qf60tOwrlb7MB2FJ9nA/hq11oxRZBcpmIL2p6qB1FTkA9aaVFHKFxFRD2xUqwjsaiUfNUytTsIURsKeNwpVNSDnApgMBPenKxBp2AaNuKYh4enb6gwR0oGTTEWd/NBbiq+40ofFMCf3FKGx1qPfRknpTESg807dkioQTS55pgS7ueaXdmod3NLu5piJw1O34qvvxS7s0xE4YZpc+lQBqdvGaYE4NAb+VRB8g9qcGGaBEgbj8aUD06UzPQU7OKYC845oxS5z1oI54oC5XltIZxiaMNzxxVKbSnELJCUlibrDOoZTWoRg0d6lxTKTPNdX8BWL3nnWsd7pTycypYtujc+uO1FelcHqP0oqOQrmR5STnpSZy1BNIOtYmhIKdSKKdQADiqt87eWsEfEkzbB7epq1iqsJ8y8muDysQ8pP949f0qKjtGyNqMU5XeyBwsMaxx8KgwKdb/MKgnap7TlfeiKsrCnJyd2KUFxqlrbt9wEzSfRf/AK9WMmSZnPc5qCzO+7vp/wC4qwr/ADNWY1wuKI6ybLnpBL5jwOKQmgnApjcmrMCpqt0LTTLiYnGxDj61V+H2lPdR2qBcyX1wCfpn/wDXWf40m2aZFbqfmuJAoHtXpvwr0xU8Q2u5cpYW7SsB6gf45oF1NLxUsN/40unu+NL0OKOAj/no6jOwf8CJrhtTvpdSv5Lmfq54HZR2FbninUDLcNZRtkLK0tw4/wCWkrHJP0GcVzZHNaLbQzSbd2NjOHFag/1f4Vlr/rBmtMf6r8KRZ0aHHw5swRy+pSn8lxWQRWvL8ngDRV/56XNw/wCoFZJFJlS3GUoopBSJHU7p0pop1AC0tIKWgQUdaUDmigYDrRRRSAO3FGKXoKSgBDzTvrSUUgD1pMetLijBoGIRSYqQLSHgUAVbiHevHBqWzhNvaiLdnnJ/z+f50qrvbJ6dqnxU21K5mlZDCM0YxTiKXbWhmR4xS7e9PK9KXbSAZtpce1PC0YoAbtpccUtJ2pgAp1MzSigB2aUNTBTlFAC04LzSgU4DFACBOeaeFAoFAoAUU7PFNBpaAFopKKAFoBpM5oNMB1ID60lFAhTRSUDmmADrmnCjFAHrRYB69qmVqgxTulOwFhTindqhRqfuPagB2OKaeKUNSHpQIKTGaKM0wDOKUP2pOKRqYiQOKUtUGcHHWnA0ASBjS5qMnnijdTAl3Zpc1EGxTg/y0wJM0D61HuwaUPimIlyetKHxUe7NO4PH5UxEwlHepA+7FVWXjigMymmIuhu1O71VSb86mR80xE3UUgHPNJu4pc0AJRTiKKQzx5pZO8f5GlEzjnyWP0IpxNAY1xnSOW5bjMEn6f4043QUZaOT8s04HijOaYiCS+VUYlHwB/dNJHKtvp8KOG3SAyNhSeT/APWpL8/6IygcuQo/GrUu0OFxwoCj8BWb1mkbx92k33M2W5Q9N3/fJqxaXUSqd7AfUUTKMdKzXkESyY7A027EJXNiwkRdNEjsFNxMz/UdBVj7XAuczIPq2KLONY9KtFYciIE/jzSmNWPSpp7Gtb4rDRdQsPllQ/RhTlkjbnep/GmfZomPKA0G0tx1jX8q1Oc5bViNR8dWFoDlIMO34c/4V7F4Vuv7I8D65rCD95IVtYT7scE/hkn8K8X8Nxrqfi7UJkAx/q0HYAnk/kK9i8RRx6d8PdF0nbg3btdyD2HC/wA/0q+R8vMzNSTbRyMjbiSWyTyT61AxwaQ2kGc7ajeyiPILD6MaL6DANiUVqK2YePSsCSzRDlZJP++zWhb226HJnl4/2zUXKOzviF8J+HIh/wA8ZpPzcf4VkmtDXrZpNK8PIkzx7NODDaeuXNYjWcw6Xkv6f4VTCXxMs0DvVT7LcA8Xb/iq/wCFJ9nvB926P4ov+FK4i8KUVQ8vUB0uYz9YxS7NS/57Qn/tn/8AXouBfpazs6oBwYD/AMAI/rSiXUh1SA/mKLgaNFZ4n1DvBCR7Of8ACl+1Xo62qfhJ/wDWouBfozVD7Xd97QH6P/8AWpftdxjmzf8ABhRoBePaiqIvZx1s5fwK/wCNH2+TvazD8B/jSGXxzS4qgNRx1t5x/wAAzThqcY6xzD6xN/hQIu4xThVIanAf+eg/7Zt/hTxqNv6kfVD/AIUAWqY1QNqNsP8AlqB9aauoWp6zIB6lsUgLaKAKfVYajaf8/EX/AH2Kct9bN0ni/wC+xQBOBR2qP7RCekin8ad50Y/jXHrmmA6j0qJLuCSQpG4JAzj2qXcMdaBC0lJvHrRuB70ALSYpfxpRTAaBk8UoHFOFLQAgFKBgcUoGKUCmAq+9O6UnenCgAA/Ol7UoHNLjNAhtFKRQKBhRjiloxQIbS0uOKAOaYCUEU7HoKcBQAzFKBTgPelxTAQClxSgU7FMQ3bml20/FO20ANApelKF9aMZpgA96CaKMUAIaBS7e9AFAgxRinbaXbxQBGRSU/bRimAwjjim5qXHWoyOaADNL2pMYpQKADoc0Amn4FG2mA3cRTxLTCtG2gROr5p+QaqZINPSQ96oRMy46UizFT81AkyBmmsu6mItJKGFTBxWYGMZ46VOk+aYF8OPWioA+R0ooA8poHWg8GgGuM6SUc072pq0/p1piKt1zc2qf3pRVmQ5kY+9V5fm1OzHoxP6VK5+Y1kvjZvLSlEhm+7WLcnJYZ+8cVsXDYjNZMUf2jUbeMc7pV/nRU2CmryR1rr5aon91FH6VEBmpp23TMfeohTgvdQqrvNju2BTXtbm9jaCyXMzqVU9lPqatWNlLf3Bji+VV5eQ9EFZ3jbxP/wAI5oJtvD7bJpm2G5/iPriu2nRSj7Spt+LPPqVm5ezp7/gjT8NeCdP0u6t9LtZPtWpXcyieQHhBn5v07Vr+OtQW+8UTQwEfZ7FRaw49F6n880eA7Y+GfBUniG8yboxfZ7Td1aVh8z/zP4VzjEliSScnJJPWsp1HN36GsIKC7sYfemN0p5NRtUllebk1cgOLeqb8vVqI/u6zW5Z2GsuDZ6Jjp/ZseP8AvpqyGNaGoSed4f0KYdoHhP1Vv/r1ls3pVsJfEx2aUmmBuPenDnipJDNLk0YooAXJpMmjPJpaAEzShuKKMUAKDTg1MFOHWgB+6jP400dacBQA7PrS8eg/KmilpWAX5fQflSYUD7o/KlpDQAm1T/CPypRHH/dH5UdcmnDigBvkwnrGp/Cm/ZLbvAn/AHzU1FAFc6dZt1to/wDvkUg0uxzxbJn/AHatCjpRYCp/ZNkTnyQD0yKT+ybXsGA9nNXKWiwXKf8AZVvjAeYfSVv8aQ6RCRjzZx9JW/xq8KWmBROkqPu3dyv/AG0J/nQNKcdL+5H/AAIf4Vfx60ooAof2bcADbqU34qp/pS/2feDpqL/jGv8AhV8DNOHSgRnfYtQHS/B+sQpRbamD/wAfkWPeH/69X+d1KOtMCj5Wq/wz2x+sR/8AiqTbrCjh7Rv+AsP61oUuDQBnB9ZHSO0P/AmFL5+sD/l1tj9JT/hWjSigDON3qg66fGfpP/8AWoW+vwfm00j6Sg/0rR5ozmgCj9uuv+gdL+DrSi+n72Fx/wCO/wCNXhmnCgDPOouB81lc/wDfKn+tJ/aoBwbW6/CLNaYo6UwM0axD/FBcr9YG/wAKeusW3pMPrC/+FaA+lKAO6imIoDVrPqZGH1jb/CnjU7PvOo+vFXNi5xgflSiNO6j8qAKg1OyPS5i/76FSC/tCAftMWP8AfFWPJjJ/1a/lSG3hZgTGvAx0piGLeWzfduIiPaQVKtxERxKh/wCBU1rG1brCg+i1E2kWTdbdPrii7As7lPRh+dLnFUl0LTud9rGf+A4pw0XTx0t1H4mndgWyMml4xVX+yLTsrr/uyEUf2ZBj5ZJx/wBt2/xpgWuKXbzVM6Ymci5uh/22b/GkOnNj/j