Chemistry-
General
Easy
Question
Whichofthegivenmetaloxidesis havingminimum thermaldecompositiontemperature?
- CaO
- FeO
- PbO
- MgO
The correct answer is: PbO
Related Questions to study
chemistry-
Whichintheabovecurveiswronglypresented?
Whichintheabovecurveiswronglypresented?
chemistry-General
chemistry-
Allmineralsarenottheorebutall oresareminerals.The extraction of a particular metal depends uponseveral factorsandoverallithastobeconvenientand economical.
ThenBis:
Allmineralsarenottheorebutall oresareminerals.The extraction of a particular metal depends uponseveral factorsandoverallithastobeconvenientand economical.
ThenBis:
chemistry-General
chemistry-
Find out F:
Find out F:
chemistry-General
chemistry-
Find out E:
Find out E:
chemistry-General
chemistry-
Find out C:
Find out C:
chemistry-General
chemistry-
Find out B:
Find out B:
chemistry-General
chemistry-
Find out A:
Find out A:
chemistry-General
physics-
Which of the following particles is most unstable?
Which of the following particles is most unstable?
physics-General
chemistry-
Extractionofaluminiumcanbeunderstoodby:
![](data:image/png;base64,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)
Electrolytic reduction of ![A l subscript 2 end subscript O subscript 3 end subscript](data:image/png;base64,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)
Electrolytic:(
+Cryolite+
)
Cathode: Carbon inside the Fe-container
Anode: Graphite rods
The molten electrolytes contain
, and
only Al gets deposited at cathode because:
Extractionofaluminiumcanbeunderstoodby:
![](data:image/png;base64,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)
Electrolytic reduction of ![A l subscript 2 end subscript O subscript 3 end subscript](data:image/png;base64,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)
Electrolytic:(
+Cryolite+
)
Cathode: Carbon inside the Fe-container
Anode: Graphite rods
The molten electrolytes contain
, and
only Al gets deposited at cathode because:
chemistry-General
chemistry-
