France automotive connectors market is
projected to grow at a robust CAGR during the forecast period 2023-2027 owing
to the growing demand for safety & infotainment systems due to the rising
cases of car accidents. Automotive connectors refer to the electromechanical
components that are important for connecting electrical terminals to form
circuits. In 2020, France registered 2,780 deaths and 45, 1221, severe injuries
due to car accidents, owing to which the French government is taking major
initiatives to lower the number of deaths and accidents caused due to such
accidents. The government has mandated the safety features in the vehicle, due
to which the demand for safety systems in automobiles has increased. As a
result, the surging number of electronic components in vehicles, such as safety
demonstration systems, is expected to drive the growth of automotive
connectors. Moreover, the increasing inclination of manufacturers towards the
production of vehicles containing advanced safety features and powertrain
electrification is also adding to the market growth. Also, the growing
manufacturing and adoption of autonomous vehicles in the country is anticipated
to be a significant driver for the growth of France automotive connectors
market.
Furthermore, the share of electrical
devices is proliferating along with the rise in automotive components, which is
providing a positive outlook to the market growth. The demand for electric
components in automobiles is anticipated to boost the demand for automotive
connectors. The majority of electrical devices installed in the vehicles are
made of copper cables. Nowadays, several leading market players are replacing
copper cables with plastic optical fibre to improve the data connection,
enhance the flexibility of the cables, and reduce the overall weight of the
vehicle. Plastic optical fibre requires an automotive component, thereby
accelerating market growth has boosted the demand for connectors. Moreover, the
increasing cases of theft of automobile components have pushed the
manufacturers and vehicle owners to integrate security systems in the vehicles,
which is further propelling the France automotive connectors market.
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4REARXhpZgAATU0AKgAAAAgABAE7AAIAAAASAAAISodpAAQAAAABAAAIXJydAAEAAAAkAAAQ1OocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAE11c2thbiBTaHJpdmFzdGF2AAAFkAMAAgAAABQAABCqkAQAAgAAABQAABC+kpEAAgAAAAMxOQAAkpIAAgAAAAMxOQAA6hwABwAACAwAAAieAAAAABzqAAAACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMjAyMjowOTowNyAxMToyNTo0MwAyMDIyOjA5OjA3IDExOjI1OjQzAAAATQB1AHMAawBhAG4AIABTAGgAcgBpAHYAYQBzAHQAYQB2AAAA/+ELJGh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8APD94cGFja2V0IGJlZ2luPSfvu78nIGlkPSdXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQnPz4NCjx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iPjxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iLz48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyI+PHhtcDpDcmVhdGVEYXRlPjIwMjItMDktMDdUMTE6MjU6NDMuMTg3PC94bXA6Q3JlYXRlRGF0ZT48L3JkZjpEZXNjcmlwdGlvbj48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyI+PGRjOmNyZWF0b3I+PHJkZjpTZXEgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj48cmRmOmxpPk11c2thbiBTaHJpdmFzdGF2PC9yZGY6bGk+PC9yZGY6U2VxPg0KCQkJPC9kYzpjcmVhdG9yPjwvcmRmOkRlc2NyaXB0aW9uPjwvcmRmOlJERj48L3g6eG1wbWV0YT4NCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgPD94cGFja2V0IGVuZD0ndyc/Pv/bAEMABwUFBgUEBwYFBggHBwgKEQsKCQkKFQ8QDBEYFRoZGBUYFxseJyEbHSUdFxgiLiIlKCkrLCsaIC8zLyoyJyorKv/bAEMBBwgICgkKFAsLFCocGBwqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKv/AABEIAXACNAMBIgACEQEDEQH/xAAfAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgv/xAC1EAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+fr/xAAfAQADAQEBAQEBAQEBAAAAAAAAAQIDBAUGBwgJCgv/xAC1EQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2gAMAwEAAhEDEQA/APeTSU803FeeAmM0hFO6CkxQA3Ham4wKfigjvVIRGRTT7U8ikNUAz6UY9adSY9aAExSUtFABiiloxVCDFFLj1pHbaBtXJPAFAC4oAqpearZaSu7Wb61sgRkCaUKx+i9T+VYM/wATfCNuxVdSlnx3htnx/wCPYraNCpP4YtkSqQjuzq8UoWsS/wDGWgaZqT2N5dTRSx7SxMBKjcoYdM9iKu2GvaNqbBbDVbWZ24EZfY5+itgmqlhqyXM4uw1Ug3a5fAFLgUpQocMpB9xRWBQClopcUDEx7UuPalxS496YCbfal2j3pRj1pfoaVgG7B2NGz2p/5UU7IBm32zRgf/rp9LiiwEe2jbT8UYqbDGYpcf8A6xTse1FIBv8AKjHocU6jFOwDcY9vpR/ninYFG0UrAN/zxTWH+RUm2muKAK71Wkq04qu4q0mSU5BVWWrsgqpJWqRJRlHWqko9auy1SlrVEspy1Slq7L3qlL3rZEMpS1Sl71dlqnLW0SGUpKqSVblqpJWyJKklVnqzJVZ60RBXaojUr1EetaIQlFFFMAooooAKKKKACkpaSgQtJV+y0TUdQx9mtnKn+NhtX8zXR2HgUcNqNzn/AGIv8a83E5nhML/Emr9lqxqLZxoBLYAyT0AqeeyubaGOW4heJJM7C4xu/CvSYrDTNGUC2toxKw+UsMt9STXB+INSbVNWkkLbo0+SP6CuXA5pLH1WqULQXV7/AHFuHKrsy6KWivcMz6nIpKfikxXyR6YzGa86+I0+pHxx4N07TZ5wl414JrePUJbNJ9qIRueLLDHJHB9O5r0c8Cs7UtC0nWvL/tnS7LUPJz5f2q3SXZnGcbgcZwPyFa0ZqE+Z+f5EyTaseV+H/iBqXhzwvpdxrc/2/T457yzv7u4LNKtxGGeNVk3HerAbQSM5H4V02v6nrjfBG81bUXWx1ZrETk2e+LySxBAHzEggEA89c1va14L0nW9IstKmjNrp1pcJOtpaKkccm05CEbfu5PIXB962rm2tr21ltb22iubaQYkhmQOrj0IPBrplWpuSko63u/v/AK/AhQlazZ4rpXi+80S91O/WTUimn6DDNLpWp3jzPczMVPnoWZwI8NzhvwHbWuviF4s0zRxdajpNiovfs4sLlmRE/eHDM0aTyMUGRhty9e2a9Jl0PSbi6guZdLs3nt4/Khka3QtEmCNqnGQMEjA9TWZc+CtBfTbmzsNMsdNW5CrK9rY2+WAYMAVeNlYZHcH2wav29KTvKJPJJbM4HUvG+tfb20+/FpI9n4ltNP8ANtfPtt6OrksQs2T0HBJX1B4xbtviRq8xsb6S3svsV/qU1gloI3E8OwHDs27B5HI2jAPWus0HwDoOgWskENol35l0LwvdQxnbKOFZVVVRMZONqjGa1E0DSI9Rk1CPSrFL2UESXK26CRweDlsZOaJVaOyjcFGfc4Lwh8Qtb1nUvDUerQ2Ag16C5cLbROrQmEnuzkEHaeMcetemYHv+dUrfQtJtGtmtdLs4DZhltjHbopgDfeCYHy5yc465q9WNSUJSvFW/4f8AyLimlqHH939aM+gH5UfWq+pX8GkaRdaneLIbe1Te4jXLN6AfU9+gqIxcnZDbSV2SzXEdrGJJ2b522xoi7nlbGdqKOScc+wyTwK828SeKfF+q3mpWGiW0ejW+mlVu5JLuGORd3C7pWYKM+in2ya4m/wDF0/iDxda6prsssdrbyho4bdA/koDkKqllByQMkn39q2m8Y6SPHF5rtrqWu2UVxcwztDBCgEqqTvjcCUAj7uDz1bK17VLCey1auzzp4hVNE7I5mbwzrsli+qPbNcQtKUMyTJKZG37MjDEsC/y7hkE96zb6yn02/ms7tVSeBykiq6uFYdRlSR+tdbafEGeG+v5X3paGSW4sbJIkZY5Wcum5j821WO/A43AHArP8Va3o2r29kNI002kseTKxjVTyqDYWBzLhlY72wx3c16EZVOa0kcco0+W8Wbfjr/kcrz/di/8ARSVz1dD46/5HK8/3Yv8A0UlYtnZzX90tvbBTIwY/PIqKAAWJLMQAAATya9Ci0qMW+y/IqprUfqbmheONZ0MrGlwbq1HW3uDuXHseq/hXqvh7xLp/ia1MlixjnQZltXPzp7j+8vv+eK8i/wCER1ndKDbxKsUSTvI11EsflvnawcttIODyDS2mj6/pyLq+nxsogkwk1vMjkkNtyoUksuTjIypziuHFYXD4hXTSl3N6VWrTeqbR7nilrJ8P63/bFvLDdrHDqlmfLvIEdWAb+8CCRj19DkVr9a+XqU5U5OMj1IyUldAPpS8/5NAGKXHvWZYUv4UfjRTEH4UUv40fjQAUv6UUfpQAf54o/wA8UY/Gl/zzSASjHtS4/OimAm2kII/xp9AosAyin4pCvp+RqWgG0j9KcRTWoAgcVWkq0/NVpK0QipJVWSrcgqrLx3q0SUpe9UpanluBuPynb61DLWqIKMtUpe9XpapS961iSyjL3qnLV2WqUtbRIZSkqpJVuUVUkrVElSSqz1akqq9aogrvURqV6iNWhCUUUVQBRSqjOcIpY+wrRtdGlnIMrCMe3JqXJLcV0ZlWbTT7u+bbaW8kvuBwPxrq9P0SxgIZofNb1kOf06V0tuoWMKoCqOgAwB+FcNbE1VpTS+f+S/zRrGm5HH2XgmeTDX06xD+5GNx/Pp/OujsfDmnWODFa+Y4/jkG4/wD1q2Y6txk141fC4rFaVK7S7JWX5/mX7NIoAEfwkfhUF5ex2cW44aRvuJnr7n2rXu9QjsIQ0nzSN/q4/wC9/wDWqlDHFfsXvIo5WbqWXp9K8qXD2ulS/wAv+CNHE6zqUkNrLIzkzz/KD6f5FcjWz4oura416ZLBdltCfLQbiQSOp/P+VY1fWZbg/qlDke73MqkuZi0UlFekZn1VRRRXyJ6Y0+tGMUvXk0fWmgGH1NJ2NO+tJ2qgG0Hn60tGKYhu3/8AVQR60727+tIRjrVJANpKcRn2pPpTEIFywA5JOBXlXjjxxfR+LBBol20MGnExZTlZnP39w6MMjGDxx716Rreo/wBjeHdQ1Ifft4CYz/tn5V/8eIr52JJJJOSepNbU11GjpJtJ0vxhmXREi0vWjy2nltsFyfWIn7rf7B454Ncdc209ldSW13C8E8TbXjkUqyn0INXa6OPW7HX7ZLDxgHZ0G2DVol3Twj0cf8tE/Uc4NepQxjj7tTVHDXwil70NziqK19e8NX2gSRtPsns5+be8gbdFMPZvX1B5FZFevGSkro8qUXF2Z3/jr/kcrz/di/8ARSVj6d9i/tCH+1TOLMNmX7OoLkegyQOeme3v0rY8df8AI5Xn+7F/6KSuerqoq9GK8l+RtU/iP1O3bxZp39vpfW+o6tZwQmFIba1tkRRDGT+6Yeb83UfMT3bjpivb+OZotTvpiGS0Z5ZrS1WNCFkZtyBmPIUN85AOCwHHNchRU/VqfUftpdDsX8Y2NnqOn3+i2LQzwvmcMirujKKGjLAkyZIZt7c5b2r16CeK7torm1ffBMgkjb1UjIr5wr2H4X6kb3wtJZyHL2E21f8AcfJH67q8vM8LFUVOPT8jrwtVubi+p2XFL+FFFfOnoi0UUuPegAoo/GigA/ClxR+NL+NIBOtLRj2o/MVQBRSj/OKKAE6daTndnnHpS+56DoKUcD+dIYUUnT6fypaQC+36UxwCKf8A5xTX6etMCrIp7VWk96uP+fsarSDPHX2NUkSU5KqS9KuSr6VTl4q0SzKltzuODwKjk6cdKuP9361Tl4z6VrEgpTd6qMqscMxX04q3L3qnIcMCexp1IycGouz8iSvNAC5SNtzjqCMCqctpIWCqUJY4ADg1dMypdGQg7Tn9agkuolkRvmba3I2KvH1FcSqYyFklfS+q666aaEFCXT5sgDyyWbaAHB5rO+zyTGQRgHy13Nz0GcVqCWzt7iOaNpmKuCQyjp+dQNqpaO4SYDbIhVNiAEHPeumNbF/Zjfbo11101vp6EkFxpVpBK0U15IHXhtkBIz9aonRLqSNZFMISQbkLyhSR64NbK61bwyiQ3d9LtOdjKuG9jWbcXmnX0MH2z7TFJEmwiJVIIznPJ96xo1ccviT83a/fZWi/zFoZb6bcCa2jYKDcttjO7IPzbf5100fgvQH11dFfxLJ/aBl8gotmdvmdwDnpWHJqNuJtMKiQpZt8+QMkb88c+ldSPitqDeJrh7i4kOjzNIqItvGJYlIIVgRg7h/vV60JVpQvJWev56d+g48vU57/AIQTWCiyKbRYpMmJpruOMuoJGcE57VDbeDNYuomlVbaOISvEsk11GiyMpw2wk/MAe44rpLXxfo8+i6dbXkz281lB5DGTS4rrzMEnfuc5Gc9PWmWXijSxYx295qjmOGWUxRNokEiorSFvlyflznOBwOnateap2DlgY1v4R11o5HhNmkcchiMjXcaqzAA4DE4PXtUlt4e8STXNxDAbci2KiSX7RGIwWGQofOCcdhW4njXQp4ry28o6fAbwzwD+z4rhSpULjYxAQ5GePWqk3i/R4NKvbVbOPVvOvY540nthbRBRFtLbY2wGzx7jmlzVHuhKFNbFX+w/Fsd+LQGEP5H2gv56eWse7aGL5x14qwNE8aiSGOOSF/ODlGjuI2X5RlskHAwDU7eO9LjsnNvpVuWOnR262U0Jktw4mLngnJGDke9Fv4801lslms1sIGt7m3urbT4AiK0gAEygnk4GNp/OptP+VfcX7q6lZ9N8aJcQQLdwvJcMyxrFdRsSQpY9Dxwp5rIttZ8SXdnd3dvfymG0VWmO8DaCcDjvya09Ev8Awt4c8RWGpWV/qN15LSCRJbVVwDGygj5ufmI49M1C/jZ7/wANarp+ow20clykYg+y2qR5IcE7iuOMVaT6R/AnTuO0LVJ9Tkdr2ZprhcZZjyV7Vu6zq39k+H5ZI2xPL+7i9ie/4D+lef6VefYNSim/hzh/oaveJ9T+36gsUTbobcbVI6Enqf6fhUex/e+Q+f3DFpDRRXUZCYopaKBH1XSGilx3NfJnpiCk9zTqQ+9MBp96Q84pcZ60uKaAaBSU/wDlSY4/nVIBlH1//VS49KTGOTVCEIPek+lO+vSk+lAHH/FGcweBWQHH2i7jjPuAGb+aivPbXStNm+Gt/qf2aT+0Le7ji85pSVwfRQABx65/DpXe/FiMt4LgZeQl+hb2yjivKI9Z1SHTzYw6leR2jAqbdZ2EZB6jbnHOTXRD4Rna3Gm+FXgh1RbA2OmRX5s7mG4SZZ1cQk4YiVsrvxkKoYD9UufBdhqNtI+gCFDdSRvA9xJIoijOEUKuN37yTftLAgKgJIJrir7V9S1NUGpahdXgjJKC4naTbnrjJ4q7pS+JNSvC2jtqU85iEDSQO+RHxhCwPC8Dg8cCqAbpOvXOjCazmijvNPlbFzYz8xv2yP7rejDngU7UfCtvf2cmqeEHkurdBuuLCTm4tR3OP40/2h+PeppfDthpJ/4qfxBY6cwOGtoG+1Tg+hROF/EirfhjxDoqeLdNsvCWj3VxezToi32ozlfLBPzkRRkDAXJ5Y12Yd1oaxWn4HNWhSqK0tx/jr/kcrz/di/8ARSVz1ezX+srq8Nxf6XHbk28hSdHt0dimcJJkjOCMA+lZH9s3P/PKz/8AAOL/AOJr0VmPsYqnKGq8zm+q+09+MtGeYUV6f/bNz/zys/8AwDi/+Jo/tm5/55Wf/gHF/wDE0/7Wj/J+IfUn/MeYV6B8I5yNb1G2H3ZLTzD9VdR/7Mav/wBs3P8Azys//AOL/wCJre8JX013qFwJUgVVgJzHbohzuXuoFYYjMY1aUocu5dPCuE1K509LRilxXhHcJxS0UUALRzR+dGT2FIBaMe1HPfr7UopoAx7UfnRS0AJSYz1/AGnYzyfwFGKBiHqB60UAdT+FLipASkY7FJ6+lKTjjv6UhUsMHj2FCAjEzZ55HpUrcgd/51F5eGwef61K3IGOaYiu/PvVaTn3q26O3Rc1C9vK3RM/jVXAoSf5BqnPwtab2c7ZxGT7ZFVZdPumbAhP5irTRLMqUVSlHWtqTSr49LdvwYf41Vk0XUW+7bMf+BL/AI1qmiWmYUvHBqlN3rfl8P6o33bNs9vmX/GqknhvV2HFi/8A30v+NaKUe5DTOdlqlLXSP4U1tvu6e5/4Gv8AjVWTwhrxzjTZP++0/wAa1U49yHF9jmZaqSV08ngzxCemlyH/ALaJ/wDFVWfwR4kPTSpP+/if/FVoqkO6JcZdjlpKrSV1L+A/E56aRL/38j/+KqB/AHik9NHl/wC/kf8A8VWqqU/5l95PLLscq9W9DVP7YimnhjmhtwZpElbCsFGcH8cVst8PfFZ/5g0v/f2P/wCKqJvh14sP/MEl/wC/sf8A8VVe1p2+JfeLll2GySaFcpcTSbRMVwTvILMRncoxjhjjHZR71BqD6E9k6WMBjlBASTzSSRvIyQR/dGT9R71Z/wCFdeLf+gLL/wB/Y/8A4qj/AIV34s/6Asv/AH9j/wDiqXPT/m/EOWXYma50WUo0Js45sGNQ8ZCAooCu3+9kk+4pYrnQpZW+0SWoLs0DSeQQAGjAaYKPQg7R6nNQf8K68Wf9AWX/AL+x/wDxVH/Cu/Fn/QFl/wC/sf8A8VS5qf8AN+I+WXYhsZtIumvPt0MECyyxrESWBijGemOOcKCT6k0sL6Gup3ikKlrOEhUkFvKyRvkTvxjipf8AhXfiz/oCy/8Af2P/AOKpD8O/Fn/QFl/7+x//ABVP2lP+ZfeLll2Hi70YCzZxb/ZvNeW6jRQZGXccIOMg7cYOcDr2qhqWoW505rW2W2P+kPho4ACIgAF+YjPPPvxVwfDvxYemiy/9/Y//AIqm/wDCvfFecf2NLn/rrH/8VRz0l9pfeHLLsc5SV0n/AArzxX/0BZf+/sf/AMVS/wDCvPFn/QFl/wC/sf8A8VVe1p/zL7w5ZdjmqWuk/wCFeeK/+gLL/wB/Y/8A4qj/AIV54r/6Asv/AH9j/wDiqPa0/wCZfeLll2OborpP+FeeK/8AoCy/9/Y//iqKftaf8y+8OWXY+hutLSCl+tfLnoifWkPPWl+tLjuaYCAY60nWnUn1pgJmm+2Kceab9KoQmB2pMEUp4ptAAfcYoHtzS80mc9qYGL4w0abXfCN7ZWieZckLJCuQMsrA459s147Loek6R/yMniOzt3Gc2tj/AKVNkfwnb8qn6tXvoCnIddyMCGVhkMD1FfL/AIo8JXuh+NLjQ7W3muWZ91osSF2mjblSAOSccH3BrvwdOFW6k9jKpOUFoa0vjLw/pnHh/wAOfa5ARtutYk8zPr+5TCj8SaxtX8b+ItbhMF7qcq2uCotbfEMIX02JgH8c0q+B/EDalqFg1lHHcaaivdiW6ijWFWAIJdmC9CO9Qt4Q1tdPmvltFltoS2ZIbiOTcFKhmQKxLqC6gsuVBOCa9aEKMPhsckpVJbmLXffC608iTV9ecY+w23kQHoRNNlQR9F3muL1LTrrSNRmsNQjEVzA22RA6vtOOmVJGfUdjxXqOk2f9j/D3SLIjbNfs2ozAjs3yxc/7oJ/4FWz960e5jJ8kWy1pOpy6TqCXMIDjG2SNvuyIeqn2Nbmo2kMTRXVkxexuhvhbuvqh9x0rlq3PD2pxR79M1F8WVywIcjPkSdn+nY+1RjMP7SPPHdGWDxHs5cstmbM2maXa6hZJc3M62lxaCZpCAGDHOOADgcD1+tTnQ9PSRkmnMRZFeLE6vuVlYhxlQX5AXaADVS+1LVLW9MF0YRJAvlY+zx42en3eV7gVTfU7uS/S8eUNPHjYxRcLjphcYGPpXgnuFrVNElsYxJGjNEiqsshdSN+cHA67QeMnuDW54Ktitnd3LDiR1jX8OT/MVzX9oX1zbLY+a0iMwwmAWY5zjPU8nOOma9BsLIadpsFoOsa/Pjux5P61MnoBLOJGgcW52yEcGm2aTJbgXDEvnjnJA+tTUoFZiDj60uD9KAKWkAY/H60tAopjE/i/CloHU/lS0xBRjPXp2FA5+naloGFBOBxRnHWk5LAdMc1IC8Lx7UYJPPy/TrSgY6UtADcY6UuKdSYpgMIyGx1zxQCP8f8AGlXv9aMdR3HSgBcUmO/6ihD2PXtTv85FTYBv601Tluvvg1Ix4PvxxSAde46U7AJ+lHX3p2B9KCvtTswG/pTTxyOnenlR6kUbfcGkAwj1pOexz9acFK8flg0u01NgI+O4I+lGM9CDT9tIUz1waLMBh46ikx+fenCPuCR6c0FG/vD8qLMBtIe31p2x/Y00q+Rlc/Q1IhaSjJ/u/rSbj/dH40XAKNpNGW9QPwpME9WNIYvA+8QKaXH8Iz9aNgFKB/8Aqp6gMO5up49BRtAHFPxRiiwhtA/yKdjH1/lSf5Jp2ATFJTqSqASinbTRTswJKPrR7mlA7mucYgHc0tHfmimAnbmmg5p1J9aoQh5prNzgU+mnk0wENN4HvSnpxSUAH4UZz0o+tA5pgAHrXJfEDwPb+MtLiYM8N/Z5MUkUYdpE6tHgsoJ7jJHPcZNddSfStac5U5KURNKSszwbU/GWkP8AEHUNct9S8R6U00sLPDBboh/d/K8br5oyDtGCemSCpqtF8THTxRqF8qSRaa7zT2lksUZ/eMVZQz8MqF1V3VTgkdDkmvRviB8MbXxZv1HSjHaaxj5i3Edz/vejf7X5+o8F1TSb/RdQkstVtZbW4jPzRyLj8R6j3HFe5RdKrHQ4p88GddqN9pPje+0fS9H01rfULq7QTTmJFKBkRXBdSTNlw8m98EZxXX67cxXOszm1AFtERDAqnIEaDauPwGfxrkvhZaeVf6przDA0y1KwsO00vyKfwG8/hXceF7Cy1G7u4r6FpSlq8kZEhUKQO4HJ7d/zrqp2p3l0X9f5HJXvNqHVmHRXS6dZabeaG8Ys2S/gtZbmWWZH2yIGwChEgAIHHKkEj8766Nomo/vdIRXXa0SK7SKjSEZUknnKoGZsccKB1rV14p2aZzKhJq6aKmm3H9vaWLOQ51GzT9we88Q6p/vL1HtVCqkttd6PrKxRPm5iZHjeHJzkBlIyM9COMV6FaeHobyeLU9Rt2gklUPJZEcCTuT6A9cdea8nG0YwaqR2Z6mDrOUXCW6KvhPRShXU7tcf8+6Hv/t/4V1PY56dzSnk9vpTZIxJE6dNykZ9K8pu53FP+1YBJja5T+/8A/Wq8pDAFTkEZBHesM2VyH2eSxPr2+ua2oIhFbxx5ztXBNSJElKKTHufzox7mgoWlpMe9I4byzsbB7HFMQq9Kia5jDYJJA9BSyB/szZOSF9OtUaANNXV03K2RS8n2+tVbLln9MD86uUDEAA+vqaF9fWhvu/XilxSAKKWiqAKKKAKAEXkfiaQjDA9jxSr938aUjKkflSAay5Ge9Rw3AldlwVZe/rUvUAjvVe4lS2VnK5ycBemaQFg/eHbHNCj5Rkc9eKpW175zFCu1yOOcg1dBAOD8p9DVCF5+tH5il+tH60DAZ7GjHqKPqKTj6UgEIB4wR9KAfXIPenfjSEdwefT1oAPxP5U08nGTjvx+lLuzwrAn27UoGB14pgJj6/lSfnS/jRjPqaAEx/nNJ/F+FO/Cm/xHJ7dqQBik2g9s/QU7HoPzo/HNADCi/wD6qTyx9P1p5/L6Un6U7IQwp70hQ/8A1vWpPp+dJ9PzpWQEew+30o2H1Gf5U/Hp+PvR1HHT+dFkBif21/0w/wDH/wD61WbHUBeTGPytmFzndnuPasGtLRP+P1/+uZ/mK7p0aai2kZqTube0elFLRXJsWJRRRQMAM9adR0ork2KExRR3oNMQhpKWkpiDrTfpSmimMbjqBSdKf9KbjNACYyaDSnjpTapCCiilFUAVS1bR9N16z+ya1Yw3sI+6so5T3Vhyp+hq6KKak07oW5ycXw702w0KXTNDnktY5br7S/njzMnbtC7hghRz1yeaow+DvEWnM39najFHvxuMFy0ecdM8D1ru6UV2Qx1aCtv6nPPDU5vm2ZwZ8KeKbi3a2nvh5DHLRyXhZCc5yQM9+frV6w8C3EXk/bdZkVYW3pHa7vkb1VjjB464rr6Wqlj6zVlZfIlYSknd3fzKljpNlp8jS28Ja4c5e5mbzJW/4Ef6Vc96SlrjlKU3eTudSioqyFopB1pakYoo+6fY0ooxng0hiiikX0PUUtMQopPvMPTrR1+n86Uc5NMYv1/Gq5s0OSCV74FWDycfiaUetICOONUUKox3B71Jkj73I9RSAZyO4PFOByPT19qQCDlvUCnU1V4yOCeaXOPvcH9KoBaKKKAClHWk3D1/AUcnoMfWkAKMqKMgd8n2pEXKjJJp4AHQYoAYu7JAGO4zVe6tvtCFd2GU5B7CrLnDDHU8Gkxhto74pgUrOyMM6ySMCcHAFX+Mc9/yqMLnkdV6U8HPIoEg24+6cex6UbsffGKd/nmmGRR3/Ac0hiSTRxY82VVz03Gng5AIIIPQg1i6nA/2rzXhkdWAChegq9p6NHaKsy7OeF/uigV9S3uHYZ+gpDkg8bfenDkfKeKQ5OF9evFUMq29u0UjN7dh1qyMkZXB+opSPnHuMdKCvOQcH+dAhPn9AfxoyR1B/CjjODwfTNLx2FIY0svfP5VDBdRzl/L4we/erHNRpFHEzbFC5OTigB3B75pf0FGAew/KkKr3pgJ9PzoPvyaNue5H41S1f/kFzYz/AA/+hCmldpCexc+tH16Vxtb+hf8AHi/T/WH+QrapR5Fe5Kldmlj1/Kkp3Pp+tJ+FYFHHVpaJ/wAfr/8AXM/zFcz/AGnN/dj/ACP+NbPhi8kuNTkVwoAhJ4HuK9SrBqDMItXOqxSUtJXmGwUUUUhjjRR/KkrmGc5o/i5dX8V6logsTCbHzP35m3b9kgT7u0YznPU1wCfF/Wo1kjvbGximm1QW1jIEfZNEs3lyg/N/rFyh64w2ccGvYy7HjJI+tc3J4C8NS2MNnJpitBBem/jUzSZWcnJYNuz1PTOPau5VaHNfkstPP+rmPLO25nWvxP0W7mi2218ltdfaRZ3bpH5V0YMlwmHLDgEjeq5x68Vi6b8WJte8aaPp+j6DqA02/geRpLq3WJ3xj542MgVkXndjJ44zXWQeBPDltetdQ6diQiYKpnkMcXm/6wxxltsZboSoB5NOj8E6BB/ZP2ezkhOjqyWTRXUqNGrEEqSGywOBw2R19TU82HV7J/1f/gDtN9Tj/B3xMLwrbeKmuTLcXd6sF6YoxDsgBZlwpDZC99vOcZJzU6/G3wy8TOIL9iEikWOIQyu6O+wHCSHBBxlWww3D5ea6WHwJ4bt3tWj0xc2ks80IaWRgrzDEmQWIYMOxyPTFRD4feHfscdm1tdvaRMjR20mo3LxRlSCu1DJtXBHYe3Sqc8M3dxYrVEtzHu/i1pVkk5u9F1uD7Lbx3Nys1vGjW8cj7AWVpAc5I4AJ5z64t+PPFV/4bbRE0vyD/aV59nkkktZLkou3OVjjYMx9hWnqvgrQdZnv5dR0/wA59RhSC5bzpF3ojBlHDDGCAeMGrt9oOnalNp8l9bebJpsomtT5jDy3Axng88euRUqVFNNL+rf5jtOzVzmrT4gxLrEOhz2Op3+o+Wkks1tpjW8SK+7DMkjlowMAHd3OenSmfjJ4fH2gG1vWkgMQKQPbz7vMbaMNFKy8HGRnPI4NdbJ4c0qXU77UJLQNc39sLW5cu2JIgMbcZwOvUAGseP4ZeE4goGmyvtWNF8y9nfasbbkUbnOAD0A4q1Kh9pP+twtPoQxfEnTJ9kMOn6i+oPqEunDTwsXnebGoZ+fM2bQCOd9Rax8VND0DUPsOrQXVvcRpE9yjvBm38w4AI8zL4HJ8sPgcmtWTwL4dlaVzYMkkt61+00VzLHIs7DDOrqwZcjspA9qkk8G6PJdrdBb2O58pYmnh1K4jklVc7RIyyAyEZPLEmknQvswtM3cUiSKzsgzlevFOHSgfTr1rmNApwHFNp2KYFLV9TGk2IuWhM2ZRHtD7eoJznB9Kx/EviS80aPw/e28UH2HUL2C3vPNBLQrKvysGBAGGwCSD1HSum3Mv3WI+hqhrWjWHiPSZdN1qD7TazFS8ZdlJ2sGHzKQRggdDWkHFNcyE720PPtI+JusX8unW13aWVtc3V95jgo5C6d9nE/mY3Z37TjPTI6Vej+NnheS3uJQl3iKFZ1AMLGRGkEY+7Idhyw4k2EA5rqYfCOhQaxFqcWnRi7itBZI5ZiBCBjbtJ29OM4zjjNRW3gjRrO38iyOpW0GMLDBq93GiDOcKqyALz6Y9K3c6D15WZ2n3ObuvidKfEnh+Cw0wy6ZqUVy88gmglcCIZJR45iny4y2STjgc8VPYfGLw3fwX0sKXX+h2T35