{"title":"Sold Used Machines","description":"","products":[{"product_id":"used-2003-53-2-head-butfering-optimat-213-rc-wide-belt-sander","title":"SOLD Used 2003 53\" 2 Head Butfering Optimat 213 RC Wide Belt Sander","description":"\u003ch2\u003eVideo\u003c\/h2\u003e\n\u003cdiv\u003e\u003c\/div\u003e\n\u003ciframe width=\"560\" height=\"315\" src=\"https:\/\/www.youtube.com\/embed\/bgUuBvXQiiY\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture\" allowfullscreen\u003e\u003c\/iframe\u003e\n\u003cdiv\u003e\u003cspan style=\"font-size: 1.4em;\"\u003eRecently taken from service\u003c\/span\u003e\u003cbr\u003e\u003cspan style=\"font-size: 1.4em;\"\u003eAvailable for inspection by appointment\u003c\/span\u003e\u003cbr\u003e\n\u003c\/div\u003e\n\u003cul\u003e\n\u003cli\u003e\u003cspan\u003e1st Head: Steel contact roller, spirally grooved, 200 mm (7.9\") diameter, abrasive belt speed 18 m\/sec (59 FPS), driven by 18,5 kW (25 HP) motor.\u003c\/span\u003e\u003c\/li\u003e\n\u003cli\u003e\u003cspan\u003e2nd Head: Electronically controlled air segmented finishing platen. The contact roll height position with programmable control. The platen consists of 35 mm segments\u003c\/span\u003e\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cul\u003e\n\u003cli\u003e\u003cspan\u003eInfeed \u0026amp; outfeed emergency stops,\u003c\/span\u003e\u003c\/li\u003e\n\u003cli\u003e\u003cspan\u003eSafety interlocks on all doors.\u003c\/span\u003e\u003c\/li\u003e\n\u003cli\u003e\u003cspan\u003eRoller infeed conveyor extension and motor load meters\u003c\/span\u003e\u003c\/li\u003e\n\u003cli\u003e\u003cspan\u003e1,350 mm (53\") Working width\u003c\/span\u003e\u003c\/li\u003e\n\u003cli\u003e\u003cspan\u003eEquipped with (1) Steel Contact Roller and (1) Combination head consisting of Contact roller \u0026amp; Finishing Platen (air)\u003c\/span\u003e\u003c\/li\u003e\n\u003c\/ul\u003e","brand":"Butfering","offers":[{"title":"Default Title","offer_id":36025799606425,"sku":"","price":14900.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/products\/Sander10.jpg?v=1601332177"},{"product_id":"used-2013-busellato-pod-rail-jet-optima","title":"SOLD Used 2013 Busellato Pod \u0026 Rail Jet Optima","description":"\u003cul\u003e\n\u003cli\u003eLow Hours\u003c\/li\u003e\n\u003cli\u003eTransformer Included 208\/230\/460V 3PH\u003c\/li\u003e\n\u003cli\u003e4 X10 Table\u003c\/li\u003e\n\u003cli\u003eCentral Lube System\u003c\/li\u003e\n\u003cli\u003eDrilling Unit - 12 Vertical, 6 Horizontal Integrated saw unit X Axis\u003c\/li\u003e\n\u003cli\u003eElectrospindle 11kW, 24,000 RPM w\/ HSK 63 Tool Holders\u003c\/li\u003e\n\u003cli\u003e10-Position Ride Along tool changer on the Y-beam for high-speed tool change\u003c\/li\u003e\n\u003c\/ul\u003e","brand":"Busellato","offers":[{"title":"Default Title","offer_id":36025994182809,"sku":"","price":16900.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/products\/IMG_5793.jpg?v=1599529024"},{"product_id":"duplex-vacuum-pump-rack","title":"SOLD Used Duplex Vacuum Pump Rack","description":"\u003ch1\u003e\u003cspan\u003eSAVE Floor Space\u003c\/span\u003e\u003c\/h1\u003e\n\u003cdiv align=\"center\"\u003e\n\u003cspan\u003eDuplex Vacuum Pump Rack for \u003c\/span\u003e\u003cspan\u003e10HP Becker\u003c\/span\u003e\u003cspan\u003e \u003c\/span\u003e\u003cspan\u003ePumps\u003c\/span\u003e\n\u003c\/div\u003e\n\u003cdiv align=\"center\"\u003e\u003cspan\u003eOptional canister filter included\u003c\/span\u003e\u003c\/div\u003e","brand":"WSI Machinery","offers":[{"title":"Default Title","offer_id":36026072170649,"sku":"","price":1000.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/products\/IMG_5827.jpg?v=1614383690"},{"product_id":"aem-timesavers-hd-37-single-head-wide-belt-sander","title":"SOLD Used AEM,  Timesavers HD 37\" Single Head Wide Belt Sander","description":"\u003cul\u003e\n\u003cli\u003e\u003cspan\u003eCombi head with platten\u003c\/span\u003e\u003c\/li\u003e\n\u003cli\u003e\u003cspan\u003e20HP\u003c\/span\u003e\u003c\/li\u003e\n\u003cli\u003e\u003cspan\u003eGood Operating Condition\u003c\/span\u003e\u003c\/li\u003e\n\u003cli\u003e\u003cspan\u003eInventory of New Belts Available\u003c\/span\u003e\u003c\/li\u003e\n\u003c\/ul\u003e","brand":"AEM","offers":[{"title":"Default Title","offer_id":36026301350041,"sku":"","price":7600.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/products\/1.jpg?v=1599530122"},{"product_id":"used-2004-quickwood-pro1400-brush-sander","title":"SOLD Used 2004 Quickwood PRO 1400 Brush Sander","description":"\u003cdiv class=\"show-info__description\" data-mce-fragment=\"1\"\u003e\n\u003cdiv class=\"show-info__section-text ql-editor p-0 overflow-hidden\" data-mce-fragment=\"1\"\u003e\n\u003cul\u003e\n\u003cli\u003e480V \/ 3PH\u003c\/li\u003e\n\u003cli\u003eThroughfeed: 2-12 m\/min.\u003c\/li\u003e\n\u003cli\u003e(8) spindles\u003c\/li\u003e\n\u003cli\u003e300-1150 RPM spindle speed\u003c\/li\u003e\n\u003cli\u003e3-16 RPM rotation speed\u003c\/li\u003e\n\u003cli\u003e540mm spindle length\u003c\/li\u003e\n\u003cli\u003e(6) dust collection ducts\u003c\/li\u003e\n\u003cli\u003e2100kg\u003c\/li\u003e\n\u003cli\u003eDimensions 2240 x 2630 x 2050 mm\u003c\/li\u003e\n\u003cli\u003e55 amps (Full Load @ 480V)\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003ch3 data-mce-fragment=\"1\"\u003eTechnical Data\u003cbr\u003e\n\u003c\/h3\u003e\n\u003cdiv class=\"show-info__specifications\" data-mce-fragment=\"1\"\u003e\u003c\/div\u003e\n\u003ctable border=\"1\" cellpadding=\"1\" cellspacing=\"1\" class=\"table table-hover table-bordered\" style=\"width: 536.4px;\"\u003e\u003c\/table\u003e\n\u003ctable style=\"width: 536.4px;\" class=\"table table-hover table-bordered\" cellspacing=\"1\" cellpadding=\"1\" border=\"1\"\u003e\u003c\/table\u003e\n\u003ctable border=\"1\" cellpadding=\"1\" cellspacing=\"1\" class=\"table table-hover table-bordered\" style=\"width: 536.4px;\"\u003e\u003c\/table\u003e\n\u003ctable data-mce-fragment=\"1\"\u003e\n\u003ctbody data-mce-fragment=\"1\"\u003e\n\u003ctr data-mce-fragment=\"1\"\u003e\n\u003ctd data-mce-fragment=\"1\"\u003eManufacturer\u003c\/td\u003e\n\u003ctd data-mce-fragment=\"1\"\u003eQuickwood\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-mce-fragment=\"1\"\u003e\n\u003ctd data-mce-fragment=\"1\"\u003eModel\u003c\/td\u003e\n\u003ctd data-mce-fragment=\"1\"\u003ePRO1400\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-mce-fragment=\"1\"\u003e\n\u003ctd data-mce-fragment=\"1\"\u003eYear\u003c\/td\u003e\n\u003ctd data-mce-fragment=\"1\"\u003e2004\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-mce-fragment=\"1\"\u003e\n\u003ctd data-mce-fragment=\"1\"\u003eCondition\u003c\/td\u003e\n\u003ctd data-mce-fragment=\"1\"\u003eUsed\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-mce-fragment=\"1\"\u003e\n\u003ctd data-mce-fragment=\"1\"\u003eSerial Number\u003c\/td\u003e\n\u003ctd data-mce-fragment=\"1\"\u003e7389\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003c\/tbody\u003e\n\u003c\/table\u003e\n\u003ctable border=\"1\" cellpadding=\"1\" cellspacing=\"1\" class=\"table table-hover table-bordered\" style=\"width: 536.4px;\"\u003e\u003c\/table\u003e\n\u003ctable style=\"width: 536.4px;\" class=\"table table-hover table-bordered\" cellspacing=\"1\" cellpadding=\"1\" border=\"1\"\u003e\u003c\/table\u003e\n\u003ctable style=\"width: 536.4px;\" class=\"table table-hover table-bordered\" cellspacing=\"1\" cellpadding=\"1\" border=\"1\"\u003e\u003c\/table\u003e\n\u003c\/div\u003e\n\u003c\/div\u003e","brand":"Quick Wood","offers":[{"title":"Default Title","offer_id":36415862014105,"sku":"","price":7500.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/products\/77898cb482.jpg?v=1601215450"},{"product_id":"used-blum-minipress-drilling-and-insertion-machine","title":"SOLD Used BLUM Minipress Drilling and Insertion Machine","description":"\u003cspan data-mce-fragment=\"1\"\u003eUsed Blum \"MiniPress\" hinge borer\/inserter, .75KW three phase 220v motor, left and right pneumatic hold-downs, adjustable back fence with selection of stops, standard boring head, push button controls, auto-sync of hold-downs.\u003c\/span\u003e","brand":"Blum","offers":[{"title":"Default Title","offer_id":36475940700313,"sku":"","price":1900.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/products\/666e6852-4367-43aa-a08e-785f109be1e9.png?v=1601478525"},{"product_id":"used-delta-dj-20-8-jointer","title":"SOLD Used Delta DJ20, 8\" Jointer","description":"\u003cdiv\u003e\u003cb\u003e\u003cbr\u003e\u003c\/b\u003e\u003c\/div\u003e\n\u003cul data-mce-fragment=\"1\"\u003e\n\u003cli\u003e\u003cstrong\u003e\u003cspan class=\"detail__field-name\"\u003ePHASE\u003c\/span\u003e \u003cspan class=\"detail__field-value\"\u003e1 PHASE\u003c\/span\u003e\u003c\/strong\u003e\u003c\/li\u003e\n\u003cli\u003e\u003cstrong\u003e\u003cspan class=\"detail__field-name\"\u003eVOLTAGE\u003c\/span\u003e \u003cspan class=\"detail__field-value\"\u003e230 VOLT\u003c\/span\u003e\u003c\/strong\u003e\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e \u003c\/p\u003e\n\u003cul data-mce-fragment=\"1\"\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eMotor: 1-1\/2 HP, 120\/240V (Wired 240V), 60 Hz, 1 Phase TEFC, 3,450 RPM, \u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eCut Capacity – Width: 8 “\u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eCut Capacity – Depth: 5\/8 “\u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eRabbeting Capacity: 5\/8 “\u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eCutterhead Speed: 16,500 CPM; 5,500 RPM\u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eNumber of Knives: 3\u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eCutterhead Diameter: 3-3\/8 “\u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eTable Length: 76-1\/2 “\u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eTable Length of front table (Infeed): 42 “\u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eTable Length of Rear Table (Outfeed): 32 “\u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eTable Width: “\u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eTable Height: 32 “\u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eFence Size: 5″ x 35 “\u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eFence Tilt: In and Out 45 °\u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eFence Positive Stops: In and Out 90°, 45 °\u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eDust Port Diameter: 4 “\u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eLength: 76.5 “\u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eWidth: 26 “\u003c\/span\u003e\u003c\/li\u003e\n\u003cli data-mce-fragment=\"1\"\u003e\u003cspan data-mce-fragment=\"1\"\u003eHeight: 32 “\u003c\/span\u003e\u003c\/li\u003e\n\u003c\/ul\u003e","brand":"Delta","offers":[{"title":"Default Title","offer_id":36480760610969,"sku":"","price":900.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/products\/SawStop1.jpg?v=1601494435"},{"product_id":"used-evans-laminating-slitter-2-available","title":"SOLD Used Evans Laminating Slitter,","description":"\u003cp data-mce-fragment=\"1\"\u003eEVANS MACHINERY MODEL #5010 LAMINATE SLITTER\u003c\/p\u003e\n\u003cp data-mce-fragment=\"1\"\u003e110 VOLT, 1-PHASE MACHINE\u003c\/p\u003e\n\u003cp data-mce-fragment=\"1\"\u003e\u003cbr\u003e\u003c\/p\u003e\n\u003ctable data-mce-fragment=\"1\"\u003e\n\u003ctbody data-mce-fragment=\"1\"\u003e\n\u003ctr data-mce-fragment=\"1\"\u003e\n\u003ctd colspan=\"9\" data-mce-fragment=\"1\"\u003e\u003cb class=\"titleTextWhite\" data-mce-fragment=\"1\"\u003eMachine Specifications\u003c\/b\u003e\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-mce-fragment=\"1\"\u003e\n\u003ctd data-mce-fragment=\"1\"\u003eElectrical\u003c\/td\u003e\n\u003ctd data-mce-fragment=\"1\"\u003e110v 1 Ph \u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-mce-fragment=\"1\"\u003e\n\u003ctd data-mce-fragment=\"1\"\u003eMotor\u003c\/td\u003e\n\u003ctd data-mce-fragment=\"1\"\u003e1\/3 HP \u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-mce-fragment=\"1\"\u003e\n\u003ctd data-mce-fragment=\"1\"\u003eAmps\u003c\/td\u003e\n\u003ctd data-mce-fragment=\"1\"\u003e10\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-mce-fragment=\"1\"\u003e\n\u003ctd data-mce-fragment=\"1\"\u003eWorking Height \u003c\/td\u003e\n\u003ctd data-mce-fragment=\"1\"\u003eBench Top \u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-mce-fragment=\"1\"\u003e\n\u003ctd data-mce-fragment=\"1\"\u003eMaximum Cut \u003c\/td\u003e\n\u003ctd data-mce-fragment=\"1\"\u003e6\"\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-mce-fragment=\"1\"\u003e\n\u003ctd data-mce-fragment=\"1\"\u003eAir Requirement \u003c\/td\u003e\n\u003ctd data-mce-fragment=\"1\"\u003eN\/A\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-mce-fragment=\"1\"\u003e\n\u003ctd data-mce-fragment=\"1\"\u003eFoot Print \u003c\/td\u003e\n\u003ctd data-mce-fragment=\"1\"\u003e37\" x 24\" \u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-mce-fragment=\"1\"\u003e\n\u003ctd data-mce-fragment=\"1\"\u003eWeight (Crated)\u003c\/td\u003e\n\u003ctd data-mce-fragment=\"1\"\u003e250 lbs. \u003cbr data-mce-fragment=\"1\"\u003e \u003c\/td\u003e\n\u003c\/tr\u003e\n\u003c\/tbody\u003e\n\u003c\/table\u003e","brand":"Evan","offers":[{"title":"Default Title","offer_id":36481568112793,"sku":"","price":1500.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/products\/501.jpg?v=1601497248"},{"product_id":"used-toyota-forklift-7fgcu35","title":"SOLD Used Toyota Forklift 7FGCU25","description":"\u003cp\u003eVery Good Condition\u003c\/p\u003e\n\u003cp\u003eLow Hours\u003c\/p\u003e\n\u003cp\u003eClean\u003c\/p\u003e\n\u003cp\u003eNew Muffler\u003c\/p\u003e\n\u003cp\u003eNew Seat\u003c\/p\u003e\n\u003cp\u003e2001-One Owner\u003c\/p\u003e","brand":"WSI Machinery","offers":[{"title":"Default Title","offer_id":36648116945049,"sku":"","price":12999.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/products\/Toyota5.jpg?v=1602531093"},{"product_id":"used-2016-anderson-stratos-cnc-router-tc-d-5x10","title":"SOLD Used 2016 Anderson Stratos CNC Router TC+D, 5X10","description":"\u003ch2\u003e* Installed in 2018 with only 250 hours.  In great condition and able to demo.  (Location Midwest)\u003c\/h2\u003e\n\u003ch3\u003e* INCLUDES RAKE OR OFF LOADING SYSTEM WITH DUST COLLECTION\u003c\/h3\u003e\n\u003ch3\u003eONE (1) ANDERSON CNC ROUTER\u003c\/h3\u003e\n\u003ch3\u003e240V - 100 Amps (Includes Vacuum Pumps)\u003cbr\u003eMODEL: STRATOS NEST TC+D 5’ x 10’\u003c\/h3\u003e\n\u003cp\u003e\u003cbr\u003e\u003c\/p\u003e\n\u003ch3\u003e\n\u003cbr\u003e(5+5 Drill Block) \u003cbr\u003eEquipped with \u003cbr\u003e1 (one) 18 HP HSK63F Router Head \u003cbr\u003eWith an \u003cbr\u003e10-Position Ride-Along Automatic Tool Changer\u003cbr\u003eAnd \u003cbr\u003e1 (one) Multiple Spindle Boring Head\u003c\/h3\u003e\n\u003cp\u003e \u003c\/p\u003e\n\u003cp\u003e \u003c\/p\u003e\n\u003ch3\u003eTECHNICAL SPECIFICATIONS:\u003cbr\u003e\n\u003c\/h3\u003e\n\u003cp\u003e\u003cbr\u003eTable size 3200 mm x 1600 mm (126” x 63”)\u003cbr\u003ePop-Up Positioning Pins 14 pins – 90mm height\u003cbr\u003eVacuum Zones per Table 1 (one)\u003cbr\u003e\u003cbr\u003eAxis stroke X axis: 3400 mm (134”) Y axis: 2180 mm (86”)\u003cbr\u003eZ axis: 250 mm (10”)\u003cbr\u003e\u003cbr\u003eSingle Axis Rapid Rate X-axis: 50 meters\/min (1,968”\/min)\u003cbr\u003eY-axis: 50 meters\/min (1,968”\/min)\u003cbr\u003eZ-axis: 12 meters\/min (472”\/min) Maximum Rapid Traverse All-axis: 70 meters\/min (2,755”\/min)\u003cbr\u003e\u003cbr\u003eSpindle #1 - Router Spindle Spindle #2 - Line Boring Unit\u003cbr\u003e\u003cbr\u003eSpindle type Anderson Grease Type Spindle type: Line Boring Unit Motor power 13.5Kw (S6): 11Kw (S1) Motor Power: 2 HP\u003cbr\u003eSpindle speed (RPM) 1000-22000 Spindle speed: 4,500 rpm\u003cbr\u003eNo. of changeable tools 10 Vertical Drills: 5 x 5 Spindle nose HSK63F taper Drill Shank Dia: 10 mm\u003cbr\u003e\u003c\/p\u003e\n\u003cp\u003e \u003c\/p\u003e\n\u003cp\u003eVacuum hold down system 2 (two) Becker Pumps with H-Rack:\u003cbr\u003ePower (per pump) 9 HP Flow (per pump) 168 cfm Total Pressure 24\" Hg\u003cbr\u003e\u003cbr\u003eMachine footprint Floor area 236” x 140” Height 110”\u003cbr\u003e\u003cbr\u003eNet Machine Weight 5,500 Kg* (12,125 lbs.) *not including pump(s)\u003cbr\u003e\u003c\/p\u003e\n\u003ch3\u003eTable \/ Reference Pins\u003c\/h3\u003e\nThe vacuum table is made of torsion resistant cast steel, covered with a 30mm thick\u003cbr\u003e phenolic grid table top for the quick and easy mounting of work pieces via pods, clamps,\u003cbr\u003e spoil-boards, or holding fixtures. FOURTEEN (14) pneumatically controlled Pop-up pins, are included for Nested Based Manufacturing or individual part location.\u003cbr\u003e\u003cbr\u003eThe table is configured with one vacuum zone, which is m-code controlled. The vacuum zone is equipped with an electronic safety barrier and low vacuum sensor. This table and pump combination will allow a wide range of flexibility in holding large \u0026amp; small work pieces.\u003cbr\u003e State-of-the-art closed loop FANUC AC digital servo motors are utilized on X, Y \u0026amp; Z axis.\u003cbr\u003e\u003cbr\u003eAutomatic oil lubrication is utilized for X \u0026amp; Y Axes guide ways \u0026amp; ball screws. Centrally located grease fittings are utilized for end bearings and profiled linear guide ways. All guides are protected from dust and other contaminates by\u003cbr\u003edouble sealed wipers. The operator control panel has a\u003cbr\u003e Handheld Pendant with separate Feed Rate \u0026amp; Rapid Rate Override. A dust collection hood with automatic damper system is provided for the router spindle.\u003cbr\u003e\u003cbr\u003e\n\u003ch3\u003eCONTROL FEATURES:\u003c\/h3\u003e\n\u003cp\u003e\u003cbr\u003e FANUC OiM-F Controller System + Windows PC Front End User Interface\u003cbr\u003e With “FAST CORNER FUNCTION”, and the following standard features:\u003cbr\u003e\u003cbr\u003eThis Anderson CNC Proudly uses the latest, Series 0i-MODEL F, with nano-resolution performance. With\u003cbr\u003e over 700,000 systems installed, the 0\/0i from FANUC is by far the world’s most popular CNC control. Operational \u0026amp; programming consistency are critical to maximize productivity. Operators that already have experience with FANUC controls will be comfortable with the Series 0i in no time, with little or no additional training. Existing part programs will typically run without modification. Each operator can select their preferred language quickly from any one of the 16 supported by the 0i.\u003cbr\u003e\u003cbr\u003eFANUC’s culture of quality ensures that our CNC systems are the most reliable available. Statistically, a FANUC hardware fault occurs only once for every 32 years of productive service (MTBF). With the commitment of a 25-year parts availability\u003cbr\u003e guarantee, convenient local parts inventories, over 34 US locations, \u0026amp; economical repair \u0026amp; return services, you can look forward to decades of trouble-free operation with the Confidence that your machine will be available for production when you need it.\u003cbr\u003e\u003cbr\u003eHigh-capacity, nonvolatile internal memory is provided for part program storage. Slots are optional for an additional 2GB of part program storage. Part programs stored in external memory cards can be edited \u0026amp; executed just like internal memory, providing practically unlimited capacity.\u003cbr\u003e\u003cbr\u003eThe network-ready 100-MBit Ethernet interface allows the CNC to be integrated into a network for high-speed part program transfers \u0026amp; the collection of process related data. It also supports remote troubleshooting from the maintenance department anywhere around the world. The Ethernet port doesn’t use a public operating system, so it’s practically “hacker-free” \u0026amp; virus immune.\u003cbr\u003e\u003cbr\u003eThe Series 0i-MODEL F achieves the highest precision possible, with nanometer resolution standard throughout the CNC system. Fast, high resolution 16-million count- per-revolution feedback devices combine to provide a superior surface finish quality when contouring. This minimizes the need for secondary operations, reducing delivery times \u0026amp; part cost. High-efficiency drive systems pump energy back into the power line\u003cbr\u003ewhen the machine is decelerating, and when combined with cycle time reductions, they reduce electrical power consumption by up to 50%. Plus, the CNC system is ‘ready-to-go’ in less than 30 seconds.\u003cbr\u003e\u003cbr\u003eThe FANUC 0iMF Controller System is open architecture and will accept industry standard G-Code from any CAD\/CAM or Screen-To-Machine program available. Plus, Operator training times and costs are minimized with the continuity of operation and upward compatibility to run existing programs or future programs on your CNC controller.\u003cbr\u003e\u003cbr\u003eDowntime is minimized by separating the actual CNC control and the PC interface technologies. The PC is upgradable in the future and easily field replaced. Plus, it is easy to use, easy to learn, and provides hundreds of gigabytes of part program storage. Most CAD\/CAM software packages can be installed right on the PC interface for inexpensive on-the-floor part programming capabilities.\u003cbr\u003e\u003cbr\u003e\u003c\/p\u003e\n\u003cp\u003e \u003c\/p\u003e\n\u003cp\u003e \u003c\/p\u003e","brand":"Anderson America","offers":[{"title":"Default Title","offer_id":36676662296729,"sku":"","price":89000.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/products\/stratos_Page_06.jpg?v=1602532410"},{"product_id":"used-2005-53-single-head-butfering-optimat-113-l-wide-belt-sander","title":"SOLD, Used 2005 53\" Single Head Butfering Optimat 113 L Wide Belt Sander","description":"\u003ch2\u003e\u003cspan style=\"font-size: 1.4em;\"\u003eRecently taken from service\u003c\/span\u003e\u003cbr\u003e\u003cspan style=\"font-size: 1.4em;\"\u003eAvailable for inspection by appointment\u003c\/span\u003e\u003cbr\u003e\n\u003c\/h2\u003e\n\u003cul\u003e\n\u003cli\u003e\u003cspan\u003eSingle Head: Roller Combi with Pad. \u003c\/span\u003e\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e \u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eInfeed \u0026amp; outfeed emergency stops,\u003c\/li\u003e\n\u003cli\u003e\u003cspan\u003eSafety interlocks on all doors.\u003c\/span\u003e\u003c\/li\u003e\n\u003cli\u003e\u003cspan\u003eRoller infeed conveyor extension and motor load meters\u003c\/span\u003e\u003c\/li\u003e\n\u003cli\u003e\u003cspan\u003e1,350 mm (53\") Working width\u003c\/span\u003e\u003c\/li\u003e\n\u003cli\u003e\u003cspan\u003eEquipped with (1) Combination head consisting of Contact roller \u0026amp; Finishing Platen \u003c\/span\u003e\u003c\/li\u003e\n\u003c\/ul\u003e","brand":"Butfering","offers":[{"title":"Default Title","offer_id":37542531137689,"sku":"","price":9900.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/products\/IMG_0399.jpg?v=1608517186"},{"product_id":"used-ritter-horizontal-line-drill","title":"SOLD Used 2000 Ritter R-850 Horizontal Line Drill","description":"\u003cul data-mce-fragment=\"1\"\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003e2 HP, 3450 RPM Motor\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003e230 V, 3 Phase\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003e60 Cycle\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003eVariable Feed Plunge Speed Of Boring Head\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003e13 Spindles\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003eGear-Driven,\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003eDrills Horizontally\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003e(1) 2\" X 1-1\/2\" Air Holddowns\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003eMagnetic Push Button Starter\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003e5-Ton Carriage Adjusting Jack\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003e(4) Spring Load Stops\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003ePneumatic Filter\/Oiler\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003eFoot Pedal Control\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003e32mm Spindle Centers With (7) RH And (6) LH Rotations\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003e12\" X 22\" Table With 34\" Workable Height\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003e0\" X 3\" Max Drill Stroke\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003e1\/2\" Bit Capacity\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003e10mm Collets\u003c\/span\u003e\u003c\/li\u003e\n\u003cli style=\"margin: 0px; padding: 0px;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px;\"\u003e\u003cspan style=\"margin: 0px; padding: 0px; color: #003366;\" data-mce-fragment=\"1\" data-mce-style=\"margin: 0px; padding: 0px; color: #003366;\"\u003e3\/4\" X 16\" Material Capacity\u003c\/span\u003e\u003c\/li\u003e\n\u003c\/ul\u003e","brand":"WSI Machinery","offers":[{"title":"Default Title","offer_id":37981351280793,"sku":"","price":1800.