Hmoždinka+S6HR 12x160 KPK Nylon | ZEMPLÍN, s.r.o.Otvoriť menu
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Hmoždinka+S6HR 12x160 KPK Nylon

Obrázok ku produktu Hmoždinka+S6HR 12x160 KPK Nylon

Mont:

Viac

Kód produktu

HMRS-KPK-120-160

Balenie

0.025 Mks

Množstvo v kartóne

0.200 Mks

Cena s DPH

515,49 € / Mks

Orientačná cena za 1 ks

0,52 €

Hmoždinka+S6HR 12x160 KPK Nylon | ZEMPLÍN, s.r.o.Menej
Hmoždinka+S6HR 12x160 KPK Nylon | ZEMPLÍN, s.r.o.Viac

Mks

Skladom0.175 Mks
info-icon
Interný 0.175 Mks

12,89 €

Spolu s DPH

Balenie

0.025 Mks

Množstvo v kartóne

0.200 Mks

Cena s DPH

515,49 € / Mks

Orientačná cena za 1 ks

0,52 €

Hmoždinka+S6HR 12x160 KPK Nylon | ZEMPLÍN, s.r.o.Menej
Hmoždinka+S6HR 12x160 KPK Nylon | ZEMPLÍN, s.r.o.Viac

Mks

Skladom0.175 Mks
info-icon
Interný 0.175 Mks

12,89 €

Spolu s DPH

Hmoždinka+S6HR 12x160 KPK Nylon

Balenie

0.025 Mks

Množstvo v kartóne

0.200 Mks

Cena s DPH

515,49 € / Mks

Orientačná cena za 1 ks

0,52 €

Hmoždinka+S6HR 12x160 KPK Nylon | ZEMPLÍN, s.r.o.Menej
Hmoždinka+S6HR 12x160 KPK Nylon | ZEMPLÍN, s.r.o.Viac

Mks

Skladom
info-icon
Interný 0.175 Mks

12,89 €

Spolu s DPH

Balenie

0.025 Mks

Množstvo v kartóne

0.200 Mks

Cena s DPH

515,49 € / Mks

Orientačná cena za 1 ks

0,52 €

Hmoždinka+S6HR 12x160 KPK Nylon | ZEMPLÍN, s.r.o.Menej
Hmoždinka+S6HR 12x160 KPK Nylon | ZEMPLÍN, s.r.o.Viac

