data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4XtS9abB26VUdtp5zzjvde7956EHqbrVa3Wo1ArVAgIyEmEeDA4gkdgwBEiAkdkhBqDJmTMEPUy7bEAoSCCbluIo4/Aj8SVVIFbhCYVMUBgw2WLPUUg9f9zfc8Z3P8KTWWvt57xVJyhQ4Kfikt+/0juess4e119473UpVTgCQ9X+kxFsGf5cyv0+oB97B//hzxT9gQMU7x2P1JScMyBgSMOjJdo/Sc1UYMAJQ8zn5xwR95aMqvYWMEfz8fGr+rc68AZV+5mPLe8qoU0YFfuVj/Pcqx+MANIl/i89UJaQmI00TTtYJR5vBn7Xia1a6b5OAcUr6fpQSRnXGpPbvJrVv4woYNwlVBbR1jXUCmrpBVVeoUq3jk+oadcPf1ahGQKobfYDEN1nx+ROqGqjrGkPVoKsS2pTQ8n58DCqM9Hy834CUex3PoR/QDQOGYQAy339GyjxXA6rK56zOOY7fgKrma2bUuUeTe0ySb9O4zSpgiowZMsbVgJrPoxfK6DPQ9wOGDui6AV0HbNqMtge2vHUVNh2w7jNWQ8aavxv8t5aP1dMkDENGHrK+5+94jnPO6PuEjp/hJlLWQeMJJBR5J55F8MMZmAJL4KlgLiE+qE46H58EIvDJ/Q2IW4KSMOHnygKMX4fAINAIGt6DX/kyowAb32iVKoNQzxAAREYjYBKMBA0fy5Pq91GnAY3ADtQVQWjAV3zyZgBmPNkVXj0ZdNIbfk6+NoHB59X9M0YCCjCqEx+CcZ0xqmFAVhWm/Dqq0FYZLVFW1T7huhga1DVvNaoGaJqEekQwVMiJoCPwCa4adZ3QNBVSqtDVFbZVg74aITcEbo2mqvye+Nw8tgIjQZgFyJx1lPX5BMRMIPGi63yBpl4Xp451yhijxTj3GOUOUwwY5wHTzN/zOPaosgHC5xp6oO94G9AJeL2+EozbLgUYCb6MTZ+xHSps+4x2gG+o0OuC4XMmdINB2PM1BqAbeqRrKWWeLB04WjxaoDjhMo22jwJJsYr8Rlcnet8/LKVBWSwkwZeRUyImfQUbz0S4r9awdPyJIOPjG1Soy9XNg797bYNuLMs2+H6yfn5Mw9/rxp8zKp7g+N1YVpVncUCaAnmWcHgKHPJSLdY1+T3RYuiuAuSAhpavIhAJPGBS8eeEcZ0wpUWc0K7XAs9AK0frLjASXBVs1BKaukLT1KiqWsBCU2GoEzIfU1cYVZXuQwvY0zLWCR3vVyXkpjEQZRV1knRs5W16fu2RaBUHWzCCKBFMiZZvQF3Rig628jzOBCVPPoHYdxgPPeph0HHnVwKdzyVsE+hdLyDS+vb8meDizwIlLWBYRYIz/tYScDmj01Ml9PrbgDbbGBGUHQ1XAWBxljwNBCBPhqwI3ZRQI5vor/riEyTrJQvo38sF6gE8EbZOPMkXAcg3pXuEz+dj+bjiTgWssHR8DwSTwDEYZDxPdOUj3oeGDcnAFJh4kG35RqmK39OaDUiMJSZAulxhuU146YTuwh+OVlKfsOJFRCD6ZPPEV7R+AT6+DoEnd1wD06bBmB62qbBJNXoBkMAjoAjELOA0VULd1DsgEphoDLChqgRCuWy65qZCVY30HvoRLWOj+0Bunc9NINNq+qxk9Mh9iyzQdDpORI8tWq/Qp8odRgOvQRoNusQBuSdo+Vg+pkfqO1TdgNRnpH5A1ROoYWkFosFulAjsMzqGBDmFBbQLppUjMFt+RdbPvEj4Uu1A65iEhZbPRbtNACqOoBsuoKBdi1iQ4BIIeHJreXADMQDj2M4WUVcOT4CsXrYL5OPLVWv7J9gqrGSwGHFBiV+KdeX54e/kQovLloUNV8zfIQmEdB+K2XZxokFIsEwEzoQRgUUTypjsoMIwzXjxPnC25RVpq2cAOmbk+aZLtZXm42m0/Bqygg3jwSQ3PNVXIocuNGFIBl9D68fYqq4xqhgXJn0vyyjXazfNq7wa0TJWihkFLllK/p5Wka67wdA0GEY1cjPWGyTo+Z4YC9apk9WTW6bvHOiqCaxiFTsDSz6Uf8vItGwEAoHUd+iHDnnbI3eDgFi3PeoAKUHN5+LjSlzHcECxXMR93ZCx5buge2a4wEujo+uVQUULx5AGqMGartIhBvgUCjFmi8BdcZisihORhidRxs/xoSMr+nefNN1f1iRcbMR2xTXrvg64dN+S+Dh0jOfWX/3MJTaU1dNFwYShWNlzFzvS720NJwzgA7gEJsE3o7XkeWQSwiebVfrgR8fAS6c8bfwszrQYm+1cMa1W7WSLN1mxMFxyzXWNSQPMmgqjhiCr9PxdVaFLBFrGtDHQeAEQgE2ypSOAZMkIVAJyFBaSIKUFpHVU8GcAEqiJAGxGGCq7aFpQuXvGmbS0jBt54ejAElidQEYXmrsOue8xEGCtgdd1nW79lvEef+7Rtrz/gJb373rUW4OwoWvWLc5bxHaybnS1MroEZyUrSQAKhLSEsnpMPGgRbQn5O4IwXeHFRReq7MkxTHG5AlpkucpAFezzNzKeisIYT/zxfwJtuEMBh8ewAHdnZSPlVmwYblCgc6AoEMRdlAUrjnOMJ4tYZTS0spGA8Htm0A2z1AxMU1KGN2ECQSASQDzvDZCnQHW9Uib38dd6LHtn/spU9aoZFcFKsNd2x4wJHXMqTDMY60YAnDQ1xjVvBBsfU6GvamyL6yYAG14EfH8RB46YSROMdtmVrCMtIjAa0RKOUY9sLRUzysLagvIc8fsCQlrKWo9pbGV5U4xO99mhbzt0bYu2bdFtenTbHu22R9f22G47tNsWw3ZAt83oeb+OfyMgB/TMODq6YrrkAU2XFT8qBt3FVXbNto5kNJKAZ2DSdfMiJxgZ99kd03XThacbDE+DLpF1CwtUoj79TJcUp8ZA5YmvUDGZ0Pd+0fi/LKKuwpKd7TLVXTAZQA+kyf74b0xaFB4Fj6NQQImOLxCBIEfWK1rHmeuIAIzHyiUjYZoypmDSwK+mWui28iSjupKRZw1evjPgcGsXXAAvy0tXHEaIL2BayMkJ/8a4lJaNoKY7ruuRYkJlyw0tVoO+Aba8AARQAtCuWdmxaBg+ztQM31dJXgTGZiQrOCIIBSxawBIaMEZUcCzryPsXF57GvJ8THScfvMAJpF5AJOC26x6bdYf1usOGAFx36Da8EZA9+i1BawtJ60nr2NN6towPGf8ZiHxeWkUFZUOy6+d5ohfl3RKtozm5yGfQ8b0oPiQwM9JtJe5yiLt/5aTLaMk9k3Nytms3XSycXa1S/chqbamS+SRDagdMZYhy1yWdCYunqNJ+31my7yM+TjGkExBl54r9fEGIoonMji6Y8ZljP8aGCZM0yPIpcSCXxwtBaGUiklFfa3DvfsYrJ0E7yc2axtCJjSSKsaOTEzJ0hUIxgASqsV2kYkJa5qYS6GjJ+oYHm7weaRcC0FaQ7lJelmBRJmyLKM5QAOZ9G4GQnCJB3dBNE7wCbIAxrCcBzOeQCxhVyLScie4tMm0eX1qg3lbPANxiteixXm3182bdolvTOtIadhjaDplWU/QLrSm5wV6WkSB0MsIEhxaSjpHW0fEYMaKkSDG/T2phQeSmeXcC8HWpzkNycOkArcKw88EBuPjZfyW4HBeGzTonhLMBQLdi4NCyEFzMw0xumhWM5OQi6MPdGoSOFRX4EkAiiJ31CvwCI0MFPzOBSfApM2bCEFnxJFwmLSJjQz6HXCQD/X2gvlVhuQBeeK0HaQMlOEFC82Ty/g7XeOgIkBIf0jo6VlOCMuJ5twtWsjIygCYjutMGuSLlYldKo8XHMu6jFRzpd05KBELdLygbJSi0cIWGIfAYM/LG98a4j7EkH8ebKAghk/SOOUeGQLWAyLCA54Cur+8yus0W6yUBuMFq1WG12GK9arENN93RNW869F17zgn2jB+ZxTJ75q0Akeh0Bk2zK2aE/F/wyeFkDUVayEp5EtLreWkHtVJslvgl/WAL57y+gDGh7gOAyj5srczjlYzV7pBxiHkn0y47KzsUC2j6Q9nzrgoTGVBYWgExyPBpAvZ40sgTKisLflJ/Nx0jTjCSlbGIVwOXlpC0DA2EkpFZRnXb8P34SwPmpB/CxcpVs0LCeFJuM3IBhh02+eIUHfTTQpmuKSAkIEYNM2VavgbNOCHXCS0zW1VkDDgCWtxecIAqmJTkJNwoQcpERRlyJDDiKMP18nWYgIjMJodZM6sM9jQxI+fPNCqmiOT6VJWo5VJ52262At16ucWS1nC1wWZji9jTPbcEIZMIW0DGebReJKgFZMaETHTEMpPeYfZNt+zEVKGLqDpzlHG2TcW9ITF8N2r9P7lx34nZg0xo+YstgAlr/1PYLsadD3JSQMCRk3NFwS9eYji7WmfOhVClJaNZlHv7Y5UXZ90+kLR0dK/7NbBPgPBCiA9avD2dJO8nfjAAWGgagtFxV0YiH3gjIc0SXn4JuL82SauTKwDamPBEK64jBUPrJn6TpS/GgCx3MT4jxWMgkQEgkJgVE4BMTpjh0h23NSsnpQLCxzjxoKtUFYXJTWS2TEBMs9hiJpb5Iv4URxnWkiEAExxl0vEcig+VLCb0yQE/QccKEIMlxmD8nlY/dwkDs2ImHrytW2zWG4OQbnrDn5mYZCUmpmBMTNOC0R23BCITHUJAMSMzaJrakpTQItqbEReGZZzvp+mCVb/lf121CGTJDfrn6vz35UyHRStuWfxZ7ncAJG0j7pQvrFiqWKmoOIQhkQ0jTxRpyMVs3BUZm3O7FJtqAnuvSrhKIpjP3QFVsNusOTrsLCB07Ge37OSCGa7cMJ/gMnD/HvDyMd2+gSZXLc6PMWOWa5U1J82j2rDJZZLRTAzkCi9YNH0vwrhx3MYkhMAaJfTMkBk4CHy0oo2zYNWPXRVRsqXEhq7YrtrEePCtjLGCvGbN2EyN76+QQbXqWseJZT9xb6xWEHi5Qsdb0CDm41wao4UjB9i3PbpNi3azRbuhS6aFbLFm1ixL6Fpu2zKhYMZMK0kLWGLETonL0Kdw01HeixBNVbXI0tOzFCMEccysRbGaTVuYKAPQuI3/niezO9fsxIUBafCG/Cre0C6VRXJVN6Jmqziw1GhlPU1eEwR0+CXrduLht2IK8dz2EgiX64xrVY0RmfwuMi7SAcFt0iKPVeusBCi+J7osBfGXa+Baxtkp8MJ90waqoIT1U+zZuASn6gstKoGpWC/pb6PGNWIBNhIJUyrB90WCosqIOMFalrCj1YsKiixnVE+cXES8qYqIyWa6eJf5TA3p+BR6KO4vkYeqebwwWEd2hs3ggvSH6rN9kmBgI9eZsGViIqaF9zF9IvDQ2pEj7FrklkAkXdNh0/eyeOsiTugGbNutrOjQEch8nBMVJy50yRQl2HoSBz6DEbY9lRITJgX0TivM2UReuKtURPGsGEdnNxeTlSCjTZmQIbRCg/+sarmgaImsVwe0iAzCrduAnYcCfkECp4rkp2TV5iuZFc8a4HqTsU8cm5BC4qWvT2Pzr+SIoFdFw7FSvVehvpGwaYEPvQYV1F3CY0xnV8yvqgGz8hEJCq2gqDklHKZ5aCVlKWX57A75PbMjulMmIIz9aNFo9boK6EVEF7AG8PRY0zS66WKI+I/HQPFf1OIjVGBsqGNpvIUggheAAax6M5MQViJo8dqiaBmwbgeVx7YBTJXSqIaRi7XyhiQ2i7+K+eR+e2zaHus26+umbUXfkD9kUjJEorKrtPC5+Jy0bCSzy/nnpfF4qrIsVQTypexGlPIcKh78JIt3bo4uEC3GdCQMBLOSkk8SG0RtuSRqYc0UG0ZWXKRTjF6ZKRVbV9L34IrNyYm8NFD53ThVuDJKuNqYo0pdSVLOa9l0U3wAqRYG7/W0Qn3dtPoHX+0xbwnAUMEoaXH1ggBkJYMlOGbarAUzm54w+A9AkF6hdSQ4d5QJkTJybZf0Crk6xW60bKMKG4EjQBmAY1KjmjBfS2U5hg2uD8qgKQ7k90GOs8ZdFD+iiewqeMzIK7qkWjRpdliMB2X9CKCON1pEKlyybrKUXYWWyQaJ45YPomVrlWDw5kqKreGWFrHtsA4Qqs7b2Z2LRyT4BEDeSGLHxcYk8g0p8VwLPVWyLo+n3uUv34xZn2xlVQWQkd2awKWFcrZciO0CID6XLWGxRCVZ4ZXJZ7fuz/rDIL6j3FekYMX96xVEv4RJjYxaME4EIHBrnDHpB8WGJEgjx/KbkESLCpGEZgLUNxPSqMZHXh6UiDDBsOChdhIjdzvIzZLqkTaQVRZZQJPOJJlFqShrzpiMiqWj9XMcSPpEwJIFrFAzMx7X2PDYMl6TJaRlNcFHQJNWkQWk9VQYcK599HGKeDHq17x4dpetxCEXUsXd91FuzDWIK7ljyqlaoNskAXAz0KpVcqH8mxIQgrNlbNfuyGhaQ1q0UtZjTLhp6Z75lWAusSABaAED7+u43+c9vbVOmTU7MvayJkKP3bFOQCGCQ8vH+1hPYdFh+bcr5l8M08ofL9xPFkZWz7VcHciLvGJkuyq7hVUuWkOrOJjZhfXTlWAbqGdTfJEwqxMenmbmF6jarOCYqVaJH3aWZAJUNypUewmfeDnjtTMiz0Q0Kz0ElIFHWZZjQcaFJLXL3wgaWkTdT/eP7ylAoPXjz2MmGFHRUHnNpTNiLY8brEkYKxEx5WK3bEA6HjRFwKTCVZhzflVZdxHkhivW2dlxt44BbUSCtdB1yE+Zxcfx/G+6GqtN6PqU2SZ0W2BFi6if7W7XTEJIUNMikoBWZcR1ZoJKYO0HLPsB2+2ADa3kQGtp6RjrxSEUdVz/haOUtxlYIWEr/RYzpUHpe4nfCJYRy14hfRIQBETpR4LpPgej3a9BXC68Qu0UqsV0mhnzc8FreVyRhJXsOa7rCAkUgDNx4mdnZCMTbjrI6b1FpA9NEq4x490OqC9cLbua9zijupaQriS8cgd46WjQCVEcyFMUSYd4tqCUpAWUpaMqxpziOORWqoJIK0g6pXLyQpKalYywhA0BWGLBEd1yQh5V2PLzkIRWVYQgOy/XmaYxAOWNQzJWKg7mWx0H6mKNg7wzJYqNrPqRC47gpnC3/FHZ8UDVc4VVP2C1zWgJwLaSQIFJhcp4tIgs6dF9K+FgzEerGJo7SbY6xY4EHV08haxKeqS6YfJjno9MSfrGccprXgGosEbGOgObIWGd+Lui4ytihSj4B61RgsmStIjKLUGZZFSlxhpgDIzKNVwILC3LD14osleHAkXpa20e1b8FuKHwssuPW6mgyNNmihGAh2bAbcZr0on7AzF71H1IDFIOdBW4dw/42AMrOyzrYtYcFpDAUnZsOZZqvhKmFqW0LRYl/Kr00RKSjGZcuEs84j6jWpUS8oTNuEE15s81BpXs6AqYsJj7K1UNxXsCVtA9IUujpRSFGsyC7VuwCxH7qV57wUNcLIlZrW4vQgkZvUsOIK66pCRjsalk+drNIKqFbpauWPJ8xn60dBKsEojm/bIso/lCCU8JRmoBCUTpCC3Vp1dOP7if8oIWkMDTV1pCWkTeiHIImCItlZBYFGB1rYNyHitL7u0RaT0dq4Ws/0LPBh9zHptErTA8RmF+VPYy+7hTW5ef+bQKqi9mRg5CTeNcqLjQus5SwiPThEdmCaN2QN7SOxGEjP0gHjBfBx48AD50N+uzW9RqAIpeYZZL4Dmpdb2XgAttIOkYkc/KsH1jBqqYUCCkWCDcMy1h1HWlBxzVctHNuEaufeyskjYnaCFEsfDhmqPfxX+3EERHLFgHtUiIf70gsNCBMZ+rwkIYrB0E1YpR75JOZsZMHKgYYqa8XGesyAVuIYvIG4GnpIUJCGM+3d/aworiBDLMEsnGWaH7Bi0icxpXU9L/cIUWEFgOwLJ85Z0ExCzXvI6/8X5bJURuPLI6xY0t5NmsKzSXR/GhJDkXkhIrWZiI2NVYt5YvANbuvBjR0hpQVNoE7y41DoNmkLuSshMYlruFjIuSrIf3El5/AIypfNkYwBIZXE7AjUoS/Q+8MqjBxvpFu2BJ4fn5aPWYbTPJoItlMtI4KTD9YikYKR654ACgtAWqVDhLlvVjkiI3bbGBrCSBOKmQm8rhTzQxOf5z7VSWO1oNJJStEp574/9xHvv8Of/ujR/+p/grv/w3LeUqvSf/y7Umq8mF1i4ngXBBnX+mO67kkteA3DF/R/3/Un+z1Ijg5rlnzCQViriyQkBbqCiBIlSZKYmou9+kaDHPt+P/VBU5t2aKc5Q9MzkwzbDjCfXcjEeLi484MJKcEgPxNZi5PrRX47ErA2a0gltn4BXJw5sVTlbAB14ccNaGDrDwaaGIESWzs4BWRcsyyvWam7PBKjFg0DiKAekprIBh1UTueeR67ojVEgkMkmrG9bhBpr8P8YPECbKINmn0HqqQJuCtz/wqtn/jqd01+eccfxj99EfwNf/kG/HwJ37b+SA/0v96o855sK5PCi9mmYwFCbSBYLQLFgiLJUTCnNZSQCSb7khDuRUpDkqhQoXsvhFfwapLmot0b4Gak5zRmSh2cGrmZKdRdmUkdGYq7UX/id6xHuITtnPA4iOtlrE1s1KGbvTh/YQnblQYq3zXo54m1YQX24wPvZBxtPLz8XNEEceCiWjxpJUvrlYEdOEJwwIqIRA3GBUSWjy5bFYmbBkb1Y5N4aiWy1pxfJUaely7s1DSftM2UhapYmC/+t/f/kbc+Kx/D9/3lZ/55x13n/T+CML/5MeeVeKoHOFXHkqZpGSQgYWpcLbE+G9wfEjXtBqSv5c1BBa0mEPGPCwj3TOrI3pycYkloHfsZKLZV7ItIwvivS2jfIxbKku3nK52Fc+jAyxSabncnTd2nValvEhJLAFy1mcx7XmzEi3X6y7VeP1DCeOBrYuU57M4D3zkwwPunvr9W0rmwJ+vxZ9lsYPTJY84qvvQARJsznqVgISMiyIGxnJuB3BMKKsXLrv8vgie6ar5PHTHJKrZ1FNVbERyH7GqKBETvvlTfx3t33jqLxT4+GYJwG//sbeI7FZv8289VuWNMhUXrIv4gFwdQdGHTIAg2eRK8nWm6U5c7LLLbZEHfc+Uvki0efLcPBR8Wki0eCIz1RnJrXuif+SmSc30ur/5v+AclanZKvLCKLSOXHi0g9aZLtqs10VhRVHs6H2QRK6A112r8LpHKZvKSPtEWI0XPtDhpQedvEAUH86b5HcXUCmDFXWy47siCJD8X8po3yRKUPbK1lFaNFrDorKxjq+4b/0+SOjRmOS1G5x4IQqAsp6ON599+z//UwGw1P0vIvcBMzAA3//934+f+Zmf+f8U1ATgf/ljb3EiQgB+5C1NZmPxWvVBZigGY6mzqooTvcF0tFJREHg9sOwzFkPGkj/DLpkApKVcs1s+smdRcLt+DpfNpCiJPo9eekNLrqgeVm2SIIr+AhOt0VdQuupIhAYXKUolqBe3dpZG93P5mO5zYbrCrK7w+MMNbj5Wo75ES9ngzodafOLl1jxVJAK+EPz+ZQVDtEoLKPe+I4ujD0OZs0EokULUiDXpoLwHJi/RWyxQFbCq2mEJllw4TSpFpJKRBSkdgH3rO3/7TwTAH/3RH8Ub3/hGfPSjH8XLL7+Mn/3Zn8X73vc+PPHEE5hOp3j729+OX/3VXxXobt68qYueVIozb+DLv/zL8eqrr+IXf/EXcePGDdy6dQvvf//78fjjj2Nvbw8/8iM/gh/4gR/Y3f/fhl4C8Hv+rgFIeibd+Ut7WVowAnDTi/lmXZCMNrmaAkQ1dodK2c0nSbQNgUYQLnomLExeIjbs6a7Lz05CSoe8VMQR96lpXMRqnOUosbFYLxCr2nNObJcA0ArrQQJLxYuF/I/ndSsnm7GtktbTCkwEKJvfE/ZHwONPznDpyZkSgeMXV/johxYiTZnJkw6R/D+4Nlo5/p5PR/fp0RlRzQkrrBBNvCFdbjRPkYesomQXAFU3XMioBFi5V9M+zqZ9XFjGKxcns2A3QwHPf97v/IkAuFqtBJS3ve1t+LVf+zWB7P79+/rdL/3SL+EbvuEb9DP/EWD8x595jvjzd3zHd+h33/Vd36XH8kYAlu8JwB/8wR/8t+Fu93cC8G//vWclflBT0mtfet3VZvk/6rpYWM5YbUk4srTiznbp9MoUhOD3eNIZy6kflMkKY0SChpZQVtCJDDNn8YwDyW03LBfASKUcKhX3e9Bd2eJ0jSbQOM5kOSiKzIZcZM+cPxJzSDRzhCiLhKXI66Xvi4xbSVLQR8zEL+2N8PCnXMfeo5ewubfEx/71a5ivOmXlEtSovOU6rGimkD5JViaVSfTLCIAu95ktMTunx5GgjgqK+MOwiqRl/Ly0cAWAUWO+qPNrzMlRNMHnpmX9rC/5l38iACpAib7vP833H/jAB2TtZrPZ/+15dAou1Jj/JCgkAP/OTzyLOefKUIV+/2tuZen6Q06dpGDoxHKzTY/lGNb/ikVUEXmIem4op6VBCKJawscYWLMaKoFwQ3ctYDJxcYbNjFqqjLBKamoKEYQlSJEE0CWMgE2VcbJNOJN2zVZIIzjiU5eY77wqE7Gh2jYraQKVHFRsVCKnF5UOCluv7+Gh5x9XXfbF3/