South Africa remains a net exporter of aggregate food but increasingly loosing competitiveness on strategic tariff lines
Published: 08/02/2018
South Africa’s agriculture, forestry and fisheries achieved a positive trade balance of R44.3 billion in 2017, largely driven by 1.9 percent growth in aggregate exports as compared to the previous year. Europe and Africa continued to be the largest destination markets for agricultural exports, collectively absorbing 70.5 percent of total exports in 2017, measured in value terms. During the same time, imports slowed by 3.9 percent due to a 24.7 percent decline in imports originating from American countries - Sifiso Ntombela, Trade economist and Agbiz Head: International Trade and Investment
South Africa’s agriculture, forestry and fisheries achieved a positive trade balance of R44.3 billion in 2017, largely driven by 1.9 percent growth in aggregate exports as compared to the previous year. Europe and Africa continued to be the largest destination markets for agricultural exports, collectively absorbing 70.5 percent of total exports in 2017, measured in value terms. During the same time, imports slowed by 3.9 percent due to a 24.7 percent decline in imports originating from American countries.
- South Africa’s agricultural exports amounted to R146.78 billion in 2017, and 42.5 percent of this value was generated from Africa; 23 percent from Asia and 27.9 percent from European markets. The sector’s export growth was led by relatively competitive industries such as fruits, dairy, maize, wood and oilseeds, whereas imports were dominated by live-animals, meat, sugar, fertilizers and prepared foods.
- The country is generally a net exporter of food, but it is increasingly becoming a net importer of critical food products. For an example, the growing imports of wheat, sugar, fish and meat products combined with stagnating exports of beverages and vegetables could weaken the sector’s ability to sustain a positive growth and job creation. Moreover, the persistent dryness in the Western Cape province and other parts of the country will likely affect the traditionally export-strong industries like fruits and wine in the coming export season.
- Looking at the performance of tariff lines covering agricultural products in the tariff book, South Africa is now a net importer on 60 percent of all agricultural tariff lines up from 49 percent observed in 2010 when assessed at HS 2 level . This suggests that the agricultural sector has been slowly losing competitiveness in many industries, and concerted efforts are needed to address factors that enhance import growth and the deterioration in production conditions.
- The chart below describes a trade performance of different agriculture, forestry and fishery products over the past seven years at HS 2 level. The horizontal scale indicates the share size of each product in total agricultural trade, whereas the vertical scale shows the average net trade of each product as share of total agricultural trade.
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAeAB4AAD/4RDmRXhpZgAATU0AKgAAAAgABAE7AAIAAAAJAAAISodpAAQAAAABAAAIVJydAAEAAAASAAAQzOocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEplbm5pZmVyAAAABZADAAIAAAAUAAAQopAEAAIAAAAUAAAQtpKRAAIAAAADMzAAAJKSAAIAAAADMzAAAOocAAcAAAgMAAAIlgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADIwMTg6MDI6MDggMTY6MzE6MTUAMjAxODowMjowOCAxNjozMToxNQAAAEoAZQBuAG4AaQBmAGUAcgAAAP/hCxtodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvADw/eHBhY2tldCBiZWdpbj0n77u/JyBpZD0nVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkJz8+DQo8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIj48cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPjxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSJ1dWlkOmZhZjViZGQ1LWJhM2QtMTFkYS1hZDMxLWQzM2Q3NTE4MmYxYiIgeG1sbnM6ZGM9Imh0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvIi8+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iPjx4bXA6Q3JlYXRlRGF0ZT4yMDE4LTAyLTA4VDE2OjMxOjE1LjI5NzwveG1wOkNyZWF0ZURhdGU+PC9yZGY6RGVzY3JpcHRpb24+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iPjxkYzpjcmVhdG9yPjxyZGY6U2VxIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+PHJkZjpsaT5KZW5uaWZlcjwvcmRmOmxpPjwvcmRmOlNlcT4NCgkJCTwvZGM6Y3JlYXRvcj48L3JkZjpEZXNjcmlwdGlvbj48L3JkZjpSREY+PC94OnhtcG1ldGE+DQogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgIDw/eHBhY2tldCBlbmQ9J3cnPz7/2wBDAAcFBQYFBAcGBQYIBwcIChELCgkJChUPEAwRGBUaGRgVGBcbHichGx0lHRcYIi4iJSgpKywrGiAvMy8qMicqKyr/2wBDAQcICAoJChQLCxQqHBgcKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKir/wAARCAIOAwgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD6RooqGS4Ecgj2O7Yz8oFAE1FQfaT/AM8JvyH+NH2k/wDPCb8h/jTsxXRPRUH2k/8APCb8h/jR9pP/ADwm/If40WYXRPRUH2k/88JvyH+NH2k/88JvyH+NFmF0T0VB9pP/ADwm/If40faT/wA8JvyH+NFmF0T0VB9pP/PCb8h/jR9pP/PCb8h/jRZhdE9FQfaT/wA8JvyH+NH2k/8APCb8h/jRZhdE9FQfaT/zwm/If40faT/zwm/If40WYXRPRUH2k/8APCb8h/jR9pP/ADwm/If40WYXRPRUH2k/88JvyH+NH2k/88JvyH+NFmF0T0VB9pP/ADwm/If40faT/wA8JvyH+NFmF0T0VB9pP/PCb8h/jR9pP/PCb8h/jRZhdE9FQfaT/wA8JvyH+NH2k/8APCb8h/jRZhdE9FQfaT/zwm/If40faT/zwm/If40WYXRPRUH2k/8APCb8h/jR9pP/ADwm/If40WYXRPRUH2k/88JvyH+NH2k/88JvyH+NFmF0T0VB9pP/ADwm/If40faT/wA8JvyH+NFmF0T0VB9pP/PCb8h/jR9pP/PCb8h/jRZhdE9FQfaT/wA8JvyH+NH2k/8APCb8h/jRZhdE9FQfaT/zwm/If40faT/zwm/If40WYXRPRUH2k/8APCb8h/jR9pP/ADwm/If40WYXRPRUH2k/88JvyH+NH2k/88JvyH+NFmF0T0VB9pP/ADwm/If40faT/wA8JvyH+NFmF0T0VB9pP/PCb8h/jR9pP/PCb8h/jRZhdE9FQfaT/wA8JvyH+NH2k/8APCb8h/jRZhdE9FQfaT/zwm/If40faT/zwm/If40WYXRPRUH2k/8APCb8h/jR9pP/ADwm/If40WYXRPRUH2k/88JvyH+NH2k/88JvyH+NFmF0T0VB9pP/ADwm/If40faT/wA8JvyH+NFmF0T0VB9pP/PCb8h/jR9pP/PCb8h/jRZhdE9FQfaT/wA8JvyH+NH2k/8APCb8h/jRZhdE9FQfaT/zwm/If40faT/zwm/If40WYXRPRUH2k/8APCb8h/jR9pP/ADwm/If40WYXRPRUH2k/88JvyH+NH2k/88JvyH+NFmF0T0VB9pP/ADwm/If40faT/wA8JvyH+NFmF0T0VB9pP/PCb8h/jR9pP/PCb8h/jRZhdE9FQfaT/wA8JvyH+NH2k/8APCb8h/jRZhdE9FQfaT/zwm/If40faT/zwm/If40WYXRPRUH2k/8APCb8h/jR9pP/ADwm/If40WYXRPRUH2k/88JvyH+NH2k/88JvyH+NFmF0T0VB9pP/ADwm/If40faT/wA8JvyH+NFmF0T0VB9pP/PCb8h/jR9pP/PCb8h/jRZhdE9FQfaT/wA8JvyH+NH2k/8APCb8h/jRZhdE9FQfaT/zwm/If40faT/zwm/If40WYXRPRUH2k/8APCb8h/jR9pP/ADwm/If40WYXRPRUH2k/88JvyH+NH2k/88JvyH+NFmF0T0VB9pP/ADwm/If40faT/wA8JvyH+NFmF0T0VB9pP/PCb8h/jR9qP/PCb8h/jRZhdE9FMilE0YdQQD2NFIY+q7c35z/zzH8zViq5/wCP8/8AXMfzNNCZPijFFLSGJijFLXI+P/G8XgnRxdfZpLy7lYLDAgOCNwDMxA+UDP8AIUAdbijFedeJ/iJeaT4usdC0+LShJc2yTNJqV60AJZiAiYVsnjPap9C+Is+reJLa1l01IdM1CW4hsLsT7nkkgOH3JgYBwcc9qAO+xRil4ApAQelABijFLRQAmKMUtFACYoxS0UAJijFLRQAmKMUtFACYoxS0UAJijFLRQAmKMUtFACYoxS0UAJijFLRQAmKMUtFACYoxS0UAJijFLRQAmKMUtFACYoxS0UAJijFLRQAmKMUtFACYoxS0UAJijFLRQAmKMUtFACYoxS0UAJijFLRQAmKMUtFACYoxS0UAJijFLRQAmKMUtFACYoxS0UAJijFLRQAmKMUtFACYoxS0UAJijFLRQAmKMUtFACYoxS0UAJijFLRQAmKMUtFACYoxS0UAJijFLRQAmKMUtFACYoxS0UAJijFLRQAmKMUtFACYoxS0UAJikIp1IetAENn/AMe//Am/nRRZ/wDHv/wJv50U3uJbE9Vz/wAf5/65j+ZqxVc/8f5/65j+ZoQMnpaSlpDCuW+IekXmueBdS0/TYfOupxGI03Bc4kUnkkDoDXU0m0ZoA8y8caH4i1aOfSbHQNPurXUbWKA6iHVJrQq2WL7jl1A5UKOuapeEfA2v6VrujWGo2sf9maBcXlxFqHnqTdmdiVGzqpG45z6cV61tFG0UAZ+vabLrPh29063vJbCS6gaJbmHO+IkfeGCOR9a8r+BGq6ydb8Y+GtX1WfVIdCvRBBPcHMjfPKpJJJPOwcZOK9l6CvEvgh/yVP4pf9hUf+jZ6APbaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQ9aWkPWgCGz/wCPf/gTfzoos/8Aj3/4E386Kb3Anquf+P8AP/XMfzNWKrn/AI/z/wBcx/M0ITJ6WkpaQwooooAKKKKAA9K8S+CH/JU/il/2FR/6Nnr209K8S+CH/JU/il/2FR/6NnoA9tooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopM0ZoAWikLYqCW/trf/XzxR/7zgUm0txpN7Fiis0+IdJDY/tG1z/11WrEGpWlz/x73MMn+64NSqkHs0Nwkt0WqKQNmirJFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkPWlpD1oAhs/+Pf/AIE386KLP/j3/wCBN/Oim9wJ6rn/AI/z/wBcx/M1Yquf+P8AP/XMfzNCEyelpKWkMKKKKACiiigAPSvEvgh/yVP4pf8AYVH/AKNnr209K8S+CH/JU/il/wBhUf8Ao2egD22iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKQ0jMFHPAoACR3rndY8X2emuYbcG6uB1VTwv1NYfibxY9xI9hpLkIOJJlP3vYVzUMWBz175r5zH5v7J+zoavue9gsr9pH2lbRdjSvfEOraix33DQof4ITt/XqazDDvOZMsT3Y5q2qU8RE9q+Wq4irVd5yue/CFKkrQSRmvapj7tVJbTZyhKn1BxWxJGR2qtKnFTGUlsb2jNaq5VtPFGvaKwNtevLGp/wBVOd6/TnkfhXbeHfiZp+rTLa6ko0+6bgbmyjn2Pb8a4C6QHPFYGoW4Oa9zB5hWpuzd0eRi8BSnqlZn0sjBkBByD3p1eGeBfiZNo13FpPiGUyWLHbFcMeYT2BPdf5V7hHKkqK8ZDKwyCO9fWUa0a0eaJ8vVpSpS5ZD6KKK2MgooooAKKKKACiiigAooooAKKKKACiiigApD1paQ9aAIbP8A49/+BN/Oiiz/AOPf/gTfzopvcCeq5/4/z/1zH8zViq5/4/z/ANcx/M0ITJ+1AOa43xX4tu/DeohHOnS2syfJF9tSG6VumVRyFkGccZFcf8Nzrk/i1H1LxIG8mOT7RZT3E/2i5JI2s0MgAQDrlMjnrSGex0UinIrkfiB42/4QrRRcxWkl5cyOBHEqnao3AMzMOgG78TigDr6K878SfEe90bVpobPTYrmz023gudTlkmKMiSttXyxj5iMEnOKXw/8AEi61nxJaQyWEUOkanJcQ6fcrMTI7wHD71xgA4OMHtQB6GeleJfBD/kqfxS/7Co/9Gz17b2rxL4If8lT+KX/YVH/o2egD22iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKTNDcCsqCXUbxWmgmijiZjsVoiTjPrmmlcTdi7e6ha6dbNcX9zDbQKQGlmkCKM+54pthqdlqkRm028t7yIHaZLeVZFB9MgmsbxhHPLolukUipMbyDDlNwB3jnFUtTttT/tvQLKXVZ1WR53na1XyhKFClVIGeMn8aQzrJ7iO3QPNIkakhQXYAZJwB+JNMF7AViImjPnHEZDj5+M8evFeTT+J7+8isLWDUbppo7GBLxVZgwlNzGrBj2baSD3waux3V1p/w38PxaTdTib7NOjqkrO/mLbudvUnIYdOxFAHp7XMcboskiK0h2oGOCxxnA9eBUoNeR3/ivU7vU7mTw9fTXKI0awhMsrN9lmJAHRvnUfiKtX2sNFJBFpWs3F1prMWuZ7m/khSOTYCEE4ViCTzs6Z49qAPUqKzPDc15ceGdPl1Jg908CmVgCMnHXkA/oPpWnQAUUUUAFFFFABRRRQAUUUUAFFFGaACijNFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhrivHviL7Dbrplo+LicZkKnlE/+vXYXMyQW7yyHakalifQCvB73VZNY1u5vpT/AKxztHovYflXl5liHRotR3Z6WXYdVa15bI0bVQFFX4xmsy3l4rSt2yRXwsk3I+yfw6Ghb2+7HFX0s/l6U2xAOK2o40CfNWkYHjV6ziznrm1254rJuU211F8UGcVz14VycUpRsdmFqORg3I61i3Yzmty66msa76Gt6R01TldTjBVsivUPgn48e83+GNVl3T26l7R2PLp3X8P5V5vqC5BrmY9UuPDuv2mr2ZYS2kwk+U/eHcfiOK+jwNVxlY+ex1Pmjc+1FOaWqOi6jDq+jWuoWzbormFZUI7gjNXq+hPACiiigAooooAKKKKACiiigAooooAKKKKACkPWlpD1oAhs/wDj3/4E386KLP8A49/+BN/Oim9wJ6rn/j/P/XMfzNWKrn/j/P8A1zH8zQhM4fxv4E8O6tqf9qa1f3Nkb3y7GQRMNs2SQq8qdpOSMjFdOV0jT73TLKURLdFGjsg65chVG4BuvTGazviFrN9oHhCe+0xFMyyxq0zxmRbZC2GlKjk7RziuC+GPxF1jxLrmnWNzqFvrSvDcG8eO18trUpIwjcsAFw644xnvSGezL0P1rmfiBpF3rvgfUdO02JZbqcII1LAZxIrHk+wNdMvSjaKAPKvFvgjX9Q1bUE0u3gms9es7W1u5ZJthtPJcktjHzZBOMd6Twt4E1zTPEWlWl9BbrpOhXF5cW92s2XuDOxIXZj5du45yewr1baKAoHSgChr2ltrfh690xLqWza6gaIXEJw8eR94e9eK/s76edI8afEPTWuJLprO9jhM8p+aXa8w3H3OM1712rxL4If8AJU/il/2FR/6NnoA9tooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKupTGDTpnX7wXA+p4FOsohBZxRD+FADVXUf3s1rbf89JdzfRef51oKOKp6Ilb3Bk3elIY8sD6U+ipKI/K9lH4VVn0q3uL62u5UJltd3lfO21SRgnbnBOO5FXqKAIxFjpgfhS+UMYwuPpT6KAADAooooAKKKKACiiigAooooAKKM1Bc3cVpC0tw6xovc0m0ldgTE4FJnNcvd+KZ5mK6dCFX/npIOfyrKmutSuOZbyX6Kdo/SvPqZjRg7LUhzSO9zQGB6V5pI17Hyl5OD/10NRr4n1zTZARci4QdUmGc/j1qIZlTk9Uxe0R6iDmiuP0T4hWGoTLa36/YbpiAu8/I59j/jXXg5XNejGcZq8Wabi0UVR1DWdO0to11HULWzMv3BcTLHv+mSM1YF6ikRg6BlIIIyCDkGloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOX+Id/9g8GXjK2GkAjH4n/AAzXiFlLjFerfF+Qr4TQDo1wmfyNeM2k3Ir57NPemke/lnuwbOotpc4rYtpOlc5bS8CtWC4wBXzM46n0cHdHUWl15YFaK3+V5NcrHd9OamF7gdajmaOephVJ3Ni8ugc81iXM2c80rXDT5CsN3oT1rOuJWBIcEH0qnCfKptaMujGEHy31Irl85rIumyDVyeWsq6m61tTiOpIyr85Brj9aXcjV1F7Lwa5PV5Mqa9vDLVHjYl3TPpP4B6w2qfDG0ikOXs3aA/QHj9K9OrxD9md2/wCEU1ND0F6SP++Fr2+vpYu6PnJaMKKKKokKKKKACiiigAooooAKKKKACiiigApD1paQ9aAIbP8A49/+BN/Oiiz/AOPf/gTfzopvcCeq5/4/z/1zH8zViq5/4/z/ANcx/M0ITPPfiifEmkWEuuaR4kuLKyjaNJbeOySZYlLANKSeSADkgVheCvEl3d/ECwsNN8af8JLYSQSyXawWCRLAwxtLMB3JPHXiu8+IV3rFl4UeTw+WS4aeJJJVh81ooiwDuE/iIHOK8+8D6j4rT4lQ6RrWo3lykLXAuYl05YIQFx5T7wMMGBzgcg0hntScinUi9KWgAooooAD0rxL4InHxT+KWf+gqP/Rs9e2npXiHwTGfil8Uh/1FR/6NnoA9u3D1pcivOzqdxBdv4eeedpbPUJLhnDEu1qo84c9cZZU/Cm2njzVbqO3QW8KyXwiMDyWksaQl2xhtxG/A7rgE+lAHouRS5B7153deNdXtJ2s2it2uohO7vDZzSo6xttAwpO0nPJJIHpVO18X61DDqMiz27yyXM0kUD20kroiohCBVYcZbBYkAfjQB6fuHrRkV5npviXWHuNR1NmgaxmuLRDbncXQy28edh3YUBjnGDnmk0TxrqP2GyjSLzo7dLaCXzLeVmlZ0QlvO+6uN44OScH1FAHpu4etLXH+EPEeqave3dprdolpPFFHMqKhGVYsPlbcyuvy8MCM+grsO1ABmkyKjuZDFbySKASilufYVQtH1K4jhldrYRuAxUI2QD+NNLS4nJJ2LN9q+naZs/tLULW08zOz7RMse7HXGTz1qyksciK8bq6sMqynII9q5LxDeWNl440F9TuLe3hNpeDdcOFUnMPHPFcXqOvXGleHZ1sbt7KOOO7u7JfN8lTH5r+WRwS/AGE6YI/BDPYI54pd3lSI+1ip2tnBHUfWn5FeXadeax4g1prRNZurVQl26iEqAzBwqZyOgzXWeD9TutatZr+5LKpKwrERjYyLh/wAd+4fgKAOlooppOKAM9D5+vO38NvEF/E8/yxWlmsixuYYLWe9uHVEllZgzHt0H8qpXPi+3TItYHmI7n5Qayr4ilR+N2Lo0alX4Fc6TNGa4xvG1wnWwUr7Sf/WqzaePtLmlEV4JLNz3kHy/nWEMbh6jtGRvPB14K8onVZoyKz7u+yscdkyvLNyh6gD+99KI7W+DKXv9ygjK+SBmu22lzkbsy1Jd20O/zbiJPLTe+5wNq+p9Bx1pUuYJGVUmjZmXeAGBJX1+nvXFeMYceILGHy96axEbGT0OHD4/FPM/Kuf0qe4gZVuLuSztLS4TRri73bSkcSO+d38OWZAW/DvSGetZHrUb3EMciRvKivISEVmwWPsO9eXjxDfvBdtdavNAtrAzaU4IBv2EjqpPH7zIVBgdd2e+afZX0moeMNAl1G/kGpC/ukl08t8sKhHCkL1Hygc98k0Aeo0UgpaACiiigAoopG6UAVdRv4dOs3ubltqIPzPpXCXF/PrN351wcIPuRg8KKh8Ya2b/AF37DG37m0ODg9X71HZyDAArwcfiHJ8kdjKcuiNe3hBAAFXRYsy9KXTFVvrW2kIK815MablsTGDkcpd2xTORWDepwa7jUrcGM1xmoptY4qoqzsTazOQ1WBWVq6TwD441C0Q6dqo822yEtbiVwMOTgISetZd1BGimS65H8MY6t/hXD+J7ma6HJ2JH/q0XgJ9K9rDfudZfcUpO+h9NINUZlLyWwXPICNn881ynjG4+z+L9Ozqdjpu+wuF8y9QMrfMnABZefzpnwh8YnxX4QRbp91/YHyJ/9rH3W/EV3jxLIQWUHHqK9jmurmyPJNP1nV4I9NtIpfsQiitIrWGa6ZDIrBd58sITJ3GSflx261ZuPEeuNb3EKXLg6bKtneO0vlDJkOXL4O35AvOON9eo+SvBwMjocdKBCPm4HzdeOtAzzOw1bVri8hkn1acW1tbXVwi2knnecEYBMsyjzMDPTg8c1SsPE95NrLWkusMumSi3e4uVvfMMW4S5/eYATJVQQOB071615QAwAOmOlUdS0S11S2WG43pscSI8LlGVh3BH1NAHmk3iTVfJUQaqXgSOVrO5mujF9okEzqvCofNwFUbB1z+I2fDuq6rL46ktrrUkvIZUmLxxyMDAVZcBoiPkABwGH3uvvXbWGlW2m2MVpapiKIfLuO456kknqSec1ZEKhtwAz3OOaAJB0ooooAKKKKACiiigAooooAKKKKAOE+LFuZvCEjKCTG6v+uP614TGTG1fTHijThqWg3Ns38aED64r5uurVoZJEcbWRipHoRXjZjB3Uj18vno4l+1n4HNacU/HWuagnxwavxXXFfPVKR9BTqHQJccVILjNYyXNTpNu71zumdCqGkZ/SlN6GGy6XzE7HPzD8aqqc02XpW1Jzpv3f+AY1VCoveC6tWMTS2j+dGOoH3l+ornrqbrV+a6e3k3wuyMOhBqpc6hY6jlNQ/0aY9LiNeD/ALy/1Fd9OlTqfD7r/A4J1J099V+Jz17P8prmNQfeTXRa5p13YJ5jqJLd/uTxncjfj/jXOeU88qxoNzuQqgdya9ClScHZnBUqKauj6K/Z3sWtfBEszAj7RcM4+nA/pXsNcp8O9EGg+DrGyAw0cQ3f7xGT+tdXXtxVkeNLVhRRRVEhRRRQAUUUUAFFFFABRRRQAUUUUAFIetLSHrQBDZ/8e/8AwJv50UWf/Hv/AMCb+dFN7gT1XP8Ax/n/AK5j+ZqxVc/8f5/65j+ZoQmcN8U9ZsLbRYbBvENpo2otdwyW8k5JKkPwdoPIyOc8etZfhTxTq0vi+w03UvGGh6yLlJD5Wn23znauclgfl/LnFaHj280yTVI7bV/Al94gW32ypcxWyui85xkn16jpTPCOvaNL4iitrDwJcaFNMjAXT2kUQwBnGVOe1IZ6OvSlpF6UtABRRRQAHpXiXwRGfin8Uv8AsKj/ANGz17aeleJfBD/kqfxS/wCwqP8A0bPQB7D/AGRYDVX1L7Mn2x4vJabHJTOdtYuoeDNPk0ye201EspJWQhyC4AVtwXGQQuc8KRjtiumooA5jTfBGmW+lx2l9GLpld5GkGUyXOWHXO0+hJz3zUl34Z8O3WoPHcWa+c4JZQ7KGBAUjAOCCFAI6HAzXR1T1CG3kt3e5+VY1L+ZnBTHOQaatcT0MyPwvoGn3H2xLKKF0C5YsQvyqEUkZxkKAAe1ZT3HgmyvIJC0KvbqqoEDso2jCkgcEgcAnkVyt/rsniOYJHdM8ETEKjcbuwY+tST6DtsDKfSvSpYGLjepI+dxWcTpztTjddzufDyeHVMr6A8BaQDfskJYKM4GCcgDJ46DNb4PFfNupT3Gl3X2nT53gniOVdDgiu80H4y2dz4aV76JpNYiby5II+A3o+ewNYVsLKEuWOp6WBxv1qOqsz06/P/Evn/65t/Kl0/jTrf8A65r/ACryJ/iVrupXiQLDb28ErBGVVLHB9yaZa/F/UdLuzBqVjFc2qNtzGSrqBx9DQ8JVUdj0uR8x7JJBFLjzI1fHTIzihraFwA0akDpkdKyfDXinS/FNgLrSbgOBxJG3Dxn0IrbzXHqtGIhkt42jZQNhYEbk4Iz6Gsua80rwtpyJNN5SDJAJ3PIxOSfcknJNO8S69D4e0iS8m+Z87Y0/vMegryJ7241a9e6vpDJLIfwHsB6V2YXCuu9djlr4hUlpudpe/EqbcRpunrtzw07f0H+NUoviJq1zOIJbO1CyZUsm4EcdeprAd7O3XE8w3f3EGTVeynie5mljDKsS4G71Nb4qWDw9NpWckLD0MZWalJNRfXodR9pmvSnnP8qDaiA8KKuQ2ZccCsrT51bFdhpnkmIFyK/M5uVWblPc+1rP6vBKC0OeurRo85Fc/f2onbbwB3J7D1rt9XeIZ21xmqSDYyr36mtqNJKXPLZfiKNaVSnyrdlDR/HX/CK60kcqhtKYCN+Msgz98fnyK9stJ4ru0iuLdxJFKodGHQg9DXzL4gjDROPavQ/gR4mfUdDvNEun3SaZIPKz18tskfkQRX0WDrOorSPGxlCNN3ietmNSQSMkcjPammCIqQUUhjkjHWpKK9E88jMER25jU7fu8dKBBEJN+xd/97HNSUUAFFFFABRRRQAVW1G4Fpp887HAjQsfwFWaxfFpI8Laht6/Z3x+RpPYDxe3vmnu5ZnOWkcsT9TXQ2VwTg5rhrKfEhye9dNZ3PA5r5qrHU52d9pN4qfeNb6XyMvDDFed299tHWri6qyrgNXKuZbDUmtjo9VvhtIBrk725HJ4LdqW4vzJ1PNZF1c9c10w5aautZfkRq3qUtQlL7ixya47WSCrZror644PNclq842nmuindu7NInQfAfVmsfiTeacWxFfWpYL23oR/Qn8q+lgc18lfCMs3xg0916BZN302n/61fWq/dr26fwmqFooorQYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAMlQSRlT3FeI+PvDx0/WmuY0Pk3By3HRv/r17iaxPEWiRatp8kUqg5HGawr0vawcepvQqulO582XNu0MmR0NQiYoea7LV9Blsbh7e4Tv8rY6iuYv9Llg5UErXz06etpHvwqacyGRXnTmrsNz71z7B424oS7dDzmsvYmqrHXRXPA5pZbhdvJrl11Rlpk2puw4NUqBMqxo314oU4Nc5d3JcnBpZ7hpM5NUny3SuiNNIwlNssWWtXmnO3kOHifh4ZBuRx7iu48AeGtN1/XIdZhtZreO1fMsAG6Mt2KnrjviuV8O+F73xFqKW1rGduR5khHCivpzwf4XtvDujxW1vGAFHJx1PqfevUwt5fFqjzMS1F+7ubtg8LWq/Z3VkxgEVZJqjJpMEkhkUyRMepicrn64qa2tBbKyq8r5OcyOW/nXoO3Q89X6mbp/iT+0JGMem3kdqpcG8l8oRfKcE/f3Y4/u1fXUrV42dLuBlUZZhIMAZx/MYrmLTwtNB4V1JfLuPt9xDcosRumKEvu24XdtGcisbV/DOq2mn/Y9F0TzEudOt7YiGSNFhdJS7FskZ4PbOTSGdlH4p0ttQuLKW7ihnt0EkiySIAFLFQc5x1U+/TNa0cqyqrxsrowyGU5BH1rygeDdVW+vZLnSbqQTPvjltZ4lkjImmYEbjgnEinB4/KvQvClhdab4ZsrW/XbPFHtYZGfxxxn6cUAbNFFFABRRRQAUUUUAFFFFABSHrS0h60AQ2f/Hv/wACb+dFFn/x7/8AAm/nRTe4E9Vz/wAf5/65j+ZqxVc/8f5/65j+ZoQmcn8T7Aal4SW0a6S3E17AuySRkW4/eD90WXkbuma4/wAG/DHUfDXxHivEsbVNNtjcFLs3DSSSpJjYuw8KV5Ge4rtfiTpj6v4OmtIrA35aVCYBefZc4PXfg/lXnfgO2m0T4iabY32kXFg08MrQs3iBrpDtHI8vb1574pDPcl6UtIv3aU9KACivOfGHxB1HRfG9toOny6RbJJAkjz6l5mCzOVCjZ06dTxSj4j6gfFotzp9v/Yn9qf2R9o8w+d9o2bt2MY2cEevegD0U9K8S+CH/ACVP4pf9hUf+jZ69s/h59K8T+CH/ACVP4pf9hUf+jZ6APbaKKKACud8eTyQeCNVeDO/yCOOuDwf0zXRVR1e0W/0u5tZBlJY2Rh7EYqouzTJmm4tI+ddF1PyNpzyK6iTxOZbBoiSDjjmuQ1vw9e6NfSxKrHY3GB94etZcervCSsqMD6EV7ca0XFNnx9TCzjNpF/Wr0FWJP1rnPCz+b4muR0jaPn654/ma2EtTqT75/unotXhoqW0e+GAR57qMV83iuI6FKtaC5rH3OT8M4mMVWqNR/M7Ww0mBYY5ty7gQR61wuuoFupdvOWNOt9bu9KvYnknke3VsvGTnI9s1jXGqrfeZIvB3HIPUV6+DzSjjo3jo+x24rCVMPU97VC+HvFt54K8VW+pWrsIC4S6iB4kjzzn3HUV9a2dwl3axXEJ3JKgdT6giviDWp90bV9dfDKSWT4b6GbgkyfY4w2Tn+EVjibcx509zhfi3rJk8TWumq37u3iDsP9pv/rYrlra6kf5I22+pFWvi0rxfEKV2ztkhjK/lj+lZGnzAKtZYnEypUFTh1OnK8FCvXdWrqlsdBa2nmdBk1DdP9hjMbcNNOW/BeP8AGtrRHiYDfjisTxlC66ussTZjKAoMdPUfnXhSfuSb6n02N2iorRGrp14Fwd1dBBquxeG7V51Z6htABNa0Oo5xzXhSpNPQSnGSszqbvUzIpyc1z1/d5zS+fvTOaxtTudinmtIxlKyfQzfJC7Ri63dfI1afwDmf/hYupAfcez+b6hxj+ZrjtYvi+5VNel/s+6K6S6jq0in96ViQn0HJ/U/pXuYOPKzx8ZLmR7yKWkpa9U8oKKKKACiiigAooooAKoa1b/adJuIj0eMrj6ir9MlQPGVPcUAfMVzC9leSIwIKOVI+hrRtLzAHNdD470A2etSTqp8q4Oc46NXENvtnKnjHSvFrU7Oxk0dVFe8dasrdZ6GuSh1A9Ca0IL7OOa5PZk2OgMhYdaoXcm0GkjvBt6is/UL1FU5aqjTHYztQutucmuS1S53ZANX9Rvt7EKaw5g08gCgkk4AHeuynCxSR33wI0lrnxxPfspKW8BUHH8TEf0Br6bXgV5v8IfCZ8P8AhxZJ0xc3B8yTI6Z6D8K9Jr1IK0TQKKKKsAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQjPWlooAwNd8OwapCcoN3bivOtT8OzWTMk0Zkj/vAV7Jiq1zYwXK4kQH3xXNWw8Ky13OmjiJ0dtj5/vfDkM+WiwDWFdeGp4ydnNe86h4Mt5mLwja3qOKwrnwXdLnY2R7ivNlg68dtT0Y4uhJe9oeJS6Lcr/D+lVzpU+fm4r2V/BV4/UD/vj/AOvT4Ph1JI+Zc4+mKlYfEN2sW8Rh0r3PF10WRmxtJrpvD3w5vNUmUyo0UJPJI5I9q9k0vwBZWhDPGpPqRk11Vpp0FogESAfhXXSwbTvUZx1MWv8Al2jA8L+ELPQbNUhiC45PHJNdSAB0pcCivRSSVkec227sKKKKYBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSHrS0h60AQ2f8Ax7/8Cb+dFFn/AMe//Am/nRTe4E9Vz/x/n/rmP5mrFVz/AMf5/wCuY/maEJnnfxY1S+W1t9Lj8KNr1pcTxGTZc7NvzYIIBBHH8XQd6yfAukC18cWtxp3gKHQoRDIJ7u4vluJDwNqpgkjnr7V0nxA8G6VqMb6y3h0a1qXyx+U181uCv1zgY+lcn4LtrHSfiDp9rL4HTQ7q4ilaG5GsNccKOQF6ZwaQz2lelKeRTU6fjTqAPPvHeg+J9bmutM0600+fTdThjhe5kbZLZ4bLN0O/I6DjBFZkHw+1yDxNHZgW76LHrI1kXjSkylhGV8rZj1Oc56V6pRQBn69pI1zw9e6U1xLbC7gaIzQnDpkYyPevFf2dtNGjeNfiFpizSTizvY4PNlOXk2vMNx9zivej0rxL4If8lT+KX/YVH/o2egD22iiigApCM5yKWigDm9e8MQ6opbYN30ryH4geH4/D9hHMyYeaTYpx2719AkcV5P8AHayln8PWs8IJFvNlse4xWVec1Rkos0w9OnKvFzXU800a4Tzk39OK6+7vbP8As/ACk49a8wtL4oAM4rRW9klXAYkV8NOi+Y/QI1oyjqxuquGZtvSuOuLo2moqQflk+Vh/Kug1GYxqc1haVpU3ifxRa6fb8GRiS2M7QBya9rLIyp1FJHjZlUi4Mdo2jXPijxFbafbKxEkg3sBkKueT+VfZ2g2S6fo1vaxjakUYVR6ADFcP8PvhzZ+GoRIkeZnA3yMPmavSUUKu0dBX1FSXMz5Vu7PIvjdpH+jWuqoPmjPlN7g8j+v515bYXOMc/rX0R8QNG/tvwnd2yrmQLuTjuOa+Z3WSznKsCBmuKsm2ezl1RRjY7G01MwgbWx+NWZdQivWVb12VF6MBmuQhv+nNaEMwkHJrk5ddT2pTU4OLNWfQTIvm6fdRSKeQCdtUXh1Sy5ltZWQfxINw/MVENYl0ti0ZDx/xRv0NSx+MdBmb961xYTdzGcjP4VMqUXvH7jyZQnB+7K4DXxEhVwVPoeKxtS1iS6yF4H1rtLKA61arPaMmo279DNCDn8cA1o2vw5g1A/vLDyCf+eTnH5GnDDxl8P4o56mIcfj/ADPL9H8P3viPVI7W1jY7iN744Qepr6i8HeHoPD2gwWdumFjXHuT3JrJ8O+Ff+EfiC2umo3qwkwT9eK6jzrg6dcNLB9nZUbaA+7t16V6FKj7NannVa3tHoXgwPSlryrTdZ1fT9BtdasodSnWOwL3Q1K5do5pCUCbdzMR1bkADFbo8b6jFqxs7iySRreaK3uFt7eZ9zuFJZXxtUKGHDcnB6VqZHcUVwlt441NdLtrvUbWyT7fbNNbbGYCMhlXD5zuzvBAHPbk4NRWvj3VbjUYrJbO2LRyz/aJZI5Iv3caxvuVG+YEiTGD6Z9qAPQM0m8V5/a/EG+u44ttgN94IzbO1vNHHGXbAVi4G/A5yuM/rVabUddPgfV3lvlS8j1fyDKhfCxmdVwhDArwfXj9aAPSQwPSgkDrXBJ41v7Kx06We0gkXVolNiFdsxsXRQJSSc/6wHIx0I96mufFOsTX11oMMVqmqW8Usklx8wiZAiMNozkMfMUdTjBPNAHcA5GRQaxvCFxNd+DNIuLqRpZpbON5HY5LMVGSTWzQBieItEi1axdHXnHHtXkGr+HJIZmhlXBHRsda96Iz1rH1fQoNRjOVAasatJVF5iaufOF9ptxaOco2PUCqHnzRetez6l4Ymg3KYvNT3FczeeF7eQndAyH6VwSpyjo0QcB/akyjGf1qnPeSzZyxNdpL4PjLfJGx/CpLbwHPcOAkO0E9SKUU3sg1PO/JkmbCqSfpXpfw4+HElzfRanqkeFU7o4mH6mux8NfDW3tJEnuYw7jkFh0r0e0sorSIJEoGB2rtp0rayLSH21utvCqIMACpqKK6RhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUhX2FLRQA3YPQUBQO1OooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQ9aWkPWgCGz/wCPf/gTfzoos/8Aj3/4E386Kb3Anquf+P8AP/XMfzNWKrn/AI/z/wBcx/M0ITOT+KE+nweCpTq2nnUInnijjg88wqZGbapZwRtUE8muZ8N6X4b8MfErTrOw0O1W41CxZ47yK8ad4nUAupDE4Ug8MOtbvj6bXIre4h26G+lXZitok1BZG3SO2MOACMehrM8B+DdZ8N66J5dL8L2ltKhWWTThJ5x7gAsOmaQz09elLSL0paACiiigAPSvEvgh/wAlT+KX/YVH/o2evbT0rwX4UapHo3xA+K17NFJMserIPLixuYtPMoAyQOpHegD3qisePxCBLbR3unXdk91KY4xMYz0Qtk7WPGAauW+rafeIHtL62nRpPLVo5lYFsZ28HrgHj2oAuUVTTV9OknjhjvrZ5pBlI1mUs4BIJAzz0P5GqEHiqyuPEs2iJHMLiINlyo2EgKSOuf415IxQBtnpWH4o0ePWdHmtZV3K64IqfVPE2kaRb3cl7fQI1pA08sPmL5ioBnO3OaeuvaTM6xrqNoZHj80R+em4pjO7GemO9Jq6sxptO6PmHxJ4MvdKu5BEhIBOCBwa54XN3ZttlhYEeor6l1S10HVBHi/s2M7FIh5ynzGHUDnk+wrj7DwjoniJPMsmikfG54fMHmRg9Nyg8V5tTBXleJ6lPH2jaR8/3D32qTiKCB3djgKq8mvdPg58NTocbapq0YN7MMAf8819PrXZaJ8P7DTJN6W8aH1A5NdjBbpbxhIwABXRRw/s9Wc1fEupoh6qFAAGBTqMUV1nGRzRiWNkI4Irxfx74F2Xkt3axkpIdzKo+6fUV7ZVa8so7uIpIoOamUbqxpTqOm7o+Sr/AEa8snLIrMvqBVJb+4g4KmvozV/AcUsjPCuCfTiuXuPhsZX+aPv/AHRWPs2elHFwa1djxG6u7m5yCGI+lbXg/wCH9/4o1KPzY2iswwLuR94egr2DTPhXaJMsk8O/H9/p+VeiaTodtpcKrFGowOAB0q4w7nPVxKatEh0PwzY6VpkNtBAqJGoUDHStmOCOP7iAfhWdH4k0yS/eyjlkeZHMbBbeQqGHUbgu39autewJZtdO22FUMjMwIwoGSSDzWpwljFNeNZI2RhlWBBHqKbFMk8SyRHcjDKkdxT80AZraJYtoa6SYD9iWNUEe48KvIGc57VFP4c0641EX0sDmYMrECVgjsowrMgO1iOxIJ4rYzRmgDk9L8BaVZaKlldJJcuIwjSGZxtIYNlPm+T5gD8uOQKv2PhLSNPvPtVtbP55Ls0kkzuWLhQxO4nJIRevpW7mjNAGAng7RY4pIxayFHCqN07kxhTlQhJ+QA8jbjFS2/hjS7XTJNPht3+zyTi4cPK7FpA4fcWJyfmAPWtnNJvFAGEvg3RVEo+yMyuuwK0rsIxu3YjBPycgH5ccgUj+DdGkt/Ka3mJLMzTfaJPNbcMMGk3biCAAQT0AroKKAK+n2UGm6db2VmnlwW8YjjTJO1QMAZPNWKKKACjFFFADHjRxhlBqpJpVrL96Nfyq9RQBmjRLMHPlCrMVhbw/cjA/CrNFACBQOgxS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSHrS0h60AQ2f/Hv/wACb+dFFn/x7/8AAm/nRTe4E9Vz/wAf5/65j+ZqxVc/8f5/65j+ZoQmch8VXsh4JdNS0xtVimuYoltFuDCZGZsKAw9z0rzfT5E8A67b3Q+HdzZTrbyzof7a8zMaLmTCkkEgHOK9O+Jlxp0PgyaPVdLbVYrmeO3jtVfYXkdgF+b+HnHPavLfBtpo+r+J00q/8LXVuNQjuLRri91Zp5EERG+NBnK849Mj1pDPedNvYtS0y3vbfPlXEaypkYOGGR/OrVRWsEdtaxwQIEiiUIijoAOAKloAKKKKAA9K+evh3p0mq+MfixZQp5jS6xFlc4yBcyk8/QGvoU9K8S+CP/JU/il/2FR/6NnoA7jxP4UkutJt7LRIxEA0xYtIcAtC6jnrgkgcVSl0nVn1aLWbbR2hS2mhP2ESoHl2RyIzDB2/8tFxk5wvbpXoWB6UmB6UAcB4K8LX2nanHe6xZRRypY+Urbw5RzPK5AP0deaq2/h3X7T4gLqlrbuiTXMn9pXDTrtuYckwhV5I2A4I46d69KwKMUAeZeJ/B2oanrGpPplrJEblJSzvOrQS7oCgIU8rJnA4wMDOe1Qah4d8Q6lcxsunSwqtxNLt3wrGFa3dFPBLM+WAOTgdq9UwPSjFAHBQeG7nTDBHBosF1FLY21uELKq27xsWYt3xyDlcnI/GrHhjw1daTf6M5tY4EhsbiO6KEcytJGw+vRua6q8vEs9hZJHMjbVWNcknFNt703Llfs08WBndIoA/nTsxXV7F2iuOm1HWLqy1XVrK+EMOnySpFaeWhWURZDb2IJ5IOMEY4o8P+J59a8QCFGkW38mVikgXIZWTGMAcYY9aQzsaK87h8Z3el6hK3iC4mg8uOeSe0ntgiKE5HkyAYbIH8TZ78Vb/AOFl6eINjNZi7aVY0UX6GH5lLAmXGBwpyMdfXrQB3NFefar8QJrrQ5Lnw3blzEsLTTGRSIt8m3AGCH6NznpzWjpPj6y1DVruxuE+yvbbs+Y/zcNt+ZMAjPUYyCO9JtRV3sB2BGabsXPQVz83jPTImOPPkHqkf+JFJD410eZ9hlkic9FkTGawjiaMpcqkrk8yNCZ7i4v2t7SYQrEoLsFByT0HPtVi2huId32m587OMZQLt/KodHAazE5ZWadjIxByOf8A61aPBrqlvZAl1OR0TTb1G1a5a/ukjN7clbQxRhDljgg7N/v96uGig1gpEfNvppZbEpNbzQuGUG1PIb7pXdj5SA24/n7MRWP4l8RWHhnR5L/UHAC8Ig+9I3YCkld2Q5SUVd7GD4aQeHry7inklh09bC2mMl07EeaS4c7m74C5H0qvqnxf8N6fI0du098694EG38yRXkHiTxdqniy+aW9lKW+f3duhwiD+p96zI7Zn+6td9PCK15HiV8zalamj1sfHXTg37zR7pV9Q6k1v6L8WfC+syrCLt7KZuiXa7M/8CyR+teAz2xTqtZVzGMHNXPCwtoZU8xq394+x45FljDoysrDIZTkGqc+olbgwWsJuJF++AwAX8T39q+ePA/jnVvCGnSTapeOdHf5Ion+Z92eqegA69q+g9BnsbzSbe70yUTW9wnmLKDkvnufeuGVP2b1Pap1VVV0WIbiaRWNxb+Rjplw2a89g8Q6lo9x52p/bDLJbzS7nlEtpdlfmUxMD8nHbAyPWvS2Ge1YC+C9IVXRoZZIijosLzOyRh+GCKThc+1ZG5Qk8YXkuvS6RY2kJuBIqo8rHbt8oOxOO/IAqndeP7u1s7OeS0tgXSJpog7Ow3vtOMDgDrlutT33gCKKMPocjw3Lz+bLJcTyMz/IU+/ncOPTqKnt/h9pY0+C3vPPlaOKOOQpO6LKUOVJAPOD60AaHhjWr/XLa4uby1gt4VuHig8tyzMqsVy2RxnFb1UtO0y30u0+z2iFI97PgsTyxyevuau0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUZxQAUUmRS0AFFFFABRRkUUAFFFFABRRRmgAooozjrQAUUZFFABRRRkUAFFGaKACiigHPSgAoozijI9aACiiigAooooAKKKKACkPWlpD1oAhs/+Pf8A4E386KLP/j3/AOBN/Oim9wJ6rn/j/P8A1zH8zViq5/4/z/1zH8zQhMyPF99oWn+HZ5/FRj/s0MocSIWy2flAABJOfSuS8Mat8PdT8ctfaDYyrrd0rZnexljyMfNyygA8fjU3xMfVtU0260fTdGv5DG0NxFe2wjbLhs4UMeCDzn2rD8AP44Hiu2TxAus/YQjbzdwwBM44yU5pDPYV6UtIvSloAKKRjhc155oXxE1DU9Y0r7TbWyafrFzd21sqBvNhaBiMsxOGDbTwAMe9AHoh6V4l8EP+Sp/FL/sKj/0bPXtNxcQ2ltJcXUscEMalnkkYKqj1JPAFeC/BvxDoth8S/iVPfavYW0NzqYaCSa5RFlXzZjlSThhyOnqKAPfqKxP+E18K/wDQzaP/AOB8X/xVH/Ca+Ff+hm0f/wAD4v8A4qgDborE/wCE18K/9DNo/wD4Hxf/ABVH/Ca+Ff8AoZdH/wDA+L/4qgDbpM1iN418LhCV8R6SxA6Lexkn8Aea4PV/i1c3MskHh+1VEBIW4m+Yt7he345rCtXhRV5sTaR6NfHdqdiv+0x/T/69aHUYrw6XxX4kisp72a+YzxsvlEqMKDnPH5VY0f44zWU0Vv4kslljLBWuoDtKD1K9/wAMVMcXTlyruRGSbPTLrwpDdS3O2+uoLW7O65tYyvlzE9c5BYZ74IzTtO8KWem6pLfQPIXk8zKNjaN5BOBj/ZFJF438LSorDxJpPzDIBvYwfyzUh8Z+GB18R6SP+36L/wCKrpNCg3gOxlgFrd3d1cWUausFtIy7YAylTtIG44BwMk47U5vBkTRqZNTvHuY5RJFcny90ZClcBduzGCc/Lz1q4fGvhb/oZdH/APA+L/4qmP418LhCR4j0ljjoL6Ik/wDj1IDlPFmi2On2YtYL+9W5uI40lCyKfNCNuVnJB7k9MZ6Vj2Gil9UN9c3VxdTbWVPOIOwMckDjPbvnFZk2vtrGsz30vWR/kXOdq9hXUaHdRmRd/Ar5PH4qpUm4p2ic822yxJpjiHdt4xWFdxCDe5HKjA+td9Lc2/2YnIIx61wmszo7uFGBnpXLho8jdR9PzM5K2hz2n+K9Q8JX4mtXaW2Zsy2zHKsPb0Ne26Brln4i0eDUtPffDMueeqnuD7ivnrWQrK1W/hB41i8N+KrrR9Tu4YNPvl8xJLiUIkUi+545H8q9/L60muVm8H0PosnHWvmz4o+Kn1/xlNbRSZs7BjFGB0LfxH8/5V7Vq3jvw5b6RdTW/iDSppUhZkjS9jJZgDgABua+UhdNLcySOdzOxYknqTX0WGS5rs48fJ8iijoLIB3Ga7TStOSWIHjFef2dzsYGultPEJhjCjp9a9RM+dlA0NasY4s7SK52HT4VRr/UiRZocKoPMzf3R7eprWnv4J7Rru7k/dBtqxK3zSH09h71zWsarJqM25gEjQbY41+6g9BUyZrCNtWZWv6hNqc5klwqINsca8Ki9gK9K/Z38ZyQatdeFLty0MitPaZPRh95R9ev515TduNppvg7V/7E+I2i3/mLEsd2iuzNtAVjtOT6YNcNezR7GEbUj7hBzS1gxeNvCxjBPiXRwSO9/F/8VT/+E18K/wDQzaP/AOB8X/xVcJ6xt0Vif8Jr4V/6GbR//A+L/wCKo/4TXwr/ANDNo/8A4Hxf/FUAbdFYn/Ca+Ff+hm0f/wAD4v8A4qj/AITXwt/0Muj/APgfF/8AFUAbdGaxP+E18Lf9DLo//gfF/wDFVXvPH3haztXuG1/T5UTqIblJG/JSTQNJt2R0eaTNeN6j+0JYxXDx6Xos1zGDhZZZhHu/DBrDuf2hNbZj9j0exjXsJS7n9CKydaC6nbHAYiSvyn0Bmlr5+tv2h9XRgb3RbOUdxC7J/PNbuk/tE6RdXKxavpM+noxwZVlEqj6jAP8AOmqsHsyZ4KvBXcT2Siuft/HXha4t0mXxFpaq4yokvEQ49wTkVL/wmvhb/oZdH/8AA+L/AOKrQ47Nbm3RWJ/wmvhX/oZdH/8AA+L/AOKo/wCE18K/9DNo/wD4Hxf/ABVAG3RWJ/wmvhX/AKGbR/8AwPi/+Ko/4TXwr/0M2j/+B8X/AMVQBt0Vif8ACa+Ff+hm0f8A8D4v/iqP+E18K/8AQzaP/wCB8X/xVAG3RWJ/wmvhX/oZdH/8D4v/AIqj/hNfCv8A0Muj/wDgfF/8VQBt0Vif8Jr4V/6GbR//AAPi/wDiqP8AhNfCv/QzaP8A+B8X/wAVQBt0Vif8Jr4V/wChm0f/AMD4v/iqP+E18K/9DNo//gfF/wDFUAbdFYn/AAmvhX/oZtH/APA+L/4