Mks

Skladom
info-icon
Interný 0.175 Mks

12,89 €

Spolu s DPH

Kód produktu

HMRS-KPK-120-160

Vlastný kód produktu

Hmoždinka+S6HR 12x160 KPK Nylon | ZEMPLÍN, s.r.o.Vlastný kód produktu
Popis produktu
Technická špecifikácia
<p style="text-align:justify"><strong>Mont:</strong></p> <p style="text-align:justify"><img id="Obrzok_x0020_1" 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/1FYGAgAwYMKO3mPHYqBQYSFxtjk2tV9HKlFdnPP//MunXrCAgIACA9Pb10GyQ8wMPTE51Oi1pV8qgE87MqBkllgclkwsHBgW3btgEQExNDihjAViglCbkzT7JXzP7jQ6luJ5SOuyF3vn5+xT7X0cm5wt7kJWE0GlmxYgWurq6MGTMmL+ROeHQCbLiS5OHpSXp6mk2uJTxaNWvW5NixY3kv8tq1a5dyi4T8VAoIJC4ulurhNUp0HQ9PDzEQLiNat25N69atAZg+fToNGjQgJCSklFsl2NLdkLvQsLBin2sOt6uYkUgPZZAklUqRy8X461Ezl3G8DdQv9rlOTo4i3C4f0dHRpKSkIJPJ+PrrrwFz3p27u3vpNuwx4ubmjgnIzMjA1c2tRNdycnKyySy38Oh1796dgIAAcnJyqFatGkFBQaXdJCEfdyc1SjpIcnZ2sTr8R3h4hg0bJt5/FZCvr/V7JTk6OlbYcLuHMpJp1qwZzZo1exiXFizwLeFyqSjc8CBXV1e6d+9+35+J1aRHLyAgkNjYmJIPkpydiY+zzaqU8GjJ5XKaNm1a2s0QCmGrlV9nZ2dUYkKjzKlTp05pN0F4CHz9/Dl98oRV5zo6iXA7oRzw8/Pn3JnTVp3r5OREhqj69QAvLy9atWpV2s147AUGBRIfG0ut2iV7QTu7uIiOlyA8RAGBgZw6YV1n617OziIEXBAelZJUuHNycqqwRVZE4YYKpEQrSRW4OolQ/pnzHOJKfB1nJ2dUWWKQJAgPS4CNCq3I5HLkCgU5OTk2aJUgCJb4+fmRkGh9/7GiFv4Sg6QKxMvbm4z0dPR6fbHPrcjVSYTyLzAwiNiYkne8nF2cRVipIDxEbm7umEwmm5SIdnZ2FjmEgvAIODg6olAorNpH0KkCbyEjBkkViEwmw9PTi6TExGKf6+jkiLqCzgQI5V9AYKBNcomcnJ1FMrggPGQBgebw2JIy5yWJ51UQHgVz8YbiryZV5EgkMUiqYLy8va3aW8JJlAAXyjBnFxckEus3u8u7jrMLKpW4zwXhYfLz8yfRytCde5kr3ImVJEF4FLy8rdubzEmE2wnlhaubm1XLpY5OFbeEo1AxeHqVfHNJpVKJRAK5ubk2apUgCP/l4elpk0RuJ1HhThAeGTc3dzKs2JvM0dGxwk6yi0FSBePmbu1NLnKShLLN09PLJh0vsf+KIDxcXt7epNjkWRXhdoLwqLi6uVlV5djB0RGNRoPRaHwIrSpdYpBUwbhZeZPb29tjMBisKvogCI+Cp5eNBkmieIMgPFSeniVf9QWxV5IgPEpubu5W9R+lUil2dvYVshKlGCRVMOZBUrpV5zo4OpKdXTErlAjln6eXl01mp0UIjyA8XLaa0HBydiZbTGgIwiPhZmW6BphTNnIqYP9RDJLKCbVazddfzCj0ODc3d6tvcqVCgV6ns+pcQSiuQwf2s2XTxiIfb4ucJDDnJWm12hJf51Ew5eaiO3gIw/Ubpd0U4TGWmZnJ1zM/x2QyFel4D09PMtLTSxx+o1Qq0eaWj2dVEMoqo9HI1zM/LzRSyM3d3epJdoVCUW7eq8UhBknlhJOTExkZGdy6edPiceacJOsGSXK5Ap0YJAmPSEhoKNu3bClyx8vLRrPTSoUSXRn9ZW4ymTBcvoJm3u9kjRpHer3GqAaPwHAusrSbJjzGXF1dyVapuXblSpGOl8vlee+sklAolWh1ZfNZFYTyQiqVYjKauHTxgsXjrE3XAHP/sSKma8hLuwFC0YWH1+DqlctUrlKlwGNcSxBup1Ao0OvFIEl4NPz8/HF0dORmdDRVg4MLPd7T0zbhdgqlEq227NznxpQU9PsPotuzD93eCExW7FMhCA9b/YYNOXvmNGHh4UU63hxyl4yHh4fVn6lUKtGVoWdVEMqr8Bo1uHL5MnXq1ivwGEcnJ3I1GvR6PXJ58YYHFbX/KFaSypGw8HCuXr5s8RgHBwdMJpNVJY7lCjk6XcWbCRDKrrr163PuzOkiHevm7k5OdnaJVzuVSgW6UpydNuXmott/kOzPvySzW28yGjZHPelVtP+sEAMkocyqV78+586eKfLxtqhGqVSIlSRBsIWw8HCuXrHcf5RIJLi6WpeXJFfI0VfA/qNYSSpHwqqHs3rF8kKPc3NzIyM9HV8/v2JdXy4XOUnCo1W3fn3WrFxJ9169Cz1WIpHg7uFBWmpqse/teylKIdzOmJaGdvkqdHsj0B86DMWcxMj+4BNyvvzfQ2pdwZx++wl5rZqP/HOFsiekWihpqamkp6XhXoTVIVsUb1AoFWIlSRBsIDQ0jJtRURj0emQWVonc3M39R08vr2JdXyGXo6uAK0likFSO+Pj6YgKSk5Pw9vYp8Li7yXfF7UgqFIoKeZMLZVf18Brcjo9DpVLh7Oxc6PHmkLvkkg2SlEq0j3gyQOrhgeKpziCRgFaL/vARKEZSuyklBZMNQg2LTWy6K9whlUqpXbcu586eoU279oUe7+nlxe34+BJ9pjncTqwkCUJJ2Ts44OPrR3R0FNVCwwo8zlwGPL3Y15crFGIlSSh9YWHVuXr5isVBkqubm1XFG+RyeYVMvBPKLrlcTo2atYg8e4bmLVsVery5eENqiT5TWUpVeGTBVZE9Nwb758ZgTM9Av2cv2q3b0e/egynLcpljx1lfo+ze9RG19B5K5aP/TKHMqluvASdPHCvyIOl85LkSfZ5ChNsJgs2EVa/O1StXLA6SrO0/KuQiJ0koA4oSV+rq6kZWVmaxr23OSap4N7lQtpnzkoqW6+Du6Ul6elqJPq8sVMySuruh7N0T5x+/w+3UUZz/WIzd2FFIKwfle7xELkdiZ/fo/5FIHvF3RijL6tarx6ULFzEUYTLN09OT9LSSPqsVs6ywIJSGouS1u7m5kSn6j3nEIKmcqRYaxo3r1y0e4+DgYNWmXooKulwqlG2169Tl4gXLpUnvcnJyQl3CzSXLWsUsiUKBonVLHD98D9eIXbhu24j9lDeQNXyitJsmCPdxdnHBx9eXqKioQo91dHIiW12yzSWVSjsRbicINhIaFkbUDcv9R3sHB3JyrOg/ihLgQllQKSCAxITbmEymAmd57R0cUKvVxb622CdJKA1e3t4YTUYy0tNxc3e3eKyjoxOxMTEl+ryynOcgkUiQ1QjHoUY4DpNexJiUjG7nLqRFKJEuCI9C1eBgbkZHERpWcMgOgJOjDSY0FIpHnj8oCBWVp6cXmtxccrKzcXB0zPcYBwcH4uM0xb62XFEx+49iJamcsbOzw8nJmZSU5AKPcbB3QJOTU+xrV9Q690LZV6VKFW5GRxV6nJNzyTte5SnPQerjjd3ggcjr1y3tpggCAFWqVi3Ss2rv4IBWq8VYjAIl/6UowxMaglAe+fv7WyyoYm9l/1Eul1fI6shikFQOVQqoxO04Cze5g73VN3lFnAkQyr4qVYO5GR1d6HGOjiUP4RFlhQXBeuZBUuHPqkQiwcHBgWwrohrukslkABgMBquvIQjCv/wrBRAfH1fg1+0d7MmxcpJdJ8LthLLg7k1et379fL/u4OBIjsa6QVJZfRllZGQw99df0estty+lNMokCyVWpWpVjhw6VOhxtshJElUcBcF6gUGVSUxIQKfToVAoLB7r6OSEWq3G2cXF6s+Ty+XmvV3uDJgEQbBepYAA4i2sJDk4OKKxov8ou/OcVjRikFQOBVWuzBULFUocHR2tmm03mUxIy2g1q4h9+1jxz3KmvvNOgcfoDXpifylZvopQOkJCQ/lj6ZJCj3N2cS7RzDSAyVhwPp8gCJYpFAoqBQTeyUuqbvFYZ2cXVCoV1u9qBkajyby/mPBQid+Jj4eAwED27NpZ4NdL0n+siPeQGCSVQ/6VAti3Z3eBX7d3sC6m1GQq2y+jxk2a0KtP7wK/rtfrmfLGm4+wRYKteHp6YTKZSE9Lw93Do8DjHB2dUJcw3M5ExfxlLgiPyt2Qu8IGSY5OjmSXcOWXcvq8mtRqclesQrd9J6bMLGSVg1D06IqiQ3skdnYYrt8AqRRZcNXSbqrwGKlUKaCQdA0HqyKRMJmQSiteBo8YJJVDlQIqWU68c7C36iY3YUJC+XsZCRVDlSpVuXUz2uIgSaFQIJGANjcXpZ2ddR9UQWe8BOFRqRoczPVrVws9zsnJ2apKq/cqjzPUhmvXUY0ej/Ge3C3DiZNo16xDWj0Mh2lvkf3WNJx//QnEIEl4hLx9fMjMzCjwHepgb11Oe1mfZLeWGCSVQ46OTuj1+gJvcjulHbma4pdwxATleYxkMplKuwlCCXh5excpp+zuTJe1gySjyVSu73NBKG1e3t4cPXy40OMcHOzRWPMuuofJZCpXj6sxOQX1xJcxRkcjDQzA7tkRSCv5oz95Cu2a9RivXCX7nQ8wpaRiMpaNHGCTySQT78/Hg1QqxdXVjczMTLx9fB74utLOzqoNnCvq3SMGSeWUq5sbGRkZ+Pj6PvA1B0dHq15MD2vGLjY2Fm1ubomukZiQaKPWCGWVl7c3qUUYJDk5OqFWqXFzc7fug0wi/l4QSsLLy5vU1MKfVXN4rA1WkspRGE/2W1MxXLiIvGULnH75Eam7GwDKPr1QDhqAatizmG7fNh8sNm8XSoGbuxsZGen5DpKkUikKhQKNRoO9vX3RL1oOV3yLosi/eSQSysaUx+OgCDdaQEAg8XH5l3GUy+XY2dmhVhUvFtzWg6QN69fTrFFj2rduQ1JSMursbKv/OXH8eKGfZ23bK+BzXeYU5VtctWow0UXYf8XTy5P0tDSr22IyGZFKyk+nq6KriC/Wis7P35/MzMxCw3I8PD1JS00t0WcV9F4qi6HhWYNHoNuxC4fpb+Py15K8ARJA7qo1ZHXthSkt/d8TysgeUBKJxCCew8eHf6WAAvuPAG7u7mRmZBTrmv8t/FVR7qcirySZTIj6m49KEZa9zbsbF/wLViaTFbucty2X21UqFRvWr6dqcFVSU1OpXac2zs7OVl8vqHIQMbcsV66ztv0iyuDhK8q3WGmnLNKKo0wuR1eCTY/Fz7tsEWE+5ZNSoSA3Nxd7B4cCj5HLFTYpt59fh8tUxgJ8THp9Xg6SvHGjB74uqxyExM0VU0bmPSeVjb+DCLd7vCiVSot7YsqkJe8/VpT7SUynllPu7u5kpKcX+HVrK5TYYvR//do1+vfpg5eXF0v//LNCVjwRbM/Ty6tIOUnmDWWtD+ER1e0EoeQ8vbxJSUm2eIyTk2PJntVy1NHSbdyMMS4eebs2yJs0fuDr8iaNcVn5N9KASnl/ZirBZI8gWMvNza2Q/mPxizeYoEKG5Yjeaznl5u5OhoXlUAd7BzQ5xctLskW43batWxkyaDDjJzzPJ599hlKpLNH1hMeHu7sHqqysQmeenZxKludgEvuuCEKJeXl7kZpiOZTOsYTV7cpTZbvcJX8AYD9+XIHHyKqH4bJ6ObKaNcx/UMjm6ILwMJj7j+kFft2qSfZyVmClqEThhnLKzc2NBAtlwJV2SrTa4hZLsL4EuNFoZNY337Bq5SrmLZhPvfr1rbqO8PiSSqW4u3uQlpqab0GSu+zs7UtYCKTsbposCOWFVxFWkuzs7Er0rJaXlSRTdjb64yeQuLkhb9va4rFSfz9clv+J6vmJUMyQJkGwBTc3dzLSC55kt1MWv8JdeSuwUlQV72/0mPDw8CTNQvK6VCrDaDAW65rmnc2ta8/IYcOIuhHF1h3bS22AVF5mHCui5KQkTp04Uew45rvUKhUXL5zH09OT5KQki8fml2+Xk5PDmVOnilRxK78S4FqtFqPRSEyM5bw34fGg0+k4c/oUiYnWVdU0Go2cj4wk5tYtq9tw7uxZzp09a/X5Vy5f4uyZM1afXxgvb+9Cn1W5vPi5DfcylZMNKnX7IkCnQ9GxfZE6ihJXF5yXLkTeovkjaF3hJBJJuRytXbl8mWtXC9+vqyA3o6O5cP681effunmTg/v3W32PJ9y+zeFDB60quV0S7h4eFosfSWUyDMVc5SxvpfqLSqwklVOFLZdKZVIMVuzBILGy6te5s+eIOHgABwtJvELFc/bMGdauWsWpkyfQ6/U89/zzdO/Zq8jnx8bcYveOHZw4fgyZXI6bm1uhs9MymSxvdvp2fBy7d+7k6JHDeHp6Yu/gwBtTplr+UJMp7z5PTUlhz66dHNgfgX8lP1564UU2b9sqBtyPqdTUVNavXcOmDRtwsLfH3sGBH3/5tcj3g1qlYsumTaxbuwa5XEZaahpL/vq7yKV0c3Jy2L51C+vWrEEhl3P16lXmLVxEUOXKRTpfq9WyZ9dO1q5eTXZ2NjG3bvHDz79QPTy8SOcXh5eXN+cKGYRZU0DoXuUl3E4fcRAAeRvLq0j3kkilSHwfLMEsWKbVatm5fRtrV68mNzeXuNhYlvz5F17