78690278496843https://smlouvy.gov.cz/smlouva/84968432019-03-18T09:36:10+01:00hftndscÚstav geoniky AV ČR, v. v. i.68145535Studentská 1768/9, 70800 Ostrava, CZPTV, spol. s r.o.00222640Čs. Armády 23, HOSTIVICE1Dodatek - změna účtu Vývoj speciálních abraziv pro obrábění těžkoobrobitelných materiálů technologií AWJ včetně prototypu Smart recyklační linky podle principů Průmysl 4.02019-01-013439S1 01Jaskulová Lenka 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I5KQtXLcS+SfOXTsosGnRWMO7y8e7nMghD8kZR3D8ekRbESk3hPzcWM91y8tHTaXF//fWtwpynEkTqDn8iN1KHgef/bHH0/eHej6LLC0TXEasj1SRRNHe5fvv1XHGx+IJMRAj/jwIhk/SXrDhGs76MasRrnRNyP9atiJT8xe0aUWyCeqjWKVaExTop5nBVfLozIlK3B/YMaVSrpFK/wJ1ONWqA1WZ1vUptcwTcMLfWe+nJFyFi8fnG5RcBqa9vE/vjW2qbb8+UzUpHFU5m/nJmm0NLj5HOek58WlfNI36VhmkqxcSSdskpJIrsGq7QK6NH+b6JHyWuSF5zi2dAq6sPvFLtDbY12FQOSmz8RydIHd60eKZa2SLFSIoJI/kRtR+1CexVHokiryIsRv8QgPRCqQvCXM6nzDyVZxTlSl1oVYmk2iXUEQ6rlnlp1aZhQ6jBjwtHyUdyAOaXlWmxWwjy0GhWL1fKqodVS9utRkpZqmVqJniz5+OsQpaNXSevIo+3KUphCGntFZ1Cs7LEOwrVnfJdm3JyapWiPiksaJ3Hog/ERWeY7aSU5lLVo2nyhYk5Jn3Z6oUGbXp1YGIA6PRP6+WxT0bRzR7IcrwsVz4x7+HK42vrXwzeju9F/BndGZ6oEAbmayNWdGK2HsbZoSm5N05Aj0ZTbkYvAZVIiInzO59GXzciXvVFahuQkKbIcquT6PYqKU2LwGMeusWFnaScG49hJtXFc0ntg7BitjR+cMi5WRKFYEypCcQdy6+uPblernjzmidhuIbb3YyX5CtcRkwSLT+PxWb8NJTaXFKw8uDTRIAflW9gkO7qDvorB/4avoY8G2hc6v3z742e8qlg8J8tL1It72zKxzKrsXpm+VFpoe1y4TF+qwhY1cFzWHh3Pr3lFIi2T8u4DRlrIy/Zkx2eoNYh7PMVYxQjKgMrwtTF8Q0JdDktrp4zAjZZpXmg3hspAtZgQmBt8cScE08a7Qkbfqxskr0HPMOCfs4ESOXO6e2VzeqVc2/WSEXEbdcpCOqnIeNGNzTluVBDdvtQdvLOkGzCsXWIN7nRZjRVOFAQ/WZW6livHcXymyjZae8HGJQWyLzcGVItt6jqQK/ugEJCSa0vSXWJIxKQtEzY3EMnUVGgHleDKNk3Ea6QHuVHW6A7e9zuuDi3Jyt9MxVJxGgl01YHfBUuBk13oIU1cUlascnJ2fvrV82c5ZhjY7NZra9LobswKF4rcNqBH6VqVOxT45BqQ68IIC9waR/yoY2ydqN3pOXAr9IPHIjx9sYBmKsVyGpp6bYCbyhqrbOhlt2zZUk2W1wYV5xfznbqWC3LUf/cZkWbw6QkqCx4Ss3ehktc9mxTizQLaTaB9LrAVre2S9VZGOIoG7Zi2QCg6oXEZJGFeQvoiEhaAc12jbjeOrln21w/fxEGRKUaiSUhoENCraDjBrI7ucGsCgSrTjdJxXGLP03neFu/UPRLYtNPvKjp0kv8Yh88sHaRLZoGhKVSRVc8sy20iNS2pr3YReYQ2wZ1rDt8gMpmL0qFwiDZxW5ExeA9XwxQssOtw8+hn4owNElze+PMXpDt8rTgYZMKzHAplTJecw0Awh1iK3OtoEkSgcCWkO2BLN7g70G1vWqohqyY87Mwa/az3bI2UtwUICraS8BVZItnLhqYxLJkEbrUi7O6WMVHD6re+BGUDbn34evAOOhXHspEE6Dy8xmzWjxU25O15z0zVSl4krTYrX/NPQlkoCkVxZt97wBCIpmpZfFqemciUDY/EsHTgUioG7oRJwmRGBr3u2+4kUDaJR0xmrH8TDB/lsXbfUIwX31cF3OUllhecu1aperO/vKkkMOcMHtCWjGsY6HZQwJMsm5Pq4LW4MSEZ5EGaC+SqThfYQXH/FLjPweib+MQ1z50e2Eo/gHomtUzVFmdzVT4BZ2l2TxUboCYAwBuBB9P+FhmLBzeFjd7aNjQtDxRETdGK7gy7YvThGyfRjq1Px60Euqf7Oi6n+1AuGJ8EWEZL4gMaHPK8jamDocqVr0v8y2P28Biu7k2VULWuBpeySN6vFMO5U5zeyI4xtgSwJjeEJjvyGsav46TGrhtUJvGSgaH7mN8gMIgN4kOUTD1KoW3KsVWojpGDaM/JRTIhUv5mEbVRh21ObnV9GiyRv6OVbB8ULMTqzWDUAeSDg/Yj4nYVGBPF0t1wic2SIBBE6kpfJZMN2Dpk5fx6vh7E/xBOdlCKpM4WxLE90uxBpNP9+BYy7JrUgjzAx7fjN+rjF+qhpwYvf69jKsFLwMC7IV5iGVTDdSBi9VLzPQ+iKVFpUtrBodesUxfUoNoC0UXfyZB06OL95nN6KMkdz1oH10Lf6/hK5ndY8HPc25sRnereCr0cMSAxMb0sEchF44iKMO6ADGxMG9wcN6htClnjdeZAr/DWfh2mlDeyMabUqy76s//QBnoM4A9tuufk4nk2L6VV7u0K5dJTNpjEd1kn9n99DkNcSLIm93Ye7maUfTZyqkHf0gvFaCmW0jqDms+hpUgdxjOhVk5PITozbfdT8rY+iAMfNg5psc42L3UbwqlTn5gVX4e5sSqMJUaxgUzResQBXwkcknGiGUwuO+VAeRdt2HuC5bhnh8H0vpk05hqcudVxz0aEe5Nz4mfWhGgClgymgo9lO2VBQ994+Qg7OZQJQe9rpnB3Bx+QPIEuXDTcs910n3LS4y+ncTYcuWP9Y8MTNEo9FpR1uxMLiNgKrMpBGXh8yfx7UisdipxlnfnGwvJfWODZnvH8bBT+KfP8q8Fdd/jGwo5JmFzr4ud2cNTD4B0nCpHOlK9wIqgb4R2GpCfJb/JzfXyipYiO42KZlhKbiDRL4nvq8/goEDETPYV0bcYk/uVoRhYoFFRqlRNhMuU7kM11GbtE+KJDZAhAm1CgBY4z4btFBs4PIS0DgisMP1Ubolldc1kMpsIXoCwJAkwVYmL0P1QjdDlUnFmnmVfGhQ495VqF6/37CZZd+4O7DoV4Fx2CUlnAr4ZUyHkThkhS0u9qg7vRHTbLQ70X3q0P3hkwwRl+hF8FZd4OlIJZUZgBtoWhNL549HcKi4DbsYQst8FdYucBVDoNy+85gYr2PAJRypRC9eR9/bnjHUbPGfx+Bk1kQGwgFVLDpP3W8M0NbohAwmLWG9hq9PMWEhkn34Fvu0UYUX+CTIvjYkoEdR+U6b1bYfD6S465cks+pgCmsuVT7JVDBcA6IpAucpv2gWJghJwe6Us3IL9IwPEwwkUG4O/VKg0IyiPFJzgYcj4ezdM6Y50V1P8ldDF1QKHeEdD8oP+B4CHPIzZuRi98yunIVlOes3xtD5QPmgdQGPFNWaF2qIfUigRmcvEemmhaTOoCMUXI3NI32le5GDe1bJH+6GdQT3ddb0PAx7cT7wXy/UofDBDm/nuL6Kyp6nlIPfFo9bogcAhwdW7WcTHveRJWBU0TbEIv/kgamsuHUqWYpoksHO01JJYSldYiPjVfS34R6CH2Wbm04YvmUwKfI4E+esjZdV3I1YE3lOSyiIflvUoj9QHb9WISEDlEIoVyhQrKGzdygOsIGzkc1Zbxb5B+Yqhye/SBdKTRh1bSwrLC7uB9EhQ5RG8SuFkhzdvOaCWBkkPM0WbLGn1A15gSnKxCdZ85O+4CmeQ9z4AEzjCnroKDYRPEXb5+ExSfmc5RAmdic1MzapjAAaeSpTq8REcPqYrjVllvOXW6Vt+F3YfwyQvYQ5fYQuO7DWkbH9iOEyc5Pldlg7doIzingyYrHM1JyuUAUaBDPE5TWh1Fh183YNqYYvHyWZJn5CBEA6+WpeAIuLYa7N3EyFxTRh9UB4I3Qrua2jVUB26NY4tQ2JY6c85t79okc7JcJDTrYLwbJBt7iVhriCfwWb3UsbaAAZna2BGyFf4ZBNLPhE8CDP/b2LUKZvD5b19zwz1Y1n62GJma3g2y9pF1jU9oqVNB6Fy3YNLT/OBIHUqJcstMW7ii7dRlYnB2VC4+PdxLX+6fs+8uxmmgTNFUx3ktU0NGIqUTvijUOD6ayfXGfc/dvzyknTajVPY8VR7la3NnPF97UjuMkzOmPpfK34QVbhkm90f3f6SOHZDDtEWu/k3k/zg+j+YtT+4CInECEBwMWT5fTP0zjHIhyU2NcpsylrMadJLqTY1tMEKafArQ/xCgNP0dwPmk5ZOq4Xlm/JlF5e9huTT8Gh9XL7maEwpLwhIcChHjJPiR9g/Hmf9kOH9WO0+c9TS186L+bepGP/gKEebqOXuQL8ws5uVOse08T4S/fK4NW9lv9Kp+uQnUIwcJeGwf4a75Daa/FmW/KbaO8a6/+YYTukj/esl0Az9PYy5X5z3ZNEuwbPznaA099ysjoVAme/vhfTlkOkkCe1GW+HBIRgvwPgbCMX+I0uhlHpXL4uFh+ukc9kESpTMFSjTSor9HkhGk0RyZ/I2RkF+ePTtioyIOhoLG3insWoGhyZLQybWW8lPhuCSmz26t2EJglrjAsY8cTQLLYyuyc8aRZwHzcw43IfShyST4iSIgMpv5IFPDUQ2XurZX0DCvz/tw7vagIIo1gbVRteHv6h44SqziYV5/LSEMDjXheLnGPurr74gtFr0x6E3qOFQ/KNSq3ueclSsAQRT9DitFgv2QB4Vd/3vAlEIn+vjnteuwn/7WWhjib8PLsP4C+7HxFm/jhIeKOqKpSVs99keLyi7OLK3/XwAAAAD