UGFmliU4OAsh2tyPlfacHOK2l8AeG0jskSwdfsMkssMi3UwfdKf3hZ9+593Q7icjjpxT4fAugwadPYRwXX2G4haB7Q6hcNCI26hYy+1PbaBjtScqDWz/phafc5sfGjRyt0x0HxAi2tst5IZbWOP8AcMwUSDdICVJYYxyc8AgHGp498X3vh2w0ObR/IcapqEVq0ktrJcbY3UncscbKzHgcDk9K0bjwH4bu0lW403eJrFNPf9/IN1uhBVOG7EDnr71fvvD2l6imnJe2vmjTJ0uLQeYw8uRBhTwecehyKOaipJpMdp21Zzd78Qo9Cj0u21Ky1PVtQ1COWSJNN0mSFmVGwQYZX3rwc88cE8DFMtvi1oN1/agEF0G0uyN9KiSW82+MHBCtFKy7gcfKSDyK6e+8O6XqeqW+pX9qJbu1ikhicuwCpIMOMA4OR6ism2+G3hazhnjg0+UpPZGwdZL2eT/Ryd3lruc7Rnn5cd/WhSo21TuFp30KCfFjRPst3LPZalbywR28kdvJFGZLgXH+q2BXIyeOGK4zzim6v8W9G8PXjWet6fqFjcxIsk0Mr226NGOAcCY7/XCbiAMkCteTwB4YuBMs2lKwuIIbeTM0mdkQAjwd3ylcfeGD707/AIQPQhdfaVGpJc7NjXCavdrK65yFZxJuYDsCTjtRzUL7MLVO50UZDoGUhgw3ZByDT6aE2qAGbAGOTmlw3qPxFcpqHRvqKRuMe/X6UNnGcDg54NMjd2kOcdPypoRNSZHQ8+3WkC4OCcjtTgMdBj6UxjfmH3RgejUoAb7xJPoeKcBSlQetAAAB0GKD90/Sm5K9fmHr3pScocc8VIAv3R9KCcdOSegoztUevYUoXHJ5J61SATb8pHUnvUE0/lYYDLEYANWaz5poZJzASQ27hscZ9KYiW2uSzFGXk8grU2SDg4XPI71DDbGFt7N7dOlWCgAyvXrSAbsJ6/rTwoHT9aUHI9jRj8aQxDzkA4pAGwGHX+dP69OaYvGR0waaAMK3OMGmr/e65/DinODxjqevuKcDuHApgMJXjnkHoad8tDjKnikG7AK9PQ0gFIB4xTckfe6etV7e8knmkQwlQvf/ABqz8x6j9aADHrSfxcDtSYK9MfTrWTrs8sXkGGV0zuztJX0q4R5pWE3ZGxzSfQVyP226/wCfmb/v4a6HS3aXTYmkZnc5ySSe5rSpScFclSuXT/tVR1c/8SubH+z/AOhCrmMc4A9zWb4gkMOh3Ei8kbcZGB94VFNe+vUctjnq3tEbbYvx/wAtD/IVxv8Aac392P8AI/411nhadrjSpGcDImI4/wB1a7sRFqBlB3Zs9e+KCPXn60vsefSjHoa882PLa3vCH/IXl/64H/0Jawa3vCH/ACF5f+uB/wDQlr2a/wDDZzR+I7I0hpf5UhrxTpEooopgOoo6UVzDMXTfES6l4hvtKFoYvse/975u7ftcL02jGc561yNp4/1SHVgnidrXQYvtU6fY7vTbkM8MSsS8d1u8tzgA4C8jp2z6SWYjDMcema5y28CeHrWaCQWcs4twywRXV5NcRRBhg7Y5HZV444HTiuv2lFt+7bT+tzJRmlq7mC3xf0SFLU3enapbG9iiuLVZI4iZopH2BxtkIABxkNhsHIBqvrHxRlj1qystB0qe6A1qTSrwSqgZmQAkREygZOeC2Bwc44zu/wDCtfCf2Z4DpjujRpEpku5maJEfeqRsXzGoYZwhAp4+HnhpbU26WU4H237f5ov5/N+0bdpk8zfvzj39+tNSwyd7P+vmFqnc5a1+Jp0fxJr8Xij7U2nw6sllbXCRR+Xa7kyFfBDHoTkBsY5xkZv2nxg8OXtlf3McV3ixshfNGDC7SRFtvASQ7WBIyr7WG4cVu3PgLw3eNObvTBN9ovEvpQ80hDzICFYjd6E8dD3Boj8C6DHpc+mCC7awnh8h7WTUbh4gmQcKhkIToPu4x06U+bDy1afQLVF1MWT4r6bGsRbQtdV5bea6SOS2jiYwxDLSYeQcY5Hrj14qbxf42l0v4e2viTQVikF21uYvtMTOAkpHVVYEkA9Aetbd54R0S+lilurLe8Nm9gh81xiBxtZOD3Hfr70XPhTRrrw9baHPZ79OtfL8mDzXGzy/ufMDk4x3P1pKVG6dn5haeupzv/Cw1026tNP1K11LVb+83PELDRZbbCAhTmKVy/GSd3THuOW3vxb0LT7+8s7q3uxLaRSysIZLebcIzhl/dyttbvh9vQ9+K6yXRNPuNdt9Zlt92oW0TQxTb2G1G6jbnB/EVg/8Kw8JMpVtMkZCkiCNr2coiyHLhV34XJ54ApxlQfxJg1PoV1+KOjiG686y1GG5t5LaNbR44/MnNwMxbMOV5HPzEY74PFLrvxL0zw15UetaffWt1JA9wbV5LcOsanGcmXYxPOFVixweK0p/Anhu4a7abTQzXawLK3nSBv3IxEVO7KlR3XB9TUkvgzRpmt5JFvjPbqyRXI1K5E4VjkqZRJvK5H3SSB2FHNQvs/6X+YWma9leQajp9te2b+Zb3MSzRPj7ysAQfyNT0yGFbeCOFC5WNQqmRy7EAY5ZiST7kkmpK5+uhoAHNKKQUtAHO+OPFw8FaBFqbWJvvMuVt/KE3lYyrtnO1v7mMY71k+LPG9/pnhzwxqWlwQxNrlxbRyLNBJdGFZY952pGVZ2HoOvpzXdKxX7pI+hrL1zw9pviSK2TWIZJfss4uIGjuJImjkAIDBkYHIye9bwnTVuZESUujMDUfH0Phjw/a3+viS688Stvit0sGwh5AguZhITz0G7PXuMpB8UNIvtUbTtNtrme58lJUDyQQl98QlUKkkqu3ykchSOeuOa0b3wD4f1JIhfwXk7RQyQCR9SuTI0cn30Z/M3Mp9GJHapYPBOhW93Y3CW9y7afj7Ik19PLFAQmwFY3coCF6HHv1quajbVO4rTucbo3xntl8Jabf+JrGSK+vY5ZQts0McciRsQWTzJh6Y2k7iQcAitRPjDocxu2tNN1m6t7O3FzNdQ2oMSIYvNXLbvlJHABxzxWtb/DrwzZxQJaWd1bC2LeQ8GoXEbQhvvKrCQFVJ5Kg4zzircfgvQY7XVLf7HI0erIqX3m3UrtOFXaMszE5x3Byep5qnLDt3UX/T/yElU7kPhnxtY+J7+4s7W0vLOeGCG5CXaoN8Uo3Iw2s3bHBwRnpXLaV8SdQkfXb3ViiWGkXt1C8Fro9w7SRxDIP2kyeUrH+6fT/aFdxpvhrSNJ1CS906z8q4kt4rZpPNdsxxjCLgkjgd+p71HF4R0SLSNS0tLLFnqk0k15F5r/AL15PvnOcjOBwCAO1SpUk3p2/wCCO0jn7n4s6VZ6BHrF3pOqW1rKX8tboW9vJIqqrbkSWVWkBDjGwNnB9su1P4r6PprNiw1K5jTTotTeWCOPakEhAVjudTnJHAyee+DjX1HwJ4d1WO1jvLKQra2psovKu5oj5BABjJRwWUgAENnNJP4B8NXEMsc2m7llsI9OYefIM26EFU+92IHPX3pqVDqmFqncpW/xG0y60q91eGyv20Wy8wPqZWMROU6hV3+YcngHZjNWvCHjzSfGEt5DpgkSazEbSxySRPkOCQQ0bup6EEZyDwQKkt/Afh20juYbaxkS1uAwmtPtcxt5NwwxMJfZkjvtznnrWlo+gWOiRslg14Y2VVCXN/PcKoHQKJHYL+GP0qJOjZ8qd+g0p31NMHPSim7SDlaUMD7GsbGg7FNGdoPcUtA4Y+/NMBSNy8fUGgHP170g4Yjt1FKfl+b86AHUUUVIC1DcIxhPlna386lJwMnpTSCWUkd+B6U0AiRsFXe5LY5NO2g9Sfzp1FMBjKqqTj86rCyi84TNnOegPAPrU7nOD78f41IV+XA9KAEyV+9yPUUKccdf7p9aVTuUGkaPP3Tg0AC8MV7dRTqYWzweHXt608HIyKaAKb0k9cinU2T+H3OKAEXBy3TPT6UpBByp+o9adjikwKQADkZB4qnJqVrbyGKaba69RsJ/pVsjByv4j1rltYx/a02Ony/+gitaUFOVmTJ2RtjWLHnNxjJ/uN/hV/A71w9dziqq01C1hRlcb9Kw/ELBjb4HTdz69K2mffwnPriuX8Zu8QsQjFB+84U4/u06CvUSCekSlXUaPk6VDjgfN/6Ea87+0Tf89ZP++jXd+HGZtAtjIS2d3U/7ZrpxMeWCfmRB3Zq9+OT6msvxMuPDt0Tyfk5/4GK1s5HHSsjxS6p4aumdgqjZkk4H31rjpfxI+qNJfCzgK7Twd/yB5f8Aruf/AEFa4b7Vb/8APeL/AL7Fdx4LkSTRZTG6uPtDDKnP8K16eKT9mYU/iOgP60lLSHjnt3rymdB4d/ad3/z1/wDHR/hXVfD28nuPEE6TPuUWrHGAP41riq674b/8jHP/ANejf+hpX0eKjFUZaHn02+dHpZHHFJ0px6UGvmz0BtFFFIB9FJS1zjOX0Xxkus+L9T0IaeYTYeb+/M+7zNkgT7u0YznPU1z9p4/1SHVwvidrXQo/tU6fY7vTLkM8MSsS8d1u8tzgA4C89u2fSCzEYJJHua5y18CeHrWaCRbOWcW6ssMV1eTXEUQYYO2OR2VeOOB0rohOmr8yJkpPYwW+L+iRJatd6dqlsb2GKe1SSOImeKR9gcbZCAASMhsNg5ANV9Z+KMsetWVloOlT3QGtSaVeCVUDMyAEiImUDJzwW44OccZ3R8NfCn2eSBtMd0aNIlMl3MzRIj71SNi+Y1DAHCECnj4eeGltfIWynA+2/b/NF9P5v2grtMnm79+ce/v1rRSw172f9fMi1Tuc3pfxEns/F+s6fry3UtodZi06zlSOIJbNIvyo5yGOSDzhsY5I4zqeM/GWoeFdahjFvBNZXOnXMsGUbebqIBlTO7G1gRxjPXntWrL4H8PTTyTS6eWklvo9QdjPJzcIMK/3uwPToe4q3rXhzSfES2o1m0FyLOcTwZdl2OO/ykZHscj2o56PMnbTr9wWnbc4ez+J15FKv9uw2kEWnWFxcax5EbsySpOYUSPLcbmUnnPHcVa/4XL4baFiI7kyrcrbmMS2xUboy4Yy+b5QXCkffzkEY4NdKfBnh8yas7aZGzayAL7ezN52M44J+XqT8uOeetRnwVpLWrWzS6sYWGCh1q8wRjGP9b0x26VXPQe8WK0+5zEnxSaz8TX6X+nOmiWulxX4njMUkg34wSVlKspJCjbnk5zt+apP+FzeH3+S3sdSubnzhALazSK5dmaPeu0xyMrZwRwSQQQQMVuy/D/wxMybtMAVLMWPlpPIqNAM4RlDANjJOWBOcHOQKmi8F6LHcWk7RXk8llKJbY3Oo3E3ksARlQ7kDg9OnT0o58Pb4WFqncyI/ihpTamtnLpuqQ/6dFp8kssUarFNKMorDfu9c4BxjnHGW+LvF2p6P4y0nRrAwxw31vLLJK2nT3rqUxgCOJgSPftWzP4J8Pz3Mk8thuklvo9QdvPk+a4QYV/vds9OntV+bRdPudctdYmt99/aRvFDNvYbFb7wwDg59xUqVJO6Q7Ssc1a/EezkvrywOnanPLpqN9suxarBbqyoGOWkkAjzk4DkEY59THF8WdCl0a71FLa9dbS8js5I4vJlYvJ90qySFGX6N26VvT+D9CuLbVreawDRay4kvlMr/vmGMHr8vQfdxVZPh/4aW2ngaxllS4njuZjNeTSM8kf3GLM5PHpnFUpUOqf9bhaZn2PxO0/UtVk0nT9I1W41WGSaOexVYA8PllQzMzShMZYAYY55p5+KOgL4pTQnE63LXi2JctFhZyM7Sm/zMZ+XcFK7uM1d/wCFfeG/7Qmv4rKa3vZp5J5Lm2vZ4ZGeTG/5kcHBwPl6egq5F4S0iDVH1G2jure4kkWWXyb6eNJXAA3OiuFc8DJYHPfNDdDs/wDghaZF4z8Ur4P0OPUWsjeeZcLB5Ym8vGVZs52n+50x3qhrni+8t9L8Nf2RbQJe+IpIViN0S8VsGTzGLbdpcgcAZXJ5yMYrr1Yj7pI+hqhrWiad4hs1tdYt/tEayrNGQ7I8cinKurqQysPUEHBI6E1EZ00knEbjK7dzmNZ8er4JCW3i2WC8vZvMlg/s9Ft1MKgcsJpcbt2QFDMTxgVBbfGDQrq5CxWeoPb+fbQNdiNBEjTqGjJy+7GM5wpIwcjpnak8BaC4jdYLpbiN2dboahcCclgA2Zd+8ghVGCccCo0+Hvh4mYz2TytNNDcSNJdTOzyRDEbFi2SQPz75q1KhbVO5Np30OZ0v4uSR2t3Lr+h3xYazLptounwpIzlRkIV80kv6kDacjGecbsnxL0m217T9JvLO8trrUJIY40leAvG8qBlEkQlMqdQCSgAPtg1fXwH4dGpfbxYuLj7d/aABuptguOcyBN+0E55454z0p0vgPw7PrX9qy2Mpu/taXpIu5hGZ0GFk8sPs3AcZx6+tU5UG9n/XzBKfc53Q/GWrn4eeLNau5o7q70q8vVthLGAoWIZRSFxkfr70yx+JsljoWn6l4giur59S8lILbTtDngYSOhfaDLIRMOMAp7diK6+HwpolvouoaTFZbbHUnlkuovNc+Y0n3znORn2Ix2p8vhfR57fSYJLTfFo7pJYr5rjyWRdqnOfmwP72aOek27ofLPuYknxN0m31/TtJvLO8trnUHhjjWR7cvG0qBlEkQlMqdQCSgGfbBqjP8ZPD9qzveWmpW1rHc3Fr9qkij8sywrllADluRjB24JYDI5xuyeA/Dk+uf2rJYy/avtaXxxdzLH56DCyGMPs3Ad8evrUb/DrwrcwiO40hJIhczXQR5pGBklGJGILc5HboOwFJSodUwtUK9/8AEax0fSbS+1fS9Q09b11S1juZLZGmyu7du87YgA672Xrjmtzwx4isfFfh+31fSi/2efcFWQAMpVipBwSMgg9CR3HFUv8AhBdBNjDaPDeSRQSLJAz6jcs9uyjA8tzJuj44wpANbVjYxabapbW7zvGucNcXEk78nPLyMWP4ms5Om4+6tSlzX1LNBUN1paKzLGZKfe5HrTs/dI5HSlprR9Sh2n9DQA4jPTqORTgcrkUxJAeG+Vj+tOHytjsen1pAIPlO3selOoYZGKYD5nXoOvvQA4fNyenYetB5kHsM06mj7zflVAOpp+Y7e3f/AApWJGAOppQNopAMxmb2UfrT6bHyu7+8c0+gY1eGYfiKdUF1IYLeSZACURjz9Kwv+Eiu/wDnnD/3yf8AGtIU5T2JckjonXPI5Pp60xTt4XleoHes3StVnvrpo5UjACFvlB9R7+9abjb8w9c0Si4uzC99R4IbpXJ3l5ci+nC3EoUSMAA54Ga6lsEAjqehrib+8gTUblGk5WVgflPqa2w6u2RPQ1NJuriTVIUknldTuyrOSD8prpTXHaFeQSa1AqPknd2P90115kHQAk1OIVpjg7odXEeIL/yNduI/Kzjbzux/CPau0w7dTtHtXn/iYbfEV0Of4Ov+4K0wiTm79hVNiH+1P+mP/j3/ANavRCd2M5I7ds15XXrAH8R6+npWmLSVrE09bjVyB90571yXjUuZLQMMAb9v/jtdhXAfEm6mt204wvt3ebngHONlZYVOVZJf1oVUdoNmLXoPhkZ8N23cfP8A+hmvH/7Tu/8Anr/46P8ACvV/BbtN4PspJDlz5mT0/wCWjV3Y6m40033/AMzGjJORuEY5/WsDxyf+KMvgeD+7/wDRi10HPY5+tc944yPBl9xx+7/D94tebQ/ix9V+ZvP4WeQ16f8ADX/kW7j/AK+2/wDQErzCvT/hr/yLVx/19t/6Ale3j/4Jx0PjOvoopO1fPneeBV13w3/5GOf/AK9G/wDQ0ry2u7+EX/I3XX/Xi/8A6Mjr6rFwtQk/I8mjUvUSPYzRSnqKQ18qeqJRRRVCFpfrRRXIWJRRRQA2kNLSGqJENFBoAJOAMmmAlHeuP8V/E/w/4Wd7YyHUb9ODa2zDCH0d+i/QZPtXlmsfGrxPqDMunG30uE8AQxh3x7s2efcAV10sHVqK9rIylVjE+g9jY4U/lR5bD+Fvyr5SuvGHiS9bN1r2pSexunwPwzivQ/FGr6lbaxb/AGbULqH/AEG2b93My8mFcng12Qyxzly8xlLEqKvY9o6cGivE7H4geJLEj/iYvcp3S5USZ/E8/ka7HRfinY3TLFrdqbJzx50OXj/Feo/DNKrldemrx19AhiqctHod2KXtTIJormBJ7aVJ4ZBlJI2DK34in15jTTszqFFHWgUtIBRRQKKAAc0tHSlpiDGetGMf/WpR0paBhz2INHHcY/CjHccGjPrwaBmfqEqlhEmfl+96GrlqkkduqSH5h264HakktIppvMcfN9eD9am689xSEKN3bBoO4joPbBpQc8ilqhiBsj7p/Cl3D3H4UDgkfiKWgBAy+ooeRY42diNqjJqN7q3jcrJPGrDqGcAiopprW5iaJLiHc/C4cdaLMRCupoW2yRYjJ655FXiCF4O5eoPcVkrYXDNtKYGeWzxWtgqu1W4UckjpSBXGw3MdyD5Z4B+bPFSsMYZR06j2rJ1K5bTVi8iKMeZktkZ6Y/xql/b1z/zyh/75P+NbRpSkroXMludLwelNUgIWPc5qtFMPssUsjbfMQNweASOlTxjcoYNlcccVnsUV7+8/s+3EzR+YWcLjdjHBP9Kzm8R7lI+y4z/00/8ArU7xPP8AZ9MjaTJBmA+Uf7Jrlf7Th/uyfkP8a7KNFThdozlJp2O6029+3Wxk8vy9rbcbs9h/jVysPwxP9o0yRo+AJiPmHstbW092Nc1SPLNpFxd0QagQumXTN0ELE/ka4b7dbf8APT/x012uqoBo171P+jydT/smvMq7cLFOLMqjszsPDV1DLqUgjbcfJJxtPqK6gscHCn8a4jwYwXWZSf8An3P/AKEtdplpfujavqe9YYlWqWLpu8TPtZLkXeJN23ncGHA+lcLqvOsXn/Xd/wD0I16WUAYbjuzxzXjGu6hdR+ItRRJcKt1KANo6bz7VvgYOUnYzrPlSudP4ZGfEdqM4+/8A+gGvQQmOhI+leT+Cb64m8Y2Mckm5T5mRtH/PNq9bqcdFxqpPt/mOi043G7fUk/jXlPjPUprbxdexRqhVfLxkHP8Aq1PrXq7HAya8c8c5/wCE0vs8n93/AOi1q8vinVd+3+RNd2iZ/wDbNx/ci/I/417nXz5X0EpyoNa5lFLlt5/oTh23e4p4Fed/E/8A5hf/AG1/9kr0J/u4HfivMPjFcSwDR/KfbuM+eAf+edc2AV8RFev5Muu7U2zja9h8Df8AIl2H/bT/ANGNXgf9oXX/AD1/8dH+Fe6/DmRpfAGmvIcsfNycf9NXr08yi1RXr+jObDTUpv0OmrmPiNI0XgDUXjOGHlYOP+mqV09ct8Sv+Se6l/2y/wDRqV4+H/jQ9V+Z11fgl6Hhv9oXX/PX/wAdH+Fev/CWWSfwndNI+WF6w6dtiV4vXsvwgGfCF12P25+f+2cde/mSSw/zR52FbdQ7zn8fSkJ47il68GqlxemGYxqgbb1JNfMnqnzTXd/CL/kbbr/rxf8A9GR1wW9P7y/nXefCFwfF11gg/wCgv0/66R19djP93l6Hi0P4iPZe9ITTEaTzHEigIPukd6eTXyR7IYopM0UAOooorlLEopaSmITFJilpDTENZlRGeR1RFBZmY4CgdST2FeG/EP4tzajJNpPhWZoLH7kt4uVkn9QvdV/U/TitD4z+OWR28LaVKVAAOoSKevcRZ9O5/AdjXjVezg8KkvaTOStV15UFFFFeocoV7zpVyln8SNOnuJrSC3TTrcyyXLxrtH2dcbS/IOcfd5xntmvBq9R8X/8AIYt/+vC1/wDRKU4w558ndP8AQHLljzeaN/wq1xpel332zVLJ4Y0kii0v7fAFuHdQCzZbaVH1Pt7z6X4osb62t5b/AMnT3tpEht380O0Lsixs8aY/dxqqliDkFyOeK87q1p2n3Wq6hFZWETSzzNhVH8z6AetdE8PF3lJmUaslZI7XRri60PxhHpvhGf8AtC1mRXubeWYSRof4iZFG3gYO4DvjkjFeoQXNteRNLZTCaMMVJHYivOooLXw/praXpjiWWT/j8u1/5an+4p/uD9am0XVpNIvxKuWib5ZY/wC8v+I7V87jKkK0/d6de56lGm4R1/4Y9DFLTVdJI1kiYNG6hkYdwelOrzTYWjvRRVCFpRSCloGAp3em9qq6rL5OmSyB/LIx82cY5HemldpAXaOxrkP7Uf8A5/m/7/f/AF619BumuTPunMu3b1fdjrW88PKEeZkqSbsa4G0ccindeR1FFGM/X1rAsxh4gw2fs34eZ/8AWqez1n7XdpD5Gzdn5t+cYGfSuK/tOb+7H+R/xrT8PX0s2vW8bKgB3dAf7pr0Z4eKi3YwU3c7U9Qfwp1IRkYpQcqDXnG5ymtTRrq8waRFPy8Fh/dFV7KeI6hbhZUJMq4AYetZXiu+t4fE93HJJtYbMjaf7i1T0jUbZ9csVSXLNcRgfKeu4e1exGk3ST8v0OVyXNY9UzjCL1x+VBAChR3NOUAD19T60nWT6CvHOo5rxhcvb/Y9gU7t+cj/AHa5n+05v7sf5H/GtP4k3klp/ZvlhTu83O4emyuG/tm4/uRfkf8AGvbwtFyop/1uclSaUmj2CyiN1pdo+Ap8lM+/yirkKeVGELMCD17VX0NzJ4e052wC1rETj3QVdbj5u3f6V40/iZ1LY5vxzMltocLzyYU3Kgcd9relcF/adp/z1/8AHT/hXY/ExceGrfB4+1rx/wAAevLq9vA01KjdnJWk1Ox674FuEuNEmMDggXDDOD/dWulw3qPyrjvhoM+GbgjqLxsf98JXY7xgY5J7V5eJVq0kdNN3gjP18unhvUmD4ItJcEcfwGvEvtVx/wA95f8Avs17V4lJTwpq0hwWWxmIHYfIa+ef7Vn/ALkf5H/GvUyyPNCXqcmKkotHpXw3lml8R3CvKzD7IxwzE/xpXpw3AdB+deQfCa9mufFlyrKgAsnPAPPzpXsIO4cVxZgrV7eRvh3eFxjk4+705614X4guIR4m1QGVAftkuQWHHzmvdzyK+a/E/Pi3V8c/6dN/6MNdGVx5py9DLFy5Yo67wHcQt42sAsqE/vOAwP8AyzavZd69zXgXw0x/wsPTM9P3v/op69zmumik2R4IHc1OZrlrL0/Vjwsrwb8ywzBmwCOO9eD/ABImkj+IOpLHK6qPKwAx/wCeSV7tE6tErYPPJyK8E+JboPiHqfIH+q46f8skp5X/AB36fqhYz+GvU5z7TP8A89pP++zX1COGI/EV8sb0/vL+dfUxccEZ4PPFbZtb3Pn+hngvtfIU/eHoOTXlnxn+5of/AG3/APadd7qEzvcsmSFTgCvL/i3M6DSBnI/fYB7f6uuHL3bEx+f5M3xLvSaOAr3z4a/8k80z/tr/AOjXr56+0P6LX0D8MnZ/h1ph/wCuvQf9NXr1s0adFev6M5MIrVH6HWVyvxMYJ8OtTJ6Dyv8A0aldThvXFcn8UFx8N9UJJP8Aqv8A0cleHh/40PVfmehU+B+h4F9oT0avafg7KreD7rGf+P8Af/0XHXh1e3fBg48GXf8A2EH/APRcde7mLbofNHnYVWqHoOc9RxWTMJHu2DqS5bAGOorW5PtSDqfyr5s9Q+Ua9B+DP/I5Xf8A14P/AOjI68+r0H4M/wDI5Xf/AF4P/wCjI6+qxf8AAkeTR/iI9r65o5o9aCa+WPWEooooEPooormRQ2iiimAlZniPWo/Dnhq/1eYAi1hLIp/ic8IPxYgVpivLvjvqZtvC2nacjYN7cmRgO6xr0/NwfwrfD0/aVVEicuWLZ4XdXM17dzXV1I0s8zmSR26sxOST+NRV6N8MdRn0/Y1xrFvaab5s+6GbUY4kRzEB5ktucNOh+UBVI5VunfopPEWk2vw0S2F9ptz5GmW3lRtKrxzSrNuMTWm7cr8YaT+LJPGAK9+VVxlypHCoXV7ni9FevyeJtH8Tae0t9Mlje6nBPCB9vQzmFGMnkvOwAi8xyFXcpASPH8QrzDXbSxsdfvbXSbv7ZZRTMsM/99fr0PpkcHqOtXCbk7NWJlG2qZn16j4v/wCQxb/9eFr/AOiUry6vVPFEEtzr9nBbxtJLJZWioijJYmFMAV0Uf4q9H+hlU+AxbOzuL+8itbOJpp5m2oijkmvQrWzt/DGnvYWTrNfzLtvbte3/AEyQ/wB0dz3P5Umn6fF4TsngiZZNXmXbczqciBT/AMs0Pr6n8K09Msjc+GdTdbHzJF8vyphGWY/MNwHbgdcevNebjsb7V+zh8P5nXh8Pye9Lcw6K62RYIdNjudQ0tbVbZ4laIxxkXQ7lW2g57nkg9PWhdOs9ShCwIsE1zGrZ8hd5RSAXVAcKWY9jjCk968o7SbwffmexlspGy0B3x5/uHqPwP866KuE8PS/YfFEUQkV0Z2gLKcqwPAI9s4NdjPdNFMUVQQvXNZyWomW6KRTuUMOhGaXNSIdRRRQMB6VkeKplt/DF3I4JC7MgdfvrWvXNfEORovAeoSRnDfusHH/TVK1oK9aK81+ZM3aDZw39s2/9yX8h/jXYeAbyO7/tDy1YbPLzuHrurxn+0Lr/AJ6/+Oj/AAr0z4P3Etx/bHmtu2+RjgD/AJ6V9BjaChh5P0/M4aNXmqJHpYpaKBXzh6J4P9quP+e8v/fZre8FXEz+MLJXlkcHzOCx/wCebV5tvT+8v511Pw1dT8Q9MwwJ/e9/+mT19biKaVGb8n+R5FOo3NLzPfFbd9aBwxH401l7jt+lG7pg5r5A9c8Y+IGoRQeOdQjdXJXy84A/55L71m+HNThk8U6UgWTLXsIGQP7496j+Jc6r8Q9TDZz+66f9ckrL8LTqfGGjDB5v4P8A0YtfW04x+rL/AA/oeRKUvav1PpYdKYrcHb1PJPpSM3GBxn8zTgnGDwPQV8oeueZfF67e2/sfy1UlvOyW/wC2dea/2rP/AHI/yP8AjXoPxskEX9i4Gcm47/8AXOvKvtP+z+tfU5fy/Vo38/zZ5OIcvaux9NeGnMnhPSHPVrKEnH+4K1KyPCoz4O0YgkZsID1/6ZrWrhuzZ+or5ip8b9T1I/CjgPjBx4QtV7fb0I/79yV4zXsXxoZh4NtOQD/aCdD/ANM5K8R3v/eb86+ky12w69WeZileoe5fB8v/AMIfdbRx9uf/ANFx13wIU5HQ9c+tee/BeQ/8Ibd5Bb/iYPz/ANs469Adt2RwG/lXiYz/AHiXqd9DSmjO8VsF8H6x/wBeE/8A6Lavmrzo/wC9+lfRviRXXwTrYml3v9gn5HceW2K+aK9PKnaEvU5MYryR6V8HJVbxhdbeT9gfgD/ppHXtBDE5UAH+deIfBc48aXR/6cHz/wB/I69zrhzJ3xHyR0YVfuxgG8ckn1HSvmbxRMU8YawigYW/nA/7+NX00w7jg18v+K5F/wCEy1rLKD9vn4z/ANNGrfK9Jy9DPF6xRu/DCZn+JGlqQMHzf/RL179LCkr7nXpx9a+e/hdIv/CydLwwJ/fcA/8ATF6+iGGI/wAeajM3++Xp+rKwi9x+of6vgfd/lXzz8UDn4kaoR/0y/wDRKV9Dt6Dqa+c/inMkfxL1VMHjyen/AFxSllj/AHz9P1QYr4F6nL19ZOBjPc8fWvkf7Sno35V9dBccnk+tbZo78nz/AEIwn2ilPZ/aW3qdr9ye9eVfGi1+yjRctuLefk/9+69gC5z2IJwa8h+PEzJ/YOAM/wCkZB/7ZVx4HTERfr+RtiF+7Z5XX0N8L8/8K30vGP8Alt1/67PXzf8AaX9F/Kvo74VMX+GelMep87/0c9enmUk6K9f0ZzYVe+/Q67n1H5VyXxQB/wCFb6pk/wDPHt/02Suurjvix/yTDVv+2P8A6OSvGofxo+q/M7anwP0Pn2vbvgwQPBt3n/n/AH5/7Zx14DXvPwN/5Ee8/wCwi/8A6Ljr28wlegcGHX7w9GPAoAxQRjAHftQOSfXPSvnz0j5K+0p6N+Veh/BaZZPGd2AD/wAg9+v/AF0jrzKvR/gf/wAjtef9g5//AEZHX0uKk/YyPLor94j3b1+tIaPX60GvmT1BKKKKAH0lLRWAxtFFFACV4h8fpWOtaNF/Cts7j6l8H/0EV7hXivx/tWF1od3j5WjliJ9CCp/9mrtwP8dGNb4GePUUUV9AeeFFFAGTgcmgByI0kipGpd2OFVRkk+gr6XTQp7MRX1hbedq0lnDCzFlDWgWJVYBc53HB57Dgd6888LeHE8GWseqapGr6/Mm62t3GRYqf+WjD/noR0H8PU88VI8jySNJIzM7HczMckn1zWUqUq60dl+f/AABOvGi7Wu/yOll0jUoifNsLkY6kxNj88VTZSrFWBBHUEdKz4NV1C2/49765i/3JmH8jV6PxdrsYx/aDyD0lVXz/AN9A1yvLp9JI1WYQ6oWipF8WXH/LfTtNnJ6l7YAn8VIp6+IdMbP2jQUyephuXTH4HNYywNdbK5qsbRfUdp7bNTtXHVZkP/jwr0qaCOSYs65OfzrgdIu9CvNXtYooNRimeZQg3o6g578A4r0FjliR3NcVanOm7TVjphUhUV4u4YooFLWBYfpR+v0oFLSAUHNcn8T2CfDnVC3A/df+jkrqGD7gEIxg5LDNZniLQ18Q6DcaVeyssFxt3mEYYbWDDBOe4HataMlGpGT6NEzV4tHzN58f979DXrPwOdX/ALc2nOPs/wD7Uq0vwS0Ej5r/AFJT6b4//iK6bwj4HtPB32v+yrqeb7Xs8z7Tg427sYwB/eNevisbTq0XCO7/AMzkpUJQmpM6ml6VCwnC/K6HkDAQ+v1pQko58yP6lD/jXincfJ/2lPRvyrrfhdOr/EnSwMg/vucf9MXrvB8DdBP/ADEdSx/vR/8AxNafh/4UaV4b1231axv7x57fdsWYoVO5SpyAAejHvXu1cfSnTlFPdM8+GHmpJndbd3XOPfrTSuzoPlPX2pjC4VGKyIxAyB5fX9acyT7eZUI/65//AF68JI9A+ePinP5fxL1VNuceTzn/AKYpWR4Sud3jXRBs66hAOv8A00WvZte+E+leI9cuNUvr+9Se427hEUC/KoUYypPQDvUGmfBrRdM1S01C31C/aa0nSZFcoVLKwYA4UcZFe5HG01RUL62t+BwOhJz5vM78Tx+cEGevX3qbeOwJ/Cq3kOJhJuj3E/3D/jUifaGXl4wckY8s+v1rwzvPJfjpL5f9h/LnJue//XKvI/tX+x+tfSPizwJZ+NBaf2pdzw/ZDJ5f2YBc79uc7s/3RXOf8KK0H/oJaj/31H/8TXs4bG06VJQk9V/mcNWhKc3JHbeEsv4J0QkkZ0+3OP8Atmta+xep5+pqnpunvpelWmn28waK0gSBGdMsVVQoJwRzgVNi4aQrvj2gDnYeT6da8iVnJs7UrKx558b2KeCbRk+X/iYoBx1/dyV4T58n979BX1B4s8JweL9JisNTupIoo5xMpt1CsWCsuOc8YY1x/wDwo3QT01HUemfvR8/+O16uFxVOlT5ZM5K1GU5XRN8EJJJPBN2O/wDaL/Njp+7jr0pVCjj8Se9YHhPwlB4P0mSw0y6klhlmM5a4UM24qq9scYUVtEXHmAb48EEk+WeOnv8A5xXn15qpVcl1OmnFxikzM8Yj/iiNcK8Eadcf+i2r5V8x/wC+3519a6lp76ppV3p9xMqxXcDwOyJhgrKVJGSecGvPT8C9BBGdS1HHruj/APia68HiKdGLUjGvSlNpo5P4IFpPG14rEkHTn7/9NI697ClRhT07GuN8JfDbT/CGqSahpl7cyyywmErcbWXaWVs8Ac/KK61vtKrlXjY5Ax5Z9frWGKqRq1eaJpRg4RsyRmwp3DHvXyp4v/5HfXP+wjcf+jGr6oZZ8f6yPr/zzP8AjXn+pfBjRdT1W71C41G+WW6medwhQKGZixxlTxzWmErQoybmRXpymlY8w+E/PxQ0nP8A02/9EvX0m/3TXBeHvhPpfhvXLbV7C+vJJ7fdsWYoVO5SpyAAejHvXZedK8rQ703KMn92f8anGVYVailHsOjBwjZloHHzN3r5t+LBz8T9W4x/qf8A0SlfRsa3DKrs8YYgHBjPHt1rivEPwn0rxLr1xq19f3kc9xt3rDtCjaoUYBBPRR3owlWNGo5S7BWg5xsj52r7FByMivMP+FFaD/0EtR/76j/+Jr0kpOORJHn08s8/rWmMrwrcvJ0uTQpyhe5KPvNXjvx8/wCYB/28/wDtKvW0Nwzv88YxwP3Z5/X3