e3kU632AwcGB/BGtXrSI+Lo7k5GS++3EONWrWLNL5RqORI4cOsXbNaqJv3CAnJ4fnnn+ebj16FvnvcOrkSdauWkXkubMYjUYGDhnCoCFDi3x+Sbm5uVnsP8qkUozF7D+ac33L/oRGcYlBUjlVWOKdzIqVJPMLybr2lIcXmWAbWq2W3Tt3snb1KrRaLb169yasehh/LltWpA6R0WjkzKmT7N65k6SkRPoP6E/denVYtnQZdvb2he6VJJVKuR0fzw+zviE2JoZ+AwZQt24dVixfjouzC0aj0eLss8lkIisrk19/+pErly/Tp08fxj03juV//4Obmys6na7C5dKlpaVh0Ovx8PREJhOFSv/r4oULrFm1kqOHD9OtR3dGjR7Ntq1b0Wq1Rbofbt28ydrVq9i1Ywft2rdn6LBhHD50iJzsnCLtNxIfF8fa1avYvm0bLVq2YPCQwRw/dpzExETzymchUpKTWb92LZs2bqBOnTr06duHC+cvkJKcXKJBiiVe3l5FmNCQYzBYX93OHG734LvFYDCQlZWFWq3GycnJ6uvbiu7gIQAUbVra9LpZWVn3VcBTKu2ws7duE+3yLikpiXWrV7Nl00YaPPEEffv149y5s6SlppKdnY1XIednZmayeeMG1q9ZQ0BAAE916cLN6GjWrllTpH0l1SoVWzZvZt2a1Xh6evL0M88QXyOclctXYGdX+CSIRqNh5/btrF29CqlUQq/evQmvUZ2//vjzkb9vnF1cyMnJwaDXI5M/OAyQymQYitl/5D+PqtFgQK/XE3PrFm5u/5bCV9rZYWflRvCl4aEMkkq6PK7T6TDc+Qbr9XoMej1GoxGFQoHSzg5HR0cbtbRskkqlODo6IpMV/H10dXM1d3ZMJmTyBzs9jk6OSGVSi9f4L/P3V5l3jlwuL95mYkKFlpSUxPq1a9iycSP16tdj5LPPcvHCBRYuWECbdu34/qefLc54q9Vq9u/by77du/CvVImBgwdyO/42f/7xJ9XDw3nhpcnExcZw9crlfM/PycnhQMRe9uzcgZeXF0OGDSU1NY0/li6lSnAww0Y+S/XwGgV+vlar5cihg2zdvAmFXE7fvn3o0KE9S5csxcPDk9jYODZt21rsF5bJZCI6KorIyEguX7pMbgk3Ts6PVCrl5Vdfsfp5fPrJp0hNSWHztm2EVQ+zcevKJ51Ox949u1m7ahVZWVkMGTqEpk2b8OeyP3B0cmLAoMG0atOmwPeZyWTiyOFDrF21ihvXrzNw8CBeff01Vq5YydmzZ+k/cCBT330PhUJRYBuOHzvG2tWruHjhAgMHDeL1N95gzerVLFm0mH4DB/LKG29a7FBEnjvH2tWrOHHsGD179+b1N15ny+YtzJ87j159+7L0r79xsmLrBbVKxc2b0dy6eRNVVla+x+h0OlJTUln5z98FXkej0ZCdnZ3vMfUbPEFYIStcRqMx33dYQsJtPnzvfW7dvMm06dML+ds8fMa4eHBwQBoQYNPrNqxXH0dHx7x70M7envUbN+LzGK1AnT19mrWrV3P61En69OvHa2+8wcaNG1n0++/07T+AF/6ebDGC5cb166xZtZKIvXt58qmnmPzKy+zdu5d5v/1Gtx49WbTsD9w9PAo8/+bNm6xdtZLdO3fSvkMHXpo8iUMHD/Hbr7/y9DNdmb9oscVVrITbt1m3Zg1bt2ymcePGjHtuHOfOnWPeb3Np37EjP/7yKwGBgcX+vmi1Wq5fu8a1q1e4ffu2uSDRHQaDgQ1r16Cw8C6zt7fnrz+XYZ/PAC8uNoac7GwMBj2t27YrUnv+u09SQkIC165eZeSw4XmpISaTCVc3N9Zt3IC7u3sR/6aly+aDJB9vLypV8rfq3EMHDzFqxAjkCgW5d0b2np6eKBQKpDIZGo3mvo3p6tary9Dhw+nXvz+HDx1i1cqVnDh+gvi4OPR6PRKJBEdHR0yAQa/HwdEB+X9GzZocDao7m666u7sz/NmRjBk7Fnt7e9avXcfWLVs4e+YMSXdir+8OHPR6PSaTCScnJ6T5/BJXKJTUrVuHJk2b0ax5M1xcXVm2ZAlHDh/h+vXreWVR7R0ckMtk5OTk4OTshEKhQCKRoFAqmPrm6xgMBtJS/40d7dGzJ8+/+CK1atfil7m/sfzvfzh54gQxMTHodDokEgkODg5IJBKOHTmCm5sbcsX9f2e93oAmJwdHJ0dAgkKhwN7eHqlUStSN6+zduRMXVxfqN3iC4SNHkJKcjJe3N5cvXWL5P/8QsS+CxIQETHe+Hy4uLo88prY0eHt7YVcBVhiMRiPbt21j65YtyGRSdFodTs7OfPLZZ4B5j6sD+/ezZ9cuTEBmRgbXrl0jMyOD3n37MO3d6fz1x598MWMGVYODad2mDXK5nEYNn0ChVKLRaDh86BA7d+xAq9WSmZFBVFQUe3buoPOTTzJl2lTWr13H1zO/pFJAJZo2bYqDgwNPdu6Anb096enpxNy6xc4dO1Gr1eh0Wq5fvUZCYiLt27fn3Q/eZ8vmzXz91Vf4+1fiiYYNcXJyonWrFlQNDsZgMHDm9Gl27dxJSkoqRqORG9evEx8XR5OmTZny9tvsj4hg9qzv8Pb2pkbNGri6uNL5qc6A+Rf52TNn2LplC7GxsSgUCkwmGDhoIM2am3MIIs9FMvOLz7l04SJarRaFUoGrqxsuLi5FWqkxGg13JoAM6A0GDHp93r/vThDd/ffdlYRjR44QXC3Eqp+5i4tLiTf1LA3eXp5FmnWMunGDxYsWoVJlYdAbMJqMjB4zlvoNGmAymTh39izbt20jPj4eMBF1I4q42Fhq16nN2OfGcfLESX6e8xMeHh5UCwvD3d2dqlWrUDnI3Hm5ePEiO7ZtIzo6GplUyq2bN4mNjcXP358hQ4dwM/omfy77Azt7e6qFhhIaFkblypUJrloFMHfUdu7YwcWLF1EqFNy8dYtb0dF4eXszbPhwmjdvzpLFi5FKJISGhdGkaVN8fHyoFhIMQFxsLDt37uT0qVMolUriYmOJuXULhVLJ8JEjaNmiBQsX/s6mDRuoFhpKy1at8HB3Jzy8OgBJiYns2b2bI4cPo1AqMZlMVKlShRcmTgTMYYZLFy9m9cqVaLVaPpg+DVdXV1zdXC3OkteqXYuE2/GYTKa8e1hvMN/Xd//fydmZY0cOm+9ngyFvZSti7x46PdkZS4mwJpOJtu3asX7Nqvv+3OHO+6osMBmNoFIh8fOz+bVlMhnHT5/KG2i/OOF5fvzhez78+GObf5a1nJ2dcHN1LfS4jIwMli1ZwrVrV5FIJBj0Blq3bUv/AQMAiImJYef27Zw7exa5QmG+x2NicHRwYNiIETRr3pRFCxdh0OupFhpK8xYt8PT0ICy0GmDulO/euZPjx46hUCpJTEggJiaG3Nxcho8YTpOmTViycBE7d+ygWmgobdq2xcPDnTp1agPmZ2Df3r3sj4hAoVCQkpxMVFQUmpwchgwbypSpU1myeDF7du+mWmgobdu2xd7ejvr16wHmVb/9ERHs2bULiVRKRno6169dI0ulol///kx/712WLVnK55/NIDg4mDZt2yKRSGjatAkA2dnZHD54kF27dqHT6ZBKpZhMJj746CPs7OzQaDTs2rmT72fNQqVWo83NxcnZGVdXV5wcHe+r2FqzVq0H83NNprznz6DX4+fvz41r1/L+P+89dOfdk5KSwtWrV4iPjbG4F9pdCoWMzMz0vGc1LTXV3Ad3cmLXvr15xz07bDi//fILb739dqHXLAtsPkhy93C36ry0tDQmPPeceRBjMuHr60tWVhZPdnmKN958M2+kHh8fz6LfFzL31185d/Yc06dOY/rUaQ/EPiuVSrRa7X3lR3Nzc3FycmLgoEGMeW4cijuDsS2bN7Nu7Toiz53jx9nf8+Ps77F3cHigTvzda94dVN29pq+vLy++9BJPd30m7881Gg1nTp3m2NGjLJg/j8yMTLKzs/O+LpPJMJlM931G5p1N5lq2asXU6e/g42OeLTp29BhrVq9ix7btrF+3jvXr1gHmELd7q/8oFAp0Ot19n5Oeno5SqaRb9+688tqr2N2ZiTaZTFy5fJljR49y6OAhrl+/Rr/+A+jZsydKezvS09I4dfIk69as5f3p7+Lp5UXUjRsMHzGCqe9Mo0qVKqSnp/Pt/75Bp9NaneBcXtjb2+Hm6lLazSgRlUrF8r//ZuGC33F0ciI5OZkJLzzPTz/8SHp6OufOniU5OZmM9HRatW7N0SNHePGll/Dy9uLy5cv4+vmxfdt2Fv2+kKZNm2Jvb0/Xbt3w9fVl7q+/MqBfX3JyNMTHxdGseTOioqIZMHAglStX5s8/liGRSNi9ezdrVq+mbr26eHl50bFTZ8LCwli/bh1jR41GbzAQHxdHgycakJmRSeu2balTpw4SiYTc3FxOnjzJhvXrqVGjBpUrV+GJhg1p1KgRhw8fZtLEiWg0uWSkpxNeIxyJREL16uG0aNmSHdu24evnx6VLl/D19eX48eOEVa9OYGAg7Tt04KMPPsDD05O///yTtNQ0qlStgpubG+7uHnR5+mk++/QTDh86hEwqpXp4ONevX8fb25uatWrRs1fRc7BKy/Fjx0u7CcVmZ2eHm5vlztf+iAgWzJvPmTNnUMjlDBg0kM2bNpOUmMjRI0dRKOSkpaYRHByMVCbDwd6eIcOGsXvnLtw9PLgZfZPt27Zx7uw5atauhaODI926deOLGTM4dvQoCrmcoMqVibl1C/9KlTCZTPTr35//ffUVCqWSzMxMPv7oY1xdXalVuzbZ2dn07t2b72fP5tjRo8z5/ntMmMhWZxMWFkZScjKjx4zhzM8/o7Szw2g08svPP5OVlcUTDRoQExtDn759WbRwIceOHWPJokXExcYik8lo1Lgxly9f4uVXXuWff/5GIpViZ2fHwgW/k5yURMtWrTh39iwDBg5kw/r1/LFsGWvXrCExIQGNRkObtm05fOgQ777/Prt372LlihVs2bwZtVpNYkIC7Tq0Jy0tjY8//fQR/YStd+rkybz/1ul03Lp5k2qhody8eRMfHx8cHBy4fOkS4TVqYDQauXbtGtWrVycuLg4XFxdcXMy/yzUaTYlXfk2Z5pU2k5OjxW05rGEwGEhNTc2b3E1LS7O4CeijJpFI8PL0RJ5PNMtdly9f5qcffmTP7t1UCgigcpXKKBQKzp8/z9GjR1myaBExt27h4OhAjfAaXLp8iSlvmwckUqkUmVzO/HnzSE1JoVmL5ly+eIn+AwawYvlyjh8/zvJ//kGtVpOakkLL1q04deIkb0+bxubNmzAYDLi5uTF/3nzUKhWt27QhISGBwUOGELFvH6tWrmTrli2o1WoSbt+mQ6eO7N61m89mzODM6VNcv34dD09PVq5YSXxcHG3btePypUsMGjyYmzdvsm7tWg4dPJj33mzbvh2HDhzk7WnT0GpzuXLlCj4+PmzetIn5c+fSvEULpFIpPXv1wt3Dg9nffUffXr1ISkoiIyODFi1acPnSJZ4dNQo/f38WzJ/PoP798t6rTZs1Q6fTMWTIEKpUrfoIf9LFd+L4v++ce/c/TEtPJyYmtjSaZBWbDpLs7e1xsDIc5OMPPiRbraZ2nTp079GDjevXk52dzbGjx+jUvgMjR43ixZcmUqlSJd6eNpW3p00lPT2dNatX88mHH+UNkGZ9P5sePf9NoDMajVy8cJG9e/ewd9dujhw5wu8LFrBo4ULGjBvHG2+9yXMTJvDchAkAnI88z3vTp3P61CkA6tSpw48//0xQ5aC8a2o0Gk6dPMWunTvYtWMn169f56MPPmD2rFm8/c40BgwcCECVKlXo0asnH3z8EVs3b+Hrr77E3s6eae9Op1XrfxM84+LiOHjgALt27GTzpk0cPHCA3t170Kp1a774cibdunejW/dugDn2/Kc5c/h9/gJMJhMKhYI5v/xMx06d8q53dwC0b89e9uzZw4H9+1m9ahWrV61i4ODBvP/hBzg4OODn50ebtm0BuHzpEj/M/p6xY8YwfsIExowbS9NmzRj/vHnw9sZrrxEbG0OHjh1p17593mfNX/g7Y0eNxljBS5l6eXqWdhNK7P3p73Lr1k2++e47XF1deWHCBLo8/TS/z1+ASq1m1uzvGD/uOfr370dExH5yc3NRq9W4uDgTFxvLy6++wuaNm6hTpw7DRoxgxmef4ejoiJu7G1evXmX6e++yedMm3NzceOW115g+7R2CKgdRo2YNzp07x4cff8z8ufPo2LEjk155mTdefZW69erSrHlzZn7xBe9Mn86hQwc5efwES//4k0kTJ9KyVUu6PP00P82Zwyuvv8alCxfZuHEjG7Zs5vVXXqVZ82b06duXZUuX8tyECRw9fISUlBSW/vkH702fTs2atRgwaCCfz/iMYcOHo1Ao2L5tGzt27+KLGZ/j6enBgEEDmfXtt/Tp2weDwcDmTZvZsn07P8yejVarY8Cggfzy00+0bd+eRo0a8dWXM9lzp3MeExPDgEEDS/tHW6if5swp7SYUm7dXwSEwAAcPHOT558bz/kcf8uNPPzFi2FDadejA8WPHcHJ2IiAgkEr+/uzetYvGTZvy57JlVKlaleycbBRKJdVCQggIDGTHjh288+509uzajVqlwtXVFUcnJ8LCwqj/xBMsXLCAn375hV07dhAdHU318Op4eHpSqVIl2rRpzZczv+TPv/9i586dHD50iLbt27FyxQocHB0YN+45nh0xgrMXzrNn925W/LOcAYMGsmvXTrLV2Ux9Zxrdn+nK2QvnOXXyFD/M/o4BgwZy/Phxrl29yieffUrvHj05dOwot27e5L13pjNg0ECuXb3K/uwIvvrf/+jTsxdL/vgDDw93Jjw3ngGDBpKcnMytW7eYNfs7Bg8YyIrVq/Dw9KRPj54MGDQQg8HAyeMnmDX7O8aOGs37H35Arz59aNWsebm4n3ds30bsnUqU3Z9+huvXr9O5c2f27duHvb09jRo3ZveuXdSuXRu9wcDlS5fo0LEjR48exaDXU69BfWJjYkm4fRt7h5KtSvkZjfwBnIuO5uU771Nb6ti2XV7Or0KhYOiwR5fgXxh3d7cCB0jZ2dmoVWq6dXmaF158ka07trN0yVLAPOGsVqm4fv0Gs2Z/R/dnujL51Vf48vMvsLOzIzsnG3t7O2QyKd26d+O7b2fx1ttTMJng6pWruLq64uXlRWxsLCOffZZPPvqIN6a8hZ+fP5Fnz1E9vDoXL17k4vkLvPr6a7z1+ht898P3VPL3Z8yo0bRp1xa1WsWBA/v5Zta3vDL5Zd546y2GDBtK8yZNGDBoIN4+3qxds5bf5s3l5UmTmDhpEq+98Trh1ULpP3AAFy9e5Neff2b9po2MGz2GmV9/Rd9+/WhYvz69+/ZBo9HwxYzP2bB5Ex998CFNmjThm+9m0bZlK7r16E5AYCBTp0xhw+ZNvPjCC4yfMJ7nX3yRZ558iqeeeZrw8HCmTpnCXyuWs2DuPIKCAln215/079OXjp0707BRw0f5oy42dw8P/vnbHGbbrpW5v2sC7O3sePqZZyycWbZIiroPwVOdOue+9uZbSks5B5X8/fDxKVqFkXslJSbRslkzPD092X/4UN7S8rWr1/jyiy+IiNhHSEg1MjMzmf3D9zzR8P6bQ61W8/lnM/hz2TIAOj3Zmc+/+CLfONGEhAR++vFHlixaDJhzexYuXvxA2erzkeeZ+MILeSVc3//wA0aOGpVvgYJz587x1Rcz2R8RAUCNGjVYtHTJA59vMpnYtnUbH73/Pt179uDNKVMeyH/Izc1l5fLlfPzhR3kzRlOnTeO55yfcd1xGRgbT3prC1q1bAejeoweffPYZrvnMvKakpPDrz78w77ffAPNg9td5c+8bqN115coVPv7gQ7RaLd/M+pbAoH8HhydPnOSlF17g+RdfYNSYMXl/fuvWLbp06syR48dwyWfZPbxaKCfOnMbZitj4u2Z+/jkxt2L4fs6PBR6j1+upGVad5atWVm7YqFGRajnPnzvvpcjI8z+8OGlSgcc4Oznh51f+Y8BfffllOnXqTK8+vbl29RovTJjA/IW/M2zwEOLj4mjRsiUXL15EJpPx3gfv89rLr1AtNBSlQoFOryMoMAhnFxf0eh16gwFVZlZevsPlS5cA88yn0WREJpWh0+uQ3ql2o9PpkN6pSufk7IRcJketVptDVU3mUAWJRILRaERvMCCRgEFv+HelVCJBLpPldWYcHBzQ6/V5oaIqtRqHO2GwRqMRD09PVFlZKJVKXN3ciI2Jwc/PD7lCQUZ6OtXDqxMXF49CoaBylcocP3qM0NBQjCYT0dHRdOjQgatXr2A0mmjQoAEb1q+ndt06+Pv7s3P7DoYOH45KpcJkMvHeB+8/+h9mMXXu0JGb0dFs2rr1oeckDezXj6nTpwc3adIkuijHH9h/oNZXM2ee/+rbWXl/5uToiL9/wXtlmc/bz5wffmTJH8vu/Vy+/fpr1NnZ3Lh+Az8/P+JiY+nXvz86nY6NGzZQpUoVdHo99vZ2hIaFkZOdg0QqQZWZBVIJDvb23LoVk5eLozfokcnkGA0GjEYjEqkU/Z3fzeZQSBMuzi7kanPRarXmezs7G8OdkG+tVotUKjU/G8Z/k6GlUilyuRyj0ZgXIm0wGHB2diY3NzcvnDs9PR0vL3NaelZWFn7+/mRmZqLX6wgMDCQ6KprgkBDslEquXrtGw0YNiYuNIyMjg0aNGrFn926at2yBvb0De3bvplevXty4fp1r167Ro1cv1q1ZQ63atWnVpjXffv0/zpyPLPLPurS8OGECO7bvYMy4sVy+dJl9e/fywsQXWfT7QrKzs3n3/ff49ONPqFmrJsEhIWzeuInRY8ewYd16kpKSqFy5Mr8vWcykFyfy+ZczqVu3rtVt0V+4SNbTPZB3aIfLovk2/Fua352Rly7eCfk10bpFSzp07MCML76weN7YUaMYNXpM8w6dOh4pyucsWrhw7PFjJ+ZNfvXVIrdNJpNRpXJgvgPMWzdv0al9e5ycnFCpVFy+fg2pVMp3d55xpVLJ0SOH2btnL81btODsmTPUq1+fp7s+w8cffEjtOnXMm4qbTNSoVRNtrhaZXIZarUabq8XZxZn0tHRiY2PNIeM6fV54ml6vR34nsshgMCC983UXFxdMRiMqtRo7pRJNbi65Gg0SicTc17oTmWO4ZzNziUSSt4onl8uxs7MjR6PBzdUVE+a+p7ubGxmZGTg7OePo5ERSYiKVKlVCIpUSHxdHtdBQUpKTkcqkBIeEEHn2HHXq1sXBwYGIiH106tyZo0eOEhAQQFhYGLt27qRFq5Z4eHjyz19/MWjIYM6dPUfC7dv07d+f3bt28f6HH5b5QdL2bdt5ccIEwmvUYMPmTYC5j9ascRMGDR7M1HemlWr7fv35Z1JT076d+s601y0dZ9OVJHd3t8IPyse7098B4I+//74vyTU0LJRf5v5GfHw8773zDgm3bzN21GhGjx3LpJcn5z2cTk5OfDrjMwYNHsz4cePYuX0H7du0ZfaPP9Cpc+f7PsvPz48PP/6YcePH88WMGWzZtJm+vXrzxpS3ePFOfDZA7Tq12bV3D//76it+nvMTH3/4EevWruOnX37G2+f+DnPdunVZuGQxx44e5d13pnPp0iWaN2nK/N9/p12Hf1ddJBIJXZ7uQrPmzXjr9Tfo36cv330/m2qhoXnH2NnZMXT4cPr278/8uXP55uv/8cXnn7N58yaW/vFnXmUbNzc35vz6C0eOHOG5MWPZsH49+/buZc4vv9CiZYv72ufl5cW06e8wZtxYvp75JatXreLZ4SMYNGTwA79sq1evzqKlS5j766/07dWb9z/6MG9lrmGjhvyzcgWjRj6LXK5g+MgRgHmQW5F5erqXdhNswqA3kJmZSVZWFjk52ZiMRrS5WiQS+OGnOUilMqRSCa3btMHBwQE7OzsSExKRSiXs3rWbgwcO8Nfy5Xz2ySdcOH8euUKBm5srkya/zO5du6hcpQovTZ6MQqnAaDRiMpkwGU2YTCaMJiPbtmxl186d9OrdmzNnzuDu4UHbdu0YPmI4rZq3ICgoiGphoWAyYTKZJxXu/mM0GklKSuLa1av8Mvc3tmzaTFJSEh6eHnTt1o3jx44z99dfqVKlCtzpbNo7OGAymcjMzMTFxQWVWs3t+Hj69OtL4yZNOXzoIBqNBg93D96c8hanTp7irz//xM7OjnVr1wLmZ/by5UtIkHD86DHAXEBiyeJFNGnSlEoBAeh0OnQ6Hcv/+QdXV1f69O1bmj/mCsGzkFWku1QqFVmZmUikUoxGI7pcLUajiT59+1KpkjmJPjQ0lNCwUC5fvkz9JxpgNBjJzs7mixkzmPDCC5yPjGTJ4sU4OzmjUqsYPHgI/pUCWLxwIa+98TpBlSvn3YN3702j0UhU1A1++elnOnTsiNFoIC0tnaCgIEaNGc3qVav5c9myvN//d5+De//R6/UcPXKElyZPRi6Xc+LEcWRSGS1btaJhwycYNGAgEokEH1/fvHOcXVxQqVRIALlMzulTp5HL5YwZN5Yjh4/g4uqKQq6ge88eeHh4MG2KOe5/z67deRN8y//5BzDf20sXLyY7OxsPDw8W3olOuDs5d/jQISLPnWPg4MF4luGV9AGDBrJv714CAgOpU7cOR48cpVefPnz68SekpqaZQ682bsLNzZ36DRqwY/t27OztqVq1qtXVXO9lyjSHyUuKkJdTEub8laYkJ1muKPioeHq45ztA2rljB++/+x4mk4lOnTuzds0asrKykMlkeXnTUpmUgMBAfvzpJyRSKR4e7jRt1ozU1FScnZzIydEglUqY+fkXNG/RggYNn+DrmV8CoFKradmqJb379OHdd95h4KBBtGzVCqPp7jvHmPf+yMjI4Ltvv8XR0ZEmTZty9coVgipXZuDgQcjlcl6ZNJmmzZrh4Ohw37N973N66OBBmjVvzoCBA9m8eRM6rY7wGjXo3qM7L0+aRMytGKoGB+c90+4eHmTn5OQ9rzdv3iQtNZWPP/2E5KRk7O3sMZlMVAutRpdnnmbuL79yOz6etNRUzkeaJyi2b90GmH/m//z9N9pcLb5+fnz/3Xd5A0idTkd0VDQ7d2ynVZs2JRroPypyuZwnnniiXKVn2GyQ5Hyn6IA1DkTsx9XVFe8CVqEqVarE3AUL2LN7D1OnTGHJokXs27uXX+fNxeOeqiT1G9Rn7/4IJk98iZ07djBh3HO89uYbvJTPKkHlypX58aefOHrkCEMHDeZ/X37Fzu07+OPvv/JmDiQSCW9OmUKvPn0YOnAQJ0+c4JmnurDkj2XUrFXrgWs2adqUzdu2snDB73zy0UeMHT2aESNH8OEnn9x3nLu7O7/Nn8eypUsZ2H8AH33y8X0hgmBe7Zk4aRKDhw5l/NhxnDp5irq1arFnfwQB91TQadasGYeOHuHZ4SM4dfIkI4YO5d0P3mf0PSs9d/n7+/P1t98wetxYBvXrz99//sWB/fvZsn37fcnREomE8c8/T8tWrXj15Vc4dOAgH37yMXK5nMCgIObOn8f4cc8x54cf8PXz48aNG1b/7Ms6V1eXCvN3O3nyBJs2buSTjz7KewE889RTmEwmJk98iXfff+++FcKnunTBZDIx97ffOHnyJB06dWLUiBG8/OqrLFyyGJlMxoH9+5n1v28ICgoyD9x//JGp77xDl6e7AOaZo7Vr1jD3p1/J0Wjw9PQkLT2NKVPfRiaTsW7tWp5+8inqNWjArehoAgICefnVV/D1/XcV4fKlS8yfN4+zZ84QGhbG9KnTGDVmDE93NYfZfDHjc0wmE1WDg1EqFEx65WW6duuW9wJXqVSsXrmKP5Ytw6DXc+3qNfbvi6Bv//54e3tz9uwZZnz2GWFh1XF1dcXXz48x48byTNeu5muYTFy/fp1VK1ayevVqPDw98fLyZPs284ts8cKFgDm81mA0IJPK6Nm77OcplVWuLs4oi/DMHT92nHNnz9KkYaO8VZiRw4ffqTp3mEaNG/Pb/Hl55WfDw8MJDw/n3LlzvDJpMu3at2fmjM95olFDNm/bhp+fHwkJCfwy5yfWrl5N8xYtmD9vHoOHDGXipJfyVsLPR57n5zlziNi3j5Bq1YiOimLSKy8TEhLCmdNnmDrlbaRSKSEhIaQkp/D2tKn3rdpnZWXx959/8fuC+QQFBbF0yWLatmvHkCFD0Wq1rFu7ljk//EDtOnWIjYnh6Wee4bkJ4+8bqBw8cIBlS5ayb+9eQqpV4/3p79KiZUuaNG1KamoKfyxZikKhIKx6GLExsQweOoQRI0fi7eODyWRCpVKxeeMmVq1cwfnI84RWD2P9WnOua63q/1ac69S5MxH7Ili8bKlNfrYPQ506dQC4eOEi9erX5+iRo8THxePo6EhiQgK17ryrr1y5QqNGjdixfbtN83pMWeYcZYmL9ZESRSWRSjAHLZUuhUKOy3/+vslJSYwbPYbIyEh+/u1XXhg/gYSEBACaNWoM/Dvxdfe/N2/azKIlS6h9p3iCp6cn/QYMIDU1lSlvvEnlKpU5f/48J44f54ef5vBEw4bkanL5Y9lSvvv2Wxo1bkxERARpaWlMnf4OwcHBeW2ZP28+fy5bRmBgIEnJyYSEhDBi5AgSbieweNEirl65Qr369blx4wYvv/IKg4YMzuv7GQwGtm3dyrxff8Pdw4OYmBj+WLaUYSNG4OTkTMS+vYx5dhSVAgNwd3endu3aTH7lZcJr/Ftd9fq1a/yxbBmrVqwkrHp1fvnpZ3x8fXiqSxeMRhO7duzg77/+JjAwEJlMRvuOHRgzdiy1atc2r2gZDOyPiGDVipXs3rWL4OBg4mJjOR8ZydBBg/I+p2fvXnz7v284ceZ0udinUiKV3FfWvqyz2SCpJHsx+Pv7c+PGDbp06sz8hQupU7dOvse179Ce3Xv3Mvu7WcyfN59nnurCwsWL7huw2NnZ8eu8ufy+YAGffvSxOXzg1Cl++OmnfDu7TZs14+yF87w44Xki9u2jdngNDh8/dt/gKzw8nN379jL62VGcPnWKHl278cVXX+blHv3XqDGjefKpJ+nRtRtLFi9h374Itu3c8cCsy7Dhw2ncuDFjnh1FfFwc459//oFreXl5sXLNahb+/juffPgR7Vq15vs5P9K1W7e8YxwdHVm+aiWzvvmGH2Z/z6cffcyxo0eZ/cMP+c701K1bl1PnzvLGq6+xaeNG6tSoyZYd2wm9Z0ULoG69eqzdsJ6XX5rEhHHj+H7OHJycnAgOCWHrju3ExcaSlJREaGgobVsVfRO98kSrLTtJsiXl7e1DVmYWvn6+6HV6EhMT8ff3JyYmBoPBwC8//czFCxf56NNPzBW04uJ4+823zGV87yR3/zZ/Hl5e3sTFxWEymQgIDGTm11+xZ/duPv34E9q0a8u3//sfP8+ZQ5WqVThx/AS+vr6o1GpCQ0N5a+rb9814NWnalNfffJNlS5Yy54cfOHrkMN26PE3PXr3w9fPj0MGDXLl8maDKlVGr1XTo2IEhQ4diZ2eHyWSiRo2aPP3MMxzYv59lS5ZwPvI8P87+nu++/ZY2bdqSkZHBrp07ad2mDSaTiaSkJJ5o1JDnJoxHoVCCyURgYCBt2rRl08aNZGZmkpmZycrlK/jum2+pXacOyUlJJCQk0KFjR7p168aO7dsxGU2Eh4ej0+moFBCAXq/n3NmzKBQKgu9UJBOsk1vEZ87P31xNrHKVykgk5r2zvLy8SElJIScnh8uXLtGnZy9+nTeX6tWr593jvy9YQPPmzdm0cSOfz5xJy1at0Gq13Lx5E6PRyLOjR/Fkl6eYPes7MtIziIuNpXOHjrRo2YLkpCSibkQREBiIUqlk3HPjGDh4cF5Fw/oNGjB85Ah27dzJvN9+4/Sp00x7eypVqlShVevW5nLAa9dSq3Zt4uPiadGyJS9NnkTV4OA7M9kmnmjUkNiYWP768w/OR0aye9cu/vrjDzo9+STOTk5E3Km+Vbt2bVQqFZmZmUx+9RXzypnJRFBQEHXr1ePY0WOsWrGCnJwcrl65Qr/efahdpw5yuZzTp0/RpEkTGjdujEwmZ/fOXTRr3pxLly79O+i4eJEjR44wdNiwh/JzthX/SpUAuBAZycjRowC4euUKNWrV5OTxEzje2Ucp8uxZBt7JtyrKvjhFdXdwdLeAw+NArzdgMBjvy0fy9vFh1NgxzPz8CzZvNIdXnTt7FoCu3bsjl8u4duUqSECChOs3bqDNzWXksGF8MuMzunXvDsDunbuYPm0ajZs25cL5Czw3fjzDRo5AKpFy69YtjEYjHTp2pFnzFixeuJATx4/TqlUrBvbtR+MmTZBI4MjhI9SpWxej0Uj7Dh144aWJ95Wc7vLM01w4f575c82Tb8uWLmXeb7/Ru28f9HoDa1evxsPDg+ibN3F1cWHSyy/Tqk3rvGe0du3aDBs+nDWr17BwwQIi9u3jyJEj1KtXjypVq3L50kWuXr3Kk08+SXp6OtnZ2YwZN5YnGjY0jw9MJkKqhRB1I4rVK1diMBiIj4vn9Vdfw8vLC29vb85HRuJfyZ/69RvQ+akn2R+xn8ZNmhBz6xaVAgJwdHQkIeE2u3buokbNmhVub7+ywmaDpJwcDZrcXOyt2CRqwaJF9O7Rg5densyIYcN4a8oUho0Ynu+xdvZ2vPX22wwcNIiRw4YzsF9/Zn79Vd4DdtfoMWOoX78Bo0aOYMf2HfR4piv/rFyZb86Og4MDvy9exJpVq3njtddo2rARq9etpW69ennHuLi6snzVSj7+8CMWL1zI1LemcPH8Bd4tIB8hMCiIE2dOM+XNN1m1YiU1QsPYd/AA/v73l0evUbMmK9euYeTQYURHRfPxZ5/mO7AZNXo0nTs/SYe2bZk88SVenDiRN6a8dd8xr77+Og0bNWL82HFs3riJHl27sWL1qnxnF5RKJd/P+ZFdO3cyfuw4nu78JN/O/u6BSl2Ojo78Mvc3PnjvfYYOGsTcBQvw9fVFIpEQGBR0X85SRaTRaFCrs3FyKv97cwWHBDN23LgHcpKGDhzE7du3Ca9Zg71799Kvdx/q1qvLju3badO2Le998AHPP/ccMbduMfmlSUjuvOSQSMz7IkgkSIDq4dV55pmutOvQngP795OVlUXXbt2QIGHiCy+QkpzMgD59Hwg7upe3tw+jx47l4IEDxMXFUblKZbp268bGjRuws7Nj5fIVrFy+whw6dOdzgbz/9vHxoV79+qjUas6ePYtUIqFDx47oDXrkcjlVqlbl4vkLXLp4KS+swlyO1pw/UulOBTO9Xo+DgwMXL1zIm13cumULnZ96EkdHRzZv35ZXuOFuTlJqaipymTzf3zFC0eXm5qJSq3EuZJPQoKAgWrRsmW9O0qWLl6hTty6nTp5k6KDBPPXUU5w7dxal0o5PP59BfFwcx48dY/Z33/H97Nn33cd372uJVErXbl2Z9u50rl27xuWLl1DaKWnUqDGvTJ5EcnIyH77/AR+8936B97NSqeSFF1/k4sULnD5lLuU8cdIkEhMTOHv2DJcuXuTlSZMfuI/v/tvT0xMvLy8aNmzI9evX0Wm1VKtWDRcXF24nJFC1alWMBoM5VA7zBo7SO6GHRqMRFxcXlHZ2JCenEBgUyLVr11Aqlbi5unHwwEFatW5NZmYmb739Nr37mgs3LFq6JO/nkJKScl/kQlkUF2uulBV5/jyVK5tLrh87dpSQkGqcPH6CK5cvI5VKiY6OzgvBzLmnAmxJSe+sepseQdh5ZkZmmdhM1mQykZaWjo/P/Vu49uvfn2e6duWH2d+jUCryqgt/M+vbfHOSbt2KISM9nY/e/4AN69aj1Wq5dPEiQ4cPp3WbNpw5dYoNGzawcePGvPeORCrJ+zdIqN+gAWPGjWXMc+M4fPAQJkyMf/55Vq9axYH9+/l9wQIWzJ+f1+578wLvat++PUp7O85HngfM4brevj58+79vUKvVzPziiwefUcxRN66urnh4eNC8ZQuibkRx5vQpnJycad++A8nJKQQHB2MwGtmwfgObNm5ErzfkRSiY8x1l+Pn5kZWVibe3N0mJiaSmpuDg4MC1q9cw6A14enlRt24d/vznH/r36cv0996jYaOGGI1Gbt++jY+PT7nZJDwrMxMvz8K2/i07bJqTlJ6Wjr9/8fcKCKocRP+BA4i6EcXylSvp3aMHO3fuYNbs2QUm+weHhPDeBx/w0osvMuXNNzl39iwvv/rqfZstNmrciDXr1jFs8BCioqLo3KEDc375mabNmuV7TXt7e5ydnVGpVPTp2YtJL7/Mq6+/lvd1iUTCBx99iK+vL998/TW/L1jA2bNnmLtgQV5J0XsZjUYqVaqEh4cHaWlptGnRklmzZ9Oj1/2hdf7+/qxcu4bnxoxlUP/+fPPdd+bciv/QG/SEVa9OWloaP82Zw8aNG9m8bet9K2TtO3Rg5do1DBs0mGtXr9KhTVt+mfvbA8Uu7pLJZLi4uJCVlcVrL7/CxvUb+OnXXx445tMZn/HTj3Po27MXH3/2KZ2ffDLf61VEKalpODo65Fu0o7xJS08r8GvzFiygVXNzCdKE27dRq9VcuXyZ1i1awp3BxN3CCPBv4rlcLken1+Ho6MTMzz/nixkzcHF1RaVS4erqgp2dHS4uLvj6+ZGRno6dvT2+Pj7Exsbi4+uLm5sbly5dIrxGOFmZmXw/67u8+PGcnBx0Oh3Xrlyl05NPkpWZQWTkefr060vE3n1UrlKFmrVqsWrFClq3bUPUjShOHD/OsBEj2LRpI/6VAmjWvBkzPpvB4CGDUSiU7Nq5k5dffYU1q9fg6uJC9x49eOuNNxgybBja3Fw2bdrEu++/z8rl/6A3GBk9ZjQTnhvP5FdfoUnTppw5dTrf719Zztsob1JT0nBydCz0mcvISC/wa+E1ahAcEsyfy/5g48YNyKQylEol09+emtd5u1tMwWQyIZFKkUmlKBQKDAYDCoWC9LQ0nurYCVdX17x7383dnfS0NCoFVMLJ0YmEhARCw0JRqdTkZGdTpWpVoqOicHRyonLlynw5cyZt2rQhKyuL2/Hx2Ds4cOrkSapWqUrDxo1Y/vc/DBoyhNTUVE6dPEHvPn3ZvWsXJpOJbt27M+ubb2jRsiXOLs5sXL+B/gMHsHXLVrIyM5j86it8+tHHjB03FmcXF36e8xOfffE5mzdt5sL587zz7rs8P34845+fgKurK2+9/gYLFv7O1i1b2bF9O7/Om0v/Pn0f2D8QzFEZZX2ABDDt7bdxdHIkW53NnB9/AGDL5i343dm36MMPPsDNzY20tDRmfvE5YK689uvPP5OZmcWpkydJTyv492JhpBoNtQB1VDSn9+0r8d/nXkajka9mzkQmk6PV5rI/IoJRY0bb9DOslZmVhZubywMrGI6OjkyZ+jZpqamsXLECg8FAbm5uvpO1dnZKVq9by1Odn2T3rl04OTmRnZPD6lWr+PH77/O2Obm7L+XdCWSlUokJ8w5bmRkZDOzfH0dHRxRy88DMy9sbzZ3wbh9fH+Lj4vNWf6Ojo6lVqxZZmZkkJydTp25d1q5Zg6+vL5UCA4jYtw8XF1fztgIKBV2e7sL+fRF4+/jQsGFDFsyfz/jnJ5Camsb6tWt5YeJEFsybR1ZWFh06duCrL7/k9TfexGgy8u3X/+OzLz7nn7/+xgSMGj2K996ZztvTpuLj68e40aNZvGwZ77/7Lu3ataNXn968MmkyU6e/Q7Vq1ejXuw9L//qTX3/+hZMnHtzGQSqVlotndObn5tz3nOxszpw+Q9t27Qs5o+yw6W5saekZD8ykFdVzEyawZtUqnJydsLe358rlKzzd+UnWrF79wMg/MTGRyRNf4uuvvuTvFSvYExFBbEwsT3XsxIp/lt93fLXQUP5euYLq4eGkpaUxdNBg3nz9deLj4vOOSU5K4vVXXuXLmTNZvGwpF65cJjQ0lB9mz6ZR/Qb31XgHePGliXzx5UwUCgXHjx2ndYuW/D5//n0bqp6PPE//Pn05c/oMm7dv4/Cxo4C5wlj/3n0e2JvBxcWFP/7+i2e6dqV3j578NGdO3vdSr9czf+48Bvbtx4iRIzl87CivvfEG0VFR1Koezu5du++7Vt26dVm+ehV+/v6kpKQwoG8/pk15m9u3b+cdk56ezvSp03j3nen8Mvc3Ll+/Rpu2bdm2dSvh1ULzqpX99+/97ezv+OzjT3jr9Tfy9nWq6HQ6HVlZqsIPLOOaN2/O7G9nMenFiURGnnvg61/MmEGuRsPTXZ/h13lzcXV1Ze6CBRw4fAidTsfgoUNwdHIkvEY4EYcOUjU4mHUbN3LmfCQ6rY5u3buhUCrx8vLir3/+pmrVqnz/449s3bGDrKws6tWrh0ajwd/fn/99N4tqodWY+s40Fi1dgkFvrj6UkZ6BXq/ntTdeJ6x6dUaOepaZX32FnZ0darWK+Ph4dFotAwcPpmatWnTt3o3X3ngdL29vom5EER8fhyZXQ8tWLalRowbNmjVjyLBhKORyjh87zrEjR3B3d6dylSoEBwcTVj2M9h07oLSzY/u2bRw6dIj0tDSkUgm+fv74+PiYQxkUCubPncdXX8xEpVJx/PhxTKYHZyQF29Dp9WQWEr4UGBSEwWDkmSef4s9lyzDes+O8yWRiy+ZNHD96DHt7e2b/8AM9evVk+MgR7D98CE8vLwKDAmnZuhVBQUH8s3Ilb02ZwugxYzh74TzBISF4enrSvEULFAoFs76fzeRXXqbLM8+wbecOqgYHYzQYCQ8PJysrizenvM2EF56nUZPGLF62lGqhoaSmpFApoBJZmZkMGTaUZ0ePIjQsjK/+9zXhNcK5FXMLpVJJbm4urdu0ZsDAAQQFBfH6m29Qp25dbly/TmpqCkajkaDKQXTp8jReXl4MHT6cmjVrcvHCRSLPnSM9PR0TEpo0a4ajkxMdO3UiJCSE85GR7Ni+DZPRyO34eIJDQlAoFNSsVQs/Pz8iz53js08+4fSpUxw/fiyvml950617D7o81YXAoCB69OhJWPXqNGnShMFDhuDs7EzXrt14umtXfH196d69B3Xr1qVZs2akpKQQFBTEpg0b+fXnX6z+5+ffF5IjkyFJSuTXn34u0bX++w+YN64+HxnJ5UuXUSgUZernlJJa8ODy8y9ncurcWZo2a0ar5i34YsbnqNX3v0djY2JZMH8+uRoNn37+OW++PYXatWqxdcd2evftgwkTQ4cPw2Qy8f6HH/D3iuWE16jBuYsXGDN2LLm5ufTp15ec7ByGDhvOvN8X4O7uzvZdOxkzdiypqam0at0ag8FA127dmDX7O2RSKUv+WMbosWNISEiganBV4uPjqRoSzPt3Kvt+9c3/eHb0KJKTkrCzsyM6Oho3NzdeeGkiJpOJV19/nWEjhpOdnU1aWqq5op5cTs/evVEqlQwYNJBevXuj1Wo5HxnJubNn0eTk0LhxE+zt7WnVujXt7xR12bljO4kJCdy6dQs/f3/s72xIHV6jhrmM+Gcz+OvPP4mJic0re1/eRJ47x/nISK5cvYJcLicrs/z0HW1aAhygWrXgQsMkCjLrm29ZvHAhBoMBL28v4uPi8fb2xmAwUD08HB9fX9LT0jhx/DjDR47gpcmT7ys4cOrkSWZ+/gXXr1+nUaOGIJFgNBjzdgCPjY3lxvXrecf7+Prg5eXNzehoho0Ywauvv3bfStT8ufOYcWdjPf9KlR6Y1TTo9Xcqhf27IWzDRo1ISkwkR6PhzbfeYuDgfxPsDAYDb73+BmvXrEEmk+Gbzw7dRqOBhNvmZEd3Dw9CQoK5fOkyDRs14sNPPs5LTARzQnu3p8315r28vFD+J9TRZDKRlZl534a6wcHBODo5cv3adQYMHMibb0+5b7Vuy6bNvPTii+bPd3fPdyb33k16K92JB09JSeHwsaMVsgQ4WC53Wp6o1WpWLF/OvN/mkpGejp+/PzG3bpGbm8u06dOJjooiLi6OE8ePYzKZqFW7NjqdjpMnTtC9Rw9SUlO5dOECOTk5yOVyatSsib29PfsjInhzyhSSk5OIiorizKnT6PV6QsPCUMjlHDlyhPYdOiCRSIg8dw6VSoVcLicktBouzi7sj4jg+YkvYjIYuXr1KpHnzpGj0VClShWcnZ05dPAgjRo1wsvHm5PHT5CTk4NEIqFylSrmrQMiIhg+cgTu7h5cunSRSxcukpGRQUBAAB6eHhw8cJDwGuGEVQ/n2NGjZKvV5pyqgAB8/fzYHxFB+w7tqVe/PhcvXCTqxg0SEhLw9fPD39+f/RERPNOtG7Vr1+bUqZPExsRyMzoad3d3AoOCkEql99wb/1bnu/+/H0xcNmHKq6qEyXQnJds8R2p+9CR5s6kKheK+33fFERMTU65KgIN5lrRqlaBCn7lDBw/x+/z55