//wMAUEsDBBQABgAIAAAAIQCuL5Wy5gYAAKQaAAAVAAAAd29yZC90aGVtZS90aGVtZTEueG1s7FnPixs3FL4X+j8Mc3f8a8Y/lniDPbaz7e4mIXZSctTaskdZzciM5N2YECjJqZdCIS0tNNCeeiilgQYaeumh9C9ZSGjTP6JPmvFYsrWbzZJCKFnDMpa/9/TpvTff04wuX7kXUecIJ5ywuOWWL5VcB8cjNibxtOXeGvYLDdfhAsVjRFmMW+4Cc/fK9ocfXEZbIsQRdsA+5luo5YZCzLaKRT6CYcQvsRmO4bcJSyIk4GsyLY4TdAx+I1qslEq1YoRI7DoxisDtPhPkyLk+mZARdreXznsUZogFlwMjmgyka5xZ7KJ4hOkf3//5jcKPD8sSxRc8oIlzhGjLhbnG7HiI7wnXoYgL+KHlltSfW9y+XERbmREVp9hqdn31l9llBuPDipozmR7kk3qe79XauX8FoGIT16v3ar1a7k8B0GgEq0256D79TrPT9TOsBkovLb679W61bOA1/9UNzm1ffgy8AqX+vQ18vx9AFA28AqV4fwPvefVK4Bl4BUrxtQ18vdTuenUDr0AhJfHhBrrk16rBcrU5ZMLojhXe9L1+vZI5X6GgGvIKk1NMWCzOqrcI3WVJH0ASTJEgsSMWMzxBI6jmAFFykBBnj0xDKL4ZihmH4VKl1C9V4b/8eOpKRQVtYaRZS27Ahm8MSU4OHyVkJlrux+DV1SAvnj8/efjs5OGvJ48enTz8OZtbuTLsdlA81e1e/fDFP08+df7+5btXj79Mp17Hcx3/8qfPXv72+1nuYcWrULz46unLZ09ffP35Xz8+tnhvJ+hAhw9JhLlzDR87N1kEC7TwxwfJm1kMQ0R0i3Y85ShGchaL/54IDfS1BaLIgutgM463E5AbG/Dq/K5BeBAmc0EsHnfDyADuM0Y7LLFGYVfOpYV5OI+n9smTuY67idCRbe4AxUaWe/MZaC2xuQxCbNC8QVEs0BTHWDjyN3aIsWV1dwgx4rpPRgnjbCKcO8TpIGINyZAcGNW0MtohEeRlYSMI+TZis3/b6TBqW3UXH5lIuDcQtZAfYmqE8SqaCxTZXA5RRPWA7yER2kgOFslIx/W4gExPMWVOb4w5t9lcT2C9WtJ3QWbsad+ni8hEJoIc2nzuIcZ0ZJcdBiGKZjbsgMShjv2IH0KJIucGEzb4PjPvEPkd8oDiU9N9m2Aj3a9Xg1ugsDqlVYHIX+aJJZdXMTPqd7CgE4SV1EATMHQ9IvFrRX5N3v3/Tt5BRF98+8Syorcj6XbHRj7eUMzbCbHeTTtrEn4abl24A5aMybuv2100j29guFU2m9d72X4v2+7/XrZPu5/fvliv9BmkW25b0y272sBHZ+7fJ4TSgVhQvMfVFp5DZxr3YVDaqmdYnD/TzUK4lHczTGLgpglSNk7CxCdEhIMQzWCfX3alkynPXE+5M2Mctv9q2Opb4uk82mfj9NG1XJaPqamAcCRW4yU/H4dHDpGia/XV41juXrGdqkfnJQFp+yYktMlMElULifpyUAZJPahD0Cwk1MreCoumhUVDul+maoMFUMuzAlsnBzZcLdf3wASM4MkKUTyWeUpTvcyuSubbzPRpwTQqAPYRywpYZbopuZ66PLm6tNTOkWmDhFZuJgkVGdXHeIjGOKtOOXoeGm+a6+YqpQY9GQo1H5TWika9cRaLi+Ya7Na1gca6UtDYOW65taoPJTNCs5Y7gcd/uIxmUDtcbnkRncK7tJFI0hv+IsoyS7joIh6mAVeik6pBRAROHEqiliuXn6eBxkpDFLdyBQThnSXXBFl518hB0s0k48kEj4Sedm1ERjr9CgqfaoX1V2V+cbC0ZHNI9yAcHzsHdJ7cRFBifr0sAzgmHN4CldNojgm82syFbFV/a40pk1393aKqoXQc0VmIso6ii3kKV1Ke01Hf8hho37I1Q0C1kGSN8GAqG6weVKOb5l0j5XBq1329kYycJpqrnmmoiuyadhUzZli2gbVYXqzJa6yWIQZN0zt8Kt3rkttcat3aPiHvEhDwPH6WrnuOhqBRW01mUJOMN2VYanY2avaO5QJfQ+08TUJT/drS7Vrc8h5hnQ4GL9T5wW69amFostxbqkircxD9qIId3AXx6MLL4DkVXKUSDiESBBuigdqTpLIBt8g9kd0acOXME9Jy75f8thdU/KBQavi9glf1SoWG364W2r5fLff8cqnbqTyAxiLCqOynZzB9eBVFF+lJTMt1syMZBdg4lomWr90ujVhUZOrApahWoI5lyhXjWCY9kHGG8tzFdQioz/1apd+sNju1QrPa7he8bqdRaAa1TqFbC+rdfjfwG83+A9c5UmCvXQ28Wq9RqJWDoODVSnIdjWah7lUqba/ebvS89oNsPwMhSHUkCwrEWfHa/hcAAP//AwBQSwMEFAAGAAgAAAAhAKX9smYZBQAAEw8AABEAAAB3b3JkL3NldHRpbmdzLnhtbLRXS4/bNhC+F+h/MHTuxhRJPRsnkPVoE+w2RZ1ecqMl2hYiiQJFrdf59R291tnuZBE06MnSfPP8ZmiOXr99qKvVvdRdqZqNZb8i1ko2uSrK5rix/v6Y3fjWqjOiKUSlGrmxLrKz3r75+afX57CTxoBatwIXTRfW+cY6GdOG63WXn2QtuleqlQ2AB6VrYeBVH9e10J/79iZXdStMuS+r0lzWlBDXmt2ojdXrJpxd3NRlrlWnDmYwCdXhUOZy/lks9PfEnSwTlfe1bMwYca1lBTmopjuVbbd4q/+rNyjxtDi5f6mI+7pa9M42eUlzLvesdPFo8T3pDQatVrnsOmhQXU3l1qJsHt3Y/JmjR6pfAdXrKfZ6cAXmNhmfrpl31TN7pNtTF2/LvRZ6ajMMwJBFnYfvjo3SYl/BUJ1tbr2BifqiVL06h63UOTQJxpEQaz0AUIw67IwwEuCulVU1zmdeSQHOzuFRixoma2NNktGmkAfRV+aj2O+MakHpXkDOHvEnl6dLe5LN2P9PMNkLzqkz4flJaJEbqXetyCFarBqjVbXoFeoPZWKYYg0kzxbjTA/p9p3M0ltxUb0ZU5mmfTedF/DQiBqqnqTzGbhThRwq6XX5jNhvNmYwGKsC/l4IpOB867KQQEUld+ZSyQyK2ZVfZNQU7/vOlHCqRiZ+IIOXEgCeIfIH+Df4eGllJoXpgbb/KdjYmawq27tSa6XfNQXM0o8GW5/DqV1De+HPsuiWh7+UMksbCMkch3vbiYtB7YoQyhJ/Hud/IY6XbCPUxqOJT1Ekcf0gwxA74GCEIhHxohRFttx30AzsmPkJakMpJxy1oT5zqY3Fob6bBQGGMEJojPLGYkZclAOW0sBDOYBq0hTlgEecMjRrHjPbQePwhBIPzZonjEZ4nIwkDOXA4ZwGOBI4KUkwdpyUOcF8xJ/OjktsnqJT5drcdWLMm8tcEqH1uNzOONoF1yGeh2bgMS+mKG9eRLcZyo5vQ79dLDefk22EcuA7MLxoBr5HOEPnwPco9Tw0TkBdgtsELM5Q3vzAib4RJ7JTF60nsKntoFwHjss8huUWeB5dbqmn3Q4iyBqd3i1jQYRmvWUe5WhugHgZmltMbMdBTz0gEUPjwDGNEhzhNNuicxBzbm/ReYtdJ+UoO7HHI3x24oS5KZp14rCUoGcugcHGuw0NZczB+pN6dJuis5P6hDCU0TRgWxu1ybgTxGilmWMzGz0L375lsoDZbOQAbqxheOCeqsNhNf1TL0/D5b+qp8UhFvVel2J1NyyvsELU4V5/3pbNgu8lLO/ya2TX7xfw5mYCulpUVQbb0gKMf0h1WJRdm8jD6La6E/p49TtraFQKm9v7R1/DJij1b1r17RTtrEU7XepLOJvz2V/ZmNuyXuRdv98tVg0soF9BfVN8uNeDw/WVnnNo4LtlXI5uRXNc7u68u4k/DaqwA1R6N3zbyDvRtrAUgsr+aG+sqjyejD0sNAbeCvjGGV/2RzpjdMTgbcDGF5EPlYH2/DAoTI+gNT9cZWyRsasMNvhJj19lziJzrjJ3kcE31jmEvVdqWJ8/w5q5PA7yg6oqdZbF74twYz0TTSR0J9FK6OuwXcN4qXAUzOt2t7oP5QPs7rIoDXw6tmVRi4dhlafjn9CsXY3L8RPdwdOg3D6RrgphBJiPrXpiDK2Db4GnuZzDQuYljOPuUu+vy/ovU+JV2ZmdbGGvN0pDyePq/Ovo+fo1++YfAAAA//8DAFBLAwQUAAYACAAAACEAnMdYO5cMAAAXVgAADwAAAHdvcmQvc3R5bGVzLnhtbNRc23LbOBJ936r9B47eE4uSbNmuUaYSJ964yrlM5NRW5Y2iIItjXrQkFcf5m/2A/Yr5sWk0LgLvDZGpzeQlJkjgAH053YDY/PW3b1HofGVpFiTxYuQ+H48cFvvJOojvF6PPd9fPzkdOlnvx2guTmC1GTywb/fbin//49fEyy59CljkwQJxdRv5itM3z3eXJSeZvWeRlz5Mdi+HmJkkjL4fL9P4k8tKH/e6Zn0Q7Lw9WQRjkTyeT8fhsJIdJKaMkm03gs9eJv49YnGP/k5SFMGISZ9tgl6nRHimjPSbpepcmPssyWHQUivEiL4j1MO6sMlAU+GmSJZv8OSzmRMzohA8F3d0x/hWFIyfyL2/u4yT1ViEI79GdjV6A5NaJ/5ptvH2YZ/wy/ZjKS3mF/10ncZ45j5de5gfBHYgUBogCGOvtyzgLRnCHeVn+Mgs88+Yb2cbvb/mD5k3d089yY8BXwToYnXDQ7Dt0++qFi9Fkolqu+CQKbaEX36s2P3t29cWczGKkm1Yw7mLkpc+WL/lgJ7hS9b+x4l1h/XCFU9l5PugDcLxNzsAu3DOwzcfLMOBmODm9UBef9ly03j5PJAgOAGDmsHBZEjqYCxjPUtgw3GWb28R/YOtlDjcWI8SCxs83H9MgScFOF6MLxITGJYuCt8F6zbjL8HnwB+NtsGb/3rL4c8bWh/bfr9H+5Yh+so9zmP7ZHA0hzNZvvvlsxy0Xhok9ruT3vAPYDqjDwMEJ7YPDbERDCRUb/6MgXaHDWpQt87iTOzj/ViBc9b430ISvyFwAjms112n/IWb9hzjtPwTwXV9ZzPsPAdTedxbCNgyrpCs1T3xhfKZNTC9aTJb3qFhRZ4+K0XT2qNhIZ4+KSXT2qFhAZ4+Kwjt7VPTb2aOiztYemyQBZi4b0bhFg76HVFfuMkX5kajgLshDxvu3Upbbkxxfi+jsfPRS7z71dluHR+PytNvodblf5bSpIgEfT6/LPE3i+06JQDznzn40i7+JdlsvCyC16hD9pKfo73iq5PwrDdadUGCctWvCVKY26H0MPZ9tk3DNUueOfRMarcikuf/7xFmKvKRzcj3Vehvcb3NnucUg3QkmUqOqdptXIsa/DTKUQasznTUspWtwkg7PGuyyefB3bB3sIyUaQv5yJiKAhZpLEDjFdhHNbC1RQnAFUJYgAoz9EnB8wvxFOLIfn+uYMn8RvI4cnzB/EeqOHB/to12/1kzzGna6Dsm95g2E2ewBV0mYpJt9qHygkx7m1h6sIWhLsHZiPT6JJObWHlygT+el78Nej2Kn1ro48KgFirU6BAo6G30t1kop0Z5rsSJrBZWwJhZY/bjWAsiadD+xrwE/SLMNBsjSOtfsdOdpgwQgGSLl0L/vIW/vRJk0cB4V5SaGA5aMOTS0aYPnUdHMeGpjTP0Cn4Ux9YuAFkD9QqEFUIN9NMctHRPpIP2DowWWNS3rKIYOTGbmuTUzayC7EDBQ3CTkXw3e22wL1bhJQLFWUDVuElCstVOKZTpuErAGi5sErIao0awjk1NtFmUdN00gTd6EFQ1D3gSgYcibADQMeROA+pN3N8hw5E3AsuYGzakmeROA8BGboxYNZJI3AciaGwTbyTMjFfdwlPbN7QDkTUCxVlCVvAko1tppIm8CFj5iYwklLE11BKxhyJsANAx5E4CGIW8C0DDkTQAahrwJQP3JuxtkOPImYFlzg+ZUk7wJQNb0oIFM8iYA4SM23FBL3uj1P5y8CSjWCqqSNwHFWjslQtVJKgHLWkElLE3eBCx8xMYYJBYat82ihiFvwoqGIW8C0DDkTQAahrwJQP3JuxtkOPImYFlzg+ZUk7wJQNb0oIFM8iYAWXNDLXmjM/5w8iagWCuoSt4EFGvtlAhV8xwBy1pBJSxN3gQstJfe5E0AwkeOBbJZ0TDkTVjRMORNABqGvAlA/cm7G2Q48iZgWXOD5lSTvAlA1vSggUzyJgBZc0MteaOP/HDyJqBYK6hK3gQUa+2UCFWTNwHLWkElLE11BKxhyJsAhIbZm7wJQPjIEUDoRTZqGoa8CSsahrwJQP3JuxtkOPImYFlzg+ZUk7wJQNb0oIFM8iYAWXMDf88W3hclv57qNhgB9T0D9VYDGXDSoCQqoFzgJ7ZhKVRmsc73NqY9AdUKLRAbzIO6xFdJ8uDQXuyeNhgIGSpYhUGCr3Q/4Vs6RunCdN7y5vrdhyvnrSiZqfRDkyq+eQP1RmaBERY08VIjmGf+tIMin516s5yPBuVDvBhMFg1hXd0NlBDxQqAwxkIhXhkED2IZlqwPwt9tJSr+DTV8a/XMeHw+H8+m12JFTSVVkzmGLVVShYbDL4olVY+XQcwHDtmGT3EiXCjlLygvRqdT8fL+FmrCsGZwOjsXoH/4ajKrJN/yNlGThcVtosYrLdS4LUZ3QQQFhe/Zo/MpiTx8jUrVuNXexAK32jt+Vm1GIfn83Uk1sTH+E9M1St9mcrJQl4eTRoV0qPCgNG+9CzK3orVDvRXOI4a3z9U0pJ6xHcT/oNvFUFdbLxVzPFTKqEdkuUwxH8CBTMuQ+n9gbPcecPE+v7gFXWd4lZWr7SYTlEJJ99NzNBitbKizwO4HXfMXLaEmBFuTfc6t6fZrqKaLj/9dzADtGCbbwwwmjWYgyyvpZjD5/5jBTBa5mBRwfoGR/GgrwCH/LlZw1p8Mpo1WMBWOsvKgZPQDrwDVBA+8jz5EN5ApwUAOG1ocvIM2SgHFnfJCbexoQygrBhXgEPFm+JqBLOaVvFFlCPSLDttQJc3eHy3F0PxmYzF0oeehGJo3H4qhC6HCvZ69nuNOBSunMb+FqmN8sRzjJjbzdy9gqXMZd7PvRvE0Mar4wPaeL+vqGhIDqFGGgvx0He+yKEnWUJ//FRJDHqHMPKGhiE1oXuc9yuikn3dZCKimIRzmvHCrM5uBp/bhg1eZrEhqHKz+EjZWE+xktOuaI+RYq1BkGPDHDSYv8CkAtD+Rfa2/eQIE7l+xMHznpVx6ebIDcTQ8ytMfcdcdC0PARE4PBVlOnkTN/TFhah4ABGtORly2JyDxPlqxFLKuFqm/Yt8z9h3MYl8jclGg0mAQUO2Od7qk3WwRBVP29xmIZ8mT4Eqei3mOCHBlI36P95yJc2C3aookgykGaojXP2dWSQwkdkJzUSwNQnNbhSYd/ucWGjEH09zTYmVILfw4ouIIhztmcKukxMgfPKGF7zeIYMYvinslcAYZG00KsqeYOq6yIJhq9yPopbBF1fubDxhumJ8xwSssqsgTD5cO5Swo1JYUp0r0UOCCncw9TGcyYmaoc6hCxhF8KNuGHc/eC2XdLrQqHTUTV/3Kv8A3ayprlTXwXWs0OYuPc2Czmhysc6lg7vjhGPgfAgrmjHLfBZe7BPa+s6mSgPEMRiAeK/CR8zMwYiEONd5RJl/cIqLlybMB/HsTpFl+i16j4KSH1DKPyu1qP3SzGF150SoNPL6Ihq/bSLVXd/nQxUzduFmonKfy1Rv5hZvD4QOLn31eSml17AepBK7NoMzeX/78L1jIn/8z2LvkPfX5H668bGjCDZotqqyEw5INUVudpjTLuY9UCy7ZwvLLd7du9fDlF2h23OfucyGOsjihj7hhRTjqOAUWjC4oKUcfrJTaIVsTOWkQHg5EEBeISN88uKDaN7nKkwsEN8ZDR70Fn8M16r+6o1IQRa/TxKGcssOqbeRfIUkp/lrhiwRPboTN3a7QJC7KSi1alPDHjT4QdU85ekHSW33TDxkcsYG+cMsnPyYFl5sghE9hXeM/MfmqemQqoD5SBcqCjjwxaMkSipTJdQd9TNKk6FUprqjXcvJ75YUBMCYHOLh2zTmrPEo1HudO/xK4NpRqQ02srsR5YWFvrL69BVtDc8NLTHhtLKvNtVuc+xjv1mZkuqs6ndA3VeQ0oizc49LGGDuFD3MIs1MPmk7szsd4dKC1fXFecFZigtLOhkG9NwbNVAhC7uF1prjQq02fU1I4SlyTyRnuu7W4TuErakK66APN4qKGZMlFbXuqae+oXCC8au5bv+umB/DC5wIL51zK/1WK9XOckIGrYPRUvzcUKIR4ZlagEL1T4R/4We3h9774qeIDr7wwTOCbe/gRIMFszWewZk5lDGrk8JXTNOrhCdB+4Ve7i9OzKVTt4owksR9Cjj47BZl1RBjwhfa4sGT3CXM+33CqktxvNnHy19c4m8PvY678gc/UlGgD1I40guqJZTGXc2R+35HK7e2RBpiQfI1XUtzSVF45r0a3NGQKYlf+WP2lkqqTQhSu/zHTRlmKQLMXfwEAAP//AwBQSwMEFAAGAAgAAAAhACbzQZVDFQAAHFEBABIAAAB3b3JkL251bWJlcmluZy54bWzsXetu4ziW/r/AvkNgIEDvj64SqRsVTHqg66IX3b2D7d4HUBxVRWhfAttJpurnvtQ+1rzCHImSfeTIFKnIk4Rh/+iUZYvi5dM5PN+58C9//ftycfFYbLblenU9I5+s2UWxmq9vy9XX69n//pH9yGYX212+us0X61VxPftWbGd//enf/+0vT1erh+VNsYEfXkAbq+3V0/38ena3291fff68nd8Vy3z7aVnON+vt+svu03y9/Lz+8qWcF5+f1pvbz9QiVv2v+816Xmy30E6crx7z7axpbvm8tfV9sYJnfVlvlvlu+2m9+fp5mW/+fLj/EVq/z3flTbkod9+gbctrm1lfzx42q6umQz/uO1TdcsU71Pxp79g8G0XPc/mdyXr+sCxWu/qJnzfFAvqwXm3vyvvDMMa2BkO8a7v0KBrE43LR/u7pnjjPnrcfsswaJJv8CZbi0OCz5nom45bftFzweajW97Cqxy0SSzSYZkWqJvZ9kOlC95ltT5Z5udo3M25q8OTCK/ESfP/nZv1wv+/Offmy1n5e/blvq3ozFXpmefWbh4e2VWrg2av7+11+X8wulvOrn7+u1pv8ZgE9eiLORYXI2U8gLfKb7W6Tz3e/PSwvOp9+vr2eWfVPVtvyFr57zBcgibzIs3w3mX2ubl4+LHblL8Vjsfjj233R/ubu282mvP21+m5Rfcd/u1veL9pfxJnrsZQ6/JvFY/VFCX+qJ8I/d/cLEDJBljhWlvI+gKzb7NrbCb8PBF223F+8LeblMm8eBm39Ufx9/90l+bR/1H/N22YWxZcdv3z/t001nHJVjbO6DAN1Ca2+/Px01Xy74T/aZOvVbgu/y7fzErASbkp4Knwu8u0u3Jb59eyPcllsL34rni7+Z73MAelPV3chzCL68RwWdn/nXbmCJ94WX3KYM96jG7innnCLfy6PPsOilX/uZ7z50W3v1fl6sd7sb7eq/3ib2+/t1XYltt/jamT1g9trD+2FFSiaaih1e7BSqKWb2/0D2l9tvzeLub3P5wC6emGbW/OH3brpwl014/Xz5osi36D26x/Bl1/KBeDicAsoxV24KL+u2htv8m2xKKFvfLXqZYJVAwhUa4rBRarmObg8loTESeMa4C8EFx0BLsaa7n4AcHkt3BC4mmsagYsewOVkmUWJywXsMLgW66diwyVFLVWPhZfN5w8uS8ouaoNwl5FdPYJKRor13FbJs+PL9WBu2tf0XyPIPgbW7APWMidKIxJMIsgO+lgSaLZlG6AdNKZ+Qs05AM0OWOpF0hqzFmq/FLtdsdmLr86WzN1flgWbDxLVSLV2e6Yf2NwD2ELHp3aSUsnt2ZAGbeZKXoM6jm+wprNgAx6qNQWYHVNKLCaJNaGd6asKNZcEBmg6A80/AC1MCCNhqmQWiDRobULWFq6kBnUDYxdobYOCU6CVaimJmBWkslJtSIMGqoLN84xpoBnWgFRDbPEgeUxqhdohj2PAJHUyjqWx5LHluVbgBYc9HWD+OXkcMCdxPNkNpFCpjyGPaf3CGPK4ZX9aWlgL8thituVloSe5Yxw0hWtHg4oiJ44nh69jSg6W450TfPVu+elKc08FIpNBh6duHMq6wYYUuTqZTJjB2sFCafCnkeMCkckxs8KQUVmsCbVmM1HynAsNLAM0nYGGyGQXNJgTR5NpUHUy2ZPcoRkNCnFX