qj/hNfCv/AEM2j/8AgfF/8VQBt1z3jfxSvg/w22pm3+0SNMkEURcKGdzgZbsPepv+E18K/wDQy6P/AOB8X/xVc3481/w/rfhWaytNV8N6lvZTJaXmoIqyoDkhWDfK3oeaAKdz8TdS0vQtSudb0JbW80+4gjZVnLQSpKQA6SbRnHOeO1djZeL9Bv8ASp9RttVtJLS14nmWUFYiOxNeC2+iwL4S1iwttY0u0s7y5tnttKuNdiuDEEfMjbyQAD6e1dBfSQWd74vuNE1Pwy/2/wCytZx3F9A0blEAc7S2A2RxnvQB6rF458Mz6QdUh1uyexWQRG4Eo2Bj2J7GiTxz4YiSzeXXLJFvhm2LTAeaM4yPxrwq101ptJ1SLUtY0Z5b7V7S92vq1u2UT7+du0ZHpj860fHelWWr+MLi507xHp0mnajaR2zJbaxbQeRt67g6tle/y4OaAPYtb8RPpOsaLaRQwyRajM8bu8wQoFXdlQfvfhUth408OapqC2OnazZ3F0wLLDHMCxAODxXA+IbnR7m/8HfYvEekXEWkSSfaJJNSh3YMW0H7wyc+grm/D9lp2mx+Dnk1fQo5tNv7ua9ZdSgyEkJ2nO7nqKAPZ9Z8VaH4eMQ1zU7awMxxGJ5Au76U248X6BaX8Flc6tax3NxsMUTSDc4b7uB3zXlXxU1FvEF4tv4e1jw7JZT2TwzTDULdJgxJOCz7vk6cDnNN8Npplpr0N7qmuaLGsfh2Gx806jC5jmUfNgBs8etAHqUPjjwzc6mdOt9bspbwSGLyEmBbdjOMfhWVq3xE0mO3VtCvbHU5xcxQyxC5VfLV225ye/HTvXjWmarp1rfeCLKSXRhHp95Pu1KLUEJnBU5dlIBQE/3j1rcgstOh+GOn6Uur6Guox60t5MBqUH+rE7NnO7n5SKAPZR4q0P8AtpdGOqWo1MjItPNHmflQPFGiukbrqVuRLcG1jO/70o6oPfjpXk+jS6XpviGe1v5fDmo28uqtqKatJrEStFnoNg+YsBx1xWTAnkajZWP9paC1jZ+Im1I3o1mHMkbFjwmc8Z9aAO3X4xadBcQw6pFHbPPq0unpmXgKn/LQ/jgY967g+KdEETSHUrfYtyLRm38CY/wfX2rxPyYLQWl5FqehXMtr4jmvvs51WBS8LggEHJHvimXin7VdafBqOgyWcviKPVhef2zCDs7rsz1H1oA9mTxz4Yf7Ts1yyP2RS0/74fuhnGT6c8VlXvxD057/AEGPQprfU7fV7t7YzxS5ERVd35157YSQ6R8NtRtNP1Lw1JrE2oyXCpcX0D7kMmQQSxG7HTPSsXw1Yta+JrG/1PWtHCLrD30rNq1uxCNEB/DtGc+goA9eX4j6IvjjUfDs9zFBJp9sJ5ZXfg92GP8AZHX61ff4geFI9Oa/fX7EWiy+SZvOG3fjO3Prg15n4mnsrnxd4mubDVNDuLbWdJFtHN/akKmKRVIwQTznPWoteuUi8I+HdN8P6l4a3Q23k3rC/thNGSgXKO24AepAJoA9Y1DxjoGm6bb313q1nFBdj/RpHmAWX0we9Y2gfEfSr3wdZ+INdurXSoruWSJBJMNpKuV4J65xn8a8r0eBdFsvD9zPfaBqslnYTWM1lLrEC+UXckSBuQRjg8A1nnQzbeHtA8jxBpYlsY7mGaztNZto2USSFgwZwykYODxmgD3XXfGel6Xpd3cW9xDdXEFp9qS3SQZdCcBs+hPesjQvH8uszadZnT0iv57iaO5jWXcsKxHDOGwMgnAH41leFdR8NaT4etvDGpappF1YrZbZLqbVYJNxJOYiBjIHrgVyGsWVnBayT+Ftd0jT288wxWdrrEUJSABtrbwecud5HfpQB78DmlrntD8TaLPb2dn/AMJDpd3ftGqssN5G7SPjnABye9dDQAUUUUAFFFFABSHrS0h60AQ2f/Hv/wACb+dFFn/x7/8AAm/nRTe4E9Vz/wAf5/65j+ZqxVc/8f5/65j+ZoQmc98QNcv/AA94SnvtKUCYSIjTNGZFt0ZsNKVHUKOcVwnwy+I2teI9b0+xudQh1hJYZzevHa+WbZkkYRuSAFw64wK7j4hRai/hZpNGvrWxuoJ45hNeTeXDhWyQ5xyD0x3rnfBvinWrvxFb2Oo33hGSOYMWTSrhmlYgZ4HT60hnpo6UtIvSloARhkYrgdC+HFzpPie3updSSbS9PluZ7C1EWHjedsvufPIGTjjvXf0UAU9X0q11vRrrTNRjMlrdxGKVAxUspGCMjkV82/C/4VeEvE3jzx3pmsafJNa6Pf8AkWaC5kUxp5koxkMCeEHXNfTrHahJ6AZr5u+BvjCOX40eL7ZIcR65dSXKMx5TbI7Afk5/KgD0P/hnb4b/APQGm/8AA6b/AOKo/wCGdvhv/wBAab/wOm/+Kr08HNFAHmH/AAzt8N/+gNN/4HTf/FUn/DO3w3/6A03/AIHTf/FV6hRQB87/ABK+GfgzwNY2VxoWlvDezT4WR7mSQBQOeGYjuKyNAvYopFabkV6P8cdMkvdCtbmIZ+yyktjsCMf0FeGxXjwPsckGvHxsHKZnJHp2t6nbT6GzQqAN4X6nFcCNNfV7kxKdqfxNjpTDdmS3bD5xyFz1NO8L6tdpqgsb2OIGSHzh5fVOcYbnmtsDh1WqLm2QUoXep0uj+B9Lshugs0klblpHG4k/jVjUtCtjEY5raMrjGCtdh4cmttmZ8VV8TS2xJEQFfXKMErJHdZI8wtPDXg+01kP4i0ZrqzkYBzFPJG0Y9QFYA16s3wP+G8ugtqmj6bI/7gy28q3szAnGQcbvWvMtYwVau8+A3iOW6h1XwzcuXW2Antweytwy/TPP415uJprdGM4nJadc+XJgnocV1FnqXlgbTWN4q0OXRtcnRVITcWT3U1lwakU4Y4r4yvQfMzkkjvv7Zcrjf+FZN7eFyxJrMtr9X6n9awR4q+3eIb2yjVBa28QKSd3bJB/DIx+FZ08POSa6EqJPq94Nrc1geEvD9l4w+I1hpeqRNPZSFjMiuVJAU9wQRzio9Vv/ADWYLyK9F+A3heSTVrnXrhCEVfKhyOufvH+n516uEp8rNYqx1V/+z94AgsJJbPSZknVSY2+2THDduC1fPc0b2t06OCpViCPSvtmVN8JX1FfM3xQ8JvpfiWaaNP3F0TIh9G7ivfoytI58VDmimcPFPx1qytwfWsh98LEMCPWpoLjJ613KZ40qWpqbmYVVuMqpzU4ukit2kfoiljisOLV3u1cy+URgFfLP3c9jSlUtoXCg2rjLuXg07whoieJvG2m6ZcIZIJ5sTKCQSg5PI6Vn3Mpdq9o/Z98GyPfS+IrqMhdvlW+R/wB9N/T865ar0PRw8LM7+L9nj4ctGC+jTE4/5/pv/iqeP2dvhv8A9Aab/wADpv8A4qvT1GFxS1ynonmH/DO3w3/6A03/AIHTf/FUf8M7fDf/AKA03/gdN/8AFV6fRQB5Te/s6fD9rC4Wy0iRLkxMIWe+mwHx8pPzdM4rE8F/s36BaeHVTxzZR3mqea2ZLS8mCbM/KP4ece1ev6/qU2keH7/ULaD7RLawPKkWcbyBnFcL4H+JV1ruka1e6w9jNb6ZEkv2qwDBDlCxjwxJ3LjB9c0BucT8Q/hx8LfA+kh/7Fmmv7jIt4Pt03X+8fn6V4/bWsMAKwxhFzkAc1q+KPEtz4r8S3WqXbE+a5EaZ4ROwH4VTgXc2K4as3J2R9PgcNGlG73Y+OEtwBmpGtHAztrc0ywEoHGa1p9IxBnFYHq3RwksRXrVKVetdDqVr5ZNYMw+Y1SOeoZN5bpICXUNwccnj8q9w+Efwn8AeL/Adrd6pateaojMl2Uu5U2ncdo2hgPu4rw/UJzCVCrncRk9hXR/DPx7deBvHME4f/iXXEiw3kZPBUn72PUZzXZTbsfP4yMG21ufRH/DO3w3/wCgNN/4HTf/ABVL/wAM7fDf/oDTf+B03/xVelxSrNGsiEMrKCCO4qStzyzzD/hnb4b/APQGm/8AA6b/AOKo/wCGdvhv/wBAab/wOm/+Kr0+igDzD/hnb4b/APQGm/8AA6b/AOKo/wCGdvhv/wBAab/wOm/+Kr0+igDxvxN+zj4Rn8N3sfhfTfs+rMmLaW4vZiitkdeT2z2NL4c/Zx8Hw+HLKPxLpv2jVViAupYL2YIz9yORx+ArrvFvje80LxLomlWOntKt9dpFcXMiHy41YHAU55Y4/CqmreL/ABLo/i6yjvLKxTSL3UBY28WSbiQFSfOBBxtyOmM0AUP+Gdvhv/0Bpv8AwOm/+Ko/4Z2+G/8A0Bpv/A6b/wCKr08dKKAPMP8Ahnb4b/8AQGm/8Dpv/iqP+Gdvhv8A9Aab/wADpv8A4qvT6KAPMP8Ahnb4b/8AQGm/8Dpv/iqP+Gdvhv8A9Aab/wADpv8A4qvT6KAPHfEX7OPg2bw7ex+G9MMGqNERayz3sxRX7E8nj8DTPDH7OPhKHw3Zx+KtO+06sseLmW3vZgjN6jkfyFdhrvja80/4gaN4ftNPY295KyXF3KhCj5NwVDnk+vaon8fSzfFy28KWMMb2gtpXubgg5Eq7TsU5xwGGfrQBlf8ADO3w3/6A03/gdN/8VR/wzt8N/wDoDTf+B03/AMVXp4ooA8w/4Z2+G/8A0Bpv/A6b/wCKo/4Z2+G//QGm/wDA6b/4qvT6KAPMP+Gdvhv/ANAab/wOm/8AiqP+Gdvhv/0Bpv8AwOm/+Kr0+kY4oA8X8W/s4eF5/DF3H4P09bXWGC/Zpbm9mMancN2clv4c9jVvRf2c/BUehWKa7pjTaksCC6kivZgjyY+Yj5hxnPYV1Nz43u1+J1j4bgsGSykhlaa6mQjc6gHCc8gZ5OKy/BPxHvvFniqa2X+zX09vMMccMn+kQBWwpkBPO7rwOKAIP+Gdfht/0BZv/A6b/wCKpf8Ahnb4b/8AQGm/8Dpv/iq9PooA8w/4Z2+G/wD0Bpv/AAOm/wDiqP8Ahnb4b/8AQGm/8Dpv/iq9PooA8w/4Z2+G/wD0Bpv/AAOm/wDiqP8Ahnb4b/8AQGm/8Dpv/iq9PpCcDigDxDxt+zdoFz4baPwLZR2eq+YpWW7vJigTnI53c9O1bVl+zp8P1sIFvtIke5EYErJfTYLY5I+b1rej8dX1x8SJtAi010s4bJ5hLKhVp5FbHyc/d7ZxzWV8O/iRqni3xHc2F7HYvElv5zC1DB7Rt5URSZJy3Gcj0oAb/wAM7fDf/oDTf+B03/xVH/DO3w3/AOgNN/4HTf8AxVen0UAeYf8ADO3w3/6A03/gdN/8VR/wzt8N/wDoDTf+B03/AMVXp9FAHmH/AAzt8N/+gLN/4HTf/FUf8M7fDf8A6A03/gdN/wDFV6fRQB4h4s/Z50+K1sp/hvEmmapDdK7z3F7Njy8HIH3uele1wRmOFFY5YKAT+FcBq3jPxLofiy1j1OysY9Jvbx7W3iVibh1VC3m5BxjjpjjIpvgzx/q2u67awapbWkVrqlnJe2Hk7t6orhdr5OCcEHjFAHotFAORRQAUUUUAFIetLSHrQBDZ/wDHv/wJv50UWf8Ax7/8Cb+dFN7gT1XP/H+f+uY/masVXP8Ax/n/AK5j+ZoQmcz8R9MsdU8ISLqd9b2NvbzxXDS3IzESjA7XHcHpivOvAGm+HYvifFLoHiLRZ7dPtL29taQ7bhxJglGboVXBxXV/EzRNf1eBwutaTYaNHJFIBeW+4rKrAg5zg89qpeDLu9Xx02k3uv8Ah27ubSNvtFtZWPlTDjru6dSMgUhnqi9KWkXpS0AFFFFACONyEHoRivmv4G+DxF8afFlys+6PQ7mW2UEcuWd1B/JD+dfSp6V4l8EP+Sp/FL/sKj/0bPQB7YvApaKKACiiigDN1rTI9U06WCVAwZcEHvXgnif4cS200nkozID8pHUV9G1UutNgulxIgNZzpxmtRHyPceGdTtwwhSR2GcDaeap+G4L3Tb6ZtQij82U5klDksfQYx0r6wm8K2bq3y9q8T8eeDZNO1SSe0U+U5JHse4rXCwVKRUFZlS21VkUbWxVm+mMumw3KkksSj89x/wDWri/tctpJsmUgjrW7YatHdaJfwLy8SCdV+nB/Q163tEzSUnbQxdWu8K2TXUfs9RSTfEHU7sA+Ull5Z+pcEf8AoJrzu8ml1C4EcCMzMcKqjk19G/BrwW/hfw6ZbsYvLs75f9n0H5VxVp3FJ3N/xf4ZTVYPMVf3i9DXj+r+EZUdvKGxwfunoa+jCoYYPIrI1Hw/bXuTtwa82rQVR36mLjc+ZrnSdUt1ZNjgEEZXtXOWnhrUbXUvMV5ni8oIA5GepOOnT/Gvp2fwMrMccin2ngW3jkDOi5+lYRw9SOl1YOU8T8M/De91u8ja8VorfOW/vEV9FeH9Gg0XS4bW3jCJGoUAdhViy0uCxQeWoz64qxNdw267p5VjX1Y4rqpU1BWQaR3Jq5zxb4Zt/EOmSQTJnPII6g+oqzN4t0WFiHvR/wABRj/IVJb+JtGumCRX8RJ7Mdp/WujlktbGftactOZHzj4n8DXGnTMlxGQoOFlA4P1ribrQ7q2YkKSPUV9j32kWuoxkSIpz3xXF6n8L7O4ctCrRk/3DitY1VbUwlh3e8WfL8sNz5bRMrYYEGs230+7EgLqBhAgC9xnrX0w3wehkf55ZiPTK/wCFbmifCrSdOlWT7MrOpyGf5iKHUgwhSqJNHh3gT4U3/iG+in1KNoLEMCQRhpPYe3vX1FoWjwaNp8VtaxrHHGu1VUYAFWbPTYbOMLEoGParmKxlLmZ1QgoIKKKKksKKKKAMbxXo0niDwpqekwTeRJeW7xLJ/dJHWvCPH9hrfhfw1fTayLO0n1gW9ottYuSmyFTliSByeO1fR5rwX9pJ28vRVH3d0pP1+Won8JtQV6iPD4n4q/ayYYVkRNVyKTb3rhkj6mnLQ7fSr9IUGetal1qoeH71cDFele9WY7/zZUjll8tGIDPjO0etTZm3NZXLGpXW9jzWHM2WJrV1fS7uxQT5W4tH+5cRHKN/gfY1hyPVcrTszJ1IyV0U75DLGAvZgeayruFt7EEbSQfpWtK9Z1y2Qa3g2jy8RGLuz7L+C+vP4h+Fmk3U775okMEh90JX+QFd7XjP7MjOfhrOrDCrfSbfcYX+ua9mrqPEejCiiigQUUUUAcz4x0C71yXQ2sfL/wBB1KO6l3tj5FDA445PNcsnhnxbJ8VpfEOpWGnXtmh8mxLXjg2kPdgmzBc9zmvT6KAAdBnrRRRQAUUUUAFFFFAHMeI9AvNW8ReHb618sRabdSSz72wcGMqMcc8muXs/hXdaT8RtP1uw1m+lso2uJZ455VzvkIOAAnKnvk54Fen0UAImdvNLRRQAUUUUAFFFFAHMav4fu77x9ourxeX9ksYJ0mBbDEuFxgY56GuT8JfDjVtD8W2M1x9iTTdKNybeWEnzrgTMDhxjA249TmvU6KACiiigAooooAKQ5xxS0UAcjqnhi9v/AB5HqsbRx2g0qSzY7vnDs2cgen41g+BfAmt6H4gtbrVvsUcGnWBsITasxa5G/d5kmQMH25616ZRQAUUUUAFFFFABRRRQB5ZD4V8XT/Ey81zWLHTru1kLW9nIbt91nbnI+VNmCx6k5q14K8DazouvWU2rtaG10myksrJoGYvKrOG3OCODgAY5r0migAHSiiigAooooAKQ9aWkPWgCGz/49/8AgTfzoos/+Pf/AIE386Kb3Anquf8Aj/P/AFzH8zViq5/4/wA/9cx/M0ITMbxj4bbxToX2KK7+yTxXEdxDNsDhXRgy5U9Rx0rmvC3wt/4R7WrDU7jVGu7i3NxNM5iCmeeYjLE9gAAAK3PH+n6tqnhZ7bQpJo5zcRGQW83lSPEGG9VbsSua4Hwb4Q8TaR8TITfQ6pcWFobgfbbvUPNikRseVtTOQwBIPFIZ7OvSlpF6UtABRRRQAHpXiXwQ/wCSp/FL/sKj/wBGz17aeleJfBD/AJKn8Uv+wqP/AEbPQB7bRRRQAUUUUAFNZtozTj0rg/i74ok8M+Bp3tX2XV0wgiYfw56n8s/nVRjzSSFJ2VzH8b/GS30S6k07QIkvLxCVklc5jjPoMfeNeUav4+8T6sxe7vBtb+BYgF/lXNaY6zXC+ac5OSTXW3kWnrpgKEFsV7lLD04R2uzyp16kpXWhzp8SA4TVbNLhc8uvysK7nwt4TtNRVNV0mUTW0iMjgehGCpHY815Zf7d7beldj8DvFT6N8QY9GuHJstWBjKMeFkCkqfxxj8a5sRFQ96J1UaspK0j13wd8MtP0yRLzyg7kZDuM8e3pXoF5qFhoNmsl9cR20PTfIcDimRaVJCqrFezqi9EAXAHp0qDxdGZPBWsIE3sbGYKMZJOw9K8yTuzrV7amhZahb6jbieymWaInAdehp8F1FcySJDKsjRPskCnO1vQ+/NcZ4nnkguESW5u7S3XTme2+yll33HYHb1PTCng5NYWn3F5baneTJLe/2q1/vntk3BDH5A3EL908jg+vFSM9YxSV5DY6vqEmpSI17eLp0kds9y4nlcxgs4c7yBtPC5C4AqzqGurplrcXcmp6pst40Omb2YG4bcwO4dGHQfNztwaLX0E2krs7HxD4oXSz9ltdst2wyR2jHv7+1cg/2jUJfNu5Wlc/3jwPoK4Xw7qNzeatHNPcz3Es0Be884k7Zc+/Q9eB6CvS9HiWUjPNexh