The European Parliament and the Council of the European Union, having regard to the Treaty on the Functioning of the European Union, and in particular Article 192(1) thereof,
Having regard to the proposal from the European Commission,
After transmission of the draft legislative act to the national parliaments,
Having regard to the opinion of the European Economic and Social Committee,
Having regard to the opinion of the Committee of the Regions,
Acting in accordance with the ordinary legislative procedure,
Whereas:
1- The water resources of the Union are increasingly coming under pressure, leading to water scarcity and quality deterioration. In particular, climate change and drought are contributing significantly to the strain on the availability of freshwater, arising from urban development and agriculture...
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maXufYqSySepIzx4c5zfAdv8Xt4QbFrmMuLo3pc3hLVGxXpTXooWzRS/MMib2e1rgdB437H7HYJ86lKvI61vJ4unXjkLr9Ke6xztAMET4WOY4b2HAzAEfYtIKr2e47yDlGPv/taPE0LH7PtU6kFazJYb6k0fQyPkdEwgAeOoYfue32ElFxu3B8QmZmGaAYkUbMXy52JGTzSV3Oc37dCINn2PYk+e3gLYPZEHsNogIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICaREDSIiDzS9AREBeaXqIAGkREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBQ3IuQ1sFLRjs1shYfde6KIVKr5vqa0u0eo8fSHHz+R/JTKpnxIq3Lj8CypiszfhguOszOxduKtIxohkYB3fNGfJkH4SfAdvXgELDgczVzuMjv450joHufGWyRujex7HFj2Oa4Atc1zSCCPcKR2fyXI8VxnOOg47XyOPycdFuZvzzwx32MeynK2Xp80WSgSyeo9rtt7nQOyST218PgeTQR3qtjH5+FkWImx7bEN+CUzPFkuiMYfOfPR5+p/U6BBI+lB2Psfy/wBi0LuYqUcpjcfZe9trIvkZWaInODixhe7bgNN+kH3I39trnNHDcoGS49IyjPVkipzRTPfIz5eo4ibo5o+Ze8Snszs0tnZrqGuHUlY+LYHOVMpxye3R5JMWZGSzcfk7VCRsBNWSIlnouaS1zpB7Dt9JJA8bDrQJ/JQ2a5JQw1yrBfFljbD2R+u2B7oYnPd1YJHgab2dpo39yPZVbh/7UwVu8zJ4/IuiyGQEVeay+EzHsJHF8gbYcwsAAALAxx35j8dlv81t5p+Rx+OocTs5jGuljns2RdrwMY5sjXMBa53dwBaHHTfOgBvZCCZo8nx13MSY2B0/rMfJG17oHNjlfGdSNY8jTi07B1+R/IrMzOV355+IbBeNlkXqul+TlFcex6+t16dtEHrvapuFxuYxnMsrkW4e22CWWZ0sUUsDq9gOf+7lgDpA+OUtDPV7BrXEEjZA3v4/Dth5vks5QwWSx0xZIy3KbEJjyvsGFrBK7Th1BDnhhAOvZx6hPW+SUamcq4qf5hk1lxjilMD/AEHSdS70/U11DurSdfpr38LHS5VjLjLr4XWOlSN0xJqyfvom73JENblbsa2ze/GvxDcLk7+cu8vxFf8AodckxFeRs5yEt+sxscha4FxjD3OcGBxA/N3t4DXHT4lhsriRifmcdOWcbwj8RAGSQl+RcfR+uMd9NBFduvULTt5B0BshYrHMMXDisXkG/Nzw5KEWKzIKsj5HRdQ4vLAOwADm72PGwPcqerTR2a8c8D2yQytD2PadhzSNghcqv4HMXOD8QqSYXJRWaFb0ZvlJ6ouVpWxiMOBdL6T4XAP7t7EkFnj311HHCwKFcXRCLQjb6oh36Yfoduu/PXe9bQbCJtEBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBVvl+bs461h8Zi44H5TL2HV4Hz7McDWxukfK5oILg0N8NBbskDs3exZFC8mwDM22lLHamo5ChMZ6luENc6J5aWEFrgQ5rmuc0gj2PjRAICDyGY5BijSx1qHGWMlkbjaVK3CHxxH9zJLJLJCXFwDGxu+gSHvofU3t9MRneVcmwc1ynJHi793HQQ5KUwVpGC5TL3NlbGwykxSsDHEbMgd48AkgWe3xeW/joGZDLWJcpWsC1Wusjaz0JQHNBbH+HXV7muB3sOPkeNYq/FbkeQjyUmakmyjnxNsWH1mafBGXEQsaPDGkvcSfLiT76AADSzvLJq/IMHDi5qH7Enhlt3bkkbpR6bY/Ua2Mtc0Algc4uPbQLTo9gs+Vy2eZxJ2aosxsTooX3nVpo5JTJEG9mQhzXN6yOHu/Tg0kAMf7rU/q4pwwY+lUvTxYys60H1nsEnqxztLPTDj5a1jCGNA9g1o+y2bWAzmQxGMpszs2FmoH03vqQQzi11ADH/vWO6+2+uvDvudAkPnG8ou2M1SfLHWbiMhkLOKrRNa71454GzF7nu7FpaTXmaABsaadnsQ3Stcsy9XhE2UuxYypbhyUlKxO0STVqcTZ3R+q4bY57QA3flvuXHTQdTmP4lFUytey+7PPWrSyWq9Z7GAR2ZQ8SzbABJd6kp17AyP8e3XUr8OtxYV9R+enfcGRfkorQrxtDXOcSWOjH0vb9T/AH8+QQdtBQZ8LnbkkuIjy0VZjcnC51aWBx097QXEFpJ0HsHqN87A7NPkbPl3OWKnOcdiJL+F9K8yQx0CSy31bGXGYOLtOHYBvphm9Ev7aa4D5xfGflL2Hib1bQw/qywOBAMk8ocHaYBpkbQ9wA/0gAAGjtJTYWe1nYr12/61StJ61Or6DW+hJ6boy7v7u8Pf48fi/RBXqOcz2Sj5Jj8Rf4vezlB0TYyDI2KB7ye0UzA5zyWtbsPHUPJI6t6uWSDkmWwvw4v57lUdOzfqNnkLMRXnMUgYXBugezwD12XnwAdnQG1N4nB2Krrdq9kTbytmFtc22wMi6sYXlgDRseDI8+fzXnIeNx5Xhlzjtey6lBYqfJeq2NryyMt6kAHx+HY/Te0EFheaR06uXn5XmMQyKi6uHyQ1p6rohP5jE0UpLo3EOZ9OyR5J1vQlLnOsBUwjcvPZtCj2ma9zaFhz4vScWymSMML42tIILnAAeNnyN6WS4RPffmJH5uZkuRdRf2bXZ+6dWcH7A+/dw879vstDLfDT9p4yzQsZywa9ie/K9hrRubq0du00gjuzbw1/uA9w87QWPieXs5cZj5yKCJ1PJzU4xEXEOjYR1cd/3iD514B/P3NgUBxHATYGteZZyL78tu4+2+R0LYtFzWgtAb41tu/81PoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIovkN61j6Rmo42TIytBcYmStj+kDZ+p3jf5D7/AKe6CURVD+mtSSSnJXqzvoSx1pJ7LnNZ8v8AMkCFrmE9iSSN69tg+fOs9rllekOSvu0rUEeDjbNI5xYfWjLC7szTvA+kj6te3nQQWjxvf3XmhvfhV6nyIPxs9jI1X0ZYJ/RljdI17ddBIXtePDmiM9if9Fw+y0q/LzLi8pakxFxlmlUbfZUEsRkmrv7dHA9g1pPpuBaT46/fY2FvTaquU5dXqQ4hlas61ksrEJq1P1WR/Rpu3Pe4hoALmjxskkaB86+ouVwvz8ND5SVtSe1JQhu92lr7MbHvdH1/EB1jf9R9y0j7jYWfxv7bXuwq9yDlFDBtuSWxK6GjAJ7MkYB6dj1jjA93SPd4a0D8t623tpWOWyYutYsclw1vFVIastt1j1GTxhrHMHQ9Dv1Hd/DQCDo6JQW5Nj81Qs9zqzgaVibM8es1Zfl5rFSM2Y3euImGSSMubsMkEbXOA8g9Xad4W9U5ZaOTZi8pg56WQs1pLNFrbEcsdvoAXsa8H6Xjs38QA0dgnR0FvRaeKvQZKlFbql3pyAjThpzHA9XNcPs4EEEfYghbiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgKs89j5LPiRX4jHhXWZXandlZpWMEX3AEbSST5G9jX6/azIgoE3FcnZMTLP7MjivClJkzXfIwQy1nNd1gYWnsx/UN+pzS0Denb0NmfC5+bJculjdj6TclXjhpTtmfM8FjXDckZjaG77H8Lna/2q7aA9gmhrWggpHHOJS18DZxl6GvRpTGx6VGnZfPFTZIwMLI3vY0636jgOoDe/UDQCxQcczMdDMzSNxz8pPjIsTVYLEjYXRx+pqV7vTJY5xlJLQ12uoHZ3ur31H5Be6H5IOYZ7gl7LYqtFLXxD7E+F/YtszSuf8sPtPA/09vcDs9SGbIaezevmYpcNjPOX5+eKKqyGZ88ENa7O9s8zo/SNiSMlsTH+m5zdNYSd77n2V30E0PyQULOcakyF3kNB8k8DcxJWvVLrIvVZXsVxH1Dx+QdDG7R0HAuGwVtZLD5vlXHcjieSNx2ObPEGRyY+d9k+qHBzZdPjYG9XNB6fVv7u/O