Camilla Söderquist, naturstrateg och strategisk samhällsplanerare på Uppsala kommuns stadsbyggnadsförvaltning, berättar att en första version är klar.
Ny modell för ekologisk kompensation snart klar
Hållbar stadsplanering En ny marknadsbaserad modell för ekologisk kompensation håller på att utvecklas i Uppsala. Modellen ska bidra till att stoppa förlust av biologisk mångfald.

Naturkrediter ska kunna säljas. Foto: Adobe Stock.
Någonting är fel
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– Det återstår en hel del arbete innan modellen kan tas i bruk. Men det ser hoppfullt ut.
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8GSPaYDnVvhR2XwnKYI/M/s5Lc2bzwU17c3UwMwviDDYjte9WsaTrXMbzuLBJJSkw9F5cx9FsXWG1I+uc3jTI7DuD5BxxA1kJDfGJXm2QEITDILRJWMA1vbL9TUbHTwQ5TRoaB/7xQ07xUrdlddH4wNP/bAYQZj8ww4HveFV6QpTRNmMOtDpzahYPjhpilCTGOskZqWOrHNcECYTMAAnj9D5t31Xi9c5mFWWl5ZINPKp92S8sBvmUbU272LUggbzLXdsqV3eEqkFvYocANuYNTt020TJKQz/J9bSX5jeU+XTXd6RyUD/JL4G+vXrhJSNZLL8xDM32eFa6XRybjzICYZt4BQHraX9SMa7Ma01OZLfUC3VpKMCU57joDvdKBqD2TA6NglsXl7rx4NiAAGTB93Nqc1+swWA2ePWUp+itkNnhhugUWXyTZU37ivud9ciXVqp7vlSyAwy6op7wcdaR9WiXvbFAxqplQRho6Wg65+Ylgifj4lWsD65QsUCSjn4kxD2jmEM3Ke1GGnoPRjpLWSOnMKYs9N0isF+PNUhdCcTKJQh1yo/z+82bo8Lpn+iQ2Z1hpz1k6AqJmjsw+jIIVJAAkybWtNqD4fc18jlVnXyKtBlcexbsVxX4CczTGsJLo756C9g3R0ACRQ/agI1K98b4kZTzmKvJouZG+Oq2/BM2SPKBc+n/yMOtpEUuGMcikTVZr2upW2B3DzKk7NwDf/q0PKLk2UkoxKpUtJykWr6eh3tcBM7P7327F99H7O4Ws8W2ZtFWDrJyiOSCwcAX4187z8TmTWf546ovo3nMezRhNh1bXggSdSaadMzZ62iKvohtgFhf4abUlwbykD6Y7Kd72D2hEPd5r+9+UvigXm9cjJWKGQJmy6AuKUHiu620JHX4vvSTdS3gz80i7VXBzMtmfSJdBJ6t81LlNCAswcfZwhzdLV10VomCcpjzI/tjLehGftTu+nfHd7aP2gZycj55Ru+XKiStw49CamdCb7jppxPb64HKyI1OQ5o0UTy9ciPlCuMO7ahJIx/8AHKoIDSJG5eir0M0yot0/+6P5Rsa9K2RtSOxiEMSYA+MLskKiuoPdEWODzQ9R45xf9iFIv90ts0n3eYuZ2mztv/tFkzt5TxqZnMDOa1m/vlK7xCA41Q55ytsSB1r7c0fsZQcHVfjxptOgfZtND5XLBw1AdYSOCTgMtbsd+81MiosBe5UcXrosnHYkrk55BbcrJES4X8kD3+horaR7TxqiHpvFWZV3cziO0H6gbE2fWSJFUALvn7K7wsZdn1xcLXXK+YjxBmn4tVkTsBFfNo19FI+X+I8f0T78193YO158+Pn+P3Saf3ddRzJVAOzqO1Ntd04tIicikVo0aahRcyR97ePrXYxEvXwdvoh1KfKeXsiZmCxh0ycgDYM2yZlDxsUeEBi8iyuS7wopgIV283Vp6CGEejnDvzGROH27U934Ywxd1QcwTSb7QCBkYXdEj0vzP1dQq9pm45kXTWT5ku+T+s3VNdTg5I002HrcfZiJMrfl9RxtNlOPIdo+8ewKi3mVAPu23a/fNp+aPkE4SZTkJJaIIq07KjuoE8HJ5xVwlTfXJ/fy8Rzguk7PCSfXmSY9cupqdKEvT7IsuzsTcOttEymYz6wsR8ZeNJev3Dq9eTTmOpCMX0mMvHJyxmkZvU+vi4gcBaPYAKqxLBnZtRdP0/X4hUJNKcJTd/he+mEgtVzraRdvy0boQbxygjyxNV6IWAdw9NUefqQGrijj7VN3+fDNIAW8OTXKDkeOwIYfk1gsTJgvWUbO3NRBEl0vYSnxjOELYuH/xEeOR581aYwh1QUmFLVP6/6uQm2gbXOt9BgQejZMncxOsdh1HEzmMiexHkDUtJRmOzM0f7gMhcJNeiulQ+EUjt+WcRr/03nh48GV/gEjwWA7cV/OqnTuANxILQS3gRBJdY81xBpiVsxKke+b85NnGhCzUM9dH7juZegHv3HYf+aQ4dCTxLXDB+5m4BXBS/6PZALNa9V72WTkvtsUrdZxAicRLig6HqCHq/JoJOci1HAPdPKSPTOUP/IXG3o6HhCMQxvWgVOXavYZ3Q8yV9dmx9XbRDtbS5Sy6dEMaDm4zNdiRDBOZkEmax0XJVLfVB1DzxpRMHoQtT6TXOJVfRh/zQsC08diEpP7/fSqZHL09HCZ2kMxS2zadXfMsMrZQM1LlOxiyl4/qY3vqWpYFekXU3p7bleFrLE2FjkpWLYyzNNy6hU70jLrilUtAYWoKfe0SRlVrqayd2qUIbSpgTJ7Iw8SKfsTj748rLhufb0wO8Ntw8uJ/xt0BMFu+3n5bSyLm2/asAI6NL7RyQHuJY3jLEGrmv16+P3QLFRMXAaiC2qHAHzTCL5tVL5oXh+xPx6NFZKkDbuk81zbDLObZVgkDbnA5cTR3znrG9/EGtSVaZmieowPL8fL2Cg7tAXdJezqbrPmQz/iLp7Yirluo8sdSEcfnLktThh11K/Ie19Q6YA9Y+3eyyzBTRSkO0em9TCN3Z86Sjyintd/2r1nBRaiFQLB5RYByfiPkphgTZC25MP6Vs5O0w1l62wgkyKNKUVHk5qhQXU5V0sU39H6u0DyG9YMw7wHNWb5a2mphAMpTbqvH+KmDDB1szo6cNLjNk9JyFzSEd25xG62DWoA5GJUWcM8uBpnKE1beoYijSCjZNT+lsqYhBT2kWi4WOpId1X7lMKNP703n6ZapLdydgh/5SMRSFu6bF7hq7vKdb1RxwwtPffNE/8+wXXkZvpAXvMhICU/IiwdrVjgYNPB2PtgWPSTmUoDWtc/l47TiKKy1LxOiZh0ufkU939tk6GWexN2k0Gn1JfmlJJ19hKzLyq3X4fB/tTDUX5R9EDk8iRPLaNDY24VX9WXfJsOMIqETD+gvggaf7kn/+UJ58ud/neQEDof5xcM4YwWE973an0REPjcaZx8iLjqMDjo0hvAcG5+UPDDxh1P2zkycdRpO7tMZKThYsBI4d3he8l/1gu60n4xvWF2q+181g+UFvy7DvQtXBpO58YdIOrHdw9UYrw1DmsIVDuJX+3gBKUFf7PvNRj8Ydxkddjethby+fylP46Nu9BVRzpsM0hY2UhHf8xNF1HpELiVScGsungq781ez9dF7f/HH2a9k4g0bWih/gsayD9CrM6NutOeaAIu5aWZzl1gbcnJoT78X8+racGmaHi4MXIQ7uIg5zY0ULBS3ZVrXLyGqg7CxgH3NwNQnV1Z1rNfSm5ecgbqhV7oEI2mkKXMPd69S6wTqiAk7uEv4erNFnxPJrDyJWcJO6h5sFmgrByEfu/MrX4qDSEfj7mrj3mfKxmtMz1wEke9tX4rKly8ahRe88LgfO0lyMiGppKWShCSXar9U+G7l6X0jhDjz0eCuKCI++UiVORK2S9x/Mpd22JhZvDx6dyd3bjW3KqqnpgHWL68DaB38d3whxlUx+1uu25giXphTf2g+E1LkCKzXKUH1PXYDF84XPqHT6Ax/58auFzZ+XgUYpFWI1xSmzuQ5btBbvPvyMq9as+DnMHpgJDtMLQpKI2JmCh7JEpVIItQ7NyvGpXsugZgAVNw2d6teJxkS/lWDvuoXZT8UvC4lSZKwL4dFRN0yOS7bLitBwA8T4Qrf6wkpv+ccHsx399lbOAR2wjSE1QhPoDPb6YXrtBykQK7zYPPgIk9QLWyY6HXZXoSZlXkBvh2AqAkXEPUXc2FSpgi17tRGHNc39vthhrXsAzRf7O15gsGGVVbNeowYWcVWY6pSG73IUNcV/XEMV9B8EPkjtPs4BnIAAbgJqA8HPIoXEmIr6pUOjotfw+r0vptxP1dybgon9BCnQlOl+YleNesdiDDQFIsPsaDLVTurMy+skDw35P5aC4XP+oVhRXJx3zScBGnl/jCOSLPD35utS/CBuAkpmf6Qi7pECiTtGYdwgtsKlBKtKxVCrf28HrwtBkALrTejFJ0gV9MfOQrJ0rr9PatBZhb4ZAkVKpE7ePwFQOit+hoVzG4L61dHi034kjWUX/UwfeB9qnD2dmn7cV2tpEBN2k1NMs3bAu4DFA8B3y/TNk1PNnXY3HjQfQxQruN2HRD9rdSEqNYSnuqLiI/dp5y2+rBIAZR8YzEjrIZpl5HmvM2XNVDRJWoscCmn16qujr4nG3eMnZdtOA0htIuZS2Y4urw3h9nlZ3+90AMDH5AdWI9sx24Ezm8k0518NuPy/r5BYjkcJ/cy5q65zxbPneJ/f+6vaZx9RBufcCBxB8XnbUdzbhV4VK2N7BW2zW8MRuVRoRyExuFzTmnHDvhOUyj0T+UqL/urLDiRKxVV2dEVQz7C1nQ6EuWOsqXLLB1dxvUmQMYUtKPTc1tihrhrOK5KrzXXA+8ncxQy7tuxcZTIb8CgwZgPfVxaiz+UnTCTeEheRugrHrZSqjUN2q/7bhfoY1r4SMPtFBRzSv0+8lXncJn9fr1eEb2UYnuDN6HS+9xg/a4b5oS6Km4oQt71dhKmIdam61OnwQD7oQPEIia+xuhwLRqHGwjBTl8JK3YaG6PKlFA76ZVjnFLUluNLDCrUU3QnhvcqNicMtzMoZvNW0c6e4zgb+ERPMTIAq0Fi5JgpmeXPcEUuJ6RXBONg2/m6+qEjrjlmQAd3Rxrga0ReU24QmxP2RhM7lEjFAAcIzEnKhLMcOnfxGNE9aHHTxfYSy3fvMF10JXV7O4KY4PqbmGXwtRDNcjpp95LK15cepyrCNAL0Z32qw/QhYIVXrEVFdll5RvQKr0+zXN8djnzVU+opr4z1uCXnobzaNjm0TXPrhtTgqv9PB31wkCiOX1iQ84YAHPKrSeJffhfCF+lX430suIfb4IiV0ocaYGlhYCETnde1YXB69fOoeKm04/5Jqy8yKN2rstyxyUSxi/oBvXiBa5ihzpOsrcG+6REOI5/pMxoMH9q83Vv87jzpSiYOwfCJoW9i40qOIhjiq0r7pgVKT9L6qN330xPDJiqG8/Qr1vXMswCIq4uJeAZDI+8JGY/Nu7OAw1QopsrkQ9H3bGxPHVuuMB/8kxf/tERdPH8v1oZDw5hQ2XD1KgPFCV0yJNBnVJ58QQkkRbm2Hik2qrd734N/hBbooEssoK/zKXWY9OKIlWOwUj2ulRF3kWkxbNmoGMHetF5RhjU5a0ly8HctKA7h2VTGtc42bHEOJeQI5bD69MLncrCUClqI0vzdwMh4p9Fq0nipWpiwXnuVzmVhpUCpp640855AMn5c40Dt1b88LkHQ/hTxwmzZxoDdoO6FTKoaVPxxpiGMs2Kp10Ug+XW8sB3F+ifo5VuVlxe/Rqx0bJCe5yFbLuNSyEfycpU/hyTmTeyenMtFkY2VzO7AmRqFsQlOzbJU4+BryqNSUGmmFWccluAvJXmyZLsCMXoiutW9Mn90mi2AlBlyQR9aKiTw96mT8q0PeVH3MyhAvy75gLemT1aUh1mQWF+mtvfiLvgjGXmL+X+spBJBk0SsQFB1qG4dzFnkBXsVdzdREeknfMj37Y0sOb5B2vFz+6cijWjXg2aDcrlMq/bUp+6CCt0X2oZBZV0DeKyOJLrNlLT3eHc5LP/4Y2OKb15gYOVAC4O2XWXJhFcRhXSOslSDY1dfSaWdQZIbuKsryAK7jDdYHvyLUFkVnUt3qwUYMRDsFzXwSN7lhvRVgNbgxkqnXhAT2jjCv9qI/+5jV7iH+YP/HMzLCLh8ZynBHZlOpKsc4c8PzLEaF5BZP9xUqilT9esl9ZPeY1MqpF6IubWM5NgosyROtbP1Za7Z5v+IVUNPtw6Qy9x7XXvmI0qpRz9xAsl01+FCsYucdTcJvoQIOD+t3i3mGIk+M0xYRsmmvNv6wflAN27e/zQieBNsYJn5SsGR5exWE0hHezrWFIZFFBXHyf4lRKYZVogzkPzkrFiGy5b6XtKznpOIkDQYhxZCTwpGkzKInhzo/L8bkQpWqBeBtV0b44Ou7oN9hkvLjhFP75GPXZewfUymexXrWKHuAUsIHO2HxOaJLTCaz4kQ+bs24BAS86tocWg97tTVVorPTvCjDC9BAfcearruK5zCxg0TquA0huJ089TMfk50RBE9Vw2IjoTGBTiLW48nGaJMSn1upW3RGROf0/D10cp+dDUo/85kTAuzYLyBQlEUzdBFflbE7LFQX8EjEOxjg5FDNJuVMT3ombHxilY95MdEy2Eq06mSEjtLXDjltima2+cziqYU41gJ5XFuA3lOGtSBJxUMGHPw7c08c/LTWy8WBrWfVoc7/1VdWwb9+Ey5v36EaZ5G7Df9Wtj9NKsiEpUJk0mtjZvm6o+bM0WnbkzzlJP0yzSUMMQEUnsPIMFFAYK1uj+RDzbSjZVed/8feS6Qkyyp3zRhmnap44AC5v3TAYWkrKr1AR31vnWcNaBxK3zq8xRnH6pOY2yKH7s8S0v37kgZNwLKUl0jWYgPpfhLS0uROBvrGi3jGBDbLrdknlffBZbAtVaYUExJqySQMkGvfFITZUyD80mQsZaxtSFcMg1FMfZUQZUJK8LuNUw+TgkSoMVFsZp/ELprzg126mMvMyHD4d7cFC7qBJKGLkiEg6q/Vkn+BH/yv/Y8z0e62D1zDEaqj00hPKWN4JbIY+plZ0/8iIT2ZjXUneygpZS4/RySLtXdLh7g62+LJmo3GU8d2/hudnp4cVGGXpO2eKY+ppqoXNNojRy/TgqEazJgvo1tmz76ASOxZwFp3qQYfnou5nXymJz0UxAP1umJ/bUdpWgKP1e0uc3+ZwMHbYmAeIcdNiEmNu5R2QL2yT5jmWFrbDAiulh8Cot2/63naeJBMAlYXwUsHCfdaEtK0DnW+hO+iRyJ4rzQhwa6CdSOBtU61zPyrwG75go8IwGOCvtpqBZ7B+SWWj6u7BCtv9kFGmXTl6GpY+llEJFaGXP7RAENUO3EeK6dozMeWnNal6cD08KBuYqPK7QRKJaP4HHCkdGOwmqBBwdQoTUkpjwNArqOgOB7nGqW39YI3fbOH6LIK+N6eEV0LXPzjjeeJqY8Na9PRoGd55wSbqrvKqmstAS0zNfzqYLA91k5YOOo1LQrbgh3fcaMYH8XE6YCWtrLpYUDMTPNgaqcxzoh7LnSnWzM439UqqpFuZ9rGKgOmxGZp92gNFFryJ1O1+QDnuWLM/8QHyPsxRrfMzUF9jlruUxCGK9RZAd+ZVU05jREStgyixfvlP+W5NgROeZHvtbOcrEaDG9fP0sfL/NJ5PCiTXDUEdFONOF8Su7gQx+zakGVgpyjuRSFlKXm4CIm2GuzKtYW2N1B1W49t7WquYrIgoceDerK7eCzLV6