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s0U6uf21hHuzGrPOe1fIB8oeLyF5V3GF/X8GRbtc9rp84b9xX1d0/F27ipzw/fH8vDBvIrdR4/bnOCsG74/ZdxhjGqXHZF3nq7+uvuQKKwUo42JIYguiDMtq1KAtwnzKGt+sTTt3PHByfUV6hkce4+mQ7ijh1AzuvP4QsVWXhlkQ3Jzf2X7ilgrq9wzvaTizYRUgu+78s6tE2YQh+jdvvxunO/17SfuqtzDLG+xfdN7LuCP1LJh7x3hkcVn1Zf3mc6Abh44u01i7GLI1JcqKtZr5/4J386Gfl+dLs4gVd9S7LuH8vuOnGvb540D3yMcm+GV50UtHarfkMru/VKJTDtMdrO7PHYPuWvlC32qp89xnHysVV2v5GHhth2/q/IbnucvlNAktoQN+V4Y5sebzwv7dqkvhvnT643pECtI3HWVte6febYppn6uJGR31xXW+trHRMVLz0PVZy8dleoJI9yd/K4Y3Lb6fO6Y1V+5X07tBvNoaLCKs7DpvO995pQwIU8zM11L69UccjHE/9eGI97svSU7e48t/gqmqOw8o42sDh5cUULYntccJJusQx/G4d2CYYrLFSfOhiGbSdkVeSohdwv4q4/sSX1aWzboXOqYJtZ2J1t6vaintM5Rrl263ZjnyC7fm/8Ncz7dWwNJR9neFTxaQO99pnEw3G8z7cSCfHBFFYJ+fQXSWmkjhff8zEg0cGst1ys6WKptXmoo8iWiEN8lBuPj1Fxg8vfJsZN9CmHuPZ5NssR1m5znI7LbWwLsVefq9Wisc32GRdkl6ElXiz3s2o8YXh1b505tmmYZ9VAebuUr71+Hn7KQOVPrQ0+5sU+FwqpNtbktlMfnrhY0p5H+Xfbn/pbz1fYDvb4GBfbLjFlMt/Tcb0fH/p9a27d0xR9THPxbIbt5ed5IF8/QS4pc0lhNToRSmxOXFF7K76LU7550jy+XIIWZ+qJeIZAe8cmr1iFYBAc1G05pwpjMY7vA4drl7DXjXmG3ZKsxZ8Qm/O6Pnl1E3U1r0PJh7x/9GPYTxvwI99yBYTYG65kXySiY1F0nLTwn26qK9i2AAuLd8vDxwAnwXCbXnul2b3tXv0PDOtPeLud2u6uYLvcOqe+Xxn3aY7JGo+Od9EVm8t3O3Ws8TH0Yr/n07LtrtA5G3w8d2NVBVS4C6Dbqc9hjtPz08a3EHvlSH3cnHmR78b6Wxaj792ZPk8aUz3SijfOHNs01tPGueLaVL4mBYmPbUMxL+Q9HbMQW9qY4I+faLdrYRVs1HPebSs7B21P53ghhnV9uLjpY0siNtvzR4yLz/U5iythQmE1MvlBaP3vPPjA5cV21zy+3H7XCtGJWt3O4hbvsJhOC9GJO3nPr1vA3blUEhACinO0EHC8o8jY/bGuXdrp2vHqsapEybNIsLx/+WSlc8Dp8Y71da37bHCq/6+x5EP2HfkY9tNqyPvW9Pz7OCL+Fh1nfFv7o2kX+aGPAXLuaF90S0r/wRl2kTe26fOb7RCL5IzGZmNntM/3YY+X770Of9coapv69Nf3q26zbqchZmH70nbrtcJ8D7fte/g4O3/2fD72iy0Ju8fPeb6ko0Va+f/OHNs02tPGOeVrZWxUvtb6jPrb5Utig4951ue0P9rCaqLd7MIq6i/Bxft/7Psp2/17IY8LY1TvXc6T7NvHXvlurovryk69PzP/KzPH54ttepzihxRWCUG3kLyI0otaAOkE2DTyhWyfmLjj5T79NuJpcYdjZMF0n0LKrR/tl8ZVAEg5gF9QXTvtVK3g9b297rwhwOiEIOV8qXN24820W65WmWQnHJeXeJ3bccLcb2OnXhD32P7u//xmU/LfVPIh+496DPvWc7dZfy5eTAjA+K7ELnOcWgTjuDbWzscPObmLF0HbPh7I7niRVwmF7O77t4tp7rsL/QGaMY3ZqcbkY6DuLvkjyiH2pO0L45S5NP26+OrPG2Ko9KXtXnrc8PxF55IHVbx4ZP/574Oo7/N6W+24NtPpiv71VJXaLhnXpO8zxzbN9AzzfYwNym9crFIxxfusei/kYIm8KbediYMuDif6e1/FowW5X8vUx2v3EKLUeUaKR/1hmWPU+nVg1+WycVzJt/2YuT9HzBM/pLAaWCjMQqkjlttWgjSJh09MgkjbQ1R7Ed1o/2pB932