![](data:image/png;base64,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) | Uniwersytet Warmińsko-Mazurski w Olsztynie (UWM) - Lider |
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m3LiK72Fy14gWfkCI88fI58JrUXtkZCJ+wIukv1PkNgomzmPIXP/gcT/6fF7JKFO8g3zhzwDImNx1olXRnBIhMOiKjSIDD3R6+d3U8IA4F1eaFl1dZL/7znFSnZq09pahKPEvLkWSx6MHKFePg5OS0OOZz9AADo2NiwV2IUov33M5FpIqq2siYScTXE9fihOtlBa2+tVtsjBwLiBO7ULbjkP6nFVcJ3aizxK6la8wIWKYVmy0zGzY8vhybiZ4B5SURpnRcBFL/Dkm9JCUarvfhtU+D8fQWL4xaWGBydh16+5WXDvZ7pGLF+lOipCg929TWD7p8qV0KL8ay7/4O9z95CHs9Umfdx5bulX7JVLm7xPyVeWeOtlZ+O4N1YjLyHG2dHMdZQ+ZEZmtrRb4ryaGnYM2ZDJfEh7+ZZXrQhbMxt+d1vrFZXNMsqmdTU1MorG4Q50prm2di+yRYamWGoK1vFduWrHjxOYaVppkKndSv5S9TLEm39p5+y0viuL1nAEn5FWJfgHUGZgzcpLFs5C3sP6NcD+rEku5cm90Kmq2AyrpumMYVF217/cdv+mD5C65WLxja3nPkggZPv+qFnNLZd7Fs77f8T+t0RKMUEjLAMfIcoZOtDPIRFoMc3eYM9u06druSLdwy3zqxjNm2z/D1I+NtFozt/c7/jp2BBYEdllyFDduuijj8lyv24JFfeFrF7M9PJePMNSX1cqzqTmnznYEFgU3ydd9j+/Fn3/89/uq//nAL2AfOqhEQo9TG56uc837HzsCCwKYq1Q03QNa97MFdeHCtq5VlO1ZVp7SFzsCCwaYCJE9uvll4+w+qGfKzULWczy/GDDgEbEkxRzFmSZ7z17Ez4FCwHauaU5qjZ8AJtqNndAnLc4K9hMFxtGpOsB09o0tYnhPsJQyOo1Vzgu3oGV3C8pxgL2FwHK3a/wNqZGA8EDpVDwAAAABJRU5ErkJggg==) | ChemProf s.c. (CP) |
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![logo sbl_ins](http://www.ins.pulawy.pl/images/informacje/historia_ins/logo_historia_sbl_v2.png) | Łukasiewicz – Instytut Nowych Syntez Chemicznych (Łukasiewicz – INS) |
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) | Instytut Technologiczno-Przyrodniczy (ITP) |
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) | Uniwersytet Medyczny w Lublinie (UMLUB) |