http://www.termeszetor.eoldal.hu/ <p abp="762" style="text-align: center;"><span abp="763" style="font-size: 20px;"><span abp="764" style="color: rgb(128, 0, 0);"><strong abp="765"><span abp="766" style="font-family: tahoma,geneva,sans-serif;">ORSZÁGOS </span></strong></span><span abp="767" style="color: rgb(0, 128, 0);"><strong abp="768"><span abp="769" style="font-family: tahoma,geneva,sans-serif;">TERMÉSZETVÉDELMI</span></strong></span><span abp="770" style="color: rgb(128, 0, 0);"><strong abp="771"><span abp="772" style="font-family: tahoma,geneva,sans-serif;"> ADATOK</span></strong></span></span></p> <p abp="773" style="text-align: justify;"><img abp="774" alt="szamszimbolum.png" class="text-picture left-float" src="/img/picture/143/szamszimbolum.png" style="width: 130px; height: 135px; float: left;" /><span abp="775" style="font-size: 14px;"><span abp="776" style="font-family: tahoma,geneva,sans-serif;"><span abp="777" style="color: black; line-height: 150%;">A </span><strong abp="778"><span abp="779"><span abp="780" style="color: black; line-height: 150%;">SZÁMADATOK</span></span></strong><span abp="781" style="color: black; line-height: 150%;"> c. menüpont a weboldalon szereplő legfontosabb országos adatokat gyűjti össze. </span></span></span></p> <p abp="782" style="text-align: justify;"><span abp="783" style="font-size: 14px;"><span abp="784" style="font-family: tahoma,geneva,sans-serif;"><span abp="785" style="color: black; line-height: 150%;">A weboldal az összevethetőség, hasonlíthatóság érdekében meghatározóan 2015. évi adatokkal dolgozik, amelyeket jelen menüpont az alábbi I &ndash; V. részbe csoportosítva tekint át. </span></span></span></p> <p abp="786" style="text-align: justify;"><span abp="787" style="font-size: 14px;"><span abp="788" style="font-family: tahoma,geneva,sans-serif;"><span abp="789" style="color: black; line-height: 150%;">Az adatok ismertetésének célja átfogó nagyságrendi ismeretek nyújtása a hazai természetről és természetvédelemről évtizedünk közepén.</span></span></span></p> <p abp="790" style="text-align: justify;">&nbsp;</p> <p abp="792"><span abp="793" style="font-size: 18px;"><span abp="794" style="font-family: tahoma,geneva,sans-serif;"><font abp="795" color="#800000">I. rész</font></span></span><br abp="796" /> <span abp="797" style="font-size: 20px;"><span abp="798" style="color: rgb(128, 0, 0);"><strong abp="799"><span abp="800" style="font-family: tahoma,geneva,sans-serif;">Védett természeti területek és értékek főbb adatai</span></strong></span></span></p> <p abp="801"><span abp="802" style="font-family: Tahoma; font-size: 14pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-ansi-language: HU; mso-fareast-language: HU; mso-bidi-language: AR-SA;"><img abp="803" src="data:image/png;base64,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" style="width: 555px; height: 420px; float: right;" v:shapes="_x0000_i1025" /></span></p> <p abp="804" style="text-align: center;">&nbsp;</p> <p abp="806"><img alt="Védett természeti értékek 2015. december-page0001" src="https://mek.oszk.hu/22400/22440/html/www.termeszetor.hu/wp-content/uploads/2013/08/V%c3%a9dett-term%c3%a9szeti-%c3%a9rt%c3%a9kek-2015.-december-page00011.jpg" style="height: 540px; width: 555px;" /></p> <p abp="809">&nbsp;</p> <p abp="811"><span abp="812" style="font-size: 18px;"><span abp="813" style="color: rgb(128, 0, 0);"><span abp="814" style="font-family: tahoma,geneva,sans-serif;">II. rész</span></span></span><br abp="815" /> <span abp="816" style="font-size: 18px;"><strong abp="817"><span abp="818" style="color: rgb(128, 0, 0);"><span abp="819" style="font-family: tahoma,geneva,sans-serif;">Területi természetvédelem nemzeti park igazgatóságonként</span></span></strong></span></p> <p abp="820"><img abp="821" src="data:image/png;base64,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" style="width: 555px; height: 395px; margin-right: 12px; margin-left: 12px; float: right;" v:shapes="_x0000_s1028" /></p> <p abp="822">&nbsp;</p> <p abp="824" style="text-align: justify;"><span abp="825" style="font-family: Tahoma; font-size: 14pt; mso-fareast-font-family: &quot;Times New Roman&quot;; mso-ansi-language: HU; mso-fareast-language: HU; mso-bidi-language: AR-SA;"><img abp="826" src="data:image/png;base64,R0lGODlhWALHAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAABYAscBhQAAAAAAABccHAsODhgYGBAQEAgICB8kJB0jJACAACwuLjs9Pi44OC84OSAgIDAwMDI6OiwyMz8/PykxMjpGRzpGRkBAQF9fX11wcVJiY1dpan9/f3t7e3WMjnuTlZ+fn4eHh4yoqq+vr7+/v6TEx7vg48wAAM/Pz////wECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwb/QABKSBwai8ijMslcOpvQpzRKnVqr2Ks2y916u+CvOEwem8voszrNXrvbbZR8Tq/b7/i8fs/v+/+AgYKDhIWGh4iJiouMjY6PkJGSdABCk5eYmZqbnJ2en6ChoqOkpaanqKmqq6ytroaVr7KztLW2t7i5uru8vb6/wMGdscLFxsfIycrLzM3Oz9DRjMTS1dbX2Nna29zd3t+Z1ODj5OXm5+jp6uvsd+Lt8PHy8/T19vf4ee/5/P3+/wADChzIaR/BgwgTKlzIsGE3gw4jSpxIsaLFi5MgmkvAMcGxjh5FgUQxklDJQiNPLlKZh+XGjhgTgYQ5yuUpm3xwakpJc5BO/z88OTr6SYdoN6OgkBa0lGqmU5FCWymtM9VnTzs0rwrSajUkV5lR+1Sd41LpWE9fOZVNC86p26RhWZ0lyRZs3KJR6+a821WOXpN89cxdG/jO3E1/MREOeUpjKJUzBR4GmjjdYK5mK2ubzM0m53Of94TurBkv38yF25Ye5fiT56slYT/161brbKy1GZP9+RZPb6qRgZ8Obtqr7Nq42f7erTw3c+GCMR9PHfk15NzYfTsvPjyv9++6cRJPHjs7+bjmRy/TeTKoceR0t8e/zRw+7eX38de3bT8/d5bYMWZefuPNR19/BN7Gn26GTfdfdwjKF6B8wv1G4XwYGjgbfQnelf9dgBUSl95qmLTWCXs9bTeihGFdNyCID6a1HIz+deiiiixS+KKONC4omoM2okejhsFNiOB+RQ5IJHhGTnegc0PCuCKD46DYInIAUlljfNDVV5yXW2a4249CXpnimWam2Z91AqLJoJmmfQkml3FGV2ab4d0p55YiSpdaheTth2RWTY533Jy0Neihm3hSqd40TJViZaOBikUUo3JmmeZWbgJao6aUIrqYp1YmR+CePpL5Hp6mGojqgqHuqaqnc7Ipa3vdhdnSjbSOClpzm4YI7J99Lgper/ppp6Z95fUIpK50dhlhrmLyaexex97XKqiDKuinloq+OSGioj7rp43KGrv/I4SpmKjWsOQGGW66uKqr640FzhtkvavmmKeeXQbsL3zcalunnat226y4y1r4LWXq+qtvmPwye+RiEtNazqTxyiuroNEWXLDCs+7b6ZLF/qtyqwGjbHLCrzJs6XsxLoyss+zOzPC6WvJaa5RrfmVkvI8u4u67gflML6YanwzmyDEi3DGpfyldrcEto6vXyKmq6mLJP/8JLWo7Y9vzs2JqRrCtYE/9Ddtj65tvtFiLDCtZE08s3tMylgvwx7HNu/XdWBe+65Pgksuvb0RXBnVRHVtdr2iCi9f32CRecjTSampsuM2KCqz04s993PTX1h5KMdphs5rpoiCnHqvXjsLu/7fK/zYutu5lRo426mN+DhNvwPuKztCmSznl7RbzeGGlL7fe/MrdKtxwxd7ynGy4EDqs5LjoLonwwtPnLfmUbwGtPaG7DxPpTUpiPr33+KnPYfx5oxysybcLizu+BbqQ/Th0OKFNS4Dfy96lFEg/87FuYElCoPNAt47tWc5QCWRfiK7mqqUlznRE8lwIb/Wt7nmQXii02wdFyJ0UGnBuiKtaAO/3QupBq4P+s97ZYBjBFXpic/IomtnmIcSYGLEa9tpJET9StiNOBIi/et4jjlQl/DnxipaR4hQJSA4rYjEhUHwJFyMxxiqW8YtoTKMa1+iNMLLxjXCMoxznSEdIuP+xjnjMox73yMcv3hEeS9TZIQLZx0kQsm2FvIQGQaiYzLktEPk6JFTmlqDxffCMaPkOCxvZvmL8cRaSXOQj02UIzjiSe9ADhCRR8jz8uVKLm1SEKG+ISEieEouh1CQjpcbKToZuJTP05S4neUD9vJKKqRyKLkeZP1sKExiflMUqh+hMH/JSUjHsijUzibv+eXN1u5vmNf9gylteUZzjhNg2SWmKGWUOnZDU2+/m+bcCEpNTz4xlMqIplVZGcpFd42AMCUhQJ3mtgINTYA5rBjNw0qxDg2Rf7bL1upxxL5gPo1NAMfY/jqaSkmjMIA2F0qyWAZBRGKwf0xAKqzOWz3r/MK0Wr8gHUmr66qYZvSj27lbSg8l0fikdaaPWmQt+ygWCQY2gSVHaQwZmk5Yx3ZfUKKi/fvWQhL0ZkiolWimcWvQ8TR1oT0snu6widXTmrAjcUqZUn5IOh2slnVFUdzVicfU6LeQdVjfUTXxSlG85Mx47Y3a9h5I1bSuN68ngCQqj9vOriE3atQDbRIESDkNzpdZYbLbAejp0mKAdrFcn2tBRPu6tPqUbVSNL2pt5hLEB4WgDWVY4ms6WoUwNp2a351o2We2zj0Tm+PRq2b9C9V7g4yDdVCvRjOG2sM1w7FG799KsAQl5xV2fDLUrtp3u7Kl7ZaQXEZo8rlINssnE/651lsqk6uoQunmUrUJpy9z23va9Q82sSGt6UtyWt56+xeQG/1vaT+V0sC+b3WHra9X7JphkzJDuKgSL4AVfd7utnVVNl2tJ6rR0qN8MMcaYGTvijjaZ6cXwLw+72mbq97Ww/QeF8XbDjZoXK8TFsYG7291mKi5l4R3wT79KNnCdD8Csy9/eajzZHRs5x1ShbITfVwzfHkyxNkyp7+hKPjIBx8LwEvKRSRs0IicGpGMO8nHl1zsm74+1uXNzmzO04TQCdb7+Qyt33yu9DtuWeCaMXvWqakM+045+Bb0YLKNG6C2XOb9OLazT6swLCU9YrEDWKT0f7SQ8b/isPJbsnf9Uylbw+vfQkS7hP4W70KpOTaSnhqgO+4zHRD+uogSuIXUri0PygtWHcDuVR6X8aveYTYJ1cSml/9NqqI41u7omcxJPhQxLJ/La2M62tre9DWtz+9vgDre4xy0Lb5P73OhOt7rXjQhzs/vd8I63vMXt7nnb+972Tqs39I1vd1C534joXF6/3OwfGZKoeDE4wBfez0E5nOAPIifCbcnKvTDcaP++OMVpbLArlThRqph4r3el8ZLX5JIwJvg/g0HpfJqcEhl/ucVJbrvgJbyalUwUrm5ObZ172FIyD7oSDV5zkA/cpnzl682BSnKgCx0Q9Ya3XY1OdbqAdasNqptxlp7/pwVn3elPD7sym251nlc9a9FBEtW9Y3ZrgV3hYudD1N9dGCFB/Ox3V7hZuc5zh7097XEPPFi+bvOq81jiIdt68OxO5zb9neyCx8Pc2T0c3OT98JQpO8gZz/mu493yj4+86DPfdptXHnJknTqcNF/21a+e9ZA/u8tlPnnKd5SkqZb1532u9MWb1Vt+LjzsR0/8t+Oo0wIXvsqHp3ij84Rvuxef4UUe9Nqve/aN7AX2iy/47UvC+yfnvr/FD3ps8ts11Cd/5M8fcPBPUv11sD7850//+tdf/vbPv/73H3b88///ABiA8+Z/AliA3yACG5CACriADNiADviAEBiBEjiB/xRYgRZ4gRiYgRq4gRzYgR74gSAYgiI4giRYgiZ4ghU4AokgYSOgAAHwgjAYgzI4gzRYgzZ4gziYgzq4gzzYgz74g0AYhEI4hERYhEZ4hEiYhEq4hEzYhDu4ACeQChsQABSAAVZ4hViYhVq4hVzYhV74hWAYhmI4hmRYhmZ4hmiYhlaYAQEgAGr4hnAYh3I4h2QYAANAh3iYh3qYhgwQAB/QbjE3CFPYASVQiIZ4iIiYiIq4iIzYiI74iJAYiZI4iZRYiZZ4iZhYiCQQAA2QiZ74iaAYiqI4iW04iqZ4iqiIiRjgh1IYAISYirAYi7I4i7QIipvYibWYi7q4i4dYiv+8+IvAyIir+IeHIGGDGIzImIzKmIy3uIzO+IyQ6IvQOI2pOIyt+IrUmI3auI2M2Izc+I3BKI3gOI6SaI3FGIiCcIzkuI7s+Ive2I6XGADwyIjiOI/2aI6noI72uI/8+Inv2IgxGIrymIoDqYgF+YnyeJD0KIkJGY0CkIkvuIgKuYsziIgy2IsBiZEwCIr4WAjG6Ir9GJIiSYn/aJAHGZEQCYwTGYkK2ZCPuJISWQIwmYj1SIkbSZOOiJKnqJMyWZA6iZI/6ZNC+YkdWQr6OJJImZSIWJI4aZH2OJM5SY01SYo32Ys5CZUQ2ZIJqZU82ZNeiZGeWJSD8JHYqJRmiZT/TGmVBimTX5mRFdmTXXmRhViVcDmRVXmXFvmTdTmXbnmXdJmRfImXhoiVMvmQmLiVLTmYfbmRPBmRjhmUdEmPW5mXcTmZYJmJYjkKR3mWnMmPaTmYMamXoOmUJzmac3maqFmaTemTqNmaA9mYrcmWoKmatKmWshmbEmmY8RiYanmSrzmUilmXQHmZAGmZilmZXxmcmMmK58gIm9mZ0NmOn4mbs2mba7mapJmdUZmYrGmViXmb4OmSTlmdtqmaAKmbliiU3ZmXfKmc7dmVNImVQMmVWpmc7bmcxJiPIBmd/CmdnAiQocmeTXmcr6mdowmf3lmR6hmQ32meslmZDDqe/+H5kuhZib5ZoMI5n+7plfBJg8W5oXsJlsiJn4DonPvZnygKjtMJnt5pktZ5mxhKnqZpny06oCvZoNbpmzOKm+vJogZZoTZJmWzZmL+5oY8poPcZnzqqkfU5oqrInPpZlik6pdS4oj4ao9iZozzKona5lje6o1s6oWCKpWEqpueZkpRpnG0JnO9ZnyCapCAKmG2KpJeYmYFAllSap1X6nx+qnA4qnqYpmm15oC+amjUam4D6oFpam4SapGxKj0BKiiapphrqqEdKnDSaqZa6qZxKoqjwnHoaqsBopYHpoCH6loypkTBKpAi6qsPJpGV6k4App7TqmKpKmFPJkBL5m/9yCZelyqF2+ZYE2qu9KpxpSpiQaKdQh46BAKqi+qy5SKq8iKwLSY7U+qPQCozKCgrOmq3emorSOos9mp7cOK42GanfGovb6gd4mq7uCovhKq6tGo3z+oyRaaHo+q6nuK6e0K36+q+WGK8Aq5L5OrAcCaUeyayA4K8G27CNKLAOm4u5GrGeGqUUe7GPCLEYG4sTu7GUyK9yp7B/wLAe67AaG4/X6rAdW7KRCLKcQLIsO7AnK5m7Oo/1ipApO5cFG7OP6LJ60K48u7Ez66I126dvCqcEmbMvuaSkuLNBK4wIa5Qn+rQUO7Q2KZ9uGp82q7Q06bRUm4g+qw8i6wcwm63/N3ux8UqkqjqsC8qr8xmZxXqRjzmZstqhkPm2s7qYldq04Hi29BqkqBi2mVC2R+uj0xqsxcqSuJq49kqtfkuSfPq37imXQcmpTkqnyVmDvrq5rHqp1Lm3e6upOem1tei5oiupSsu1PRu1Yzm2fUC4vDmgEsu0Rpqzj/u4HHujjqu6jpi2S3q3Ivq7WUunnYuklWup9Rq6ypu6pMuQqmu6N5u81BmN+8q6mjm19Nqhh7u0mHuViquMuLuLAgu6mhuc5Xu5mHqDxsumOri+qEq7LNm83zuK0QuVZMqS1ZufCWuiUvqSmxuofcm5d+uXdVu3WkuclIuYx0u0bDuspUrA/xDstlzJpAt6rFw7vkX6wLUquuhbuwc8ueyroMQKvx58rvSbtwbMmCHswMZqoyFKoLJ7sPortf0blf/7oENZwEh7n8ertpj7qm36vkabuVhqt5Z7mXZrwLM5woXbu5GruD7swa3awXBqxAi8wjRLo1NMwhRqilE8tyoMwpY7k4/ao98pioI7fosAu666xMErxgLqw1FcwlqrtvVLx5i6pnnMwxMcxlk8x5IIsXKaoWuawak5vHnMqutbu3GrpkZaxczrxWXsyAsMvYbswoVapqGYxpfAxhd6mppbyVl7viTsoWxLqff6wXIsrESMxEJ8xYQMw/YZvoaosQiKwkT8l/+KrKQUrMVYLMsJPMK6fMnxK8mnTMkrTMrVyqW9nMkVu79rjL3+e6uaKsrpC5OAzME6asdYK8VMO8eWjLQ9nMB63MQP+8RfS4sra6GPGqfJjM1kvKNmLKGbbL2i4MlK6sidusA7DMkfTLyo3M9wPKd+Orzh7MuIWccZnM2QaLXpjK/G3M8j6pfavMw4+qK8u4icHH+uywf4zMuz3Mp8zMA4vMdb/MYD/c9vO8v6XMgsvcOUG7x5G7uQi4sPrc7yK7lVjNAzHdKnO65FfMb1PMOk8NGqHMBjLMy7bMWTyqC0m8QEXMhOLcxSHdVr+8DHmcune842fdOyuM7s3LYw7bn/A3zV43nGEQqmRGnPy8q/Xj3EKAu+F4zOb42KYB2SGZ3RGs3W3CrNN93OuirQ4mrOXF3XX53T+/i8gcvX7NrRe8DGJTvIV0vLkkzZtUzX7WjZJE29v3jXIpm61cjY/erXhu2tDq2LZK3XoGyhnY3YVLvRMOfWpa2vp321cc3PRRuThjvNqO3aTwvbkQDZs82ftU2VJ8y91cq1qg3Rww22oh2yst3c31rcUFzWwGqcy1vAt7zEENqlvS3diAjckCDc4H2W1D2/myrCBQ3H81rGMyrUOF3ehijeQ+DYekDe8p2U563T3LzI5TzSus3M16nWHOvbQUvfjoDf+T2S+43c/xlquiKNt0g94EKduMvNt/lN30C74Hra4N4r0aO80PBs0RJqqhfOkAbOswjeCArO4f3o4UZ7y26qxCcd4BctzxSZ4jGr4fadBy3u4vsI41m8092txD7d3jgenvAtrjrOsise3UA+pUIumWKdqX7cuZ98nWidqgRe4AvO41Ae5Sg65euY19Pa5CX75NFcw2IOnWRe5rt55l/+3Huw4W1O3JgdqqDd2nNO1NfL5ndu3nke6LnZ5yW65oTen2/+1p790GquCD+e6Co66JLei2jusWAezU646Zze6Z7+6aAe6qI+6qRe6qbe6X5+z6e+6qze6q7+6rAe67I+66Ce6m2N6P+V3pmbaAFwFAAOwBBTaOt9Dei5HpK73uu/vhDBfuiQTtrFbuwBwOtv5OvATuebEOnPvqfSzkbUruzWLrZhnu0ieezTnuwKseyf6uzRqdg8S+7cbu4Jge6w0ON4ALPPe+JeHOfLDLDu/go0aAcBwAcBjwL//u+q0O2fMPBzAIN4oPAAz/B0APFyEIOhIO+mYO9xzbH6Drgx2++u4PB38IJ7IPIEH/KzgPCe4PAKD/IT3/ARv/AwX/IxP9rC3tjhLqSsvdsCufGS2u7RTgss//JBD/MDH/RDnwoovwkSD/IqT/ICL/Mz//I0f42cDbhkLNlYfayTOuBbj8n0/K8e3wr/R1/0eUD2UC/1/g7vnbDydcDyR9/2Zx/3LT/1zYnrNmz1AW64pjq9rhnD5Zmlfv+uYc8KMoj2Q8/2BE/xE6/4q5D0nKDyUR/5Lh/3bt/XNT/axN7lAKr3Xy/gna/Juw3fierM6Tr4smD2cw/3ki/3rF8Kjq/0be/0qt/wTs/0Cy/7nWDxhGDneY+/Y9r5Sx76rCz8Fm6/DWv6p5/4hR/7yz/7aI8Kr68JkJ/6z1/21C/3bz8Jul/U6q75uyrZSx782Hz3n3+oge+uyO/vAP/0Jr/+B6/2jx/5ld8HAW/77p/73y559H4HGM/xVwr8QFASCgNDY9E4RCaPTKKzWVom/6dQ6xWb1W65WFLAghKPyWXzGZ1Wr8cBs3sNf5/lbPv9HnDg+Xh5HQUwMG+QTLCwL/FsI+BD8RGPsUOrqorJElPJUkrTafNJicpqqjL0sgs1VXUV9SsMElax7vCwDG5WDDd2N02PF1IX0RAt+C93+DeR0TEWACAZRRIrgJradPT00vqzmtPTWhs8Cqo68/qcNV19XcsV+p2umpjtT77NHv7XN5++/F6wHC18uagZGshPzTKEkKSxW/dpnEOJEylWdOhuYUaNGx/t4/gR5COFzZ4la2gxyxJu6FC2dPnSIsaQM2lm9FgTZ85ojXQuCjAJ5ihx3yAGNXoUKRSZPZk2tf9z02lUfiNhOYN2MmlWrVu5clkqFWxUqGHJxqLqFGtXtWvZHv1aFi7NsXHp3jn7yKrJABpC9PX7F3BgwYMJFzZ8GHFixYsZN3b8GHJfDwEejLB8GXNmzZs5d/b8GXRo0aNJl/YcgIBp1atZt3ZN+gJPqYwOQLB9G3du3bt59/b9G3hw4cOJFzd+HHly2xECFLDwHHp06dOpV7d+HXt27du5d/d+PYCB7+PJlzd/vrsD2VVL/krbFn58+ene1rW/cO59/WXuMn0/H8AABUyivv0M5CW/A/XrL5G83PtpwAglDLBABS1MJMEL6WJQp/8m/BBEpCrUkMQ49ihxPw75cJD/Fw9DfBHGikZEkUZDTqyxLhVxcnGtogTspgsf0xHSk5ZmxJHGDJFEaz1IWNyFRymGoiSgVYiU78psUCGyqJWuyJKJI50KqCBbeinzHzrgUhIhfMicBc1ebInTnx2bbIpHlYIUJRUwI0rKT5YkgohQI8GwEJA4kUHEGDPLYjOfRmthNI5Fb1l0Jh3veNIsCLfIspQ+reQqUFAsKrXULcQMK1Fh2nAU1oOkgtQmV+WMp9FX56BJU149pYSLUMPZhFAgjyiHKHKknDIlY4/1kk90inX2WWIFTbWEVcHShRZYMbVVrBtxcmNSb3d1tVtfmWHvql9TCrbKIlmC1ps/xyGW/5QtlTXV3nr59Tcia+f9V1BVDzWwGDW/PWbhcHsit855bkX33Ezv9M/dL/fsN9qCOyb4X3M83vdjkaM1WVp5CS6i0FW0FUtXhs0FqOJtxZVL4ZorLkbRkHplg1NYogRZ44+JQNZoTagFOOWSh1W52qWhRTlkoqTukpWXm4IzoJpb1dnhcSeOeexAIibb54t7GjpQqvNN2l+qq3Z6Y7g55kRguu1+omVVtGZq0nTJrqXch28GqdyvK5XY3I9+XiNohjLWsu6mB6acaXoz3xvqkYnGu/O5OUdC8y7+1inxnGUOfM3DOSo8mMXBBnejx0HKk+TcN+8kaVLkNjXvz3U/5/93oqcOXuTgWzn4vtRzzlV1m3H2NnbZDZKZ9trV7iNykSaPWs8v4336d2TxPV93P6dVHu5pmT6a2bgxN535umA/k2s3zw47JDIJUtR/uCrTQfaXtnUxCSgxUuACJXK6Je2HVg+00wHx0p4WfY+BGdRgO+onQSRF0IMWoyDGErhBE55QKR0MYZJct8K1bW9FFoQSBlFYQw060IWty+FsYGinEtoQiDdU4Q4vBEIiZsR2aeieIhjBl8g8EYpRlOIUqVhFKk6mMq/R4ha52EUvXgY1XxTjGMkYmtiMsCccCEBtlNNGN74RjnGU4xzlyBznoAePedTjHvkInfD0EZCBFKT/dtSDRu7JsFM/DOIiY4TDI86qhY80IFiGxkhLUmiIkoRgJDXJkSSiYYnKoOElSQkgR3bScKicICVHWUpXtuWUqhwXJ2WJkE+eIZR9qOQreamVWNZyJkYE5gwNmZNdasVH2OplfH45zI8I05mSKyYecsmHPC1tGuPTV9GwscwINZMfieoZ9uYkToCMc0y0bBOa3vS/Arbzf+U0Zg9r4qK3fap979On57wpIXBGylJvIFzMoAc9SE6vEAPtw6VWh7bb0dMO1YxEK++GOVRNo58M/Cc0ZDW47A3ja4o7KOpoV7hdtUqkD51mPSnKT8sFTEt5Y19G4bPRd7COYSYdREgb/7c1dWqEXIwjBMVS6jiIAg2RQmvpPq0WP/nxyUuloyksM7m1WxlUYrkqqk8fZraBdE12KO2p9lbqK0VSwandvJa9WIaNvk2VmVUFXFYbRj0A1jWVORHcWD2qq+oZtaxIbddZQ8fNy62sS1iDq3xsytHnBVCoBgWr9MQmVLyeU38dJSsrCVvY4ZksE4V662LZ0thk0Myy1BurTuXy03CqQaHR6ylr4XFLM0jULktlqtFAm42oDo+0XTGtPviavZTudaTBtF5dnVdcJB41bZ29526Fda/kqWymwd3KcBGEV3I6lFICfZRrb7qzvsr2HuJlaWAhl1TJdXZZ1W2q+3rbsf/iaTcp3IUFWCELXq9mVp46DCZ/CahZcBWYtlOB7kPhi18Hp0K/0TwteSWsVPaqAbd2OOaDOWyFCFd4F9AEsTUXbNQGdxjFHpbriPPK4nzYtgwZZsOGU1zjD7tYFhTG8UQvbOIa/9hgr9gx/4b8oB6D0r3eOzGQf3zjIudBx09OSIk9+SYrXxnLWdbylrncZS9/GcxhFvOYyVxmM58ZzWlW85rZ3GY3v7kcR8ZlkpmoWyZ32MlSNpGeLyhnjdD4zg7OM5+JEWVC84fKcx5soBlthEEf2haGhrQYYLwQQDeatI+edC4kPelKj0HGa7g0puGq6U2L2NOJ/rOdSZ3pFW//OpydhvSnxRDqKS95t2hFGoDIpA5lutLUwGBnfw1SDwKjk6tyAWDPDNwwrs3Tz89dclo7R21SoXVUNn41zL7bbawe46/pRKhWAwrbcxJ0lSRZNEbBdN9rc67V2dq2VRemU9TOrsVi26pxiUrOBLcr2pZuJekqd9iVxVco1u7dKZy66z+d79f+nPdc6/2U2f37mbIm7r4Vyi1/r3cXtk4D7oQ3v93Na7rEC1bo0ppygNU3iMHG0MyG6l+MZ7yrHH8euimmLs6qNdf9QtnQ34XP+YEKu0WP+cQp/nF6eA3ZgNN4iJ0+W2QkzL+rDjio6SxK6fba6LwVO8e0ifCFw9vh/9fgRtprKHNZnM3e+L7566a+X7Tdu5z+gOd/507MnwNr5Ucf+1pdCjJ3h4/huYv4gNxu96yDt7nJVe7dnQv51FZ567Xuui6X2m6Ty/flFg280A27EuUtXkCN74h3vb1ccSO06h+1Or61/nelUxfblGMW6H03+qN5FnijJR7qMSlk/dDJ9bHvO1DrPvNzhbts3436czOPApGjYZcu1zU2ldZWvVUr6PDjPnW3AfTth1+BqvfDXePAXwEKuH+TRXCzD5wmaNs+3k1mOqz10Xwp09r6No/EcC3/Fkv9pAzVZk3VpK0AgewAnywBDw0Ar88nCLABaeoBiywCCQ0Aa4vVLv/QmzJwyDaQzyZQACfKAkEwBPeP/0LM/56sA9+BNuiIBmvQBm8QB3NwOZpjkHrQB3+wPP4ICIeQCMujkELuBHPLiayICZvQCZ8QCqMQi8qICqvQClkjjK5QC7eQNc4I/1RQ0FiwBffrBYvMBNcNDB9MBHeMBPUsBtEwDfFrDXGsDf9vAcmAAs1g1OLwkubQxeoQBu/Qlj6QyYjvhPyQxQDRDAVR8+Bw+8ZvWBSuKyBxSORQDJ8pwMBm7zqK/vSqDNcPs/6hgOwvnort/nhIulihEgyRIlixolbQ+Lal3K7n6cKLIOhCEWuuHmpxTp6P53xO3fQiFbPtFSexJVxRiGL/cUyQDRdMiqF+Ef4qyxlTS6xYbxCrzwOHURXYh/fMzmpEheGojfs0BxmLb00m5hmvylGWD3E+cebiThPNZN9qLxgf5Oso8fNEL/cMrxh7B/FOxrNAb5EQEae+DVO0ahRfT6/47vIY0ukMcrNQMewAb/AOrhjVp9r08W7+sQ8v8XXo6vHQBflC0hNJShiQq68UpxMFrvryENEIEOkEj63aJ+3Yjh9nEieTDtg8ciMEZ++8Bhplb5YWMvb4DaTWkSSv8QsNC6Nk0uDeR/uYUnReSni8byeVkdsuC7a+JR2FsiZy0Q+4kq+q8VXmkfqQ0BGl0vygsiJPruTyMSctUlnK/zH1eBKoigunKK/nKGvy9LLbKI8s/5Ieo8KeYIop46f3vo9fJJH0CoYjS44u6xIrx4T18hIaITLfMNEXK/MXyQ3k6vGC4Ksms8kmu88tobIb2m33ShN+gKsf284u18keiK2kiIHZpg913LEfIoaAnmLZzOkUCZMQSSkyCw+FEHHEwBLHzlAYH6w40e84Y3MM/UA3XewNm9PBnvM5TUk6p/MpqpPFmNMe+TAMJ9M7bwo8R+w6x5M8tQs5QUw5rZMRAzAt2xMDu/M8YSs9QWw9eUGN2EgHA1RAB5RAc9COihBBE/QHhVBBG9RBn+MIQXOGljAKK9RCLxRDMXQKuZBDO/+0CrPQQ0NURC3DCyXSPl3NPPOz/1R0yloyCTVsOE8UiN6zwuIzPOczG2XUAPGTRd9gPytMPENTR0uNR3vURozUJ7BRBmN0SA+xSJE0EH5UwoJ0hk4MH8FnO5sAI03uKLJURJ70I/ku6oCT9jLzYX7T3MjUFD9TOEXzolwCa9oG+GDCS780RR8ltlQHq9jRJqRUF4OyMwmKT/1OQhNJLSkSJZAxuzCNRuURvUpxL1dyKOmtLCsvqK4OY5S0Pt9yLZOlSFYTm1gTuCDuU8fRVFtOVBkLTPGj9bayKAe1TfyUF8HNUvstU9ESO5tqS8DuXr6hUxczSKxM97QhLmHOMCf/pFEbqlZfNRq7Slm98lLLMiExbylVzvcycm/eyvO49CndrS3rVB2S9a+m8bwEU+pmBU1rMTBhtc5cdFNDbyLn67609WnO7hE18lhIk+g+RFz7Cx5F0SzNlCht8X4+LmCV0kSxFVHntCqBblsrcl99VScfDkSSleZm9WLJwkYXylG1EjArT8HcNVfxtSl/taLo9Vqn8jSTaVgVk/FW9S6TsjZBdlKbjlaZi+YONmSrVe1eUUhcTrGg5mEplneI9ljVTqbAlT5gtlZkViDKNDez0jPj8VnZVZRElj0TbnSoBDFJ8xsLDrHKz2W9Udf0KTUrlmlZ1VwBFlLZllVk1TfV/1SgeDNd2RSBmvRU0PZOoRRD4BaYqNRQ8fYhjLO00jY/N5Y/cXRJU1BwyYExa8pwzxNxgXQ+XZIM9rBxM8hih2lyp1Rx3zVzGWlzgalzowlwlYpxQzcZ+Zaj/LaW+nOGKgADZpd2a9d2bxd3c1d3d5d3e9d3fxd4g1d4h5d4i9d4ZzcD9GADlpd5m9d5nxd6o1d6p5d6q9d6rxd7s1d7p7c5ttd7vxd8w1d8s1cCKvdFZywAZPd415d929d93xd+4xd+k9cBxtd+7xd/81d/m7d799d//xeAq7d8NXVkVZeURreWSteZTve9DPiVEFiWFHiYYDdwHfiAI9c7Jfhvzf8XdC04OveWdakzhCntcwu4lJQWRUcYQVxXlhhYyRIuVRuTLYa2FXuJIC+vYElRh/kScTIL7sa0bttWhHiWYWXYIbAlJhvwhtWLFsemoGS2tfoyodCRcaYWM8+yUFE3Xkv2NVPWi090DmUlWm8WV9TRGr+ShY8yevBupzoWipeUgLOWi2/vWhpOSiLRU8MxsVBVasbWkpbYrzDVVRVGZ6OYpPLUVgKzjc/4xTjYhIv4EdnuMe/YNesFXxzTiCOWU2EThCurakMyL6+4JIlysp41VgyWZj0wjoWUjlsZXp8yn+Iy1zS5Z+HNhgDZ40DZsiQVjb8SneR2bvUS+gbTSc7/V9QoSk5Jdl7Th2TBb2wfE4XVApf95yepFlAV8iur2OYC2VKmFYvb1JXnWGWXWWGpspaNVhQWdSAxePXQK4f9cm1r1pMF2aEUGSWpNYsb+FDF+ZXlMiC/VWibmW8gmZPP0Z2Xi42ttnWdFSkrTo3rOd3AWS1Z1inVuW+Qh2S69vdcM5qFi51lAYetJ7YUeqH7h55Pcps/uRfttoJAV6qMWGkquTXDwXEh8WyTRfg2+YM19p0e1SH9FTdHOf7oRIyBWG55eWcTNt5yGhZV2AVV2IXrLHVJa5J1+oI72al7IY1RiYK1mNRsOrggWJU0+HUdWY49eJ2xOqvpYKs7qav1/xmtRfejW5CsW9isWTmu03qtgaGtNemtvYdCM1SwB5uwCzsxNnREE1uxSwNEF9uxqbBE2UUvALRAK9uyLxuzfeNAH5SzO/s7GNSzQ7sHI1Si83rp1Hqvj3SEo9rrTFuvU7tvobqEz9q1nRS1YTtKZRtr8bq2dxq3+aCuVemvpbq3b3mu+S+4ufquqzREOlqJjxvWktutZ5u38zhevZWgjQKJ+2lzESxNM1GIJU+KhbgT8xSpVRlXabtXfY/4nNuWy/P4AnXnVNore3mex+mKn9aUJ0mp/Xhi2cG9809cZ28rt4qkV1TZwo3jmG1mhzifX5iZjY6pbXKSu7E0L3z8yv8OOgvaPgz86Tz8bQcWkSNvin36m+9WrTwvaI8WFMiRWA3OWK21i437tkW8IekZkbG5L0vZFiMrpR1cstX7WXZ1xT3HKpu5G1M2yZepu395VjXrwBE8m7EHmOe7VYGxtP+76Ca8WA5ToK1NktvygaEbGCBapM1cY7dasq65m3k8ynNrt5k7winypTc6nc2PlvNVy/vZqjncflTrzA8yLpJ7zffyUQsZYbPcv1sW7Xxrzs0ZYpGcu8kcpGexbFQSF9VcmPHSxztkuSv4vykalp9qve0rz4G2aK2LWzuyxj1ZlH3yjeVZip94bUf6Vvubpn1WoMlWxsEvz3k9ptfuyPv/3Lebh6hHEbK+isd1/JnoNhTxh8HdKagbOc5BPQ0DPK5afa+l26+pW85BsKonXdvXmtslibU5b6pT7Ep5SaxRqdwfabhbu7iL/be/U7fTu7rnXXMpHdLe/YjinfMC27AHnuAL3kIR+7ETXuFHoLEX3uFfI7KLGRr+M7Mr3uIvXkA3W7Q3nuOfA7Q7HuTRg7RRXN83qN07yd+J6NwHsORN6OQ1KeV3COBZvuVXt96h7N4fnLhrft/HPatjPodmHgV5vudvHudX+9O9