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/products\/3bd4c1e1-5071-4e73-b9aa-d8cb8a788b32.png?v=1612272136"},{"product_id":"used-blum-minipress-p-220v-single-phase","title":"Sold Used Blum Minipress P 220V Single Phase","description":"\u003cp\u003eSold Used Blum Minipress P 220V Single Phase\u003c\/p\u003e","brand":"Blum","offers":[{"title":"Default Title","offer_id":40460799115417,"sku":"","price":3000.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/products\/BlumHingeUnit.png?v=1625175299"},{"product_id":"used-scm-accord-40-fx-5-axis-cnc-router","title":"Used SCM Accord 40 FX-5 Axis CNC Router-007929","description":"\u003cp\u003eThe Accord is a numeric control machine center, with a fixed work table and a mobile gantry, which carries all the working units. This machine has been design to process a wide range of material such as Particle board, MDF, Plywood, Hardwood, Plastic, and light alloys.\u003c\/p\u003e\n\u003cul\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eSubfamily \u003c\/p\u003e\n\u003cem\u003e5 Axis CNC Routers\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eType of work \u003c\/p\u003e\n\u003cem\u003eDrilling, Routing\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eX axis work area \u003c\/p\u003e\n\u003cem\u003e16 ft 5.64 inch\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eY axis work area \u003c\/p\u003e\n\u003cem\u003e5 ft 6.14 inch\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eMax panel passage \u003c\/p\u003e\n\u003cem\u003e1 ft 1.78 inch\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eX axis movement speed \u003c\/p\u003e\n\u003cem\u003e295.28 ft\/min\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eY axis movement speed \u003c\/p\u003e\n\u003cem\u003e295.28 ft\/min\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eZ axis movement speed \u003c\/p\u003e\n\u003cem\u003e98.43 ft\/min\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eWorking table\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eWorking table \u003c\/p\u003e\n\u003cem\u003ePod and Rail\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. Of Rails \u003c\/p\u003e\n\u003cem\u003e8\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eWith positioning by NC\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eVacuum cups to secure piece being processed\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003ewith positioning by NC\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eClamps to secure piece being processed\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eVacuum pump\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. pumps \u003c\/p\u003e\n\u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eSingle capacity \u003c\/p\u003e\n\u003cem\u003e300 m3\/h\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003eBoring units \u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e1 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003etop\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eVertical Boring Spindles \u003c\/p\u003e\n\u003cem\u003e3\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eHorizontal Boring Spindles in X \u003c\/p\u003e\n\u003cem\u003e0\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eHorizontal Boring Spindles in Y \u003c\/p\u003e\n\u003cem\u003e0\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e2 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003etop\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eHorizontal Boring Spindles in X \u003c\/p\u003e\n\u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eHorizontal Boring Spindles in Y \u003c\/p\u003e\n\u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003eRouter Spindles \u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e1 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003etop\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. controlled axes \u003c\/p\u003e\n\u003cem\u003e5\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eAutomatic tool change\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eLiquid cooling system\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eMotor power \u003c\/p\u003e\n\u003cem\u003e16.09 hp\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003er.p.m. \u003c\/p\u003e\n\u003cem\u003e20000 RPM\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e2 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003etop\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. controlled axes \u003c\/p\u003e\n\u003cem\u003e3\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003eGrooving unit \u003cem\u003e1\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e1 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003etop\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eGrooving unit\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003eFixed for Grooving in Y\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eMax. tool diameter \u003c\/p\u003e\n\u003cem\u003e11.81 inch\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003er.p.m. \u003c\/p\u003e\n\u003cem\u003e4500 RPM\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003eHorizontal electrospindle \u003cem\u003e1\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e1 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. outputs \u003c\/p\u003e\n\u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003ewith positioning by NC\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003eTool magazine \u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e1 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. positions \u003c\/p\u003e\n\u003cem\u003e12\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eTool \u003c\/p\u003e\n\u003cem\u003epositioned on the machining head\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e2 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. positions \u003c\/p\u003e\n\u003cem\u003e24\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eTool \u003c\/p\u003e\n\u003cem\u003epositioned at the side of the machine\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eControl system \u003c\/p\u003e\n\u003cem\u003eMaestro\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eProtection structure for operating units with safety sensors\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eSafety system \u003c\/p\u003e\n\u003cem\u003eSafety photocells\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eWaste chip conveyor\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eTotal installed power \u003c\/p\u003e\n\u003cem\u003e50 KW\u003c\/em\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e","brand":"WSI Machinery","offers":[{"title":"Default Title","offer_id":46381646577917,"sku":"WSI-USEDSCMAccord40FX-5AxisCNCRouter007929","price":230000.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/files\/3_007929_1.jpg?v=1751392658"},{"product_id":"used-scm-accord-40-fx-5-axis-cnc-router-007917","title":"Used SCM Accord 40 FX-5 Axis CNC Router-007917","description":"\u003cp\u003eThe Accord is a numeric control machine center, with a fixed work table and a mobile gantry, which carries all the working units. This machine has been design to process a wide range of material such as Particle board, MDF, Plywood, Hardwood, Plastic, and light alloys.\u003c\/p\u003e\n\u003cul\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eSubfamily \u003c\/p\u003e\n\u003cem\u003e5 Axis CNC Routers\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eType of work \u003c\/p\u003e\n\u003cem\u003eDrilling, Routing\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eX axis work area \u003c\/p\u003e\n\u003cem\u003e16 ft 5.64 inch\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eY axis work area \u003c\/p\u003e\n\u003cem\u003e5 ft 6.14 inch\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eMax panel passage \u003c\/p\u003e\n\u003cem\u003e1 ft 1.78 inch\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eX axis movement speed \u003c\/p\u003e\n\u003cem\u003e295.28 ft\/min\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eY axis movement speed \u003c\/p\u003e\n\u003cem\u003e295.28 ft\/min\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eZ axis movement speed \u003c\/p\u003e\n\u003cem\u003e98.43 ft\/min\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eWorking table\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eWorking table \u003c\/p\u003e\n\u003cem\u003ePod and Rail\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. Of Rails \u003c\/p\u003e\n\u003cem\u003e8\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eWith positioning by NC\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eVacuum cups to secure piece being processed\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003ewith positioning by NC\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eClamps to secure piece being processed\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eVacuum pump\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. pumps \u003c\/p\u003e\n\u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eSingle capacity \u003c\/p\u003e\n\u003cem\u003e300 m3\/h\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003eBoring units \u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e1 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003etop\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eVertical Boring Spindles \u003c\/p\u003e\n\u003cem\u003e3\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eHorizontal Boring Spindles in X \u003c\/p\u003e\n\u003cem\u003e0\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eHorizontal Boring Spindles in Y \u003c\/p\u003e\n\u003cem\u003e0\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e2 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003etop\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eHorizontal Boring Spindles in X \u003c\/p\u003e\n\u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eHorizontal Boring Spindles in Y \u003c\/p\u003e\n\u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003eRouter Spindles \u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e1 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003etop\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. controlled axes \u003c\/p\u003e\n\u003cem\u003e5\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eAutomatic tool change\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eLiquid cooling system\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eMotor power \u003c\/p\u003e\n\u003cem\u003e16.09 hp\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003er.p.m. \u003c\/p\u003e\n\u003cem\u003e20000 RPM\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e2 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003etop\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. controlled axes \u003c\/p\u003e\n\u003cem\u003e3\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003eGrooving unit \u003cem\u003e1\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e1 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003etop\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eGrooving unit\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003eFixed for Grooving in Y\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eMax. tool diameter \u003c\/p\u003e\n\u003cem\u003e11.81 inch\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003er.p.m. \u003c\/p\u003e\n\u003cem\u003e4500 RPM\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003eHorizontal electrospindle \u003cem\u003e1\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e1 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. outputs \u003c\/p\u003e\n\u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003ewith positioning by NC\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003eTool magazine \u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e1 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. positions \u003c\/p\u003e\n\u003cem\u003e12\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eTool \u003c\/p\u003e\n\u003cem\u003epositioned on the machining head\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e2 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. positions \u003c\/p\u003e\n\u003cem\u003e24\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eTool \u003c\/p\u003e\n\u003cem\u003epositioned at the side of the machine\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eControl system \u003c\/p\u003e\n\u003cem\u003eMaestro\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eProtection structure for operating units with safety sensors\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eSafety system \u003c\/p\u003e\n\u003cem\u003eSafety photocells\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eWaste chip conveyor\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eTotal installed power \u003c\/p\u003e\n\u003cem\u003e50 KW\u003c\/em\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e","brand":"SCM","offers":[{"title":"Default Title","offer_id":46381705101565,"sku":"WSI-USEDSCMAccord40FX-5AxisCNCRouter007917","price":230000.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/files\/6_007917_1_1.jpg?v=1751391647"},{"product_id":"used-scm-accord-40-fx-5-axis-cnc-router-007916","title":"Used SCM Accord 40 FX-5 Axis CNC Router-007916","description":"\u003cp\u003eThe Accord is a numeric control machine center, with a fixed work table and a mobile gantry, which carries all the working units. This machine has been design to process a wide range of material such as Particle board, MDF, Plywood, Hardwood, Plastic, and light alloys.\u003c\/p\u003e\n\u003cul\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eSubfamily \u003c\/p\u003e\n\u003cem\u003e5 Axis CNC Routers\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eType of work \u003c\/p\u003e\n\u003cem\u003eDrilling, Routing\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eX axis work area \u003c\/p\u003e\n\u003cem\u003e16 ft 5.64 inch\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eY axis work area \u003c\/p\u003e\n\u003cem\u003e5 ft 6.14 inch\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eMax panel passage \u003c\/p\u003e\n\u003cem\u003e1 ft 1.78 inch\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eX axis movement speed \u003c\/p\u003e\n\u003cem\u003e295.28 ft\/min\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eY axis movement speed \u003c\/p\u003e\n\u003cem\u003e295.28 ft\/min\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eZ axis movement speed \u003c\/p\u003e\n\u003cem\u003e98.43 ft\/min\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eWorking table\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eWorking table \u003c\/p\u003e\n\u003cem\u003ePod and Rail\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. Of Rails \u003c\/p\u003e\n\u003cem\u003e8\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eWith positioning by NC\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eVacuum cups to secure piece being processed\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003ewith positioning by NC\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eClamps to secure piece being processed\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eVacuum pump\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. pumps \u003c\/p\u003e\n\u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eSingle capacity \u003c\/p\u003e\n\u003cem\u003e300 m3\/h\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003eBoring units \u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e1 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003etop\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eVertical Boring Spindles \u003c\/p\u003e\n\u003cem\u003e3\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eHorizontal Boring Spindles in X \u003c\/p\u003e\n\u003cem\u003e0\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eHorizontal Boring Spindles in Y \u003c\/p\u003e\n\u003cem\u003e0\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e2 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003etop\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eHorizontal Boring Spindles in X \u003c\/p\u003e\n\u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eHorizontal Boring Spindles in Y \u003c\/p\u003e\n\u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003eRouter Spindles \u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e1 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003etop\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. controlled axes \u003c\/p\u003e\n\u003cem\u003e5\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eAutomatic tool change\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eLiquid cooling system\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eMotor power \u003c\/p\u003e\n\u003cem\u003e16.09 hp\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003er.p.m. \u003c\/p\u003e\n\u003cem\u003e20000 RPM\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e2 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003etop\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. controlled axes \u003c\/p\u003e\n\u003cem\u003e3\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003eGrooving unit \u003cem\u003e1\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e1 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003etop\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eGrooving unit\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eUnit \u003c\/p\u003e\n\u003cem\u003eFixed for Grooving in Y\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eMax. tool diameter \u003c\/p\u003e\n\u003cem\u003e11.81 inch\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003er.p.m. \u003c\/p\u003e\n\u003cem\u003e4500 RPM\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003eHorizontal electrospindle \u003cem\u003e1\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e1 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. outputs \u003c\/p\u003e\n\u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003ewith positioning by NC\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003eTool magazine \u003cem\u003e2\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e1 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. positions \u003c\/p\u003e\n\u003cem\u003e12\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eTool \u003c\/p\u003e\n\u003cem\u003epositioned on the machining head\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003e2 \u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eNo. positions \u003c\/p\u003e\n\u003cem\u003e24\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eTool \u003c\/p\u003e\n\u003cem\u003epositioned at the side of the machine\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eControl system \u003c\/p\u003e\n\u003cem\u003eMaestro\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eProtection structure for operating units with safety sensors\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eSafety system \u003c\/p\u003e\n\u003cem\u003eSafety photocells\u003c\/em\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eWaste chip conveyor\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli color=\"#021D3D\"\u003e\n\u003cp\u003eTotal installed power \u003c\/p\u003e\n\u003cem\u003e50 KW\u003c\/em\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e","brand":"SCM","offers":[{"title":"Default Title","offer_id":46381761495293,"sku":"WSI-USEDSCMAccord40FX-5AxisCNCRouter007916","price":230000.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/files\/6_007916_0_2.jpg?v=1751381117"},{"product_id":"dmc-unisand-2000","title":"Used 2004 SCM DMC Unisand 2000 US 1100 M4","description":"\u003cp data-end=\"615\" data-start=\"0\"\u003eThe DCM UniSand 2000 is a robust two-head wide-belt sander designed for high-precision calibration and fine surface finishing of wood-based panels. Commonly used in cabinetry, furniture manufacturing, architectural millwork, and panel processing facilities, this machine is built to meet the needs of production environments where accuracy, consistency, and finish quality are essential. Its dual-head configuration typically includes a calibrating drum on the first head for material removal and a combination drum with a finishing platen on the second, allowing for both flattening and smoothing in a single pass.\u003c\/p\u003e\n\u003cp data-end=\"1146\" data-start=\"617\"\u003eWith a sanding width capacity of up to 43 inches and integrated belt oscillation, the UniSand 2000 ensures even wear across abrasive belts while minimizing heat buildup and surface imperfections. Its variable feed speeds, automatic thickness adjustment, and electronic belt tracking provide operators with control and efficiency during production. These features make it especially effective for processing MDF, solid wood, veneered panels, and other composite materials that require tight tolerances and a clean, uniform finish.\u003c\/p\u003e\n\u003cp data-is-only-node=\"\" data-is-last-node=\"\" data-end=\"1603\" data-start=\"1148\"\u003eThough sometimes referred to as an orbital sander, the UniSand 2000 functions more accurately as a high-end wide-belt sander with advanced finishing capabilities. It is well suited for both heavy stock removal and delicate surface preparation, offering reliability and versatility in demanding shop settings. Its performance, durability, and user-friendly controls make it a trusted choice for operations focused on both throughput and fine craftsmanship.\u003c\/p\u003e\n\u003cp data-is-only-node=\"\" data-is-last-node=\"\" data-end=\"1603\" data-start=\"1148\"\u003e \u003c\/p\u003e\n\u003cp data-start=\"898\" data-end=\"937\"\u003e\u003cstrong data-start=\"0\" data-is-only-node=\"\" data-end=\"22\"\u003eDual sanding heads\u003c\/strong\u003e:\u003c\/p\u003e\n\u003cp data-start=\"942\" data-end=\"1023\"\u003e\u003cstrong data-start=\"0\" data-is-only-node=\"\" data-end=\"10\"\u003eHead 1\u003c\/strong\u003e: Soft rubber-covered calibrating drum\/roller (~11″\/300 mm diameter), adjustable speeds via inverter (20–25 HP motor)\u003c\/p\u003e\n\u003cp data-start=\"1028\" data-end=\"1109\"\u003e\u003cstrong data-start=\"0\" data-is-only-node=\"\" data-end=\"10\"\u003eHead 2\u003c\/strong\u003e: Combination of drum and graphite-covered finishing platen (~2½″ platen, ~25 HP) for smoothing and burnishing\u003c\/p\u003e\n\u003cp data-start=\"1113\" data-end=\"1192\"\u003e\u003cstrong data-start=\"0\" data-is-only-node=\"\" data-end=\"15\"\u003eBelt system\u003c\/strong\u003e: Abrasive belts sized approximately 53″ × 103″ (1,350 mm × ~2,620 mm) with electronic tracking and automatic tensioning \u003c\/p\u003e\n\u003cp data-start=\"1196\" data-end=\"1235\"\u003e\u003cstrong data-start=\"0\" data-is-only-node=\"\" data-end=\"25\"\u003eFeed \u0026amp; control system\u003c\/strong\u003e:\u003c\/p\u003e\n\u003cp data-start=\"1240\" data-end=\"1321\"\u003eVariable-speed conveyor (feed motor ~6.4 HP) with speed range ~11–60 fpm \u003c\/p\u003e\n\u003cp data-start=\"1326\" data-end=\"1407\"\u003eHydra 35 computerized interface: keypad + LCD control for setup and diagnostics \u003c\/p\u003e\n\u003cp data-start=\"1411\" data-end=\"1433\"\u003e\u003cstrong data-start=\"1411\" data-end=\"1432\"\u003eThickness control\u003c\/strong\u003e:\u003c\/p\u003e\n\u003cp data-start=\"1438\" data-end=\"1519\"\u003eMotorized part thickness adjustment with LED readout; auto‑positioning sensor for fast setup (~1\/8″ to 4″ range) \u003c\/p\u003e\n\u003cp data-start=\"1523\" data-end=\"1562\"\u003e\u003cstrong data-start=\"0\" data-is-only-node=\"\" data-end=\"22\"\u003eHold‑down \u0026amp; safety\u003c\/strong\u003e:\u003c\/p\u003e\n\u003cp data-start=\"1567\" data-end=\"1606\"\u003eInfeed\/outfeed rubber-covered hold‑down rolls or shoes\u003c\/p\u003e\n\u003cp data-start=\"1611\" data-end=\"1692\"\u003eInfeed safety stop; outfeed emergency stop and motor load meters \u003c\/p\u003e\n\u003cp data-start=\"1696\" data-end=\"1711\"\u003e\u003cstrong data-start=\"1696\" data-end=\"1710\"\u003eDust setup\u003c\/strong\u003e:\u003c\/p\u003e\n\u003cp data-start=\"1716\" data-end=\"1755\"\u003eIntegrated high‑efficiency dust extraction with Ferrari blower (~9 kW)\u003c\/p\u003e\n\u003cp data-start=\"1760\" data-end=\"1799\"\u003eVacuum conveyor bed and blow‑off nozzles\u003c\/p\u003e\n\u003cp data-start=\"1804\" data-end=\"1885\"\u003eCleaning brush on discharge and sanding belt air cleaning blowers\u003c\/p\u003e\n\u003cp data-start=\"1804\" data-end=\"1885\"\u003e \u003c\/p\u003e\n\u003ctable style=\"width: 99.9394%;\" class=\"cke_show_border\" data-start=\"2302\" data-end=\"3054\"\u003e\n\u003cthead data-start=\"2302\" data-end=\"2370\"\u003e\n\u003ctr data-start=\"2302\" data-end=\"2370\"\u003e\n\u003cth style=\"width: 35.9177%;\" data-start=\"2302\" data-end=\"2328\" data-col-size=\"sm\"\u003eFeature\u003c\/th\u003e\n\u003cth style=\"width: 63.6541%;\" data-start=\"2328\" data-end=\"2370\" data-col-size=\"sm\"\u003eSpecification\u003c\/th\u003e\n\u003c\/tr\u003e\n\u003c\/thead\u003e\n\u003ctbody data-start=\"2440\" data-end=\"3054\"\u003e\n\u003ctr data-start=\"2440\" data-end=\"2507\"\u003e\n\u003ctd style=\"width: 35.9177%;\" data-start=\"2440\" data-end=\"2465\" data-col-size=\"sm\"\u003eMax Panel Width\u003c\/td\u003e\n\u003ctd style=\"width: 63.6541%;\" data-start=\"2465\" data-end=\"2507\" data-col-size=\"sm\"\u003e1092 mm (43″)\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-start=\"2508\" data-end=\"2575\"\u003e\n\u003ctd style=\"width: 35.9177%;\" data-start=\"2508\" data-end=\"2533\" data-col-size=\"sm\"\u003eMax Panel Thickness\u003c\/td\u003e\n\u003ctd style=\"width: 63.6541%;\" data-start=\"2533\" data-end=\"2575\" data-col-size=\"sm\"\u003e~140 mm (6‑5\/8″)\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-start=\"2576\" data-end=\"2643\"\u003e\n\u003ctd style=\"width: 35.9177%;\" data-start=\"2576\" data-end=\"2601\" data-col-size=\"sm\"\u003eFeed Range\u003c\/td\u003e\n\u003ctd style=\"width: 63.6541%;\" data-start=\"2601\" data-end=\"2643\" data-col-size=\"sm\"\u003e~6–40 fpm (1.8–12 m\/min)\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-start=\"2644\" data-end=\"2711\"\u003e\n\u003ctd style=\"width: 35.9177%;\" data-start=\"2644\" data-end=\"2669\" data-col-size=\"sm\"\u003eHead Configuration\u003c\/td\u003e\n\u003ctd style=\"width: 63.6541%;\" data-start=\"2669\" data-end=\"2711\" data-col-size=\"sm\"\u003e4 heads: drum \u0026amp; finishing platen\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-start=\"2712\" data-end=\"2779\"\u003e\n\u003ctd style=\"width: 35.9177%;\" data-start=\"2712\" data-end=\"2737\" data-col-size=\"sm\"\u003eMotors\u003c\/td\u003e\n\u003ctd style=\"width: 63.6541%;\" data-start=\"2737\" data-end=\"2779\" data-col-size=\"sm\"\u003e~20–25 HP (motor sizes per head)\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-start=\"2780\" data-end=\"2848\"\u003e\n\u003ctd style=\"width: 35.9177%;\" data-start=\"2780\" data-end=\"2805\" data-col-size=\"sm\"\u003eControl System\u003c\/td\u003e\n\u003ctd style=\"width: 63.6541%;\" data-start=\"2805\" data-end=\"2848\" data-col-size=\"sm\"\u003eHydra 35 computer interface\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-start=\"2849\" data-end=\"2917\"\u003e\n\u003ctd style=\"width: 35.9177%;\" data-start=\"2849\" data-end=\"2874\" data-col-size=\"sm\"\u003eDust Extraction\u003c\/td\u003e\n\u003ctd style=\"width: 63.6541%;\" data-start=\"2874\" data-end=\"2917\" data-col-size=\"sm\"\u003eFerrari 9 kW blower + vacuum bed\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-start=\"2918\" data-end=\"2986\"\u003e\n\u003ctd style=\"width: 35.9177%;\" data-start=\"2918\" data-end=\"2943\" data-col-size=\"sm\"\u003eThickness Adjustment\u003c\/td\u003e\n\u003ctd style=\"width: 63.6541%;\" data-start=\"2943\" data-end=\"2986\" data-col-size=\"sm\"\u003eMotorized with LED readout (0.125–4″)\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-start=\"2987\" data-end=\"3054\"\u003e\n\u003ctd style=\"width: 35.9177%;\" data-start=\"2987\" data-end=\"3012\" data-col-size=\"sm\"\u003eBelt Tracking\u003c\/td\u003e\n\u003ctd style=\"width: 63.6541%;\" data-start=\"3012\" data-end=\"3054\" data-col-size=\"sm\"\u003eElectronic tracking \u0026amp; auto-tension\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003c\/tbody\u003e\n\u003c\/table\u003e","brand":"SCM","offers":[{"title":"Default Title","offer_id":46448140288253,"sku":"UsedDMCUnisand-01","price":20000.