This listing is for a Märklin H.O. #343 DB 4 axle Mitropa Sleeping Car. This is the final version of this car. It features all metal construction with Tinplate (rather than die cast) Truck Frames. It was made and sold from 1946 to 1949 for the Märklin 3 rail A.C. System. Condition is excellent. The couplers are the "Large Silver Loop" version, and the wheels are originals that are fine for display but will need to be replaced for operation. Sorry there is no original box.
Please see the pictures to determine actual condition and send an email if you would like additional information.
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)
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yKVGcEGmSOkguYwGdCAe+Kg+fNd1FMm3kdeo7VPusiMlB+QpXA4NYZ8Z2E1GwkXqMV3h+yj/lmtMb7H/wA80/Ki4HCZY9qPnzyP0rt99uo3LGM/SsHUMNllGPpRcDGLHtTNzU7dUmQRmmBDuanfvD60gODwanoAg/eUDeOlT0UAQ5kpMvUx6VEGweDQAZcdaCzdcVKwBxmt63WLaFKg0Ac1uNOVj3FdYbe0xkxCom8iM7BGDigDmCzZ4pAXNdMI4W6oB9akVIEUsQo9B3oA5tUmI3AYFR5Oea35G4Py4/WsZwAxoAYKUdaKUUAFFFLQAlJS0lABSUtJQAn8QpGHNOxyKUjmgBlGKdijFADeO9PBGMCkxSjigBB6UYpcUUANxSgYpaKAAdDTeMU+o6AHZxRSUUALRSUtABRRRQAtJRRQBJFGZW2itOC32Dcp+tZkUhicOK6C28m7x5TbX9DwaTAv20/ljDDOevepGkt3OQAPpTNhj+WRCD6j/Cq8kfpzQBORG/WoG0u2nOScH8aZ5UgqVIpT0BouBSl0iGPndmsGWNUl2DnFdTLDKV5z+Nc5cQskpbqKAKpCZwaPLWoicnmplORTAb5Ypvln1qaigCDy2pNrCrFMLHOMcUARBpF6EinKzVKSB1qPjPFADjK1CzsvIyKntYUmfa3StT+xfMGY2xQBji4YDBJ/GpR+8G/Iq8NHYZEhpDpT4+UkUAZ4kSpzJBJ1BBxwQe/0qCSynjOApP4U0W82AApyfagCc25KF4iGAxn2zVcKyn5hxQwkjO18g+lKjZb5jQBKYkH3ahU4bNSluKgBpIpmxbabezgNHGdpGQegNWTouo/3P1FdRpBJ0+LPoR+taVMk4r+wbswGRiAwBOzqTW3otvLFAzTKVZj0PWtqigBKWiigAooooAKKKWgD/9XvKRmVBljgU6ql2pZV+tAAbuMdASPWnx3MUh2g4PoaBawhcYqpcW4iGR07H0pajNKiuau7q6ikWNZN2Rninrc3Cgb2IJouFjo6KwV1CaMZBD+x61G93NcKxLFNv8IIFFwsdFVLUV3WMy/7JrMsbtkn2SyDYVz8zZwa2bjbJbSAEHKH+VMTPK260lK/Wlj6njtQAYOM10NnF+4jkhAOOT9fesIYxg1ZguJbc7omxSYHRoOPmO0+naptsh+7hvoRWbFreOJ4lf3HBqydW05vvRMv0waVhkrRTngrTDFMD0xTBqGnvnYG4pj6pYRnBjYmgRKVwPmYfhzVWSNpOI1PPc01tdhX/VQA/U/4VRn1W7uMgYjU9lFOwFa8hSDCZ+aqqgFcGlIByTyaiJ4pgSqpHGeKkqurEVMGFADqKaWFJuFADiMjFRCPmn7hRuFAFmKIthj0rXiAA4Gax4bkxHB5HpWlFd2j/fylIC6ykjAyDngYNQujr96nmW324ScEemaafs+MiRW9s0AR98DJ+lTKnBcj8TxVWaaOFMI3PtUYvYRguS3rigCWYgH/AAqg6hgWPAqSW+jOREmAemTVFpmkPzUAFFJS0wFopKKACiiigApKWmg84oAd3FKaTuKU0AJRS0UAFLjjNJTw2Bg0AMoNKfWkoAKKKKACoql7GoxQAuKKQcmnUAJS0UUAFFFFABRSUUALmgMQcikpKANKHVb2EYEhYejc/wA6vR6wZDiWIZ9RXPVfsUDFifSgDabUbdcFxjPpUseo6cfvSMv0zXOXn3gvpVHBzSA6+W+03nDs34VkXN7HICka8e9Y53Uc07ATYGaWoMsKNxoAsUgOajXe3CjNLlgcHigCSoSrZp2+mM+elACtkCnwJ5j7TUYJOBUhXad0ZwRQBr20KqcdDW5HuRfSsK11GLhLtcf7S/4V0EMsDriCZXB7H/A0gBpXxg1D5nPep2hB5wf+AmofI56kfUUAWEljx8y7vamyeVjgYpixAZJcY7cGo2AAOST9BSA5rUGBuCFGABVHNb1zAGRmcY44rAxjrTQDhR3pM0dxTA9L0j/kHx/j/OtOs7Sf+PCP8f51pUAJRS0UAJS0UUAFFFFABRRRQB//1u+qrdfcH1q1Ve5GY6GBYFMdFkXa4yKcpyo+lLQBxt5deRPtWNWORgn+Vaeq7ILXMSAMw6+lS21pbz3DTSjLIeB2qDXVzHu/CkMw4Wyit3PWr6MVUkdTgHNZtopeMY7GtM/cwO2KhjIhiSZ4nQYUjoKvKAvA4qlHxdSfhV0c8mmAn2aBvvIv5VQ1C2gjty8aAHI6VrCqWo82jfhQgZl29lbSRhnXmrQ0+1A+5RZcxVcdvLjLkZwM4oYFQ6daH+H9aadJtm6Ej8afZXZuiw24xzViZyEYKSCAMe+aNQMqazjtCAhLbvWqcsIkkVemauQyyvIUl52gnmrCkNcpkfw0xFb+yB2f9KDo57SfpW7juKSldjsYP9jydpBVeXSrhBlcN9K6NyQufSs03jqemaLsVjmsEHBp+DVmZd8xkAwDzSbCcAVYhyogC5PXrUcirkhe1WVhbjJXj3pWhaQkllB7nNIZn7DSbTWmLM/89Y/zP+FNa1K/xofpTuIztppdrDmtEWhPSRPzpXsyiFjIhx2GaLgZvJ5qaHhqUvuxmpIVDMcUALcg4U1VFXbr7i1SFJABptOoApgOpaSigBc0UlFAC0UdKM0ALUf8VOpMc5oAfxmnGox1FSUAGMUlLSUAFFFFAC0lKKKACkopaAE7VHUnY1HQADrTqaBzS0ALSUtJQAtFFFACUlLSUAJRRnFJmgBa17FMQlvU1j1u2w226j1pMDOucecR6VX3EOMelPnbdKx96hzTAsrDuXOcU77Of7w/Kq4Y9M0/c47mgCX7NIeAVP44/nTWtZx/AT9OaBLKO/504Tv6CgAGIwqYIH8RxQfLYMpPH8OakF0w65/Og3IPBB/HFIClszTre3M8wjzgdSaniG9gjHAPWtBbGSIl4GDUNjLS6faKuNufrTX0+2P3QR9DSI9wpAkGK0AMDNRqMym0qJhwxFQNpTLyklbgPFRSDHNFwsYsbXcDFTIeKsrfX45i+f1qOQEsxqSHEURlcHBbFVcRKNXvl4aEH6io5NZujwUC/hWlGUIBHf1oO3POMUuYLHNTXckx/eN+FViQzAdq6qS3gkHzIDWTcQR28yGJcHrVJhYyJAFchelIvUV0baZBIS7ZBPJxTDo8fVXNLmQWOu0fnT4/x/nWizBFLN0HJrn7O7NlbLBt3YzznFVZrx7gmRkcdsKeBjvTuFjq1YMoYdDS1zSahLAEUF2PUhhjipZNWlbhFCfrRcLHQ0Vzq6ncYycH8Kt2+qLK/lyLt988UXCxr0VRa9T/AJZjd79qj+2TA/Mgx9aLhY0qKjSRZBkU+mI//9fvc1DP/qzUmaa43KV9aACI5jU+1JMzLGzIQCPWqqPLENmMgdKRvOm4IwKVwMOa+u7aYrDjDcnIpk01xe2TGX7wYAVrvpqyzh2JAA7d6lOnR7Ngbjr+VLUZy0FnOgw7bR6CrbSJFhDwDXQpZRqdz/NVe9sllcS7QQFx9KLBc58zol23PBArWjIIyKqRaelxIFjAGCC3PauoEcYGAowPai1wuZHaql4u63dTXO3N3cx3MirIwAY4GfemC8uZB5buSG4OaLBc17LAQr71ojGK5dLmaIlEOADUw1C5H8Q/KiwXOjjVE+6AM+lRTqXGFODWF/adz6j8qadUnHp+VKwXLxt/JO/O5mzmmREmZKggvZJ32yAYAps8xhKugyRTA6EHAxRnmudGrSjqgpw1hu6frSsxnQEKy7TTSoIxWOurZ/g/Wo21V3BEa7T6nmiwh13cbJGiUDHTNZoYj7tQM7lixqQHIzV2ESeZJ60vmyf3qjooAf5kg6MaDJIerGo6jPmD5jwDyKAJ974xmkaVyMEmmZ+XNRk0AHerdpjzDn0qlmrVnzIR7UMCxeY2L9az6v3f+rH1rOzSQD6KZmlpgPp1MFLQAtFFFABRRRQAUUUlAC9xUlRdxUpoABRRRQAlFLRQAlLR0ooAKKSigA7Go81J2NRDmgB1LSUtACUtJRQAtJRQaAClVWc7QMmm5qzayrHJlu/egCVLBm/1h21aGlRsOJK2ISsy4C9qn+yK3IBBoEc6+l7RlWJqf7qBR2FaUttcLxG3HvVQ20ynOMikxnPyQzKSStQ810xR2H3OarSQBuHTmmBiDrUhYDqanltWT5lHFUyMtigCXOelLQYpIWMcgwev50UAFFFFABWjYSgMUJxnpWUz4OBShsrkcGhoDqs8YPNO3VzkV3cKvDn8al/tGYdcGo5SrnQZpspwuaxF1RweVBp0mprIuNpBosFyY8n8ajbexELErGTu9s0iPwD+NX47m22BCw49aYi4HZo41znaMA+1Zcr3n2vYq/Jn8MVorNER8rA04sMZqRi4IGKybkF7xV+lau4GsyP95qGfT+lNAawp4pgpwqQI3xVMFi7lSRjAq45wKqW4LRs5/iamBLz9TVac+Uu8HmrJYBsd6pXJ3FV9aaA2rO1juYdyvkjrxSxRBXxCyuH+U7eelGlDcsirx8uM/WqejxPFdNHJwVbB/CmI6O1i2gs4596ucd6ZUU8nlwu/opqhDLRiyF+xJx9M1czVS1XZAq+1WKSA/9Du6KKKACiiigAopaSgCGeXyYXlP8IzXNR66HgeO5UljkApxXQXylrSQD0rz/awY4HegC/Fqc9ozGJVG7ru5qc+Ib0fwofwrKcBxlutQlSKAIpnMkrSN1Y5/OhWAokABGKSgBdwySO9OjjeVtqDJplaulTrDKQcZNADF0y5IywxUg0pwMlsfhXUiWN+9KPLb3qbgcuLT7OdxbPbFQOiy4VjtrrXggk4cA1CLa3jOUUUrgcr9hc/cJP4Un2CUnBFdeRGBVeWRQvy07gcjLaSQjd2qBGAFauoXSMPLSsWqQDyAWzmpNwqAcc1IJCOw/KgCTIoyKZ5h9B+VHmH0H5UAPyKYc9M8UnmH0H5UeZ7D8qAJQpf5V5NW47Fm++cUWMi7jkAGt2Py2PIx9aAMtdPizjrUzWawKJFx6VtiKI8laY1vEwwwoEYkcSztsbGPep/sFseDjNaS2sC87c/WpQI0HyqKQzDbTLcjgkGs2eykh+Ycr611TOM8fMfasrULpQuzv6UxHPilpuaXNAx1FFFABRRRQAZpKWkoATuKmqHvUp60AFFFFABS0lHagAoopaACkoooAOxqIVLUS0AOpaSigApaSloAKQ4palhaNSfMXdkEDtzQBBikxSbipwaXdQB0FrK8cI43ADoa0VvoxgHdGffkVj2F1EcRyHaexNbOFZcYDUgJvtiNxkNThMo6Csx4Ihn5dv0qExZ4ViPegDYJ38pGx+gqs6yddvBGckgVTWJ8YLmqzQKv3mJoALidEBDMPoOawS2TmnSNlyR0zUdMCQOaXzKiooAl3inbxUNJQA/I3Z7VJlTkgYB7VBRQA76UnJq/Y2y3D4Y9K2f7P28LjigDmMN6UoByK6JoVT76flUTR2zKSuQ3YGgCD7qnnoKyw/NbCIJCVJxmmNp6k/KaSAzQwqVZWHRj+dSSWEicrzVQqVOCMGmBaN1OoyHNEV1LCfNHLH1qqckYp38IFAGquqyAfMgNSrq6dGjI+hrDox81KyHc3ftq3AKxA59MU5p1hgRB94dao2TGF94Xd/Me9XpLyNlIKsW7ZApNDGO7fLIOp/lTEPnTqTx7VW8uYL5hDY/Sugs9Pea2WVSBn1osFyXTru3t0ZZTgsf0q5bNDLevNERg9/U1mT6RKFLhQSPSptPHlRoxHANFxHSVTvTmNYx/GwH5c1bBBGRyKpyfvLxU7IuT9TTYi4o2qB6U6kpaYH/0e8opaKAEopaKAEopaSgBpAYFT0NQxW0ECFI1AB5NT0UAZraVYscmP8AU1GdH08/wH8zWoTTCaAPN76NYbuSNPuqxAqrurrZtG+0zTSyHbub5KqnQVXrL+lAHOZ5waOeorQ1GApcYJBOBnHFZ2SDQBuWc03lDnPsaui6dScoKxbW8NuNrDcpP5VpC6spBw5UnsaQFj7YcdP1pv2stxj9arkwHpItMzCvJkWkBb85z6D9aqTSscgnNMa5tkJ+Yt9KozXm/wCWNdo9e9MCm5+Y0yiimACnU2nYPU0AHFJRRQAYpcU2loAl6LxWxayzeWCpzxyG5rD5xir9pcIgCPxjoaANxLtovkeMN75NDX/HAYfjTEcMMoVam7Aeo5pAKLx2+Ubj9TUweZuiqPc81X+ZSAuMGpTJsB3MBQAsrykYd/wHArm7lt0zGtKe8iAIU7j7VkMWZiT1NMBuacDTRnNWTFlV2g570AQ5ozUnkt6Uvkt6UARZozUvkt6Uvkt6UAQ5ozU3kN6UeQ3pQBCOTU5HehYWBzin7X9KAI6Kk2Sego2P6CgLEVFS7JPQUmx/QUAMpKl2Sego2P6CgLEVFS7H9BRsf0FAEVQ5xVwI3cVF9nOc4/WgCHdRuqb7O1H2dqAId1LuqX7O1H2dqAIc0oNTfZzR9nagCMFHOJOPcU5rd1G9fnUdxTvs7elOSKRDleKAKZPNWIby4hPyMfoakMJJyRTfs7elAF1NWc8SqDUv9pW/8Sn8KyjAR2NRmP3oA2G1K2x8oaqct8XyEGM+tUxEzHA5NNKMD0oAaeaSnFSKTFABSUtJQAtFFFABSUtFAEsMzQtuWuntroOuJDtz69K5QYzW9ECBleQaANo7COeR6jkVE0ER44qoqoeASp9uKa3nr/FuHvSAui0jHIFN8gHtWf5si9qkW4kBztHPvQBfWPHaql9FbtFngN7VG08jZ4xWNPNJIShPy+goAqk0bqXC96kijR3CnPJxTAi3U9eXFdONCtT/ABt+lO/sGMDdE53Ajr0oA2I9OsgoPljOKsfYrQ9YwamXgYqQUgGmKNo/KZRs6Y7U9EVFCIMAcAClpaYBUMkCOMDip6KAM8QXEfCHj2qxBD5eWb7x5JqzRSsMWlpKKYj/0vQMUmKkooAjxRin4oxQBHikqTFJigCOmmpCtN20ARGmEGp9tIUoApNntVOXfWsUqFowaQHDagD9pJPoKo4UnPQ13M9hBccyLkjvVM6Na/3T+dMDk2iB/izUYjHrXVnSIF5UH86jeyA/h6UgOYMQ7Nmm+X710TWvtUZtf9mgZg+X7ijy/eto2nOdtJ9lPpTuIxfKNL5R9RWz9mPpSfZT6UrgZHlt7UeUxzjBx1rX+zH0pPsx9KdwMnyz7UhjOcCtb7KfSnfZ2xjHFFwMXy2pwjNa32X2o+y+1FwMnYabsbNbH2UelL9mB/houBjhH7cVIGuF