9ufwkNAi7jFL1ql/ZsnbULkfiD/SgafcA/LqdwP+Aof6Uxl3bS7ao/Y70dNTlP1iT/AApwt74DH2/P1iWgRa2kk8U3bUIiv1/5eIT9Yj/jQEv+nm25/wC2Tf8AxVAEhWkwRVUNqvmODHahQflYbvm/DPFLu1LAJjtyfTJFFwLPelVuapl9SHSC3P8A20I/pUXnamME2cP4Tkf+y0aAamcmgd6zheXy432K/wDAZs/0qQX1xj5rF+uPlkU0wLhTdSFMdKgF64xutZhyBxtP9acbs/8APtN+Q/xoESdKUOe/FQfavWCb8h/jTWuueYJcf7tMCwW3dKaSVNVvtYAGYpRk/wBw0n25AT8sv/fpv8KYjQWfAorO+2xsMjcB/uH/AAoqgOFNIDilNItcZ0E6U8nFRxtintzTEV851eDHZWP6UrtgmmLj+14/+ub02Wso/Ezon/DiV7uT5SBRosW7W4WPSNGkP4CmshkkArQ0qIJ9tn7grAp/U1M9dCqKs79jRPPJ700K8kyQwLvlkbaijuaUnC5PGK0bEf2XYtqMoxdXAKWqn+Be713UKSnL3tluefiKrgvd+J7DtQnSwtRpNm+7bzcyg/ffuPoK52z8JXPjbxtZWIUrY2YEtw54A56fpmtrStKu9YvltrNC7sfmbHA9zWpqHiLT9HjufDHhuUTTAf8AEyvkPDN/zzU/zP4Uq1V1JXClSVONuoni3WIL69hsdMONN09fKgA6Of4n/HH5Vz2aT2HFFZmohOajapDUTHikIgfrViI5THSqz1JA2ahblnT2khuPBrIOtndbvorjH88VQLVY8NP5lzc6e5+W8hKLn+8OV/WqjZHDDB6H2qxz3uOD46U9WqvnFPRqRBZDUtRK1Sg5pAHelFGKBQADpSkUAUpGTQAAcUooUUuaACnCmmlX3piHCj6Ud6KAFo60lKKQwAwadjiilHSmIM0DrR2NKOelABil7UDpRQAUoFJnmlFAABS9BxRS9RQAvWlxSClxQAo6U4cUgp3WmA0daWlpcZFACY9KdSAUtAhaKQUtABS0nWlpgA96cKQU6gAFKBRSigBaAtA4p1MQYp2OOtIKcBQAZpVHPNAx+NFMBe3NFFL3piDHFApRR3oAOtIadRQAlJ0paOaYBiigClHvQAg6cUUYpaYBSY5p2OKTvQA08UdTTzRiiwiMrzTSuakxRigCuV9abgirBXNMZcUwGhjxTgcU3GKUUWC4/rS4pAaeBSsA3GaYUyelS7RjijFMCuYQTxRUxFFAzzI9KFo60CuY2Hg4NPJxUZNGSRimIZHzq8PbcjD9KjlOCR70M3l6hayHpvwfxp8qH7Qy+jYrFfG0dMtacWNhwitI/RQSav2yNFpdqj8SS5mce5/+tVOWEyrFbp1nkVD9Op/StUQSahqn2azGT91T2VR3qoxc6ijElyVOjKcixp9ot5cM9wdtnbjfM3r6L9a0rLTbzxTqrtGoigQcu3CwoO35VYstL/tWZNL05hHYWvz3FyeAx7sT/KjXNfhFr/Y+hAxafGcPIOGuD6n29q7a01Bexh8/NnnUYynL20/kuy/4I/WPENrpGmy6Z4bO2EKftF5jDTcc4PYV5l4QDPBeXR582cgfhWxrUvlaPdOD/wAsyKzvCcfl+Hoj/fZmrmS1OmRue3ejOKbRVCAnmmtSscUykMhcVHG21qnYVA6Y6daze5aL9tctb3MVxGcNGwNbusxK10LuL/U3a+avsf4h+f8AOuUjlxwa6fR5hqOlvp7H96h8yAn17r+P+FWncq1427GeRSdOhqSRcUwA0jIkQ5qdGBFVRUiEg0AWx0paZGcj3qXHFACCjHNOxSfXrQAcUo6e9GKKYBSikpRQIWk60UUALS0lKKAFHtTvpSClFAC0Yx0opaACiiloASlFFAoAWlpKcKYAKdSYpaAFAp1IKUdKAFoApR1pKYh1JQKXqaACiilxQAAelL0pBS0AKBS0ZpRzTAWlHpSCnAUCAD1pwpOlOxzTABS0gpaYC0UlKKBDqKQUo5oAX+dAo7c0YoAM0tJ3pc0wDGaQcUtHagAo96KWgBKXFGMUUxB24pc0YoFMA60n1p1JQISjBxgUtGMUDG7aQrT+nSg0xERWmhamxxQV9KYiLGKeDQVoxQA76CjHpR2pO9IYhopelFAzzDtTc/NTjUZ61yG5J2oFMLcYoVuaYEV5xDvA5QhquuoeQOP4wGqF03xkeopLSYPaqGPzR/KfwrO1qlzoTvSa7Etq2da3YLGGI7V9XbgCuo0vTZlkTSbEbtQusfaJF/5ZL/d/xrH0y3Gl28mqzDdPcPi3Rh04xurrI2bwr4SFyzEatrCnY5+9HF/E31PSu5L6tBv7cvwX+bPOlL6zJR+xH8X/AJIg8Qalb2FoNA0Yj7PDxczr/wAt378/3RXLk0E8Ypp/SuVI6WY/iqXZ4fmA6uQoH41Y0aL7PotpGRgiMZ+tZ3i58WVsg6NOPx4rZi+WCMeiAfpTI6kuaTPHNNJ4pN3NMY40AUm4UZFIBSKTyy3CgsfQCpYonnkVIl3MegHeur0nTE05C8m1p3XBI6KPQVnOajuVFNnDSxEdKfY372F0koONp61tavpi2s2+H/UyZx/sn0rEnts8gUr9UaR0Z1l8iXsC6hbfdkP70D+FvX8azCKh8N6qLOY2d2N0MvGCa17ywMEwCfPG/MbAdR/jV8yauKcLO62M3b6U9Qc1owaPdzDKx7Ae78Vp23htCR9onOe4jH9azdWC3ZPK2YUY5q5BazXH+pid/wDdXNdbZ6PpVvjMAkbuXOa3LZbZuFKxqBxxWbrroPk7nDx+HL+SFn8oKFGcM3J9qyipHWvSzhScHIrlPEenrBcC5hX93L9/2b/69VTqOTsxSjY5/FJjmnEc8UhFbkCHrR2o60o6UxCUtJ1o78UAOpR1pOtOFAC0tIPalFMBaBRRSAXNGTiko60AKOaWkFKPegBRS0g5pRzTAcKUU0U4UxDqdTAKd9aAF6UUH3oHvQAtLSCl7UALRiiloABS0CimACnUlL2oEKKcKQUopgLSijvS+tAAKU+tJ9aWmAfSl7036UtAhaX6UlLQAppc02loAUHmk6UpFIeKYC+9LSYpaBAaX3ooHSmAZzRSUtABTh1pOtHSmAtJ1paTJoAWgDmkpR70CE6HFLikpaYARR+lL1pPrTEGKTFONJjNADcUmPWngc0hXmmAw570U4iigDy/FMYYp9IRkVxHUR0DG6lPBxRQBKnNJo+lGfWLiSZttlEN8nuKaGK9BuPYDvVvV5G0nT7WzQ/MziW7I756L9O/5V00oxSdae0fxfRGFSUpNUYOzlp6LqbHh8P4q1yyj27YpJjtQfwIvQVP4v1Qan4nujE2be2P2eADoETj9Tk/jU/wuK29lqOoj/lxtZmU++DiuYjJ7nOetcinKpLmlvudc6caXuR2RN1pCc0o6ZpDWpic34qb95YRjvL/AIVvdFHsK57xP82p6cn+1/UV0TUiepEx9ajLGnnrSEelIoZuNOjdpJFRTyxAFHl5FWtItfP1Ld1WIbj9e1TJ2VyrHS6fbRWNuAgBkI+Zz1NWGuADjNUZUkU8GrNraqUVpgSx7E15s521Zuo32C6jN7avGgJI5X61mpo1w2BMFjHua6OP5VCqAAOwFMnjZsEDNR9ZklZFKkr6mNB4ctDIGkLSEH6Cu0t7RI9FjO0bjIdp9AB/9esi3iIYDFdRNB5Wk2Qx94M36gf0rFVJyvdmkkkjLC4HPWkaQoxVenerqQ7u3NQTWoVuKuC6shsr+a2etSR3DjvSGLmgJ6VukZ3Lkd6Tw1F6gvbOSA/xjj2PaqqIxPIqZQ69KuOjJZxzKVJBGCKjOe9aus2xhvjJjCy/N+Pestq74u6uYjaKU0lUIKX6UAUtAgpwptOFAC9PpSikFKetMAopM+lFADqBSUUALS9qKBQA4dqUU0U4e9MBR1p1NxTsUCHClzTV6c0tAC0tJ2paAFpaQUooAWlB5oA4oFMBRSikHWlFACgUvSjNA5FMQU4UlKDQAvpSik70ucGmAo60UUUCCj3oNAPFAC0opucUucUwHd6Wm0oNAC0h96PrRzQAop30ptLmmIUUucUnvRmgApaQUDkUALSmjtRTELR2xSCgmgAHWl6CjigdaYAaQClpKYDvag+1ITS0CDOKO1J/Oge9AC0d6X60lAAcUUtFMDysUtNA706uI6iM8NSDmlbljSH5VLHoBQBf0iJWvHuplJgtE8xvc9hVC7ka+MrTnLS5LfU1oy4tdCggz+9um86Qf7I+6Pz/AJVmMPSuyv7kI0vm/VnJQ96pKr8l6L/gnXeAgbf4c+Jcn5gmz8yK51DXXeAkS78PeILM/ee1ZgPcD/61cgR5b461wQspcp3zvL3iyORSEUkbZFKa1MjmPEJ/4nung+ox+ddE1c74hH/E60854z1/GugZuKCeoxupoHFRtJg8VG0uB1pDHzTCNeOta/h+1SZUKyFCxzNJ1+gFc3I/mNXYabbi2sI4u+Mt9TXJXnyxN6cbs6RnsUjCxKGI/jbkmoxNH/CKylyDxSSykdDzXlzm2dUYI3I/mhZgPpiq3nMjfN0qCzmlWH5jwaJGLtzWTkXY0bScvKqqMkmuy1NQsNlH2WAfzri9NXy3WQ/hXY6nOCLcHGPJU1vR+Fsxqboq8IuBVWQ5JoeUs3y0JHnljVOS2RFhgBJ4qaOAZ5p67FpyyrupxlYGh6wotO2r6U1pRmmGZecnAAyTnoK3TuZmZ4iMX9ngMB5hcBB39z/n1rlWHIzWjqF417cmVuF6Iv8AdFUHrvpq0bGMnqRUmaU03vWhI/rS+9RgmlDYpiJMZFApAc0o5oAXNLTaUCgAHI96BmjpnNFMBRS0naloAKWigdaAHClpBTh0piFFKKQUooAUU6kFLQAtL2pPeigBwpaQdqUUwFFL9aSloAM804U2l7UxDvrQOBSZpaAF56UvekBooAUU4U3FLTAUUZ7UUlADjSCjNFAC0tJR2piFpRTfpThQAZpe1FHpigApRwOKSlpiHZ4oNJ296XtQAhFL7UClpgHtQOelL9aB1oEKOKTrRnijp7UwFNJ2oJ6UetAC9qAf5UnPal/nTEA6UZ/OgUUAHajrRk0vegBcUmc5NLSUwFopDweKKAPLKQnijOKD0rjOoZ3pyxm4uILdRkzSBce3em4NXdG+W+uLvAP2OAsuf7x4FbYeCnVSe3+RhXm4Um1uO1SZZ9Rk8v8A1cWIk+i8f41SKij8efWlB9ampNzm5PqVTgoQUV0Oq+G12tv4qEEv+ruo2iYHvkVzupRtpurXFnMf9RM0JY9iDx+YpdOuWstSgukOGikDfrWz8TLJYdbh1eMZtNYgWSQjtIBgn9BXFWTUlNHfh3HWEupixt61KSMcVl2twyuIJjlwPkbs4q8JOK3hNSV0Y1KbhKzMPxIAt1YSHoJcE/lWmZMxqc9hWX4oXfYo4/5ZuDUsM++zjbPVaZj1JnlqEuWphbJpO9Q2WkWLRPMvIkPdhmu3iBKj3rkNFiMl4X7Rjr712EDbYQWrzcTLWx101pckkIReOtMgj8xhnkd6TBkfmrapsQCuCTN1oSbscDgUip5kwHrTasWq8k/hSWoMuwqN3Bwq9/atFtQM7FmyUChUB6hR0rLmPlW4Tu/J+lSRHMeBTlJrREWvqW2vADwABTGvveqEj4qs82ehppsVkan240qXx3ispWPc1KprRCaNQzyNzmmzOBaSmVsK42fnVe3kL/IfwqDV5wSltGeFAZ/949P0/nXfR956GEtCrLF/cOarMvOKVZXQYzkdwacZVbpg+x/xr0DJxi9iApSbalJVm27tpI6Nx+vSkZCOox9aZm4tbkBFFSY+amlaZIlPU5qM5NJnFAE3ejOKjEnrTx0oAX3paKKYC0tJ60uKYCjpzSikFKKBC04U0U7pQA4UoFNFOoAUGlpopRQA4UopBxQD1pgO9KUU2nUALS0ZpKAF+tFFFMB3SiijPSgQopabTs4oAX09KWmilFMBaO9JR9KBC0DiiigYvYUvWkpR15piF7UopKXvQAvSkpRRQIPegUUtMA9KWk70v0oAXpSim/SlpgL3oHSkpRQAc0UUtAgxzRSD2paYBRR2pRTEJS96T2qC7kmihd7eMSyKMqhbG4+maBlilAzTI2LorMu1iMlfQ+lSDpQISignmimAtFNJ9KKBHldAOTSZzS1xHUHarVt+68NySdDeXJH/AAFP/r4qnK2yFm9BxWheobew060H/LO3Dn3LHP8ASuqh7sJz8rfec1fWcIed/uKBpu7B5FPNRN61ynUPLYHWu4THiX4YyQbfMudKbeoPUp3H5fyrgwc10/gTVhpniBY5z/o9yPLkU9CDxUSV0Uji5F8kY5aPOVx1T6VehuBJGCDuIHJHetDxXozaH4gurIDMatuib1Q8iuak3wyb4SVP86zS+1E6faKS5ZlnVR52nzAHJ25H4c1Q0+bfZKP7vGKkW/jmzHN+7f36Gs+zbybiWFj0bitFJM5pwcGmaoOacCeg61Cj8e1a2kaebqUSOPkB496zlJRV2VFXdjV0e1ENv83BPLe5rZQ7/pVZk8rCAY9atW67sLXjVJczud0UkiZJUhjeVw5EfJ2rkn6VXsvEmm6pdNb2M5kkUEn5SB+dZmv+Jba0txZWMyvdTP5Z2n/Vj+I5qHwtZs00t95HlQ4Kw57jPX/PrWsaC9k5z07CctbI6ck1r2kKqq/QZrLgXfJk9F5NW9R1OLS9OV3PzyHC/lyf5VhCPUJPoF1KZbhivQHA+lTWuQh3dcVzL+JMLstbR5JO5wcVPZXmsTs5mjSCIj5QOWNJwbdx2sjTkLMxx60i27E5PH14qumn3hBlu7xo0z0HFPU28PCB5D/fdq3hSctjOUkt2XEgjX78qD/gVSYgXpOh/Gs15UccrUEgjYEEGtVQn2I9pE3oIkedfLljOTj71Zequo1OZUIKoQmQepAwf1qlGiwyK8QwwOQc1zkmi6tBIz2eqtJuOdswrppQlAh8k93Y6YPn6009a5j+0NfsObuyW4QdWhOf0q1a+KrOZvLuN9vJ3WRcV1KoupLoyfwu5u53cNyKQLtXEUjR/Q8flUcVzFOoMLq49QakB9a0VnsZ3lDRifv1Xny5D9MGnB2AAkhI9SrA0mc96UHFPUXMnugkkjRQTvwfVDxRt80fu8N9DmlEjDoaf5o/iRSfXHNO4WgysyFSacsmOtWBKDgH7vo3Iq9baTb6kdsUoif68fkae4nDszOVgad+NXrvwrqticpGs69ihx/OqGHRtk0bRuP4XXBp2aIaaHClpB1pR+dIQo680tIBzSigBRThTacKYhaWkFKKYBTh93+VNGMc04fdoAWgUUtAC9qX0pBSjrQAvegHFB9KMYoAdRQKKYCij60gpaBC0tIKWmAZ56UtFHtQAo60UlLQAUuaSjtQIdmlB6UgopgOFLnuabSjp70AKDzS0gooAWiiimIUc0tIKO9ACil9xR2pO1AAOvNOBpuetGe9MQ7tR1pM8UZoAdRSZo7UwDNKDSY5pRTADRRS9qAExzTqQUUxC/WgUlKPWgQUUGigDyUNTwwqAZp6muI6hZl3IiDq7qv5mtXWznV5VHSMKg/BRWbbjzNUsk9Z1q3fyeZqd0xPWVv5mutaYZ+b/Jf8E5XriV5L9SvimMKkHrQRXLY6is3Bp8chjZXBwQcg0rp3qLHODUlHfeJox4k8E2WtwjdcWeIbkDrt7H8688lg3A13Hw/v4vtVxo98c22oIUwexrm9T0+TS9UuLKcYeCQp