gpnAQGkpKSQmZlJn379qFqlCpGRkVy/fo2kxCT8/Pzw8fXh4IGDBAcH06DhExw+eAi1Wo1er8e/kj8BAYHsj4jgqae70KBBA04cP0F8fBy3bt7Cy8uLwKAgDuzfj4enB506debw4cNkZmSQm5uLt7c3wSEhHDp4kKbNm9GhQ0cOHzpEWloqly9dxs3NjWqhoRw+dOhOp6oXBw8czDvfzc2N6uHhnDh+nNDQUHr27s3xY8dIS0sj8tw5HJ0cqVGjJqdOnkSn09Grd29OnjxJUlISuRoNDo6O1KlThwvnz+Pk5MSIZ5/l7NmzpKakcPrUKeRyOXXr1ePatasY9AaemzCBCxfOk5iQyMmTJ8FkonadOshkd+9n8+//f+/V/O5ry/d43v0M5lClf+OWcCzCamF+Dh86hNFoZMy4sUybPh0wT2bdXQWUSCRIpdK8P7v363eT4vNbPbNWZs9+GE6fwTViF7IqlvtIxVEjNIxzFy/k/R0mv/QSqiwVCxYttHjeoygBfldAJX8cHCzvjxkVFcWCefNZuXw5bu7umIxGEhISaNioEc907cqRI0dIS03lwoULuLg4ExZWnRPHjyORSOjeswfHjx4jJSUFjUaDs7MzNWvXIvLsOby8vRkwaCDnzpg3Qj939ix2dnbUqlOb8+ciUalU9Ozdi4sXLhIfF0d2djZ29nbUq1+f6BtR5GhyeG7CBK5cvkzC7QROnTqFVCKh/hMNuBkVTVxcHL169+bGjRvcuHGDXI0GqUzGEw2fICMtnYsXL/Lm21OIjormdnx83nuzTt06qNXZnDt7lh69epKYkMDlS5fRaDTI5XJq1q6FndKO/RERTJk2lfi4eGJjYjhx/DgGo5Hq4dVxsHdgf0QEr77+GhkZGUTduMHpU6fRaDRUrlIZV1c3pFJp3vPz4PN357m897m984554L/vIbkn5NdkMuHgYI9MVvxn5datW9y6efO+EuAAo0c+i6urK7PvrPqWllIpAQ7mMAmFlb98Xpj4Ir6+vty8dROdVktycgpHDh0ipFoIKpUKvU5Hr759+OSzz/DwNBdWuHdFplbt2vy+eBGxMTFERkbmdVxkMlnePxKJBJVKRXZ2NphMeSP2u0vG915v+EhzmewL5y/g7V1wDKVGo0FpZ0d2djZZmZl4enoSHBKCRCJ5YMXo8y9nMv2994iNi8WlgEGDyWTidkICdkrzNauHm6tugTlM4C43d3cOHjnCzZs3cXV1ve9lo842D2KcHJ0wGo1odeZVLrXKPJNzb6JfdnY2BqOR1ORk2rZvx6lzZzl29ChSiRRNTg7evvnvEeTk6Jg3KOra5ekCvz8VgcFg4HZCEkqFzR+ZR65b9x507dadG9ev54UbSSSS+yrz6PV6zkdGkpOTg9FopHGTJpw+dYobN24w4tlnqVSpEosWLuTGjRt06NiRr775htZt2uR1aI1GIxfOn0elUnHp4kV8/PzMHb2zZ+nTry9169Xj7z//4sKFCzRr3px33n2Pps2bY2dnx+aNG3jueXMOU0Z6OgANnniCyMhIDh04SI9evWjatCkrly/n5MmT+Pr6MvWd6TRq0gRnZ2e69zTn1d2MjiY5yZwn0LhpMy5Enmffnj2079CBjp07sWXzFiL27sXbx4c3pkzhzOnTvDBxYt5ESXR0NDejzf385yaMp3p4+H05hTt37GR/xD7zcVHRxMTE4Obm9sBkRXGZjMa8PTw0Gk1eUZy33p5C7Tr5F7UpzJuvv2H1Kn9pMRqN3E5ILLTSXVj16nz6+eckJiaSkZ5+p+S8eQDses+kzc2bN4mPiwOg05NPcfrUKXNRj9Zt6PzUk0Ts3cvWLVvx96/E9Pfeo1nz5vj5+zNg0GAAEm7fJioqCoBnunXj7Jkz7Ny+nRo1a9K7Tx8unI9k+T/LUalUvPLaa7Rs3ZrKlSvTp18/wDyRdPXKFcCcyH7m9Gl27dxJSEgwL02axPXr1/nzjz/ISE9n/Asv0KJFC6qFhtL7Tkn5zMxMLl28iNFoNJfRP32aPbt34+7hwZtvvUVKcjKLFy8mISGBgYMH07JVK2rWqpV3fnZ2NhfOnzfvPwM4OztTp27dvK/Hxsay4p9/OH70KEgkxMXGYjAY7kt4z+9nBFgcyN7dryY3NxdNbi66OxEX1UJDGTBwUIHnAVy8eAF3d3f8/Svd9+dqlYpTdzZ8v+vuQOLe3Ix7Q9Hv/ve9e9/Yiiy8OobTZzBcvmLTQZLBYGDXjp3I77x3rl6+UuY2+01KTsGxkEGSs7MLk195hbHjxhEXH4/JaMRoMt352frn3YMZ6elcunQJk8lEj169OHfmDLt27cLX14dx458j/vZtli5aTEpyCsNGjqRly5aE16hBv/4DAPN9ceHCBQwGA1qtlshz54jYtw+j0cDEyZMw6A0sWvg7t27e4skuXWjdpg31GzTIa6dGo+F8ZCQ6nS6vGM+hgwdRq1RMfGkiCoWS3xcsIPpGFJ2efJKJkyfTpGnTvPN1Oh2RkZHk3vm9fT4ykhPHjxMbE8PosWPx8vZi0YLfib4RRYdOnfj6m29o065d3vkGg4EL58/nTUIPGjKEJk2b5t3T2dnZrF+3jsuXLhEbE0NMjDmny8vb+77+n0GvLzRHyVwyHWR3nl29wZD3zrm33/rhx58U+rwYjEYO7NtL2/Yd8v7sytUrLJw/n2y1mp07dpg/02jkZnQ0E154weL1yhKbryQJJZer0fDssKH88MtvFo/bsHYNBoOBXn37PfC1Vcv/wc7enm49euZz5oOSk5P438wv+Pyr/+X92Y1r19i4fi0r16wu9Pwn6tZj34H9FXYlSTCLunGDdWtWs2fXLjp06kTDRg05uP8Ax44epVvPngwcPOSB2PNFCxaQkZlJz959SE1NYc+uXRyI2EeDBg3o0Kkj5yPPs3XzZpq1aMkz3boz5/vZDBo6lGqhD654ZKSns2bVSk4cP0aDJxrwVJcuXLl8mQ3r1tOoSVO6dO2Kt3fBG/+q1WrefGUyXt7eBAQE0KNnT2JjY1m5fDk6vZ4///k7r7pXcRkMBm5GRz8wMWILUqn0vkFscb31+htcvXqVH3+aQ0BgoA1b9iBbrSQ9CtnZ2WzdvJn1a1bj7OJM7z59SUtL5e+/zPfBsJHPEhpW8MqbTqdjz65drF29iuxsNQMGDsRoNPHPX3/h4+vLsBEjeaJRowLPNxgM7Nu7h3WrV5OSnMzAwYNRKBX88+dfOLu6MnjIUFq0alXg+eZy54dYu2oVN65fZ8Cggbh7eLBqxUr0ej0DBg+m85NPFfn7ce3qVWZ88jHvfWTetiIzI4NMC6ExB/btJTsnhyctTJJ98+VMJkyciLPz/Xm7Xl5eODhaLojz8w/f07R5Cxrf0xEF+HLGp+Tm5vL8C88zdHj+RZ4eJc0vv5Hz2Uwcpr6F/cQHq9Ra67kxY+/7/ypVq/LeB+8Xuvr2KFeSHjaj0cihgwdYu2oVMbduMXDwIFxcXFj+z3KkUhmDhw0tNMflzOlTrFm1irOnT9OnXz+CgoLYuH49CYmJ9B84iO49e1r8np6PjGTtqpUcP3aMnr16US20Glu3bCHqRhR9+g+gZ+/eFrcKuX7tGmtXryJi716efOop6jWoz749ezl16hQ9e/Wm38CBVpfvzsnJIeH27fvSTF5/eTITJ7+SV9kxP8ePHSE+Lp4evXo/8LWD+yPIysqib/8BeBQh11alUvHetLf59vt/+2enT55k3q8/4+7hkVeGH6B6eDhvT5ta1L/eQ1NqK0nCo3N3BSA/xQ0n0OZqRQlJoVDBISFMfvU1xjw3ns0bN/DbL7/i4+PDyFHP8ucff5KZkcGkV14t8HxPTy/69h9Aj169OHzwIIt+X4gEeHb0KLZt3caCeb9hMhmRSPKfmXZzd6d5y5bcvh1Prdp1Wbp4Cbm5uQwfOZLLly7x5Wef8sX/vi1wZluhUCCTyfh4xhecPnmSlStWkpSUyKDBg0lITKBfr96ciYy0qoKUTCYjpFq1Yp/3KHz1zf8KP+gx5OjoSJ9+/ejdty/Hjhxh7erVXL1ymd59epOWmsbECeNZt3lLgb8bFQoFT3bpwpNdupg7UqtXcezIEbp2746zsxNvv/kGC5f98UBV07tkMhkdOnaiQ8dOXLl8mbWrVnHwwH66PP00/pUq8cG705nx5Vc0btIk3/MlEgnNW7SkeYuW3Lx5k7WrVrFsyVLatmtHtdBQvpwxA5lURodOnaz6/ri6ueHqVvAm8S5ubiiUSixNnppMRipXqYqTFWH4ubmafJ9FLy9vBg8dTO8+fYp9zYdB9sQTAOh277XpIGnugvk2u1Z5JZVKadW6Da1atyHqxg3WrFrFvj276dCpE5UrV+bTDz/k61nfUa9+/QKvUb/BE9Rv8ASJCQmsW7OaH7//nicaNqRt+3b8MPs75HIZz3TrXuD5tevUoXadOqQkJ7N+7Vp++P4HateuzZBhQ1m2dBkpKcmMf77g1ZFqoaG8+sabjB0/gU0b1vPLnJ8ICAjg2VHPsmL5ChISbvP6W1Os+v44ODgQHBJy359JpebNep3zKSh217WrV8jKzMr32XV2cUEulxdpgASg1eY+8DvS08uL4JCQ+0LtyiMxSCrHDAZDgaE9er0eeTFKQup0OpTK0i8tKpQPzs7ODBg0mH4DBnL44EHWrllNrkbDU3dy5AqjUChp0649bdq15/KlS+zZtYPb8bcZNGwYmzestzjA1+v12CntaNGqNS1ateba1avs2bWT48eO8lSXpy2G/uRqNNjZ2yOVSmnYuDENGzcmNuYWu3fu5OD+CAYOGlQmSuwKj5ZEIqFp8+Y0bd6c2JgY1qxeRcS+ffQbOLDIk0d5HamUFDasW8uG9Rto1aZNgQOk/6oeHs4bb79Neno6G9etY/nff+Pr50ede/YVs6RKlSpMeuUVxowbx5bNm1mzejWeXl40KaCaqy3cTVi3RKfTWR2Cr9Hk3pcnXFbJmzZG4uON/vARjEnJSH28S7tJFVJwSAivvP46Y8ePZ/PGjaxbu5bwGjWKHIbs6+fHuAnPM2LUaHZu387G9evw8fWlVZu2RTrfy9ubUWPHMnTECPbs2sW6NatJS02lfYeORTrf1dWVwUOHMWDQYA7sj2Dd6tUkJSbSqfOjrxZsMBgKDMnT6/XIxCQ7IAZJ5Zotb/LsbHWJdmv29vFh1rezeHva1Ar7sAgPkkqltGzdmpatrd9MOLxGjftCydavXm2x46XT6fJi9AFCw8IIDQtj7PgJhX6WWq16YEY7MKgyw58dxYGIiAL3PRMeH4FBQUycNJmJkyZbdb6XlxfPjh7Ds6PHWHW+u7s7w0aOZNjIkVad7+TsTL8BA+g3YIBV5xeHXqfDvpD3hl6vR15IXllBzM+r9WHaj4pEKkXZ9RlyFy1Bu2kz9s+OKO0mVWguLi4MHDyYgYMHW3W+nZ0dXbt3p2v3glePLFEqlTz19NM89bR1udgymYy27dqXailsg4UJjrtbIBSVRpNTov5jWVa+S3U95vQWkvMMhsJn+O6lVqlLlDP0z8oVxMXFMqBvX65euWr1dQRBX8i9q9fpUcit63RlZmTel8wvCIL1DAaDxYiFeyvNWaM8Pa+Knt0A0K0v3+FFwuPB0iS7oZiRSCpV+ZjMsIYYJJVjlvKO9HpDsco2qlUqnEowSPLw8OCnX35h+MiRDB00iMWLFll9LeHxptfpCgm301k9M52ZmYmra8E5FoIgFJ15VbfgZ1FXyLNc2LW12twSvZceJXnTJkj8fNEfPoLhThVEQSirbBmJpFapSjTJXpaJQVI5VuhMQDFucpW6ZIOkuwYPGcI/K1ewcvkKnhszlpTk5BJfU3i86AspOlKSHIfMjHSLieiCIBSd+R1kOX+wOGE798rKzMy3WmpZJZFKsRs5HEwmNN8VXIVVEMoCS/mExY9Esk3/sSwSOUnlmKVa+OYHoOjLpWqVCk/PgveCKo7gkBD+WbmC2bNm0aNrN4xGI9evXcPR0bpNhsG8R4nweCh8Jcn6HAfzSlL56XgJQlmm1+lQWNg7Tl/ISpMlmZkZ5W7V137sKHLnLkC7ag32E59H9pA3bhYEaxkMhgI3J9fri1cdWaVWi0GSUPZYDLczFG+5VKVSUblKVVs1Dblczutvvkm79u0ZP3Ycr7/6GlJp8XdWvys5KZnWbdrYrH1C2WUeBFnueFk7O52ZmUm10FBrmyYIwj10er3FlSRdCZ7VjIwM3MrZqq/E2Rn7ic+TM2Mm6lffxGXV30hEISOhDCo03K6Y6Rr+lSoVfmA5JAZJ5ZjlcDsD8mLe5M7O1q/0FKRJ06acPHumxNfZsH49mzeKhNjHgXnw/3DyHDIzyt/stCCUVYbCJjSKGfZ9r/IWbneX3fixaLdsw3D8BDkffYbjZx+VdpME4QGFp2uIwg0gcpLKNUvV7YqdeGejnCRBKAmDXo9EIrG4+3lJOl6ZmRm4upW/jpcglEV6vd5ifqBer7M44WGJeUKj/D2rEpkMp++/ReLmSu7ipajfnIopN7e0myUI97HURyxuJJIo3CCUSQaDocAb2Zx4V8yZgAp6kwvlR2FFG8Ac4mN1uF2GqG4nCLZS2GTc4xZud5csKBDnv5ch8fVB+/dyMtp0Iuerb9D8vgjdjl2l3TxBsHkkUkXtP4pBUjmmNxRWuKE4K0lqnCvocqlQfhRWtCHvGGsrZmWVzxAeQSiLClsp0ussh+NZkpWZiUs5HSQByGvVxGXVPyie6owpIQHN93PIef9jcr6fU9pNEwSLlSmL2380V0e2