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/files\/GetAttachmentThumbnail_d36670f5-1c2c-4094-94ba-b81ca14c9c66.jpg?v=1752248156"},{"product_id":"used-invicta-delta-rs-15-shaper","title":"Used Invicta Delta RS-15 Shaper","description":"","brand":"WSI Machinery","offers":[{"title":"Default Title","offer_id":46448347382013,"sku":"WSI-USEDDELTARS-15","price":1900.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/files\/1.jpg?v=1752255503"},{"product_id":"used-2021-cantek-mx-370p-edgebander","title":"SOLD Used 2021 Cantek MX 370P Edgebander","description":"\u003cp data-end=\"476\" data-start=\"182\"\u003eThe Cantek MX370P is a high-performance automatic edgebander built for shops that demand professional results in a compact, affordable package. Known for its small footprint and exceptional value, this machine delivers the precision and reliability required for modern woodworking production.\u003c\/p\u003e\n\u003cp data-end=\"1054\" data-start=\"478\"\u003eThe MX370P comes fully equipped with a range of advanced features. Its premilling station ensures panel edges are perfectly prepared before banding, resulting in superior adhesion and a flawless finish. The end trimming and flush trimming functions work together to provide clean, consistent edges, while the corner rounding capability produces smooth, professional corners on every piece. A PVC scraping system removes any excess glue and fine-tunes the edge for a seamless appearance, and the buffing unit leaves each panel polished and ready for installation or delivery.\u003c\/p\u003e\n\u003cp data-end=\"1425\" data-start=\"1056\"\u003eDesigned to handle a wide range of edgebanding materials, the MX370P accommodates tape thicknesses from 0.4mm to 3mm, making it ideal for PVC, ABS, wood veneer, and more. Its user-friendly controls and automatic feed system make it easy to operate, enabling efficient, repeatable production whether you’re building custom cabinetry, furniture, or commercial casework.\u003c\/p\u003e\n\u003cp data-end=\"1710\" data-start=\"1427\"\u003eBuilt with Cantek’s reputation for durability and performance in mind, the MX370P offers consistent quality, reduced labor, and increased productivity—all in a compact design that’s perfect for small to medium-sized shops looking to maximize efficiency without sacrificing quality.\u003c\/p\u003e\n\u003cp data-end=\"1710\" data-start=\"1427\"\u003e \u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003ePremilling:\u003c\/strong\u003e The MX370P includes a high-frequency pre-milling unit with diamond cutterheads to prepare the panel edge for optimal glue application. \u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eCorner Rounding:\u003c\/strong\u003e It features a high-frequency corner rounding unit that can process 0.4-3mm thick edgebanding by tracing the panel shape. \u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eEnd Trimming:\u003c\/strong\u003e The machine has a high-frequency end trimming unit with TC-Saw blades. \u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eFlush Trimming:\u003c\/strong\u003e It includes top and bottom trimmers with insert knife cutters for radius and bevel trimming. \u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eBuffing:\u003c\/strong\u003e The MX370P has buffing units to polish the machined edge. \u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eQuick-Change Glue Pot:\u003c\/strong\u003e The glue pot is designed for quick changes and is Teflon-coated for EVA hot-melt glue. \u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eHeated Infeed Fence:\u003c\/strong\u003e The infeed fence is heated to help with glue penetration. \u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eUser-Friendly Controls:\u003c\/strong\u003e It features manual controls with push buttons for various functions like glue pot temperature, pre-mill, guillotine, and more. \u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eAutomatic Edge Feeding:\u003c\/strong\u003e The machine can automatically feed edges with a thickness capacity of 0.4-3 mm. \u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eConveyor Chain Feed System:\u003c\/strong\u003e A conveyor chain feed system ensures reliable results. \u003c\/p\u003e\n\u003cp\u003e \u003c\/p\u003e\n\u003cp\u003e\u003cspan data-cke-copybin-start=\"1\"\u003e\u003c\/span\u003e\u003cspan aria-label=\"image widget\" role=\"region\" data-cke-widget-id=\"0\" data-cke-display-name=\"image\" class=\"cke_widget_wrapper cke_widget_inline cke_widget_image cke_image_nocaption cke_widget_focused cke_widget_selected\" data-cke-filter=\"off\" data-cke-widget-wrapper=\"1\" tabindex=\"-1\"\u003e\u003cspan data-cke-copybin-start=\"1\"\u003e\u003c\/span\u003e\u003cspan aria-label=\"image widget\" role=\"region\" data-cke-widget-id=\"0\" data-cke-display-name=\"image\" 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Tcf3TCEZGblUHG3CcrCQtc%2BksmK7PXHuSbn3uRIyM3IpK69g98ZV5PRgV%2FkueYQxOdQT6z%2FWkrmzgoryPNa%2BVuCUFLvyZYwfNH38Dmt3VmE5UUXe5j1YPcYQMq69lrUgk8ySOpqOlpD9ZgF1Hn5MDvcCDEREhWE4uIkXN%2Bym6kQTdSXZrEr7DWs%2Fae5Z%2BfQQPOtyeXV9IRXlFeSteaV9R3oRuezYSjLJLoewu%2BIYf76JpobWh619nWFLEzWlu8nbsILlGyrwnj2P6K959MV3UgTe9RYsmiYvIm6g6UgZu9%2FLYsXT9tlK82b3YWpriGDGDQaq3n2RrL1VWBrqKNm4it%2BkraXMMYvSb4Q3nCojb2cZdTYgcAbTr22i8PUMcsvraDpRReGby0l9Ia%2FrO4BcOwb%2Fq5so2bSWwoMWLAfz2LTLCmNDCAJo%2BIiPjvoRFtmHn60Xat5dQdrKXKfNUUXEXXzliTsjYnjwx9H4HX%2BfjD%2BnseLlTVQPuYW4GY45RD0o%2F%2FE9YRhr8lj72hq2HJ%2FIVNdZpb1iIOKeJKIDz1C2MYOMzBIM06d126sZcOcvWBA1mOqc1ax4ZjV5x%2FyI%2FvECpjktDPWeGkG%2F7atI%2B3MmhRYj0xIXtu38bghfwM%2FvuR72Z7P6mTReeKuEs%2BNjiQ21d%2BFetDwigaTZQZzZl03GmjWUDLiJaT7t7y0il5eKjyuwYaNs%2FXLSnkpzemRin9sDWHaS%2BWY2BQc9Cfv%2BwyyZa1%2FP%2BbUaEUGED5omLyJuwMLOzLVkv1%2BF54R4Hn6o69lKl8ZA2H0%2FJ34ClP19NSueeoG3PjpL0B2xhDmWFfnOiiFsgIWSjbmUNQH4EvPgQqJH1PL%2BmhdIe2Y1mw4P45a7ZnSz3DOAuJ8vYIaxmk3pK1iRnod5ZDQL752GoXWavM%2F1hH3NHbV2NswnrDSdtGB1XfIpIt%2B4q86ePfvv1idmsxmTydSxxrdBdTZpL1UweckvuaPXbWMLuU%2BvoCT8YX45t%2BswLSJXnm9tzBQRuUSKm92xkvfCcvaEqE0pIu1a42af9lVeLmx7M1m1Ia99av66QpqGhDCx10m7iIiIiEhf8CZ6yTIl7SLSqW9l4m4IDMJk3smaVWmsSN9ElSGM%2BEVxBLhWFBEREREREfmGaaq8iMglUswUEekdxU0Rkd75Vk%2BVFxEREREREblcKHEXERERERERcWNK3EVERERERETcmBJ3ERERERERETemxF1ERERERETEjSlxFxEREREREXFjStxFRERERERE3JgSdxERERERERE3psRdRERERERExI1ddfbs2X%2B3PjGbzR1LRUREREREROQbYzKZLkzcAwICOtYSEZFO1dTUKGaKiPSC4qaISO%2FU1NRgMpk0VV5ERERERETEnSlxFxEREREREXFjStxFRERERERE3JgSdxERERERERE3psRdRERERERExI0pcRcRERERERFxY0rcRURERERERNyYEncRERERERERN6bEXURERERERMSNKXEXERERERERcWNXTOJu3pRGcnI6xa4FXSomPTmZtE1m14I2tvL1LFueTXWLa0lnzOT8Lpnkl3t%2BBSIibqU43R5Hj%2BWQlpxM%2BuUQzo7lkJacRs6xi8d0ERERkcvVVWfPnv136xOz2UxAQEDHGhdzLIe05Vupd37N04Ap7C4WJkbh8zV1DZg3pbFsmy%2BJzy4i0rWwU8WkJ6%2FBcnsKqXeYXAsBaPzH8zzxroH5SxcRZXAtdWUm53fL2GpK5Nkf9%2BwKROTyVlNT0%2FuY6WA7kEPG6%2B9R2diMp8HE1PseYv4N3QSalnqK1qwmq9RMc4snxvGzSfxRLMGDXOs1U%2FvhGtYUmkh6OJYO0c2Sw7KnttIxtfVhzi9TiR0JjXl%2F5In%2FGUziL0eRs3wrvonPsugSwlmztZzcdeswz1hKUjfH2%2BN2h78ebXxuTyH1jlrSk9dQ7loIQKg93pev4bH0w8z%2BZSxHl3cf00Xkm3fJcbOllh2vrCG73EwznhjHxfDAT%2BYQ6OlasRdaylmTmk7xoDmk%2FL%2F2eGnevIxluS6dgMM71hER%2BbrU1NRgMpn6bsTdf8Z85t%2FreMwN5kzpep55tRSba8VvSO9H5MF460M8%2B3RPknYRkV6wFZHx4laO%2BsWw%2BOHFxAR8TtErK8m3ulZsZaP01WdYX2Eg6r5HSflpDCNqt7LqL%2FlOnabNmIuzeP6Jx%2Fjj30oxdxZ8v4BmjIR%2Bzyle33sXk4bai4%2FWmmH0dYw5dpR6j2DCQ11PcBGN1ex4LY3Hf5vO1gONnHctd2G6%2FSGWPrm04%2BPHURgxEhpqAsJJdC1%2FMpW48cD4CYQC9UfMNPcfw1iOY8FIaJia1SJXovJ1K8kqh%2FD7HuXR%2B8IZeDCHla8Wf6l2pnlzFsWdnaClGYyhxLbFyfnMv2sSg13riYh8jfoscR88Poqo6Y7H7Uk8NNcf275cPvzMtaaIyLdbY%2BEOKluCib1%2FDsGjg5mzaB6h1FL0YRfTvG172bHPhv9tC4iP9Mc0fg5JdwTDkf2UtzY6j%2BWy%2Bo29nL9hPnNCXI5vdewo9Ywi%2FHaneD09HH8DQC2HjpmYM%2F9GrAcsmKLjet1pWbz%2BebKP%2BhLzH1H4uBZ2pr8R49COj%2FqKT2gcOokp4wA8MbiUG%2FtXsv8gBEdOwUAjh482E%2F6DeXgfqIQb7iZ2jOubiMjlr5w9%2B2wYZySQGOmPf2Qiibf50Fz%2BMZWuVXvKVkRW3hkMncS52mP1MCqcOW1xMoqoif50UlVE5GtzdWpq6q9bn5w%2BfZohQ4Z0rHExTZW8%2F8FBBk36LlNGtr88sKGMLaUH6R%2F4XSaPAJqr2friCl5av5HN%2F7udnVVXMTYyiKEeOKaZ%2FzfrTw7lXF46L63byOb8EhpGTiHMt1%2FbOet3ZfDCn14na9MWtr9fwqkR7eWnK99nx8FBTPruFJwuo%2B3cr5fZgJOUbtlCje93mTLyGHu3lHLaZKIp%2F2XS121kc34Z58ZN5vph9nOaN6Xx3y9%2Bim%2FrOVvqKXr9BVa9kcW7m7ew%2FaNjDA6dzKiBAKepLNjBQa9JfDdyJJwuJv3Xy1n78dVMvjEIr4%2FSSV6%2BlwEjDpD53F%2FJ2rSdnVXXcN3UQAZf5bjU05XkrH7efi1bt7PzgEv5ySIynn%2Be19%2FezJbtOylrGsHk0Gtp%2FYY6fD87y2j0ncwEp%2B9PRPpWQ0ND72MmUPHeBkpaphAXHYwXwFUemIt3UPrFWHv8cNV8Nf19RxMWdh0%2BjpZjv%2BMfsaWsietm3kTgAMBzBJPnxjJ70igaS7ZQejqImbc4zt%2FqyF62lEHk91zjJMBggm%2B%2BieDB%2FfC54RZmXtf7saWhwTcTe%2FtNBA2o6fTvwkW1lPM%2Frxficct%2FEhs00LUUgPr3MnmnJph590%2Fh2qv6M3LyTCaP7IfXmChuiRzZFg9FxD1dWtw8RvHmEs6Mn8UtIfbYZDvwPjuqDEy8oN3XM9XZ6eT8%2B3ZiRlRQ6RIvD%2B%2FZwicekZ3H4ws42rDHr%2BbYxpf469ub2ZJfRkvodPoVvcSKl95k42bXNl8x6cnL2Xt%2BAB%2B%2BsZI3N25m%2B85jDJ86nhNvP8sfX81ic%2B52SqyjmTKxvZ0nIt9ODQ0NeHl59d2I%2BwWaAXzwvhbARtHLz5NTO4KYB1N4NNE%2BxSl9Q8d%2B0vqCjewfGUvi%2FbGEG8wUvZVDdWth%2BRqeWVcKExN59PGeTC1tZSJmyVIW3%2BwDBBP%2F5FISw9tL6wtzqHS8Z6ihlvw1Tu%2FponzdM6wvhdB7FpPycCLhlLJ%2BZVYn9W0UvbGOckJJ%2FMkcTG3fcjnZ2WeYkpDE%2FFmjaD6QTfaHrcNl9eT%2FZRVba0cQ89MUxzSwbFaua13dWU3WyvWUEk7iwyksnjsCa0E6K%2FMcE2UPZ%2FG88%2FfjZ2VHj74fEfm6NV%2Bw4aWJEdcC5850Pu3T4E%2F49CiCvR3Pz1WTvb0cxkdxo2OaOwYjxous9TSfsIDnUXJ%2B8xjJyck89sQq8mtda106g9Ho%2BlLvlO%2Bh9Jw%2Fk6Z2NV5fT3FpLZ43TCX0q%2FvrJSJuJ5yoSAP1xXmUNtoHg3aU1NtjgWvVnrDm81ZhM5Hfu62T2UFmrCfAszaHJ1KSSU5%2BjCdW5lN7QdzuqP7DAs5Me4BFP55DsEctW1c8xspCA7Pua2%2FzvVXQ2OGY8sKPMd35AIvujcTndClrfv0EmeZg4hOTiL3BgHnXGjZWdDhERL7FvpKmT7O1nKzt5TA0lEn%2BQEsllXVGwu9OYs54E%2F6RidwWArbqyg6bJHlGJvLQ96MIj5hDwu3B8Fkl%2By32stLCYmzD55B0XyT%2BvsHMuT%2BW4JZa9pR0DIKd8TQaGWwA8GTgUCMGp8at83sm3h4Mn5k52lnLuaWYgmIb%2FnMXkjg9GNPoSBLnz8T4WTkfd2j4%2FovaTc%2BzvrwfkYmLiOywcZQ%2FsT9PYk5EOFHfj2OKESrLHZ0Xlg8pOgKh8xa3fUcJM4zY9u1xbMxkpf4zCL7tXiJHmwi%2BPZGEW8Pxudrx%2BevraSSY2%2BY7vp%2BEBG4L94GLfz0i4i4%2B%2B5zPXV9z5tjtPTnlefL%2FFcXiH8%2Fs1dTN5vNAC%2FjfHM%2F8789kVHMl2SvXUH6RBinY16%2BXllRS3%2Bz0WkszjZ%2FZ7P20X5qNooJimsdHMbO1g8LV4XwKao1E3XxJTXURuYyF3vtTbrummIwnkkl%2B7Hl2NM%2Fkpw9EdoyBLY1Ul5RSae0YlZobG7E5vVS%2BaRO142KZ12koaeZ8CzTjz6zvzyfekXS3D6R0zjjjAZJuDyX0hlj7UqYWI1Pva23zzeNGb6iu7DhgFXzHIuKnhxI63d7moyWQ2IXxREWEM%2BdHsYRio%2FJAF0uoRORbp88S9%2FI1ySQn2x%2BP%2FTadHacDiftxPIEAHuEkLl1K0vT28HqNh70B6WyId3trzWDwtA%2FbfwFg5ugxwDSifTdPQzCBw%2BFza%2Bc7EvfUhe9p5fPO1uWbj2NpgcHDnfpmA%2BN47MmHiHHeC8mcz5o8Mz7RPyXxgj8Ig%2FFpezsDhv6ODVAAjh7FjA%2BjnGZlBY4bBecaqbcB%2BDPKFyrfXkZGQSX1zfaOkKRbA%2B2VR47C5FFJ1h8y2HGgnuah4cTdn8RtWu8pcuUwxfDQk0t5NHEmgeeKSM8o6nyEvgv%2Bd6fy9B%2BeIOn2KKJmxfPQA1EYbcUUlLjWdFGbw7JfP0%2FGa6tIe3wZOa2dlRXrWPrbTPa7VL8k1h3sqGhdu9658veLnNa%2Fi8i3Se3mNeQ3BjIz8VFHDNxB%2BnqnZLqllpw%2FPMHzr2Ww6rePs2xza6AqZ93vniCzzPH0WA5ZxQZmfq%2Brjk9%2F4v77aZ7%2Bf0nMmR7FzO8%2FRNIMI7biAoq76eS8xmmxvL09eQ3GtsEbT%2Fp10uL27HDMNYCBga3HeFzTViYiQl8m7sHfd9719%2Fc8nfYQt%2Fk7VThZxPoVT%2FDYI%2Fbkfs0nTmU99cmats6B5ORlbD0JjZ99g3PBPTwxuozgc9KMGaivOdSrBrVdPVuXt3eAJK8pd%2BpIMBH7WArzwzzZ%2F84q0v7vr3h%2BUzmNrX9ERsby6P%2BdzwSP%2FWStTOOx1OfJKddwu8hl5Vrv7m815Ig5%2FpHxPDQvlOaKfN5zzErqKU9Pp4A1PphRgOVYdyM6Nna8s5X68CSefiaV%2BKDP2bryebIKdrDmnWKIiMJp9dElq9%2FzMbUeoUTd2HlTmpZy9nzSjM%2FUmfYOYRH59rAVkZ1nJvB7i4iP9Mc%2FMp5FdwRj27WJfMdgi60wm60N4SQ9%2FSyp88byee5Knn97BzveyKaYSKLCscezt7dSPz6G2G47AD1xDpXB40dBi4Xj3YVKEZGvWJ8l7p6DnHf%2BNdBhqWVLOWtWrOdjjyge%2BL9L%2Bf3Tz5J4g3OFHgqJv%2FDWQff2RZOxDw2%2FjYcenInxQDZrdvU2dfdh5n%2B53vrIaUTf00TU%2FSk8%2FYdUFkWbMG9L5%2Bl32lfYe%2FpGkfT40zz934uYM9zM1vSnyTrcViwibsLzgshr5viJbkZYbLWU7iqi0rmfcuQofDiDrcdhpp7KXUWU1vb4AIdKKg9C8MRwPD18mLnoEeLH1VP0dhalLVE88P0LphZdgmryC2vxjJhF5AXfjZ3tw%2FcoPufPjTO67doQkSvRZ1asLWAY5DRCPS4QH6yYHcl0ZUUljJ9EuCf43LyYR%2BYFUl%2BYRVZJM1GJ8%2Bz7YljeY8cB4EAWv3IMkqz5BDi5lWXJaeQcA6yVFO0qpdehUkTkK9ZFE6mPmQ9x2GZg0p2xhPq6jFD3yGAGD7Xfg9jT%2BbZAg40YB%2FX6ZJfGNAJfD%2Fj8pNPU%2FGNbef6JP5JzxLneaALHxzJvYj%2FK38mktKeBf6gPRv4F%2FVxufTTYaG%2Fk71vPE088z9ZjgKcPoXc8xF2h0HigknqgdN0TPPHcVsyAp3cosUvuIpRGKiu%2B3FICEel7YwP94WQ1la3xoaWWoyfBf1ywS02Hc5XkrlvP1rZ7v7Xe2m1gp7cy6lwzldvXsybPaTvNw4c4CviO7C4ZDifpmWdZFOl46uHDzB8v5elnn%2BXp%2Fzef0A77eFyi8gKKPvMkfGpXnQCNfFhYCaOnEtXV%2BncRuXIZBjIAaHbuqTxylHoGYxxmfxr%2BwLM8%2B%2BPWQAU%2BNy9i6dPP8uzTqcy%2FwREoh8fwU5cBoPgQwHsmi1sHSporyV%2B3hryDbaeiuvooePgyortQKSLyFft6EnfDQAZg4%2BNtORTtKmLrumW81aup8gam3ByO4UA2z68rotLSSG1xFs8%2F8Ssy9vVsWyTTSF%2BgmqJNLqNWPeURStQNBmrz15JVXEvjkWKy1r9H9dVjmTDatbKB8PmxBJ8rJfPt7jczaTNuJlG%2Bjex4JZ2cT2pptFSy47U0HvujPRln%2FBhGnK7mvfVZFB9ppLZ4DfkVYBwfjA8QHDiCxsPvkfl2MbWf1VK8Lp9yjASHXLhfqoh8s4wzZhLsUUnOa1uptNSyI%2F0tyvFnaoRjV3ZrEem%2FTSOj2NFIHTqRqaOhclMGWw%2BYMR%2FYyqq3ymF0FDf6djh1N0zceKM%2FzSXryCioxHykmDVv7qDREMmsCNe6X5GD2Sx74vn2NfIO5XtKaR4axayu8nZrEXuOQPCMG%2FmS%2B9aLyOVo6I1EjXeJge%2F0Nga2Lzdyfgz0BDwMDB7qGCjxvZGo0c0Uv5XBjgNmaovXkPlBI4bIrmcEiYh8Hb6eEDT0Nu79j2A8q7eyfl0WBdYoYmcYobGenubQhogkHrl3AuzLYtVTT%2FDHdXuxBd%2FFXTf0cMQ94g7mjDxP5bb17KhxLewJA%2BE%2FeoT5ITb2rvsjT6xYx95%2FTSLpYccGfK4GzST%2BdhO2PevIcuq17ZqJ2CWLmTPyKO%2B98keeeGoV2dXezP7%2BTPuaV0MUi5bEEWgrYs2KJ%2FjjG6UQPp%2BH7ra%2Fu2HGIh66OxDbrjX88Td%2FZM0%2BCL%2F3IeK1OZ2I%2BzFEkfTgHEbV5bLqqT%2BSXTOYqAd%2Bym2to8mNZiyf1WM2t%2B4x78NtP1nMHP%2Fj5L64jGUv5nLcP5aHlnR2K6Ou%2BUT%2FlMXRIzi0cRXLVqyhlHDmP5z4td1azXbSTH2jGfMJp1EzWxHvlXS%2Fdr06v6D79e8icoUzMPMnDxHbGgNX5nLcfw6Lf9K7GNgzjng7%2FBDZK5e1tbceubernkURka%2FHVWfPnv136xOz2UxAQEDHGiIi0qmamhrFTBGRXlDcFBHpnZqaGkwm09c04i4iIiIiIiIil0SJu4iIiIiIiIgbU%2BIuIiIiIiIi4saUuIuIiIiIiIi4MSXuIiIiIiIiIm5MibuIiIiIiIiIG1PiLiIiIiIiIuLGlLiLiIiIiIiIuDEl7iIiIiIiIiJuTIm7iIiIiIiIiBtT4i4iIiIiIiLixq46e%2Fbsv1ufmM3mjqUiIiIiIiIi8o0xmUwXJu4mk6ljLRER6ZRipohI7yhuioj0Tmvc1FR5ERERERERETemxF1ERERERETEjSlxFxEREREREXFjStxFRERERERE3JgSdxERERERERE3psRdRERERERExI0pcRcRERERERFxY0rcRURERERERNyYEncRERERERERN6bEXURERERERMSNfTOJe0kGKSnLyT3uWvDVsWxZTkpKBiWuBW0sFKSvIGOX1bWgc9%2FAZxAR%2BUYdz2V5ynJyj5eQkZLC8i0W1xqXpyv1c4mIiMgV4%2BrU1NRftz45ffo0Xl5eHWtczPFclqet5n%2B2bWNbh0cxLWE3E9TZ6Y6XsK3sDGOjuij%2FCpyu%2BoDC6kGE3T6ZEa6FABxnz7sFHB0yiZuvG%2BJaeKFv4DOIiHu5pJjpYDuYy6srM9iQk0v%2BB6WcMkUw4dp%2BrtWc2Kja8iqrXt1ATm4%2BH5SdYmT4BIa7HtLSTN3uN1n99%2BMETQ9ikHPZiVxW%2FHY12d3Ealt5Ni%2F%2BZS1%2Fb70u74lMMF1jL6zdzeaSBsZEBdFYVMaZsTO4eXyHd7io3n9uh2YrFVvX8tKuq7llYidRvLvPjY2KjS%2Fy0pq%2Ft313w8Mm4Ov4WH3xuUSkZy45brZY2b3uRV5cl03u9nyKqvoxfvIYjFe5Vuyc9R8v8JuX%2Fs6R4bczuZMQ8qU4X9vWfIoONuMfGoR3D0KbiMjFtMbNPhtx95seT%2Fw9zo9YwnqQ%2F341LmXUJIj4J5fxyzsDXAtERPqWbTdrX86jbmQ0C3%2B2kOhRjexes5qCU64V29l2rWX1e3WYvrOQJYui8WvYTcYrBbTPEWrGUpLNqrRUXni7DIutw%2BF2X0AzXoTM6SJWnypg9ZpCTjlf15ur2mYWWY9aaO4fwBgsnMCLkAm%2Bzme%2FuEv43LQ0UbNzLct%2FvZyM96poOu9a4eKf2%2FqP1WTsPNXhu1v7Yi6tfyG%2B9OcSka9czburyCqDsB8sYckPwhhYvYnVGypcq3XOVkJ2Xp3rq33ERtkbfyKrcgDTfrCEhxdFYzqWx%2BoO8VlE5Mvrs8TdOG4a06Y4P8LwM7jWEhGRpl2FVLUEEfPDaIJGBRGdFEcIdeze01VnYxN7dlXBuBgWzA7Cb1w0C%2BNC4Ohu9pxwVDmex6t%2FK6E5NJ7oYJfDWx2vxYo%2FYbM7j9VNpR9R1%2BG6YgnBStk%2BC9BETV0zYf8njmEHD0DoncSMdn2D7vX%2BcwOlG1iVU8e1s%2B9g2jDXwp587iY%2B2VfX8bu7MwTqyyg5YS%2F%2Fsp9LRL5qFezc24TX9HkkRPjhF5HAglu9sX28mzLXqp2o2fouFR4GPF0L%2BoKthMJPbPjNTCAuwg%2FfcdEsmBsERz%2BlopOORBGRS%2FXlp8o3VfFB0SEGhXUz9ah%2BN2tffJE3N%2BaSX3SIfkYPKg87TzN3mgK6LZ9SqxHbB3%2FiL2XDuT3CflLn6ZXbCoo45DGeKYFG13eyrz1%2F7h%2FUA7bqQrZ91EL4zUHgmCrvN%2BwT%2Fv6XN8nekk9RrZGwCH%2FsbdYSMlKeY%2BsX4W1TJG0Hc3n1pQw2bMplW34Rh877M2G8N%2F24cKp83ZYV%2FO7lXE76zyTs2pPkPv1bsuqHcO4fGfx1Qw65BaU0jOg4JdS6dy0v%2FuVNsrds62TKqPO02G3kf3wEQ%2BBkRrd%2B5DNV5GasImNDDrl5%2BZQeNTAmfHSPp4yJyJd3STET%2BGfB3yltmcwdtzqmdF%2FlwYmSQsq%2BGNMW8zr6JwXvlNI86Q5ua53CffUJSgvLOD%2FGEXuvNjHp9hhmTfSncd82yk6PZcbNLlPGa0vYth8mzel8ydBnlR9QeGgQYXMn438VcNUJSraV0RQ4g5vHD2PEpBmEj%2BjHoNHTuDlihD0W9kLvPzcwOJioObO5McjA0cJCDg0K61j3op%2F7MyoKCjnkFcb3JvvbX7KUsK2sibE33kyQ1zVf%2BnOJSM9dUtw8UUxuwSF8Z8a3tTUHnTnEttI6hne1LLPVmUL%2B9uYBxtw%2BlbMHarpvr16K5qvp7zuKCRPG4%2B3oBO1nLmXb%2FtOMv%2BlGxgxwPcC%2B79Jv%2F34cj7r%2F5a9v2Kf%2B72%2B5ninX7Oavf%2FqrfSlR0SH6jZ%2FCGCOAxd6uNHtwPOevvL4xl20F%2B2kJmUK%2FXX%2FlT6%2FYl1AVHezd8gERuTz0%2BVT5rtWQnZ5FWdMYon%2BYROL3fNm3q%2BPUJvsU0CoGTowjKTGRiLNbyD3oVOFUAatbp1c%2BsoSECQOp2ryazM5mSIUlkPp4HEGAd9RCUh%2BMpn3SYwW5uRARv4D4KF%2FOlmeRtauL7tDW9%2FS9haSfPczC75ioe281azurX7eJte9Z8J29kITQ9v5c684cPh0xl4QfxhA2wMLud3KpaS2syORPG8pgQgJLHrlwyqjztNiHf5ZAGBVkr86kogXAxu51q8k7ZiJ60cMs%2BUEYVGT3fMqYiHyjmltcX%2FHFdzhwzkYnEQZo5rzrMdf6MgxoPus4wuCF10WGkywnT4BnLblPpZKSkkJq2moKnGaP%2Bk6dhp9HBYXvWWgGmnZ9RBXeREzqm6njvf%2FcwEAvvLr7S3XRz%2B3L1Kl%2BUFlI3olmaGli90dV4BNBV30FIuJmvoBm19d8ffHmX9jOuhZ0VPE%2FuVT5RRMT8hV1yRn8CJsyjaDWGUHnatiUXwHjpjG1uyWj9bvZeTaCxMQkooP6Ubf9BVL%2FshPDzQksuGcGfl9UsenvBTQ5HWLdsxNbZCJJ90cT5FFH3p9TSd9l4KYfLCD%2BJj%2B%2BOLiJd3Y6HyEiV5LumkO9UpGZQkqK0%2BM1x%2F7t1R%2Bxr8GTiB8sJCY8hJApcSy%2BM6TDsWWfVIFPNAvmzyAkNIToxAeY5TQl0rJnN3WEEJcUTdC1fkTMn8cMLxtlJZ0kqp4GvIY4pkMZjHh1aNH5EfNfC4gOD2Pa3XczzQvMda3zTDuy7Cqkrl8ECUkxhIzyJWj2AmLGQdUnLpOyzpSQsboA66g7%2BNFcvw5FnhEJLL5rGmHh0cTPDoKGKj51vF3ZrhJsPtEsmB%2BB37VBRP8whqCWOj4qtQfcxlOnYEgEc2cH4TsqgoQf3EFYsJHzjQCNnLKC1%2BS5RI%2FzxS8igXmxYQQNOt8hwIvIZaahkUbX1y7iVEPPj2g%2BD7SAX1Qc8Xc5GoZtHYLAsFk8cE8Ip7auIDUlhbS3qxhz92JiepLgtjRRU1pG1amOzevmpiZsF7S4XVzC5%2B4N71sfICHkFLnPpJLyqzSyqsYQ92CMU6euiFyemrB%2B5vqak1N5bPnoambcOQtv17KuNNVQVlqF1TlutTTT1GC7sPPA2fFclqekkPLkKgr%2BNY2F989wzOjsgtcM%2FjMxmpDQEGJ%2BGEMQ4BV5LwtmhxE2JY67p3vDkQMccD5k%2Bn%2ByYHYIIaEx9un4LV5Mnu9o1951N1OHQU2V8xEiciXps8Q96K5UUh93etwTZi%2F4zEoTg%2FF2Xpt4tdO%2FsXDqpL3ntL0R5Uk%2Fpyurq7PAMH%2F82l4LYMxoaG6wdj1K0ymj03UMwNAfmho63zqk7rgVvLwZ1vaeBqYtSCX1nslOtf5F2d%2BzqWgJIf6BC%2F8oDB7W%2FqENAzyBZvgCwELdcZfPbAhijA98fsp%2BPcaRfhgaCsl4KZuSumYYPYsFP7zDsYmUEb8RBpqKMli1sYS6cxAwcwEL7gyju9liIvLt5nfnL0lbmsKC2dOYdlMcixOn4WUrYWepo8KZEjZsrODqG%2BJY%2BLOFxN0wgKp3X%2B9%2B8ziAljpyn01j1ZtrWf2HX7Nia%2BswfgVvPZ1G1n6X%2Bl8zW8kGsiuuJuyuhSxZFEfYoCo2vaaNo0SubDZKNuZRN%2B47xAS6lnWhLpcVv1%2FF2jdXs%2FzXK8htDWWVb7HsD1l86lK9A99oFj%2BeypKEGQT8azcZa3d330btb6BtFr3BPuB0zaD2JaCenbTQrzG0z7u3tyuvwTiw9ZWObWcRufL02a%2B450AvvIY4PQZ2O3ex9%2BrzWOE0op9Z%2FtWP0rjyHOjlMoLfhKXeBudqqetmb6UulWc6zVJYQV59e0eCIXwBjyRF43dyN5kvpJL69Fp2n2jt6zUQdt8jJN3qh3VXJi88mcryN3dj6bYrWETc3vBhvR4FvnZ4747w9HSKYeOC8AdOmO0BrGbbu1RcPY1775tB0KggZiT%2BJzMG1LAlt5PZTU5suzaR93kYC9KW8cu7x9C4fTWrNhZSuH4TJUQwzdGP26VL%2BNw9V0Pu5gqunnovC24Kwm%2FcDBbcO4MBR7ZwkY8lIm7PG9%2Bugkd1Lu%2BWD2BGzEVGvtvYKHw3D2vYAtJ%2B%2F0vixjaSt3oV2TsLyXy3BMKn0W0o8%2FDEa4gXfhFxLI4LobmygILOJ3WKiFySPkvcv3LDZrDQeUT%2F8VSX9evfBE9C4h8mblwThRs2UXfB%2Bs2LCI7r%2BHmcZyoAXiExLExNI21JPNc3l5H1bAa7W7tvPbwImbuQ1KVpLPn%2B9fyrLIsVr12kd1dE3MKFIykWLCcBj67WYHYyknLCwilcZzB1x0rV3t2U1XUdJaynmqC%2FEaPr7KaTlm6X4VRVVsG4MMI87XuL%2FPzuAKy7ssne18y0hDhCHOfr%2FefuC1asDR1Hsggcgz%2FNWE9096lExG1czYU7wlssWOHC2OhQVlBIE00UvuQYIHkuD2vr0s7W5ZwdVFFVDUETwvD08GZG0s%2BJC7Sye2M2ZS3TSLyr4zLPNrY6yvbupsp5ZtIIf7w5c9H19yIivdFFuOtDQ73x4nOszgHtC6d%2F48uw4fYA3D5o3XEjJu8hXnAe%2BjmP6BtdR7%2F7lt8Ib2iycsrpOsrWp5H2ZonTGqfB%2BPv7MuOuaHxPFZC5vafD7kaMQ%2Bzfw9Wun2mgJ2Ch4KU00tbb19N7%2Bk1jwf2z8G45TMVB4EQBq9LSyCy19%2FD6TV%2FAA7O84VAFVa5vJSJuJzDAD%2BoPU9WaQ7fUUVsPfoHjXWq2CmSMH1gPV7V3ztXWYsGP8WM71uxaM1X5WWS%2B37ZFJhw5TC1wrcneBWoY4AnnbLS3NeuoPQ4MHtbtMpywxGUsuz%2Bi7bl3VBKpactYlvZL4kPbx7p6%2F7n7ggFDf%2FiXcwu6rpYTwODB3X0qEXEb147Brz%2FUVrfHL8uxOugfwJgu9uC4Pt5lYOT%2Fm4F369JOp0GSdmEs%2BP0yklpDmYc3M%2B5PJW3ZMtIeiyekbUq6i39Vkbchizzne78dr8XKQJxmtouIfGl9lrg3n2miqaHjw9YMBM5guk8zJX9bTW5pBRV7s1n1bsf5iWGTQ%2FCsz2Pt%2BkIqyivIW%2FNKhzWVAVHT8T1TSEZGLhVHm7AcLGTtM6ms6DJR9sPfB6xleRR%2BUndJo9C%2BkyLwPV%2FChjcKqTphoWrnWt75uAnT%2BJALe31HxDBvuheW9zIvvhYUAAMRUWEYDm7ixQ27qTrRRF1JNqvSfsPaT5oBX8b4QdPH77B2ZxWWE1Xkbd6D1WMMIePsf8D8r26iZNNaCg9asBzMY9MuK4wNIcj1rUTE7XhNn0GQRxW5b%2BZRdaKOwoxsKvBjcrgjkTy1m4w%2FLGdtSWv08mLq9CA4mMva96qwHC1kdXYFjJrMDd3tWtyBfXf15tIN9rhytITMvxXSZIjgpnB7jZAbp%2BHVVMhb60uoa6ijZH0mBacMREzvrJHbexf93FjZ%2Fdpylr9Zcklxu3Mh3DTZi6Zdb5FZUkfT0RIy1xVgNfRgCr%2BIuIkQbprS%2FntsKc9m7T%2BsGCZMpm0cvHoTK9JWta1Lv2AJp9Heieg5sI%2BXcw65gcmjoGrLWvIcbTJ7fJ7G1GtdK4uIXLo%2BS9yrNqaR9lTHR2YZgC8xD8QT5nWYvDczWLPZwsTpHacbGSISSJodxJl92WSsWUPJgJuY5uNUYUQMD%2F44Gr%2Fj75Px5zRWvLyJ6iG3EDejq4nyvsyaE4ahvoTs%2Fy27tHXwjvc0Hd3E6mdWsHpLNabvLCZpeucrpQLm3k1Y%2Fzo2bSjsUYPTEL6An99zPezPZvUzabzwVglnx8cS67idXMCdv2BB1GCqc1az4pnV5B3zI%2FrHC5hmAAgg7ucLmGGsZlP6Clak52EeGc3Ce6f1cB2XiHyjDNNY8ONo%2FI7lsfqZF9h01Mi0xIXtd9NosnCiwYrlRHv0MkxfwMLZfpi3r2bFnzdRN2QaSZ1sitkd71sXsvBWkz2u%2FDmTMsKI%2F1lC21R2AuP4xQ%2Bnwadv8cJTL5C5H8Lu%2BTkJXcwQ7bWLfW6asBy3Yj1mubS43YWAu37BgslQ8dYLpHX2uUXE7QXcuZj4MCj72wusWLObM4F3sPCe9uBkq7dgbTqB5WRPWmF9yZtZDywkeqSZvJdXsOLlPMwjY1j8X72LzyIiF3PV2bNn%2F936xGw2YzKZOtb4RtSQnbaKiilL%2BOX3Ot5iTUTEXbhPzBQRuTwoboqI9E5r3HSP8YYzu8l8KYu88jqaTlRRuOZ1Cpu8CAlT0i4iIiIiIiLfbu6RuA8IIsinlp2ZL5D2zGo2HRxI2D2LiRvtWlFERERERETk28VNp8qLiLg%2FxUwRkd5R3BQR6R33miovIiIiIiIiIp1S4i4iIiIiIiLixpS4i4iIiIiIiLgxJe4iIiIiIiIibkyJu4iIiIiIiIgbU%2BIuIiIiIiIi4saUuIuIiIiIiIi4MSXuIiIiIiIiIm5MibuIiIiIiIiIG7vq7Nmz%2F259YjabO5aKiIiIiIiIyDfGZDJdmLgHBAR0rCUiIp2qqalRzBQR6QXFTRGR3qmpqcFkMmmqvIiIiIiIiIg7U%2BIuIiIiIiIi4saUuIuIiIiIiIi4MSXuIiIiIiIiIm5MibuIiIiIiIiIG1PiLiIiIiIiIuLGlLiLiIiIiIiIuDEl7iIiIiIiIiJuTIm7iIiIiIiIiBtT4i4iIiIiIiLixr6RxN1Wvp5ly7OpbnEtuYwVp5OcnEbOMdeCS3Asn1XL0ymyuha0MpPzu2SSXy52LWh3LIe05GTSu6kiIlem4pft8cG8KY3k5HQUBkREREQub18%2BcXckiMkpayh3LQOw7WBVcnKHxmOz5TjmE2aOn3OpK3afmzlqtmBudC0QkStF%2Fa4MlqUkk5yczGNPrCLngM21SrvT5ax%2F6rG2uvm1rhWcNfL5566viYhc5pqr2bryCR5LTib5sSdYlVtNs0uV0lfsMbXDo7tBDhGRy8iXT9xbnatk%2F0HXF8FWXEqly2vGWx%2Fi2acXEWVwKRC7kPn8%2FplU4sa4FnSt%2BOVkkn%2BXg9m1QETcjq0kg2fWVWKYnsijjy8mxu8oW19cSX4Xs2zq97zHJ4bZPLRsKXd4V5K9pbS9LO95ns9z%2Bs1vOcoRC%2FiPG0PtsXoICSe0vVRE5DJko%2FjVleTU%2BhCVuIjEiIFUbl7JK8UdOzybWwD%2FKObfO7%2F9cVsvGlMiIm6s7xJ3j0Y%2BLq52edHG3pLKvnwXEZHLnI29H5Ri85%2FNgu9H4u8bzJz7YwluqWV%2Feeej7j63LmbpTybx%2BcdF%2FLPBk8Agf3tBSzk5284zIcLUXrn2ELW%2Bc7h3hpVKs4k5%2FxGF%2BkhF5LL22YfkfdJM8B2LiI8MJfK%2BhcT6N1Oe%2FyHtkxPNHDeDT8hMoqZHtT%2FG%2B3Q4lYjI5erq1NTUX7c%2BOX36NEOGDOlY42KaKnn%2FgwZGXefJsQMtXD97AkNby2wf8u6GcnyuC8Za78Gk705hJGDelMZ%2Fv%2Fgpvs7PN5xg6Nl80l96k41btlNiHc2UidfSr%2BO7daGY9OTl7D0%2FgA%2FfWMmbGzezfedBrrluGoGD22s1lqzn2RdeI%2BvdzWzJL6Fh%2BCTCRvSHHl6D7UAOq59L582Nm9mSv5ODHtcxbazjDY7tZUvpaYJuvoVgY%2Ft7AvBZPn98%2FHkqRnyXySMAasn%2B7ZO8eeJ6Zk%2Bwf1vlbzzG7%2F%2Bnmcm3BONVnE7y8s20TGo9l43KTat5fnXrdXkx8FQlR70m8d3IY6QnL2f7CeDMQXZs2WM%2Fjkre%2F%2BAgg%2FyHUvq353n97c1s31nD4ElTGKVWvEifaGho6H3MpJmrDcMZPTGM67wH2l%2B6uo6Pcj%2BhKehWbhprj0kXOF1N0Y7dVBy7inE330rYtf2o3%2FoaGwfdwaIbr22vNySYmTOCGdzPh7BbZhLsFANFRL5plxQ3P32PDR83M%2BXO7zjaRQPxaihhx0dnGOVoS0ID%2B%2F%2BxE4vfLdxynZfrGS5UnE7y8r2cu%2BZD3lz1Jhs3b2eneThTg07wzoo%2F8te3HW3FkVMI87W3BO1txWNcXfsuL72axebc7ZS13MD0az7kpRUvddn%2BFBH5MhoaGvDy8uq7sXD%2FiZMwNn7MXqfp8raSUio9gomc6OlctXMnd7Bxv4nY%2B5KIvcGAedc6cg67VupeeeHHmO58gEX3zyG4pZLslWsob90A73AWT79WBDfcy6OPLyY28HOK1rxC%2FmdOJ%2BjuGqz5rHxxK0f9Ylj8%2BKMkThxI5f%2BsZE2nC%2FtdDA0m2BsOHXDMSPiskkorNFbsd0xtN3OophnPwLE4jZu1sRVmsGpbJQMj4ln0wANMsRVQdLK1NJzEJ5cSHwJ4z2Txkw8R43SS8i05MC2RpHtnYvpXOev%2FVkTnY3oi8vUw4D%2FRaRSopZnqTfmUewQTdaNrr5%2BToeHE3f8QP7kZij4oB1sxWfkQ8z1NhBeRK1zLeddXMJm8ASvHLa2vmDFb4cyeDH71WDLJjzzGsnXlF2nzlPNhqYnYHy1i%2FlQfGkvW8MSvMzkeEk%2FS%2FbGEG8wUvbGx45LPk0UU2KbwwAOLmBPcj9rcP%2FLYnwsw3GJva41qriR7Q77TTAARkb7RR4l7PWbDFCYNbeTjktbp8jY%2B%2FrgSgiMZ8VlbVO1a%2F0gSl8QTFRHOnHtjCKaRyv29W7EdevdDxE8PJTQilkX3RuJpK2VPhb3MXHEURt5Gwn2Oqan%2FcSM%2BLdUccp7d3801mD8sopZQ5i2aQ7CvP5H3JTDTaKO0uCeZuz%2FXjfOksaaaRsD2yX5qPT3xPLmf8s%2BAlkMctUBwaGcNcBt7iyvBP5aF980k9IZQ5jzwE27zbi33xDDUyEBPwMPA4KFGPJ1%2Bqv5zHyLp9nDCp8czb6oR6mq1Dl7ELTjuDvHIYzyfd4aoRYuYOci1jp158zKSf5dF9blGjhxrwNNgwJyXw9HIedzWv4j0lGTSNuk3W0SuUCYTPtRz1OnOPbbTNqAZvnC8cO5f9lbtkGBi75nvGIBJZ2VefftBFwgm9ifxRN0QStR9Ccw0AqNjWfT9KMIj5pD0vVCwVVLpfMcg40weeGAOoTeEEnt%2FLMGAcVpie1trhg8c%2FucF%2BzuJiHxZfZS4AwQyZaKRxn17qca%2B9rK0EkKn93B9pdEH79arMQzEs3WTkd5wHtgfN5axNGNzdLWaYh5i6S%2FjCGwt97BPezrv%2FB7dXENtrRm8R%2BHf9o0FMjYAmj%2Brv0hvrl1g4FioPcQhoLy8Es%2BI2UQZa9n%2FiQ2qazmKP9eNcz0K4HM%2B%2FwwY6kP7Ki1P%2BvXwJzd4ePtRBsM10FhPF%2FtficjXykTMkqUsfTiRmWOaKXo5naLTrnXsTLfEEeVRxPMpT5B1YioPzG0gK9%2BbmO8FUv7ORsp1hw4RuZL5TyJ0KJRvyaa6GZotO8jYXA344t06y7B%2FFIuefpqlS%2BKZOT2KOQ88TvwYqC38sJsBC08GtjVSDRj6A14D29utnU0Y7W9oL3e0Fa8Z1D4v3nnwRESkL%2FVpeAmcMgnjZ%2BXsPwaU7KGcUKZGuNb6mjiCaTsblbnpLPuV%2FZZKycu30l0fbKdObmWZ0y1G1nwCfPY5PbnzkiE4EFPLISoPlvPJAQgOjSU4EA5VV9NYfYhG72CC2zYHEJFvA0%2BjEePoSOKXzCO0pZL897toXg4KZf7jT%2FPss8%2Fy9P%2BbjyE%2FB%2Btt8cw0Z7Huk1AiO5usIyJyxQgk9gdRGE%2Fm8%2FxjyTz29A58Qu2bdF7j3JL18HRKnA0EB%2FvAyaN0ewdNEZHLRJ8m7oyZwqSh9RQX11JcXA6hU4ns23foOduZDvf3rM9byaotRzH9xy9YuvRpnv3lHKcR7B7ynsniJ5ey1PmxJKbTdekX8J1AsLGRQ3kFVJ4LZkIoBIcE01yxn9zqWjzHXYdjn2gRuaLZqN1XRNEBp65DD39GecOZ1ilC3bHm81bxKGKjIWfdXoITE7nhm4qzIiJfE0PofJb%2B4fcsfXIpv38qhXAPM4y%2BjmBHua22lKJdlb0flBERuUz0cXMvkJlTfagvWUNuOYRGRrpW%2BGo5Z%2BoHD3EITwyO%2BUyHD9bC6BgSZvhjNHY296l73kONcB76DTVibH0MNvbiXPap9bXl5TSOnsAkAxhumIB%2F4w52fALBwV0NmQ1m8FDgs3qnP0bNHaf4i8hlpJnKretZv8Vp06SWWo5aYWBrwOpG%2BeZcuC2eyAM5vHfSRnG6ffZP%2FbZlpBe71hYRuYJ4GjAONWI4V0TBvmb8wybSuqWn4cRe1q%2FLprhtPaCNQ0fqYfgoDYyIyBWhjxN3MEVG4nPSjLkvp8lbi0j%2FbRoZxd2PRpW%2Fs4qtB8yYD%2Bwg461img3hTA2xlxkMnnBkB28VFFFUkEN6eu%2BmygfeHIXp9A7S03MoP9Jof4%2BnHmNZbhdTWzsRPM4fWsAnONj%2Bh2ZoKBOGAy3%2BXHeda%2B1WBqbMCMWzNofVb%2Byg%2FJNytr7yF%2FJdFqr7j%2FQBaym5BaXUdv81icg3ysjECH84kEPGtkrMlkq2pr9FOf5E3XiR%2BTvnKik9Nok7bveBiUk8%2FeyzPPvssyTeAD63p7Doa%2B4rFRH5OjUeLqVo23qW%2FW495UPmcO%2FtTnMnw6OINNTy3utZFB8xU7ktg40V4D%2Fjxp7NjBQRcXN9nrgzcgqRw%2BnbafKNZiyf1WM2d7%2BaPHTGBCpf%2FyPLVmax%2F4tg4n6aSKjjGkLvfoAo0%2BeUvr2e9ZtKGfI9%2B06gn3%2FWwxt2jIzloQfnMOrYe6SveIJlL2ZzaOhs4m%2Fu%2BZ8DY%2BgEfPBkzPjWvl8TE0KMYBxLYDfr2w2RiSy6PZgzJVmkv%2FIKew2ziBresY7pNvttS4rfzuHjHn4kEflm%2BET%2FlMW3j%2BL4tlUse2oVueZRxC75hdPdIrrQP5j5j85vi2siIt8eZgrWZpCVV4nnxPmkPBbrtGEw4BFK4sPzCbYVsWbFMlZtOc6o2xfz0%2BheL4wUEXFLV509e%2FbfrU%2FMZjMBAQEda1wWiklPXgOJz2rESUS%2BNjU1NZdpzBQR%2BWYoboqI9E5NTQ0mk%2BkrGHEXERERERERkT6jxF1ERERERETEjV0hiXski57VNHkRERERERG58lwhibuIiIiIiIjIlUmJu4iIiIiIiIgbU%2BIuIiIiIiIi4saUuIuIiIiIiIi4MSXuIiIiIiIiIm5MibuIiIiIiIiIG1PiLiIiIiIiIuLGlLiLiIiIiIiIuDEl7iIiIiIiIiJu7KqzZ8%2F%2Bu%2FWJ2WzuWCoiIiIiIiIi3xiTyXRh4m4ymTrWEhGRTilmioj0juKmiEjvtMZNTZUXERERERERcWNK3EVERERERETcmBJ3ERERERERETemxF1ERERERETEjSlxFxEREREREXFjStxFRERERERE3JgSdxERERERERE3psRdRERERERExI0pcRcRERERERFxY0rcRURERERERNzYN5K42yqyWPHcJmpaXEsuYyUZpKQsJ%2Fe4a4GdZctyUlIyKHEt%2BDodz2V5SgoZ3%2BhFiMhX4nguy1OWk3u8hIyUFJZvsbjWEBEREZHL1JdP3B3JYMqTmVS4lgHYClmdktIhaf3ihBnLSQvmcy51RUS%2BRZpP7Gbtc78h9VcX6VArySAlJaXzx2uOAxusfO56nIjIFaa5bjdrn3nBZaDE3mF5QXx0aX9Sv5u1z6TaX38yjdX%2FqHM%2BiYiIW%2FvyiXurcwf4tNr1RbB9XEaVy2teMxezLC2JaQaXAulTJa%2BlkPJ0Lhp3E3E%2FttK1%2FO6ZLKo8woiOT%2BKOMNcaTsISSH08tePjsTsIAoJCQgCwHrXQ3D%2BAMVg4gRchE3xdzyIictlqPlFC9ku%2FIfWFLMpOnHUpDSPBNUY%2B%2FkvuGAeMux57lKwhOz2LMsJI%2BNkSEiYMpGrzajI7HXUSEXE%2FfZe4ezSxr6TG5UUbJaVVffkuIiJXgBpyN5VxPiSeXy6JJ3pKCL6ernWceBrwGuLV4XF11adUeQQRMckANFFT10zY%2F4lj2MEDEHonMaNdTyIicrmykPdqJiX%2FCiN%2BdpBrIeCJwSVGel1TxafVEBQRgQGgYie7G7yYEZ9AxCg%2FIuYvINrHRsmuMteTiYi4patTU1N%2F3frk9OnTeHl5daxxMU1VfFDUgN%2F4qzEfbOG6W65nSGuZbQ%2F%2F%2B04F3uODOGX1IOz2yYxwrPf%2B7cv%2FZLjz87%2BfZMjZAjJe2UDOtnxKrf5E3DCcfh3frQslZKQ8R8n5%2FuxZv5oNObnkFx2i3%2FgpjDG212oqzeLPL71J9v%2Fmsq2glAafiUwwXQM9vAbbwVxeXZnBhpxcthUUcchjPFMCHW9wvIRtZWcYG3UzQZ18haerPqCwelDbdwBg3buWF%2F%2FyJtlbtpH%2FQSmnTBFMuNb%2Bbj25nvbj8yk62I9%2Bh9ew8t2zhN%2FcyN9SnuMfJwHbIQq3FdMSdjNBVPFB0SEGjRzCJ39%2FkTc35pJfdATjxMn4a%2FaDSK9dUswEqM7nrQ8%2BY3LCvYS1BczesFKQ9S6Hx91N4uThwDWMmDSD8BH9GDR6GjdHjOhh7BQR%2BXpdWtz0wDRpDjGzwvBvKu22vdXK%2Bn4W7x4N4u4fTmb4VWD5KJcPDvkyc15rO2wQtoPbKD0%2BnPCbgxjkegIs5D79W7LMHhzP%2BSuvb8xlW8F%2BWkKm0G%2FXX%2FnTKxvIybW3v8ZPHoPxKrpojx7HO3IcJ7P%2FzAtvZJO7%2FcL2nIhId1rjZp%2BNhfvdMBGvpn185DRd3ravzD4idEN3Q0kO9YXkfOrL3B8sICZ0AJa9G8g94lqpexW79uH7vUSSfhhNUEsVm1ZnUtG6Ad6RbJ57czdcP48ljywkJqCR3ZmvU9DgdILuruFUAatfzqNuZDQLH%2BmDKVYVmfxpQxlMSGDJIwuJHtXI7jWrKTjlVKe76zmSzaoNZTQGRLPg%2FkTmjthH7q4mR6F9ylhcMDBsBgsfX0y006zZiu1bIDKBBffMwPd8BVlv78bWXiwiX7Gmw4dpwpvm%2Fav4za9SSElNY%2FWWqp7%2FHp4qoazOk7BJ9gmgIiJXNgNeXj1oS7axUvJJHZ6hkwlpbem2NLvUAV9fbzhnw3XivTPrnp3YIhNJuj%2BaII868v6cSvouAzf9YAHxN%2FnxxcFNvLOztf1l19YevScC7zNlZP4%2BjSxLEHEJre25THIqOxwiInJRfZS4W7EMmMzEIU3sK22dLm%2BjbF8VBEVgajjhUr8T%2FSNIeDCOaeFhRM%2F7DkE0UfVp71Znh9y5mLgpIYSEx5B0TwSetjI%2BcgRGyz9rYcQs5s2PwO%2FaIKK%2FNxXvlhoOH3Y6QTfXYNmzmzpCiEuKJuhaPyLmz2OGl42ykkvL3Mt2lWDziWZB6%2FX8MIagljo%2BKnUK%2Ft1cT11ZBU0eIcQlxRAWGsK0uxYT29aGt08ZM3gCHgaMQ7zwdPpJ%2B31nMQtmhxE2JY67J3vBsTp68BMSkT5y5uxZoIbdxYOJ%2BfFCEiYOpOq9DDJLepa61xTspM5rGjeFupaIiAhHCthZ58W0qB50bjZZsbq%2B5sRr%2Bn%2ByYHYIIaExLJgbBC1eTJ6%2FgOjwMKbddTdTh0FN1YEOxwTNTbK3R6ckMG%2B6F7QEEJPkaM%2FdN5cQbFQd7F0bV0SkjxJ3gAAm3%2BBF0ycfUQPQUkFZFYRMmcYA16qd8fJmWOvVGAx4As29vV3c1U7%2FDhzDGJqxOdrBvt9ZTOov7iCgtdzDPkHpvPN7dHMNdXUWGOaPX9s3FsCY0dDcYO35KFkbC3XHAV9f2gbCDUGM8YHPTzn9%2BejmeiwWq8v1QL8e%2FjSNPt5t%2Fx5guOaif7REpG%2Bd%2Buxz8Agi7qEFzBgXRMT8HxHj10zFrpKLx5OWCnbubcIrfHJ7PBMRkTYVH%2BymachEJge6lvTeNYb2VqxhgCdwDcaBra94dtr28hzQvv5wgOEawICh9RhH%2B1NEpLc6CTeXLmDyRLwaKvj0OFD6ERWEMDnctdbXxJHotrNRtT2DFb9x3AbkubzeJ6v1eaxwusVIZjnQ0Eija72eKs90ul3JCvLqoamh11clIpejYWMIamv8eeNv8uxZPKn4iLJz3kyfrrRdROQCLRV8VN6Md%2BSMnnVuDnMaRBERcWN9mrgzejITh1gp%2BbiOko8rIGQyEX37Dj1ns%2BG8msn6j9Ws3l6L7%2FcWk5qaxrJfRNM%2B7txDw2aw0PV2Iw9GX3rAD4678BZP93R3TygRuRIMGzoYTlku4VaNNnbvLKHZbypTW3e5FBGRNrY971Nyzo%2Bp011aZx4XrpG3WKzg0c9loEdExD31cVodwIxIb6ylmeRVQMikCNcKX60vnP5dfZjDeGJwzFaqqa4D%2F%2B8QP92vlxuc2HkP8YLz0M%2F5ViNGr0s6FxgxDrFf79Wu5xvYs%2FP5%2BnrDqVrqnKb6d5j2LyJuyzcwAM%2BWaioOtr5ipdbc3HH5TGca9lBYCX6Tpve%2B41FE5IrXxJ5dVTBqMtOHdSzxDfDDk1oOt22ibF%2B26Bkwpvu4KyLiJvo4cQffSRF411uw9OU0%2BVO7yfjDctZeZOOmindXk3fQguVgIWvfKaHZEMbkYHuZYYAn1BaSvXM3u3fmkpHRu6nyAVHT8T1TSEZGLhVHm%2Bzv8UwqK7b3fswMDEREhWE4uIkXN%2Bym6kQTdSXZrEr7DWs%2FuXDX0874TY7Au6WC7Ixcysor2L1xFTku%2B%2BT5jfCGU2Xk7SyjrvuvTkS%2BTiHR3HJtE7vXrKbwaB0l618lt85ARJSjs7OLmGfd8xF1HkHMmN7NPZBERL6tTu3io6MQNH0qF0TJkJuYNqSJwqxMSo5aqHhnLXn1BsIierCBnYiIG%2BjzxJ0REUT40LfT5JssnGiwYjnR%2FerPkOnXU%2FXmC6xIz%2BbTL4K4Y2FC221AQv4jkWm%2BjZRtzCJrSxmDY2IIAhobOt7Co0sjYnjwx9H4HX%2BfjD%2BnseLlTVQPuYW4GZfWT2sIX8DP77ke9mez%2Bpk0XnirhLPjY4kN7dmIOyNi%2BPE9YRhr8lj72hq2HJ%2FIVJe%2FPb6zYggbYKFkYy5lPfyYIvJ18CXmwSSmeR0m%2B88vkLkfwu75OQmtv8OdxrwaCnbVQcg0prXveyQiIg41BTup8whh2tTOgmQAcYviCaOMzD%2BvIOOjMwR9b2F73BURcXNXnT179t%2BtT8xmMyaTqWONy0IJGSmZkLCMpK95dr77sFGY%2Fhuy%2B8WzLGmaa6GIfAUu35gpIvLNUNwUEemd1rjZV2Pi8nVrqSM3I4PcvVVYGuoo2ZhB7kEIukGb24mIiIiIiFxJlLhfrjyGERQAZe9msOKpF8jca8Vv9kIWTO9sepiIiIiIiIhcrq6QqfIiIl8%2FxUwRkd5R3BQR6R1NlRcRERERERG5DChxFxEREREREXFjStxFRERERERE3JgSdxERERERERE3psRdRERERERExI0pcRcRERERERFxY0rcRURERERERNyYEncRERERERERN6bEXURERERERMSNXXX27Nl%2Ftz4xm80dS0VERERERETkG2MymS5M3AMCAjrWEhGRTtXU1Chmioj0guKmiEjv1NTUYDKZNFVeRERERERExJ0pcRcRERERERFxY0rcRURERERERNyYEncRERERERERN6bEXURERERERMSNKXEXERERERERcWNK3EVERERERETcmBJ3ERERERERETemxF1ERERERETEjSlxFxEREREREXFjl1Hibibnd8kkv1zsWmB3LJ9Vy9MpsroWfJPs15y2yexa0K44neTkNHKOuRb0TPHLyST%2FLodu3qF7vf3ejuWQlpxMehc%2FBhH5ehS%2FbI%2BH5k1pJCeno19JERERkSvXl0zczeQ8lUxyelGHV4vSL0wmy994jOQnsqh2eq1PfW7mqNmCudG1QLql703kG1G%2FK4NlKckkJyfz2BOryDlg61ihdgfpTz1GcnIyySlPsCq3mua2wkY%2B%2F7xDbRGRK1tzNVtXPsFjyckkP%2BYaE52qWYrIWP4rHnukk0GGk0VkOMfVvFqXCiIi7utLJu4mxgZ4wtFap4S8mtqjwMlqKtvaoWYO1TTDKH8C2%2Br1sZD5%2FP6ZVOLGuBb0nStyZOsr%2BN6uyO9JpA%2FZSjJ4Zl0lhumJPPr4YmL8jrL1xZXkt858aSlnzcosygkn8eFHSZw4kMrNK3ml2BFUW45yxAL%2B48ZQe6weQsIJdX4DEZErio3iV1eSU%2BtDVOIiEiNcYmJrrZIMnnhqPZUek4iZv4i4cOfSarJWrqfUOa7%2Bz0rWlDvXERFxX18ycYfAwLHQaOZoa%2By07Key0RPP%2Foc41JbNmzGfBB%2F%2Fse0Hioh8K9nY%2B0EpNv%2FZLPh%2BJP6%2Bwcy5P5bgllr2lzsCacUeSm1GZs5PJHK0P5H3JXKbdzPlJZX28tpD1PrO4d4ZVirNJub8RxSGDu8hInIF%2BexD8j5pJviORcRHhhJ530Ji%2FZspz%2F%2BQ9gmD1eRkl3I%2BdD7%2F%2Feh85kwPxeTpdI7yAoo%2Bc46rScwZbqO4sNSpkoiI%2B7o6NTX1161PTp8%2BzZAhQzrWuIh%2BV9exZ2clhgmzmTAM%2BOQ9sg6PIsKvlsP%2Fnswt13mBZS9bCg4yclY8k0fYj7MdyGH1c%2Bm8uXEzW%2FJLqOk3ikmBQx09CcWkJy9n7%2FkW3stYxYZqX74bOZjKgh0c9JrEdyNHwuli0n%2B9nLUfX83kG4Pw%2Biid5OWbaZl0C8FGx9rx5XsZMOIAmc%2F9laxN29lZdQ3XTQ1k8FWOiz9ZRMbzz%2FP625vZvvMg13ge5JXn3sHWeo42ZnJ%2B99%2B8XmYDTlK6ZQs1vt9lykigpZHSzGd5%2FvUs3t28he0fNTAiIgxTf4DTVBbs4JjRxIktf2L13%2ByftWH4JMJG9Lef%2BthetpSeJujm9vfs%2BN3s5KDHdUwbO9j5gtocK95C6WlfTI3v8%2FLqN9m4ZTtltuuYfP1Q%2BjnqdHu%2BYpfvDRuVm1bzvONcJdbB2N5%2Fhj%2BX%2Btq%2F96ZK3v%2FgIIP8h1L6t9bvrobBk6YwytDN9yRyBWpoaOh1zIRmrjYMZ%2FTEMK7zHmh%2F6eo6Psr9hKagW7lpbH%2BoLWbzx2cYd8stXD8YwMbBHTs4OGii%2FfdwSDAzZwQzuJ8PYbfMJLjz8CAi4nYuKW5%2B%2Bh4bPm5myp3fcbRVBuLVUMKOj84w6rtTGAlwcDuZ759i6oJEwoe6ngDMezbzfpWJW%2B911McL24EtlBy7lsm3BOPleoCj7bf%2B%2BNUc2%2FgSf317M1vyy2gJnU6%2FopdY8dKbbNzs2rZsbb8O4MM3VvLmxs1s33mM4VPHc%2BLtZ%2Fnjq1lszt1OiXU0UyZe29ZOExHpTkNDA15eXl9%2BxJ2RJnxp5FC1vc%2BzvLISAicRHeBDfXUlNoCjRzHjz9jWefK12TyzcitH%2FWJY%2FPijJE43UP3O8zyXV%2B98Zsrzd8CkWGIjvTu8DjaK3lhHOaEk%2FmQOpi4%2FRTnZ2WeYkpDE%2FFmjaD6QTfaHrVMDHFOmGscy5%2F5FPHCniY83Fzn13DozEbNkKYtv9gGCiX9yKYmO6VfV7zxNxh4IvfdRUn4ay9jGIjL%2Bmt%2FhPPUf5lAfkkjS%2FfHMHPE5RWv%2B0j4l1pU1n5UvOn03PZnKdbKInEoTsfclERtqoPYfr5Bz2FHWy%2FPZCjNYta2SgRHxLHrgAabYcsg54FoLyrfkwLREku6dielf5az%2FWxG2br4nEWllwH9iFFHjfexPW5qp3pRPuUcwUTc6eu%2FCo4g01LM3r5TGFmg%2BvIPik56ERmpCvIh8C7Wcd30Fk8kbsHLcYn%2FeWH2IRnxoLnueXz3iWAe%2FydEOxR5rXZlMPnDO1l6nE%2FUfFnBm2gMs%2BvEcgj1q2briMVYWGph1X3vb8q2Cjq3H8sKPMd35AIvujcTndClrfv0EmeZg4hOTiL3BgHnXGjZWdDhEROSiukx5e8xjLKN8wXzsaNta9uCQYPzHj8HzyCGqAfMxCxjHEujoAS3enE%2B9MYqkRXMI9vUn8vuLuCsEagvyO2xe5xP9EI%2FeO4c5kc4r4%2F9F7abnWV%2Fej8jERUQOciq6gD%2BxP09iTkQ4Ud%2BPY4oRKstbp5p%2BTPlnEDpvMbERoYROj%2Behu7tuFHsajQw2AHgycKgRgyeAmcoaMN2WQGKkP6bxc4ib4QNHDnHI6VjjjUksuiOc8IiZxP%2FEPiV2T0nnXQTmD4uoJZR5rd%2FNfQnMNNooLe4i0wboH0nikniiIsKZc18MwTRidqxd6O35Pt5XCcPnkHTfTEJvCGXOAz%2FhNtd%2BE8B%2F7kMk3R5O%2BPR45k01Ql0t5i6%2FJxG5kONOGY88xvN5Z4hatIiZrfHMI5TEn97GwOIMnngkmcee28G%2Fbv4piyI1IV5EvoVMJnyo56jTHXhsp21AM3xhf37GdhaopmjPYGIfXGxfB78tnTUu6%2BAv0FhPV2MpAMYZD5B0eyihN8SSdEcwtBiZel9r23IeN3pDdaWjbekQfMci4qeHEjo9kYQZRmgJJHaho532o1hCsVF54JLvByQi31JfPnF3bFDXXHMIs62SaosPgeMMEDiWsecO889aOFRb77QxnZnjZiAgmOC2dzdww3X%2B8FnH4Ok70uT0zMGcz5o8Mz7RPyWx6zzbYTA%2BbUmnAUN%2Fpx5Xs5l6fBjlPI2710mmiTm%2FWErKf7R3LHh62HuGnft1rxnkNI%2FVMBZ%2Fb%2Fjc2nF2QavaWjN4j8K%2F7bsJZGwANH9W33WPsNEH79b6hoF4AtbP7FtO9%2B58ZqwnANMI2r95T%2Fp18r9k8HDHaCFgMFxz0T98IuLKPkNl6cOJzBzTTNHL6RSddhS11JLzej6fj5lp30RpViDNhems77y%2FTUTkyuY%2FidChUL4lm%2BpmaLbsIGNzNeCLt6PBYv2sATyCiX80iZnjg9vXwRfu7aS903PXGNo7TA0GT%2BAajG2DRp23kTw7HHMNYGBgW8fsNW1lIiK90Um46b3AwLFw0oy5%2BhCH%2Bo9h7EjAEEygbz211ZWYzWAa3f3GdMahgwELxy92P%2FOTZsxAfc2hLxWI%2B8zpSra%2BvIxfPWa%2FrdOybZ0n5O3sQb7xs27S3JNbWZZsP19ycjJrPgE%2B%2B5xLvvtTX59PRPqEp9GIcXQk8UvmEdpSSf779hEY24fZbLXYR2giR9tnJcWOs1G0ueMyHBGRb4dAYn8QhfFkPs8%2FlsxjT%2B%2FAJ9QfgGucW7LegQS3JdU%2BjBrpefH2jrfJabBCRMR99UnibhhpwthSS1HBYZrHBTtuS2QfiT90sAizFUydjZ47sdmaAV9GXGwjs%2BG38dCDMzEeyGbNrm86da8n%2Fy%2BryKk1cdeSpSxd9iwpt7ePRHeumfMtYBzayfzzVt4zWfzkUpY6P5bEXPoflr4%2Bn4h8CTZq9xVRdMCpk8%2FDn1HecMZmj2mfW60dR2gwEBzoAyfNHG8%2FSkTkW8MQOp%2Blf%2Fg9S59cyu%2BfSiHcwwyjryPYUe49dAhY7YM7nfK4cFql2VwPHv16P%2BFSROQb0CeJO4H%2BjKKByoP1%2BI%2B%2Foe3l0OBgmkuKKXfemA4TI0xATSWVLW1VqT54CIb60E06a2caTeD4WOZN7Ef5O5mUXmru3sl6qQ7z23vkMP88AoHRCUSNNmJ0bBTv6l%2BOxjgAtkPUWmGwd%2BcJvvdQI5yHfkONGFsfg40YjZf2Z6V35zPhfS1gPu70h8%2Fe0SAifaWZyq3rWb%2Bl3GnTpFqOWmGgY3rlQMMAoJkzTqHjUG09GI1oA3kR%2BdbyNGAcasRwroiCfc34h02k9SZApnFj8Gw5RHnbhrr1HD3W3Lb8zxTojydHOXSwtdzM0WPgGThWAxkiclnom8TdYyyjfJtpPmdkbKDTfdSuuw7%2FFjpsTAcQ%2Bb05mE4XkfHyViotZiq3rWJNcTP%2Bs25zrIO%2FGAPh82MJPldK5tuXuOjTP4rI4VD%2B1ipySsop35XF8%2B90fy7TSF%2F7xiebiqi00rZuvnrHW%2BzYVcSOTemsdNkZH6CxMJ30TaWUluwg6y85VHr4MzWiw%2F3m2gTeHIXp9A7S03MoP9KI%2BcAOMp56jGW5XfYhd6u355s0NRTPk1vJeGMH5Z%2BUs%2FWVbnbA78KF35OItDMyMcIfDuSQsa0Ss6WSrelvUY4%2FUTfam4%2FGG6MI9qgk57X2GLmxHPxvvFENTBH51mo8XErRtvUs%2B916yofM4V7nWY6hMcz2baTolVXsOFJL8Ruryak1EHlzpKN8FlFDG9mxfg3FR8yUv5XB1pMGwnW3DhG5TPRN4u6YFo%2FHWILHOb08NJCxRpw2pnPwj%2BWhB%2Bcw6mguq55axqptxxn1vYf4RXTno9CdGjST%2BNtN2PasI6ut97Q3TMT%2BZD7hxkNsfS2dV941M2nGRYJ3xB3MGXmeym3r2VEDEMq8xChMjaVkrVtPdukQYucGA5%2Fz%2BWfth%2FncGItPxRoyXstix%2FHBRD3w0053agdgpOO7OfYe6SueYNmL2RwaOpv4my%2Bxud7L8xkiE1l0ezBnSrJIf%2BUV9hpmETXctdZFXPA9iYgzn%2Bifsvj2URzftoplT60i1zyK2CW%2FaI8Lg2ayaEkso8yOGLnlOKNuX8xPexMjRUSuKGYK1maQlVeJ58T5pDwW67TxLvZ23ZJFRBkPkbXij6zZB%2BH3PuK0kXEg8T%2BdTzilrFmxjPQ9Zwj%2Bj55sdCwi4h6uOnv27L9bn5jNZgICAjrW%2BBaxfbCKX73lyfxnFhHVR10al79qsp54nvJpj5L6H%2FaNYETErqam5lsdM0VEektxU0Skd2pqajCZTH014n55qt2UTvqmIiotjdQWZ5G%2BqRJCwpn0bf5WThex5k%2Fr2fpJLY2WSna88go7Go2EhitpFxERERER%2BSZ8q0fcbQe2subt96g8ZqPZwxPjuNkk%2FijW6VYi30It9RStzyDn41oaz4GnwcSEuxeSNF1TdEVcaeRIRKR3FDdFRHqndcT9W524i4h8GWqAioj0juKmiEjvaKq8iIiIiIiIyGVAibuIiIiIiIiIG1PiLiIiIiIiIuLGlLiLiIiIiIiIuDEl7iIiIiIiIiJuTIm7iIiIiIiIiBtT4i4iIiIiIiLixpS4i4iIiIiIiLixq86ePfvv1idms7ljqYiIiIiIiIh8Y0wm04WJu8lk6lhLREQ6pZgpItI7ipsiIr3TGjc1VV5ERERERETEjSlxFxEREREREXFjStxFRERERERE3JgSdxERERERERE3psRdRERERERExI0pcRcRERERERFxY0rcRURERERERNyYEncRERERERERN6bEXURERERERMSNKXEXERERERERcWPfysTdVpHFiuc2UdPiWiJ9z0JB%2BgoydlldC9qUvJZCytO5WFwL2pSQkZLC8i1d1xD5til5LYWU10qwbFlOSkoGJa4VREREROSK8eUT9%2BO5LE9JIeWCx3Jyj7tWdg9fnDBjOWnBfM61RPpeI5ZjFk5YmlwLRL7VrHvXsuI3qfZ4%2BeQK1u7t2LllO5jL6qcc5alprN5Sha2ttInGxg7VRUSubCdyWdGDtmbzid2sfe43pP4qhQzXHs363ax9pjXuprH6H3UuFURE3NeXT9wd%2FKbHE3%2BP8yOWsCGutTrz9Y%2Bmes1czLK0JKYZXEuEHo2A90YQ8U8u45d3BrgWdEkjiHKls5Wu5U8bPoUJcSz82UJiAhop27CK7COOCsdzefHlPOpG3ELSz5aQMHEgVe%2BtZu0uR%2BreUkvtCfALDKDuuBWCwwhxfgMRkSvNF9CMFyFzum5r2krX8rtnsqjyCCM6Pok7wpxPUEN2ehZlhJHwsyUkTBhI1ebVZFY41xERcV99lrgbx01j2hTnRxh%2BSoxFRFzYKCkqw%2BYXzY%2FumUbQqCCik%2BII8Whi394aAGqKdmHpF0HC%2FTGEjPIjYv4Con2gqqTEPuped5i6a6OZN%2F0UVRZfor83DYVbEbmiHa%2FFij9hs7tqa9aQu6mM8yHx%2FHJJPNFTQvD1dDq%2BYie7G7yYEZ9ARFtctVGyq8ypkoiI%2B7o6NTX1161PTp8%2BjZeXV8caF9NUxQdFhxgUdjuTR7gWAtXZpC17lQqvm5kyqh%2FYSshIe46s6iHMuCqX%2F37uH9QDtupCtn3UQvjNQQxyTBN9dWUGG3Jy2VZQxCGP8UwJNNrPWZJBynMl9Pc9SNaq18nekk%2FRwX6MnzwG41X2Kta9a3nxL2%2BSvWUb%2BUX7abw2nOuv7QeOEd3fvvxPht8%2BmdZL7vh%2BpRzp58%2FEgCGOno0SMlKeo6TfCA5mvcDrG3PJLzpEv%2FFTGOO4pAucqSI3YxUZG3LIzcun9KiBMeGjHdfnON%2Fw9u%2Bs4zU5ys%2F3Z8%2F61WzIufD9LFuW89u%2FH8ej7n%2F56xvZ5G7Pp9TqT8QNw7F%2FSqDFyu51L%2FLiumxyt%2BZT9Gkj3hOux%2FeajudoOfw2GW8U0Rw2iPfTnuMfJwHbIQq3FdMSdjNBLv8lKtan8sctzYTfZP9ZsTeDlBf2MOjmKYzuBzQU8MKvX2T%2F8NuZPML%2BWbZ%2BEc7N4wdBh5%2BN%2Fec2yKOSmjNjmXGzkQ%2Be%2Fi1v7rcB9ZRt28aR4bczecRxSraVccbXl9MFr9m%2F04L9nBsbznVD2z6tyNfukmImp6jevY9jvlOYe4Ov%2FaWrPDhRXEiVVxjRYcM5su99Dl49kZnTxth%2FxxhE44FtlNnGM2v6GK4ZHMSM6UEY%2B3kz4eYZBHUVh0RE3MylxU2gtoRt%2B2HSnPa2WwfV%2Bbz1wWdMTri30xmflo9y%2BeCQLzPntR4%2FCNvBbZQeH97W9nQ5gtynf0uW2YPjOX%2Fl9Y25bCvYT0vIFPrt%2Bit%2FemUDObmu7c%2FO2m%2FH8Y4cx8nsP%2FNCV%2B01EZFutMbNPhtx71JgDHeGelL1Xi41gHXn%2B1Sc92Pu3dMwhCWQ%2BngcQYB31EJSH4zGF%2BBUAatfzqNuZDQLH%2BlqOlMFmzbZiIhfQPxNfnxxcBOb9jimkR7JZtWGMpiQwJJHFhI98hSFa1ZTcMr5eCd1m%2FhTutP7TRlAzburWPWPjmtOK7a8gy0ygQX3zMDviyo2bd7ttObUmY3d61aTd8xE9KKHWfKDMKjIZvWG3s3Hqti1D9%2FvJZL0w2iCWqrYtDqTCucN9ep3s%2FNsBImJScRN9sa6N4PVbddsY%2FdrK8gqg7AfLOHhRXcQ2FjI2mcuPMf7tf7cMncWYwxhJDyeSlwwMGwGCx9fTLQjr3AWMj4IThymyvHhKw5UAVV82vrxDh%2BmDj%2FGj3U%2BysHxs2kMiGbB%2FYnMHbGPPW1fiy%2FRD6ayMMobCCLu8VQSnKa5WXflcmDEXBJ%2BGEPIgDoK1tn%2FT4lcXnyZ9V%2BppN7j9J%2FbVsXhehgz1r6kJOyeVFL%2Fa5Y9HgJQw%2BEj4BUwhkto7oqIXPYsJ0%2BAZy25jr0%2FUtNWU%2BC0RL3p8GGa8KZ5%2Fyp%2B86tO9gZpaW6v7ODr6w3nbJx1LXBi3bMTW2QiSfdHE%2BRRR96fU0nfZeCmH7S3P9%2FZ2XEfn7b22z0ReJ8pI%2FP3aWRZgohLWEBM6AAsezPJqexwiIjIRfVZ4l6R6bJhyGutK5QNRNw1F7%2FG3Wzfu5vc9%2Bvwmn43s4YBnga8hhjwBDAY8fKyz2my7NlNHSHEJUUTdK0fEfPnMcPLRlmJc%2BLrR8x%2FLSA6PIxpd91JhBdUVVTZi%2BqtNBHErPgI%2FK4NInpePLPCvKGL%2FdFKthZg9ZrGgtb3uyuJ2GCo21nQITH0%2B85iFswOI2xKHHdO8oKqChzv6KKRU1bwmjyX6HG%2B%2BEUkMC82jKBB57u6hE6F3LmYuCkhhITHkHRPBJ62Mj5yDvTDZvFAYjQhoSHMuOdHRPtB3b5P7O9xvID3KpoJuPNBEiL88B03gwULZuBlK%2BH91g4OgP4hzPtZEjGzZxAyxBPDEC8MnoCHAeMQLzw7%2Bx8yfjx%2BHOZwDUANn1Y24%2BkJVRX2n09dbR34XE9IJz3eNXv30dQ%2FgoSkGMJCQ5h212JinRbnenp5YTQAOF1La1lEAovvmkZYeDQJs4OgwUJt5z0nIpeVio25VBkiuGVq5xPerf94h8Izftw6q%2Bd7RYiIXEmazwMt4BcVR%2FxdjgEUpwGNM2fPAjXsLh5MzI8XOvYGySCz5CINhSYrXd%2F3Brym%2FycLZocQEhrDgrlB0OLF5Pmt7c%2B7mToMaqoOdDgmaG6Svf02JYF5072gJYCYpDimhYcRfd9cQrBRdbBvdhISkW%2BPztKySxJ0Vyqpjzs9nEeThs3i7ukDqMjKooQQ7pzbfeOzrs4Cw%2Fzxa7u6AMaMhuYGq9MItxHvYa3%2FHoChv1Nv6gh%2FfD2qyH52LYUHrTQPCeOOHy5g1ui2g51YsFiA0UEEtb2fgdDxftDQMZgbfbzb%2Fj3AcA20nOfC%2FlsAI34jDDQVZbBqYwl15yBg5gIW3BnWu9Gyq53%2BHTiGMTRjc%2F7749HP3ukBgDfjA7zAZuMMrWvBvBk%2FzikRGH094%2FvDqVNO21F7%2Bfd%2BL4IhYxjj1UxdjQWOf0pFkx%2B3zAqiufJTarBx%2BIgVz4AxTqOF7awNTeDlzTCn%2F3n9evi%2FcPCwth84hgGewCkaGzpUEbns2EoyyPwIQuLiCOnsd6Eul1e31OF76zx7h6eIyLeQ352%2FJG1pCgtmT2PaTXEsTpyGl62EnaX28lOffQ4eQcQ9tIAZ44KImP8jYvyaqdjl2BvkEl1jGND2b3vb4xqMA1tf8ey0DeM5oL1hNcBwDWDA0HqMhybIi8il6STcXBrPgV54DXF6DHTeEQQCpk%2FGuwUMk24hoieJYn1eh9t%2BZJYDDY306A5II2JYkhzP9R6fkp2%2BnNSlq8it6M1YN3gNMQInsFzSLe0MhN33CEm3%2BmHdlckLT6ay%2FM3dWDrP8nvG4JiZ0A37H4fuDMPbC6zHv%2BztTwIIGgOWQ1VYKj7F6nM9EZFj8G06zOGGGg7XQtB47XEtclFndpP59wqYnEBSZ4GxpY5Nb%2BRh8buDH831cy0VEflW8fR0agmNC8IfOGF2GrkeNoagtqTaG3%2BT58XbjsN8Ox1oEBFxN32WuHfPRsnWQqz9PTm%2FJ4%2FCM67lnRg2g4XOI%2FiPp7avge8Bz2unseCRNNL%2BbxLRPifIy3iu%2FVZLPWA72wxci2%2BnO6D0gIcXIXMXkro0jSXfv55%2FlWWx4rWu1sT3gM3Wxeh%2Bu7O2f7m%2B5OIstnPgPeLLJwBBwUFQ%2BymbKurwCr4e32uvJ8irjk%2F%2F8Sl15%2FwYP971CBHpoKWO3BezqBgczcJ7OuvoslGyZjUFZ0JIeGAW7fN9RES%2BbaxU7d1NWV3XrahhQwfDKUvXt7L1uHD4w2KxusxeFBFxX19P4n68gNxyiEhYxDRjFbn%2F0%2F0mbd5DvOA89HMewTd6ta2Bv5iyDWmkrczDAngOCyHmwVhCaKLqn52tYvLF1xc4UkWV06ZtNdWHYYj3pTWWTxSwKi2NzFL7Hwq%2F6Qt4YJY3HOq4Jv7UifY%2FL50m3V84%2Fbv6MIfxxOA8KNdhqr6VAzVNYDAwEPtyAW%2BsHDjo9Efu1AEON8GwYV9%2BC2pD4Bi8z1VQUe3J%2BNAAIIDrgz2pKirEMiyIoE7Wt9P6s22ycsrpuz7vvFmeyLeCPSnPawoh4cEYp2VB7eq2vEhmhZHohUlEtI0giYh8GzVTlZ9F5vtOOw8dOUwtcK3JPqTjGxiAZ0s1FQdbK1ipNTeDr31E3TfAD09qOVzdWm6h7jhdLu0TEXE3nTQXL03zmSaaGjo%2BbM0ANgo35mH1uYXo0ABiZgdh%2Byib3LYp6H74%2B4C1LI%2FCT%2BqwAQFR0%2FE9U0hGRi4VR5uwHCxk7TOprNjeZT9qB0FjTDQdKeCtjSXUNdRRsqGACrwIuq7zNDxiTjS%2BZ3az9rU8qk5YqHpvNZklzfjdNIvuV%2BN34dox%2BF%2FdRMmmtRQetGA5mMemXVYYG0IQ2Nfs%2B4FlZza5pWWUvbeW13ddOJW%2F4t3V5B202D%2F%2FOyU0G8KYHOxU4VQBmesdn3FjJgV14DfxBvs6%2BhGziAk1UJPzIlkldTQdLSHzlVzqutkAq5XfCG84VUbezjK67NweMYaA%2FkBLEEGOawoJCYIW8AwcT1dj%2BgFR0%2FE%2BV0JmRi5l5RXs3riKHJd%2BHF%2FTtfYNZrbspqqrOwGIXMZsJZlkl0PYXXGMP%2B8cNx0za%2BpyyfyHBb%2FZCdw0qGNcbVZHl4h86%2FgydaofzaUbWLuzCsvREjL%2FVkiTIYKbwh1VQqK55domdq9ZTeHROkrWv0punYGIqAhH%2BU1MG9JEYVYmJUctVLyzlrx6A2ERnc14EhFxP32WuFdtTCPtqY6PzDKgIpvcgxB0q%2F3WRobptxBhsJK3sdAxbdyXWXPCMNSXkP2%2FZfZ1SCNiePDH0fgdf5%2BMP6ex4uVNVA%2B5hbgZPesTNUxPYvGdAZzdm8kLT71A5n4Iu2cxcZ1uTgf4Od6vNo%2FVz6xgdb4ZvzmLWXxr54n%2BxQUQ9%2FMFzDBWsyl9BSvS8zCPjGbhvdOwp8zeRM%2B7g6CrD5P35loyi84zMezC9wqZfj1Vb77AivRsPv0iiDsWJnTcvMpnGhEeeaz6wwtkFtVhnJLEwrZrNhCR%2BHPiJ8BHf3uBtD%2B%2FRcXV01jwiMs5OuE7K4awARZKNuZSdmF%2FgkMI148DRo0ntPV8IdcTBIwZ0013x4gYfnxPGMaaPNa%2BtoYtxycy1fVvZvhcokecp%2Bq9LAp7sbxB5HJR8XEFNmyUrV%2FuEjczKQMs%2B0qwtEDd9hdcyleR17P%2BSxGRK4r3rQtZeKuJ6pzVrPhzJmWEEf8z5zaNLzEPJjHN6zDZf25t%2B%2F2chLY2RgBxi%2BIJo4zMP68g46MzBH1voVO5iIh7u%2Brs2bP%2Fbn1iNpsxmUwda8g3oISMlExIWEaSo6PYlWXLclaURvDwYzGa4iXyDVHMFBHpHcVNEZHeaY2bFxl7FREREREREZFvkhJ3ERERERERETemqfIiIpdIMVNEpHcUN0VEekdT5UVEREREREQuA0rcRURERERERNyYEncRERERERERN6bEXURERERERMSNKXEXERERERERcWNK3EVERERERETcmBJ3ERERERERETemxF1ERERERETEjSlxFxEREREREXFjV509e%2FbfrU%2FMZnPHUhERERERERH5xphMpgsT94CAgI61RESkUzU1NYqZIiK9oLgpItI7NTU1mEwmTZUXERERERERcWdK3EVERERERETcmBJ3ERERERERETemxF1ERERERETEjSlxFxEREREREXFjStxFRERERERE3JgSdxERERERERE3psRdRERERERExI0pcRcRERERERFxY0rcRURERERERNyYEndnxekkJ6eRc8z%2B1LwpjeTkdIpd6%2FUZG%2BV%2FW8ayd6pdC9yfy3clIn3kZCVFB%2BpdX%2B0hMzm%2FSyZtk5nil5NJ%2Fl0OZtcqIiJXFBu1JaXU2lxfFxG5slx19uzZf7c%2BMZvNBAQEdKxxMcdySFu%2BlbZmpocnRv%2BpxP7nfKKGd6zq9orTSV5jYc4vU4kdaU%2Fcl23zJfHZRUS61u0TjeQ%2F9wSbBs5n6aIoDK7F7szluxL5Nqqpqel9zGzTTPU%2FXiFzcznmc%2BBpMDHh7li8t2by%2Bfd%2FT2Koa3270leSydjn8uINiTz740ignDUp6RyelULssWWsMc8h5f%2FFYnKpflGnK8l5dQ3vHWik2cMTU3g8CxOj8FFXr4h8SV8qbjaWkrX6LYqO2GOTcdxs5oUfJXP3dTzy8G34uNZ30mwtJ3fdOswzlpLk0qir35XB6nf2Y7Y1Q38T4d9fSNJ0%2B9nsbcHOO1N9bk8h9Y5eR9hvRks9RWtWk1VqprnFE%2BP42ST%2BKJbgQa4VRcTd1NTUYDKZ%2Bm7E3X%2FGfObfO5%2F5d89mlG0P6%2F%2BwjK19ORp7LIe05GTSv7rh76%2FchSP4Rm77xbM87fZJezHpyfZRvEt2Bfz8RPpS7aY%2F8vw7lTSHxjL%2F3nhmj2tm%2F7oM8gfFMq%2BLpB2guQXwj7LH29bHbWPshdajmM95MmYcHDeDMXRC75N2zOS8sIqtJ8cS99MUHr0vHErX88y6cteKIiJfn9PFpD%2BVwQ6rD1Hfn8%2F8701l8LGtZLx9lEl3dZO0N1az47U0Hv9tOlsPNHLepdhWksEz6%2FbDxHgWP7yY2MDPKV33PFmH7eWm2x9i6ZNLOz5%2BHIURI6GhvY%2Bw3wwbpa8%2Bw%2FoKA1H3PUrKT2MYUbuVVX%2FJbx94ExG312eJ%2B%2BDxUURNjyJqViyLHv8pM73M5GQXoZlLIiIurFtZt82MT%2FQvSL1%2FDlHTZxL7wHymGoHjh6hucT2glZnjZvAJmWmPt62P8fYma%2BPBozRPvJd5PpVUEsrdcwNdT3BxB3dQZPEkcl4SM8eb8I9MJGGGEVvFfi7DRT0icoUof3sd5S2hzH%2F8IeJnRRF1%2B3x%2BOjcQaOTIwa7Tz%2BL1z5N91JeY%2F4jqJLm3sfeDUmz%2BMSy8N4rg0cHMWTSPUI9GPt7tiHj9jRiHdnzUV3xC49BJTBnnej43ZdvLjn02%2FG9bQHykP6bxc0i6IxiO7KdcDXWRy8bVqampv259cvr0aYYMGdKxxsU0VfL%2BBwcZNOm7TGmdMn3VUIY07mFn8TkC5k7G5Bht%2Fu8NTUy%2BJRgvcIziLmfzF5O55Tr7K%2FW7MnjhT6%2BTtWkL23eW0eg7mQm%2B%2FezHrinDBpws3cKWo758N7KT%2Bdkt9RS9%2FgKr3sji3c1b2P7RMQaHTmbUwNYKNio3reb51W%2BycfMWtn9UwzUBkwgc6ui%2FOLaXLaWnCbr5FoKNcLryfXYcHMSk706h9d06XOP7JZwaMYUw336tb2AvX%2FkmWe9uZkt%2BCccGhzLZv5Gc3%2F03r5fZgJOUbtlCje93mTLSTM7v%2FptV%2F3T%2BPBe5xuJ0kpfvZcCIA2Q%2B91eyNm1nZ9U1XDc1kMFXtV1GR47v5fk1WWz%2B3%2B3s3N%2BIT9gETP3txd3%2BbJreJHn5dk4CtoM72LK3xV7P5buim%2B%2Bmxz8%2FkctMQ0ND72Mm0Fj4dzb%2BczAx%2F%2FldAgfYX6t%2FL4O%2FH7sGQ%2BNBPjM5xdMOGtj%2Fj51Y%2FG5pi5vO%2BvtNZubkkfQbFEDULVMYeY1rDaClmqylv2H1J17cOj2AftgofvlXLP9bNUNnTGFUv34Y%2FCcQcb2JwY7QdrrqA3ZWD2LS7ZO41vV8IiK9cGlxs5z%2FXbebExO%2FzwNTHFGopZzM9BL%2BNdSGua6%2FUxumo6HBNxN7%2B00EDai5sL2KlYMffkzdiOncMdExen6VB%2BY9O6g0TiImvJOI11LO%2F7xeiMct%2F0lsUFsD04m9bbf%2B%2BNUc2%2FgSf317M1vyy2gJnU6%2FopdY8dKbbNzs2nazt7v2nh%2FAh2%2Bs5M2Nm9m%2B8xjDp47nxNvP8sdXs9icu50S62imTLyW9lZnKxs7Vv6SZzef5vpbJjD0Kkfb7sX3OTfxFq43XE1%2F39GEhV2Hj2OKZ7%2FjH7GlrInrZt7U9ndIRNxTQ0MDXl5efTfi7srf5AstZo5aXEu6cDiL59eVwsREHn18MTF%2BVna8spJ8q2Oa0n%2FNxAcI%2Fv5Slt4b7no0AOXrnmF9KYTes5iUhxMJp5T1K7PaRolq%2F%2BcZVm07yoi59vIoQzXZLzxHvtXlRF0pX8MzztcY8DlFjmvsUH5DPIsff5TEiTimW5mIWbKUxTf7AMHEP7mUxM4%2FQg%2BvsZzs7DNMSUhi%2FqxRNB%2FIJvvDrrpMbRS9vIz1pRB%2B36Ok%2FDSOsY07yHhqDeVdjuo5CU9k6ZPxBAM%2BNy9m6ZKYzqfedvPd9PTnJ%2FJtcai6FryDCR7qeMFWTNY2iHkwllGA5VhXy1LMmK1wZk8Gv3osmeRHHmPZuvLezWzyCCT2P0LxPJBLzmHAuoO8T5rxj4knahDgHUzU9HD8HY27ZmsRmwrrMU6dRTcz%2BEVEvjqWQ9Seg%2BDg9ihk3pxF%2BQ3xJEX4wMmj1HY4oJ3B6Bhd6JSJ237u0i6xVVJ9EsaO62LGUvkeSs%2F5M2nqheP3zuo%2FLODMtAdY9OM5BHvUsnXFY6wsNDDrvva221sFjR2OKS%2F8GNOdD7Do3kh8Tpey5tdPkGkOJj4xidgbDJh3rWFjRYdDHAzM%2FP4cfD7bQc6HNmgpJ7egHsPUeOL8AYM%2F4dOjCPZ2VD9XTfb2chgfxY2tf4dExO19ZYk7ngDN8IVrQRfq62kkmNvmR%2BLvG8ychARuC%2FeBRsc0pcH2VqTnICPGQZ6uR0NLMQXFNvznLiRxejCm0ZEkzp%2F5%2F7d3%2F3FRl%2Fn%2B%2Fx8RZmODP8acUVAgkcOShIg%2FFlstpcRd3M2%2BYStu%2BmnprO7J9tTar0N7%2BNjmcs56tNxqNzuLnTitlrhGm30XOoKhpQmJEhFGHAQBBWUMzEBHk%2Bjzx8zAMA4%2FxZrqeb%2Fd5nZr3tf1fs8M5Ivr9b5e1zX4fVrGB3X29qzdjfjNSGLFrfb2hF%2FeRih15O3uXQFoSX4RtmvnknSX4z3eHU9oWx0Hiu2Bt%2BjdImwB8Sy7K4ZQcwDRdyUy06%2BZspI6fP38sH8EX4YM98Pg4SP0%2Fj0GEP%2FPScyNiiTmjgVM8YOKsgqXdhfHd7GzrJXg2x9gaXQAlgkzSfr5TPxsRezqMtl34WvAb%2FgQ%2B6%2FTMBQ%2FP09vvIefTW9%2BfyLfIa1tgM8g%2B78roDrrdY5FL2S2c1DVlfOf26P2sFDi71zkGMil8Vxe12WinhiiE5g%2FrpmC3AIKsnKoGz6ThbPdBqFFaaxcuZJHfreVijELeOCOLgaxIiKX2xfQinNsCZzZS%2BZuE%2FG3h7cfGihlr2VTYYhmzvc97T5ko2BPEa0TYpjZQ7z2m3EPSbeGEz4x3l6W3ubH1LucY7eFfN8E1RWdx26h85eTMD2c8On2JUq0BRO%2FLIGYqEjm%2FjyecGxUHO7ixu6YeBKmGqjI20XZziyKLoQSf7vb7VbHfkMrk59h9%2BcxrPjFTC%2FfY0lEXF2%2BxL2vxozF4lNB5n%2Bks%2FdwI63DI1lwdxLOPZd61HACaxsMvdZl8Bm8gEcef4A4S0f72AmhHe2GiVwfAM1NvZlyb%2BDYccAyumPG2RBK8LXwWVNj%2B9pTho90WUMVzIJHVvNArMc56ov1%2Bj0OZWT7HwwDhsFAW6tLu4vjx2hkJKETXEJz0PWEDoamps9ce16Cnn42ItKlM3vJLhrL7fN7kRgPjmH5unWsvj%2BBmdNjmHvPYyQEQV3%2Be3382reRzL59JoZDW9laDOE%2FiSfY%2Fa9B5FJWP57MijsiMVRv5%2Flv4tdWisi3UvWbOTTNTmDmAO%2BIbitKY9MBCF%2B4kHD3mIi9QmlvOYRGT%2Bkx4b3K0NHDYPAFrsKv%2Ff36MsjD9X07nXMVYGCI8xwfT2ufOgu%2FPZ7QplzSdtQxMtbDz8cSxwOPr%2BbhpTMJPl9AWrr2ohL5JvEQNgaI89bole4NXRgTz8P%2FsojrfT4i87lUHkl5huyyziVEfebji19Xs9sA%2BDF0qD1h7vWg99AmVq5c6XisIfcTaP6068Tf1%2B9SZ5j78R57ZGKkHzQe76qwrJ%2F6%2BLMR%2Ba7y9QHaLtAKlL2ezdnZCUT3NAp08vG1nw%2BAgdDQ7stEuzQ%2BhikmYPBU5nh6cV8DfsMthM5K4r7YkTS%2Bu4sS9z4iIl%2BFKzsKOWnazatFoST8qJeTIr11poBNfy2DqUtZ7ikmAo0HPqDOJ5wYj7PxXuCamUSHAW3BzJ7t4efjGBcHRCfwwMJwWst3s6u3S1pF5Gt32RL3ugYr%2BFgYa3Zv6ZqvOYakx9ax7v8uZ%2B61DeSmrWv%2FOo7Lw8bZ824zxT0JS7j4a0Eu65rtfrzHHtmwnYeRYwLcGy7NV%2F6zEflmui44AJrqOFKVTeahcObf6qjTqTrCMcA8xvO%2FdltdCQX7Kwbk63tsRVnsbfLFt62A3Hdd5lyaKijYX0KdyyHLGDO0OWKRiMhXzXwdAYPhWG0ZRa%2FlwK3xjhlxGxXVjXDtWC5pRNNWR%2FazWykbNpf7Fne1m0c1u%2FPr8I2aRfRlGz1fouPZ7CzzxXdwNTlvulRJ2eoo2V9AhetcypixjOQsNk25i3xjXJ7Q01ZGXn4jhIbjUvQNTQ0ds8a2s%2FZJeYeSLatY9XQuDYCvKZz4%2B28jnGYqyns5RLWMxuwDn33i0v94Ls%2BsepLsox3txw67rCdqq%2BbIUfAz9bBQCYChDB1uX2fl6%2Fq1IEOdM%2BoWRluATxtdBtUN5D69iiff7OVc2CW%2FRw%2FGjGUkjVQc7jwwP9IMJtNQl2Nd%2F2561tPPRkRc%2