5BoH2Xuh+QQcz5jxvlPLMPJFfjwteetBYZVjgtylk800D65le4w7jDY5ZSIwJNkjbwBsycOJzFnkOPz3JYqNWDC1pm1aWNlluPkkkaA6RzzGw+GNLQxrD5cT29gLzofkmh+SCv8Ixs2Mwjo7Ic2azbt3nRuOzF69h8wYf1aHgHXjYKsCaG968ogIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgLBdnfXqyyw1prcjGlzYISwPkP+Fpe5rdn9SB+qzrXtSSxQSyQQOnka0lkQcG9z9hs+B/mgrXDudUuTywQx4/JY6ezRjydaO6yPc9Z5AEjTG97fcjbSQ4bGx5Ctm/PsVxqp8Obkfw/wAFHaq3bXIKseNqTRSXw1kdeCaJ8sbC0hvRwY7wdknpvy0a3ea8QkdavvZBRpYuKvAaWVjmFaTCwRD99Gzr1cxjmNI+hwB7uDtAeQ6xv+P8k359iuG8Q41eyvCqGSxmPpQwWsdjm2KTrLZGZb03NdL6jvI25m2bfsn8LtAKeg4dejscelix1cMp3pbUEEoglr4+F8rHek0OHZrg1p6OiIDSQNFoCDoWYzNbFS42O02cuv2m1IfTjLgHlrnDsf7o00+SsOdzseJfXibTuX7MzXStr02tdIImFofJpzm7DS9mwNuPYaBXKMJwzkNHkFC2cDVrsls0LF0wWIWsbLE6z60gAHZ/YTs0525HBh7OJ0r3nePG98ReP5Y4erZgqUbULrkjYi+CV74XRPaHfUS305Bse3qfqUF03+h/knYfr/JcSHAMx+y6UTsVDFZhfRZkGVbvRmUfFYjfLak0W9y5jJBqQFxMnn8IKtnxN4tNm8DQw+Lw9KxjYxJF6P7tgrj0SyJ0bXtLAGkjyB2aB9P3QdCRRnGmW4eO4uLIsLLsdWJk7S8PIeGgO+oe/nfn7qTQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERATQ/JEQeaH5Be6CIgEApofkERA0PyTQ/JEQNDXsmgiIGgPsiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgLxx0vV4fcIKBlPijjsVYzQyGHzcNTCzxwZG2Ionx1/UDS15DZC9zer2u21pIB8gHwttnxBry8ky2Gr4TNTzYqaCK5NFHC6OITDcb/EnZzSD2PVpLR+IBUDkvCOR5jkPLsrVxU0b5r1W7UqXbcclHJRQwxxPgngEjmbcWd2uczY03y0hSWAxPIavxQ5NyexxbLNblH1PlGftKBscXSD0pDOxsxade7SGudretbIQXu5zKlFn7OHpVL+Tt0mskv/ACUQeKTXjbTJtwLiRshkYe/Q/D5G9Wjz+hkOSVMJRx+Sms2sW3MwyenGxj6ztAO+p4cD2Ib1IBBPnx5Vav8AHuU8eyfNJOMxSWTyF4t0rdZ8DZKNkMDeszZvpdEdA7aHOA7DrvRX1U45ybC83wHJLkTuQWRx84fIGs+GJzZzK2UyNDvTaY99m6ADgADonaCz0Obx2uQ4zDPwmYrXL9N15nrNh6xxNcGuLy2U+QXN8Df4h+upfkefx/HMa2/l5hBWM8Nfsf8AFJI1jf8AIF2z+QBP2VMvUM3jfiLiMtWwFzI0KeEkx8j6s9dpdK+SJ/0iSRh0BGdk69xpec5xGe5px25ireNnx8UuMc54aa9hsk7xv0W9ngh8ZDdP8AneiNDYTvLebwcZu1q9rEZa0LE0FZk1aOL0zNM5zY49vkbtxLfOhobGyNhYpue1oMtxzG2MRl47mdMra8bo4gY3RbMgk/eeOoHbY2CPYn2VY5BQ5dmeDcJZdwM0udx+TpXMhGy1Boiu8F7g4vAJfrYA9tkHWtmV5rh8xf8Aib8P8xQxc0+PxLrbrknrRN6CeH026BeCS0+Toe3ts+EG7X+JeEsOrzxxXjhbNv5CDM+kDTkn316h3bv17bYJC0MLhoOX3V+ImNs3s/jo6WQbmcKz1ZsbI2Jk80X/AEkW5Oj2fr28eAdEgGk0uDcj/q7ofDm1ShFGrbjMuabM30pKsc4nb0j36gmOg0tI6jRIefAU5y/h9/ltJ2RpwWMDyjF25XYy1O+Nwlid+KN/pud+6kGxp3ke+vcELjyDlFHj+FgyGWbPCbD44IKgYHzzTv8AwQsa0kOeTsaB14JJ0CVB5D4lYvHYnOW79HJwWsI1kl/HujjM8Ub/AMMg08sewjztrj7Ee40s3xM4/kczWwVzCiGW7hcpFk21pXdG2Wsa9row72a4h56uPjYG9Akik854fyLk1PmmYZiXQ38piosPj8c6eL1WxtkL3STODzGCS46DXO+kD7nQDpWO5FJZrZGW1hMtQdTjEphsxxl8rS0ken6b3Bx+kjWwQdbCisHz6PMZi3jYsBnILNSQQ2PWZB1ikMXqtY4tlOi5vsfw7IBIKm+K42PGYeKKKG9AZCZnxXbTrUsb3eSHSOc8u/j2