6MfzrV+yrn7tKLVf7tK4GSXuD1c/nUZWQ9ea3RZof4alWxjPVaLgc8sblgAM1YNs5bJIPHaujSzjXlVxU32YelMDnEttvUVL5Zrf+yj0pRZj0pAYHlml8s10Ash6U4WI9KdgOe8pqPKaukFiKetiPSlYLnNeS3pS+Q3pXUiyX0pfsa+lFgucr5DelHkN6V1X2NaabMUAct5LelJ5TeldT9jHpSGyHpQBy3lmjyzXTGwFN/s8UAc35Zo8tq6X+zxTvsIoA5ny2o8tvSun+wikNiKLBc5jyzRsNdKbAUn2AelFgOb2GjyzXSfYBR9hFOwXOc8s0vlGui+winfYh6UWA5zym9KPJb0rpBZr6Uv2VfSlYLnN+S3pR5LeldJ9mHpR9nHpQBzfkt6UeS3pXSfZx6U37OPSgDnPKb0ppiPcV0Zt/aoGtT6UAc+YF/u0z7Oo9a3GtW9KiNq3pQMxzAPWozbntitr7K/pTfszelAGIbc+maY0DckDHpW79mb0pv2ZvSgDnzGw7UpiIAPqK3vszelIbYnqKLiOfKGk2sO1bpslP8NMNgO2RTAxMGrMN1JDwOR6Gr5sG7E1H9glz2/KgC0l/bSACQFT61IHjcZjcH8cVmmynHGzP0phs5h/AaQGrh+2KlVcDLYFYJhkX+8KYUbufzoA2LiaNFPzbj6CsMkk5q3DHJyEAORj86sw6VcyHpge9MDLRdzYqzCCZVA9RXTR6PAo5GfrVuLToYjuRAD60AKkhq5G9CwAdqspFSGANSA09Y6kCUCIwacKk2CnbRTAiAp2KkxRQBHilxT6KAGYpcU6igD/0/Q6KKKACiiigAooooAMUmKWigBMUmKdRQBGRTSoqQ0lAERQU3yxU9JigCDyxTTCp7VZoxQBU+zr6U37OnpV3FGKAKX2ZPSj7LH6VdxRigCj9kj9KT7JH6VfxSYoAo/ZI/Sk+yR+lX8UuKAM/wCxx+lH2OP0q/ijFAGf9jj9KPscfpWhijFAGf8AYo/Sj7HH6VoYpcUAZ32OP0o+xx+laOKMUAUBaR+lOFsg7VdwKKAKf2daX7OtW8UUAVhAtL5QqxRQIg8sU4RipaKAI9gpdop9FADdoo206igY3bSbRT6KAGbRRtp9FAhm0UbRT6KAGbRS7RTqKAGbRRtFPooGM20bBT6KBEewUbBUlFAEewUbBUlLQMh2CjYKmooAh8sUnlip6SgCHyxSeWKnoxQBB5YpPKHpVjFGKQFbyl9KPJX0qzijFAFXyF9KPs6elWsUYpgVfs6elH2ZPSrdGKAKf2ZPSk+yp6VdxRQBR+yR+lJ9jj9Kv0UAUPscfpR9jj9Kv0tAGd9ij9KX7HH6VoYoxQBQ+xx+lNNhAeqA/hWjijFAFFLOFPuKB9KlEKirOKMUAV/KFO8sVNiigCMIKeFFOxRQAuKKKKACiiigAooooAKKKKACiiigD//U9DooooAKKKKACiiigAooooASloooASkpaSgAooooAKSlooASilooASilpKACiiigAopKWgAooooASlpKKAFooooAKKKKAEopaSgAoooFAC0UUlAC0UUUAFFFFABRRRQIKKKDQMKKKKADFFLSUAFFFFABRRRQIKKKSgYUUUUAFLRRQAUUUUAFLQKKAEpaSloAKKKKACiik70ALSUUUALRRRQAUUUCgAooooAKWiigBaSlpKAFooooAKSlopAJRS0UwCiiigAooooAKKKKACiiigAooooAKKKKAP/Z)
Delivery by U.S. Mail is $8.50 to addresses in the USA. Insurance
is included. If you win more than one of our items please contact us before you pay. We will pack them together, and send an invoice that reflects a reduced rate for combined shipping.