mujTj98PDehdSOhzq8HWHdJ/5JJbrV/d3OJ2+Lz7R9Nly8B8GMAiWuIf+ZwRNU5HhRWHfdgZ/23AB/lM5Lu+DXnKV/oWB7kr2TwiFR2dSxbb9aUU/l6jmh648adSunKM597rfZlmhhmVMRaw8P3bd11ekilUKbleM1/CTYFU09l9vtbkCT8s4f6kHj/WcW6eS1woFfnGTxxPaEgg55KLMQFlWbwpwyfGxRHGXV708wDZqdhWT5/uBpZgExKlpvXNj7nalT6gPwXMZdm+Vt3vLXmOizz2i/5A2DglGzqe7bvuse4vx9XEXZ+E9DUmV5ycDW99Yor68fhkeUvwL6L3K93mqDlWvFmoxy2AFpwTU5naJR8IUMIhsWgUbgKdErPpfAaeUmeUWZ1eS1nrtJndUsFdL7UMNf+Tx1uxlj1+w+PyOClgOeLz+j2fHyj++QkFDhESGfYlKuoFOCw+9iEWTh4KGhlKQmoSJX1sfvYlLcm5YaGdpZ1KfcGVrqqhpnLBqsbO3eLmjtXdgfr6ImZeDgIO/x4fNSJvChMG7zVTLmt2/gIATIuSsr6tmcrOdnGfutqaf3l3g2vV6rq/w/FOzxsTF1uiOF8K02sq9yeKJo3foECYpAFMVC3hJm1qAoBxFRELRDESK4rDiMtNRIzpukHMGBIeyZJd5DGcVzHYSmiHIL4kmDKgo5nJWt4rBBNPRUA9deK0WWQhqGvZlJhMqnQp06ZOn8pBKXQq1aqFalrNqhUP0a3/RhxCDSt2LNmyJqV6TavWH9a1bm123WR0GVizdu/izesU7du+fq/+DUwv7tq6eg8jTqzYCV/Bjrf+eyy5YQBPvuYiM7x4M+fOe+1MDm01sujSewir1ex5NevWUUGbjp2QtOzaSCpbw0Z3Je/evn8DDy58OPHixo8jT658OfPmzp9Djy59OvXq1q83t9xXtevu3ls3ti2eWdvxsVE/wnyM+/f27hGHNy8/Uvn5odF7Zf9+P/+x8e0DeEl9ATqGnyLq/aKfUlGU05+Dnf1HIIG0SSiYgVopaBKDD3LYXoQV2kchiH5d2AeCvmTYoYorxgPbiCCK+KJbJVrF3Roj3bJS/1gNisPigx86hslOPA1ZEEsypRUjZL0B1QyTRjb501Q07nEiKDaiwSOObTjFo49flgBkYEPqk8xAZ9oz5oB9GVRJPTm1mR9uJCIFBY4fqWMOmHuWJaZff8SJUJrEPPMmm2u6xY8kmTyDZEpU6mHlJ1iGU2mP35CxpRcarcJpp55aymd3fr4VZ6FuTnIqqn8iupaihg6aj6xyavcWpey0o6elmsoy0Tq4huqlqImR6iqas9ZTJrI5sRpkHowG1WhQVEGah6SUjfLKrnGwgaeu5Gi7jrDDHlZskqtKedORPAXZ6rk+ORporMsKVW29dYbrLabngPSQjvx+Sy6ELk7mW/+aAiGrrKDNjslIJPQyWpW9R1xLDb6x6BsuwP1qvC+wvwo8cC+yyUsvxCcvzPBfMiEJKLMpMzTxTLdm3PHHoV6aKzi+hgwewaaVvGgxpzqapLtatSyIqjAnJHMRFUNyK7A1b8krR7WMkyXPPa9mbqnHwnls0UY3zGzEYg869m61znixFf+2sfWn3YLE69t2332z3lxv5nWiMTFSZD5FPrny0aMRKXhM6zaZldNEQP1Iij6Oy3e5P8sIoJKZ0/rX5A9eUbnlevnNuWSbm+74nEXplpnbfII6umulpy4Y6rVTu7qtr8veO2e0465y8J1f1vp6vPuePHyYD0/y4c3HrHv/2xqEUL3112Ofvfbbc9+999+DH77445Nfvvnno1+9BwE8MIL778Mfv/zz01+//ffjn7/++/Pfv/0BEMB/AhwgAQtoQP5dQHqaiNwikoCdB0IwghKcIAUraMELYjCDGowg2woTAAQ0IIQiHCEJS2jCE6IwhSpcIQtb6MIXwjCGMpwhDUM4gQAUwAI63CEPe+jDHwIxiEIcIhGLaMQjIjGJQgyAAZToxCdCMYpSRKIDFAgJBiric8rbYliABz213O6LTbNiWrTIxTMyxYtihMzz1jiPxw0BiwpBXkjwhsY7ukONbhxNG/foug6mho4MEh0eC8kY5vmxXYmcEhkXIcdQ/yDPkJI8CyIXaThLwqWRW7FR7CbpyTfoESDpegng9sGbfSzOdn2EhOKgVEpUqsuUQmrlvQCZHuMl6HW/+SQvQVnJJE3LlYMb5TCDKaXCHWo2rTylkRRHzGLO8ifIzJ0t5ZStTYWhl9qUQihV4gzGkUlRRzLITmg5BBOg0wRHQKcQ0tlOYKxSEcEcnE7oWRB4wdKe0gRUOdV2lGoeCJcocpvVLNLJuHWLNyIRSSk6WUc7bvMW3ZxGOFNpz4v6JKP9VAQ7UdDRc3ZUner0KDz7ARNnfvOihCNmRTF6zz24s50jNcJHPRrSPMARIIYp6NwKCrcw/HRTsesNQzui0IjCY/+iFDWmSudZTzf106lECOlMbXpTkf4ijKx8KSnv2VJCLSql0CSnU9lp1pqCtKpYJSlXNJmIR/Jhpx3pFMe2Qde32akVobtRFSCK1BaN7E/TOuk3n+nSrhosD1Sdqk3fuVZQaJUZYT1lYumJUmYarLI0TSdaSVpTrFb1K25V3TW5lFc7OTSod0VtUI/aU03diZB/VSoyWrrRpt7kWeR8Kh4WWwSqijSmbGHIMjFrXK4u7raWFes6z0rTxqaVrW0F6FsFeiWCzrWnFDmoaV9rVLv55rTd/WsuaHsM2zLpq13NLW71wNnQQvecnv1EZP3BsrA207Avrah6pzpTtI60s57/FXBO+6GZql2kruJdrV4pUle/kvckv1zSUzPLXN6yt7+KhS+A50se4uJ3mPqMqjHJylXCYhik/v3te5/7WE6Mlg9wPY0uw/vaG+OYtbB1rY5vhM0Il3fCS3pmOIlMkCKbU6aOVataHUvfeC7isvt0qpRXesyyhta3Sv6tk0VLXdIytG4JxRtRt2tQiKo2tkAOcmAF66RXZlS3cN5wgJnMWKs+GcTqiiaR9mxKfDY3plqOr3zx7OXcHKW0a46web8IX5NC2dHH+3KNIrnobTa6eY+GNCYV+0dE70bRl0Zqpjtd20ibeo6UlpilR83LUqe6pLE2cIyrZN1JtdrVnoT1/6w/3Os31jp3otZ1L3n960fU99hxDba1bk2ZDUI72tKeNrWrbe1rY3uCq64KCKbo7W+DO9ziHje5y23uc6M73epeN7vXve1IOVvZ8p43vett73vjO9/6BvW+++3vfwM84AIfOMFFM+OCIzzhCl84wxvu8E4f/OESnzjFK27xi2N8KhHPOMc77vGPgzzkAt+4yEtu8pOjPOUqlxDJV+7yl8M85jKf+TRaTvOb4zznOt85yG3O858DPehCHzq9fU70oyM96UpfOsux4XQUPD3qUJ+61KtO9atbPetY37rWu871r3s97GAfu9jLTvazmz3taF+72tvO9re7Pe5wn7vc6wtO97vbPe9433sQAAA7" style="width: 565px; height: 425px; float: right;" v:shapes="_x0000_i1025" /></span></p> <p abp="827"><strong abp="828"><span abp="829" style="font-size: 14px;"><span abp="830" style="font-family: tahoma,geneva,sans-serif;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></strong><span abp="831" style="font-size: 14px;"><span abp="832" style="font-family: tahoma,geneva,sans-serif;">Lásd országtérképen is:</span></span><strong abp="833"><span abp="834" style="font-size: 14px;"><span abp="835" style="font-family: tahoma,geneva,sans-serif;">&nbsp;<a abp="836" href="/file/13/npi-ok.docx"><span abp="837" style="color: rgb(0, 128, 0);">NPI-ok.docx</span></a></span></span></strong></p> <p abp="838" style="text-align: justify;">&nbsp;</p> <p abp="840"><span abp="841" style="font-size: 20px;"><span abp="842" style="color: rgb(128, 0, 0);"><span abp="843" style="font-size: 18px;"><span abp="844" style="font-family: tahoma,geneva,sans-serif;"><span abp="845" style="mso-fareast-font-family: &quot;Times New Roman&quot;; mso-ansi-language: HU; mso-fareast-language: HU; mso-bidi-language: AR-SA;">III. rész</span></span></span></span></span><br abp="846" /> <span abp="847" style="font-size: 20px;"><span abp="848" style="color: rgb(128, 0, 0);"><strong abp="849"><span abp="850" style="font-family: tahoma,geneva,sans-serif;"><span abp="851" style="mso-fareast-font-family: &quot;Times New Roman&quot;; mso-ansi-language: HU; mso-fareast-language: HU; mso-bidi-language: AR-SA;">A területi természetvédelem összefoglaló áttekintése</span></span></strong></span></span></p> <p abp="852"><span abp="853" style="line-height: 115%; font-family: &quot;Calibri&quot;,&quot;sans-serif&quot;; font-size: 11pt; mso-fareast-font-family: Calibri; mso-ansi-language: HU; mso-fareast-language: EN-US; mso-bidi-language: AR-SA; mso-bidi-font-family: &quot;Times New Roman&quot;; mso-fareast-theme-font: minor-latin; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-theme-font: minor-bidi;"><img abp="854" src="data:image/png;base64,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" style="width: 560px; height: 419px;" v:shapes="_x0000_i1025" /></span></p> <p abp="855"><span abp="856" style="font-size: 14px;"><span abp="857" style="font-family: tahoma,geneva,sans-serif;"><span abp="858" style="color: rgb(0, 0, 0);"><span abp="859" style="line-height: 70%;"><span abp="860"><span abp="861">Lásd még így:</span></span></span></span><strong abp="862"><span abp="863" style="color: rgb(128, 0, 0);"><span abp="864" style="line-height: 70%;"><span abp="865"><span abp="866">&nbsp; </span></span></span></span><a abp="867" href="/file/19/teruleti-termeszetvedelem-osszefoglalo.docx"><span abp="868" style="color: rgb(0, 128, 0);">Területi természetvédelem összefoglaló.docx</span></a></strong></span></span></p> <p abp="869">&nbsp;</p> <p abp="871"><span abp="872" style="font-size: 12px;"><strong