KrPBsfl8fy/nWQyGHswVslais1HGaF5layFsZGg/6SSzY3oaI2QdoMVf4rY6xi8TkI8JnPlspkTi6pdHAC6wC5vUj1dgbY8bPj6T+m98/ECE8ky+GhwWbnnxL4G3JIY4XMibN/Zv16vZzSASerSQB5AXLcVwHkVTFcRc/AZb9o47kbslbY7MNkr/AC5kleDHCZ/TD9StH0tB213n6vNqqYPOUfi5yjkn9HMnYiuGrHQfHkIY4v3cT43vmj9Xy369tPRzgAdAbIIXjlfLY+OXsTUkxeSvS5OY16/ygiIMoaXdCXyN0erXHft4Plad/ncNGrg5bGEzLX5e2aMMRjia+OcF30PDpABsRvIIJBA9/I3E/FrC5LOW+LspYjI3qlK+63bdSusqyBnpSR9WO9VjuxLwfBA0CCfOl98vxudzOE4tfqYd0d3EZmO+/Gy2Y/VfAwSxaDwfT9Qse1+u3X3Hb7kJHP8APYsHLCy5gsy75jJNxVd0YrkTTOG2a3MNNd50Xa/XS+oPiJhTiMreui5Qfi7PyVunYh/5Q2c66RtawuEhf2b1LC4HY0VXfiTgszn8Zx9tXC3pCM5Dk7cUNyOCWCFjS0tEglb+80Rro7Xv9Q8Ew7OA8jiw02G+XgsWMTm4c7jstNIxv7TMbw4R2i36/W1tpkLSD1aft5C6T/EbHVKuYOQx+Tp5DFU/2jYxs0cYsGr53MzUhY9o04HTtgjRAJAOlP8AFnEV8ffsTYvMsmoSVWWapii9WNtkD0JP7Tq5ri4N+lxIP4gFBcr4xyLktzlGe/ZElOxa4zLx+ljZJ4XTSPlcXPle8PMbWNPUABxJAcdDwD8cj4JNH8MpaOA47dOdy0tCXIGTIh8+4JInEOnkmLtBsZawMdpu/HXZKDp2DzDslVsy2cfdxb68pikivBjSNNa7sCx7mlunDyHfY/koSb4hYn+gMXMaMN7I4V7e5dUiDpGNDi1ziwuB+lwIIGyPy91iY7M/0bjx1DB5Wj3nFRsli3XsTwwFoJnkJlcH+SW67OcQOx8nSrnDsXybiv8ASPGPwlzIYt+Zbfx88M1aMlj5Gvmb6ZkAYwODi0e5D/IBQXvE8nq5mxSOJgnuY23V+biyUbo/ly3eup2/v2/Tp4+52DqCtfE/EUuRWsTfo5SqKt6HHT3HxMdBHNMzvDsteXBrxrTuugXDsWr64Zwp/EOTZh2KsdeM3WiavjjvrSnLiZRGPsx3h3UeAd6AChcRwt1v4m8rzvIcHZkrOt1rmLL7gdE98MDYuxhEnTvtu2ue3Y37goL2zkWPk5VPx1s7f2tDUZedDr3hc9zNj9QW+R/pN/NVjKfFDH4q1m2X8Pm46uEmiiyNtsUUkdcSBrmvIbIXub1c1x6tJAPkD2UFdw/LHcx4ryyvjbL7DZrEF/HvkrMNepKGgtMrX/vS1zWOaPvo76kqH5NwTkWZ5JzHKVsZNG6e5VuU6t60ySjko4YWRvrzwCRzfqLOzXObsab5aRpB0/C8vq5fled4/Xp3WW8MIjZlkbH6R9VvaPqQ8k9m7Pt4150fC9xfLa+R5jluORUb8dvGMjknmkbGIusgJYWkPJPbTvt40d6VH4/BynF895tnhxG+5mdbRFVjrlQek6GIscZdSnTdnY69iQPYey2HUeSY74hc0y1Pj9yevla1OrVsQ2KwLTGHtfJ1fID49TsAffro63tBca3L6F7A5PLYiOzk4sfPPWmhqNaZS+Fxa8NDnAO9uw8+QRrydKLu/EzA1fhwzmzvm34d+tNZDuYOMnplpbvQIcCDs+NFV3C4bk3GeR8ybFirOVxWWgjsQywOq1z82IxG8CIvA04BhLiR5YfB3tVvmXw65JNwnneGw2P9etm70NzGVjYja6oZHRy2WybcGhofHpoYXeSfsSUHQ6/xFZNmMhjBxrkDbeN9A3Whld/y7Zt9HHrMS4aBJ6diADsLe/p1j28uucZmq3oczFXdZrQSsY0X2NGz6D+/Vx/0XFpHufAJFLxuLz8HxR5BymTiuX63mVI6TP2jXYxjo4pI3mdjZi0j6wWkB7ho61sg2DmXFZeaw5OtNWt4i/RsMs4fL94iY5g0Duzq4uDdtAc1wGwR9xsBjs/FGKtfx1Gfi3JWXcj63ykBirl0/pRiSTr+/wBeGkH38+w2fCv0dlj67J99InMEm3+Oo1vZ/Jc0zmB5DPzv4Y5I4824sHBZbkrEUsTWh80Ai+hrnAkBwJPj21rZ8K6cpdk304a2JrTuktSiKSzEYj8rH7l5a9w7DwBobPkn7aIRVn4hYmPgMHMakN6/hJWCQuqRB8kbCepc5hcD9J8O1sjR8aBWW3zqlHjJMpSo3slh2Y92S+fp+i6N0TfcAOkDy4AE66/bXv4VT4djOTcXZn8VJgrl7GOzQu4+eGatH+6fKHyt9MyAMYHBxaN7If7NI0vt/wAP7vHMZzinxsPs4bLUHtx+ID2tFSxIHtkDC8gNjcXNdreh9Wh7bCycY+IWLz92hU+Wv