79DXj8hkL8zikMSpynZN4I49GB6StItjO0aw6SzYEJkMbwpjbixLuwg1qDqZbBmzAHEu+m3VEJkcU+JkqfeKZLJv7AKtwYbI5CTyHOoFU2nQWhuq8B0V4/dBXf+68h2KZDIncjGZTP3EJ3ba7MbGkskAa8eLuFusGyyKIpF9O7AyZr8Wmew4cpHIxlR5n6YKCkt2PZqyJJFF2hmYZUJrhnDQc2HA9j7BhphlmnpWCIp9IrtYmVkmzDFY09kuRsxyGIUssYJQEmtCu1idWXY9AzSdgYaYZYcGKckiJVNFFGSlzixTZsCmM9gQs0wz5gUsVCJhJmWWLctgTWesIWbZD5LQ9i1ZrAk1qDKzXIXjGwKmDWbSMDUWMcsWIyym09mg6mHKjrELPgqz7AfUsz1ItqnCSV+eKqvOLBNjGmiGNUVm2a6h12GWGfV8wl2p42tcOBmhSWrF+8D5vjBly7FcyyK+CvxF1gr5j/3jJIMTCGW17L/LV1/r4kK2V2dqtwQg/IUQLkElBT4Ei0d7D7/BNw+LRbHb9xKnhP7j//5/f12y91BRSNj7p6sTVTt+/7a8WddlO5rKHOjCcTUOmAJBUQlEqDWrGdVZGFB+CKoOPULpC9mpGQzd7KszsSm/3jXT2VPFhPq0Oz+ESawu4m2a1c1GDkm4C3X6xiMsymJDXmbVEzWwInagWaFg5HAG+XZXeUgO8UYMCdmgZwad1zciMegcdiRSpECHTJ1zgs7vG48QdC4UPFIHXX0LrzVzbtAx5SF59pFYkBL6KCDgzKAL+kYkBh1Yxt1VOgE6xd0B35h2dgdBEFLGi0ON3x1YxLMoY4dYwje6O7C8etXVBC5yaJ4b+yNqL/lQe0lZh7xtLe9C9joe0gnsdwMc3q6Wp7Q7HCnp9Ka1vB04I4b0trW8dyQapED3drW8PUYsvG0tXxW1wGJB6j2qb+lsXM5lz4zQ8h47Eg0nQKeo5d3nHEDoRiSKGu5ybHSZqXNp6lzWVfC2ps5lUz1V4yKqzWa+k5rcXNMoXRTthE2dy7q8r6lzCQWGmxK9sN2YsGAvMlFMncsVJ8dvYIr/hZWhP4ZQQ8ajqXOJIpQM2M5QhhyZ9abOpdGgIM9xXfxpNSjiW0ydS6NBzwc0xISZOpdGg1a84/nAhjhKU+fSaNCJsaZIHvMiRh0XceQzNwGPT80M9JPH9dUTxyP5LPOywGlOzIDwKxhgW+FSLk6yE3dz//vu26KANmqz8fdff2nOT4KGcfjViEOSKocCtKvqHZ5kDCcHcanuE4Yo1M44HMj1RicNACB6YuBk8yYH1oKIBnJp90VCCMNVCIXwdLwoLuQMDA6GR0EOh+8dx6g9w1bJQX+MLfVYL+IfuXo8/kLBYtSBbv2LIhtI3FmU486ST4AhmPpL59OlekQXpYAevAAVugYXgLughhdAoeOXvbFbQvBQ364thv0bHcDnwb7LlnFT6/uleqiWTUFo4qkHD6hEvKNs+K1y/y/VQ7Ns3+m+vvX7PLgEkxSc6uIe4ANLAEO47HXUCnEEAvRoIRyuzo7fXvisUlOarxTWtXDUVUgyKO4GUzQ+HAvCMxiL7aYVkAcAolbjwj+5OzxkEG0cQlnzEfrruYjZy0nJUGfyccuAfAwOGkXNwTERNIhC2Wz5wbBk9QLTUGEdy/2TcfT6lQH5GGBDXlwvYR4Fi0NSrB3vAI8lW50nWm+YZQUbIwZrhyTmBn8aRQwgL24MlfOd2JPFmnDDNaIMSHcza4RatZHRCGjIi+vEVYFMOG5ebq82qEFHlAFxjVTTWaphLy5wdUGUydpgQxq00QCgWCU1qB34Bms6Yw15cTPfDRNfercm1KDqZUCaY5daK95oUM00KPLisoBSl4ESm0iDjigDYuwCVJpBP7sAeXFd1/fSMFYCG3KyH9ugI8qAGNNAM6wpMst889ZhlrPEgwJv2QuZZagkEodwIETNTwNQ+5jlIEscK0snOXdpxGmFA0m+J7V8uCnzuoaGzJly+x+blKAaCq+WEmRSsp+uVg/LbLmDV7EOiRgyyHqd8OJyBNSkZF/PEB9zbtCpu+lNSnbj4UTGJV8lK6t86Dv1AkZiY1M5ksU1KdncB402ys17FI1coSFJ1+vpF0u6M6VkB7XdifdjDmRkOyxraP/+qLq7bzeb8vbXh8WuPBFbFzEWUscNhfuxhMEpDATCduRsXyHuR+zHXAgBQREfZv+l1enRtp3SKFA7dkFU80/duU+dj0oXN8Kjk6LdXNPID4ac+8yP4OzLVDZmaUg/qDv3A3D2ysgy/QJJPgbWkHPfYX4IJ1DKYk2oNZvJk/eBUY8XU/uAromPATRkTCZhHFq+dBRJLdREGlTduV9FFhip1tAnGpbDR859m3pxnGRKB8oIXBM1blTC4xxCDdYOzn39dmuIfyGwW4qYNNaEGlTduc+MWYB8YPoBDTn3g9imoTVdgPnBvSUZsuS6xi7QGmyIs7QtP2Y0iSXZtCEbVN25T41poBnWFJ37hHvWO2xyBiIw8BvybCyb7MDxb8zlcUrd6sro+OiGs5fNMhw0V9QP+fCPsvGkCsGifKRze+/UM7YhG66bYCg1JESMndmRMsZlDCXhu8mrMrmriH/hQzqP9049fxuq23eHI7VCyMo/N+hGuIw9a8SQkC15ZtD15nuLvXfPE3VlQIdMlnOCTj0BHGodjFghtDE+N+jUE8IhMnLEkND268ygG+Mydo5EwzRVvKGSRuWvxVre9Si1srgh+MZqeRaQGA56PXDSfTF8xEti344nYb9H+Ixls8P3YXgmZi9fXM9az/L2+/Wsfs229/kczuyq/40LWL2JmL3JtpBU/Zw4cuKo4Zs2iq4pV1Qefd7uNuWf++pDzY9ue6/W872/3ar+42Ea2+/t1ZZr/jgeXNuGmhOBrVQLQMA/q3twmTn6VzPruWupIgsijSHwyUlk0zCE/PNBW0pSgtQ1x/5qDTRk27EQEiscOBxVLsBukBJR9+DCscPGg3usVTWKgUJWN/VC5jM4C0kBbAINquzBhYryBmsfxIPrJQ5Nwkx2tybUoOoeXP/EHn2TrVe7agXy7bwsr2cm2A7OK6nti8bAuLndtLLwLVuEiKjyiOMRFkymQdU9uI6xC7TeriEK0U9omlqJrFSb3oNLjGmgGdZUPbg8F6fD7UYh1BJjCaeIxnK7GbFZxJKD+AM98KzyZ0OhT0a/vaIHV2EPLAqZfU2PrcIQBNv4V/XQyg1BuDt8TY+sXPeHrXbllFDwIY9whiFbcO8MUxiCAESv6nGVG4IQRK/pYZXr/iCIXtOjqjAEAYjekAeVHwOAtaxnk8j17cZOGqtlE5t4gQ8UTO1GO1EFJYIA5IQkr5V161n1SQyDCURaeFAbEqvjRmuuaUQCohA237LiNIAjJRTeWeEGaA9lSfcGoTzYcBBf+pEzHwNsKLjQhUMbLC+aKmdI3WcbdI8cOVlBwGDtfRKByGdrERrCkT+v5LP1SedsGwO0Sr1opEGRz5bEcAITeU2f7dGxXAZsmoEN2enUdVkGQQIq2zWBiaXss3WIawTbwWern2mAQthDyuAIKUt2tyYmVFTNAiiaYYCmM9CQzzZxSezY0gTHMPWlCjbXNXYB8qPpJ9WQz5ZaoRPQySo/qWfd2sY00Axrqj5bngvTYZOjMLIjpwFTP5tcXz1RvdGNIstKePGdbhTzK9XOrpIawWO8Py/1KMnxuYlyV65217Pb4ksORSq5/DYZFPnDbl1N45dyATk59afaUfBYbHbhovy6aoOzbvJtsShXRTVxgMbN3zb1X3AoVKYQ9ivwXLDh83QHlax6qsyobGtZr0fdX4GlY6tn9lRn5AowDPPcM7/cUzQ8v6Ld8g+XjnpvRyV+y2blDaHhh0tXvcdwbKz6/MqeBz2Ahx8uPeUO0+NE9COh1g+ISQhIdX80dcfUNpgskkfd+zwuL34qIqTX1yw8yvnZmdon0KC6OeAA72wOMj+zbZZyrdi/ORgu8BxCbd00gCPYRa7mMKIOScNX2jQQ160TVmDK6qPsn+8SmjhtLVzNTSJYx9XcXNOIKEeuZkgtookHh4m/nqvZJJwg00s/sCFXcxTZaUxTpTwA0fZxLzYlwxqoZXJOtMYacjW7UQCyLZTFmmjrf9m8lGBZyALNN/kmWgMNuZopbOEsOEJpKg2qnh7smIQTrcGGXM2Wk4ZpBhkgCts1gQYd4Wo2qehaYw25miPPoVBMahquRHWr5jBjFmgNNOxqDlzL9VOljE1RuPMhcl9yu+Z6xi7QGmzY1Rz44NaTlmoDlPVloCrYgG8xBTYOMTQ68B2qbDLXqJhN9i0/s7Ik4mAayyZTF7w31sDxzXbgMjsKZM0VoV1sSj82p8rg8hwfrv4fYpNj2/VsP55Mkx8cI5KanBCe/TfordAvmaSRpJq7LhCbzFKf0TSTtU+GNLl64hID0ofHdog9YwZr7z5xKWPgWvb9SbSmOpvswoMN0PQ9wQ2xyZlNKQEtqkLwiWxhdTaZwt7QgE1fsCE2mTAvppmj5PyflE224LAbgzV9sYbYZJr6UAQwnUSDjig2acwCrQk+xCbDKVdWGvuyjv+hKNpLdTbZMXaB1mBDbHLiUxYkTClkW6BB1dlkYkwDzbCmyibz8PAOm0wSn7hB49wfyyb7WWhFbnoQf5B28bzYZBI7PjiKJc2VqdlkE5tcbZ+1KuKB2GQTm4xUhUm8O0PiHWKTTWzyepmvuDgxWDsD1kxscrG9+K14ujBCrcqwxOf1wccJs4kRm2xikw3Yzgs2xCab2GSjQc8q2BCbbGKTzVbtfBoUscmJiU02Uu2sUg2xydTEJhsbdFrTQJVN5pllHTbZ92PqWS+MTU58z8uYd0g4g3fqGZtMGWS3pVCBRi67bXI2mdb+l8HYUVPp4unqnRxCiNhki9mWl4WTRVapxyY7nhy+TLzo+4wXRWxykLLUjaVr9kwem0zhu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Dodatek_01_Smlouva o účasti na řešení projektu_TACR_EPSILON.DOCX2026-05-23T01:37:56+02:001ff0d2be3cf593a396fcb590dcc4d64ed3923aa5c67dcdb56f936f8f497b715d9