BUVNIoAKMp%2FbhWl%2BR0lmWf5Bmn1Ciexi3Gg4eZCtW7ZT1D74snHkaH8GrQ3serMMou%2Fhvul%2BVGS92rFZZUMBmVtepeC4S%2B%2FjVvAxMMTxTRQiIl%2BtcKZO9KU5P41NdVM69uRoeo%2BCKvALv%2F4SJjdsFL34HLnN4Sy9P56ArkbGZXso%2BNSXyKldBOivnY2irF00BsTx6wWhNOe%2F2rGx8fkKcrZsJdf1u9%2BOH6ORIbhU54uIl%2BsqPPVZ65lmmo%2BWUbAnm7TfpVF0wUL8gpj2NUCW4CB820rIfrmAkuK9ZP45G9ctOUKDR9Ncs4uM14qo%2B7SOoi27KcOP0DBHcHYktdX7syk47CGZ9wknZqKBut2bySyqo%2FloEZlbd1F95XVcPw7wiWZ%2BrIXm99JJ21lBg7WC3LRNFF0IIHZ2L9aWYmDKDyIxHN7OM1sKqLA2U1eUyTOrfkP6h%2FY0N3xqJIa6XWx2fobXMthVA9ddbx9SW8aYgWoKstzuejpd8nv0YMwc4icaqH7jGbY6fi6b%2FpxNncvGKz39biCAsddCY0kOez%2Bs87AequefTY%2B%2FP5HvEtNcFs4aCW2D%2BKx2LwX7C8h9cRVpB2wEzF9ETFcDqcgYog117PpLJkVHG6jYmc4b5RAw4%2Ft9GrTa3s0k95ORzLk1nOB5cYSeLyLzTcetu7CpRBqa2bt1E0VHm6kr2kR6XiOG6BhUPyMiX5fwOxII9QFo5KN3CyjYk8kzT26nbnA0i2%2Fv5xgJsBVt4tVDEHlHAqEXmmn%2B1PmwdZrEKDtQQuvwGGZ5a95elc3rhyA8diYB349n5tA6sl4rso%2FZht%2FA1HFQkZVO7uEGGg7nsuHVMhgXw%2Ff7UBkrIl%2BvAUvcK15bxar1aWx9Yy9NAfEsX5XMXNfvIZ64kHumW2gs2kr6y9kcC5yEa5g1zFjOA7cHY9u%2FiSefeJJNH0Lk4gdIcG5O5xPN%2FFstXCjPZes7nmawDUT%2B%2FCEWhdk4uOVJVq3fwsHPJ5H0YEL76wTMf4AVsWM5tmMDa36%2FgZyGscTf%2F%2Bued3J2MEQl8dDi6%2BHDTDb8fhVPbjmILfQ2bpton1W2t4diO7CFJ594ki0HbEy6%2B5GOzxA1n7ljLlCxcyt7aztdut2lvseLGYi%2B5yEWRcCBl%2B0%2Fl7IrY0h6bGnHxis9%2FG7AwpwfRWL4pIjMv3%2BApy3tevrZ9Pz7E%2FkuaaS6%2BizBUcHwQTZbt2wl5%2FAQIhen8HBsN18x5BPO0gcXEWorYNP6NWzYcYKxt67gvu7OcddWxqtZFRB2K3PG2NdEzok20JiXyd4zHa8ReWUZW9av4sktZTA1ice6LB8VEfkK1FZwzBROpN8xdr22la2vF9AYMJcV%2F%2BoynumHsqIybNgoeTmVVU%2Bscnls6tjXw1bAruJWRk6d6TY%2B8haN7H59L83DY4iLNoBPMLNnBdB66HWyq7BvSPrLFcwNOEHO82tY83wOJwLieeD%2B2S4bKouIt7vi3LlzXzqfNDQ0EBgY2LmHiIh4VFtb27%2BYaS1g696ruPWOaA2aROQ7pX9xs5WKnE3UTUhi9nj3NhGRb7fa2losFsvAzbiLiEgvmWNYpKRdRKSXfAmNU9IuIt9tStxFREREREREvJgSdxEREREREREvpsRdRERERERExIspcRcRERERERHxYkrcRURERERERLyYEncRERERERERL6bEXURERERERMSLKXEXERERERER8WJK3EVERERERES8mBJ3ERERERERES%2BmxF1ERERERETEi11x7ty5L51PGhoaOreKiIiIiIiIyNfGYrFcnLhbLJbOvURExCPFTBGRvlHcFBHpG2fcVKm8iIiIiIiIiBdT4i4iIiIiIiLixZS4i4iIiIiIiHgxJe4iIiIiIiIiXkyJu4iIiIiIiIgXU%2BIuIiIiIiIi4sWUuIuIiIiIiIh4MSXuIiIiIiIiIl5MibuIiIiIiIiIF1PiLiIiIiIiIuLFvoLE3UrOumSSXyp2b7jMrOxJW0%2F6%2Fib3hn4qJj05mbU7rO4N4sZWnsn6p7OobXNvERERERERkb664ty5c186nzQ0NGCxWDr36MmJHNY%2BncfF6bGJ2F8%2FStxoKznr1pNnTmTN3VHunS6jSjKf2EjllBU8%2BuNA98Z%2BKCY9OYOTcx7k0Xlm90Zx0bJ3A6n%2FYyDhX5OYZnBvFfn26FfMdNXaRPlbmWxrnEbKz9ziY2Mhm%2F97O6UnW2GwkZDYe1h2s3%2FnPm5aj%2BaR%2FlIelS2t%2BBpDiL07idhxvu7dHLqOzdYda1m%2FaxSJa5KIAihOJzmjvFMfBhsJuXExS%2BaFoH%2FmItJblxQ321ooz93C9oIamobcxIOPxNHViMwexy4enQKYuhjLFb%2BUTIY1ttN1bSWbWftKKX5z7ufBeU1s%2Fs1m6mfdz6M%2FcsbjerL%2B41n2jHaNpS3s%2BVMqWVct4PHlMxQjReSSOOPmgM24%2B09PIOFO10c8EcPcew2M4peSSV6XQ%2Fdz3yEkPL5mgJJ26dKJHNYmJ5PuUlBhnLmCNalK2kW61NZC7b7NrP3tWtJ3VdJywb1DLdvTMiklgsRf3U%2Fi9UOofHMj7rlzJ7ZiNr2QQ%2F2IaSTenUiEoZKcFzZRbHPv2F9GwuZ2xPgFU0zU79rI87ndR2IRkYFhJecPqaTvOcWomPksSbyxy6QdwDx7BSmPpXR%2B3D0NI0bCwro708XZYjL%2BVoptVCyJc%2F2BYIL8oeloDe2h1VZD%2FSngaA217SdWU1MPpnFBStpFZMAMWOLuN34a06a4PiLwV7QSEblYyTY2ZNczas58po1wbwTK91F42siMhESixvoTtWgJsSNtFO8vde%2FZrmX%2FO5SfDyHungVEhUeReE8c%2FufLeWd%2Fi3vXfrqKgIkdMX7GbStIjPLFujeP7u4niIgMBNv%2B7eSdNDFrxaMkzZtBxDije5fOBhsxDuv8aKooo2XYDUwOdu%2FsiY38zRmUE0bivXH4%2BwAYCRprBKuVk85uFZVUDvbFt6WGmtOOYyfrsbbBqDHdV0mJiPTFlSkpKb91Pjlz5gxGYw%2BB0F1LJe8WHOGaiFuZPNq9EeAMlfvyOXJNBLdGOTqcrSQnfQPp27LJydtNQeUgJkwOwu8KxynO9sxscnJ3U1DVSkB4CKZBxaQnP83bnwC2I%2BTvLKIt4geEGO3Hiy%2B0sWfzRv5Wey23Rp0gPflpcr%2BI5AcTrunhuvbm1qN5%2FNeG%2F2JbVg47dxdw5MtgJo0f5ri7cYLinaWcvW5Gx%2FXc2Kpy%2BO%2F%2FTO84%2F0IA108w4bi8vf25dLZl57BzTwlHBwVwQ6Dz%2BlZy1v2OzMZhnH87nf%2Falk3OnhJOj47i%2BlHtV6Byx3%2Bz4b%2B3kZ2zk90fHMUQPJlxfjhK%2BZ%2Bm%2BNqO34N1x1p%2B98L%2Fcu2tkxntvH6DDyey%2F4u%2FvJHDzj0f0RY2hUH7%2F4s%2FvriN7JzdFFS5%2Fi48ndPxnqw71vK7jI%2BwAY2lO9lZdy23Ro12e93efHbHex80mqrMZ%2FnLGznsLjjCoAlTCPJzXEDEC%2FUrZgIMDSVm7hy%2BH2LgWL5bfASs7%2Bfw7hEzMxc6%2Fw1dg61qJyUnriXyByF4ikD%2Fu%2BdvlLRNZv7NjnbDNZz%2BIJ%2BSz%2F07XbuDh9jsbKl8l%2Fzqa4hw%2Fhs%2BUczO0rNcF%2FMDQlw%2BblvdAfIPn8E0aQYhnt6UiIib%2FsVNGwey%2Fkb5tfEk3RzQPq7qk7Zy3tyyH58bf0bceM8zSyc%2B2EnpmeuY8YMQTu%2F4I395v42whb%2FkR%2BM6XnHYmUp2Fjfj%2F4MpjBsE9UX%2Fw3tfhhJ5oQKr2TEGq8xn%2B4cwaZ5io4hcOmfcHLAZ995rYs%2BLG8k7biF2%2BYPc%2F9MIhlRnsXGbc86mo%2F2mpffz4PJYLMfz2LilEBsRJD6WwoJQYMQMlj22gliXaqfyPfkQEUfcJFPHwXbdXRewFZL%2BfA715liWPXQ%2FiTcMoTI3ne0V7tfpwqk9bHwhj3rzTST96kGW3WKhftdGNu93FFPVZ%2FHHtDzqxziuP%2BVqav%2B%2BgQ1vd15%2F1bQvm49HzyPxZ3FEXG2l8PWc9tIr2%2F7NbNxVj%2BWWZTz4q0QiKGf7xgzK%2B7AJXNOBfdiil5J0dywhPvXk%2FSmFtP0GbvzpEhJu9OeLqixe39d5hq7jnAVMG9FE4aaN7DnlKEP7xxmYgJDbUki5M6LTee16%2BdnLd7yOLTqRJXfOwP%2BLSrLedPxuRL5thhgxdhd921rdj2A2m%2BC8jXPuDQ6tF8UBM%2BZrgU%2BsPSwr6j%2F7a45gxEj3FhGRgVRLTR2YDFYy16WQnJxMylObKWx079eN8vcpPe9PRLSnMWJnrfU5ZLxtxXTzMpKi3JL8MWZM1FBTC9BCZWUT5utiCQmAumr7iM16vB4G%2BxM0qvOpIiKXoruhY5%2BUZySTnOzy6GoX%2BZMHKDwGYQuWETvejH9UIgunG7F99L693PLEAfKP%2BRL102XEhftjHh%2FLknkhUFFKaZsvhmFGDL6AjwG%2FYUZ8XT6B6eZ7uf%2FOWGKjPKxr7%2Fa69lKnhiERxP8slpBR%2FkTdOYswbNRU927Ia92fT%2F2gKBKT4ggbayZkzhLixkPlIXtpa3HuHpqM01iS5Lj%2BbUnEh0L9vj0ua6LANyqRFbdNIyIyloQ5IXC6ko8d9VjNp07BsCjmzQnBPDaKxJ%2FOJyLUjwvNLhfogXH6%2F2HJnDDCwuPsn7%2FNyORFS4iNjGDabbczdQTUVh7udI5p1j2Oc2aQcHcs%2Fm31vF%2FSYi9D87P%2FQfMdYsQ4xPMmWL397P63rGDJnAgipizgx5OMUFlOpUu7yHdeS5OHjUDtzGYTnKqjvj2Bt2FrAS5K6N2UZXSO3cnJXW7o5Kq1Pp%2Bs%2FU0QGkHEgP0lERHxxIbtPDSVHOCzsIUsWx5HUEspmS%2F2tN%2BRk43CfcW0jp%2FGDE%2FLk1ydLyVjYx7WNjNRUz2UuvsH4e%2FTivVEi2Mtu5GQUDPh4%2F1pOVZDC1B%2FogkCgvAwGhUR6bcBG26F3Oa2AUhXs691dVgxEeBSmRkYHADnm2myASfqaGIoJpfAapi6hJTH7mRyxyGPRlm62Wykp%2BtGJpKSsqRjQzUfe1nUxbNYntWfaAKjiRHtP1ED05akkHLnZMCK1QqMCyHEpT18gj%2Bc7jwQHzqi4w0arvYFWuEL%2B3O%2FMf4YTueT%2Fp%2FbKa5vhXGzWPKz%2BX3aBPAqw9Xt%2F22%2F%2FlX4DXEe8WWQp%2F8jfFwS8hETCDLCuXNnXXt0o%2Fef3W9kx13wqw1XQdsFLp53FBFP%2FCPCMLaVk7ejllZase7bTM5R4NoR3W7gROiCizZwWhbjaUaqibynO5L7lGe3UzNkGkmLp2nzJRG5vE430wwYY5JYcVsUIeNjWfbTKHwb95Nf7d7Zg1P55FdASFRUz%2FGqxYoVEyaDlby%2F5Xuo%2FLNvUFdfWw3VlVQTQFAgGIOCMB47TFlbPXUntDGdiAw8T2lav%2FgOcdsEpIvZV7vOA0D71wydotm5qYc7XwNGt9n1AeF23aaDmTz7e3sJVnJyxiVvuOQ7xIjR2PXPwTjMDziJ9YR7i2eGyCU8lBSL%2FyeFZDybQsq6zRSe%2FKpT26sxDHY%2F1nd9%2FewiAowwd52Ej4vjzilGrG9vICU5hWf3mwjz77gJ2SVHHHR9OApp3JiY8Y8uCX5KKqmPJBDWfuNPROTyCgh2mcP2D8BMC02fuvbwrKmolHqfMKZN9RjcOvMxE7vsUf75x2H4VmWRcdA9dXduUFdPZU0NLf4TmOADBIcQ7FNHfXUd1lPgH%2BBhtl5E5BIMdCrcS24DwMdSSHFbr%2F6VK8%2Fgj9tK8Y1eyoOPPU7qmkTC3PsMMNu5VmAUZk%2F7RnXBGBbHspRUUu9P4HutpWT%2BIZ1C978pl9U5bOfdj%2FVdfz67yHeGa5WLg9XaBD6DuLjFyUDYnSmkrkoh5bHH%2Be2vI6AR%2FIMnuHfsN4OfS4LfzU1JEZEBNcwPP%2BDUyd4VxndWy5799fhG3khUb0a9IyKI8gfDlETmj2%2Bl%2FO%2BZlLqNs0aNtsDJOt6pqscUEoJ9q71ggvxbqNlfyUnMmMd0PkdE5FL1JoQNrOEmjHwOg9xm6P0cM9%2BjAzDxGU2nXM4pySA1dTPFl5Iw9nBda3UtNkME8%2BaFYR5m6GZw7Jn%2FaBO0NHHKpbS%2BdGsqqa8U04oZsxk4WkmlS3ttdQ0MM%2BGpKPViVvb8ZyqpW%2B1r5n39p7Hk7lmY2moor%2Bro5fpH7Zzt846GS%2BG6Udapw9S0wNVX93aabSA%2Bu8h3iznQH1%2FqqGkvAbVSfwJ8A4O6nnF3sFc%2FGbhwcJ99I6bIvu7eLCLibSYwYSxY%2F7eyo3S9%2FuKllx6V76PwtC8Rk%2Fs6HWNgxm2xmM%2BXkvlqaaeSeUOgPyYqqaz2JXC8c2bdSEiIifqSYpq0MZ2IXAYDlri3nm2h5XTnh81TFXfwDKaPaiH%2FL%2BnklNXTcrKS%2FFfWkvJsnn2DkdFRRI1qpfj1zeRXWbFW5bM5q5iWMWGEOUq0%2FUeb4FQpeftKqe%2FtbHMP1x1y9dVgKyVvRyGFB%2FPIfHp7n0rlzZOiMF8oZtvL%2BVSetFK5bzOvf9CCZUIYvkDU3FjMZwvZ%2FFKevX3XRjKKW%2FG%2FcVYvNy8xE%2BQPLR%2B8zuZ9lVhPVpL35gGafIIIGw8QSJA%2FWPdtJ6eklNJdm%2FnLAH1%2Fc9OeDDKK62k5Vsz2V%2FZQ7%2BPPZGcyYDYzygdqD%2BZQWOV5Q6tL%2F%2Bwi3zFhNzJtWAv5mRkUH7NS%2Fvpm8hoNRER1DDxr%2F76e1OdyXDajA9paqC0pJG%2FbetZuK8c0ZyGxPW3EJCLi9YxMvSkCw9HtPP96OfVVeWz8azGtY2cw1Zm4V2exPnUDOfWdzyx%2Fv5TWYdO4sa95O8DoOBJnmbAdymS766DQsUFd6%2Fkgglyr98cH4tuGNqYTkctiwBL3yjdSSf1950eGfXLYjZm4e5cRO7qOdzY9S%2BpTG8mqGcFNt81wzCQ52kdWk%2FXCeta%2FkEX1yDhW3N2xAZJ5lv2r0orfyKG017lp99c1zlrI%2FPFXUvN2Jpl%2F20fT5DimGeGzT12n6LsxOo57fxGL5VgWG59az8Yd1VhuWUHSdMe79re3%2B9fl2dt3N%2BA%2FdwUrbu79nHPgj3%2FNkpihVGdvZP1TG8k77k%2FsL5wb6pmIXTifkCtryHtlMxkFF7ghovfX7o5pahSD3tpA6p8yyLf6MW3pMmY5kwGfKObNMXOhIo%2FMd93%2BWjoNwGcX%2BW4JZMHyBCIoJeNP60l%2F%2FywhP1pGYvvA00bDySZaPrHS5FqJZN1Hxivb2VPlS8QdD3L%2FPK2xFJFvB0PkEpb9KISzB9J5Ni2PhjGxLLtnVnvlnq3RSlPLSayfuMzo2Ap5p6QVU%2FSMfifS%2FvMSmTHMRvFr26ltv1Fq36COUUGEuC6bDwwiCG1MJyKXxxXnzp370vmkoaEBi8XSuYd8h1nJWbee4sgHeXReTwW6It89ipkiIn2juCki0jfOuDlgM%2B4iIiIiIiIiMvCUuIuIiIiIiIh4MSXu0g0zcY%2BsUZm8iIiIiIjI10iJu4iIiIiIiIgXU%2BIuIiIiIiIi4sWUuIuIiIiIiIh4MSXuIiIiIiIiIl5MibuIiIiIiIiIF1PiLiIiIiIiIuLFlLiLiIiIiIiIeDEl7iIiIiIiIiJe7Ipz58596XzS0NDQuVVEREREREREvjYWi%2BXixD0wMLBzLxER8ai2tlYxU0SkDxQ3RUT6pra2FovFolJ5EREREREREW%2BmxF1ERERERETEiylxFxEREREREfFiStxFREREREREvJgSdxEREREREREvpsRdRERERERExIspcRcRERERERHxYkrcRURERERERLyYEncRERERERERL6bEXURERERERMSLfQWJewPZ%2F7aSlS8UuTdcZg3sfm4NafmN7g39VETaypWkZjW4N4iIiIjId4rbuLAojZUrU8k%2B7t7PriErlZUr07iso%2BHj2aSuXEnaZX0REfm6XHri7ggSKy96dB28vhqf0VDXgLWh2b1BRORr17g%2FnTW%2FecQeL5PXkL6%2F801G2%2BFsNqzquh1sVGRtYNUjK1m58hF%2Bs3YrZWfcujgVpbFyVSbVzudnKsh%2BbhWPrFzJyoceYc1LBTS2dT7FqeiFlax6tf1MAFqtBaSv%2FQ2PPORhgNjWSMFLa3jkIfu1Vz23m7ouri0i0mvOuPWQPeatei6bCg8xr9v45Mprx68iIp5deuLuEDBjEYsWuz5uY9Jw914Do%2BiFlaz8t2y6n%2FsOZdG%2F%2F4GU24PdG0REvla24nSe2vIR3JDAigdXEB%2F8GSVbniGzxtHheDbPPJ%2FLieAFrHjsYZbeACVbnmJTmcs18tPZsPMYo%2Bet4OH74hj7aQFpf96Ne3oPUFRUhl%2FkFOzRsIHsZzeQ%2B8l1LLgvmYfvioSSrTy1xeXiTm1FHCjzY1J0Rxy1Faez6vdbqfCZRNyi5SyI7HQG1a8%2Fw9YSiLzrYR6%2BK5IhVdt5ztO1RUR6zRG3jo9lzj0P8%2FDSSIZU5bJhUwE2l149xSdPvsrxq4jIpRiwxH3ohBhiprs%2BIgkwuPcSEfmus3Hw3RJsAXEsWxxD6LhQ5i5fSLhPMx8U2me2q98toGFQNIt%2FPpNQcwDRdyUy089GxSHnzHcz7%2BVXwIR4km4NJWDCXFYsDIejBbxn7fRijuTbl9CJjuS7ai8FVl%2BiFyYxc4KFgOilJM7ww1b%2BUceMvFPxAcoGhXL9eOeBarK3l3AhfBH%2F9%2BFFzJ0ejsXX9YQy9uxvxm9GIkujAwiIXkpS7EhsRQWUuHYTEekLZ9xavJz4iR2xhfIiDrZn7j3FJ880fhWRb4oBS9z7xK1M86JSyi7LoezriTYdAj7JZU17OZP9eNr%2Fn82Tyc719B7WpHd5XbvWmlw2POEoTX1kFRtyqmntaBYRGQCf0drmh1%2BAhZHOQz4BjDWB7bx9BOoXFc%2Biu2IJbo%2FQg%2FAd1NEORzhSByODQ2kfX44di4UGjh1zHnAoO0TFoEimhjueD48kfvFSYtuTcRg0%2BCr4%2FGynmSuAskMV%2BN4wFeepVB3kg0%2F9iJkX0%2FG6rqxHqDsPY8d3zNBbAgKgrY5jKj0Vkf460wp%2BYxk3quOQZYwZOEvreceBnuJTXxWlua1JH%2Fg9m9yXRKW97TbubK0mt9O4NZdq1w6u4%2BnkNWz9sOfloc3FWzst09pa7HKO4zNvz%2BtYhrXqpSKam0vY%2BnuXcw51%2FLVoyEpl5b9tJXdLxxKpNVvKOv09adyfzppk%2B1KER1Y9SabL%2BSLSe19D4t7I7j9vILduNHGOMs3OpZQd7XPueZjk%2B%2BIYXecsh4pk6eOrSQgDTDNZ8fgDxFk6rly2ey9Miic%2B2tRxsF131wVsBaQ9m80xS5y9NDVqCBVvppFZ7n4dEZFLYWH2P69m9WKXGk5bBdWfwHWOhHfkhBhibghwDD5baczP4r0mP2JmOFPoVi64rxs3j8YEtNo6D4jKikrANfk2hXaaUWptKiArvxG%2FqbM6%2BgC0lXHgEERGdxxtrj5CMyNpLX2G3zzkuMGZVdExQPuCi292WiyM5HPc3paISO%2FdsIjVqx9gtrnjUHXVMRh%2BHcGOsvYe45O3qdvOU8%2FlcszfMe6cbqD69Wd4Os%2B54MlGwQvPkF03mrh7kx3LA7JJ21bR0b5pA7lVQ4i8YznLl07hbH6Bx%2BVS7WoyWfdSAUxczMOP2ZdpFWx6kd2funYq470SC%2FE%2FX86iqSNpLt7Eqt9mcCIsgaS744k0NFDw8hs43wUAnxSwxzaFe%2B5ZTsLUkTTuT%2BM55%2BeoyeSZLSVww1IefmwFcf5N7H3xOXY3uV5ARHpjwBL3sk1um3t0dUfS%2Bh4FRyF84QrmupZpfniAMoDj77H3qC%2FRd60gfmIAlglzSZofCuUlfNDmi2G4H0N8AR8DQ4f74evyCUbGPsDDi%2Bcy12U9ZrturwuUV3Dimkhuu3uuvTR18WzCsXGkqvuV9CIil6rstWwqDNHM%2BX7neaKiF%2BwzHql%2FrcBy%2BwMkuMySd6Xp0886nnhIvtsVpdlnP363lYoxC3jgDre4WXaAElxm6oGztnNANQUHhhJ%2F7wr7Dc6daWwq6mlo3Exjp4GhiMglaNrNq%2FnNBMya7di7o%2F%2FxyX382u2GdgOo6M3dNPrFkLTcMe68Yzm3hUHdnt32ZUttFVTU%2BxF5e1L7eHl2GNiqK%2Bx7PNkOUlQOAfOWsXRWOOET55L0i9kdlVweNJQfgzGzSbwrmgBzKHN%2F8n1GtlVzpNM6qVDif5lAzMRwYu5KZKYfMC6e5XfEEBk1l6QfhYOtggrXKirTbH55z1zCJ4Yzc%2FEy4gKgrvhDmgEaG2kmlNmLHK%2BZmMjsyJHYG0WkLwYscQ%2B9YzWrH3d5uM4muTp2jAZGMnZMx6Hg8WPhfDONNuD4MRoZxkiXSXPD95NY%2FfhipnYc8sg8xmX63V1P141ayurVScQ4x80%2BVwHQ6j6rJSIygGxFaWw6AOELFxLuFpEjF69m9WMrSLjBQPUbz5NZ1bm9Rx6S73aRS1n9eDIr7ojEUL2d51%2FvvML9opl6oOnT0%2BATSsLDScycEEr0XcuID2ilLP%2Bg985qici3S1sd2X%2FeTt21c1k8uyNN7W98ch%2B%2FLu1i%2BDqwGjjRAASGEtoe9w1M%2FIcA%2BLSRJgCfSJauXk3S9I4bulf5AM5x6aef0QQMvdYlVfcZ1PHfHljiHmD1owvab3Y4%2B3eu4PJlSPtLGjAMBoxDOpYfeNo3wGeQy%2BGRhAb7ge0sZwHGjMXiU0Hmf6Sz93AjrcMjWXB3ErODXC8gIr0xYIm77zV%2B%2BA13eVzj6V%2B2UyO5a13ucG4qA5r4rKsZGV8Dfm6z6wPC7bqN%2B7fypHON%2B8pN9goAEZHL5UwBm%2F5aBlOXsjz64lWZvtf44WcOZeY99zHX1Mje3T1v8WYe1XEDs6y4BCZ2Tr7b%2BRrwG24hdFYS98WOpPHdXS4byDlm6qM8nGkKJvQa55ORjB3jC59%2Bhss8vwcjsXRzX1VEpLfqstLJ%2FSSABb%2BMJ8B9XNiP%2BOQ%2BfjV0N3y9zPyGDwWsnHDOZn9SwNb1zjXujj2eLomNipy0jjXua3O7L63vJ4PBPvkFwJh4Hv6XRVzv8xGZz6XySMozZJdpul2kP9xD3ldkJDP%2FyW2G3m29%2BleubBNPbfmAQVPvIfnxf2fdH5Z6HuyKiAyEtjqyn91K2bC53Le4c7RpPFxAwYd1LrNEFkZbANtZxxpyXwa5R2%2FrCfssTfugs4wDH3ook2%2BqoGB%2FCXUuU1CWMWZos3HWuclTFzP1puHDoKmh66%2FivNLDZExDA41w8fsVEekjW1Eaz%2BWdJfyu%2B5jttp1Rj%2FHpG8BmawXMjB5jX%2Bq0af1WPvCJ4Z5%2FWc2%2Fr%2FsDSye6n9E3jXnPsWHHMSw%2F%2BTWrV6%2FjD4%2FO7ba0vr9sts87Pfc1x5D02DrW%2Fd%2FlzL22gdy0dR1ffyoivfbVD6WGj8SPz2GQ2wz9UMfM95ixjOQ0ja6bVhRvYtWqdIqcg8r%2B6OG6DVU12AyTiJ8fjmW44eLBp4jIgLFR9OJz5DaHs%2FT%2Bi2eNrO9lsnVbgcsA1FFWaRjiiE3XcV0ANFa7bLx07BgNBPAPznXwXSTfNBSQueVVClzWJzYct4KPgSGD7c%2FLihwz9W7vyzI%2BCN%2B2I5Qddh5p5NjxVrCMxgJgvo6AwXCsqqPsvqGuDgYHcZ3L8igRkT6ry%2BaZl8sYeut9HiuUeoxP%2FdLEifav2LRhu5RxaCeOm7G1FVS4lKlXVx2B4SMxATQcocZmYNKP4wk3e6gEGD4UE%2FDZJy5z5m0XXHtcpKaqDsbFkTgjAD8%2F9wtegrYLLhuTNlJR3QyGIQwBSrasYtXTuTQAvqZw4u%2B%2FjXCaqSi%2FHHP9It9uA5a4t55ppvnTzg%2FbRdsLA%2BNnEmNuZu%2BLaWQfqqPZWsHel1J55En7P2rGTCHa3ErRq%2BnsPdxAw%2BG9pG8votk%2FnHDHoDJgzEhoKiFnT%2BdZo271cN0hhqvB9gG5WQUU7M9l69pXVSovIpeFrWgTrx6CyDsSCL3gGjdttALh0ZEYmveS8XIRdZ%2FWUfRyOrmfGIie4Vx86cf3Z4TC4WzSd1bQcHQvG14tg3FTucGxw3JXyTdhU4k0NLN36yaKjjZTV7SJ9LxGDNEx2K%2FexUw9QHgcc8zNFLy4gb1H6yh6eSPZdQaifxDt7MCs6X4052ewqaiOhkOZ9mu7rZUXEemTtjqy%2F5JLw5i5LP3B0M7jTWcy3WN86qPg6wiggb2vZVNSXELuiy%2BydwArvKN%2FNBfLmQLSX8ilwtpAxc4NbCpq7dhwzzCEq7Hxwc5sCvYXkLtlDa%2B6lsobphAz0Ze6HRvZtKeMskO5pL%2Bwu9vSd4PBF47u5dU9BRTsySYtbYBK5Zt2s8n59%2Bq1zeyqg4CoG%2FADQoNH01yzi4zXHO1bdlOGH6Fhl2OuX%2BTb7cqUlJTfOp%2BcOXOGYcOGde7Rk5YK3nm3imNlu9j1dudH%2FegfMmXMGSr27KXKOIkfRo8BjIRGh9BWuZddebt5a08hFefGMmfRAiabBnW0%2F%2B%2Fb%2FE9uHu8cqOBswA%2B5d%2FnNjHIMQI0BRo4X7KO45DjXTJ9J6DXHObijBCb9kCntszr2Y2fGz%2BSmfzD2eN3BQUFcXfU%2B%2B4uK%2BLDsBIabf8g%2FHC%2FjiPF64iJHebieiHzXnT59uu8xE%2FgwazMHT7bS8OE7bnGzntE%2FnMKYUZOIMh2naM8ucnfu5aNTRqbf9SA%2Fu8Fx9xIYNC6CkC%2Bq2PfWDvLercA2ajr33PtjAq8CKON%2FXilk6JwlLjHR4YpRTJo0nOMfvMuu3Fz2fvQpxilLeTAxgsFXAGX%2Fw%2BYDQ4n92RTGXOF2LkZCo4M4XWx%2FXyWNRiJ%2F%2BivujhrS3mN4WCTDG4rYvTOXd96vx2f8T7g3aRpDL7qWiHwX9StuntjL1pwqbM1V7HMba5Yw2WWc13186sQxfr2m09jRhSGEoKuqeH9%2FIe99UMqJa6fyvS9qafBzjmfdxoXHD7Kj5AwhP7iJUD%2F3i8GZinfYW3UNk344hTEAQ0OZEtJG1Z632PHWOxTWXuC6uHu571Z%2F%2B6za1cH21z9YSFFxOScMsfwwrJ6yGgPX3zqJUQxiTNh1tNUc5L138yk89BnX3XQDtsPHuvxMo0LGcfqjQt4vLObDqjNMuO1mDKUVtAT9gBuvG%2Bz4DHS8R9zH8Fz0Oc9UvMPezyZxs%2BkgL2fkUny0hZHTfsE%2F3xbIIGDQuMl8z3CE4rffIvetfY7fywp%2BNrGL34uIXOT06dMYjUauOHfu3JfOgw0NDQQGBnbuKSIiHtXW1npnzDy0iUdetLF43XKi3Wfce1C26RHSzi%2FmD7%2Fo5yyViEg3vDZuSr80ZKWypjia5H%2BNv4QlCSLSndraWiwWy8CVyouIiJeYuJR1T%2FU9aQcIX7pOSbuIiIiIl%2BnHsE5EREREREREvipK3EVEREREpM8s81P4g8rkRb4SStxFREREREREvJgSdxEREREREREvpsRdRERERERExIspcRcRERERERHxYkrcRURERERERLyYEncRERERERERL6bEXURERERERMSLKXEXERERERER8WJK3EVERERERES82BXnzp370vmkoaGhc6uIiIiIiIiIfG0sFsvFibvFYuncS0REPFLMFBHpG8VNEZG%2BccZNlcqLiIiIiIiIeDEl7iIiIiIiIiJeTIm7iIiIiIiIiBdT4i4iIiIiIiLixZS4i4iIiIiIiHgxJe4iIiIiIiIiXkyJu4iIiIiIiIgXU%2BIuIiIiIiIi4sWUuIuIiIiIiIh4MSXuIiIiIiIiIl7sG5m4F7%2BUTPK6HKzuDU4n9rDx6XQKT7k3eKG%2BvtcTOaxNTia92L1BROQSFKeTnLyWnBOuz9NRqBGR7yYrOeuSSX5JUVBEvMOlJ%2B6ORDL58QzK3dsAbPlsTE7%2BageAzVbqrSextrg3eKFv0nsVkQHTdHAz659IITk5meTH17P5YFPnDo2FbH7K2Z7KxrfrO7e3NVH4ynqeSEkmOTmZlKc2U9jYuUu7tnIynujhhqeIiDdrrSUvLZWU5GSSU1LZ%2BFYtre59AFqbKN%2BxkdRXPIw6e4qrIiJe7NITd6fzh%2Fm42v0g2D4opdL94OUWmsDj%2F%2F4o88e5N3ihy%2FBerTvWfrU3SkSkT2wlm%2Fnjto%2Fh%2BgUs%2B9Uy4gKbKd22ge1HnT1q2Z6WSSkRJP7qfhKvH0LlmxvJaL87aqP05T%2BS%2BRFE%2FH%2FLuH95HEEtpWSmbae2%2FVU6WHO3U2xzPyoi8k1ho%2FjlNHKOm5iWmETiDUOozE1jk2tga2uhdt9m1v52Lem7Kmm54Ho%2BvYirIiLebeASd58WPix2HzLaKC6pHMhXERH5hrNRXFCKzT%2BWn985jZCxIcQmLSDMp4UPDzpiaPk%2BCk8bmZGQSNRYf6IWLSF2pI3i%2FaWOSxSTf8iG%2F5yfkzAlBP%2FxsSxbEAanP%2BR99xuotkK2v23DYHA7LiLyTXH6AO%2BUtRIyL4kFUWFELfo5cf6tlO89QHvBYsk2NmTXM2rOfKaN6Hw69CKuioh4uQFKqU2EhBhpKX2%2F82yPrZjSKggJCXE9CkBLSWanMtHMks614raqHDb%2B3tGeksrGHZV0njBqpnLHRlJTkkn%2BTQrP%2Fr22o72LtZp7SjJZ%2F3gyyckppKbtob6t42qcrSTHWYL1Gw%2Ft7crJeDyZ9bkdBaeF6ckkp%2BW3v37L28%2BS%2FJt0ih3n26py2JjaRWmW%2B3t1ltC6vM%2F811IvLnF1KfdKSXWukbevx1q%2Fq8n%2BPrUWXsQLNdPaZsQ4xozJecjHn4ARcO68PYpYa%2BtpJYCgYGcHM%2F6jgRP19jjQ0soFo5GA0e1XgNEBmDiH7XzHIYDaHTuo9I9lVvu1%2BqapIN0eZ5NTSE3Lo9a1NtUtbq5%2FKb%2BLuCkicglqaqjHRFCw8w6kiYhwMxw7zGFnn3%2B4k5TVj5J0Sxh%2BHka3PcbVnpwtJv2JZJL%2FlIfVEed6HK%2B5luanpPLsG%2BVuY1kRkd7zENr6x3%2FiDRhbOs%2F22D4spdInhKiJvq5d4eh2nn6lEL63kPsfspeJFmb8hT2nHe2n9rDxhTzqzTeR9KsHWXaLhfpdG9m83yXcNRaSc9jMvJ8uIS7saur3%2FoWc9jJTT8rJyrIRlbCEhBv9%2BaIqi6wDzus1sefFjeQdtxC7%2FEHu%2F2kEQ6qz2LjNU%2F1UGCHBYD3ivJFQTmU1UP0x5Y5AXl1bD%2F4TmODj8lnGxLLsoV6UZh3dzoZtpTQHxrLk7qXMG%2F0hOfsvXgBf%2FtYOiE5kyZ0zMF8oJ%2FO1QmyYib03hWUxJiCEBY%2BlkBjhfqaIfL3MzPqnFFLudPnHaaukphGCrgu0P2%2B7eOWm2WyC8zbOAYyaxYqUFBImdrTbqmto8gkixHEJsMef1%2Fd%2FQdTcWR03CfqknLyCodzy0yUsmfc9qM4hPdMZvGwUbukcNynf3kXcFBG5BG0X1b1jHjUCOIX1pOPAECPG7ka1PcXVbtko3Poq5YSReE8sZp%2FejNdcS%2FPtY9lT%2B9LZ%2BLbbfiYiIr3UXYjrgyasV0%2FmhmEtfFjinHO3UfphJYREYTntjKp21v%2Btg9GzWLgoCv9RIcT%2BaCqmtlpqahzt%2B%2FOpHxRFYlIcYWPNhMxZQtx4qDzkUs40OIrEexcwLTKC2J%2FeQggtWOu6u4%2FpT9w%2FLSE2MoJpt%2F2YKCNUljtW3588QOExCFuwjNjxZvyjElk43Yjto%2Fc9brgXPt4f6mrs1QXVH3P4gi%2B%2BVPJxBUA9NfVgCg3DCFgPFFJPGAuSYgkZ5U%2FUooXMMNooLfZ0ZagvLafFJ4wFSXFEhIcx7bYVxIe59wL%2FW1awZE4EEVMWcPtkIxyv5yTgazTiZwDwxTDMiMHtnomIeJ%2FyN3KoNERx09Qe6tlbmvA45GsrZ%2FuOSgyTbmKayyXKd%2BygPjiOBR5iSO8EMn95AjMiI4iYs4T%2F0ykuNnOqCYyT53XEzfgIQq650FG6KiIyEMxmTDRR51KdaDtrA1rhC9eO%2FdBVXG13gfodz5NZPoioxCSihtiP9jxea6LpNITMWkjUWDMhcxaTMDMC05WKkCLSPwOUuAMEMnmikZZDjnL5tnJKKyFsyjSudutpvmUFKb%2BeT%2FvEkM8gAC44ZqzrTzSB0cSI9ndnYNqSFFLunOw80LndYMAXOHW6uaP9In6Y2tc8XY1hsMvd17o6rJgIGN3ROzA4AM430%2BThXoAxKAjj%2BXpqToK1vJwW%2F5u4KbiVw2W1YKuh%2FpQvgcFmAOrrrTAiAP%2F2zxJI0DhoPd3ksVzKam1y6w%2BDPPyW%2FEZ2zJ9dbbiqF394RMQb2YrTyXgfwhYsIMzDv%2FWe2SjelEExYSz4icuo8UQO24uvZkbcDHq4HdANAwbHIBUgcJxrXPTDf7SBloJ0NrxRTP15CJy5hCU%2FjsDocgURkUvmfwNhw6D8rSxqW6H1ZD6bc2uBUYywD7cuH%2BseMt62Yrp5GYkuIbbn8Zo%2FAaOg8o31bN5XSVOrkYgfL2HJTNeyKBGR3uvXMLErgZNvwHi6nI9PACXvU04YkyPdewHYqHwrvWON%2B9N5PSadvkOMGI2Xc%2Fq4ibyn7V%2BrlJycTHJGOXCKZmf5vqvgEIJ9rNRUWimvaMIUGkXUdWZajtXQUltDDSGEhLr0b8xjvfO6yclklAGnm%2BnuNoOIfAecLSTjb%2BUwOZGkqF6k1yPMuI9RbQczeLWMTjNBYCP%2FjTyaxt9CXD%2FXtnt0JS5x0UDEXQ%2BRdLM%2FTfszePbxFNa%2BUoj14mpUEZFLFEjcHdMwNu5hQ0oyKc%2FkYwrzh4uS5X7wEFc7abRiBZqO1niccOmambgHHiThel8%2B%2FvtG1q56gg07ymnRPiAi0k%2BXGu46GzeZG4Y1UfxBPcUflEPYZKI8vELT2xvZ%2BFYd5h%2BtICUllTW%2Fju3n%2BsuBZGLGP6aQ8pjrYwWxHqN5CCHBUFOexcfHjISFmTGHhmA89jFvldfTOnYC4a6fe8QMlnW6bgop98Z2%2F4dCRL7d2urJeT6T8qGxLLvTrZbd5%2BKblFZrE%2FgMolNLfQ7PZ5ZjmtN5JoiTe8ivAqq284TrDcPGPNa7bYbZJ18AjMBvmOO5j5GwectIWZ3K%2FXd8j89LM1n%2FUmEfB7ciIj0zhCWQsvpxUh5L4fHfPkjEFVYYO4EJ7h270tu46m7kLFb8YgbGqiwyDvYxuvmamfazB0ld%2FShJN4%2Fi5K50nv67%2BzcwiYj0joe0%2BlIEMiPaRFNJBnnlEDYpyr0DALXV9RBwCwnT%2FT3OovuPNkFLE6dc7kqWbk0l9ZViLstkznATRj6HQUaMw1wefkZ8Pf6EDIQEmWgtL6dy8AS%2BFwwEf48JgyvJL7BiCglpLxU1DTPCBRjkdl1PnxvnRimn6jrtzOxcQiAi3xY2ijdtJK8ljMR74zqVWgKYA%2F3xpY6a9s0%2BrdSfAN%2FAoI4bfmeLSd%2BYR3NYIvfOs888tRsZy3K3m4ULQp03Ebu6IelJKzaXcWrt0ToY7IfJYL85sCE1lYwS%2B4DYf%2FoS7pllgiPlOHYPEREZWL4GjMOMGD4vZN9HrfiHT%2Bz10pxexVVPzAEEjo%2Fj9omDKP97JqWOmNjjeO1QJqmpG8g7AfiaCJtnXwPfUnW4xypTERFPPKall8I8KQpToxVrl2XyYLjaF%2Bry2b6vkMJ9OaSndy6VN0%2BKwnyhmG0v51N50krlvs28%2FkELlglh3d8V7a%2FgGUwf1UL%2BX9LJKaun5WQl%2Ba%2BsJeXZvC6%2FIsQcHIhvm71s3j7RFcb3xgNtvgSO7xhEB8ZMx3w2n%2FT0HMqPtWCtymfzUymsf8vzlf0nR2FqK2d7eg6lZeUUvrGBbM%2F72HXJbBkF1FK4o5DKU%2B6tIvJ1sxVnsL0MIm5bwIQLLbScdj5s9puTYTcybVgL%2BZkZFB%2BzUv76ZvIaDUREOafVbRRv2045ESz48QS%2BaD%2B%2FhZazreDj2%2FkmpHOjSh8DfsO6uiHpSSVZf84kv6SU0l2b%2Bcv%2BFgzXT7bHvFFBBFzZQnHWZvKrrFir8sja3wTXhXHxF4CKiFy6lqOlFO7KZP06e7XSwjl9qNfsMa52x0BEQhwh50vJfMM%2BKOtxvDY%2BEMvZWvZkbqf4WAv1xRnsqQDj%2BAleUGUqIt9EvR6%2B9droKKJG0mWZPEDYT5YyzdxM6RuZZO4oZWhcHCFA82nHTpuj47j3F7FYjmWx8an1bNxRjeWWFSRN78Ua0H4xE3fvMmJH1%2FHOpmdJfWojWTUjuOm2GV3fhQ39HiE%2B4D8%2BvP1QWFgIEESQ674jjs%2Fif%2BId0v%2BUyvoXsqgedhMLZnRx5dFx%2FOLOCPxq89j80iZ2nLiBqb35m%2BIqch6xoy9QuSuT%2FG6%2FIk9Evg7lH5Rjw0bp1rWk%2Fj7V5ZGB%2FbszAlmwPIEISsn403rS3z9LyI9cy%2BHLeb%2FMBrZSMta5np9K6jaXb9%2B4ZGHExnzGW3%2FdzOYdH0PwfJey%2FkAW%2FPMSZvhVk5W2nvVpeTSMiWXZ4mmXsBmeiEhXrOzL2Mz2dyrxvT6BBx%2B4uFqpez3F1R4MmcGCOWZs729je3UvxmuGaSTdO5%2FAc4Vk%2FCmVZ%2F9aChEJrPixNqcTkf654ty5c186nzQ0NGCxWDr3kK%2BZjfy0J9g%2BKIE1SdPcG0Xka6SYKSLSN9%2FeuKnxmohcHs642ad7lfIVaKsnJz2dnIOVWE%2FXU%2FxGOjlVEDIxwr2niIiIiHwdNF4Tka%2BYZty9jo3KtzLYvrcSq60VBhsJuXExS%2BaFqPxUxMsoZoqI9M23J25qvCYiXw1n3FTiLiLST4qZIiJ9o7gpItI3KpUXERERERER%2BQZQ4i4iIiIiIiLixZS4i4iIiIiIiHgxJe4iIiIiIiIiXkyJu4iIiIiIiIgXU%2BIuIiIiIiIi4sWUuIuIiIiIiIh4MSXuIiIiIiIiIl5MibuIiIiIiIiIF7vi3LlzXzqfNDQ0dG4VERERERERka%2BNxWLpnLiLiIiIiIiIiHdRqbyIiIiIiIiIF1PiLiIiIiIiIuLF%2Fh8cPCyPEFy%2BbAAAAABJRU5ErkJggg%3D%3D%22%2C%22alt%22%3A%22%22%2C%22width%22%3A%22%22%2C%22height%22%3A%22%22%2C%22lock%22%3Atrue%2C%22align%22%3A%22none%22%2C%22data-entity-type%22%3A%22%22%2C%22data-entity-uuid%22%3A%22%22%2C%22classes%22%3Anull%7D\" 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FRERERERE3JgSdxERERERERE3psRdRERERERExI0pcRcRERERERFxY0rcRURERERERNyYEncRERERERERN6bEXURERERERMSNKXEXERERERERcWNXTOJu3pRGcnI6xa4FXSomYW1wOz05mbRNZteCNrby9Sxbnk11i2tJZ8zk\/C6Z5Jd7fgUiIm6lON0eR4\/lkJacTPrlEM6O5ZCWnEbOsYvHdBEREZHL1VVnz579d+sTs9lMQEBAxxoXcyyHtOVbqXd+zdOAKewuFiZhbXA7RuHzNXUKmDelsWybL4nPLiLStbBTxaQnr8Fyewqpd5hcCwFo\/MfzJmx0O\/GugflLFxFlcC11ZSZhbXA753fL2GpK5Nkf9+wKROTyVlNT0\/uY6WA7kEPG6+9R2diMp8HE1PseYv4K3QSalnqK1qwmYW1wO6vUTHOLJ8bxs0n8USzBg1zrNVP74RrWFJpIejiWDtHNksOyp7bSMbX1Yc4vU4kdCY15f+SJ\/xlM4i9HkbN8K76Jz7LoEsJZs7Wc3HXrMM9YSlI3x9vjdoe\/Hm18bk8h9Y5a0pPXUO5aCECoPd6Xr+Gx9MPM\/mUsR5d3H9NF5Jt3yXGzpZYdr6whu9xMM54Yx8XwwE\/mEOjpWrEXWspZk5pO8SZuYnNwOzmk\/L\/2eGnevIxluS6dgMM71hER+brU1NRgMpn6bsTdf8Z85t\/reMwK5kzpep55tRSba8VvSO9H5MF460MmbHQ7+3RPknYRkV6wFZHx4laO+sWw+OHFxAR8TtErK8m3ulZsZaP01WdYX2Eg6r5HSflpDCNqt7LqL\/lOnabNmIuzeP6Jx\/jj30oxdxZ8v4BmjIR+zyle33sXk4bai4\/WmmH0dYw5dpR6j2DCQ11PcBGN1ex4LY3Hf5vO1gONnHctd2G6\/SGWJmd0O7m04+PHURgxEhpqAsJJdC1\/MpW48cD4CYQC9UfMNPcfw1iOY8FIaJia1SJXovJ1K8kqh\/D7HuXR+8IZeDCHla8Wf6l2pnlzFsWdnSZuYnNwO6UZjKHEtsXJ+cy\/axKDXeuJiHyN+ixxHyZsdDsmZ3Q7iqjpjsftSSZsdDs01x\/bvlwmZ3Q7\/My1pojIt1tj4Q4qW4KJvX8OwaODmbNoHqHUUvRhF9O8bXvZsc+G\/20LiI\/0xzR+Dkl3BMOR\/ZS3NjqP5bL6jb2cv2EmZ3Q7c0Jcjm917Cj1jCL8dqd4PT0cfwNALYeOmZgz\/0asByyYouN63WlZvP55so\/6EvMfUfi4FnamvxHj0I6P+opPaBw6iSnjJmx0OzG4lBv7V7L\/IARHTsFAI4ePNhP+g3l4H6iEG+4mYW1wO3aM65uIyOWvnD37bBhnJJAY6Y9\/ZCKJt\/nQXP4xla5Ve8pWRFbeGQydxLnaY\/UwKpw5bXEyiqiJ\/nRSVUTka3N1amrqr1ufnCZndDt9miFDhnSscTFNlbz\/wUEGTfouU0a2vyZsdDuwoYwtpQfpH\/hdJmFtcDuPmqvZ+uIKXlq\/kc3\/u52dVVcxNjKIoR44ppn\/N+tPDuVcXjovrdvI5vwSGkZOIcy3X9s563dl8MKfXidr0xa2v1\/CqRHt5acr32fHwUFM+u4UnC6j7dyvl9mAk5Ru2UKN73eZMvIYe7eUctpkoin\/ZdLXbWRzfhnnxk3m+mH2c5o3pfHfL36Kb+s5W+opev0FVr2Rxbubt7D9o2MMDp3MqIGnqSzYwUGvSXw3ciScLiZhbXA7\/dfLWfvx1Uy+MQivj9JJXr6XASMOkPncX8natJ2dVddw3dRABl\/luNTTleSsft5+LVu3s\/OAS\/nJIjKef57X397Mlu07KWsaweTQa2n9hjp8PzvLaPSdzASn709E+lZDQ0PvYyZhbXA7UPHeBkpaphAXHYwXwFUemIt3UPrFWHv8cNV8Nf19RxMWdh0mZ3Q7jpZjv+MfsaWsietm3kTgwHMEk+fGMnvSKBpLtlB6OoiZtzjO3+rIXraUQeT3XOMkwGCCb76J4MH98LnhFmZe1\/uxpaHBNxN7+00ECqjp9O\/CRbWU8z+vF+Jxy38SGzTQtRSA+vcyeacmYW1wO5h590\/h2qv6M3LyTCZhbXA7j+yH15gobokc2RYPRcQ9XVrcO6oMTLwmbmJzcDvd1zPV2enk\/Pt2YkZUUOkSLw\/v2cInHpGdx+MLONqwx6\/m2MaX+Ovbm9mSX0ZL6HT6Fb3EipfeZONm1zZfMenJy9l7fh++sZI3N25m+85jDJ86nhNvP8sfX81ic+52SqyjmTKxvZ0nIt9OCgoKeHl59d2I+wWaAXzwvhbARtHLz5NTO4KYB1N4NNEmZ3Q7xSl9Q8d+0vqCjewfGUvi\/bGEG8wUvZVDdWth+RqeWVcKExN59PGeTC1tZSJmyVIW3+wDBBP\/5FISw9tL6wtzqHS8Z6ihlvw1Tu\/ponzdM6wvhdB7FpPycCLhlLJ+ZVYn9W0UvbGOckJJ\/MkcTG3fcjnZ2WeYkpDE\/FmjaCZndDuQTfaHrcNl9eT\/ZRVba0cQ89MUxzSwbFaua13dWU3WyvWUEk7iwyksnjsCa0E6K\/McE2UPZ\/G88\/fjZ2VHj74fEfm6NV+w4aWJEdcC5850Jmd0O+3T4E\/49CiCvR3Pz1WTvb0cxkdxo2OaOwYjxous9TSfsIDnUXJ+8xjJyckmbHQ79sQq8mtda106g9Ho+lLvlO+h9Jw\/k6Z2NV5fT3FpLZ43TCX0q\/vrJSJuJ5yoSAP1xXmUNtoHg3aU1NtjgWvVnrDm81ZhM5Hfu62T2UFmrCfAszaHJ1KSSU5+jCdW5lN7QdzuqP7DAs5Me4BFP55DsEctW1cmbHQ7xspCA7Pua2\/zvVXQ2OGY8sKPMd35i+6NxOd0KWt+\/QSZ5mDiE5OIvcGAedcaNlZ0OEREvsW+kqZPs7WcrO3lMDSUSf5ASyWVdUbC705izngT\/pGJ3BYCturKDpskeUYmYW1wO\/LQ96MIj5hDwu3B8Fkl+y32stLCYmzD55B0XyT+vsHMuT+W4JZa9pR0DIKd8TQaGWzwZOBQIwanxq3zeyZhbXA73h4Mn5k52lnLuaWYgmIb\/nMXkjg9GNPoSBLnz8T4WTkfd2j4\/ovaTc+zvrwfkYmLiOywcZQ\/sT9PYk5EOFHfj2OKESrLHZ0Xlg8pOgKh8xa3fUcJM4zY9u1xbMxkpf4zCL7tXiJHmwi+PZGEW8Pxudrx+evraSSY2+Y7vp+EBG4L94GLfz0i4i4mZ3Q7+5zPXV9z5tjtPTnlefL\/FcXiH8\/s1dTN5vNAC\/jfHM\/8789kVHMl2SvXUH6RBinY16+XllRS3+z0WkszjZ\/Z7P20X5qNooJimsdHMbO1g8LV4XwKao1E3XxJTXURuYyF3vtTbrummIwnkkl+7Hl2NM\/kpw9EdoyBLY1Ul5RSae0YlZobG7E5vVS+aRO142KZ12koaeZ8CzTjz6zvzyfekXS3D6R0zjjjAZJuDyX0hlj7UqYWI1Pva23zzeNGb6iu7DhgFXzHIuKnhxI63d7moyWQ2IXxREWEM+dHsYRio\/JAF0uoRORbp88S9\/I1ySQn2x+P\/TadHacDiftxJmx0O4Ee4SQuXUrS9Pbweo2HvQHpbIh3e2vNYPC0D9t\/AWDm6DHANKJ9N09DMIHD4XNr5zsS99SF72nl887W5ZuPY2mBwcOd+mYD43jsyYeIcd4LyZzPmiZsdDszJmd0O9E\/JfGCPwiD8Wl7OwOG\/o4KUI4exYwPo5xmZQWOGwXnGqm3Afgzyhcq315GRkEl9c32jpCkWwPtlUeOwuRRSdYfMthxJm5ic3A7nuah4cTdn8RtWu8pcuUwxfDQk0t5NHEmYW1wO4HnikjPKOp8hL4L\/nen8vQfniDp9iiiZsXz0ANRGG3FFJS41nRRm8OyXz9PxmurSHt8GTmtnZUV61j620z2u1S\/JNYd7KhoXbveufL3i5zWv4vIt0nt5jXkNwYyM\/FRRwzcQfp6p2S6pZacPyZsdDvB869lsOq3j7Nsc2smbmJzcDsqZ93vniCzzPH0WA5ZxQZmfq+rjk9\/4v77aZ7+f0nMmR7FzO8\/RNIMI7biAoq76eS8xmmxvL09eQrGtsEbT\/p10uL27HDMNYCBga3HeFzTViZhbXA7IkJfJmFtcDvuwd933vX39yZsdDud9hC3+TtVOFnE+hVP8Ngj9uR+zSdOZT31yZq2zoHk5GVsPQmNn32Dc8E9Jmx0OzG6jOBz0owZqK851KsGtV09W5e3d4Akryl36kgwEftYCvPDJmx0O9n\/zirS\/u+veH5TOY2tf0RGxvLo\/53PBI\/9ZK1M47HU58kp13C7yGXlWu\/ubzXkiDn+kfEmbHQ7NC+U5op83nPMSuopT0+ngDUmZ3Q7mFGA5Vh3Izo2dryzlfrwJJ5+JmFtcDuV+CZuYnNwO8\/ZuvJ5sgp2sOadYoiIwmn10SWr3\/MxtR6hRN3YeVOalnL2fNKMz9SZ9g5hEfn2sBWRnWcmYW1wO\/B7i4iP9Mc\/Mp5FdwRj27WJfMdgi60wm60K4SQ9\/Syp88byee5Knn97BzveyKaYSKLCscezt7dSPyZndDuG2G47PXEOlcHjR0GLhePdhUoRka9YnyXunoOcd\/410GGpZUs5a1as52OPKB74v0v5\/dPPkniDc4UeCom\/8NZB9\/ZFk7EPCr+Nhx6cifFANmt29TZ192Hmf7ne+shpRN\/TRNT9KSZsdDv9h1QWRZswb0vn6XfaV9