46xkqQyFBl6JrRbgIBLo3Mc5pIBBLCQ8Ag9deV95rn2NxeQyNVta/f/AGXGJsnLSiD2UGEbBkJcCT127qwOcANke26hw/iOenyfw7nzGOGLg4fi3Vj6k0csluw+BsJ6BhcBEA0nbiHE6HXXlbtjAciwmS5nHh8dHk63JXGxXnM7YxTndE2JwnDiHGPwHAx9naBHX2JCbt/ESk3OQ4rF4rK5exPjW5eB9EQlktUkAPaXyt35IGvc78AqW5JyiLA4ZmSlxuStwmN0z2Vo294Y2xmRz3h7mgAAa1veyAASVzTD/Da9j+fcW+ZrXZ8PhuPwY756vbEIfZjnZMC5gkDnRfQQWuBGyPB0COl87q27/CM9Sx9Z9m5bpTV4Ymvazs57C0bLiAAN7Pn2HjZ8IK5J8VKEeKxGRkwedZWy1mvWpbih3M6wztCR+9/C4bGz7EEEDwtx3xFqNg5TK/D5djeNjteBbDvQZ3PT979WmfV/A+NnwqZyLiXIMj8MvhxhG4W263hrePkyDIrkUT2R1mdHlkjZAQ53u0tII99tK9rcUztbB/FOjXweSIzsbo8cbWRjsSSdq3ofXJJM53gjt9RP0kAeR1QdI4tyYchi9RmJydCN8EVmF9xkYbNHICWlpY9w348g6I2PHlaTue4x2SyVepWyN2tjJPl79+rWMsFab7xHR7vcNt7dGuDOw7FujrW+F9O/icFWxl3DZGg2tXiD5bt1lkyy9Q1wYWySO6DrsdiNbAAAGlH8ExGe4hZyuGOMbfx9zJT3qmRjnYxkUcri9zJ2uPqd2kEAsa4O7N2W6JATOb57jsXkchTjq38g/Fwixk30omvbRjI7AydnNJJbt3Rgc7Q3r237W51QucnqYTH1LtyS3jhlYLMPpehJWJADw4vB93NGtb879vKrljA8iwWa5mcNjo8nW5KRNXm9Zkfyc/pCI+uHkEx+zgYw53hw6+29XCcLy3Cc9xa9jaj83XocfODsNhlZFI1/qMkEoEjgCwlpGt7AI0CgsrfiJjoc1hMZmKGRxE2ZYTTkutiET5PtEXskcGvP2B99gAk+Fnt85q0q1T53GZOHI3rb6dLG9IpLNp7D9TmBkjmhgAJLnOaGgbJHjepnOMx8kqTcaz2Ksvxb6DAb8ckYYydrtgx/V6ge0nYPTX2O/YwA4nyrGz8IzM00OeyeA+crXow4RSXIZ3ACWMvIaJAGtcWuIB+odvYkLLlPiDSx37MbLisyZr14YwRfLtY6KyWhwjd3e0EddkPYXMIadOPjchxLllfk9jLxVaN6t+y7jqM7rLYwDM0Aua3q929BzTv28qs89o5/Onhc9XAzbpZuHJ2YhZh7QRMje3q7bwHP/eezS4fSfqPjevwSDkuByPJY5uL2y3McglvxWHW6wjhgeI2Ev1IX9gGOPVrT9hsfYOoovBvZ/JeoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiDx72saXPcGtHuSdAL59WPx+8Z5AI8+4PgKp/EzjV3k2HoQY51Z76mRr3ZKlp5ZBcZG7ZhkcGv0077fhd5aPC5VyP4NclvYKjRqOwL54sZLU9eWxJGa733mWWti1C76I2s9Np+nw46a0DRD9Bl7RrbgNnQ2fcrTyNt1ShbswQyW3wxOlbBC5ofJobDQXEDzrwSQP1VV+KHFbnKqnHo6cGOn/Z+YgyM0V2RzWPZGHAtBEb/ACew9wBra51xv4SckxvGMvi524EOucZ/YodHblcJLAklc2Z+4R4DZf1I6ADwdgO6wy92x9gY3kDcbiOzTrZB0T5G/ttYMXeNyr6s9eWnIZHs9GdzC/TXlgd9LiNHQI8/cb8+FynEfDjOVef0s9LR4/FHHehtPlhtyOmbG2h8q6JoMA2C7699hv7jflV/K/B7kl3jjMd8nxgzNo5CoyV9qTUTrF1thj2/8n/uAOaPby4kaQfoL1GaH1t8nqPP3/L+K8EsZa0iRhDh2B2PI/P/AGhcad8MM27FTtEWEZYZzBnJa1Vth/oCIBoMRf6O2uOnHwwjyoax8G8/LwjiuGki49PZxOLylGR8liToJLI1HKz9ySevudgEE+PzQfoBrmu31cDo6Oj7FeCRhBIe068nz7f/ADR/kqN8MeL5Pjc2ddkYMbWhvTwTQw0rD5Q0srxxPLi6Nnlxj7b877HfkbNbj+F1xnw/5Dja8OHocgyN6Wwy5Ae7ZITaE7YZHOi8N1thb1c3Wzo7LUHXBLGempGHv5b9Q+r+CF7e4Ae3e+ut/fW/568r82c2+HOawOBnvvgjyRlFWGOFkhsTY9/zokl+WbFVjb0ewnsA1mtEfUNBdAtcAy7vie7PV4cOcacxDk/UdO9tgNbS+XewM9Ijy49/x+dfY+UHR8bfdaq+tYryUnepKz053sLtMcW9ttcRogdvf2PnS3DLG0vBkYCwbdtw+kfquPY/4XXnjiVfM4/j9mjisjk7NqIyvkD4bPqFjGtdEAdGQbB0P3