Taille | Size | Talla | Tamanho
27.95 €
27.95 €
27.95
EUR
27.95 €
This combination does not exist.
Add to Cart
Buy Now
Add to wishlist
elle | 09 | - Argent & Crème
We created an elastic bracelet (easy to put on and take off) using the strength and resistance of bungee jumping elastic.
The metal components are silver plated (2µ thick) with a double layer of lacquer to give it maximum durability
/9j/4Q1GRXhpZgAASUkqAAgAAAAHABoBBQABAAAAYgAAABsBBQABAAAAagAAACgBAwABAAAAAgAAADEBAgAgAAAAcgAAABMCAwABAAAAAQAAAJiCAgAAAAAAAAAAAGmHBAABAAAAkgAAAOwAAABIAAAAAQAAAEgAAAABAAAAQWRvYmUgUGhvdG9zaG9wIENDIDIwMTUgV2luZG93cwAHAACQBwAEAAAAMDIyMQGRBwAEAAAAAQIDAACgBwAEAAAAMDEwMAGgAwABAAAAAQAAAAKgBAABAAAAOAQAAAOgBAABAAAAOAQAAAakAwABAAAAAAAAAAAAAAAGAAMBAwABAAAAAAAGABoBBQABAAAAOgEAABsBBQABAAAAQgEAACgBAwABAAAAAAACAAECBAABAAAASgEAAAICBAABAAAA8gsAAAAAAABIAAAAAQAAAEgAAAABAAAA/9j/2wCEAAEBAQEBAQIBAQIDAgICAwQDAwMDBAUEBAQEBAUGBQUFBQUFBgYGBgYGBgYHBwcHBwcICAgICAkJCQkJCQkJCQkBAQEBAgICBAICBAkGBQYJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCQkJCf/dAAQACv/AABEIAKAAoAMBIgACEQEDEQH/xAGiAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgsQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+gEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoLEQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2gAMAwEAAhEDEQA/AP7+KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Q/v4ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9H+/iiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/0v7+KKKKACiiigAoo6VUlv7KC3+1yyosWMhsjB+nrSlJJXY0m9EW6K8v1L4t+FLO4NnZM97MOCkClyPwGTXlHij4+63Z3UVhpmh3KCSRQZZcRqEJwcs+Np9Bgk+leHi+JMHRi5OV7dk3/wAA76OWVpu1rep9T0hZR1OK+RdS+KXirVtT/sj+0bbSoFUFnCmSbaeBhcqpOc5O7j0qZI/BtwN2p+J9Tnk7lWijH4AA/wA68z/W6nNv2Ufvko/5s6v7Gkvjf3K59aAg9KWvkSafRNPHm6N4m1BCOglSKQfoyH9axD8dPEXhq4VJ5jqNuDy/lEED3AJP5E1EuM6VP+NGy8pJ/wCRSyOcvgf3po+1qK8A8N/tA+GNYiU3amMnqV5/Q8iuy1P4p+Hrez8zR919cHkQx8NtHViWwMD6/SvXpcSYKcHNVF+v3dfkcU8srxfK4nptISAMngCvM7D4n6VqFlFdWsTymVQw8sFlOfcA1geKvGzXuj3Ony2kyxzRsjbQQ2CMHB4watZ9h5RvTbl6J/5E/wBn1L2loei2/jbwdd6yvhy01W0lv234t0mRpP3eN42g5yuRkdRXT1+Qfw1tPi7q3xRtLPSNHSwtYb22uLnUmgEcjJBJcK4DnJMj27xxNgYOAc/LX69IxZQxGM13YPETqx5pRsY4ikoOydx1FFFdZgf/0/7+KKKKACjp1opCNwwaAPhL9vT476l8FvhhayaZeppKatci1k1GUHyoWypSOVlOY1n5TzAGKddjdK+LP2JfiH4m+Jw1CK9gmh8F2StHDZTTFZbPU4JWiu7QAfetVK7lIYLuJCfuyqr+tHxS+HnhXx/4dm0Hxhax32nyj97BMoZGA5GQa+Z9D8B6Rp8DeGfA9qthppckhAd0jEnJLHk89M18nnsJSrRgvev0/V+R7mXzgqbb08zqLrxpcMB4e8HwqiqNpWFQka/l/Wuc1T4D+KviFb+XqmqT2cT4J8g7D68Hk/livpTwR8PNM0G1UmMbuuPf1Pqa9TjjWMbFUADpW9Dh+E1zYl8z/Bei6GFTMXF2paHzDpP7PdlbgPquo3N9KAAXkwpwPQKAK66L4MeHYVxH5gx/tGvdcYor1aeV0ILljE5JYyo3ds8QPwqsYlxDI3HZiayLj4crDkmIOB6BW/mK+hCoPWo2gjYYIqngKfYX1qfc+X7jwTpUbfvbOHPrJCo/UYrmta+EGn+JZra+s/8ARJ7Ulo3hZuCVK52ggHAJ68Zr66m06KUEMAfY1zt74eQHzLX5GHccVw4rI6NWLjKKOmlmE4u6Z4Z4XOpeBrsaDrpEunMf3MijaFPoQMYr3q206C/iDKF8s+gyDWHdafbapZS6VqaDcy4DdOex+oNSfD6+lfTnsLg5aBsc/l/SuHAUnha8cM3eEr28munp2NcRNVYOpbVb+fmdjZaTZWXMaDd64rToor6o8gKKKKAP/9T+/iiiigApCcDJpaa33TQBxvi1mk0x4VON4I/MGuR8KaVBCyttA4GK7fXbUXdm0Ocdwf614L4r8fJ8P9EnudbYIGIhj29WaT5QVIzj8RwcV81i63sMU6tRe61a/Z/8E9OjBzpckXqfR9rqOnuv7qeJsccOp/rWnvUjIr8jbj4v+HbDS7jXt13MbKGW5Clon3NGpYKTtU9vTP1rz67/AG9vGGkyeF/hzp0aWg1TS7jzGljdpWkaSCGOSKUkBfLeckgqc7VA5Nbxz+ipck/6sJ5bO14n7aE4phngVtjOoPoSK/l08GeM/wBoqHW7jxBc/GTxFLYvK3+jvPt27TyOnTqAM1+vPwr+NegHwfo8/jXX4JL++MkSS31xGk0zxl8D5sb22RseB0UnsabzyL0jElZe+rP0RE8bHCEN9DSPMsa73IVR1J4Ffld+1J+1X4j+EngOLxV8HNR02WRnuUu55F+1CKJLV2jZApClhP5ZIJwUDDqRXjNj+26PjX4f+H/xETzLXT/EOn2olt8AF2v4RKkwU8BlYqCBkAZ5qZ8Q0YL399io5ZOT02P2qtNa0m+uXs7O6hlljGWRHVmUe4ByK0XGVNfkh4d+KOr+G/FNvqmiLNM4jdRzhWwp/hCrn9a+qrP9q2yeyV7/AEySGXHOQQM/jRLiKhB8tXT5Nh/ZlR/AfSPiCSOzjNy3G0Zrk/AM24zzD+NgP8/ia8Nh8ceOPixeJbaVZta2ORumkUquP9gHlj79K+o/CvhpNEsI4D1A5z1J9TWeHcsViY11G0I7X6tjqJUabpt3bOuiJK81JRRX0Z5gUUUUAf/V/v4ooooAKhkcgYFTVWcrkgmqirgZl4A0eCM5rxH4geEItf0+S2xgsMAnqD6j0Ne9hN/FQyaZDMu1xWNbDxloy4VHHY/F7xD+y/8AGOx1CSDw/fQS2Um5cOmH2ONrZYYycHritDXvgteaImna1rdhFql/pFg1nbzsP3yQsBuRGwQNzANnB+YBuoGP16l8K2jtleKwL7wLBcN0yK4o5bBXt1N5YuT3P5add8AHSr17afRfEvlqxC7LyEjr1x5afWuk8ZeCLTxna+GjJ4aa8k0KKb7PJqSwCaB5J3cYaTS7/J2kEsrqvbb1J/pIm+C2h3km+6jRj/uirkHwe0KFgqQqAOhxXJ/Y6TvFm6x3dH4ifCf4eT698O28D6vo0KwNfzXMsJijMRR0iC8w2NguSUOQYicdWIwB634r/Zk8Uaho/h6y+HYg09fDG0adZrF5dpEi4xGqJgKikAhRxxX7EWXw+0i1Xb5SADphRW9H4Y0yIABAcewrojlkVFxZlLFu90flX8I/2c/ina6vHrHxN1kagyZKQxReXGpPU+p/E1926F8NrCIoTax5XuVFe5x6NaREGMAY7AVcS0jj+6K6aeCpx2RlPEzluZuj6LbabENiAH2rdoorrsYBRRRQAUUUUAf/1v7+KKKKACo/KTOakoppgNCKvSnUUUgCiiigAooooAKKKKACiiigAooooAKKKKACiiigD//X/v4ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9D+/iiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2QAA/+EDHWh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8APD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMwNjcgNzkuMTU3NzQ3LCAyMDE1LzAzLzMwLTIzOjQwOjQyICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RSZWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZVJlZiMiIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyIgeG1wTU06RG9jdW1lbnRJRD0ieG1wLmRpZDpCNTMxNjNCQTZDRDUxMUVEOEU3NEM1N0JDMUNDRDdBMCIgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDpCNTMxNjNCOTZDRDUxMUVEOEU3NEM1N0JDMUNDRDdBMCIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgMjAxNSBXaW5kb3dzIj4gPHhtcE1NOkRlcml2ZWRGcm9tIHN0UmVmOmluc3RhbmNlSUQ9IjJEOTFEMTM5MjU5RkZBRTlBMDYzNjhDNkIwODA2QzRGIiBzdFJlZjpkb2N1bWVudElEPSIyRDkxRDEzOTI1OUZGQUU5QTA2MzY4QzZCMDgwNkM0RiIvPiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6UkRGPiA8L3g6eG1wbWV0YT4gPD94cGFja2V0IGVuZD0iciI/Pv/tAEhQaG90b3Nob3AgMy4wADhCSU0EBAAAAAAADxwBWgADGyVHHAIAAAIAAgA4QklNBCUAAAAAABD84R+JyLfJeC80YjQHWHfr/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoKDBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgEOAQ4AwERAAIRAQMRAf/EAKIAAQADAQEBAQEAAAAAAAAAAAABAgMEBQYHCAEBAQEBAQEAAAAAAAAAAAAAAAECAwQFEAEAAgIBAgQEAwUFAwgHBwUAAQIRAwQhEjFBUQVhIhMGcYEHkaGxMhTBQlIjFfDRYuFyksIzQxYXgqLSUyQlCPGyY5NUdCZzg6M0NhEBAQEBAAIDAQACAgMBAAAAAAERAhIDITETQVEyIgRhcRRC/9oADAMBAAIRAxEAPwD+qQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADQNAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACZiIzM4gGF+dxaRMzeOgPnfcfvzgcPf8ASvXt+MpbhG+n7t0cjT36cTmOkszuNeL5z3v7k95153aczrj+aJ8v2F7JHV9sfee3lTFd9vxiXOe35avD7jTupupF6TmJdpdYsXVAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACZiPGcJoztv1x55ZvcizlnbmUjyYvujXgznnT5fBj918GduZfxz06s321fFSeVbPWfSGP1rXiieXbGe7/aU/SniTybec+v7i908SORbHS3wJ3V8SOXfH83+3hB+lTxXry9kdJn/aGp7angn+t2Rbxa/ap4NK86fOGp708Gkcyk+MNT3RPBpHI1z5tz2xPGrRspPhLU7lTKtmGtQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB4Pu3uN/qTSk9IZ66WR5H9Re8zFpzHm5a3jzvffY9XM4s4pmZj5bR4xJKWPjvZebzOB7lb2/bEzmcdf4sdTK1zX32v2rlb+NMzTurMYmfLEtRL8PlOV7VyvZveaWvM14uycxP4+TPfP8AYsv8fp3su3Vr4NL5zS0Zizpx0x1Hq1tW1YtWcxPhLswkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGe3dWnxljrvFkZzycOX61ucNNW6L/AIt8ezWeucaOrJnAMr8jXXzzLF9kjU5c9+ZefDpDj17mpwwvyJz1n1cb7LW5yxvya1659GbVxhfm0rnr18P29WdXGNvcK/wlPIY29wmY8fU8lUtzpnz/ANoTRSeZOIjPoaqY5szHj5fxTUxavMmInr8V0P620W8fA1WscyZmIz+JqNP6yZjET+f4rpi9ebMeIY0/ra+P+3RdMXry64/2/NfJGlOV6T1/3nkWNq8r0s3PYz4tq8y34tz21m8Nq8uk+LrPcz4NK7tdvCW57JUvNXiYnwblZFAAAAAAAAAAAAAAAAAAAAAAAAAGfJv2aL29IB8fyNk22WtMZcO/t05c31tfhE9WPJrHo+0crVbd9DbETW3SE8vkx5P6ifbmrj8Ofd+FXt2acTsiPOId+udjnLj6T7K9z0+5/b3G5NJie6uLfjDHqi9Vj9++26uX9vb57f8AN0x3a7R4xLrk+mNeT+mfvf8AqPskad1v83TM0nPweafFx1/j6f2nkWtt36c91NdpisvTy516bSAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEg4uRzorOM4ef2ex0nLn/AKnXticTn4ON61vxXis9nRlVtW2KXjM49WublZsb39w48fy27peq+2OfjXLt5s3nx6PP37tb55c1uVXGZn0cr06SObbzaVzGfgx5Lji3e55zmesJelkce33CZmYz6sXoxlPK2XnpEzJtVpTje4bYiaabznzw1PX1f4z5R0U9l92v/wB3j8Zhuf8AX6PONqfbvuc+PbHr1an/AFumf0jT/wAMc+f79Y/a1/8ANT9Sftjnx4Xr+8/+W/5T9UW+3fcY8JrP5p/81X9Ix2eze50nrr7vwnKX/r9L+kZX4PuFPHVb49GPy6XzimeRSMWraPxifJPGz+LsTHJt0Z1V68ldRpHJieimNqcjPhIYvTf6SsRrXkWjrnoDWnLnPiaY3py4818kxtq5kzPSW+fZYl5dVOXPn1dufdWLw1ryNc+eHWe2MXmtItE+Euk6lZxKgAAAAAAAAABmE0F0AAAAAAMgjMArbZEJaKzuhm+yLOWO3bF6zWfCXO+1qcvN3cWvXtjxcL06SPm/euNOqtttOk16zCVXl8D3fHIpOfmiYc9XH23vvuPA2/bvIjbeLRfVMTXzzMPd6+/iOPXL4H9LPuent/C5Ht1qzalNtpp8ImXOXOlnPw+r+5fuO1/aORWlcRNZz+DpqY/N/sHl8zXzORTXPbWbTbH4uF/2dJ9P2T2Di/S4/fac3v1tPxl6eXLp6zbIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABMxHjJorO3XHmz5xcrO/L11+LN9sXxZW59YjwYvuXwc1/eq1vNYjrEMX3tfmrHut7x0jET4s331fBju31mJm2HO9a1I8rdyI0b63rOKzOJj8WLWo9nXyKW11nPjCzpLFZ2RbMR1yupjyObtvx9vwt1hntYxt7jMR6Ma1jk2+69M583O+xfFjXbyeRft1Vm8z5QTb9L8R6nE+2ufv+bdaNUT/d8Zejj/rW/bn17Hr8X7U4WuYnZnZMeOZ6fsejn/rcxzvsr09PtvD1R8musfhDvPXIxeq6I10jwiGsTVsR6KgAAABiAR21nyMFbadVvGsSmLrDZ7XwtkT3aq9fgzeJTyrh2/bfEtntzT8Jc76Oa3PZXJs+2dsRP09uZ8omHK/9b/DX6uPd7R7jpjPZ3x/wufXo6jU9kc0/X1T/AJlLVx6w53mz7jWxau6Z8JRWuvbMKNabYiOv5CLa93UG9ORePCegN6crrmV1HRr5URjEtTtLy6K8uYnxy7T22MXltXlUnxdZ7ozeGldlLeEuk7lZxZpAAAAAFdmytIzKXrFkcuzmTHwh5+vbW5yz/qYtPi53prMX175pOJnovPdiXl10vF4zD089652Ys2iJtWPGU0xE7aeqeUXFLb6QzfZF8apblQxfcvgpbkzjozfcvgr9e7N9tXxis3vLN61qRHXzY0xEzWPFNXGey9YgXHzv3DM/0uy0ekqj4b2qm3Zyu6fCJcs+W30fu+v/AOU7pvbp2eD2cOPT5T7F49Pq8nZPhN8Ql+2p9PqfuPfq1e07onzjDcZx819ja5+va1Y67LdPwc/61/H7N7f8umsfB6eY5dOyJbZWQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJmI8ZwmjO3I1188s32SL4sL83pPbDnfa1OGFubMzju9f3MX21rxc9+bb6mOuPVyvdanKscqZ8Zxjoze1xXZyog8lxz35fdlnVcWyfmmYnE5lNE25lNdfHr5mjz+V7vH+Ni9LI8fnc7mb6Y4tJ2WifGPDP4seWq9zg8Pm2pTbF5iZjrXOW5KuvSvs36orM1+bzw18steTWu3XE1x3T1+aMtxnGWmnH2xNdlIz5/gyqt/YODac9uPPEJ4Rdelwdevi0itNdcfg78dTljqa7a8+Y6dsfk6z3ufgt/qNc9atftE8E/6jr9JX9oeCY9w1ekr+sTwpHuOr4n6w8T/UNPxX9YeJPuOmPVP1i+KP9R0/E/WHif6lp+J+0PBH+p6fST9oeB/qmj4n7Q8ET7ro9JT9oeB/q/HiPM/aHhUf6xxviftDwpPvPEjzk/eL+dR/rPDn1P35PCqX9z9tvGLxmJ+EJ+3J4Vxbo9h2RPSazPnXo528VqSvM5Grja5/yN02j0t/yOHc5/jpNc/9TWOkzGXPyaxrr29M5y1qNq3nGRF/6iK+PXyBrXfH5yDWvIn1wo2pyJz4iY2pyo9VnSY3ry5jwl1ntrPi2pzP8XV0nuZvDanI1288Os9krF5rSJifB01AAHj+7+400WxM+Dy+/p19ceNT7g0Wv22tGZ8Hk83XHbp30vMTW+YalR30t30xXxalRrq22isx5w3z1iIjdb1XzqeKZ2T6p5mK93xS9LIibRPmzq4r9SIk1cPq1NTETu6+KKid8QCl+TCjO3IhcTXNu5UxWctThNeF7nzabddtefHxXxNeP7do7N8zEYpHWZScra5/u/3aKcL+n1znZs8o9Ho5mOdrzfti1eJx475xM9Z/GWMa/js9243ufu1a6NGI1edpbkZr6b7R+2K+366zf5r+q88Jen22npEQ6yMOqsqLxIJQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZ3366+efwYvcizmuf+tm+cRNceUuV9zc4Y322mes+Ll1234sr7q165yxq45b8mfqZiflxiI/BL0Ywvya9+Znr0S1cZbebTHWU1cYX58RM/mzpjCedNpxETPpEG0+ER/XbP8As9N5/JfHq/w8orb2/wB52T00zHxmYhfx7TzjzuXwvd+7tjEz/wAM5j9rl36+o1Oopxvtjlbb/U5WyZr/AII6QzPVf615PcpxtGjTFK0iMQ6znGdd3E7K6o7J6rErWZrPS8ZWId0TXGI7I8vNR5/I3zx+TmK4icYZ6WOvTza2xM+eCUsbRy6depovXfSYznxXRMbq+viIn6lYjHr/AGgpO3r+Jot9WnjJoTsqaEbKTBqn1NefD810JtTPhn1TURFtcx4GhE6o8gRP0px0FRNNOPDpAKW06rCMr8ak564TFYW40RHSyYuqW4848Uw1nPHtlMXWWziWmC8rrl2+37M5iZc7xVlc815emflmWcsPittfu96YjZSfjLc9v+U8XTq9y4+2Ok4n0lueyVmx1UvE4xLaNu+ceK4J+oDSu2c+KDWu7pAjSvJwurjWnKz4rqYvPNtSM1nq1PZYz4tKe4bpjMz0bnuqeDLb71fV4/vanuPzcUao52yd26vdFvCPKHLrryq5jS/tXD+lNYrESmRdeds4t/btmu9fm1WtjHxlzvOfKvY1bMVraY6T4tQX02zsnE4jPhLUSst+7s2zXKdLCeR06ykEW5EYVUTviPAxFfrWmekTK4LxTfaOlZiGp66z5InRvz1lqeqnlEfQv5y1PUzej6cQ3PXE8lb16NzmM2uXdrmYloePy+J1mYhLzprztsbqxNa9I+DPguuHb7P/AFVu68ZlvE1rp+3bxaMZiIPEtfTe1e2fSrETHguI+g4+jtiGkd2uvRRvWAXgEoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMuTytHG1Ts3WitYBy6Pe+FutitpiJ8LM+UXHdW1bRms5ifOGtRIM9m+lPPMs9dyLI5NnL7p7c+WcPP17XScML7Ir4z1cbWsc9uZjwwzrTk3c/EZz/tCWq4t3uPx+CeQpXZzd8/5Oq9vPpHT0Wc2lsdGv2T3XdPzxGuPWZzP7IdJ6Oqze47dX2vGInbutafOI6Ok/60/rH6OzT7F7dp/7uLT626/xdZ6eYze7W8aOJpjMUrWPXEQ34yJrLZzddemqkWnwz5MX2SNSVhsvv2x89u2v+GOkOHXttbnLLs10crWmW/ZWKziEHnbtmYZq424G3u481xjtnGSK7I+XH97LUZUvfFs2jGfCFo4fdqx9OuyPGPFLPgc3H3W7YzE4wzJV11V2tYmrRtiJxHgYurxs6+JgmNtsR1QqJ3W85A+tbGMmC31rYAjdaAJ3WmMLiFd1o6oqfrWzlcExvnE+gKxvn8oTBP8AU+Ugr/U2gEzvma+PiCs7sQBO2cAr9SZkETsnu/AVb6kTjMAytNLTjCUZbeNotGMQl5hrmt7fomfljDPhF8kU0bdVvkvJ42GuinJ20/njLW1MbU5Gu3Sekz4tamNotnGJUW75ifgCabZjOUF67In9+AaRMT1z8DBFt1qxj0Byci2zdeKRiYmevwgHsaKxp1R29Yw3GavS/fbu7enmJjyfujbppwIve3bEWiYTr6ajPhe4a9vGpalsxHhOejnz18NWPS4u36lo7p+Zvm/LNbb/AGrbt298XxHo9H465+eFfaL5+bZ+5Z6C9ta+16o8ZmWp6Ynm1rxNFfCsS3PXIz5Vaa66+ENYaibR6ArMZBSdYM51ApbUDO2nIa5d3A71Ryz7RmfBcG2n2qKz1gHZr4FI8lHXq49a+ECOmlMA3pVRrEAtEIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAObme5cPiY+vsitp8K+YPiP1Et7h7j7dFvbJtMVjrFJ6z+S89zMS818L9m/dfuXH9yr7d7lbu42cbNmyYpbXEeMz3TH7Hk6lld+bsfq/C9wvq2R/T3jkcW0/LspOay3Ln0zY9Lkc/ZPyxWafid+xOeXNPIjHzS896dcc27dT6kbI/mjoxauOTfzu3zhNWOG3K37rdums3tPhFY9Wfm/Q7uL9vc/fi3JvGqs9e2Os/7nbj0W/bF7exxfYfb+P1mnff/FbrL0cemRzvbviuqsYiIiHXIzqJ2woztuj1NHPt5flT5p9XLr2yNTly377znZPh5eTz9ey1ucq99KTj97nW2W3keWeqDmtyJj/b4gy27s1nP+3VRw7tkViczhlWHt/uOqOVbV3Z7+sQivc13iYzEYbiI226+MzP7hGe/tvomstQrmpaKxh0kYq8XhrE1aLx6GCe+PQw1MTE+RkNTGPQ8YatER6GQ1aIhchtTinoZDat8noYatE648oMhq9b6vSFyGrZ0T41gyJqYron+7BkNT9Ljz07YXxhtR/T8b0hPCL5J/peP6QeEPJWeFx5Pzh5VE8DTKflDyqP9O1eUyn5Q8kT7bTP80pfTF80T7b6WPxh5qf6Zf8AxJ+K+atvbNuPGJT8DzUn23fE9MJ+NPOKz7dvicxGUvqq+cVt7dyP8CflTyZT7fyImZ7JZ/Or5IjjcmvWKzB4VfKEfXrOJif2JlNi9dsT/NGAXi1ZnPkYmr5tEZygy2bbRECuTkcyePxd3Ij5r1ie2qwrw/avuX3vZzZpsv8A5VvCk9GOusbnL6rg+4bq3xa+e/x9IWdM2I901xzORTi7MX01jumPjLdvwzI20ezcDVriuuuPhHqzJF138DRrreJmfDwhvjmaz09bvxD3xwVnYCk3kEZmQMTIJiiC0UBP01ETrgVS2oRT6QH0oUR9GPRUWjUKtGoRpXX1Ua11oNYrhRKAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACLWitZtM4iIzMyD84+5/cvcp5FrcSn9RietYxM/lEseytcsPtv7i9u9z224O+88H3Sn8uu/y1tjyxPhLhLn26Wf4Z/c/wBmR7zW19FPo+60z9PbEY78eU48XSZfisfXzPt8F7F93+8fanuU8b3Cl40679nK4t89PLurn9zl367zXXnudR+x8L3/AI3u/F1cjTeLadkR2W9PhKTryiWZUbt/05mJnrHg4dTG3nbede+yKa4m1p8K16yzuq7+D9vb+RP1OXaaUnrGuPH85duPRb9ufXf+H0PG4nG41IrqpFYj0evniRyvTadraM7bviDO22ZTTGVt3lHWWOvZIs5ZWm0z80/k8/XstdJyztetPBzrbG+2fVkYX2Wn8BWN7/FZEc+3k0rlfE153K9wv1isNeKa8fmcjk7M9ZwmDz9X9Rq5FdtZnurOWbF19Z7f77rnXEbY7beZIV1bveOL2/Lm1vL0VK5Y5e7dbpGKtyI6tenbMeDpIy2jRs9Fw1aNN/Qw1b6N/Qw1aNN/RcTV66L+hixaNNvQw1P0rehhp9K3ouJp9K3omCfpW9FwPpW9DF1P07R5GInssYiYreAPmXFTmwJ7rCJ77mhGywLRtlRMbpBaN5otG6DRaNkKJ74NTE90BiYtHoCe6voBjXPjEGLpOnjz40j9ieMNUnhcSevZCeEPJTb7fx7V+X5Z8kvrlWdvP5Ht+6ucfNH9jh16b/G525NnCjZ7ftpNcTsjrMuc5xrXz3D+2dsc2u++2cVnwjo53nW50+grq1aNla4mY8YXMTWHF3fV5m3bGYiZnGf2Jb8j0te6azOP2tI20czuv83yz6rKmPR4++bdJn8MO/HtY65dEQ9EuudiYoqLRRReKAtFIBM4BEyCsqIwCMArM1iYifGfBReKZEWigL1oovFYQWgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFdu3VqpN9lopWPGZ6A+J/UH33mf6Pf/SLW2TX/ALSaRmWubEsr8w+2fv8A5erl/R50Tv1xOLWpGdlfXp49Pi8XVuu/M+H3Puvs3tnvHH08msTNbx3cT3HXHZtrPx/3S3mxmz5Y+zfdfuPtXuVfaPev/wDZrGeHypie3dSPjLnZef8A03u/H9U+/Ptrj/cvC3cqmuP9T00m0TH/AHtI6zX8Y8no5734rl1znzHwX6dfdX+l+47PZeVfOm841TPlb0eb2Tw6duL5R+qaY287bGmLYvPn/wAMebPU8qfT6f2/2vicKkdlc3/vXnxl6PX6py5dda7LbI8nVlls5FaRm0lopG6t4zWcwnkuK2vjxS0kY7b7IjMRiv75ce/Z/h055Vjd8ucY+Dz7reM7b89Ac+3ZMx8UVnN8eMrImsNu+Y6Q3OWfJz3nZZucprK2i1vJrEZz7da3keK6ifZ4nxg8U1H+i1/wniatHslp8KngeTo0+xW9F/M8no6PaYpjp1WcJrrrxMeTeJrSOPHoYavXj/BcSNK8aPQxV441fQw1P0I9FxNPoR6JgfQj0MEfQj0MXU/Qj0METpj0BH0o9BETqj0DT6cehhp9OvoB9KvoKj6VfQD6NfQRH0KegI+hQwR/T1kwR/TQYaf00Ji6r/TqI+hZMETrvAJxeAO+3mCY2AmLmi3dJqJi+BcTFzTE92YxJqODlRiJiHn7dI56aqxX+bMOUjbHdEVtPb81sdPglHLwdOys2m0YmWJPlddG36lLRNfDzhpU1msfN5x5A6eJyrxft/uT4YNR7OjZM1jzdOO7GeuXVTEvXz1K43lpiG0OkAibAjMgAYUMCJioE6omcyovFenQFogFoiAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAfI/dfum3Vt7bRH0Kziczhnu2Rrma87gxx+XFa6tkaNtv5Mzmsz6T6OE6dLy+W+8fsbbzNluVwYjg++aI+XZT5Y2/C2PVuzfisS5dj4X2/wDUf7x9p5lNXN3WmOHb6fI4m3Mx29I6fjjxc+pefhqdS/L9P5XuPsn339vaden/ACdur59OyOt9O7xzmPLJx7NmU65/sY+ye5+4a9d+Dzq/T914NuzZjwtH920fCYZ/1uNT5+X5R+pXt9va/uKnO42K05Uxuia/3b5+b97XsvlynEyv0L7E+4eRzudwdlpm17xH1P8Ao4n+Dy8bK7dx+tTujD6Mry1WdmTRS2J8UFMxE4pH5sddyNSLxXHW05lw66tbkZbd8RExLnrTjvs7usJiss+eVkRnfZmflbnKaiKWs6Tlm1evEmW5GWteHDWC9eNEeS4i0cf4GGr14uZ8DE1tr4GeswuGuqnDpHkYa1jTX0XET9Gop