abp="873"><i abp="874"><span abp="875" style="color: black; line-height: 70%; font-family: &quot;Tahoma&quot;,&quot;sans-serif&quot;;"><span abp="876" style="font-family: tahoma,geneva,sans-serif;"><u abp="877">Megjegyzések</u> a területi természetvédelem fenti összefoglaló táblázatához</span></span></i></strong></span></p> <p abp="878"><span abp="879" style="font-size: 12px;"><strong abp="880"><i abp="881"><span abp="882" style="color: black; line-height: 70%; font-family: &quot;Tahoma&quot;,&quot;sans-serif&quot;;"><span abp="883" style="font-family: tahoma,geneva,sans-serif;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></i></strong></span><strong abp="884"><span abp="885" style="color: rgb(165, 42, 42);"><span abp="886" style="font-size: 16px;"><span abp="887" style="font-family: tahoma,geneva,sans-serif;"><span abp="888" style="font-size: 18px;">*</span> </span></span></span><span abp="889" style="font-size: 14px;"><span abp="890" style="color: rgb(0, 102, 51);"><span abp="891" style="font-family: tahoma,geneva,sans-serif;">és más természetvédelmi rendeltetésű</span></span></span></strong></p> <p abp="892" style="text-align: justify;"><span abp="893" style="font-size: 12px;"><span abp="894" style="font-family: tahoma,geneva,sans-serif;"><strong abp="895"><i abp="896"><span abp="897" style="color: black; line-height: 70%;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; NP = nemzeti park, TK = tájvédelmi körzet, TT = természetvédelmi terület,</span></i></strong></span></span></p> <p abp="898" style="text-align: justify;"><span abp="899" style="font-size: 12px;"><span abp="900" style="font-family: tahoma,geneva,sans-serif;"><strong abp="901"><i abp="902"><span abp="903" style="color: black; line-height: 70%;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; TE = természeti emlék, BR = bioszféra rezervátum, ER =&nbsp; erdőrezervátum, </span></i></strong></span></span></p> <p abp="904" style="text-align: justify;"><span abp="905" style="font-size: 12px;"><span abp="906" style="font-family: tahoma,geneva,sans-serif;"><strong abp="907"><i abp="908"><span abp="909" style="color: black; line-height: 70%;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; TR = tudományos rezervátum, vtt. = védett természeti terület</span></i></strong></span></span></p> <p abp="910" style="text-align: justify;"><span abp="911" style="font-size: 12px;"><span abp="912" style="font-family: tahoma,geneva,sans-serif;"><strong abp="913"><i abp="914"><span abp="915" style="color: black; line-height: 70%;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Zárójelben a&nbsp;területek száma szerepel:&nbsp;</span></i></strong></span></span></p> <p abp="916" style="text-align: justify; line-height: 70%;"><span abp="917" style="font-size: 12px;"><span abp="918" style="font-family: tahoma,geneva,sans-serif;"><strong abp="919"><i abp="920"><span abp="921" style="color: black; line-height: 70%;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 1) jel nélkül az egyedi jogszabállyal védetté nyilvánított természeti </span></i></strong></span></span></p> <p abp="922" style="text-align: justify; line-height: 70%;"><span abp="923" style="font-size: 12px;"><span abp="924" style="font-family: tahoma,geneva,sans-serif;"><strong abp="925"><i abp="926"><span abp="927" style="color: black; line-height: 70%;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;területek, </span></i></strong></span></span></p> <p abp="928" style="text-align: justify; line-height: 70%;"><span abp="929" style="font-size: 12px;"><span abp="930" style="font-family: tahoma,geneva,sans-serif;"><strong abp="931"><i abp="932"><span abp="933" style="color: black; line-height: 70%;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 2) </span></i></strong><strong abp="934"><span abp="935" style="color: black; line-height: 70%;"><span abp="936"><span abp="937"><span abp="938">+</span></span></span></span></strong><strong abp="939"><span abp="940" style="color: black; line-height: 70%;"> </span><i abp="941"><font abp="942" color="#000000"><span abp="943"><span abp="944"><span abp="945">jellel a fentieken kívüli ex lege </span></span></span>védett természeti területek, </font></i></strong></span></span></p> <p abp="946" style="text-align: justify; line-height: 70%;"><span abp="947" style="font-size: 12px;"><span abp="948" style="font-family: tahoma,geneva,sans-serif;"><strong abp="949"><i abp="950"><span abp="951" style="color: black; line-height: 70%;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 3) </span></i></strong><strong abp="952"><span abp="953" style="color: black; line-height: 70%;">=</span></strong><strong abp="954"><i abp="955"><span abp="956" style="color: black; line-height: 70%;"> <span abp="957"><span abp="958">jel után az összes </span></span></span></i></strong></span><strong abp="959"><em abp="960"><font abp="961" face="Tahoma">(1&nbsp;+ 2)&nbsp;</font></em></strong><span abp="962" style="font-family: tahoma,geneva,sans-serif;"><strong abp="963"><i abp="964"><span abp="965" style="color: black; line-height: 70%;"><span abp="966"><span abp="967">terület.</span></span></span></i></strong></span></span></p> <p abp="968" style="line-height: 70%;">&nbsp;</p> <p abp="970" style="margin: 0cm 0cm 0pt; line-height: 125%;">&nbsp;</p> <p abp="972" style="margin: 0cm 0cm 0pt; line-height: 140%;"><span abp="973" style="color: maroon; line-height: 140%; font-family: &quot;Tahoma&quot;,&quot;sans-serif&quot;; font-size: 13.5pt;">IV. rész</span></p> <p abp="974" style="margin: 0cm 0cm 0pt; line-height: 140%;"><span abp="975"><span abp="976"><strong abp="977"><span abp="978" style="color: maroon; line-height: 140%; font-family: &quot;Tahoma&quot;,&quot;sans-serif&quot;; font-size: 15pt;">Erdők természetvédelemmel összefüggő főbb adatai</span></strong></span></span></p> <p abp="979" style="margin: 0cm 0cm 0pt; line-height: 140%;">&nbsp;</p> <p abp="981" align="center" style="text-align: center;"><span abp="982" style="font-size: 18px;"><span abp="983" style="font-family: tahoma,geneva,sans-serif;"><strong abp="984"><span abp="985" style="color: rgb(0, 51, 0);">ERDŐ</span><span abp="986" style="color: maroon;">ADATOK</span> </strong><span abp="987" style="font-size: 16px;"><span abp="988" style="color: rgb(0, 51, 0);">(2015. 12. 31.)