9fQ/lWa0lYq+hy15Yh1PGGHQ1kASW9x8/wCfrXXzwhx71iahZ5U4HTpTtZ3G5XjYg066ludTgtPLJ82QJuHYdz+Vep2UEMW2OJQFUYHtXmHhyWGDV83DYYLiP616NavhRhs+hrkxN1oa0rS1LV3EVm4HFWLeMonuami23CjdycUydGkheJWMZYEB16j6V5zV2dF9DMk8N6dNei5ktUMgJPSthIwiBQMADgCuXv8AT59Cs/tttfXLCIl5RI+QR9K6u1l8+zhnZdpkjV8HtkZrepF8qd7om+patLZnwAM5OfyqlfC1u5led12xjag64960JbhrawkeNtreWVB9N3H9a50cDFbU6ClHUxlUaZeWWzi/1aFsegxSm/IP7tAvueaoGlzW8cPCPQzdWTLL3DytmRyx9z0pmeKizS5z1rdRsZ3H5oJpm7FITVWJuOzzTfpRmm5xRYdxSc1WubG2u123MKSD3FWPpRTC5gyeGhC5k0q7ktW7KTuWmrqurab8up2nnxD/AJbQ8/mK3+tIRkY7VPs1utDVVpWtLVeZVstbs75R5Mq7v7p4NXi1Zd1oVpcyiZU8qZTkPHx+frWkuRGoY5bHJ9T61ceZOzJn7Nq8dPIUOR0o8yjOKb0rQxF80jFH2llPy5H40w5oEe4Uhl628Tahp5/cTvj+6xyPyNalv42tNQIt9Z0oMD1mhHT8K54WynkjNTRxKp4AFNX6FKVjS1D7H9ozp2/ycfxiqwFHYUCmZsXODS02nUCFFKKTtSigBwpetJmlpgKO1LTRSjrQAtLnPNJR0oAd3p3Wmg04UALRR0ozTAUUopBS0CFHNFGaQHmgB1KOKaPeloAUUUnelFMBR6UtJ3ooELSikpcjNAC9+KUdKb3paYBnmlpM0tACil4FIKWgQZpfrSUoOaYCk9hQKBRmgBRyeaKQD1paYBijPGKKME9KAF7Yoo+lIBQIWlBzSfxe1LmmAtA96KAc0ALR3o6Ck70xC0tJS0AJ2oopBTAWim5ooA8kpQeKMelJXGdJY07nXLDn/lsP5U+7b/iYXOf+er/+hGorA7dasG/6bCpL4Y1O6H/TZ/8A0I11v/dl/if5I5V/vL9P1EU07rUKt61IDmuQ6hWHy+tROuORUtBGRQMS0uWtbqKaM4eNgwOa7Hx1Amo2en+IbX7tzGI58dnA4ricbWruvCTDXPDuoeH5SCzp5luT2cVlNaX7FI4fqKrTQCRcEVdeExuyOuGUkEHsRUZWmI5TUbBo23p8pByCO1bnhnxFJI32W6IEy9M9x61ZntllBBFc9qWlSQOJ7YlGQ5Vl6iplBSVmEZODuj0yz1NUdd/Aq1qFodQhAglKOpDoynoa4PQdbS/UW91hLheo9fcV1cf2u0UOhLr2rz503Tlc7FJTWgqaJquobYdcvI5LVTloYEK+bg8Bj6ewrpEQjAIwB29Ko2WsqSFuFwa2rcpcOuwg7jUSk5aMVrGdqtwnkJAo5OGb6dv8ayT2xU99L519M+cgtx9BwP0qsTXpRjZWORu7FzRmmbvSlzWliR4YUu70qMU7PpTsIdnHWjPFNJ7UmelOwDs0Z4pDQBxQA4dKOlIDRmmAY5pTTCxzSK/Y0ASUppARS45piE60oGaXH404UwGhMnmngUgpcUCF+lPXiminCmA/rRSDk0vegBadTRSigQ4c0opop1MBwNL04ptLQAoOKXpTaXPFADqOaPTNFACjpTgfWkFKKAF60tJRTAXrS555pBS0CFPSigUUwFB5oz7UUUAKKOtJSigBeppaQUtABS9aTrS0CFozRkYo60wFpRSL70tAC0UYooEO70ZpAaTrTAcM5yKWkpetABS0lLTAMUUUtAByaOlJnmloEJSg0lHSmAtO7U0dc06gAoz3oFFMQueaKQdOaX60AFJmg9aSmAtFNJooGeTUtVhewHpIv508XMR6Op/GuQ3J4m239o/92Zau6umzWbsdP3pP581lvMuUZSMq6nr71sa8V/th36eYiP8AmorqWuGflL80cr0xK81+pn5x0p496bFE88gSJGduyqMk12OmfDrUrqJZb6RLNG/hblx+FcbaR1nJc0V6NH8NLQsPO1GZh/0zQD+ea6CHwVoK6XJaJZr5rptM7fM/1z2/Co50M8aZdw4q7oGqPo+twXKkja43fSna5pFxoWqSWlyDwco+OHHrWa/zDjrVXTQzrfG2mpBq631qo+zXy+ahHTd3Fc0Y67HQpR4n8HTaVKc3ll+8gz1I9K5XaRkMMEHkHtUR090ZVKYprwrImGGasMKibiqJZzGqaO8EgubQlWU5BHatjQPEkkw+zXL7JwOhPD/SrjAMuGHBrB1TR8N59rwynOAelDSa1J1i7o7NLlWYFl5q+NZ/s7T7i6hQyyRr8iA9STjP4dfwrh9G1/zCLa/O2QcK/wDe/wDr10SNwMcisnQhe6NlWfUSx121vPkZvKk7q3FaO7PINYt7pNveDcB5cn99eDVEXWoaM2Jx9ot/7w6gVesdx8sZ/AdPmlzVKz1CC9jDwuD7HqKuA1orMxaadmOz7U7JNN7UZxTEO+tGaTPNGeKBC0uaTvikJpgOBpC2KYWxUbS4PNAErnI61XeTDfLUUlx2FV5LyOIFpXVFUZJY4xQBqwsWHzGpxiuJv/GuW+x6BAbu5bgyY+RP8a1/Da6qsJk1mfzZGHC+lAjoc0tNU5paoBV607rTRTxQACnDpTR1pRQA8daB044pBTqAAU4cU3vSg570AOpabS54piHZxS5puad2oAXPpSgg00UvagB2eKXNNzQPegB4pw6VGDTgeaAH9KPrTaWmAopc5pB0oHSgQ8UUlLTADzS0lLQAUCkBpwoAUUUDrQe1AC96Wk+lKKYhcflRRS9qADOKUGkpOtADqX6UgpaAClxSCimIdiijNB60AL0oyaSjNMBRQDSdOaBQA6jvSUUALRRRTEKKXtSCjNMBwoBxSZoNAAM5ozSZxQKBCk0gNJn1pM470AONFM3etFMD5o/eL91mH40oknH3ZG/OpeKOMVzm5e0Oz1bWNUitNNjkuZWYHavYdyT2Feva38NNY1CbRpYryJNyrBdhefLUZO4HuecV534C1r+xfEkTZ2xzEIxr6U0Wf7Xp7EfvCp3c+hrOdaUIuC2YvZqUlPsU9P0fT9Hh+zaNZhMY/ekZZj6k1f8AsM8jqsjAFvetOLaVBUAewoMQeTLZ5GOK4pSubKNii1ksKnfdKpHQdTVUG4DZhRmToGxitRLZWkcxqFROOnWg4ClcVNy+VHK+KdKj1/R2jliC3cQJhkx39Poa8QuL+O1upLe53RTRsVdGGCCK+kpYVdflFeQfFfwS0wbXNNiLSov+kxqOWUfxD6VpTqa2YnGy0OX0XxVHomrwX0M3CtiRf7y967LxPZ2pVNYsHX7FeANkdFY9q8Nmywx2r0n4deIrW+0ubwpr7bra5G2J2P3T2rpnHS6M07j2liP/AC0X86T5SOHU/jXMeJtE1DwtrElldM5T70MmeJF7GskXkw/5aN+dOKUldCbsd00foQfxqNomI6cVxov5x/y1b86kXU7kf8tm/OnysLmrqWjCfMkK4brx3qtZ63daZJ5N8rSRjueo/wAaqjVrsdJTUc97JcptlIb3xRytEvyOzs9VtbyMNDKrD69KubkdcNgqa8yKFX3Rlkb1U4qaPUtSgH7u4LD0PFGnUXMdjd6M9vL9o0t/LfqY88GpLTxEIn8nVIjBIP4scGuTTxNqMXDycepFSSeI57qLbMkMoPcip5OsTdVU1aWp6FDdQ3C5hlVx7Gpt3NeWpfSxybof3f8AuvWvY+I7mORftFxmMdcjmlzNbofs4y+Fnd5xS7xjiuDPjK5A5ijH/AqhPjWc52qD7KM1oYHfGUD2qN7gKOua4L/hKtSk/wBXaHnuxxTH1jWJ/wDl4itwf7i5NLmQro7mS7CqSzAAdycVjXviXT7bIe4Dv/dj+Y/pXOR2KXrbtS1CWTvhiTn8BWvZ2WiWwADj/vmjXsFyrNr+p3zbNMs/LU/8tJf8KW38K3mpyCTWLuSVf7g4FdBBeaVEPkkQD3FXU1awGMTrQkxaiaZotnp0QW2hVPfFairt6VSGqWX/AD8J+dPXU7M/8vCfnVgkX1p2eapDULX/AJ+I/wA6kW+t26Txn/gVAy11pwPpVb7XAek0f/fQpwuYf+esf/fQoAsDilHbFQieI4/eIf8AgVKJU/vr/wB9UATdaWoxKuPvr/30KdvUjhl/OgB/SnCowwx1B+hpwYdiD680CH0ZpFO6nAHt/OgBaWmjJpwU0wAGlzmkCn0pdrHoKAFpc8UbG9KArelAAOvFOB55pAjelLsYjgUAKOuaUdKbsbtS7G7jrTEO4xSikEbkdOKAjf5NADhxS5xTSjDr/Ol2EenPqaAFFAPPFGwgckD8aQL0+dQO/wAwpgOp1Nwv/PRB/wACFG6MdZox/wADFADqWozJCAM3MX/fYoE8APN1CP8AgYoAlz2pc461Abu0H3ruEe2+g39gvW+h/wC+qAsTg07tVQ6npo66hCPxpp1jSQf+QhFRcLMuUDpWe2v6OuM36Ed8Cm/8JJoq9bzP0WmFmaeaM+tY58VaIpP+lMf+AUjeL9DH/LWU/hRcLM2qTNYZ8a6Kuf8AXN7YqI+O9IX7tvO34ii4WZ0eaUGuYb4g6aPu2MpPu9Rt8Q7UZKacfxei4crOrzSE1yD/ABFA+5pyfi1RN8R5/wCCxhB96LoOVna9aN3PFcI/xG1E52W9uv8AwDNQv8RNYP3TCv0QUcwcrPQ9rn7qN+VKIZTx5bH6CvM38f66/wDy87foKgk8aa6//L/IPocUcwcp6uLa4P8Ayyb8qX7JcADMe0f7TAV49J4n1eT71/Mc/wC3VZ9Y1GT793Mfq5o5g5T2o27Ly0sK/WUVGfs6kh7+1U98yCvEXvbtvvTSH6tUTTyH7zsfxo5h8p7a17pcX+u1m1BHXBqJ9f8ADsX39YRv9xM14pvY9TSbielLmYcqPYZPF3hiNv8Aj+nkH+zHiq7+PfDcf3Y7qT8QK8lyaQ5o5mPlR6lJ8StFQ/udKmf03SVUl+KNuv8AqNFhHpvYmvN8Gii7CyPQT8VroH93ploo9CmaK89opXYWRhilFVfMb1oEz1N0OxejYo4ZTgqcivoz4V+JFvdLVXYFmQK2fUV80LO3eu7+GfiJrDWfsrthZCCvPesK6uuZdDSHY+nyDG5K9DUqVT0y6W+sQQctirMecgGuM1LKL5YGRxUNxEDyuPpTnkO3HWoGlywAoY0QFtjYP4ZqKaKOTKOv3hyCKveWHUhgDmqd+Ta2bOhOVHGazbsrsrc+d/if4JHhzVze2Sf8S+7YlQP+Wb9Sv0PUVwkbPDIskbFWU5BHavq3xBoVv4l8NtZ3ABS4jxuHVW7EV8u6pYS6VqtzYXQ2zW8rRsPcHrXoUKnPGxzzjZnpujalZfETwz/Ymsssep265trg9SRXmeq6ddaNqUtjfxGOaJsHjg+49qis7yawu47i2kKSRnIINemn7F8TPD4UlIdbtU+R/wDnp7H2qpXpvmW3X/MXxKx5XvFOD0+9s57C7ktbuMxTRNtdWHQ1XxWys1dGZMHpd1QgUvOaYEu6lyDUPNLzSsIl4o2IeqqfqKj5oyanlQWH+RF3QUC3hz9wU0E4pRmjkQrEixRKBhF/KnjA6YH0FQ5pQTRyILE26lzz1qIfSlGaqyHYk3Uu/BqMKaULTGSB6cGzUY4pwPpQBICaXJ9ajzS80ASbmHQmlDt2J/Oo80oNAEnmP/eP504SOP42/Oos0uaBkomk7O350onmB/1jfnUOaUGgCf7TPn/Wv+dOF1cA8TP/AN9VXB4oP1oAsG8uccTSf99GlF9djjz5P++qr5pQeaQiyNQux0nk/wC+qcNRvAf+PiT/AL6qsKM+9Ay0NRvc/wDHzIP+BUv9p3v/AD8yf99VU3UuaALY1S9x/wAfMn/fRpf7Vvv+fmT/AL6NU6WgC6NVvv8An5k/Ol/tS+H/AC8y/wDfVUxxTqALY1S+/wCfqX/vo0q6pfD/AJepf++jVQc0o6UDLX9pXpPNzL/30aUalef8/Mn/AH1VSlwKBFr+0bs/8vMv13Gg6hdD/l4k/wC+jVXbz1pSKQFg3912uJP++jQb656GeT/vqqwHvQQPWmBOby4J/wBfJ/30aT7XP0Mr/wDfVQGjFAyb7RMf+WrfnR50veRvzqMDPWjFIBxmkP8AGx/GkMr93P50mKQ0ABdv7x/Ok3nHU0lFMA3E9zQDRRSAD160vGOTSUZoAX6UlG7FITTAWjIHakLYppb0oEOzmlFR7qUPxQA/PFITTc980hfAoAdTc03fTc89aAH7qP5U3cKaZAOvFADxSk496h+0Rjq4/Oo3vIF+9Ko/GmIsFs033NVG1O1B/wBatQtrFsOjE/QUhmh1NGayjrUX8KsfqKhfXOu2In8aANvdSFwK559dl/hjUUz+2Lhuw/KgDoTJSeZ6VzyXl3L/ABn8BVmPzsfvJGP40Aa3mYorNye5opAZtLTc0oNQaDhVmyuntLyKeLho2BBqrmnA0mCPp74eeJUvrKE78hlGRmvRtwLZHTFfK/w38RnTtSW0kfCMcrk96+m9NnF7pscqNk45rhceVuJs9dS0/wA3TrTREBinIRn3qO8uEtbdppN21Ou1cn8qSVxES3nl6strJwssRZD7g8/oR+VTzxLNDJG4zkYxXAeIvEl3qNxFJoEe1LCdfOuWHypuG3k+27kCu402yGn2UcRuJLpyMvM/Vye/tXTVoctNOXXoJS1Kelb1hkspT88LEj3FeH/Hbw69jrtvrcAxFeKI5cDo6jg/iP5V7ldn7LrdvdAYichJT7VnfETwvH4m8JXtkmC5TfA3pIOVrjw8nB27fkXUV9e58iF3H8VXtK1m80jUIrqzlZXRs8HrVOWJ4ZHjlQo6MVZSOVIOCKi6V6lznsewX9rY/EzQBf6cUg1uBfnQ8eZ7GvKrlbqxupLe6jaKaM4ZGGCKn0XW7vQ9QS6spGRlOSB0Nel3drpHxN0r7RbNHaa1Ev03+x9RWN3Sd1t+RVlI8n+0tTvtbDtUuqaRe6PeNbajA8MinjI4b3B71SrZSTV0RylgXn+zTvtn+zVXHNGKq4rFv7aufuml+3JxlTVLpQaLhYvi8j96UXsXfI/Cs8UUXFY0heQ/3qeLyD++KysetGBRcLGuLyD/AJ6Cl+1Qn+MfnWPtGelBUHtTuFjaFzF2cfnTvOjPR1/OsLYtL5Y9T+dFwsbomT+8PzpRIn94fnWB5Xufzp2w9nP50XCxviRc/epQ49a5/awP3z+dAEg/5aGi4WOh3CgN71z+Zv79G647SH86BHRbgaUMPWuc33I6SH86POuh/GfzpgdJu96MiudFzdDq5NH2u6x98igDpAw9aCa5r7ZdjrI1KL+7HWRqAOk3Y70ofnk1zX9o3P8AeNOGo3I6uaAOkLAng0m73rm/7Ruc/fpP7SuB1ekM6YNSgk965wancf3/ANKkGo3BX71MDoRzThwa57+0bjHD/pQNSuMfepAdH260o69awI7y6lPysfyqc3E8YXc/fmkM2QfelB96zBPJ/eoFxJ2NK47Gn260o+tZZuJezUxrmcdGNFwsbGc96QmsM3s+eXNNN7N/z0NO4rG9uHHNGR61z/22Yj75/OpFuZiOXb86LjsbuVo3CsT7RJ3Y/nSefJ/eNK4WNwMPWkLj1rEM7/3jTfOf+8aLhY3fNXuaaZV/vAfjWGZW9TTTI3rRzDsbhlXuwpPOTH3gB9aw/MPrSeYfWi4rG6Z4/wC+PzpDdRjrIp/GsEt700ye9Fx2N43kIHLimm/h/v1gmQetNMtFwsbx1GEfxfpUbalD6msMyelMMhouKxuHU48cZqM6qn90/nWKZPWmh+OtFwsbJ1hf7n60w6weyCsgtSFiRTuFjVbWZeiqtRnV5yOMCs3JppJNAF9tUuD0bH0qM6lOf+Wh/A1UpQPmoETm7mJ/1jH8aiaeVurn86Tbj6UhoAaZG7momct1OalVNwLO2FH51GzDd8gwKYCKmeXOBTsoDwM+5ppBPNJkD3NAh5cnpxTSR6mkw0lW7ewd+SMCgCqkZc8CrsFiW5fir0NmkQHHPrVgR8UrjKyQhF+UU/bU4TtS+X3pgQbaKseX6UUgOd8wgcilEgxTBcP35+opfOQjDIPwpWK5iTfk04GogYj0yKdhf4X/ADpWHctWtw9vcJLGSrI2RX0x8LvFialpkcTtkkYYehr5hUv2Kmu5+GuvTabrixOdqMcjnqawqR0uWnfQ+rNg3ZFI6BuGGR3FVdGvUvrNWDZOKunGeO1c4zmNb8JQ3lvcjTpWspbkESNH0fjuOlR6L4ga3jfT9WikWayxE8yqWU8cH2GK6lx8uaqmxtzNLN5Y3ygB2xyQK2VW8eWeorCyxJd2bL94MMqwrP0rUGWOTT735Ssm2Nj9M1rIwC4UYC8DFZ15aR3E0kirgouQw/vYrhqJp80TaNmrM+cPjD4dGheOJZYU2wX6+evHAbOGH8j+NefnivpH4h6EvjHwjJCq/wDE009TLB6uB1H4jj8q+a3XBruoVFUhdGM4uLsxS9S2Oq3Gm3S3FnK0cinIKmqThqj6GupIybses6d400bxXYjT/FVuhfospHQ+ueo+tZetfDK7hQ3Xh24W/tjyELDcB7Hof0rzwMRjbwfUVv6H4y1bRJB9muHK90J4P4Vi6LTvTdvyKUk9GZtxbXNlOYb2CSCQHBWRSDUYYEV6da/EPRNbhFt4k02Ns8FgoI+uDTp/AnhPXU36DqZtJD0Tdkf98t/Q0vauPxq34ofLfY8vzzRXY6l8LNesTus2hvU7bW2MfwPH61zV7ouq6aSL/TrmEDqzRnH5jirjOMvhYrNblPFKKQSKe9OzViCkFLilxQAlGKUCjbQAmKUjtS4o60AJilxRQKAFxSYpaAKAFC5PFdfrvh+28O+C9PnnUPqGrNuUMP8AVRJ1Yd8sxA+gNR+DvCrapd/bb91ttPtv3s00nCqo7/4VW8aeIx4m8RvdQI0dnBGtvaRn+CJeB+JOT+NSpXeg7WRzwowaWlqrisNxQFp4FGKLisN20bRTqSi4WE2r6UbBnpTuKMZouFhhjXPIpjBAcAVI552j6mlgj3sWI4FVcVhEtgRkip0t1xzUoFOA6VLkVykX2dPSl+zJ6VN0pQKXMPlERdoABwKcw3DmgUtK5VhACB1pwB9aMUvalcLCYo20tLRcLEbRhqjNtnvVnFLwKOYOUqi2PrTxAQOtWAKcMdaXMPlKvktR5DnpVwH0ozzS5iuUp/ZpMcCk+zyjtV7PqaTijmYcqKBgk9P1pnky+laXFLjIo5hcplm3m9KT7PMTytauKXGelHMHIY/2WY/w0n2ab+7W1so8ujmDkMI2s4/gNJ9kmJzsNb/lUnle1PmDkOee2lVclSAKgbJrpng3KQRWJcQGOVlqk7kSjYpkUYqUxGlEeelWQQ7c04IcVKIifpTxHt5agCuVwMmmAZJ9andS7cdKctvgZIpiIgmOtIxCr71My+v61GIi7c9KAIgxP9KV8KMn8qmMJHTAqCR0Q/32oAj2s49BSEqvHU07EkvTirNvpkkmCwwPU0AUsNIcCrVvp7yNnGB6mteHTo4+oyatCMAcCi4ijBp6RjJ5NWlQDgCpglPWLNAFfZ7U4Rn0qysI708FE96AK6xGniEn6U5pwOgqCW9VBlnVR7mgCYQqOrAUVmtrEAbAfd9BRQBzuMUVqfZV7DNNNqvpTuBnDFFXjaD0pj2npRcCqGI71bsL6Wzu4po2IKMDUBt3BxilELL2pOzKPrf4aaxb6zoMMmcSlAWwfzrs3iYN8nOe9fO/wR8Qtaal9glJwRlfp3r6KVwyA9j0NcEo20Nb6i+WcYNNKcGgyFeD09aeHBXioHcrom4ENwP50kxhtoy8xCJjgd2+lSXEiwDAI3nk57V518U/GV54S8OwXemqslzcXIiLyDdtG0n+lP2begc6E1SaeDVrjUIEbAOQo/hHYV4P4/8A7MPi+5OkKER8NMi/dWU/eA/z61Jq/wAS/EmrQPDNevHE/wB5Yztz+VclvycnOe5PenhsKsPezvcqpUdS11sKQD0prJS7qUc12mNiIxelJgjtU2MUfWq5hcpBn8KmjuZocGKZkPbBoKqe1J5YNF0KzRu6d4313TcCK9Yr/dJrobX4sXXC39pFMO524/lXnxhPUHNJsYdqiVKnLdFKUkenv4x8J6rxqOlRhj1Yop/mM1EdM8C3/MEjW7H0dlA/mK8zIOelSIjZyCRUexS+FtfMrm7o9BfwJptz/wAg3WOeysVf/A1n3fgDVbdcwyQzj0yUP68frXNQzzw/clcH61p2viLUrXHl3DgemTU2qLrcr3WRTeH9Wt8mXT5sDqVXcP0zVB0aNsSAofRhiust/HV6uBcJHKPdRmr6eNrGbi8sAfXaxH880uea3Qcq6M4MClxmu+HiDw1MMy6eAfTap/pS/wBr+FP+fHH/AGzT/Cn7R/yhyeZwBwKfHC8zbYkZ29FXNd0de8MxcxaexPttH9Khk8YWEY/0PS19vMYt/hRzye0Q5V3OattDv7mQIluwJ/vcfp1rpbHwfa6You/Et0trEPmEbffb6L1/OqN1421OVClt5dovpCoX9RWDcXM93IZLiR5GPdjmi0pbsNFsb/iXxYdUgXTdLi+x6VEcrED80p/vOe/07VzWPzpcUYrVWWiIeo3bShadSZoEGMCijNJQFgPJpMClpenJoHYAtIWy+1OT3PpR80nA+Vf5047YV+Uc0CsQFNs2zPJ61djQKoAqqYmTEh655q6nKgim2NIULTsCjFLiouVYTFKKXFLikOwmKWjFLtoGJS5pdtGKVwEz6UtAApcUAJmlzRinAcUDGinc0oFLtIoGIMmlAPelC08D0pDG7c0Badg4pQDSATbTgtGOadtoATaKcFFAXNOC0DD6Uop2ylCmgLjQKUDvUgSlCe1FgIiueOtUL623DeByK1dnPSmPFuWqjoyJK6Oc8j5ulOWCtKS3IY4FRi0duvStjCxSKqpx3pnlGQ/NV8wRxj53Vfqagku7WEff3n/ZFMRGIQo4WmtG5qGXU3biCLHuagK3lz94sAfTigRNJ5Uf+tkH0FV3ve0SfiasR6WxOZGq5Hp8KYyufrTAyFjuLhvmzj0FW4NKPBfArWSML0AFSBfzoAqxWUcQG0c1ZVAB0pWKx/6whPqcVXl1O1hzmQEj0osItBaXaKx5PEEYOI1J96qza5Ow/dgCmB0e5F75qKS8ijHzOq/U1ykuoXMn3pT744quzluWJJ96LAdLLrVumQrl/pVGXXWIIij/ABY1jr1paLBctTancyjBfaPReKqu7t95ifqaQ0hPIpiDPpRQeOlFAHR45pcVCrMByeaY14qHDMM1BRZ20FBiolmBwcZBpWuI0xvO3PTNADvKB6UnlA05ZFPRqdkeooA2vB11/Zvia1mDYBbafoa+k7TxbpJEdpJeL54AyF5r5XjkMciupwynINXbLUprbUkuzIxfdlmzyaUYRlJc2wpNqPu7n1TH4g0uSbyjeRF1zlS4BGOtc7q/xb8Oab5sVtK88qNtygGPfFeM+JDPLDHq9jM4juF2XAVujev41yZNXVw6pT5SKVT2keY9W1L43StA/wDZ2nhZSx2vIc4HvmvPPEfjbW/E9uINVmDwq28Rjpn1x7Vl8UhUHtUWRqjKMJ9KaYfatbyxSeSCOlKw+YyfJ/CjyjitbyF70htge1Fh8xleURSbTWp9kFJ9jB6UWY7ozClKErR+xCkNlSswuigUpNlX/sR7UfZHo1DQpBfalC+1XBaP6UC1buKNQ0KgHtTsVZ+yt6Uv2dv7tIZWxTgKn8hv7tHkN/dpDIQKMVN5B9KUwn0oAh20FfSp/JPpR5RoAgxS4qXy2Pajym9KYEOKOam8o46UnlfhQIhpcU8xmjY1ADCKTFS+WaQKT2oAaqZIq+ulh7UzuxAXoPWm2kHmSDNdFLYltK2xnpzTEzlZB5aEgVDEu+Te34VbuI/4fzpIYgFqTWMUxsq/Jj1qzFbBbfIyT71GyA4BrWtIkeEqT1FZVJtDjFGZtoxVuW28tyOtR+SapO4rEIFLtqcQn0pfIPpTAr7aXHp0qwID6U4WxHY0AVcUu30q2LVv7p/KnC0c9FNAFLb6U7bV4Wb/AN004WMnZOKAKOygJmtAafKeq1INNk9BRZhdGbtxSqua0xprHqakXTuPvUWYXRlbDijyyK2F01W6sfwFSDTAfuhj+FPlYuZGMsVPEVbiaO3aJjU6aNIekH50+Ri50c8sNOEPtXTR6FL/AM8xU6aDKcZwKfIxe0RyqwNj7p/Kni1f+6a6+Pw9n7zVOvh+LHLEmn7Mn2qONFo/pUgs26Gu0j0OFeozU66VApyIx+VP2YvanECwY9AfyqQaZKRxGxruF0+MchAKlFmo/hFVyIn2jPO7u2mtYd5hJPoayJLy7JIjtkH1Nen3mjrdDBFZreFECnI/E0uUOe55y8mpSDoifQVAbW+kHzznHfFd3d+H4olLLPGuPVhXO3c9hbA7ryJvZMnNLUrQwDpef9ZKzU5bCFe2T71NNrdgjYUM5+mKqyeIo1J8q3U/WnZiui0lsi9FA/CpRDgcA/lWLL4huv8AlmqJ9FqnLql5MCJJ2I9M1VibnSM0affkVfqaryalaRH5pd3sormS7seWJ/Gm55p2Fc3pdeRVPkQ59NxqhLrN5Ln975Y9E4qiKRqYDnmkc5d2Y+5puc9aB0pPpQIWlPQU3qKXNACGiig9aAE96dTRTqAE65oNAOKO9ABRSGigDoHT5Tg81kPaT+YcqW561qJdwyDhsexp/mR/31/Op2GRquEAHpVS4G68jQ9OtW5JVCnBUntzWVLIRc7s8iktx9DSC81SummWXI3Be2KtQXCSKOQD6VNwfejYRFaNJ5ALsxJ9afPdPBEXB5zxT/SqepHEar6mmB2/hPV0ubVtOvvnhnXac/561i6zBLo19LbzKXC8ow/jU9DWLpV8YHA3bSDlTXoEkUXinQ1VcG9txmP/AGh3X8f512x/f0+T7S2812OOV6NTn+y9/wDM4pNRjcdCKlF1Ge9ZzqVuJARtIYjHpTh9a85uzPRUbo0lnQ96eJFPRqzRn1pwJx1pc4/ZmkGHrmnA1mZPrTw7DvT50L2bNHNOzWd5r+tPE0metHOg5GX804CqK3Enfmni6f0FPmiTysuYFO2jHFVBdHutPW79R9KfMg5WWQg7UuwEdKgFyvcU9blDRoFmSiIU4QA9KjFwmetSC4T1p6C1FFuKd9mzQJ09akE6f3hRYNSMWnsKcLT2qZZU/vD86kWVT/EPzp2C7Kwss/w0psgP4KuLIPUfnT1ZT3o5ULmZQFgD/BTvsAH8FaSsKkUijlQczMr+zh/cpf7NU/8ALL8a2VIqRcGjlDmML+y0/wCefNA0lMcx/pXRKFPQU8KtHKHMzmv7Kjx9w/lTl0iP/nmfyrpAinqKfsXHSjlDmZzsemrGflSrnlyGPZtOMVsKi9gKcEX0FHKLmOaOkxMcmLmnrpEQH+p/SulCKewpwRfSnyoam0c1/Y8RPMP6VLHp4T7sR/KuiAXoQPyp4RfSlyJhzs546fvbmLNA030h/SukCrT9q56c0ciFzyOb/stiP9VTv7LcDiIV0g2gdqUFO5H50+VBzM5waVJn/VAVIukSn+AV0HmRjqyj6kUefCP+Wsf/AH0KOVBzMwho0oPRcVINGk9R+VbDXdup/wBdH/31Sf2haL1uE/OiyC8jLGiPu5b9KmGh8cvmrp1WyXrOtNOtWAP+u/Sj3Q94g/sOPuxNSLocHGc/nSP4hsF6SMfwpjeJ7JR0Y0rxHyz7FgaPbjquakXSrdf4BWc3iu2HSNj+NRHxcmPlgP4mlzwH7OfY3UsIF6IPyqVbaMHhBj6VzLeLn/ghX8ahk8V3bcIqj8KPaRH7GZ2AhQdgKURoO1cQ3ia/bo+PwqJ9ev3/AOW7D6Gp9tEr2EzvgqikJjXkso+przx9TvZD807H8ajNzO2MyN+dT7ddilh33PRWu7aP700Y/wCBCom1awj+9cIT7GvPS8jfecmkGc8mp9v5FfV11Z3r+IdNUcyk/QVA3imyX7qs1cUFyfWnhc1LrspYeJ1jeLYx/q4M/U1Xk8WXTtiKKNf1rngnHNPVD2qXWky1Rguhrv4j1F+BNs/3eKqSXt1OcyTMxPqarhMe9PCccVDm31NFTitkI4aSJwXJypHWvJ7ncJmB6qxGfxr1wJng15RqaeVq11HjGJWwPxrag9zDEK1irnJ5pT1FIOtKx4rqOMD96kIoFIT2oAKMc0Gl/hoAB3pKUHGabmgBcUdDQOtBoAAOKM0ZzSCgBTTc04/dpDQAgpcc0uMUUAITzRQaSmAtFBopAGTRk0UUwDJ9aSiigABI6U9WdmwpOfrRRQArPKjcsR+NIXeVgGJPpmiikAssTQMATyRW34a1ubTtRTLMUY4NFFVGTi7omUVJWZo+NPIHieQ2oVQ0UbPhcZYrkn9RWGPeiiueo3KTbOqmlGCSHg4pwOaKKyNBR6U8CiikMdQKKKQx1KKKKQC0tFFAC9acKKKYxQOafRRTuKwd+tOyfU0UUXCwoY9iaXzGH8RooouxWQvmuP4jR58g6OaKKfMw5UL9plHRjUsd9Kg5JNFFVzMlxQiajKjMWJOe2elPXW2jU7gT+NFFVzMjlRFBrkyuzSMzA9BnpUqeIJssXz14AJ4ooo52TyolPiRlt3AVvMPCnceKpr4iv8/6w5+tFFLnZSijX0jVLq7lAlkJz712k1msWhzXQJ8xUyOaKK0u7GVtTzW+8T6jDceXHKQMVJb+Ib+WPJlP50UVPM7Ho0acW9ULc+ItQjhhKzNuY881uaJfXd2QZpS2feiiuHFVJxhoyYwjz7FvXLqa2kiWNyMrk4NZX9pXJ/5at+dFFThqknSTbKlCN9hBqFwc/vW/OkN9cH/lq350UV0czJ5UIbuc9XP50faJSPvmiipuwshvmyd2P50eYx7miii7HZBuJ704HAoooATr70ooopAKOKWiigYv0pRRRSAXFL0oooGOp3aiikMcBxzQDRRQIdxUi9KKKBj8Yp6n5aKKQx6jvUg9KKKQDxjivLfE8fleJLoDoWB/SiiunD/EzmxPwozATRRRXYcImaG+9RRQAClJoooAQUY7UUUAHSg9KKKAE6CgDiiigBR0NJ1oooAU0lFFABQBk0UUwENFFFAj/9k=[/img]
Litzenfarben:
Gelb/Weiss
Braun
Braun
Blau
Blau/Gelb
Weisss/Lila
Grün/Schwarz
Frage 2: Ich habe im Netz gelesen, dass es zwei Arten von PDC Gongs gibt. Zum einen bei originalverbauten PDC unter der Lenkradabdeckung in Kombination mit dem BC und Für Nachrüstsätze unter der Hutablage (anderes Modell).
