Genosse Weiner meint, ab 2022. Und wenn ich ihm sonst nichts glaube, DAS glaube ich!
Das wären noch fünf Jahre Zeit, sich an einem sicheren Ort zu
verkriechen, um dann die Show mit einem gutgefüllten Weinkeller zu
goutieren.
http://www.dasgelbeforum.net/forum_entry.php?id=493695
Mein Tipp: Jeder sollte bis dahin so was 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[/img]
und so was 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7W1kg7+XqSdQniTqllO/55KqSAZw7jffdTP7pI9Cr/8AWAQs9g+FAPc/+Ik+quWshbE9R6VFfA78vFCcuQupLkFHEkpSQBRZF0MKl/q6RpwtehxFNNSsJTukWqRh2pWaVRKyKLi1WoKru68ttBAa4aDYmQj4DEEsdAF7fK5psQf3j0913G4o/Fc0C+3oEWgO6CdxN9jJsk5Z7cN/QPiIxzHSYOs7c+uiCJJi45yICljpfx/PJQuPY/4OHq1OTTE8zZvnJCy4y3SS8sUea8dx+avVqTMQxp8Bln2PqszUqSj16sjzlQyvTwjtikgC4apldPRFeZCjsCIVICRsUfooqPUfLQfJAAERjSYQpUrBOuEN0iVyxr6BTfgOGosrxjPPylHDWxo0pH5qHfgszQphNdSV3iMOzUHyVVVsUyM9wuUKI4pElWmEwJluVhcUuGMpk3Nt+a0jeJU2ghgANg2NrXlVyZHHpF4Y77ZH4HgHUsTRLh3jUYfDvC69XJt4en4arJ4FvxMRRJAD8nxKh6NtPQkkDzWr8Bqb/csfWZFNqyM0VGVII0hN8Z8Ui6B4Dfx+qfI15fh9y4rViRvmuCn+bRqmuG/O2+uy7m59fz9VEmBPpCw8EUJlIyBHJPK6ovgkaUl2UlIDYSTklFgNcwKNUamtrlEJlbI8C1imUqaFSapC49S/BSRkeL14xDwATBGxP7o9FbUaoLWybxM+N9d90HjJaM57oPXcwIuiU22FogCetjv5JWotYkkE36UGNMHQ+PSDKxn6UMTlo0qQPzvJP2WDQ+b2/wBK14q6Rrz8506ydF5d+kHFl+Jy3imGsE8wJcfUn0CXosallT+ORZla1lGvKLUMlWPCeGPqVGsptz1HaDkNyTsOq25TUVbJoi08Hz15KZx3g9XCil8UZfihzg3doEfNyPeFtl6Dw3s1TwZZUruzF9s4mKDzdjgN/lN+RVzj8A3E/wDx8TSbUy95j5IIBHzBzdQR1ukQzqXPaLqKa4PECUYM7q914X2XwjKbqYoMyOEOkSXeLjf3XjvaXhTsLiKtA6MIyHmx12n0t4gp0J7mRKFFHCPh7FCypFXfJROibVxxAgEKKMW/nqhEAJsqqgkXc2w3xSdyhVHJSkrFLH0qpbopPDapziTF7qOGAypOFogESVDVosnTPXOydOc772ik06khozOidpd7LQZrRP8AiPwVX2NcDg6RbH70+Ie6SfNXJoixIE+PLT89V5vUNvJL64Ik7dgwBrKYHbCPfdPdh29Z6bWiByT20dPc+f8AhJogEX76idB+fJd5HoOnXzuiubEki/Lfe64QRr5oSaAmYf5WxyCeUPD/ACiOSeV0qPBIiVyV2E2FKQHcyS5CSnagIMIlNyiZnLrKpWwNstWBcL0OjUsuOC4s7Vi5dmcxtYnFuY67HWvt3AfO6uM1tBGlrEzy2Q6uD/aZyYBGv83yhIWte3rbl9UjPLpfRE30CxdbI0vEEBrnECDZoJGnOPZeK8VxhfUc43c4kk8ySST7r2nFQabmSACxwk7S0ifJeJVKRa8g6zCf+nyjUmRFWMwuGJNgSbmByAknwAC9Y7LcC/VGnN3qjwM7thezWbxfcX+kDs92bFPC1C8AVa1Mi9y1rmktaOTpgn02Wm4dXLqVJxN3U2OPKcoJ35k+qpqtQpppdBJ+DnHaLamHqSAHAF4m12iW+V1H7GZg1orH9m9p+GT81OYMD+Q3MbHxKJxHFgAtc0