</span></span></span></span></p> <p abp="989"><span abp="990" style="font-size: 14px;"><span abp="991" style="font-family: tahoma,geneva,sans-serif;"><strong abp="992"><span abp="993" style="color: rgb(0, 51, 0);">Erdősültségi adatok:</span><span abp="994" style="color: rgb(0, 102, 0);"> </span></strong>Föld <strong abp="995"><span abp="996" style="color: maroon;">30 %</span></strong>, EU <strong abp="997"><span abp="998" style="color: maroon;">40 %</span></strong>, Magyarország <strong abp="999"><span abp="1000" style="color: maroon;">20,9 %</span></strong>.</span></span></p> <p abp="1001"><span abp="1002" style="font-size: 14px;"><span abp="1003" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1004"><span abp="1005" style="color: rgb(0, 51, 0);">Magyarország erdőterülete </span><span abp="1006" style="color: maroon;">1.940.720 ha </span></strong>(<span abp="1007" style="color: maroon;">20,9 % erdősültség</span>).</span></span></p> <p abp="1008"><span abp="1009" style="font-size: 14px;"><span abp="1010" style="font-family: tahoma,geneva,sans-serif;">Erdőgazdálkodási célú terület összesen&nbsp;2.060.800 ha, ebből<strong abp="1011"> &nbsp;&nbsp; </strong></span></span></p> <p abp="1012"><span abp="1013" style="font-size: 14px;"><span abp="1014" style="font-family: tahoma,geneva,sans-serif;">állami tulajdonú erdő&nbsp;<strong abp="1015"><span abp="1016" style="color: maroon;">56,1 %</span></strong>, magántulajdonú erdő <strong abp="1017"><span abp="1018" style="color: maroon;">42,8 %</span></strong>.</span></span></p> <p abp="1019"><span abp="1020" style="font-size: 14px;"><span abp="1021" style="font-family: tahoma,geneva,sans-serif;"><span abp="1022" style="color: rgb(0, 51, 0);"><strong abp="1023">Elsődleges rendeltetés</strong></span> szerint: </span></span></p> <p abp="1024"><span abp="1025" style="font-size: 14px;"><span abp="1026" style="font-family: tahoma,geneva,sans-serif;">gazdasági erdő <strong abp="1027"><span abp="1028" style="color: maroon;">62 %</span></strong>, védelmi erdő <strong abp="1029"><span abp="1030" style="color: maroon;">37 %</span></strong>, közjóléti erdő <strong abp="1031"><span abp="1032" style="color: maroon;">1 %</span>.</strong> </span></span></p> <p abp="1033"><span abp="1034" style="font-size: 14px;"><span abp="1035" style="font-family: tahoma,geneva,sans-serif;"><span abp="1036" style="color: rgb(0, 51, 0);"><strong abp="1037">Erdőterületeink</strong></span> <strong abp="1038"><span abp="1039" style="color: maroon;">63 %-át</span></strong> <strong abp="1040"><span abp="1041" style="color: rgb(0, 51, 0);">őshonos</span>, <span abp="1042" style="color: maroon;">37 %-át</span> <span abp="1043" style="color: rgb(0, 51, 0);">idegenhonos</span></strong> vagy</span></span></p> <p abp="1044"><span abp="1045" style="font-size: 14px;"><span abp="1046" style="font-family: tahoma,geneva,sans-serif;"><span abp="1047" style="color: rgb(0, 51, 0);"><strong abp="1048">meghonosodott</strong></span> fafajok, illetve <span abp="1049" style="color: rgb(0, 51, 0);"><strong abp="1050">klónozott</strong></span> fajták alkotják.</span></span></p> <p abp="1051"><span abp="1052" style="font-size: 14px;"><span abp="1053" style="font-family: tahoma,geneva,sans-serif;"><span abp="1054" style="color: rgb(0, 51, 0);"><strong abp="1055">A fafajcsoportok</strong></span> közül <span abp="1056" style="color: rgb(0, 51, 0);"><strong abp="1057">az akác</strong></span> foglal el legtöbb területet (<strong abp="1058"><span abp="1059" style="color: maroon;">24,2 %</span></strong>), </span></span><span abp="1060" style="font-size: 14px;"><span abp="1061" style="font-family: tahoma,geneva,sans-serif;">majd </span></span></p> <p abp="1062"><span abp="1063" style="font-size: 14px;"><span abp="1064" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1065"><span abp="1066" style="color: rgb(0, 51, 0);">a tölgyek</span> </strong><span abp="1067" style="color: black;">(</span><strong abp="1068"><span abp="1069" style="color: maroon;">20,7 %</span></strong>), <span abp="1070" style="color: rgb(0, 51, 0);"><strong abp="1071">a fenyők</strong></span> (<strong abp="1072"><span abp="1073" style="color: maroon;">10,6 %</span></strong>), <strong abp="1074"><span abp="1075" style="color: rgb(0, 51, 0);">a cser</span> </strong>(<strong abp="1076"><span abp="1077" style="color: maroon;">11,3 %</span></strong>) és </span></span><span abp="1078" style="font-size: 14px;"><span abp="1079" style="font-family: tahoma,geneva,sans-serif;"><span abp="1080" style="color: rgb(0, 51, 0);"><strong abp="1081">a nyárak</strong></span></span></span></p> <p abp="1082"><span abp="1083" style="font-size: 14px;"><span abp="1084" style="font-family: tahoma,geneva,sans-serif;">(<strong abp="1085"><span abp="1086" style="color: maroon;">10,6 %</span></strong>) következnek.</span></span></p> <p abp="1087"><span abp="1088" style="font-size: 14px;"><span abp="1089" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1090"><span abp="1091" style="color: rgb(0, 51, 0);">Erdeink élőfakészlete&nbsp;&nbsp;&nbsp;</span><span abp="1092" style="color: maroon;">&nbsp;<span abp="1093" style="font-size: 8px;">&nbsp;&nbsp; </span>378,5&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span abp="1094" style="font-size: 8px;">&nbsp;</span>millió bruttó m&sup3;</span>,&nbsp; </strong></span></span></p> <p abp="1095"><span abp="1096" style="font-size: 14px;"><span abp="1097" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1098"><span abp="1099" style="color: rgb(0, 51, 0);">folyónövedéke&nbsp;&nbsp;</span>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span abp="1100" style="font-size: 8px;">&nbsp;<span abp="1101" style="font-size: 9px;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span abp="1102" style="font-size: 8px;"> </span></span></span><span abp="1103" style="color: maroon;">13,0&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span abp="1104" style="font-size: 8px;">&nbsp;&nbsp; </span>millió bruttó m&sup3;/év</span>. </strong></span></span></p> <p abp="1105"><span abp="1106" style="font-size: 14px;"><span abp="1107" style="font-family: tahoma,geneva,sans-serif;"><span abp="1108" style="color: rgb(0, 51, 0);"><strong abp="1109">A fakitermelés&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</strong></span></span></span><span abp="1110" style="font-size: 14px;"><span abp="1111" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1112"><span abp="1113" style="color: maroon;"><span