6cIQ5nufKY/EVKtSyehnTWGI87OPpWLf2q4PGDivRbi0jMBHFcVrMQjdgpreM1NHBFSjLUxtM8Z6p4VuRsdrmz3fPBIc8f7Poa9i0HX7HxHpUd/psoeNuGXuh7gj1rwLVVyrViaB491DwDqlzJZoJ4btdhikY7Vf+Fq8/EUle6Po8DXlpBn1NPcQ2sJluJI4kHVpGAA/E1zd58SvCFhIUuNettw6+Xl//AEEGvmzXPFOt+JrozatfSSg9IwcIv0XpWQYDjOKmOFutWe5yH1VafEzwheyLHBr1qWbgB8pn/voCuktruG7iEttNHNG3R42DA/iK+KpY8c4q9ofi7XfCl2J9G1CWIA5aEsSj/VTxUyw9tmDgfZ1FecfDf4tad42jFldhbPV0UloM/LIB3U/0r0YdK5WmnZmewtFFFIArxn9oLSmu/DdreIpP2abkjsGH/wCqvZq57xnoceveG7uylGRLGV+h7H86T1RcJcskz4qYGN8VIkla+t6JPYXs9tOhWaFyrDH61hMDGeRiuSUdT3qdQuLJUq/NVBJM1etiDjNQ4nR7Q0tO1O80xj5D7o2GHhkG5HHoRVmbTtO10FtKZbK+PWzkbCOf9hj0+hqlxsrNu5VToeR0xW0W7WepzVLX5ouzKeo21xY3DwXcTwyocFHGCKyZmLV1MXiaO6gWy8R2/wButgNqTZxNCP8AZbuPY1f0H4eN4g8Q2SaPeR3mmTSjzZfuvEvcMvY449K1UE/hOCpVe00fRfwF0htJ+FmniRSr3BadgRj7xyP0xXpdUdJs49P02C2hUIkSBVA7ACodV1j7DcQW1tbPd3c4LJCjBflHViT0HI/OtDz27s1KKxbbxLYSLCt7KthcSytCtvcsFZnU4IH97qOR6ipG8R6XLlbW+tp3WRUdVlA2knA/lQI1qKybbxNok9tLNFqtpJHFjzHWUELk4FaNvdQXcCTW0ySxOMq6HINAEtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSHrS0h60AQ2f/AB7/APAm/nRRZ/8AHv8A8Cb+dFN7gT1XP/H+f+uY/masVXP/AB/n/rmP5mhCZg+OPEsnhXw9/aEMUbk3MUJaZiI4g7gF2I6ADmuO8IfE3VvEfjmO2NtanRb9rhbJo8+bshwPNPYqxJA966r4jXl/ZeEJW0qKOSSSeKKRpYPOWKNmAaQp/EFHNee+B9b8Q/8ACy7XRtWuopGtluYZoLfTPJEaoRsbf/dbORjHNIZ7cvSlpF6UkkixRs8jKiqMlmOAKAHUV5X478Sa5ZeLImtb3U7Lw/DaxvPeWNtHJHuZyMszg8AYzt55qJPGmuv4qF8moK2lHXv7EWx8pcEeWW83d1zkfTBoA9ZPSvEvgh/yVP4pf9hUf+jZ69nurqCys5Lm7mjggiUtJJIwVUA6kk9BXinwIuIbv4k/Ey5tZUmhm1JXjkjbcrqZJyCCOoxQB7jRRRQAUUUUABrxr9om2mm8MWMseSkNxlse4r2U1znjTQIvEPh+4splysi46ZweoNVGXLJMmSurHx3b3RjIxwa1rHUU89ftsbzwYIZFfafqDS+I/B+oaLeSRtEw2k9uCPasSG6e2bEqMCK9eNbQ86VPU6C88PrfI0ugXQu+Mm2kwsy/h0b8Kp/Duwurj4u6Fb+XJHLFdiRwykFQoJOfyrFuLy4uJ1Fokgkz8uzOc/hX0H8IvCmtNZprHiEob8DFs8sQMkaEchm68+lc9aomtTalBp3R7YvKilZdwwazU1J7chNQhMXYSLyh/wAK0EkWRQyMGU9CDXntNHZdMDEG+9gjtkUnkLuzxn1xUlFIZGIFAIwvPtXnfxfufs2h2UC4AknyePQf/Xr0ivOPjHYvceH7a4QZ8ib5vYEdfzxWlPSaMMQm6Tsefabc9DXXaXqv2cA5rzaxuzGcE9K24L/gc17EJKx8tVpu56JNr4eEgcnGa5XUb3zWJzUD3Jgtgmf3soyfYdhWZdSsFJJqrpLQj2VijqUw2tk1554mcMhx1zxXV6pebVOTXEapL9om2j1rkqyuerhYtSTN7SrX7SkZbqyiuiOif6Pnb+lYei3SW+wHoBXSvratbkZxxWy2PplscnqVp5LnisKccmt3VLzzZDg5rBnbrUSApw393pGow6hp0zQXNu++ORTgg19i/DfxpD448G22qRgLOP3VymfuyDr+fX8a+NLnpXr/AOzHrjweI9W0V5D5U8QuEU/3lOD+hH5Vw1l1MZH0zRRRXOSFNkUOhU85FOooA8h+Jnw//tFm1CxQfaVHIx/rB6V4TqOguGcBCki8MhGCDX2fPbpPGUcAg1594r+HdrqbGaKPZLjh0GD/APXqJRvsdVGvye7LY+UJ7KWBjlSPwpiTSR17Bq/w+1G3Zh5C3K54IG0/ka5S78G3Sk50+4B9FjJ/lWVmuh3KaezOPa+cpjNUpZWc9zXZL4H1KdtsGnXBz/eTbj866XQvgxqOoTKb9hbx55VRuYj+lCTZM5xjuzy7StEvtb1CKzsIGlmkOAAOnufavqn4V/DK28KaH/paLLd3AzNJj8gPYVreDfhzpnhq3H2e3VZDyzkZZvqa7lEVECqMAVtGNtTgq1OfRbFOLSbSGVXjRgynIO81nazYXa6tb6lYxfaCkDwSQ+ZsYqxByrdiCK36CM1WrMNjz+x8L6sdWt728USLEt2YkubhrhoPMEexdzdfutn61m2/hDXptUhuLiBUSNIFYNOCAUkYttUAADB4r1HaD2o2igDzd/BV4um2dv8AY4nSGwiikjjmMbeYsm7KsOjDqD611fhLTLjSNAhtbz/WK7tgncwBYkZbucHk9zW7tFG0UALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUh60tIetAENn/wAe/wDwJv50UWf/AB7/APAm/nRTe4E9Vz/x/n/rmP5mrFVz/wAf5/65j+ZoQmYnjTxH/wAIt4ebUFtxcyNMkEaO+xN7sFBZjwqjPJrk/BXxLuNe1bTbTU9MtIp9SjnKyWk28o0MjKwZeoUgAg5qb4n6r4h0uymaOy0S60SZo4GS/d8s7tt542hcnqTWD4Ijl8NePrHS20XwzaDUoJX87SXLyALg4PoOfpxSGezL0qC9sbfUbKa0voUnt5lKSRuMqynqCKnXgUtAHB698PL3UgLDStY/s7QZoEt7nTBDuQIpz+65GwkcE4NRxfDJoPFCXcWp7dHS/wD7SXT/ACRuFxs2Z35+7yTjH416BRQBT1TTLXWdHudN1GPzbW6iMUybiNykcjIrxb9n/T7bSfH3xH06wj8q2tNQSGFMk7UWSYAZPXgV7qeleJfBD/kqfxS/7Co/9Gz0Ae20UUUAFFFFABSMoZcEcUtFAHL6/wCELTVkO+JWz6iuEu/g9ZTyZMTYz2Nex0mBVKTWxLimebeHvhVpOkTLMtonmA53uMn9eleg2tvHbQhIhgD2rL8T3M0Z0uygleBdQvBBJNGcMq7HfAPYnZjPvWcby/0q/XRtPu4r2eZ3eI3chc26Kqkq5zuYknjPY96Tbe47JHVsFdSrDIPUEVQfTTGxfTpTA3Ur1Q/hXluoeK9Xm1hdZa6eLToQkjWUcki5AiLlflYA5Ydcc/Tiuk/4WDcxKlvJa/6TNMscc32O48vBRmPyFd5I2449R0oTaC1zvYyyxr5uN+OcdKXeM4rktR8Q3N38P5dRt45rW9mXyoYwhDGUttUDOCMnucYzVHw9rtxefDvUZoriQ6jZxTBxOGZreQKWEZY8sVyBnvikM70EHpWT4j0uPV9HntJRlXXH0rk9G8e3jyW1vcwCfYY7ed0glyXKBjJuxsCgnoT71qeHvFtxrOtS2NxDDsNsLiN4kcDBYjbluH/3hxRewWvozw/V9HudOu3R0IeM4I9feo9Ik+aS5uuLa2G5s/xHsv417d4s8Kw3yNcooDqOWrzbWvDXmWa2sQMSKd5wOHb1rvp1LxPIrYflZgrrYnmaWVxljn6VFf6vEIz82eKqXPhe8hY7CGHsazpdGulJ85lX6mqc31MY003ZaszNRvWnc46VjyYWQbutbt7YfZLXzRiQk49hXLys6zEyEk5zWcZqTuj1qWFnSl+8VjTiuinSrCX5DqX+ZQeVz1HpWMs1WofnrfmO650Mi6DqP+ruJ9NlI6SjzE/MciqN34Y1FYzLZeXqEX960cOf++eo/KqxhGzNUZLmayl8y3meJx0KMRUuS6mbTWxnXiyRMUlRkYdVYYNeifs5I7/FN5FztSzcN+JWuQbxndyr5WsW1tqkPTFxH84Hs45/Wva/gPo9okF14j0jSpYPPPk+XJNu4HJKEjpk459K55pNaMhyfVHvdFZ6avBu23Ae3b0lXA/PpVsTxsMh1I7ENXNZoV0S0Vn6vq0ekaY948TzhWRQkWNzFmCgDJA6mo4tbRLJrrVYv7LjVtubuVFB/EEikM1KaVz1GaxU8YaJJeXNt/aVorW2wuzzoF+cZXBzzkVto4dAykFWGQQeDQBVm063n+/GD+FUn8OWb8+WPyrYooAyYvD1nGc+WPyq9DZwwj5EA/CrFFACAY6UtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUh60tIetAENn/x7/8AAm/nRRZ/8e//AAJv50U3uBPVc/8AH+f+uY/masVXP/H+f+uY/maEJnL/ABK1BdP8Gz79PttQFzNFbeVd8QjewUM57KPWvNfhrqQsviFBpaaHoGlzSm5inWyLPOpiPQ5+6pzkHuK9M+Is2oR+GQNH8h7s3UIWG4kVEmG7mMlvXp61i+HdS1b/AITG2/t7wlpelXV6jg3UV0rSvtGSAMZPakM9HT7tLSLytLQAUUUUAB6V4l8EP+Sp/FL/ALCo/wDRs9e2npXiXwQ/5Kn8Uv8AsKj/ANGz0Ae20UUUAFFFIWCnmgBaKb5i7sd+uKXcKAFoppkVcZPWjeBQBW1LTrfVLT7PdoWj3BgVYqysOhBHIPuKzD4R0prcRmOcOHMnni4cSliMEmTO45AA69BW4JFPTml3UAYI8H6LtVPsI2BAmzcdu0IUxjP90kUDwhpQt/L2XBbzBIJjcyeapA2jEmdw4JHXoa3Q4PSlBzQBmPoOnyaKNKMLC1UDaqsQwIOQQ2c5zznrUGm+F9L0m0u7eygZY70lrjfIzGUkYLEk5ye5rbpjTIv32C/U0AYMHg3R7eRGSGYhAMI9w7KxC7QxUnBO3jJ5qTSvCumaNei6sY5hKIRADJO77YwchQGJwAa294pC4B54oAzrw/brxbJP9WuHmI/RaLzQ7W6HKAGrVpBHb79jb2dizMTyTVjeKbYku54R8ZNHfRrSyns2ZFaRlbacduP5GvLILp3/ANY7Mfc19JfFPQjrfhOZY03SxESoPcf/AFs18yzwvbyHjFclfmvufQZbOChsa3mrLCY35Vhg1Bp2gQalq0aXA/cx5klwcZRRk/yqlFdccmuj0txb6DeXjHDTkW8Z/Vv0ApYWbpS12O3MaccRTTXxbI89vbdoLqTy0KJuO1TzgdqSG62fe4xXZTwQzR/v4w/+0BzWNdaVYkkpME9jXqRqqWqZ87UoVKTtJFBtSHl8dayrq5MrVpTWNrGP+PhT7A13PhH4R3WveVc3RMNs+GCgfMR/Shy8zFprVnFeD/Bl/wCMdajtLRCsWczTEcIv+NfZfhXQbfw9oNtYWkYSKFAqj6Vn+EPBNh4asVhs4FiUenUn1JrrAMDFYSlci4x4kkUrIisD2IqqdHsDnNrHz7VdopXaJsjE8TaUdU8PvYQQhw0sOUzgbVkUn9Aay9e0KeC0sYdCsz5SSs0oiCGRcrjKl+B7nrjpXX0Uhnj9n4G1WLTo4r7TLhpRHERLbXIWSJljZDgk4bryDxg16joVrPZaBY214VM8MCpJsGBkDtV+igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQ9aWkPWgCGz/wCPf/gTfzoos/8Aj3/4E386Kb3Anquf+P8AP/XMfzNWKrn/AI/z/wBcx/M0ITOH+Ifhbwbr9zZzeK742k0c0aRlLoxlstwpAPc9+3rTNB8L+AvDviuyfS5ll1WZJFtt1405AAy2MsccVD8YNH0Gbw/Hq2r6RDf3UFxFFA8zlEjLOAC7DnYCcmuS+FWqaUfE+mLFoejRXl7BcAzacxLQGOQqdwJOFYAYOe9IZ7qvTilpF+7S0AFFFFAAeleJfBD/AJKn8Uv+wqP/AEbPXtp6V4l8EP8AkqfxS/7Co/8ARs9AHttFFFABWD4qO2HTTnH/ABMYP/Qq3qr3tja6jbm3v7eO4hJBMcqhhkexoA5LxHrl3pniUPbui20NtFLOSgJKGUq3zYyBg5/CsRvGWuySCSMS+WtvHdRhI4gkiyyMFDliGA2gD5ecn8K7eex0DR9Pk862s7W1ZDG4KAKynkrjvn0rmb3xz4NFzAZLf7S1txE624Ij+mcYrSFKpU+CLZEqkI/EyDx5e3l1qFvBptpc3Emlwf2i5tyvySbv3YbLDghZM4zwaa/ibVJ7qXUIL5W02S6jt4rXyV+68AfcWxnOT9K6PRPFPhvW7iRtOuIftMyjzFddrsAO4PXFaNlZ6XNb7LayhWFZMqBGApIGAR+HFTKMouzQ4yjJXTPP7HxD4gudP8631JLdIp7K3WFLZNuJooyx6Z6uSKn1Dxbq9tp11El+5urM3RMiQxAusTYDOW+UL67RnpivQ00uwjTZHZwqu5WwEHVQAp/AAY+lRXGh6VdY+06fbS4ZnG+IH5j1P41JR5m3iLXLa3uL7TZowhllubqIFN+AkRyFYcqMnIBB5GDXq1s/mQI/95QaqvoelSLGH0+2YRPvQGIfK3AyPyH5VfAx0oAK4nWtOfUfHu0WdjcrHp8ZIu0Lbf3j8rjvXbVH5EX2gz+WvmldhfHOOuM/iaAOBuPE+qxeIri3t45I7a3uxaLHsiERXyw27Jbfu5yMDGBXPw6lrn27TtQ1HVPtT3dpbM0XkIIwHmI4GOo9etesPpdi999sezha5C7fOKDdj0zTH0bTXaBnsbdjbrtiJjH7sdcD06CgDzLRNX1E+HltNOv2tr9vs0NokcUbGQm2jYs+5TwuSSfw9K038Ua5Fq0sLNK629ybRi0UIjfEeS+c792ecAYx2rs5/DOiXSqtxpNnIE+6GhU44A/kAPwqdNF0yO4WdLC3WVY/KVxGMhcY259MUAebT634mTTNMuLm+hvIZ4YZbhY441ZPMfHKkcrzgbSDn1rk/HngU2l5Lc28RMEh3MoH3D6/SvdpNH06VrdpLG3ZrbiEmMfu/p6UzUNMhv4SsijPrUyipLU2o1pUpcyPj6+0i4tm3KpK9iKva3cSabY6bpo+9DD5sv8Avvz/ACxXt2ueAIYpTOgKLuyQOh59K4/WvAl1e3007QoS7Z5yMDtWXJKMH5npxxVOpNO9rfmeUvq0hTA4rMmkknY9TmvVI/hZeTyABUjBPXk12Xhn4PWdtMk14hncf3x8o/CpjFl1MRTS+K5538Mvhhca/qUOoarEyWUTBlVuPNP+FfTun6Zb2FukcKBQoxwKTTdLh0+3WOFAuBjgVfreMbHkVajqSuAGKKKKoyCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApD1paQ9aAIbP/j3/AOBN/Oiiz/49/wDgTfzopvcCeq5/4/z/ANcx/M1Yquf+P8/9cx/M0ITPL/irr82j3Txy+LrOxt54wq6W9itxJKT7H19+KxfhBp/iOPxAby9fRbLTpFbFtBBClzMMcEhPujvjNena38P/AAv4j1H7frWj293dbQvmyLk4HSjSPh94X0LUUvtJ0iC2uUBCyIOQCMGkM6NelG6kY7PYVwPxL8S6tYeDpb3wo8Eiq6+fepKGEK71GAB1Y5x7c0Ad/upA4NeSeMPFmu2mr6pPp2oNbW/h+ytLp4FRSLsyuQwfIzjA4xijwl4x1vUPEWjajeX7SWOv3N7brY7FC24gYhCp65O05yT1oA9d7V4l8EP+Sp/FL/sKj/0bPXs15d29hYy3d5MkFvCheSRzhUUdSTXinwHuob34kfEu6tJVmgm1JZI5EOVdTJOQQfTFAHuVFFFABUN3dR2drLcTnbFChdz6ADJqauZ+IZlHgDWPs+d/2Zunp3/TNOKu0hSdk2eQ6z4nuPF2tPI7lbYMRBFnhV/xq3PoCJp3mkjOPWvP9N1AwEc4IrpIvEr4AnHmoBnZnqe1fXUnGFNKB81UUpTvIrXKJocZ1B+bsg/Zk/u/7Z/pXrHwg8cN4u0GS2vSv9oaewjm2jG9T91sfgfyrwjXdSkupnmmbLN+ldV+ztJK3j3Vyn+oNmof/e3/AC/+zV5OPtJX6np4O6dj6Tooorxj0wooooAKKKKACiiigAooooAKoRa1YXGsXOlxT5vLZFkliwflVuhz0NX6871+w1WLxNqF9pVtKz3fl2W9RwFeMDzP+AkfrQB2Gm6tpniKxa406ZbqBJWjLbSBuU4PX3HWrE0VskbyzKoVFLMx7Ada8sn0HUbBPs0Np/oEcl0sKPbPLiQsNjAKwwcZwx4HNGtabqt3fxwyWE0lyJEieTyGZpIzDtJMmdoQk4KjnPJoA9Ss1s7m3juLUK8cih0YDqD0NWwoAwABWL4QhS28J6XbrCYPKtkRoyhXaQORg+9blAAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQ9aWkPWgCGz/AOPf/gTfzoos/wDj3/4E386Kb3Anquf+P8/9cx/M1Yquf+P8/wDXMfzNCEyelpKWkMY67wQRkEYIPeub1rwVY33g288P6VDDpcF0VY+TEMAh1YnAx12109FAHBeIfhqdb1ZrmLU5LS3vIYYNRgWMN9pSJtygE/d5JB9jS6H8N/7F8SwXo1F5tOsXnlsLExgeQ8xy5LdSOuB2zXeUUAVdT0211fSrnTtQiE1rcxmOWMn7ynqK8U+AFhb6X8QPiRYWMYitrXUEhijH8KLJMAPyFe6npXiXwQ/5Kn8Uv+wqP/Rs9AHttFFFABVPVLVb3T57eRdySxlCPUEYq5SEZoA+WfFHg670XUZY41YoGPlt6iudS6ubZtssTA/SvqzWvDlvqkZ3xqSfUVxF38MIJpTmLjPY16NPGWVmcU8Nd3R89XZutQuFigid5HOFRRkk19D/AAX8EP4W0SS4vFxeXhDSj+6B0X9a0/D/AMONP0uYSrbRh+u7GT+dd1BAsEYRBgCuetWdTRG1OlyaktFFFcxuFFFFABRRRQAUUUUAFFFFABRRRQAUYoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkPWlpD1oAhs/+Pf8A4E386KLP/j3/AOBN/Oim9wJ6rn/j/P8A1zH8zViq5/4/z/1zH8zQhMnpaSlpDCiiigAooooAD0rxL4If8lT+KX/YVH/o2evbT0rxL4If8lT+KX/YVH/o2egD22iiigAooooAKMUUUAGKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQ9aWkPWgCGz/AOPf/gTfzoos/wDj3/4E386Kb3Anquf+P8/9cx/M1Yquf+P8/wDXMfzNCEyelpKWkMKKKKACiiigAPSvEvgh/wAlT+KX/YVH/o2evbT0rxL4If8AJU/il/2FR/6NnoA9tooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApD1paQ9aAIbP/j3/wCBN/Oiiz/49/8AgTfzopvcCeq5/wCP8/8AXMfzNWKrn/j/AD/1zH8zQhMnpaSlpDCkLYpHfaCTgADPNef/ABL8S6pb+C5b7whc20kSOv2i9jmDGIb1G1cZyxzj2FAHoG8UbxXk3jvVNds/ENvdvNrNr4ftbKJrifT3RQHZ+Wbd1AGOBUXhHxZrF74i0TUbnU5Lix1+6vbcWZUbIVhYhGXvkhefXNAHsHavEvgh/wAlT+KX/YVH/o2evZb29ttO0+a8vZlgt4ELySOeFUdSa8V+At1DffEX4lXlpIs1vcakskUq9HUyTkEfgaAPcqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQ9aWkPWgCGz/49/wDgTfzoos/+Pf8A4E386Kb3AnqrJIkd9mRgoMYxn6mrVIQD1ANCEyL7VB/z1X86PtcH/PVfzqXav90flRtX+6Pyo0DUiNzbsCGkUg8Guc1zwxpWpeEbzQdP8nTobkqSYUAAIcMTj3xXUbV/uj8qNq/3R+VGganB+I/Bba/dbV8QXFtp9xDHDfWQAZZkQ5+XP3CehI60zQfh/ZaF4ggu4tUeTT7F5pLCxKgLbtMcud3U98ema7/av90flRtX+6Pyo0DUo6jFp2raZcWF+EmtrmMxyxt0ZT1FUvD2i6F4X0/7DoVtDZ22S2yMY5Nbe1f7o/Kjav8AdH5UaBqRfa4P+eq/nR9rg/56r+dS7V/uj8qNq/3R+VGgakX2uD/nqv50fa4P+eq/nUu1f7o/Kjav90flRoGpF9rg/wCeq/nR9rg/56r+dS7V/uj8qNq/3R+VGgakX2uD/nqv50fa4P8Anqv51LtX+6Pyo2r/AHR+VGgakX2uD/nqv50fa4P+eq/nUu1f7o/Kjav90flRoGpF9rg/56r+dH2uD/nqv51LtX+6Pyo2r/dH5UaBqRfa4P8Anqv50fa4P+eq/nUu1f7o/Kjav90flRoGpF9rg/56r+dH2uD/AJ6r+dS7V/uj8qNq/wB0flRoGpF9rg/56r+dH2uD/nqv51LtX+6Pyo2r/dH5UaBqRfa4P+eq/nR9rg/56r+dS7V/uj8qNq/3R+VGgakX2uD/AJ6r+dH2uD/nqv51LtX+6Pyo2r/dH5UaBqRfa4P+eq/nR9rg/wCeq/nUu1f7o/Kjav8AdH5UaBqRfa4P+eq/nR9rg/56r+dS7V/uj8qNq/3R+VGgakX2uD/nqv50fa4P+eq/nUu1f7o/Kjav90flRoGpF9rg/wCeq/nR9rg/56r+dS7V/uj8qNq/3R+VGgakX2uD/nqv50fa4P8Anqv51LtX+6Pyo2r/AHR+VGgakX2uD/nqv50fa4P+eq/nUu1f7o/Kjav90flRoGpF9rg/56r+dH2uD/nqv51LtX+6Pyo2r/dH5UaBqRfa4P8Anqv50fa4P+eq/nUu1f7o/Kjav90flRoGpF9rg/56r+dH2uD/AJ6r+dS7V/uj8qNq/wB0flRoGpF9rg/56r+dH2uD/nqv51LtX+6Pyo2r/dH5UaBqRfa4P+eq/nR9rg/56r+dS7V/uj8qNq/3R+VGgakX2uD/AJ6r+dH2uD/nqv51LtX+6Pyo2r/dH5UaBqRfa4P+eq/nR9rg/wCeq/nUu1f7o/Kjav8AdH5UaBqRfa4P+eq/nR9rg/56r+dS7V/uj8qNq/3R+VGgakX2uD/nqv50fa4P+eq/nUu1f7o/Kjav90flRoGpF9rg/wCeq/nR9rg/56r+dS7V/uj8qNq/3R+VGgakX2uD/nqv50fa4P8Anqv51LtX+6Pyo2r/AHR+VGgakX2uD/nqv50fa4P+eq/nUu1f7o/Kjav90flRoGpF9rg/56r+dH2uD/nqv51LtX+6Pyo2r/dH5UaBqRfa4P8Anqv50fa4P+eq/nUu1f7o/Kjav90flRoGpF9rg/56r+dH2uD/AJ6r+dS7V/uj8qNq/wB0flRoGpF9rg/56r+dH2uD/nqv51LtX+6Pyo2r/dH5UaBqRfa4P+eq/nR9rg/56r+dS7V/uj8qNq/3R+VGgakX2uD/AJ6r+dH2uD/nqv51LtX+6Pyo2r/dH5UaBqRfa4P+eq/nR9rg/wCeq/nUu1f7o/Kjav8AdH5UaBqRfa4P+eq/nR9rg/56r+dS7V/uj8qNq/3R+VGgakX2uD/nqv50fa4P+eq/nUu1f7o/Kjav90flRoGpF9rg/wCeq/nR9rg/56r+dS7V/uj8qNq/3R+VGgakX2uD/nqv50fa4P8Anqv51LtX+6Pyo2r/AHR+VGgakX2uD/nqv50fa4P+eq/nUu1f7o/Kjav90flRoGpF9rg/56r+dH2uD/nqv51LtX+6Pyo2r/dH5UaBqRfa4P8Anqv50G6gz/rV/Opdq/3R+VG1f7o/KjQNSGzObbI6bm/nRU4GOlFD3GFFFFIAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArkvHXjZ/Co0+x0ywOp61qspisrQNtBIGWZj2UCutrgPiN4e1qfWtA8VeF7eO91DQ5JN1lI+37RFIuGAPZvSk91fYa2Yy38T/ABA06S5Hifw3p3kLZzXCXen3DNHEyIWCuG55PHFL4D+Lmg+LLPS7S71C2h128h3vZxqwUN1KgnjOO2aiXxF4z8Uw31k3gyTSbB7CdJJLu5VpHkKEKqBeOvrXNab4A1e00D4Zxpo5hutJumk1EqUDQhlOSTnnn0zVLfXy/Fsl7aef5I7m/wDi14H0vU7mwvvEFvFPakiYbXZVYdV3AEZ9qdq3xQ8K6ZLdWjavEb6CBpjB5bnA8veCcDoRj868kv8Awr4usfh3rPgWDwV/aVxLcvNFq6zRhZVMm4NzzvxxXb+FvB+p2nijxjeahpm1L6wtYbSR9p8xlgKso54+bjmod3Bvy/QvRSS8/wBf6ZrfD34p6Z4w0LSGvLmCHV9R81fssKPtDR8sAT6KQeveo/id418TeDJNOm0TTNOvLO9njtN1zK6uJnJCjA/hwOtQ/DWx1bwx4V8LaHqHhxxMYp/tV1vT/QyCSAcZzuyBwaufFjQdT8QaPocOj2jXUltrdtcyqrAbI1J3NyR0zWkkudW2v+tiI35Xft+hpaZ470xtRttB1m9tofEmwfabK3DssTbN5+YjG3Hc1Vi+L3gWa/NnH4hgM3nCBQEfDuTgBTtweaxrTwZqVx44+IVxPbG2i1i0ht7G8JByfJZWIwcjBI9K4WXw94uu/CfhzwsPAfkS6JqFu8+orNHtkVG5deh5HJqY+81frb8d/uG9E7dP8v1PU/FnxS8M+F3vLG41W3GrQ27SJbsGI3bSVViBgZOO4qHTfihpFv4A0XxB4svLfTpdUgEiwxhm3N3CqMnFcRqOg+JtB1Hxnp1t4PGvp4jlkntr8SoBEHTGx93Py9sVkaj8PPFNnpfg7U0sdSd9O0n7FdWmn3KRzwPkncCcgg5wcelJbXfl+t/0Q3vb1/S36s940TXtM8SaXHqOh3kd5aSZCyRnuOoIPIPsa5y5+LvgW01A2U/iCBJ1mMDqUfEbg4IY7cDnvVX4SeGJ/Dvhy6lvLa+s7nULlriW3vbhZnU9MkqAATjOK8o0Ya3feHvGuhaR4NXVf7V1i7hTUfMRVhYtg7wefl6jFOWkrLtf8tPxFHWN33t+f+R7l4j8feGfCf2f+3dVit2uV3RIAXZl/vYUHj3qK/8AiR4S03T7G+utbgFvqCs1o6Kz+cBjOMA88jjrXk/if4eeJtH8QabqVpFqmpwpo8Fg7aVdJFLHJGoBzvByrYz9a0fDvw31HTNa8Czf2XdC2tZry5vkup0mNq0iDaCRjOSM8A4JppXfz/zE9F8v0/pG54U+L9vrXiTxT/ad5p9poujOVikIdZCoON7Z4wfTrntXUaZ8TPCGr6Ze39jrUL29gnmXJKsrRL/eKkZx7gV5rqHw58QXOl+KHg0tDN/wlA1S2tpGULfQLj5Mg8A+h9Ki1vwx4o8bXet63H4WfQgNDfT4bNpUMl3IzA5OMDA96i75PO36X/PSxVve8r/rb8tT0eT4s+CIrWK5k16JYZi6wsYpMSlMbtvy89R9aZH8YPAkpswniK3P2w7Yvlbg5xhuPl59cVzy+Cr8+Lvh3M+kg2Wk6dLHeE7dsMhiAAIzycjtmucufhvrP/CsvGVhb6FjUL3Xjc2SAoGeHzEIYHPAwDxxV2Slb+t7f8Elar+u1/w2PU9f+InhXwvqUWn65rENrdSqGEZVmKqehbAOB9ain+J/g220my1OfXYEs78yC1lKPiUpwwHy54ridT0jxD4a+IWv6ja+FB4lttft4kikEqL9mZU2lH3fw9+KyvCvw+1+C2+HEWraKUTSbq+lvo2ZGEAfJjJ55ycdM0o3dv67/kOWn9eR6nafEDwte+GJfEMGs2/9lwsUkuGyuxh/CQRnPtik8P8AxB8L+J47l9G1eGb7Im+cODGY1/vEMBx715XffDrxGbTXJ7XSVkEHiv8AtW3sHdQl7AAOBzge2a6meDXPHfhXxHp58JHwxJdWXkwXE0qF5W67SFHC9s+9K/utrtt8k/z0+Q7e8k+/62/LU6bQviV4S8SasdM0bWobi7wSse1l3gddpIAb8K1tf8R6T4X0w6hr19HZ2wYKHfPzE9gByT9K8T8C+BNbk8U6GNb0rXrRNGO8T3OoRtAjgYwihclT0x6V3vxQ0HVb3UPDmvaRpw1caJdPLNppcKZlZcZGeMrjIzVSskv6+ZK1b/r5FPxp8ZdI034ftrvhS+tL6Z7pLVBMHAjY9dy4BGACa7iy1uBfCNtrWq3VvFCbRLiadCViGVBJGecemea8S1jwN4o8TNrOvr4cOmnUb+xMWl+YhcJEfnlbkDOK9S+Jvhm98UfDW+0fSdoumWNo4mOFk2MG2H2OMUnpBvrf7tF/X4FLWSXT+v6/Ek0X4peDfEOpQafpOtxT3dwzLDD5bqz4GSRkdMc5qG6+LvgWy1C4s7nxDbpLbNsk+RyobOMBgME/SuFg0/xJ4k+IXhXUp/BL+H7LS4Z4bi482MkFoio4XnaD069TXnWratLYfCq48HR6Zpl7svwseqw3aM8xM2RiL7+/nHPGKfVL+t7f8EXQ9+1/4laHZRanY6VqlrJrVnbySiCZJNiFU3ZcgcDBpT8StD0bwzpF94q1S0trrULZJhHbh3D5GSVGN233IrkYPBes+R8SZG0tvN1eBUsGJXM37kjA5459cVQsfD3iTwbreka8fC76/G+hW9hLapIgls5UUZxu4wfal6+X5N/5IN1f1/T/AILPUrTxx4bv/wCy/serQzf2sXWy2Bj5xQZYdOCB64rA8UfEu202XTk0GS3vTJriaTfb1ceQxGWA6fMOPUVz/iLTvEc0fg7xTZeExDcaPczvcaNbzJvCSLtyDwM9yPesS28D+KLqystSudIeC4vfGA1ee08xS1tAeMsc4PTtQtX8/wBV+lxPRfL9H/kvvOs8HfGbRten1WPVL21tfI1X7DZ+Wkn75G4iJyDyxDenTtXWal478M6RPfQ6lq0VvJp5iF0GVv3Xmfczgd68nvPh/wCI08P63Pa6Rm7g8WjV7W33KDcwKeNpzxnJ4NV9Z8H+K/F1r4n1ubw9LZy6veWCw6fJKjSeXCcMxOcYojql8vyj/m7+g3o387fe/wBD1W++J3hHTdHs9TvdYjitr4E22Y33SgHBIXGce+K3dH1rTvEGlxajo13HeWkwyksZ4P8AgfavI/iZ4K10+OLDxDo1rqN1aJp4tGh0q4SGWBg2cjcMFTntW58PrZ/Auh6bp0+m6gL7Xr+SV7a4uFla3G3LOzAAY4HHq1ONmn/XX+mJ3Vv66F34tfEObwDpWmGxNoLvULsQq12GKIg+85288ZH51p3nxQ8I6TqMOmatrlrDfMq70UMVQsOMtjC/jVH4neHtQ1+bwsdOsvtQs9ahuLj7vyRDO5jk9PauE1Dw34n0e38WeHLbwiusjxBdSzW2q+agWNZP7+ecr7VKbs/V/ktPxf3FNK6/rq9fw/E9Xn8deG7fxFHoUmqR/wBpybStuqsThl3A5AxjHOc1U074neDtV17+xrDXLeW9LFEQBgrsOoViME/Q1xPhz4c6xZeIdfhvEOyfw9b6dbaixBzKItjEc5GDiuR8LfDjxB/aOjaNrWla7HFptysr3I1CP7KhQ5Dou3dz6e9Ukua39bv/AIf5ktvlv/W1/wDgfI9kk+JfhNdVv9LXWYTe2Eckk0e1jt2DLc4wcdwK5nwZ8cPD2s+Gba78Qaha2WozSyR/ZYY5DnD4GODkkFT171j6N4d8Q2nxeuZ9N8O3Gm6TPJcNfGedJYJtw+V4x1VmOMiqXgL4fa9pmueDJ9U0UxRafHffamcofLZ5GKZwecgjpShra/Vf5jnpe3RnrC+N/DjaDd6yNUiGn2UhiuJirDy3BwVIIznJHatO41SytNJfU7q4SGySPzWmk+UKuM5Oa8U1TwlNqXx6uPD1lOG0G4eHW9Ttl6LKuQFP+8cNivR/ih4avfFPw51HSNJKi6cI8cbHCybGDbD9cYpX9xS/rz/G/wBw7e/y/wBeX4C6N8U/Bmv6jBYaVrcU93cFhFD5bhn2jJIyOmOc02z+LHgjUNUt9Os9fglublzHEoRwC+cbckYBz2rhLSx8S+IfiN4S1ObwO2hWekpNFcTGWMkkxkDgfw56depqlZfDrW4Phb4esv7EKarbeI1vLhQU3rEJWO8nPTbt71S3V/61t+WpLbt/XZv9LHb+Nfi/4c8M2eq21pqdrNrVlCzJauGKmQfwFhxn2zWtqXjE6X8KX8WXMcayrpy3Xl87DIyjC+uNxAryi/8ADPizSfC/ijwjB4M/tiTU7iWeDVRKgDK5yC27ncOgr03UdDv5/gjLoiWhfUG0YW4t8jPmeXjbnOM5rN39k31svydzRW9ol0u/0scz4F+LF7rc0M+v3mixWH9lNfTtB5okjIkK8hhjA6H36Vo+IvjFpFt4bsdZ8NXdrfWsmqw2N28yuvko2SzY4OQBn0rl4PAutQ3kT3fhxry1XwglhLb+aqeZOGBMeQeD3z+tZVl4L8X6j4Xt7C60S5FhD4htJ4La8kjeZLdQRIXYYDKOAO+K1dnKy7/+3W/L8DJfDd/17t/zPY9G+IPhfX9Ovb7TNYgkt7Dm6dgU8oepDAcVDo3xM8IeIDdDStahma1iaaVSjKRGOS4BHI+lee+Lfhvretaz48TS7T7Lb6naWf2Rwyqk7x8unHI6Y5FZPh/wJrmo309zqGk6/bTWOmTw27X9/FIru8ZXy1VRyDnrkdKi+jfl+hdtbf10PWdJ+JPhLXL63tNL1mOea5cpABG4EjBQxAJGMgEVs2GvaZqmoX1lp92s9xp7iO6RQf3TEZwTjGfpXj3iPw7P4b/Z80S6miXTdd0BobiAHBYzbgCnHXdn9K9B+GPhqbw34LgXUDv1S+Y3l/IerTPyc/Tp+FXZXfl/X+f4EXdl5/1/l+Iar8VvBWi6jNY6lrsMN1by+VNF5bkxt74Xpz1q7eeP/DFjqNlYT6tF9qv1R7WJFZzKrnCkEAjBNeP293qsHjT4i22leD/7f+3XrQecrovksUwA27+HnPHvXQ+BPh7rPh/xxokuqWomt7Lw99le6yCsc5l3bB34B64qY6pN+X5N/wCX3lS0bS/rVL/P7jt5/id4OtfEP9iT67bpfb/LKYbar/3S2NoP403xP8S/C/ha6ew1LVoItQ8oyJAQzY4+XcQOAeOteUzeEPFdv4Q1HwCnhNbqS8vWkTXjKmwI0m/zGH3twHFasvh7xL4S8QeI4YPC3/CTxa7CogvPNQeURHtKvu5wDzxUu7j/AF2/D5laKX9d9zufA/xDtfEXh7QZtXlgtdU1mOR4LWJWw4QnOCc9h3Na0njrw1DpF5qkurwJZWNw1tcSsGASVeqYIyT9M15NpvhTxV4Y0LwFrMegS3t1oaXMV5p0cqiRRITgg5waanw/8UL4QstWk0lZ76LxBLrE2ivKPnR+iZ6bhjP41crczt/Wq/TUiOy/ro/10O51j4v+HE8Davrnh/Ure7n0+PiGVHX5z90FcA4PrUuj/F/wpeadopv9Yt4b7U4UYQoj4VzwR04+bIGaytQGt+MPAfii3/4Qg6NPc2nl2yySxmW5bHTjgY7ZNcprXhPxLa6l4ck8P+GbiHU4LO0hlvknjMDbcb0mjP8Ad7EUL4rPy/X/AIAP4brz/Q9R+JHiy48F+CbjW7KKGaSKWJds+duGcAngjsak8OfETwv4qvXstF1eG5u403vEFZSR3IyBkfSsv4v6HqniL4ZXenaNZfbb15IWEAIG7a4J6kDHFcraaH4i8W+N9LvLjwx/wi9vpFjPbyTGRGMzyRlAF2/wjOealX1/rp/mU7af11O5t/if4Ou/EH9i2+u273xk8pVw21n/ALofG0n8a5/RPjLo15421zRdUvbW2hs7qO3spFSTMxbg7jjA+bjtXm2hfDPxElxYeHtX0vXTBbXYke6i1CNbVQGyJFXaWz7V2lx8OdQ1O6+IkU9j5K6k0UumTkr87xrkEYOR8wHXFPRavs/0/HcW+nmv1/4B6Nc+MvD1muqG51WFBpIX7d1Pkbvu545zntms/Wfib4Q8P3UNtq2tRQTTIsipsZiqnoWwPl/GvHrD4P8AiybUNEu9TeRjrM3neJEZwQux/MQHnnPC8Va8YeA/Edl47127s7DWNRstY2mJtMvI4gBtx5cgYHge3ajVW/r+rhuexa5468N+HNNtr/V9Whht7sZt2XLmYdcqFySPeoJfiR4Rh0C21qXXLddOupPKinwxBfGdpAGQeO9eU+JfhnrmlL4XvtGg1W6t9OsGtZba0vEW5gYsWyGIww529OwpbT4aaqdE0KT+yL/fN4ijv762vbmOZo4wMFyQAOeMgZp2u7edvxt+Wor6J+X6X/PQ9h8NeMNC8X200/h3UEvEgfZLtUqUPuCAa4/xr4/8V6FqGqSaL4etpdI0aJJbu6vnaMz55IixwSPer/g3w7faR8SvGV/NY/ZrDUHt2tXG3bJtQhsAHjn1rlPiaPG3iPxTDpcXhG+vfCtrIHmS3uYozfsOQCSeEz2xzUvW1upa0vcvap8WNevLy5HgzQ7W7t9N06K/1BryVlYK6bwiAfxbfWrviD4n6nZ+HfDXiDRdMtZtL1eWGKZriVvMiaQ4AUDrjnmuc1TTfF2ia5r17o3hOW6h8U6bFCsKToDYSiMoVfsQM9vStXXvAmsQfCTwr4fsLc3l5p19aSXAjYAKFJLtyRwM1St+K/N3+S0Id/wf5K343Nfxd471+08WL4c8GaVZ399FYm+umvJGVETOAq7f4jXSeCfFMXjLwfZa5HF9n+0KfMiJz5bqSGGfqDXEeLLDxL4c+JMnijw/oUmtw3+liykiilVGhlU/Kxz/AA1v/D3wjfaB8KYdCv3EN9NDMZShz5TyFjjPtu/SpXwN/wBbv9LFP4kv62X6j5Pi94Fi1CWzk8Q24mify2wjlS2cYBAwefSptX+KfgzQtQmsdV1yGC6gZVliMbkpuGQTgdMEc15Dd+GPF5+Htr4Kj8C77iwvEkbVEmj2yKJM71zg5IPOfeuruvAuqXN/8SJ5dI8xtVtI49PdthMpERBC88fNjrih6K/r89v82CV3b0/U7zXfiF4W8NLaNrGsQwfbFDwAAuXT+9hQePeqnw38aS+OdGv9QljgWOC/ltoWgzh0XG1uT1Oa4C18PeJfCOu6Prg8Ltr6SaFBYS2yyoJLSVFGfvcYPfFdX8GtC1bQPC+oxa7pf9mT3GpTXCWysrBUbGMYPSqsrv5/n/lqS9l8vy/zMzUvih4o0vU0vrzw3Bb+HH1NdORpnZbtyTgSBem2q9/8YNchn1DWLLQ7SXwppuoCxuLhpWFwTkKXUdNoJrM1BvHGvfE231TX/A1/c6Np0o/s60S7hVEbOPOfk7jjnHaqN/4S8YxaTrXgO10BpbHVtV+1JqwmURxQs4Y7h13DFKF/dv8A1qt/ldlStd/132/BHoniHxvrGjePfD2lx6daPpGtOY0uWkYyhgu4/L0A6etUfiN418aeDEutRstK0e40eNkSJ5p5BPIzYG0KOCc5q14y8Oale+LPA0+n2rT22l3UjXUgYARr5YAJyfX0p/ijw7qfin4kaJFd25Xw7pSm9dywxPcZwikf7PWhK9l5v7v62Ffq+y+/X/gHX6LcXt3odncapAlveSwq80UZJVGIyQM1eo6UU3qxLRBRRRSGFFFFABRRRQAUUUUAFFFFABRRWdqniDStFurK31W+itZb+TyrZZCR5r+g/MUAaNFUP7b07+3v7F+1p/aPkfaPs/O7y843emM1foAKKz9H17Tdfgnm0i6W5jt53t5WVSNsi8MvI7VoUAFFFZlt4j0i71+50S2v4ZNStEDz2yn5kU4wT+Yo8gNOiiigAorM0LxFpfiWzlutEuluoYZmgdlUjDr1HNadABVWw0yx0tJU061itlmlaaQRIF3uerH3NJquqWWiaVcalqk629pbJvllYEhF9eOaq2XifR9R1YaZZXyS3htVuxEFYHyW+6/Ixz+dH9f19wdP6/rqatFFFABRRUN5eW+n2M95eyiG3t4zJLI3RVAyT+VGwE1FYHh3xx4a8WTzQ+HdWhv5IFDSLEG+UHoeQK36ACiiigAorP1bXdN0JbU6tdLbC8uFtoNwJ3yt91eB3xWhQAUUUUAFFFFABWCvgfwums/2sugaeNQ3b/tIgXfu9c+tXrnXdNtNctNHuLpU1C9RpLeAg5kVfvHOMcVW8ReLdC8Jwwy+ItSisI52KxtKD8xHXoD60bah5GzRXP6R458Oa9qcVhpGqR3VxNbfao1RW+aLdt3ZI9a0NZ13TfD9nHdaxdLawSTJArsCcuxwo4B6mgDQooByMjpRQAUVmat4i0vRLzT7XVLpYJtSm8i1UqT5j+nHStOgApCqlgxAJHQ46UtFABRRRQAUUVnnXdNHiIaEbpf7TNv9pFvg58vO3dnGOvvQBoUUUUAVYNLsbW/uL63tIY7q6x58yoA0mOBk98VarPtNd02+1q90m1ulkvrAIbmEKcx7xlcnGOR6UJr2myeIZNDS6U6lFALh7fByIycBs4x196ANCiiszXPEWl+G7aCfWbpbaO4nS3iYqTukboOKANOiuQ1D4p+D9Lub+3vdYRJdPdY7hRG52ueAvA5PsK29Q8S6RpWjQ6rqN4sFlOyLHKyt8xf7owBnmhaq6DZ2NSisvSPEmla9cX0GlXa3EmnzmC5UKR5bjtyK1KACiiigCrf6ZY6rDHFqVrFdRxyLKiyqGCuOjfUVa6dKKKAKtrpljY3FzPZ2sUEt2/mTuiAGVvVvU1aooJx1oAKK5Kf4p+CLfVjps3iSyW6DbCu4lQfTdjb+tbdt4g0q71ubSLa8SW+ghWeSFQeEb7rZxgg/WjcNjSooooAKKbLKkELyyttSNSzH0A5NVNH1mw1/SodS0i5W6s5gTHKoIDYOD1weooAu0UVHcXEVpbSXFzIsUMSl3djgKoGSTRsBJRWVoHifRvFNnJd+H7+K+gjkMbyR5wGxnHI9xVnVdWsND02XUNXuo7S0hGZJZTgCh6bgtdi5RWP4d8WaF4ss3uvDupQ38UbbXMeQVPuCARTtJ8UaLruoX9lpGoR3VxpziO6SMH92xzxnGD0PSjyA1qKKz7/XdN0vULCxv7pYbnUXaO1jIJMrKMkDA9PWgDQooooAKKx/EXi3QvCVrHc+I9ShsIpW2oZMksfYAEmobzxv4a0/w/Brl5rNtFplyQIbksSrk9hjntR5gb1FRWt1De2kV1ayCWCZA8bjoykZBqRmVELOQqqMkk4AFD03Ba7C0Vz1v498MXWgXWtwazbtptpKYp7nkKjjHHI56jpWrpOr2Gu6XDqOk3KXVpOMxypnDDp3oAuUUViWfjHw/fzanHaarBIdJOL4gkLB16k8dj0oA26KwvDvjbw54tadfDurQX7W5/erHkFffBA496vanrmlaL5X9r6jbWXnNtj8+UJvPtmgC/RSKwZQykEEZBHesvXfE+jeGYreTXb+OzW6lEMO/JLuegAAJoA1aKyte8T6N4YsI73Xr+Oyt5ZBGjvk7mPQAAE1qKwdQynIYZBoAWiiigAooooAKKKKACiiigAooooAK8c+OuhjxLr/AIJ0gzNbm6vJ0SVDzG3lgq34ECvY6p3mkafqF5aXV9Zwz3Fk5e2kkQFoWIwSp7HFK12vUd7J+jPnjQ/Fmvx/EbW7nUbNv+Eh0HwvNbyqRkTSRyAq49QQQa0bDWdT08eENT0/xzd61feIrhIL/TmmV1jWRfmZEHKFP6V7mNC0oa1Jq40+3/tGSLyXuvLHmNH/AHSfTis/TPA3hjRtWfU9L0Oytb185mjiAYZ649M010v/AFq2/vuJ9bf1okvusfOthqOveFfBN1Ho+q35XVPE01nPN56xmMJzlXIwjvnlj/drvPAN14hv7fxHpOs61dWejrbKYtQm1SGe4snPUeYvABHIyO1eqv4S8PyaTc6Y+j2ZsrqVppoPKG2SQ8liPX3qGy8D+GtP0W60iy0a0hsbwYuIVjAEv+960LRWfb9Ev+CN73Xf9W/+AW7jULbQfCsl/dXRntrK0Mr3DsCZFVc7s9ycfrXzL4Y1270bxhpPji/0vVIJtR1CX+1LuaEi3a3nIEeG9F4NfUFzo+nXujnSruzhmsGjEZtnXKFR0GPTgUl5oumaho50q9sYJ9PKqhtpEBTauMDHtgU1pPn/AK8/vJ3hy/15fceM63rV1q3jbxd/avje68NDRFH9m2kUwjWVdm7zCD9/J7CqHgzVvEPirW/BNjeeJdSjguNHkvLoxzEG4ZLhgNx9wAD7V2HjP4R6h4k8QPe2OsWUFvJGI1iu9OSd7cAY/dOeVrsfDPgjRvDGnaZDa20ctzptr9livJEHmbCcsM+hPOKUNEm+n+T1/FMc9dF/W3/BPFbHxRrLaDpulNrc2k2mq+I723utVDANCiHKoGPC7s4zXQ+KZ7vwp8NNcl8P+O73WXtrq2PmG5WSS0Uuu4F15wQf8816jL4P8OzaPNpcmjWbWM8pmktzENrOTktj196TTvBnhzSdIuNL0/RrSCyuhieFYhtl/wB71pK6Xnp+Fv8AIbs5X6a/jf8AzPH/AIheJZ9X1DxjZ2OqG80mHwukhjil3xLM0g5443YrCkstRsfFmsalpms6hFc2/g2O6iEUmMfJgJ/uj7w96940/wACeF9L0u706x0OyhtL0YuYRENso9G9RV+Hw9o9veNdQabbJO1uLUyLGNxhHRM/3fai2jt/Xxf/ACS+4L7X/r4f8n9543e+N9Ru38JrpWvSzM/hq7ub9YZ8nzVt/lZ8fxBvXvWXqGv+KNH+EPhq8i1vUbu68SXKfa7uS4CNAuzhEduEzjqfQ17TpfgPwtoz3T6ZoVlbNdoY5ykQG9D1U+x9KuTeGtFuNAXRJtMtX0xFCLaGMeWoHQAdqctb+f8Am21+KQlpby/yS/4J5t8ItV8QjVtYtNZupJ9Ht4lkjlvNRiuZYH/iVnT+Ejnnpiu58fusnwz8QujBlbTJyGByCPLNJ/wgHh+Dw1eaHpVjHptpfAC4+yKEaQZGQT7jj6GtyTTrSXS206a3jks2i8loWGVZMY2kemKVRc8XHyHB8sk/M8GsZ/Fvg74H2urx6pZCC8trSGCS3sgkllG5ALsw+8QCBk9+aff65qfhPVb3StB8Y3niG2utAubyWWS4Er2cqISrq6/dye1e5rpGnro40kWUP9nrEIRbbB5YQDG3HpiszTPAnhfR7W7ttN0Oyt4bxDHcIkQxKp6qfUe1OfvOVut/y/z1FH3Ur+X5/wBI8Z13W/E+i/DnwgsOtaldTeJZBPe3jXSxumY1IiSRuEB56+lJYap42m8GeIbKPW/ssMU0ItLq81WKSZST88Pmr0JGMEivcrzwzouoaGmjXmmW02nRqES2eMFEA4AA7YqlF4D8LQaDLosWh2S6dM2+S3EQ2u394+/vQ9XLz/4H9f0wWiXkeGa1LJ4o+Hvg+Rde1gzQeJFsZmmmVnSQsed4GGKAfK3ua1dIXxbqHgPxJ4ks/E+qz6hpOoyrbWzTny2ihfcykd8jI/AV7LB4P8PW2mWmnw6PaLaWcwuLeERDbHIOjj/a560l14chg8N6lpvhxLfSpL1ZD5scXCyOPmcgdTQ20m479PX3f8n940k2k9v01/zX3HHfDbxLqPxA8R6l4nSe4g0GKJLOytCxCSSAAySEdzk4BrN8X6hd6x8XJPD1/wCKrnwxplnpy3UDW8whNzITySx4IX09q9F8I+G7bwj4VsdEsvmjtYwpfGDI3VmP1OTS674S0DxM0La/pVrftAcxtNGGK05W5lbZf1+epMb2d93/AF+Wh4PY+JfE2peCtGht/Fd80954sewOoJJ8zw4wMe3cDpV3UPEvibwjpXjjSINevLwadfWcMOoXR3y20c4+d8+39a9pt/Bvhy1t4ILbRbKKK3uftcKJCAI5v+eg9G96sN4d0d5NQd9NtmbUgBeExg/aABgb/XApdP6/u/5P7ytL/wBd3/mvuPF9IsoNP+O3hSC28Wz+JFNhcSFp51laElf7w7Hrit/402l5feJfAttpk8NvdyahKIpZ4hKinyx1U9a7rSPAXhbQLuO60fQrK0uYt3lzRxAOu7g4Nat5pGn6hdWlzfWcM89k5ktpJEBMTEYJU9jinp7vk/1uLv5r9LHjOoP4j0vxvf6VLr1rbXsXhVnF2sYggSXzuH29F44zXKX+qXmp/Cm70u61a+uNUs9es0drqdZxCW6FJF4ZScnHavoq98N6NqN3NdX+mW1xPPb/AGaWSSMFniznYT6Z5xVK08CeF7HS/wCzrXQrJLTzluDCIhtMi/db6jtSj5/171/yB+X9e7Y8kvtd8TeAL7xrp1prV9rP2PSYLy2e9bzHid2Csw9gCTj2rO8Ia94xh1q1eHUby7t7qzlkvFvNWhuP+WZIkjRcMuDivfToeltqFxfNYW5urmEQTTGMbpIx0UnuPas7SvAfhbQ7qa40nQrK1mnUpI8cQBKnqv09qWtvl/n/AMAen9fL/J/eeL6He63/AGP8PdYv9ev7+41jVv3yzy7lVVDAKB/P1NYkfjHxxq15dazbahdw6gl+0UVs+qQxWyAPjymgb5jx719Gx+FtCit7C3j0m0WHTX8yzQRDFu3qvoaqT+AvC11rg1i40Kxk1AOH89oRuLDo3196q/vX6X/y/wAifs2/rr/meX6xr2sab8ZNPn1fX7iPTrme3gSzsbpCsEjJzFLF1ILHO4V0nxq1e/0uw8OJp+tzaIl5q0cFxdxPt2xlTnPt9a7KbwZ4duPESa7Po9o+poQVumiG8EcA59RWf458EReNRo0dzNGsGn363UsUke8TqAQUP1zS6Jef4XQ+rfl+NmeRa34h1jwuPF2kaF4vvNatLfSY72K9ecSSWsxmVdgdfUEnFa98+qR654b8Kan4x1DTrC9099Qn1N5wktxMW/1Qc8AAc4r1Gy8CeF9P0q60200Kyjs7w/6RCIhtl5yN3rVnWPCuh+INPistZ0u2vLeHHlRyxgiPtx6Ufj/T/wA19wf1+X+T+88Qk8c+IU8GXGmJr8z2aeI10oeIuN4tjyX3dM9t1JFE+kfFDXE0fxRc69Nb+E7hoLp5hJLC+chd69SDyPTNe5Dwvoa+HzoY0q1GlldptPKHl4+lV9G8EeGfD8/n6NolnZzeUYjJFEAxQnJUn0zSa3/r7Nvz1+Y/6/G//APLdJ8bahqE3wyistZkvLi4tJ5NTgjn3NKywjHmAf7QPXvUXhC6uPE9jB4l1r4j3WlanJfFG01bhEiiAkwIjE3qB+ter6R4I8NaBqcuoaPotnZ3coIaWKIBsHkj2qKTwB4Um1z+2JNBsWv9/meeYRu3f3vr71d/ev8A1vcm3u2OD8C6RLB+0B43nbVbyZY0tyY3cFZPMXcM/wC7jC+gNc/4v/tPQfjN4p1vStQvHurPw/8AaoodwKnJ27SO6r97HqK9yt9I0+01K61C2s4Yry7Ci4nRAHl2jC7j3wKadF01tUl1JrGA3s0PkSTlBveP+6T6e1Z2dkl0TX4NFXV231a/C3+R4PDqN7peoeB7iw+Id9q0utXsZvrNroMuCMn5RyoycYP9Kqwahrs/gax8QX3iDULqe58Tw2axSy5SOJZmGAPeva7L4c+D9PvVu7Pw7p8VwkomSRYBlHHcelXh4T0BdPjsF0izFpFcfao4fKG1Zc53gf3sknNaJq9/P9V/k/vJa0t/XX/NfcfMmseG5ZbjXJTrWoDPjSK0Khxgk/8ALTp98Z617J8aIPs3wus4DI8pj1CzXe/3mw45PvXbP4S8PyeZv0ezbzboXr5iHzTjpIf9r3q5qWk2Gs2gtdVs4buAOsgjmQMoZTkHHqKmPuxS7NP7kv8AJjesm+6f43PANT17Xkg1yDTNYurGaXxpFZJNE+CkbLjb9Pan654m8VeBf+E10ey1u+1T7J9jaC6u3DSW4mzvbPb09s17g3hLw+7OW0ezJkuheuTEPmnHST/eHrU0nh3R5rm9uJdNtnmv41iunaMEzKowA3qAKSWlv62X+T+8fW/9bt/keKeB9W8XR67dWqapMbCXTZZJZdS1WG6NtLtOyUbcELnrW/8ABTWb6bUNX0nW9ZvNR1GBI5W825W4hIbPzxuOgP8AdPSu/wBI8DeGdBW5XSNEs7UXSFJvLiA8xT/Cfb2qfQfCeg+GBN/YGlW1h55zIYIwu70zVp6/Im2nzPNfE2oXet/FrU9F1Hxdc+F9P0uyintBBMsP2hmGWck/eAPGK5Dw5rniTxLD4N02XxXqQTUr6/iubqGYh5kjOV5/Dj0zXu+ueD/D/iSeGbXdItb6WD/VvNGGK+2fSlsvCHh7TntGsdGs7drJne2McIHks/3ivpnvUw0tcctdv60t/wAE+fta8V+MNR8Ta/Jb6lf2kumXjW1nGuqRW8UYU4UvG/L7u5717L4km129+C19MkXla1LpRZ0hOcOV+YKR174xWrqfgPwvrOrLqeqaHZXV4pB86SIFjjpn1rfCqqBVACgYAxxiptenyPf+vzHe1TmR5V4TvfhsnwjskvpdJFkLZftcdwVMnmY+bcv3i2c1zWs6NLrHxa8RnQdbutItrXQIJ4nsG2GQBMoM/wB3jpXqsvw48Hzat/aUvh3T2uy+8yGEct6/WtcaFpQvri9Gn24ubmEQTSiMbpIwMBSe49qqXvPm66/k1+oo+6ren5p/oeG2ninWfFK+C9J1rxPcaHZ3ulvdXF/DKInuZlcqE3njoM1mXHi3XrTwR4mNv4xvLoWfiKG0g1My5KwkcnjjHc44Ne7XvgfwzqGj2+lXmiWctjanMEBiG2L/AHfSsTxL8LdG1Xw1/Y+iWtppET3sN3N5MAxLsPQgY6jim9/n+qf4LQFt/XZr89TgkmvbHxdJ4c0vxtfa9Y6to089zKbhZXtHUcOrDhc9Me9cXpmra/o/gTwho2m6lqC2eqCe4leO7S3bKsQIkkYYUcbsd91fRui+C/Dvh77R/Y+j2lo1yu2YxRAFx6H29qW68F+G7zQ4tGudFs306E5itjENkZ65A7daX9fi/wDNfcH9fgv8jw0eIPGreE7Oym1m6to5vEMFnb30d9HPP5ThgyO6cEjrz7V9B2FgtnpEFhLNJdrFEI2kuG3tJgYyx7k1n2/g3w5aadbWFvo1mlrazC4giEQ2xyjo4/2vetunfRr+tkv8xdb/ANbs8q+E8j2Nj45ksbQ3EkOu3TRW0ZC+YQBhQTwM9K1da1fTdV8By6p8TdCk0S1sbkTLaXFwshkZOVI28Nkkjb7V2mn6Rp+lG4Om2cNqbqUzz+UgXzJD1Y+pPrUOt+HtI8SWi2uvadb6hAj71juIw6hvXBqdeVJdEl93UrS7fm/xPBoNb1S28L+JvGPhu2RtS8RzxQW9hpxE0llAFYCVkToxGfTnFaH7Pr2dj4x8U6ZZWupRqUt5N97AUfcFw2/J4YkkgelexaH4Q8PeGZJZPD+jWenPMAJGtoghcDpnH1q7a6Tp9lqF1fWlnDDdXhU3EyIA0pAwNx74FUrJ6drEu7Wve/8AX5HkXia6udW+NOqaDfeNrzw9psWnRTxxw3IiDvjnBbgep9a5qy17Vdek8CTahdPez22qahbwXpGGuUSPCv7n39q9V1D4XaTrfjzUNf16K31C3u7aKFLSaLPlsn8WfeulTw1oka6eE0u1UaaSbMCIf6PkYO304qUvdX9dX+hTert/WlvzPF9H8capeeD/AAFCuvTTarc62Yr5BPmV4g7ZVx1xjHWtHwTrep23xkudP13xFc6h9tac2i290ktq6qeFKDmNlAP1r02z8D+GdP119ZstEs4dQckm4SIBsnqfqafp3gzw7pOtTatpuj2ltfzZ8y4jjAY568+9Un73M/P8Uv8AIlrSy8vzf+ZgfEO70aWSPS5LzT9P8Qz2ztpt3fwhkjHR8FuASMivP9FNrc/sr6vALZc2EdxF5hO9ZHD8yIT2JNeya94X0TxRbxw6/plvfpEdyCZA20+3pUq6BpKaEdFXTrcaYU8s2gjHllfTbUNXjJdy07Si+xQ8HTxQ+A9A86VI99lCqb2A3HYOB6muR+N2s6vaeHrLSNIs7+WHVJTHe3NhA0skMAxuAA7tnH512134Y0+7udJdkMcOksXtrePiMNt2gkewzj61sVdT35N+ZEPcSXkeFfBVrCb4d+L9MgsbhLe3u7h41u4cYUp8oOf4hjkdq7T4LzRW/wAG9FknkSKMIwLOwUDMhA5NdnZ6JpmnwXMNjYwQRXcjSTpGgAlZvvE+pNULzwfpN1otpo8NuLTTrWdJ1trcBEbadwUj0zzj2ov/AO2r7twt+v4mN8Wde1jQfAU8vhuzuLq+uXFujW0RkaEMDmTA9APzIryP4T6j4c8P3njS21iz1AaUIbd7k6haHJ4w3mLzglmzj0r6SAwAB0FZ3/CP6R51/L/Z1sZNRAF4xjGZwBgbvXipWjb7lPVJdjyXwK8Nn8dr9UubLUo9Q0wSWc2n4VLaBWwsbKvGcY568VgftBTQ6l4ytrWJFzpdh5l+0siD9y7j/VK3VwMnIr3DQfB/h/ww0raBpNrYNN/rGhjClvbNN1rwX4c8RX0N5rmjWl9cQjCSTRBiB1x9Kb+z5f8AB/z+YJ6yff8A4H+XyKvw/wDEukeJ/CNvc+HjcNZQf6OjTrhm2cZ96+evilrV9rPi+51LxBpesQR6bqMNvpkYtW8jy1ky77jjLNjgV9N6ToWlaDDJFo1hb2McrmR0gQKGY98DvUupaTYaxarb6raQ3cKyLIscyBgGU5DfUU27zUyVpBxPl34s67e+I9UvrvWtK1m2s9NaKLSkNowhJ3jfI7dMkDAHvX1FpNyt7o1ncpHJGs0COElXay5A4I7GjUtJsNYsGstVtIbu1YgmGZAykg5HHsatKoVQqjAAwAO1C0jyg9ZXFooopDCiiigAooooAKKKKACiiigAoorzf4t+Ltc8LnRI9Hu4dLtL6do7rVJ7fzktzgbAV7Bj3pN2Glc9IoriLvx9F4V8OaQfEz/2jrF/H8kGkRGXzyBksg/u4xzSxfFjw3J4bXWc3axi9Swlt2h2zQTMcBXUniqtrZE30udtRXHa98T/AA/4cvNVttS+1B9JghnuTHEGG2Vgq4555PNVLz4t6LZ2NhIdP1WW81BGkg0+K1LXHlhiN7Ln5VOOM0ulxneUVx03xQ0G38Ixa/PHfRRTTfZ4rR7VhcSS/wBwIeppmmfFDSNU0nVLqKy1OK60uMSXGnS2pW52noVTuDR38gO0orE17V7228D3ur6LZvPeJZtPb20i4YttyAR6+1cp8JPEuueJtIn1HWtb0/U7YqpUQQeTLbSY+eN17Y9e9HVrsHRPuejUV5D4H+K2p+IfibdadqEaR6HfmYaLLsA8wwthue+Rk/hWH4v+LXiXQvHuv2dnqVh5Gl3ECW+ly226W8DgbgrDnIzQteXz/wCGG9L+R71RXkXinxt4sh+J1roWnX1jolvLbxS2wv7fcl8xI3p5n8JHTA64969Q1TVrTQ9FuNT1aZYba1iMk0nYAelH2eZ/1YW7sv6uXaK8+0j4y6Bq2s6dpn2DV7S41Nytobqz2LKAM7gSemKgh+OXhae+igW31RYZLv7E129riGOXOApbPenZ3sK+lz0iivOfF3xe0nRJNW02wh1C6vbGB/Nuba1MsNtJtJUO31xmui+Hms3niH4e6Nq2pyLJd3dqskrqoUFj7DgUlqrr+v6sN6Ox0lFeQv8AFfUh8Z/7KEaf8IuLr+yzcbB/x97N33vr8uK63xL8TdG8Na8ujyW2oaheiMTTR2FsZTBGf4nx0pX0T7/1+WvoHVrt/X56ep2NFeReIfjLAbTwrrXh97n+yb/UZre6ja1DSyhB91V5Od3TFXda+K9nqXgPX7rRbi80TVNKWMyx3tnmWIM4AbyyeQc460+n9eX+YdUv66r9D1CivP0+LWlWuu2GgXmn6zJqF0ywxzCx2xTtgZZSW+7zk46VN8XfFOpeEPAw1LRp4ra4a8hhMs0YdUViQSQaHp+QR1/M7qivKfBHxTkk0TxDe+LL62u7LRpkSPVLOEol1uH3VXuwPHHrW/ovxW0LV5bqGe31DSp7a2a7MWoWxiaSFRkuvrih6fn+oLU7eiuF0v4u+HNT8PX+tPHf2VlYhWL3VsV80N93y/72fSp/DvxQ0TxBfTWckF/pVzFAbkRalbmEyRDq656gd6AOzorzaP45+GHmgzZ6uttdXC29rdmzIinYtt+Viema0Yfi14cmu9XjZb2GDRvMF5dywYiRkYLtDZ5Yk8CgDuKK4fRvihp/iGaa0tNN1exnNs89vJe2TIkqgZyDyPzrmvh58arbVtM0Sy8SJeHUtQkeD7aLTZbvLuOEDDjOMdB1ppXdv6/rQHornrtFFFIAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuL+ImneJ9Ss4YPD1npepWMqPHe2GoAgSAj5WDDpiu0opNXVmNOx4xp/wz8WeF9N8Lano09lqGs6NbzW81tdOwieORi21W6jbnA9aW4+FXiLVPCeu3V/cWcXiLVdSh1JYYifIjaI/KmevIzk17NRVXd7/1vf8AMX9fp+R4jqnw08Y+K9P8UajrMenWuravHaW8FrFMxjRIXBJLEdTium8R+FfE2n+OLTxd4Pisby5/s8WFzZ3jlF2g7gyMOhz2r0iil6f10D1/rb/JHlPjPwH4m8ceDdKfV001db068a5FpC7rBIp42FhyDjHzCk8D+Btb8LWWs6xBoel2uuTQiK0hF5LKrqMHEjMfUdq9Xoo2vbqG9r9DK1Fdan8LSrpr21trLW42M674klxz9RnNeVad4C8crL4p1dbbSdK1LV7AWkdtaTMInkJw07HHDYzjA717VRSaTbfcabSR4q/wMvNE0/Rbzw1rd1caro88c0MF5Pi36/vQMDjPNLr3wk12/wDGWt+KbA2Uep/brW70tnkOCEXbIj8cA/j0r2miqu73/rp/kTbS39df8zyb4k+EvG3jDfpsNro82nXCxNDPKxWbT5RjeykD5u9dj4u8IyeJ/hvd+Gmuys01ssYuGHV1IIJ+pXmuooqbe64lJtNPseQQeFviFrXirwneeI7XRraz8PzNv+yysXlBTbuAI+nHFMHwt14fDE6D/of2469/aBPmnb5fm7uuOuO1exUVV9b/ANbp/oibaW/rqv1Z5BfeCvHGj3/iiy8Kx6Vdab4kkknaa8dlktndcMMAcj0rtPCeiat4a+F1jo4ED6tZ2PlKA58syhePmx0z7V1dFTb3eX+tNivtX/rU8LHwAvj4KIOv3n9vl/tvlCf/AEb7XnO7pn2zVXxRr+p+AviJPqi32mWuoarpsCX8WoxyGIOi43Quo+b6HFe/VDPaW1yQbm3ilK9PMQNj86H5f1pb+vQXr/Wtz5/8KeC/FmqfDvwjqWjRWiXthqlzqBS+zGrq7Hb8uM8/pmtzVPhv4v8AFdh4q1TW10611fV7SGztbSCQ+UiJIrEsxGcnHpXtKqFUKoAAGAAOlLVOz/ryS/JArrX+t7/meSL4Z+IMXxIt9c+waLc2VpbpZ2qz3T7oI+PMdQFxvb/61dP8UfCd94z8Iw6XpwgMi30E8gnbapRWyw6HtXaUUnqlf1/G4krben4WPGZfhBq7+Btd8IRzWy6b9uW90dy5yOdxikGOmcjOe9L4L+GWq6dql1qepaDpVpcw2bw2mLyafe7KQd2442HPSvZaKP6/C35D/r8bnglt8HPE2p+Gte0/UDZaVBcvDNZ6fbTvJAJYySzc8qrZxgdPwrT8I/CW8+2303iDR7DTN9jJaQy2t7NPIDIpVj8xwBg9K9ooo6W/rsHmeGy+AviLd+HNE8LXEOijTNFvYJUullYSTxxtxxjAOPzNbX/Cq9SvPBPi/RryeCCfV9Xkv7SRGLADcrIH4HdcEV6xRQ9f69P8kG39ev8AmzhNAHxBu5XtvE1hotpZJaPCGtZGd5XIwCM/dFc/YfDLW7bwP4K0l/sgutE1db27IkO0oHYnaccnBHpXrdFPrf0/B3Dpb1/FWCiiikAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q==)
- From the chart, it is evident that fruits and nuts contribute the largest share in total agricultural trade in value terms, followed by beverages and grains. More interesting is that the majority of products have a negative net trade, although their shares in total agricultural trade are relatively low. For an example, meat accounts for 5.7 percent share in total agricultural trade and it has recorded a negative net trade averaging to 64 shares of total trade over the last seven years. In other words, the meat industry has witnessed a negative trade balance averaging to 426 thousand tons over the last seven years. A similar picture is observed in fertilizers, grains (driven by increasing wheat and rice imports), sugar, fats and fish products where total trade is increasingly tilting towards imports thus putting pressure on domestic products to compete with relatively low-cost imported products. Chart: Trade performance of agriculture, forestry and fishery products between 2010 and 2017 Note: Agriculture, Forestry and Fisheries product tariff lines are Chapter 1-24 plus 31, 41, 43 & 44 Source: SARS and Agbiz Research
- From a policy perspective, this analysis suggests that imports are not only outpacing exports growth rate but are also expanding and replacing local production even to industries that were relatively competitive such as sugar, meat and beverages. The growing reliance on imported food is increasing the country’s vulnerability exposure to foreign markets. A growing dependence on imported food could cause volatility in food prices because imports costs are closely linked with the exchange rate and other trade factors.
[1] The Harmonized System (HS) is an international nomenclature for the classification of products. It allows participating countries to classify traded goods on a common basis for customs purposes
ENQUIRIES
Sifiso Ntombela (sifiso@agbiz.co.za)
012 807 6686
Disclaimer: Everything has been done to ensure the accuracy of this information, however, Agbiz takes no responsibility for any loss or damage incurred due to the usage of this information.