h7+kaR9PjTJmx0O\/3fi5gz3MzW9KfJOtxWLCJuwvOCyGvm+IluRlhstZTuKqLSuZ9y5Ch8OIOtx2GmnspdRZTW9viHSioPQvDEcCZsdDs9fJi56BHix9VT9HYWpS1RJmx0O\/D9C6YWXYJq8gtr8YyYReQF342d7cP3KCZndDvnz40zuu3aEJEr0WdWrC1gGOQ0Qj0uEB+smB3JdGVFJYyfRLgn+Ny8mEfmBVJfmEVWSTNRifPs+2JY3mPHAeBAFr9yDJKs+QQ4uZVlyWnkHAOslRTtKqXXoVJE5CvWRROpj5kPcdhmYNKdsYT6uoxQ98hgBg+134PY0\/m2QIONGAf1+mSXxjQCXw\/4\/KTT1PxjW3n+iT+Sc8S53mgCx8cyb2I\/yt\/JpLSngX+oD0b+Bf1cbn002Ghv5O9bzxNPJmx0O8\/WY4CnD6F3Jmx0O8RdodB4Jm5ic3A7knombmJzcDt03RMmbHQ78dxWzICndyixS+4ilEYqK77cUgIR6XtjA\/3hZDWVrfGhpZajJ8F\/XLBLTYdzleSuW8\/Wtnu\/td7abWCntzLqXDOV29ezJmFtcDvPaTvNw4c4CviO7C4ZDifpmWdZFOl46uHDzB8v5elnn+Xp\/zef0A77eFyi8gKKJmd0O\/MkfGpXnY18WFgJo6cS1dX6dxG5chkGMmh27qk3L2Lp08\/y7NOpzL\/BESiHx\/BTlwEmbmJzcDv4EMB7JmFtcDuLWwdKmivJX7eGvINtp6K6+ih4+DKiu1ApIvIV+3oSd8NABmDj4205FO0qYuu6ZbzVq6nyBqbcHI7hQDbPryui0tJIbXEWzz\/xKzL29WxbJNNIXyZuYnNwO5qiTS6jVj3lEUrUCgZq89eSVVxL45Fista\/R\/XVY5kw2rWygfD5sQSfKyXz7e43M2kzbiZhbXA7Ub6N7HglnZxPamm0VLLjtTQe+6M9GWf8GEacrua99VkUH2mktngK+RVgHB+MDxAcOILGw++R+XYxtZ\/VUrwun3KMBIdcuF+qiHyzjDNmEuxRSc5rW6m01LIj\/S3K8WdqhGNXdmsR6b9NI6PY0UgdOpGpo6FyUwZbD5gxH9jKqrfKYXQUN\/p2OHU3TNx4oz\/NJevIKKjEfKSYNW\/uJm5ic3A70RDJrAjXul+Rg9kse+L59jXyDuV7SmkeGsWsrvJ2axF7jkDwjBv5kvvWi8jlaOiNRI13iYHv9DYGti83cn4M9AQmbHQ7DAwe6hgo8b2RqNHNFL+VwY4DZmqL15D5QSOGyK5nBImIfB2+nhA09Dbu\/Y9gJmx0O6u3sn5dFgXWKGJnGKGxnp7m0IaIJB65dwLsy2LVU0\/wx3V7sQXfxV039HDEPeIO5oyfh+62v7thxiIeujsQ2641\/PE3f2TNJmd0Owi\/9yHitTmdiPsxRJH04BxG1eWy6qk\/kl0zmKgHfsptraPJjWYsn9VjNrfuMe\/DbT9ZzBz\/4+S+uIxlL+Zy3D+Wh5Z0diujrvlE\/5TF0SM4tHEVy1asoZRw5j+c+LXdWs120kx9oxnzCadRM1sR75V0v3a9Or8mbmJzcDv79e8icoUzMPMnDxHbGgNX5nLcfw6Lf9K7GNgzjng7\/BDZK5e1tbceubernkURka\/HVWfPnv136xOz2UxAQEDHGiIi0qmamhrFTBGRXlDcFBHpnZqaGkwmYW1wO9PXNOIuIiIiIiIiIpdEibuIiIiIiIiIG1PiLiIiIiIiIuLGlLiLiIiIiIiIuDEl7iIiIiIiIiJuTIm7iIiIiIiIiBtT4i4iIiIiIiLixpS4i4iIiIiIiLgxJe4iIiIiIiIibkyJu4iIiIiIiIgbU+IuIiIiIiIi4sauOnv27L9bn5jN5o6lIiIiIiIiIvKNMZlMFyZhbXA77iZhbXA7k6ljLRER6ZRipohI7yhuioj0Tmvc1FR5ERERERERETemxF1ERERERETEjSlxFxEREREREXFjStxFRERERERE3JgSdxERERERERE3psRdRERERERExI0pcRcRERERERFxY0rcRURERERERNyYEncRERERERERN6bEXURERERERMSNfTOJe0kGKSnLyT3uWvDVsWxZTkpKBiWuBW0sFKSvIGOX1bUmbmJzcDtz38BnEBH5Rh3PZXnKcnKPl5CRksLyLRbXGpenK\/VziYiIyBXj6tTU1F+3Jmd0Ozl9+jReXl4da1zM8VyWp63mf7ZtY1uHRzEtYTcT1NnpjpewrewMY6O6KP8KnK76gMLqQYTdJmd0O5kRroUcZ8+7BRwdMombrxviWnihb+AziIh7uaSY6WA7mMurKzPYkJNL\/gelnDJFMOHafq7VnNio2vIqq17dQE5uJmd0Ox+UnWJk+ASGux7S0kzd7jdZ\/ffjBE0PYpBz2YlcVvx2NdndxGpbeTYv\/mUtf2+9Lu+JTDBdYy+s3c3mkgbGRAXRWFTGmbEzuHl8h3e4qN5\/bodmKxVb1\/LSrqu5ZWInUby7z42Nio0v8tKav7d9d8PDJmFtcDvg6\/hYffG5RKRnLjlutljZve5FXlyXTe72fIqq+jF+8hiMV7lW7Jz1Hy\/wm5f+zpHhtzO5kxDypThf29Z8ig424x8ahHcPQpuIyMW0xs0mZ3Q7G3H3mx5P\/D3Oj1jCepD\/fjUuZdQkiPgnl\/HLOwNcC0RE+pZtN2tfzqNuZDQLf7aQ6FGN7F6zmoJTrhXb2XatZfV7dZi+s5Ali6Lxa9hNxisFtM8RasZSks2qtFReeLsMi63D4XZfQDNehMzpIlafKmD1mkJOOV\/Xm6vaZhZZj1po7h\/AGCycwIuQCb7OZ7+4S\/jctDRRs3Mty3+9nIz3qmg671rh4p\/b+o\/VZOwmbHQ71eG7W\/tiLq1\/Ib705xKRr1zNu6vIKoOwHyxhyQ\/CGFi9idUbKlyrdc5WQnZeneurfcRG2Rt\/Iqty036whIcXRWM6lsfqDvFZROTL67PE3ThuGtOmOD\/C8DO41hIRkaZdhVS1BBHzw2iCRgURnRRHCHXs3tNVZ2MTe3ZVwbgYFswOwm9cNAvjQuDobvaccFQ5nserfyuhOTSe6GCXw1sdr8WKP2GzO4\/VTaUfUdfhumIJwUrZJmd0OwvQRE1dM2H\/J45hBw9A6J3EjHZ9g+71\/nMDpRtYlVPHtbPvYNow18KefO4mYW1wOyZndDvZV9fxu7szBOrLKDlhL\/+yn0tEvmoV7NzbhNf0eSRE+OEXkcCCW72xfbybMteqnajZ+i4VHgYmbHQ7XQv6gq2Ewk9s+M1MIC7CD99x0SyYGwRHP6Wik45EEZFL9eWnyjdV8UHRIQaFdTP1qH43a198kTc35pJfdIh+Rg8qDztPM3eaArotn1KrEdsHf+IvZcO5PcJ+UufpldsKijjkMZ4pgUbXd7KvPX\/uH9QDtupCtn3UQvjNQeCYKu837BP+\/pc3yd6ST1GtkbAIf+xt1hIyUp5j6xfhbVMkbQdzefWlDDZsymVbfhGHzvszYbw3\/bhwqnzdlhX87uVcTvrPJOzak+QmZ3Q7\/Vuy6odw7h8Z\/HVDDrkFpTSM6Dgl1Lp3LS\/+5U2yt2zrZMqo87TYbeR\/fARD4GRGt37kM1XkZqwiY0MOuXn5lB41MCZhbXA7fHSPp4yJyJd3STET+GfB3yltmcwdtzqmdF\/lwYmSQsq+GNMW8zr6JwXvlNImbHQ76Q5ua53CffUJSgvLOD\/GEXuvNjHp9hhmTfSncd82yk6PZcbNLlPGa0vYth8mYW1wO83pfMnQZ5UfUHhoEGFzJ+N\/FXDVCUq2ldEUOIObxw9jxKQZhI\/oxyZuYnNwO9HTuDlihD0W9kLvPzcwOJioObO5McjA0cJCDgrrWPein\/szKgoKOeQVxvcmYW1wO\/vbX7KUsK2sibE33kyQ1zVf+nOJSM9dUtyVswdqum+vXormq+nvO4oJE8bj7egE7WcuZdv+04y\/6UbGDHA9wL7v0m\/\/fhyPuv\/lr2\/Yp\/7vb7meKdfs5q9\/+qt9KVHRIfqNn8IYI4DF3q40e3AmbHQ756+8vjGXbQX7aQmZQr9df+VPr9iXUBUd7N3yARG5Jmx0O\/T5VPmu1ZCdnkVZ0xiif5hE4vd82ber49QmYW1wO\/sU0CoGTowjKTGRiLNbyD3oVOFUAatbp1cmZ3Q7soSECQOp2ryazM5mSIUlkPp4HEGAd9RCUh+Mpn3SYwW5uRARv4D4KF\/OlmeRtauL7tDW9\/S9haSfPczC75ioe281azurX7eJte9Z8J29kITQ9v5c684cJmd0Ox0xl4QfxhA2wMLud3KpaS2syORPG8pgQgJLHrlwyqjztNiHf5ZAGBVkr86kogXAxu51q8k7ZiJ60cMs+UEYVGT3fMqYiHyjmltcX\/HFdzhwzkYnEQZo5rzrMdf6MgxoJmd0O+s4wuCF10WGkywnT4BnLblPpZKSkkJq2moKnGaP+k6dhp9HBYXvWWgGmnZ9RBXeREzqm6njvf\/cwEAvvLr7S3XRz+3L1Kl+UFlI3olmaGli90dV4BNBV30FIuJmvoBm19d8ffHmX9jOuhZ0VPE\/uVT5RRMT8hV1yRn8CJsyjSZuYnNwO9YZQedq2JRfAeOmMbW7JaP1u9l5NoLExCSig\/pRt\/0FUv+yE8PNCSy4ZwZ+X1Sx6e8FNDkdYt2zE1tkIkn3RxPkUUfen1NJ32Xgph8sIP4mYW1wOz++OLiJd3Y6HyEiV5LumkO9UpGZQkqK0+M1x\/7t1R+xr8GTiB8sJCZhbXA7Jmx0O4SQKXEsvjOkw7Fln1SBTzQL5s8gJDSE6MQHmOU0JdKyZzd1hBCXFE3QtX5EzJ\/HDC8bZSWdJKqeBryGOKZDGYx4dWjR+RHzXwuIDg9j2t13M80LzHWt80w7suwqpK5fBAlJMYSM8iVo9gJixkHVJy6Tss6UkLG666g7+NFcvw5FnhEJLL5rGmHh0cTPDoKGKiZndDt1vF3ZrhJsJmd0O9EsmB+B37VBRP8whiZuYnNwO5Y6Jmd0Oyq1B9zGU6dgSARzZwfhOyqChB\/cQViwkfONjZyygtfkuUSP88UvIoF5sWEECjrfIcCLyGWmoZFG19cu4lRDz49oJmd0Ow+0gF9UHPF3ORqGbR2CwLBZZPp\/smB2CCGhMfbp+C1eTJ7vaNfedTdTh0FNlfMRInIl6bPEPeiuVFIfd3rcE2Yv+MxKE4Pxdl6beLXTv7Fw6qS957S9EeVJP6crq6uzwDB\/\/NpeC2DMaGhusHY9StMpo9N1DMDQH5oaOt86pO64Fby8Gdb2ngamLUgl9Z7JTrX+Rdnfs6loCSH+gQv\/KAwe1v6hCgMmbHQ7gWb4AsBC3XGXz2wIYowPfH7Kfj3GkX4YGgrJeCmbkrpmGD2LBT+8w7GJlBG\/EQaaijJYtbGEunMQMHMBC+4Mo7vZYiLy7eZ35y9JW5rCgtnTmHZTHIsTp+FlK2FnqaPCmRI2bKzg6hviWPizhcTdMICqd1\/vfvM4gJY6cp9NY9Wba1n9h1+zYmvrMH4Fbz2dRtZ+l\/pfM1vJBrIrriZhbXA77K6FLFkUR9gmbmJzcDsqNr2mjaNErmw2SjbmUTfuO8QEupZ1oS6XFb9fxdo3V7P81yvIbQpllW+x7A9ZfOpSvQPfaBY\/nsqShBkE\/Gs3GWt3d99G7W8mbmJzcDttFr3BJmd0O+B0zSZuYnNwO\/YlJm5ic3A7np200K8xtM+7t7crr8E4sPWVjm1nEbny9NmvuOdAL7yGOD0Gdjt3sffq81jhNKKfWf7Vj9K48hzo5TKC34Sl3gbnaqnrZm+lLpVnOs1SWEFefXtHgiF8AY8kReN3cjeZL6SS+vRadp9o7es1EHbfIyTd6od1VyZhbXA7LyZsdDuZyvI3d2PptitYRNze8GG9HgW+dnjvjvD0dIph44LwB06Y7QGsZtu7VFw9jXvvm0HQqCBmJP4nMwbUsCW3k9lNTmy7NpH3eRgL0pbxy7vH0Lh9Nas2FlK4fhMlRDDN0Y\/bpUv43D1XQ+7mCq6eei8LbgrCb9wMFtw7gwFHtnCRjyUibs8b366CR3Uu75YPYEbMRUa+29gofDcPa9gC0n7\/S+LGNpK3ehXZOwvJfLcEwqfRbSjz8MRriBd+EXEsjguhubKAgs4ndYqIXJImZ3Q7S9y\/csNmsNB5RP\/xVJf1698ET0LiHyZhbXA7blwThRs2UXfB+s2LCI7r+HmcZypeITEsTE0jbUkmbHQ71zeXkfVsBrtbu289vAiZu5DUpWks+f71\/KssixWvXaR3V0TcwoUjKRYsJwGPrtZgdjKScsLCKVxnMHXHStXe3ZTVdR0lrKeaJm5ic3A7vxGj6+ymk5Zul+FUVVbBuDDCJmx0O+17i\/z87qy7ssne18y0hDhCHOfr\/efuC1asCh1Hsggcgz\/NWE9096lExG1czYU7wlssWOHC2OhQVlBIE00UvuQYIHkuD2vr0s7W5ZwdVFFVCkETwvD08GZG0s+JC7Sye2M2ZS3TSLyr4zLPNrY6yvbupsp5ZtIIf7w5c9H19yIivdFFuOtDQ73x4nOszgHtC6d\/48uw4fbcJmd0O2jdcSMmYW1wO+8hXnAe+jmP6BtdR7\/7lt8Ib2iycsrpOsrWp5H2ZonTGqfB+Pv7MuOuaHxPFZC5vafD7kaMQ+zfw9Wun2kmbmJzcDsnYKHgpTTS1tvX03v6TWPB\/bPwbjlMxUHgRAGr0tLILLX38PpNX8ADs7zhUAVVrm8lIm4nMMAP6g9T1ZpDt9RRWw9+geNdarYKZIwfWA9XtXfO1dZiwY\/xYzvW7FozVflZZL7ftkUmYW1wOxw5TC1wrcneBWoY4AnnbLS3NeuoPQ4MHtbtMpywxGUsuz+i7bl3VBKpactYlvZL4kPbx7p6\/7n7ggFDf\/iXcwu6rpYTwODB3X0qEXEb147Brz\/UVrfHL8uxOugfwJgu9uC4Jmd0O95lYOT\/m4F369JOp0GSdmEs+P0yklpDmYc3M+5PJW3ZMtIeiyekbUq6i39VkbchiyZsdDvne78dr8XKQJxmtouIfGl9lrg3n2miqaHjw9YMBM5guk8zJX9bTW5pBRV7s1n1bsf5iWGTQ\/Csz2Pt+kIqyivIW\/NKhzWVAVHT8T1TSEZGLhVHm7AcLGTtM6ms6DJR9sPfB6xleRR+UndJo9C+kyLwPV\/ChjcKqTphoWrnWt75uAnT+JALe31HxDBvuheW9zIvvhYUAxFRYRgObuLFCrupOtFEXUk2q9J+w9pPmgFfxvhB08fvsHZnFZYTVeRt3oPVYwwh4+x\/wPyvbqJk01oKD1qwHMxj0y4rjAohyPWtRMTteE2fQZBHFblv5lF1oo7CjGwq8GNyuCORJmx0O7WbjD8sZ21Ja\/TyYur0IDiYy9r3qrAcLWR1dgWMmswK3e1a3IF9d\/Xm0gr2uHK0hMy\/FdJkiOCmcHuNkBun4dVUyFvrS6hrqKNkfSZhbXA7BacMREzvrJHbexf93FjZ\/dpylr9Zcklxu3Mh3DTZi6Zdb5FZUkfT0RIy1xVgNfRgCr+IuIkQbprS\/ntsKc9m7T+sGCZhbXA7TKZtHLx6EyvSVrWtS79gCafR3onoObCPl3MOuYHJoyZuYnNwO2rLWvIcbTJ7fJ7G1GtdK4uIXLomZ3Q7S9yrNqaR9lTHR2YZgC8xD8QT5nWYvDczWLPZwsTpHacbGSISSJodxJl92WSsWUPJgJuY5uNUYUQMD\/44Gr\/j75Px5zRWvLyJ6iG3EDejq4nyvsyaE4ahvoTs\/y27tHXwjvc0Hd3E6mdWsHpLNabvLCZhbXA7aXrnK6UC5t5NWP86Nm0o7FGD0xC+gJ\/fcz3sz2b1M2m88FYJZ8fHEuu4nVzAnb9gQdRgqnNWs+KZ1eQd8yP6xwuYZggg7ucLmGGsZlP6Clak52EeGc3Ce6f1cB2XiHyjDNNY8ONo\/I7lsfqZF9h01Mi0xIXtd9NosnCiwYrlRHv0MkxfwMLZfpi3r2bFnzdRN2QaSZ1sitkd71sXsvBWkz2u\/DmTMsKI\/1lC21R2AuP4xQ+nwadv8cJTL5C5H8Lu+TkJXcwQ7bWLfW6asBy3Yj1mubS43YWAu37BgslQ8dYLpHX2uUXE7QXcuZj4MCj72wusWLObM4F3sPCe9uBkq7dgbTqB5WRPWmF9yZtZDywkeqSZvJdXsOLlJmx0O8wjY1j8X72LzyIiF3PV2bNn\/936xGw2YzKZOtb4RtSQnbaKiilL+OX3Ot5iTUTEXbhPzBQRuSZsdDsoboqI9E5r3HSP8YYzu8l8KYu88jqaTlRRuOZ1Cpu8CAlT0i4iIiIiIiLfbu6RuA8IIsinlp2ZL5D2zGo2HRxI2D2LiRvtWlFERERERETk28VNp8qLiLg\/xUwRkd5R3BQR6R33miovIiIiIiIiIp1S4i4iIiIiIiLixpS4i4iIiIiIiLgxJe4iIiIiIiIibkyJu4iIiIiIiIgbU+IuIiIiIiIi4saUuIuIiIiIiIi4MSXuIiIiIiIiIm5MibuIiIiIiIiIG7vq7Nmz\/259YjabO5aKiIiIiIiIyDfGZDJdmLgHBAR0rCUiIp2qqalRzBQR6QXFTRGR3qmpqcFkMmmqvIiIiIiIiIg7U+IuIiIiIiIi4saUuIuIiIiIiIi4MSXuIiIiIiIiIm5MibuIiIiIiIiIG1PiLiIiIiIiIuLGlLiLiIiIiIiIuDEl7iIiIiIiIiJuTIm7iIiIiIiIiBtT4i4iIiIiIiLixr6RxN1Wvp5ly7OpbnEtuYwVp5OcnEbOMdeCS3Asn1XL0ymyuha0MpPzu2SSXy52LWh3LIe05GTSu6kiIlem4pft8cG8KY3k5HQUBkREREQub18mZ3Q7cXckiMkpayh3LQOw7WBVcnKHxmOz5TjmE2aOn3OpK3afmzlqtmBudC0QkStF\/a4MlqUkk5yczGNPrCLngM21SrvT5ax\/6rG2uvm1rhWcNfL5566viYhc5pqr2bryCR5LTiZhbXA7+bEnWJVbTbNLldJX7DG1w6O7QQ4RkcvIl0\/cW52rZP9B1xfBVlxKpctrxlsf4tmnFxFlcCkQu5D5\/P6ZVOLGuBZ0rfjlZJJ\/l4PZtUBE3I6tJINn1lVimJ7Io48vJmFtcDvG7yhbX1xJfhezbOr3vMcnhtkmbHQ7tGwpd3hXkr2ltL0s73mez3P6zW85yhEL+I8bQ+2xeggJJ7S9VETkMmSj+NWV5NT6EJW4iMSIgVRuXskrxR07Jmx0O5tb\/yjm3zu\/\/XFbLxpTIiJurO8Sd49GJmd0Oy6udnnRxt6Syr58FxGRy5yNvR+UYvOfzYLvR+LvG8yc+2MJbqllf3nno+4mZ3Q7ty5m6U8mYW1wO\/H5x0X8s8GTwCB\/e0FLOTnbzjMhwtReufYQtb5zuHeGlUqziTn\/EYX6SEXksvbZh+R90kzwHYuIjwwl8r6FxPo3U57\/Ie2TE80cN4NPyEyipke1P8b7dDiViMjl6urU1NRftyZndDs5ffo0Q4YM6VjjYpoqef+DBkZd58mxAy1cP3sCQ1vLbB\/y7oZyfK4LxlrvwaTvTmEkYN6Uxn+\/+Cm+zs83nGDo2XzSX3qTjVu2U2IdzZSJ19Kv47t1oZj05OXsPT+AD99YyZsbN7N950GuuW4agYPbazWWrOfZF14j693NbMkvoWH4JMJG9IceXoPtQA6rn0vnzY2b2ZK\/k4Me1zFtrOMKju1lS+lpgm6+hWBj+3sC8FkmZ3Q7f3z8eSpGfJfJI2rJ\/u2TvHniemZPsH9b5W8mbHQ7xu\/\/p5nJtwTjVZxO8vLNtExqPZeNyk2reX5163V5MfBUJUe9JmFtcDvx3chjpCcvZ\/sJ4MxBdmzZYz+OSt7\/4CCD\/IdS+rfnef3tzWzfWcPgSVMYpVa8SJ9oaGjofcykmasKwxk9MYzrvAfaX7q6jo9yP6Ep6FZuGmuPSRc4XU3Rjt1UHLuKcTffSti1\/ajf+hobB93Bohuvba83JJiZM4IZ3M+HsFtmEuwUA0VEvmmXFDc\/fY8KHzcz5c7vONpFA\/FqKGHHR2cY5WhLQgP7\/7ETi98t3HKdl+sZLlScTvLyvZy75kPeXPUmYW1wOxs3b2eneThTg07wzoo\/8te3HW3FkVMI87W3BO1txWNcXfsuL72axebc7ZS13MD0ayZndDvkpRUvddn+FBH5MhoaGvDy8uq7sXD\/iZMwNn7MXqfp8raSUio9gomc6OlctXMnd7Bxv4nY+5KIvcGAedc6cg67VupeeeHHmO58gEX3zyG4pZLslWsob93vcBZPv1YEN9zLo48vJmFtcDs28HOK1rxC\/mdOJ+juGqz5rHxxK0f9Ylj8+KMkThxI5f+sZE2nC\/tdDAomYW1wO9gbDh1wzEj4rJJKKzRW7HdMbTdzqKYZz8CxOI2btbEVZrBqWyUDI+JZ9MADTLEVUHSytTScxCeXEh8CeM9k8ZMPEeN0kvItOTAtkaR7Z2L6Vznr\/1ZE52N6IvL1MOA\/0WkUqKWZ6k35lHsEE3Wja6+fk6HhxN3\/ED+5GYomZ3Q7KAdbMVn5EPM9TYQXkStcy3nXVzCZvAErxy2tr5gxW+HMngx+9VgyyY8mbHQ7xrJ15Rdp85TzYamJ2B8tYv5UHxpL1vDErzM5HhJP0v2xhBvMFL2xseOSz5NFFNim8MADi5gT3I\/a3D\/y2J8LMNxib2uNaq4ke0O+00wRkb7RR4l7PWbDFCZhbXA7Cm3k45LW6fI2Jmd0O\/64EoIjGfFZW1TtWv9IEpfEExURzpx7Ywimkcr9vVuxHXr3Q8RPDyU0IpZF90biaStlT4W9zFxxFEbeRsJ9jqmp\/3EjJmd0Oy3VHHKe3d\/NNZg\/LKKWUOYtmkOwrz+R9yUw02ijtLgnmbs\/143zpLGmmkbA9sl+aj098SZsdDu5n\/LPgJZDHLVAcGhnCnAbe4srwT+WhffNJPSGUOYmbHQ78BNu824t98Qw1MhAT8DDwOChRiZsdDudfqr+cx8i6fZwwqfHM2+qEepqtQ5exC047g7xyGMmbHQ7n3eGqEWLmDnItY6defMykn+XRfW5Ro4ca8DTYMCcl8PRyHnc1r+I9JRk0jbpN1tErlAmYW1wOxMmZ3Q71HPU6c49ttM2Jm5ic3A7Gb5wvHDuX\/ZW7ZBgYu+Z7xiASWdlXn37QRcIJmFtcDv2J\/FE3RBK1H0JzDQCo2NZ9P0owiPmkPS9ULBVUul8xyDjTB54YA6hN4QSe38swYBxWmJ7W2uGDxz+5wX7O4mIfFl9lLgDBDJlopHGfXupxr72srQSQqf3cH2l0Qfv1qsxDMSzdZOR3nAe2B83lrE0Y3N0tZpiHmLpL+MIbC33sE97Ou\/8Ht1cQ22tGbxH4d\/2jQUyNpo\/q79Ib65dYOBYqD3EISZuYnNwO7y8Es+I2UQZa9n\/iQqqazmKP9eNcz0K4HMmZ3Q7\/wwY6kP7Ki1P+vXwJzd4ePtRBsM10FhPF\/tficjXykTMkqUsfTiRmWOaKXo5naLTrnXsTLfEEeVRxPMpT5B1YioPzG0gK9+bmO8FUv7ORsp1hw4RuZL5TyJ0KJRvyaa6GZotO8jYXAr44t06y7B\/FIuefpqlS+KZOT2KOQ8v3nnwRESkL\/VpeAmcMgnjZ+XsPwaU7KGcUKZGuNb6mjiCaTsblbnpLPuV\/ZZKycu30l0fbKdObmWZ0y1G1nwCfPY5PbnzkiE4EFPLISoPlvPJAQgOjSU4EA5VV9NYfYhG72CC2zYHEJFvA0+jEePoSOKXzCO0pZL897toXg4KZf7jT\/Pss8\/y9P+bjyE\/B+tt8cw0Z7Huk1AiO5usIyJyxQgk9gdRGE\/m8\/xjySZsdDv29A58Qu2bdF7j3JL18HRKnAoEB\/vAyaN0ewdNEZHLRJ8mYW1wO+6MmcKkofUUF9dSXFwOoVOJ7Nt36DnbmQ7396zPW8mqLUcx\/ccvWLr0aZ795RynEewe8p7J4ieXstT5sSSm03XpF\/CdQLCxkUN5BVSeC2ZCKASHBNNcsZ\/c6lombHQ7x12HY59oEbmi2ajdV0TRAaeuQw9\/RnnDmdYpQt2x5vNW8ShioyFn3V6CExO54ZuKsyIiXxND6HyW\/uH3LH1yKb9\/KoVwDzOMvo5gR7mttpSiXZW9H5QREblM9HFzL5CZU32oL1lDbjmERka6VvhqOWfqBw9xCE8MjvlMhw\/WwugYEmb4YzR2Nvepe95DjXAe+go1Ymx9DDb24lz2qfW15eU0jp7AJAMYbpiAf+MOdnwCwcFdCpkKZvBQ4LN6pz9GzR2n+IvIZaSZyq3rWb\/FadOkllqOWmFga8DqRvnmXLgtnsgDObx30kZxun32T\/22ZaQXu9YWEbmCeBowDjViOFdEwb5m\/MMmYW1wO9K6pafhxF7Wr8umuG09Jm5ic3A7jUNH6mH4KAqMiMgVoY8TdzBFRuJz0oy5L6fJW4tI\/20aGcXdj0aVv7OKrQfMmA\/sIOOtYpoK4UwKsZcZDJ5wZAdvFRRRVJBDenrvpsoH3hyF6fQO0tNzKD\/SaH+Ppx5jWW4XU1s7ESZsdDvOH1rAJzjY\/odmaCgThgMt\/lx3nWvtVgamzAjFszaH1W\/sJm5ic3A7\/JNytr7yF\/JdFqr7j\/QBaym5BaXUdv81icg3ysjECH84kEPGtkrMlkq2pr9FOf5E3XiR+TvnKik9Nok7bveBiUkmbHQ7\/eyzJmx0O\/vssyTeJmd0O7ensOhr7isVEfk6NR4upWjbepb9bj3lQ+Zw7+1OcyfDo4g01PLe61kUHzFTuS2DjRXgP+PGns2MFBFxc32euDNyCpHD6dtp8o1mLJ\/VYzZ3v5qjxF1ERERERETEjV0hiXski57VNHkRERERERG58lwhibuIiIiIiIjIlUmJu4iIiIiIiIgbU+IuIiIiIiIi4saUuIuIiIiIiIi4MSXuIiIiIiIiIm5MibuIiIiIiIiIG1PiLiIiIiIiIuLGlLiLiIiIiIiIuDEl7iIiIiIiIiJu7KqzZ8\/+u\/WJ2WzuWCoiIiIiIiIi3xiTyXRh4m4ymTrWEhGRTilmioj0juKmiEjvtMZNTZUXERERERERcWNK3EVERERERETcmBJ3ERERERERETemxF1ERERERETEjSlxFxEREREREXFjStxFRERERERE3JgSdxERERERERE3psRdRERERERExI0pcRcRERERERFxY0rcRURERERERNzYN5K42yqyWPHcJmFtcDtqWlxLLmMlGaSkLCf3uGuBnWXLclJSMihxLfg6Hc9leUoKGd\/oRYjIV+J4LstTlpN7vISMlBSWb7G41hARERGRy9SXT9wdyWDKk5lUuJYB2ApZnZLSIWn94oQZy0kL5nMudUVEvkWaT+xm7XO\/IfVXF+lQK8kgJSWl88drjgMbrHzuepyIyBWmuW43a595wWUmbmJzcDvE3mF5QXx0aX9Sv5u1z6TaX38yjdX\/qHMmZ3Q7iYiIW\/vyiXurcwf4tNr1RbB9XEaVy2teMxezLC2JaQaXAulTJa+lkPJ0Lhp3E3E\/ttK1\/O6ZLKombHQ7woiOT+KOMNcaTsISSH0mbHQ7tePjsTsIAoJCQrAetdDcP4AxWDiBFyETfF3PIiJy2WomZ3Q7UUL2S78h9YUsyk6cdSkKI8E1RiZndDv+S+4YB4y7HnuUrCE7PYsywkj42RISJmFtcDsMpGrzajI7HXUSEXE\/fZe4ezSxr6TG5UUbJaVVffkuIiJXgBpyN5VxJmd0OySeXy6JJ3pKCL6ernWceBrwGuLV4XF11adUeQQRMck0UVPXTNj\/iWPYwQMQeicxo11PIiJyubKQ92omYW1wOyX\/CiN+dpBrIeCJwSVGel1TxafVEBQRgQEmbmJzcDtiJ7sbvJgRn0DEKD8i5i8g2sdGya4y15OJiLilq1NTU3\/d+uT06dN4eXl1rHExTVV8UNSA3\/irMR9s4bpbrmdIa5ltD\/\/7TgXe44M4ZfUg7PbJjHCs9\/7ty\/9kuPPzv59kyNkCMl7ZQM62fEqt\/kTcMJx+Hd+tCyVkpCZuYnNwO7B6UNt3YN27lhf\/8iZhbXA72Vu2kf9BKadMEUy41v5uPbme9uPzKTrYj36H17Dy3bOE39zI31Ke4x8nAdshCrcV0xJ2M0FU8UHRIQaNHMInf3+RNzfmkl90BOPEyfhr9oNIr11SzASozuetDyZndDtjcsK9hLUFzN6wUpD1LofH3U3i5OHANYyYNIPwEf0YNHoaN0eM6GHsFBH5el1a3PTANGkOMbPC8G8q7ba91cr6fhbvHgri7h9OZvhVYPkolw8O+TJzXms7bBC2g9soPSZndDuc8JuDGOR6AizkJmd0O\/1bssweHM\/5K69vzGVbwX5aQqbQb9df+dMrG8jJtbe\/xk8eg\/EqumiPHsc7chwns\/\/MC29kk7v9wvaciEh3WuNmn42F+90wEa+mfXzkNF3etq\/MJmd0OyJ0Q3dDSQ71heR86svcHywgJmFtcDt0lr0byD3iWql7Fbv24fu9RJJ+GE1QSxWbVmdS0boB3pFsnntzN1w\/jyWPLCQmYW1wOyZuYnNwO5Hdma9T0OB0gu6u4VQBq1\/Oo25kNAsf6YMpVhWZ\/GlDGUxIYMkjC4ke1cjuNaspOOVUp7vrOZLNqgplNAZEs+D+ROaO2EfuriZhbXA7R6F9ylhcMDBsBgsfX0y006zZiu1bIDKBBffMwPd8BVlv78bWXiwiX7Gmw4dpwpvm\/av4za9SSElNY\/WWqp7\/Hp4qoazOk7BJ9gkmbmJzcDsiIlc2A15ePWhLtrFS8kkdnqGTCWlt6bY0u9QBX19vOGfDdeK9M+uendgiE0m6P5ogjzry\/pxK+i4DN\/1gAfE3+fHFwU28s7O1\/WXX1h69JwLvM2Vk\/iZndDuNLEsQcQmt7blMcio7HCIiclF9lLhbsQyYzMQhTewrbZ0ub6NsXxUERWBqOOFSvxP9I0h4MI5p4WFEz\/sOQTRR9WnvVmeH3LmYuCkhhITHkHRPBJ62MiZndDtyBEbLP2thxCzmzY\/A79ogor83Fe+WGg4fdjpBN9dg2bObOkKIS4omYW1wO+haPyLmz2OGl42ykkvL3Mt2lWDziWZB6\/X8MIYmbmJzcDuWOiZndDsqdQr+3VxPXVkFTR4hxCXFEBYawrS7FhPb1oa3TxkzeAIeBoxDvPB0+kn7fWcxC2aHETYljrsne8GxOnrwExKRJmd0O3Lm7FkmbmJzcDuG3cWDifnxQhImYW1wOw6k6r0MMkt6lrrXFOykzmsaN4W6loiICEcK2FnnxbSoHnRuNlmxur7mxGv6f7JgdgghoTEsmBsELV5Mnr+A6PAwpt11N1OHQU3VgQ7HBM1NsrdHpyQwb7oXtAQQk+Roz903lxBsVB3sXRtXRKSPEneAJmFtcDvf4EXTJx9RA9BSQVkVhEyZxteqnfHyZljr1RgMeALNvb1d3NVO\/w4cwxiasTnawb7fWUzqL+4gJm5ic3A7tdzDJmd0O0HpvPN7dHMKdXUWGOaPX9s3FsCY0dDcYO35KFkbC3XHAV9f2gbCCkGM8YHPTzn9+ejmeiwWq8v1QL8e\/jSNJmd0O95t\/x5guOaif7REpG+d+uxz8Agi7qEFzBgXRMT8HxHj10zFrpKLx5OWCnbubcIrfHJ7Jmx0OxMRkTYVH+ymachEJmFtcDsHupb03jWG9lasYYAncArGga2veHba9vIc0L7+cIDhGsCAofUYR\/tTRKS3Ogk3ly5g8kS8Gir49DhQ+hEVhDA53LXW18SR6LazUbU9gxW\/cdwG5Lm83ier9XmscLrFSGY50NBIo2u9nirPdLpdyQry6qGpoddXJSKXo2FjCGpr\/Hnjb\/LsWSZsdDup+Iiyc95Mn660XUTkAi0VfFTejHfkjJ51bg5zGkQREXFjfZq4M3oyE4dYKfm4jpKPKyBkMhF9+w49Z7PhvJrJ+o\/VrN5ei+\/3FpOamsayX0TTJmd0O+7cQ8NmsND1diMPRl96wA+Ou\/AWT\/d0d08oEbkSDBs6GE5ZLuFWjTZ27yyh2W8qU1t3uRQRkTa2Pe9Tcs6PqdNdWmceF66Rt1is4NHPZSZuYnNwO0dExD31cVodwIxIb6ylmeRVQMikCNcKX60vnP5dfZjDeGJwzFaqqa4D\/+8QP92vlxuc2HkP8YLz0M\/5ViNGr0s6FxgxDrFf79Wu5xvYs\/P5+nrDqVrqnKb6d5j2LyJuyzcwz5ZqKg62vmKl1tzccflMZxr2UFgJfpOm977jUUTkitfEnl1VMGoy04d1LPEK8MOTWg63baJsX7boGTCm+7grIuImYW1wO\/o4cQffSRF411uw9OU0+VO7yfjDctZeZOOmindXk3fQguVgIWvfKaHZEMbkYHuZYYAn1BaSvXM3u3fmkpHRu6nyAVHT8T1TSEZGLhVHm+zv8UwqK7b3fswMDEREhWE4uIkXN+ym6kQTdSXZrEr7Cms\/uXDX0874TY7Au6WC7Ixcysor2L1xFTku++T5jfCGU2Xk7SyjrvuvTkS+TiHR3HJtE7vXrKbwaB0l618lt85ARJSjs7OLmGfd8xF1HkHMmN7NPZBERL6tTu3io6MQNH0qF0TJkJuYNqSJwqxMSo5aqHhnLXn1BsIierCBnYiIG+jzxJ0REUT40LfT5JssnGiwYjnR\/erPkOnXU\/XmC6xIz+bTL4K4Y2FC221AQv4jkWm+jZRtzCJrSxmDY2IIAhobOt7Co0sjYnjwx9H4HX+fjD+nseLlTVQPuYW4GZfWT2sIX8DP77ke9mez+pk0XnirhLPjY4kK7dmIOyNi+PE9YRhr8lj72hq2HJ\/IVJe\/Pb6zYggbYKFkYy5lPfyYIvJ18CXmwSSmeR0mYW1wO\/vPL5C5H8Lu+TkJrb\/Dnca8Ggp21UHINKa173skIiIONQU7qfMIYdrUzoJkcYviCaOMzD+vIOOjMwR9b2F73BURcXNXnT179t+tT8xmMyZhbXA7k6ljjctCCRkpmZCwjKSveXa++7BRmP4bsvvFsyxpmmuhiHwFLt+YKSLyzVDcFBHpnda42Vdj4vJ1a6kjNyOD3L1VWBrqKNmYQe5BCLpBm9uJiIiIiIhcSZS4X64mbHQ7hhEUZe9msOKpF8jca8Vv9kIWTO9sepiIiIiIiIhcrq6QqfIiIl8\/xUwRkd5R3BQR6R1NlRcRERERERG5DChxFxEREREREXFjStxFRERERERE3JgSdxERERERERE3psRdRERERERExI0pcRcRERERERFxY0rcRURERERERNyYEncRERERERERN6bEXURERERERMSNXXX27Nl\/tyZndDsxm80dS0VERERERETkG2MymS5M3AMCAjrWEhGRTtXU1Chmioj0guKmiEjv1NTUYDKZNFVeRERERERExJ0pcRcRERERERFxY0rcRURERERERNyYEncRERERERERN6bEXURERERERMSNKXEXERERERERcWNK3EVERERERETcmBJ3ERERERERETemxF1ERERERETEjSlxFxEREREREXFjl1HibiZhbXA753fJJL9c7FpgdyyfVcvTKbK6FnyT7NectsnsWtCuOJ3k5DRyjrkW9Ezxy8kk\/y6Hbt6he7393o7lkJacTHoXPwYR+XoUv2yPh+ZNaSQnp6NfSREREZEr15dM3M3kJmx0O5VMcnpRh1eL0i9MJmFtcDvL33iM5CeyqHZ6rU99buao2YK50bVAuqXvTeQbUb8rg2UpySQnJ\/PYE6vIOWDrWKF2B+lPPUZycjLJKU+wKrea5rbCRiZndDv\/vENtEZErW3M1W1cmZ3Q7wWPJySQ\/5hoTnapZishY\/isee6STQYaTRWQ4x9W8WpcKIiLu60smYW1wO+4mYW1wO8YGeMLRWqeEvJrao8DJairb2qFmDtU0wyh\/Atvq9bGQ+fz+mVTixrgW9J0rcmTrK\/jersjvSaQP2UoyeGZdJYbpiSZsdDv6+GJi\/I6y9cWV5LfOfGkpZ83KLMoJJ\/HhR0mcOJDKzSt5pdgRVFuOcsQC\/uPGUHusHkLCCXV+AxGRK4qN4ldXklPrQ1TiIhIjXGJia62SDJ54aj2VHpOImb+IuHDn0mqyVq6n1Dmu\/s9K1pQ71xERcV9fMnGHwMCx0GjmaGvstOynstETz\/6HONSWzZsxnwQf\/7HtB4qIfCvZ2PtBKTb\/2Sz4fiT+vsHMuT+W4JZa9pc7AmnFHkptRmbOTyRytD+R9yVym3cz5SWV9vLaQ9T6zuHeGVYqzSZhbXA75vxHFIYO7yEicgX57EPyJmd0O2kmYW1wO\/iORcRHhhJ530Ji\/Zspz\/+Q9gmD1eRkl3ImZ3Q7dCZndDv\/\/eh85kwPxeTpdI7yAoomZ3Q7c46rScwZbqO4sNSpkoiI+7o6NTX1161PTp8mZ3Q7zZAhQzrWuIh+V9exZ2clhgmzmTAM+OQ9sg6PIsKvlsP\/nswt13mBZS9bCg4yclYmbHQ7k0fYj7MdyGH1c+m8uXEzW\/JLqOk3ikmBQx09CcWkJy9n7\/kW3stYxYZqX74bOZjKgh0c9JrEdyNHwuli0n+9nLUfX83kG4Pw+iid5OWbaZl0C8FGx9rx5XsZMOKZz\/2VrE3b2Vl1CtdNCmTwVY6LP1lExvPP8\/rbm9m+8yDXeB7klefewdZ6jjZmcn7337xeZgNOUrplCzW+32XKSCZuYnNwO6WR0sxnef71LN7dvIXtHzUwIiIMU3+A01QW7OCY0cSJLX9i9d\/sn7Vh+CTCRvS3n\/rYXraUniZhbXA76Ob29+z43ezkJm5ic3A7x3VMGzvY+YLaHCveQulpX0yN7\/Py6jfZuGU7ZbbrmHz9UPo56nR7vmKX7woblZtW87zjXCXWwdjef4Y\/l\/rav\/emSt7\/4CCD\/IdS+rfW766GwZOmMMrQzfckcgVqaGjodcyEZq42DGf0xDCu8x5of+nqOiZndDvK\/YSmJm5ic3A7W7lpbH+oLWbzx2cYd8stXD8YwMbBHTs4OGii\/fdwSDAzZwQzuJ8PYbfMJLjz8CAi4nYuKW5++h4bJmd0O25myp3fcbRVBuLVUMKOj84w6rtTGAlwcDuZ759i6oJEwoe6nsx7NvN+lYlb73XUxwvbgS2UHLuWybcE4+V6gKPtt\/741Rzb+BJ\/fXszW\/LLaAmdTr+il1jx0pts3Ozatmxtvw7gwzdW8ubGzWzfeYzhU8dz4u1n+eOrWWzO3U6JdTRTJmFtcDte29ZOExHpTkNDA15eXl9+xJ2RJmFtcDt8aeRQtb3Ps7yyEgInER3gQ311JTaAo0cx48\/Y1nnytdkmbHQ7s3IrR\/1iWPz4oyRON1D9zvMmbHQ7l1fvfGbK83fApFhiI707vA42it5YRzmhJP5kDqYuP0U52dlnmJKQxPxZo2gmZ3Q7kE32h61TAxxTphrHMuf+RSXWlTWflS86fTc9mcp1soicShOx9yURG2ombmJzcDv2H6+Qc9hR1svz2QozWLWtkoER8Sx64AGm2HLIOeBaC8q35MC0RJLunYnpX+Ws\/1sRtm6+JxFpZcB\/YhRR433sT1uaqd6UT7lHMFE3OnrvwqOINNSzN6+UxhZoJmd0O7yD4pOehEZqQryIfAu1nHd9BZPJG7By3GJ\/3lh9iEZ8aC57nl894lgHv8nRDsUea12ZTCZndDtwztZepxP1HxZwZtoDLPrxHII9atm64jFWFhqYdV972\/Ktgo6tx\/LCjzHd+YvujcTndClrfv0EmeZg4hOTiL3BgHnXGjZWdDhEROSiukx5e8xjLKN8wXzsaNta9uCQYPzHj8HzyCGqAfMxCxjHEujoAS3enE+9MYqkRXMI9vUn8vuLuCsEagvyO2xe5xP9EI\/eO4c5kc4r4\/9F7abnWV\/ej8jERUQOciq6gD+xP09iTkQ4Ud+PY4oRKstbp5p+TPlnEDpvMbERoYROj+ehu7tuFHsajQw2eDJwqBGDJ4CZyhow3ZZAYqQ\/pvFziJvhA0cOccjpWOONSSy6I5zwiJnE\/8QmZ3Q7JXZPSeddBOYPi6gllHmt3819Ccw02igt7iLTBugfSeKSeKIiwplzXwzBNGJ2rF3o7fkmZ3Q73lcJw+eQdN9MQm8IZc4DP+E2134TwH\/uQyTdHk749HjmTTVCXS3mLr8nEbmQ404ZjyZsdDvG83lniFq0iJmt8cwjlMSf3sbA4gyeeCSZx57bwb9u\/imLIjUhXkS+hUwmYW1wO3yo56jTHXhsp21AM3xhf37GdhaopmjPYGIfXGxfB78tnTUu6+Av0FhPV2MpxhkPkHR7KKE3xJJ0RzC0GJl6X2vbch43ekN1paNt6RB8xyLip4cSOj2RhBlGaAkkdqGjnfajWEKxUXngku8HJCLfUl8mZ3Q7cXdsUNdccwizrZJqiw+B4wwQOJax5w7zz1o4VFvvtDGdmeNmICCY4LZ3N3DDdf7wWcfg6TvS5PTMwZzPmiZsdDszJmd0O9E\/JbHrJmx0O9thMCZndDttSacBQ3+nHlezmXp8GOUmbHQ7jbvXSaaJOb9YSsp\/tHcseHrYe4ad+3WvGeQ0j9UwFn9v+NzacXZBq9paM3iPwr\/tuwlkbDR\/Vt91j7DRB+\/W+oaBeALWz+xbTvfufGasJ9MI2r95T\/p18r9k8HDHaCFgMFxz0T98IuLKJmd0O0Nl6cOJzBzTTNHL6RSddhS11JLzeiZndDufj5lp30RpViDNhems77y\/TUTkyuY\/idChUL4lm+pmaLbsIGNzNeCLt6PBYv2sASZsdDuCiX80iZnjg9vXwRfu7aS903PXGNo7TAoGT+AajG2DRp23kSZsdDs7HHMKYGBgW8fsNW1lIiK90Um46b3AwLFw0oy5+hCH+o9h7EjAEEwmbmJzcDtvPbXVlZjNYBrd\/cZ0xqGDAQvHL3Y\/85NmzEB9zaEvFYj7zOlKtr68jF89Zr+t07JtnSfk7exBvvGzbtLck1tZlmw\/X3JyMmsmZ3Q7ASZndDv7nEu++1Nfn09E+oSn0YhxdCTxS+YR2lJJ\/vv2ERjbh9lstdhHaCJH22clxY6zUbS54zIcEZFvh0BifxCF8WQmZ3Q7zz+WzGNP78An1B+Aa5xbst6BBLcl1SZndDuMGul58faOt8lpsEJExH31SeJuGGnC2FJLUcFhmscFO25LZB+JP3SwCLMVTJ2Nnjux2ZoBX0ZcbCOz4bfx0IMzMR7IZs2ubzp1ryf\/L6vIqTVx15KlLF32LCm3t49Ed66Z8y1gHNrJ\/PNW3jNZ\/ORSljo\/lsRc+h+WviZndDufiHwJNmr3FVF0wKmTz8OfUd5wxmaPaZ9brR1HaDAQHOgDJ80cbz9KRORbwxA6n6V\/+D1Ln1zK759KIdzDDKOvI9hR7j10CFjtgzud8rhwWqXZXA8e\/Xo\/4VJE5BvQJ4k7gf6MooHKg\/X4j7+h7eXQ4GCaS4opd96YDhMjTEBNJZUtbVWpJmd0O3gIhvrQTTprZxpN4PhY5k3sR\/k7mZReau7eyXqpDvPbe+Qw\/yZsdDsCgdEJRI02YnRsFO\/qX47GOLZD1FphsHfnCb73UCOch35DjRhbH4ONGI2X9meld+cz4X0tYCZndDvu9IfP3tEgIn2lmcqt61m\/pdxp06RajlphJm5ic3A7Y3rlQMMmbmJzcDuZM06h41BtPRiNaAN5EfnW8jRgHGrEcK6Ign3N+IdNpPUmYW1wO0CmcWPwbDlEeduGuvUcPdbctvzPFOiPJ0c5dLC13MzRY+AZOFYDGSJyWeibxN1jLKN8m2kmZ3Q7Z2RsJm5ic3A7033UrrsO\/xY6bEwHEPm9OZhOF5Hx8lYqLWYqt61iTXEz\/rNuc6yDvxgD4fNjCSZndDtXSubbl7jo0z+KyOFQ\/tYqckrKKd+VxfPvdH8u00hf+8Ynm4qotNK2br56x1vs2FXEjk3prHTZGR8mbmJzcDuxMJ30TaWUluwg6y85VHr4MzWiw\/3m2gTeHIXp9A7S03MoP9KI+cAOMp56jGW5XfYhd6u355s0NRTPk1vJeGMH5Z+Us\/WVbnbA78KF35OItDMyMcIfDuSQsa0Ss6WSrelvUY4\/UTfam4\/GG6MI9qgk57X2GLmxHPxvvFEKTBH51mombHQ7XErRtvUs+916yofM4V7nWY6hMcz2baTolVXsOFJL8Ruryak1EHlzpKN8FlFDG9mxfgrFR8yUv5XB1pMGwnW3DhG5TPRN4u6YFo\/HWILHOb0mbHQ7NJCxRpw2pnPwj+WhB+cw6mguq55axqptxxn1vYf4RXTno9CdGjST+NtN2PasI6ut97Q3TMT+ZCZndDvhxkNsfS2dV941M2nGRYJ3xB3MGXmeym3r2VEDEMq8xChMjaVkrVtPdukQYucGA5\/z+Wfth\/ncGItPxRoyXstix\/HBRD3w0053agdgpOO7OfYe6SueYNmL2RwaOpv4my+xud7L8xkiE1l0ezBnSrJIf+UV9hpmETXctdZFXPA9iYgzn+ifsvj2URzftoplT60i1yZsdDuK2CW\/aI8Lg2ayaEkso8yOGLnlOKNuX8xPexMjRUSuKGYK1maQlVeJ58T5pCZsdDsW67TxLvZ23ZJFRBkPkbXij6zZB+H3Jmd0O+K0kXEg8T+dTzilrFmxjPQ9Zwj+j55sdCwi4h6uOnv27L9bn5jNZgICAjrW+BaxfbCKX73lyfxnFhHVR10al79qsp54nvJpj5L6H\/aNYETErqam5lsdM0VEektxU0Skd2pqajCZTH014n55qt2UTvqmIiotjdQWZ5G+qRJCwpn0bf5WThex5k\/r2fpJLY2WSna88go7Go2EhitpFxERERER+SZhbXA7fKtH3G0HtrLm7feohQlxLPzZQmICGinbsIrsI44Kx3N58eUmbHQ76kbcQtLPlpAwcSBV761m7S5H6t5SS+0J8AsMJm5ic3A77rgVgsMIcX4DEZErzRfQjBchc7pua9pK1\/K7Z7Ko8ggjOiZndDuJO8KcT1BDdnoWZYSR8LMlJEwYSNXm1WRWONcREXFffZa4G8dNY9oU50cYfkqMRURc2CgpKsPmF82P7plG0KggopPiCPFoYt\/eGmqKdmHpF0HC\/TGEjPIjYv4Con0mbmJzcDuqpMQmZ3Q76l53mLpro5k3\/RRVFl+ivzcKhVsRuaIdr8WKP2Gzu2pr1pC7qYzzIfH8ckkmbHQ70VNC8PV0Or5iJ7sbvJgRn0BEW1y1UbKrzKmSiIj7ujo1NfXXrU9OnyZndDuNl5dXxxoX01TFB0WHGBR2O5NHuBYC1dmkLXuVCq+bmTKqH9hKyEh7jqzqIcy4Kpf\/fu4f1AO26kK2fdRC+M1BDHJME311ZQYbcnLZVlDEIY\/xTAk02s9ZkkHKcyX09z1I1qrXyd6ST9HBfoyfJmx0OwbjVfYq1r1refEvb5K9ZRv5RftpvDac66\/tB44R3d++\/E+G3yZndDuZ1kvu+H6lHOnnz8SAIY6ejRIyUp6jpN8IDma9wOsbc8kvOkS\/8VMY47ikC5ypIjdjFRkbcsjNy6f0qIEx4aMd1+c43\/D276zjNTnKz\/dnz\/rVbMi58P0sW5bz278fx6Puf\/nrG9nkbs+n1OpPxArDsX9KJm5ic3A7xcrudS\/y4rpscrfmU\/RpI94Trsf3mo7naDn8NhlvFNEcNoj3057jHycB2yEKtxXTEnYzQS7\/JSrWp\/LHLc2E32T\/WbE3g5QX9jDo5imM7gc0FPDCr19k\/\/DbmSZsdDvC\/lm2fhHOzeMHQYefjf3nNsijkpozY5lxs5EPnv4tb+63AfWUbdvGkeG3M3nEcUq2lXHG15fTBa\/Zv9OC\/ZwbG851Q9smZ3Q7rcjX7pJiJmFtcDunqN69j2O+U5h7g6\/9pasmbHQ7OFFcSJVXGNFhwzmy730OXj2RmdPG2H\/HGETjgW2U2cYza\/oYrhkcxIzpQRj7eTPh5hkEdRWHRETczKXFTSZuYnNwO7aEbfth0pz2tlsH1fm89cFnTE64t9MZn5aPcvngkC8z57UePwjbwW2UHh\/e1vZ0OYLcp39LltmD4zl\/5fWNuWwr2E9LyBT67forf3plAzm5ru3Pztpvx\/GOHMfJ7D\/zQlftNRGRbrTGzSZndDsbce9SYAx3hnpS9V4uNYB15\/tUnPdj7t3TMIQlkPp4HEGAd9RCUh+MxhfgVAGrX86jbmQ0Cx\/pajpTBZs22YiIX0D8TX58cXATm\/Y4ppEeyWbVhjKYkMCSRxYSPfIUhWtWU3DK+XgndZv4U7rT+00ZQM27q1j1j45rTiu2vIMtMoEF98zA74sqNm3e7bTm1JmN3etWk3fMRPSih1nygzCoyGb1ht7Nx6rYtQ\/f7yWS9MNoglqq2LQ6kwrnCvXqd7PzbASJiUnETfbGujeD1W3XbGP3ayvIKoOwHyzh4UV3ENhYyNpnLiZsdDvH+7X+3DJ3FmMMYSQmbHQ7nkpcMDBsBgsfX0y0I69wFjImZ3Q7CE4cpsrx4SsOVAFVfNr68Q4fpg4\/xo91Jmd0O8rB8bNpDIhmwf2JzB2xjz1tX4sv0Q+msjDKGwgi7vFUEpymuVl35XJgxFwSfhhDyIA6CtbZ\/0+JXF58mfVfqaTe4\/Sf21bF4XoYM9a+pCTsnlRS\/2uWPR4CUMPhI+AVMIZLaO6KiFz2LCdPgGctuY69P1LTVlPgtES96fBhmvCmef8qfvOrTvYGaWlur+zg6+sK52ycdS1wYt2zE1tkIkn3RxPkUUfen1NJ32Xgph+0tz\/f2dlxH5+29ts9EXifKSPz92lkWYKIS1hATOgsezPJqexwiIjIRfVZ4l6R6bJhyGutK5QKRNw1F7\/G3Wzfu5vc9+vwmn43s4YBnga8hhjwBDAY8fKyz2my7NlNHSHEJUUTdK0fEfPnMcPLRlmJc+LrR8x\/LSA6Jmx0O4xpd91JhBdUVVTZi+qtNBHErPgI\/K4KInpeJmx0O7PCvKGL\/dFKthZg9ZrGgtb3uyuJ2GCo21nQITH0+85iFswOI2xKHHdO8oKqChzv6KKRU1bwmiZsdDuX6HG++EUkMC82jCZuYnNwO0Hnu7qEToXcuZi4KSGEhMeQdE8EnrYyJmd0O3IO9MNm8UBiNCGhIcy450dE+0Hdvk\/s73G8gPcqmgm480ESIvzwHTeDBQtm4GUr4f3WDg6A\/iHM+1kSMbNnEDLEE8MQLwyegIcB4xAvJmx0Ozv7HzJ+Jmx0O34c5nAKQAqfVjbj6QlVFfafT11tHfhcT0gnPd41e\/fR1D+ChKQYwkJDmHbXYmKdFud6enlhNDhdS2tZRAKL75pGWHg0CbODJm5ic3A7wUJt5z0nIpeVio25VBkiuGVq5xPerf94h8Izftw6q+d7RYiIXEmazwMt4BcVR\/xdjgEUpwGNM2fPAjXsLh5MzI8XOvYGySCz5CIKhSZhbXA7K13f9wa8pv8nC2aHEBIaw4K5QdDixeT5re3Pu5k6DGqqDnQ4JmFtcDtobpK9\/TYlgXnTvSZuYnNwOyWAmKQ4poWHEX3fXEKwUXWwb3YSEpFvj87SsksSdFcqqY87PZxHk4bN4u7pA6jIyqKEEO6c233js67OAsP88Wu7usaMhuYGq9MItxHvYa3\/HoChv1Nv6gh\/fD2qyH52LYUHrTQPCeOOHy5g1ui2g51YsFiA0UEEtb2fgdDxftDQMZgbfbzb\/j3AcAq0nOfC\/lsjfiMMNBVlsGpjCXXnIGDmAhbcGda70bKrnf4dOIYxNGNz\/vvj0c\/e6QGAN+MDvMBm4wyta8G8GT\/OKREYfT3j+8OpU07bUXv5934vgiFjGOPVTF2NBY5\/SkWTH7fMCqK58lNqsHH4iBXPgDFOo4XtrApN4OXNMKf\/ef16+L9w8LC2HziGAZ7AKRobOlQRuezYSjLI\/AhC4uII6ex3oS6XV7fU4XvrJmx0O3uHp4jIt5Dfnb8kbWkKC2ZPY9pNcSxOnIaXrYSdpfbyU599Dh5BxD20gBnjgoiY\/yNi\/Jqp2OXYG+QSXWMY0PZve9vjGowDW1\/x7LQK4zkmbmJzcDu9YTXAcApgwNB6jIcmYW1wO8iLyKXpJNxcGs+BXngKcXoMdN4RBAKmT8a7BQyTbiGiJ4lifV6H235klgMKjfToDkgjYliSHM\/1Hp+Snb6c1KWryK3ozVg3eAoxAiewXNIt7QyE3fcISbf6Yd2VyQtPprL8zd1YOs\/ye8bgmJnQCvsfh+4Mw9sLrMe\/7O1PAggaA5ZDVVgqJmd0O8Xqcz0RkWPwbTrM4YYaDtdC0HjtcS1yUWd2k\/n3CpicQFJngbGljk1v5GHxu4MfzfVzLRUR+Vbx9HRqCY0Lwh84YXYauR42hiZuYnNwO7ak2ht\/k+fF247DfDsdaBARcTd9lrh3z0bJ1kKs\/T05vyePwjOu5Z0YNoOFziP4j6e2r4HvAc9rp7HgkTTS\/m8S0SZndDsnyMt4rv1WSz1gO9sMXItvpzsmbmJzcDv0gIcXIXMXkro0jSXfv55\/lWWx4rWu1sT3gM3Wxeh+u7O2f7m+5OIstnPgPeLLJ0HBQVD7KZsq6vAKvh7fa68nyKuOT\/\/xKXXn\/Bg\/3vUIEekmbmJzcDuljtwXs6gYHM3Cezrr6LJRsmY1BWdCSHhgFu3zfUREvm2sVO3dTVld162oYUMHwylL17ey9bhw+MNisbrMXhQRcV9fT+J+vIDccohIWMQ0YxW5\/9P9JmFtcDtt3kO84CZsdDv0cx7BN3q1rYG\/mLIKaaStzMMCeA4LIebBWEJoouqfna1i8sXXFzhSRZXTpm011YdhiPelNZZPFLAqLY3MUvsfCr\/pC3hgljcc6rgmYW1wO\/7UifY\/L50mYW1wO91fOP27+jCH8cTgJmx0OyjXYaq+lQM1TWAwMBD7cgFvrBw46PRH7tQBDjfBsGFffgtqQ+AYvM9VUFHtyfjQIIDrgz2pKirEMiyIJm5ic3A7Tta30\/qzbbJyyum7Jmd0O++8WZ7It4I9Kc9rCiHhwRinZUHt6ra8SGaFkeiFSUS0jSCJiHwbNVOVn0Xm+047Dx05TC1wrckmZ3Q7pOMbGIBnSzUVB1srWKk1N4OvfUTdN8APT2o5XN1abqHuOF0u7RMRcTedNBcvTfOZJmFtcDuaGjomZ3Q7bM02CjfmYfW5hejQYmYHYfsom9y2Keh++PuAtSyPwk\/qsAEBUdPxPVNIRkYuFUebsBwsZO0zqazY3mU\/agdBY0w0HSngrY0l1DXUUbKhgAq8CLqu8zRXQmZGLmXlFezeuIocl34cX9O19gpmtuymqqs7AYhcxmwlmWSXQ9hdcYw\/7xw3HTNr6nLJ\/IcFv9kJ3DSoY1xtVkeXiHzr+DJ1qh\/NpRtYu7MKy9ESMv9WSJMhgpvCHVVCornl2iZhbXA7dq9ZTeHROkrWv0punYGIqAhH+U1MG9JEYVYmYW1wOyVHLVS8s5a8egNhEZ3NeBIRcT99lrhXbUwj7amOj8wyJm5ic3A7IpvcgxB0q\/3WRobptxBhsJK3sdAxbdyXWXPCMNSXkP2\/ZfZ1SCNiePDH0fgdf5+MP6ex4uVNVA+5hbgZPesTNUxPYvGdAZzdm8kLT71A5n4Iu2cxcZ1uTgf4Od6vNo\/Vz6xgdb4ZvzmLWXxr54n+xQUQ9\/MFzDBWsyl9BSvS8zCPjGbhvdOwp8zeRM+7gyZuYnNwO6sPk\/fmWjKLzjMx7ML3Cpl+PVVvvsCK9GwmZ3Q7\/SKIOxYmYW1wO3TcvMpnGhEeeaz6wwtkFtVhnJLEwrZrNhCR+HPiJ8BHf3uBtD+\/RcXV01jwiMs5OuE7K4awARZKNuZSdmF\/gkMI148DRo0ntPV8IdcTBIwZ0013x4gYfnxPGMaaJmx0O9a+toYtxycy1fVvZvhcokecp+q9LAp7sbxB5HJR8XEFNmyUrV\/uEjczKQMs+0qwtEDd9hdcyleR17P+SxGRK4r3rQtZeKuJ6pzVrPhzJmFtcDtlhBH\/M+c2jS8xDyZhbXA7Mc3rMNl\/bm37\/ZyEtjZGcYviCaOMzD+vIOOjMwR9b6FTuYiIe7vq7Nmz\/259YjabMZlMHWvINyZuYnNwO4SMlExIWEaSo6PYlWXLclaURvDwYzGa4iXyClHMFBHpHcVNEZHeaY2bFxl7FREREREREZFvkhJ3ERERERERETemqfIiIpdIMVNEpHcUN0VEekdT5UVEREREREQuA0rcRURERERERNyYEncRERERERERN6bEXURERERERMSNKXEXERERERERcWNK3EVERERERETcmBJ3ERERERERETemxF1ERERERETEjSlxFxEREREREXFjV509e\/bfrU\/MZnPHUhERERERERH5xphMpgsT94CAgI61RESkUzU1NYqZIiK9Jm5ic3A7uCki0js1NTWYTCZhbXA7TZUXERERERERcWdK3EVERERERETcmBJ3ERERERERETemxF1ERERERETEjSlxFxEREREREXFjStxFRERERERE3JgSdxERERERERE3psRdRERERERExI0pcRcRERERERFxY0rcRURERERERNyYEndnxekkJ6eRc8z+1LwpjeTkdIpd6\/UZG+V\/W8ayd6pdC9yfy3clIn3kZCVFB+pdX+0hMzm\/SyZhbXA7bZOZ4peTSf5dDmbXKiIiVxQbtSWl1NpcXxcRubJcdfbs2X+3Jmd0OzGbzQQEBHSscTHHckhbvpW2ZqaHJ0b\/qcT+53yihnes6vaK00leY2HOL1OJHWlP3Jdt8yXx2UVEutbtE43kP\/cEmwbOZ+miKAyuxe7M5bsS+Taqqanpfcxs00z1P14hc3M55nPgaTAx4e5YvLdm8vn3f09iqGt9u9JXksnY5\/LiCokmbHQ7++NIJm5ic3A7nDUp6RyelULssWWsMc8h5f\/FYnKpflGnK8l5dQrvHWik2cMTU3gmbHQ7CxOj8FFXr4h8SV8qbjaWkrX6LYqO2GOTcdxs5oUfJXP3dSZsdDvy8G34uNZ30mwtJ3fdOswzlpLk0qir35XB6nf2Y7Y1Q38T4d9fSNJ0+9nsbcHOO1N9bk8h9Y5eR9hvRks9RWtWk1VqprnFE+P42ST+KJbgQa4VRcTd1NTUYDKZ+m7E3X\/GfObfO5\/5d89mlG0P6\/+wjK19ORp7LIe05GTSv7rh76\/chSP4Rm77xbMmbHQ77fZJezHpyfZRvEt2Bfz8RPpS7aY\/8vw7lTSHxjL\/3nhmj2tm\/7oM8gfFMq+LpB0mbmJzcDu5BfCPssfb1sdtY+yF1qOYz3kyZhwcN4MxdELvk3bM5Lywiq0nxxL30xQevS8cStfzzLpy14oiIl+f08WkP5XBDqsPUd+fz\/zvTWXwsa1kvH2USXd1k7Q3VrPjtTQe\/206Ww80ct6l2FaSwTPr9sPEeBY\/vJjYwM8pXfd+HIURI6GhvY+w3wwbpa8mZ3Q7w\/oKA1H3PUrKT2MYUbuVVX\/Jbx94ExG312eJ++DxUURNjyJqViyLHv8pM73M5GQXoZlLIiIurFtZt82MT\/QvSL1\/DlHTZxL7wHymGoHjh6hucT0mbmJzcDuVmeNm8AmZaY+3rY\/x9iZhbXA7a+PBozRPvJd5Jmd0O5VUEsrdcwNdT3BxB3dQZPEkcl4SM8eb8I9MJGGGEVvFfi7DRT0icoUof3sd5S2hzH\/8IeJnRRF1+3x+OjcQaOTIwa7Tz+L1z5N91JeY\/4jqJLm3sfeDUmz+MSy8N4rg0cHMWTSPUI9GJmd0O97tiHj9jRiHdnzUV3xC49BJTBnneiZndDs3ZdvLjn02\/G9bQHykP6bxc0i6IxiO7KdcCnWRy8bVqampv259cvr0aYYMGdKxxsU0VfL+BwcZNOm7TGmdMn3VUIY07mFn8TkC5k7G5Bht\/u8KTUy+JRgvcIziLmfzF5O55Tr7K\/W7MnjhT6+TtWkL23eW0eg7mQm+\/ezHrinDBpws3cKWo758N7KT+dkt9RS9\/gKr3sji3c1b2P7RMQaHTmbUwNYKNio3reb51W+ycfMWtn9UwzUBkwgc6ui\/OLaXLaWnCbr5FoKNcLryfXYcHMSk706h9d06XOP7JZwaMYUw336tb2AvX\/kmYW1wO1nvbmZLfgnHBocy2b+RnN\/9N6+X2YCTlG7ZQo3vd5ky0kzO7\/6bVf90\/iZsdDsXucbidJKX72XAiANkJmd0O\/dXsjZtZ2fVNVw3NZDBV7VdRkeO7+X5NVls\/t\/t7NzfiE\/YBEz97cXd\/mya3iR5+XZOAraDO9iyt8Vez+W7opvvpsc\/P5HLTENDQ+9jJmFtcDvQWPh3Nv5zMDH\/+V0CB9hfq38vg78fuwZD40EmZ3Q7MznF0w4a2P+PnVj8bmmLm876+01m5uSR9BsUQNQtUxh5jWsKJm5ic3A7pZqspb9h9Sde3Do9gH7YKH75Vyz\/WzVDZ0xhVL9+GPwnEHG9icGO0Ha66gN2Vg9i0u2TuNb1fCIivXBpcbOc\/123mxMTv88DUxxRqKWczPQS\/jXUhrmuv1MbpqOhwTcTe\/tNBAqoubC9ipWDH35M3Yjp3DHRMXp+lQfmPTuoNE4iJmFtcDu8k4jXUs7\/vF6Ixy3\/SWxQWwPTib1tt\/741Rzb+BJ\/fXszW\/LLaAmdTr+il1jx0pts3OzadrO3u\/aeH8CHb6zkzY2b2b7zGMOnjufE28\/yx1ez2Jy7nRLraKZMvJb2VmcrGztW\/pJnN5\/m+lsmYW1wOzD0Kkfb7sX3OTfxFq43XE1\/39GEhV2Hj2OKZ7\/jH7GlrInrZt7U9ndIRNxTQ0MDXl5efTfi7srf5AstZo5aXEu6cDiL59eVwsREHn18MTF+Vna8spJ8q2Oa0n\/NxAcI\/v5Slt4b7no05eueYX0phN6zmJSHEwmnlPUrs9pGiWr\/5xlWbTvKiLn28ihDNdkvNy9m6ZKYzqfedvPd9PTnJ\/Jtcai6FryDCR7qeMFWTNY2iHkwllGA5VhXy1LMmK1wZk8Gv3osmeRHHmPZuvLezWzyCCT2P0LxJmx0O5BLzmHAuoO8T5rxj4knahDgHUzU9HD8HY27ZmsRmwrrMU6dRTcz+EVEvjqWQ9Seg+Dg9ihk3pxF+QrxJEX4wMmj1HY4Jm5ic3A7ncHoGF3olInbfu7SLrFVUn0Sxo7rYsZS+R5Kz\/kzaeqF4\/fO6j8s4My0B1j04zkEe9SydcVjrCw0MOu+9rbbWwWNHY4pL\/wY050PsOjeSHxOl7Lm10+QaQ4mYW1wOyZndDsxidgbDJh3rWFjRYdDHAzM\/P4cfCZndDvbQc6HNmgpJ7cmbmJzcDsew9R44vwBgz\/h06MI9nZUP1dN9vZyGB\/Fja1\/h0TE7X1liTuezfCFa0EX6utpJJjb5kfi7xvMnIQEbgv3gUbHNKXB9lak5yAjxkGerkdDSzEFxTb85y4kcXowptGRJM6f+f+3d\/9xUZf5\/v8fEWZjgz\/GnFFQIJHDkoSIPxZbLaXEXdzNvmErbvpp6azuyfbU2q9De\/jY5nLOerTcajc7i504rZa4Rpt9FzqCoaUJiRIRRhwEAQVlDMxAR5Po88fMwDAOP8Wa6nm\/3eZ2a97X9X7PDOSL6\/W+Xtc1+H1axgd19vas3Y34zUhixa329oRf3kYodeTt7l0BaEl+EbZr55J0l+M93h1PaFsdB4rtgbfo3SJsAfEsuyuGUHPRdyUy06+ZspI6fP38sH8EX4YM98Pg4SP0\/j0GEP\/PScyNiiTmjgVM8YOKsgqXdhfHd7GzrJXg2x9gaXSWCTNJ+vlM\/GxF7Ooy2Xfha8Bv+BD7r9MwFD8\/T2+8h59Nb35\/It8hrW2AzyD7vysmbmJzcDs663WORS9ktnNQ1ZXzn9uj9rBQ4u9c5BjIpfFcXtdlop4YohOYP66ZgtwCCrJyqBsmZ3Q7k4Wz3QahRWmsXLmSR363lYoxC3jgji4GsSIil9sX0IpzbAmc2UvmbhPxt4e3HxooZa9lU2GIZs73Pe0mZ3Q7ZKNgTxGtE2KY2UO89ptxD0m3hhMmZ3Q7Md5elt7mx9S7nGO3hXzfBNUVncduofOXkzA9nPDp9iVKtAUTvyyBmKhI5v4mbHQ7nnBsVBzu4sbumHgSphqoyNtF2c4sii6EEn+72+1Wx35DK5OfYffnMaz4xUwv32NJRFxdvsS9r8aMxeJTQeZ\/pLP3cCOtwyNZcHcSzj2XetRwAmsbDL3WZfAZvIBHHn+AOEtH+9gJoR3tholcH81NvZlyb+DYccAyumPG2RBK8LXwWVNj+9pTho90WUMVzIJHVvNArMc56ov1+j0OZWT7HwwDhsFAW6tLu4vjx2hkJKETXEJz0PWEDoamps9ce16Cnn42ItKlM3vJLhrL7fN7kRgPjmH5unWsvj+BmdNjmHvPYyQEQV3+e3382reRzL59JmFtcDuGQ1vZWgzhP4kn2P2vQeRSVj+ezIo7IjFUb+f5b+LXVorIt1L1mzk0zU5g5u+IbitKY9MBCF+4kHD3mIi9QmlvOYRGT+kx4b3K0NHDYPAFrsKv\/f36MsjD9X07nXMVYGCI8xwfT2ufOgu\/PZ7QplzSdtQxMtbDz8cSxwOPr+bhpTMJJmd0O19AWrr2ohL5JmFtcDvxEDYGiPPW6JXuCl0YE8\/D\/7KI630mZ3Q7IvO5VB5JeYbsss4lRH3m44tfV7Pb+DF0qD1h7vUmbmJzcDv30CZhbXA7Vq5c6XisIfcTaP6068Tf1+9SZ5j78R57ZGKkHzQe76qwrJ\/6+LMR+a7y9QHaLtAKlL2ezdnZCUT3NAp08vG1nw+AgdDQ7stEuzQmZ3Q7hikmYW1wO2DwVOZ4enFfA37DLYTOSuK+2JE0vruLEvcmZ3Q7IiJfhSs7Cjlp2s2rRaEk\/KiXkyK9daaATX8tg6lLWe4pJmFtcDsCjQcmZ3Q7Jm5ic3A7ziecGI+z8V7gmplEhwFtwcye7eHn4xgXB0Qn8MDCcFrLd7Ort0taReRrd9kS97oGK\/hYGGt2b+marzmGpMfWse7\/LmfutQrkpq1r\/zqOy8PG2fNuM8U9CUu4+GtBLuua7X68xx7ZsJ2HkWMC3BsuzVf+sxH5ZrouOJrqOFKVTeahcObf6qjTqTrCMcAmbHQ7xvO\/dltdCQX7Kwbk63tsRVnsbfLFt62A3Hdd5lyaKijYX0KdyyHLGDO0OWKRiMhXzXwdAYPhWG0ZRa\/lwK3xjhlxGxXVjXDtWC5pRNNWR\/azWykbNpf7Fne1m0c1u\/Pr8I2aRfRlGz1fouPZ7CzzxXdwNTlvulRJ2eoo2V9AhetcypixjOQsNk25i3xjXJ7Q01ZGXn4jhIbjUvQKTQods8a2s\/ZJeYeSLatY9XQuCoCvKZz4+28jnGYqyns5RLWMxuwDn33i0v94Ls+sepLsox3txw67rCdqq+bIUfAz9bBQCYChDB1uX2fl6\/q1IEOdM+oWRluATxtdBtUK5CZndDu9iiff7OVc2CW\/Rw\/GjGUkjVQc7iZsdDswP9IMJmFtcDvTUJdjXf9uetbTz0ZEXPlFTSKACjKf24VpfkdJZln+QZp9QonsYtxoOHmQrVu2U9QmZ3Q7+LJx5Gh\/Bq0K7HqzDKLv4b7pflRkvdqxWWVDAZlbXqXguEvv41bwMTDE8U0UIiJfrXCmTvSlOT+NTXVTOvbkaHqPgirwC7\/+EiZhbXA7N2wUvfgcuc3hLL0\/noCuRsZleyj41JfIqV0E6K+djaKsXTQGxPHrBaE057\/asbHx+Qpytmwl1\/W7344fo5EhuFTni4iX6yombHQ79VnrmWaaj5ZRsCebtN+lUXTBQvyCmPY1QJbgIHzbSsh+uYCS4r1k\/jkb1y05QoNH01yzi4zXiqj7tI6iLbspw4\/QMEdwdiS11fuzKTjsIZn3CSdmooG63ZvJLKqj+WgRmVt3UX3ldVw\/DvCJZn6sheb30knbWUGDtYLctE0UXQggdnYv1pZiYMoPIjEc3s4zWwqosDZTV5TJM6t+Q\/qH9jQ3fGokhrpdbHZ+htcy2FUD111vH1JbxpiBagqy3O56Ol3ye\/RgzBziJxqofuMZtjp+Lpv+nE2dy8YrPf1uIICx10JjSQ57P6zzsB6q559Nj78\/ke8S01wWzhoJbYP4rHYvBfsLyH1xFWkHbATMX0RMVwOpyBiiCnXs+ksmYW1wO0VHG6jYmc4b5RAw4\/t9GrTa3s0k95ORzLk1nOB5cYSeLyLzTcetu7CpRBqa2bt1E0VHm6kr2kR6XiOG6BhUPyMiX5fwOxII9QFo5KN3CyjYk8kzT26nbnA0i2\/v5xgJsBVt4tVDEHlHAqEXmmn+1PmwdZrEKDtQQuvwGGZ5a95elc3rhyDyFo3sfn0vzcNjiIs2gE8ws2cF0HrodbKrsG9I+ssVzAo4Qc7za1jzfA4nAuJ54P7ZLhsqi4i3u+LcuXNfOp80NDQQGBjYuYeIiHhUW1vbv5hpLWDr3qu49Y5oCppE5Dulf3GzlYqcTdRNSGL2ePc2EZFvt9raWiwWy8DNuIuISC+ZY1ikpF1EpJd8CY1T0i4i321K3EVERERERES8mBJ3ERERERERES+mxF1ERERERETEiylxFxEREREREfFiStxFREREREREvJgSdxEREREREREvpsRdRERERERExIspcRcRERERERHxYkrcRURERERERLyYEncRERERERERL6bEXURERERERMSLXXHu3LkvnU8aGho6t4qIiIiIiIjI18ZisVycuFssls69RETEI8VMEZG+UdwUEekbZ9xUqbyIiIiIiIiIF1PiLiIiIiIiIuLFlLiLiIiIiIiIeDEl7iIiIiIiIiJeTIm7iIiIiIiIiBdT4i4iIiIiIiLixZS4i4iIiIiIiHgxJe4iIiIiIiIiXkyJu4iIiIiIiIgXU+IuIiIiIiIi4sW+gsTdSs66ZJJfKnZvuMys7ElbT\/r+JmFtcDv3hn4qJmFtcDs9OZm1O6zuCuLGVp7J+qezqG1zbxEREREREZG+uuLcuXNfOp80NDRgsVg69+jJiRzWJmd0O53HxemxidhfP0rcaCs569aTZ05kzd1R7p0uo0oyn9hI5ZQVJmx0O\/rjQPfGfigmYW1wOz05g5NzHuTReWb3RnHRsncDqf9jIOFfk5hmcG8V+fboV8x01dpE+VuZbGucRsrP3OJjYyGb\/3s7pSdbYbCRkNh7WHazf+cmZ3Q7blqP5pH+Uh6VLa34GkOIvTuJ2HG+7t0cuo7N1h1rWb9rFIlrkogCKE4nOaO8Ux8GGwm5cTFL5oUmbmJzcDt\/5iLSW5cUN9taKM\/dwvaCGpqG3MSDj8TR1YjMHscuHp0CmLoYyxW\/lEyGNbbTdW0lm1n7Sil+c+7nwXlNbP7NZupn3c+jP3LG43qy\/uNZ9ox2jaUt7PlTKllXLeDx5TMUI0Xkkjjj5oDNuPtPTyDhTtdHJmx0OxHD3HsKjOKXkklel0P3c98hJCZsdDu+ZoCSdunSiRzWJmFtcDsnk+5SUGGcuYI1qUraRbrU1kLtvs2s\/e1a0ndV0nLBvUMt29MyKSWCxF\/dT+L1Q6h8cyPuuXMntmI2vZBD\/YhpJN6dSIShkpwXNlFsc+\/YX0bC5nbE+AVTTNTv2sjzud1HYhGRgWEl5w+ppO85xaiY+SxJvLHLpB3AJmx0O3sFKY+ldH7cPQojRsLCujvTxdliMv5Wim1ULIlz\/YFggvyh6WgK7aHVVkP9KeBoCrXtJ1ZTUw+mcUFK2kVkwAxY4u43fhrTprgmZ3Q7IvBXtBIRuVjJNjZk1zNqznymjXBvBMr3UXjayIyERKLG+hO1aAmxI20U7y9179muZf87lJ8PIe6eBUSFR5F4Txz+58t5Z3+Le9d+uoqAiR0xfsZtK0iM8sW6N4\/u7ieIiAwE2\/7t5J00MWvFoyTNm0HEOKN7l84GGzEO6\/xoqiijZdgKTA527+yJjfzNGZQTRuK9cfj7GAkaawSrlZPObhWVVA72xbelhprTjmMn67G2wagx3VdJiYj0xZUpKSm\/dSZndDs5c+YMRmMPgdBdSyXvFhzhmohbmSZsdDvavRHgDJX78jlyTQS3Rjk6nK0kJ30D6duyycnbTUHlICZhbXA7TA7C7wrHKc72zGxycndTUNVKQHgIpkHFpCc\/zduftiPk7yyiLeIHhBjtx4svtLFn80b+Vnstt0adID35aXK\/iOQHE67p4br25tajefzXhv9iW1YOO3cXcOTLYCZhbXA7jR\/muLtxguKdpZy9bkbH9dzYqnL47\/9M7zj\/QtdPMOG4vL39uXS2Zeewc08JRwcFcEMmbmJzcDvz+lZy1v2OzMZhnH87nf\/alk3OnhJOj47i+lHtVyZuYnNwO3LHf7Phv7eRnbOT3R8cxRAmbHQ7mXF+OEr5n6b42o7fg3XHWn73wv9y7a2TGe28foMPJ7L\/i7+8kcPOPR\/RFjaFQfv\/iz++uI3snN0UVLn+LiZsdDud0\/GerDvW8ruMj7ABjaU72Vl3LbdGjXZ73d58dsd7HzSaqsxn+csbOewuOMImbmJzcDsJUwjyc1xAxAv1K2YCDAolZu4cvh9i4Fi+W3wErO\/n8O4RMzMXOv8KXYOtaiclJ64l8gcheIpA\/7vnb5S0TWb+zY52wzWc\/iCfks\/9O127g4fY7GypfJf86muIcP4bJmd0O1HMztKzXBfzA0JcJmd0O25b3QHyD5\/BNGkGIZ7elIiIm\/7FTRsHsv5G+bXxJN0c0CZndDuu6pO2ct7csh+fG39G3HjPM0snJmd0O9hJ6ZnrmPGDEE7v+CN\/eb+NsIW\/5EfjOl5x2JlKdhY34\/+DKYwbBPVF\/8N7X4YSeaECq9kxBqvMZ\/uHMGmeYqOIXDpn3BywGffea2LPixvJO24hdvmD3P\/TCIZUZ7Fxm3POpqP9pqX38+DyWCzH89i4pRAbESQmZ3Q7lsKCUGDEDJY9toJYl2qn8j35EBFH3CRTx8F23V0XsBWS\/nwO9eZYlj10P4k3DKEyN53tFe7X6cKpPWx8IY96800k\/epBlt1ioX7XRjbvdxRT1Wfxx7QmbHQ76sc4rj\/lamr\/voEKb3def9W0L5uPR88j8WdxRFxtpfD1nPbSK9v+zWzcVY\/llmUmbHQ7+KtEIihn+8YMyvuwCVzTgX3YopeSdHcsISZndDv15P0phbT9Bm786RISbvTni6osXt\/XeYau45wFTBvRROGmjew55ShD+8cZmICQ21JIuTOi03ntevnZy3e8ji06kSV3zsD\/i0qy3nT8bkS+bYYYMXYXfdta3Y9gNpvgvI1z7goOrRfFATPma4FPrD0sK+o\/+2uOYMRI9xYRkYFUS00dmAxWMtelkJycTMpTmylsdO\/XjfL3KT3vT0S0pzFiZ631OWS8bcV08zKSotyS\/DFmTNRQUwvQQmVlE+brYgkJgLpq+4jNerweBvsTNKrzqSIil6K7oWOflGckk5zs8uhqF\/mTBygmbHQ7BmELlhE73ox\/VCILpxuxffS+vdzyxAHyj\/kS9dNlxIX7Yx4fy5J5IVBRSmmbL4ZhRgy+gI8Bv2FGfF0mZ3Q7genme7n\/zlhioyZsdDusa+\/2uvZSp4YhEcT\/LJaQUf5E3TmLMGzUVPduyGvdn0\/9Jm5ic3A7KBKT4ggbayZhbXA7ZM4S4sZD5SF7aWtx7h6ajNNYkuS4\/m1JxIdC\/b49LmuiwDcqkRW3TSMiMpaEOSFwupKPHfVYzadOwbAo5s0JwSZsdDs2isSfzici1I8LzS4X6IFx+v9hyZwwwsLj7J+\/zcjkRUuIjYxg2m23M3UE1FYe7nSOadY9jnNmkHB3LP5t9bxf0mIvQ\/Oz\/0HzHWLEOMTzJmFtcDtYvf3s\/resYMmcCCKmLODHk4xQWU6lS7vId15Lk4eNQO3MZhOcqqO+PYG3YWsBLkro3ZRldI7dycldbujkqrUmZ3Q7n6z9TRAaQcSA\/SUREfHEhu0mbHQ7NJUc4LOwhSxbHkdQSymZL\/a035GTjcJ9xbSOn8YMT8uTXJ0vJWNjHtY2M1FTPZS6+wfh79OK9USLYy27kZBQM+Hj\/Wk5VkMLUH+iCQKC8DAaFRHptwEbboXc5rYBSFezr3V1WDER4FKZGRgc55tpsgEn6mhiKCZhbXA7l8BqmLqElMfuZHLHIY9GWbrZbKSn60YmYW1wO5KSsqRjQzUfe1nUxbNYntWfaAKjiRHtP1ED05akkHLnZMCK1QqMCyHEpT18gj+c7iZsdDsQHzqi4woarvYFWuEL+3O\/Mf4YTueT\/p\/bKa5vhXGzWPKz+X3aBPAqw9Xt\/22\/\/lX4CnEe8WWQp\/8jfFwS8hETCDLCuXNnXXt0o\/ef3W9kx13wqwpXQdsFLp53FBFP\/CPCMLaVk7ejllZase7bTM5R4NoR3W7gROiCizZwWhbjaUaqibynO5L7lGe3UzNkGkmLp2nzJRG5vE430wwYY5JYcVsUIeNjWfbTKHwb95Nf7d7Zg1P55FdASFRUz\/GqxYoVEyZhbXA7g5W8v+V7qPyzb1BXX1sK1ZVUE0BQIBiDgjAeO0xZWz11J7QxnYgMu8h3hmuVi4PV2gQmZ3Q7g7i4xclA2J0ppK5KIeWxx\/ntryMmbmJzcDsR\/IMnuHfsN4OfS4LfzU1JEZEBNcwPP+DUyd4VxndWy5799fhG3khUb0a9IyKI8gfDlETmj2+l\/O+ZlLqNs0aNtsDJOt6pqscUEoJ9q71ggvxbqNlfyUnMmMd0Jmd0O0dE5FL1JmFtcDuECqzhJmFtcDuMfA6D3Gbo\/Rwz36MDMPEZTadczinJIDV1M8WXkjD2cF1rdS02QwTz5oVhHmboZnDsmf9oE7Q0ccqltL50ayqprxTTihmzGThaSaVLe211Cgwz4ako9WJW9vxnKqlb7Wvmff2nseTuWZjaaiiv6ujl+kftnO3zjoZL4bpR1qnD1LTA1Vf3dpptICZndDu7yHeLOdAfX+qoaS8BtVJ\/AnwDg7qecXewVz8ZuHBwn30jpsi+7t4sIuJtJmFtcDswYSxY\/7eyo3S9\/uKllx6V76PwtC8Rk\/s6HWNgxm2xmM+XkvlqaaeSeUMmbmJzcDs\/JmFtcDsqqaz2JXC8c2bdSEiIifqSYpq0MZ2IXAYDlri3nm2h5XTnh81TFXfwDKaPaiH\/L+nklNXTcrKS\/FfWkvJsnn2DkdFRRI1qpfj1zeRXWbFW5bM5q5iWMWGEOUq0\/Ueb4FQpeftKqe\/tbHMP1x1y9dVgKyVvRyGFB\/PIfHp7n0rlzZOiMF8oZtvL+VSetFK5bzOvf9CCZUIYvkDU3FjMZwvZ\/FKevX3XRjKKW\/G\/cVYvNy8xE+QPLR+8zuZ9lVhPVpL35gGafIIIGw8QSJA\/WPdtJ6eklNJdm\/nLfX9z054MMorraTlWzPZX9lDv489kZzJgNjPKB2oP5lBY5XlDq0v\/7CLfMWE3Mm1YC\/mZGRQfs1L++mbyGgpERHUMdQM59Z3PLH+\/lNZh07ixr3k7wOg4EmeZsB3KZLvrJm5ic3A70LFBXev5IIJcq\/fHB+LbhjamE5HLYsAS98o3Ukn9fedHhn1y2I2ZuHuXETu6jnc2PUvqUxvJqhnBTbfNcMwkOdpHVpP1wnrWv5BF9cg4VtzdsQGSeZb9q9KK38ihtNe5affXNc5ayPzxV1LzdiZhbXA7mX\/bR9PkOKYZ4bNPXafouzE6jnt\/EYvlWBYbn1rPxh3VWG5ZQdJ0x7v2t7f71+XZ23c34D93BStu7v2cc+CPf82SmKFUZ29k\/VMbyTvuT+wvnBvqmYhdOJ+QK2vIe2UzGQUXuCGi99fujmlqFIPe2kDqnzLIt\/oxbekyZjmTAZ8o5s0xc6Eij8x33f5aOgrAZxf5bglkwfIEIigl40\/rSX\/\/LCE\/WkZi+8DTRsPJJmFtcDtaJmd0O7HS5FqJZN1Hxivb2VPlS8QdD3L\/Jmx0O62xFJFvB0PkEpb9KISzB9J5Ni2PhjGxLLtnVnvlnq3RSlPLSayfuMzo2Ap5p6QVU\/SMfifS\/vMSmTHMRvFr26ltv1Fq3yZuYnNwO45RQYS4LpsPDCIIbUwnIpfHFefOnfvS+aShoQGLxdK5h3yHWclZt57iyAd5dF5PBboi3z2KmSIifaO4KSLSN864OWAz7iIiIiIiIiIy8JS4i4iIiIiIiHgxJe7SCjNxj6xRmbyIiIiIiMjXSIm7iIiIiIiIiBdT4i4iIiIiIiLixZS4i4iIiIiIiHgxJe4iIiIiIiIiXkyJu4iIiIiIiIgXU+IuIiIiIiIi4sWUuIuIiIiIiIh4MSXuIiIiIiIiIl7sinPnzn3pfNLQ0NC5VURERERERES+NhaL5eLEPTAwsHMvERHxqLa2VjFTRKQPFDdFRPqmtrYWi8WiUnkRERERERERb6bEXURERERERMSLKXEXERERERER8WJK3EVERERERES8mBJ3ERERERERES+mxF1ERERERETEiylxFxEREREREfFiStxFREREREREvJgSdxEREREREREvpsRdRERERERExIt9BYl7A9n\/tpKVLxS5N1xmCux+bgpp+Y3uCv1URNrKlaRmNbg3iIiIiMh3itu4sCiNlStTySZndDvu3s+uISuVlSvTuKyj4ePZpK5cSdplfRER+bpceuLuCBIrL3p0Hby+Gp\/RUNeAtaHZvUFE5GvXuD+dNb95xB4vk9eQvr\/zTUbb4Ww2rOq6HWxUZG1g1SMrWbnyEX6zditlZ9y6OBWlsXJVJmFtcDvVzudnKsh+bhWPrFzJyoceYc1LBTS2dSZndDvFqeiFlax6tf1MWq0FpK\/9Co8mbHQ75GGA2NZIwUtreOQh+7VXPbebui6uLSLSa8649ZA95q16LpsKDzGv2\/jkymvHryIinl164u4QMGMRixa7Jmd0O25j0nD3XgOj6IWVrPy3bLqf+w5l0b\/\/gZTbg90bRES+VrbidJ7a8hHckMCKB1cQH\/wZJVueIbPG0eF4Ns8mbHQ7n8uJ4AWseOxhlt4lW55iU5nLNfLT2bDzGKPnreDh++IY+2kBaX\/ejXt6D1BUVIZf5BTs0bCB7Gc3kPvJdSy4L5mH74qEkq0mbHQ7tcXl4k5tRRwo82NSdEcctRWns+r3W6nwmUTcouUsiOx0BtWvP8PWEoi862EeviuSIVXbec7TtUVEes0Rt46PZc49D\/Pw0kiGVOWyYVMBNpdePcUnT77K8auIyKUYsMR96IQYYqa7Jmd0OyIJMLj3EhH5rrNx8N0SbAFxLFscQ+i4UOYuX0i4TzMfFNpntqvfLSZuYnNwO2FQNIt\/Jmd0O5NQc9F3JTLTz0bFIefMdzPv5VfAhHiSbgolYMJcViwMh6MFvGft9GKO5NuX0ImO5LtqLwVWX6IXJmFtcDsxc4KFgOilJM7ww1b+UceMvFPxAcoGhXL9eOeBarK3l3AhfBH\/9+FFzJ0ejsXX9YQy9uxvxm9GIkujAwiIXkpS7EhsRQWUuHYTEekLZ9xavJz4iR2xhfIiDrZn7j3FJ880fhWRb4oBS9z7xK1M86JSyi7LoezriTYdAiZndDvJZU17OZP9eNr\/n82Tyc719B7WpHd5XbvWmlw2Jmx0O+EoTX1kFRtyqmntaBYRGZ\/R2uaHX4CFkc5DJmd0OwGMNYHtvH0E6hcVz6K7Ygluj9CD8B3U0Q5HOFIHI4NDaR9fjh2LhQaOHXMecCg7RMUmbmJzcDtIpoY7ng+PJH7xUmLbk3EYNPgq+Pxsp5krgLJDFfjeMBXnqVQd5INP\/YiZF9Pxuq6sR6g7D2PHd8zQWwICJm5ic3A7rY5jKj0Vkf460wp+Yxk3quOQZYwZOEvreceBnuJTXxWlua1JH\/g9m9yXRKW97TbubK0mYW1wO7fTuDWXatcOruPp5DVs\/bDn5aHNxVs7LdPaWuxyjuMzb8\/rWIa16qUimptL2Pp7l3MOdfy1aMhKZeW\/bSV3S8cSqTVbyjr9PWncn86aZPtShEdWPUmmy\/ki0ntfQ+LeyO4\/byC3bjRxjjLNzqWUHe1z7nmY5PviGF3nLIeKZOnjq0kIA0wzWfH4A8RZOq5ctnsvTIonJmd0O9rUcbBdd9cFbAWkPZvNMUucvTQ1aggVb6aRWe5+HRGRS2Fh9j+vZvVilxpOWwXVn8B1joR35IQYYm4IcAwmZ3Q7W2nMz+K9JmFtcDs\/YmY4U+hWLrivGzePxgS02joPiMqKSsA1+TaFdppRam0qICu\/Eb+pszr6tJVx4BBERnccba4mZ3Q7QjMjaS19ht8mbHQ75LjBmVXRMUD7gotvdlosjORz3N6WiEjv3bCI1asfYLa541B11TEYfh3BjrL2HuOTt6nbzlPP5XLM3zHunG4mbmJzcDv69Wd4Os+54MlGwQvPkF03mrh7kx3LA7JJ21bR0b5pA7lVQ4i8YznLl07hbH6Bx+VS7WoyWfdSAUxczMOP2ZdpFWx6kd2funYq470SC\/E\/X86iqSNpLt7Eqt9mcCIsgaS744k0NFDw8hs43wWfFLDHNoV77llOwtSRNO5P4znn56jJ5JktJXDDUh5+bAVx\/k3sffE5dje5XkBEemPAEveyTW6be3R1R9L6HgVHIXzhCua6lml+eIAygOPvsfeoL9F3rSB+YpYJc0maHwrlJXzQ5othuB9DfAEfA0OH++Hr8glGxiZndDvAw4vnMtdlPWa7bq8LlFdw4ppIbrt7rr00dfFswrFxpKr7lfQiIpeq7LVsKgzRzPl+53miohfsMx6pf63AcvsDJLjMknel6dPPOp54SL7bFaXZZz9+t5WKMQt44A63uFl2gBJcZuqBs7ZzQDUFB4YSf+8K+wrOnWlsKuppaNxMY6eBoYjIJWjazav5zQTMmu3Yu6P\/8cl9\/NrthnYDqOjN3TT6xZC03DHuvGM5t4VB3Z7d9mVLbRVU1PsReXtS+3h5dhjYqivseyZsdDvZDlJUDgHzlrF0VjjhE+eS9IvZHZVcHjSUH4Mxs0m8K5pzKHN\/8n1GtlVzpNM6qVDif5lAzMRwYu5KZKYfMC6e5XfEEBk1l6QfhYOtggrXKirTbH55z1zCJ4Yzc\/Ey4gImbmJzcDuu+EOaARobaSZhbXA7lNmLHK+ZmMjsyJHYG0WkLwYscQ+9YzWrH3d5uM4mYW1wO7k6dowGRjJ2TMeh4PFj4XwzjTbg+DEaGcZIl0lzw\/eTWP34YqZ2HPLIJmx0O8Zl+t1dT9eNWsrq1UnEOMfNJmd0O1cB0OomZ3Q7qyUiMoBsRWlsOuELFxLuFpEjF69m9WMrSLjBQPUbz5NZ1bm9Rx6S73aRS1n9eDIr7ojEUL2d51\/vvML9opl6Jm5ic3A76dPT4BNKwsNJzJwQSvRdy4gPaKUs\/yZuYnNwO\/fOaonIt0tbHdl\/3k7dtXNZJmx0O7sjTe1vfHIfvy7tYvg6sBo40QSGEtoe9wpM\/If4tJEmYW1wO59Ilq5eTdL0jhu6V\/nOcemnn9EEDL3WJVX3GdTx3x5Y4h5g9aML2m92OPt3ruDyZUj7SxowDAaMQzqWH3jaN8BnkMvhkYQG+4HtLGcBxozF4lNB5n+ks\/dwI63DI1lwdxKzg1wvICK9MWCJu+81fvgKd3lc4+lftlMjuWtd7nBuKgOa+KyrGRlfA35us+sDwu26jfu38qRzjfvKTfYKEZHL5UwBm\/5aBlOXsiZsdDv64lWZvtf44WcOZeY99zHX1Mje3T1v8WYe1XEDs6y4BCZhbXA7dk6+2\/ka8BtuIXRWEvfFjqTx3V0uG8g5ZuqjJmx0O5xpCiZhbXA79Brnk5GMHeMLn36GyyZsdDu\/ByOxdHNfVUSkt+qy0sn9JIAFv4wnwH1c2I\/45CZndDt+NXQ3fL3M\/IYPBayccM5mf1LA1vXONe6OPZ4uiY2KnLSONe5rc7svre8ng8EmZ3Q7+QXAmHge\/pdFXO\/zEZnPpfJIyjNkl2m6XaQ\/3EPeV2QkM\/\/JbYbebb36V65sE09t+YBBU+8h+fF\/Z90flnoe7IqIDIS2OrKf3UrZsLnct7hztGkmbHQ7XEDBh3Uus0QWRlvbWccacl8GuUdv6wn7LE37Jm5ic3A7s4wDH3ook2+qJm5ic3A7YH8JdS5TUJYxZmizcda5yVMXM\/Wm4cMmbmJzcDupoeuv4rzSw2RMQwONcPH7FRHpI1tRGs\/lnSX8rvuY7badUY\/x6RvAZmsFzIweY1\/qtGn9ViZndDvwieGef1nNv6\/7A0snup\/RN415z7FhxzEsP\/k1q1ev4w+Pzu22tL6\/bLbPOz33NceQ9Ng61v3f5cy9toHctHUdX38qIr321Q+lho\/Ej89hkNsM\/VDHzPeYsYzkNI2um1YUb2LVqnSKnIPK\/ujhugpVNdgMk4ifH45luOHiwaeIyICxUfTic+Q2h7P0\/otnjazvZbJ1W4HL1FFWaRjiiE3XcV00VrtsvHTsGAoE8A\/OdfBdJN80FJC55VUKXNYnNhy3go+BIYPtz8uKHDP1bu\/LMiZndDsI37YjlB12Hmnk2PFWsIzGAmC+joDBcKyqo+y+oa4OBgdxncvyKBGRJmd0O6vL5pmXyxh6630eK5R6jE\/90sSJ9q\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Designed to handle everything from basic dimensioning to complex profiling, this versatile machine combines the capabilities of a spindle moulder, planer, and thicknesser into one streamlined unit—saving valuable floor space while boosting productivity.\u003c\/p\u003e\n\u003cp data-start=\"544\" data-end=\"865\"\u003eWith its \u003cstrong data-start=\"553\" data-end=\"586\"\u003eautomatic spindle positioning\u003c\/strong\u003e and \u003cstrong data-start=\"591\" data-end=\"628\"\u003euser-friendly electronic controls\u003c\/strong\u003e, setup is quick, consistent, and repeatable, reducing downtime between jobs. The integrated \u003cstrong data-start=\"721\" data-end=\"749\"\u003epre-straightening system\u003c\/strong\u003e ensures optimal feed and accuracy, allowing operators to achieve high-quality finishes even on challenging stock.\u003c\/p\u003e\n\u003cp data-start=\"867\" data-end=\"1187\"\u003eWhether you’re producing doors, windows, furniture components, or custom millwork, the Profiset 40EP delivers reliable performance shift after shift. Its robust construction, precision engineering, and thoughtful automation make it an ideal choice for shops looking to increase throughput without compromising quality.\u003c\/p\u003e\n\u003cp data-start=\"89\" data-end=\"171\"\u003e\u003cstrong data-start=\"89\" data-end=\"122\"\u003eAutomatic Spindle Positioning\u003c\/strong\u003e for left vertical and top horizontal spindles.\u003c\/p\u003e\n\u003cp data-start=\"174\" data-end=\"242\"\u003e\u003cstrong data-start=\"174\" data-end=\"204\"\u003e\"Ready\" Electronic Control\u003c\/strong\u003e with up to 99 program memory slots.\u003c\/p\u003e\n\u003cp data-start=\"245\" data-end=\"318\"\u003e\u003cstrong data-start=\"245\" data-end=\"276\"\u003eMechanical Digital Readouts\u003c\/strong\u003e for quick width and thickness settings.\u003c\/p\u003e\n\u003cp data-start=\"321\" data-end=\"375\"\u003e\u003cstrong data-start=\"321\" data-end=\"343\"\u003eErgonomic Controls\u003c\/strong\u003e and one-button motor startup.\u003c\/p\u003e\n\u003cp data-start=\"378\" data-end=\"443\"\u003e\u003cstrong data-start=\"378\" data-end=\"405\"\u003eManual Lubrication Pump\u003c\/strong\u003e for smooth feeding and longer life.\u003c\/p\u003e\n\u003cp data-start=\"446\" data-end=\"513\"\u003e\u003cstrong data-start=\"446\" data-end=\"480\"\u003eOutfeed Table with Idle Roller\u003c\/strong\u003e for consistent surface finish.\u003c\/p\u003e\n\u003cp data-start=\"516\" data-end=\"581\"\u003e\u003cstrong data-start=\"516\" data-end=\"538\"\u003eReference Engraver\u003c\/strong\u003e for pre-straightening challenging stock.\u003c\/p\u003e\n\u003cp data-start=\"584\" data-end=\"653\"\u003e\u003cstrong data-start=\"584\" data-end=\"630\"\u003eHeavy Ribbed Steel Base \u0026amp; Cast Iron Tables\u003c\/strong\u003e to reduce vibration.\u003c\/p\u003e\n\u003cp data-start=\"656\" data-end=\"723\"\u003e\u003cstrong data-start=\"656\" data-end=\"679\"\u003eVariable Feed Speed\u003c\/strong\u003e for different materials and applications.\u003c\/p\u003e\n\u003cp data-start=\"726\" data-end=\"787\"\u003e\u003cstrong data-start=\"726\" data-end=\"744\"\u003eCompact Design\u003c\/strong\u003e for maximum efficiency in minimal space.\u003c\/p\u003e\n\u003cp data-start=\"790\" data-end=\"847\"\u003e\u003cstrong data-start=\"790\" data-end=\"820\"\u003eOptional Universal Spindle\u003c\/strong\u003e for expanded capability.\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eNumber of Spindles:\u003c\/strong\u003e 4 (bottom, right, left, top)\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eWorking Width:\u003c\/strong\u003e Up to 180mm (7.086\")\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eWorking Height:\u003c\/strong\u003e Up to 105mm (4.103\")\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eProfiling Capacity (Vertical Spindles):\u003c\/strong\u003e 10mm\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eFeed Speed:\u003c\/strong\u003e 6-12 m\/min (19-39 ft\/min)\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eSpindle Speed:\u003c\/strong\u003e 6000 RPM \u003c\/p\u003e\n\u003cp data-start=\"790\" data-end=\"847\"\u003e \u003c\/p\u003e\n\u003cp data-start=\"867\" data-end=\"1187\"\u003e \u003c\/p\u003e","brand":"SCM","offers":[{"title":"Default Title","offer_id":46544046719229,"sku":"Used-profiset40ep","price":23000.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/files\/Profiset_40ep_Moulder.png?v=1755012685"},{"product_id":"used-10-hp-atlas-copco-piston-compressor","title":"SOLD Used 10 HP Atlas Copco Piston Compressor","description":"\u003cp data-end=\"517\" data-start=\"105\"\u003ePower, reliability, and efficiency — the 10 HP Atlas Copco CR Series piston compressor delivers it all. Built to handle the toughest jobs, this industrial-grade, two-stage cast-iron compressor is designed for years of dependable service in manufacturing facilities, workshops, and production lines. Its robust construction and splash-lubricated pump ensure smooth, consistent performance, even under heavy use.\u003c\/p\u003e\n\u003cp data-end=\"927\" data-start=\"519\"\u003eWith an impressive maximum working pressure of 175 psig, the CR Series provides all the air power you need to run multiple tools and demanding applications with ease. Smart features like the electronic drain reduce maintenance time, the belt guard aftercooler helps lower air temperatures and control moisture, and the low oil level switch safeguards your investment by preventing damage before it happens.