HNYDY7acrBVraNaoe6CT4Ewmab2DMSfZ6DQ4eW6EEbEbrx39MtINxbeZpMnydU/uvQuH4TGUgD8clu7crneQaJv6LzD9KmLNTFAkuJFNoOZuQ6n92SuzF7i+ToxKeKclNaLqdSZEp0pUJirGYThNSs9rKYBc4gATFytR/2zxED9rRnec4A6A5b+yvuwfBwxjcQ673TkGzRJE9XGPIeK2Gc3jz9fbVZOo184z2w8BKk6PN/+2VWL12Zr2DDlEdZk+ifx3sdSwmAqPvUqg05qG0S8CGt2FzzK9F/WBuRJgR6D7tlT9rW/EwddtpyEwReWd4R/SlQ1maU0pPi0VPF4RWErtMSI9E8tj0W4mXo9V/R8JwTOWZ8/wBZ9v7LTGsRfZtyfpdZ/sXTyYKiP4mZ/AVHF0+4V1Y2N55HkbD2+i83n5zSf2ygdpve0kH8/RPbNvD70EvGxmdfYaLmbUE6GLbxHvZK6CySXGdRrffYDzTBWB0PT+xQiDYki+mt+7rbTZOiCPprcbTsJnVT4CyfSFgei7lTqHyjwCeumN0iRganFqcuEIoBmVJOhJQBCzhNgKMUbDmVsWOJbG2Tk8BcKzMtuQplRi63fIMCD3b9JA9U01bzbl1BPL1UPHx8apIgyIP/AIgfefVMcfmg3ga8w5pn2EdJSat0UK7thiopBjLOqv5xDA6T9R7rz15NStDW5nF0NA1JmwVt2n4hnfmmw+Xw5+ckx1RewuDmo6sQTlEN+0d/ECfVd2OP4sVs6UtkbPRKZiGu1DWk+lx7H1UXgbCyl8Mz+ze9jZ/hDszPZwb/AOKYMQbka6QTeOX55puIqOaGkuBzAvsRoXuIaY3H5lZ21tM5rKTj/aCphquX4TLwWPLSS5sdSRI0I2Vlwntm5jIxeVpJlga0NcGkaFo9t1E7Q4moabQ1zmtzd4t1J2vsN7Kkw+Gp0x8V5AA3dJJ8BqfxWvhe6CY2Mj0PhHa8vJFLC1X2m7mszeDTJ9l5j+lLG/Gxmf4bqR+G0Fj4zAiZ011WpwXaxjiBTw1Mn+JzRm8Q1xtz1J6BZLt7jTXr/EcO9Ab5Na0Dc9fVPhwx+THJQtmXwrJcAp+MEVHDkUDhjf2jfGVf9tMIGYgEaPYz1a0NPsGnzRkkt6QqHCNv2Tpg4Si5sTDsxteHaGddSrapaY5HTWRJ8Vk+wfEf2XwnWAd3T4zbpz8lsBT9usXjksLPFrI7DPCpX4YA0JgxBuQdLgXH4oeLw5c17dczXNHm0gTHiFPDLa6i/jz+vqlkg+c++n09Sl7qEUeLcPwwPolWwpL2sGr3NYPFxAH1VjSohr6jeTnAeTiB9FJwlHNi8MNJqMNv5TP3Bbyn2/o65R9FnotOgxga1oMMaGjkA0ZRfwR3gTblpe+33LtNnLbWI8reB9kokef5+i882zlBgajlYeJiPOZXA8i9tztIJm6kR0sJ9YIHlok0WP5PP7la6IoYBrfToDAg318EwFwJg6yJ5jXyBRmADu+P1FuoOvkuZRttqJ9/SB4hTYUW2H+VvgNo9kWECj8ojkEWV0JljjkgV0lNRdgOlJMSUUwKKXI+FmVO+EEKACteXQ5kxr0+UKE4OWa+xJRcQDfium1/+I9VS8TxIaw3gu7mvMX+pVjxQD4xcdnAxsbDXoqN/DGFsOOYhu8RBIMkc55c1SMFdthFq+TEY15e+Lzpy9lvOz+HFOgxu57xtu4D7hCjO4NTa4kgF0zbVxFzG/e5dOqs8hLQQ6CIgWkWPLr9E/NNTjSGZMqkqE55tGl5/wAhMY0AQ1rRp3RZsE8thrYfeuNY46Gd+lzf6e4TGh4sRzv5aHxhIUXQglEggCxF+XKfPkoWI4VTeSHSREROumkfLoNN0dl7zyjXYaD0hNGJjaYAcdiO903EfRSt0faSmQmcMph+ZoI2EnSRFiZIifYLL9q6GWoALDKIW2djGgAaXAiLyBOW3T6rHdraodVsZsIXTgyScqZ1Y8kpJxZQ8O/1B0Xo1ThjaxY6qMwDO6NpLWgGZ2OU+1159w2j3xzJgL1BjSGtbraIBvDQNfIA+XRN1MvUmheROMUR2cD+HOWJc5ri3QCMwy62s4nTor/IRcOkQ0gG8QTafGL9VDqd7MRIv566DYiPuRsumpO/OOSz55G+yHlk47WGLYb83MCTr+ZHqiMqCdvzzUSrTLhEwC06XA2mPHbqufCMgh0ZbQNoOvoAEloWYPi9MMxNcbfEJ9b/AHp/CADi6AOxLh4hpI90LtDVIxNQbl22mgt5aJ/ZVpdjGuNsgef/AFiPdanWP+Dtl/iPQxXIEgbz7Ez5xf8AFP1sTcWnrJv9VGfUggEa6RFxoYHppzTwQB08bEwBHhb6rLprs4kHpu8iNtdpjWx7o9EOlJLdI6csx28BASZUBOsHl4CR7IlUtLgQYd0FrmYjy9JVm0A91OIJi9gOotbluESnSaCDqIvFwbC0eX0THVbWE7kDUazHouUmwAJ9fE291PFgWOHADGgGYAvzTl2mwQI5IgYrrkkGV1qJlXEUAxJPSU0BUOxyLhu9dRX4ZSsCyFpZHwMk+CfFkNwhOlNfcLidCjOY+kHVHEnePH5bfX0UWnSMAHUgAgxcaa+amV6cucJEzMH6z58uS4KYDRzMgT0E/wBrpXkqRnxF7zpztB+/0CC1o58vDy9fZS30JABsTf8AqgkdTouVcPJFobzjUk7dLfnat/YEcWOm3mJMGydm01tv+d7J7cOTnAOrRre9jbkLH0SjQbiQTvqNfCPdF/IAzbvDxHK07b7+6Ea1nQZEm2u2nspDRbzJ9Bsedz6BOp4NveMa+Wmnn1Vty8gAMbxMAnzBmSdfmKyPaDDTWda1ovyA/FbHEYEd0guuO96g3/p9lFxPBm5hNrCdLwPm85CZjnGLux+nlFN7jM8IwQD2EfxNnp3tVsCACHD+86yCDp+Kj0eFNY4WkS1w5WIMFGFJzRGk8uUW8xy6KMk1N2i+plGVbSTSxAsNhpfafZcOLOYwDz05AAa22nyUSoDJaY17rtyQRB05G/TxUinTJG202udPwSqOayY18anW0jnFyfL70UVGwDHQ7bxN9eqgUKBjNcazvodY8J9E2pSe45bCYIN4JbBv5yPJVS5CzB8Zo1DiKpeMrs5ttBNvaCr/ALG4MNqhxuDIIPXU+0eak47s+51R7swMwQPL6WI8lYcJwOS99TANiQHEWK7J5LhSNHG4yg1fNFoS1uoEiWg8o29BPqm/AFQCSRlM906gTA8bhdpva6bk8xeQeRI5roflacum/OL6WvsuRSZnhP1UDvbjK22hvrfTX2XGYaG/PeSTsdSSZ9B6pYeqTqQOY9E6pWGsWMbm2o+4/mFVvywJjKPdGlycx/hESIja6jU3SAYIDosdXXtaAQPXxSp1ogCxBt4wfuKO58wdcvt1PLVTw1YE+gIaB0RQ5AonujwRMyYmSPLkkwuTC5TYBUkOUlAEeqF2nokku/N0Mn0FSOi4kuJiikxAu77B/wBxXcb8g8XfVqSSXlIA1vmd9n7nLr/+Tv8AaUkkl+5ECpCx8/ogUxfzP0CSSGA+g0S7rr11/sjEXH55pJIl0SgGNcQxpBg30T6d2Cf5vqEkkEDXnu+f9l2v8oP8r/8AaupKV0Bw6DwB9yiYUd4fYP0C4kmryASO8OpE9ZF5TGj5PEfQJJJZJzDnvDwd/wAV1p+X7SSSt8FsfuIzxAqEW+c+fxad/G6klxjX91p9W3SSVmVEB3HHfIP+aG4fKOv/ABefuHoupKr6AKf+Lj/6I2HqHI650Zv0XEkv4/kEWmH+RvgE5JJPXRIinsSSVo9gNKSSSkD/2Q==[/img]
und so was 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[/img] haben.
Vergesst das mit den Nahrungsmitteln, Langschwein wird im Überfluss vorhanden sein.
Ähem, erst gibt es Lebensmittelkarten oder sie werden zugeteilt; wenn es das nicht mehr gibt, dann gibt es Langschwein.
Gruß Mephistopheles
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Wenn wir nicht das Institut des Eigentums wiederherstellen, können wir nicht umhin, das Institut der Sklaverei wiederherzustellen, es gibt keinen dritten Weg. Hillaire Belloc