0YHjyYq97cSwTLvmBSIWHxoiOu1F89ysN8oE+IQwBz40GZqMJhl11crPqJY9CR59DYmgq8tIjKpP17gbShxzGJT6nbe77yX/2JAfgnAcb/230ugvfP8jzlsQTgP/ypt2BBhoUAfOHrH1HQR+Bptog6myLS52gGSWsGtC0l2f1OXSu3yDkkFwrcqjDoaWIYDSU+IX6kBaRLXTGJoUXsHSey2sJueiYfGrQTSYpFC5HhVoNaHHuqR3LC0XoQPaQYMWgZ84lOWKTaiZx4d9D0vJZauU+4Utsm1dKzqsKtNzyEg+cex+GHXsTLH7uHjerhnPfS+yoPTR2fTwpo1mpTbzUzJfrlUggAMsnSJRBWcacQKqXGehCpzTryTEOPqLB2EuJabwZJKVEAACAASURBVKiwBcYsNbWEAzy+qcEXf9Xv//8CwHL8GEv+8A//sCdz/Rn+EYA/91PPyoiRf06/981P5tT2SOyAb+H5IK3HObAHtOGIhsxRDVQcW+clHRiDSJZaot8jqZ3RMZMTF6pQWA9MGDiqQVoz6s5YP0wu8RGAmW7boKRlVKwYqhYSz0pU2N/KME4cTYVuBPGQR0smT57HQPcnQWZUPkOXb15R4OR7sjt1IlFjhkFWiJMTruzPcPsdz6JrN3j5X35AV+emPq/kuL0xPttOeeyfNX5DrtoXZBkvV3R4IpHU+GCS3aaSn4mysPNpW1Tx7IStIYqQKkivQT5w0IwY1uq//Gv+bBZQQtWcFc89++yzSiZ+6Id+SG/t+eef19/e+9736nfL5VIJy2/+5m/i0z/90+WO/7T/CMCf/cm3CHwsIqRf/+anYnIM0dEjteyx4CgGijrNd0hK31MelTHW0JoOicVpSbapnrXF0+iMoAncqOPDraZl9Qskd9zTtUsv5iE2tIqidwREg9KNNEX9HPGX4qvgQyYJ7bjCA876W5D66aJfOPomSlIQihw3Q5WU1pk9gUJ93x5LwuMxbr/taUxvX8Hhb/0BThZrbDl9gLQSG6wZE9Ith+KEbkIXmuRaloE5mSoxoMt5YQdtly9MtXIXjJ9DLQsiuFnm8/StMoFLVZaYXSi1M7vrkPFlX/dHfyYL+Au/8Av4jd/4DSUXjz32GL77u79bGXJJSJhkMHH5gz/4A4GTiQbjwTe/+c1/WuzpcQTg//jfviVmCA5Iv/wfPJEVt8j9QtMFFRO2npTU0Ob3BmVpBGdtlU3f6iLrWODP6DfAQETxvmU6VXBelBxReeI5cI7Ncgv0bdJcku3Wilz2GUiFoQyaMU+vmrRUuREj+kRaS5cmCXmvxjzVuHeUcbbprJgR1orcv0xU2MltdCBUeRGYOEuGGsIKt557Epc/5U1Y/94f4uSFO1gzCUqs4CRL6CWycK02V4NI93Oi28DjP6lWIoZVg5LIdw+TtGLIwyVlESWgcMwoKVmEIBoHR9fMIZKqsoQGkSCvKnzBe//dAPDHf/zHd1kywXYRgCX+41dm05/4xCf+nQDw53/iGXO5PEv/01e+Lqs1WLVODiEKWYuYabtdzQTZeiwDdV90zwQsA2WPKmOpi2lrj8QMcj0gbXWcNXDSwwiiEYhTCcZAPaEs3WpUvSSt4gYGIymhlpbRNMyGgllaT477ivY+uTcqhnmWDkZoZ1Pcnfc4PFqqq0tVlLiv2kJFjQStEi2golFIbTA2rIEbTz+Jq+98G/Kd+zj5Z7+NOdsV2cVGsNQGo8hwZci0iufQcVZeEhG2a4b4UxUTihqsNj+PSQOsGjhZKj2fpGbbjYez/jCmtUrUUOHbv/yX8b/951+EN18lU/kX558s4E88azUMz89/957b6gkJ/ZN7DyLj41BDJSUqVcTILrrgmBdCU0AZPuu+ew2wN2bjzoDRNqNaDejXGal1o1A1uJ5JYau5LPdGNAJkQjXLSCMPtJRl3LBzf8BGgKS7DnI7ht7wdKpmLJl7w0Zh5GuXcNol3LtzgvliYwEmk4co89mCm/KgBXRW7BFuJISvP/k4rrznM/XL9W/9Hg4/+HFl7VJgczRdGeOqwZJRdgwJZCHFCdDS3UcPrGlY4vV695iERMpTFgbzirr+PUGKU/OsFnHVxxX2aDFVqW+QsOK33vSX8XOf/+O4961P/oVB3yuLDk/8o4/jH/6DZ/WelYT8vXfeZNVUwNMMY7klF+LF9kczMa2eZoFovhxB6CyYFjL1PMksn/W4NEq4NKnlokdOd5EopWnZZWUhOGkEjb2IBiBxbTwxVI7MalSzhGbGs+KRsP1qQLumdaTEmwQmlTusI0fJT1NE+bhGIFxPprh39wyn9+fSrEX4VRhjc2m7udCVMmFa8yuvfxjXv/CdqK9eQb77Gk5+9TdxdLrAEpxqwEGSEUZGD651AZxSVSI6lwslRQvwKPYMctrddgShrbGl9ZE/x6hdaxotVyLRLmKgtDQokXKyxeP3H33z+/FVb9jHL//lh//cg/DfHG7xtn/yIn7y7z+7m/GjlOy/efuNXHgrcbg7GsEDriW1UxeWW940CpbnVNwhFAMm9tvF+CNmzay1XpsAl6YJo22PZpnRrKAEJ5EptlrV4C5DJ6WndAVBZC/BuAdUBwlpj7NNyJf3GFYDhjWTmWi01nDErD7bgeNtJ2NUVw7QXT3A0dEaD14+Upc/+cESG4q7C4qH0nfOkOF7Prh5Gbe/+F2oH72Nut2i/50/wuEfvg8nw4AVAR+TBggyu25P27JUynyQKtGVCXq3LNi9lpmLSuhKg5En9VrAGjmyA2WzmbLgpF00W8/CziK6JWlPj/LTf+vD+Bf3+GpQUvJLH1ngP/yVV/9cAvLv/wNnv1bDshqVkf6LN13Je5QUSU7u3gFZRJGmFmdKIi7r6KJukYCrmqEBNWxKSXLXBCRdMwcaXpkkXD/ImA4DRmdAs2ZSU6HhGdIkdo8P88HkSegFwDIo3OJLypMS6gOgvpRQ74Xmb0Mg8lapsZr16S3HTSgtbTBcmqG7eR2bVcbdF17D/HSxO3nOiEvmygkC7vmdHcxw+4s+G9OnnlAwWi+XWP3K/4n5yQLLlCRJowaSryNwJRJFnhyrjrToK/Cxgqoyqm9rTJlFvL4LEee+aSvLg1vctVfaA7Hpxwhk/0tpbSzSd7ILTrC+6T99n8A3/umPCMb/6B+/xRNhy9SxIt4oo5FDvlbGsZQiAl80ZIcxbiV6cWLOHycqhGLOlbGQwIf603/biU2hCfsDJyfImnsalvqOqSXVoP+M9FWPXGZ3IA6qHvujGtOYBBAVyBi7O3guiXzJrlVtF5+Y/Y3Z/JwhR2QSjEPGpSbj1uVKVEdzljFeuVONf/MwbIVXqqTwNT16zbGZqh2RxHiAJFBNGoyusp83o+agScaYqvN5tEQ/1ALhllNE92fIN65iW49x/yN3cXb3WFrEskqCQPBFZ/BMpiPcfOfbcOntzyFt1rIww+/+K6ze91EJLzbMhhOwJiFM0QQzY+kXy5i6SHIkTi2j+mm9PV2HmTQtpLSQel1brsIaeCAqgVnErTYEu+Y/AcndZeRi2WN75/KT+Ftf97/ref7qr38fPvvDv2TlNrv1YlpbVDZdUzYZqX/BSEY7Q0j1FViTIDLYXGpzouj4No5fGA+dt93ovtBklpBB9JvR70luMTGVSaUGVALp829d1nVBc0jwHdQ99rmaIAZxW77jMbWmZU1BlJEbu5G2oSBm95nYcrXrkT/MuDyqcOtqhT3+fDKgYf+tsusy6vdcQOpJSg6/5aJVK7a1KCyOSmPUzl2qMb6VMJ9SOMtYc0CimeoVtmu4dzcZY7h2CcN4hrNPHGH+ypEsrzg92aKghtUgXmP/6Sdw6bPeJjfY33+gxqb+d/4Q89O5AEi72ZIfpItkskLxxa4HxnAS/0eKRqW1sHaa0+KLTGAMF025m6ibyKDLSDuTzwwbSq+2M2RRODljLwGXmgH//l/9Iz3+f/7Hz6q8xbDbuRdpMlp2ioMtQZOrj25CkUDRnVbeE9+fkh9ynzqFMeU0hlzuWLSYIXQ+ArKMXA71UXhKTcfSSgYbGkW3mmHpHiNV095za3/XM+KJ6n6je3UWEPep4uB4iV1fsKYBRw+u47VgdNxIY4juCGhN1ByAa6OE111rMN72qE561CvGg7w5G2T5T9ydiO9otIkA3X3EMTI5QgDHrZyxkvGzbcYfbD2IRxDIwD5l+Ooh9pVOxfGYDeDkM1nJ4VXo3EgSMEKLNdnUjNBNx+rT5WiJvQq4yUE8Q4sHLbU3lKMB2wq40kzQosfdbov1MOj5bLNsCZhgMAPfqnnUJocg2otBSXNK2KJnZsdbylXzBEW7aimcfFJUl/H2GxW+7emRQGaP47aKs24Qlyo+VNy3M/9p9pQvjSyWvI3VGU8wVTASaJKyiPX8aKHQZ+0HVb7KCEnJ0D5plEuYpjLeOcQq8nBSdcQiIr4fiZ89I1D9PO+6vi8iWocsqABdkaRLtEGHqwjoos3Os0lbvGGAwnRqEWmK/Iq+hRjbFnVhgujWXoVHrzSoT7eoTjpzhZygpJpuxB/yXH7DtIbuHYn1DOVDh96P1pEH/ceXGb/NIxXuuww32kfGfsR7/NDqDYErH4y9WG1hgr5hjBZXtQZcVrRsJMLdTsAp+LfHY3GZhz1nCXZ6HH0lgc5Jpve7LY45suJCm6htmy9QKq75FpWrJYBJPjv2aEHn8fpWonH2NS8cu97zSYpGYGnYeuftGt/z1pliVw/ttBqHIcJ8Y0WTa/KkwNyeQETyPLjSEqPzFP1YbeNE3ABUGpS514MXn7sjWQJkQsTjxrsqXox3VeR0Vu1c6FrkYdLukpDEBQjlWXl0nr8yziJiY/qSBlVF15uUxrsBg4wrellGjkaL7QHRCeiT7/IWFRteFGMlsglaWkqe/NdfG+H6tEK6t0A1J60TPaK0hrREtIBxBZXXJgDHvIJ35TV3IPICodv4qVWP3wnDLAFpnHceJJ7oq1EV4UklKU0N4h7H90ZQ7qarc/qEoB/VI7lJahpJgJPrvDGe4sp4gtNug6NtKz0kITdLDWZNjbO+w2tti7WKbMUaBmiigUtJTKw0ozWa8vvkFth1nE4egzLOxFHiLlrzSUvAZ95q8D2fsocZk8cIoWqJIwwgkugM9LVui2DUhR6JkLdVSCepKbKx6kFmSJHTedeaBozTIvJ9i4GLAUfi8aIVgkbJZXpb0kjSykVdqXTkLh8VBcrgKD7uzfta0IUmcRZKrLWKUhY/OK8gNXMHTeD1WDyBZuY1n28H3nOdnqoMOlgmGJjR8g1eGSe88eEZZqst0mELmgA1NYel9Gv5UpcVZJISOsSyDUmDJkPqz1P98+vBAAyryb+XU8bX5uOuANiP6QD8LCLPo1mJFwoPMOvQQVnqGWZcFpNqrOQSreC+0oxwbTxWE/n97UaVGvJ+fM7Lo7FO0CvbJc7Y6xKuuFjF0s/M16ACSI0DYQ0JCPKNvBjcUBCfO2LFokGhx+H7+IxbDb7zuQMpaeiVRPDHZC+GEtuhV9O4kmi6UDIFmvMSe/x4YFjZYhuDOhkZ54dYN1ofPCXLgLZAqvegS9oNqd1rt1LE1AkdBV3k53K08+FWPEKcJe30VlI13u8NU40Fsool1ilI8VsacGKNljktc4B2dbGXQ5MCPApDW4VYpN+RsMG9RSeXZ5skvP7yBI9eG2N0vEJ1GkMNo4GZJlzgi+qAXktz5Syn4scoM2M4h5rhwC9uMv6AZeiIkzQzWsPKnZ2aA8y4BI4D9PPw+POksdbK+dF87+yDXoK9waZ1eBgnzUjSKwJQAT7Lj4wLZ1NMqwZHmxYn2y22UmdnHMR+t7vbNR70LbZR6ZUIN6yg3xMnUbDuYQupmTPiGm0NDdrQPYYrtlX1lNjPujXCtxGAMfyzgSstdMl0r3zPy5jXopwgaBxqNVl3l6opdKBOFIKFCBAXdQ/DMnY98tR37J6M4eL8PLyIxMFGP9FuQeGF86COwgiNyrR8E2Ayb0hPjmuGYTu23Tq20vvgIFbdYCGodGB5rmjWk7BWGZmW5qEoe7U7dnJnF80rlMhnteRNtyc4IEl91mtaAS2KWjaZoSo5iU8hAJqk1ggPxXKxJkIuu8evbjP+KDY8Fj1gmRlNt833ohCRmSMyHkoVZnQlEhPQJXP5oJvQabWW3RC9Lo7BGONNGgUAWCsu8nNen0xweTrFvN3icL3RQB5K1Bie7DcNTocOdzYrKcRLdcTJiIfcaEpA9FwTnLTUU32+CsvEpMYeqFSj+G74eF5cn31rgm957rKmdLlnmhdm7115jNtZRCBNRKld0CJyrWyhFY0Tywc7D6xUklHmbpduwhBUKCwLl6tWCDUUmVqhRWZ3o/Z+qP+77IdzTqEQPLYjKLYX8gxkvd4bR1zmaURyTC8PTAl0d2LT3cg0T7e3bbCezFo3/6403bDWSw5Kezs0TPGCQlj9IAmPXarx+KxCc8pkxCMxWHOVSEklqBgXrCA6+jkUH4bpFj/o9/072wEfYZwSPc3O5Z1JC4DFZUfQzJ0hj9CdVozvTCF4CpZjYV7J5P1O1aCvMFV+YH8606BJjR8LYSa3JN3eP9D7fm25xlzDGanKoUaillV8ebvCSSQoBByPhndo+ELaYNDaV8fR7jeZsPkL0O+VG0Rc6LAGeMfNKb71uctKKByOML4iAD1Eiq1M9Ew8lnSRZW+LYjHFhgRQjz42XFKJJNGxJ6459Cqth3EROySzFTan56N87madgGgTkoyUgan+GrXKlhZZ7/ETFfpUXbkl2AmQER0f2JlToVZsyRSPXdjRq4srJlmKcJX/9zxjTZSipEgnNioP8XxXRwlvJje4GlCtPLGJJ9pjgn3FaXhOUT1LVxgZn9xzWfWa8P424w47+kSpnN8sbyqLDWNlFx8X1uZarvAIp8oL+DHwUfs1rEdc9h0WHTv9Yssj17ROJpiOpp6fw4lP6DFBjVsHe1rLcG+xwuF2K+Ete54vaWlhgzubBe73W2XXUr3pfRZn5DCBv9MsyNj2NAuLT5dM4tvMsMOjz7g5xre95apbOqMHm6BTIxYBw+qT9INsgYgGM1aa1D3o6QCe3eKJqBqhximpEn7EeDYZAV8o9nxRC48sT55ZNXln2580rydGwqmL8gKmBLYYy6Lq0ZsiR/DAoPOF02Lcd3szy9VZpsydI/k8oAzCQSrpyHwD2JLXX2zaFr1T4alLCTeZzS7dZafJCZUBKFyzrCbO0TGIvXlwgpHa87S8ss04ioYnxlw+uWE5ojGdsjDSL7y5J8QlsQNkPFLXmKnnwusQ5DYY95Hb6zPmBKIEELWqHuPxGOPpnma1LLet3DIP39XJGFdmU6zaFnfmS8w5xgytQo9Z02DZtXhps8Ycw+49lhiwRBx833z/PE+kOVTNYDuDaBzXmvmZP+PmBN/xlmu6wEt4IysoN2cVu/bn0Q1XGStaN+0J5t8MKLpt/l/JhmLwytNMOYK34+hixn/hnqlg1t6PUh2J+Trm3azkCd0mXbxwIc9oN+zVrbFTLnbRyJo/WXGicwgiyw6HQDhHZ7hyUzgpW8HipL2W1RbEY/h3kri4IopVjVVXoX4pG5AemdZ4cpwxopiVGVq5UiIkEBkcZazinmTVwlUpuCWPts1ymRrGzRk3cRJ1IgPMPE+iX5gNU3zASQZBybA35GZTKcNVSwC3U3IHsJ6HS5h7AZAdfgzIWQvmeoa92R7q0QiLrsOara2sUFDWdTBTzHl3McfZao3VwAg344DPnwbc2axx2HfmH9WY5ROjgU8xXYzWvPRjM2MnXSKXHPn9225M8W3P3PCq2Ii76YIdBnmEKMFIEHJdxDq3eo8caipiOEbdKd5XEsLQxwA8rztzEr6HVlIkTBWSDZ0JZrnjyB+cytpIaHI+2Q+KleNcMqnhufTWTPd4q4ynGdERHBaykNTDRe6pTM/XC6ueyFKWExTpB+Msm/LjByqluyAug1Qt8qUSW16uEt48yTigSiaGHXV0h0FaxtObU6QRVF9uWRPm9aE8Ck1QDJIthvXT+NlPalx3pi/RAUngusYBXaoGF3ne39WqwlWy7uD4WtPhm8QeDMeXjP1WXacOP85TpKWezGaYTvfkkuftBhv21KQB12czrXA9XK5wf73CkgAdOi++SRXu9xu8SpfMeKm43h1tbevNE1UuILpVZt90Bvxsn3pjhm96+ka0mHqMsCdmBWWmRjzGv8yOWeFJWHLaPVdplG1JMbleBiiyAlanVFhRP49fj4Bi6wQpHL5fHg/HSw6dzHr6zRNDWk6k8IltsjEhn3RPyR8UE1ZeNPS0Qq1zolP8047hjjpWxITqOtMqBWc7pWDtrejOKBUDuq7m7rpCyUQhW2ROWFjGMk82Fa6pYcQ9vR6/UVjHmMsSTUoSJ5SKMLO8IMlvbz32jdkm+bxiVQhAB/1hNWN4I90xu9BYJbnc1NirKkvfqwZ7Vca16VjLB9mBR+BthkrulyCjFaHFo1p7xZG0Q0YzmWLv0iW55/l2jWW3UXy1N6rlknni75wtcNZtNX+Zx4iWcj4MeLXd4MQrp+16L1w0ReRqv+OeaZL5tGpvvTHFtzx7XcecKhUSxry/xgnH9E6rwpkFs+rhXTBnIZ3TTjepsb1oxtIvbk6nAXFiQbst1xrLpWUlCUR+du39ZcJBoEVHY7latCw7Bqkrhuy1YlZ7SEoLQkki3xKiGmU4XrVtgMRSQFczSqXDh8J8lHPhUlgPEUWAy3FaDMgQCJUJR5NRPJtI0EeqATdjbqBGBIu4LnuFzzNDRxPRHF/G5Qfx/GaebK6Pp4viSDmnMOGybBWLe2D2pTYBtkGqNbPB/ijhoGkwDTDOqoSD6QjTaYN1W2M91OptXqPCSl19XFHQYdEOWPWd+EOGC9NLBxiNpjjdrjFv15oISot3dTpWevvK4gzHmy1WtCi5w6ymrQDutBsc5v5C7BqxeIQP5g2jdBXE+juuT/Etz1xTE5i8UpTTJHsKN3nux0wy05Pw4iE/KHqNX5UVG4hUrjMzVgy3SyqKq3WcLhCq7lyJutHyG4ZPigP5N3uGXcKimL0UFMOwKMwIF/xpnI8dyI36cGTDNqd6ohhHUUag7u4X8YgkRmVutMBbgOrBOhHr+vdByahRBwlXE/A6xobDoN4Puj7GREVEUICj9xHyoEJF8G/kxL5okrE/JJxq30XMLmSgL8ogss4yP1q8XxGU1hglr1Ldb0a4NBljf1wJiPTEe5MRZtMZ2r7RrORlx+FMVGX7ttx2WGy3WPatMmYCfby3j9lsT8A82Syx4tSJvsfBpMHedCyX/NpqiTUrFUOPhslC0+Cw2+LV3KsSYrd2nozF+Yx43LHW89cn+LanmIQ4vjbnapejUIQlNE0IM3tI6ympa6pwREssmVSvMMZWL9aaxzoF8YUi42Mda6FKQiBr98y+Dm9EL19VngxOVlWYwEhRp9kYlYm6CekziZG40pxRnK9ZiKQzMp9IzfQMzp6cmZ+32mgpMWmU4ON2OXO433M1hV+Rh/kAwGNMCBjcS6FiAMbSI98vAt0QHduaBZ1Dnu8/u17j4QS8vBpwtLEkiUICZXDW2Oo98XtnkeTO2B4QG4qoiq5q7BGEe2PMphOMR8DeaITZpMF0b6pwfrFkHJWw0ioCyAquNhucMbPtWqy6FmuWGCZjzPYvqWpytF5gsV2jHczLXZtMsc49Xp0f45SEt9wTa9ZJJb87BLPiYMeG5V85R7bmCc9fMwC9QNxKdl3chTaTJTSXyGy+WDVaRWbhp2y4UsJBzpKul2W5EBHIVzor8mi8AkbHdtYLFLCUJNV1ZF70TMbE61K8oOXVpbjoT+McIMYkvztomPJBg23aBb8FNPx74ed2R0WWzq64TCIoq7YUyIb1MZEa3WQRzxQAkg55vKpwSRbLQkVxYY5xPUOmuKJgyEtqz/fKjrPv/bQZ3pYT7t/f4qVFwr31IJBoLRXpAwGWFIrdsUDJ2rc2r1O/x0FB3mQ+GTVqUzzYG/v72QizWYPZwUSr1pfLjLMlZ+dkLLcDVpstFpsVlgRiu8GitTXc1gOmsxnq8Rhnmw1OtrR6nIqZcF374TLubsgZtpjLJQ8CKKmd1/oepyHvumgbyjngEXn71Qm+9clroll4hUp1bSTGarMYXazfex6zlg1Gn/Nxx0FU5gLVe1KoLgmFrTl0Cc/NV9oVHM1SOh9uI3LhonjQKBLwfvydrKKAWEqL50lVuWjSl47i8cHdyZ6VaQI7jVjQcYWVD0a8HJDS+xBm7VwTF88jSXY89pwgsH6NycMjdcJNHiRmwuoDdsbL5w2Ry+5D+oQ4HpRca5Tw/V9/C599rcL2Q2c4ebnFvbOMuytgsXERnhe0hAEhKOXHYrKiia5a6mfwVWmkRTGjZoTJbIrZHjPcEfb3GuxdGmO6P0GqR1gtgPlZxumiw3LN2wqr9RbzzRpnmy3m3QrzvFGFoxqN0IynonKO2xXOemrQMvaaWpn4WbfB/e1WIFyrQmzrfIoBx5ou9scFWb4g33p5im954oqSJ/FspKB08mIQuXxvidJJu1hUIq4ukdsc8IBNXvod1xq5ukGeRJMpwtpE0cyC0guhoTm/UIIXBEasVSZbFCPpdRrRI1OsZxQd0l+Z2HoXWbpS4092yuZ9hEFPHXU/rN+QrqhIRlymKVoy84OuMpxPw+dVwQDWtV/np9cr4CG9wBDTs5z1+TXdTyBdY0QByrTLbOom4Qe+4XV413MzZLZifnSB5cfWuH+Y8WCZMV+6xETjozhVH5YyBBO7HbdUJt+StweiSmPUzQijyUzud49ueW+C/ctjTC+NUU1G6jU5PmxxdtJjPl9jvdxgvlph0a5wSiB2BNtaLrbX+N2xnvu4XWKhxMWdgcyGeXTubjc4zq24Rp59zq5h19+D3EuccPEfj8yzlyf4htdf1nNIeRQkrMIgnRcDSowJHSHpql1CYHd93Pa4v/W+D+385VEP6oVGQz0bcW6106NYmAARmRBBYzed1mTwRY+l81jAEkr38nE0GeJrJ0w1XGP94zNNJB+S/wpzHCUXW+aQ6USzDd++yy4M+iUb2blsL0ZxZsr/cogGS1h0uaz/UiH8aGS43BpElTEXt/DOZcmh0Ug3bnPOMJQnjg1LP/Ajb8Xn3q4BilyrFsNLc7TvO8P8EDhcACerjHbB0SO82umSK+QRVc8jBdC0kqx80PJJ64+J5Ljc5UUXOqY13D/AbDLC/tUKs5szjGdjtJuEu3cWWN5b4fR0jflyifl6JT5w0W5wul3iVEBssWIVYrKPyWiE03aDo26tIZx8PwdMguoJ7nUb3CPFwzJf6pylAzjMwFnQFwWIz14a4689bXFsRQAAIABJREFUehC6QRKE7s5juxSPNj0Hlcw2hBYhKD5UXZi6QbYUJNxnPMvEjfzellyl9aBFcCJrxvDFyoPQeFaSySlKVUJhsQfryvyFa/8+39KaB4uiST8epVYcGdKXjaqsLUicXRw2VlsexQd6pBmzFsdkvkLqon3nVAORkfxIUU4Tf0Q+rvKOiCjpFU2cu8Oi3qy+DMujHsne0bZK5t4s9wm9dTS+EHKuRZ/zZc2kxg/9/FfjXe/ZR/f7L6C+c6ZejO5wDrx/gdW9NY4XNeasNy8G5MWAYctTz5H1I+TxWNIk1nVTGqFpOAePmdkIA2813e4Uo9kYk709zKa0gg2mN0eYXdnTZ7z/whxHLy9wcrLGKfm+9QKrfoNlt8bpZimwndK65VYbMmejqaoKR90Gi9RJFsUJE5dHjYjul7sWZwoTnOJdSTXOhh4nPF5RrXpmf4Svf+hADfW6NmWx7CUoJVLWGzwsY18mQaULkXQL68YUjXDe9xHn+2gcM5cPutrD6WVMIswVsmBuL1Z4SqmcwwXztYgPrwqPofWlGBFqHkc8BrF4w3hs+oJRrYZ/LvArO3W919cEiIUHNr9l5JhQH4GiY0ZnMlJAKKYwCL2ewTMAFQdGgdqlPScuJpMrPMrZzZlZYRYIRceoO8s0SrmKinm3806YTBp838/9dXzOVz0JrB8gf+JFpI9z92qLvGkx3JmjfWmN1TxjvanRnwHDWYt+sUFm0KRdWiP01UhUS9dyE+YYqeZK9QYd3TUv0TRCaiaqAbN7bnpQY+96jSlHYwwdTl9d4d6LSzx4bYHjxRnO1kssWRkZNlgwzuuWOO63mHONlcby8nmBed/iLLwBs/VLrKvljPs9Y8DeKhlWbnhVDVmxIamaJ/cafMWNiRv846LcubadtbQlM0RpIlhqi3ZP0j86xRXuyQIydtQfdW42EpyGiFWChR2/5pCo8LL6/lxASwfsQoMzRvGLpXQalsPvxxWv9J6Ruzvdf2GtXZmjZ+sXzeMhzy/DGs/fzrn+X1dhaP5dFjPoPNPFtII4o3jxwvQT65RHXdauknN5eimliVzdgTA4sjiwk2mFH/zJL8TnfO27Ve0Vwo7vIL14FzheYEg98skGwytztKcdttsG22WF/qhFPt4ik7NJXJk1QV83mkmz3fBkc4sR3fQYuScRPWZRC0Mao2GSMm0w2Uvg609vJDTTCqvDNV574Qz375zi8GSO4xV5wBXWKrm1OOnWeDBscYIeG0X5ToJYwTllrJc902ZKbWWqscgd7g8GHE8yXTK9FBuZbs9qfP61iY1CaT6K0oCTj6jZusV95w79rT2TV6RlLJBwSMu3q/MW4Yc5RTVvMVQJC8tzaRrORioyguBDorV2pwUtwVdkwCWpirwivWfklKO8GcngdVUVIJK4DRFoITxLZSM4ul3UWWy0+B8nKaZinOHSfQhUJT0PC8kPwenE10PMyEqGhlaqT8NC1bLwxklNWGBeNA3wg9/+MN79TZ8GPPZWDOkGUr9G1S+Q7ryCfHSm+1fDFv3dU/SHa7Rdg349xXDaA3fnGA6phhgjs2JBuX1bYX1G70Ngyi+gbRt02xFWg3v2mDVrgmldYTrNmNIaXk/olx3uffgIr7x0jDuHcxyTomlX2OYN2qHDGVrJso6HTieermuURoqHT3OHOa0h1dEALsnlJtyjSjsSPNZOZqjx8CTh+cu12iEUk7t/fadysWdyY5HtjYFXbJeI4Vjkzcc9GAAejlJJiQzQcbc7g/VeeF54Hkkb+W/hyaJQUCZA8PX4HmjM9A6jCalYxJ2NfPcoZQb62spdeOsAoNZVBfjUxBK11NKiKQY+mO2ypotPzJKN/smce9VD4fRKV5X4uAAgPxhlUbeDxS9TU9Wjyu41hbv84E4gND43IhKGQH/77SO86wuuo/m8R4HnPhWYvgEDh20OW1TLY4GQsUxuOgyckHC4RN7SrUwxcEXra0vk106RaflGM43qzSy/zTO6JcUDXCw8wtDVWK8S1htOY7COjn2/2g5VD9g/AKa3aA0HHL1wik987AQv3z3DPSYm2yW2bNDMrazf4dDi/tDjWBeb5j8IJUuBkE3w5vGucLZ0SpjT/WZaQ5u8x5qET5vVit29fLEIP/lXk8qsA8saMktWFlsSAIs73D3t3dDcXvaAcxrDOCg8UqwW4Cl7+FRk0AglswiRAUtFE0iPxFjvSdgqzWSlHFtiST71u8dVdi9ubDmXDw05fcRZalaJoTgsXWnhc9QkWYpUM1OpGSsNt1suvQblY5caJbMlF9/9Ifh7upaHlOgwiPVmJnGCkYhHS7yuQv0usmBaoe99boTPfqhCemwCfO5tpHc8g3z1GVTbfZDiqpgZrxayjDoi7RbDyQJ5Q1c0RuYgwPsr5FdOMRzz8I4gdSk1gfOE7bGlOBQo9F2DblljuRyw3nC2od1RkzuMcofJdMDsVoXptQbrwzO8/IEjfOzVM7y4mGPRU4zQgp0iXUVhQId7bPXMg5IB7k0hOc746yTRJdtecZ3dVapycsZhoggi41aV8DznLkp0SgoplOpSDLl+qym1RWIX+j8RzFQjqwfEik8KPAiSUwAnkQCKLovQh0msPVrQaUXsIONi11zGbyjalP1xgaJwkboIpFN0Uivnzff4uZOaFSP3WkRLZFkmXXo9E7OqeGDZ7eYrh/s+Yuh3TEjVtcjmpGDJdyFq1GXNT3m8r92qAcjHsVeDmjZN2I/tnbR8BqKTG/N452oZXvz/9dumeOct0zb9lRr181eQ3vUG5MefwdDdRN6wgXuM3FhznGs7eKyWmmU49DXysId0yljxCOnVOXI7Rq7HXqO6HrA95KBCnt0RaoJwDSxPW8wXPbabQUucOTm2luSqx96VClNSQ2mD1z5wiI++dIIXzpa433dYDVuwcpyrTmLWI2bSKeMkEjZJmTBgzv4UXc6cxQhcz55j8yB3OEgVnhPt4lpqULkxz7r4XB8p79MTvRg9PsEdBiiZBYxBnSNwlAl0u1cCSBUWj/sJOq9Uh10OVfymfuFgP2IvYInGCgNnTJbcN9ok+G4+l0lISTaiGYUW0AOfYgpqIaY1767koR6h0WSWsbI2ZlJ3poahGKfBIEOW1QlccId2p6JndIXxA5q9v82OLnXie+SFBlOGpEod+juVtvMuZcJVxt/8rCnYqF1qlAMHej+1h+qdt5De/BSG8RNIi32kYepBhjPO+tsgVWSntQYg6IEp8qpC9doR+pdORNnQCg7UvXOd/dEW/QlHinCtaYN+PmBzOmB51mKxatGuGMlvUfUbrQGbzIDJwwnjSxXOXjzBh184wgdPl3iNlY9MtTQpYk9NOEPGfQw4YT9KkH2EHuNB7eOLY3MlNj1NBlaQvE1ANbEgnx1rOS7kAiANPDd753REpTa7bCuoPZTK/cGVxns8oEZR4ZWlBGYObQWdWHLEhsOjws/ydfl6Fqly2ZDbGGg4ingpBDB+CDsd6S2/eMxkxkrPi81D2mJeGo5DiFoSk5J0EKD6IMrOzONpyTN/1ldazvPdGpJ7GTW7rn0FuJE9s4H8gBZPTT9R2I4eWhfVQ6ygeMMdbFz89x1ffQnvuJKQFm6Q5tFSGHp7gvSpV4FPewy4+jiwuoHczpBnB0ikT6Y9qtHa/REcqsSQKTVI27HixvziPeD+1jzYeKxRHf3RCu0RrSfHzTUC5vpkg/lxi7N5i81ihaHdYrTZapBnU7eYXq0wfaRBe7rACx89wvsfLPHxdosjtKoP0+nTmqxTUvntiAlJlK6o/+Mx4vQEZqT0LAfc/JkSbpWsVbXt0vjFjxMtSGErHMcFiaxYsYTonnbL886+HbbWEpq0grwgZImDt9UAKXohcqwEJPuLo4eI78vzDMMoBG8sqZ4Sqfh7GGaXr9WmjvR1nP1Kvx8iU2qzikUs2yvLA7xe9XyOSIhipCNUz64spxuTqfql1F29F8X/60BFdTH23So01rbNjINccYG5CueMDbUqoQzd0sFmecozWMp+ORJh3/q9D+N5WsAPrlAdsivNQbfYglmN/NQ+qucfQn79k0B7A9XZZfTjA1S3LwFX2QFEtrLVsCS6m5QnSEODYbEG7txHfuUEua00iZXvtT9dobu/Qc+lJVz7SgzTEh5uVBFZsCS4WKHi/rN+izS0qGc9JrcbjCYD7rxwgg/cP8MH1y3uKRu2FaSVosXgurMHrNcqDg5WgmoZXYx2p7eQ8PSFsldxw1SeyEm5/9FC0+DkdoLiC+xFWW6tPXoc20EcJF4E5263+DzFdgrXIgRKkVxq5FrRkYZWtPxcqmYSzpYy7Xl9O31tk7K6p+LJu5iQJNNZmM14wzxAZXUV4a+YQj0pFhWcE47e8cHHUy5FBW9Zd1+Geku6r+nw5ckdF9zgQeXwyTKTTpJw9xKI0ikCB5X+WDWr8Nf+zqfg0/7SBPkjD1C9b4X+7oBa2iurOPjm0u0p8NbbGN70MFLzKNLRPvJwCfnWdVSPXgb2N6g1T9iZO2M9utlM6e+DQwwv30c665BHEzAmZt25u7dE+6BFxVHE6x7DSYfV4Rbzkxbzszk2LL9stsibDfpuK5dfX03Yv97g7HiBD790hn+z7vDi0GntBMuP7tUY5Hq5jZRq6eKSOdWVAodVAq4BeG7XeB/jghX02zWeO89yYuyCS4FMbpAeLviQQmZzXAnd+gmtbnj3IpgSbHjCJff3+TVFEwPc2fMReHcIEH+LOnJZNlmSG110X1whc/iOuq+i7GYRgeMsTYkPv6+povKgni5fJirJx5+X9zwNNOKYMpLXSYtLexq5FlMS1D8g0tIx5E2usqLoU72lroJIVybho7M613Md+NajCu/9/ufw7BfdAqotcPcQ/YfmqF7mKh6XDlU3JoAvT1A9eQl4822kSw8jn15CXu0jH9xG/eQtDDfZbLSi1jcumymHUIs9z6cnwJ17GA5XEisMNLHrJXA4R//qGv1Jh4bTW896rI9aLA43mJ8tsZiv0C+W6NcE4Qbd0CKPM/ZujwSAF1+a4/2LDT5EdQrl8YrpsxqmeGzYe0J3fCoX7Jiax+QgZTwbDT8+0aFOKQOQinAj+nEdy0WFVgvCo30ism9eePJcIfmn65QaJ9ymIssy+D2sNY2JTrvaNOxFrTuI2TLFFYc+1H87J6aly35nQqb/nzIQVTIRBKJ6NwOImgrqAyBoKctV+hMdaraG/Cd37XcV8qdoWN+tTWDPgjcWySpe6DUWADmJS7xfUXWYjFV9XErbCIIJSoKrSfjq73wjnn73LaS9CfKE2vkl8PET5Jc64KRM9m9k0QbOkb49Qv30DQw3H0K1vor+cIxqfB35DY+geuwKMF0D1QYpM9mYIvFxDN7XC6R7dzHcXwIdM4ABqd0g3z9B/+oc/b01Eou4i4zuaIvFIWvDKyzO5tguVuiWK2y2W3RUw3Bo+aUas6s17t1b4cMnG7xvGPBaZjXItsrjRVwv58iQI/GEdtW3ADwVBkPkSJDCpe4R2hZxpgUkPkM+p/ptcaVRrCvpi3WSGfMEkIE6H3ly3lvD06+4cJcwhfo5LI+TFSctRoMvAZHm8bpC0zt4jUum7o58joZwEuHxsV407ZScbkEd/SKCneLHXHPPXA42vJCf8cnjc3uiAdGpdRDBwvs1bBH5Wlc58kKdXecfqAS3mpEctIIV5Jy0D3zFf/wEnvrsKx5SPhtT44Q8bIAHcwx3OAQpQxOaBmev9Pvp8gT5dZeRH76JnC4Dhyy5XUb1yOuR3nSLQ2RQjZZqSxjyTO1AHEVctXMMxydID04xLJkGjZC6MwzHp+hfPkZ+bYvhaIPqrMdwNmB1vMbiZI3j+QKr0xXaxRot+0JYeqM1nCYcXK7VX/zx4y0+2A14icsZw73xgqaBYAMX7fKcq8owKFZ+NpKGElHtqJI40a69FyFxTEe9wIu4BhaV3BI/xXnl+eDzHuakBIgGoPR2FMFVWZNmtZS9Y/nHp1PxgI8NlbxT1mIl7aLTO5OTcppfT7RyAsFeVIOiEJVuLHKw6/G0TsttV3VFcPXCzhXb1sbA/WDJfXnsKigq+zmBcdYMdaU9xNbFMOsX4un4bB4FEh2ZGor5Je99Bm96fh+YtkizSiDMexQZcF3nGri7RqYlXFHVwVPp4uMwbZBuTpFvXUWeXgEWpGEOUF25jfTUo6heN0H2TGEkWsLBGyOHbgUsT5AOT4HDpbNodsKdnmG4c4r88gLDgzVw2mFY9GiPtzijXOt0gfnZGqvFCpsNldNUyGRsm0G1ZHbDvrbo8PFti08MpGZcoeA/ZsPqZVEywnM04I0a7B4U1y7jDUWM6BBnvEUMKpVc6brT/TlbxyN5d4lK2CsPTmdDfIV7URgwnC9aPcdafE5XPIJgLmdKe1XCAlLeH73P56+Wkd7t7iDRJeqUDxa7GTwVlQDRvLzC8UU5Th9MbvlcpEqVlmqMRZ9QeoeDEddHjs44A9FRblmrSpfPWPShivXO6PvQbOpQdERs6f29pRkH+KIvfRpPvuU68rQH9lrRK6AlnBJAhNsW+aRHPu5RbWqpYFKtwb+oaEJnNYYb+8iXriANl4D5BENzgOqJR5Eevw5cZq/vUpwg8j64OXEYNkjrE+STIwwP5sCyRWo7DPNT4NVj4JU5urtraL3nWYftSYvlMbPkJU4WK8yXa4GQHXbz1GsYUt9Q3VPjlKNGth1eZFyY3F/hLZmMDT3N6zKb6Tl3J/6m+IrJWpgY18zPm8dDPRCC4fOtTxfyTFkL9+7GxoKoZpwm4D5LhiEgkCWL8Xt26uHkomlMgHS6vKt48B6ibUId7664CunztKXG0iZmoVFlKTLp6A1wgqDxGnLRDlYJTitaomwjxJc0vBjb8PkCT5nzHF30YR5l7PWB6PrpggfN81PrIKc/qfTHmS3W8/jC8Axltj1+yefcxBueuQXsTTl2FHnWcj4v52FgmIyRJo2sy7Bt5RrzmuFASKy4QIczpUcVhit7SNcvIY0P0M/JB06RbjyM4amHUd3iHuO5Go1YNSEM0G2QtnPg+Aj5wQmGkw0yVz0tFsj3TmQNh3tL4KjFcNyhO91iThDO1zhZbTFfrbHe9uqgoyRrzgpQNWA0HinePmw7vNRnPMgZiwvCYgLwZsp4lB7nArdm+3SxbfZCKS4Mi7vtzqvCjsnCLfKiVsbq8+R1ZjY09+n6ZcXOa77GSuQJUc0qPeY0NCY47FVLY5kNVxFHkIiuqqwmlOgWExhlFG069SThVgUQAfV8GKIGzESQSXNrBUz0KOxGerh+q3FcZkTjQxaTXsa42bIdJOB6TO3UPjatV/VCv0IXaB8bp0ilhC9/6z7e+PQB6itXgL09ZK3A5GCVnt3mUItbM9YIhMwGETb5bpnFa5684kLuL+G0VbD56Brd+Qx5y7WcNYa9a6gefxjV62bAjC63Q1VNDMS+RV6coJofo3twIqEDrSFWa+Do2CC8u0Z3uEI+2mJz3GI5b3G6aHHKkW7rLZYxbYF9GkesC9N1auQG9yMPeNBn3CUIK6834FF7qEp4usxzLBZIZ7mcOWsp3TZxPgygxG+KsUl1qcE/ln7H/ct558LKwoxQYHwnZ3Corbsd/ZwaSHAhGRFyQhtwHvGV0l8sRCoumiD9soo5ngPMHeB2vJ9xWEysRIixMLnM32PGVBIW7w/xAfCclvPJSKr7cvhNBMU2z//PAKR1vRaDF5WqawtlBgdSSqNYNpFraWLCVz69h6cfngBXRsD1GdJsD2k6MQhHHTK3QzPDGo+QKbvnm6eaXHsTmLA0Ip41rocq6ekI+WCirJqWEnPWWyfA7ZvA41dR7bXIiaUQeq19cYB5fYbh9AgV48IHpF64Y2yruBB3z9C/tkT/YI3uuMV62WO5ZOWE0n1OWRjUb8xuulPGfhyxK9dLpXrS9cJ6sSRTrmbjapXw1hHHXfhijtJ/+MLzOK3089jqxT1Lj3Qwg+wVdikvuEJRqHaRLNdpXHDluvRdzsjRhioXD0rbU6FXCoiKnsA2+fy/hfblL2W9vyIRgHSvZTB4sWfu//QTxlPsegJMPDuZcIYmQWskFE5mbHpZ7VQZLUaeqWwT0BP/Hxl2mU1SVt1fZXmoTGuPFQdlQqqEsxE7UqT56H6FSxNv5GSPSEORIJuNGCORhNZreB35ThG3S5DoUl2KZEmSB1LlI2KUNWVSMXwQV43VY6T9MSoGqkmdJeqX4CgLeRGSzV2LRnN7ueyb+1B6jDY9mk2H6bbTqDbcuoE83cPJBz+uvuL62hXUTzwsHq1bbzTAqNegpITtYoPFyRkOj84wZweeqkZWM1+hCibMg9RKUriYKVBSW9Z3BvvAz+i1swGwMDSeWF8U6qXE5phSKaekWxW6mtl5wmtsryngDWwZgDZV8erGTnHFwpG10EXcLzB+tYYTmf2mBWOQqyV70fjjZGkXJNjdlialogfk4JlIKkQ8a/yZa8u7pCNIZffllj5WZ9WubkQdMdw5G9YvSY1L+iem2BO4kZ1Z3mOtmYdQ2iUTmLLEIZwosaJcSeGipIxgz0rwmsGQOtwIspYltxBKqKdWZUETb7y76CftgIvWxBgUWeYRcuIBx6qNMuvk5jv3c8b+qEJz4xrq557B6sExTv/oIyo5Th57GFfe+iaT7CcnEjVwZQRmU/WtbLc9zo7nOLl/iLOjI6zWG3RdqXhYOFBrAFCwD1ECtQHxetgy77FkwpbWmxxW2S7AUwaPiiosItaoLqzrJMHEA/WOuBfE1EipssSePBHdBZDnFtmv5OOunu+vT5RjnbtfKSSUzVJq5UTDQCqu+JxKkXnfTcmy/oz38+ZyP4cUsQSDqJrYhlkWQIciWD2tQReUVWKkHS6HeKHs8lBVJso7u/Q+3H5ZxSogxk5r16fL/l7TShKQ8vcR5voE/LFxEBerB+x3ifl5uyXaETkIiLHQUfvtIh6W29KKVQKPY+A8Rpdf95kbzSaonnkczWNP4sE//12cHR1qZMb+6x7GpU95yk1X9x8gL9beKNk0SLMZMuPb6RibbYfV2RzHR8dYcJkiKy1tp4n40gDGUHedgwiISgNRETP540dzWKicoxkuyGJ/SBLw1PGV40V5Fhc3HucK9zgtLJb+KFTbUULnjVIFeiUU2DnjeCPpr6fkrVERwHoyXqlecJWVE44y5tZS79isqcGMESHKvHpNl8SRekO2jLKwctEOaksdWAMp6eq43E871SxUleqDW8yZibFdUIlNzJeL8mC5ijvO8ttpEYuoNi6AkknvyNUo7EclRoS4lCjub3AJydyZV0ZYcmbLWLr9ve1HEnjLQfwq2kJkVbMkUpVZA4GQ2TopJs4nHDL2WOW4fQ3NO96Oxf1jHP2Lf422Z/NBjfHtW7j67BsxpvDhwV1gsfQicH5+Pv14gmFvH8PeGMOU7aMJ2/UWq8Ucy5NTrM42WK3Wsc2ew4c8gKgYEO1EiJG5NjsmB8XpBqUm2fyuCy4KCFJZB2i5qqyqcJyBe23GmcqmJdaLcEYJ6Hn0t/t+NxzAl0D6Vh0tTneyZsxxXelystXTuN0ix4/pKs5G+91V73T8gv+P9PnCIkk3OEWNky2BSkTCpfGxLQFIblEulyPTsk4YMz+KUtWruuuSM9GqudIlppHpMBlewld19JUsXq2EocgJ900QynqGOKJcoWrN5MWkzD62wJeIK1xT7quYr6KccjcnRwJ7UkWNEzQuvuFXho5alFNl7HME3HPPAE89ibu/9s+wvscVYjrawLUruPaWZ3Awm2C4+yry2QJ520kO5rprhaGp3DowmSJNp8iziVTcCnG6XqA8O1ugXa8kimD1ZeCmJ+3gionkOlzk/mLIQIDG8ji+ji86eijFciH/kuWk0aiTFDv3WrVkSwNYKLniHeVwL2TixddquADPxXdS9MGr3lbzvLN9t5PQ+z18UQcHR2t2QSFtBtzPUbIcq2Ti5IelLINzuCtCbrqU5UKmJYxxE7msolltat8okaIVpBSKCpiy7kBxowBY+r6sZFH74e79RIZYrECZ7BnpvZqlw2p5T4pvRQunky0g2okpj9TGoXBvqlF7/onDB1cXFIpoWzqJfHa/Sbij5IEsEQeYjx+9iebdn4nFC6/gwW/9voDDXhRNzL90CTfe/BSm+1P09+4Dp3NU6zVy18aA8YijtFuj0r5kdWjNJi5HTscYJlNwhKoa1DmeZLXB9nSObrnBZrHAdrVG33JFgSdjuTIXPJ8udltH7xsscbhjSR1zumNrdVUzPt4OyuJJnBcBstVghp3q0qHOLhYi/VfsiruwoKbU6xSw7jLjmGgeWkFlXEpWarlrNSsFfqUHdEqrmXk7Dx3iBS8oOQd6iVNoJSoSq5rwVHmyZuIgR39Vf3FMXpJGUAtYos4p1v98fCxB46HnjjntJJ1L0QWVLLHMMHEIGMtTRDsEKX9hD556nyNnUV5WyNqLoyiKBjGWMGq1BOM/rf8y+OiSuWmKO+imV/ZQffqnon7sEdz9lX+KNevL2rnhCyn9X+1dWaxd51VeezjTnTzHTps4cozdJG0CaVKIRUMlF4kKiYeaJ8okgkiLeIF0ECCEVFXioURIKKpEo1IkkPpCEai8RC0tTVM1Uiq1MVRx7NaJk9TEmWxfX/uee8+e0Df8+9ptRI2UF8S5lXPc63vPsPf61/Ctb31rMoptB26O5d3bI3/9YrRvXIxuYxrdDMpW2tMsgoYJBxlgJHR5sMyxDK5BHZfRjkG+HUc+GpJOhrlkqLU2sypml9ejunglmivTqNanzCWh/0dRgb6N5vTDPeG0txi4qXS9tTsPhNrVqo3VCtozEPbckpqTASc0RdGS1/8Tw6LDDRYQbXZLyuFwA1l1Sk8Pyqeev1JOQSBUa1ypzO4OCbwDPYXLRYPwqsQIOZlX1k/NK4FPA/EsgvBzICKXGH8ETV9Ufkn4yguyeuaKVrEMaidKAAAZXklEQVQuNFetMC0jVN+YmU4P9zgIWPYjJdrMMVPo9gFiLsttlap0Xbypq+WuAd6n0H4UHMo906LAvG2jxDJGwhgifGCtAoi6CMNLw2EUB26K4r33xerTx+PSM89SJUHVt1eYFUUsv21v7L75bZGvrkUHb3gZHZeK2+tJ5vV6LYZw0uRUneP6wUi6EhK9BalrEEMELtoCnB+N2SkiXoXXndVRr02jWrscNQxzY9OLyU2vuorkIG1AgdE87Mzjs9jMMbmHwamMAp6Xa/Wuscyxh+BcxDFa/sU478hUtSWzhjKjWYI3jsy4sACEDTeocBGJlAbKBYIwRJ140q3A+0+wjTssxORUyShJZdKpMKgWkLodgk+wCLCIxVInXAup1Q5C/sGuC/MVhWkOvWu43yFA3PwEwIrFYyE5VR48OPwyFkYj5LecB6EXiGtiQ5MnxWcwn46aFKY39GOqOLBI/JsoGm0GByYILWss60bpgDVhS+A+7t4e5c/fy5Tj1X97PGbgDZpx1Ou6YOfdjh2x58AtMemqqM++Et3q5cig/kDhcQ8eMZJ6QUxy+xaIYpWOQ12C2S2srBsU0UEFAnMvI3jMocI4jBdhe1ZFjfxxHeJLG9FWFfWiE1KRqmYupXY+XuWSSUaHBYA55Y2BBVPSGBoyEhEV0J1F9pmlohP3TsPg0tDTPxKtxunmLgoZCJJPhlF8oEJaLWRKJ5Um/51r6Q0mk3xK0qpJBQzlev5enpUq6imPTMWQJu+WsWsEuSHysaLgaZOIuPNBD6tLwBtaeJk0ky0T0o8Tuspl8ZLCLqo9Gz8/oz93Gl/RglbPmJhbJya3El54e5urxxB155lOAHrhBiPkhE2UWBXbRAyaCNAWgXVOlpYiu+1AFO+8PV772jdi/eVz6iIBNOcl0vtDdT6cTGL3rftjaTKI5uVXI7uwGt10RtCbOs7cSG41MeOpDELuz/FeCh+jAeI9kppGmf2CoRkDWPCYCDsdQPPCc9h43qqJen0jZpsV80i0NWmolOxVgNDKWsmxYLZZWo+S+cA4AaEsVM2cjMwi+8KOvKNKVT/+6J0O9AB4ceuycL5D/djUz+2bgM7fBK+kbeeidSHnSsLZpF3hZiDPclEjQRszY1B8IGy4iS3ygTYYLRYCWXFaeUKLqypg3Ky0aQmGarVZGhmEdzzrwfBsL4H3mtqC2uOWWCD6fGRqp8Z9motNHMWrNq2zYDGjm3VNv2VIHpJVNtlGXijYZjGkATYxAXkHHmff3sjfc29cee5MXPzufzKsVrk2rbO/7kk3jjUO8ljetyd27t0Vg9VL0b5yXnjhZh2tVU/Jjk64alI0Tcx893flEbXbTziZ1B6AHXFxNf4w/xbtGMYIB9Dg3xGycS2aOqrpZrSbm9ThQQjHwQdoj4k4mGWaF06LebTOS2tgcS+yr96Qd2DgTklasoIoB8c1cKKZUtxs7QhA6CF9imE3FRsKSRk8Ik+ZYpGGkYAlCv8Tg8agbBps94Q+8TNHQp4mhg66UX7YcQFfqHlV5qvsQrgzwaQR1eMWWyNx4Di9Zd1jVqpcPyC5Mhi+ihcp/kuJQUWKFKbUUiF2ZihBjXuLXXLACjfOIdcDWxk1zqyhbIQAcmZADhANRIFoY9yqyh+AFHvbHRRCeu0rj9PLcDbHSILEyPy+IKtWZjHZvhS7b9rHncPxyvmIC1ekj+i8MAk7pXxZq1r9hK5KE7bL9KeQc+G9s2fsDZGvXTjMao9KOyyJReK+t6jMax8AeMlZFW0FjiRUWbdSBBaR2MpEmQ956uyZt5fd1NojmMXFH49tb+39SpuHPB+yBdeAyaw1XKxeE5TDAkJGQskPfzCeOuaCCE0iFnCU0600zSUkUNz5p6vYErkLLr5Hs+R1kjHmxNxar43t5X1dacnALDMLb4g/aGOhHQeDTHkhyBJOQRrMaPK1PQnIgSH3WhMg2wuXpKpehZewT8yjaH4FxQjet0QeFZKx1wMaL4vYv7xvF+eXY8++OP/YN+Py2XMuRiCihsPttg1TH3trGO54GEt7d8TyruUYTTeie+1ixKVpdJtNdPaGvNHMIQxVJf6gv8der69jgqAwHwxDhGYLcdo+HfD18fxHDSxyMol2AmqbPCJXugKvhCGSqNtEM/OCxBSuEX75s11kLx0oOolKYwwSCvNQJZA0hoYVVUFqFDKpGUhtPdF96BFRsbIdpSKGFaRdOytGeinnjsQTBQAToqBX2OKgofvBX/UQDj0AYAyEZ+KAyhd5op2D6uBKdJx1AyR++1zPOscJcPU6groqVEWzs5E2hsto2GlxbwknXoV7qtb1iN9Bqamfl0i3xga8UJHpVsNuDpw3xCHpxAHGd0ppAMcs7N4exU/fEeUtN8WlJ74dV575QVQVdrepsOq7DHRVnmQjZspduTFaXIht+3bGyuIo8osXozu/FtnlGeEaeX8/ugubKFuKAAm0F3mEKywSNQ/LsK3Cj0U3+PyEx0hqyOUR8ywqYI4rExJqWaRwSXZN6d+29oovPgLeURSCIiuufXburpK6adwm0GLLNqQwMI3ldfZOKFGBzrASPqkjJQV0Rnp5K3k8rT2lohZPrgoLeUSH1JQzpjCN9fFpWs7bvNm6w8I996Bx7dnG865dun7rSAtpsfo9QG5QuQqE/lIK+Qa308yEoBorMsAzIE9EqKYxqkLLiL4mLp28jtICvxLHBqSS3ItDGpvUWKfAW/yvL8DsGZl2oSpuRTGbLI5jdN89kR+8NapTp2P1G09FjYqTmy5bemvltUmNwIAkPSKsvIgce092LMb2fduYL5cX16KDPN36LLpqJo/PISvnvuaAKruQcfXdCbdO8S9iHSndUfotCI1e0ZIpLArH46h2LHDMgYtpKnVuACvB23GyENeDO4qlQ00Q5I2fG3YEHlE14odwA7ABx2r1XNXuVVKg4FAqg8vn0IbCVnD3EJ2jCJ6BbBhIDYJjGJmN7REkJb6isSp8kB5L43CSIZw0xul5A5Ij4TWwTpXHVmugsIhPCIo8YsLrUNwkZgwOBF4y/QxPflLY8sAMmtH4/BWLFq81oEqoVOPTMr7kNQS9wLhogmKh4G15Wk/bg5Ro0xjdS01FKA7XEMJJVEctYnTPXVHce09snv2vWH3s36NaX5fRG2/DTcN95H2y7J0QJKc+bm2CTb24e0es7F6OERqaq5cjVtc4FkoxJqqQqEolQdhgO63B9C1tWBKqTq9vyRYRPpSsg2HOXwWcw9SsiHpQRrNnOWbLI4VYhl88tswTO3g9bmwHdomNURHZ6v1lBxyJW3DwgWq0nmCI8AZeQMO8CJUZeGBAuDsOq4gmBVRdGsF44gTWsvR3zgKDQ++XQTv16uDSyV2CARq9d+jE96leb8bvsFXSDr4bhBsLsD4M2JJR5SoWshFkNaduizl+yN04NAOviOcu0xyrsURDQsL+BGe02C5Zoa+K/6AvLPxLknOpcJF7RqGVWMEsSxKYiNdHvxgh/ioD5XmECkGjzgymB0a37I3RLx4lH3D1X78c01cveDuSOzwE1WXgwuLE5Eh9255XyQXWWeSjMhZ3LcfCjmVuVYe0fwvscL1hjkjoJFXsBnt5eGlVuIQQy5SxJn4fdcSN56YNqIByEi2NeSBA7r0rUW+bcG9evYE/VdRwblXlxgFSAnRzssimHxhgVwn19LgNkXFNY3j8kJb2Z2cQ0rkmlqL/R6ARoZnEU7BklT8hsUirXtlJMGVLlat6vDQWfFAYBVB6GCTkxjD3Q7kxdx9IaXL1DCwMvVR4HsoxuUHeaFcZRwCFi6jCtWdkrW4BbTQPNZOsXi1CuXa0eaDHbTvmKXXLKq7ZzAhx4Hs0wITzON8TScKAvTUVmZOiaGFeCE+oE4/CR8sYIR+iISDQtCbLw1j4pfeTiLD2pa/E9Mw59lSBlQkuMs3K5Ai9Dxbrfe7JzUg85JZXwaFHjriyFIu7FrlyIt/wzMqVjcggyjQTBoz3qBkPA5vcUiriBrl77tPje+R89twAoxzA1VBJ4/5NBtG9fXs0y8OYbdRRbVRSEGuaqLGxwEgENatnx4YdymW4ZhgiHpkvMDHXadCBTpL8br8gCc2lmFlnYD1rgBqeEm+4H1SyVgODozsG7tTrwrIwgTV0kZeqZvEIIDQVMW6TOKRnMYEyadNGURsgx1BR29ArcuWocy32KpkDKvyKKSOleHyyEr2bEt5WFTuJz2mqn1GBpQiLAYgX4dqgusP1YgLtBRhSnNKhNcfBzCJ5B0yHkqZGA5TX1R8MREkgCG3byc/cGeW774rp174Zs5NnuEQQpM+0fYiNUDOOeD1hBMgnGbEMwEOI04uOxLNDZIW2YRYF1k1sW4rh8ijGmBbcrCLWZ9FuTDlWAKE/RhYbtYKV8FfeJ+CShABtpAnV8IAa4ShMP+Cargwju2U7i6R6s47ZJjZuYhm2uQ+ws7aObPbrQ2xq4kmiS68z7nltZ3jcAnGRz9B5uUFtsrYWTMMbwpskNX0yZb2myer5DBX9+ULpL8ATLTW155Tkg0KPHiaMEPR6Vl9geyDptQeFR8Q2cSm1G97AjWQvDu/bnsHMDuSJqVBKM6P0WAjNUP0nVikAPUdHgPMrWuIsGRCFP6rO47BWyhNhGayAmcvJsNl18f3RMJCUIAjIuy/dK0ek0wFP2EaUu7fH+Oj9UZ1+ITa+871ouNkIcIZ6w2RSJVaKEQDtYDMLguvftvJX/F5SIaArQe5GI8mimJSxsG0lBotlTBaGkdcaK8UsS7MhHC9jXgWOpzgAqYUPB6Lcm20x+Qc2IVS0oCDi6M3uhShvXFbrjwpkXVSzNmqMy0yb2Fhfj6z6nWFH3hvuLqkYCDeWOMOph15PJcihnzVg3HfSyliHdpGRcxuKhlascI+lANYvYQKdBIA8n8DfVXKhHE6kPRoeLhaMsaOLByKPjUaCfHQQRYYgxoY8g+0uCBzhNBjHoCGCbKCkOs1F0ODhMUjRctfG1Ck+PRNsbIOse4kxJhfs7crgsIW8mcEodYATyI3iAm+Za7DSuEE/KyPwCDktDC9tJiqKIsZ33xndaBhXvvV0NFUlBUEbNFMjki+8i03JGp8fn1/sD2tpsLpHnqe+LhlXLIbU/YDTgKEg4hTDMsrJIAYr40D3rRwNOAyFtIMrMWuvfGDkENmN5xdGiHuDrI10KE0wqjWbsWtTLo+4szifziLfbCPfVFHC6rhuIqseLOnCmO+5lYQYnUmvjV6QenuWNNJ6BbfnyCg2XruVPQif6nMGTccxHDpPAs0HuQ1pRwxJwg0ZullIyNAAhLKypedzu4jJGyI0AHCU/FIIJV+R8Ika/5p66yLHMmx8nkYeDKGQzBkHEngoVcdJW1ZMaFTcCM0UYbKxA8HX72mMtchgHnlv+C2odSxelAezWKLcWyIep01Nel6eNRihCa983Lsniv03xew7J6OCjkza+mnkhSwkekT1fQnNcDum+Zd+bwr3yhNT3gpda6UAyJe31uIi79aOcqkz8OAjH0foHpZRYCTAxGHjSyYqb8khpK4YCthZrTiL9zAelrE0yaJYmzEVIWeAcA5y1SKy6iNDB0dn7U4QkTxlCGcEUQEgahiDxsKBHoWanmpF9Jd1pKEQ87Xo+hWS000nhgf79oYdPadmSHBjUUjASHGqqsTN6hmu6uGhMzIAMu0cD8+Pv+OCo+FPkW64ugqnTAcKZICc6YbhJn9yGqRZP+q7GhvjUh60R9WFUeNR8yu6A2CEi/OI3U/UF6y7mEFNdQNFTBZZDZFOAdAsOpw/8RCT9iYYSsA7hBdGMbrzcLTPnonmwpoWyKB/auiF/pQzOro3gs3wMeXlxCPxASOLQf1pPAnDs/8O5EI0Nm7sI7EEBoesAF9MdzzYBIYL70svZqSfUaBiS0V4IYBrFnYiPCBtAvqxsjSIISSMNzTCAaEBdM8Icle/N+i2FgbboPAhaHwpqfbxS/+fdHUDSQzdabxesYKnJQ36JCvlNikbSZqYIg1fHQvBKQJwRVgVMZXXEAYLShbBPM2N4N+xIgEnlW1qjFDScH2L8YvEzcQ1yysXLXUXhVS1eVdZ7cKnpcIAHpH5KA6D+IRqrwnKYQfEPWjJByAMAeIRH5Kb30BPn8kQ66l6orBasmEcwvGclCr2khkyUxC2xmUUP/uu6K5Mo/mP06JbOW2BMaIOcgC0pcjAiLlhdJTFkyb4BJf6XriaJAGAVbyKTmUpViBjSqfPDwehOSFcV3lX4pKpGBVA4uPkUQe3XtEIwLVA/o5rNBwXsTgqIluv6ZU5U+6aIpv99kD8UP7HYKqYpMkPKDfki7mZbW+AmAp4A4rrTM5ZyOi0aJ7COUrKyvHmCUSb09/rD5p6RC+WJl1TWHX2i9yS4RnNcBcsPKEiSUg3JAHcMhLNIvSVEb1fXgWLFeSLOQotwCzcF2GigsV7FPZbGrVTLXqdtP6K8xE4EAOkC7rYSLa5ag7hBVcP3aUKAuZdNJADIa7SROl0gNfIFLXUZaFEyN0/FeWhA1E98d2Ic28oApHJA0OBr1X+pRkNRSUeYLwO82DlpFwOxDBtW3UuSQDa4QgGCICbj/yeJ+WMB9IQE5KA1Cg5l377pSoDSe7KabDNinwQKRoOZikvmLES5sK3flAtm/2ackDdZrhIXVC4T5ujsju+uZT4m0ia4m/ygKTFWjvC+aRaUjaidAHwoZChl/Jc2uXrle8sPjxvixtrjh5vvNthKdzS07pH6WW5yhVxE4eqmmkktIY8CsAnrJAVGtHWIbxSdZHDOJIRsvKz54AGIF2gRgb05Rlbz0bQs8MQsd0Lj2VHdgl3+TL6AbqBAUKfpoVwvlpTOAxNqwPBCwy6UxfV7ftjeP97oj79w2ifOh7ZOrJPwzepaeAwzNEwbx5g14QGhc8JQoLw3QQ4y9N5cAiOQ8i2AXZFPGCfWufl7VTsjnipGg4+c8EtTQvNhvjesE+v/J/fgie0sNX2hSJGYEUjTUnpNq7T7IPotl5lGbRiFAA+ZWYvy4rM3VO87H/N1qtwlTR0WRA4b0z7Vn37lDzK2ymEYYYBNzG11Tyjgf5x6pgwB9QWTsUDJc14n/A6bB+5L8uBIhwgfECEblLS7dTxU8ANvYMKVTMRX1Sy7DkCE+UGRoZtVTgmAMAAETBKFS6kveOOG+OksYMvp+EPDoEUqBILwPTKj+H1UHh0mLICa2VTwq6sIthma6M5dHMU77sPFU3U33468u//0FNqVnp1ZyVtL8d73OpHI/dUJ6epsmu8e43nJ3saIVp4qQgVztxZjLrL495zQi80Jec0iuWCThdZRkqO+YeORIi2Lh1xxCyWhnksIYeZaTJEVC9ssfgVoFNOvLqIx/a8L469+9FkKvPH+RV4y67AX/7T78eRU4+rUcCgiE7IBwbKCu1gFn/5RFR/cPAte9H5E82vQLoCg8+cjq9/6g5tPuBSUIDdv1B2SHxR4j1wz6fjvR96ID78LmgSzL/mV+CtvQKf/d6l+JdH/jY+9sWPUYSAYMfs7rJD+wu52Pg3TvXe78SJEzGdTj3vYC7fW/t+5s/2f/gKUKYPNLLRKA4eVMR8/fXXaTMsD9x1ms1mcfz48Th27Bi/Dy/4pT87LBkQQDUbtxUdRVIhg/GR7/+YAQ6H2I9b8sXSk27VEp5u8zfm//7/53qkkYjBYBD79++nBbz44otRVehJXvt19OjReOGFF3oD/Oc/PawllShS1g6ylqKn2/aHJ68xQNBnxuMxrRxGOP+aX4GrrwDJqnkeN9yARbsRL730UsDj4evJJ5+MI0eO8O8/aoD/+MeHODUHU83OH0AzSHT2nR+91gDxywsLCzTCuQHOje/NrgCMcOfOnT/mAR999NF48MEH39QAv/CJQ1ETUG8iO7e/6NhbjIgbP35tDoiwO5lM5gY4t73/8Qrs2IHFYVse8JFHHomHH364D7s/6gE///HDIjDDAM/cyLY2+7e3/sm1BpjCL/JAGOP8a34F3uwKJAO83hzwbz56qN96n53ak1O/B3ngHX9+Mi59+NaYlFmsra3F8vLy/IrPr8B1X4HTp0/H888/f83Pnz17lnaEKnhad7Hy2efirx86bBwwIntuTy5tmMjj7478brz8Ww/F3//qO677Rec/OL8C13sFPvTFkzH93F/F/V//XK+emp3YVXQYocwpx9HFOz95Kj7//hviN2+be7/rvbDzn/vJV+Afnl2LB776anzqjw6ZmOxZu6e25eACcJA8KYTe/slTP/kZ5z8xvwL/yyvw6YcOU30DNDGomzXoBT+xLeuKFsxVtYShjC+xSU19cdLN61JJdwAtyaqoeP1eGcojCRz4Ju1d+sPgho0p1JlReg7GDiIFxSavIleSstbrEXr5Ibloek0xb0FC1WyxVOn1fdIRMS5qooxmSzSw7TFhqdlzjExXTXooGir35KHkRLYYV9YBFKuD6xk8XE/WB/pImKFuoCjqlQQcSgLR0yRUbm7X1vJed9kLYzDoQz4lRx40CsvBMNyDd6zEwvZhxA8uRnahEgeRrCFx7BJzKBuCAgbmjVlCGPk0JarBop4FzOZ2Mb20Ee16FWUDvUINQFFZFeMDYM9bnoTs6lrSdmmFhSmCJA+0WS19PxjQ1Y9enoNUDpQvSb1oqxOqXWj/gFFPAhCmDLmcu+DQ138DyyNz2OgicysAAAAASUVORK5CYII=data:image/png;base64,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:executa no modo turbo _
generate a list of samples representing a sine wave at the given frequency, duration and sample ratept:as amostras de som com _ Hz de _ s amostrado a _ Hz
440a 55=55
a 110=110
a 220=220
a 440=440
a 880=880
a 1760=1760
a 3520=352014410022.05 kHz=22050
44.1 kHz=44100
88.2 kHz=88200
96 kHz=96000pt:π
pt:_ radianos em graus
0.5pt:o som _
§_soundsMenuquickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.pt:desenha o gráfico do som _
§_soundsMenu1offsetStage-2records an audio snippet and reports it as a new sound, or zero if the user cancelspt:$circleSolid-1-255-0-0 uma nova gravação
pt:a nota com _ Hz
440pt:a frequência da nota _
69pt:o nome da nota _
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