9GDETGmFwWjVEeRhqe0wO0E9gHYB2IHYuB2wB9ODBHZHogidUKI+jAKzpMFZ0ymKrNLQYisxJgYBACCRQDoB0AmIBXsgETqgFJ1GCs6kxUdswCOoLQgtEKK7ePXZGJZ651ZWX9FMRiHP82vJnHt1pvmfBn8jzdf9Hrmnbjw83XwmM+Vce/hXrPhmrj16sbnTz9mvtvHlDjY3F6ZrOYRXdxd1/GJ6LCvT0be6PF056YsdUWy9XHeuVhl0RGEROFEqJiAW7QWwqGATEAkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACQRkETZR8V+oevs4U7ojpaYz+MMdz4Xn7fn1PuHTorHdS0XmYil6+r51tlezxj6b2T7w4/OvHB58xOyn/AGe7+9EeXV149tc+uHi/qf8AaGj7g4s+5e2aIp7txKTO2K9I36o8c/8AE9PPUsyvP1zl2PzL7N+59vsHu1M2n+n2T27Nc9JiM4mJj1h5vZz4134uv1T3rlRtrxvcuPeLbK1jVttHjbVf+XP/ADZn9iXuXlZzZXgcz7a3/dGqePS1YvpzNLXziM+Xmer7O4+x+xfsiPYOPWd+2N3KiMd0RitY9K5dZ6/nWL2+0i7swmdmE0xEar7JzaZrX0cevY3OWlr1p08HK1pzbuTPhEsrjlttm1v4mKzttivSOrUjNUjuvLpOWdba9DpIzrpppakG9dcQuIvFIVF66ZnwhTW1OL6mI3rprEeC4LRQFoqonthBPbAHaBgDAJ7QMAdoEwIYUJRTAGAMAYAxAGARiARNIBWdUSCk6I8jBSdMgrOu0JgpNZMEACgI6oGQMgnIJ6AiaxII+kio+kYan6chq0VBbAGATALYrMYmAcXL4FLR3Vjr6Offrla56eXtpNJxMdHlsx1jbXaIiPP0Qdmnbicx+ao7te2LRhvnpmxtWcvVx3rnYvEOjKYgExVRaIVE4BbAGAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAARkETKiszgFLXFfPfePDvz/AGjZx69PmibWn0xicCPyrm+wV4nFve26ba9eZ7bzEZx5RL5/XHy9nPXw8OdunVSnK4/yX64ju6xhnmFr7P7S+6t3P402iIryePjv8MWx4xP5Nc9Yx1y/Jv1W9rp7f9yzzOJT6fE53+bWseFb+cO3XXlNY4njcfR/Y3vG3me2xx998zSYpGfOs9YeXrnK7P1P7f8Ab9HA0YrPde8917z5zL1ccuPVe9r2Rh0YbUtNpxWMyzesWOrXpisZv1s4ddWt4rt5FY6MWq4t261omInLNVja8YzKyFrG2ybdIjxdJyytr0zPWXScs2uzVo+DcjLprriGhpFFRpXVMqN6cf1XEbV1RALxQFu0DAJwqGEDC4GEE4XFMGIYFMAYEMAYFMAYBXPXCIthQwKYQMKGAQgTAgKrOAJrEgrOuPQFJ01kFJ0GCk6ZhMFJpaARMSKjCCBExIqYkExYF4mJBaIiQT2Bp2SmKdkqaiamJqMSimVHPyeJr21mcfMx1xK1OscFtU06T0ebrnHSVFbzWceDmrq07orP8VR369mY7odOesZsdGuYtHx83r462OVi8Q2i0QqJiASAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACJBCiJBSQZ2Bz7q1tWa2jMT4wivy/wDUD7V9y2aduzg3m9L4n6M9YjH4MdctTp+QW9m9yr7jnmb/AKM647a6/CsxPk4d/DpzNfUfp9Xk8Tncmuye7XNqxE1nPwcevv4dI9b76+27e78L6UTWd2nZ3as+kw6ev4c+/l5/2N9nc7gbvq8u9YiJia0pOfD1lq8bSX4fqHG/ljq6SMV6/C4mzbMTPSnqz13iyPSiurVHbXp8XC3W5HJv5ExfP1Pl/wAPxZqua2217SgyvsrX8/JqRNY5ttt8HTmM2unTx/g6TlNduvTEN4zretFxGlaLg2pp9VTXRTVEQDWKgntVE4VU4EMGKYEMCmBE4AAwAgYUMAAYFBAEYgE4QRgDAGAARgUERgDAphABHQFZrHiB2giaQCs6oUUnTCDOdM+RgpOuUwVmsgiImJBeJRVotjqpi8bAaVvAL5iUETWAqlqgpNBVYjqIz38euyvxhjrnWpXnbNVqzNZh5eucdJUa5mtsSw07OPtxOPJYjp2a67La7Rea9lotHbOPyduesZsehXExD2c/TjVlQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABCiAVlBEgzsDn2+CVXmcucxMSlV8L91/ant/ukd19FZ2x4XjpLNmxZjxfZPZdftV7UjXNYtOZmerz/nZXadR08yd2/mZ1VntnEZ9cdG5y5W/L1uBxNvbGa9fRqQ19V7Z7TMVrs39PSssddrI9a1411xWPlhytbxybd3d4+HqysjitmZmbeGcwmDK+yc4r+10nLOqU1WtOZ6ukjNrr0cWYnP7mpymu7XqiG5E1tWjSNqa8mI3pqwo2rRUaRUwTEKJwACcAYAwAAAAAAAAAAAAAACABQQBAGAMAjAGEwMIIwACMAYFRgDAKzCivagrOuPQFZ1QCk6zBXtmEwOsAmJkXWlbg0rcROIkEdqKrOvIp24Vlz8rTGymY/mhjvnY1OnmTE93xeOzHaN6WnplB26bxMRDUqV2ce/Sa+ng9Xq6/jl3G7uwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgEKIlBWQUsDDbGUquLdpiQcez2+t/GGcVjf2PVeP5YMTWH+h6onpUxdejwfa9OmO+8RM+Th306SN9vJmOmMxHk4WtSOa++czPj8EVzXv1/HyWQ1nbOOv7HXnli016ZtOZdMZderRjyaxHVTXhqRG1KqjemrK4N6a1G0VEWiFExAJAAAAAAAAAAAAAAAAAAAAAwACAAAAAMAjAIwgYAwAojCYGDBGEVGIBE1URgFZqCs0QUtQFJrKYALVkGlbA1iYkE9qiJqYKzrjOQebzeP2X7ojpLze3n+uvFYa46xHk8+NumlopPwgK6tW2O6LR4S68dMWO6J6PbK4pUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMAiagrNQVmgMb6wZW1QiqfTiATFQU+nWZz5Q4eztvmMuRtjHWPyh57XRwb9mPmjx9GKrGLTPTxluTUp24+Mu3POMWrU05nLeI6dWmIaxNdFaKjatFRvr1KOilMKNIhUTEAkEgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgDAGARgDAIwKYTERgBBGFVEwIrMCqzUFZqgzmoIwCYsitK2BtW2VRYETEAx5OqNmuY/Yz1NWPIxMT8YeLqZXaNa9a9fNlXTSuKdOn7Wold+i3driXt9d+HHqNHRlIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIBEgzvAM7QiqTAKWi3hWMy59941zGW22K9sT+Ty2ujg3bZ65/JmtRyTm9sR4ysmpa1rrikYjx85d5zjFqa68y3EdGvXEeSxltWijalFR0a9cLBvWqwXiFRaAASADPdvrqmndFp77dsdsZ6+PX0BpE5AAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAAAGEEYUJgEYQMAYBEwCs1BTAKzUVWawgr2gZwDStga1tEgsCtgeVzKdm2fKJ6w8vtjrwrrmO3q4ttdG2LTauJ6epEd/En5Zh6vTXPp0PQ5gJAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABEgpaAUtCKztiIZ6uLIwt8tZ6/N5vJ1ddI4eRumM9Ms1qOO1pvMYjM+RIX4a11xSv8Axecu/POMWrRSZlvEbU14XEa1qqVtSiproprwo2rWFReIUWgAEgAAdAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQBIIwBgFZgEdoKzVFVmoiuEVWYgEeAL1tINYkDpIOL3GnSto/By9s+G+K5NUxNcPK6ttdoiyJXXxLfPMerv6r8sdOx63IFIESAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABIKyCJBWYZVheY6zjMQ4ezpvmOPdfOZxlwtbebuvOcRCNNNGnsp3W/mnyd+OXPqr9uZdGWtaLiNa1Ua0plU10Uo0Nq1EXiFE4BIJAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAAAImAAVwCJhBSamCswCswiozKC8SC0SDLmR3aZ+Ep39LPt59PDpHg8TuvSfm/BBtxrTG/4fvdfXflnr6elEvY4ionIAJAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAIkEApstissdXIsc+201pjp18/N5LXWR52+8x0z0ZrTDVrm+2bWj5a+H4t8Rm1vMZl2xhatcNDSKqjWlFRvSijWsKNIEWUSACQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOoAAAAAAAAAAAIAAkESCJBWUVSYEVmBVcSgRILRKDPkz/k2Z6+ln28/XHR467tNfnlBpx5n68efVvj7Z6+npRl7o4JhRIJgEgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgESCJQZbZnpHq4+yt8xzci0fhjyeeukefvmZmfHqir669tIh6OYxVoq2y0iq4lXrVUbUqo1rCjWsCLQCeqhGQSCQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQCQAAAAAAAAAQACoImAVygpMArKKgBBlypj6Ms9/TXP246zPbnGPg8drstScR6z5wiNeLE/WifLydPX9p1XoxL2OKygqJgEwCQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJBUCUVWZQYWnOz8Hn9l+W+XPvmO7Ofz8XKtuK8Z2RGc5kn2Vth6Y56tENRF4hUaUqo2rANIUXgRKiQSCQAAAAAAAAAAAAAJAAAAAAAAAAAAAAAAAAABAJAAAAAAAAAAAABAAIBAKzAKygpIKopKDm5VvliHP2/TfLHwjGMPLXRM2xXx8PJFa8Os/UmZnMeLt6p8sd13w9TktkEtIAtAJgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEAgEIIlFc3jseXv7dZPhltiInr1+LGK44jG6YxMY8/KWuftK2ehheIWJV4hUa1hRpWFReBVoVFgASAACQAMgAAAAAAAAAAAAAAAAAAAAAAAAAAgAEggEgAAAAAAAAAAAAAgEAicZBEporIM7Aqioz0By8i2bxHo4e2t8xnOJmIifB566I2TaMR2xM+eExY6+LWIpn1er1T4cuq6ay7RhfyBOViJhRMAkEgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZBAKylCUVWQc3hbPlnDy9/brFNvj4sVXNasReOuWuftK0iHojmvENIvWOqjSBF4UXgFgSCVEgAAQCQMgAAAAAZAAAAABAAJAAAAAAABAAAAAAAAAInPl+YJAAABIAAAAAAAAIBEyCAJBSQUsgzlFVmUHFe/dsmYjp6vL7L8u3MJjztHT1cq0zraJvEZzHksSvR19KxD2cz4cq2rLbK+VEwqLQCYBMAkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEAiQQgSis4t3Z6YxOEGF56zEeUvP7J8unKtpiY6OasN9ZxEx5LBevWIenlirtJq1YVGkKi8QC8Adc/AF1AEgAAAAkEAAnIIAABIAIAyAACQARkEgAAAgEggAAAAAAAAAAAAAAEgAAAAAAAiQAQCJBSUFLAzsisNtsV+Msd9ZGuY5sYnpP4vHa6onE+EzmfLy/NIqNNM38PCXXjn5Z6rvo9Mcq2q1EXUWhUWgEwomEEgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgEZABCKSgpZKObZWItOP73i4+yN8qVmOsR4z0z/wAji2rasTExPWfWQNU9MedXf11jpph1YXrALw0LQIvAI27tWmnftvFKR/etOAc8e8e15xPK1x/zpx/FNi43pyuLs/k3a7enbaJ/tXUxrE56x1j4KJgAAAAAAAAAAAAAAAAADPn5Ar9XXPhaJ/DqnlA+rr/xfxPKGH1dcf3oPKLiPrav8UHlDE/V1+p5QxE7tUTjujPonlDE/Up6r5RD6lPDuiDTFlAAAAAAEAAArfbr1xnZetI/4piP4g49vvvteq3bO+LWj+7SJt/BL1DK4tv3TpzMaOPfZ8bT2x/az5xqcteL73yNts30V7PStvmj9qeZeXq6d2vbSL0nMT+2J9Jbl1lZQBIAAAIABEggEArKDO0is7ziEtHJstM26R0eX2da68xja3xmJcW1e6J65zMT0WQrbT/F6eJ8ONrr1usZbVaFoEXhRaAWgEWi0xMVnE+oLR4dQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQACAQikoK2Bz746Zjyc+58NRzxMReLYiZ/seWusXmYmMx4+cR5Kik2xbMZzHj08Y/FebiWNYnOJjweqXXOxeGkXhRaBFoB5fuFp3bf+Gny0ifXzlz7rUeffVrtb+bPlNcRMfvhlrGduBqnMzWsx8YwBHCrWc1riPSszX+EiJj62qs9m3bXpmfntER+2RUV5XulpmacrdER4TmLfxhfKpjo0c33iZnPKmY9ZpSf7DzpjbZ7r7hx+2dmytu6ekTTGYj8JXzpketweZXlaPqRGLR0tX0lvnrWbHS0gIdRUAzvyNVJ7bWiJ9EtMU28/jaq91rTj4Rn+BpjGvvXtsxMztmuPGLVtH9hozn7k9ii8UtzddbT5TmP3zCjqp7hwL17q8nVNfWLwmi8cviz/AC7tc/haP96i31tPh9SufxgFovSfC0T+cAkHD7ha1t/H0Z+S3de8f83GP3yx7L8NcsN22a2znHx8HLGj62cZtPWM+HQCJvb+94+GQaRMx5+HkCZ2XiYzP4R5BpN9k4nuxHnAKfUv5z8c56AtTZb+9OazOAbcO3+dyNUf9nrtWaR6RauZw68sV1NoTkAAAGPK5nH4tO7bbGfCsdbT+SWjzZ+4e+M6OPNo/wAV7RH8MsfpGvFzb/evdZj5NdKT4fLGf3yedMcl+T7pt+Xdu2RE+MZ7Y/8AVZvVXGVuJXE2vE7Mf3s90ftlFVn6Fb9a384mkYnMx8QOR21jGvTEZiJrMxN7fuVE8bdz67OzVpmKf3p2x2THrj1TFe5xOTbTsmbzH05xFp/dn8l5uJXruzAAAAAAACARIIlBSwM7SiuHk8mue2Hn9nf8b55YTsnGfLwz5uGuuK2taIzPX4z/AAyIrE5v8HXiM2uvTDvGHXrr0ajLWIaFogReIUWwCcAkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEAiQAQgIqtvAGVozDKuO1ZrfHh8Xm75x0lTW+Imv91hSZxPT+VBMWxOa/yy68d4zeW1ZzD0y65rwovChs2Rr1X2f4KzP7BHzl+RNOs2i3r+M/i410jP+s19vdMxS38JBTXyI2TmLdJnx6+SGN52xiMW6+ijPbu1z6zaJ6Vj/lBhTVH1/q2tfujy77RX/oxOENeppvSMV8p6yDzfdOTOzlzWJ6U+Wsekt4ken9s7LRs2areFq935xP8Ayrz9pfp9A6MoyCQAfM/cHvHE9m4u3nb9U8jZttbtpE9szie2lYn8mbFfn3L/AFb5WmZvX2ni1tjNa3tstbEesxMMavw86f149wrXFvZeNfrmJpt2a8/CYxZNNX/8+OZXu7/t3Xa+etK77xn9tZXT4b6v111XxXb9uxqvPTE8jw/H5E0dH/nZ7driLbvYtl4npFtO+to+PSa5hYrq4/6w+w7prN/ZOZXPpbVbH45wmmOqn6n/AGne0Rfic7VOZ6dmq3h+FoXUfRexfe32/wC81v8A0HI2x9LEbKbNc0tX0nxmJj8Gb3jU5dXE9x5HI+4+VwNsxM8LRS9bx/8Ai2tH8Kp318yEnxrv2aq2me6O6Yj+b9wiKxjFcdseGP7RWmuLRGM5jPQF+3rMgTFMZ8Z8cApe9ddJva0RWPEEWmJr4d0T5A01xMzHSIj0BrxOnK5ePCLUj9lXXliuttADEggEg+N909xnkczdaZn6dZ7a/hVz6rUc/tvP1V2a57u/RviJrb8XOtR7G+tornXSNlpjEZxCjl+hzbxNtv09Uz16Wi8x+GYgGev+n02zu5dtsxOeyI7K/hMR4gvb3LV2z9CKz5znx/HC4jDZ7ruzP056x5TjH5A49nM3Zm1tk2tM57onphBtwOXbMVtOazPW2Zz4+lhX1nF5sUpGrdOb0iIi8dYtGOk/nC/pn2njrsrupfHZMWifN1nUv0zYuqAAAAIAkEArMoMtmylIzafwZtkWRxb99r/Cv75cO/ZrpOXJszPTGfSazifzcK3GV7RWemZ7o65/sn4JiqfUtMYnw6YbkSujRSZnL0cxztd2qjpIzXTHgqLxCi8EReFEwCQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQCJAQQCEESKysgw3UzXPnDHfOtSuW3WY/i81jrGkXrFcW/kjy+KCbRGYnGcfyygU22pbHjHnDpx3jF5dOvZS8ZrOY83p56lYsxpnDSOXZstsmKWzWszM2jp/LWO6f4OM9ltxrx+HzvP494taYjE265npHj/ABaR5t+Jy42zEz1r/ciM+PxyYNtM8iJr/lzT4z1/bgV0Wrm0Wnyjrgwc/bat+6szMWn/AGkGn+bXdmt8xPhmENenxPqX5GmLY7O6O+fhE5n9xDXka9v9Rttvt47LWvEf862VtHtexW/+Y0j/ABVtH7stT7K+ldGHzPO949wjm3vp39nH16tm3sxXHbriZ6zMefax118tSPN9v/Vn2Hn8bjV41Nmz3HkXrp/porMVrstOOt56dp5ni93h+9c23uevi7qa5ptvekWpExMTSs285nPgTr5PH4fHfqRfZfXw6VmO35pt59e6cfxTq/CT7fmnuPF7s2p0vHjGM5z4ucrVj5rle0X3bprriPkrXv8AGMT5xP8Ai/JbSMJ0RXf27Y2TNp+WIiZnOfPPUNd1ONyp49NMa4res27dlIzee6c9c+OMdBMepxPZ+RWmvbfX/PiYm0dvX8PAV6ejiVpbvv1zaImcRGPTEYZI9PX7dNsYpE5nPXPQ1cfRfb3t+rjcum2kYm0dsxWMV6+KX5WR9B7Fmv3x7vXOYrwuHGZ9ZpNsf+sz1P8AlFn1X0e60xb5YmbOjJXu7Yz4+EZ8QWicTiZxINImI+Pn4+QIjr8OoJvFY6TOPQRnFp/mrbpaPxj8lF9Npm8Z9eoOL3P33jey8P3f3DfE2pxZpPZnE2tasRWM/i7cxmvmfY/1H53vOinO4s8eOHOz6WyvZa00vH92ZifOPDo4/tv06eDg/Uf9SvcvbdVeBxNccbfspG2eTEzMX15x8nSJj4uvl8OefLq+yPuHZzPbeH7pq35pyM13aZmZ7dkTi1LZmfyl5pet+3WyP0bXsrspW9ZzW0ZiXql1xRvv2adl/wDDS0/shR+dcjbb6ey0YzGZ+Hxcr9tfx43sHNrt4H9HOa/S2baaLT44ie7GfDMd0M1p9jwOds5XtvH5ERi0xbVviPLdqntt/wBKMWJPgrk5W7lVzatpjx69J/iqOa31LVi2yLdcTOZgGuvj0vWPLHp44DVdnDtPbNcxMTOZmJ8J+Ai88CtKdbTmfXz/AOl4A04urXTZ3zaKa+kRW05mZz1xEJa1I92tqdmvZM930s6pn4WjNJ/LrDPXzP8A0T7a8XmRPN16a4nr1iPHGJY9fWVep8PaexyAAQAACJQY7ORq19