Extraction of aluminium can be understood by:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAUUAAAEhCAYAAADoEbIRAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAMG/SURBVHhe7d0FvB411gZw1r41VmEXt8VZFhZ2cVjc3QvF3d3dncUXlsXd3d2Ku7tbcXfIN/9MT5u+3Ftue2/b23ae382dmUwmyWSSJycnJ3lHSg0aNGjQoC8aUmzQYITDd5X7toNO2BELDSk2aDDCoSHFAaEhxQYNRjggum866BpSbDAE8d13I16Fa9BdgPC+/gHXkGKDBg1GGCC7cogcrhw6j5hoSLFBgwYNCjSk2KBBgwYFGlJs0KBBgwLDPSm2Tma4Lt3whsH1XsNreTVo0IphlhSjkQ6ooX777bfpm2++6RvG0TX/r7/+On3xxRcDfH5gIB7xcgMTp7BthW/Pf0AQ3nvFOw4sPO/Zr776KscTcYR/WZbdCfJU5qv1vDvmubtA2USdjfPSjYhlN8yRog/V0cbZGjY+uqOG/+mnn+brzkBcHclLW4hnW58v/VvvDQjCdoa8PKNcPvvss/T555/neMK/M/EObshT5CvOW93wjoF9z/bCl9+5u37vwY1hjhRJMBpuR8isLVIMBCm63wrhgjx/CGXcnhmY59oLF/GEGxh0NP324NmQNgOR13DdDZEnR/kuXXmvO+a9s/BOg1JXojzCaQ9ffvllf+XGtYYdEdCtSbH8GOF8MI02Gi6/9qCStNUwOM+3Jym67zn34tkBIcKrVIbkzgcFkbeo4OE6koeuQGs6kZ/ujsijsopO07dwHhiS5Tgk4Z3Ut2gPHUWUlWe4Dz74IL322mu57KD89sJGuBEBwxwpcj5SVHzn7SE+pmfA0XU8b4gY90rwU2GEG1D8gYjXM/HcwMIz4uGcl3G1lcfBicjHsIYoN99W5+Q8MDTKsavRVv69V1n3OgLxRP33jOeR4ltvvZWv4/tHepEG193QVpl0FsPsRIsP9UMVvfywAc9Eo3Fs63l+CNd9TmUYUDqBttLrCCK9qNTSo9cjyUo/INyQqKCD+h5DC1EXlIkyVGaO/AJD+33KPHLt5acs+/IcnIuj1S9QnPY9L/1KlPngghwjvvD/9ltH+RfGO/Tz/+abOmycf1tVye84xe6ZfF6dCNbHuRY+nhF3vzRrV58L0+8anEf633xT58WxqzHMkuKgQqWKYW70iq3gF4TIlY1rcED8pWQT19GTl6grREOKJaI8wgUhdpd3iG8mT63fsxXDUrkPbWiWQZJdiRGOFBWgionsVNS2IEzpBifELx8h3USaGlC41jzE/cGFyMOwgiBCx8h7R9+hNXy4rkYQouMrr7ySTjvttLTffvul/fffPx100EHp8MMPT4ceemg68MAD05FHHplOOumkHOaUU07J5yeccEI+nnnmmenUU0/N1yeeeGLfo3DnnHNOuuCCi9LJJ5+ajjvuhHTWWeekiy66JJ1//oX5/LTTzsj3uNNPPz3H/9///jenffTRR6czzjgjnX322TmN888/P11yyaXpqquuyXGee+756corr0433nhzuv76G9MNN9yUbrrJ+U35/Oabbku9br0j3XD9zeniiy7P7tprrq/cDemiCy9LZ515Xjr/vIvTVVden265+fZ0e687U6/b7qjOb0uXX3Z1Ou/ci6tnLksXXnBpdldfdV0V/y1V3Demq6++pnqPi6v3Oze/xznnnJ/T/Oijj6tv3vWd3whJiipm9NxDE/Exo8GUjTrQeh1oyw8ifOkGFoP6XFso89GV8ZZQbvE9Bzat1vDhuhpl/k4++eQ02mijpZ/97GfpN7/5TRp55JHTb3/72+xc/+EPf0h//vOfc5ixxhorjT322Gn00UfP5+OOO24ac8wx870xxhgjO+cc/3HHHb86jl09P3r1zJjVM+OkccYZr4rDc/zHqFz9rPCjjjpq+t3vfpd+//vf903T0T3peVY8o402RhpvvAnShBNOnI8TTDBhmnjiSdNEE02S/Sb8yyRpskmnTJNMPEWV1vhpvHH/kv3GH2+iNPZYVZ7GGKeKc9w0ztgTpIknmiJNPtlUadJJpkwTTTh5GmvM8dOfRh0zjTH6eNX9Cauw46UJxp84TTrpFDnu8cf/S/VeE+S8eL8//nHUNNtss6dnnnm2T+l2LUY4Ugx0pOIPzkYCZbzRsMs0Sze40FbcXZluV8bVHso0uJKAugvkKY4kxL/+9a9p5513Tscee2yWEP/9739nie2www7Ljp/rY445JkuDiJRESLIjSbp/yCGH9JUwDz744Cre/dMBBxxUxXVoJX3+O+211z5pl112S3vvvU/lf2D2O/DAgyvp9MC+Uiq39957p9122y3tvvvuaY899kg77LBDdltvvXVab70N0kYbbZI233zLtNlmW6SNN940bbLJZvl66623Tdtuu33aaqut06abbp79tthi67TlllunnXbaNe2x+17VO+6a3R577FXFv2f1zPZpyy22S9ttu1Padpud0lZbbp822XiLtMH6m1Z+O6cDDzg07bXn/mn33fZKu+26Z9pmm+2y8y7/+c8x+f2Q5Kij/jk98MBDuUy7GiMsKXYEZUMbHCjjLdNqy7Ui/INI4Y033kh33nlnuu6669LDDz+c3n333aw/dR9JtOWCQCCuQ2qNuMM/wkZ6Jco0ynNqgQj/5ptvprfffjufR7hIL8KHK+OIa3Bsde5HXiNMmdfwb42vvDc4IQ1pgiMiWn755VPv3r2z36Ai4mwPXs3w8uuvlU0/v1bIX5Qf53tw9NqGqJ988kmfib968u+TTz5NH39c+3322efZ/7PP+H+W733+Of24+iLeOv2YXPnqq8rfhE3VR3zz9Xfpyy++Tp99+nn65ONP01df9tG3VnnMEzbV8csvTYqyMqlvfVmFWW65HpVU/ft0xx131Z5djIYUh1GUFfmjjz5Kl112WdVLVz3uBhuk9ddfP62++upptdVWS1dccUWu4MKG05jCL+KJa/c0hjB3ChfX7U088YtGFelwwsN9992XNtxww7TGGmukm266KftHumX+NDrXZb7KuJ2HK6+dP/vss+niiy9O77zzTt/wkY4wkVY8E+kOCchLgJS29NJLd5oUI854/yKJ/lDd7u9emZeuhGjFjfwGJ9ZYY6008si/Tbfddnsfn65FQ4rDMOqG8F0mgllmmSXts88+6ZlnnsmK/PPOOy9NO+20accdd2zXHjMIq4Rw/Fvv1ZW9f8mvROkX50E4Tz75ZFpsscXycGzVVVfNQ7MPP/wwx9dKSuIPshJPxOUYfoEgt/A799xz0ySTTFJJEHfk67jvuSBD8TvCkCTFEr7TggsumL/ToCLKI96pLJcSvL1uffRtO//OIfmRBEspFKJMI2/y1eqq3NSB+9rqBPpdC9bqwLusvvqa6Ze//HW6+eZba88uRkOKwyjqypWylIho5phjjvTyyy9nPyDZmaVEFF999WUlPb2drr/++jyreO+991YS2Se54r733nvp/fffz88++uij+Tzids6PlCdcEEyQSis0CNKPxo6IQVxHHXVUVtwjb0N8JNlKTp5799138nU02kjLURj4thp3GbZ5HtyLcxKoiQgqhIDnv/66H8GXBOJenA9J7Lvvvmn++efv73sNCiL/yuC9996tyvWprGczrLzxxpvSQw89nIezdVjhSPx1p9MZiKf+Jsjv2/Tqq6+lq666Kn/b+F7xfeWv1VUxVM63d4zz/q+/+477Pik6rrPOepkUb7mlIcUGbeCxxx5Lf//739Naa61VVZi60kVvjZi4N9/snfapGuJmm22ettxyy0pKWShdeuml6fXXX0/bb799NdzeIG2zzbZp7nnmyfouw2ckRQG/7rrrZilvr732qhrYx33TaAUCZTJywAEHZEnQJEKQI/3Zr371q2w2EpA/sIriP//5TxX/3lUetknXXHNN9n/xxZfSQQcfXBHpJRWJ7JcefviR3AGYbKAeYMZCRwlBik899VSaYYYZ8mTEBRdckI4//vjcUA2nr7766nTPPffkd5N/YUnVQwplmRk+kxQ7Q4ol4cANN9yQFlhggbTooounPffcO0+KLL74kmmnnXZJzz33XF9