r4/2xrp12fmeff3WJUrDHBxcZu3bSC4vUOZ2j+HP7/tWGs8f3qfa1m86WcziAG9PRrzGl0n/nJAd7tDniMexHz/Xg+cd8WD6cGXoCnDnOLegJ/xprZ/y176M+HogwVRzqxhLiiuw2hZU557CqTTwyx4yMZyyG+lsV48Izsi8R+018c/HMt7Nj1XYvPW64sFJJzDC6sKdna0IDfhzH7AvGltvaI27lnOOI2KapDsaZgzVQ3i7loypWhRgWYkp4T5PrtrVv57VT5+13Z+KmiRVxW+XH/rxqHC0/EyPjDnT8jmNIYuxR37FtmoOcO95vzq5sLz/Px8SwnHEJEwqrgUAzKiAhpwWpExP1vu4jFmgr0vbKjpamJFD6Clb6tjzfrxay+U6TfO/gyeWLm87RguMbW7ztrl36nFpQ7Xc+zNOyYrsvn1Krob3Syc4Ac32OW9pWmHbZzEkM9mqz92PYT6uraLE0BcqYv5jjwsLZG+dYOx8DRH4hDrg+/AIvu1V86/aHuCK7g932ffcY9O6qi33yoIlHY3YmOfRjTetELjaa/rR96YXZx1bpxPXhz2vHpO1eetxwYWXP1Y5p7H+9eUmPz83pEa9j5m+1b6+4lXOevWObZnjE/J7jnMpvjE+oIkO9L9+bNN8FH/gZiOl24bzyXUj7O1Y2pxNO0znURB42me91/m+/n+uucI30beJlej3Jsf0cWjgmBoofUlj5RfOYSVgiQJ/oqACxpB+OOcec6wVxj+2cpGDPNns+hv20mjcL2nQB4MdhjksvhG3bsXYlCqux85nbZuwtdcOFxrSvyoIf/nMsVEIV3b7nGao1YGmBZI7rFach6RL7dEE2PN6RY5S9qTGc9b0wN+W29oxbOefaM7ZpqmfVwPXaFfzV+Helvnq98zS9jqwdu/ghhVVNwjfJSrRA1zQObDU/pqoXxD22cxKCPdvs+Rj2tUGz2PGRb4crPxMLgTnOFROJY8bamYJkoytW5nxSKLrf2JPvA9jvW5lExBw3NB4pli5XyfWXqAeO9R9Etc4VnngocykP15Hf7XI2mAJpxhWrcEt158GuP3kscvy7YH6fxMEBm1vb9HeoLj/CHL6PK8eGq3XZejkw9hLb9iDQnaNYnDpQP+ceE4XVuecnsSYW0rJ4IIVVIbhFRKYWYfnOhVlkaxoHtlJY/cU3zBfB93oMexG/3ELPyrclMGcnyua4oUJkPIG3RcFGhZX+kvZEPplbaIS5s1ehkt3rosgUjsnW6wsrMw/pc7h388ebMc5Lp9l62UKrC/tw4y/5uucHQrnn2iu2aa7BV/ZLKG/7nBRWtz3/wc/EDymsFi4SiCgICRbrWOgFcY/t3IRg73Z7PIb9tFqNEvPsRNkcd6bCauKLzkro+YWG87OpgiP6baupL12r2/MWX7HST9pSY+s2w09xyN+zxmvmt9fx5Y2ReT/R+jZk/Zbv7x2zcs+3R2zTHE8b506kRxi5eMrrlloQP6SwwtHN1ZMtBUZfeQFLL4h7bOcmA0e0K/0Y9tNq0iTQ8jsiedqxt5KFLyf3xim3pHlxRYm4+bHZxBUrfUta73ud4ZNa6T4uCOXHgM2tcPLlcPmhW3UVabjQGB+PfEHcfPG8vT1w+DetOlui2xAvX1Z3V/+1Xf2HV6gvfccF0mUdib/k7p/mODjekXnxa5N7ZL2fwG6jZTk83p4GfH+Z2tq4fWR9kT+PiFm55ywd2zTQs8099hzjc3Dfn7v4IYXVxosHQt5fyLUz1wviHtu5icBR7Uo+qrh2rWA/8aVWDRDbvtGUjG2ab60awW7iW+0aED+ksKKw4orVwRrQC+Ie20cVTHPOW+pRxbUHbewn8ahVA8S27nulpWKb5lurRrCb+Fa7BsQPKawOTqprFxH2rw+EekHcY3tOgXNk2xKPKkav6/UKQxgu0QCxLTywp0Rs03yXzA/H4NdoYL0GxA8prCisuGJ1sAb0grjH9pHF0pxzl3gMOwvH+oUDhjBcogFiWyisSsQ2zXfJ/HAMfo0G1mtA/JDC6uCkGiGvF3LtDPWCuMf2nOLm6LZbP6q4dq1gP/GiVg0Q20JhJXF169im+daqEewmvtWuAfFDCisKK65YHawBvSDusX10sTT3/Fs+qrj2oI39JB61aoDYZgsriYNbxjbNt1aNYDfxrXYNiB9SWB2cVNcuIuxfHwj1grjH9tzC5gztt3pUMXpdr1cYwnCJBoht/cJKYutWsU3zXTI/HINfo4H1GhA/pLCisOKK1cEa0AviHttnKJSW2LDFo4pZONYvHDCE4RINENvShZXEwi1im+a7ZH44Br9GA+s1IH5IYXVwUo2Q1wu5doZ6Qdxje0lRc5Zj1j6quHatYD/xolYNENuGCyuJr2tjm+Zbq0awm/hWuwbEDymsKKy4YnWwBvSCuMf2WYqkJXZ878d/uApR7UEb+0k8atXAKsfNPHhJTDnLMWtjm0ZUq0awm/hWuwbEDymsDk6qaxcR9q8PhHpB3GP7LInEXDv+0//4V82X7z5fhQi9rtcrDGG4RAOrHDfz4Lkx5Sztt4htGtGS+eEY/BoNrNeA+CGFFYUVV6wO1oBeEPfYPksyMceOf//f/6D55IuPVuNh4Vi/cMAQhks0sNp5MzqYE1PO0nar2KbxLJkfjsGv0cB6DYgf3kBh9ah5+uYSct48bx48Ww8O8cFwSw3oBXGP7bMkFLl2yI9p/uwXf7MJmi3njb6IA2ggXwObOPBEJ7kx5SzttoxtGg26zNclrGC1pQbED6+/sHrxXMeb5tXLh4Wv0DxsHrtCrmmapy9Knw+n2NIpjujLCHSHP86SVOTacffzV5tROWJ+OScxCg28t5kPj3WUG1PO0m7L2Ka5XKXeXjxpwkrwvHlw8J0m8xlfV254X+fWb54090vPx7NHzVMv8rvm8UkvkoiJlRRWGmi6WLn/8s4jbxoFXU9+W+iUXuSt85Qv5EqPh/7nB9B5zJRwd9k8S1KRY8eP/ubPN2VSei7pf5724XU7vDZ15IHOcmLKWdpsHds0kt396tmj5vHrO1X4iDV3zavXT5oHzzb6cNnkcvUXVrXnhibn3qWw0oW1yvFLF3Qz+xflV1lY9QT5TANvmsZM8t63AlJYhaBuWTx9cTtJRGAwPWa9IO6xfZbEYsqOP7v7zuY45swLbae1CyMY5Wpgc2dOdDgVU86yv0Rs0zhy52SLdibB1kb47Y2KIAqrwndbzYtlZt5Nzj2vn2wNmjyfwmoDMdgrVrawssm7uVo1s9LMnuDRfq091tZCghu158hzWhYUVum58OvPThtnSS7G7Njy0cMa6zY+np5H+oYLGhjWgPbDUttjMeUs+0rFNs10Nx2aYkdboLc3SoLNuTYq1nbNnWw+VHtuSGGVjnWi/OqvWJnJ3eVWvzTMEMiuy3nCuKbGndpvWVBYpRjt890DvcydJcEYsmPrRw/rsa/Tc3r+6BMuaGBaA9oPS20PxZSzvF8ytmmme+nxwWt91ujhYM8eNg/a2wM3KoIorDa4SDHtp7naMbk3V6z83IhH1F1YGUdr0g+mMF94s46vv3zXJf0uELhgcdc8fflo8Et5cvwr9aAKuZ/4/vu2mEh/KvGwefDSHhvuR04IX18Cff2ouSfneO2+U3bXPDa32KX6duNxr9EnSO7+aDUWafnqzV364RsZ9tiA684bXvtFVspud492n8naucsNHnu0C1T22TpLkpGyo8SjhzXVPeaTc/T9FSYw0X5YajsVU87yXunYppnu428212na3GSOzuet+fdMvhcVa5KLeQAhv9F5gv2KiNgp+Z4/yOSP+rjdcsMCeZjXgS9yw3gbye+G8ltni2retn/x0OfD/RXMUq8AABusSURBVMIqL3/WbOfMyT2dd+rnKJirjjM1ZY6do93htoKs4sLK3h7Yn6DLwEcmQwvj6cvoe1paUImAIZ/EpP+7s8VW7ymE6jtfyQ6kmIkmTY/h9RPz1EHpIrSf6juc0B9jglXYr7dexePPsEcHLN2X27YF55TdfSZr5s4HmwJOtaRvx2Sv17MkGrEdpR49rLkumR+OieLRSfyGealrXrQfltqOY8pZ/t4jtmmm+/hGVFgNJrspnc5f8wcLK52PCITX4cNwnSf0c0Rrv85J9HG75IaF8rBWBzEfLRT5AD3OUU2RGjVW+aZmJEWXvshgjoryR3tc/DTB4TmZLqwWaKrAWiZjr7awsol79OmFhmVEFT7JEMGZCTZKiP+wx1kHj9vav61orWhsS/1XNB4zBt2u23ZFkhnPm+fN4xePmgcvnoTf8fKHhvGYY/z+eCO0z3FUscfOT9yfLgaXMcmzW84b2a61cZLtPp2y75wl2YjtKPXoYU1zn4QjlUjwHuxvWwPaD0ttxzHlLH/vEds00718LbUOd08CHNP6sjXf5l0uR4r6im5JM/ZF+9o7f9RdOjpXM8dpsL3tKL/IKJBcF/PPF50rMy+cysW0HbZ4cZbaV9d+KSNz3Iw5sbZFLKI7xazF+i+nmzF9rtsnZ6uzsHpjrxa5wiIZTIz47GSYCW7Zh/33Xw7//pUVqrpdTm47VI4qXToRtrZFTvdKXYa9b36jITrOjKETif99LP8oUx1gwjg6JurqXizk1qbLJWH1uwCxPYZxlj0iTm2TLqaUcBcyWTp3SY0cXGB1M7rf/8+SbGg7Sj56WJPde/59rIg+tdvbjus9X4gxJtYe7NPXy1vF7pmMtR+W2tYx5Szbe8U2zXQ//fVzHm/HG/nqReJR6wvX/FRh5eNre9J+0mzyhDj3ifITHT/McW3fIacqlxuWyMNU7tdEd/60+eqdyVEtT/vTRpITSn7rcsGljMxxM+ZktLBaqqmZMSzHr0QuVRZW3nEvG9ohegM3RUBwDmlnJrh3ZSMs2HKacA77fv++Yi1kfVx0FSeRaBl7tODMGGyfYbzaLjvOe+8rm3S/o6LS/UXnzLInr7AyjjyDiWGVPXfLk4LAefs+Yj2X/vssCYezo/SjhzXP7eZxxD+UX3l9J7S9nS3ba7KkbZrJ+h+VDPMQYvTxPPQYS7KsqW/th6W2XUw5y+uesU0z3VcX+jvf2opuO/4qgfcN2Z2Ii2Zt1/mKSZ6fNw/M33HO08WAwb7aGB1ih5ii44c5Lju/sP31x6bysOh8w/Nl+9Q22kLD2h/6s8fL7ZAP1AfooZ3witom5ka3X8Yoyrv1/E7MiR2vne/FmlJrtR7bmm3RUpWFlVzpeWyuDFnIBoopAmw7I4zsCbbO4ar3cE4rzuAI0fvyw3ntrXpyu97ln/6RY23PyBjCeaPCbehWwKSzuC/82SuBXVjs/h/G8V4zJnBtT+yok6xmMFk2d8cnXJZPZ4/mvMf2WZIOsWOPRw9rpin+i94zPhn/dl7QmQ/42u98QtD/hHWRLQUWh3J2qC+Mq+9CLD9fiKsmRqWY7Mg9Oe8pm27oPe2HpbZvObZppsv9KcSu2X1cHnig7XDbwTeDv8q+9rZBl/+416E8yPuv6zW8hv6t/UvzhGXHLc0Nnc1l8jAzFoeszQ/jq4lT9js7u1fTr85X25gWzbP6HtfS44bzzuhcM/LI2RrPiNeCuNLC6mGU3A8nNsOTsbByjhKqyWLBC8qK1ul78FUL1ZzTFodGGKZdqudEIjd5TNePCVzmmBF7ok9A+qyWM1nsnBmOYZju0D41UyXfO0vysdejhzXLrebWJc6v/ENv0n7g2plPL32CkPDHHfS2FYNz9BMWVROjUhx35J6c95RNN/Se9sNS27cc2zTTY32zezqctqdpXKxbvubbWwHjhyW4/g9M/k1eFG6ZC3MRYpWwMfEqOtayC38NH5Nef9y5Tb4Uumua9nbNC7PIhn6+diBbiZPGPj3eFZoqEH8Fb72FVe9WvkioDtjgZCwsrPRtdeoJKU7A8VWa4AjWqbS2k9v6E+6RMYTz6vHEQUceWx6elBOOiWy6PH6zu4JmH3oRxjEmcOt4MYu+o0bnT4JQbyomJlDoIrSdd9uvsd3p4kSvaoS7bJ4h+djz0cMaatB+rNU5f7tALsE9aC2lszjB9n9ro+JbTZ5Z35MHsDz1H9B0drp+5LuW7uq9P//l3nl/Cvl00t/+MXLbjvIvWcTs90W1De6cMv5H6qcf5BPo7ucgHry8848/7n6GIvB1tptic9Tm7lh5TK9+8lQX05wtEv8ftb+b48atz+vP6Xa2r3px7uLa8Jhlv3yfRF3VN1zD+ERj/nyaaRxzRhlPzbMb90WD6im1etxe76PnmtlXPI7Mvw36Qn/ccmzTSP28Z85NifZmjfYxzmlNWzuyrf3HfzAi7eX7W9GTnHXby7iNDTPyhGXHuXWhG89UvuPjdfQBtHsM+nZ5mItNlytiMW7HJeLZt9/1070uY6Tz1NQFEauPwGgs77THxMPr/Z3QyZb6l/NVXVjFiXvyCXBGLHYhXSYM6zwmOWid2e4PwrCTH963Yk1O8MgYQnt1XucoU0F1tN8Re0eP0+OxffQd1e6fw2TZ3GnbzrPdc/zK35hKbvZ+9LDGGfxlxfy7Bf7iZ16LCb+LE2z/tzbKJx3vNfZTWdPIfMKZ7KddMFQc0Ie3tll/07vbbbfguPH1GrgPryb6SRyn46S33Z0v+rDKH654esZ+Z7ehC8toV