abp="1114" style="font-size: 8px;"> </span>7,354&nbsp;<span abp="1115" style="font-size: 9px;">&nbsp;&nbsp;&nbsp;</span><span abp="1116" style="font-size: 8px;">&nbsp;</span>millió bruttó m&sup3;/év</span>,</strong></span></span></p> <p abp="1117"><span abp="1118" style="font-size: 14px;"><span abp="1119" style="font-family: tahoma,geneva,sans-serif;"><span abp="1120" style="color: rgb(0, 51, 0);"><strong abp="1121">az új erdőtelepítés&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span abp="1122" style="font-size: 8px;"> </span></strong></span><strong abp="1123"><span abp="1124" style="color: maroon;">0,3&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span abp="1125" style="font-size: 8px;">&nbsp;&nbsp;&nbsp;&nbsp; </span>ezer ha/év</span>,</strong></span></span></p> <p abp="1126"><span abp="1127" style="font-size: 14px;"><span abp="1128" style="font-family: tahoma,geneva,sans-serif;"><span abp="1129" style="color: rgb(0, 51, 0);"><strong abp="1130">az új erdőfelújítás&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</strong></span><strong abp="1131"><span abp="1132" style="color: maroon;"><span abp="1133" style="font-size: 8px;"> </span>16,7&nbsp;&nbsp;&nbsp;&nbsp;<span abp="1134" style="font-size: 8px;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>ezer ha/év</span>.</strong></span></span></p> <p abp="1135"><span abp="1136" style="font-size: 14px;"><span abp="1137" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1138"><font abp="1139" color="#003300">Védett&nbsp;</font></strong><font abp="1140" color="#003300">és</font><strong abp="1141"><font abp="1142" color="#003300">&nbsp;fokozottan védett </font></strong>összesen&nbsp;<strong abp="1143"><span abp="1144" style="color: maroon;">458.412 ha</span></strong> erdő, ebből </span></span></p> <p abp="1145"><span abp="1146" style="font-size: 14px;"><span abp="1147" style="font-family: tahoma,geneva,sans-serif;"><span abp="1148" style="color: rgb(0, 51, 0);">védett</span> természeti terület&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span abp="1149" style="color: maroon;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;385.021 ha</span>, </span></span></p> <p abp="1150"><span abp="1151" style="font-size: 14px;"><span abp="1152" style="font-family: tahoma,geneva,sans-serif;"><span abp="1153" style="color: rgb(0, 51, 0);">fokozottan védett</span> természeti terület&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <span abp="1154" style="color: maroon;">73.391 ha</span>. </span></span></p> <p abp="1155"><span abp="1156" style="font-size: 14px;"><span abp="1157" style="font-family: tahoma,geneva,sans-serif;"><span abp="1158" style="color: rgb(0, 51, 0);"><strong abp="1159">Natura 2000 területen</strong></span> van&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<strong abp="1160"><span abp="1161" style="color: maroon;">833.951 ha</span></strong> erdő, ebből </span></span></p> <p abp="1162"><span abp="1163" style="font-size: 14px;"><span abp="1164" style="font-family: tahoma,geneva,sans-serif;">Natura 2000 és egyben védett<strong abp="1165">*</strong>&nbsp;természeti terület:&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span style="color: rgb(128, 0, 0);">416.180 ha</span>, </span></span></p> <p abp="1166"><span abp="1167" style="font-size: 14px;"><span abp="1168" style="font-family: tahoma,geneva,sans-serif;">védett<strong abp="1169">*</strong> természeti területen kívüli Natura 2000 terület:<span abp="1170" style="font-size: 8px;">&nbsp;&nbsp;&nbsp;</span><span style="color: rgb(128, 0, 0);">417.771 ha</span>. </span></span></p> <p abp="1171"><span abp="1172" style="color: rgb(0, 51, 0);"><span abp="1173" style="font-size: 14px;"><span abp="1174" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1175">Az erdők</strong></span></span></span></p> <p abp="1176"><span abp="1177" style="font-size: 14px;"><span abp="1178" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1179"><span abp="1180" style="color: maroon;">21,4 %</span></strong><span abp="1181" style="color: maroon;">-a</span> védett<strong abp="1182">*</strong> természeti terület egyben Natura 2000 terület, </span></span></p> <p abp="1183"><span abp="1184" style="font-size: 14px;"><span abp="1185" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1186"><span abp="1187" style="color: maroon;">21,5 %</span></strong><span abp="1188" style="color: maroon;">-a</span> védett természeti területen kívüli Natura 2000 terület, </span></span></p> <p abp="1189"><span abp="1190" style="font-size: 14px;"><span abp="1191" style="font-family: tahoma,geneva,sans-serif;">&nbsp; <strong abp="1192"><span abp="1193" style="color: maroon;">2,2 %</span></strong><span abp="1194" style="color: maroon;">-a</span> Natura 2000 terület nélküli védett<strong abp="1195">*</strong> természeti terület, tehát</span></span></p> <p abp="1196"><span abp="1197" style="font-size: 14px;"><span abp="1198" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1199"><span abp="1200" style="color: maroon;">45,1 %</span></strong><span abp="1201" style="color: maroon;">-a</span> áll összesen természetvédelmi oltalom alatt.</span></span></p> <p abp="1202"><span abp="1203" style="font-size: 14px;"><span abp="1204" style="font-family: tahoma,geneva,sans-serif;"><span abp="1205" style="color: rgb(0, 51, 0);"><strong abp="1206">Az erdők</strong></span>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <strong abp="1207"><span abp="1208" style="color: maroon;">23,6 %</span></strong><span abp="1209" style="color: maroon;">-a</span> védett<strong abp="1210">*</strong> természeti terület,</span></span></p> <p abp="1211"><span abp="1212" style="font-size: 14px;"><span abp="1213" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1214">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span abp="1215" style="font-size: 8px;">&nbsp;&nbsp; </span><span abp="1216" style="color: maroon;">43 %</span></strong><span abp="1217" style="color: maroon;">-a</span> Natura 2000 terület.