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<idAbs>&lt;div style='text-align:Left;font-size:12pt'&gt;&lt;div&gt;&lt;div&gt;&lt;p&gt;&lt;span&gt;Els elements del mapa es visualitzen completament a escala 1:1000 o més grans. Entre les escales 1:2000 i 1:5000 es mostra una generalització del mapa&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</idAbs>
<idPurp>Cartografia topogràfica a escala 1:1000 de tot el territori metropolità de Barcelona, contínua i en 3D</idPurp>
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KGSCPYZfNO4sDnjPpViG0ith5Ma7UPK/WlH8SNnd0GB0Nc8pOT1N0khpyeI2+bOTxwD2q5aPKZi7MPLcY2+jVWXlCD95eo/nUcF2ftE0bRsoGMHsT61VJ2diakbonv0eKQGCIFmO4HB69x/n3qtb+c0AM+0Oem08Y7GpXmkkmjblVnBQEtkLIOgx0wcH86iMaxblmb5fvgMeBzyKqrHqiaT6Dn3EFkyT65/r/hUkSfMHfnPH0NNyHwclgR1H+NIpZVKlwMjqe3pWJsNvlba7RqpOMEN0z2P4Uy3mURYaLLA4YdMH0qQTFpPuqCw4Y+lWLeeG3j8t4skHqE6itINNWZLutUKtsx67j9OBT5YjAisiqWJ7dRx6/lSfbFZ184vGrcA44P49qk+0RRyohjPzkgN16EDn862jGCXumEnL7RWjS7fEkuEXB3KgyfzNNEen26qrKZmToZDk/rUrETytMWIQ8KAeCB3qCWC3kKZQnacjb0qXVS2LVPuTrqRlyLeIEA4+lNWe8kLg7U2tgYPWmxxrCGEaJGOpz3o3DzW/e5yoIxj/AD6VDqspQiMhe6n3mXdEVOBz1p0iSqrfvWJxkcU7jcM7zxz1ppGFUhGyOvOKlzkUkuxFcvNHbrJbtvY4OGPanR3M6WxkDlyDkrnGPYU+2XHmIRwpwAeuKaMhdm3PBQ/h0/ShSla9wcVcP7VkjRWkUqCcYOM1PFqfmKCFOMZyVNQlFbYcAFl6e9Kv7tgwK4zjGeB+NP2shOnEtJcRuCPtCc/wsMU6FlDHyfJOeoU9aohF8p1CAliWyD3zUOow74I3ibZ9PcVaq+RLpo2vNbODH+RzTtxdG2HDDj5h0Nc4ZrmCONYkwwxvJfHynuK1obphLGrIct8jnPfsf8+tXGaZnKNtR7WTNK0rEFjxheKYbdwejflmtCq3mTyyP5RjCoduGByaJU4y3Qk2ihMEjkUsWyAf4OKjFlDbTEJckllIw5+UdTWmWuh96GNx7Pj+lRSu55+xsG9cBuPzpKlFaIfPIqS2t20aCLHHcHIP503y3jRRKv7z1Cjk1dSW3VAJVZW7ny2AoZbS5ZR9pyQegkodKJXtGVJ7b7SizSqVUDAU9Wz7Vfgj3RKdgiUjoOpp6QJFhUH+6TVK5l3XClUOzu/PX2pqKiS5OTLdwyJC0YQMccLWRd6pNDbARW5luWyEGPl/CmObm5MlvCHjUHBdjzn61aihaKJIl+YxjIJ9aiVTsXGHczUtTP5ct2gaVedgHCn39a01cowkOAjDBx2NIxDSbkzhuG47+lHk7WAY4Vvfoawu2bC7nbIJ+ZeV/wDr0oZGHy5LHqfQ1JGq42sMlaXAjlzj5X/Q0WEQmIhg7E8nnNMlU/NGGJz0K9jViRwQVA3Z4PoKYsSqhIO5h94igfqSsBPbchd5+7u7SDpVCeGK+h33DKZBxKg6K+OlOR1mnlt5N6Ljlz0z6j+dPUF77aEYRT/ewCCkgH9RXUnzI5pLlloETqUURqPLxgFugqTaDJuycj+LFUv9IN5sjKrACdy9/f8AGr5ZViKEYyOew+ua5mrOxundXRFyuRgdeoqRTuGS3PuM4quLpBKEOThiAQvAOM4x1NI0jsxKdO/JP8ulCi3sO6J0cqxBB2A45qhK7W9yCAoVZNpDKCcHpjP1P51feL96FDD5h0HFVbhJJJCqoNzgx7mAK5xx/Kqpu0iZq8S9Em2EwkAbPlwOgHbFDB2+UkDHpxWdEJJhbPAQrKcPz8rEZ7D8a0JIwzfMeg4z3pTVmEXdXBdpOZJAe3XFKXAlQgE5BHA/H+lKNvlq6ADHPApZeFD/AN05qSkKWbBIT8zTWZyo+UfN70vmEsUCnpnmoeXhc+bkxtjCDP0qkm9hN2V2RplLpZJMfMCOBzkf5NSTcMSMkEbht9v/AK1CoGhnYRFiF3p3JIPT1okmQxRuSFOQQvfFUo8rBTUldEayphl8tl2kMCwxkGn5znaxbjg8Y45FOQOr7QkjkDaeOB6UzYx2lnijI6Fmz7dKnkkxuSRL5bPhgVYE7ske3pTSm+IxSfcBxkHBojAi3RtIdyngjuKZJ99s7iGHRh/Sk1Ya1HIEVxtTeV4HGSPxNMN6sV6YXwpdM469OhqTLvCuF2r3zxVe7gI2NCUM24AkjtTi7O4mrqxtW8y3EIkXI7EHsR1qC4kNpK0oHDr/AOPDpUdg5DFNixxsNyqBjBzzUl1atLG5MrEDkJ2rqTujlKV7LBb+XHPcXC3EwysqliF/AcVUsbuQyuwvw+GIOYDlgOfp0/KtUC4S1BjmVkIGMr8wp4dILWNQCFcHOT82T/M5psRmw6hIkm2S+8xi23aIcY59elaUxF0pjjVSP4pCOB9PU0kUDtH+/crHnOzP8zUiXCTN5UDKFA6j09qQxpmF0DDbv8ygFmIPFRXpKyRoAAO3HtUyz20LuqNk5+fHOD70tyqzW+5WGRypzSlqmkXH3XdlFOGVUYjI+bI70rHZKcMWkPQ4/Q0xt08avwo6EVNHsMYQelchuVZ4pFwDI2GOQFOMNU0ZM0fIzJ0JPQGnSlWgIkOCOOPWmxYiQOA3zcMD1zR1GOaQIA7kBl+VvepXUSRlT0Iqpcxnekzxhkzh0HUinWrPHEImViRnYT1K54JqraXJvrYEyQ6EfMp4UdKUBsFQGHsBiiVHRxNkehAFKZGZsgFQeD61JQ1iFGGyGI+vPbgVZt7mOMriMruGHCrnDfh9MfhUQRdhIwWB5+npSwukNwHfbhuNx9fX8a0pys7GdRXWg6ayNzeBxKyJgMMN1/DFMureaEAxlZCOgCnP1x0q4wMbcfw/MPp3qOYyQxEtcFhJhRxjHqfyraUYvVmcG07IzEjlWUySuykP93hnZfQnooPpxUkYigTbEgiU87VQH9W5NSbA0SleVYZGBml3RYGUzx/F1rB1H00NVFDSieXkAkqc5p0qeZauqk5XlSO+Oaje9gCOPMMpjA3LEPwpbaVrqNEjJ5IDjH3V9z2OKlJ30KvpqVLJmFxNGGAUkTKueuew/lWluVyHTDbeCPSiWzhN4bgPt8oDIGMYPUfofzqG7dXkcxxRSEe4Gfr3rolT5jCM7aDvtEaDB+Ys2AF5ppmcqEO1c/L8x5/+t0qnJcR7JI5ZsnAbbANpAHv1NT2xWTZcKqqrgAtg7iBxyf8A9dRywjuzS8nsiFpt6bogZGAAzL8ike1W7GUfaCjNEVcYKxr3+tRXNg7Xu4Tfu0AYRlcgmhbGO3VpIyw3EOTvIwfah1EtkLk5t2aYuY1icgIhXgBm68VUintklZY4FaQH0xx+NLCsLByigMT8x6k/Wo2CrcK5GWddmfcUnVfQcaa6k0k1y5kBkCDGQFHP51D5MQJGM71yCeTmh2kWTftHTaTnihHO2PPVWIP0qHJvc0SS2JZS7eTKhx5i7W47j/JpuZNqucblbBFOUkwTDHzRtvAH+frUJbeXwoYsMjg0mJEu0mMl27/d6Cm/KATnhgFXtzUMsreSzqgkI52g459zTLTTJr547i9OzYP9UrcD047U4xcthN23L0duTi5DYCyZxjqOlaVQSNHEghGAxGFX1qTesaje6rx3OK6krKxzt3dylFbXFvK2wKytnaSeg9xVhUWFtzkyTH8/w9KV5WZlSAqSeSxPAH+NVrvULewjJB8yQ8cHPPuaNEJK+iIbmFiyTSExqT8y5qCQSfaVjtoTHGV5cnnHpTB59zdLPcyMkYAKp257GrqhgmZCVTsP4m/wrCU7vQ2jBJXZVtrYWj4jYs8n+sc9M0tyzWwXbufncFB6+tWPOVlaLbhcfKFGSD2qMrHJ85j/ANII24Ay3/6qmMrO6LfvKwwzxQKzMSYpBuBAzQ0jkqysTzwCKjaFhvtJY0RFG6IbuTnqOvaprdcxr5YChRjkcA06sbO5MHdEnloWEh5zwSe1NyVkIf7rfKT707zIghTJJPbHJ96aqGcHeSuDgqDWZaJV+ZSjckcGoX/cWp2LmSI5yT1H/wBenFJDGZDJhkOHAHao5UQqHjP3Ty3tTu0Fk2Sxvuj3MflZc80zDuChzx1z6U2NUz5SnCnkE9anZPLG9Rkjr7ikMamXXj5flx9aYVDJtIGBx+XI/Kh5ERdzEDPTrg+2O9RQfa50/eosYAwxz1/+J/nVRi3sS2luaAlPkLIw5RMn61FIj3lgVCAY4GT+dOWRXkWEbZFY/MynjjsPWryIqLhRxXVuc19box4AYoViX5IlGBk5I9f1qQbRkBVxnq3eo721cXiOZPLjDEgDo3GMH/Pb3p26JuZHO6uWSs7HUndaDmjtbQ5dFDNyWf5ifwHFLJfQqhdVeUDGew/L/Gq32aIwlZFY8885NSxKkcafKSoTHzdeKv2vZEcl9x1veSzGHGwQSrgKBjGRxxSLFlgJ1VmxtwccY9qjmlOQQpZif4e2D/hTrpI2YnDfvAGJU4+tNNyjqJrlkmgEQeYM8SFlBUMwzT2U52k7goHPt0pMrvIUnbjd+VP8xQSu0DnBA5NYmhHI7I8c7b2BGxgMn9PrSgoEweGBGM9aFdirRklVbnpyTSMFMo+ZgD1J55psEraD4yVcoBkrxgDHHaorgOSwLgMMOABTnUh8ruIYcknqRTpfvqSc54O0Uir6kbfM2ULSd+vFPkJZuB95ajLrFb5dxGE+XJNVZb6c+XDaQ+Y5IKtnjFNJsVzRtvkkjLYw42tnrn/IrOnlne7NtFCy7cqZCfy4psVhdrdxyXLtM+/eNp4U5HHt/wDrrZmgMjbWgO0/3Mfqa1jT7mUqlnoU7COK1ZYSz3EufXIU1eWOW3DSuUG4fMQPu9fzp6vbWr+TGMOew/xpiGaZj57KkYPKjv7ZrVJIxbbepNAYzkq25v7x6mpHCNwyhj2BGaTyYsYCAe4pifLIYS3OMj1IqgI2iy0sYIRnUbcdsdqoRwJtG9szA9G7EegrXePIG3AYHINY8m37f50yYdMqSvTPb9KyqRvqaU5Wdi1F5QVZZTuk7L6fhUckctxIGaRkjByF4z+dReekcz5UruXIwOaZBayxs1xPdPtYdzxisrPY0dlqxJ5p4JlhtbdWGQWYmrKB2kfLGPcBkKeT+NI1xHAcIO2S3f8ACn+Z5kSz4wc4I9cdaPQSmm7Fe53SIkiEM9q2Sc9R70kLLlXST91P82Qc8/U/54qeNYi5MaqEz+8boP8A9dZ6xiC7e2Ry8LgvFx3HUVqvejYl+7K5YLPC7+XF5idOWxxSLdyBkItwAxwRvFNBFyHW4TPPykdOKjaF1UqIIsZ+YAmojy7MU+dPT+vwJ1nllky9uPKJCsC3bPWnC3W0l8pF+TkjOTwaLaDy0yUVc/ePbHpTS800+BIvlxfKMg/Nn+dJrm0RUbpXkJJL5KDksFI247VPmWWVGRyi7eVYdffFZyO7IosEUqr/ADPJ0GeuBU0VrtYyzv5kh6sSQPwHeqUFHWQ+Zy+E0IbWFHyMyP8AXJ/Pt+FTyogVUmCbT0THy/8A16oqGQhohtIOQT39se9WWK3ADYLDufStISTWhnOLWrJraZNroIxGE5wBgEVE1zBNMjpISFIyQOF/GrBhwpYKrN2HQVkvaS5ljk+RcHAU9j6e+ab2M2a1xEtzbkA5yMgisg3scB2FkQ91PatHS8/ZMMcsG54xx2P4jB/Gqt5p5kuWf5MHpzUzjzK5rTnbRinmUDzB8w5AHSmyFI0ZmYb1ORk9f8ikIHlMobYqHIwMGpkjiQbgBk85PJrmNwPzRFiBx6DqKiBZ7TCOF8tipY9lP1oUZQgkbVO0Zyfpx9KWFQJWidiwkXGfcdMVpTetiKi90rRgnKsrssfBfjDdjjnpVqNvuoAF4wfXIpkbZ3LsVFYd2z9aSW7jitkdyWOSPlGckdf5GpasxqV1ccB85LEttbnPvT2bO4AAFeRWauovLK3k25MXBdjnIz7U+SOa4uYpPPkRMj92pyc+4oUWwckty5PdW+5YvOTzc5Cg8/T8qzmu57lJYYYvKwdu9m7jj/GrkekyPIZGUB8jLP3/AAHBFaUFhBb7uAwJzggAD8OmfetI0+5m6i6GRHp07RxrKxuMsCRjj861l0+PKnhQv8KDAp0nlznKF228ZVsAfjVG7uVmYRLNuZRzGnA9vmyK0tGKIblIuy31vbqwT94ynBSPGR9ap3t6zQ71dlVeWCdvqaz99zc5G028bEYAPBU+34/Sr0Vv5S+RkuoGQXOazlU7Fxp9yC1lNwjTojRfNwzAc++TUytLg/vWJ9v0PSpYtg+997Pc0MPKOQcAnnArNyk9bmiSQR3LxnP3l7kAcflVwSLMolUfOvI46iqTEKhz94dO5x71CboW0ihXAdzwMdferhUd7MmUE1dGyxZkBjI5x19KqzGSBFldFkYna+BxjtUtkzG1UP8AfHBqcgMpB6GugwMWadLS4MZibMj4Bxnr+tTKpeNonYqVOUY+lBWQh2fHmQn5WbI3D3qKPdJNumIZcYXaMKP8a55KzubxtOIqKIhuQGZlGAzdB9KZNb3E0qMLhVhHJGOtXFJk4iXI9TwBTWt1iUb5/mzwNuR