fbpGWSByksoxWyXeGY1GNDk5ODg62rJ5NuXh4cGmjRtp27JVgccYjcZH2CLhYTD/crY8ALI2J0mtVqNQKK2e2RYE4X7mKlgFRywUFo5nSUZGBm7lfNVXVjkI53m/oL9wEcPR4xjT05FWDirtZgmCxbwjc7hd8aojV9RJdjFIKscMFso0GvQFD6D+Kzs7GwcHB6t3RX8UWrVuzf7DhzDo9RaPe/H5Fx5Ri4SHoSil663deyVL5CMJgk0VtpJU2GazllSk/EF5rZrIa9Us7WYIQh5b7bOp1+vR6/XYOzjYsnllhhgklWMGS+F2xdgMrLzEk/r5+RV6TFEHhkLZVJSVJGuTwTMyMsRGsoJgQ4WF5ej1OhRWFm4wV7cTz6sgPAyWw+0sbxJ9L7W64la2A5GTVK4VNhNQ1OokqgpcmUQoXwrbIwnuzk4Xf35HbCQrCLZV2CBJZ2VOkk6nRafT4eRUMfMcBKG0mQt/lXwlSa1SV9h8JBCDpHItW60uMI9Ir9cjL+KqSnlZSRIqPpUqq9COkV5nXZ5DltgjSRBsSpWVhbNLwe8Oa1eSMjMycXERExqC8LDcTbPIj74Y1ZEr+iS7GCSVY+ab0yXfrxkMhiLHgqvVFTfpTihfMtILD4kzrzaJcDtBKE3m1R49jo4FT2pYm5OUmZlZYfKRBKEsUqmyLPYfixxuV8En2cUgqZzSarUYjSbs7e0f+JrJZCI3Nxc7O7siXUvskSSUFZkZGbi5uVs8xtIMmMVri3A7QbAZ84SG5ecpx+pnVUxoCMLDZGkD2FyNpsj9x4o+yS4GSeWU+QbPfwZPo9GgVCqLXK0uIz1ddB6FMiEjs/ANJNUq6xJFU1NT8PT0srZpgiDcI6MIExoqdcHRDpakJCeLZ1UQHhKj0YhGoykwXSOnGFvCZKSnV+i9B8UgqZxSqbJwdsn/5ZOTnV2sPY/SUlPx8PS0VdMEwWoZ6em4ubtbPEalVhV471uSlJiIj6+vlS0TBOFeGRnphU5oqLKsi1JITkrCx8fH2qYJgmCBSqXC0dEx34l0rVYLSIq8zUZaWhoeHhW3/ygGSeWUKqvgGbrs7GwcizNISksTgyShTMgsJG9Ir9ej1+mKHcJjMBjISE/H00vMTguCLWRmZODmXviqr6XCDgURExqC8PCosgrORzJPshf9/ZqWmoq7p4etmlbmiEFSOWVOusv/5VP8QVJqhZ4JEMoP8+y0e4FftzrULiUFN3d3sY+WINiIOUy7kJUkVZZV+QpJSWKQJAgPi8rC5IU1/UfPCjzJLgZJ5ZT5Ji9gJiCn6OF2RqORjPR03D0q7kyAUH4UtpKkUmVZtSeDmJkWBNsyryS5WzxGbeE9VRCTyURyUhLePuJ5FYSHwVJlO6sikSrwJLsYJJVT5uXS/GcCcopxk2dlZuLo6FjkjcME4WEx6PXk5ORY3HPB0uSAJUmJifiITpcg2ExRSuqbK6cWb1IjIz0deweHIlfXEgSheMzpGgX0H3OycXAoWv9Rq9Wi02qteieXF2KQVE5Z6iyaSyQX7SZPS0vFQ1QREsqAzMxMnF1cLFZlVGVZV240KSlRJIILgg0VVt3OYDCg1WqL/C66y/ysigkNQXhYCiv8VdRJ9rS0VNwLWU0u78QgqZyy1UpSWmoaHiLUTigDMjLScSskx0FtbWU7keMgCDZVWHU79Z0KWhKJpFjXNYfGigkNQXhYCstpL2q6RnpqGu4VOB8JxCCp3FKpbFPdLi01RVS2E8qEjCLkOKiysnBysi4nSeQ4CIJtGI1GVFlZFvfXs3aTcnP5b/GsCsLDosqykNNejEHS41D0SwySyinzcmnJZwLMSXdiJUkofRnpRchxsHIlKTkpSawkCYKNqFQqHBwckFnIZbU0kWeJKLIiCA+XraojPw79RzFIKqcsvYBycnKKF1NawWcChPIhMyO90EGSWlVwwmmB183MRC6XF3tvJUEQ8ldYFUqw7lkFc2ist8gfFISHRl1Y/7GoOe2pqRU+EkkMksoptYVQhpziFG5ITavQNe6F8iMzM8NijgOYwwSKu09SsshHEgSbyiykaAPcLddvzSBJrPoKwsNkKRQ2uxibyZrD7cRKklDG5ObmIpFIUCqV+X69WOF2j8FMgFA+ZKQXPkgyF24oXsdL5CMJgm1lPKRVX01ODtrc3EIHYIIgWE+VVXC6RrFyklIrfiSSGCSVQ5Yq2wHkZKuLFG5nMpnIyBAbyQplQ5ELNxSz4yVyHATBtor0rFpRuCEpKUmE2gnCQ2TQ69HpdDg65l8AKSenmDlJnhW7/ygGSeVQYQmxRU28y8rMxN7eHoVCYcvmCYJVMjLScS2kBLhKpS52Mri5WpboeAmCrWSkF16u35rCDWKPJEF4uFRqFY4WKsQWdZ9NnU5HTnZ2oe/s8k4MksohtcpyyJFGoylSknpaWlqFXyoVyo/MjEyL4XZGo5HcXE2RZ7nuEh0vQbCtzIwM3NwLGyRZjnjIT3JSEt5ijyRBeGjUKnUhkUhFC7dLT0vDzd292PuglTdikFQOpaamFBgil5ubi0wms1ia9a60tFRRtEEoE9LS0nBwdEBpZ1fgMSprN6cUHS9BsKnEIuT5FTaZl5+kRDGhIQgPU1paqsVQ2aJWRzaX/674/UcxSCqHUpKT8fLyzvdrxS/aULHjSYXyIfH2bfz9/S0eY6lsaUG0Wi1qlRp3d3GfC4KtJCQU/ryqVKISpSCUNSnJyXgX0H806PXo9XrsLExW3pX+GFS2AzFIKpdSUpLx8s5/ZjynGBuBpaam4unpZcumCYJVbt+Ox8+/ksVjLJW9L0hSYgI+vj5IpeJXnSDYQnpaGkqFotDJOJUV1e0Sbifg52d58CUIgvVSkpPx9LYwyV7E/QRTU1Px9Kr4/UfRcyiHzCtJ+d+cOTlFv8kTE27j4+tny6YJglUSbt/Gr9CZ6SycnAtOOM1PbEwMAQGBJWmaIAj3SEi4XeiEhtFoRJOTYzFB/L80OTmoVFmiup0gPEQpKQVHIhU11A4gKSHhsVj1FYOkciglOQWvAmYC1Cp1kUMckhIS8fWr+De5UPaZV5IsD5KysrJwcXEt1nVjY2IICBSDJEGwlYQihMbezR8szgpuXFws/pUqVfhEcEEoTSnJKXgXuJKkxqGA0uD/lfiYbK0hBknljEGvJysrs8DCDZmZGbi4Fq0jmZSUKFaShDLB3PGyPDttzcbHcbGxBAQFlaRpgiDc4/btePwqPaRnNVA8q4LwMKWkJOPpnX8kUkZGBq5F7D8mJibg+xj0H8UgqZxJTU3F1c0NmUyW79czMjIsllHOOy49HTs7O+zt7W3dREEoFr1eT3paeqFhNuYcuuJ1vGJjYwgUHS9BsJmE+MJDY1NTUoqd7xobE0OgWPUVhIdGr9ejVqkKLGSUlZmJaxH6jzqdFrVKVeyJkPJIDJLKGXPRhvyXSsG8f0VRbvLExASxiiSUCYkJCXh5exU48L+ruB2v3NxcsjIzH4uQAEF4VBJuxxdh1TdFrPoKQhmTmpKCm7t7gWGwRZ1kT0pMwsvL+7EoiFTx/4YVTEpySoFFG6DoN3miyEcSyoiiFG2A4ofwxMXG4u9f6bH4RS4Ij4JeryftIa76inA7QXh4UlKSC8xHgjuT7EUIt0t6TPKRQAySyh1L5b8BsjKLtpKU9JjEkwplX1FmpqH4mx/HxcYQECTCdwTBVhITEvD08ix01TetmOWBVVlZGPT6x2LfFUEoLSnJyXgWUNkO7uQkubkXeh1zJJIYJAllkE6rpZKFpFlz4p0ItxPKj8yszEIr0GVlZqJUKlEWYZO7u8TMtCDYlkaTQ3BItUKPSy1muJ35WRUTGoLwMKlUKnwsrAIXa5Ld7/HoP8pLuwFC8fQfNNji14uak5SSnCzC7YQyof+AQcjkln8VpaWl4lHMRPDbcfHUrl23JE0TBOEe1ULDqBYaVuhxxd2oPOF2gpjQEISHrFPnJ5FaWAUuek5SIvWfaGjLppVZYpBUgeTm5mIymYq0meyzY8ZRKSDgEbRKECwrbIAE1uU49OrbT8xOC8IjZjQaycrMxM3dvcjnNG7ShCcaPh6dLkEoLYVFYhR1kr1L126EFGFFuSIQg6QKJDOj6HskBYoqQkI5kpqSUqwcB4DgkJCH1BpBEAqSnp6Gi6troXlL93JyLtoG6IIgPBy5ubkYjcYiTbLXql3nEbSobBA5SRVIRkZ6kZZKBaG8sWZzSkEQHj1zqX7xrApCeZJZxHz2x02RV5KMBoMsNzcXjUbzMNsjALkaDTqdjsizZ4t13tUrVwCKfV5BoqJuoFaryc7Otsn1HgWtVlvsc3JzNWhych5CawQAvU5HzK2bXL92zepr3Lp5k9Dq1Ut0jcLo9Tqys7MxGo0P7TMeB9rc4j+DWq1WPINlQG5uLrfj4zl98oTV17hy+TISibRE1yhM1I0b5Obmlqt306OUm5tb7HO02lzxDFYQWq2WpKREcorxfERHR+Pg6EBSQoJN2pCcnERurqbMPqM5OUUby0hMJlORDuzcoaM+OipKZm9vX5J2CUWUm5uLRCIp1jl3f5bFPc/S9aRSKQqFwibXexQ0Gg2r1q7xq9+gQWJRjl+0cOHYj97/YJ64rx8eg8GAXq8v7WYUiV0xqucJ+dNoNCxftbJyw0aNYopy/OFDh8KHDR5ySTyDpc9kMqHT6WxyHVu9hwoil8vFHmgF0Gg0/L540RNt27U7XZTj/1i6dPi770xfIp7BiqGsLGZIpVKUSmVpNyNfGo2GiZNe+uz1N99819JxRR4kCYIgCIIgCIIgPA7ENIwgCIIgCIIgCMI9xCBJEARBEARBEAThHmKQJAiCIAiCIAiCcA8xSBIEQRAEQRAEQbiHGCQJgiAIgiAIgiDcQwySBEEQBEEQBEEQ7iEGSYIgCIIgCIIgCPcQgyRBEARBEARBEIR7iEGSIAiCIAiCIAjCPf4Pt27G5wL6j80AAAAASUVORK5CYII=" /></p> <p style="text-align:justify"><strong>Materil vrutu</strong>: Uhlkov oce, nerezov oce A4</p> <p style="text-align:justify"><strong>Vhody:</strong></p> <ul> <li style="text-align: justify;">eshrann hlava SW 13 pomha utiahnu skrutku danou silou (napr. momentovm kom).</li> <li style="text-align: justify;">Jednoduch intalcia, hlava sa neopotrebuje.</li> <li style="text-align: justify;">Dka kotvy do 200 mm.</li> <li style="text-align: justify;">Umouje upevova materily a do hrbky 120 mm.</li> <li style="text-align: justify;">Skrutku mono znovu poui hmodinkou KPR -12</li> </ul> <p style="text-align:justify"><strong>Aplikcia:</strong></p> <ul> <li style="text-align: justify;">mont ahkch vntornch oceovch kontrukci</li> <li style="text-align: justify;">mont vkladov, presklench stien</li> <li style="text-align: justify;">mont&nbsp;garovch brn</li> <li style="text-align: justify;">mont zbradl a zbradl vo vntri budov</li> <li style="text-align: justify;">upevovacie prvky stavebnch intalci (klimatizcie, raditory a pod.)</li> <li style="text-align: justify;">upevovanie strednch a malch skladovch reglov, nbytkov a interirov dizajn</li> <li style="text-align: justify;">mont markz, predokennch roliet, alzi, zastreenie vntri budov</li> </ul> <p style="text-align:justify"><strong>Pouitie v materiloch</strong>:</p> <ul> <li style="text-align: justify;">Betn</li> <li style="text-align: justify;">Dutinov panely z ahenho betnu</li> <li style="text-align: justify;">Pln tvrnice z ahenho betnu</li> <li style="text-align: justify;">Probetn</li> <li style="text-align: justify;">Pln vpennopieskov tehly</li> <li style="text-align: justify;">Tehla pln plen</li> <li style="text-align: justify;">Zvisl dierovan tehly</li> <li style="text-align: justify;">Dierovan vpennopieskov tehly</li> </ul>