rnfF3gOz8afY/wC1LyeL7Jv8v7MAud+3Od2f7orDD1I06qlLY0qxcoNI+ZK+kvhR/wAkv0n/ALbf+jnrD/4UVoP/AEEtR/76j/8Aia7bw7oK+G9Bt9JsZ2eC33bWmXLfMxY5IwOrHtXXi8TTq01GPcxo0pQldmvXHfFj/kmGrf8AbH/0cldWPtG8jfHgAEHYeevvWd4h0BfEuhXGk31wY4LjbvaFcMNrBhgnI6qO1cFKSjUjJ9GjpmrxaR8p17z8Df8AkR7z/sIv/wCi46j/AOFF6D/0EtR/76j/APia63wp4Tg8IaVLYabcySxSTmYtcKGbcVVe2OMKK9HFYqnVp8sTlo0pQldm8fvUmMjmoj5+5cOhyeTsPHH1pQs20fvI/wDvg/415Z1nyJXo/wAD/wDkdrz/ALBz/wDoyOus/wCFG6D/ANBHUf8AvqP/AOJrZ8M/Dmw8H6hNqGlXd1NM8BhKz7SMFlPGAOflFexWxdKdNxXU4qdGcZJs7H/GkPtVOB7lkck7goyNy9T6VcxXjHaJiijFFMB9FFFc4xtFLRSGJXAfGXRzqnw/kuYk3S6dMtxx12H5W/mD/wABrv6iubeG7tZrW6QSQTxtFKh6MrDBH5GtaM/Z1FPsRKPNGx8c0Vs+LPDlx4V8S3elXIJETZhkI/1sZ+634j9cjtWNX1CaaujzGrOzCvT/AAh4Yj8M2cGva5Cr6nMok0+ykH+pHaZx6/3VP1+lfwZ4Ug0mzh8R+IoFklkG/TbCQf6z0mkH9wdh/F9K17q6nvbqS5upGlmlbc7t3NEY+0fl+ZlVqezVlv8AkMmmkuJ3mndpJJGLMzHJJplFFdZ54UUUUwCiiigDp/ANibjxF9pYZS0jL57bj8oH6k/hXpFYvhXSP7G0NUnXbc3B82YHqv8AdX8B+pNbIx2NfL42sqtZ22Wh7+FpunSSe7HUtN5zS1xHULS0lL9aAAUFgikkgADJJPApGYKpZiFUDJJPSsG71WfV7WK48H3enajFBKftcJlDecu0/ugRwrHIIY8cDgg5FqLYr2J9G8S2et6hcQWkcwWJFlhnkXCXMbFl3x9yu5SM9+CMgg1t4Heub025tfEOp2er6OzRpZpLZ3UcsDIRnaSnIwWR0A4JA+YV0YHryaqaSYR2FGe3T3pRx1HPrRWNfaql6LzS/D+q2K6zEowkjhzFyMlkHJwO3HYZGc1CTbHsS3HiOwt9WWwk87cZBE04jPlRyFN4Rn6AlefxHqK1q84uNMt/EXiIo1hZQa9FG39pWl7byXFtIpVVWdeQucKApOCRuU4KnHeaXYDS9Is7COV5ltYEhDyH5mCqFyT6nFaThFJW3Ji2y3Q33T9KM+vFUrvWdNsryKxur+2hu7gfuYZJQrSfQfgfyqEm9iiLVNdtNIEaXEdzPI6NJ5VrA0rKi43OQo6DI/PjNW7O9t7+zhvLKZJ7edA8csZyrqehFcbKry39lpvjN54NSlRobW80tpFS7jfG+I7RlSuASTjgbgV+YDpfDmjnRNEWzbygxmlmKQjEcRd2fYg/ujdj368ZxWkoxjHzJTbZqt904+tKOTmmqcHBqrqGq2Gj2on1W9gs4d+wPPIEBPpz+f4GstW9Cwv9Tt9KsRcXW8guESONCzyOxwFUDqTSaVrNlrNvJJYyMWhfy5opEKSQuOSrqeQefx6jIrkPEUM6x2l5rfiAw2F5cuoFuE2WoVHlglibbuMgMa56hi5GMYFbvh/Tb2O6l1fU7iKS6u7aKLbFbGDKruIaRSx+f5yMdsYrVwio3uRzO5vk5O0fifSmtNHGwj3qHPRSaM9lz7n1qhqMVvarJqF7cLBbwrvlZuigd81mUWbu6t7CymvdQnSC2gQySyyHAVQMkn2qrpOsx6oq5he1m2+YLeU/vFiYkIzD+HdjO08/kaxbrW7zVVe+0ZUu9Ns1eHUtKu7Zop5cgHpIBtIQ5APDh8ccGqXhPR1khjuNB1KaLw1JN9rghMLxzyMOAhkbloRtBUHkjC52jB15Eo3ZPNrod0vBK/iKdTCejCnVgaC1zemeLLbVtcuLBNkaLM9vCjZMzvFnzWZMfu0HygFsZyP7y5rT6jbeKdSt9Nngv4NPk8yaOXhItQVPlIyrb1ALBhkDcB3HXL8GWqahqUGo2Buo5bJHs729kO5b5UdlSJs8uyAA+Z2OVyckDojTSi3L+v6/ryzcm2rHoCnI5696Wmng7vzp1Ymg09V+tc/qfi21sfES6XKUjWKNZbmSUkEhyVjSJAMyMWHOBgdOpxUXiDXf9IfS7eO+RXlitZ9QtlXbaySlQi8kHJ3ryoO3epNc8/hhj4ph0+xvUX7NJJd28kMbPJpR2qF+d2O4SYbdGfvbiRjGa2hBbyM5SfQ9F5b2H86RkHGBjtkU7nAzyaG+6awLERsjB4OKx/EXiFNE+xwgR/aL6UxxPcP5cKBV3MzueBhQSB1PbjJDtZ1r+zBDFbWF1qN3IjSpb2oXcETG5iWIHcADOSSMdyOHvtK1DxBq2oT6fZyX2j6q9vNc210dsUkBih2yQEkbZgRIc5A455253p003eWxEpW2PSrK7hv7KK7tWLwzKHjYoV3KehwQDU9VNNtZ7LTYba7vHvpYl2m4kUK0gzwWxxnGMnueeKtVm7J6FDSPmBHXH51n67rdtoGi3OpXau0dum4og5PIA9gMkZY4A6kgVLq2pR6VZC4kjkmYusccMQBeV2OFUZwOSepIA6kgAmuGmOo3uo3+uvdRadbBDay/b7fzp7JlwrW6RqdjrIxVtwJJ4HPy7bhDmd3sKUrbHaaLqq6rYl2eFriFvKuBblniSTAJVXIAbGcEjuCOCMVfPqPxrA8F6TNpHh+CKTdAksaTLp5HFizKC8SHqUDE4BzjpnGK6CpkkpOw1e2oZzSOwRGY5woycDJ/IVHNNHbW8k0zhI4lLux6BQMkmuE1zXr/AFOW1mstLvLc2LpcNHcQ+YTDJlVuVjQkuyYJ8s4YZBxkU4QcmKUrG/4a8V23iLcYjGvmKZoIlYs4hB2hpMDCMWDYQnOAe4YDfz96uO8G6VcR6lqOq/aJBFczsrbrbyRfgKhW4KYGxwS6EgAOFDY6GuwPLcU6iipWiKN2tQPA/CkOAvPAApW74rldU1C313VLfRpoL9NOmuXge4QKIbqSNWZ4Cc7wvyNk4AOxlzzzMY8w27Fi08W2l54insEaNI4pfsyZJMs023ecIBkRhSDvPBzxxgnoOv8ASuN0Hw5GtzFNC8lnf6LcSWJlVOLm0yHjiYHqojZMHqpHHcV2VVUUU/dFG/UQ9aQ0tFQUJRRRTEOooorlLE70UUUtwEpDS0hqxHHfEbwLH400UG2CJqtoCbaRjgSDvGx9D2PY/U15V4S8EDTgdb8X2jJHFIUtdOmG1rmRTglh2RT19enTr9CnpWP4h8O2viCIGRvJvI12xzAZ49GHp+tejhcUo/u6j0OatTbXNDc8uvr2fUbyS5u33yueT2HoAOwFV60NV0S/0abZfQFVJ+WReUf6H+nWs+vpIuLiuXY8CSkpe9uFWbfTb68iaW0srieNThniiZgD7kCq1dB4Yu7OwuYrq8vo4vLd8IySF48qBvj2gqSenzf3RU1JOMbodOKlKzMn+y9Q+yfavsNz9n27vO8ltmPXOMYpJNOvYZWjls7hJEj8xkaJgQn94jHT3rol1i0i0eQT30V5JFGn2BDbYmt3DZ5fbjA78nOKntddttTtVtLuNGnuvNHkwxybUOS6hsZchpDuO09ABxzWPtai15Tb2VN6cxxtdn4L8NNJMmrahFiFPmt42/5aN/ex6D9TWjY+BrSPVZbu6U/Zg+YLRjnj/aPp6DrjGe4rqySfTjgADpXBi8cuXkp9Tsw2DalzVAyScn+dH4Uc+tGK8M9QOKX6UnNL9RSAP0pR70D2/KuO8S6zcR+JLfR7mG7jtLlALdbVijX0pJynmqR5QQDeeQzduAQ2kIuTshN2F8Sape6jp+r29rBD/ZVsptb/AM7cJJw4xIsZB+QqjAhiGySBgdado9lqNx4kt7u4+xvNYCS0vNQtZhi8QL8qNGPuurEMck7SGA+8QJk8HvFNf2v9oXFxpWqRn7Uk8xM8coVVV45Bz91QCG5+UHPUV0djZW2nWMVpYwrDbwrtRF7f4nvnvWznFRtElJt3ZJbwQ2sKw2sSQxIMLHGoVVHsBUlFc5401ufQ9Ot5V8y3spJNt5fxxeabVMZ4QZJLH5QcEKTk9hWCTnKyLbsrlnVtS1FtVTSNCW3S7MBuXuLxC0SJnaF2qwLMT6HAHJ7A8nYWd7qlhZ29pFZuzmLV7WRbnbPpjTN5jhhjLqSZAD/EPlI71tWXhy6iutO1rTLi8trhU2TWOpXTXC+Q5Uuu4lmDjaCCCRkY6HNbmhaBYeHNPFnpkbKmcs8jl3cgYG5jycAAD0AAHArfmjBWRFm3qX4reGGWWSKGNJJmDSuqgGQgAAk9zgAc9hUtFZ2v315pug3d3plk17dRJlIV7+px1OBk4HJxgcmsUruxew3XNUl023t0tIRNd3twLa3VjhA5DNuc/wB0KrH1OMDkiuNuINQuNQ1GHUYtN1B7uUafeWIcwC62RiVJYgxYqQknzIScbchgRzasdJHizRxqmnavqSTpMsltezSEw3MkeP3n2cnCJuBXaApIB9c10mmaBbWmpXGrzwr/AGpeIn2hxIzojBFUrHu+6vyDsM4GegxveNNW6kayJNE02Wz0nTxqRjutQtrYQvckbn7bgGIyQSBnpnAName386BSOSEJC7yBkL6+1c7bbuXsVdWv4dK0m61G5DmK0iaZ9gydqjJ/QVxl/da6NVgvdRbS7W5tLY3cMbsyRhHISS3kYk5blMSADkY246t0onxs19b6tJqdrdRq0d3DDM0Ednu4FuVziU7csXII5GCAQBsWHhc/aLG516Rb+80xWitplJVXTI2O6dPMAHUcZyRjtulGno9yHeWxJ4e8OxW9if7S06CKOK+a70+0ZhL9iygGFOMD5jIwA6B8DpXRgE8tx7UiHPJ5PT6VHeXtvp9nLd3sqwW8Kl5JHOAo9azbcmWkkh9zdW1jaSXN5PFbQRDdJLK4RUHqSeBXHXfiS9vbvUnsRp2oWNh5c39nlQ0l1blVcXEcm7aedwUbcZTG4E8M1rXEm1zQ59V0zULPTI7lt0t0gFuSyHypX2sduGAADgYLgkAjIdpHhtr+4mt9X0O2h0+yurwQGVf3k3mXDuCu0/LFtYDB+8T0AAzrGKgry/r+v1IbbdkX7TTL6/8AEVzffaYk0S7WKdY0GXusxBdrgj5UA5wMlsjoAQeoVQihVACgYAA6CmhdigKFUKMAAdBQ7iONnkdURRlmbgAeuawlJyLSsISkcbNIwRVBLMTgADua4fVPF9tqOo2sWn67Pp1gu5ZruO32lJmwYd/mpjyXAkww4YgDd6yeIb/UfE/hu9g0LSY760uIiYTLciKSfachhGy4aJiAMlhkZ4wQSlvbXviLWl1HTClvpF1bQx3LTR/vg0Mku6AxsMLy+GJz0IHXI2hBRV5ENt6IkitL/wAYWtlLdX6WjWM09reyWWcXK8AmJ8/IG2jPUjLAHIzXZxIkUSxxABFGAB2FNghjt4VigjSKNRhURQAPoKecenPtUSlfToWlYXNcj4l8VwRRy6fpl3MLmOQee1vAzOIlI87ymKlHkRTkqMsBnjOK0LnX7iS9lttDtIb97aQRztNceTGHwT5aNtbfIAMkcAdyDxXL6ZDqj6DpWlaZax2GqaHeEXQu+fLjeKZVnGOJd2/dweW3ZI5xpCFtZEyl0Rdt5b3XrW80Wz1q2vDH9lvbHVVRZMoJg4WVVIBcGI8jAIIOBgiuu0zT00vT47WOWafbktLO+55GJyzE+pJJwMAdAAKh0uCCzgEMSfPgF5Niq0zYwXbaANx6nitDk+1ZynfRbDS6imsPX/ElppEb2ouEXUJYv9HV43aNWbKxmRlGEUvwCxAJyAak1XW1srpbGzjS61BozN5ckmyOGMZ+eV8HYpxgHBJPQEAkcpKmovN4i0250hbXUtYUXFlumDxzlI1VoxKBxgqWAYDhzgYBxVOF3dilLsT+GvEF5/aFjbyam2oJfM8M1vdoiXNhcojOwZVC/J8pGCOCVwSGre8LeHpNA0iKC6v3vrxYY4nmIKoFRdqoiZIVQPxJJJPpb0fTprYPcao8NxqU3zSzRxBQoP8AyzU4zsGBjJJPU+laZGetOc1sgiu4itnrwap6prFjotss+oSsiu2xFjieV3OCcKiAs3AJ4HABPamavq1to9vHJMJJJZnEcFvCN0k7n+FRxz1OTgAAkkAE1zE2oX9r4v0/Vtb0qGOzEUliby0uftEcbu6bCcqrIMqyk4xllBOBUxhzasbdij/wld1FJdanHrCSmKbzf7MkCCK6smb91JbtgMXKFe5BfcpA+XHT6b4cltPEF7qV1fPOkkzSWtsgKJDuVQxYZ+duMZPAHQAk5qeF9Dv7ayiPiAW5a2Hl2lsih1hAJ/ebyM729sADA65J6mqqSSdoiiurEIz7GoLq7gsbWW5vJVhhhUu7seAB3pby8t9Pspbu9mSC3hUvJI5wFArjPEF/qup2drdxaAZrO0u4L3yxODchFbJ3wFRhtpLKu4nIXgHgRCHMxt2I73xK+qa1/wAS7XX0uHy9lk09tsikuVJMkNwsih1O0xlVypIJIz2vWmnz+KptN16a5a1tZbVBPZwE5ldHLAeYDzHkk8AbgF5wSC/T7C71XWru98y2fw/eypeRAIHa8zbxoAwYfKqlM46k46YwepVVQBFAAAwoA6CtZSUVaJKV9xc0nV/bFKR3rk9W1W78QaXe2mgWSXdrcRTWxuDd+Q0hK7S0PyneFJwWyoz0zWUYuTKbsVtf8W2lxJDb2Gq3Fraxy/6dd28OGjj5VZEZ0KtFvADOoYDuQM0kKal4mtRajVYY7nSdQ+bUbRAwuI2gYZQZwkm2bnqARnBBFRWialro0dtJjj0oWlpNp+oh4wJLNswkxpHjaeE+U8rhgeeAe0gtoLWEQ2sMcMS9EjUKB+ArWTUFZbkq7eo21tYrKzitrfcIoUCJuYscAY5J5P1NS0tJWG5YUlLSUwEooz7UUgHUUUVzFCUUppKpCEpDTgQrAnpmuV8N6L4j0qw1JdX1hb2edF+yM08koiYB+TvHHJXp1xW0YRlCUnK1uncltppWOn6/Sk+lea/D3TdOs4dLj1Tw5qEPieJ5vtl/PYybjJ8+93uSNsitnjDNncvHGQ7Sp7rQ/iL42ml03UM6g9r9hkXT55IpmWEj/WIhUDcQCSQBz6GqdGzaT2/HW3/BJ59EejOqSRNFMiyo3VHUMp/A1g3vgrRrxi6RSWbn/ng/yn/gJz+mK4jw7qHxD1aG+hu7uWzu5NPkMSz2LL5N0rfLtZrZYihHy7S8hxyGPNQSeIPiJeaXDqqWd9ZwTXEMElr9jxPbqsQ8yQL5MjYaQkZ8tsBeAM5renCtSlaE0vmZz9nNe9G5vSeCLR9SewtNetnulj81raRcSKhOAxUEnGeM4p6/Dm4yPM1KAL6qjH/CsrwFB4huPiJLqfiKGV3fRBC979jlgjkYTnAxJGhDbcZG0eoGCKz5dKaP4qeJr7UtNYQSz2zW11J4bn1ByFjG5oJFBWNgcclWGccHBB7PrNdNx5tl2Ob6tR35fxO1tPh/psLA3l3PdEfwoojU/wAzXRWOn2emR7NOtYrcHgsoyx+rHk15rp+uePXs78zRag91HYPJpiTaYsaXZ3uA8xA/dy7QuI8qDwec4FO017x8yQi7n1D7FJcwfaJ4dKke7tYyrb8K1rGrgsB91HK9yeDXPU9vVupTN4RpU/hiev49TRx6/rXlfiLX/F+nS3q6K2tXttJpCPp8zaMWkN152G3gQjadgPDKBjBxk1z2q6b4ktNV8VTpZ6ld3F/Jp80Ub6QtxDOAF3k5hKgx5wBkEck5IyMY4ZveS/q3+Zo6luh7qMUvFeWzal8SEvNT0+1SeaTS/tU0d1JaII9QRlT7OinaFLDcxIXumCe1NsdZ8cyeGdVeW8nS6/0Y2rT6VctLESf3qkLZqGyAcERvt75yDUfV5WvdD9oux6ofunb1xxzSRbyg8zhqwfBN9qeoeGY7jWre9huTLIuL7aJGUMQGwsUWAcZGUU4/Ouhx7Vk4uLaZad1cPqKqappdnrNg9nqEXmxMQw+YqyMDkMrDlWB5BHIq3+OKX680k2ndDADHGPzNH50o+v4Gj/OKTGKD7U2SOOeF4po1kjkUq6OuQwPBBHcUtOB9aVwK2nafb6Vp8NlZK6W8I2xozl9q5yBkknA6AdhgVa/z0o6Uoq/NgGRRkUtFAFKx0uy0ye7lsYvJN3L50yqx2l8YLBegJ746nk1bLBVJNOPp60mNw56Um29wBWDKCuaXnucUABeBx6UfX8qQFI6TZHWl1ZYdl55JgMqsR5iZyAwHDYPTOcZOOtXSPl5H0FKB+dL2qteoCBQOBxjpWZr+iR69pgtZJntpY5Unt54+fKlQ5Rtp4YA/wng/rWn6GnAU03F3QbmD4Y0+5j8NvYa/amS43ul000gmS7J5Mgz/AAtn7pA29MYAreACqAoAAGAB2pOnSlBzSlLmdxJWCmSRJPC8M6LJG6lXRxkMp6gjuKfQfWpGcz4e8Lt4a1q9+ybJtOuUXyXldmmttvAgBOcxAZKjI2nI5zmulH6Co5nYMAvHvTo2LJ8w/wDr1o5OTuxJJaIfnPT86MY6UUc1IzmJPCYs/GFtrWlJEYndzdWkzMERnGDPEBkLIcAHj5gTyDknpiN4I7d6OTS496cpOW4kktiOOFYnyMn69qlppHvQB61IzmvFfhJdZePUbBY11KDblJSRDeIrbhDMB95c8gnO084IyD0y7tg3gBscgHIB+tLgUYHpWnM2kmK2txrEBgadSEA4pcenFSMyfEXh618R6b9nneW3njJe2u7dtktu+MbkYdODgjoRkGn+H7K40/QLW0vILWCa3TyylnkRkA4DKDyMjBxzgnGT1rTozT5ny8orK9xM5FH060EZ6cUg9qkZXv8AT7bU7Cay1GFLm2nXZJG44Yf579RWR4V0G48PLfWk7rcwvP5sN47lriYHtMT1K4Chs8rjgYroMY6mjHrWik1GxNle4nB+lITjqfxpeP4RUcvC4Hc1Fxg0iEEHnPHSuU07wsNC8VPd6YsbabPCUEUjtusju3FYeoCMSSV4wQO2AOmxTowNxBAP1pqTSaQmrjoySgLe9OPPSk2nzAc8Y6U7GetIob/Kj6UpFJVCEpCcUpppqQEooxRSAfS0lGQO4rFDA0hOPrSGRegPNN8xex+pougHAZcDqT+lZthrdtqdvcy2iTZtwCwlULnIOMYJ/u1oCVRyCQB3xUC29rHFJHDBHAsowwijClvyHuaalG2oHBaR8Up7vTdE1TVNEistP1yR4LaeK9MzRzAkKsi+WuA21sFS3Tkc1oad8U/DFyunRXmqW8N7qCq0UMSzOh3Oyrh2jTjKnJIGO/HNJpXwz0jTLfT7WTUdSvrTTBIbG1uXj2QO5yZPkRSzcnG4sBuOBUvh34b6J4bn32lxdzg6edOMc8ikNEXLnO1Qc5YjPpXVKWGd7f1v3+RkvaE4+JHhVopZH1UokcQmHmW0qebGW2Bo8qPNBbjKZ61UvviRY2XifR9K/s++EOpJMz3E1ncRNDsGf9W0WWB7ngKOTxVOD4OeHbe1a2imuFjwPKZIbZZYiHDKwlWEOxBA++zA9weK1tQ8DQardaddalrGpT3en+cqTsLcNJHKoV42AiClSBjgAjJ5p2w6e76/lp0C9Sw6L4h+F57eedNRYRQWzXRaS1lQPCpwZE3KPMUHumajtfiT4Wv44m0/UZLwzO8ccdrZTzOxQKW+RULYAZecY561TT4VaKLN7Wa91K4j+wvp9v5skY+ywuckJhBk9svuOKsa98OtL8Q6PY6ZeXU6W1jbfZo9sFu77cAbg7xMysQo5Qr0oth77v8Ar5B+8Ll3r93J4sh0jSLeOfy7B726E+5CM/LDGD/CWYMTlTgL05rnp/isqaBp+oWmj+fPcWV1eXNs1ztNqtuCGDHYc5f5RwPWuj8MeHpdHuNUu71le5vrgbfLkZxHBGoSFNzAEkKMn3ZuvWqQ+HGjCTXnEl2DrcLwyjzFxbq5ZnEQ2/LuZixznkCiLop2kv66/wBeQPnexm6f8T4PtIj8SWkWlrJpsGpQyW9w1yCkrbVQgRqwkyV+UBs5PPHPbWF/DqVoLi3FwiEkYuLaSB+P9iRQ36Vhp4C0W38L/wBh2FvDZwOkSzSx2lu73Hl4wZA8bI5yM5K9eRir3hjw1ZeE9EXS9NeR4RI8paUrks7FjwoCqOcAKAPaoqOk1eGjHHmT1Nf8aX8aPxFLz7ViixPxpR9aXn0o/CmAfWj8xRx9KXnsQaAD9RS+36Gk+ox70vX3qRlDXL6XTPD2pX9uFaW0tJZkWQHBZULDOOo4rz/w38Q9Z8ReEfFd7OlrbXGl2Jmtnt4zw/lyHJDFgcFBxXp4/P8AnTLiKGe2liukSWCRCsiSKCrKRghgeCMVvTnCMWnG77kSi27pnilj8U/EGmXPh2LxFK8//EtuNSvPJt0AvYGtllhIOPlKt5iHbgZTJ4rpb74uTaXouo3V/oKC6s7C11COGC+LxyRTyKgBkMY2sN2cbSDjg11WmXHg/WLuBdGm0O/uLCAxwi0eGV7aIjbtXbkqmOMDA7Vbh8LeHrfT57GHQdMjs7kqZ7dLOMRylTlSygYbB5Ga3lUpX96H9XIUZ20Z5wfGPjC/uPiDb6lZ/wBkxadpBlgt/tSGWzYwOVdHjX5yxAblht7ZqTSPixPo3hKOPXNMknurPRrG6SZbsytd+cFQNISmVJJBP3zyep4PoVxYeGrrXnju7TSptWmtW3LLHG1xJAfkOQfmKclT27VX0OLwr4j0OPU9FsLC50+7t/sqv9jCCSFGKeWVZQdgKkBSMccUOpTa1hpp/Xz1DllfRnJy/FTWhqOn6bB4IupdRv5bmOGGS4a2WURRq+9GniQkEMc5Ckbe+QKs2PxTnufEKWE+hLDbNrk2i/aBe7n82MZ3bPLAwcj+LjPeuvsvC3h/TZ4ptO0PTbSWFmaKSCzjRoyw2sVIHBIGDjqKlXQNHWUSJpViri5a7Di2TInPWXOPvnu3Ws3Uo9I/195XLPucT4o1zX1+KtroOlXGp/Y30g3bQaYln5pkEpXcWuRjbjAwDnp70tt8Tr0prks2hxwafo15LYNqN3qACzTI6KF2RxM4Zg2flRhnA78dfql74c0XUIdR1u60vT7ySMww3N3JHFIyAglFdsEjJBIBxzT4NL8P6npEy21jpt3p2oyG5lEcMckN05IPmNgbXJKg7jnoPSqUocq5ohZ30ZwVv8Y7q7vrawt/DQ+2y3V7bOk148SobaJZC3zQh+Q3RkUjHStPQ/iVdeKLzT7TQdFha5udMGozC8vjCkSmTZtUrE5c5B5wo6euK6m28K+HrJozZaDpluYi5jMNnGuwuoVyMDjcoAPqBg0k/hPw7dW9vBc6BpcsNqpW3jkso2WEE5IQEfLz6U3Oj0iJKfVnNaP8SZtZ8VNptp4dvHsFvpbJ75Elbymj/if915aqTx/rCRwSBXejpWUvhjRBq/8Aap0fTzqG7cLz7KnnZxjO/Gc4461qVhUlBv3VYuN+otGKKM1mUGfWg9KKO/FUgEKBuG5xSgbRgdKQkL14oDA9KAFzR9aKKQHnHw++IWreLdfuLDUYLOGOO1aZWt0YNuDKv8TEY+Y9q5+1+IHiS1u7SLVNSUx6HeSQ6+5gjzKj3PlRMcD5QBzlcZxXs9c1bXXgfVr+8sbOfw/e3eof8fdvE8Eklzsz/rFGS+3nrnHNdntacpNqGhjySSScjitO+J+uWOjaXb3Wk3Gvaxf6c+rskUbptgaUrFGghhfJx3baOmWya1L74k6k097YpojaTM0M5099SaaKW4KQ+ZuRfIaM/wC6ZM8cjtXaX/hzQ9Vht4tU0bT72O1UrAlxapIIgcAhQwO0cDp6CqltovhLTNcEdppmi2mqzRu4WKCKOeSM8McAbivqelJTpPXl1HyzXU4DSfixrkOhaRb3OhPrWr3Ol/2i5tmkJmj3hFwsUDBXLbsggIML85LYF7xL8Xr7RL7VIrLwlNe2+l29vc3M0t6tu0STKCAyFSQwJAwM984rtG8FeFnto7d/DWjtBGzOkRsIiqM2AxA24BO1cnvtHpVp/DuiypOkuj2DrcxpFOrWqESon3FbjkLgYB6dqbqUb35Q5Z2tcyPCXjCXxJqWsadd6ctjdaU0O8R3HnK6ypvU52rg44Iwfqa5PwP4r8Q3ug6jr2sy6texWX2tgNtlHaOIt21PlXzg3HXGPrXe3d14b8Lyvd30+l6PJekB5pnjgNwUGACxxu2g4HoKl0y20WfRdmjQ2D6XchjttEQwyhs7j8vytnnPrUc0UnaOjt/wSrO+55vL8ar+30ZdRufC0USvZrfRW/8AaLySyQEgeZiOBlRdxIzIyZxWjr3xabR9R1KOPQxcWemx2cs073mxylxtxhAhyRu6bsHB5rsbnwj4bvUgS88PaVcLbRiKFZbKNhEg6KuV4HsOKmn8OaJc+d9p0ewm+0KizeZao3mhPuBsjkLgYz07U+ehf4fxFyz7nHal8T7iy07xFq0GixS6VoN49jM73pSeSVdq8RiMgJvcDcXzty2D92uh8J+JbzxBHe/2holzpUlrKEUyxyiOdSuQyGWONjzkEFRjA9avXPhfQL3UJL+80PTZ7yVSklxLaRtI6ldhBYjJG35cenHSpdM0TSdESRNF0uy09ZSDItpbpEGI6EhQM0nKny6LUaUr6svZxRjP3vyo6daMZ6/lWDZYfTpTWG5do/P0p3Xp0o9hSAhMZHvT1Xb7mn9PrSYoATvRS4o+tUhCfWmninH1NM9zSbGJ9aSnGkpAN6UUEHs2PwooER5J6mkJ7DrQTj60zPHHTuT3rjbGO7e3c+tNJHQ/gtH1/XgCk6cdPapuMejASKzdARkmsLSdP1awsb5NW1E3zyqvlASvIVwGz94DGcjp6VsrhpFXIBYgA1zXhrx3pPiy01C401LuCPTgjTtdxquAwY5G1mzjYf0ropyq+ymoK60uZyjFyTe55HB4M8SR/CvSo2trowpdJcnTvJk89JzNtJZMfcEa7vq5OBjJ39T8U+Pv7YvF0m01lLby70JHcWAkKMikwspFuq8kYA3y5784z0kfxFlXTNL1nUtGaDRtWnMFpLFcGWcMd3l74QnG4Kfus5GQKpL8VTc+H/DWrWumfZk1PURa3UU0MspRMt/qmCr5jHaMbQ3J24Jrv5603edNPV/j/wAMY2itmVF8QeNbG11FLuPWb4m0spYJILKON45Xx5yjELAquTkbHYAevNFj4h8dP4ftTfLqkAOtSQXF3Dphe4W0C5R1jMIyCcjd5Q6DgHiuuHxL8KtbpOmqZiK7ndbWYiEbymZcJ+6G4EfPtqn4j8beA2vpND8T3FrdT28ozaXNi8+2TbxgbCCcNgY9SKyi5N29lr6fIrT+Y4HSPGXxH1XS7e6guLhoHR2gvP7OaRJmWZlIkWK2kP3VAwPL7nJNdZJfeO7jXfEk6ahNY2FimLG2k0kyrOzw8FWVd7BXweFY+o7V2+jy2UmlxDS7V7S1jGyOF7R7bYB2EbqpA/DFXqipiVzO0Evu/wAilB21ZyvgHVdZvtPvP+Eiiv8AzIZgkc13GEEw2AlkXyIWC5P8Sn2JrrRNH6/pTMUormlUcpXSsaJWViTzAehz9KXd9fyqLAPVR+VKAOxK/rQpMZLuHf8AlRuHoKYAe2G+lLu7HI+tVzMCTI9PyoyPUimUop8wDwfRgaX8Pypg59KMY9RRzASD2P50Yx1GPcUz9acCR3x9aaYFXWLOTUdCv7KEqJLi2kiRnOACykDOO3NcNongTUNE8K+IrS/t4dU/tG2EaWtpcGNpMBwV3uoCk7uDXoE84t7eSaRSVjQudvXAGayX8VWw0fUNRjtbqZbCEzPHGgMjgAnCjPJ4rrp1aqpuMVo2rmUoRclJ7nn8nhzx1Hpl1aaC19bWNrp0NtZDU5LRb3IkG+OKaA4VTGgGXYHdt9MhBo3xAtfEEN/bR6u2jRz3Yj0uTU0kuESS3Co0jNMVcCTkAuxXkiui0L4n2moaa2qao2k2lgtotxLJZ6p9qlgZioWOSIRqwY7iOAeVI9K14PiB4ZuL6GyTUWS7maZVt5baWOQGJA7hlZQUwpB+YDPbNaSnVjdOC+4lRg+pxHhjwf4ls/GHhzWfEFrqN1LHpJtbyb+0gzRT+cWBf96N6bcZA3AnqCawdP8AAvxI0bwnpFnoL3dnOLO5W+gOogxqxnLIqKJNqsydGXGCxyy9R6JYfEzTNV8Z2OjaZBPc2t9YfbIr9YZQCfM2bdhj4XjlyQoPB5qH4c/Ea38X6Npy6nJHDrd3HNKbeK3lSMqkhXKM2QcDaSAxPJpurXinJx7fr/wfwFyweif9aGG/hrxzcaDaWUV/rcBfX4JZ3NykUtvZlGEgVzczF1BwdrMTn+Eim6l4S8cW2q6u+k6hrNzDbz6aNLebVuJURALhnXeASSOQwG4kkA1u+IPibLoNzr1p/YhurvS5LcW8SXW37WkqM5YHZ8u0I+Rg8j3q9a/EjTJdQ1JLiNobG1lt7e2uI900l5NLGJPLSJFLEqCM4z37ChSrW5uVf1b+vvHaG1yHxr4a1bW/G3hG80t5ra30+S6a5vIGi3wB41CkLICGyQR90/h1rNk8MeLP+Eq8TajJqWsXdtBbRf2PanUlhhvpPszJIHVMbDvwcr5Y3HPYEdLb/EHw3eSwQ2N7PdzTxmRYraxnldFDlCXVUJjwwI+bHSsvSPinpN9NqseoW9zYGy1JtPhH2aaVrphjG1RHneeT5YywAyeOamLqqNuXZW28ynyX3OMs/DfxKnvI47htVtbGTVbCWVF1Qho4AsguQrG5lfbkqcbzu4IUYwNSz0HxzDHpserrq97ptvfXnn2tpqwjupIm/wCPdjKZVLKMn5TID0yDiusHxQ8HG9srT+2VFxfBTbxm3lBfMhiAPy/Kd6kEHBGMkY5q1oXxA8NeJLyC20bUGnluInlh3WssYlVDtYqzqAcHqAc1Uqla13D8GSow7nG3uh+OZPGQubefVoNMV7V7RYp1m8mNVG+KZWukVjnO5ispOchu1eqmuHuPiKY/iDfeGFg0qBrNrcCbUNW+ztceaoOIo/KbcwzjGeePWr2l/EvwtrdvNNot9c6gsBTzVtNOuJXTdu25VYy38Dc49PUZxqRqySbj9xcXFN6nVUtcs/xH8KpY6bdjU2kh1QSmz8q1mkaXyv8AWDaqEgj0IBqXT/H/AIc1a5jh0q9mvWdI3LW1nPIkQkGU8x1QrHkDPzkYHXFZqlPezK5o9zpKTFYekeNNB17UBZ6XfNLM0bSx7reSNZkVtpaNmULIoPGVJFbtEouOjQ009hki5xSIvOafRUDCiiikBxvg/wAH3/h/V5bq8mtnjeAxgRMxOSynuo9K53wNofirw7ol/Y3On6t5jG7lgt/tNmto7NuZP3iN56knAyDgE9q9Hs9UgvpjHEsgYLu+YD/H3rnNC8a3/iCxj1q10e2h8OySyD7dcagElWJNwMxjKbQuVI+/nHOMV3SqVZtuaXT/AIBioxjaxwtnoHxHeO9W7/tu1gmNq6Q296spDJuMiAyXvmCM8AlZVY8cDnE//CH+MJda0TWHsbiDUU0u4tmkj1R5FtLguTC8nmTMzoMgsoMgOCMNwK7c/FDwituJpNTliVjDtWWxnRnEufLZVZAWVtp+YAj35FUb/wCKukwX2jRadBdX8OpXctpLJHbTq9s8Y+YGPyyzNk/d4I69Kv2lZvSH4eQuWHc4uHwv8SX021h+3a9byyS2n2tftqfIFJErpK13Kx+8crtVWwDtGMVoa34Q8dW91rH9hajrd0lvFZDSpJtXwZWVh5xcb1BOM53AA+5rtdO+JPhbVvtA0i+uL97bHnR2un3ErpklRlVjJ6qe3p6iqN18QY7rW/Ccfh6S3u9O1u5uIJpJInV08pegB2lTuzkMKXtK3NrH8Pn+gcsLbjvHfhvVdd8SeFJ9KaaGKwvJJLm6haLfApTAYCQENzx90/Ss2Xwv4rbxlrN/Lqus3NjbWcbabB/aKQxX04iYMsioBsBYjlQgzz