LWjPpHWUvUiyOXZz5nMUjHx83Dr3f4bnDk2bqzi0z3ZjpMy43q1uRlN+7rmIxnMf7/ANrOtMtu2Kxju+aJiaz8TE1yzu7vPw8FkLXRo12tMTLvzyxa9HTrdZGbXXrriGmWsKi9YlReIBaIBIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIABAIQQik+AM7QixnaIQcfJ19s98eE9Jj0ly9nP9b5rLumPTo4NLUvfHTETjr6RHSP7WcVpaKzHydIjxz5tIx1Te2yLap7a5/nxOPzJ1Sx1b+VWk66V+e2y0VjHR269vwxOWGzZNPrWtMT9PX258MTa0R/A9f3V6+mFveNNYrTZopePGLY9PVuX4Zwt7r7babd/GrMT/NNek5+J5GJpzfY9uYrpmmIxMx49F8oeKn0/Z7xal6W1RaP5qWmTyMI4Ps0xjXumJnGLWjOINhZW+v2z2y8xal64jzjOZBze+X4vt3sfN3ar926ddq65xiYz8stTIl18D7T7tyJ5mnjUmJ1zEzsmevbWI8vxl4P1sr0XmPrOJz6a7ZrbtmM5tHSfTxb/AFrPie+fcnuPA4Ozdp2/y9ta2tPTunx8W/1ufDPhHi/c3I5fE9v941zMx9H27bEW8fmtr6z+c2d+Z9axa/KP0knfyPf/AG+18zTVt27p+MaqWt/FzvzXX+P2C/3H7b7X7j7Zyuft2/TvbkfTjXW17Wv21jE48Ok+fRvZPmuWMPuWac/Txd+uL017KTas2rmZracxMx8S9Sw8cfLbPa9nfitu2J/mmMR/GGFebzPZ9ddsTE2zec2tWf7fWWtMcm32a1YvfV3fUrX+bHXr5ZTScujX7bsrNInpa0eVeuPWZnwTVejr9vpWbW7Ym1v5rdJ648zR18bg+E3xNp/lmUtMerp1ateLTjMfzWnw+PikHo+3RFt3dERGPRVd327E2+8vfNtpi0RHH15jpEdnGp0/enX+0J/q+j2WvN8x0jw+LoyVmcz8049PIGkbKZiOmZ8vOQRF4iYiK4rifyBeNnTPToCJvM9ZiYEZd8TGK0xEfyxEYgVtx/5vHNvUH5z+tHK2avsj37ZrnrblcemY9PpZd+fpzr8x/Qz3fZT3Pn+07bTGnn6O/Rnw+vpnPh8aZeHm509PU/4vpf1U08jm/adPcNFY2bPY+T2b5iP+45GKzH/o3xL1cf2OF/yn9Iqbt/23z9Wi/wBWY2fVpoiY+vTZqiKbq9keMfyTE+bF5+W70/UuB7p7nwtWjh7a9kzT61fqV+aYmZi1ZifSXPn2dc/C3mV3b/frX499NtVe+9ZrN4tOMTHXENz/ALDP5vmd2jsm9JtFuvp5Sz+kXxeDyra+By9kaKzFd2NnwrfGJmv/ADo8Tv2fBzw+h+w+br2b+d7fvn/L3VrydfXGLRPZeY/Kap6el9ke9t4fGputFpjZWvhbGJzMY+LvbHN5+7ZxtdptGZ7P2fhDOqrHP/lvFe2cx1tHdlNVn7r9wa+Hx4vNZvfZeuvVq1xETa+yelY+HjMz6QDDZz45GK2+aPGsZ6fuTRnqvqi1Zvis2nERPw/EqvX43Ii2rbrm80764raPGL1tE1JUcFvdd+2Z06bZx32274/m+XERWJ/i83XWfDrI9nVzuRS0dl58a93X/FTpHX4rPZYeMrs1+78iax/LPSOsx6x49PjGHWe+sX1xrHu+2Yn/AC4mYjOOvWMZX/6Kn5rf6rsx/LEY8ekz/t4r+9TwRHutpzFoiP2+OcH71fBE+4bf7tukx6dc5x4yn7U8HNfn3v8AzXtbPWInpHhli+21ZzFJ2RNojt/GZ6eeP7erFrWM7Xz/ADzibdJ/fX/70dQZ25VaRM5z0z1+PX93WFHDs5sRNtdZ6YiI/LOGVY322mMXxN85iI9W5E12cPj2tiZdueWbXraNOHWRz12UphpG1aqNKwC8QqLQCQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMgAgAESCAQyAqloBnMMqpIrk38eY+akZjzj0cu+P8NTpzVny8erhjbfbMTNdceNpiMeGcdf2JYR1fPTXamI7ojMR4RlufDLg5OzXTdqryZ+n3zjVaPWIzMfmz/7XXHu2x/RcvZHSL7aUjr5REy7ev+s9PGnFazStrRHpMzbx+MqMuLr2U2Xmb57pjMfgmGt9l57bWr8tvLM/7lFNfKtSsYi0TPrOczP4+CC2ndN5m0zNM/3fDwB1RzNlb4rM1rEdfio8b7o9zmfb+Xoj+WkavznZMz/CqdX4J9vlfYptPJ27M4xEV/b1eGvQ+p4WzOye6c4ysiVh9y7o3U43DiM13cjRSY8/m2RDr/4Yza9L7++5OFyPtr7h4+quvvrpnRXbER3fzxWYmfF7Z18444+K/RfRxdPHp7tal78Tj6OVrp9S8TXutspW0RjymZlzn27dz4en+oHP4V/cvt/Vx9X0Y3aeTt2a4mbREzaseP5M+7qeLHHPy93kbds+2e2zNpzHGpGPHwiIiE5/1L9vE27ojd1xW9p7fCcfjn0Bycqt5vWL4vrt8t+z5e2fKcw0kehx+FN87LVrMTGI8onHn+KRU7uPNev064jz8pn0wtTV66+sWnHdjt7qzHl1/wBoZVtTRMWtOMXtOZmQTe1YtNbV7oxn1nOcA6PbeVxdPJ4+jZtpqvvns01tnN5jyi09MqY9T7Grq3f6rzK9b7udyqTj/Dp2fRr+7Wku9H8e9yrbIi2JmvpjGfx69HRhyfVmdurHd2xExPf16zjwiMehWnRM7dl69kUmkRPdbPXPlCI1it7Xra89to8O3/cov25nxzFvHIE2v22xMVnwrMdcAzvMTibTNoj+9+AN+Lt1/U7O7Nq9bRET0z6zjAPgfvPTfme9cni77Rs9v+pWZ489aTe1IjutXz6RiGfd3Z9Lxzr4TX7Po+2vuDi87gaorx9e6m+seMRMWzev4TWcYefq/wBdJ/h957rs9u53G969hniU18H3LjbtuvbW9u7NaWvrtNYnyt4vZz38y/5crz8Pwv8ATf722cH794HLraNMcjPG2xHlXbE1nH+L5pyz7bnyvE+H7xyOdy9s8LZt2Xm+rbanda02t2bKzMZz+Dz9210nwvyebt/qqRWe2vbn84jwc7Vidm6e7rGczETn4dP7CUx433Ha/wDTabaojv02i1+v9yelv/VmP2N78J/XN7Jz9nH9z4u2k+NraLRM4iY2xNcftwzxfleo+yrybbuPTdaMbL1619HrlcWWukde6fylNVEV15zNs48IiTDGFqafqd9q91pnFc9eoMZ2aqbYzEV6TFaxHjP5oOTZyNkT264/yq47Oubd2c2lR6vA2T9OLZ7pic9WVc97fS905NdVI165nurSvhEWnM/teb2f7N8/Tut7haLePW0zaf8A0YxVNVtx+dWKznpERFPyrPcso6Y90r3VtPScZn87dy+SYtT3OkRX16Rn85t/BdMK+465mszWIme2Zj8Jmf4HkYmvP11ilfGY7cz+3/qmjGefHZNZ9Ij9teqKrfnTM5jxiJzPrM1iJ/auowtzN1rz1z6T5eOQYW2zETOy/wAvhj9y4azpa+28Rrr+Npb55S16fD9vnpa3Wfi7c8udr2NHHisQ6SM2uulMQ0jatQa1rP5KjSKqLYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAAIBAIlMCUVWYBSYQZzAqqK5tvGrNpvT5bT1x5Sx1xKTpnTVM8ulptiKRM2j4z4YcOufluVpX+a2zbsmKW6TWPH9qYr533D3Pdo93112xW+iYv2Xt1tHy+OPwZ6tlWT4c3G5c7ONPzd2qb2mtvKfi360rh38vZW89tczM9OnR0Zi+rZe098xNJ8o8cfiDW1vmi3dNcqapumLYr2d3nEZx4eaIn5JvMVt+OOorWl9cUik27sCvnfvLOvg2tWevI3UmY+GukxH8We7/xTn7eN9v7L9u21qxFot1xLyuz3+Je8Wi3qFPcI1z7j7Xt2f3Obo8POK2iYy6Rivkfvam3gfbXv3PrszO7kRSImf/e2mZmI/J6+bvTn/Mc36bcmNv2HzuDx8/1mmKXtPl222d2Pzly5v/Kuvs+o9L3u+/8A1Xh6uRMZ4vBrNY8qzsvMzj9jn7PqJz9vuuR3f6VwbVic/wBPT5YnGc1iXTj6Z6+3yPuHM5Om+Z1Y1ROLZvaZisdIiuWhTTy9ttcUm3ba2LfLnOJnzmYwhXr8flb+mm3zRHXNa9IiJ8PT8RGv9RXt74tatY+adeOvT8VNVvFZrExHba058MTn446Jg0x23jZ9a1us92PjH5BrDZG6uyL69l5xme2vn+3+xU16HtVZvsibxM9tq2xtpFsTE+MTPgmrr1P042cXT9oad31aRu38rl3tFpzMxfkXnrjMnGW2r1/H0Nvcvb5mYnZNp85rTZ/7LbLO3P8AbdcRa+y85np8mycT/wBEG2vn+39cXt0nrM0v1/D5RGn9dwp/73GPKa3j/qgV5fCm2PrVjPn80R+fyxhcFa83hZnOytZrMxn5sW+MYqDK3untNazfZuiuOtul5x+yqDevuXCtGNe/XNYxPjOcT8JiEqvhfuSY1/cfN/zI2a8Uit6+HzUzP5w5/wDY+4163zn3Bupu9tma9cTE9fHHhP7pcJXTHXx+Toi/tm7d3zO7TFK2iY/v5raMefSXo4+ZGOvuv5j4/Jtwffa2693E53X/AJtNuf7Hb2c/DHrvy/qnbz52bd8Zj6eq2u9MeVZmXDqfDpPtfbtn6mu0+GP/ALzz1uOids9Jmelesz8P9oBxe7TFuFuzMRNtdoiZ8M9vT97XNSvnY32ppi+f8ynbszH+KuJ/sZV+g6r1nVS0fy3jvx/zvm/teqfTjWGzdFYmb/LM57ax0y1qK32T4UiPx8OnqKps23mI7bxaM9YjH5oM9tpx2zaZrM5jEeEeYRWsTWkzTXMxjwx4x8CDv4VdlsR2dsTMePxkwck3i/M5NpnrXZNZjxxSs4/fh5/ZP+TfP0teYtbriJnOev5T+yGGm+vtxmYnrmcfCOkftWQ1a8V8sziJn8cdP35