/fn5Rz+nKaRWg8mxzzGta8lfz4/xqjN5Pm69r4fbXfb58Qc6PNOnmtGX1Nrysh+PYRat88c2zTTTeLcyFxm9W90564oWa3NWfNtbOz6i+NCnGPY/c4G54vDtpjjVBzqxj10XBQjtA+2LO1+P/bRfGroXGOFhhvf8Kv5LSm//gzYN6CDZYyiwspfyXS2LhnvyDEDtmfpd+Gx4oeVF1aJRCR2ghHRLhWGXezkB3ov96q2n2jq8OYSkU405nztE1rCj621Ey0/4iY/HBxfCRsZgxeIaSM2yFUruVL1vHna/nsS7HSCiY7xTxpsfzhPfTI7etlaJSeuX/9qBS/JVfdl9TDupUzMcfGcR58A+QDm7XJOfI5Xq5j6/5pKPvZ+9LAm6v1lhRac/3tdeT/q+4JrqwuLkCAML/T6ClV7paYdRGjv+21jhbpX3tsS2rZP+BQf0fsuV7C8H/kkIPjssA2hTfgwS7/nnialvk+lfNTb7s6p7brMi7e5/Vst+CqGyG8J2sLKxeL0eVdxn7TRxpLeGI3eAqthxl1/vp94nk2MGxt3zrlCm3Y+2/VsgKEZhx3zlG9pP6x1+8yxTTOdmotN9rc+ITmGPBBBxSC5m0iukGqDlP/7mNPu73zYPMRmKA/KKNTCLYcXbZpjVD42J1dTtnfctL+oPvWV6svYsnJDH1s6YNvmYRI7L3cs+bsWhosyHW8kFgRbZE67J0C6dc/M4wxGIQ5343X9dXcEdO+5//t9EncMJ7vWGlvm5NYr4tmQD4nt9RdWPTFboWdPxgphOBGkXo0whj6ZTRxoPnkZEVSYXJV8JPrzb8k9tV5MmccsLqzULTHegG4jcMm3QTMxjjRn7vzY5yUFgfP2x0Voqv9zLPk44tHDGuj6eXR61YE9LLRB151O/ELligjRn1/stS/GC4e22m2Hcyb7lb51rLjc2uuTFr9PbqPp7PN+5Ozzbdw541exIT3epE2Jsfba6XPGNpsxhfGHeUzbkmScsKXtR58/Hm77txQu6rajlI1RXOmNUe/POd9lfob7yRx31rky+9JjWLCdRFvZm2eObRpl8I/t1yvf96S2gkV67TZPKQ5NklvmOO+/0lTFTvN+9KTBGTbq2O3jopxqTn4R25IcVfdmOJ9bU0YaX3aFY6JY7686xfOd0bceX4b9zobFjBbOiVnbeuPNGOeFodHUgjjm9T9wrJzmKgqrvqOqBdhMono//o6WFlcLLCw2AsqJyUH1C95lssLLXfNY/QZWfJwVRzjKblk77THRPj25GU7RnsclUTEDa4T5y4xjhKnj418HbBruz5xW/WHHvdipNa+TbKtBXsXmUPJx1KOHNVSvy6VzP6Bnf44ojvg4oXwumfSLPcavfI9qI/hAsl83JvkukjpKNjt/szFNN/GLTZYNoR/tx0mbPK+QCA21S9s8Uoi2403bkmScsKXVQ9aYOzsGbXTsL6/JMbo2uefTHxpq/cwZd9a5ZjB0Y1jwqvVW6/aZY5tmujrO5czvpLY6i3SM8HZlHRviXXuc91/pN8QT2ef9rT2lPc7u05SGc7U1+cXq82kTo23D0jC0Y/acJz/Mj37bKiMndDbszciuj4nxGh4ROP9n4rgcrc9oI6eqsrDSlye9gKJkwk1+e3lxAKq5zzRKiGJn9f15wOG2Pde9f0CECgD94+QTBfdYTXfk5bX9JDTxOwNGMOHTZj/2i03BoeM2cj59a58NSu6H37w17hPZoXFk2uPsi790Lk+iCV+md5+wzGOybu7cOc/x6rlfyUYq+dj7sepDKJ0ml74GHxs6g30alG+vE2PvV9YPw8IxHfyT/frY1Olabt147B9qIH26T/XCgyXi2z3ybEgn4kmbEmNNtrvY3rdZF5wpLmlblhVWqf77MSJpY8R+bIx5jLvzDveTOW4fq8fGltlXNMa5PjTsMfXsOXNs0xTnzs3S9s4X9ENlWjvaryE8au7r2896+pm35t/TV42jwqr9cF3/BI+Ot22xYD9s6m5f1B/auA+fLrHTx63UFStbyPVzvMu41ITk5IbF8rDLOmA/FHK3cPbjm2ihs0XnjE371RLJvd0dEGtzMPmhZW3T1JyM5fJBvzM11dNkmkfof3q/THslhdX0YOYM/CrbqkDQd3SdnMi0jy2ysN5bHyr+XsVmnHwc8Vj1IZDr5tYVJrZ46voM+/T3qZKJsffV2A9tH24BCx/EPPGLWrJfWSTaJ+fpD2dCn/Jdy/a/KOmwTEJ7GUfahnQinrTJjzUUkb12Yza/kHiUskkWUHlSYfhNQxP3EucNxdYC7pM22rjZG6NZwFPjkeNdUpAxz+o7VuPjzjlXej4DrzB3Vit2zFP7hnyypvfPHNs0x6m5YP887cILXrkaED+ksDILXr3i8Qt5G12jK1byiYX+NKf3aU+9484V+5nb6QXxGrZ18nHUY9WHOK7RQbj1IZ1oBh8M+/17pphRyW5raEj0wzkSI1BX1dP92k9gbQ9iU3zeS4v2CnX48vm0DelEPGlTosDptfNtrMX6dp8hm/SPxY8XGBLj4vHP4J5ho9aWH2M8pMscDo2nbZ4zz9mFVfwUrsig9lzp+aSwilg1TXPm2Kat1Vpkm/wGDeynAfFDCqsrKaxGF2odcf33LfYTGk49zjqanur/dMnHkY9VH4K4Ros+WTZFkppblXy77ywNHdPeHuuNtB+E9G6ddU91UrFqqF9/1cP3LbdwXPr3t4WpnWrT2SyMxm1IJ+JJmzyTsWIzceuMs1mN2d46cnnS1YwCw4/Lj3kO9zwbnb48C3+uy4YqmsYZd7ry/fQ0l56DoWJo/Fzz+nJjnPsao6jx7zPHNs1z7tzQXsVxFXPgApe5GhA/pLC6GieKP43VYTZs+3t9r2bc9Tt+mJ3r2HLJx5GPVR8iOTdIXlN7l6RLDPDjUo8dNld8iA+BESw2YTHkkzW9f+bYpjl6/0a7m2gXnvXnWXvNofghhdVVBR53j7790qF8pyr1WxN7CY3zjAclvSBew7YkH0c/Vn2I4y1r0RVWaTbhtrhbZsTYx2PVGj5p3dX17pljmya5Zp44tpwPwPb62YofUlhdVWF1/aK9xsCkF8Rr2D7DY9WHOF6jfvLHJD/6qp8IKJTchy7EjnyOsFrCasgna3r/zLFNc1wyPxyDX6OB9RoQP6SworDiUvnBGtALIttlCbBwrF84YAjDJRoo69n0rgksmR+Owa/RwHoNiB9SWB2cVCPk9UKunaFeENkuS6B2rWA/8aJWDZT1bHrXBGrVCHYT32rXgPghhRWFFVesDtaAXhDZLkug9qCN/SQetWqgrGfTuyZQq0awm/hWuwbEDymsDk6qaxcR9q8PhHpBZLssAfS6Xq8whOESDZT1bHrXBJbMD8fg12hgvQbEDymsKKy4YnWwBvSCyHZZAiwc6xcOGMJwiQbKeja9awJL5odj8Gs0sF4D4ocUVgcn1Qh5vZBrZ6gXRLbLEqhdK9hPvKhVA2U9m941gVo1gt3Et9o1IH5IYUVhxRWrgzWgF0S2yxKoPWhjP4lHrRoo69n0rgnUqhHsJr7VrgHxQwqrg5Pq2kWE/esDoV4Q2S5LAL2u1ysMYbhEA2U9m941gSXzwzH4NRpYrwHxQworCiuuWB2sAb0gsl2WAAvH+oUDhjBcooGynk3vmsCS+eEY/BoNrNeA+CGF1cFJNUJeL+TaGeoFke2yBGrXCvYTL2rVQFnPpndNoFaNYDfxrXYNiB9SWFFYccXqYA3oBZHtsgRqD9rYT+JRqwbKeja9awK1agS7iW+1a0D8kMLq4KS6dhFh//pAqBdEtssSQK/r9QpDGC7RQFnPpndNYMn8cAx+jQbWa0D8kMKKwoorVgdrQC+IbJclwMKxfuGAIQyXaKCsZ9O7JrBkfjgGv0YD6zUgfkhhdXBSjZDXC7l2hnpBZLssgdq1gv3Ei1o1UNaz6V0TqFUj2E18q10D4ocUVhRWXLE6WAN6QWS7LIHagzb2k3jUqoGynk3vmkCtGsFu4lvtGhA/pLA6OKmuXUTYvz4Q6gWR7bIE0Ot6vcIQhks0UNaz6V0TWDI/HINfo4H1GhA/pLCisOKK1cEa0Asi22UJsHCsXzhgCMMlGijr2fSuCSyZH47Br9HAeg2IH1JYHZxUI+T1Qq6doV4Q2S5LoHatYD/xolYNlPVsetcEatUIdhPfateA+CGFFYUVV6wO1oBeENkuS6D2oI39JB61aqCsZ9O7JlCrRrCb+Fa7BsQPKawOTqprFxH2rw+EekFkuywB9LperzCE4RINlPVsetcElswPx+DXaGC9BsQPKaworLhidbAG9ILIdlkCLBzrFw4YwnCJBsp6Nr1rAkvmh2PwazSwXgPihxRWByfVCHm9kGtnqBdEtssSqF0r2E+8qFUDZT2b3jWBWjWC3cS32jUgfkhhRWHFFauDNaAXRLbLEqg9aGM/iUetGijr2fSuCdSqEewmvtWuAfFDCquDk+raRYT96wOhXhDZLksAva7XKwxhuEQDZT2b3jWBJfPDMfg1GlivAfFDCisKK65YHawBvSCyXZYAC8f6hQOGMFyigbKeTe+awJL54Rj8Gg2s14D4IYXVwUk1Ql4v5NoZ6gWR7bIEatcK9hMvatVAWc+md02gVo1gN/Gtdg2IH7aF1afvPm9+7Y++ypULiiw0cIAG9ILIdjkCxDkW7doX7ZrtL+fZ9KwJEOeIczXHidptF19sC6uff/lp8xvf/V2S6gOS6tpFhP3rgvjf/dY/bD7/5Zd6XWS7EAHi3Dqt4uvwW6oB4lyhoJboljiHny71U45bpx0X59rC6mdfftL85h9/ncKKwgoN7KyBX//2g+bjt58llkfe2poAcW7dosGiC7+lGiDObR3NhvsjzuGnS/2U49Zpx8W5trB6+6tfNv/kR98kqd45qUbE60R8Dfy++t9+n8JqOEfYdA9xDn+7hphR4xiIc5uGstHOiHPEuRpjxDXY7OJcW1iJl77+7AMKKworNLCzBr7/4Y9GF0l2bkuAOEfScQ0LeG1jIM5tG8emeiPOEedqixHXYK+Lc76w4r5cHPEahF3TGOSBMR+9/XRqjWT/hgSIc8S5mmLENdhKnNswgGV2RZwjzl1D7KhpDDrO+cJK/PU//+0PuGKx8xWLmoSDrdsG63/+v7/dvP3Vu8ylkmZbESDObatj4gI8xzRAnNsqcs3rhziHX475Jfu21YeOc6awki89fuV7X6O4orhCA4U1IF9yFH/jv/0JEOe2XVBYoOE5pAHi3P7xzZ2ROIdfDvkl72+rjTjOmcJKHFLuzZVGgN8WPDzh6TQgj+T88ac/desfrwcQIM7hj84feS2jBeLcAYEtOiVxroy2iRlwdRpIxbleYSV++Vef/IQfDC58xcJNCq+35aDihH/6wcvmi1+9jZZA/tybAHHutnyPWLvffBPn9o5mw+cjzu2ne2LMbbEeinPJwkpc9CeffchtgRRXXLncUANyJfiHH99RVA3nALvvIc7d1kJI4lN+volzu4exyRMS58rrnthyW4zH4txgYSWeKvfofvP1n3D1asPkGue7LeeT+ZZPNeSLjXynanL9P6QBce72fJI4vP2cE+cOCV/ZJyXOba954sjtMc2Jc6OFlfPYT9993j4xUH78SjpFTLcnJuZ83pz/nf/wD5rfevF7zbd++mfNJ+8+4+l/Lpic+JU4N0/jxAR4EedOHNAGTCPO4bfE7nkamBvnsgor558fv/2s+fyXX7o/eYUABAYIyGPUP3r7i4G9vH1mAsS5M88Otp2JAHHuTLMxzxbi3DxetL5dAnPj3KzC6naxMnIIQAACEIAABCAAAQhAAALDBCishtmwBwIQgAAEIAABCEAAAhCAQBYBCqssTDSCAAQgAAEIQAACEIAABCAwTIDCapgNeyAAAQhAAAIQgAAEIAABCGQRoLDKwkQjCEAAAhCAAAQgAAEIQAACwwQorIbZsAcCEIAABCAAAQhAAAIQgEAWAQqrLEw0ggAEIAABCEAAAhCAAAQgMEyAwmqYDXsgAAEIQAACEIAABCAAAQhkEaCwysJEIwhAAAIQgAAEIAABCEAAAsMEKKyG2bAHAhCAAAQgAAEIQAACEIBAFgEKqyxMNIIABCAAAQhAAAIQgAAEIDBMgMJqmA17IAABCEAAAhCAAAQgAAEIZBGgsMrCRCMIQAACEIAABCAAAQhAAALDBCishtmwBwIQgAAEIAABCEAAAhCAQBYBCqssTDSCAAQgAAEIQAACEIAABCAwTIDCapgNeyAAAQhAAAIQgAAEIAABCGQRoLDKwkQjCEAAAhCAAAQgAAEIQAACwwQorIbZsAcCEIAABCAAAQhAAAIQgEAWAQqrLEw0ggAEIAABCEAAAhCAAAQgMEyAwmqYDXsgAAEIQAACEIAABCAAAQhkEaCwysJEIwhAAAIQgAAEIAABCEAAAsMEKKyG2bAHAhCAAAQgAAEIQAACEIBAFgEKqyxMNIIABCAAAQhAAAIQgAAEIDBMgMJqmA17IAABCEAAAhCAAAQgAAEIZBGgsMrCRCMIQAACEIAABCAAAQhAAALDBCishtmwBwIQgAAEIAABCEAAAhCAQBYBCqssTDSCAAQgAAEIQAACEIAABCAwTIDCapgNeyAAAQhAAAIQgAAEIAABCGQRoLDKwkQjCEAAAhCAAAQgAAEIQAACwwT+P/SyCC9IJNUPAAAAAElFTkSuQmCC)