+AqdR2USM7PMWTYSnQtjjNQ4Ml8GkhYQowZSe7D0/z2qx5kkqeSzY9WIG4/h0FOiRp1O9hGqN8x7nHP4U4X5tAesdSGSG4jun2RBoG5wp5x7f59KUSIQuyGQH0dCMfnVwsEhLZKhD8h25JHpiiEtMWYI8eDgvIPmP09K1dNN3MlUaVipJbzsm5mG4/dQ9/wAKSPS5MGady7qS0aA4A9K0QUjOEGWPVif5mkJLejE9M8D8u9WklsS5NvUzFbeq7RwemRx+Ap6xszH1HUnrTcPHcs7wiMSDcpyDhu4qVmG4Nu2qw5965ZJ31OhPTQQrtyD26/T1p0S7pRGxwCcj69/8/WljAC4x19epphBBwDgrjB/kaIuzuJq6saScEoe3T6VFdICgkxnZyR6jvUduPkM27LE8j09at7ht3dRjPFdS1Rz26MyXCwyxuzk4IBCgnjgjHv7ehNaL28MxDumSR3rNZEkdoxAdyYK7k6oecevBGPyqxbKEjKPOwZWwcHr7/WktBIZlTKGx1G05FQg7MrlQVbaCfT61VtpL66KeTbhYcg7j1pLzTpri63OpAGM4bgYPU5+v6VzKDZ1OSW5L9sgZ3iVt0m0kgHuvvUcFw7OrNbsi7gV57d+at2enxwyrJgyNgkjHGT+lXphkL5nlxr2JPStY0+pm6mmgy8sYb22Vd+1Qd2euRVGPShvkjQhowdwLHjJJ6AVbnkRI1KMXc9OMj/AVGLyZYsTPHECmVOPm/KtGlfUz5nsidNPhjBMh3Argg8Cnq1u0Pl27fKD/AMs+1YzX9utxGkjPLIT8uTkYPT8KILy6MjIlu0UOcllIH/16nnSGoNmyCYI8NIFHXMhyazxe2/2wokjTSPnaGPy1WW3lF60jMcEnYGb64x+lTpbIis0SqGBzkj8f61Eqj6GiprqEX2q4aTzl2Rnoo4yabFbW8QLohMjchiOn0qYTA7WLk7u1OiQIWD44PBPpWTk2aJWFd43QEkncOgqHceig+YgywJ7fWpYmjVnCqc5yMDr/AJ5pN2XLPDlD8pU9/SgfoERViOQQey/1qaRC2MthRyaiijCB4woTJ3KBUpdfLy5AB4OaBEYZfM+7wMDJpJYo3cblDY5ApNwcgRqR6HHWjDRHO4cDkmkA+0klS72k/u8Y/wADWoTgZNY6sVZW64bHT7wNaafI5jP3Tyv+FdVOV4mE42ZVu2E6AQlX3fK3GeKpLLPLPLbPBgIBhz0JrYkQbMoAGXkYFQGB5380ME3cEDnNKcL7Dpys9SIXEjx8ARheGP8AhVZJ4ZUEsLeYwOM9zVqW18t8I5Afrk9/rUSG1tECBlLD9fw6mo9m+pfOl8JXlt0knWd38pl6HNWy8NuufxyRk/gKged5nwVZdoyDxnH9Kit7d03bpDLvYk56AfWjnjH4RcrfxF5J2WQM0fB4DMec/wBKljJz+8YsG+bFUfNAjaNgW2jqB1FOtbk3lmJIWAbryO/cVVOfNuKcUti4yzhiibNgwQCOcVPsUp8vU96ji3+Xlm3MvIwMZFSKcNjseVrUyKtxbmcK6AbhkEE8Z9azvsELoHaWYFeuG6GtidCyMoON4x+NZFvcKlyYST83YjoawqrU2pt2sU54VkkEiyzR4GAxbrzngVYtIGjcuzSfMMASPkt+FTyxGOUtGqjPJlc5x9KfFaH/AFzk8cmRxz+AqEr7FXtuKhBk8t8jccEYzz2NXAXjVkYiNOiEnrTITtZTDFlWOGdhyadNIhZhIhCoCdwNbRVkYTkm7oZJEfKBYkujbtoPzFe/T/PAqNriZAoiSJEIyATzUjyxMi3CZDMDt4z7Vnu0zuxijymeMHIqr9ibmrFE0UWPMVF68Y/n0/SoGl8x2FqpkZepdT69QTxjg9KSeXy3KRKpKj7zknB9qy5xfytMwlWJCPldTgscegqXNLQ0VNs0ZrudXCyMsAKnKrhiOvOfy7VmnVreQiJA87qfvMS2AabbabGkpkeaWXzPm5zgYq+II7df3ShVZcHArN1OxapLqRxy31zPJHIRHAvA2HaT6H1qmdLi/dyTzPIxPIJwo7YwP8fWtKNicYU7lXGcdTTR8pdZU+ZvmHtmocmzRJIasMSsURAD04Hp0pZP3wXa5Q4wcd/ypTJwrjqOGzxSo7PuVFHByD0FSOwkUAJ3lcODyWJPI74p0imM4Hzbh3OOnNJGWaRtz7dwzgD/AD7UjBNqv95wcgYz+tAdRUYMhXIO09R0wfrSOQzxkMrEfLwx4+pp3lAzB3AKt0AqR4EMbKF9wO2aA0Iwyxyr8+7d8uFHFSMxPynaufXk1C0imHCgK+QQB3qO7u/IRJGQ4kIXA5IoET/OVyWwYzg47ik4U7SNw6jmmxtG86lY3lUjnPQ0MskTkGWGCI9M/eq1BsUpJbkU92tuybw4Dn5Noz9aggvJbiZkkikB/gEY3Ej69B+FXJ7ZIYw2Gmb+9IcKPpUDakts/wDr1MecFYEAFV7NL4mRz3+FFuKCYMryKsKL03tuJNXgHeLJzuU5UkYJrP8AMkfLZ2f7vJ/76NLHcvDt5LA889f/AK9XGcFohShJ6s1FcMgaoI50EjKoYgjcPlP5U2KV/tONv7pxkHHerEillyPvDkVqZFW9kLBIVGGbnJ7D1qkkS+YHUfMwwSf8alu3E375CePlIPamwSxSKWRwQM4IPA9RXNVbb8jeFlEWVAqBsbmB4HakHmO4K7cggnjjFKCGIyOo5JPWmx53+UB1G4AcAeuTWa1ehfQVwA2R8yr1A9KecQzKy4Cvx+Pah45IMI00Sqx+X5f0p0NpMs24Km0H5Xcktj2HQVtCEk7kSnG1iwjkSYCnbjcDn8x+FPcPgrHt3feXd09xUfIJ/vA5H17j8arTyySbAjYhYblbOPzNbN2Rilcme7Kptk2l+4Xt/hUAt5bpzIAEychscf8A16nisVXO8BsYKkHjP0pzXtvbxnb8zdSinnP9KjlctZFcyj8JFZPBNKy5Z5k/vrgenAqUMYY5GlfzgTghTxn8TxVCAzSX0d1HH5aSN83pjv8A5FaDeVFASqmRX469hTWhDbe5FJFj59zrCRwg6fkKegLWixRfM2OSpIX6Z7fhSwWqsGMnzBjymOPx9ass8cSZJCqOlUkKxXMMSxxi6kVyvCg8An2Hc1TleEPhLPKjj5nAP5ZqeHy51+0O27YcAjrnP/1h0q4HMih0xtPqKQGPGCisshLOr4JPrmpFCnd90due30qHUJTE6zR/dmAbAFTrnK7QBkYyR+X9a5pq0jqTuiMuFiG7ChDkD2qWRiU4A45AHNIqRm4ZJnU70wTnBHf+VNgUCMorsygkfL/jSKHozCTCpgMMjJolVwVcsTzjC8df8ioghjG7O0q2PU4qTYTI6tk5HBJ70gGpGqyMDGNzcjNSOJEdSCPTpUTytmNy2PUdP/r1T/tGI7RErykkjdtKj8zQBbm3jbtQkgnLE5C04rIhUyzoOeAOM1SuZ5Wk8zzPLtguXAOCT09M9xStLJdRwkRCY43LsOAeo785rRQbIcktyzNdpAiKwPXhuwp/