Meine Frage an euch. Welchen sollte ich am sinnvollsten ansteuern? Habe eh die Hutablage runter kann dort viel einfacher das Kabel rein ziehen.
Und welchen müsste ich da nehmen? Habe im Netz bei BMW diese Nummer gefunden Signalgeber PDC: 66 21 8 363 091
Bei Ebay etc. werde ich zum Teil auf Signalgeber für den 5er oder 7er verwiesen.
Freue mich, falls mir jemand helfen kann!
Danke für eure Unterstützung.
VG Dominik
Mitglied: seit 2005
Deutschland
Deutschland
Hallo DB320,
schau mal hier (klick) - da gibt es sicher etwas passendes zum Thema "Nachrüstung PDC E36 Coupe"!
Gruß
schau mal hier (klick) - da gibt es sicher etwas passendes zum Thema "Nachrüstung PDC E36 Coupe"!
Gruß
Ähnliche Beiträge
Die folgenden Beiträge könnten Dich ebenfalls interessieren:
also welche farbe wohin gehört ist hier im nice2know oder im WWW zu finden . wenn du das pdc am pieper unter der Hutablage anschließen willst , ist es auch okay .
und du hast richtig erkannt . es gab zwei Versionen . einmal ab werk und einmal zum nachrüsten . obwohl die ab werk auch in zwei Bauformen zu haben waren , dies ist jedoch nur baujahrabhängig gewesen . also quasi nur ein optischer unterschied . einmal waren sie bündig drinnen die pdc in den leisten und einmal standensie einwenig ab und der nachrüstsatz stand auch einwenig ab meines wissens .
dein Foto bzw link ist nicht in Ordnung , da wird nix angezeigt ......
und es sollte nicht gelb weiss sein sondern weiss gelb . weiss gelb und weiss lila sollten meines wissens momentan für die Diagnose zuständig sein , also nicht zwingend notwendig diese anzuschließen .
grün schwarz sollte in den sicherungskasten verlegt werden . auf dem sicherungskastendeckel steht eh der pinplatz bzw sicherungsplatz . einfach neu einpinnen wenn noch leer oder am kammverbinder einpinnen oder dazuklemmen oder dazulöten ..... blu gelb sollte retourgang-Signal sein .
im WWW gibt's eine eba zum downloaden ......
und du hast richtig erkannt . es gab zwei Versionen . einmal ab werk und einmal zum nachrüsten . obwohl die ab werk auch in zwei Bauformen zu haben waren , dies ist jedoch nur baujahrabhängig gewesen . also quasi nur ein optischer unterschied . einmal waren sie bündig drinnen die pdc in den leisten und einmal standensie einwenig ab und der nachrüstsatz stand auch einwenig ab meines wissens .
dein Foto bzw link ist nicht in Ordnung , da wird nix angezeigt ......
und es sollte nicht gelb weiss sein sondern weiss gelb . weiss gelb und weiss lila sollten meines wissens momentan für die Diagnose zuständig sein , also nicht zwingend notwendig diese anzuschließen .
grün schwarz sollte in den sicherungskasten verlegt werden . auf dem sicherungskastendeckel steht eh der pinplatz bzw sicherungsplatz . einfach neu einpinnen wenn noch leer oder am kammverbinder einpinnen oder dazuklemmen oder dazulöten ..... blu gelb sollte retourgang-Signal sein .
im WWW gibt's eine eba zum downloaden ......
MFG Mani73
wenn zwei einer meinung sind , dann hat einer zuwenig nachgedacht.......
wenn zwei einer meinung sind , dann hat einer zuwenig nachgedacht.......
Hallo Mani73,
erst mal vielen Dank für Deine Antwort. Komme leider erst jetzt dazu zu antworten.
Ich schaue gleich mal nach einem richtigen Bild. Wie kann ich denn hier ein Bild einfügen? Irgendwie bekomme ich das nicht ganz hgin.
Wo ist denn die Durchführung zum Sicherungskasten? Komme ich da unter der Lenkradabdeckung irgendwie durch?
erst mal vielen Dank für Deine Antwort. Komme leider erst jetzt dazu zu antworten.
Ich schaue gleich mal nach einem richtigen Bild. Wie kann ich denn hier ein Bild einfügen? Irgendwie bekomme ich das nicht ganz hgin.
Wo ist denn die Durchführung zum Sicherungskasten? Komme ich da unter der Lenkradabdeckung irgendwie durch?
guck mal hier - http://etk.bmwsar.ru/eba_docs/482de.pdf
Bearbeitet von: lowspot am 15.07.2016 um 16:54:56
Bearbeitet von: lowspot am 15.07.2016 um 16:54:56
Anzeige:
