Weniger als 0,1 Prozent
… des Bruttostromverbrauchs von Deutschland kommt unterm Strich aus Frankreich. Wir haben 2023 nur 0,4 TWh¹ mehr Strom aus Frankreich importiert als exportiert, bei einem Stromverbrauch von insgesamt 517,3 TWh² in Deutschland – so viel zum Thema: Wenn wir die Atomkraftwerke in Deutschland abstellen, werden wir stattdessen Atomstrom aus Frankreich importieren. Gleichzeitig ist die Stromproduktion in Deutschland so nachhaltig und erneuerbar wie noch nie zuvor.
Mehr Strom aus Erneuerbaren
Atomausstieg = Atomstromimport & Blackouts?
Was wurde alles Anfang letzten Jahres behauptet, was die Folge des deutschen Atomausstieges wären. Von Blackouts und massiven Atomstromimporten aus Frankreich war die Rede oder von explodierenden Strompreisen. Für alle ist heute klar ersichtlich, dass es keine Blackouts gegeben hat. Aber wie sieht es mit dem Atomstrom jetzt genau aus? Im Jahr vor der Abschaltung haben die letzten drei Kernkraftwerke noch 6,7 % der gesamt erzeugten Strommenge ausgemacht, also etwa 33,9 TWh. Diese 6,7 % sind also jetzt mit der Abschaltung weggefallen. Gleichzeitig haben wir die Erzeugung von Strom aus erneuerbaren Quellen im letzten Jahr dank Förderungen und Bürokratieabbau im Bereich Wind und Solar von 47,4 % auf ein Rekordhoch von 56 % steigern können. Die Steigerungen der Produktion von Strom aus erneuerbaren Quellen gleicht also den wegfallenden Atomstrom mehr als aus. Richtig ist zwar, dass wir Strom aus Frankreich importiert haben – im letzten Jahr waren es 8,8 TWh, kaum mehr allerdings als zum Beispiel im Jahr 2019 – zugleich haben wir aber letztes Jahr auch 8,4 TWh nach Frankreich exportiert. Was bleibt, ist also ein Netto-Import von ca. 0,4 TWh Strom aus Frankreich, also ein Bruchteil der 33,9 TWh, die im Jahr zuvor noch unsere Atomkraftwerke erzeugt haben.
Warum importiert Deutschland überhaupt Strom?
Kurz gesagt: Weil der Strom in anderen europäischen Ländern manchmal billiger ist. Das heißt, wenn der Strom zum Beispiel in Dänemark und Norwegen gerade besonders günstig ist, wird die Produktion von teureren Stromquellen – in diesem Fall Kohlekraft – in Deutschland reduziert und günstiger Strom eingekauft. Andersherum geschieht das genauso. So haben wir zum Beispiel unter dem Strich Strom nach Polen exportiert und so die Kohleverstromung in Polen leicht reduziert. Die Import-Exportstatistik Deutschlands im letzten Jahr zeigt dabei eindeutig, dass Strom aus erneuerbaren günstiger ist als Atom- und Kohlestrom. Besonders viel Strom haben wir aus Ländern exportiert, die einen deutlich höheren Anteil an Strom aus erneuerbaren Quellen haben als wir selbst. Norwegen zum Beispiel erzeugt seinen Strom fast vollständig erneuerbar und umweltschonend. Richtig ist: Wir hätten unseren Strombedarf auch selbst decken können, der europäische Stromhandel sorgt allerdings dafür, dass unser Strom günstiger und ökologisch nachhaltiger ist.
Aber was ist mit den Strompreisen nach der Abschaltung der Kernkraftwerke?
Kurz gesagt: Sie sind gefallen – und das war auch erwartbar. Das heißt nicht, dass wir in den letzten zwei Jahren nicht alle unter hohen Strompreisen gelitten haben, der Grund ist nur nicht die Politik der Ampel-Regierung, sondern viel mehr die geerbte Abhängigkeit von russischem Gas und Öl und der Angriffskrieg Putins auf die Ukraine. Seit dem Abschalten der letzten Kernkraftwerke ist der Strompreis in Deutschland aber immer weiter gefallen und ist mittlerweile sogar unter dem Niveau vor dem Angriffskrieg Putins angekommen. Betrachtet man die Zahlen des Forums für Ökologisch-Soziale Marktwirtschaft, ist gesamtgesellschaftlich Atomenergie ohnehin die teuerste Energieform.
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MV7c+Zf3FulkZUDiJFhdeUDAEtnkGvzl/bV+Atj+zj+0Hr/AIP0iWaXRFWK7sDcNukWGVQwVmxyVORnHbmk3JagfrD+0V/wUm+F/wAEfDOj3mjXI8d6xrVqt7Y2OmShUWFh8ss7kfuwTn5SC3GMDrXynb/8FrPEn9pZn+GmlHT9x+WPUJRLt7DO3GenavO/+CbP7Enh/wDaXm1/xb47W4ufCejTpYwafBM0RvLgqHcO6kMqIjJ90gkyDkY57/8A4KTfsJfDv4H/AAv0/wAefDrTZ9ASG+jsr7TzdzXMLrIDsdTKzMrBl5+bBz2xTu2roD72/ZX/AGuvBn7WHhO41Lw4ZtO1ewKpqWiXhBntS2drAjh42wcMPQ5APFepeO/HmgfDPwnqPibxPqkGj6Hp8RluLu4J2qo7AYyWJwAoGSSMV+L/APwSZ8TXei/ta2NhDIwttV0u6t7iPswVRIpP0K/rX2P/AMFj7rUYf2d/DsNsXGnza9GLvbnHEUhQH/gWevpT5tAPO/iN/wAFpLS21K4g8DfD172yjk2x3uuXflNKoP3vKjB2592PGM+lY3hn/gtZqa3Y/wCEi+GVpJabhn+zNSdHAwc/fQgnOP19a+Ov2O7X4N3/AMYILX43GdPCc1uyxOsssUAuMjb5zRfOEI3DKngkZwK/TjWv+CY/7N3xe8MR6h4DafRYZo8QajoOryXsLNzgsJnkyQSOAR0qVzMD6B/Z8/ak8H/tGfC+88daGmoaRpFjLJDerrEAhMDRoruSwYoygMDuVvrjpX5kf8FLv23vDf7Qw0nwP4Enubzw5o9413d6m6mOG9nClE8tT8xRQz8sBkngYAJ/UH4S/s7aB8Kf2f7P4UWskk+lLYTWd3dooiluWm3GWU9cMxduucYA7V+Pf/BRL9mPwd+y/wDErw7ofg19Sey1DTDdzf2lcCZ/MEhXghV4wPSnK9gNL9h39vSw/ZB8KeJtHu/B1x4nbWL2O7E0N+tt5WyPbtIMbZz9a/TD9jX9tey/bAXxQ1p4TuPDH9hGAN518tz53m+Zjoi4xs/WvgD/AIJy/sU/Dz9qTwV4v1Xxo+sJdaVqEVrb/wBmXawrsaLcdwKNk596/Sv9m39kPwJ+yuuvDwU+quNZMJuv7Tulm/1e/btwi4++aI30A8Q/ac/4Kb6Z+zX8XtS8CXPgC716WyhhlN9FqiQK3mIHACGI9M+tdv8AGr/goT8Ovgz8JfCni6cyaxq/inTYNT0vw9ZuPPMcsYffI+NsaKTtJIyTnAODj80f+Cp//J4/if8A68rL/wBELWf+x9+xV4w/bLvZ76912TR/B+hqli+qXRaeTgZW2t0J6KDnkhV3DqTilzO9gPuD9k3/AIKYeI/2lfj1pngWbwRpuj6ZexXE/wBqiu5JJo1jjZxkEbSSQB0719v/ABC+Inhv4VeE77xN4s1e30PQ7Jd015cE4GeAAACzMT0VQSelfMn7Mf8AwTd8Kfsw/FCHxvpXivV9bvYrSa1W2voYlQeYAC2VGcgA/nXxl/wV6+OWpeKPjJY/De2umj8P+HLaO5mt0OFmvJV3F29dsZVRnplz3qrtLUD1T4kf8FpLC11O4t/Avw/k1CzjbbHe65deSZRnG7yowSoPu2enTpVHwL/wWq3ahGnjL4ceVYM+JJ9Cvd8qLjqI5QAxznguB0riP+Cbn7A/hD49eDdQ+IPxFgn1PRxeNY6dpEU8kCTeWFMksjxkNjc20BWHKtXZf8FBP+Cdfw++F/wdvviF8NNPuNAfRnjN/prXctzDJA7qhdTKzMGVmX+IjB9qnW1wP0W+Enxi8IfHLwbbeKPBesQ6xpE/yl0yrxSAAmORCNyOM9CK5z9p/wCPlv8As0fCDUfHlzo0mvxWc0EBsYrgQMxkkCAhyrdM+navyO/4Jd/HK8+Fn7Suk+HJLpk0HxgRplzAW+T7QQTbvjP3t/yZ/wBs1+h3/BVT/kzTxN/1/wBj/wCj1qubRgYPwJ/4KneAPita+L7vxJpMngGz8PWC6g0t3fLcm5XeEKRqqKS+4rhQDncK8L8bf8FqbpNXlTwj8OIZNMViEl1m9YTOvZisYwpPpuP1r88/gz8Nb74xfFXwt4J09/KuNc1CKz83GREjMN8hHoqBm/4DX7Hah/wSj+BD+AZtHtNEv4te+zFI/EDalOZ/O24DmPf5WC2OAlSnJrQDjv2b/wDgrT4U+KvizTvDHjjQD4Kv79lhttTjuPOsTMQMI5IDRhm4DHI5Gcdam/aV/wCCsfhH4S+Kr3wv4I0T/hONSsWaK61A3Hk2McoyDGjAFpCD1IwOuCa/HnxBo83hvxBqOlTn/SLC5ktnI/vI5Un8xX6pfsO/8E1vhz4s+Ceh+N/ihpU/iPVvEVuL62sDez20NrbucxHMLqzOybWJJwA4GOM0k5PQDmfBv/Baq9bVYl8V/De3GmM4Ekmj3zeci9yFkG1iOOMjoea/SX4XfE/w38ZPA2l+LvCeopqmh6jH5kMygqwIOGR1PKupBBUjqDX4j/8ABRL9l/Qf2YfjJY6f4UNwnhzWrAX1ta3Mhla3YOUdA55ZcgEZ55719k/8EXfE13e/C/x7ocsjPaWGqwzwKei+bEQwH4oPzqot3sB+jNFFFWAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfPn7ZH/ACKOg/8AX83/AKLNfQdfPn7ZH/Io6D/1/N/6LNepln+90zaj/ER8m0UUV+mHrn2J+yB/yTK//wCwrL/6Kir3GvDv2QP+SZX/AP2FZf8A0VFXuNfl+Yf71U9Tx6vxs/N7/gtX/wAk4+Gn/YWuv/RK18XfsHfsr6J+1n8SNf8ADeu6zqGi2+naSdQSbT1jLswmjj2neDxhz0HYV9o/8Fq/+ScfDT/sLXX/AKJWvG/+CL//ACXzxr/2LLf+lUFeU9ZGR7r/AMOW/h1/0P8A4o/79W3/AMRX2H+zn8CNM/Zv+Fen+BtI1G71Wxs5pZVur5UErGRyxBCgDAJ7CvTaK0SS6AfzGeM7O60/xhrtrfbvtsF9PHPu6+YsjBs++Qa/ox/Z0ura8/Z9+Gc1nt+zN4Z00xhTkAC1jAH4Y/Svx6/4Kafs36p8H/j5rHiy2sZD4T8XXT6jBeIhMcd05LTwscYDF9zAZ5Dexr1H9jX/AIKmaV8Ffhfp/gX4h+HtX1Wy0dPK07U9FMUs3kkkiKSOV0GF7MH6YGBis46NgfRf/BYi4gi/Zj0mOUgSy+IIFhz1JEUpOPwBr4q/4JMQzS/tfae8SsUj0i9MhHQKUUc+2SK5/wDbs/biuf2udc0iy0zSZtB8HaK0klpa3Tq1xcSsADNLt+VTtGAqkgZbk5r6+/4JD/s06p4R0bW/iv4gtms5NagWw0a2mQq5tgQ0k+P7rsEC+yMehFHxO4FX/gtb/wAib8MP+v8AvP8A0Wlee/8ABFf/AJKh8Rf+wPB/6Pr0L/gtb/yJvww/6/7z/wBFpXnv/BFf/kqHxF/7A8H/AKPo+2B9kf8ABQv9ltP2lPg0XstQs9K8Q+G2k1CyuL+QRW7qF/exSP8AwBlGQx4BUZwMmvyM/Zp/ao8afsh+M9VvvDa2OowXai2v9PuiZbafYxKsrI3UHOGU8hj1r9ZP+Cnngnxp46/Zb1Gz8GwXV61vfQXWp2NluMs9om4sAo++FbYxUD+HPavy0/ZB/bG1H9kbUvEM1n4S0zxKusJHHL9sdoZovLJICuAflO45UjsKJbga/wAcvjz8Yf2/vEuiQQ+Epru204vHZ6X4fs5ZIUkfbvd3OeSAvLEY/Gv0r/4Jzfsfal+zB8PdS1HxS0Q8Y+IzG91awnctnCm7y4S38T5Ys2OATgZxk/LkP/BanXYWGPhTpYTPzBNWkUn158qvqT9lj/gpT4A/aS8QW3he70658FeL7kkW2n3s6zwXRAJ2xThVy2AflZFz2zTVr3A+If8AgsZHcL+0vojuf3DeHoRH9RNLu/pXz58CP2Tfi5+0DoWoat8O9HXU9PsrgW1y39qW9qVkKhgCskik8EcgV+kH/BWX9mTVvin4E0b4heGbJtQ1TwwskWoWkKkySWTncZFHcxuMkf3WY9q+AP2Mv2zte/ZF8VX8sOnLr/hjVtg1LSWl8piynCyxvg7XAJHIIOeccES9GB1b/wDBM39pyRSr+EldGGCreILIg+xHn16B+zb/AME6/j38Ovj14E8Ta54QgstI0vVYbq6uE1izcpGpyxCrKWPHYCvpG8/4LPfCVNN32ng3xpPf4U+RNBaRxZ43DzBcMeOf4Ocdq0/2O/8Agol4g/aw/aCufCreFbHwv4cg0W4vxGty11ctIkkKKGk2oNv7xuienWnZX3A9R/4KUf8AJm3j3/ct/wD0elfhJoPiDU/Dl1LPpN5NZXM8Elo0kBIYxyKUdM+jKSOOxPrX7t/8FKP+TNvHv+5b/wDo9K/Jr/gnzp9pqn7YXw1gvLaG7g+3PJ5c8YddywyMrYI6hgCPQgd6JbgeL+JPCHiL4a61ZQeINFuNG1Aww38NrqdtjfG3zI5jcEMpx0YYOCCOor96P2Kf2o9G/ag+ENlqcH2ey8SaYq2msaTDhfIkC4V1X/nm4GVx6EfwmuU/4KEfsiR/tN/Cv7bodpGfHvh9Hm0txhWuozgvas3+0Blcnhh2ya/IT9mn9oLxJ+yj8YbXxJYQyMsEhs9X0iUmP7TBuAkiYfwsCOCRwR9RR8LA/aT/AIKBWtzefsbfFGO1z5q6YsjY/wCeaTxs/wCGxWr8Uv2Sbq2s/wBqL4TTXmBbr4p03JY4AJuYwrE+gbB/Cv300vWfCn7SXwZluNOuF1Twn4s0qa3LcAmGaNo3RhnhlyykZ4INfz9/GT4UeKP2afjBfeHNVjnsdU0i7E9lebSonjV90VxG3cHaDkdCCO1OXRgf0g1+PX/BZ+4gb47+CoFI+0x+Hd0g77WuZQpPsSrfka9g8A/8FnfCMfgW3Xxj4L19vFsMG1/7J+zvZ3MgGA5d5EaMMQMgI2Mnrivzw/aE+N3iL9qn41X/AItvrEre6k8dpYaVa5l8iJflihTjLHJJzjlmP0ok01oB+hv/AARTgnXwL8TJSrC3bUrRVbsWETk49wCPzFd9+2d/wTI0n4/a/qHjbwRqdv4Y8Z3Q8y6tbqM/YtQkAA3sVGYnIHLBWyRyMkmvWv2A/wBni4/Zx/Z50rR9WQL4k1WRtV1Vcf6qWQKFh/4Aiop/2t1fIej/APBYjXvBfjLW9C8aeBbXXbOx1C4tUvtJujazBEkZVJjZWVzgDoy9aeltQPhb4wfs0/FH9nPUkPjDw1faIiyYh1S3PmWzMDxsnQlQfTkGvq79gf8A4KH+NvDvxC8O/D3x9qs/ijwtqs6afa3t+5e7sJHIWP8AeH5nj3YUqxOM8HjFemftBf8ABWT4X/Er4O+JfC2i+BvEWoahrFlJZCPXoLWK1j3rjzCUmkZipIIG0dByK+Cf2Tfh3qnxQ/aK8BaJpdvLNINVt7uZolz5UMUiyPIx7ABevuKjZ6Afu9+1R/ybb8Tf+xfvP/RTV+BH7O//ACcB8Mv+xn0z/wBK46/oR+OXhW68b/Bjxx4fsF33uo6Ld21un96RomCL+LY/Ov5yvCPiG9+HnjnRtcit/wDiYaHqUN6tvcKV/ewyhwjDqOVwaqW6A/ptr8zf+C2cdx/wjPwmkUn7It5qSydcbyluU/QPW/ef8Fpvh9H4ZhntPh/4luPEJQGWxmmt47RXwchbgMzkZxyYh1Jx2Puf/BQL9n2+/aT/AGcbi00O2+0eJdJkTWNNtwRulZUIeJT6sjNjsSFqm7rQD8YvgP8AAD4gftBa9qOlfDvTl1LUrG2F1cxm/htSsRYLkGR1yNxHSvbf+HZ/7T3/AEKg/wDChs//AI/XkH7PHx68VfsnfF6LxNpdmDeWu+y1HSb4NEJ4iQHhfurAqOccED6V+lVh/wAFoPhVJoqS3vgvxjb6uYsta28VpLAJMcKJTOrFc4G4x59qzSXVgfF9p/wS9/aPjvYJX8E24CyKzN/bdjngg5/11fsx8SreW0+A/iqCcYnj8NXSSDIPzC1cHn6ivin4P/8ABU7VPj5+0Z4L8CaD4Kt/D/h/Vb1obi7vrs3N1IixSOCoVVWMkqO7d+a+4/jJ/wAkf8c/9gK+/wDSd60jbWwH84fw/iWfx54bjcZR9StlYexlUEV/TYqhQAoAA4AHSv5lvhz/AMlB8Mf9hS1/9GrX9NNRTA/Gv/gsl/ycf4b/AOxci/8ASievof8A4Iwf8kW8cf8AYcT/ANECvnj/AILJf8nIeHP+xci/9KJ6+h/+CMH/ACRbxx/2HE/9EChfEB+htFFFagflP/wWW+Cb2Ou+EvilYW+ba9Q6NqbqPuyoC9ux4/iTzF/4APWsz/gmv+1RD8Lf2ffjLo+oSB7jwxZP4j0uKRuJN6+U8f0Exg7f8tTX6FftdfB1fjt+zz4y8JJCJ7+aza5sB3+1RfvIsH1LLt/4Ea/nt0jxDf8AhqDW7OAtD/aVqdPulOQdnmxyFSP96Nayl7rugOy+CXw71L9oj47eHPDEk8st34h1RTfXnV1jZy88v1C72+uK/o10XR7Pw9o9jpenwJa2FjBHbW8CDCxxooVVA9AAPyr8rf8AgjX8EDqXibxX8UtQt/8AR9OjGkaWzLw00g3TuDjqqBF/7at6V+r1VBaXA/mG8TW9xZeJtVt7vP2qK7ljmz13ByG/UGv6RvgrcW938G/As1qVNs+hWJj28gL9nTA/D+lfi1/wUf8A2a9V+CPx71rXYbGQ+EPFFy+pWF8i/u1mkJaWFj2cNuYDurA+oHtv7If/AAVX0r4Q/C/TPBPxG8OaxqkWjQ/Z7DVdD8qWV4QTtjkjleMAqMDcHOR/DxkzH3XqB7b/AMFlbiCP9n/wtFIQJ5NeUxg9TiGQtj8CK+UP+CQcEz/tYTyRq3lR+HrzzCOmDJCAD9TiuD/bm/bYu/2uvE2lR2OkyaB4S0XzDY2dxIHnmkfAaaUj5QxAACqTjnk5zX2t/wAEi/2bNW8BeFNb+JviKzewufEMaWulW8ylZPsinc0xHYO2APZM9CKN5XQHKf8ABa7/AI8fhf8A9dLz+Udc/wD8EUYE/wCEx+J8u394LCzUHvgySEj8wPyroP8Agtd/x4/C/wD66Xn8o6w/+CKP/I1fFD/rysv/AEZLR9sD9PfH3/Ii+I/+wbc/+imr+aOx/wCRit/+vpf/AEMV/S54+/5EXxH/ANg25/8ARTV/NHY/8jFb/wDX0v8A6GKJdAP6b9J/5BNl/wBcU/8AQRVqquk/8gmy/wCuKf8AoIq1WoHHfGL4jWfwj+FvijxlfYMGjafNdhGPDuqnYn/Am2r+Nfza+IdevvFWv6nrWqTtd6lqNzJd3U7nJklkYu7H3LE/nX67f8Fh/jQPCfwf0D4eWUxTUfE939pugrEEWdvgkH/flZP+/bCvjH/gmL8EdN+NH7SUQ1/R7XW/DuhafNqF5aahbpPbyMcRxo6OCrZZ92CD9w+lZS1dgOP8N/8ABQT4/wDg/wAO6Zoej/EGSw0nTbaO0tLWPSrErFFGoVFBMGThQOpzXlPxW+L3i743eLG8TeNtX/tvXGhS3a8NvDAWRAQoKxIqnAPXGenpX9BH/DK3wV/6I/4C/wDCZsv/AI1Xzd/wUJ/ZL8AL+y54o1nwZ4A8NeHNa0Ly9T+1aLo9vaTNCjYlUtHGCV2FmIJ/hocXYDy//gjN8aHvvD/jD4X302TYyrrOm7jz5cmEnQewZY2+sjV9iftuf8mk/Ff/ALAFz/6DX4s/sR/GRPgb+0v4N8RXU/2fSJrkadqL5wBbT4jZjz0UlX/4BX7jftOeDbz4h/s6/Efw9pqmXUNQ0G8itY1/5aTeUxRP+BMAPxqo6oD8FP2Vv+ToPg//ANjjo/8A6Ww1/RzX8zHw98XXXwz+I3hrxRDbCW98ParbamlvN8oaSCZZAjemSmK/V5v+CzHw9vrTToNL8B+JrjW7lo4pLe8kt4LaN2IBCyq7swyTz5Y6dKmDS3A86/4LXW1x/afwuuOfs3k3sf8AwPdEfzxVP/gilc26+KvifAdou2srJ155KB5AcD0BI/Ovqn/go5+zjf8A7Rf7Pxl0C3+0eKfDsv8AaljbDlrhNuJoVOPvFPmHqyAd6/JD9lX9pLXf2S/i8niezsTfW7RPYarpEzmLz4SwLLkg7XVlBBI4II6E0PSQH9EFfzP/ABauILz4reM57Qq1rLrV7JCy9ChncqR+BFfpZ8Yv+CyHhjVPh7fWHw/8I69B4nvrdoBda15EMFmWXBkTy5HMpBJwCE7H2r4A/Zr+A+vftKfGDSPC2mW001vPOs2qXyqdlrbbgZJHbsSOB6kiiTvsB+43wFt57X9jDwFFcqyzp4Eswyv1H+gpgH8MflX89ccSzaiiMMq020/icV/S/r2m2+i/DvUdPtI1itbTSpIIY1GAqJCVVQPQACv5orb/AJC0X/XYf+hCiXQD+n6ONY41RFCIowqqMAADAAFfiT/wVw/5O2n/AOwLZ/yav23r8Sf+CuH/ACdtP/2BbP8Ak1VLYD7R/wCCPcKR/ss6iyjBk8R3TN7kRQD+QFbP/BWr/kz+/wD+wzY/+htWT/wR9/5NWvv+xhuv/RcNa3/BWr/kz+//AOwzY/8AobUfZA/Pb/gln/yeT4X/AOvO8/8ARDV+0fxe+Efhr44/D/VPBviyx+26PqCgMFYrJE6nKSI38Lq2CD9e2a/F3/gln/yeR4X/AOvO9/8ARDV+mf7fX7UHiT9lXwF4Y8S+G7Kw1GS71X7Jc2uoKxR4/KZsAqQQcgcilHZgfn5+0H/wSe+Jfw3urrUfAbx+P/Dgy6xQ4h1GFeu1oidr49UYk4Pyivl74ffFn4k/s2+MpZ/Dms6t4S1m0k2XVi+5FYg8pNAw2sPZl78V+lfgn/gtN4Gu7HPjD4f+IdKvAMY0SaC+jY+uZXhKjGex/HrXxF+3d+1N4f8A2rfilp/iLw74Yl8P2Wn2P2IXF75f2u8+dmDyhMqu3dgKGbqeecCXboB+tn7DP7VQ/at+D51q+tEsPE2lT/YdVgh/1TSbQyyoM8K6noehVhz1r4J/4LPf8lu8Ff8AYCb/ANHtX0B/wRz+G2reFvgp4o8T6jbTWlt4i1KP7CsqlfNhhQqZVH90u7DP+wfrXjv/AAWk8H30Pjf4feKBEzabPYzae0uDtWVJA4U+5DZ/A1b+ED0f/git/wAkv+I//YZt/wD0RX6OV+IP/BPv9urQ/wBkuHxNo/irQdS1XQ9ZmjuludH8triGZFK7THI6KysCP4wRjoc1+k/7Jv7cWg/tdeKPFun+HfDWo6LYaDDBMt1qc0fm3HmvIoBjTITAjB++fvH0zRFqyQH5if8ABU7/AJPI8Tf9eVl/6IWv0I/4JMW0cP7IOnuiAPLq96zt3JDqBn8AK/Pf/gqd/wAnkeJv+vKy/wDRC1+hn/BJ7/kz7Sf+wtff+hipj8QH2NX4Gf8ABSC2nt/2yviF5+f3k0Ekef7hgjxj24NfvnX5Yf8ABXz9mfU5da074x6FavdWDW6afrqRKS1uyHEM54+4ykoT2Kp/e4uewH0z/wAEsbm3n/Y18KrBtzHeXySgHJD/AGhyc+5BH6V337d1zb2n7H/xVe5KrGdFkjG7pvZlVB9SxWvy3/YP/wCCgT/sp2eo+F/EmkXev+Cr65+2Ktgy/arKYqFdo1chXVgq5UsvIznk11n7cf8AwUrsf2jvAJ8CeB/D+o6P4eupY5r++1ho1uZ9hDLEI42dVUMAS285wOB3XMuUD5X/AGXbee6/aW+E8dsjNOfFmlFdnXi7iJP4AZ/Cv2C/4Kqf8maeJv8Ar/sf/R618Pf8Eof2b9T8efGa3+JWoWMkfhfwvve2uJUIS5vWUoqoe5QMWOOhC19w/wDBVT/kzTxN/wBf9j/6PWpWzA/Nb/gmHbpP+238PfMUPsXUXXPI3DT7jB+or946/B//AIJe/wDJ7fgH/rlqX/pvuK/eCqhsB/NH8Yv+SteNP+wzef8Ao56/ob/Z5hS3+Afw3ijG1E8OacoHsLaMAV/PN8Yf+SteNP8AsM3n/o56/oc/Z/8A+SE/Dr/sXdP/APSaOphuB+Zn/Baj/kq3w6/7As//AKPNeg/8EUf+RV+J/wD1+2f/AKLkrz7/AILUf8lV+HP/AGBZ/wD0ea9B/wCCKX/Iq/E7/r9s/wD0XJR9oD9MKKKK1AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvnz9sj/kUdB/6/m/9FmvoOvnz9sj/kUdB/6/m/8ARZr1Ms/3umbUf4iPk2iiiv0w9c+xP2QP+SZX/wD2FZf/AEVFXuNeHfsgf8kyv/8AsKy/+ioq9xr8vzD/AHqp6nj1fjZ5N+0J+zB4G/ac0nSNN8c297c22lzvcWwsrpoCHZQrEkDkYArA/Z//AGKfhl+zP4m1HX/BFnqNvqN/Z/YZmvb5p1MRdH4BGAdyL+te8UV51luZBRRRTAwvG/gXw/8AEnwze+HvFGkWuuaJeLtnsryPejYOQfZgejA5GBXxn4t/4I+fBnX9Qa40zVPEvhyJmZjb2d1FKnOMAebGxA4PfvX3TRSsnuB8ffCv/glf8D/htqcGoXun3/jO7gIZF1+ZZINwOQWiRVVu3DAjivr+GFLeJIokWONFCqiAAKoGAAB2AHanUU9tgPIv2hf2WvAf7T2n6PZ+Oba+uYNJlkltRZXTQEM6gMSQORhay/2e/wBjX4bfsx6xqup+B7TULe71O3W2uDeXrTgorbgACODmvcaKLK9wPxd/4Kc/tXeMvGXxp8SfDTT9TuNI8GaDItlLY2srRi/l8tWkebB+ZdzFQp4woPU19Efs4f8ABKP4X658JvDuv+OL3Vdd1vWLKK+kFldfZreDzFDiNABlsAj5mPJyeK4L/go9+wD4z8QfE7U/if8ADrSpvEdnrCrLqmlWihrm3uFUIzxp1dHChsDkNu65FfNXgX9tz9ob9m3Rbbwgmq3mnWdpHsttN8R6YHe3jBICoJV3BQQRjtgjtWWz1A/QzxZ/wSR+BdxoF4NPk13QrlY2db46j5qxYU/MyuuCoOCfYda/In4d/a/D3xm8NjSZzNd2eu26208H8bLcKFZfr/WvefEP7T37Uf7VWmT6FZz+Ida0q+/dT2nhnSmjhkXCqyu8Sfc5G4M2Pm5r6d/YL/4Jn674V8aaZ8RfixbLp0mmOtzpfh4OryGccrLcEEgBTyEB5OCcAYJu9AP0+jLNEhcYcqCw98c18rfGD/gmj8Efi7q1zqzaJceFtUuGaSafw/KIEdmzljFtKZJOeF619V0VrZPcD4As/wDgjL8J7e5jkn8W+LruJTkwvNbKGHoSIc19I/s//sa/C39mu5kv/BuhNHrcsH2eXVr2dprloyQWQEnCqSoOFA5A64r26ilZLoBx3xc+FGgfG3wDqXg7xPFPNomohROltKYnO1gwww6cgV4n8Kf+CdHwa+DPj7SPGXhqw1eLW9LkaS2e41J5UDMjIcqRzwxr6doostwCvl/4n/8ABN/4I/FrxzqvizWtF1CDVtTk866/s++a3id8AF9gGNzEZOOpJr6goptX3A8u+AX7OfhT9m3w7e6D4Nl1VNHup/tJs9QvmuUikIwzRgj5dwAz64FWfjd+zv4A/aI0GLSvHWgQ6skBY210CY7m2JxkxyDDLnA4zg4FekUUeQHwJqX/AARp+El3fvNbeKPFllbsQVto57dlXjkBmhLH8T3r3X4CfsHfCH9nnVYdZ8P6C2oeIYsmLV9Xk+0Tw5GCY+NqEjPKjPJ9TX0NRSsuiAK+Pfif/wAEsPgl8R9YvtVhttX8NX947yzPpd7lDIxJLhJAwzknpX2FRTsnuB8A6f8A8EZvhNa3kctx4s8W3sS/egea2UNwR1WEHg+/avqj4E/su/Dj9m+wuIPA3h6LTrm6VUutQmYzXVwoOQrSNztB52jivVqKVl0AK+T/AI8f8E0/hF8d/Fl/4nuY9S8M67qDmW8utFmRFuJCctIyOjLvY5yQOcknJr6woptX3A+FvCv/AAR7+DGhXyT6lqnibxDGrK3kXd3FGhx2PlRqcH619zxRLDEkaDCIu1foBgU6ikklsB89/Hj9hH4QftC6pNrHiHw+bLxBNjzdX0mQ288uAADJgFXIA6sM14C3/BGP4UtcM48Y+L1j3bhH5trgDOdufJ6Y96/QKiiy7AfN3wM/4J9/B34BeIrXxFoWi3OoeIbRme21LVLppngYgglFGFB2nGcetfQfiDRbbxLoWo6RehjZahbSWk4RirGORCjAHscE1eopryA+QdJ/4JV/ATRtUs9QttM1wXNrMk8RbVpCNyMGBIx0yBX19RRRZLYDwL4+fsQfC/8AaU8WWniPxrZ6lcana2i2UbWd80C+WrMwBUDrl2rqv2f/ANmvwT+zP4f1HRfBFveW9lqFyLqdby6adjIFCggkcDAFep0UrLcAooopgFfJvi7/AIJf/Ajxp4q1fX77R9VivdUupL2dLTUniiEkjFm2oB8oyTwPWvrKiiye4HDfBf4L+F/gF4DtPB/g+0ktNGt5JJVWaUyyM7tuZmY9ST6+gruaKKAOe8e/D3w58UPC954c8V6Naa7ol2MTWd5GGU46MD1VgejLgjtzXxr4p/4I9fBrXNQafTNW8TeHomYsbe0uopU5xgAyxsQPx71910UrJ7gfIfwn/wCCXPwQ+GGqW+p3Om33jG9t2DRnX5llh3A5BMSqqMc4+8COK+uo41hjREUJGo2qqgAAAYAA9hTqKdktgPHf2hf2T/AH7T0ejJ45tr65GktI1r9iu2gxvADZwOfujrVb9nr9kD4dfsw3us3Xga11C2l1aOOK6N7eNOCqFiuARwcsa9ropWW4FbU9Ph1fTbuxuAxt7qF4JApwdrKVIB9cE18ix/8ABKP4AxXaXK6Zrnmq/mD/AImz4yDn09a+w6Kdk9wGQQrbwRxJ9yNQq55OAMCn0UUAfP8A8ev2Hfhh+0j4ug8SeNrfVrvUbe1Wzi+y6g8MaRqzMAFA6ksfzre/Z5/ZN+Hn7L6a2PAthd2z6yYTdy3t007sIg+xQSOAC7dPWvYqKVluAVn+ItBsfFXh/U9E1SBbvTNStZbO6t3AKyQyIUdSPQqxH41oUUwPjZf+CTP7PykEaZroI5/5C8n+FfXui6VFoOjWOmwPLJBZwR28bzMXcqihQWbucAc1cootbYD5C+Nn/BL/AODvxk8T3viEJqnhPVL6UzXTaHMixSyE5Z/LdGUFjnO0d65vwP8A8EiPg34S1a21C91LxJ4he3mWeOK8u44kypBAIijUkZA7+1fcNFLlW4CKojUKOgGB+FfNvx3/AOCfPwd+P2tXGuavocujeILg7p9T0WQW7zt/fkXBV2/2iuTX0nRT9QPgfR/+CNnwhsL5ZrzxL4s1OADBt5biBFPPXKRBume9fXXwc+A/gX4BeHX0XwN4fttEtJWDzyR5aa4cDAaSQncxxnqeM8V31FKy6AV9QsYtU0+5s5wTBcRNDIFODtZSDg+uCa+QU/4JPfACOcTDTNc3Bt3/ACFn6g59PWvsaimAV88fHL9g34T/ALRHjhvFnjGx1SfWGt47UvaX7wpsQEL8oHXk819D0UAec/Af4BeEv2cfBcnhbwZBdW+kSXT3rJeXBmfzHVVY7iOmFFTfHD4HeFv2hfAkvhDxhDcz6NJcR3LJaTmF98ZJU7gOmSa9Aoo8gPm74M/8E/fhF8BfH1n4x8J2Oqwa3aRyRxPdai0ybXUq2VI64Jr0343fAHwT+0P4Vj8PeONKbUtPhl8+ExzPC8Mm0rvVlPXBPUV6JRRboB8Dax/wRr+EOoXhms/EvizTIMY8iK4t3HU85eInpjv2rqvh5/wSb+B/gm+t7vUodY8XSQtuEesXSiFjnI3JEqg44GDxxX2fRS5fICvpum2uj6fbWNjbRWdlbRrDBbwIESJFACqqgcAADoO1cv8AFj4R+FPjf4Lu/CvjLSIdZ0a4YSeVJkNFIudskbDlHGT8w9SOhNdhRTA+BNS/4I0/CO6v3mtvFHiyxt2IK20c9u6rgcjc0JPP9a+i/wBmr9jzwB+yumrt4Nj1CS71ZY0u7rULkys6xliigYCgAs3Qd69wopWW9gPm/wCNH/BP74RfHrx9eeMfFljqs+t3cccUr2uotCmEUKuFA64Ar1P4I/BLwx+z74Dg8IeEIbmDRoZpLhUupzM+5yCxLEdMiu9oosAVDfWNtqdnPaXlvFd2lwjRTQToHSRGBDKykYIIJ4I71NRTA+MfiV/wSe+CHjzU57/TYdW8HSzNvaLRbhRACTkhY5EYKOvA9azfBH/BIf4K+F9QS61S68QeKVRtwt9Ru0jibgfKwhRSRn3HWvuCily+QGX4X8LaP4J8P2Wh6BpttpGj2UYitrKzjCRRKOwUD1z+Z71zXxp+DPhr4+eAbzwd4thuJ9EupI5ZEtZzC5aNwy4YDpkCu5op+QHzX8G/+Ce3wg+BPxE0zxt4UsdWg13TlmWB7rUXmQeZE8T5Ujn5Xb8cGvpSiihK2wHyLr//AASz+A/iTXNQ1a903W2vL64kupmTVpFUu7FmIGOBkmvqfwv4ds/B/hrStC05XTT9MtYrK3WRizCONAignucAVp0UWS2A8N/aD/Y0+G37TmtaVqvji01C5u9Mt2tbdrO9aABGbcQQByc1qfs9fsr+Av2YbPWLXwNbX1tFq0kct19tu2nJKAhcEjgYY9K9eopWW4BRRRTAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvnz9sj/kUdB/6/m/8ARZr6Dr58/bI/5FHQf+v5v/RZr1Ms/wB7pm1H+Ij5Nooor9MPXPsT9kD/AJJlf/8AYVl/9FRV7jXh37IH/JMr/wD7Csv/AKKir3Gvy/MP96qep49X42FFFFeeZBRRRQAUUUUAFFFFABRRRQAUUUUAFePfEz9r74P/AAd8VS+GvGXjiz0LXIo0mezmgnZgjjKtlIyOR717DX4d/wDBWP8A5PF1j/sFWH/oqpk7LQD9lvhf8WvCXxo8L/8ACReCtah1/RvPe2+1wI6L5iAFl+dQcgMPz6111fFP/BIj/k0kf9h+9/8AQYq+1qa1SYBRRRTA5bxf8VvBPw9vLO08U+MNA8NXV6CbWDWNTgtHnAIGUWRwWAJHQHqK29W17TNB0e41fU9RtNO0q3i8+a+u50igijAyXZ2O0KB3Jr8uP+Ch37EPxk+L/wC0RceLPCOjHxRoeoWtvBEUu4ojZ7F2sjLIw+XOWyufvGva/jV+yb8S/Ev/AAT58JfC7TrqPU/GOiLay3VqLgKtwsZc+QrscHYGUDJx+7FTd66AfZvg/wAfeGfiFpz6h4V8R6T4lsEfymutHvoruJXAyVLRsRkDtmt2vzy/4Jc/sl/FH4BeJPGHiDx3Ynw7YalYx2cOkPcpK8siybxKwjYqAqhlGTn94a/Q2mtrsAooopgFcr8TPil4W+DvhSbxL4x1iLQtDhkSKS8mR2VWdtqjCKTkn2rqq+PP+Cr/APyZvrv/AGE7D/0cKT0VwPXfhz+2R8Gvi14vsvC/hHx1Za3r94sjW9lDBOrOERpHILIF4RWPJ7V7NX4Q/wDBLv8A5Pa8B/8AXHUv/SC4r93qUXdAFFFFUAUUUUAFFFFABRXwWv8AwVWsL79pay+FelfD7+0LC78TW/hyPxCNcCg+ZcpA04g+znIUsTjzOdo5Ga+9KSaewBRRRTAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr58/bI/wCRR0H/AK/m/wDRZr6Dr58/bI/5FHQf+v5v/RZr1Ms/3umbUf4iPk2iiiv0w9c+xP2QP+SZX/8A2FZf/RUVe414d+yB/wAkyv8A/sKy/wDoqKvca/L8w/3qp6nj1fjZ4V+2j8cvFn7OvwL1Pxt4Q8N2viO8tJ44rj7ZI4is4nJX7QyL80ihyi7Qy/fznAIP5C+Kv+Ci37RHji8kkXx1d6YjSb1t9Eto7dUHOFBVdxUA/wARJ4Gc1+5XxJXwrL4G1qDxtPp9v4VuLZodQbVJlht/JYYYOzEAAg+tfJGm/twfsh/AmOTTvCM1hF9kDD/indDkO5hlSqylFDkjPzBsHPWvNkZH51eEf+Ci37QvgXU4538dXWrhHDvaa5AlxHIMfdIKhgCP7rD2xX60fsU/tf6b+1x8P7zURYpo/iXSHjg1bTY5C6KzqSksZPPlvtfGckbSOcZr83P+Cin7Uvwe/ac03wxqHgbTNRg8V2NzIl5fX1gtu0tqyDClg53kMq4yOMn153/+CMepXMX7Rvi/T1lYWk/hSaeSLszx3lqqN9QJH/76qE7MD7x/4KIfG3xf8Af2ez4p8E6lHpet/wBrW1r58ltHOPLYPuG2RWXnaK+IPgv/AMFcvG3hvwX43b4gmHxb4kMcDeHFWzjtYVkJdZRMYlXKAGNuMH5WAPPH1L/wV2/5NJ/7j1n/ACkr8yP2FPhJpvxq/ag8HeHNatlvdHWWS+u7Vs7Zo4UMmxv9kkDPtmht3sgNXxd/wUG/aH8Vag+pSePtS0iJySkGlRLbQICchQAvIHuSfevbP2W/+CrHjnwf4tstL+LGof8ACUeEZyIpdQNuovbLsJAUA81R3VgT6Hsf1c8cfCbwt4/+HOo+CNT0ezPh68tGtBaxwIqQKVKq0Yx8rLnII6YFfzWX1o1jfXFqxDtDI0ZI6HacE/pQ7xA+1vj9/wAFRviz8TfFF/B8P76TwX4UidktY7CFWvJUB4kllIJDHH3UwBnHOM1wHgD/AIKRfH3wDrUV5N41m8SW6yBptP12JZ4pVHVCcB1HurA1+u/7GfwQ8PfBX4A+EbPS9Mt7fU77TYL3Ur0Rr51zNKiuxd8ZIBbAGcACvyy/4KtfDTRPhv8AtT7tCsodPt9d0S31ee3t0CRiZpZ4XIUDA3eQGOB1Y+tGq1A/XT9m347aT+0h8H9E8daTF9kF6rR3VkzbmtbhDtkiJxzg4IOOQymvTq/PT/gi7dzP8DfHNqzkwxeIvMROwZraIMfxCL+VfoXWi1SYBX4d/wDBWL/k8TWP+wVY/wDoqv3Er8O/+CsX/J4msf8AYKsf/RVTPYCp8Lf2+PEfwB/Zn0b4dfDmCK28S3F9d3uo6xdQCU26u4CRwIflLlVBLMCADgDPI4hf29P2htP1YXsnxL1wSlzJ5M+wxc9vLKbdvoMelfan/BHr4E+Hr7wV4j+JWq6VbajrDaj/AGbp891Esn2ZI0V3KA9GLOvzdeAK9l/4Kq/CvQPFv7LuteKLmwgHiDw7NbXFpqAjHmhXnSJ4i3XYVkJwT1AqbPluBjf8E8/+CgF5+0jc3HgbxzHbQeOLO3a5tr62QRR6lCpAclOiyqCCQvBGSAMGvuC/vrfTLK4vLyeO2tLeNpZppWCpGiglmY9gAD19K/Aj/gnhfS6f+2P8NnhYoZL2SFsd1eF1YfiCa/Uv/gqH8QbvwD+yL4gWxlaC41y7t9H3qSDskLPIPxSNx+NVF6agfIv7Un/BW7xNq3iC80L4Orb6NoEDtH/wkN1AJbq7wcbokcbYkI/vKWPB+XpXzIn7dv7Q8N5/aP8AwsvX8b/M2ttMPPONu3bt56Uz9g/4Q6Z8bv2n/CHh3WoFu9GjeS/u7Z/uzRwoX2N/sswUH2Jr98LzwT4f1DwyfDtzomnz6C0XkHTXtUNvsxgKExtwB6CpV5agfml+yD/wVh1PVvEWneEvjKtkYLyVbe38VW6CDymYgD7Sg+XaSR+8ULtxyDyR+oysGUMpBBGQRyPrX86P7Wnwrs/gt+0T448Iaahj0uxv2azjJJKQOA6Ln0UNt554HNfsj+xv8bJfEX7DuheNdWle6uND0e7jupGPzP8AYxIuSfUrGPzqovoB5V+3J/wUth+AmuXngT4f2dprXjOBQL6/vMva6exGdgUEGSUDHGcLkA55Ffnjq37fH7RHia9a6/4WRrUTYwY9ORIYxyT91FAzz+grw/WtZ1Hx74wvtU1CVrnVNXvWnmk5JaWVyTj8Wr+ij4A/A7w58BfhrovhjQdLtbKS3tY1vLiONRLczbR5kjvjLEtnqfSpV5dQPy2/Y6/bk/aL8cfHLwh4GXX4PFdvql2kF1DrdmrmK3UFppd6bHDLGrty2CQMg5xX2f8A8FXv+TN9d/7Cdh/6OFfTVn8K/B2neMF8V2nhfSbXxIsLQf2pb2kaT+WxBZSwHOcd/SvmX/gq9/yZxrv/AGE7D/0cKu1ou4H5Sfse/GzSv2dvjRB4/wBUtZb86Vpt4LSyi4M9xLCYkQt/CvzkluwB78V2nj3/AIKLftCePNUm1OPxld+HbMuzR2ehwrbwRKTwoOCzAerMT7153+yP8KrX42ftI+AvBt+hl07UdQ33cYON9vDG88q590jYfjX9CFv4C8N2vhU+GIdC0+Pw80PkNpa2yC3KYxtKYxjAHUdh6VEU2tAPxz/Z0/4KpfFD4f8Aiywt/iBqR8beEpWWK6+1RKLuBcjMscigFmHUq+QRnoea/Z/RtYtPEGj2OqafOtzYX0EdzbzxnKyRuoZWB9CpH51/OH+0V4Js/hv8efiF4X04Y07SddvLW1X+7CszBF+oXA/Cv3K/YJ1KfVP2O/hXNcOZJF0kQBiedscjxoPoFVR+FVFvYD4v/bU/4Kk+KPD/AI91jwL8JjaabbaRcSWd94hngE8006MVdYFb5FRSGG4qxJAI29/kRv25v2iLi6N8PiV4iwz+ZhCBF1zgKF249q84+O3gXWfhp8YvGHhvXoZYtTsdUuEdpQcyqZCUlB7h1IYHuGFfpN+yj/wVC+GUPgHw/wCBPiHoa+EXsLSKwN7aWom06bYoUO8ajdGWwCflIyTUXbYHHfsJ/wDBQD44fFT41eH/AIf64dN8X6Zfu7XV3cWogurSFELNIrxYU4x0dTnIGRXsv/BRT9vzW/2d9U/4V54N0pE8S6hpy3T67dMGS0jkLoPKj7yDaTljgZ6Ht9P/AAt+Gnwfm17/AIWV8PNH8Ove6laG2/trQfL8uaFmViv7v5ckqvbPGOK5f9trwX4e1P8AZt+J+s3mg6Zd6vb+HbrydQns43nj2xtt2yFdwwScYPUmtLO24H4F+E/FmqeC/F2j+J9JuPI1rSb6HUrS4dVk2XEUiyI5VshsMoOCCDX1b4V/4KeftE6n4n0izuPGdq9vcXkMUi/2LZjKs6gjIi4yD2rwX9mOxttS/aS+E9ndwRXdpceLdJimt50DpIjXkQZGUggggkEEdzX9B0fwZ+H8MiSR+BfDSSKdysukW4IIOQQdnUGs4pvqBp+PPHOifDPwbq/inxHfR6boml27XN1cyHhVUdAO7E4UKOSSBzX4/wDx6/4KvfFH4heJJrL4csngvw4snl2whgWe/uRnAZ3YEKTxhUAx6tX0h/wWX+IF3onwh8H+FLaYxxa5qTz3Kgkb44EBC47je6nn0FfFf/BOnx18KPhb8bbnxd8VNXg0u30yxY6SbiymulN0zBd4WKNyGVN2CQOvrirk3e1wLGpftTftc/CP7HrHiLWvG+j2k5HkSeJNKkS2m6H5fOiCtkenrX33+wZ/wUSj/aSv18EeNLW10jx4kLS201rlbfU1RcuVQnKSBQWK5IIDEYxgbPxQ/bv/AGVvij8P9e8La348tdR0/UrSSBoJtE1AjcVO1hm34ZWwQ3Yivxy+Efiu4+Hvxl8Ka/pF0wl0zWbeaGdSVLKso+nDLkEHsTU35XoB/RH8YvEV94R+E/jDW9LlEGo6dpN1dW0rIrhZEiZlJUjBwQOor8lvgP8A8FXPihpPx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Die Zukunft der Stromerzeugung
Strom aus Sonne, Wind und Wasser ist also nicht nur umweltschonend, sondern auch günstig. Mit dieser Erkenntnis stehen wir auch nicht allein da. Betrachtet man die Entwicklung der Stromproduktion in Europa, dann kennen die erneuerbaren Energien nur einen Weg: nach oben. Im letzten Jahr wurden rund 44 % des Stroms in der EU aus erneuerbaren Energien gewonnen – in den Jahren zuvor lag der Anteil noch bei etwa 38 %. Der Anteil der Kernenergie ist in den letzten beiden Jahrzehnten gleichzeitig immer weiter gefallen.³ Auch in Deutschland geht es weiter voran: Zum Ostermontag gehen 15 Kohlekraftwerke und -kraftwerkblöcke vom Netz.
¹ www.smard.de/page/home/topic-article/444/211756
² www.tagesschau.de/wirtschaft/energie/solarenergie-windenergie-erneuerbare-energie-stromverbrauch-100.html
³ https://taz.de/Stromproduktion-in-der-EU/!5991051/