2q/qPxFNn49ufDKW+kwm3jhcXGo6t9m84yfwovlNuYemav6f8AEnwtq/2j+yr+4v2tsedHa6fcSumWKjKrGT1U9vT1FZr2sYr3dLfnqV7je5wNrofxLOgeJYtuo2093Z2/2GP+0smOcOPMEbvcysoxnkuu70HSpz4b8eWvixvObWr7wwlzG7W0Gs7bmbNuQSsjSqwRZc5TeoJYEAgcd03xF8LixsLtdRd4tReSO2EdpM7yPH99dgQsCPQgH0p2n/EHw1q1xBDpN7NfyTRpIPsllPKI1ckKZCqER5weH24HJ45q/aVdXyfg/wCuguWHc43VtC8cT+KhcafNrFrpax2jWSR3KzPbhP8AWRzK12iuxb7zETbgQAwxivQ1162N1NCyMojYoCCHZmBIxsUl+xI45AJ+tXS/Gmga1qYsNOvjLO6yNETBIkc6xttcxyMoSQA90J9elXZNEsZZRJIkzyL912uJCy8EYB3ZHBNYVZydlJWLiktUOOtacERxcbxJwmxGYsfl6ADn76/nTG17TkUNJOyqxwrNE4Dc4JBxyORz05p8WiafBcRzRW+HjYsg3sVUnrhc4H5dh6Ui6Fp6PC/lPmAYjzM5Cjjjk9OBx0rHQslu9QjtbCS78uSSOMkMEADcEg43Edx+PaoBrtisphkkaOdc5h2lmzkDA25DHkcDNW2tIZLZYJFZ4lKnDuWJIIIyScnkd6rHQ7D7Q0yxOsjOZCyTOuGOckYPGcnp6mgCrJ4ms41kwku8OVUSL5YbHGSzYAGQQcnIParKazbP5agP5rsqbcZAJxxvGVJAOcA9Kf8A2RZhtyLKj4I3JO6k5JY5IPPLE/8A6hS22kWNmyG3iZPLbciiRtqnaVyFzjoTTArt4gslvprd948gkPLwVBG0YwDu6sAOOSDinJ4g0x42dLncq4yRG2AT0HTrz069fQ1JPomn3HM0GTknIdhyX3nof72T7ZPrUMnh7TJHV5LdmZQArGZ8qB6HPFNtAL/b2nNIFFxliiuqiNiWVsbccc53DgVG+vWSywj98UmBIk8h9uMqM5xyCWHPSpodD0+3uFnigIkRiykyM2Cc5IBOO/8AnFLFo9lCFCRMdgVUDSs20KwZQMngAgH8KnQC3SGnH9abipAKKMUU9QKpPPP4n+gpO+e/6ikJx7fjUe8udsQzjqewrz3Kwx7OE5PFJhm6/IPpzXnHi/xzrOheMbzStNS2dbfRm1FGfTp7p5JAxHlny3HlqePnIwO/WtG2+KGmx6RJPq8E0Vxb6VDqUot9kkcyyYUiJg3zYkOznHPc9a6PqtVxUrbke0jex3CYjbKD5vU8mqlppGm2EU0dhptlaJOAJVt7ZIxIBnG7aBnqevqa5zx54svfDPhG01WxhhgmuLmGJ1v0yIVfruCuOR/vY4NZVh8TPsVtrV34iltLrTrK5ht7HUdNjKRXzupLIu9yuVI5bft9xjJ0hQquF47Cc4p2ZsWXw70yzawia8v7nT9MmM9jp88iNDbuSSCCFDtt3EDezYBqOx+G2mWFhpFit/qEtto96LyzSRovkbJO0kICVyxPPPvVL/hcXho2iygXHmtdNa+T5kAwyruLeaZfK24I5385qzf/ABNsdPuLiCXRdWkltbEahcLELdhFCTjduEuG7H5SeD9ca8uJ2f8AX9X3JvTKMXwY8N28zTQTXPmvu3tNDbXG7LFuksLAYzjIAOOua2ZfAOmyf2xtubhRrEkMlyrRQSoPLGFCpJGy44B5B5Axiqt58UNDtvtEsMF9eWdnFbzXl5bxqY7ZZ/ubgWDE4IJCq2AfXIDX+KGjpqM1sbLUPKg1FdNluwkflLK33TnfuKnB5AOMc4yMt/Wpau/9Wf8AkH7tG74Z8N2fhXRV0zTWleESPKWlK5LMxY8KAqjnACgD2rXxXmuu/Eea51nRIfDguobFtfTTru8kji8m4A++iZJfHP3toHBwavW/xi8MXV4YIDcOrJO8UqmJhL5Slm+QPvTIB271UGolh60veavcanFaHeUtee3nxYtJNCurjS9MvY7s6U+pWQvI4wkyKcEkLJnAOSQcEhTjPGdvTvFUr/DZPFOqWEkDppwvJIQVxJ+7D5TDNhW7bjkdwKl0KkVdryHzxZ09AFcnomreJbrQ7TX9S/sw2M9sbt7K3iZJo0KFkAmeXYxxtySEHXkVga78YbdPCutXnhy08zUNL8gulw8U0IWRwu7dDKQw5xgNkEjIxnDjh5ylyx1/qwc6Suz0wCnAke/1rhNW+LGi6DItvq1tdxXiW6z3FuHgDQhug5lG8kc7ULHHXFPvPivols1w9vZ6je2ltPFby3lvHH5SySDKr87qx98KcULD1d0g549zuRg/7P0pefr7iuPT4kaQ+prbi3vfsjakdKXUtifZzc4zs+9vxn5d23bnvjmqFr8X9HuY47hdH1yOya4W3a+e0UQRu0mzl9/ODgnbk4PrkUexqv7Ic8e56BnPv9aUe36c1j6H4itvEEuoiyhnEen3b2bzSKoWWRPvbMEkgE4yQOelbANZu6dmUtRQPx+lO/X2NJ1pfr+tUMZLEk0LxSD5HUqwz1B4rPk0G1GnXVpZyXFgblNjXFrKRInoVJzgjPpWn+n1oxj2qlOUVZMVkzjb74ZaVq813c65fahqV7c26Wy3kpiR4ESTzF2CONVzuwcsrdAOmRUMvwp0qXUhqjapqg1YyyyPqIaHzJPMj8tlK+VsA28DCjHXNdzjHXj3FLjv09x0qvb1F1FyROQ0j4caboV/pN3pt/qEcul2Zsky0TefCXLlXynPJ6rtNGgfDfSPDs+iy2NzeyNo0M8Fv5roQ6zOXbdhRkgscYx+Ndfjt/8Aqpcf/Xo9tUe7/r+mw5InPX/gvS9T8X2niK6M5uraEwiEMPJkG2RQXXGSQJXAORjNY6fCPw6nheHQy93JFDeC9jnmaOSTzAoXkMhRhtAXaykYHrzXc0VUa1RaJhyxfQ4S4+Eeh3cNvDPdTGK3ZWVYbKygbh9/Dx26uuTwdjLkfU5lv/hPoWpTXrXF3fbLvUP7S8kiF0iuDwWCvGcgjgq+5eemea7btzS+x/Wq+sVO4vZx7HL+H/h7pXhzxAusWU0zXK2LWOzyYIYyhl8zOyKNBuzxn09+aj0D4a6P4cn0SWxub6RtFhnhtxNIhDrM5di+FGSCxxjH411vT1H0oBPYg1Ptpvr/AF/THyRMmw8M2eneKtW1+CWdrrVlhWdHYFFES7V2gDI465J/CsJvhbox8FaX4XW8vxZaZcG4iZjFI0jFnbEivGY3XLngp2HvntOfT9aXPsacak77/wBIOVHF6f8ACzRNNh0SKC6v2Gii8FvueP5vtKkSbsIBxnjGMd80eG/hhpvhIldC1XVIIJljF1bs0LpdbMgbt0ZIyDg7CvHvzXaZ9jRn2q3Wm1ZsXJHsch4X+Gui+EdQW60lnwiuqJJbW2VDHOPNEQlOOnzOeOua6+jPsaOfSs5zlN3kUkkrIKKOfaj6moGFGfSk4+tL17fnQBXt9PtrWQvBFsYjGdxPH4muatvh3p9nayadDqmqLosrys2kecgtyJAwdMhPMCHeTt34zzXXUnFbe0kuouVHn9r8G/D9rBawx3N0VtJoZY2W3tInJiOVDSJAruD33Ek9evNXR8L9KjdJbXUdSt7iPVZtVjnjaIsksoAZQGjK7MAcEE+9dpyfaj603WqPqLkj2OLf4X6M/g638Nrd34s7e9N6rFomZ33M21wyFHTLfdKkcCl0n4YaNo66KLe5vn/sa5nubfe0YDNKMMGCoBgdgMYrs/pRj1pe2qWtcOSPYx7Tw1Z2fi3UPEMMk7XeoQxwyozDy1VOm0Yzn15NYb/C/Rm8HW/hv7Zfizt703qsWiZnfczbXVkKOmW+6ykcCu0J9KTHc0lUmtn/AEhuKOL034W6LpkWjx29zfMNIuJ7iAs0Y3NMMMGCoBgdgAMU3wz8L9N8Gyh/Dur6taB1jW5TdDILrYzEF90RwcNt+TbwB35rtuvSjpVOtUtZsnkj2OP8NfDPRPCuqLeaSWURmQxxPbWxMYck7RL5XnEDOBmQ8YByK7Dr0o+tL16VEpym7yKSS2A8D3puOcmndPej61Iw60ewo60v0oGHSk6UvSmE020hBmijp1oxU7gJQfelpp5pAIRzSYp1GPypoBuKKWincRlqrTckkJ6+tThQq4UYHoKdiivOjGxRzGreBrbVPEcutx6rqNhdzWJsJPspi2tCW3EYeNsHPcYPFY+p/DK3uNY8KpYxww6RoYbzVeVmlnAZXRCMYZd6hjk9+legUV0xr1I7P+tiHCLMbxL4Zs/FOnQ2eoSTxxw3MdypgYAlkOQDkHisK5+Fuh3FxqLpPfW0V/Ol0beCVVjguF6TRfKSr9e5B3cjgY7WjFKFapBWiwcYt6o5bUPBH9r2T2uqa/qd7FI+9luILOReBgYVoCq455AB5PPTHNxfCFIdcnit9Rns9Bk0lNPMcEqmebD7mDloyArcklSDzgYHFem0taRxFSKsmDpxe5xt58MNDupLlYpb2zsr2O3ivLG2kURXKwH5AxKl14AUlGUkD1yST/DLRZ1u1M96i3WqJqjBHQBZV6KPk4Tnp1967GjcPWp9vU/mDkj2OKX4W6Sl9BNHf6ittb6n/akVjviMKzE5PWPftP8Ad3VYtPh7aWGnSaZY6xq0GkuZtunJJF5SCQMGUEx79o3kgFiM4PNdbvX1o3in9YqPRsOSPY46P4YaGiWyPNeSpbaU+kqryLhoXzknCj5ueowPatvS/DdtpvhddAmnuNRsVg+zAXewt5O3b5Z2KoI28dM+9a24UvHtRKtOW7BRS2OPPw5tH0FtDm1vWJdJ8l4I7NpowsSsDjDCMO23+EMzAYGQarn4U6PNaapBfahqV2NUtobWV5WiUokRBj27I1AI2jqD05ruaKpV6i2YuSPY5UeA4o9S/tK01zVrXUJLYWtxdRGDdcoD8pdTEV3AcBlVTiuY1n4XajfatLFp12LbS7q+gu7szXnmtM0ajLeX5AIckcnzcHrjsPUaWnHEVIu6B04s5GP4b6Ompi4Fxem0XUjqi6aXT7OtzjG8fLvxnnbu257Y4qO58AQWfwz1Pwtoh8/7WkvltqEmAruc7iUX+E8jjsPrXZZo+lL21TS7/pD5ImP4T0BPDPhax0oOJZII/wB/L/z1lPLvzzyxJ5p3irXf+EZ8K3+s/Z/tX2OIyeTv2b+RxuwcdfStes7X9EtvEegXmkXzyx295H5cjQkBwPYkEdvSkpKU+affULWVkcxafFDRodHTUvEGoaVZwykLGbC9e9w2wsVfbEuxgB05z/PZHjvQVuLSCW4uIjegG2klsZ445spvG12QITt5wDnt14p994RsNROhmeW4X+xJlmttjKN7Ku0b8jkY9MVjXPwp0W78UPr015fm6e7+1lcwkB9u3bvMe/YB0Xdgelbr2D1d0T76NGx+JXhLUI3kt9WCxJbNd+ZNbyxI0SnazKzqA2G4wMnOR1FTt480CO1gnkmvoxcsRBG+mXIkmwu8skZj3MoUZLAEDIyeRWKnwj8PCxtbOWW+mhtdPk09VeVfmjdy5YkKPmDHgjA45BqfUvhtY6xb2Eesapf38mnMxtZrmK1kMasm1kKGHY4OFOWUkFQQRTf1e+7t/XkH7w6GfxLpsXhGXxJDcLLpyWjXayr0kQLnvyCemOueOtc94a+J2m6v4cXU9ZgfRJzfrYNauWmKyuAUHCg4YEHJAHXnitG+8F6dqPguPwzcXFxFYKyl/s6xQ+aA+/aQiBQCeoVV/nWfefCnw9c3FzJZG40pbiW3nENgIo4Y5YSSkioUIDckHOQc9M80Q9g01K+/4f15A+e+g2/+KWkW2vabp2nwz36Xd7PZXEsUE3+jyRAFgFEZMhyR93oOelaafETwu7TBdTIWGK4l8xreURyrB/rjE5XbLt6kIWOOelZ9t8LdMszbSwarqiXlvqM2pJdFoS5llUK4I8rZtIHTbxTV+Eugi3Fq1zqDWcMF3BZ2jSR+XZC5BEhjITcTgkDeXAz0zWnLh7df6/pC/eFn/hafg8wvN/akojSKOZ2NjcDEb/dkI2fczgb+gJAJyRVqXx/4cS8mtFvnknileD5LaVo3mRdzRLIF2M+P4QS2eMZ4rNuPhRodxZT2r3Wo7J9Kt9LbEibhFCVKsPk+8doyensKmtfhjotrqEM63F69rDfnUY7B3QwLcldpk+5v99u7aD2xxQ1h+7H+8M3R/i3p+oaNo2pXtt/ZyagLlpI5RcOyCEFiYisJWbgZPK46DJBFdA/xA8MRorHU9we3huU8uCRi6THEQACklmPRB83B44rO0v4X6RpTaKEvtQuIdEedrOC4MRRRMMOrYjBZeSeTnnrjioYvhD4ai8O3WkE3csVxcx3AmldHeIxjEaLldpRRuG1lb7zZzRJYZvS/9P8AyEvadToY/FukTeGr7Xbed5LLT1m+0fumSSNos70MbgMGGOhA7etZdl40vV0WPXvEel2ulaHJa/aftX24yyxglfLV4xGPmYNwFLc8dSK0dI8IabpHh+70VUW4s7wv56G2gg3h1CsCsMcangYzjPv0xlSfDSyudC/sW/1rWLzTUt/It7aaaIC3wysjKVjDMy7AFLlgBkYIJqIqldrz/D/Mp85bf4i+F4lXzb6ZJWufsgt2spxP5pXcEMWzeCR0yOe2aY/xN8JJa21x/asjJdQyTxeXZzuxSMkSEqqEjaQc5AwAT05qCP4ZaSusQ6tc3uo3OpJfpfyXUrxhpnRNiqwVAu0DPCgHnrVez+EmhWcSRw3moMEtLq0G6RM7LgkufudRuOP1BrRRw66sm9Q15PiB4ZiuIIjqm7zkgcSJbyPGgn/1W+QKVjLdQHIOCD0NZ+v/ABP0jStA1PUdNjudVOnkqwitZxAzhgpX7QIzHwT6mqsfwe8OwXUFxA0wkjt4LdzNBa3HmiFdqsfOhfa23AOzaDtHGRmrh+G2nDRdR0aPUtTj0i/MhewDQlImc7iUYxlxg8gFiPY0fuE1qw/eFj/hY/hyK3ge+u5rV5II55Ueyn/0dXbaDKdmIwW6F9oIwehBplx8UfB1rf3llPriLcWRYTx+RKSpUhTjC88sAMZznjNVbv4W6XerKLnU9VYXVvFbX2GhX7bHG2UD4j4wMLlNpIHPPNXYfh9pdtpusWNrPcxw6xd/apw8UEoU8fKqyRsu35RwwJ96VqHn/XyH+8L994lgg8I6lr1tb3MiWNtNP5NzBLavIY0LYxIgYA4xnBH1rkbP4wW97/wjMcOjP5+tTpFcxm4/48fM/wBWSdvz7lBYdOB2ro9M8CaZpXg3UfDVtJdG01ET+e5KKw84ENsCqEQAHgKoUelRP8OtEe10SFVmibRpIJI5oiiyXBhj8tPNYLlvlHbHtiiPsVdPUHz9CS4+I3hmzN0L68ubJ7S3FzLHd2FxC4i3hN4V4wWG4gfKDXP/APC39IfxlFBDf2r+H30xrj7WIJTK04n8rYo6sD2AUk9jimw/Azw5Fb3MR1DU3FzaG0kfMCuUMiyFiyxAs25R8zZOOPTGz4h+GGh+JNUh1DUZr1bm3sls4HikVTDtfesqnbkSA984wSMc1olh49xfvGXX8feHEvhZveT+cZRDgWU5USlN4hLBMCXb/wAs87s8YzxUHgvxzH4v8EjX00y6t2CyM9qiO5O1mAEblVEhIX+HoTg8iq0Hwv0W38Sf22k0z3bXCXMpltbWXzJVxl9zQl0LEZOxlAJJULWl4f8AB1v4a8MTaDp2o3/2JhIsO94w9qHLE+WyoDnLEgtuINRL2PL7u+n/AASlz31OWsPi6t/oUmriDRY7VLY3DoNZZ5rcb1QCaJYC6ZLdVD4OOxzXTt498PwarFpt5dTW15KjSKJrKdIyqrudxIyBSgAJLZxiszVfhbpuvpMdf1fVdRmktfskdxK0CPDHuDHbsiUEkgcsG/Cp4/hzYLrGoX82q6ncrqUH2W6t5jCY3g2lfJDeVvRMHorAk8kk81UvYPyJXtEa2h+LtG8STSRaTcyPLHCk5Se2lgZo3ztdRIqllOPvDIrN8b+Nh4Pk0lPs1rL/AGlcGDzry9+zRQYXO5n2Nx+FY8HwtTR7S3tvDepzWqtLDHdTCOC3nNsjBmVZYIUkZm2qCWY5BJOT16TxJ4TtvElzplzLfXllcaZOZ7eW0MeQ5GOQ6MD+VRakpp3uh3m4+ZkeH/iho2q6LbXmqH+yZ57We78mQPIpiidld1kCgMPlzjhsdqteLfHcHhvwrp+u2lsl5BqFxDDGbiZrVVWQEh2LISoAGTlelYOt/CO3vbLRrDT5j5EGpy3mo3VzKRPcJL/rUARQvz8Aj5QAo4Ndj4j8MWPiWzs7a+kmiSzvIryPyCAS8f3Qcg/Lz04+tU1QUk1sJc9rMxdF+JFjfaZJdapD9k/057K2+xGS9S+ZRktAUjDSL1yQuBg1Yn+JvhG2s4rltVMkU1sbsNBazSlIQ20u4RCUG7j5sc8Vm3Xwg8P3TSr595HA1417Da4hkhtpGGHCRvGy7W7qwYDAxisfxL8Jrqa1e08LTxW32ix+xXM8ksUCuhlMmDBHa7TjPVGjJ755Jajh5PdoV6iR08XxG0T7ZexXV1EEgnhghW3SeaaZpU3qPKEQOcc4Qvx1x0qSb4meE4YoJDqjOJ4pJkEVpNIwSM4kJVUJXbg5BAIAJPAqinwp0eO7e9jvtQivzPBcR3Ubx5hkij8sFAyFcFeoYN+FEPwn0GDBiuL8ObS6tZJDImZftGfMkb5Pv88YwB6VNsP3Y/3h2VleW9/YW97ZSCa3uYllikXo6MMqfxBFeeQ/F3zfGDaIdJtzt1l9KxHqG64+XP7/AMjy/wDV8cndwc9a6Lwp4VufDd5dK+oTz2EVvb2enWzTswiijjALMuAu9mzkgdAOeSKpH4XaU1/czS6jqUltc6p/a0tizReU1xnIORHvwOON3aiKpJvm17DfO0rGvpfjbw9rM1hFpuoefJqAmNughkDERHEm4FfkwePmxntmt81xfhHwO3h/xd4j126aHOpXLGzihkZhBETubqBhnf5iBkDA5NdiTms6vJF2gVFu2opPpSdKOlHTrWBQvuaPc0e5oHvQgEJwKbjFOJ/+tQKoBAKKU+1JR5AFFFFAFKloo6da4rDCjFNL+lNJJ6mi6AeWA70nmegplLt9am4AWJ70nNO4FLg/SjUBmKXAp2B3oo0Ab+FLg+1LijHrVAIAe5pcepoxS0AJx6/rSg+9FLg+lGoAD6mlyPWkwaXFVsIX6Glx7U0fSlB9qq4C49jWb4h1yHw14futXuoLi4gtVDyJbqrOFyATgkDAzk89BWmCPUj61Fd2sN/Yz2l0okguI2ikQ/xKwwR+Rq42ur7A9tDGk8a6NBrE9hcXCwx21pHdzX0rolvGsjbY1Lsw+ZuoGMY754qnqHj/AEy11nQbWyltb6y1drgNfxXamOAQpvYkgEH35GKzbD4b32m+FLzTbPxLPHqF3NAX1JISj+TCqIkWFcNjamCwYE7j64rPs/g6ITb/AGnXPNEd3fXMgW2Yb/tUSxlQXkZvl25yxYnPPqepRw99Zfn2/wAzJup2O9XxDorKWXV7Aqtt9rJFynEH/PXr9z/a6e9T6dqmn6va/adJvra+gDFDLbTLIu4dRlSRnkV5qPgxLNZS2+oeIQ4/smLTIGtrIxFBHKsqO2ZW3HK4IG3I6YPNbOkeE9c8P65arp97EbW7uXudVuYlkLShEASM/aJpmJYn7y4wE69KTp0be7LUalO+qNrV/F0Ol+JrbQoNLv8AUL+5t2uUS18kKEU4OTJIgzWc/wAS9OgupLGbTNUi1VL2KyGmlIjM7SKWVxiTbswCd27AxzVrWfAun6/41stc1Vba7gtbN7b7Dc2qyq5LZD5Y4BH0/GppfB9u/j+y8To8SG0sGs1txAOcnIYPnjAJGMdCeaF7Gyv2/Efv3GP49tLPWYdP1bTtQ00XC3LW9xdJH5cywDMhG12YfL8w3KMimaN8R9K1mbyvsOpWbPYjUYEntxIbm3Lbd8axF2Jzj5SA3IOKoN4B1C88TX2qa1rVrqEV3BJaLC9gytawOCGSJvO2qTkZYqScehxSeH/h9e6HewXra1BdXdjpY0vT99iVSKMNu3OBLl26DgoMDpzV/uVHfX5k3nc2tJ8aQa/4Ug17RNK1G9gmleMQAwxyoFLKXPmSKuMr/ezyOOuLPhLxTa+MdCXV9Otrq3t2keNPtKqGfacFhtZgVzkZB7GuY074e6rpvw3uPCMHiOJI5mZRdR2BWRY3YtIuDKRk5IB4wOxPNdNF4T8PpaafbyaLY3C6bEsVq09ujvCq9MMRkHIzn15qZujqk+unoVHn6mRa/EeK+0e91Ww8N63c2Nk8qSTRi25MZw21TNuPr05qWz+Imn6tNOmg6bqerCC3t5ne0jj25mK7I8s6/MA25s8KAcntS+DfAWmeE45pfLtbvUJLiWb7f9kVJgrtnZuyTgdOv4VFo3ge78OeDtQ0bQNXhsrm8u5bhL1bEEQ7yOAm8AkKAoJPYccYq37Bt8vy3EufqCfEvS5YkSPT9RfUH1F9NGmhYvOEyLuYZMmzaAQd2/HNK/xKsW8MJr9no+r3mniCSed4o4h9m8tirq++RfmBB4XdwM9MVnWXwyurGw0hbfVrNNQ0e7e6guhp7nz2kUiUzBpyZGY87gy4xgDGAGS/C69HhXT/AA/aeIY1sIZHnv4prFmGoSM5c79sqFUyfuA9hkmtOWh3/P8ArsK9Q2tc+INroNvaXcuj6pc2N9JDHaXdt5BW4aUZRVRpRJn6qOhqxpHjOPXdZvrHTtF1GWPT717K5vGMCxJInXgy7yOnIXvUTeD5r3xZpOtavfw3EWk2xS1sre1MUSTsAGm5du3AX+HjnIyW+HPAGm6Freq6tPHaX9/fajLexXL2irLbB/8Almrkk4HPIxnJ4qH7Ll8x+/c6vp2IoyPWjp3Ipc57g1zGgfQ0fjR+FH4UAH40fjRgelH4VSAXj/JpOOwpfoKOaADmjB9aOe5ppIpDFJA6800kmiipuIBS/SjGKKpAFHSlxSfShiF69aPpRij6Uhh9aOtH1ozQADignFITSAetVcBc5o+lHWj2FR1AOn1o+tHT60dOtAC/WkNLjuabnJ/lT2AOtKKKUUwCgilpKAEopaKAM8v/AHab1680AUv6Vwb7jEoApaUD1oAKMetL9KMetACfSlxRRTsAYxRRS07AGKMUUUAFFLS4p2EJijHvS0UwD8aMe9GPal/CmAYHrR+NH4Uv4UwDmk/CjHtS8d+KADI9x9KX6HP1pu4djSbifSi9gJMY7Y+lGR7Go/zo6+9O4x+4ev4GlyB3xUdH+eKLiJNw/wDril4I7Gox/nFGP8ii4EmPxHpR+v8AMVGCe3NOBz3pXQDuvv7jrSgkcg/iKbuPfn3FG7v+oqkMfvOOcY/Snbh3/X/Goww/+vRkev8AhV8wiUHJ9f50v6/Xiov880oJHfj3o5hkn5j60v4A0zeRShgeo/KquIXj0IpR9aQMPXH1pc+4NUgD8aX8aTPtmkz/ALNNtIB3400sPXP40n4UfhUXAMg9Tmjtx/KjPt+tHPtSAKMUYo4ppAHT/wCtSjNHSjPvTYC49aPpTdwHuaCxPQY+tO6Ad9aQt6c00+5z9aM1NwFJ9aQUY7ml5NABwKKOlH1oAWj2FAoB9Ke4C9KPc0cDmjr1p7AIaSjqaUdaQC4ooopAFFFLVboBKKXFFOwH/9k=)
Download Free Sample Report
France automotive connectors market is
segmented into vehicle type, connection type, system type, application type, competitive
landscape, and regional distribution. Based on the vehicle type, the market is divided
between the passenger cars and commercial vehicles. Among
these, the passenger car segment is expected to hold a considerable market
share over the forecast period. This can be attributed to the increasing per
capita income of the consumers along with their elevating standards of living.
Moreover, with increased purchasing power, people are opting for a convenient,
comfortable, and safe mode of transportation. Moreover, the manufacturers are
introducing passenger cars with stylish designs and compact sizes at an
economical value, resulting in a larger market share. By
connection type, the market is bifurcated into wire-to-wire connection, board
to board connection, and wire to board connection. On the basis of system type,
the market is segmented between sealed connector system and unsealed connector
system. Based on the application type the market is fragmented into body
control & interiors, fuel & emission control, safety & security
system and engine control & cooling system. The market analysis also
studies the regional segmentation, divided among Northern France, Western
France, Southern France, Eastern France, Southwestern France, and Central
France.
Some of the leading players in the France
automotive connectors market are Delphi Automotive, Sumitomo
Electric Industries Ltd., Molex Incorporated, Yazaki Corporation, Japan
Aviation Electronics Industry, Ltd., JST Mfg. Co., Ltd., AVX Corporation,
Amphenol Corporation, Hirose Electric Co., Ltd, Foxconn Technology Group etc.
Attribute
|
Details
|
Base Year
|
2021
|
Historic Data
|
2017 – 2020
|
Estimated Year
|
2022
|
Forecast Period
|
2023 – 2027
|
Quantitative Units
|
Revenue in USD Million, Volume in
Units, CAGR for 2017-2021 and 2022-2027
|
Report coverage
|
Revenue Forecast, Volume Forecast,
Company Share, Competitive Landscape, Growth Factors, And Trends
|
Segments covered
|
·
Vehicle Type
·
Connection Type
·
System Type
·
Application Type
|
Country scope
|
Northern France, Western France,
Southern France, Eastern France, South Western France, and Central France
|
Key companies profiled
|
Delphi
Automotive, Sumitomo Electric Industries Ltd., Molex Incorporated, Yazaki Corporation,
Japan Aviation Electronics Industry, Ltd., JST Mfg. Cso., Ltd., AVX
Corporation, Amphenol Corporation, Hirose Electric Co., Ltd, Foxconn
Technology Group
|
Customization scope
|
10% free report customization with
purchase. Addition or alteration to country, regional & segment scope.
|
Pricing and purchase options
|
Avail customized purchase options to
meet your exact research needs. Explore purchase options
|
Delivery Format
|
PDF and Excel through Email (We can
also provide the editable version of the report in PPT/Word format on special
request)
|
Report Scope:
In this report, France Automotive Connectors Market has
been segmented into following categories, in addition to the industry trends
which have also been detailed below:
- France Automotive Connectors Market, By Vehicle Type:
o Passenger Car
o Commercial Vehicles
- France Automotive Connectors Market, By Connection Type:
o Wire to Wire Connection
o Board to Board Connection
o Wire to Board Connection
- France Automotive Connectors Market, By System Type:
o Sealed Connector System
o Unsealed Connector System
- France Automotive Connectors Market, By Application:
o Body Control & Interiors
o Fuel & Emission Control
o Safety & Security System
o Engine Control & Cooling System
- France Automotive
Connectors Market, By Region:
o
Northern
France
o
Western
France
o
Southern
France
o
Eastern
France
o
South
Western France
o
Central
France
Competitive Landscape
Company Profiles: Detailed analysis of the major
companies present in France automotive connectors market.
Available Customizations:
With the given market data, TechSci Research offers
customizations according to the company’s specific needs. The following
customization options are available for the report:
Company
Information
- Detailed
analysis and profiling of additional market players (up to five).
France Automotive Connectors Market is an upcoming report to be released
soon. If you wish an early delivery of this report or want to confirm the date
of release, please contact us at [email protected]