jFZG1r5TSeoHCKPauHtAe/fVKI5cWx96n9HPTEn1QGTjcBrlcH69nhnyswyGivC3SjQXe5LlPeiFhw+qgbPSoPg+Z8zrzsoKd7B4g8aDrQ4Aiz0MZsnDN3KqvhEaKERehEztKwy1drWWSqbCyBaTxSBRY8asbdbUCryXsruxKi2Dr8AMgm8fb2IroM46ai2f9xK/FRSszKueYLf50tnJBNtFKCOjJnvT+hLiQny09bbhfS/htW0W0hCVmlPYUMh5kwZ1nC3xDfXkxQ5tpcR/kYXdcqSTpEdCBvmXb0PSJ+G5r3MmGatrop6w90CwcmhfihW7vFd7mx2qQQWxVqUX/u7w8mwYKHYiPGn8Rkt1wZ3YR57TRRyM4n6J0maVOelLiWrGhr3vhhhDHDHkmcxBM//zks8jjAakQQeV0ZDJMux53hwa72loheXHE9C7/MX1nyMPrJYHwdcTS7DEU9o/AzxdO1x9SFqfNtmyZ401R6ietI16eue2fGvdSZMUcvt5oWD8Gwcoe7vvW4BBiw+qdqaYu09bLrMMDBLYoPjO1vtE+6fETxRuji+dBi5+n7IrpBknVM21ILC1TVC7s/zx98Y9Uko7XbJnWzScqsesF2EzukMRfCW/VdGIgrw9Ai47iCCKTYs+yc3XgmGeX8Mp9SmS5NEHXZa/6tEKeFp1A04qZSSaLsBT+OpOWFQVjlPfVqTOerH44lN6fMasNj7sBAyAVJOHAP4u7sVgFW9dnz3Rn1RekO6566IBm7ijQkWrSDsmuVbm0+b03UkJmhdkaQPzDTVZnVyfy3dEOeDnaJMmUatfKEvr1Rswdqo7aVb37XYObGI/TQvuKW3ocjQ1vC989MPnqSLXPU0vXMsI9SAzroxEHJFg4yzrkvH9Tj9JUOngheYp0/MDh3WHqD2FzqRHYYX3ZSCtFXP9PfrK5fBK0Me3oxy7ovOrnZ7qOA+s66WEy6jtqPp+Vr8JIjoGkKzPqOLLn1caVdXlMMsSiyU5yoH5ydWE5vGY3ddlWOJzoZCEI5tRpfuV8drXNfnUF3vDmBfmO7d6R9HNCDcm+RXEzUcEtwCUMtlVP3kSkmqvLgq/zySZ5bRSQcNJRQi+OAjnJt79Xlfm62XpVe1v1/O4ns+GIv1b01dorj8d+bKgmjkiNBe4k16YwiC1x/xrsRNiPnN+JK09t3MiTYKhNVJTz0vp/1PoDMCs/Dw371T1NwOBImcI1kmgUnoRo4hvTdoSLEQxsQcvhmhxS038/3LecJveVrnLgtfXPnmIu78HHDpTdu8ckm5GKV23dspvXM0r7WgMq3pbwoWFVo0nRgZNnfkcOPxnhzddxPAwZxoc6jc86Yq1GFy2S/nCZReox3izfF2nt9F+HvGnexjlpcYDtDWZDuDSApiQOIIcztcCjvneEUHU7TiRx/lKDsPy07pyyv3BSbYs7ttIF0ou/SiWLrF1oL1the5kAiajL1Ml4SX6wdRZJg/jEw8BxMz6stIcxlkbZ0dVmhH7J8MAuFn5q2mM5cCGlTSkRDle0OespPNcI+9xHnn6Wj6TyuyVw6jue31kEwF6cpMKe53SmJpRnVa4jj2PW8ZwvNOEFiuDRgQBPhmL7vlFEscZJAEP5MXCoJHQaPayr3t5OwkRANwH/iJDNyleX9ltjUEgbzfntfRecP4Ly0Og/0pFytGV8NMq94RZTSR1fTpIhsUzcvoLkbC3MCQNE7SZk+GFUT7KqYs/S7SJtCv4U7+VuSUgBPsS2sEwe+dVl2375QFgWQbkHOdg2pSzGRaiym6334kp2zudwnn4+wJRAMI+MfooCegfeCgR/xJFlabwJYWYmnJnLKqE836tPl6v+iTWIvUtlnijzX40jS2m0x1Fi3WzcU2fxlbMx5ksaUibqDTBA827fq/dvdN1k2oiPcFu+uvhErSA2mhnFp5maclrr6sf+GVfimYtIZw1HmbKi80S/3E0yrHJzo7VQsb1eEUlks4Q==


