Fler träd behövs i våra städer när dessa måste bli mer robusta i spåren av klimatförändringarna, framhåller Cecil Konijnendijk, professor i Urban Forestry på University of British Columbia och medgrundare till Nature Based Solutions Institute (NBSI).
Tumregeln 3-30-300 ska skapa mer hållbara städer
Hållbar stadsutveckling
Hur många träd ser du från ditt fönster? Minst tre träd borde ditt svar vara, enligt professor Cecil Konijnendijk, som lanserat tumregeln 3-30-300 för grönare och mer hållbara städer.

Forskaren Cecil Konijnendijk lanserar tumregeln 3-30-300 för mer hållbar stadsplanering. Foto: Stock Adobe
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– Vi vet att träd och grönområden är avgörande för hälsosamma och resilienta städer. Den senaste forskningen gör det mycket tydligt att vi måste ha god tillgång till parker och andra grönområden, behöver bo i gröna kvarter med högt skydd av skuggande trädkronor och även behöver se träd och grönt från våra hem, skolor och arbetsplatser, förklarar Cecil Konijnendijk.
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3icfY1hDQo+FK5oIC7D6IwQ17h6njPtfk78KfSQ4skbG+e1ItaORDjww/7Aj7gH7+nkFpfHO7TJkLWwd1JxXGEA27xOb5GU868zyfBGmCDHoNAlxut0cHWSgC2WmXDJ6NXX6L+hmd94e8/lIvjU77MSngcXwP11SqNks7gmoipCbGl4Ogr1jyUc++g4/rjstWkPWyVyo4a266xDWGsVm+G7EsRnxgE3Rwny3+nXK7eLJ3EiGqe2yh8dmuTP8OGrFk0KhUNk78PnFdRRQM8S/FqWpaGePhbEKf2Z8A7YC11WDloDAFeoh/TXiyP8b90ky8kcrw+8kVZgRLH5c9qonHwWXkXWP8TJzZSknLBShgyjtrVmER3xWvXrqbt4OAbmf5uRCK8VfdMfE+cR7ZXE8dXNtRZAXIZDNLrnJP42+Yj9u1YTMsB4bKHSKpDjd8jVoUeRI+rCmvOVJzusLRRuClLrW4SGgF1gHUY1JFT9nqT/I+GeIWHl6KMPAtXode7xBkzXvYW89RLpVKBlLaSlQaNHlYYYd5SFDbjZv7dD4i5vHKQYvXzrMzTy+8B38IhB6WPTs63jAEqaF8mCVFlac0PtHEzz19nzBQ5IGLeETCRACaeHeoqAr8kmkYwb2XQM5io7CTzXObapiX8+r5QujDH54P3t0T2Tq1AjSQQrAezJ8G2TXmFk2k7OvRJu1+QfRMrCItPRbn6DDnQujzjQN2IDONZG6MiWDXTVwWbPT9Hl9b+f/jPCK4KoBd7/FYzmaJyIkQ79EGGBL2HRl5PylOE/Jh8VBw8JNRrrtuuEeeNy5XmsYiju/1Wtx1iuB+EZG4Y9pV5SBiSYtty227samzR14CbcLjS+vLA/yZUz7ZDP+DrywWjGCHOg732Usfd/unSPR1Tv0/M0J3vaJFBPqjEItuGCGrQ04XaCZccscP9Bl+JMO+y47T3pCX4J/PZLBUi+2lOAKclWyXjUA6cCr2eeNBu+PiAC50IZVRLC5QnUxB7C6JM6M7svgnWpUAZiJKQZdfAMzdwGavd+isWxIiLvU4FPmzEjvovRrYOS5tTNvL3EyB8hUMYpcI+O1A7jtkoi6Zt5WyB4wfHboj9wNubkYuBnOW4HliPMrhrGetbw0bzEdPc1qTsAVyuOk51Ybklak7nFc7pGSoRLO/Sl8AQxdGl+vFl7YqY3+3PZj7ugPqDxVP5w9ivgwl+9AWqglwckpCU5Yt2GJVcBTeqnDd3owuYkMEcCnbg6msq0m8gGXrJU6/p7+L/4gO23l5QAcUxgYyZOt28fmISsv2A1mkISY49+Bmb+mIYnn3slDCchhFq4B5XLa2aqot3OjUhbs4+jXiCmVavPd9vNJUtn5QpG5Rf4tbN3bVlQWvqI+K3JmfZtQDeiPpTdgQYXV4jsgU+uql1YO16eIErnTzb5DHbaVtiDnbqdE3yH9coi5BBeL2MHY7cpqiXPPc1c8ozn3m/wwv3e15U926S2IV0LvM+26U5MRkhBlzQwrSw/hLMsX+q/ju14qg3LkRYVoXLMk47EuSBTmC3dBjHFSTgaLckOgDJtCIy9UK23vD96aN8liOuNbz79TN4YPuJpz54tuAsWIhfiSQEkvdqmD3DDSXIt2MLmAk4apGT3hYydR70GUoTe+RQp2bMrPbcKXTi90VyS8k6U0WTt9rtHi0Ve7Z7gl8o8//Cj688bpaB6Gdt+e3Zcs1Tw3Lkq5rp/8crjJx/BPjgc8yMmncDPjMO0jF1ZKQvWVAWpfZrL14bBXjJCcbaIB7uxpakF+awv1+dqFcBN2VuuxNzBrFDuylCEeUcYBc/KFRfClzRbpc1F07s1QnFox2X5c0+a7106jczwRBqdTMtIXxrO06ZJJoYWDRaAOhEhpfB7wvhhJdJ0ci7Ma5z+4BhrjiL8vPBv0UMQiinqP6ZyFetOkUJftD7xHJL5dpPRs1hYQf+ZgesqgysC11rb2hOAz65JMzvanDFkjarQgi60iTwCEfQxkRzBGFmAPswD2QYR/PJ/zjg5mfzYoHZ6ucCUF3ChwqWqmFGpbrXDw0GHj3L2FEnqvpxttbxSSA9UTdx1q1j6mN+qo4GcWKnbcroXE6jpfT5i/qG/xcqqEiL0qtIBLx9EeSXvtgQAjjCkiURb22uITrM3nbWB6wsJA2JWeLGft/SFNgWbabC0j0LpUPwL5QixJDjPg/JaSB0sBMDjzYPQ3X1drdhjku0skRlUzeug6Kw5OfZMX4iv2l1p++SlVh1xagQ2FENkgCoXESCmfdLg2GlK/zc0cwFtfaQhcsV7Hv+wk4NFtyYwqvtaI0yGwnkxFOv1rPHUHHixTGQOl/FwHdfZRx9vXVnCJL3m87aGAQO2qm9rA3OY9zAFKdLTwb0NQw+hJZ1ed8IATbc0N3MVuU8NoQ75oYmLWLygjLSVmI5dbSaao9XUUzHEM9KvJs3cc0B9Ux/OKDOBO8NZa0AZs6gUQ2h1sKbMIfteOfkSr3t5lI1g+OPdKQxUY/p1IKwsjrFGYnLCfcEfSpcp5+KFyfEq7UxBD4FVE9cYp6DaTPQP6ybmVtzSGMk0o0y4LDN2w4o5vy98rXEcT52DGIwbJC7k9MKq7P9oOoUxPKz5IY8gcJWw43ypgxnXpqfHc2QH0lC6DrvqNfNQnLCDDjBVISG5q3Wq4vLigAZf66ZHqKdKCZ089bpN5iFv3R1koLzHWw3anwltrbrNfv5Q50UYAVgEbEm2krQcYZBNFTW8T+C1f4ExYjfYLPHMyZQBVvyEHanoW5yrrdApx6iaTiU2E5iHF42Ur2lY9FpBEpqP62//UB6e5bbTcwAqUy4JzZoXbHtVklrcEdLOmVqit7O81YrVzHgFRdvobJ8e1R+3C9KDB1vAczsychPQQP35AvInSBXfe89ywfV0wQyyOudXwWmK/hpHuYVlF/kUwJ0Im7HiKe/DU30bxbu3CI31V1nrtem0BAXrFrDVaaO7d8yDQXJYkBAEqbKlICOkoK2RqrBdyfrQ7jiJtYpKRyUPQtqvAFLcN+MfQoth55ZAKXv/xSHimFNrq1KxdJFpVuk+UgcTN1H3Z32/1pNGnQHvtA40TDIkBT5VqDbHphDkN21OoMjsZ6gHOt7klpEB20uSFF4o2dGLxQoPPuk8yFkq+Ss2jnKnUFjSFg8TtUD1cMepkm3nIprf2mFbB0Ps/+V0pGbBR2bSAdJuPXjrATwKAJRR2zp/Ow5QHjpbPjdPVGw3ChjxH7I556dWa55Yu2vGzyoZ3CfIqvl+75mIg10s39y+keV2J6bQJmFnr7N7aaJJUE+rMfHPt/ps2FIcP91SpWN5I618JHD2KdsOGWScLv9u/S70TljhExFYWVgzhmOcJiAkc/jD05/RNgQTMEusdF+Zzm1RJ0/ywBJ74BVzFRnyW/0nyQnaI++R0u0aVBzhFWS0hSFqv9Yenx0CKA9v/5JpZJkdr7toaA44Q1gb1A6XPriYIoPwTDULLvlyda0ddgS6klDWnwl/Tj7QeYUPabVur59iVgYpKGnpslyA8s7d8zQR6MscIqgjS7GLREF09cge6kyJi04FnqWYDxYZXO56ZyvfH7Nu4NXskLMUIyBWFKoyaWugO2q3G/qg59UU9pbTFvdiz+CuQ4KjKdYn5IJsxo3E0MfjOO8pI3ow4Djoic6/kia0l7onY4X4eoV3kWWYVpIdw2nqRLqPpLgjknY1xapsMM1A6XM5m4GIYbKi3XUVo9CXxAlyME8Gf9j5OhAm40jvL5V7lFKKnk2PII+ztF3dO5LbHeztXCTaf6w+GRHvIw3FCjc3EJAncoSU5AXuG/6usxqXhisZOou00NsGfyjCQ88yWUhDNRASXL7HloEEKQ8tRVRNXEVyVXqA1BCg2i/gqZJH70l1SHd2q3ENBRdnlUpVETUpqRDBaT2Pe8bTsagweHyo5Z0QMmcAfDUKIlu780LltTZX4eGZavbmR61sjJb+KjYSkRKWSJCZM2f0QesR4vIZaVcXBQ9N5/dpAakuu0TqfvItqp+aaPgd+uppbcaEeRKkawS5aDAntZBWyHu9fZa4y5rSPHo3y72FqMJ2r+HTQT3wX8tUYD8fEmJ5c+SOJMUUGRmijTWTLAn1tuD8k0l3nKsYPmywaEkLaCX4y7NMmZJXUv9FN9OiTYxa5N2Iv6Mf8+YFOSF07FreO9+Ta7SudQzgDR4+C5odKyM0X5ttk1jeUTwxZNozQcOobe8gAU9h11WkCmCnOruvIoO47pzEZxLAMkUonLQPFqD/q+JjKQRQXouSmtduEDtBRG+rMmd7pHxytuCPohdiuK0vI99MVnGDcGWJtwMc3nfneLwdC3VpwfAG7nJsRBtf8P3h1GPSz9+0+LVYT+/Or/z4oVwLVFAy2EceF4kEEesH/xboI7zoGeKcs/qVKdKxuZ4DggczN2L0Vdpzw7sI9cTaBYFlSwg5mWovMjtqqVZu0FwPmNgmTGZASNR6EMjxZ4TiFjV2+L5zaSlfG0G4p83mm/MW1dWgtLHJjspV80+98fbpSCzT8eDvWvL0QVxMuFTJnujlpanZq9CtEdTKRAlwpSikWOgYH7EipqZ2sLZVHR+A5E9VzWjhkZM4RuciQGcZxoZ2HCrUcRfzxA8XuWGhr77cLa23Bn3l+P0qTyn8kai9I+d/3oqStILz9ekFxnWJubuWeYDYU0BSX0pdhDqzh5MCgUhtEtnSCJHF7jq9/wupOBQ9NIrUdr7IDpQhNsPzNa9tpegdD9m4OkZrbPArMNukwlRuSyW0OiC4L3khbAYECU4HlNlIpqAdgvXyTW3hBIyX0AFhKQOScd/qsHXOmFRIs2hJLxin3SQ4o1xMNS2nmLHf1NBz+ba1iN02S0cUvKMGIfRVpPfCyghU4m4PSlNzk4P931dPJWFjWQOmXvGzbxIO+fZ0jKstnOjvLmbu9GWm4dycBllkMAAB4itAGNi94Z5jtrsevgTyrV7nTGLmJB150Ff7pdjp7sr7PhvGw0O0KEdVWpnYp37jZHUy4HQijDvw/DUZ5hvaRYrpdgB+SJ1E1wpDfAD711mKp+39lVAodXXUd3wmG2qaBoc/kPz01hCLQ3jkpXVGjs43MTH+GfKTmNt/uhKYDy2xQZ1NzwlWDn4K4SWgFQ21tcE6orb8VHPh66moI+N5bALEashmCZHKEF6qPAtP4hcyPiBTbNrHoxTuxVDaGbTZNUG0VFqcDHFd4XFCqAGocWIEnZVpPH3/PMvEkEcOmbfRucaKzPJJ+pyzIp6iWEeEgdAIwVgg3cFVAgvhy4dX2c8Q8d+Q4RzhhPHDKL8IKBFPbt3RypWUie2I3zbaHzA5tQO4DoRjsCOdf/CwC7bb69yVaypFoPBXr4eukLf9Wp5UNfKzwUy90CgTcS0CKmbSGUQAGA8hmragVHj4oqdIZsZjbNNE07hoiFz+gbp33HXd5zUBOCRppYM6xQbVQ/C7IfqDCQy7Vw7hAZNZ/TxdLCC7v6TTz/HXTtosbLnzbdHxBLqrpwmyBtc26FOtSRpbdr9lVHnkXmGhGhDCUB56uvIJGXzyLXzhm7o42yqnAqfingrgOK7N0XEbbIFt3ROjYQq6ZqIsxrTfJdO/w/S+5Gh+mrxpqKt4AuvFsN51zAs7SbGA3nOTz09iRxAOlFGOvvgM/PoXjgnUylDnlS3aXZz66ZDI8AJ7TMOBe6dlSRvsYzrc6TRnnzOnjMDuMmbziMWJXlxjfkGQ0A5FPy4AWRU8xiJYuHGqCHwpF/wnQ25ABJ9AcLSK380OSl0ZOmmDv1ljIIZqYzDQMYFhqwPeGGzn7OE4iZ47oqpI5/DeqIUshwGhrDu7ZNT3LxcAtTTUN/JyvIYUgA7sZgzDYvbfVenxaVpAFTXZ4RebHu9SzAvyLmiODysEnRe9PP4guVvEMY6rQeCoNIyBgI9l9HPh6A6bvCuf1M54aQXN7P+mxPKjRGBPEnKHLV+Xo9gBAutMHzyLH8BlwSavWn3nN9adxTO0kq/gr5LKcR0taGNeoChVvGBhUG5j6X7yJ8xc+qtJWWEDVCqerM++drCmhzu1xtu+aitUTyYe4M7HPFDjyVMhiuBaxzGHjgAd3L4CQT+RFXWhzwbVOp9S/hEiv8iYJcktnnIB5zz5n5PEfd3now8P7b9b4lEO06uz9N5CSt56yxx5WjihPQmWi6CuWUdZBJJDUOkZaAnfLcFAu8ApbEldYDmteRUmfKhAMoBJWwMxWiCVAHmNSaIC4EMa/oHN/vwb/qMQAgIByLzh538hsI7AfY2dqQ6AEW/cHUIccDLgB7YFzY5/veFXL3MSDeI/0unUSM7lrJqu780Z0PHtPdXRe9D5U1imeIRpoaVoTj3PxYibl1cPxUalsf5iUecycL1JFVtqlv4VXQv6bPOixqdAANUbkT23KDXeQ7bFgQ3odytMn2yN6S/1FAuOQfxJLLqio3ylWA9WqFwX1dPkp1y+KVWI39f6sPJsHWj8r84y/Y3ozluPbqW7Gz5yUF7/FXEvY3Qpj7b5KFWyjNYf8cnXr2uFAyanlXeMybHesbKmZlDshSJ1m49uunBzLGbHz2qMAciHJEDWR0LnVmMWJBa/928DrIXshlS1zQBhxaZXEygRKfFyzap/UI512eO/zCCpDcrU20vKCQSv2qwbdDaAIeOmFp6ITQO6WvPRgPW+hY18kZiDMsx1drmqa5pgk4znrFhrBhNr39qPFHW4kije77ipB2xPyahZBuwmhLIYeeM/qF9HUjVnMTBsmCp8fGoRTrfJP0TDQsOCBpUnwswIc/s4ymmpm6SBVHQtNWsux3ewgCrdxK03fyu8rwyXQxLmIoDQnpvkcVcOlcaxZJsRLZ2KwiEnXpqt6UGZlr7d/MeZKmDE2w1ktZ2f5NJRRwTMZRqBx6n2kRHj1b1Lbwd+JQRD7N+mBFGIsUruSD4TL98V6XmGvKyeeNM7qIit6gaV/JsidXZHC9OZT7tvORaDK87Wv+haWLRrBVMOs15jzBlTI5yQ2K24FQwCjMh4bAXkq8abDK5a5mqqaACucyJ/AsZBPAezmjBIkZk1OWNFRfCcIaWYiGL7nBoxAS36LwpWN71OZ7hew/2QbSE3beK7DYZVW9Jd6ayHsN6JbqjEDx/M2qqZx+wmuJQUToX0+Y6+kggj1kUCOOGBSv9/ap7yJ2FShLeXis6PtbahOL8mG2BwoAuAE1TDrzJPg8sqRauwXtcdDswJUlKIZnRlY6X7vsOPu5xYx925Kt5A63D6axZfrup+yoF4yvsmFso6DxVq1LbgfbNTv1aHSmzbe6QACGLU0dGTWYqP1vSRBq+Ew39SGa2RkuXumniqaJElFKygUo9RXQOUWXH7uUuXt9JPsvcjuYpBzoUkPNxTgfVAyGtO6JrjL0vsbsxM2hs/1BJ2t4W+RrrlNYCX/kVamrEVe6GfGPHj87wxq9oK3L6i+hbf3yKmIVAHJIUpnygU4VcqVH8gQHzTUELkvxeCimrMxS2X94J3WOEnVrJ7MeXDOedFbybyh4ugGUjlFxj7z0oDbY9bT7l0P7PU1k4GBDsaBo2BJzYKJOu3jhWFxeiM/Ys2Doj4jkOI4ImCgsYxmoBJntTPOeFpf3tusG0FWXDHAV050CFeRwV61V8QNF6ikdkBR5ODaYcAy/pMG37rlgCxFus/hPOoU9J44LBhtIntA2mXqRWrWKLtKdgMZ7cc9JIUrEoe/Ze083cRSXu38rOqaRmhYxQrsfyezbgmoczDDCzRk56dahrgD8OPaw5/2JXjMCW/tTkiyZirzCKSUhCElZP93y/bwbH7v2oS5hiuEXgT3XgJBk0c3BUAdvXUcCLBT7wapu5IbfrbtokCis+EzX/ZxVh9EoNoU1FnYal4znCuWc5XX86npO9ovIiTfh+QHawOnnQH6rgFkf9rR9Yq8sbyAEYFd3Zwh3OiykYWgrMS5+1gDpb2Ki8/kKro4VXQ9ivqK1o9siVbVFsFn++lN0szl11S/rLYyIaXTbCL+HTSE5FFAuVn+OcbKRXeFTAZ6Jz81ussj0byEu1Z2y6P1NHxQDAUQo+aB/GT1qaJdM/8DZWoENfPLPJDUXj1ADAlem5kh4Spj5ldJwHWMXpWFeFW8sd8PzyggvSQWgEzkYwWtv9LbpEZmfbLOqyYRu5C8DtGJe2oxpYMt0s4Ga7COotngCmRYdQDDQWAMoJBovFUR2hY5bG3BUsN61b3HH7c8lXkWq6SXL9qay2xD9nNZ87qbF8uo4EVE94/YY6GI6AmL5D7/cl7u+ndPe7+49bbJSsTuXuwIQcuqxK1oao6+mgxeyQMRyt43GsMUlIIWH56baS8namGW7buHxEIrECz/3DfRM+OkGHQAbvCBD2q8cFD9g0vemV5sOvw+AJFOSZkDA+9S6bPNBOFKF3HJ8fSihfc11WA1YVJCuWcOOs6N5hoe7OvEfi45t6MBgJ1o/JKd5LOYIjUf/3Gy/r9UEsFSD1GT1pIIc4+hW2lBmSNLfcW6OrnRm7MpFVcPL/OEPoswH1PGy9VH+yIZ7QdSFRpl3pEU1qNo46ldYOcsSxhJyxPsaeCQ1dq9ywfowtj5PmWhjzl+65HY9CSiDQAG7zuyH3q+CgkHr0N9TkuNwG/H9KnqXpCj243r/NjS3qfPoLcCJWhGzSzjpI/fnhV+DA3fnxxGvJ5NmEx0vRP5jGZ6mFLycyyVZNHjzlseoh4EUzk6uqXtdic6e2v0E+ExRWBPEvb4Pmj1VQGN/C4bE1gYdXP1O4eUNO8RxO/nQe6ITILDb6T1MQO1Em6lL2hlYOGqKGwJvtS7HENuFgo5Jt4bjsX4gzVUjmhNSY8lRZcIlDD7hYbojmNUMvb68hCxP9Zfv8WhicNagCdG9zeaeogCXShOeuSJXbPRBHDJkrmGMvSK8hjU/qcdgEcyfNpHs83OqvpCcorR1M6JQhQS2aDqX0rlRGZTh8ekPfFyMCZbVRpivN264W+47RQ/TB7FRs3oMa7XAs6600pzFzjRdSIhdg4ZrwehpGwZh9Y7df737GXu/8BAVXjWpv3dM2EAki1cOnu8Wr8dqq1QWXcs0SqsLK5Vv3zby7660Smd7lbRkIf6Wyx+ScUBRgiHm1VVvfEM0gzmFyW8RPv8CVV5uzD+hhFAbvzliLemd+iXy7K2BQ0eoVGoerBbzpXNNj7VMmKVER6k0bp/nb21UxA/dbV+si2ul3/0Io7df9p3lQHJR97RYwjY2+0q2pFnVUlyzK9DaJSpyxPCwPihVjWrpInV9jpT+AcJELTfB+emNSGbp1iY8ZxXnprqYdqdewpFSWvgaJsXeSY3PDvd2hs3s7oXm8i6h8gzUzqdA7kthwUrnhnQcnOKbGyg/yCb9F8CGM8anv8sx9CIElCmXPSlQrq/r1P/SnH71kDce2Sf/mP9eqLuJnhWry763+GhiEV6ncemInVfhBU45AmBRvN9idUquAztyvkQfB1PlJ9fH9jSLatHLC0kDCb7j/ORRQTTm6i5Em9pflXV3WCAZAaegwtf6sq3ejk0Sfi1hoOSArVYWW5qTVjpldvCBDlz604MyRW1558Nvul3QE7s80YcMhdaGPJOCHzGwBvMsPpvlcFD13dAm29qWDsY5T8EC8vI3FxZ5uWQvj8VH054SlVQ11rXXk00Z+SvR+oGbIw1wzUBhPE4s1jYhwtb0bWOo3kZXCyuPdPWEUX5atyBvf3R3mLKH3G+RZ8NZgxdlTksv0kAMvxwO2sFgmzjoif/fCvxlOfefL5rL2nZW131xAv2AiCoWZphdnJ2miD/ay9OSxW1PFgkhmG2l4NTjFmqUGjoXP/K9UntSwzZ8FbU4zezhWSNYlqOgEaInKNE+Hm+jcPLTl1BKXw8aU6/sRqozn9fd6pBAE6ol+v2JcWema7vv9n4eh4HOYv9y9TguYxRKAJE7SitRKEqYzZHK8o665oJXikU8rK8QpT3O2E1wDnHLiEpHwH+9Q9bqYOFe07Gqz4rs5tkUsPrHIwcw/FVvInHVr8+XAAXhDlzfsvYHUCLUQreNzGxgHa79pdlI+RzIB0u3K90BJOOHbjcTfntgParjPxVRjoAp57z2FdzdQf2zddhVlt0k1TzIqaZjv54yyjHaPUX6HILTcQWn1pXQktZvXXtDpkKchHg79vehh5J2gX0plbdHtrCjEpeaVbSTSXqyVxEdvK/vtE4z1+AixQbOK4xs4Nf8VruGtB0eB7A7rF/U2PHuFNtp9Rfoc8XVIGG5ofRZE4z0jCVzZo7Ty3b/wWPlraKtfCsN7mSUh6X598QMKLNDIfImH0EEIFf1fGKbIJoWfqep7z0FaFQUvJJomr58kX4xYvuwN7hk/Pqrt5zzowaKBMPhXEgS2Rkg3+Ct5KTP3v79JyraO6CGNutTKdtnmOUmGcLKKjhVN3wr3UKrP66PnqICYYi/b+mYgEwSrIWf/Opm+nWn7Kk/RLkfgokZgvn78d2tW2eIlpteX+n4kBjx7u23axuiaTwdPtT5s1XB0wEiccqtibf52M/B5OuE7xpep6NZoBx6M80gVSdeSESHDnOsgQPYV5KTo2HdXinA0NUwRoWu2G5RNmhWmsNHF3aJVvJkec=