</span></span></p> <p abp="1218"><span abp="1219" style="font-size: 14px;"><span abp="1220" style="font-family: tahoma,geneva,sans-serif;"><span abp="1221" style="color: rgb(0, 51, 0);"><strong abp="1222">A védett</strong></span><strong abp="1223">*</strong><span abp="1224" style="color: rgb(0, 51, 0);"><strong abp="1225"> természeti területek</strong></span>&nbsp; <strong abp="1226"><span abp="1227" style="color: maroon;">51,4 %</span></strong><span abp="1228" style="color: maroon;">-a</span> erdőterület,</span></span></p> <p abp="1229"><span abp="1230" style="font-size: 14px;"><span abp="1231" style="font-family: tahoma,geneva,sans-serif;"><span abp="1232" style="color: rgb(0, 51, 0);"><strong abp="1233">A Natura 2000 területek</strong></span>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></span><span abp="1234" style="font-size: 14px;"><span abp="1235" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1236"><span abp="1237" style="color: maroon;">41,8 %</span></strong><span abp="1238" style="color: maroon;">-a</span> erdőterület.</span></span></p> <p abp="1239"><strong abp="1240"><em abp="1241"><span abp="1242" style="font-size: 12px;"><span abp="1243" style="font-family: tahoma,geneva,sans-serif;"><u abp="1244">Megjegyzés</u></span></span><span abp="1245"><span abp="1246" style="font-family: tahoma,geneva,sans-serif;"> </span></span></em></strong><span abp="1247" style="font-size: 12px;"><span abp="1248" style="font-family: tahoma,geneva,sans-serif;"><em abp="1249">(egyértelmesítő pontosítás):</em></span></span><strong abp="1250"><em abp="1251"><span abp="1252"><span abp="1253" style="font-family: tahoma,geneva,sans-serif;">&nbsp;</span><span abp="1254" style="font-family: tahoma,geneva,sans-serif;"> </span></span></em></strong></p> <p abp="1255"><span abp="1256" style="font-size: 14px;"><span abp="1257" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1258"><font abp="1259">*</font></strong></span></span><strong abp="1260"><font abp="1261" face="Tahoma" size="3"> <em abp="1262"><span abp="1263" style="font-size: 12px;"><span abp="1264" style="font-family: tahoma,geneva,sans-serif;">védett természeti terület&nbsp;alatt a </span></span></em></font><em abp="1265"><span abp="1266" style="font-size: 12px;"><span abp="1267" style="font-family: tahoma,geneva,sans-serif;"><span abp="1268" style="font-size: 14px;">*</span>-gal jelölt helyeken </span></span></em><font abp="1269" face="Tahoma" size="3"><em abp="1270"><span abp="1271" style="font-size: 12px;"><span abp="1272" style="font-family: tahoma,geneva,sans-serif;">értsd védett + fokozottan védett természeti terület</span></span></em></font></strong></p> <p abp="1273" style="text-align: justify;">&nbsp;</p> <p abp="1275" style="text-align: justify;"><span abp="1276" style="font-size: 18px;"><span abp="1277" style="font-family: tahoma,geneva,sans-serif;"><span abp="1278" style="color: maroon; line-height: 140%;">V. rész</span></span></span></p> <p abp="1279" style="text-align: justify;"><span abp="1280" style="color: rgb(0, 100, 0);"><span abp="1281"><span abp="1282" style="font-size: 14px;"><span abp="1283" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1284">Vadgazdálkodási</strong></span></span></span></span><span abp="1285" style="color: rgb(0, 100, 0);"><span abp="1286" style="font-size: 14px;"><span abp="1287" style="font-family: tahoma,geneva,sans-serif;"> </span></span></span><span abp="1288" style="font-size: 14px;"><span abp="1289" style="font-family: tahoma,geneva,sans-serif;">és </span></span><span abp="1290" style="color: rgb(0, 0, 128);"><span abp="1291"><span abp="1292" style="font-size: 14px;"><span abp="1293" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1294">halgazdálkodási</strong></span></span></span></span><span abp="1295" style="color: rgb(0, 100, 0);"><span abp="1296" style="font-size: 14px;"><span abp="1297" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1298"> </strong></span></span></span><span abp="1299" style="color: rgb(128, 0, 0);"><span abp="1300" style="font-size: 14px;"><span abp="1301" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1302">főbb országos adatokat </strong></span></span></span><span abp="1303" style="font-size: 14px;"><span abp="1304" style="font-family: tahoma,geneva,sans-serif;">lásd </span></span><span abp="1305" style="color: rgb(0, 0, 0);"><span abp="1306"><span abp="1307" style="font-size: 14px;"><span abp="1308" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1309">TERMÉSZETHASZNÁLAT</strong></span></span></span></span><span abp="1310" style="color: rgb(0, 100, 0);"><span abp="1311" style="font-size: 14px;"><span abp="1312" style="font-family: tahoma,geneva,sans-serif;"> </span></span></span><span abp="1313" style="font-size: 14px;"><span abp="1314" style="font-family: tahoma,geneva,sans-serif;">menüpont alatt, <strong abp="1315"><span abp="1316" style="color: rgb(0, 100, 0);">vadlétszám</span></strong> és </span></span><span abp="1317" style="color: rgb(0, 100, 0);"><strong abp="1318"><span abp="1319"><span abp="1320" style="font-size: 14px;"><span abp="1321"><span abp="1322" style="font-family: tahoma,geneva,sans-serif;"><span abp="1323">l</span></span></span></span></span></strong></span><span abp="1324" style="font-size: 14px;"><span abp="1325" style="font-family: tahoma,geneva,sans-serif;"><span abp="1326" style="color: rgb(0, 100, 0);"><strong abp="1327"><span abp="1328">elövés</span></strong></span> <span abp="1329" style="color: rgb(128, 0, 0);"><strong abp="1330">adatokat</strong></span> pedig az alábbi&nbsp;fájlok alatti táblázatban és grafikonokon.</span></span></p> <p abp="1331" style="text-align: justify;"><strong abp="1332"><span abp="1333" style="font-size: 14px;"><span abp="1334" style="font-family: tahoma,geneva,sans-serif;"><a abp="1335" href="/file/141/tablazat---vadaszat.docx"><span abp="1336" style="color: rgb(0, 100, 0);"><span abp="1337">Táblázat - vadászat.docx</span></span></a><span abp="1338" style="color: rgb(0, 100, 0);">&nbsp;</span></span></span></strong></p> <p abp="1339" style="text-align: justify;"><span abp="1340" style="font-size: 14px;"><span abp="1341" style="font-family: tahoma,geneva,sans-serif;"><strong abp="1342"><a abp="1343" href="/file/152/aprovadletszam.docx"><span abp="1344" style="color: rgb(0, 100, 0);"><span abp="1345">Apróvadlétszám.docx</span></span></a></strong><span abp="1346" style="color: rgb(0, 100, 0);"><span abp="1347">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span><strong abp="1348"><a abp="1349" href="/file/153/nagyvadletszam.docx"><span abp="1350" style="color: rgb(0, 100, 0);"><span abp="1351">Nagyvadlétszám.docx</span></span></a></strong></span></span></p> <p abp="1352" style="text-align: justify;">&nbsp;</p> Mon, 12 Dec 2022 10:56:27 +0100 Mon, 12 Dec 2022 10:45:23 +0100