United States dental implants
market are anticipated to show a robust growth in the upcoming five years, 2023-2027.
The market growth can be attributed to rapidly increasing applications of
dental implants in various therapeutics areas such as tooth replacement
procedures, tooth decay, among others. Additionally, growing demand for
prosthetics along with growing dental problems due to various reasons like
unhealthy eating habits, alcoholism etc. these factors are major drivers of the
United States dental implants market in the upcoming five years. According to
the Federation Dental International (FDI), oral disorders affect more than 3.9
million people worldwide. Tooth decay individually affects around 40% of the
population. All these factors are expected to fuel the United States dental
implants market growth over the next few years. Although, population ignorance
toward dental care may put a minor restraint in growth of the market. It is
reported that 50% of the population does not have a dental insurance and 77%
population having the dental insurance delay their dental care.
Dental Implants are artificial
replacement for the tooth roots which is surgically inserted in the jawbone.
The implants have two major parts, fixture and abutment. They are often made of
zirconium and titanium. These implants provide a strong foundation for fixed or
removable teeth replacement that are made to match one’s teeth. The implants
help improve speech, appearance, pain relief, easier eating, improved self-esteem,
and improved oral health.
The United States dental implants
market is segmented by material, design, type, connection type, procedure,
price, application, end user, competitional landscape, and regional
distribution. Based on application, the market is further bifurcated into single
tooth replacement and multi-tooth bridge securement. Single tooth replacement
is anticipated to hold the larger revenue shares of the market on the account
of advantages of the procedure like appearance of the natural teeth, advantage
over bridge securement since it does not cause the surrounding bone to
deteriorate. Also, the procedure is more affordable as compared to bridge
securement. Although, multi tooth bridge securement may also hold significant
shares of the market due to patients of geriatric population coming with
multiple tooth defect that needs replacement. The bridge securement often uses adjacent
teeth to the gap created to hold the bridge in place which may or may not cause
adjacent bone deterioration.
A partial list of market
player in the United States dental implants market includes, Envista Holdings Corporation (Danaher Corporation), DENTSPLY
Sirona, Inc., Zimmer Biomet Holdings, Inc., Henry Schein, Inc., Bicon, LLC,
Adin Dental Implant Systems USA, Southern Implants North America, Inc., BioHorizons
IPH, Inc., among others. These market players hold larger shares of the market
than the new market players. With the advancement of the technology, it is
appropriate to say that the effective research and development of the
technologically advanced medical devices and implants would support the market
growth and benefit the market players as well as the consumers. New market
players may focus on the research and development to provide devices that satisfies
the consumer demand as well as benefits the market players in building their
brand value. Other competitive strategies include mergers & acquisitions
and new product developments.
Years considered
for this report:
Historical Years: 2017 – 2020
Base Year: 2021
Estimated Year: 2022
Forecast Period: 2023 – 2027
Objective of the Study:
- To analyze the historical
growth of the market size of United States dental implants market from 2017
to 2020.
- To estimate and forecast the market size of United
States dental implants market from 2021 to 2027 and growth rate until 2027.
- To classify and forecast United States dental implants market based
on material, design, type, connection type, procedure, price, application,
end user, competitional landscape, and regional distribution.
- To identify dominant region or segment in the United
States dental implants market.
- To identify drivers and challenges for United
States dental implants market.
- To examine competitive developments such as
expansions, new product launches, mergers & acquisitions, etc., in United
States dental implants market.
- To identify and analyze
the profile of leading players operating in United States
dental implants market.
- To identify key sustainable strategies adopted
by market players in United States dental implants market.
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4RD6RXhpZgAATU0AKgAAAAgABAE7AAIAAAAQAAAISodpAAQAAAABAAAIWpydAAEAAAAgAAAQ0uocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFZpc2hha2hhIE1pc2hyYQAABZADAAIAAAAUAAAQqJAEAAIAAAAUAAAQvJKRAAIAAAADNDUAAJKSAAIAAAADNDUAAOocAAcAAAgMAAAInAAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADIwMjI6MDM6MTcgMTU6MjU6MTcAMjAyMjowMzoxNyAxNToyNToxNwAAAFYAaQBzAGgAYQBrAGgAYQAgAE0AaQBzAGgAcgBhAAAA/+ELImh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8APD94cGFja2V0IGJlZ2luPSfvu78nIGlkPSdXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQnPz4NCjx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iPjxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iLz48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyI+PHhtcDpDcmVhdGVEYXRlPjIwMjItMDMtMTdUMTU6MjU6MTcuNDUwPC94bXA6Q3JlYXRlRGF0ZT48L3JkZjpEZXNjcmlwdGlvbj48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyI+PGRjOmNyZWF0b3I+PHJkZjpTZXEgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj48cmRmOmxpPlZpc2hha2hhIE1pc2hyYTwvcmRmOmxpPjwvcmRmOlNlcT4NCgkJCTwvZGM6Y3JlYXRvcj48L3JkZjpEZXNjcmlwdGlvbj48L3JkZjpSREY+PC94OnhtcG1ldGE+DQogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgIDw/eHBhY2tldCBlbmQ9J3cnPz7/2wBDAAcFBQYFBAcGBQYIBwcIChELCgkJChUPEAwRGBUaGRgVGBcbHichGx0lHRcYIi4iJSgpKywrGiAvMy8qMicqKyr/2wBDAQcICAoJChQLCxQqHBgcKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKir/wAARCAHKAsEDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3zzpP+ej/APfVHny/89G/76NNxSVwXYD/AD5f+ejfnTTNL/z0f/vo02jGevSi7AXzpQM+a/sNxpDPMV/1r5Ho1IeTSdDTuxB583/PWT/vo0vnzD/lq/8A30abtwee1IetUmwFNxN/z1f/AL6NHnzf89n/AO+jTMYpCKd2If8AaJu0z/8AfRo+0T/89pP++jTDSY9aV2Mf9on/AOe0n/fRo+0T/wDPaT/vo0yjFO7EP+0T/wDPaT/vo0v2ib/ntJ/30aipaLsZJ9om/wCe0n/fRo+0Tf8APaT/AL6NR0U7iJPtE3/PaT/vo0v2if8A56v/AN9Go6PpRdjJPPm/57Sf99Gj7RN/z2f/AL6NMx60AYp6iJPtE3/PWT/vo0efN/z1f/vo03FGKNRj/Pm/56yf99GgTzf89X/76NJigYpaiHefN/z1f/vo0vnTf89JP++jTaWmA7zpv+ej/wDfRo86b/no/wD31SUc0ajHedL/AH3/AO+qXzpf+ej/AJmm80UagO86T/no/wCZo86T/no//fRpACaXbRqAedL/AM9G/Ojzpf8Ano3/AH1RgdxS7V7HFKzATzpP+ej/APfRpfOl/wCej/8AfVGz3zSbaeoC+dJ2kf8AM0edJ/z0Yf8AAjSYPfmj6fkaWoC+dJ3kb86POk/56N/31Rj8KMfhRqMXzZP+ejH8aPNk7SMf+BUm38PejHr+YouwHea5/wCWjfnR5ko6Ox/Gm49Rn3FHI9xS1Ad5sn/PRgfc0ebJ3kcH60nBpMY6UXYDvNk7u31Bo82T++x/Gm9Paj6/mKLsB3mydpG+hNIZZMf6xx+NJ196Q/d/xouwGtNL/wA9G/BjUTXE3aaQf8CNOeonqk2IY91cY/10n4Oage8uR/y8Sj/gZpz1XerRI17267XU3/fw1XfUL0dLuf8A7+n/ABp0nuKqyCtEIH1K+H/L5cf9/W/xqtJquoD/AJfrn/v83+NLIPeqslapEtg+ranzjULof9tm/wAarvrOqD/mJXn/AH/b/GmydaqyVokiLsfJrmrDpqd4P+3hv8arya9rA6arff8AgS/+NQyVVkrVJE3ZO/iHWh01e+H/AG8v/jVZ/EeudtZ1Af8Ab0/+NV5KqvWiSJuy2/iXXR01rUP/AALf/Gq7+J9f7a5qX/gXJ/jVOSq71oorsK7Lr+KfEA/5jupf+Bkn+NQt4r8Qjpr2p/8AgZJ/jVB6getFGPYm7NFvFviP/oP6p/4GSf41EfFviT/oYNU/8DZP8azWqI1XLHsK7Nb/AIS7xJ/0MGq/+Bsn+NH/AAl3iT/oYNV/8DZP8ayKKfLHsF2a/wDwl3iT/oYNU/8AA2T/ABo/4S7xJ/0MGqf+Bsn+NZFFHLHsF2a//CXeJP8AoYNU/wDA2T/Gj/hLvEn/AEMGqf8AgbJ/jWRRRyx7Bdmv/wAJd4k/6GDVf/A2T/Gj/hLvEn/Qwar/AOBsn+NZFFHLHsF2a/8Awl3iT/oYNV/8DZP8aP8AhLvEn/Qwar/4Gyf41kUlHLHsF2bH/CXeJP8AoYNV/wDA2T/4qj/hLvEn/Qwar/4Gyf41kUlHLHsLmZsf8Jd4k/6GDVf/AANk/wDiqT/hLvEn/Qwar/4Gyf41kUqqXYKilmPYDJpcsewXZrf8Jd4k/wChg1X/AMDZP/iqP+Eu8Sf9DBqv/gbJ/wDFVTn0u8tbNbm5hMUbNtXfwW/DrVSpg6c1eFmh3Z9e0UUV456Jk0hGKcRSV54DcUH2p3Sm4zQAmM0mKdSdaBCEZHHbvTSMU+kxjr+dUAzHrTTT+tIRTAbik61DfXlvpun3F9eyeXb20TTSvgnaigknA5PA7Viaf498O6peWVraXsokv1ZrQzWk0KzheuxnQBvwNWoSkrpaE3SOhNJTtp9DVHWtYsfD2jzapq832ayg2+ZLsZtu5go4UEnkgdKlJydkPYudKKxtN8XaJqmpx6dbXMsd3ND58UN1ay27Sx/3k8xV3D6Z71ubPcVbjKOklYV09htGDTwFHes231kXHiC70oadqEf2aNX+2SwbbeXIBwj5+YjPIx2NNRbA0MAU2RxGPUnoKk49P1qG4XOGA4HBApDESfLAOMZ7ip8VTRC7AD8au4oAKXBoyKXmkMMUYxRil4piCloooGFLRSgU7AGKMUYp3FABj3pcH1pMClwP8mgA5FH4Uv40CmAcUfjS0fUUAJ9aMfjS/jR+GaAEwO360Yp34/gaP84NIBmMe1H6U/8AzzRj2pWAb+ho/SnbfT8jSYP/ANaiwCY9fzox60v+cUfTigAwKTb6Gl/Sj60gE20hHy+tPpGHFKwFdh+FQuPWrD/nULflVpCK7j3qu4FWXqu/1rRIRWcdarSVakqrJWiJKslVJKtyVVkq0SypJVWQVakqrJWqJZUkqrJVqSqslaIkqyd6qyVak71VkrVElaSq71Ykqu9aIkrvUD1O9QPWiJIWqI1K1RGrQhKKKKYBRRRQAUUUUAFFFFABRVqz0u9vyPstu7j+9j5R+NdDY+B5Gw2oXAQf3I+T+dcGJzHC4X+LNX7bv7gtc5TqcDk1oWOg6lqGDBbME/vvwK76x0HTbADybZSw/jf5j+taYr5rE8TdMPD5v/Jf5lqHc5Kw8CxLhtQuGc/3I+B+db8Njp2kRqLe2jV24UYyT75NWLu7jsod7/Mx+4n94/4VzOpam8FnNdStmZ/lT2J9PpXiLEYzMqijUm2m9tl9yNoxSVzE8U6o2o6qUDbooBtX0J7n/PpWJSkkkknJJyTRX6TQoxoUo0obI5pO7ufXlFFFeQekZdJTqK88BuKTpTqaefpSAaeaDSgUcDrzVIAUfMM9O9SMMqc9KiPNDE5wD0pgN47Ck4HYU7r9f503FMRieMYprrwNrtvbRPLNLp1wkcUalmdjEwAAHJJPavKNB0jV1m8CGCz1a7vNNkZbi21HT2gt7GJvvsrmNMtgZGWfkDjsfcT7UYrpp13Ti42/q1jOULu54XLotyPGk3w2SInSLnVE1b5T8qWuCzxew3BQPevQPixp91qHwt1az021murh/JEcFvGXZsTIThRycAE/QV0Vt4d0y18QXWtwW2NRu41imuGkZiyDGFAJwo4HQDpWkeK0liLzjJdLP1fUSho13PHtI0rXtI+JGm3XiGDUdVg/swQaXex2p2WDsvKTLGnBGSu49iCf9nL8P+HNXt5tPm1gXtnr1nq3mTT2+hzzTXQZwDvuw/ltEVY56YAPB7+6UVf1qXb+v6YvZo+cfFOmPY+EdV/4SDS7r/hIJde3C/ns3YSQ4woSfbt28fdyPpxXY6/oniS48ZePJdBtrqGe70+2S0uQpRZSBHvVHPG7aGHB616FdeD9GvtQjvL+G5u3in+0Rx3F9PLEknOGETOUGMnGF47Vt1csXorL7/l/kJUjxvSdEuRrlnL4b0S90ywj8OmDU0ks3thPP5bhVKsB5sgY8sAfqao6B4W1HTLP4c3tvot7b38V7MNQlFu4kjjMmAJDjKrtJ4OBgn1Ne4SOIxz1PSnJIsicDGOuaj63Lt/Wv+Y/ZoX6DFKB60fSjHrXGahS89qKWgAxS9KSnYoGJS0UuKoAoxRSgUAAxS8UcClzUjD6UtFFUIKOKWigA4ox70v4UUAHP1pP0pfxo/WgA6+9H+eaX6ijr70gD/PNH+cGj/ODR/nFUAf5waXr70YooAMZ9xSFfTml47n8aX68e4pAMwfqKQe1SdP8aQjPUfiKmwxo/wAg0h6U4r+NIw+X1FGwiFqhepm/OoWxVoRA4qu9WXqu9WhFV6rSfnVqSs27c+YVBwB6d6tEsbJ71Vkp6OxYqTkY4z2pklWiSpIOtVJRVuSqslaollSSqklW5Kqy1qiWVJO9VXq3J3qrJWiJKr1XerElV3rREld6gap3qB60RJC1RGpWqI1SEJRRmiqEFFABJ4qxDZSSnkhB70hOSW7K9SwWlxdNi3ieT3A4/Otmz022TBcBz/tGty32IAFKgegIFYTqNfCOL5jGsvCNxNg3cyQDuq/M3+FdJYeGNNtMEQ+c4/il5/Sp4HT++v51fjkjHWRP++hXlVqc62lSbt2Wi/DX8TpjTjbUljgUKAvyjsAKsLaoerNUSTRf89Y/++xVhJ4f+e0f/fYrljleD/59r8f8ynFDlsIyPvsKZc2iW0QdpvmbhEI5Y0651O1srYzPIrnOERGBLGseK5lvLkz3Byx6AdFHoKJ5VgXp7P8AF/5iUepXudG1O4lMxCTk9ArdB6AGuH164d742zAr5BKsp/vd69L1bVRo2hzXecSKu2MerHpXkLu0kjO5LMxySe5rtwWWUKFT2sL6Gc5u1htLRSV7RifXtFFFeEemZlFH1oNecAhpMdqXPpRjHWmAh4+lIRTvrTev0pgJ1NIetL/FSdKYCUfe6/8A66KcqlmwoyTTEM244PX0pQpY8DJ9q5XxV8SvD/hNnt5ZDqOoLwbW2YfIfR36L9Bk+1eS698YfFGsFo7O4XSbY9I7MbW/GT735Yruo4KrU12RlKrGJ9Bz7bWPzLqSK3T+9NIEH61Qg13Qri8jtLfXtLmuZW2JFHdo7M3oAD1r5Vubu4vZjNeTy3ErdXlcsx/E10Hw4/5KRoX/AF9pXb/Z8YxbbMlXu7WPo7+1NKMzRDWNO81WKlDcqGBHUYJq4sLPHvixIh6NGwYH8q+f9Z/5D1//ANfMn/oRqG1vrqxl82yuZreT+9FIUP5iut5PFxvGRh9cadmj6DIPp+dGK8q0j4n6xZbY9TWPU4Bx+9G2QD2cf1zXoOheJtI8SKBp05jucZNrPhX/AA7MPpXmYjAV6GrV13R0068Kmi3NJ4vNAAOCO9LFCI1P8R71JyucjB9KTnNeedAcdqMfhTiB1FJzTAKBSgUtMAxRiilxTAKKKXFAABnvS4FGPelwKQw4pRRRTQgpaKKYBzRzS496PxoAKOaKXHvSAT8KXij6Gl5pAJ+NL9RR+FHH0qgD/ODR+lLz9aOn/wBegAxR/T9KOnXgUmM4z07A0DGld7DPA7GnA9jwfTsaAc5PrQRnp17UgF6f4UfTg+lAOR/MHtR+tIA/ShunPFL+opD93jmmgIHXPX8xUDqR7/SrLD04PpUD+/FVZCKrmoHq1IPX8xVWRPQ/lVWZJWkqjcxB2BzhulXpBjNVJOX+gqkSyn5QiJ5yT39Kglq1JznNVZPfrWqJKslVW27vmBx7Vak71Uk71Uo80XG5AyRYFRWZXIb0NVXtdyhjIiBuQGNTzsGhRR1Gc0gnQwopkVCvB3JmvJ/2mjTUoOTbk073eibtpZ+XQRQ+xNI7qsseEAJbPFQSacdyhZ4nZm2gK1XWlgZ5kklAWRAA6pgD8KrKtrbXEUq3XmbXGRtIwPWt1iMTrdu9tFyvXTvbTUkzfsry3otlIDltue2asLp1rDZpLeCaV3dl2xDpg4/pVpNZxqQ8wRCDecuE5xUUN2ixtt1VrdS7ERhCcDJpV62MkkmuVabXd976pNrp0/MWhRl0+2u5YrfT4545ZGPM33cAE1Wn0Py43Y31qSo+6H5NbT61bQS2ayXL3XlyMzy7cYBUjGPxrGubPS/3kiapubJYL5Tc89OlVQr4m6UuaK6e65X1fW11pbdITKFxpksF7b20jLunCkEdg1ddqmleCNB1CXTb6LVri4t/lklTAVm7446Vzuo31vNrNjOkmY40jDnB4Ixmus1r4tarD4nlOlXEFxpSyjYptwC6Z5GTz0r1qMq1SnBzWtteg48qTuVNZ+HUUuqSf2FcJbWUVnFcSPfSBdu8nGT+FYd94LuLaOL7NqNhfzTSrFHb2sweRifQCuzg8XaTJ4g8RrJqkMiarFC1rPdws8MW3OYmUjtnjjFUL/UreCaxmtNa0BZortHWS208o0eM/MTt5A7itIyqLRlOMDGf4fTwSNHPrujwzISrxtdKCjDqDTLbwJezabb302q2FpFcgtF59wFLgdxzXYW+taNHfG71rVdAvYMs80cOmkSSn2O3rmqeneIdLvvDGn2y32mWktp5iPHqVoZuCRt2HacD2o9pUDkhc5iLwVqNxq0lnaahZzxwwCea6SfMMSkkYZugPHSn3/gjUbHSZr+PU7O8ihZVZbafe2WOAODXRwa9o+ntrv2+40+/insI0S3soTBHOQzfKRgcjPX3qlb+JvDsvhy/gstOTSJ3mgYAOX8wK4J+mKfNU7C5YFEfDzU0lWC41nTYLkkBoHuxuVj2Iz1pE+HursLo3Go2lsltcG3Zpp9oLgA8c+hreufHfh2TxuwuPDumT2ZuBnURHmU88Ocj15NVJdS0zxFoeoaTq+uxW10uqtdrcmNjHMhUAYwOMAClzVOv5D5YdDFPgTUH1OGxt9UsbmWWKSXMVxuChBk59KxNH0i61u6lgtXVXiheY72xlVBJ/QV2HhlND8J+Lre8XxBb3sTW0yswjYBG2/KDkc5p+g/EH7RLeQ6pbadZQyWcyLJDbhWLFCAMgdzV887O2ouWPU4nSrr7LqKFz8rHa3tXoVj1FeXn7xx612uka2kfh97mU5e3G0j1Pas69O7UkOnLSzKXjjVftV/HYRNmO2GWx3c/5xXL06WV55nllO55GLMfUmmV1Rjyqxi3d3A0lLRTEfXtFFFeGemZtJS0lecAlLRil61QDaQ9eKU+gpD7UAJ0BpuM07HFOVCxCjv+tNAM+VUd3dY40Us8jnCqByST2FeJ/EH4uTXzzaR4SlaCx5SW9XiSf12n+Ff1PtR8XPiE1/dS+GtEnH2CFsXc0Z/18g6rn+6D+Z+leU17uDwaiuee5x1av2YhRRRXqHKFdN8OP+SkaF/19pXM103w4/5KRoX/AF9pUVPgZUfiRtaz/wAh6/8A+vmT/wBCNUqu6z/yHr//AK+ZP/QjVKvWh8KOKW7CnI7RyK8bFHU5VlOCD602iqEeo+DviGL1003xJKqynCw3p4yfR/8A4r8/Wu9ZGjYqwwRXzjXqfw78XtqEa6HqsoM8a/6HM55cD/lmT6+n5V8/mGXpJ1aS9Uejh8Q2+SZ3Q4pcelGMHmlBr587wooPvQOlMYtGKKKADgdelRm4I+6ox709x+6bFVvpSEWo3Eg757ingYqC3BMhPbFWKdhhS0n0peaACjFFLTAMUYFGKUUAJxS8UtFIYnFL+NHelxQhBj0NFHFGKYCcfSl/zzRSY3ckcdvegYdeeg7A96D0x607/PNN6t6YpALjHHpRS/WikAhHcdfT1oLKF3E8etKKim65H40IBwmUtyMe9Pb7vP5iqv8An61ZAIjAPXHQ1QiJ/fkeoqFvzqZvbg+lQyY78U0BXf24qvJ78e4qzJ+dVn9j+FUiStJ+fuKpsM5Perc3Q9jVZh8vrVollSSqko/OrslVJBWiJZTkOeaqyVal457d6qyCtUSVJKqyVakqpJWiJZVkqrJVqSqslaIkrSVXerD1XetUSV2qu1WGqB6tEkD1E1StRDKILmOVokmCMG8t87Wx2OOcVYjpb3wzZvsh0y6UtEqxu8ikGWYgsRjsFUdarR+FFkuABqMS27IpWZkI3MSRtx16qfwxWVNq97NdG4M7I/mmUBTgK3Tj8OKJdWv5rgzyXLmQsGJHHI6cdKi0u49C62gRwaxY25uVube4+d5IAchQcPjP0OPWrs/hyxt2kmd7hrRVaeMhfmlhyApHuSRn0rAW9uVkR1mYNGnloc/dXGMflU8WtajC0LR3cn7iMxxg4IVT/Dg8YptS7i0NlfDdlNIrr9otodkc0qyDcbeMlgdx7ngY6darXuhW0Gq2tgssscl1cfKZE5jhJwhI/vEYOPesw6rfn7Rm7lP2kqZvm+/t6Z+lNl1G7m1AX0tw73QIYSk/MCOn5YpWl3DQ17rwuiQXc9pfLJFGDJb74ypmiBwW9AeelFv4dt59JtbrzJPM2PNdrj/VxdEYfVsj8qy59Xv7i0NtNcu0BYsU4Az1/L26VH/aN4FdRcOBJEImAPVAchfpmnaXcNDeTw3ZzalYaZGzi4uI1Msxf5YmZQRuBHAGeuTUEmnaTBpl7LJDdvLbSCAPvChnxzxjj1xWZPrF/cgia5ZsoEJAAJUdiR1qCa9ubnf58zOJJPMfJ+83TJ96EpdWO5DSh2CFAx2sckdjSUlUIKKKWgQlLRRTA+vKKKK8I9MzaByaOtFeegA8/SjPaj6UdOlMBDwKTFLSgYo3ATFcj8TfFf8Awing+RrWQrqN+TBakdUH8b/gDj6kV14BZsD1r5y+L+vf2z4/ubeJ822mj7JGM8bl++fruJH4Cu/BUfaVddkZVpcsTnNI8L6rrkAm06KBkM4t1M13FDvkIyEUOwLE+gzVmHwP4gltru4azit4bK4NtcPd3cMAjkGDtPmOPUfWr/w/Phyy1Q6v4k1KOGWxYSWdk0cuJpRyrO6I21QcdiT6YGDvaV4rV9Xnk1zxTo82nXepm5v7GTS5Zo512pho90JPquG2kbAec17kpzTaS/BnHGMWtTjrbwbrt5YzXlrZpLBC0qlkuIj5nljLmMbsyADumRWffaTe6bb2c17CIkvYvPgBdSzR5wG2g5AODjIGe1dvovj62t9d+wxxW+n6D9puGt5pYpHmtIJfvIoRsZIGBkNgnrirt74u8L634eu57+CzhvHtbqJbVrMvKr5UWvly7CFREGCNy85ODmjnqJ6oOWLWjPL66b4cf8lI0L/r7SuZrpvhx/yUjQv+vtK0qfAyI/Eja1n/AJD1/wD9fMn/AKEapVd1n/kPX/8A18yf+hGuk0vTNM1LwhquoXelx2MdpbqlveLNJvmuABkYLbTuPYKMBse9ek6ipwTfkcqi5SaRx1FdtdaXpF/oUk/hi20+4NnYJJe+bJcrOknO9lBIQgde/fjoK0H8M+HL1ojpxgMFvOssrwXJkeW1EQLF13Ha5k+QABT83Tis3ioLdMr2MnszzmpIZpLeeOaBykkbB0YdVIOQa3PEvhq40h5brFsLf7U0Bit5Hb7O+0MIyXAJ+VhyMjg81z9bwlGpG62M5RcXZnv+gazH4h8P22pJxIw8udR/DKPvfn1Hsa0K8v8AhRqph1i50mRvkvI98Y/6aJz+q5/IV6hXx+NoewrOK23R7NCftIJjZFLKAPypYkKqd1OpcVxmwUYzR1pcfhSAXgUwxIzZxT8UtADVULwOB7U4DHvQRQOeaoBR1pEdJM+W6tjrg9KHXzI2TpuBGfSqdjYPazM8jg8YAXv9aBF6jP40cCjr0/WgYvPpRn3/ACoxnrzS0hiYJoCAc9T704UHoaBCD1p1IOgpaoAoopPvfT+dIYv3v93+dLRRQAcd6RRhfc80Hnj1NKSAf6CkAmPwpDgcdT6U7BPXgegpdoA+XiiwDNpP3vyFLjjGOPSnYooAh2ANnAxnB9qeMkFW5IpQMqwPcmkH3R6joe49qAEMee5NMNuD0Y/SphgjPSlI9ePejUCqbJD0dgfpTG01D952H0Aq7g9xn3FJz2ouwM19IjbpM/TPQUw6DCRzNIPoBWkcFueMmn5NNSYrIxz4bhb/AJeJD/wEVE3ha3PW5mH/AAEVuUo9jT9pIOVHOt4Ptm/5e5vwUVCfBNqTtN7OPT5FrqPqKaRkYBx6Zp+0n3Fyo5RvAdoet9P/AN8LUbfDyyb/AJiFwP8AgC1145H8wDQR6/yo9rU7i5InFt8NbM9dRufwRaib4YWLf8xK6H/AFruMY+6aMn+IZ+lHt6ncOSJwTfCqwP8AzFLr/v2tRn4Taef+Yrd/9+0r0D5T3x9aNp7c/Sn9Yq9xezj2PPD8IdOPXVrv/v2lR/8ACndOYZOr3g/7ZpXop5PsP1oo+s1f5g9nDsecH4M6af8AmMXv/ftKafgtpn/QZvf+/SV6TSN900/rVb+YXs4djzYfBXTMf8hm9/79JR/wpbTP+gze/wDfpK9KpKPrVb+YPZw7Hm3/AApbTP8AoM3v/fpKP+FLaZ/0Gb3/AL9JXpFH0pfWq38w/Zw7Hmx+C+mD/mM3uP8ArklH/Cl9M/6DN7/36SvStppMBfvHAp/Wa38wezh2PNv+FL6Z/wBBi9/79JSH4Lab21i9/wC/SV6SXUdATTdzn/ZHtS+tVf5g9nDsecH4L6Yv3tZvB/2zSmf8Ka00n5dXvcepiSvSQnfvS44o+tV/5g9nDsebf8KY03/oMXn/AH7Sl/4Uxpn/AEGL0+wiSvSPwz7Udff6U/rNb+YXs4djzf8A4Uxpucf2xeZ74jSj/hTGm99YvPb90lekY49B/OjFP6zW/mD2cOx5v/wpjTf+gxef9+ko/wCFMaZ/0GL3/v0lej0U/rNb+YPZw7GvRRRQamaKX2FFHSuABDx9aOlB4pQO5oAAPWjr0petJ16UwI5rhbO3mupB8lvE0rfRQT/SvkC5uJLu7muZ23SzO0jn1JOTX1f4mhuLjwdrVvYxvNcS2E0cccYyzMykAD35r5v/AOFeeL/+hd1D/vwa9vLuWMG2zkxF20kc3RXSf8K88X/9C7qH/fg0f8K88X/9C7qH/fg16ntIdzm5Zdjm6K6T/hXni/8A6F3UP+/Bo/4V54v/AOhd1D/vwaPaQ7hyy7HN103w4/5KRoX/AF9pTf8AhXni/wD6F3UP+/Brf8CeCPE1h480e6vdDvoLeG6VpJHhIVR6k1E5x5HqVGMuZaDNZ/5D1/8A9fMn/oRq2/irVpdMh0+aW3ltbdNkUclnC2wYxwSmQffrWnqngnxHNrF5LFpFwyPO7KwA5BY4PWqn/CC+Jv8AoDXP5D/GvRVShKK5mtPQ5OWom7JlefxTq9xaz273MapcKqTGK3jjaVV4AZlUMR9TVGHUru30+aygl2QTsryhVGWK8r82M4B5xnFa3/CC+Jv+gNc/kP8AGj/hBfE3/QGufyH+NNTw6Vk1+AONV7plHU/EGp6xGqahcCRVcyYWJE3OQAWbaBubAAycms2ug/4QXxN/0Brn8h/jR/wgvib/AKA1z+Q/xpxq0Yq0ZJfcJwqN3aZT8N3x03xPp12pwI7hN3+6Tg/oTXv0q7ZWX0NeGjwN4nByNHuQfoP8a9zl3GTLjDEAke+K8PNnCThKLvud+DUkmmhlGKKWvDO4XHSlpB0pryxxKDK4Qds96QySikDAqCpBB6EHrS9aYg/Wjp16UuKMUwD6UuM9ab5iBtjOob0Lc0/GKAEx6U6gCikAUopBS0DCkPT60tHdfzqhC0UdaMbvp/OgYn3vp/OnUUEgdaQBQTjGaOT/ALI/WlwFBIpANGWYnoBxTgAOlCjCgUtABS0UVQBSY9KWjvQAxPu596MfMQeh5pVHyCkbjB9DSATlWz1z+o/xp/0/KkIzTQ2wkPwPftSAk+nB9KRjgEng0AhlyDuXsRQRkqByCc0AIowwHXApcKfY0LyWI45pT7jNUAm2k2jvmncdqOR70AN2+ho2n2NO+oo4qdAIypB3bfrS4+tPx6GmjKnHY9KLANwfagqfSpOfakx/sijlAj2H0ppjzwAQfbtUp4H3fpQFI6jnvzT5UBF5bDhSce9Jsf2qbHt+tGPp+dLlQEGHH8I/OmsWxypqx+IpGHT6+lTygQbv9k0bv9g1YKg9vzppRe/6UuVgQ727KKNz+wqUxj6fU0hj9Of0o5ZAREE9WNJsHpUuz8fpSbcdR+FLlAjxjg/hS/54pxXjkYFIMjrwO3vTsITr7+3akwc8Yz6079BRjI9BTsA3bn/E0vX2WlwT1GBRtJ6jj0osMbRTthNLs96qzERmgc1JtApfpVcoGjRRRWozO6UdKOlAGeTXAAAdzS9aX60lPYA60nSlpOlNAVdUEg0TUTCzLILWQqynBBAzxXkv9r6l/wBBC6/7/t/jXsgRZcxv92RSh+hGK8TuYHtbqW3k+/E5RvqDivoMqcXCUWeTj7pxaLH9r6l/0ELr/v8At/jR/a+pf9BC6/7/ALf41Tor2eWPY83ml3Ln9r6l/wBBC6/7/t/jR/a+pf8AQQuv+/7f41Too5Y9g5pdy5/a+pf9BC6/7/t/jWp4Z1O/l8T6fHLe3Do0wBVpWIP4Zrn61/Cv/I16d/13FZ1Yx9nLToXTlLnWvU0b+7uRqNyBcSgCVsAOfU1X+2XP/PxL/wB9mnah/wAhK5/67P8AzNV6+XPpSb7Zc/8APxL/AN9mj7Zc/wDPxL/32ahooAm+2XP/AD8S/wDfZo+2XP8Az8S/99moaKAJxd3TMALiYk8D5zXp0wxKR6AD9K840W2N3rlpD2aUE/Qcn9BXoztukZvU5qJ7ANFLSUorIQtZ9+s4uN8YYow4wM4rQpQaYPUr2SSi2Hn8MTwMdBVjB9aPelFMA59qjupGitJJE+8o49qloIBUhhkEYI9aAObxnluSepPetnTJXktCHy2xtoJ9KiOkIWykzKnpjJFXoY0gjEUYwo/WkSkPz7GjPsfypaUUFibvr+VGRS0UxBketNWVHkZVbJUU+mKikltoG48+9AEVzMVUKn8XU1VyfU5qzeR/dkA4xg47VVoEy5azNICjHJXv7VYC457+pqrZqVJkYYUjANXKQ0FNPLAfiadSLyS34CgYtFLRVJAFFFFABQKKOxoARP8AVilxkYNC/cX6UUgGr93nqOKZPH5sRX8ak6OR2YZoI+U/SkBFboYoQAc9z2xUgYbix44wDWZqEreasYOFCjOO9NsZWFwIskq/8JP60ybmsvCjIp30poUrwhz7NRuGeflb0NMoU+4oA9DS8/WjigA59qM+oox6Gjn2pAJx6YpCFIwadz6UZ9qAGL6E8jrS8ev60kjBF3njb+tRxTrcMVClcckHvTAkGCdx/Cl496XPtRz6UAJgdgaTH+zTuaCPegBOfYU0/eGTS8fWj+PgdBSAAPQfnR9Tj6UY9TR9BmmAgHoPzoPuc+wpT7mk+lMQn6Cj6fnSn35NJ168UAJ0PHJoI9eTS/Tp60nTpyaQCZ/vdaPc0Efn2oHXnr6UAJ160UppKYCUUtJTEJRS0UAaFFFFWUZwHrTulGMUda4dhgRmkpTzSU0IKSlNJTEGcc15t48037H4gN0i4ivV8wem7ow/Pn8a9JrL8R6ONc0WS2QD7REfNgP+0Byv4j+ld+BrqjW12ehzYql7Wm0tzz7w3bw39/DYtpaXjyTAySvI6+XF/FwpAHrk59MVp21l4elmvLK0a2mvGvPLszdPNsZOOMpx1zg96wbHWNQ0mKe3tXSNJvlmR4Efd2wdwPHXinQeINQtmDQNboRIZFxaRfIxABK/L8vCjpjpX0M6dSUm0/xZ5EKkIxSa/A3rPRtKaGW3vkt0vfNnjlQXBDROMeWsalvmBPqG+tV9U8LeVaobJrcG3t5HlJdi87RkeYw4KgKTgDgnB61z9vf3Nrfi9hlP2kMW8xwGO49TznnnrU8et6hDYNZpcYhZWUgopYBvvAMRkA45ANHs6qldSD2lJxs4lCtfwr/yNenf9dxWRWv4V/5GvTv+u4rar/Dl6Mxp/HH1Leof8hK5/wCuz/zNQxlVkUuu9QQSucZHpmptQ/5CVz/12f8AmagVijBhjIORkZH5GvlT6c6J7TThpNte3lotkZboBI1dz5kPGSQST68jHb1FSS6fpktxBcwrarpLXIjaWN5Q44+6288A+oH41kz67qFzMks8kbyxlSkht49y7Tkc7c9e1QXOpXV3bpBK6iFGLLHHGsa5PfCgDNAHRJodjcsktukBLRmPyknLR+cckfMCTgKNxAPYetc7fWMlhJGrukiyxiVHjzhlPQ8gHt6UsWp3cAtxDNsFsxaLCjgnrnjn8c+lDy3erXkKN+8lYCKNVQKAOwAAwBQBveC7LMtxqDjiNfKjP+0ev5D+ddVUNnZpp1hDZRHIiHzN/eY9TUuKxk7sQv0pcYopaQBRR3opgLQPSijFAC0f1oHIoFACigjI96UUUhgDmlpp+U57HrTqYgpRRSdfp/OmAH5hx0PH1p1J1b6Cl+tAxDz8vr1+lMNvFgkRjIqQevrThSYDRxgfwt0Hp7Ubcfd/I9KFGVIPY4pVPr1HWkAhfj0anAYAFIQGYA8gc0cjp8w9O9NIB1FICD0paYBS0lLQAlB4U/SkLAd8/ShixU4GBjvSAcB8o+lJuUHGcn0FATIG4k04ADoMUARtuIBC4x607aMZZiePwp55HNRJ8456L+tMCvPaJcRqzfKRwpFFtaR28gI+ZmHBP9KsDkAegJpAu7kdVHFAiT9aDyORuFIG3AH/ACKX9PekMTaR9w/gaTfjhhin/X86Y0ir1bPtQBFPeW1sQJpApPbvUsciTRiSJ9ynoRWDfosd47ThyWOQMYGPrV3SRmJ2MeyIn5QO/vQTfU0iw9cn0FHznoAPqaUYx8p49qPxH5VRRHIm6Mh8tnjrUcVt5bNj5m6c1Pyz9sL/ADo5EnbkUCGgA9PlPcZpdrdn/OlKbu+D2I7UnI4f8+xpDDD92B/DFJkjqB+dOwB1oyO36UAN3H+41VLe+E9wyFNoPQj+tXcmo1iRJWZVALDkgUCF3JnrmnZz0wKOO3NJtz2ApjDAHXk0HP0pNqjtRsz3I/GgA4HTk0mM9aMY4BP0owe5FAg69OKOnApPmPTH1peR2/WgBMY+tJ/Olz7UmfrQAdaKa7hELen61Gk+9wrADPcUxEtFFFACUUUUhmhRRRWgyifWkpetJXFuMD04pKWkpiCkpfrR1oEIaQcHI4NKaKYHGeNfDBm8zWNPTLYzdRKP/Hx/X8/WuCr3BWKtkVx3iXwSLl3vdDRVkPzSWo4z7p/h+XpXvYHHKyp1X6M8vFYRt89P7jgKKdJG8UjRyoyOpwysMEH6U2vbPKCtfwr/AMjXp3/XcVkVr+Ff+Rr07/ruKzq/w5ejLp/HH1Leof8AISuf+uz/AMzVerGof8hK5/67P/M1Xr5U+nCiipIIJbmZYreNpJGOAqjJNADOvSu58OaGdLh+13QxdyrhVP8AyyU/1NJofhuPSyLm+2y3fVUHKxe/ua140K7i7l2Y5JNRKXRAOpR1pKUVkIXvS0lJupgOFLSUtMAFLQKKADpzSgUnU0o44pALRRS0wCkX+76dPcUvQZNNZS+O1MB3X6fzpRTQT0JwfpSndjHHNACr0z680Hk4/E0ZIHI4HoaAcclTz3pDHClpu9aUMD3FIA6SfUUEfxDqP1pG7EdjQzAfLnk/pTQCpyN3rTqZkI2M5B6AdjTvmPQbfrTACoPPQ+opN+04bn3FLt/vEmlGB04oATLN0AA9TS7M/eJNGzHKnB9O1AfnDfKf50gHAAdBimyfcNOpsn3PxpAOHSilphO47V6fxGmgD75wPujqfWlHyyezClAwMDpSP93I6rzVAQmZIUPmdTwAKW3mSRSFPzDqDVO5VhIGPQjg0toMz5P3QOaQrl0MquQDnPIxQWYdgvse9KQzD5RtxyPWlUKVBHOe5pDGBWb1/wCBU9UVegwfWnfXkUfqKAGugcYdVYe4poGUBAwQMY9akx6GkXILAjoaYCBVf5hwe+KDvQH+IUEDO5evcetA+dgRnC/zpgC/dxu570NnKnPf0pSuetNdGC8NkehoAftPrSbR35pAw/iyKX5RjJ69MmpAbjZ05H6il3Aj5eadgCmEc5Xr39DTAXn6UhHzLn0oDZ4OFPcGkYrxznBpoBc+lHJ9qC69sn6CjJP8JFMQcCjk9eBSZI7AfU0h3d8KKQxTxxSEZ6/lSZPY5+gpDn1oEONN3DOM80mC3c49aNgHI/KgBc+go59cUvPY5pM+opgV5Lm0+ZJLiIHoQZBkGokmtEbcbuFiOg3j/GuX1D/kJXP/AF1b+dV67Vh01e5lzHdI6SoHjZXU9GU5FLVHRP8AkDwn/e/9CNX/AKVxyVpNGi2ENJS0lSM0KKKK0GUfrQeaWk61xgJ1oxilPTik6UAGKTr0pcetJ34pgJR9aU9OKSgBOtJnHSl+lFAFDVdE07Wl/wCJjB+9xhZ4ztcfj3/GuO1D4e30JLaZPHeJ2Rjsf8jwfzrvzQexruo4ytR0Tujmq4enU1a1PHrvRtSsWIu7G4ix3MZx+fSrXhX/AJGvTv8AruK9YWV16OQPTPSkMh37iELA5BKDNdzzPmi4yjucqwKjJSUjzS/BOp3IHJ85/wCZqW20bUbw/wCj2UzD1KYH5nivRhMynK7VPqFAoaR2X5mJz6mvL50emcpZ+C5CQ2p3KxDvHF8zfn0H610dnZ2unReXp8AiB+8/V2+pqWlFQ5NiA9aKSlqQCnUmKWmAtJjJpaO9ABS0nSl+nBpgLR0pPrSnrSABSkZ+tFLQAA5FGccDk0nfI4Hc04DHSmAAc5PJpaTIHWjOeg/E0DAjIpBxjvinY7sc03ooJ6GgB2QxwOg5NOFM2levX1HWnBumfzHSkA6jAPUCiigBCgPaoTET83bv7VYpq8Mw/GqAXAxjHFCnseo/WhePlPbkfShh0I6j9aAHUoFIMMMjpS0mAUEZ4PIoopANwV+7yPQ02SRAo3Nt56GpKguYBM6c4b+lNASs3O0EZPU56UoKquARSLGiqAB09adgDoKYCb19c/hUVzKUtnKq2cccVPUUh3NgdBwaYGdY3Eks3lSNvQjOSOlaXlhB+7GCP1pFjSNtqoAGHYd6dhk+78w9O4pCQ5TuGRTR8rlex5FJkA7l6H7wpzDK5HUcikMdSY9OKAdwBFLTsAdfvD8ab0l9cinU1xgqR60wFZsAkimBcDcOvcetKfmcDsvJp2R3oABgjIoxnuaaV2ncv4j1pwwQCDxSAagygz9DVK9sZJ5laNhjGME/d96uqOWHPBoIHmLQAioAoDMWIGM560u1ewzTsAelGRQgGFQeNoHvTXO1D5h49ak+g/OopB5qMv8AAOvvVCH+YhAw2QemKTLHouPrSBRAoCD5fTuKXdvGV6eppAGD1LY+lJxn5RmlIA5Y5+tHLf7I/nQAh9Cc+wox6/kKZdMYbGd4+GSNmB9wK5T+3dR/57/+OL/hWtOk6i0E5JbnX0lctaa1fy3sEbzZVpFUjYvIJ+ldSaJ03B2YKVxOhx27UtIRkYoB/OoGcTqH/ISuf+urfzqvVjUP+Qlc/wDXVv51Xr1Y7I52dbon/IHh/wCBf+hGrxNUdD/5A0P/AAL/ANCNX2GRXmVPjZuthOvSk70uMUlZjNCiiitBlH3NHWlrG8SeKtN8LR2h1KK6k+1b9n2dVONuM5yR/eFc9OnOrLkgrsmUlFXZsH2pK5D4paxqvhnw9bato9yYIrW/gN8PKVw9ux2sDkHHJXkYNcPqPxM1uxv/ABdNJdhbFba5GjZhT93LDKsJIOMtln3YbI49K2hhpzV0TKoouzPZ/rRXll18WW8Owy6fqMdvfX+kWlu2pSXV6lrJPM6gssEQQ+YRkkj5cdPrpy/FS3k8UnSLOCxt0+yw3KXOsX5shOJQCBEPLfdgEdxzkAcZpfVqvYPaRO/6UhFcF4G8ReItY8YeKLLVRbSWWn3vlR7ZcNAMHCqBGN4OOSxBHoa72sqlNwlysqMlJXEoqDUNRttKsVurtZWRpPLAiAJzgnuR6VgeNdems/hjqOu6FLJbzpbs8LyIrFCG25wcj19aqNNyaS6jbsrnSmk7V4XqHxR8S/8ACMaPDbXQh1WCdBqs/kRnejsvlYUrgb0fdwB9010EPjxNA1XxNiLUtQuW1qLT7W1utQ3xtI+4gJ8n7lMA8fN0FdDwlRL+u5l7WLPU8+vSgivPPh1qerX/AI28bQ6xO7G2uoFjtxcvNFBkPkRlgOOB/CKpeKvGWveHvFHiXTxdFkk0uK40dDCn7uV5Fh4O35vncHDZ/Kp+ryc+RPXT8bf5j51a56f3oPWvI7D4g6w11ocV/fso0+2v7jXikEe6Zbdii4GPlyV6DH3q1dH+L9pqN9DBNYRn7VYy3kCWF4LqYeWpcxSRhV2SFVJC5PPGacsNUXS4KpFno4FKOc15XdfFDUNX+Hepaxof9kWlzFaGdY49T8+5g+cKS8LQgDv1JB49c13nhS81HUPCun3erpCtzPbxuTDKXDgoDuPyLgnPKgYHYmonRnBXl3sNTTdkbFLSVnXXiPTLTxCujSx3ZuWkjj3qq7MvjHOc4+YdqVOnKppFDlOMdZM0h1p2K8y+JXirxJ4e8aaPa+HXEtv5E11d2flqTcRxHcwBKkg7QcYIqnpnxXdRr9+7nVLZtTt7TR4FCxZMqFgpYLkDgkk5IxitVhqjipL+tbE+0inY9Ypa841X4rto1vq8N/og/tTSbqCCa1iu8xuswyjpIUBP0KjtzUN14v8AGZ+IvhzTG0mDTI76K4aXTp7xH83YGIZpEjbbgAEBc5PBx1pLD1P6flcftInp1A968dHj7VPC+veN7+7t59V02w1GCMrJelfsyP8ALiJSDk5OcfKOOtdb8VfEOo+HfAEmqaFdG2ufPiVZRGr/ACs2DwwI6e1DoS5lHv8A8D/MXtFZvsdtSD1FcQ/imLQtBu9SfWL6+CyIgGv2zWABOeI9lqGcn0Ct07c5zZPjFDb+GNV1K40WZLnTL5LOWENIEUt0dmaNXReDnMec4GOalYepLZD54rc9Kz/+qlxnr+VeY+N/HWs23w2k1rQLnSUnS+SBrjTr8XqKpxxlogNxzgjHAwcnOK9Hs2untI21GGKG4I+eOCUyovPZiqk8f7IolTlGKkxqSbsixnn1pBnoTj0qSJQ7AdvauR8JfEjQ/GuqTafpNtqEM8Nu1wWuY0VdoZVx8rE5ywqYwlJNpbDbSdmdYABS15LrvjbVdK8WavB4q1LV/DGlIyw6Ze2mmRzW0h2lsu7RuWY8fKuMBTnBrTuPiobKz1S8g05dT0rQpoba/wBQW5CSSuxCs8UQUqwBIP3168cc1r9XqaW1J9pE9Hbpj14oI3HHYfzritS+IqWPiDWdPi0/z00zQn1dJ/P2+cAMhNu35c5+9k/SsLwv488R+IviVa20NvbR6VdaHFf/AGN7jmLc6BpA4i3M4yQEyFI5yDxUqhNpy6BzxvY9TXnBpSuenH9a8Y8H/EPU9Fs5m1i3n1Kyu/FEmmrdzXpaSAvjaqoQcoNp7rjPANe0VNWlKm7McZKSGAlOCOPSng5HFH1ppTupqCx1B4ZT68U0PzhuDTmHyn1HIoAGHGR1FKOelAORmhflbb26igA+43+y36GnUEBhg01D1Vuo/WkA6iikY7R/T1oAGbb05J6CkUYk55OOTSqpHJ6mheWY++KYDqKShm2jJ/CgBGJ6L1P6UyMfOcdBTvuozN1xzSxLiMZ6nmgAf7ufTmndRxQeetNjPy4/unFAAyZ56H1FNBMfyv07GpaQjcMGgBq/K2Ox5FOqLaexwy849aerhvY+hqgHU2T/AFZ9uadTT8zBew5NACoPlyep5NKabGfl+nFPqQG4FNK7TlencU+igBgwZODwRRj959BSMNjBx0zyKFkUyHnqOKLAPwPSl6U3f/dGfftTCS3LH5ewHeqEDvu4Xp7UEEIB90enenLtReoyeuKytc1CS0tl+yvtfeMtgHjB9aqKcnZA3ZGqFA6D8TTCMtmPr3PauROvaietx/44v+FaWhand3t80dzLvQRlgNoHOR6CtZUJRV2TzJs3FI/i6+tPpCM+x/nTQSP8K5yiK/8A+Qbc/wDXJv5GuFrur4g6bckf88m/ka4Wu7C7Mzqbk9h/yEbb/rqv8xXcmuGsP+Qjbf8AXVf5iu5qcRughsJSH1H406iuRmhw+of8hK5/66t/Oq9c5rrEeIdQwT/x8yd/9o1Q3N6n869+FC8U7nG6mp6/of8AyBof+Bf+hGr5rD8Gc+E7TPq//obVuGvEqq1SS82dUdYoKSlNJWZRfoooqxlKoLuxsdQWMahYWt2I87PtEKybc9cZ6dB+VTdKK5YylF3iFk9yh4g0e28S6Fe6VqG8W95EY5DGQGUeoyCMjr0Ncrc/Cbw/d6HomlzTXzQaLK8kLeau+Xe4dhIdvILAE4x0ruaOlXGrOPwsTinuc1deCraTxDd61pmp6hpF5fRLFdmyaIrPt4UkSRuAwHGRiodY8Bwa/ax2Ota3q13pqNEzWTtCEl2YwGcRiQ5Iyfnzk9q6uk70vazVmnsLlRgaZ4RtdH8S6lrNheXkf9puJbm0JjMLOFxuGU3g9Tw2Mnp0A3aU0lJyctWFkthJEimi8q4ginTduCyoGAPrzWdr2h2fiDw3c6JcKbazuIzGwtQEKgnJxkEDn2rRopqTWw99DltT+Huh6nocGmukkAia3Z7mAIs0/kLtj8xtvzYHt9MVVu/hlot42pO9zfJNf6hHqPnJIga3nTO1o/lwOCR8wbrXZH2pMVoq1RbMnki+hz3hzwfa+GtS1W/hvr29utVkSS5kujHyy5wQERQPvHtTNf8ABGl+JfEGkavfvcJcaVIJIlicBZcOrgOCDkAqDgEdTXSGk6Cl7SfNzX1DlVrHL2fw80Kz1/WtWxPPJrcTw3MMzgxhHOXVQACAx5PJp2l+DDo1rb2lj4i1qO0tUdbe3LwFYgwIHJiy23dwHLDgcHFdMOR9KOv1p+1m92HKkcjN8OdLvrnUrrWL7UNTu9QsvsDXFw0atFFnOEEaKoOcHJB6e5zv6JpP9iaNBpy3tzeR26iOOS52b1QAAL8iqDgDqRn1Jq9S0OpKSs2CikFNe3tJLv7VJYWj3AIbzmhBfI6HPXIwKdS4pKTjsxtJ7mReeG7S/wDF2n+IppJxd2EUkcSKwEbCQYO4Yzn0wRXP2/wj8N2mm6jZW32uOG9u0vE2yKDayoTtMXy8AbiMNu4ruB0papVZrRMXLF7o4u7+F+kajZ38eoXuoXN1qFzFc3N88kYmkMQwi8IFCgdgorU13wfa69rmmauby8sb/TN4gntSnKuMMrB1YEYz271v9fpThQ6s+4cqOM1L4Y6Pqlrr8E91fKmvzxXF1skQFGjOQEyhwPXOa1PFnhW08VeGTo9/LcRW+9H327KHyhyOSCP0rf70tHtZ3TvsHKjidT8FR63py2msa3qd55VzFdW8rC3R7eRM4K7IgDncQdwb2xVvSfAqaOuoS6fr+rQ3epXC3N1c4t2dmAIxhoSoBznhewwQOK6ny0ByFGadjuDT9pO1uguVXucc/wAL9Dm8Kahoc817KupXZvLq8aVfPeYtu35C7R0xgLjHbPNdbZwSWtnHDPdzXjqOZ5wgd+e4RVX8gKk78r+IpePUj60pTlLdlKKWw9TtYMvWqNhoukaVM02maPp9jM6FGltrVI2Kkg4yoHGQOParnPrml57jNJSaVkM5fVfBC6xDd2uoeINZl028m8yexMkPlkFg3lh/L8wJxjAcccZqnc/CvQZzdwxT31rpt9JFJeabbyIILgxkbc5UuAcDO1hnFdn06Z+hqBr2FWMWTnON2OBVKtNbMnlj1Ob1r4eadrmrXOorfX2nTXentptwLMxbZoG6qQ6Nj0yuDRpnw503RtX03UtM1DULe40+xTT+GjYXECtu2yAoepA5XafpXXAYGB0o+tHtZ2tcfJG9ziv+FWaIulx2Qur/AMqPWv7a3eYm7zsY2/c+57dfeu3oIyMUKcqPWk5yl8TGklsLRSUVIwKhuCM035o/9pf5U+loAZGQycdqey5XjqORUbJmTKnaSOCKcJCOJBg9j2NIB4O5QRSOCcFfvD9aQfK+OzdPrTiccnigBNw27u1Cgk7m69h6UwcOGYYU9Pb3qWmAU1Pu/U5pWOEJ9qFGFA9qYC+5pq/M249B0FB+dto+6OtOpANk+bC/3jTqYp3TMeyjFSUDCmdJfZhT6ZIPlyO3NAD6KTrS0wGsucEfeHSmKASQeh5HtUtRyKR869uTQIMlBz8y/qKWPlSe560xZo522xurdyAakKZ5HB9aQCLw7D8afWZdar9muxGYt2PvnP8AKrxkJxt7jNAXJDTDIq98n0FNxu++/wCFOXy1+7imBXmvIRuSSaKMjqryAH8qhW7tS4DXUAHf94K5zXznW5yP9n/0EVnV2Rw6cU7mTnqd7FJDOpeKRXjU4yrZyalVAfmKjnoPSsbwuM6dJnoJjx+ArcNc848smjRaoTAHQVh+KMfYU4/5aDn8DW7WF4l509T/ANNh/I0Uv4iFLY5etjwzn+03x/zyPX6isetnwx/yFH/64n+Yr0KvwMxjudRk/wAS/lSZB74Pb2pxoxnrXlnQVNRYJpl08h27YXJYdCNprzz+1bL/AJ7j/vk/4V3+tqP7A1DHH+jSf+gmvGK9XA01OLuc1aTTR2OnanaPqlqiTAs0yADB5O4V6HXjOi8a/p//AF8x/wDoQr2br0Oazx0FCSSKoyckwooorzzc8b13/kYtR/6+pP8A0I1n1f13/kYdQ/6+ZP8A0I1Qr6in8CPNlueqeC/+RTtPq/8A6G1bnesPwZ/yKVn9X/8AQ2rc7187X/iy9Wd8PhQGig0hrIZfoooqiil9KKKK4xiGil60UAJSUtNppCYUlKaSmISiiimAUhpabQMPr2pOp96djggU3oKAF9qbSjrSU0IXrRQKXFMAo7UCigBRRSc5p1AB2wKWkpaQBQOaKXpVAFA/lRS96AFxRjHuPQ0UtACAA9Mil5HvQRn6+tGcdfzoGMnn8iBpNpyOg7VlwxG5uNm4KWySa13AaMqwDK3GKjitorclo1OSMEnmkKxIFXHAxjjFO2+hI/Gg9mH/AOsUo5+lNIYm09mP40YZWIyDnnpTqRugPoaYBlu4H50ZPdT+FOooATcO4I/CgMp70tLn1pAZd1fyecUgIVVP3sdTUtletM5hnwxIyDjrVe7s5EnYopZGORjtUun2knnebICgA+UHqaCdbl6UeVEzDJVRnHp9KhtbxbtSWG3aenXNTMWKnByo/WlVAiY8vaP9mmih+5WGCRj60If4TyR39aZuA+98w+nNKUV1ymOPSmA6T7oHqaGJGAvU/pUW+PcAr4PpmpFRhzu5PWgB6qFGBSMdqk0nz+qmo5WcDAUEjnikA+IYTnqTUlRoXKDAA/Gl2uerY+goGOoJGOTim+Xn7zE/jVXUpzY6dLcRIrOmMBhxyQP61UVd2EyysgVcE9OKXf6KT+FcsPE92CSIYOf9k/41Na+JLue8hiaKELJIqkgHOCcetb+wmiOdHSZY9Fx9TUVwjyW7oGALDAxUjSqvufQU3a8hy3yjsK5yzMtLaWK5DSKYwvX3rCOu6j0+0f8Ajo/wrsNgVx3zxzXnx6murDRUr3RlPTYvHWL1mDNIpI7mNf8ACuvsT5thBJIAXeNWY46nFcFXeab/AMgu1/64r/IVWIjFJWQ6erLO1fQflR9KWkJxyelchocZ4g/5Dk//AAH/ANBFZtJ4p1j7L4kuYWhLFQnO7HVAax/+EgX/AJ9z/wB9/wD1q9mnTm4J26HLKSuz0Twt/wAg2X/rsf5CtquZ8EXv2zSZZAhQeeVxnP8ACp/rXTV5VdNVGmdENYiE4BPpXLeOriW10GJ4Ttb7QoJxn+Fq6h/u49TiuT+If/Iux/8AX2v/AKC1XhletG5NT4WcH/bF7/z1H/fArpvAd/cXWvypM4ZRbMcbQOdy1xVdZ8Ov+Rjm/wCvVv8A0Ja9rEwiqMrI5KbfMj0o0UppK+eO4o63/wAgDUP+vWT/ANBNeL17Trf/ACANQ/69ZP8A0E14tXsZf8Mjlr7ovaL/AMh/T/8Ar6j/APQhXspAbkdfWvGtE/5D+n/9fUf/AKEK9mI7j8vWssx+KJVDZjfbJB96U5Hb8qOD/hVW6vDA/loAxxyT2rzDoPJdc/5GDUP+vmT/ANCNUKw/Esrt4q1VskZvJTgHp85rM3t/eP519dTpe4teh5Equr0PoPwZ/wAinZ+5f/0Nq3R1Ncr8N2J+H9h3P73r/wBdGrpLd5XjJuF2tngetfMV1atJeb/M9Om7wTJc0UGisSy9RRRVFFKiiiuMYUlLSUIAptOpKokSkpaSgAxSYpea5Xxr8QNJ8FW5S4P2vU3XMVkjYI9Gc/wj9TWlOEqkuWKE2oq7OokZYoXmmkSKJBl5JGCqo9ST0rhNc+MPhbR2aOykm1edeMWw2xg/77dfwBrxXxT431zxddF9VuiIAcx2kWVij+i9/qcmuer1qWXxWtTU5ZYh/ZPU9Q+POtysRpel2FnGenmBpnH45A/Sl8I/FPxdrPjfSbG91FDa3F0iSxJbRjcpPIztyPzryuuk+Hn/ACUbQv8Ar9j/AJ11yoUowdoozVSbkrs9H1H4jeJbPW72FL2N4oriRER7dOAGIAyBmrVj8XL5GA1PTLW4XPJhJib+orJsfDa+JvGWq2p1CO0ZZ5nCmNnZgGPQDA/Mj8azvD+jWGtXNvaTajNb3dxP5SRx2nmgDAwzNvXA69M9K7HRwrjaUdkr6f5HOqlZPR7nqek+P/D+rssZuWsJ2/5Z3QAUn2ccfniukKkAHqGGQQcgj6143b+ApJLeTz9QSO5ElykcaR7kYwfey5IK5PT5TV6yu/Efgm3ga2+031p5QlvLd7djBblsEJv5w2CCemMjrXmVsBRk/wBxLXs/8zqhiJr+Ij1b6Udqy/D/AIj07xNaNNprlZYxma2k+/H7+4961etePOEqcuWaszsjJSV0ApaQUtZjClpKWmgAetLSUtMQD+VLSUvegYo5paQcEiloAWiijpSGNx83y9u1OBz7H0pB0yeppxGetOwCfd57d/al+6f9k/pRkr15FJwOvKH9KYh9HtSLwdp6jp706gY1Pu4PbinUnST/AHh+tLQAUVB9vs/+fqD/AL+Ck/tCzAJ+1Qf9/BT5ZdguiwvLk9hxQTvOAeO5pqMHjURsCGGdw5HNSAYGBSAaw5VRx3p9MHMjH04rC1PXrmy1GS3ijiKrjBYHPIB9auEHN2Qm7bnQcVG6oqk52/SuY/4Sm8/55Qf98n/GtjRryTUbdp5woZZNoCj2B/rVyoygrsSkmAgkEg4K4OST2rR+fttNKRkYPQ0xQRkKcEduxrEoo6pq50wRboPM8zP8eMYx7e9Zq+KsZLWmSe4kx/Sl8VEkWoIwRv8A6Vztd1GlCUE2jKUmmdbpeuC/u2iFuYxt3ffz3Ht71rbj/cNcr4YAbU5Af+eJ/mK6tD2PUfrWFaKjOyLi21qG5v7hrO11idEuMqR93/0IVp1ieK7poPDN3NEoOwJ97ofnAqaavNLzHLRM5Sp7H/kI22enmr/MVzP9v3H/ADyj/X/Grek63PLrVlG0UeHuI1OM92HvXsyoz5WcqmrnqilQR8pC9uOtP8xf8inKwYcUteCdZG7rjgjIOa8lPiBdx/0c9f7/AP8AWr10qCDxXg7feP1r1MvhGXNfy/U567atY2v+EgX/AJ9z/wB9/wD1q9S0eTztDspcY326Nj0yorxKvZtCXb4d0487Tax5wenyirx0IxirE0ZNt3NSo3OWwOcdvU00yRhiBLluwzSqjDktg15R1HlPjYEeL7zJycR/+gLWBW/42z/wl95k54j/APQFrAr6Wh/Cj6I86fxM9J+HYz4duMdRdEj/AL5WuvByAa5L4cf8i/cf9fTf+gLXWJxlfQ8V4OK/jSO2n8CA8yKPxrk/iF/yLUJ/6e1/9Bat+51DypikShiOCT2riPibqsyeFIAgCP8AbE+bGcjY9PCq9eK8xVZJQZxldZ8Ov+Rjm/69W/8AQlrzD+2Lz/noP++RXcfCfUJ7nxbcJO4Kiyc9AOd6V7+KptUZPyOClUTmkexGko3r60m8e9fMnpmf4jcx+FtVdfvLZTEf98Gvnf8Ati8/56D/AL5FfQniZ8+E9Xwp/wCPGb/0Wa+ba93K0nCV+55+LbUlY6Dw5qt3J4p0pGcFWvYQflHTeK+hjwOa+bfDX/I2aR/1/Q/+hivpDYB61hmqSnG3YvCNuLuH3jxnPrWTdS+bcMcAY4rWOB2yaryWcUsxZgVJ5IU9a8c7GfOviL/kaNU/6+5f/QzWbWr4oAXxdq4HAF7MB/32ayq+1p/BH0PDl8TPefhqQPh/p31l/wDRrV1GciuX+Gp/4t/p31l/9GtXUjpXyeJ/jT9X+Z7NL+HH0EzntSfhSmisCy9RRRVFFKloorj3GIaSlpKYgpKWkpiENFFZniTX7Xwv4cu9XvfmWBcRx55lkPCr+fX0GTVRi5NRQbK7Od+I3xCh8F6eLax2S6zcLmJG5EC/89GH8h3/AAr5xu7u4v7yW7vZnnuJmLySSHLMT3JqbV9Vu9c1e51LUZPNubly7t2+g9ABwB6CqdfR0KEaMbLc8+pUc2FFFFdBkFdJ8PP+SjaF/wBfsf8AOubrpPh5/wAlG0L/AK/Y/wCdTU+BlR+JHeWHiKDwz4y1W9ksZLuYzzRqFuBGoBY5yNhyfxFV9A8S6d4fluprbSp2uJQUhuDeL5luhAzjMZUt1+bHTjHXOTrv/Ixaj/19S/8AoZqhXeqMJRu1ulfVnN7SSenQ29O8RSabqplia9fT2lMslk94cTHH8ZAAbnGfl5HFaK+OJ5tMkt7q0a4vZIrmBbjzcDE7AtlNpyQRxgge1cnXoPh3QE8NW0WsavEH1ORd1naOP9SP+erj19B2+vTHEuhSjzzWvQuj7Sb5Yss+HtJXwZaC/vFDa3cR/uoT0tUPdh/ePp2rvdK1WHWbLzowEnTiaLPQ+o9jXnc00lxM807l5HOWZjyTVjTNRm0u/S6g5K8Mp6MvcGvma9SVeTlM9eEIwjyo9IpahSVbhY57cloJlDofQelTVyWKAUtJS0xBSikFLQMWgdaM0H/9VAAeCDTu9J1FYPiU/Lbf8C/pV04c8lETdlc6CkPYetcFk+ta/hs/8TJ/+uR/mK3nhuWLdyVO7sdPS0lLXMaFbUbl7PT5Z4gCyYwG6dQKwf8AhJLvP+qh9+Dz+taniOdLbw9cyyZ2qFzj/eArgf7dtf7sv/fI/wAa78NRVSF7XMZy5XuddbeILqe5hhaOEB5FXIByMnHrXSqcj0Pcelea6brNrLq1pGFky86KMgd2HvXo/wAyN6/1FZYqn7NpJWKpyuh7fdz6c0tCkNyDkUi8Aj0NchoefHqaK5Rr663H/SJOv940n266/wCfiX/vo19H7B9zi9oj2fTONLtv+uS/yFWScDNUNCYt4f09nJLNbRkk9/lFXZDhcHucV4E9JM7FsKgwgz9TXCeJNRtYdfuEkmCsNuRg/wB0V3LZKktwOy+teUeNDnxbeZ9I/wD0Ba68DBTqNPsZVpWiWv7Vsv8AnuP++T/hXZeELiK50qV4H3qJyCcd9q15LXpXw4/5F+4/6+m/9AWuzGUlGldGVKbcrHX01h/EOo/WnUV4h1nD/Ea4liTTTBIybvMztOM/drhvt11/z8Sf99Guy+JrpCNN8x1UEy43HH9yuB+0wf8APaP/AL7FfRYKKdCOnf8AM4az99nbfD66mm8QzLNK7j7MxAZs87lr0VztIYdR29a8w+HMkcviOZY3Rz9lY8NnHzLzXpwUoc/f9+9ebjlasdFHWAoG/lunYVieNf8AkT776J/6GtbSsA3H3T+hrnPiLO8HgPUniOHUR846fvFrnoa1YrzX5lzdoNnllX9E/wCRg07/AK+ov/QxXG/2xef89B/3yK0vDuq3b+KNKRnBDXkII2j++K+onTlyM8yNRXR9EsvOV6/zoVtw/mPSkG9hnIApDHnnOW9+9fIHrDi6jvXz82qWe4/vx19DX0AmD0GCOor5Zb77fWvayqKlz38v1OLFycbWOl/tOz/57r+Rr3DQGMvhbTWiIw1pGVP/AAAV80V9J+FTt8F6Of8Apxh/9AFa5nBRhH1Jws3KTuKI33bQp3A+nStNQ5UfODx1xSgbWHrjmgjbyvTuK8E7keCfExmX4haiNx6RdP8Arktcpvb+8fzrqfiYwb4haiR0xF/6KWuUr7HDfwIei/I8Sr/El6ntHwe3t4TuyGJP25uD/uJXfdSCG9jkdK4L4N/8ild/9fzf+i0rvX+b7vOOpr5nGf7xL1PWofw0YkylJ3Vuu4/jXFfE/wD5FiD/AK+1/wDQHr0t7aO4wJeo6Y61wnxcto7fwdb+WMZvkzn/AHHpYP8A3iHqTWX7tnjNd78H+fGNxjH/AB4v1/30rgq734PjPjG4/wCvF/8A0NK+kxn+7y9DzaH8RHtW09yfoKUKB0FJtHq350bR7/nXyR7Jm+J/+RS1f/rxm/8ARZr5qr6T8Tqq+EdXJ7WM3/os180+fH/fFe9lTShL1POxnxI1/DP/ACNmkf8AX9D/AOhivpE5PXivmrwzNGfFukAOM/bocf8AfwV9Kk9m4NY5q05x9DTB/CwHHSmjlifWlPANA4P4V452nzj4q/5HDWP+v6b/ANDNZNWPF00g8a60A5wL+f8A9DNY/ny/3zX2NOfuL0PElH3mfRPw1/5J/p31l/8ARrV1AHFcl8LXLfDjTSxycy8/9tXrrh0r5XEfxp+r/M9en8C9BDmkpTSViWX6KKKoop0UUVyAIaSlNJ2pgFIOtLSUABrwj45eJDe+IINAt5M2+nqHmAPBmYZ/RSB+Jr3Z5Y4I3nmOI4lLufQAZNfImqam+ra9dandrve6uGmdc/3mzjP6V6eX07zc30ObEStGxRor0mHQvD2v+EJdQ0/R1S4XUbePy9KnlaSCKRwvlyfaGwznOAUGNwGcDNbPiHwd4Ptre6ktrVIrew1qC0uLi0nlJghJQSCYSt1+ZsGMEdPevT9vFO1mc/s3a547RXsEXgXw7qepW9xp1rZSxRGeKW0tb9pIZpGlK2oMgdipK5dsNkBOgzz5x4h8MXfhz7I9xPb3UF4jNDPbltrbWKsMOqsCCPTvxVRqxk7ImUGlcxq6T4ef8lG0L/r9j/nXN10nw8/5KNoX/X7H/OrqfAxR+JG9rv8AyMWo/wDX1L/6GaoVf13/AJGLUf8Ar6l/9DNdN4W8NQ2lrHr+vxboTzZWbdbhv77D+4P1+nXunWhRpKcjmjTlUnyos+F/D0Oi2cWva5EHuHG6ws3HX0kcenoKnurqa8uXuLly8khyzGrsEn9t67H/AGnPIDcSKmY1BxkgADJ4HPXn6GrcOk6cNT1O3ubhkFrkQK06RmQgnjcwxXy9evOvPmkezTpxpx5UYNFdJaeHYprueK5truJomiUQrKrNhzgvuC4Kj2H41BL4alFmhtczzvIdrb1VCnIXGTyWwSMHpWBoafgy/wDMhn06Q8r+9iz/AOPD+R/Ot+5m8lRtGWbpmuA0W6On67bTNlQsm1wewPB/nXodxAJCUbjaeDUSEyG2uDMxVxhgMgjvVmoYLdYckHcx71NUCDNLSfUUfQ0DHUUmfWlFAB0P1rjfiFPLANP8mRk3GTO04z92uzxkV5n8YLiWFNH8qRkJM2dpxn7ldmBjzYiK9fyMqz5abZh/brr/AJ+Jf++jXT+ArmebX5Vlldx9mY4Zs/xLXk/2+6/5+JP++q7n4S3M03i64WWV3X7E5wT/ALaV7uKpWoSfkcNKreaR7FS0lKK+XPUMHxtKkPg2+klbaoCZP/bRa8g/tOz/AOe4/I16t8R/+Sfan9I//RqV4FX0OWQUqLfn+iPOxU3GaXkdtoWo2j+ItNVZgWa7iAGDyd4r3AjI5r5t8Nf8jZpH/X9D/wChivpEkjrhf1rkzWKjOPoa4WTlFjQMNg8H1FKWIbPGeh96ChcfMSPr1pFGCEIwc/mK8g7D53bXl3H/AEc9f73/ANak/t9f+fc/99f/AFqxWYbzyOvrSbl9R+dfbckDw+eR9K+HJfN8LaVIF5eziYL6ZQVogkycfMQPwFZPhTb/AMIbpDMwC/Yoc8/7ArYjIIJGME8Yr46p8b9T2o/ChQnOWO414Z8RNSubfx5qEcTgIvl4G0f881r3QkDqRXz78TJUX4haiGYA4i/9FLXoZXb2zv2/VHNi78it3Mb+2Lz/AJ6D/vkV6/8ACWd7vwtdSTncwvWAIGONiV4f58X98V7T8Gn3+Ebzy8Efbm5/7ZpXo5ly/V3bujmwzl7TU9C2+jEUYcfxA/UUmHPVvyFLs9WJ/Gvmj1Dyz41btmi7sdZ+n/bOvKq9Q+N0ywrouFJBM/P/AH7ryf7Yv9019Tl8ksNFev5s8jEpuqz0b4Ptt8Y3BwT/AKC/T/fSvafNz0GPrXiPwYuVk8aXIwRiwc5P+/HXtuWl4X5V7n1rycyadf5I7cLpTGTAyIyoyq5H3h2rl/iCjJ8N9SWR9zqI8n1/epXXBFC4A4rkvij+7+HGqOgAIEX/AKNSuPD/AMaHqvzNqi9x+h4HWp4Y/wCRu0j/AK/of/Rgrnftcnt+Va3ha5kbxhoynHN/AOn/AE0WvrKk1yP0PHjH3kfUCcZX06U+oQjGTcrdOOe9P3EfeH4ivjT3BzLnkcH1r5Xb75+tfVG4FSQe1fIju29vmPX1r28rlbn+X6nBjFflNGvpLwpz4Q0YdhYwn/xwV8tb2/vH86+o/Bo/4ojRCepsID/5DFXmkrwj6k4RWkzYP+sWhj0UdT/KhuGUmhR1Y9TXgnonz98UJ44/iLqSnjAi7f8ATJK5L7VF6n8q6P4r/wDJS9T+kP8A6KSuOr6zDyfsYei/I8aolzv1Pefgywm8I3hUnb9uYY9f3aV6JjAwOK83+B//ACJt7/1/t/6Ljr0mvncXrXkepR/hoYq5jXnBHQ1578aZmTwVbEYDC/QEf9s5K9ET7p+tec/G3nwTbf8AX+n/AKLkp4X+NH1FW/hs8O+1ye35V6H8Fp3l8bXIbGPsDngf7cdebV6L8Ev+R4uf+we//oyOvexTfsJeh51H+Ij3eijvRXy565k+Kv8AkTda/wCvCf8A9FtXyzX1N4r/AORN1r/rwn/9FtXyzXtZb8EjgxW6Nbwr/wAjlov/AF/wf+jFr6k7c18t+Ff+Ry0X/r/g/wDRi19S1lmXxxLwvwsYRggDp6UA5J+vSl6sfypMZ6+teWdZ8v8Ai/8A5HbW/wDr/n/9GGsetjxf/wAjtrf/AF/z/wDow1j19XT+Beh40viZ9EfCz/kmum/Wb/0a9db0A9K5L4Wf8k1036zf+jXrru1fM1/4svVnrU/gXoIaKDxSdaxLL9FFFWMp0UUVygIaSlNJQAUlLRSAwPHV0bL4e69Op2n7E8YPoX+X/wBmr5Xt55LW5iuIG2yxOHRsZwQcg819O/E8E/C/XNo58qP8vNWvl6vdy9fun6nFiPiRvXnjbX721a3e9WCJrgXTi0torYvKDkOxjVSxB5ye4B6ijV/G3iDXLOW11K+V4Z5RLMsVvHF5zgYBcooL4wOueg9KwaK7+SPYw5n3NS18R6tY2tnb2d2YI7K4N1AI0VSJf75IGWOBj5s8cdKZrGv6lr0sL6pOsnkIUiSOJIkQEljhUAUEkkk4yazqKfKr3sK72Cuk+Hn/ACUbQv8Ar9j/AJ1zdd/8MvDkv9pQ+KtRY22l6bKHRtvzXMo6RoO/ue354mp8LHHe52un+GIDrOoa74gQ/YUvJfs9seDdOHP/AI6O/rVjUNQm1K8a4uCMnhVHRF7AD0q/feJNB1i4Et/HqULBdqrEUZFHsDUIj8OTt+61uSD0Wa1Y/qOK87ERxFWV5Reh0UalCCtGSKljdmxu0uFhjleMhkEm7AYHIPBHpVmbVhcXM88+n2jtOQzgh+uTyDuyM59ccCpV0a2mb/RNc0yQdg82xj+BFO/4RbVGybeKO4X+9FMhH864nGUd0dSlGWzKV9qU2o332q6VGPACAEKFH8PXOPxq7F4lvY55JWSGQvKJVV1OI2AwNuCOAOMHPSq0uiapCxEmn3PHcREj8xVKSN4m2yoyN6MMGpKB3aSRpHOWY5J9TXqaSedDFMeskav+YryqvULLI0uxz1+zR5/75FTLYCWlpKUVmIKWk70tABj0o+o/KikcExsE+8QcfWkA4H8frXlPxwkZE0TYSpJnz/5Dr1Mwp3L/APfbf41Tv9C03VQn9pWUF15efL+0IJNmeuN2cZwPyrpw9RUaqm+hnUjzxcT5e8+X++a9B+DErt40uQ7ZH2B+v+/HXqf/AAh3hzOP7C08/wDbsnP6VbsfDmj6ZOZtP022tZCu0vbxiNiOuMjtwK9GtmEalNwSepzww7jJSuae4etG8dqjEMfYuP8Ato3+NC24CneXzk/8tG6Z47+leOdpzHxPb/i2+q/NziLp/wBdUr513t/eP519W3Wm2t/avb3kAuIHxujmJdWwcjIPB5FZ/wDwhXhn/oA6f/4DL/hXo4XGRoQcWr6nLVoupK6Z88eFnb/hMdG+Y/8AH/B3/wCmi19QgqOgOfXFZEXhDw7BMk0GiWMcsbBkdIFDKRyCCBwa1fIX+9J/38b/ABrHF4iOIkmlaxdGm6aaZJuHofyprnIGAcg8cUwQfvDlpNuBj943XnPf6UrQIMcydf8Ano3+NciNz5Kf77fWkr6e/wCEL8NFQf7B08n/AK915/Sj/hC/DGQf7B0/af8Ap2Xj9K9z+0ofys8/6rLuN8MQtL4F0PZ1FhBkev7sVs28JSM7z1PQHpSQ2MFtAkNuhiijUKkaOVVQOAAAeBQbf5wFaTAbJ/eN0wff1rxZNOTZ3pWRYCqO1fOXxU/5KRqX0i/9FJX0T5CY6yf9/W/xrMuPCug6hMbm+0m0uZ3xulmiDs2BgZJ56DFdGFrqhNyavoZVqbqRsj5ar3X4H/8AImXv/YQb/wBFx11n/CE+GP8AoAaf/wCA6/4VfsdF07TIWh020js4mbcUt/3alsYzgd+B+VdOJxsa1PkSMqVBwlzNl6mkljtH4moZYB5bCNpN5B2/vW4P508WyAfek9/3jf415p1nk3x3GI9CA9bj/wBp14/X1XqOh6VquwalYw3vlE7PtC+ZszjOM+uB+VUv+EJ8NBcnQdP+n2Zf8K9XD46NKmoNHHUw7nNyTPJfgmobxvcg/wDPg/8A6Mjr3oDHSsqx8N6Npl0ZtO0y2tJWXb5lvGI2K9cZHbgVo/Z09ZP+/rf41xYmsq1TnSOilTcI2ZLXI/FP/kmerfSL/wBGpXTpbjad7SE7j/y1bpnjv6VHdaZZ31q9tfQi5gfG+KZi6tg5GQTg8gGsqclCal2ZclzRaPkutbwr/wAjlouOv2+D/wBGLX0WfBHhjHGg6eD/ANe6/wCFLb+D/DsMyTwaJYxSRsGR0gUMrA5BBHQ5r15ZlBprlZxLCyT3NxRtUAUtRfZ09ZP+/rf400W481stJs2jH71uvOe/0rxjvJJANpOOa+RH/wBY31r63a3Tj5pOv/PVv8ayf+EJ8MH/AJgGn/8AgOv+FduFxMaF7q9znrUnUtY+Xa+o/BrZ8E6IDwfsEGPf92KYvgrwwcn+wNPx2/0df8K0lsYILZbeyUwrGgWNEYhUAGAAM4Ap4rFRrxSStYmjRdNttlmQ8gHoDzS4L9eB/OqUVs4VBK7lt/P7w9MH3+lWvs6f3pP+/rf41wHSfO3xWGPiXqYHHEP/AKKSuPr6nu/Cug3901zfaTaXM743SzRB2bAwMk89Biof+EJ8Mf8AQA0//wAB1/wr2KeYQhBR5dkcUsM5Sbucl8EFz4MvSOCNQfB/7Zx16SrZ4Iwe4qnY6Lp2lwtDptpHZxM25kt/3ak4xnA78D8qmltgY28tpN+DtPmN1/OvOrTVSo5rqdMI8sVElXjcPevOvjb/AMiPbf8AX+n/AKLkr0BYF3kMZM4/56Nz+tQ32jafqcAh1K1S7iVtwjuMyKD0zg9+T+dKlUVOopPoOceaLR8nV6L8Ev8AkeLn/sHv/wCjI69c/wCEJ8Mf9ADT/wDwHX/CrFn4a0bTJjNpmmW1nMV2mSCMIxHpkduB+VejWx8KlNwS3OWGHcZJ3NOiohCjDIMnuPMbj9aRbcbn3NJjPy/vG6YHv65ryTtM/wAV/wDIm61/14T/APotq+Wa+tZbKCeF4Z1aSKRSro7kqwPBBBPIrJ/4Qrwx/wBADT//AAGX/Cu/C4qNBNNXuc1ai6jTTPnbwr/yOWi/9f8AB/6MWvqWsWPwh4dt5Umg0SxiljYMjpAoZSDkEHHBrVaBQvWT/v43+NTisQq7TStYqjTdNNMeP5nNIPuiojAPMGGfaFOf3jdePf60ogTA5k/7+N/jXGbHzH4v/wCR21v/AK/5/wD0Yax6+oJvCXh64mea40WxllkYs7vArMxPJJJ6mo/+EL8M/wDQB0//AMBl/wAK9iOYwUUuU4XhW3e5jfDKdYPhppm4EkmbAH/XV66+KZZkymRjgg9qrRaRaW1qltp8KWsUedkcQ2oMnJwBwOSTUsdt5UY2MxfcCTuIHX0ryqklObl3Z2RXKkiekp1NrMZfoooqyinRRRXKAhopaSkMSjNLSUgMXxlZnUPAuuWq8u9jIyj1KruA/MV8nV9lgK3yyAMrDDA9CDXyR4l0h9A8T6jpcgI+y3DIue65+U/iuD+Ne1l0vdcTjxC2Zl0UUV6pyBRRXT+C/Bs3ii8kmuZDaaRaYa8vCPuj+4vq57D/AOsCm0ldjSuWfAvgn/hIpZNS1aRrTQ7M5uJ+hlP/ADzT1Y/p+Vdzq2qC/aKG1hW1sLVfLtbVOFjX/E9zRqepRXEMFhpsH2PSrMbba2XsP7zerHqT7/UnOrSnTd+ee/5f8E461bm92O35hRRRXQcwUqsVbKkqR3BpKKAL0Gt6pbf6jUbqMeizNj8s1fi8aa/EMfbzIvpJGrZ/MVhUVnKlTlvFFqpOOzZ0kfjG5lkAuNL0y5ZjjLW2GP4g16a4CEIAq7FC4XoMCvJvClh/aHieziK5jR/Nk9Nq8/0A/GvV2YOxJ7mvDzGNOElGCsevgpTnFubuFLSY9KBn615Z3jqBSZpaQC0fzpOtL0poCvf3ZsLF7hLW4vHUqFht1BdySAAMkAdeSSABkkgCsdfGVkum6nc31peWMmluiXFpMqNLucKYwuxmVt25QMN1ODitHW7rUbPRbm40bT/7Rv0UeRa+asYdiQOWYgYGc9e2OtcidB1HUPB+o27abfR6vJcQX0txfyQL9umjkR9qiKVwigRBFU4ABXknc1bwjFr3iJN9DfXxhaJY6jPe2OoWc2mlftNo0HnTKGXcrAQlwVIzyDgYOcYNW111rjw/Y6tpul3t+l7HHKkELQrIiOm4FvMkVeOAcMTk9xzXPG01aT/hJ9WOiXazapbxWlvYGaDzcIjjex8zywN0h6MThfXiremLrth8NLOztNLlh1m3sorSOKeSIiNwoTzSQ5UoD82M5IGMZNNxjbT8/IE2a+g68viC3uZEsLqyNtcPbOl15ZJdcbsGN2BAJx16gjtWqFHY81T0fTIdF0e2062LMlvGF3t95z1Zj7kkk+5q7WErN6bFq9tTCsvFQuNXt9PvNJ1HTnu0ke1kuljCzhMFgArsynBzhwpxnuMUzTvGljqWoQW8dpeQw3ZlFndyqnlXZjzuCBWLjgEjcq5AJGazNDOtXvir+0/Efh/ULeYB4bUedbNb2UROScrKXZ32rltvHCgAZLU9B8O6tbyeGtOvNPkht/DjTubszRlLrMbxxhAGL8iTcd4XGMc1u4Q1v+fr/wAAi8jptK8W6bq2n6pfRC6t7bS5nhuGurdomBSNZGOxhuAw46gHg8dMs0TxXBrN+tm+nX2nzSWovIBdiP8Afwk43LsdsYJXIbafmHHXGL4fste+zeLYzpc2k3Gp3Ut1Yy3jwSxgtBHGoYRu/IZCSMYx3PSq/gXw3eaLrMUsOj3WjafHpi200F5eLcmSYPuBiId9iDMmRlQxcHbkZD9nTSf+f9f12EpS0PQRWBrXildGmk+16TqJsoXjWbUEWPyYy5ABwXDsBuGSqkD8DjeBB6GuM8Tf21qOvLaT+H7+70G1aOYCzmtv9NlB3AP5kqFUQgfLg7j1IAw2dNJy1Lk2loaeqeMrLSb64t5LS8mhshEb67hVPKtBIflL5YMeOTtVsDBOKsr4kspPFreHliuxdi1a6d3t2SLYrIvyu2AxzIPu5AwckHiuX8ReHtXuZfE9hZ6dJPD4lSFVuxLGEtCIxE/mBmDcKoYbA2SccVpSw6p/wtS1v00W8bTodNlsWu/Ng27nkicNgyb9oCEH5c57Ec1pywt8u/kibyLY8bWX9qC1Npem2N7/AGeNRCJ5BuOnl/e3/eGzdt27uM10Z4ce/Fef3vhS+uPFEcGnrqdnpKaomqTieS2NrI6ush8oANNlpACQxVR859FPfnlcj6is6iircpUW+pQ1XU5tOEQttJvtTklJGy0EY2ADqzSOij88n061np4zspdI0u7sbS8vZtULLbWcSospKAmQNvZVXbtIJLYzgDORlPF9zr0djDb+HLCedrlitxc27w+Zax4+8iyuqsx6DnA6kHGDlDSrqxXw1qGk6BepFpKzwPprzwm42SLjfu83y2O5QTl84YnrwajGLim/z/MTbvoaUnjaI6RFqVhouq39s0DzTNAkQ+z7CVdH3yLl1KsCq7vun2zNqPjKzs1t/sVneaq9xaG+VLJUysAx+8PmMvXcMKMsecDg1yraX4ks/D9vop0e8ks7+S4vNUksLiDzU86Zn+zL5kiY4bDOpPQ7eTuGpe2mp2OtRaxpeg3E6TaP9hFgk0KPasrbk3ZkCbcMwJVmIwMA9r5IJ/f1J5pHXWN3b32nwX9rKstvcxLNFKOjIwyCPwNVbrWIobaaSOC4uWiUssNumXmP91ckDP1IHvUPhjRn0PwnpekyyCV7O0jt3kGdrFVAJGe2c03Ube60ywuLvS7RtSu40Jt7TzVi8x+wLtwPrWNlzWRetivB4wsks9Wn1S0vNMl0hFkube5VGcIy5Rl8tnVt2CAAc5BGOmSLxeJ47qL+wtVXUbYx7tNKwmZkkztkBEhj28NyXGNpz2zzq+H9X1bwlrltd6dewa1qCpNLdXzwLHNIhBSJBFLIURduAD2JJJJNWLlvE66nqniTT/Ds0d7NaW+n21lPPAXUK8jvO2JNhAMuAu8E7T93Oa2cIdPz9P8AgkXkdDZ+KLS80S61GS2vbc2E7QXVs1uZZoXUjI2xb93DK2VLDBz2OLuhaxb+INBstXskkS3vYVmjWUAOFIyMgEjP41h6DFcaZ4UvETRNVe8Z2klW5ltjPeSv96TKylB9Cy4AwBwBU3w9tL/TPAel6bq1jLY3dlbrA8cjxvuKgfMCjMMH3weOlZyjFJtdy4t3VzX1XUpdNhia30y91KSWTYIrMR5XgncxkdVA4xyepAFZa+NbGXRbK+tbS8uJr64e1hsEVBOZkLCRCGYINvluSS2MLwTkZm8WXeu22lonhnT5Lu5nkEbyxtFutUwcyBZHVXboApOMnJyBg4Q0a6s7Dw7eaToV+n9i3UrSafcTwG4nWWN1eTeJDGWLvvOWGfm6cZcYxcbv8wbd9DUPjJZ9NiutO0PVb4t5wnihSFXtWiba6Sb5FXdnOApbOCRkYJlm8VRrpdjqOk6TqOrWt7a/alezWMBI8KQW8x05Ib7oyeDxxXMNY+KLXR3tLfR7wJrN7c3eoPZz25mtInfKwpvkVd7LwXBIXnGSQw09c/tn+wdM0jQfDuoWunSw+VdfZ5rYT2kKgKIkDTBdzDjeGO0DjJOV05IXVrfeTzMtx+PLe+vYrbRNH1LVjLYw34e28hFEUu7ZnzZUOflPGOK6Nrkx6ebqS3mVli8xoAoaQcZ24UkFu3BPPQ15w/h+5j8WfbR4X15NO/sm2tLeDTtUjtXgMbyfI+y5QMApXHLD9a9CDy22ih7a0mkmjt8x2sswMjMF4RnLEbs8FixGecnrU1IxVuUcW3uZdp4st5ry4ttTsL3R5rW1+2ul75RzDkguDG7jgryCQenFV7bxvDdxOF0fVIrhrVLu2tnjjMl1EzBQyAOQMErkOVK7gSBWLYaXq+t2etp4g0i+s9V1jT5LZ7qaS3MFspVgsMYjlZsAuSWIBY5Jx8qhIbfxKl1HrUfh2T7bpWjGxgspbuFRdTu8ZYqyuQI1EecttJz0BquSH9MnmkdFaeKVu7XUcaVqMN5ppRZtPZI2nbeoZNpVyhBB67uMHOMVUm8e2tpE8c2j6nHfR3cNodPIhMu+UExncJPL2nB538Y5xUfh1dT03TL+5m0LU59UmlSe5kupLVGu2OFIjCTOqBEHyoxA6fNks1c7N4O1TUZ5ZF028s7O41myuDFcX4a8VI1IlkaZZGbHKhQJCRg4AziiMad3f8wblbQ9C0+8nv7aSS60y601w+BFdNEzEYHzDy3cY5x1zweOlZ03itbTV4bK+0nUbeCa6FpFfukfkvIQdoA3+ZgkYDbMZ745rUs9Ph0yzW3t3uHjBJzc3Mk78/7cjM361yt2Nb1Lxkkmq+HtQfTNPuAbAW81sY3fp9ok3TB+MnagXjrycBcoqLb7Fu6RqP4zsk1c2f2S8Nut4tg+oBU8hbhgMRn5t+SWVchSu44z1xJaeKkn1m30670jUtOa7EhtZbtYwk+zkgBXZlOPmAdV4B78VzUvh7V5JrnQzYSfZbnX01Q6iJo/LWESJMVxu8zfuUoAFI5Bz1Au6SNb1HxWdR8RaBqNs6eZBZFJrVoLKM9ZDiUs7tgZOzgfKBjcW15IWv8AqRzSua17410uy199IK3E1xFbyzyPFGDGnlqrshYkfPtZTtGcBlJxkZl0DxHLr8MFwmhalZWlxAs8NzdNb7XVgCvCSswJBzyo98VyN18PNR0+/wBNTSdU1K9s7eyvkb7QbUESSquASI1Zi7bizEk5GcjJz03grw2vh/w5p0cxvVvBYwxXEU9/LOiOEG4KrOyLg5HygD04omqahdO7BOTepY13X30VmYaNqWoRxwNPLLaLFtiVfUyOuTwThcnjp0qC/wDGVpaC2FnZ3mqvcWZvlWyVMrbjH7w+Yyddwwoyx5wODVPxp/bd5NBpVhpN7caVcRn7dcWM0CysuceSokkTbuHVxkgcDk5WC+stTs9Yi1fS9AuJ459H+wfYUmgR7V1fcm7MgTbhmBKsxGBgHtMYxsr/AJjbdzQvPG1raW8d8um6hcaS0cMrapEkfkKkmNrYZw7ABgTtQ4z7Gpb7xSbfxBNo9lompancwW8dxK1q0CqiuWC8yypk5RugNcr/AGRrljY6P4au9EvtQ0TS7W3EkljNb/6fMgB2t5sqMsasM4x83AOACGu+NdEm1/7RBbeEFk1KSKNLLXC9uDaNnIcvu81fLOWwgbOOOpquSF0v1/4IrysbFr4se/1W6tdP0DVJ0tLv7JPcq1ssaOApPDTBiAGByFPtmtfUr99Ps/PhsLq/kLqi29qqlySf9tlUAdSSQK5vw14TktdY1nUNUN5HNNqrz2/l38qxSRmNAGaJH2HJDfeXPA9q2fEl3rFpokkvh3Tv7Q1AsEWPeihAerkMyhsddu4Z6ZHURJR5kolK9rsqL40sTos189peRzQ3n2B7BlQz/aCwCxjDFCTuUghtuDkkYOCLxd9ptSbPQ9UuLuK4a2uLFBCJbZgu752aQR4KlSCHOdw98Ya6HfN4YtTaaTqC31jqsWozLfzW4mv3B/eMDHIyAkE4BKgbVHA5EcsPiu0TVdQ0zRrmO516/DSKktu01hAkKRBtrSCNpG2ZADEDcCc42nRQh0/MnmkdD/wmFhLoFjqVtBdTvqDmG3so4x57yjO9MEhQV2PuJbaNpOcYJjuvFrwajZ6cvh/VJ7+5tXuzaxtbBoo1dUO5mmC5yy8Kx61h3/hhJ9L8PNH4WmubPSpZVl0e+e3kllV1I8zJkMbNuw3zMM5J68VS0DwJff29YzarBdWdhHZXgSK01F4TaeZco8VvuicMQqA8DKAjAzgGny07Xv8A194ryPRYbhpbFZ5reW2Zk3NDJtZ09jsLAn6E1j6Z4qjvdR+w32mX+kXBtTeIt/5Q3xAgM2Udtu0suQ2D8w98bLA21mVgR5vKjwil8s+BwNzHkn1J+tcXo9nq2r3t/c+JtEv7G/v7V7VZTLbvb2UJ6RJslLsSeS5UbiB90AAZRUWm2W29LGlZeObW+TcmlanGZrNr2xV4k3X8S45iAcnPzJw+w4cE4GcWbLxMb9tQt10fUIdQ09Y3ksJTD5rq+dhVhIYyDtYcuPunOOM81Y2PiOH+x7l/D8n2jw7pMtskJu4gt/OwjQeWwY7UxGTlwD8w+Xg1reFItQtl1C91fR9RXVboCW4mla2CzFQQsMSpM21VHA3EdSSxJJq5Rgk2vz/roSm76jLr4gxWEk8N94e1eCaEwL5RNsxZppPLjUFZioJIPUjgZ9K6DTb64vone60q701lbAS6aFi49R5cjjH1IrjtT8KapqHgyOO5hMmrahqttfagIpwhiAlQlFcEHEcahQQc/Lkcmuz0/ToNLtfItnuXQsWzc3Utw2T/ALUjMccdM4qZ8ijpuOPNfUtmkpfrSVmUXqKKKZRTooorkGFJRRSAKT6UtJTSAD0rxf46+GSJ7TxNbLlZALa7wOjD7jfiMj8B617QaqanptrrOlXWmainmWt1GY5B6ehHuDgj6V04er7KopGVSPNGx8f0VteLPDN54S8Qz6XfDdsO6GXGBNGfuuPr6djkUvhXwte+LNXFnZ7YoYx5lzdScR28Y6sx/kO/619HzR5eboedZ3sWPBng+68W6oyK4trC2HmXl44+WFP6sewr0jUb61Wzg0jQ4fs2kWn+qj/ilbvI/qxpLu6srHS4tC8PI0Ol25yXYYe6fvI/9B2/IDNrSnTbfPL5L+upy1qytyRCiiiuk5AooooAKKKKACiitfw3oUmu6osX3bePDzyf3V9PqegqZSUIuUtkVGLnJRR1vgHSzaaXLqUwxJd/JFkdEB5P4n+VdXkUiiONEjhTZFGoREA4VR0FLmvkq9Z1ajmz6OlTVOCig4pcehpOKKwNBaAM9D+FGKPqKYC59aUdaT6c0v6+1MBc+lH1oFLQACigUuKGMXrRSDg4paQBSigc9aWmAUUUUwAgHqKhuFk2r5ROM8ipqQ859qABCyook+9jkindenNFJgfT3FIBfrTR8rbT0PSnfMPekOGGDx9aAAf6s57cU4dvpUW/GR1z3p+S/A4X+dNAIW3NhRnFOVO55pRgdOBR9KYDqQjIxRzR+NJgCnK+/elpuQG68GjcPWkAhUF/qO1BBBBBz9aCw4PvTJ3IjwuRk9aAJd2Oo/KkJ3cDv1qrEzLIvPBPIq0FB5PemgH0U3BHQ/nSFsdRz7UwFb17ikyW+7wPWgfN1Ofal+63sf0oAbwu7HpTlGBikHLewNKSB1pALRTck/dH50u0nqfwFAEc8myP1JpYpPMQE8Gn7QRggYpEA2YwOOKYCsu4e46GkVuzcGl246EikZSeuCaYDqKardjwadSAQ9vrS0jfdpaAAjPFN+7wenr6U6kNACUh45/Ojp05H8qXAxTQhCDnI6+nrRkEcUD09KCPT8qYB0pq8r+NKfu0dyO1IYh9B60Hj60Nxik+vWgAxSUtBoAT2pKWimhCGkpcUUAXaKKKoZTooorkGBpKX60lJagApO9LSVYgpKWm57CgDnvGngyw8a6OLW8Igu4sm1uwuTGfQ+qnuK4vVbKLwnp6eGdKgkgtlw9xcOuHvX/vE/3fQV6qeBnvVXUdNtNYs/suoxb06ow4aM+oNd2FxXspJT1X5HNXoupF8ujPGKK6bWvBF/poaay/062HO6MfOo91/qK5kjBweDX0tOpCouaDueDOnKm7SVgooorQg1rDw9LqaKLO9tHuGhaUW+5t+BngnbtB46E9xRNoD22nWt5d39pAl3GXiRvMLED/AHUIHUd6uaNrGm6TGWMl9OrwkS2LovkySEYyTu6dP4c1LpniK1020dGuNQu1a0MP2KcAwhzjJB3dOvG3NckpVbu239f1+p0xjSsr7lCTw1epp6XStFIWSKQwoWLhZDhD0xyewJNUNQsm06/ltJJI5XhbazRNlc9xn26fUVr6T4mubaIxzM87xxKlrGsK8sPubm+8QuSQOecdMV2K6U2u6KE1JLizjcQkRSqN0ewEMUGTjdnqQPxqJ15UXepsXGjGqv3e559o2i3euXwt7NOBzJI33Yx6k16ppmm2ujaetnZA7Ry8hHzSN6mpbS0tdOtBa2EKwwr2HVj6k9zUufY14+LxjrvljpE9LD4ZUVd6sAc+tLn60fhR+FeedYfnRx3pfwqOaPzUAB24NAEn0peaaoAUDPQdadj0NUAvH0o+v50c0D2NAB+P4ilB9aP0NHPT9KVwHUCmgkdadzQMDSik5o5z25oA4z/haOi/8JR/YX2W/wDtX2z7Hv8ALTZv37M535xn2zjtVPxj8RJfD/jjT/D7XFjo9tdW/nHVNRt5JomcttEahWQDHUszYAPOO9z/AIVdov8AwlH9u/ab/wC1fbPtmzzE2b9+/GNmcZ98471q65out6pJdRW+p6aNOuYVjazv9K+0qpGcsD5qA5yOGBHyj3rubw6kuXtrfv8AiYr2lncyU+IUdjHDZXarr+qG0mv5ToCqYVtVchZMySAcrj5QzHOccYzfHxB0WSTw4tt9ouE8RlxZyxoNq7AC2/JBHXHAPINc7pvwhHh1YH8L60bS4/s2XTrmS7tvtCzK7794UOmxgxOOSMYGOpN6X4Ypbad4Wh0PUfsk/hqR3gkubfz1m3j59yhkPJ54PHNJqhfR/wBa/rYF7QzL34uzXGraHH4d0a4uLW81GexuBOsYkdowuRF+9AB+bOW4xTLr4j3uheP/ABVDqsF9d6TplpbTpbW0MRa2DIpdmYlc8sBjcTzwMAkS2fwkubC101rfXo/7Q0/VZtSSZ7AmJjIAGQx+aDjKjnd/jV7Wfhu+p3/ii8k1YI/iKzhtWUWvEBjVRuHz/NnHTjGepqubD3t0+ff/ACF+8t/XY7u1uob6zhu7V/MgnjWSN8EblYZB59jUtUdGsjpuhWNh5nmfZbeODzNuN+1Qucds46Vdx681wu19DcMjtzQSTxj8KM5+7+dAHpwPX1oAjKEe/wBKivLxNN0u4vbgOYraJ5nCAEkKCSB78VaPAGO1V7+zj1DTrqxmLLFcxPE5Q/MFYEHGe/NXG11fYTvbQ5jQ/iTpHiDWoNMs4L9Jp921pY0CjapY5wxPQelc8firPYfEXxFo+tW9umk6XCWgnjDCR5BF5oRiWIJZVkxgA5UDmui0P4a6RoGswanZXN7JNBu2rLIhU7lKnOFB6H1qGH4Z6ZN4l13VNZcahFql3a3cdsyNH9mkgVgp3BvmzvPYD2Nds3hVJ8l7W/G/+RhH2tve3OR0X4j63rVhok+rXQ0i5m8SHTJbewsVlSdQEOxzI+U+8wLrk+1W/E/xPuLq70L/AIRJbuCxm1+PT7i+khhMVyuQHRNxL9/vbR0ODWlafCT7L9g/4ne77H4hbW/+PTG/O3919/j7v3vfpUC/CCeKPTbGDxBGulaZrH9qW8DWBMoO7PlmTzQCOvOzP8qObD81/wBAtUtY6P4keJdQ8IeEG1rS4IJhb3EQuVmRmxEzbSRhh82SvPT2rmrv4r3Nr4p8R2rW9qdL0+yuHsbgBi01xBHGzox3YIzJgYx0613/AIi0aLxF4a1DR7htiXtu8O/bnYWGA2O+Dg/hXnt78FheeENO0eTxBILq2uZ57i/+y83AmzvTbv4yNozk/d6emNF0eW1Tf+v6+Zc+e/umjafFFbbQYX1nTrm71KHTE1LU00yFRHZxuAy7vMkBztI4BY8E4FaZ+I2lXusppGhWd5rd09ml6RaGFAsTgFTmaRMnDKcDOM84qlrHwus77xdJr1n/AGWXntlt5rXVdLF7D8m0I6DehRgq46kEdqreIPhc/iTR7bTb670ZIYbeC2N1DoardBI8FhHJ5m2MM27ChMKGI570lQbTF+8Ra8KeMtT1n4heI9CutHaO10uWJIp02ZiDKxzL+8Od20bdinH8WK7yuS0TwZPoPjXVdbs9UWS21dYftNrPbl5N0SFVKy7xjJOTlTn2611mM9fyrKryuXu7WRpG9tQzn7v50AYpaSsSgIB7VDc7hD8pOM81MT6daAPXk0Ac9qXiK28PtF9rSd1n3Y8pQemPUj1FR3fitH8C61r2kwnzNPtZ5EW5Xhnji3jIU8jp3Bq7rnhuz14wfa3mj8jdt8lgM7sZzkH0qvJ4Rth4O1XQLO5ljTUoJojNKA5jMkezOBjOOuP1rpXsfZq/xGfv38jz7SfjFq1/pfh9Lqxs7fVr3WbWzvYSjbfs1wC0csY35GVwOSeQeO1dd/wtHRPtX/Htff2d/aX9l/2p5afZ/tG3O37/AJmM8btm3PfHNZd18ILS4ufB92upmK78Ni3R5Rb5F4kLBlBG75TkHBycbj1p3/Cp1EZ0z+2R/YB1f+1fsf2X99ux/qvO342bufubscZ71rL6vLbT+v6sQvaIW++LcEmn68NB0LV7m50lbtHnktB9ljkhUnLybwNp64B3EA8ZIzj6t8Rdf/4QvwhrUcEumy6nqltFdJHDHILmJlJby13OwB6DOH4rq9H+H8WmaF4o0qbUWuI/EVzczuyw7DCJl2lR8x3Y9ePpWa/w1vJvDXhvR7zXIZF8P38N1DLHYFDKkYwEYGU8nJ+Yf9804yoJ/wBdgamzqPDPiyz8Uf2glrb3Vpc6bdNa3VtdKoeNx7ozKR7gnpXH6B8QNQ1rxRrGm3eveHNJNjrElhbWlxAxuLpFfapXNwvzHpwp57dq6jwt4T/4RzVtfvvtv2n+2b43ezytnk5z8ucnd168fSs/QPBes+GtW1i40zXLFrbVtTkv5YrjTHZ03tkoridR04yV98dqyTpJyt5W/XoV72g65+JWkWfi238P6hbz2t3cXQtY2ae2kG8j5NyRytIobjBZB94ZxVnQvHNn4l1K5t9E06+ure1uWtZr5TCsSOBk/K0gkx2zs57VzUHwfmtryyEWvRfYrPXRrSRmwzM7bgdjy+Zg8DG7b/hWm/w3N340sPEN7c6ZFLYzvcY0zSvsstw7DH72UyOXA57DOTTaoW0fTzBOY7wF421XxVqniC11LSWtotN1Ga1imTYAgQ4CSfvGJk9So2cda7jPqMVy3hfwhceGde1y6h1KOex1i8kvmt3tSJI5XIJxJvwV68bM9OeOepB44rGq4uXubFxvbUMj1o60bR3/ADo57HFZlB3pMY9/b0oJ2jmgEVQjOv8AWbfT51ilWRmK7soBjGSPX2rB8deLL7wxpGj6rp8NvJZ3GoQQ3nnqSyQydWUhgAR05yOa3r/R7fULgSytKGVduEIAxknuPes/xT4eh8SeDbzw80xhS4iWNZyu4oVIKtjIzgqD1FaxdNON/mTLms7HDXfxbv7a88XhrWz+z6XbySaZJtb980cohbf83I8xlxtxwa2z8UbTTbFxq1nd3Nzp9tby6xNp8K+TZPKB8pDvuOM9F3ED8RWXe/CCK/0fQbGbWWVtNeQ3k32bJv1eZZmVhu+X5lznmrmqfC+C68U6jrNk2mM+pInnQ6rpK3qxuoxvjJdduR1HIJ/ADZvDv+v631Zl+8NqH4gaff8AiS40bRLG91e4tYo5Z3tTCqRrIMqcySIW4IJ2g4yO/FU/BXjTVPEniPxDp9/pLQQabetBFMmwBAOiyfvCSx9VG33qrr3wwbxE1ql/d6VDHbtCTcWmkCO8Kx4+QTeYQo47JgcDFbHh/wAI3Hh7xRreo2+oxyWWsXH2mS1e2PmRyY7SB8YznjZ6c+ub9ioO2/zL9++p09B9qPpR9K5zUSilpKYgppNKelNqQL9FFFaDKdBoorjGFJTqaeKpCCk6UpOBzTT6t+VAB976fzpCewrOufEuh2uuLo9xqGy/aRIxD5DnLPjaNwGOdw71i+J/E9/Z+LtI8L6DFbC+1ESSyXN0jPHbxIMk7FKlicED5hzW3saiaurX1+RPPHudXjHfJpME9eKo6SurRwSrrktlPMJT5UlnE8atHgY3KzNhs7ujEYxXPeC/GFzr1v4in1hbaCLSdUntUaJWA8qMA7myTk9c4wPao5G02ugcyOvDFT8nB9qpX+jaZqmTqNlFI/8Az0UbH/McmuZtfifpV3JaqmnalHHfwTzadLJFGBfiH7yxjfkMRyA4XPHTIqW0+JGh3p0Q26XTjWLaW6Rti4to4h85l+b5eQRxnkGtIwrU3eN1/X/AJbhJWeotx8PNOlybO+uID6SoHH6YrPf4b3Q/1epWxH+0rL/jVq1+JWm6jJaww219ZjU4LiTTLu5jQR3fldduGLA9wHVcj6gFfhrr2oa98MNP1jWJ/tV9Ks5kkKKu7bK6jhQAOFA4rv8ArWKpxu39/wA/8jleGoSeiKsfw4uC373U7dR6ojN/hWha/DzTYsG8vbi4PpGojB/mawfAXj/UvFemWt5d6voP2uQSltEtYcXT7N2Ape44JAzkrjHtzWvp3xN0XVbm3t7OC+aZ0lku4mjRW09Y22sZ8t8vOcAbicU6mIxd3G+3YIYfD72OosNL0/Sh/wAS6zigbGPMxuc/8CPNWSQeScn161x2n/EvRL67so5be9srfUYppbG8u40WK6WI/MVwxZePmG9VyPcgEj+JNnNoUutxaJrB0lIpZUvTFEElWPOSB5m4ZxxuVc1xShVk7yOqLglZHZZ9jRz6VyMXxAsbm+srKzs7yW6v9H/ta3QqgBjIJCElxh+MY6e9cjpnxI1nXPDvhe/vZJtGl1HV0tGe0s4ZobwGRl2APKXjA24ZsZyflBpKhOWu39f8AHOKPXOaOa4+D4laTcWdhNHaX/n3uptpa2hjTzYpl+9vG/AUcEkE8EcUR/EzRpL6BBDfCxuNQOmxaoY0Fu9xjO372/GRt3bNue+Bmo9jU7D54nY8+1HPpXNaD43tfE17PHoun31zaW9w1tLfZhWJWUZPymQSY99ldNzSlFwdmNNPYPqKBg0DNL16ipGHI6Gjj+LijjtS8j3oAO3qKOvTkelHH0NH1/MUhh+tKDj6Uf5yKP8APsaQDutFIOKXr0q0Ao5paTpS0AFFFFFwE9/wpcetIB+dLSAOlH14FH1oA9aADGevT0p1FFUAh6Ue9FAHFACgUpGaB0opAJkjr+dLRRjHSkAUEZFGaWmA1mxGT3qsHcHO6rPc8cU3yVBz+lUIcD3xS89qWigYnNJz2petFSAAY70Y96KKAEIoxg47dqU8ijqKAAAelLigGiqAKTrgml60HpRcAwKT6frS0Uhhn14oo+lJgUCEIz/hQPal57UcDmgA2+powO3NHX6UZx0FXsIMAc0mc9KNufvc+1Ln0qbjGScIcce1QYqyQNpBqEoR1FIQypUOYxTApY4H51MAFGBTAjCYkLE9afjNHeloGIR2pMYp1IRTENpDTjgD3ptIYlNp1JSEXqKKK1GU6KQyKPem+Z6CuO6QElNJA68/1qNpSPTNNLsOpyxo50BKeOW5PbFB9W/AVDvYHrlv5UBmB67m/lS5kBSuPDWiXWuDWbnT91+siSCbz3HzJjadoOONo7VneJPCjazruma9p19/Z2q6YXEUrw+dHJG4wyOm5SRjOCGBGa07jW7G21tdMkW6acuiBgF25bGO+e/pXI+NdY1i3+IvhbQtM1aaxttSNyLhoYomc7FBXBkRgPy712KdaTSb2T37W/yM2oxWx1+k2+p29vMNX1CG9mklLq8Nt5CRrgAIFLMTyCclifm9MVymkeAtS0b+2ba31mzn0/Wb2a6uYZtOcyBZeGRXEwA+XjJU8847Vx/iPxrqdr4d8V6VrV5fTz6DeWypfabcCymmjlJKhmVGUMOhwoB9Bya6sfEa+/4SnV9Ig8PvPZaI8Yvb8XqDy4mQsXKEAk/KeBnPPI4y/Z1YptdfTyt+a8yeaDeonhj4ZJ4YurHybjSJobKV3WY6KgvZEIbCtPv6jcPmCgnb7mn+HPhbaaHq2r3U1813b30ElrbW7RBPskEjs7oDk7sluuB09+M7SfjRp99qFkl1aW9va38NxLE9vfLPND5XOJ4go8ssoJHzN6epEl7488Rah8Pb3xDpGiQWdq9pPNa3Mt+GljC52u0XlFckDIUM3OAcDkaP6xe0na/p/XcS9nbQl0D4WroH2aK3uNJlhtmk23B0RBeMjBgFaff1G4fMFBO3HGTXReD/AAsfCfgi18PfbBdfZ1kH2jytm7e7P93Jxjdjr2rl9B+IOs3Fh4c02bTra+1vVbL7XvN4YovKCA+Y5EXyuzZGxVIH96pJPixG/hfQdW07RJbqbV78ae1m1wqPDNkggMRtbkcE7QQQTt5AJxrz0euvl5/8EIuC1RoeEfB+ueD/AA/Bo1lr2n3FpAJChl0qTfuYlgSRPjAY9McgYyOtVdM+GUunagb0a7LcT38UsOtmaAldRVySCBvxEVBIBGeOMdcw6V8ULu+8RS6JqOk6fod9bvFHNb6nqwjkZnPSECJhLxjHIzkfWtPxve3lzqeheGtKuZ7efU7rzbqWCUxyR2sRDSYYYKljtUH3IoftlO0tL69B+5bToZuifCiHR4obQy6RPZxGVTKdGRb2SN1ddjXG/qAw+YICdvuatWfgDUbbwrJ4Xm8RJLov2ea3RBYhZwj527pN5B257IucVkap441XwxeeN7PVroTS2dul5o5ZEXCSnYq4AG7bIVHOSe9Zl74p1/S/FFto/iHxedKC+HRezTNDapvu9x+X54zn02rgnb65q+WvPW67/r28ybwXQ6jQPh3daX4h0zU9Q1uG8XTdKGlRRRWJh3RjozMZG+b6AVS0/wCFE9lpeh6a2vxyWeh6qmo2wFiVkYB2YozeZg5yMMAMYPBzxXsfihqOn+H/AAsniLT7eDUtXgkeS5v5zZ2yhCQCzhGwzKFbGABuHTIFekaddm+0y3ui1s3nRh82s/nRHI6q+BuHocDNZ1J14ay/Tpf/AIJUVB7HJ2Xw4t7T4kTeKDqDSQM8k8OnmHCwzyIiPJvzzkKeMd+vHNDTvhRb6Pfyvp82kvbvei7Rr3RknuoRuVjGkxcYHBwSpK59RmvROfal59KyVap38iuSJwy/DvzvGlh4hvbrTYpbKWWbGl6X9lkuHcYzLIZHL457DO413IHoaP8AgNHHpUynKduboUopbC4PrRzScdqXHoagYcdxSgeho5HbNHHcYpDF+ooH+yfwo+hzRx3GPekADr6Glx+Ht2ox+Ipeo45HpVAJ/n6UDil/X+Yo/rQAoO6lplLu9aLgOzSY55pfrSe9IBaKPpRQAoFLQKOlUAUlFFMAbgHHJpsbNkg8ipBRU3ATPNLmg0UAFFGKMUAGM0dKOaKpAHWl60lRFmJ64pgS9KOtNU7hz1FOqQFpKKKQBRRRQAUooo71aAO+aKKBQAUtITijrSGGaMetHSjr7UAGaMZo4FFAB9KwteNz9pi+zC4mCp80EXmxhyTwRInAIweG45zW6Tijr1/KqWgjnft+qLPKVjl8sMV2G1Y+UPOVAQerkpuY4z0pZL/WDDNPBCwWJGkWN7dt0mZGVVx14VQxA5+YV0B46daMdzSuBzr3Ws/a4IbeQyRNtYzTWzpuy5BUgIcYA77fvA5wK2oSZbeTzHdldm2jy2jZV6Y9fx/EVY69PzowAKQHLFtYtLGz+yiUz3MbSyyXHmyCNsgqmNrbcbueBnb1qxJLql7L5ccs1sXudhX7MwESKxIbf0bcEweSPnxXQ4z1/Kj2FFwOZ33881k1wtw7NHEssKCaHYScl9y/KcBhkH+6QOtWLG4v7ue1a4Ew8w+ZLGYGiWDCn5M8buWX1Hyn8N7p1oxn2p3A5q6fU/7ZluY4rk20cpEaqzfPtiztKdNrMT8/PIHrURv/ABB9iDnBdnHEdtIXAwMgBkAAyR19/m4rqaKewjmP7T1omdmt2jV2KRosMhaL5sBj8mCMA5wW5IwAKkjv9a+wNO8TB4oEJjNucyOxPPr8qlSQB1yOK6PpyaYfU0rjOdV9TOoxyJcXEkStFGd9sUDhmJckdsKBzjr+vQUv1opAJ1pkjbI2bGdtPPtSdRSAu0UUVsBm0hOKCcdabu59WPQDtXnNgLyD6sf0pDx0PPc0mT0z9SKOMdNo9OpNTcYA8fLnHdjSbuwIUe3JNB688/XoKaWx3x70rgMmsdOm1EX81luugyuH81hyuMHGcdhWH4i8JW3iHXtN1hr+8sL3TTJ9nktDGQPMADZEiMDwP1qze+KILPxYuif2bv3TRRed55H3wvO3Hbd69q4T4t6lremeNPDaaJfXEIC3Vw9vFMyrcCFVk2MBw2QpHPrXorD4hTipO107eljB1YSTtrZnQXfw10S88M32j3E9639o3Auby9Mi/aJ5AcgliuABjAAUADoBkmtKw8LabYazruoI000mu+WLuKRgYwEVlAUAAgEMc5JrzTR/G103xB1rWb7VZrfR5NEkvbOG5V5YoVE6RxuYVYZZgM4BB+fGa17b4o65HHrkV3p8CTWmjDVbNpbXyNynHDxiaTruX+IEYOQKcqGJty839O35aCU4b2Op0vwPFpNrDY2mq6s2lQtIU02R4zDtcMChPl+YyjecAueg9Kjs/h5b2WlSaSmp6m+kNFNCunyTRmNElBBAITecbjt3McVkaH8QtXm1vT7TXl0+K3v9AXVxLbxyD7PxkhssdwwM8YIzjnGTT0v4o6k+t2cd9bLc6ZfWd1c21ylmbVpPJDNuVTNISpCHG4KeQelS6WI118/z/HfzHzQN+3+Gttax6YbfWdSjutLjaG0vA0JkjhK7fKI8ray9wSpYE9akX4b6PHpeh6fBLcRRaLeJewsrgtLKp3FpCQc5JJOMegwMCuUg+J3iCJ/Dd3qMGmtZa3DdXDQQQSCWGOIFlAcyEMxGOdo+lW/DvxF8QavNp1y+k+fp+oQzu7QadcItiy5Me6Z/klBAwSoXn8jUqWISu3/Wv/B/pgpUzqdX8GLr91A2s6xf3dpb3S3UdifKSIOudoysYcgZ6Fj75qTT9Evk8dan4g1F4H8y3js7FI2JMUIO592QOWfB4zwBzXG6V468eaj8Pf8AhJ4NF0y+WZNsFvZLM8wYTMjO0eeVAH3VYnvkDIHZeEdfGvWt2W1GG8ntZvKmSPT5bNoGwDsdJHY59+nbtWc4VacWm9tNBpxbIvEXgbS/E/iDTtX1L7Qs+n4CpDIqpOocOFkBByAwzgEVe/4RuzHjf/hKWa5F99i+xeXlfK2bt2cYzuz749q2MU7oaxVWpa1y+VXuY+u6M+v28ts2t39hbTwNBNBaLAA6sCDy8bMDg4yCPzq/o+mWuh6Pa6Zp0fl2trGI4lJLEAepPU1Zz/eAP1ownbKn2o9pK3L0HZXuSbvpRk+n5GmhW7EN9aCcfeGKOZjH7vc0u4+opgOehpevpTuwH7vVaMqe2KSgex/OjmAcCOzUufoaZj1H5UuB2NF2A/5T7UvI9xTMH0zQPY4qkwH/AKUv1496blh1GRShj/Cc+xp3AU+p/MUfXv37GkDenyn0pQR9D6HoaLgH+cUlLweB+X+FFSAA46807r0phGWp1FwHdKKBj/69LVoAxRRRVAFAFApaTAKKKKkAooooAKWiiqSAKQUtFMAqMoe1PopAIq4FLRRSAKKKKAClFFFUkAUUZ9OaTB7/AKU7gKTRyfagYFGc9KQBwKM56UYoz6UDDFGfSjHrRmgAoz6UUmaBB0/xozn2pcetJ9KGAvAFJ160oFH0pAB46UnuaXgCkxnrTAOvSjpSn2pMYoAAO5pevTpR169KM+lNAIe1HSl6U3NDYDe+T/8Aqo60uM0EVIDetIad7Uh9qAG0lLj0opIC5RRRW4GUx6ZGSei0nqPz20EnJzwe+O1N7e3YDoP8TXltjF/THYdvqaQsBnPHvUbS/NtQbm9B2pyxc7pPmPp2FRe+wCAs/MYwP7x6UojQHLZc+/SpOtJimogNeK0kuxdSafaPcAhhM0IL5HQ7uuRgVQvtB07U9csdXvbbzL7Ty5tZfMYeXvGG4Bwcj1Brj9c+JOq6Z8XovCtvY6c1i15awGR4nMu2URljkNjPznHHp1qz4xvru6+J3h7wwt5c2WnXaT3E5tZmhknMYJEYdcMAMZIBGQa9OVCsrc0ujfyt/kY80dbLqbuoeDtC1TULu+1CwWe4vLM2M7NI+HhJDbcZwDkA7gARjg1Th+HnhmH7URYzObu0+xTNNezyFoOPkyzkgcDGMYxXmPi/xBr2kab430XTdYvDbaRcWclvdtM7TxLMQWi87du4Y4BYscKw75HQeIk1b/haXgJRdWcupNbXn79rd1i5iPOzeWOF7b+SOq54pUaqS9/TXv0Sf+RPNFvb+r2O6h8H6FBeWl1Hp6+bZ2I06EtI7BbcDHllSSGHuQT71T0/4e+GtKu7W5sbCQS2cbxW3nXc0yxK4IZQjuRggnjHeuI0v4uatq9vo1rHaW9tfXiTyXEy2U92gEZZQEhiO/kgZJPyjPWrn/CwPGF5ceF9OtNFstP1TWILnz4NUjmjEckSk7hj5gpxnBBPOM/xUnQxMdG/x9f+D/THzU3rY0dG+FcGneItP1O7vYpINNSUW1jbRTJCrSfeOJZpcDk/Ku0ZwT0res/AugWEkZs7WeGOKR5I7db2fyI2cMGKxb9i8O3ReM8Vz0njbXLDxPJY+I0t9Ds45YIIbmTTJ7iG9dx82yZXVU56Bgcd+hFeiVlWnWVnOW/9fqVFQ6IxbXwppNh4fg0SwjubSwt2LRR217NEyksWPzq4cjLE4Jx+QqxougaZ4fgmi0m28kTytNM7SNI8rsclmdiWY+5JrSxRisOeTWr3LskHejFByKByOakYUUuKXFMBopwY/UUY9KXFAB8p7YPqKdtPYg02lp3AXP50v5H60m49+RRx249jTuA7p6ijr2z9KBS/h+VNAZMfinRpLnWLeO9zLoih79TE/wC5BUsO3zcKT8uelXNK1Wz1zSrfUtNl8+zuU3xS7GXcPXDAEfjXmNxb3mi+KPiP9r0zUZl1u0i+wSWlhNcLMRDIpXdGpCkMwHzY/Lmsiw8FX7at4QtNZ0aeWC28PzR3KtEzRJId5VHI4zkj5T3xXf7CFr3/AKtd/joY88r7f1c9dv8AW/7P1nT9PGm6lc/biw+029vvht9uP9a2flznjrTtD1/TPE2lrqOi3H2m1Z2QSeWyfMpwRhgD19q8f8P+H9ZmtPhdHq2j3zrZnUY71bi1ciGNm2osgI+UFQAA3UVnWPhfWLX4W/2fYaFcwanb6sH1WP8As6QNd2gdsKGwvnpnB2K2SPSr+rQtbm1/4LX6C9pLt/Wh9B89+RWJofiqx1/V9Z02yiuFl0ecQXBmVQrMc8qQSSOO4FeSX3hvUItMnh09NSvdFm1uzutQ0220KeyiWDLeYsMLku65CFlAwPlPrjrfhXpbWHiPxjNFpVxpmn3N7G9kJbJ7VWjAf7qMq4Az0xxWUqEIwlK9/wCkUptySsdVe+NtBsL66spLmeeayQPdLaWU9z9mBzje0aMEOFJwSDgZq1YeJtI1PV5tMsbzzbyCCO4kj8p12xuAVOSMHII4BzXmfiXS7vT9Y1jV/ANx4o07X7m72vZnTHls7ts7N4Zk8tQfvb2c4GeBnhy6NeWHxM13Vb/wvHc3t3pEctkyae0ts155XzqZApCZYEEsRkHrzT9hTcb36fjp+HzFzyueuzTJbwPNMdqRqXY4zgAZJqrout2HiHR4NU0if7RZXAJil2Mm7DFTwwBHIPUV4l4V8P6nceKLEto13BFqGjXEWpwvoosrVJW3FYsCJVYD5cMxbPr2EVl4d1SH4YeHrW00G5gktNRV9ftpNJlLXCeaxjZ4xtN0i8EqpbAxnGOK+qxWnNrp+v8AkHtH2PoIH0pGdY42djtVRknqK8QHhFJNBNm+q6tHaRayb6C1PhS6a0IIDNELY5bywx43EDO7AJOa9C8BnUJfh/G2p6DbaFcP5pFlaW3kKFJO0mLJKMe4Jzms50lBXTv8rFRm27WJ9N+JHhXVfshtdRkWK9kMVtcT2c8MMzjPyLI6BS2QRjOc8V1I5rwDTdH1fVPgjpngmHRdUt9YmvdzyXVjNDFaIJi/mtI6hfu9lJJzgDNTeIPDOs3HibxLJrP26G4+1R3Wlala6HPfz+WhLIkEsbhYiCMFWAyWznuN5YeHM0pW38+u+hCqStse9Dis638QaZdeIbvQ4LnfqNnGks8HlsNit907iNpznsa8N8T+EtVuIPiBew6NfXGof2layabNHbSF2ww3vEAPTqV6DvXRy6LNp/xW8RapJ4Y+2TXelJJpsj6c0kL3Xl/MGdVxGWIIJJXIPXkVH1eFr839af5/gP2jvt/Wp6zfXken6dc3swZo7eJpXCDJIUEnHvxVDQ/Elnr/AIVt9fs4rlLSeFplR4t0oUZyNibiTx0GSa8T8P6RrEeuQXMGk6hbfbNBu01GKPRPsMCTFWKxALEofHy4JLEnoew9S+GcM+j/AAo0iPUra4t5ra1YywPA/mrhmONmNxOOwGT2qalGNOO93f8AzHGbkzW8PeLtG8VLcPoU81wlu/lyu9pNEqv3XLqAWHcDkZGetbVfP8OlatN8CvGWkpourDULjVvtUNu+nTK0sbTQkFQVG7hGJA5AGSBUms+CLr+0/GUFtoN61m+iwSWiLBI0ct2EQFwOjy8tluWyW7k1r9WhzO0rf0vTuT7R22Pfaw5PFVjH45i8KtFcfbpbH7csgVfK8veUxnOd2R6Y968S1K2juvFd3Br2kXmqX7+CoVjtxZSTyi6KqAxCqSjBifmOMHvk1sR6J4r0zxDp9zPosmp3dt4JNtIs8LSwST73PkO3Rm2kArnn8c0/q8UtWHtG9ke4UyaZLeCSaZtscal2OM4AGTXz7peh6zFc6p9i0vVFjv8AwbPHeRjRPsURvCGPlKiRIGYZAB+Zjk4JHFaXh/wde2+r+Go10O4iiu/DEtvqRlt2CvKQdqTFhjIIUAN0AUDgAVMsPFbyGqjfQ9l0TW9P8RaPBqujXH2myuATFLsZN2GKnhgCOQeoq9Xg2ieFLWf4WaLp19b6lomqWl5519H/AMI5cXKXZWRyizIqYlXaRg7iAOPp6d8OHv28Gwtqmg2uhStLIVs7S1+zrszwxiyShPcE5rOrRjC7i+v9epUJt6MltPiN4UvvC954itdXR9KsnEdxOYZF8tjtwNpXcc7lxgc5rd07UbXVtMttQ0+XzrW6iWWGTaV3KwyDggEcetfPehfDbxC3wtmle1ntons7h7vS5YZFuJ7iPzhAVQrn/lqD2zsTrWhrGjavd+H9F0vUPD1wlvb+FcRXEOiC6uHvNuFt2Zo3MIB56KQc/MOo2lhqd7Rl1IVSVrtHvtYnh/xXY+JLzV7axiuEfSbxrOczKoDOvUrgnI+uD7V5Rpngu68T+KPC0PjDSdSnsh4ZWK8aYTRASrKxVJHBB3cA7SfQ1nnw9rkHjjUNR1XQr3UPDa+KJprjT0s5GacMGCXG0A+ZGh5wAQffPCjh4apy1D2kt7H0Hz9KzdL1/TNavNQttNufPm02c290vlsvlyenIAP1GRXi934a1uTxHrUut/bbbUk1gXlhqNroU97PJCP9WkdwjhI0A4KMBjPJ7Dq/h5oEGifELxYLzQntp5r9pbC6GnsIzAwyQkwXaByPl3DntwaUqMYxbvd/8MUptu1jtdR8XaNperDTJ555r/yvONrZ2k11IiZA3MsSsVGSOTjNR6d4utdW1a1tdPsNSmtbq0+1R6l9kZbbGSNhdsEPx90iuG8b6XHF4o1XXfDtz4p0nxHDboiNZaZLdWl+VTcowEZW4Oz5mUBhnHGTTWz17/hP7HVvGOgXF+Y/CJiv0gtPPjmmErkxYUFGdhj5Rxz6UKjBxvfp/X9XDnd7HseMUZ9K8EtPDN/ceAfE15oWk3Wl+KtWQO9nDpk1nHb2yuv+jxM0aIWKjnactz161s+G7q08DXOp6/NHqEVlNZwq+lWfh2awiE29EQIJXO+U7sHb15JPqnh0k7PX0BVO6PV9V1Oz0XSrjUtUm8m0tUMksm0ttUd8AEn8Ky9H8ceH9d1FLDTryX7VJbC6ihuLSaBpYScCRPMVdy+4zVX4h293qXww1qC0tJ5LmeyYJbIm+QsR93C5yfpmvO/DXhy71DxPoaXVpqt7Zv4bbTdVk1Wwa2FkuziOEmOMOdxxnDnGTk9aVOlCVNybHKUlJJHtvXrxWJq/i/RtC1W20y/muPtt1G0kNvb2c1w7qvUgRo3SvMfhdYahrXia3j1tfMi8Dwy6XA5IKyXBkZSw/wB2JUXHrg1seO9C8Qal8VdCuPDktxYSRadcqupC2EsMMhB2q5ZWUBunrzxR7GKqckn0Fztxukeg6LrmneI9LTUdGulubWQlQ6gqQQcEEEAqR6EA1f4ArwGDRtdHw00TTodC1KA6frHma9aXVnJOt1mTIlEYK/aIsgEohPQZyBuMz+Gry1t9OgEWqap4bj8Q/ar2xXQ57aONGAYKluxZ2hVs5GMZzwe9vDxvpISqPseya7rf9h21vMdM1HUfPuFg8vT7fzXj3Ane4yMIMcntkVqGvm7S9LuNS8LXx0DTLiW2Xx0kscdvasPLhUHnYBlFUFc5Ax04rZv/AA7rrTaqjaVfP4wk8SrcWerrauUW0wu0i4xtWMLkbN3oMdhTw0duYXtHvY95xnrSE84FfPvijwlqs1t481C10O/k1H+2oJtNljtpC5XdlniwPpll9BzXtel+JLXVtc1XTLO3uf8AiVSLFPcsqiJpCobYpzkkAjPAxWFSjyxunf8Apf5mkZ3dmUtU8f8Ah3Q9Tu7DUbydbmzhE9ysVjPMIYyMhmZEIA9ya37O8t9QsobuxmSe2nQSRSoch1IyCPwrxrxjo17cfEbxZJLHr1vZX2irbxSabpr3C3T7R+6LCJ8DPXBX6is/X4de8J6V4V1a30+O01fUtKbw9NZQnG12H+jnBJywOM5PbHtW31eMkrPV/wCVyPaNN3R7hquq2eh6TcalqcphtLZN8sgRn2r64UEn8BVG48WaJa2+kXE97+71l0TTykLuZy43LgAEgYIOTgDvimaF4VsdG8D23hrYslrHaG3lGOJNwO8/8CLMfxrzTwD4d15/Fmn2mt6bdR2fg23uYbKaeNkS8kkkZUZSeGAjA5HQ4rOFODTbe39fmVKUk15ns556VieEvFVj4x0BNW0uK4it2keMLcKqvlTg8AkfrXjvhnTdcHjjwrqr6Jd6bfPeXa6rBa6H9ktraI8IvmLGPMUgZyzvjjoeTF4c0LWdK0zwJfX2i6mkWm6tetdotlK8sSyY2sY1UvtO084/nWrw8UmubX/h/wDIj2jvt/Wh9A5BpOtfPdp4e8SHwrYFtKuxpo8SXE99aXOnSy74m2eXI9tlXlQHJKj8uK7jwVfw+DbKHRXOq6h/aeryx2MP9lPZCBSiyPsjmfcIULHn13YB6nKeHSWjuyo1LvVHpdLRRwP89a5TUaeBTad3o9TSAbRS0dKrYC1RRRWoGIzqo+lMG+fodqevrRHEZMNKML2X1+tWK8ZJy3GNVFRdqDApcZrG8YavP4f8Hapq1kkbz2du0sayglSR6gEHH41xXhf4k6rrHiTQdPeTSdTj1Sxe5uk05Ckli4XdscmVgefl52nn8+unh5zg5x2X/DkOaTsz1CkNcdF8T9Gm8PWmqxWuoMbrUP7NSy8pPtAnzjaV34Hr17ipviX4pvfBvgubV9Mit5biOWNAtwrMmGODwCD+tNUKnOoW1egOcbXOw+1Tf3/0FZOs6BpuvpD/AGrbmV7eTzYZY5Hikif1V0IZfwNcdoHj+6vfGzaNLe6Tq9gun/bJNQ0yNkS2YE5R8ySA8Adx1rS0/wCJWk6hdaaq2eoQWmqzSQWF9NEgiuWU44AcuuccblXNaulWixc0WtTT/wCEK8Pf2DeaM2nLJZXzmS6WSR2edy27c8hJdmzzknIxUkXhPR4r7TL0W80l1pSyJZzTXUsrRhwQwJZju4JHzZwOmMCqPh7xxaeKZpDoem31zZRXDW732YVjVh32mQSY5H8Geay7T4t6NdWFpqLabqsGm3V59iF7LFH5aS88MBIWxx1Cke+cgHJiHda+evcLwNaP4d+GIbO0trbTmgWykeW3khupo5YmfO7EiuHAOeRnHtVm28GaHaX9hfR2kjXWnmZraaW5lkZTLnzCSzHcTuPLZ9qy9Q+Juj2FxqYFpqF1aaTMkGoX1vEhitnZtuDlw7YPXarYpdQ+JWl2Wq3thDYalfyWViNQle1jjKGAqG3As46A9Op7Zp8uJff7/wCu/wCIXpo07vwfo1/qEd5qENzdyRT/AGiOO4vZ5IUkGcMImcoMZOMLx2rcrkz8RtIlh0T+zre81C61uMy2lnboglCgEsW3sqqBgj73UHGcZrnPBXxIn/4Q241LxVNPeXcutPp9nbwwxiWRiE2RgLhc8nknHv0pewrTjeXT+v0FzRT0PT6K4y8+KGjafpGrXt9Z6hBLo88cF5ZNHGZkMn3CMOUIPPIbsadJ8RbeWXV7G00u/i1TT9PN+kF1HGvnR44YYk4HKkhirYOMZ4pewqdv6/pofPE7LrRiuY+Hvie/8W+EbXU9T082ksq58xNoil+ZhlBvZgBgZ3Y56Zqjb+KNb8ReMNa0jw39gs7XRQsc1zfQPMZpm6Kqq6bVGGyST245o9jJSlF9Nx8ysn3O2x60VyeqeNX8MaXZy+J9P8u4lhLSmC8tkj3r95U86VGbsQADwQOtY2rfE6f7d4Rfw5prX2n6+XLFlUSHbgGNMyKFdTnO75emCeacaFSW39WE5pHotFchqXxH03TbjUIf7O1K6GkxRyalJbpGVs9/IViXG5gOTs3Y/A0X3xJ0i3vJrawtb7Vmt9PGpXDWaRhYYCoYMTI6clWBCjJx2pexqdEPnj3OvpcVyEfxJ0i4sdElsrS+u7vXQ7WdhEkfnFVzuZtzhFAx3b6dDiCX4saBFo9