mzyXCGAb4ccjHU/Wqn2K5lYpL+5OM5Vs5FWZ7yXT4lVhJPkYXbwc/gMmmoxTs2Dba0GSwMZkEzbNrZUKpJ5P/wBarK29rarlyWJOd0rfyFZ5n1O4GIkS3XOfTK+o700aUDl7mdpTjcewIquaK2Fyye7LF1rNuqNHEWdj2iGP/r1YdU8uOVYwzAjA9c9jUUUUFvnyIh8pByo7fWpgwMTpxkHjB6elZym27lqKSsSSedcKRK+1T/An+NVYrWJC0gjUEnk9KuI29Fb1FQmBGlbdn1pNtgkloR5XeVVwSBmlnHyN5OFbHBPrRMsSqGQjcvQZ60jSyeesWE+cHnPIx2qR2uLapPLAIJZBvGCpFa0bbowe/Q1hzXIspYWbeXZ9oOeK1Y7iMy4DcMOfY1005XRz1I2d0QS+Tvl2sDuBYge3Ws6yWJBJHGMYct9a3XQSLhQBzncRWPcpDauUCu2wFjgjkdentSqxuh05WdmWBt3AxqGGPwFR+WDJlvnwDj0/+vTbaaO4gSVA21xwvoafyq7GY5B4C9a5zb0H7GkiXk74Og9VP+f0q4t0otw2dzY9O9Z4aaJvM2j5OHHXcDUwLqZIklEKH/Vkgc59K6KcrowqRs7llmDhWBAYgEjPQ9v8KiuIVubdouOfnTPqOoqhK89pcH7Tdxbem4pjjH/6qrx3rTywx/b4nlLlkAjPLdBn681qQWoGvbm1SKElVT5SxOCR7mporWKB5JVxKehXHAP9afarcRNvuJ02/eXbkA+o+tODvLG/lgQHPLMSCfw61Ii08sIQxtgEr9z+lUzLKLcOuYkVjknqeeuKUAteDyw3mBTl5B97gdB27VXCzzv84ZpB/eHQ98Y/rQBYa9VQfKzhjzI3+FVo0lkYBFJwcZb0+lXorAZ3Skk+matRY2cIU9jTt3AoNaNDC7NK/wAxy+Op9KlguViiEbg5XirhGRg96om1LMxMmTnnIqJqS1iUrdSi8SvZMCgLWz8blz8ppxVyu3cSANy44/DFFFZT2TOiOjY54owF8tASvIJGcUGbaC24BSMkiiisyivcXgaDfEgfzAVUMduSKUfarkQNDldv+sz3x+H1oorWEE9yJytG4v2aCe8Uvcrv5GxAT+HHeql61sjy29tDO0sY+YYOTnuKKKt+6tCd3qWbKFYomfyGZnTJ3HbkemevWobafUGKMkQht2OXXhWx0HPXNFFZOciuRJmnsEZVwoDdGPc/U06X5QrgZ2miipKK+45wCPkbGF54P+f0pQh4yB8p2ktycGiikULsUAGQ5AyrbjxSZV9mUL5G08cexoooDoSIXUmMKCRzknih0O5WdsjOCAMCiimLqKZCx27flJ2mobhc2YbALRHOMenWiikCGrcq5GFb64z0q9Zwh7feVKsRxnqKKK2pIyqbFqPMiZc89CvYGknUFN2M7e3qO9FFbmJkjIJUE7QeMdTUxCovyhQjjkntRRXJJWbR0p3QK3yB2PThsjtRGxkR4xnfCcr2JU0UU6b96wppOLLyHz7faXUtjDY9aj8oLtjRssODgdO4oorpRzCpuyxU5LjKKw4Vu4pLZCFaeYbnx94gZA9OKKKYyK6uJNqmPEe7K7m6gj37CnafLOd6ToFYEcjvx396KKSYkXqhllity0jyEcDIJ4FFFMZnz6hNKxjt0IbtlScjnoPqPb8aY2nXDHc1xsJ5wXP/AOofhRRU7kn/2Q==</Data>
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