Die Volksschule des Kantons Luzern in der Übersicht
Kindergarten
Dierikon bietet den zweijährigen Kindergarten an. Dieser wird altersgemischt geführt. Er eröffnet dem Kind einen neuen Lebens-, Spiel- und Erfahrungsraum. Im Kindergarten werden die Entwicklung und das Lernen des Kindes angeregt und gefördert. Dabei werden individuelle Voraussetzungen berücksichtigt.
Eintritt:
Kinder, die bis am 31. Juli des jeweiligen Jahres 5 Jahre alt werden, treten im August in das obligatorische Kindergartenjahr ein.
Kinder, die bis am 31. Juli des jeweiligen Jahres 4 Jahre alt werden, dürfen im August in das freiwillige Kindergartenjahr eintreten.
Anmeldung:
Die Familien erhalten jeweils im Dezember des jeweiligen Vorjahres die Kindergarten-Anmeldung per Post von der Schulleitung zugestellt.
Primarschule
Die Primarschule dauert 6 Jahre. Dierikon bietet das Lernen in altersgemischten Klassen an. In der Primarschule erarbeiten die Kinder grundlegendes Wissen und bauen Lern- und Arbeitsmethoden auf. Über die Schuljahre hinweg wächst das Angebot an Fächern. Der ganzheitliche Unterricht weckt und pflegt vielseitige Interessen.
Von Montag bis Freitag findet der Unterricht statt. An jedem Vormittag mindestens vier Lektionen in Blockzeiten, an zwei bis vier Nachmittagen pro Woche zwei bis drei Lektionen.
Sekundarschule
Die Kinder besuchen 3 Jahre die Kooperative Sekundarschule in der Nachbargemeinde Root.
Aufgrund des Übertrittsverfahrens werden die Lernenden einem Leistungsniveau zugeteilt.
Niveauanforderungen:
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Niveau A höhere Anforderungen
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Niveau B erweiterte Anforderungen
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Niveau C grundlegende Anforderungen
Die Niveaufächer Deutsch, Englisch, Französisch und Mathematik werden je nach Leistungsfähigkeit im entsprechenden Niveau besucht.
Stammklassenwechsel und/oder Niveauwechsel sind je nach Modell möglich. Ein Stammklassenwechsel ist in der Regel auf Beginn eines Schuljahres, der Wechsel eines Niveaus in den Niveaufächern auf Beginn eines Semesters möglich.