pfmDUH+0ah/Zz28cAaaCcdVdQ3P8AwHdnPGaSw9V/ZDnj3O3xRXJ6V8QrDUtattLutM1XSLm5tHu4hqdusOVRirA/MSGwpbBH3ec8itTwt4ltfFugxavp9vdQWszMsf2lArOFONwAJ4JB/KlKjOKvJApJ7Gz9KM0lFRsUPDA8fzp36+xri/F3jHVPCVne6pd6FBLo9pNFGZxf4nkV9gLrF5ZHDOVwXBO0ngEGqmtfEiex1LWrbRtIi1CLQ7GO8vJJ7wwZDrvCovltk7cHkj0+vRGjUkrpfivL/NEOcVud/wBOhwfQ0uB3GD61w/iD4lR6LoWi6taaNc31nrDwLHM00caR+aCQDyW3ADOAuP8AarZ8U6/qPh3TbnU7ey0+ewtIDNM91fvC4Iz8qqsLg54xyMk4xR7OTt5j5kdBg45G4etA/wBk59jWP4T1u48R+FrHV7vTzpcl5H5q2xl8zahJ2ndgdVwenesXxZ421LwhbzanqmgwHR4bqOE3Eeofv2RsDzFi8vHBJGC4PHakqcnLkW4+ZJXOyGP4flPoaUdf7p9D0NcDrnxKuNP1HxFBpuix6hbeG4YZL6aS98liZATtjXy23YA7lecj63tb8Z6np3h+bxBp2h297o0VjHeCafUPJlkVhuIVBG3IGOrDOeM1SoVNNN/QXPE7DGOOnqD0NH9O3cVyOteNLvT/AAiPFFhp9jcaMbFLzdd37wTYcZVAiwuMnKgfN1OPes6L4jarc3nhmwg8OQpfa/aSXSRXOoNGtuqgsAWETE5UA/dGCce9UqE2rpfkHPFHf4+lH8/1qCye7ks0fUYYYLk58xLeYyovPGGKqTxj+Ef1qxjtWT0KAHHT9KP09xR/Oj36e46VIB16jP0o+jY9jS/UY9xS9fRqYBz6A0cdxSce4pwz65poBPlowPWlyfTNH1FWBWXTbFNSfUUtLdb54/Ka6Ea+ayZztL4yRkdOlWcD1/WkyPSj5aTYC4H+TSfL7UuRRkf5FIAyO1GfY0Z9KMn0oAOfSjk96OfajHqaAAAD/wCvS5FGBRkD/wCtV7AHPYfnRj1NGT2H50Y9TSAOBRn0FGAKM+nNIYY9ahubS1uxGLu3inEUiyxiVA2x1+6wz0I7HqKm5+lIcLT2ELn8KTHrSZz0pcetTuBWsdOsdMiki0yyt7SOSQyutvEsas56sQByTgc1Zx680ZxR19qpvuAZ9Oap6lo2m61AkGs6daahEjb1juoFlVWxjIDA84J596ucCjk9eKV2ncCCysbTTLOOz021htLaLOyC3jCImTk4UcDkk1OOTzRwKOvtRd3AXPpUNtZ21mJfslvFB5sjSyeUgXe7csxx1J7nqam6UfX8qYBnPSq1zptheXFtPeWVvcTWr77eSWJXaFvVSRlTwORVnNKBjrTW4CfWlJ9KTNNJ7dqJOwCk/lSAUAetHWswDr/jUT2drJeRXcltC9zCrJFMyAuitjcA3UA4GR3wKm6cCgcU07AGKafenfWm9f6UAJRSnn6UdKdgCkxS96KNxFiiiithmViiilryxmV4m0X/AISPwvqGj/aPs32yExeds37M98ZGfzrl7L4b3QufDJ1bWobm38NLi0jtrIwPIcKAZGMj5+4OABnNd7RitoVpwjyxf9bEuKbuzynRvB803xx1bUfst3BotlJ9shE0RSKa8kQKzpkfMB8xJHQ49RnsvHnhL/hNvCsujfbfsPmSI/neV5mNpzjbkfzrpMUVcq85TjNbxtb5EqCSa7nDx/DdbLxXd6ro+pCzstTg8nVNONvuS64ILghhsbk84PJJ7kVV0H4Vp4ee0S0n0iWC0uhNHPPoiPe7A+4IZ9+M9t2zI7Y4r0EuB3pDJ6Cj6zUta4ezicFD8MUPjDTfEFzPplvLYO0mzSdMNp57H/noTK+e/YE5PNcv4E+H+q6z4L0+y8RTSadp9pqr3jWD2LRzysuduZGbhTnsn49x7GWPrikJz6mqWMqctr9v1/zD2cbnBah8LTONds7DWhaaVr1ylze27WnmSKwfc/lybwFDe6tjtVtvhzCusaxeW+o+VDqOjDSY4TBnyFCBQ+7d83A6YH1rssUYqPrVV9f60/yQ/ZxODs/hrLpX/CN3Ol63HHqGhW8luJZ7IyR3CPu4MYkUqRuPIaqUfwdtj4ROkXerCe5TVG1KG5+yDy1chQUaJmIdOORkfzz6V0o/Wq+t1u/9f0xezj2PPtT+F/8Aavh3U9KN3pGnC+8ja2l6ItuqGN2Ylh5hLltwHLADbwOTnWHgSN/G1/r02oM0d9pP9mPbLFtKg7cuHyf7vTHeur/ClGaX1mq1v/Wn+SHyRMDwR4cu/CXh2HRrjUoL+3thi3dLUwuAWZjuO9g3XjAXp3qp/wAIXd6d4o1LW/C+rxWD6so+2W91aG4jaReki4dCp5PUkHceOldXg+tGPel7efM5d9x8itY4W8+G99Prlvq8XiHzL5dLbTp5b2z87zAxJaRcOuxvmbjkDNRQfC2Wz0Twta2etIt54bnllhuJbMtHMJGLENGJAR25Ddj68d/z6mlBPrV/WqlrX/Lz/wA2T7OJwV38LYpfEl/rMEmkzy6iiG5i1TSBeRrKBgvFmRSgPUqS36DGF4m8MzeH21OfSLm6nvr/AEJbC4tYPD800VwVj8tTG0WEhJCgbckL6dK9bBPel/Gqhiaiau7/AHf5CdOPQ820H4c3sGheEb4Xa6Zr+iW7o3mQ+fEySBt0bqGXJG7qGHfrwQ9PhHCljp8Y1hjdQa0NYup2tuLiTPKqu75B+Ld69H5o5pvE1b3v/X9MPZxPNPjJoN9rVpon9g292+rfbGt47i3iLLDDKhSQuw4VeV5PvXoGkaXb6LotnplmuILOFIY/UhRjJ9z1NW/wpcColVcqah0RSilJsKXFAB7EUvTqKyLPPfGXhPxL4q8R2v2mPS7nw5ZuJU0576SFrmQdGlIhcYHPyj86r654E8QXGreJrzSRpZHiXTo7a4S4uZE+zSKmwldsZ3rjudpz2r0oEGlroWInFJLp/wAOZummeceKvAOsX/hDw/4c0L7A0GkSW8rXN3cPE0jRKVI2LGwG7Oc7uOmK0fGfhbWvGdlpOm3DWdnpn2hJ9WiS4d2kCnIjQ+WMjPc7ecccV2tLikq09H2v+IciMy98O6Hqjwtqei6fetAmyI3VokhjX0UkcD2Fch4q8K+JvE/i61nvItKuvD+nyCa20yS/lhM0o6SSkQsDjn5Rx79c+hYBHNGOMdRShVnB3Q3FM811n4fa/Pf+LDpJ0sQeKbeBZvtFxIrWsiKQ20CMiQHJIyV/xm8V+BvEerabo/hyxfTz4asIIormB7uS3mvfLUBVZlicIuVBwMk+o4x6ICR0OR6U5ZD9R6GtliZaeX+VhezRw/inwbq3iuDw/pVzHp9hodrKs2o20E7uZAg+SJP3agp65x16cDM3iXwJ/wAJF8QNA1e8g0+50nToJori2uU37yykJhCpU4ODyRjFdqrA/dOD/dNL0PHyn9DQq0lt5/iHInuQWlnbadaR2thbw2tvGMRxwRhEUegUcCpj6dPbsaXof7p9Oxo6e3selYt3ZYn559O4o/zkUvt+hpP1x+YpDFHr09xR+GfcUnvn8RSj1/UUIQo9jn60YHcY+lHXrz9KM+h/A1YB9GpeR70H3GaT5fcUbALk+n60ZPpSfRqXB7UgDPsaM+xo59qOaADJ9KOfSjn2o59RQAc+1Lj3owfWjHrmrSsAYFGRRgd6MikwDJ7Cjn1oz6Uc0hhgUZowO9NLZ6UXsAFvwowP/wBdJS/rSWogz+NLyetJ/nijr7VQC8Cjk9OKSlz6VIBjFGc9KMetGfxoAMUden50Yz/hRmgBRxRSfXml+nNUgDpQff8AKkzj3NNzn/GhuyAUnJoFHSjGetQIOv0o9hS/SjpQMOlJ9aXHeg8/SnYBGOfpR9KSimA4Y7UhFApRQxDaKcR6UlAyeiiitgMvFFFIXA9zXmaIBaQsBTCxPtSYpcwDi57cU0nPWil20rjEpQD9KXpR16UgDbRS49eaM4oATB+lLtz1oznpRg07gJjFFOAoqgE59KKWlxQA2jHvS4oxTATApcClAFGBSsAmBS4FLxRxVCEx7mnDPrScUvFMBwNLz6UzApRx0NO4x3HpijHoaTJpfwpiA59M0nH0o4+lO57YNLcBOfrSg/hSfUYpee2DVgLRSfmKOfrQMUjNJ/vfmKXINLRYQ36/MPWlDHHB3CjHccUn14PqKTYDw/4j0pwIbhTkehqI+/5ilx3PPuKakwJevHX2PUUfr/MVHuI68+4pd+eTz7iquhj/AH/UUv6e4pMg8g/iKPf9RVoQuP8A9Yo6+jUdOenuKPwz7imAcdiRS5PsaTk9CD7GjjuCKQw47rR8v0peexzRz3FAhMe9Lg+tJx/d/SjK0ALg+tGPegY/yaOP8mqSAXHvRgd6TA/yaPloYC8UZFJkUFsetIYuT6UhOO9IWJ7YpPxpXEHXrzRnHFH60dPapABzS0fhR/niqQB09qPp+tLwKM+nNUITFLmjHrR0qRhjPWjpR16cUYxQAc/QUdKM03PPFADvrxSE/h7UmfT86AKLgGPX8qPpRnPT86UcCh7AGPWjOenSjr1/KlJ7DrSATpS/WjFHX6UAHX6fzpCewpSfSmgU/IAHtS0UUXsAopaKKrdAJQfeiipAmooorcDHLE+1J0op3avK3ATFGKB1paNBh09qXr0FIOtOoATHrzS0GgUwDBoxilpKNgCiilFMAxRQetAoAKKKWmITFLikpRQAUtFFUAUD6UvaloQCZ9qM+1LRTGJ+FHH+RSmimITij6GnCkNSAuSPQ0cdxim0hNVcB+R2agsO4/KmHpSDrS5hj9/ofzo3DuCPpTT0oWi7EP3+oyKA3px7Go2604/douwH7wOoxRketMWk/iouwJRx90/hR9OD6Uw0fwmi4x//AI6aOnXj3pF5XmnR8g5q0Ad+ePcUAleenuOlIv3qVfvYpoBwcjqMe4pQw6nj3FRr/rMdqOj8UczAmzn0b6UD2P4GoW4fjipeq81SdwHH3X8qTjscUIacaoQnPYg0c+lNpwNNagL9RRx6fpS0VQDePT9KNwH/AOqhqbUNsBS2egP5UmfY0UClqAc/Sj8aU0hpAGKOB3ptPH3qcQCjB+lH8VLVMBMDvS5pven9qUewCcn2owBSnpUQ5fnmiWgD9w7c0hOaSkbpU3GLn8TRj1/KhelKelNIQUdetIv3aU9KW4B9OTSik/hFH8NUgF69PzpeBQOlH8VFtQDGev5UE+lK33TSD7op7aANPXFLSUtGwCgUUUVIBS0lLTQBRRQKrqBLRRRWoH//2Q==)
Click here to download the sample
TechSci Research performed both primary
as well as exhaustive secondary research for this study. Initially, TechSci
Research sourced a list of manufacturers, suppliers, and service providers
across the country. Subsequently, TechSci Research conducted primary research
surveys with the identified companies. While interviewing, the respondents were
also enquired about their competitors. Through this technique, TechSci Research
could include the manufactures which could not be identified due to the
limitations of secondary research. TechSci Research analyzed the manufactures,
distribution channels and presence of all major players across the country.
TechSci Research calculated the market
size of United States dental
implants market
using a bottom-up approach, wherein data for various end-user segments was
recorded and forecast for the future years. TechSci Research sourced these
values from the industry experts and company representatives and externally
validated through analyzing historical data of these product types and
applications for getting an appropriate, overall market size. Various secondary
sources such as company websites, news articles, press releases, company annual
reports, investor presentations and financial reports were also studied by
TechSci Research.
Key
Target Audience:
- Dental implant manufacturers, end users, and other
stakeholders
- Distributers and suppliers of the products and other
stakeholders
- Organizations, forums, and alliances related to dental implants.
- Market research and consulting firms
The study is useful in providing answers
to several critical questions that are important for the industry stakeholders
such as manufacturers, suppliers, end users, etc., besides allowing them in
strategizing investments and capitalizing on market opportunities.
Attribute
|
Details
|
Base Year
|
2021
|
Historical Data
|
2017 – 2020
|
Estimated Year
|
2022
|
Forecast Period
|
2023 – 2027
|
Quantitative Units
|
Revenue in USD Million, and CAGR for 2017-2021 and 2022-2027
|
Report coverage
|
Revenue forecast, company share, competitive landscape, growth
factors, and trends
|
Segments covered
|
·
Material
·
Design
·
Type
·
Connection Type
·
Procedure
·
Price
·
Application
·
End User
|
Regional scope
|
South, West, Mid-West, North-East.
|
Key companies profiled
|
Envista Holdings Corporation (Danaher
Corporation), DENTSPLY Sirona, Inc., Zimmer Biomet Holdings, Inc., Henry
Schein, Inc., Bicon, LLC, Adin Dental Implant Systems USA, Southern Implants
North America, Inc., BioHorizons IPH, Inc.
|
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, United States dental implants market has been segmented into
following categories, in addition to the industry trends which have also been
detailed below:
- United States Dental Implants Market, By Material:
- United States Dental Implants
Market, By Design:
- United States Dental Implants
Market, By Type:
- United States Dental Implants
Market, By Connection Type:
- Internal
- External
- One-Piece
- United States Dental Implants
Market, By Procedure:
- One-Stage & Two Stage
Surgeries
- Immediate Loading
- United States Dental Implants
Market, By Price:
- United States Dental Implants
Market, By Application:
- Single Tooth Replacement
- Multi-Tooth Bridge Securement
- United States Dental Implants
Market, By End User:
- Hospitals & Clinics
- Dental Laboratories
- Others
- United States Dental Implants
Market, By Region:
- South
- West
- Mid-West
- North East
Competitive Landscape
Company
Profiles: Detailed
analysis of the major companies present in United States dental implants market.
Available Customizations:
With the given market data, TechSci
Research offers customizations according to a 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).
United States Dental Implants 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 s[email protected]