Hela listan: Så blir den nya hållbarhetspolitiken

Politik Sverige får troligtvis en ny regering på fredag. Miljö & Utveckling har samlat de 20 punkter på 73-listan som handlar om miljö och hållbarhet.

Hela listan: Så blir den nya hållbarhetspolitiken
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De fyra partierna S, L, C och MP har kommit överens om 73 punkter för den framtida politiken. Cirka 20 punkter handlar om miljö- och hållbarhetsområdet. Punkterna är numrerade enligt 73-listan.

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4. En omfattande skattereform genomförs.

Reformen ska öka sysselsättningen och antalet arbetande timmar med sänkt skatt på jobb och företagande, bidra till att klimat och miljömål nås, stärka Sveriges konkurrenskraft, utjämna dagens växande ekonomiska klyftor, sänka marginalskatten och uppnå att färre betalar statlig inkomstskatt.

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HXSOa/hwRAAh4/u4GezuH/2ppZQTYyb//Y8x3jUubM3PNLsMo3cpqIxAssn6dz5fzKJyM9WDVqzjZ7B4BQBIbNN67n8oxDPSsud5XN24zBw/lzux8tzLLautVIKJwvT3mWEOI+lEHTWJ197suXjhEyVMNBCNVC141nylqVzOSileg+/p5/3ES+BvuubFxmLxCqGES50JBaTTJOlb66pEMkvkS00LWo2OeyY20Q4eucaOyZf037X0EQR/ou7rIC7D8yjUY75Ei3KUJtTzyzTD/Rv0C+ZJ7qEup/RgMDJwP/Jcu7NUrgCVEpvOPfWdpo8jYaglbqpERxV/oydHDXcqvyD4FbgGxVaKg1V0fy1ADQPEpMQn6gGhYuMbsViNcHNm1riqgZbK9d9uqT1Oc/ntoujsoMV8vAuf99yNNunktXUMAepZxE7pLHGbr7CFUCXCc+rG9WbbhGwq9ixms7yn9K2tGDNmAqzNZvdHFjwlCbHSa4i0pqG6c2VKZ8NItdGvgG8ymQAMoX8Gv55SyuBCRCxyrR5ssw8n/CwZfzui8VPu9ImZOv1qD3rd1X9tKWxK14fd/Zfgq8CnUQp5qcQRssOESFxd0683dY37gyPFhlNjMBIJIIeI2WoWWKubrAqM3EeDrI0yE2QLz1LGMYdHp3RLv0Rg61+dmfBRIq6FMAFZNrIcBtBmuXD6GancsYNOjOLa5GskpO3gwdTRE/rhq4f1uX8CkvGTwHhWLMaqb9IxAmpjwHHIB3eqXhGlxd27KQ9bkKjCDPZ7wC9te18Du5KHv1bCyDZXWAx6obYbLg4yAE5Z1KiHQGqfJfVb8Yvd70DuNhXm7pGqjQiUMi/Nqb6vN5y+n4oTWG4SJxcTA7mpEulv8pWOf8gYwkmpyLDoUXlRhj0Ad3B8YuzcOELAc88HDz46oXU+YS5amGEQENBRem9hzDWxuxREXdqmBw4d9rt58js2S1FhBUBFUnhyPj1NettGF8RuABBwCy0Iz28WbKYY5RmDkPUOdtHoXDJRRGe72gpHY+9ZtJHISXnLns99IZczEgXlqn5WQvfpM87QYApLV+j34HwYCB/hbaxX8ID/a0QfAaEfeD2CTE9Uq/1ER5lrymUbGVxmMB0OUOhdRsyPH/kVVmZthKN0KSKzkCzyOneMzLwc9zFaHR5fgsozfWWGfVv5Gnx73xtfvbWHGBx9eQ+GTg7qFT5r12THJEUkSDA5ShJ6kjStQiL08Jr9H0tE8h3GIw7bqx8gGqyP3X+RsFgFAHOK2NjGGpyOjSfRQsSTJJTsXyZiFXTGT8GnAG/0gPcRukfpy7TxIMqf+Rc/u7T4lgT94BT2Q7c/pxw3l7bJgZWGfR1FlzMSqA1lm1D0+0vdjVuPkaRxLrfUzs8I8GaGEjzFMXN8K54mWeV5apSkrE90FHW4VmPoHvGVhNbAOeeInjCmuoxU+KhkC5nUcoMD8bMei9t25GbKnqDy/1b8nIX4bxnNz9SJ5zKwoIPtNcZEO00Nv0kvuaivVvTu99Vvn8VRZD+FzUAFPes4Zhr8pW8qYwkPNxN1l3fvdM0LRfUcay/xMxWT/LuSVkkZWP3dTYjs4laMTxSv65nY8M/ivHBZAodjHd+xpnxx/YPlnnYPraqxFL6FqSYylTRsjRc1xwBUdE905L6eXFtUJosOwpSge7FgZKIIAikbQYbYyq3XScTSCni5YJ/skPKseWeP1NtA0yzjL+D5+FgMEsPmYwPleZUcsZ1dEBQiAdHCR7YedaIogpdprMdo1VhLtG+dsLRiMFperbS5jKjGWDvpS26m4JKrWe0KQA0HdX+SzyvQMtmvr6+FGrSGYt5hScPnlD3t9X8t6PtS9KO70u0xiUmckcT7e6WDfqGEShujCHK2ypAaaRLCuwtO20FjQTmHqKFY5qVpRFabKPj5oomhKDrCKMN+DjWk9LHUIF39KTfG7ziW4oZ5rHPrN+MzF6yxw9IjTckBQp7C/hmbeGyT7GTA7+U433MTCUj6C2KMxaIq3SfN7WShO5ZWy5b9opNIrTrN13pVSehfHhLO2V/sNuya40sQHU80L0SZlXfzepBj6z2e90cYuIKDPRJ5tZ6Zr9C1NQozxq241+LEfyE4CqzQax+w5OcaLwCkFImlcj4YZkPO1GPrXRS7sr4CRiM87sqYFRSmLnMb8cnsfidsZnzuIHPqGO/nheoMg8/w/3d948nlkotR5csUihXxIJKJoVWTkjR6KKZz8SRl5eHdddeaoPwo6MZGcG2ZA1H6wR/jo9mnJrU3myv7LMB4D6AikQhG8MoI7JrPqX0fXzb7ogdvvO0GKIH7OK93bCdM1O7VJ6Xr5DyXF2bTlNidtIAnvHqVq2GwIUT1AsHItJeti2LhDv7S7KbcktaOPF7VEjr+COpHbCUv4DL0m/H8SlAEvZ1/NkEYbvzwrewL+yE7hFP0KdjkCtK1St4TbZsmJwxXIRWK3IKR/lnDw68appGkkn49/aBw75R+sy/3NRpcdvYZCkyQtwdUsaEat2oKpAJU98QGiraVBEl8sTFCs2546no18lMhjXkOmjGsmsR3npiiipDFrPTrp4AbAWCi/EJUUoUsTwq9Bn1YXuMvFBULM83ErMD+ppSZKWodUf9qOxfKFwwwTYaVZc4DOl229uNn+QSoveEX74A+p/Hi/QraSxYMhMQUV7T4jX+YS3IwGW/4xZ6JhMevoCTnh4Wv0IuFgjRL/ksu1ket9rK1l7K8BG2dCur2rJ27Ob2EKvLrcMavQN7/uLaFXJ8/2aJkWU7D0hnT3O0c/giW2BVgfnYuUm9KTcSHwsFU7nTbR/9/Q/DX913YYCD+FqlmZImQOUSWJ1CYj/S21sDgRz6KbLRi6T1xM55Y1L78MOn4JLo1bNe28fgg9v27pp6m+AwYRcKj8Fv978lwKdBRIVcmtBRG81WWnKEDhYcNb7VTIlop0gHAvrSuWofyjVjrMCJSsdd2Dx5cWaZmJOI3eU7WyYQwmNgaNPlIWVdQyo8+C5s8HVeORTEOJQYrQ4wmJs0kd+W6QhMFKHVhkmWQxIIgb64jYPFfvOtlqCjrSAjiyWmdVlZ7+DGF5mcdytk26/Z5SpDu/2idI+BW1iPVS4lOHBjob4DsnzJkTkl/bTayBQmMSK5qDz3uzhbaxsO8sGmP+I53/DBRfkQmcMk2N2ONlTfmV9ej8KY5FP7FIqtHxqDVHDnGyh+FHebME/k1OJT+Rb9VznQsOTR4+XM+CihQ+Yhv7cOl/TkQSj6OoJDCqQBp9fmIdBjSUYlykSw3exj2sz79HFIo1O/G6c5r3VD2WIYwhfjYSV+qtfzLA/l9CAciBsrMToCIxkvSah4wA1jjps6EoShpfWpMZeUHWq3BMLVRgmTgnVw+XQZMFYhkcQIs3/zpV4MrD/YcVD1XgATtFS9Qi8aazY9yY0v5WO76nGqRE5WG3J8xne7ICg+47VRm544eLZV/TmDfAOOoG50QvKOU7aUYy0WXYkQ4qwrq4N/Ofdo/hJE2O/eErUJr53JhrRKpP5q/rzLX4cgl2Uh+FoDfIEZFiMuqIqnU5dzJy086/JGe+uzc1ntIoLiY0eEh+p9xFNHjhHYN0v8zlRCeRYmZEsuoBzw5re6omJy3QqGfymT2T9/rZy1iXPmqeNSlciI5tLzY3N/7lIfHtISg0U9MMQyD2XIT4URxP9kg1RWEDMZaqOyTHzuhtBO8Sul/ldI6pJ6St+jj3EKvVZrV/fIdL/lnEIae6NKeR+q1q55inC7G52YoVLp76UC8U0/VLys0LM9efVrPaOlZ8XSBHOqsoaJh1LwT3hL0Fx8VK/JaReBkWZ6o99GBBzaV+4FUGlcd/RXm6AtvGsFh4bloAMDQZA1JxozOdA79SCPRMEL9SnMc9OfL5a5ZwUNrVyHnGDe4C60Le1ITX2e6QeFrpaco8UdDOVsMt4FS3gj3fj7KR4O0w9oBzBcj3tMQ7ZBOfmVxulMcaKsvVmycvLfNCeA0MYrdHnj9xbNt4e8A0iADYDUXIRn3lEOD5OZIEwdZN5Yma6uCGiNtx/m5gJo3X40kLNnkZmfTdjsND+VTO4v3uqC9wGFLaI00GMhJtlFdlNThv+JMl8KNGayJTNRtTqb29N2H+MCvPS0HEIyEyS+S8SxtyCSRuo3g9dcrKrCtHRqEC68PWPqy0ogzY4ZQ61/g405kFfjdKTPyyoJPlvsKB5ggQMY7pAlHWC4iYw+MPhyBjaSQ8InFR+9xxCuCR991nbYytY4ZUWRmJJuJssiKOTbYz7UuGj05kCarBAuj4lr8OQ/mcqN8t5MdZiASEFaRgKVAdf4MStzCdjTrYaCwg4IOr+zn6nIXlPCRybFQC0oFpG6rwK3ldr3ApWlrW4tDloOw8XyjujljF5wag+9JExkrgWyV0qT58BK4mpgbD8HMxKBDYxCaF2n/5eOQ8OyBCRzF0/RWpirktF0UvFg9CsKd4Wk8SyubwYAuJX3lppnzAKpbIMT7tkPBeFQgdE+WYAAqGlTI7watq5+H6B8UwkeMLjBkhYLJMh6lJdhz5BL0juBwVjTnwToV2yneXOA7b/8WUb+PieUCr2hOVcgq9gj2Hsnuunp5FKAVXwyEDkWQhzdP94JE9Gz7YgsmJAo02qIbcr7UY+BJZEYmTTWSt64BdOdycP9NfYariSN6e6viHYYNq89/33vBjHpqbRjsxqjDhw5lj66ykii1QyCOiuUfoX1d6VWHlmPSHm0NSvpQZUHYpwMNrx7qIKsayOFQlEQ5puzX2iB3Kxx+FydszAzyLwk68zuELSt/Jbcdn/O3R3fU14J16EF+5Tdk8WTMtRTdr9wBj6LWdtNYvKVVki9vZt3Fzs40wpYtJDv00D7zsr0/U67ZYChSR2L9TUFMGGLM2w6Dbtr+yn50Uudah8ujqzUnsF7RLgJYZFEOr201lahGhnI9fLKy3a/M4PWKBDu0w7CgOfnWdxx/NRofKl+ZXBL2h5Zi4Sw5Wz0WRnKMl5TDYeI4M7upnESj2XIHNt3BOhxy77qVCdq2d2EX4KFApMSGDakXHsWNbfjQohqcbzsXsrSRP7UTVkskA5g+yD6icKRn52JfOaz7jSxB4W4Pj1xhf0zKSCXfpXwcrwA4RLnocCnx5fF5blzdlkpx0oWmJ4wJdArqYNqPPUDHrmiuhU7bbecjMHilpQuRc5XhRr3ryRKdk8iENzvjzHYBiM0WSt0suKaRfte3hu+JwWFj7YPVJbP19SaE/I3KBaugEkQdzhYI+SOtTE0KSgeXgDJhuQ8bgA3hoY3LXO60o+oXbuttckDkIL5iQjetveBo1Szo3P6iwdmZdZRTlQ5BS/5pS1CwTFGd3530r8DSPfe79COJImGoPGAqq58WX2pGFtG6kt8GIsW+tItASRkw5n2NzjvnDYtE2E+mEFp7AhxGbfGi6JkTEbzKJuVqLfeoFYEru2aiOQEG0O+mv5LL5E0DdAkaCQYzFwmoKbemOi3y4BKp8c+xKWzUPkpK+U3/XoNJ4ohUPCXbHXDu8D2W2CwOVRTCcBJPLr2/4Y31HmBrSa8baPyIHQAd8mHVOwb0H5uJETS4qkp5xN8HSMEUh9UUZurrN1dsEcrkxb/UlQ6F62hnhNQz0XeAYu+5PCFrYLmY6jsV6pbFCVY1B/cwtw4FbBxsGRCJOl+HusPzDw+JZ0u3WTv8TMk8i7BdxqfCmARAENuBQhY9XKckp9hdNDeS49jiV4v7rPBylHI51MA9XeyfNO206bkA/JNgcYZgd8X16qCmU16GGNt/NQOGiWe4Jxf+9iXUZ2a4fIv5TVb5ta26w63j70rBKAzYu1Fe5x1qK0mxjDd5aWvwv+9zBwYRwoe2wp/PgRnJCzzVyVRULUGSWLHO1g3giFP2nrRsSSNnhFpXS3BZAcuYJY2OMg8WPDBDUMQgSxNnR+3Kc62YX4oo0eAjZIwIp+5RQTLi7SYeQpkW4VZHRK42PdL7OxhhzWD2bpO32H8Zdaoxnvr4ZjcnhvPhbQUGnOjUAKB231VLJEbg1z8p3h5Mb/BS4+pRR/O/h/3Sujn8iSq5I5yHa21fV5WSisX82Zi5ggTh2V9E6VeMueA/G8vUEys98cdpEWS22QCNFSUWaoBnENJiRXM8x75Cy0sRTZOZlgYC3NCxT30QkdE+dlFDozr/0X9uWBZ27zvoVIdAva7l2ycTRxylC8dlRlVBQ8hermZyH23BMOm8MECl+jU3Q531wSMYNwsOe4HTLaSCBkXcR0h5MC2bGmQ3tN/JsO7M6ySTHzu0iio7BMX8usOv45K6PbvORfRrwDvBQBqp5qQ7wfrvcikaJEntdYVD3UUDzzAEw57jkIeatH7lceDWuSQLbFCwaWdd/Oo4yfMP023WHUpYFTpRdKu/dmiT7hS63dd5oxEAnrvEH/oGnY2Fqpq8OJyzwEuXkFTL2tj7UNnSmIKtXV8RZN1NZtbQ2cCw1yUu0ys3usg3USRs5TOmIzeM4hK/CSt6TH/TSq9RKPWe30y42m+f9aHjRNrlE3QjPq6SiaQB6mrGM8Zf45kyBqg9mOj7UxB8BWFkl2oXiw3bEeAnziVcWZ48cp6YWeSDIxQJZsB3T1PFLebzOZS/wwL3vgIeg5Y0gKCha0L+F4E/RWcmkCV7vhBOnr69THiMGa10muONiR3jQx7ubbxSbiBtiu00hd71Dsg4m+5mX3ssw1ICJDbxTTC4GNMhJwZqa+Deaq1OuT6YiwQh/Yl2WcCa9kbFfOkfpFKg/dVXfSHocrpsG5cXHv2E7inZZLsnAhjs1HcnD2GeNtxnQ44g3/2hRW0J5j19ecbhaNt8dl4MQkalg/hzgkMA5lv8HT2+Pw0I2H81Nl//JgdBH3nx3KzfJf8A5RI6Cmvayqqc7g554wsPpZBlZ9m7TYftAu+RGVsXJqeP/HCVFgFXEoMdHZZSXk4Glh3Cal68L7ToOicz4yfxEZZI9JDrf47RIEzuTTtd2kM2rl033ElWRa1SPTVa58Viz9spw6xLex6FWQ683VWZ2UsAwAgJ32TdKFAOGc8a/blJ3T0LBTBC+1ZBFPBJ0NuFeFzax/HYAd66asB+8BKXOla3TVpq4oLym5o9gq0i5bEtvE4l1gTDi1M+ZhdfxcqN13+F3tDfxQkqzC+Y/kGPsa3yX1xepUJF8+fEDbO7oyvoE0F+cAlFeqqBMDMcA1JbRIL4ZoRa21iLDHJEtIfnf8BrAoqT43E235tPx6A+kAz0jOaaVWarwdg6gqMQRljbd/thGqGUupU982cDVwUjF3+TOCXVWolpxqFw3wnR2TlxFimhw+Ebv6ykXtqqZBQerzcFxbWJgoV7Sx0RnGUHtzsOtRCH88DvkOQ4CF8jqIA8gxEkGFBr1kY106CqQQaOTbikUVtTQnutTl60jpcpv+imJCuKkceUAIPncvzgd9Y1uZqQ2kmYnBPBToQK3bOMkCsok+7mPUaMl07lYBK7Lvr3MmwEXiTAkCk4ZOYUqGm1WzX2Kl8OLrxntAdtamKKe0UCH7shwhvA6TyPfRn73q2mcWapWBBY3Q02iucoIV6itz10W5mYnoWOXcR2q7wW0v1afrMJybzktzyCnQdclV9XOpRpBU0jdJYQyFm+YGfbPfkszXOn48TyUciYS+nxwyXIaL7UVOmE4nYU4l9T4PekJ4noMaNH9wypYhsGEi5twfp76EZ2Ou+424q5O//bg8TV5WVLm6BEXRUYCv72u6/d6v8MIJVv4DjSduEErse5s6uxlvD3bu/IHzerN6yGcph50ZdXkZkeYoUFhNWd1AbjkzfgzIlvv1j4LI/4HI7BPcUFx8cZjNoO1RlkHy1+f3utQCmNBORmOc349sex+xzxlojps+Fiv5YlKg4Uz4UqvbhmnXg1aCe7kDx8so1zUs1oaTb6uszxh8HNNW/s7C3G2bIIx9WISGQ0asSlrTgQtWFVe/MK864PLN7G/jdF5rjSn4F5pDToJjk9Xv52guuHlrrDERR8ZpkjPuLTbi7tar86oAoNRi88zuxpbscIsdQCTboPIjrxqL5+xSv0wZJz2nHnhwAvU73rDYFRWI0oO+1o5B4n0Wrm0rQ+n0lnW/Y9dS9143ow8ebaXRgXts6XsDDAZ/pevg6v592jltSKzYWlJnsruTXPvkExDzoVQXySWEBHUu4cw+ku0ElyqjeFUkKI4kCdWhsAYzyCoYn1tGHpU4vDhy/h7G5u2CM=

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