XE1fXFa16znHy/nHiSCaY8Z8pxH5GLp34/GPCPXECJ7tdbdZ6xnH7Fw1ns5OqkTE2iMeWVHPPK3bZxp14/wCKfBqRK6uL7Vt3Wi26ZtPp5fsdeeGb09zi+301xHR1nLFr0NeqIXEb0o1iN60VGtaKrSIESAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAQCARIIZETgVWZBSZhFZzMArMoMNtKzPfE4tEYY651qVxU3RWPmnM5+ak+HXp0edt8z9y8PdyOPyKcfZNN3bPbyK9ZpbyhnpY4/tOvNv8Ab0aeZXt36Nt6XtnPdiI+f8/RfR8Hsvyry70177abXjujriZ9XesM7Rvi+JvGazEx18p84nzQbRt5E2tFa1mtaxPdM/N18cwDal9+z5ppjt884BWs1r0tSY7uuDEaV5HbaNePwkV4/wB3ad3I4vFpXE2ttt2z+Fc9Us2E+3me08Hn6YvXZpn6dpjtvGJiZ6xhxvrrp5R7nE9v9z5EY43HteInE26RWJx5zMwT1dUvUa7/ALe981c7g7+TTXTh05GrvmNkWt3TM4iIh259NjF7lfC/qnFtP2LyotbMbfcKVr5dIpeXTmfNZ36Zfpbw4n7Y9yvqmY2RbTS0xOJnGZxly5ny6d9fTo+5d/8A/MORw7R/2fA0d8z5YrM4Y9syQ4/r9B5trV9u9v7flmOLqxM+U9kY8G+P9WL9vl+TWfr7PrbYnVEd1YjGevqo4dfK0dI6210mItaJ/v58TFerrtx6aYm1uym2etqzMzNv+dH8v5kSxpbbrnbTMzee3/s+v7565Beu2kRm2uNczE4iOv8AFRz7N9piIt2zEz0zmJj9nRRWnL17q2ra1a1icWmZjy9M4Een7HupblxOzdjXWYrEzOK2zMRXpHmli62/S7bFvsvj3r1zu5Hzfhusxx91rr+Pe9w949v9urXZz+bp4Wu89tL8jZXVW0+MxE2mMy7Yw5eX90+x8f2jf7xPP07vbePEzfkaNkbKzaP7kTSf5pnpgk2luPyvgfrd79/4jnlcykR9v7Lds+31rHfr1+WytvGbx4z5M93/AA1zzP6/XZ+4/ZI4PH9x2e46dPB5kRPF5G7ZXXS+YzERN5jr8F5+WbMZR94fakePvvAz/wDudX/tL4i1Puj7amZmvvfCnPpytX/tAifuH2ffMa9HvPCttvPbSK8nTMzM+UYshjbjad877fVnMT44npOPxRXgc3bSffOdp2RFqxbXemI6fyxExH9rl7vtrj6eB9wceacDnzSOlaVvGPhOP7HGT5a1w240bdf2/t623TXFMdflptmsx+16vT88uff+z+fffdddP3F73WOsaubyIiI+F7O/bny/p3i6tuzibZ19trcjh8XZHZE5i09mYiMZnxcfH4dd+XVt0c+0Rs/p9sapmsd80tETMeXhl5/z6/w35RMbrxHbaMTjHp5f8rNli7Hn+9e4a9PBvfZHdisfLHnPdMxEfuXnlnqvC49N+3Rm8dsdnzRPrgnLWyPvuFOzb7VxZjrNtGuc/wDow9HM+HPpG3XtttjTasTWK5m0+sz0iPyjq1jLWnCtakxbOKxiLeAa218TXibRXPTH7jBz69dKWmuJ8PCIzEGCk7Yjd2zimuI8ImczaPgD1ePas9Y+E9QRs9q4ey07KzbVe891+yYxM+uJiUvrlPKxlb2fVWM699sziJ74ienj5Y8WL6Y150/02/8A76vXOZ7ZzmfHz9E/I8ieDsxMRsjz9fPon5HkmOJ29JtHbHh4/gs9a+TO+mKxP+ZmZzPSPhj+CfnDWMxbPy5mfWTwNK8PkbZjx/8AtWcGuvj+xzMxNoy3PWzenrcf2zVrjwdZyza7teitfCGpE1vXWqNqa1G1dYjWtFF4gEgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgEAAiQVkESyqswDOYQUtArOUGV+orj36O63dWYrb4xlz641ZXDy+HbZETis2jrPjGfxYvrWdObRx542vZFoiO+e75fA44xerrzPddsa6TspwtfJv/wAURmfzl1ZefO7feIpX2vj3ps6TX6ltUx0zjMZZ1fhGvgatU2tHs+yLTH/dcybeP/PMHTSOLqi0f03Ljr0pfbW1evSfmzIarf3H2+N0a9uvk8fdevdW8Vi9f2xPVDHTq38Cddt2iu3kbNXy20VrEbJn4VtNceq4jm+5fp/0/B2ViaR32mazGJjup5x5H8P64eNyv8uIz0hJVr677et9P26sz47LWv8A2R/B05ZrT33k0rw9VreFN+u0/llu/TL8W/Vzk12faXD0ao/7bn32X9flpEdf2ufP9a/w7P02200faPOracd/K1RWPPpTpPT4uc+66X+Pqo+zre9+6c73avKpprN/pUpalrZ7Nda9Zz4F9fkzvi9b3mka+NxNVrRPZorX0jpWIWc5E+3x3O10+pst9eItmMxXzj4ygcK8aeP80RN/GLWjEdf45wjVdP8AUzT/ADNkfL2zita4rEY8sKis8v61LRTpaPCMfvmfIGGrkdtb1tjM9bROcRE+UY8zE1M8rZbbWtbVjR/hvOM/Hz6qm6b9uut4i1o7rfy0mOmVMez9p667PdI2TS3yVtNe6c4mPDp6+iL/ABv+k9qx9k6dcT117+RWfx+taZj8mef9q119RX9Rv0/4v3rw+HxOTz93Arwdl99dmmlLzab07JiYv/Y7SsPxD7v+4tG6OP8AbX29wORp+2/Zs6tGqNOyLb98dNnI3YrmbWtnGU8c+Dy27Xjadnu/bake38i9oivdH0dszET/AC5jtzGfJnGtfXfZnver3Di7/sb7l4HKv7J7nb/4LdXRf6nD5Wfl2aptXER3ePok3m7/ABb/AMp/5fTW/wDpt9hxFp+4fcKz551cef7G/hj5ZT/9N/ss+P3Hze3/APb6JnPx6p8Ltae3f/T5wOF7pw+Zq+4N+/Vx91NttWzi6oz9K0Xis2i3nj0SzYs6sr9oiIvs756TmZ6dPER8z7nxeZr5fN5tNMbtf1OytKTm9cRHdaY6dOjPs4t+YvNeB7/vvX2zbbt/zt8YrWekTGfj6OHPFb15fH5t9Ov2OsbK0jjxbdvraczMd82iIr4+Tv6v9WO/t+P/AHV9i/cnt3KtzfceJs0f6vuvv03tHyz9a2YrMx4W+bwl36+fliP6A+xJ37fcqbJt3aeLr107qzmsRqr21jPr0cZ9t9fT9Ctyo8Zt19XZzfJfedc/R5VJ8vp7MfDrX+1nufC8vmLcit5iLRnGJjPVxx0cm/fMWtWImZt+QPvfYqf/ACLgzM/91WPwXhK2221Ux6+ENoy/qdVfSJz80yDWduvE2m0REx0z4AwvOvrstesznp44/KIDHJPI1TaI1zWa1tiZjrMWjxiZhKr0teyIrFY8ceXVBvWbz6tIvFdk+UgtGrbPkYi39NtnyMVMcHZJiavX2us9Z6niuujX7dqjyanKa6acbXXwhcRtGuIUrSutUa11g1pqlRtWkCNIqotgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEAZABAAIkESCJQVmEVSYBS0IMrwKxtEwgyvhBzbEV5/NifpzPhEeYPnOTeaVndr2z3RnurW0YmfjEsqpxedS0zXuxbPWLRievnhFdH1JrWfmjM+EeYJnkRfVMTbtmIzOMxlYmOS3H0bPpbPqWrt14tS1fKPzFb15NK7L3nrMzEWxGP2z5lNZ+/bP6n2umyP7l4n+MEqPnuHtvbZXVHjacQy0+84/Irr1U118KVisfk6z6c6cq2nlce/H3ZnXeOuJxP4xLSPK4X2x7Hxt2vdfXblW1Wm2mOT27K0tbxmK4xn8UkXWfuH2rwd97bODevt87Lxs266a4nXa8dIt2xNcT+B1JSXHse08avt/A/p/q/WtM2vfZjtza3j0TmYtuvJ+7t166dO2tYvM0isVmYrGcfhLI/POV7xydfdS/ZFfG+uO+1vwzGuMdUsXUz7xsrptXVMbO60RMTXZGJn/DnCYKbedfVXrfbi0/LiPCfTrbJhWfJ53MrNb0i3ZiM3n5bTM9MYjOYXElWvyLbKRNJtP0In6kdJjPnmJMNV125GzVa9aV7cxm03jNcz5R0nC4idu7mV111bt0215zXtmtbTGOmLYMNfV/Yu7Zf3Gs77TN667YrmbR+3ozY1/HR+jkz/AOGubS05mnuXNiI9P/iLs/8A7rV/1j3/ALo+6/tz7c1cff75yrcbXybzr480132za1a91oxSJxiHTGdeHX9a/wBOKz8vunImfhxt3j+wXxI/W39Ou+b/AOo8mt7xEWn+m3ZmI8M4gTFv/Oz9OrR2/wCp8j8J427H8AsYf+b/AOnfdMz7ltx5V/pd3j+OEGez9XP09vfE+7Xrq9I4++PynFQxpx/1Z+w9vL4PD4vN+tt5m+vHjGrbX6dr9KTbvrXpNsVP4smvvteMx6CPKvyccjf/AP1bfD4Nys1w+58Pi+5cedHJiceNb1nFqz8JldHn+3/aXs/E5lebP1OTyKRFdc7pia1iP8NaxEftZyLte9snXupNN1KbaTOZpsrF65jzxaJa1E6701UimqtddI8K0iKx+yMCFuTPqDz/AHW1ORw9mm047o6T6THgVXw+y99dppP81emXCumorM3zaJzM+EfFLR+hcK8aeBxdMTPya6xOPhDXP0l+3FyufrpbF7xHXpnxbqK/6hxu3Oy1aY87YjKCNnO14mn1Yr590/H0FY7eXxa4xfMx0znMygrx9mvZePoauvWM1rjpM5mP2ivoPb+PuiItt8fKJWRLXp66fBvGddFKGDWutcTWka4gw1aKQC3aqL1oC8UXBetMg1rriFRpWsGDSK4VV4gRYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEZAABAAiBQEAiQVlBWRVZhBS1QZWpCDG9UVz7KdAce3XM9J6xKK8T3H2jh2iZ7MTPp0LDXz/I9sjXnsvePTqmLrg2W5mu3y7Jz4ZlmxdZ/1vNjxmJ+Mx1RVo9y5keEVRNaV905cxjGI848f4g6NHuGy2i+jf1pfOIrXGP4kVX27iRr3/VnrPksiWve1Xtjq6MNe6QWjZKi0bJRV67MxIi3uPB+vwtdLf3tdZzHji0MfTT5Ld9p8SeVG7r31/lz16R5SlpjLlfbdZvPbnN46xERicdfPwNMct/tav1aXnVaLR06T8vXxznqaY0t9tZjN6Tsnp2zacYn4YPJMRp+3dcWtWMd1ZiLYz1z1zOTVx0W9npq+WlcTHXrETH74NTHHt9gvsnNorN4nMTjHT4RHyrOjxfRfa/tk8WNu3ZWOtYito/H0Z+6t+nn/pJXs9h9x8on3TmxH/592Z/vWrf+Met95fZ/25908bjcb3zVs26uJstt0zr230zW147bZmnWYmHXWMfM6/0N/S+tZ7uDytvdPdE/1m+JiPKvSTYvyvH6IfpdHfWPbORMzEdbczkZj8PmNItb9F/0xtM0/wBIvWtazm9eXyO7Pr1vJqYpx/0M/TOmuKbeHy9t4jrt2cvbW0+fWKTWsfsNi5Wez9Cv0xiJn+m5keOJjm7cdfDxNifKvF/RD7A43N43J42vn6tvH2V21vHMvM91Ji1cxas+cJbqy1+papzjKQfM793/AMZvx/7y38W2cK7Rca12ZUaReRMWnukGd4tMeAOPfr22iekouvnOfw5+rP1I7J8rMdRqVHG4dddq2vMRWvWZnzww07uX9yUpSKxuimIiIisRPg1ErxN/vn1Nk2jX9S0/3rRnP5dFRnb3T3Dbb5KRXyjERH8IBamr3HdOb3mM+n/KLK9Xge2bZtE7Jm34riWvrPbeP9OIiIw1Izr2tUdIaxHVrqGuitFGtaiLdoJiuFF61BpEKi8VBetVGkQC8QC8QC0QAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABIIAUEEAAAgEAAgFZTBEgrIKyis7QDK1cwg571BzbK9BXByNPcg8zkcPMeAPL3+35z0Sxdcez234JYusbe3/AATBX+imPIwa6+JOfAwepw+FMdZhZEr0qceMeDSLToiFRhemEVn1hAzeImc59ART7ljja408jR9bXTpWYnFoj0Yv23HNu+8fYq5nZxd+fWOyf7YTBlH3z9sf3tPJj/0KT/1kMP8Axr9qz4/XrHlH0on+FgTP3n9pW+Wd22I85nTP+9cMW/8AFf2VfETy5r6TbTs/3IYn/W/srZMf/MtUT4fNXZX/AKpBvp5/2j409y405/4rfwmDIfLbke+ewaeNedfN17LxWezVq65nHRZiXXm/YXD18L2LbSk5rs5fI3TM+uzZNp/izP8Aa1q/UZ/fH3p7H9s8fhb/AHPXu215m22vT9CtbYtrr3Wm3dasdIl0z4YfLa/12+zKWjGjndsf/h6YzP8A+anw1i9f18+x6T83F9wtGZmZmNM9Z/8A7hImKz/9Qf2VF5iOBzZpMfzf5Pdn/prhiKf/AFAfZFdeJ4XPm3p/kTj8+8wxpH6+/YtoiZ43uFYx4Rr0zj//ACBifbv1n+yOf7pxdGiefS/I2U4+vXt007fqbbxWs2tXZacZnyhnr4anL9Tpaa2iLeMdP2CPlts2tyt8x1idlpz+bSNKUvPkqN6arR5KOjXrt6COiuq3ootOmceCjOdMeiYPO9y9tpupMTHUwfL8r2a9bTHXDFiyuWPZpz/KYuujV7LGf5SQ136PZo6fKuJr0uP7P/wrImvU4vtcxjouGvU0cGIwuGu3XxogR0U1RCjWKmC0VBeKgtFQXiqi8QIvEAtEKL1gF4gFogEgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAASCAAAQACAAQCARIiBUArKCJFUtCCloUZ2rCDO+us+QMr8ek+QObbwtc+QOTZ7ZWTBy39q9Ew1z39pt6Jgyn2m/8AhMXWmv2yYn+Uw116uF2+S4jeOMYqLcZcRhfiJgwtxI8gZ7NGIkHh87jTmZZsa14fL4fdPgg83b7fGfAxXPfgTnomDKeDb/kMNUngz6Jgp/Q2MGmviWiUV26dVqpivr/tTkxX2+3Gz/mVva/b5zFuvgzPirZ8Ob7l9i9o95069PvHD18/h6Nk3pTZW/yXtHbM91JravRvys+mccWr9KP025OrVf8A8P8AEjsxP+VO6ucRjFp74m0T8Sd1LHXH6Vfptbx+2ODGOnSuyP8Arr5Uw0/pJ+muqlaf+GuJesZmLbPqXtMz62tfMr5VMX/8p/00nP8A/GOFif8AhvH/AFzypiuz9H/01vH/APzXEicY+X6sfwueS4y436T/AKecLn8bkcX2DXq5fGvTbp2Uvvm1L65zW9onZMTiY8y0j7H6s8euzfvvMxfEYnERE/n4ZZhXn8WsWp3zGJtMz1+MukSuulI9FRtFI8cKNaVr6CN61gEzQFJ1Aztx8+QObb7XF+swYrD/AESEwba/aKx5LiOvX7dSPJcHTr4tI8jBvTTEA2rSQbUrgGlaKLxUFor1EWiAWrUF8dAWiAWrWVF4qC8VBaIBIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEghQQFEIAIABAhIqsgiQQCAVBEwmDOYBWYFUmBFZqgpavVRWdaKpOqJUUnTCCv0PgB9D4AfRA+kCt9fQRzXpPoKxvTogxvTMA8zlcfOegry9/Cz5Mq49nB+AjC3t0znoYrK3t/rCYM7cD4GCv9BPomBHA+CC8cKfGIMNTHH2VnMZi0ecdJTGtXnl+60j5OVujHhHfYxCfcfev/ANZu/wClKYun+oe9f/q93/SlcNP9Q968uXu/6UmC1fcfeqxiOXu/6Uphq8e5+9ZiZ5W3MfGP9xhro1+4+8W6W5W2Y/FcLjr0zyd0xO69tmPDunLUia9fRqt2w3IzrqpqsqNo1TANaawbVp0wCeyQT9KQT9ERpGjoqp/pvgC0cb4AvXQot9IFo1/AF41yI0rQGkVBaKgtFJBaNai8UBfsBbtgFogFoiASAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABIIUAQAAgAgAEAiYAwCswCJgEYBXAKzVMFJqCvYCJqCJqCO0VE1QR2/ACKQofThBWdcTIImmPJRS9MwDnvqBnbRMoM7caceAObbwZnyMHJt9vnP8AKmDmv7fb/CYMLcG3+H9xi6wvwLf4UGc8GfQwRPA8sCr09vjPgmI3p7ZSfGq4NI9n1T41MNT/AKFx58YkxNP9A43pJ4w0/wBB43pJ4rq3+gcb0kw1Mewcf0k8TVq+wcf/AAyeMNbU9h0R5SvimujX7Tqp4QYa6qcOtY6QuC8cfBgvGiDBpXj/AABpXQC0aFFvo+kZQWjVHoC0UUX+mB2CJigLdkAmKKJiiDSutReKQC0VBbAEAtALAlcEoLR4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAiVAAAEAACAoCEQFRIIwCJgEYBGAJqCs1QUmsArNYUVmoImEEYBHaBgDAI7eoIwKia5QZ2oqK9gImoqs0EZW1fAVS2qBGVtEegM548eiKpPGr6Aj+mr6QQI41fQF40x6ILV0/BcFvoz6IH0Z9FExon0MFo0TnwBaOP8AAF68efQwaV48qjSvGFXjjR6ATxo6A0jRWPIExpj0BeNUegh9IE/S+AH0wPpgmNUgmNUgtGsExrgFuyFCKx6AtFQW7QMAYABaASCYBMAsAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAFAAAEAAAAIIABAGAO2ARgETAiJqKrNQR2grNAR2gdiCOyAR2ConWqI7JQVmq4I7UFZqYI7AVmgImgKTXoCl4pWM2nEGCOyAR9KJFROkQ+hEoEcdRb6ALRogU+gC0aI9BExogF4018wW+nX0FTFPgRF4oKmKiLdgJ7AT2CkUEWipgntME9qh2pgnsj0BaKKHb1A7YBHbIAEQC0QCwJwBiAR2wCYqABALQCQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAoICgACJAAAABCBgEgAgEYAwBMArNZBHbIImkgiagdoIwCMAnAImsApNAVmoI7UDsUROsGdtU5zHh5gidQI+kgRqkE/RkFvoW9ATGifQE/RkwT9GQPoyCPpyYH05A7JBautReKQCYpAJ7YBbtBPagdsyCfpyomNcgnskCKSCeyQMIJwoAntBGARNQIqCYiQSAACQTAAHb6AQCQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAARICgACASCAAEAEKJwAgAYUMIAGAMAYAwCMAdoI7ARNJA7AOyARNAVmoKzUEdoGAJiAR2/AETqmQTGiQX+jEAfTQJpMKHZII7QR2oJwoYBMVBPZmPAD6UGCPpzAHYC0awXikAt2wB2gdoJwCcAAAYgEdoHaCcQAABgEAkDEAjEAdsgAAmAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAARICoCgCCMqAAACCVBAAAAwCQAMAAYAwBgDAIwBgEYAwCJjIKzUEdqhNIQR2gtFQT2AnEAYBGAT2gdoEwCOwFZ1gdgLRXALRUDAHaCe2AMQCcAAAAAAAAAAAAAAAAAAAAAYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABEyogAAAAAAAAEgIJgEAkAAAAAAAAAAAADAIwojCB2ggExQE4wACJgCIBOATgDAGAAMAAYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABVQAAAAAABMAAAlAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAnwBVQAAAAAAQASAIkUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAmMgjtA7ZUO2QO1BOIAxAGIAxAGAMQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD//Z