\u003c\/p\u003e\n\u003cp data-end=\"1048\" data-start=\"929\"\u003eWhen uptime matters, trust Atlas Copco’s CR Series — engineered to keep your operation running strong, day after day.\u003c\/p\u003e\n\u003cp data-end=\"1048\" data-start=\"929\"\u003e \u003c\/p\u003e\n\u003cp data-end=\"175\" data-start=\"75\"\u003e\u003cstrong data-end=\"95\" data-start=\"75\"\u003eTwo-Stage Design\u003c\/strong\u003e – Delivers higher pressure and greater efficiency for demanding applications.\u003c\/p\u003e\n\u003cp data-end=\"276\" data-start=\"178\"\u003e\u003cstrong data-end=\"215\" data-start=\"178\"\u003eHeavy-Duty Cast Iron Construction\u003c\/strong\u003e – Ensures long-term durability in industrial environments.\u003c\/p\u003e\n\u003cp data-end=\"366\" data-start=\"279\"\u003e\u003cstrong data-end=\"308\" data-start=\"279\"\u003eSplash Lubrication System\u003c\/strong\u003e – Provides consistent lubrication for smooth operation.\u003c\/p\u003e\n\u003cp data-end=\"459\" data-start=\"369\"\u003e\u003cstrong data-end=\"398\" data-start=\"369\"\u003e175 PSIG Maximum Pressure\u003c\/strong\u003e – Ideal for a wide range of pneumatic tools and processes.\u003c\/p\u003e\n\u003cp data-end=\"564\" data-start=\"462\"\u003e\u003cstrong data-end=\"482\" data-start=\"462\"\u003eElectronic Drain\u003c\/strong\u003e – Automatically removes moisture to prevent corrosion and maintain air quality.\u003c\/p\u003e\n\u003cp data-end=\"659\" data-start=\"567\"\u003e\u003cstrong data-end=\"593\" data-start=\"567\"\u003eBelt Guard Aftercooler\u003c\/strong\u003e – Reduces air temperature and moisture for improved efficiency.\u003c\/p\u003e\n\u003cp data-end=\"746\" data-start=\"662\"\u003e\u003cstrong data-end=\"693\" data-start=\"662\"\u003eHigh-Efficiency Intercooler\u003c\/strong\u003e – Enhances performance between compression stages.\u003c\/p\u003e\n\u003cp data-end=\"847\" data-start=\"749\"\u003e\u003cstrong data-end=\"773\" data-start=\"749\"\u003eLow Oil Level Switch\u003c\/strong\u003e – Protects the compressor from damage by shutting down when oil is low.\u003c\/p\u003e\n\u003cp data-end=\"948\" data-start=\"850\"\u003e\u003cstrong data-end=\"889\" data-start=\"850\"\u003eBalanced Counterweighted Crankshaft\u003c\/strong\u003e – Minimizes vibration for quieter, smoother performance.\u003c\/p\u003e\n\u003cp data-end=\"1033\" data-start=\"951\"\u003e\u003cstrong data-end=\"980\" data-start=\"951\"\u003eIndustrial-Grade Bearings\u003c\/strong\u003e – Built for extended service life and reliability.\u003c\/p\u003e\n\u003cp data-end=\"1111\" data-start=\"1036\"\u003e\u003cstrong data-end=\"1063\" data-start=\"1036\"\u003eOversized Oil Reservoir\u003c\/strong\u003e – Keeps oil cooler for longer component life.\u003c\/p\u003e\n\u003cp data-end=\"1197\" data-start=\"1114\"\u003e\u003cstrong data-end=\"1158\" data-start=\"1114\"\u003eTEFC Motor (Totally Enclosed Fan Cooled)\u003c\/strong\u003e – Shields against dust and moisture.\u003c\/p\u003e\n\u003cp data-end=\"1278\" data-start=\"1200\"\u003e\u003cstrong data-end=\"1222\" data-start=\"1200\"\u003eNEMA 4 Starter Box\u003c\/strong\u003e – Protects electrical components in harsh conditions.\u003c\/p\u003e\n\u003cp\u003e\u003cstrong data-end=\"1319\" data-start=\"1281\"\u003eHead Unloaders (10 \u0026amp; 15 HP Models)\u003c\/strong\u003e – Reduce startup load, improving motor life and efficiency.\u003c\/p\u003e\n\u003cp\u003e \u003c\/p\u003e\n\u003cp\u003eAR 10HP\u003c\/p\u003e\n\u003cp\u003e208-230 Volt 3 Phase\u003c\/p\u003e\n\u003cp\u003e26\/25 FLA\u003c\/p\u003e\n\u003cp\u003e37,23 ACFM @100 psi\u003c\/p\u003e\n\u003cp\u003e35.37 ACFM @175 psi\u003c\/p\u003e\n\u003cp\u003eMax Pressure 175.00 psi\u003c\/p\u003e\n\u003cp\u003e120 Gallon ASME Tank\u003c\/p\u003e","brand":"Atlas Copco","offers":[{"title":"Default Title","offer_id":46544704405757,"sku":"Used10HP-AtlasCopco","price":2100.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/files\/Atlas-Copco-1-rotated.webp?v=1755023084"},{"product_id":"used-edgetech-cts370-countertop-saw","title":"Used Edgetech CTS370 Countertop Saw","description":"\u003cp data-start=\"82\" data-end=\"411\"\u003eReliable and precise countertop saw designed for professional stone fabrication. The CTS370 delivers clean, accurate cuts on granite, quartz, marble, and solid-surface materials. Built with a rugged steel frame and smooth sliding table, it ensures dependable performance job after job.\u003c\/p\u003e\n\u003cp data-start=\"413\" data-end=\"429\"\u003e\u003cstrong data-start=\"413\" data-end=\"427\"\u003eKey Specs:\u003c\/strong\u003e\u003c\/p\u003e\n\u003cul data-start=\"430\" data-end=\"638\"\u003e\n\u003cli data-start=\"430\" data-end=\"471\"\u003e\n\u003cp data-start=\"432\" data-end=\"471\"\u003eCutting capacity: 14.5\" (370mm) blade\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli data-start=\"472\" data-end=\"505\"\u003e\n\u003cp data-start=\"474\" data-end=\"505\"\u003eMax cutting depth: approx. 5\"\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli data-start=\"506\" data-end=\"532\"\u003e\n\u003cp data-start=\"508\" data-end=\"532\"\u003eMotor: 7.5 HP, 3-phase\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli data-start=\"533\" data-end=\"589\"\u003e\n\u003cp data-start=\"535\" data-end=\"589\"\u003ePrecision sliding table for straight and angled cuts\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli data-start=\"590\" data-end=\"638\"\u003e\n\u003cp data-start=\"592\" data-end=\"638\"\u003eHeavy-duty construction for shop reliability\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli data-start=\"590\" data-end=\"638\"\u003eYear: \u003c\/li\u003e\n\u003cli data-start=\"590\" data-end=\"638\"\u003e230V\/35A\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp data-start=\"640\" data-end=\"729\"\u003eThis unit is pre-owned, well-maintained, and ready to go straight to work in your shop.\u003c\/p\u003e\n\u003cp data-start=\"1071\" data-end=\"1188\"\u003eLocation: Spring Grove, IL\u003c\/p\u003e\n\u003cp data-start=\"1071\" data-end=\"1188\"\u003eFreight: FOB Spring Grove, IL\u003c\/p\u003e\n\u003cp data-start=\"1071\" data-end=\"1188\"\u003eVideo of machine running upon request. \u003c\/p\u003e","brand":"Edgetech","offers":[{"title":"Default Title","offer_id":46570475651325,"sku":"WSI-USEDEDGETECHCTS370","price":5200.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/files\/1_71eed628-8e7b-409a-8659-95181def22f0.jpg?v=1755884839"},{"product_id":"used-ritter-r113-line-bore-machine","title":"Used Ritter R113 Line Bore Machine","description":"\u003cp\u003e\u003cimg\u003e\u003c\/p\u003e\n\u003cp data-start=\"95\" data-end=\"469\"\u003eThe Ritter R113 is a heavy-duty, single-row line boring machine designed to deliver accuracy, efficiency, and durability in demanding woodworking environments. Built around Ritter’s reputation for rugged American-made machinery, the R113 is engineered to handle the repetitive precision drilling required in cabinetmaking, furniture production, and architectural millwork.\u003c\/p\u003e\n\u003cp data-start=\"471\" data-end=\"876\"\u003eEquipped with 13 spindles on 32mm centers, the R113 makes quick work of drilling consistent and accurate hole patterns for shelf pins, hinge plates, and system holes, making it an essential tool for shops working within the 32mm cabinet construction system. The pneumatic, foot-pedal actuated drill stroke ensures smooth operation and repeatability, reducing operator fatigue while improving throughput.\u003c\/p\u003e\n\u003cp data-start=\"878\" data-end=\"1352\"\u003eThe R113’s solid steel frame provides long-lasting durability and vibration-free drilling, while its precision-machined components ensure that holes are aligned perfectly every time. The machine accepts 10mm shank boring bits, allowing for quick setup changes and flexibility across different applications. Its compact footprint makes it suitable for smaller cabinet shops while still offering the performance and reliability expected in large-scale production facilities.\u003c\/p\u003e\n\u003cp data-start=\"1354\" data-end=\"1573\"\u003eWhether used for shelf pin boring, hinge boring, or general line drilling, the R113 combines reliability, simplicity, and accuracy, making it a versatile solution for any shop that values consistency and productivity.\u003c\/p\u003e\n\u003cp data-start=\"1009\" data-end=\"1061\"\u003eAccurate and consistent line boring on 32mm system\u003c\/p\u003e\n\u003cp data-start=\"1064\" data-end=\"1118\"\u003ePneumatic feed for smooth, efficient drilling cycles\u003c\/p\u003e\n\u003cp data-start=\"1121\" data-end=\"1168\"\u003eQuick-change 10mm boring bits for flexibility\u003c\/p\u003e\n\u003cp data-start=\"1171\" data-end=\"1233\"\u003eRugged steel frame for durability in production environments\u003c\/p\u003e\n\u003cp data-start=\"1236\" data-end=\"1302\"\u003eIdeal for cabinet shops and high-volume woodworking applications\u003c\/p\u003e\n\u003cp data-start=\"475\" data-end=\"525\"\u003e\u003cstrong data-start=\"475\" data-end=\"488\"\u003eSpindles:\u003c\/strong\u003e 13 (32mm center-to-center spacing)\u003c\/p\u003e\n\u003cp data-start=\"528\" data-end=\"562\"\u003e\u003cstrong data-start=\"528\" data-end=\"547\"\u003eDrilling Depth:\u003c\/strong\u003e Up to 1-1\/2\"\u003c\/p\u003e\n\u003cp data-start=\"565\" data-end=\"610\"\u003e\u003cstrong data-start=\"565\" data-end=\"590\"\u003eDrill Bit Shank Size:\u003c\/strong\u003e 10mm (Euro-style)\u003c\/p\u003e\n\u003cp data-start=\"613\" data-end=\"668\"\u003e\u003cstrong data-start=\"613\" data-end=\"635\"\u003eDrill Head Stroke:\u003c\/strong\u003e Pneumatic, foot-pedal actuated\u003c\/p\u003e\n\u003cp data-start=\"724\" data-end=\"784\"\u003e\u003cstrong data-start=\"724\" data-end=\"750\"\u003eBack Fence with Stops:\u003c\/strong\u003e For repeatable part positioning\u003c\/p\u003e\n\u003cp data-start=\"787\" data-end=\"846\"\u003e\u003cstrong data-start=\"787\" data-end=\"797\"\u003eMotor:\u003c\/strong\u003e 2 HP, 230V, 3-phase \u003c\/p\u003e\n\u003cp data-start=\"849\" data-end=\"879\"\u003e\u003cstrong data-start=\"849\" data-end=\"867\"\u003eSpindle Speed:\u003c\/strong\u003e 3,450 RPM\u003c\/p\u003e\n\u003cp data-start=\"1236\" data-end=\"1302\"\u003e \u003c\/p\u003e\n\u003cp data-start=\"1354\" data-end=\"1573\"\u003e \u003c\/p\u003e","brand":"Ritter","offers":[{"title":"Default Title","offer_id":46606054588669,"sku":"UsedRitterR113","price":2000.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/files\/Ritter_R113_04.jpg?v=1756990601"},{"product_id":"used-safety-speed-4375-10hp-1ph-230v-wide-belt-sander","title":"SOLD Used Safety Speed 4375 10HP, 1PH, 230V Wide Belt Sander","description":"\u003cp data-end=\"491\" data-start=\"121\"\u003eThe Safety Speed 4375 wide belt sander is designed to deliver reliable, high-quality sanding results for woodworking shops needing industrial performance on single-phase power. Equipped with a 10 horsepower motor and operating on 230 volts, this machine offers the sanding power normally found in larger, three-phase models while remaining accessible to smaller shops.\u003c\/p\u003e\n\u003cp data-end=\"845\" data-start=\"493\"\u003eWith a 42-inch sanding capacity, the 4375 is capable of handling cabinet panels, doors, furniture parts, and solid wood components. It uses a 75-inch sanding belt, providing consistent contact for both stock removal and fine finishing. The electronic belt tracking system automatically maintains alignment, reducing operator adjustments and downtime.\u003c\/p\u003e\n\u003cp data-end=\"1202\" data-start=\"847\"\u003eThe adjustable conveyor feed allows operators to fine-tune sanding for different materials, from veneers to solid wood, while the digital thickness readout ensures repeatable, accurate results. A heavy-duty steel frame and compact footprint provide durability and stability without taking up excessive floor space, making it practical for growing shops.\u003c\/p\u003e\n\u003cp data-end=\"1457\" data-start=\"1204\"\u003eThe Safety Speed 4375 offers an excellent balance of power, precision, and accessibility, making it a dependable choice for cabinetmakers, furniture builders, and millwork operations seeking professional sanding capabilities in a single-phase machine.\u003c\/p\u003e\n\u003cp data-end=\"223\" data-start=\"168\"\u003e10 horsepower main motor for consistent sanding power\u003c\/p\u003e\n\u003cp data-end=\"304\" data-start=\"226\"\u003eSingle-phase 230-volt operation, ideal for shops without three-phase service\u003c\/p\u003e\n\u003cp data-end=\"377\" data-start=\"307\"\u003e42-inch sanding capacity for panels, doors, and furniture components\u003c\/p\u003e\n\u003cp data-end=\"457\" data-start=\"380\"\u003e75-inch sanding belt for efficient stock removal and extended abrasive life\u003c\/p\u003e\n\u003cp data-end=\"531\" data-start=\"460\"\u003eElectronic belt tracking for automatic alignment and reduced downtime\u003c\/p\u003e\n\u003cp data-end=\"613\" data-start=\"534\"\u003eAdjustable conveyor feed speed to match different materials and sanding needs\u003c\/p\u003e\n\u003cp data-end=\"679\" data-start=\"616\"\u003eDigital thickness readout for precise and repeatable settings\u003c\/p\u003e\n\u003cp data-end=\"748\" data-start=\"682\"\u003eHeavy-duty steel frame construction for stability and durability\u003c\/p\u003e\n\u003cp data-end=\"808\" data-start=\"751\"\u003eCompact footprint designed for small to mid-sized shops\u003c\/p\u003e\n\u003cp\u003eUser-friendly controls and easy access for adjustments and maintenance\u003c\/p\u003e\n\u003cp\u003e \u003c\/p\u003e\n\u003ctable data-end=\"2298\" data-start=\"280\" class=\"cke_show_border\"\u003e\n\u003cthead data-end=\"365\" data-start=\"280\"\u003e\n\u003ctr data-end=\"365\" data-start=\"280\"\u003e\n\u003cth data-col-size=\"sm\" data-end=\"309\" data-start=\"280\"\u003eSpecification\u003c\/th\u003e\n\u003cth data-col-size=\"xl\" data-end=\"365\" data-start=\"309\"\u003eValue\u003c\/th\u003e\n\u003c\/tr\u003e\n\u003c\/thead\u003e\n\u003ctbody data-end=\"2298\" data-start=\"451\"\u003e\n\u003ctr data-end=\"575\" data-start=\"451\"\u003e\n\u003ctd data-col-size=\"sm\" data-end=\"479\" data-start=\"451\"\u003e\u003cstrong data-end=\"462\" data-start=\"453\"\u003eMotor\u003c\/strong\u003e\u003c\/td\u003e\n\u003ctd data-col-size=\"xl\" data-end=\"575\" data-start=\"479\"\u003e10 HP, single-phase (1~), 230 V \u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-end=\"669\" data-start=\"576\"\u003e\n\u003ctd data-col-size=\"sm\" data-end=\"604\" data-start=\"576\"\u003e\u003cstrong data-end=\"599\" data-start=\"578\"\u003eMax Working Width\u003c\/strong\u003e\u003c\/td\u003e\n\u003ctd data-col-size=\"xl\" data-end=\"669\" data-start=\"604\"\u003e42\" (≈ 1070 mm) \u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-end=\"762\" data-start=\"670\"\u003e\n\u003ctd data-col-size=\"sm\" data-end=\"698\" data-start=\"670\"\u003e\u003cstrong data-end=\"697\" data-start=\"672\"\u003eMax Working Thickness\u003c\/strong\u003e\u003c\/td\u003e\n\u003ctd data-col-size=\"xl\" data-end=\"762\" data-start=\"698\"\u003e7¼\" (≈ 184 mm) \u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-end=\"855\" data-start=\"763\"\u003e\n\u003ctd data-col-size=\"sm\" data-end=\"791\" data-start=\"763\"\u003e\u003cstrong data-end=\"790\" data-start=\"765\"\u003eMin Working Thickness\u003c\/strong\u003e\u003c\/td\u003e\n\u003ctd data-col-size=\"xl\" data-end=\"855\" data-start=\"791\"\u003e1⁄8\" (≈ 3 mm)\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-end=\"949\" data-start=\"856\"\u003e\n\u003ctd data-col-size=\"sm\" data-end=\"884\" data-start=\"856\"\u003e\u003cstrong data-end=\"880\" data-start=\"858\"\u003eMin Working Length\u003c\/strong\u003e\u003c\/td\u003e\n\u003ctd data-col-size=\"xl\" data-end=\"949\" data-start=\"884\"\u003e12\" (≈ 305 mm) \u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-end=\"1043\" data-start=\"950\"\u003e\n\u003ctd data-col-size=\"sm\" data-end=\"978\" data-start=\"950\"\u003e\u003cstrong data-end=\"974\" data-start=\"952\"\u003eMax Working Length\u003c\/strong\u003e\u003c\/td\u003e\n\u003ctd data-col-size=\"xl\" data-end=\"1043\" data-start=\"978\"\u003eUnlimited \u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-end=\"1137\" data-start=\"1044\"\u003e\n\u003ctd data-col-size=\"sm\" data-end=\"1072\" data-start=\"1044\"\u003e\u003cstrong data-end=\"1067\" data-start=\"1046\"\u003eSanding Belt Size\u003c\/strong\u003e\u003c\/td\u003e\n\u003ctd data-col-size=\"xl\" data-end=\"1137\" data-start=\"1072\"\u003e43\" × 75\" \u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-end=\"1234\" data-start=\"1138\"\u003e\n\u003ctd data-col-size=\"sm\" data-end=\"1166\" data-start=\"1138\"\u003e\u003cstrong data-end=\"1158\" data-start=\"1140\"\u003eConveyor Speed\u003c\/strong\u003e\u003c\/td\u003e\n\u003ctd data-col-size=\"xl\" data-end=\"1234\" data-start=\"1166\"\u003e0–18 FPM (feet per minute) \u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-end=\"1328\" data-start=\"1235\"\u003e\n\u003ctd data-col-size=\"sm\" data-end=\"1263\" data-start=\"1235\"\u003e\u003cstrong data-end=\"1259\" data-start=\"1237\"\u003eVacuum Requirement\u003c\/strong\u003e\u003c\/td\u003e\n\u003ctd data-col-size=\"xl\" data-end=\"1328\" data-start=\"1263\"\u003e1000 CFM \u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-end=\"1422\" data-start=\"1329\"\u003e\n\u003ctd data-col-size=\"sm\" data-end=\"1360\" data-start=\"1329\"\u003e\u003cstrong data-end=\"1359\" data-start=\"1331\"\u003eContact Roller Durometer\u003c\/strong\u003e\u003c\/td\u003e\n\u003ctd data-col-size=\"xl\" data-end=\"1422\" data-start=\"1360\"\u003e60 (Shore A) \u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr data-end=\"1526\" data-start=\"1423\"\u003e\n\u003ctd data-col-size=\"sm\" data-end=\"1452\" data-start=\"1423\"\u003e\u003cstrong data-end=\"1451\" data-start=\"1425\"\u003eDimensions (L × W × H)\u003c\/strong\u003e\u003c\/td\u003e\n\u003ctd data-col-size=\"xl\" data-end=\"1526\" data-start=\"1452\"\u003e56\" wide × 53\" deep × 70\" high\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003c\/tbody\u003e\n\u003c\/table\u003e\n\u003cp data-end=\"1457\" data-start=\"1204\"\u003e \u003c\/p\u003e","brand":"Safety Speed Cut","offers":[{"title":"Default Title","offer_id":46619264680189,"sku":"WSI-SS437510HP1PH230VWBS","price":7000.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/files\/SafetySpeed437510HPWideBeltSander4.jpg?v=1757899334"},{"product_id":"used-uhling-hp3000-case-clamp","title":"Used Uhling HP3000 Case Clamp","description":"\u003cp\u003e\u003cimg\u003e\u003c\/p\u003e\n\u003cp data-start=\"95\" data-end=\"469\"\u003e\u003cbr\u003e\u003c\/p\u003e","brand":"J.C. Uhling","offers":[{"title":"Default Title","offer_id":46636863914237,"sku":"UsedUhlingHP30001668","price":8000.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/files\/HP3000-1_168c25d2-2db7-4d68-8f9a-500d40f6d3f0.jpg?v=1758124150"},{"product_id":"used-scmi-s116-wa-sliding-table-saw","title":"SOLD Used 1992 SCMI SI16 WA Sliding Table Saw","description":"\u003cp data-end=\"401\" data-start=\"122\"\u003e\u003cbr\u003e\u003c\/p\u003e","brand":"SCM","offers":[{"title":"Default Title","offer_id":46701248020733,"sku":"WSI-USEDSCMSI400EP","price":5500.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/files\/FrontViewSCMIS116WA.jpg?v=1759849028"},{"product_id":"used-smc-omal-jollycolla","title":"Used Omal Jolly Colla, Precision Metering Glue Gun","description":"\u003cp\u003eThe Jolly Colla is an automatic precision metering glue gun. Equipped with a multifunctional glue application designed to spread exact quantity of glue with continuous stream or impulse dosing modes. The quantity adjustment is performed by a potentiometer while the spreading is controlled with a single electric push button located on the gun. The machine is equipped with two large pressurized tanks, one for the product to be applied and one for the purging the glue system with distilled water.\u003c\/p\u003e\n\u003cp\u003eA perfect complement for cabinet manufacturers who utilize dowel construction or need precise amounts of glue for drawer box assembly. The Jolly Colla controls the exact amount of glue insertion in the end panel prior to assembly at the case clamp. Manual glue dosing from a squeeze bottle can result in excess glue with a consequence of clean up issues or deficiency in glue with a starved glue joint and possible joint failure.\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eAdvantages\u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eGlue application is as simple as the push of a button;\u003c\/li\u003e\n\u003cli\u003ePrecise quantity of glue is always applied by means of electronic dosage control;\u003c\/li\u003e\n\u003cli\u003eThe Jolly Colla works with a single injection or continuous mode;\u003c\/li\u003e\n\u003cli\u003eQuality and ease of assembly.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003ePremium Features\u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eAdjustment of glue quantity by means of a potentiometer placed on the control panel controlled by electronic card;\u003c\/li\u003e\n\u003cli\u003eImpulse or continuous mode;\u003c\/li\u003e\n\u003cli\u003eTwo large pressurized tanks, one for glue and the second for water or washing liquid;\u003c\/li\u003e\n\u003cli\u003eMachine available with one or two guns.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cbr\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eTECHNICAL DATA\u003c\/strong\u003e                   \u003c\/p\u003e\n\u003ctable style=\"width: 536.4px;\" class=\"table table-hover table-bordered\" cellspacing=\"1\" cellpadding=\"1\" border=\"1\"\u003e\n\u003ctbody\u003e\n\u003ctr\u003e\n\u003ctd width=\"144\"\u003e\u003cspan\u003eGlue tank capacity:\u003c\/span\u003e\u003c\/td\u003e\n\u003ctd width=\"67\"\u003e \u003c\/td\u003e\n\u003ctd width=\"116\"\u003e8 liters\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr\u003e\n\u003ctd\u003e\u003cspan\u003eWashing tank capacity:\u003c\/span\u003e\u003c\/td\u003e\n\u003ctd\u003e \u003c\/td\u003e\n\u003ctd\u003e8 liters\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr\u003e\n\u003ctd\u003e\u003cspan\u003eAir pressure:\u003c\/span\u003e\u003c\/td\u003e\n\u003ctd\u003e \u003c\/td\u003e\n\u003ctd\u003e1-6 atm\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr\u003e\n\u003ctd\u003e\u003cspan\u003eGlue viscosity:\u003c\/span\u003e\u003c\/td\u003e\n\u003ctd\u003e \u003c\/td\u003e\n\u003ctd\u003e1500-4000 cps*\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr\u003e\n\u003ctd\u003e\u003cspan\u003eMinimum Glue PH\u003c\/span\u003e\u003c\/td\u003e\n\u003ctd\u003e \u003c\/td\u003e\n\u003ctd\u003e5**\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr\u003e\n\u003ctd\u003e\u003cspan\u003eFeed tube length:\u003c\/span\u003e\u003c\/td\u003e\n\u003ctd\u003e \u003c\/td\u003e\n\u003ctd\u003e3 m\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr\u003e\n\u003ctd\u003e\u003cspan\u003eAbsorbed power:\u003c\/span\u003e\u003c\/td\u003e\n\u003ctd\u003e \u003c\/td\u003e\n\u003ctd\u003e250 W\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr\u003e\n\u003ctd\u003e\u003cspan\u003eVoltage upon request:\u003c\/span\u003e\u003c\/td\u003e\n\u003ctd\u003e \u003c\/td\u003e\n\u003ctd\u003e110 V Single phase\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr\u003e\n\u003ctd\u003e\u003cspan\u003eControl voltage:\u003c\/span\u003e\u003c\/td\u003e\n\u003ctd\u003e \u003c\/td\u003e\n\u003ctd\u003e12 V cc\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr\u003e\n\u003ctd\u003e\u003cspan\u003eOverall dimensions:\u003c\/span\u003e\u003c\/td\u003e\n\u003ctd\u003e \u003c\/td\u003e\n\u003ctd\u003e600x350x980mm\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr\u003e\n\u003ctd\u003e\u003cspan\u003ePacking dimensions:\u003c\/span\u003e\u003c\/td\u003e\n\u003ctd\u003e \u003c\/td\u003e\n\u003ctd\u003e900x400x700mm\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr\u003e\n\u003ctd\u003e\u003cspan\u003eNet weight:\u003c\/span\u003e\u003c\/td\u003e\n\u003ctd\u003e \u003c\/td\u003e\n\u003ctd\u003e40 Kg.\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr\u003e\n\u003ctd\u003e\u003cspan\u003eGross weight:\u003c\/span\u003e\u003c\/td\u003e\n\u003ctd\u003e \u003c\/td\u003e\n\u003ctd\u003e45 Kg.\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003c\/tbody\u003e\n\u003c\/table\u003e\n\u003cp\u003e \u003c\/p\u003e","brand":"SCM","offers":[{"title":"Default Title","offer_id":46708048265469,"sku":"Used-WSI-Omaljc","price":3600.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/files\/Omal_Jollycolla.jpg?v=1760031972"},{"product_id":"used-2016-biesse-akron-1440-a-edgebander-with-forced-air-system","title":"Used 2016 Biesse Akron 1440 A Edgebander with Forced Air System","description":"","brand":"Biesse","offers":[{"title":"Default Title","offer_id":47079579877629,"sku":"SKU WSI-USEDBIESSEAKRON1440A","price":49000.0,"currency_code":"USD","in_stock":false}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0053\/0907\/1450\/files\/UsedBiesseAkron1440A_AirForcedSystem.jpg?v=1767965493"}],"url":"https:\/\/www.wsimachinery.com\/collections\/sold-used-machines\/gluing-equip-dowel-inserters.oembed","provider":"WSI Machinery","version":"1.0","type":"link"}