bdE7+nXt/CvPTWOZOfbqWDloMhFUlksNjBFk7a2ZraxefT8aJlcB0b1a0HwHavUYXBvZvY70N/l7rz1Y+zm+ozs0gOG/IJ9t/xXGeNfDLM4rl2KyjMZx2nBWyIuONa5I57IzRbWfGwfLtB7PBkJ2N+N+fKjrXwgzzhku02PyEs1wTtktW2xtsR/OssEStbUL+/WMMBdLJoOdoAHqg7bcylGpPRgs24Y5b0phrNLhuV4aXEN/Pw0lbLXsf26yNJadO0d6P6rleD+HWSp0OIstU8GX4XM3Lz6zZXOibBP6xDYyYh9TDKwhvUA9AdjwpL4XcKv8QZn4JauKjoWXh9OvFMZnjZkc9ssxhY9zdvHUP9RzR2+pyCwcJ5ZByzF/tOpTtVsfLIW1Z7D4tWmglvdga9xA20+HAH28KyCRhd1D2lw34358a3/vH81+f4Pg1yOPjeHxrpsIZK+MnxxPrydaMj7Qmbbg1EO0uvBH0eWt+r310vg/DjhORcoy12ji228jkpbFaxXJdK2B7IgWPJY3qS6LuQCRt3v42QuRsQje5oxrYP1Dxr3/kvsyMDwwvb3cNhu/J/guV5P4V+vzSfJ1o8O3HTZCO8+GWsC7UleSC6zQb7St9B3k/iDyf9LLzbg2ZzfO8NlaFbAQUsdcp2BY2WW3sic4yRuPpO23Th1DXtH4u29jqHQsblqOQrSWaVyGavHK+B0jXgtD2OLXDf5hwI/wAluh7C4tDmlw+2/P2/4j+a4pk/hRmZMLSqUf2PGKuavXZIGuY2O5DMZTG6T1K0rRJGJA0NMbwG704HWrV8NOA/0Yv5i3kKtGa5NO01LvqmewIfQiic2R5jZ9RMXYkfiLvPsg6CHsL+oc3t+W/P/wA8j+a+RPEW7ErNefPYfb3/AJLnH9Xcs+a5/kZI8fVvZtnTGZCFzn2Km6voud+FvQ9h2+lx3vz+EKg2/gnyGbE1Sx+J/aUcNys+OS0BBqeka/qM9KpH1cHacWlpJDRt+0H6HMsYcxpe0Of+Eb8u/gjJGP30e12j1OjvR/JcksfDnMOyvD7lRuJq2cZi4cbctumdMejGO8QxOh8Oa89mSh7HeSHAjwpb4OcGyPDKVlmVmifYkhrwEwTsfHJ6Qd+86trxEPd2Oy4yOIDQXnqEHR0REBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQE0iICIiBrwgGkRAREQE0iICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC8cSD4Xq8d77HugpGT5BmbPE8ln8HaxkFWu2eaFtiq+cyRwh4O9SM0XObsfkB9yfH1a5nU4ni6c3PM7i4prp7V3wVnwBzNN3thfIfpLht3bWiPZblbjL2cbyfHHyOrY2USx17FXr6gilLi5ha9rmgjsW70QRo+D7Z7HGXSS4ieLM5Svcx8Lq3zEQrl1iNxYXNka6Is8mNp2xrSPOiNoNTI8/xNXHcgsQtvTy4SvNPahNKaMt9Nod1LnMAHYEFp+7duGwCVMWs9VqY2tfsttR17EkUTAakvdrpHBrQ9nXszydEuAA+6hr3CIL7Msy3lss9mVpTUbjdwgTMf3DXHUfhzGvLWka8Adg4+TMXsM3IccmxGQt2rDZoDBJad0bMSR+MdWhocDoghoAI9kETd5pj306b6dieu61cbWjktY2x07C0yB7HfS3q4ud1aXEDZ35AKipviIJLOInrVZo8bLlL2NttkpTvnca7JyHQta36tmA70DryPBB1K2eEUZq1qCK5ka4sXat9zo3scRJAY3MA7sIAL4mvd425xcSfKwu4HEHRmHOZiJkN65fhYwViI5LXqd9doSSGmaQtBJ8u89gAAGbmXIZ6fDGZ3CXqcUDnV5BYs1H2GOhlc1vYMa9jt6eHe/wBta8+K7e5bma+NxFqPkGEfBdyE1J9k4Ox1aGQyPGo/mO2w6Fw3vRDh7a82efibX8RxvH6+VyVWCi2BsdiJsDpniHRYHd4nM92tPho8t/IkHWs8Mt2Pk3y8v5CbFSw+zFN6VHsHOjMft8t10Guf9vd53vQ0GSbMZd3BKtzFvo5DN3oA6k415IYJHPaXsc5nZzmgM8kdvca2Nhb8fKsb/Q1nJ7MroMUaYuyPLHPMbOvY7DQTsfcAfZR03B6WQbj2chsT56tTbIBWydarLFI5zt+o5ohGnNH0jr1Ab40dknynwSnU4VleLR3r4xV9tiPo1sDDWjmLi+OINiDQ3b3aBB0DoaAAAZMt8Q+MYaGjLmMqygLry2BtmJ8T3gO69urgHBmyPqI15B2oyt8SMXiePw3OaZKjj7Mt+9UYI2u6vFe1JD2A8nQDWbPtt323pT9vjz7F+hejzGUrXKsPy8ksQh/5UzbSRI10Zb7je2BhGzrS0KXCWUvlH085mIbEE1qUzNFculFiYTSscDCW9S8bBaA4ewOkEhW5ZjLMYkhN1zO07DuhOC0w/wBp2BZsa