Technická špecifikácia

STN

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DIN

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ISO

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Zobraziť všetko

STN

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DIN

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ISO

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Rozmer

12x160

Materiál_SM

Nylon

Priemer

12

Dĺžka

160

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Hmoždinka+S6HR 12x160 KPK Nylon | ZEMPLÍN, s.r.o.Skryť obsah
<p style="text-align:justify"><strong>Mont:</strong></p> <p style="text-align:justify"><img id="Obrzok_x0020_1" 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" /></p> <p style="text-align:justify"><strong>Materil vrutu</strong>: Uhlkov oce, nerezov oce A4</p> <p style="text-align:justify"><strong>Vhody:</strong></p> <ul> <li style="text-align: justify;">eshrann hlava SW 13 pomha utiahnu skrutku danou silou (napr. momentovm kom).</li> <li style="text-align: justify;">Jednoduch intalcia, hlava sa neopotrebuje.</li> <li style="text-align: justify;">Dka kotvy do 200 mm.</li> <li style="text-align: justify;">Umouje upevova materily a do hrbky 120 mm.</li> <li style="text-align: justify;">Skrutku mono znovu poui hmodinkou KPR -12</li> </ul> <p style="text-align:justify"><strong>Aplikcia:</strong></p> <ul> <li style="text-align: justify;">mont ahkch vntornch oceovch kontrukci</li> <li style="text-align: justify;">mont vkladov, presklench stien</li> <li style="text-align: justify;">mont&nbsp;garovch brn</li> <li style="text-align: justify;">mont zbradl a zbradl vo vntri budov</li> <li style="text-align: justify;">upevovacie prvky stavebnch intalci (klimatizcie, raditory a pod.)</li> <li style="text-align: justify;">upevovanie strednch a malch skladovch reglov, nbytkov a interirov dizajn</li> <li style="text-align: justify;">mont markz, predokennch roliet, alzi, zastreenie vntri budov</li> </ul> <p style="text-align:justify"><strong>Pouitie v materiloch</strong>:</p> <ul> <li style="text-align: justify;">Betn</li> <li style="text-align: justify;">Dutinov panely z ahenho betnu</li> <li style="text-align: justify;">Pln tvrnice z ahenho betnu</li> <li style="text-align: justify;">Probetn</li> <li style="text-align: justify;">Pln vpennopieskov tehly</li> <li style="text-align: justify;">Tehla pln plen</li> <li style="text-align: justify;">Zvisl dierovan tehly</li> <li style="text-align: justify;">Dierovan vpennopieskov tehly</li> </ul>

Technická špecifikácia

STN

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DIN

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ISO

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Technická špecifikácia

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