9hv8ROhsqIf8T+LMie596018ZsNfEcdZ9SMwMjfKHM6dm9WysJ2B7/odSlrilGwzkTWS3a785EYrMkMvV0ZMQjL4/Gmu6hvnXktH5KtD4V0u90nP5zrcry1pY2x02M6SQRQO0G1wG/RBEAB4HX28nYW2xyXG18m2jLLN6unF8ja0roYtR+oRJKG9GHp9WnEHRH5hQVb4iYXKxC9x/J07+Oq24qd4NDg+MzPayJ7SfBb2cPtogkg/To71biTYLU0gy+WfXsxNju1Xej6dtwiEXqP1GHNcWtbv03Mb9I8DzvA7i1k42liLGSuZPHtnhmllvmL1GNgex8cbRHG0O25o2XbOgfJJCC4A+UXg916gIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIi0s1kY8RiL2RsNkfBTgksSNjb2eWsaXENH3Oh4CDdRU/I8vsVb+Gx0ONrzZPI1ZLgrOvNj7sYGl0cLi3Usv1Ahp6N1slzQPPxY5LyBvIruPr4PFOq1W15HTTZV8cjmzOc1oDPly3vthHXvry3z58Bc0VNl5ffsOydnCYF+SxeNllrTSNsCOxNNHsPbBE5vV7WuHUlz2HbXdQ7Q7SVnNZCx863j+MivPry+g2Sxa9CGR436g7Bjzpuuu+p+vx9nEBYEVI/p/FLXp3K2PlOPNGvkrr5pBHJVhnc5sZDBsPO2PLvqADWkguOmmRm5X8tf5NBbxtqOLCU47vqNex5tRubKT6bQ7Y0YXDTtEn7a8kLMiqeJ5bNPBDLksfHXifNHA6xVtfMQtMrWOhcHlrS5ru7Wk68Oc33aew3OW525gKRvQYwXaVcepbcLAjeyPej6bepEjx5PUln6EkgILAigMxyetisvFSsQyujNWxalsNLesQiDXFpG9lxDt+PYe/uFh41yZ+Us2q2QqR0LEVaG+0Nn9Vjq0peGOLurer/3b+zfIGhpzh5QWVFSeMc8j5DdfJThoOwJjmkjyUWTik16RaHNkj8Fh+oO8dgGlpJBdoWCxyPDVsfYv2MvjYqNaUwT2X2mNjikBA6OcTprtkDR8+UEsip9vm8cVLktuvTE9bBxx2ZJBYYG2IHRCVz4iNj8G+ocQHEDZaD2VsryiaGOVocGvaHAOGiARvyEGRFHcgyjMLhL2TmjkliqQvmcyPXZwaN6G/H81CZPlVqnnaWHhxkVm/LTN2WEXGxuc0bBZX7tAmeCPPYxgAtJI3pBbEXPOTc9y2Dk5F3wWPMOINV4kmyjohJBO4t9Z37k9A0tOx9X4Xa9hvc5TyvPYjIGOjhMVbpuuV6Mc02VkheZZuvhzBXfoAuH94+CD+gC7oqdR5pIX5CjlMVLVz1J8TDRhlErLHq9/SfDKQ0OY7037Lg0t6O2ABs5chy6TDZC0zPY9tWgylYvRWYZ/WJjrhvq+ozqOn4wW6Ltje+h00hbEVLv80t43j2ct3sFJ+1MRA21PQgtRuBicHFrxI7qNAMf28bBY4N7jqXbWf5W/F8ghxlegLRELLM5M/pyem+X0h6TOp9VweR2G26Dm+SXAILUijcZlRdjtNfA+K3UkMU9fYcQ4AEFp+7XAhzT48EbDTsCPw3ILNi7kqeZx7KFim2OUGKf12SRSdgz6urSH7Y4Fmj9tF20FiRUSX4gF2Hq3quKLnGlJk7cE1gMfBWjd1d101wfJ48N2GnR+seNyPKuY1cMMXXrOo2MplXao1bNxtX1/G9AuBOzsBo15c5oJG9gLUig6nI6owlHIZeWni3WYw8xT3InBhLg3XcHq7y5o2CRsgfcLV5VzLG8fgtNdNBbykEbJv2bFZjFh0bnhvfo5wPUb2Tr7HWz4QWZFDzZow8pgw0tf/7zUktQTMf236bmtka9ugW/2kfUgkHbt60O0xvQ2UBFBZXkAx+WbR+UlnLaU1+VzPcRx6HVjfJe8lw8eBr770DX5ub5T+glnklPBVLkcddtyP0co10MsJJ7akEZcHsaNub06+dNc470F9RUmPl2Vlu8mpR4nGuu4r5Y1oxk3atif8BJ9H93sgtH4tuB9hpxjnc/zVGLNXcxxykzE4Wya+Qmo5J9iWICJkhlbG6BnZjWyNLtO7DTtA68h0dFCyZizO7Ix4miLb6hELXyzelHJMdbZ2AcQ1oI7O0dewDiCBB/03nfQquixBOQ1afbqushoiZVkEc7o39T6h7EBgIZ22Oxj86C7IqzByyOW1mB8hZNShQhyMU7HMcbkcjZHfu2A7GvTI+rqST7a0TqYbmU1qjFbyONZBWc+IOsVrQsQtZM0Oid2LW7H1AO0D1Lmn6mkuAXFFEchyGQx+PknxePivTsDnujls+g3o0bP1dXfV+Q1on3IHlVml8RoMlzGphsbUryVzj25C7PNejimpNczu1rq/l7jos2R4b2GygvqKtcY5QczIY7NRtN8tZl+tqYSepVeSGud4HV/j6m/UBsac7zrQ4tzgclyxbiq9C1hHuljiyNfJRynvH4cx0QGwTtrh1Lh1c0kjYCC6IopvIMS6C5O3K48wU2NlsyCywtgY5vYOed6aC3yCdbHlR1blceTyk9HAx17/8A9ntv1rbbTflp+z3sDQ9geQNsO3dT/AoLMijON5iDP4HHZepHLHWvQMsRslADw1w2N6JHt+RIUmgIiICIiAiIgIiICIiAVB81o2cnxPNU6MTZbk1OVldj3BrXS9D0DifGi7W9+Ne/hTiIKNyrBW+X8fqwzVMbcqywD1KmXrPifHNrXrNcw9mPbtw0ACd+Ht1sxEvB8sOQMyElPj2WsV69OvVyWT7utxOg7EzbEe+znO2QHAePJ8ldQRBT8bhM9hblyrirVCTDW7k1wPsNf8xVdM90kjWgDrIO7nFpJb17aPbXnRON5JRw+RwvHm0o7Lr9i225kWyGGWGxNLM4N9ItcHtdIWa2PADh76F+RBQbnDsjeiay3PjmfP0q9HKfKwviY2OF8j2iuwk636r2fUfA0R7dTISYTNS8h5Nbjs1acORx8VOnYhLnTQPjEupHNI6n6pifB/uj8/FuRBzePidqDAvwfy0VdmRuxTugx5f8rTZHIx8r2ufrqXkfgA/E/YBAe5TvNaXKb0lOPjUuBjqNd3sDJwzSl7gR1DRG5o0PfyTs6/Lza0QVGzw/fKqeaivXZPRbZ9SrPakdDI6VrQB02Who0fGvy/JfPA+IR8ZFuz0hZdtRxRGGB8pggij7enDH3c4hoL3+QGg7/CPZXBEHIrPw7ztrjtWjYdhjZZhsni5ZC6RwJsuY6N42zemlnkfqdKWh4hna7rjqv7IgjmyNe42vC+SMNYykys6Nr2tDo/MbSC33bth0CV0dEHKeO8Zz/D+H5yB/y1q6/HVqGPbRjfKXyxV/QYXte3qASGEknq0E9iACV0CtiY4+Pw4trrFeJkDYQYJ3NewAD8L97H8VLIgrHK8TZdwbIY/Fia5djrH5b5iT1HSSt+pnYvP1HYH4jo+x8KN5zxu1y+jG2NlCWpLEx0Tb8Ekc9KXyRYie36mSAOA66adt/EPIN5RBVslxGHI5bHXLVl8rIaUuPuRSRtcL8Tw3QkJH91zew1/id9iVF5XiuYbxbAYzH24L1rH3K9qazkJHMdOYnBw2WNd5OgCf96vqIOdP4vl48s3lWTkjvZiG3DMKVJvWNlaOGxEImF+i94+amk7Hr2OgA0Da2LuA5DyG7mIM3PhmceyNOxSjFevP86yGVvUDs93Rp8gu+j3AH28X1EFDy3GM3keP8o9SXHDOZqo2j4MgrxRNa5oPsXF37yR3+Yb569jm5JxnKZrL426ZaTTBHHp23iSjM0kvlgcBt3cO6Oa7QLWj7Eg3ZEFa4/RsDJZ7M+jJDJkpI/Rhn+k9I4+rXOA8t7HZ0fIGtgHYEZhMByO3HdHMLeODpZo5o34P5itJtu/D3ueSWgaAaAB7/dXhEHM5Php8zx3D4O5LHPBWilhsX3zTG06KR+3RMIcPpcNA9iQOo+k/azZzD5CzyHjdvHimKGOdMbEUz3Nc5r4+jQwAEHWyfKsyIOPWPhnlpeMYzHEYT5urx2/gzNp4DXT9GskYemwGtYdjx/aOA8e+xzzgHIuSW5JorGJZq4y5EHyStaP+SGB7HMaNOPYlwkO3a03wAF1lEFbvxT3ObYsCtKatCrNPJMWFrGyvLGxta/3eeol20bA8F2iWbkzjGHMDI/M3g8R+n6HzDvQ/j6ftv9VIogqmRq5FvMhLUaYa9zFy1haEXqenYa4Oj7edtAaXn7AnwSD13q8Y4hJj81mb12DGww5GP0p6tBjmwW37PexJG7w17gdEDfje3P8AGrqiClcd4OcPPgpTlLFmTG1X0pnvja03Ig5phEmh7xdfB9/LifcqHs8P5Lka/J8XYs4qli+QXHy2567pJZ2wOhjidGxrmhoc5seu5JDex+k6XTUQUuChm8Zjs3jcEyvHfktS3Kdq61zq5bNKXvDgw9uzC5wDfG/pOz5A1BxbPS42k+exho8uytZx8zq0MrIGwTuYXPaHOc50gMbT5P1EnZHur+iCm0+OZSplMqynZrVMbLiIMbSnjLn2IHRCTq9zSOp8yk+/90fmdQ7OJXIOO3sJ8tXrjLSsDocd3+WrAEGWfb9dS/x9Df73nz9bx0pEFc5rV5FdxrK/GZMRHJI/Vg5Nkr2GPX4QI3NOyffz7b/PxrswmQyN2gc/WxDo6Ee4p6oeJDI+IxyBrSP3bD2dodnbAbvyNq1ogqfEuN2sTbbYvzQSOrUo8ZVEAdowRkkPfv8Avu8bA8DXud+ILBcNzVe1x6xk24eZ2PdkvmA10ji9ll3drWlzfbfh2/sPuV0lEHJ8BwDPYfCtp1n4aJ7MTjaA9PuGvkq2JJXv/B9BkErvrG3Nf9Q8+Vv8N4vleKZe/k8m6rLjxWs6bUM9iwS+3LZ11LeztCZzfG3EtB++h0lEEBwalax/FMZDkYDBfMQktR9mnpM76n/hJaPqJ8N8D7eFPoiAiIgIiICIiD//2Q==)