S9Fxnh7eSJHEGud56a68q7QWrb3dtvpan9giRq7rBH3TtkSKY+PnVr36TTYIGBxpSHMahtxx//AnShhtu1MenqlJ9evC6AqZ09lnnpSWWWCbdd+8Dqfebb6Xlll0hbbbplunZZ19MC8y/cDXMni5deOGlabVV10jTTDNtJtqTTjo5rbnmWpXUcWc13Nu3It11MsFA3bBqFw2DVLr44otnafTCCy/MQ3czo/KAIJl8kFohnuOQ6MILL5rt1vbb98A022xzpqefejZddeU1abTRxkpbb7V9Wnut9dIll1yR9t/vwLTeeuvnhv/LX/4yHXbYEbmxBMEimamn/nuaddbZKiJfvJIax8uE+txzL1Tvv2Sad975KxJ+O5Po+utvWJHmCfm5IYH4FsAWsSuGz+HgtttuzaY0K6zQs/pOvauyeDXtuuvu2SQHMZoQCWIs0RpPkJkjBJEG6m8X92pJ/vXX30iXXXZ5eumll6trz36TzWU+/vjjfF/UJlhKCPPtt+qAicBaOqylxPq8zlM/QuQCG2ywYfX9f5VtGAcHGlIcRhGV5KGHHkl//evfciMH9Rcp5lm+PmSx374HpZ4rrpLef+/DfH3YoUelZZZeIT35xHNp5ZXWSIstulT66MPP0mmnnpGmmmqaithuyCYWBx98SA7/7rvvVcTyfJ4F1CDEi1iQmsrrGBM70cBMqqy33nr5nEHwBBNMkKU1CMmOpDfzzDNnHRs898yLaYrJp0p77blfevyxp9JfJpg0nX3mBVW+P8gGvmONOV41FD+6kh4vzfZqu+22R44/lpu99NIrldQ8bSaDp59+tpJYd0ozzTRL1UCfy+Yc7PTuuuueivQfrwhygcGmk2oL8hlgPkOq6wwptuKBB+5P4403Xtpqq23yNwLfbLrpZkjzzbdAHi0EPv7400xkZo0B8ZnVNdSODtUMspln177vBx98mOuBa8T3wQcf5fpgOK6uCV/PEn9XEXSv1LPnyqlXr9v7+z5vVh2yIb5RhXCkdqQZ9bSjULd0iqTjwYGGFIdxvPPOu2mllVbJFf+FF17s41uTpkr6xedfpgP2PzgttOCi6bVX6+HmSSecmpZfrmclkT2f1lyjGh5nUvwkXVKRzTTT/KMaBl1XEdwa2Q7ts8++yM+ABhBQ2YMUVe6VVlop9ejRI/uB4e0KK6yQh89mwCeeeOJ05ZVX5nsRhmQ30UQTZVs8+PCDj9M8c82f1lt3o/TKy2+k6aebJd16Sz1pcuEFl6Tf/27UdO211+cGevfd96bXXnu9apCkjX4k8K9/zVGld1W+fuihhzIpCvvGG29WEuS/qnfappJgj8x2bxrykMLgJkV6X5KxYXO81wMPPJj+9repK6l5ifT22+9kIjLkZKvIZpD94L3V6AHuvff+alh/QJb2wEoW4Xr3fitLmf/97//SuutuUJX5G1lX6dkwnrbSZd1116+G0bfla3n46U//r5LS98+mO0gWQerQNtpo47TJJpuk559/PodVFwaWFDfddNOsjmlIscH3QCqEs846O68s2GKLrdJTTz3dt0em43nxxZfTuedUw9lppq+kpWMrsnkt7bjDrmnLLbZJr7/2Zlp6qeXTfPMsmN7q/W46/rgT06STTp6uu+6G3GhIoMcee1xeUnXJJZdlSQERPfbYE3myQ0MPZ5Z7mmmmyfaRKrqKu/HGG2dJgBIe+ZlogSBFNot/+9vfqqH52unritw+/eTzNP98C1eS4r7VMP+dNOssc6Ret9WTJo5/GnWMdMIJJ+Xrd955L7366utZ2glSJP0ssMDCeUka3H77nXnlw/3310a+RxxxVF6NMcccc6VHHnk0+xVcNVgxuEnx/vvvT+OPP35aZJHFKgn4lvTggw+lNddcuyKPkTM5gSE11QNp8vLLr0xTTz1tlrZBHfLtY0hqlDDttP+svuej+Rvuvfe+aZRR/pTrw4YbbpxtBemkQQeDBE899fR8zXj75z//ZSZShHfddddnYtbZHnroYWmkkUbKum0jBvfFPzDw7K9//euGFBv0D40shjL0ZJTrs88+Z1pyyaWzXmmVVVZLp59+Zvrww48rKfDj3DAQxBJLLJWWXbZHXldKylxuuRWqZ5apyPTZTBriQCYa1Zxzzp3+8peJ0gwzzJQbhYmO3Xffo5IKV64axGs5H2a5gaSioZMY//e//+XJlSBBKzIM7egaASnW+f867bPvPmmSSSbNKxWs1zU58Mgjj6XHH38yD3ePPvq/+ZlXXnk152eKKabMk0LLL79COv74E7M0HHqyDz/8KOsnSSNPPPFkRcxbpBVXXKkarn2Q7xtezzLLbJkYPq8k6CGJIUGKlgN6f9IfMlt55VUr8vhN2mef/XNZK0OrWqgWnn32+TTllFPnmVzQEU4yyWSVlF1L82eeeXYeet977335+qmnnqnyvFAabbTRc6dy111357oHJHPfih4ajjrqP2msscatpMNayqePNgJ54YWXqrpwYtYvL7HEEtksCwaWFE3IWRp5440jsE5RhSorlUIMv3DhF6J4WdBxP/zK58KV/uWzJcrwpQuU146RZvjHPWi9htLPsfX5gPPWHpbEZLhkKHPhhRdnvQ69T+D99z/M984448xc0Q07DYfpJA0v33vvg0qSeKUitwfy8BTh3n//g1VFPyWdffa5VYN6rUrvu7wg/7jjjq/C0AvVEyaRR7O7lqDZbOD222/Phthg+GxG+pFHHsnX8h7SIqI9+uhjKhJfPQ/BLr308uwvbdLIiVX68ep0gEsvvWweBm+55TZ5uAzROSDHI488KvXsuUoe3mnwpd6QRGmZmvTAM1G2g+o6ijIsUpxnnnmq/D/Xx6fGwMYZ5Q41KY6TZ2ZjUoM0TJ0w9dTTZIIS1rd2ftllV+QOBnEqt9tvvyOPDIIUEZ0Oslw1cuSR/8lSHnVNSOfAMsAwPTow9cPa6HvuubdKM6W55563et/5snT/4IMPp/POO7caat+aO9TyHToK9q5I0cqtwYFuT4pRUaLgHMuGGA2Mc04kD/+SOPg5b8uVcf9QuPZcpFe6uNdWXO47lnGUYcvrCFv6B5wWl99DPNcWSu/o9QNtxanxaHAxyRLxlmk4hvQI8m6oTSoon+PiPfgbCpNkgtxMBtADImjX8d50Wo8//kSWCkEU7iNG900OPPvsc+n551/MaoR4llRMOl599TXyRAtIK/IxqK6jKMOafZ599tkrafaJPj41BiXOKPfQKVKhKOMANcgvfvGrPAp48smns4Rt1EDVsOqqq1edEVL8Juv8TFKFWQ1JEdGFLaBOlDRvcwjhEF4A+SJUaYAhNjXFfffdn69NaiFFywAD6kRZFwYGSJFOMXTUXY1uTYpRSeLj+3glmThGwcaxLQJpL44yTFvhw0XY9py0uQhb5rGteNpKP9Aargz7fVcTm9m9WuqpG7oj188/XJ1enU6Ub//lHIjTfkdk1e++9CO888hnoA7fv5/r+E5xXd4HeeTX/3Pfjx9cumcILb1SeilByl199bXyRgI2LUDanqtJsd+7D4rrKMqwzJBmm222itxrcg4MTJzCKRMOSObjjDNulo5NjIBJk0UXXSIviTvttDMz0dELHnHEkbnDWGihRfJw++23380TLZNNNkU1kjgrd1L0hL/5ze/zKAFIjqTQ448/Kf3zn9NX0vhKeWQBRiV20dlnn/3yta3J/vSn0fKoxDdba6118zV1hzyxZ2WzKh331YmBgVHHL37xi2xrOzjQrUkxPnpUAJU5CpLjFw2Ff4OaFEu01cai8bXl2oIyjnsOrcHcizDxbeI8vlH4xTeN6wgXZNkaLlyEra8RoOu6jjAnqYmzjisMi2vpsdZHmhxgJmKSCGpS7JeHQXWDAqQ400wz5dVCJQYmzigz4bULeyGOMsqoaeaZZ60I57S8h6J3nmqqv6e11143rzqhVjEhx2aT2ZKJFbpAexXS93nWbD39sYkRBtKkvueff6G6XjLP2gOrBBMpwqlvTKSsMIlJGxK5DohdKOnUHowId4wxxs5psGGld4ayk+wodtppp/R///d/fXXWXY1uT4pRaM6ZdzD/QIBRIYDpBbMOm2Zecskl6fLLL88bJDhXcOHHTo4jdtNzXXvttVlZS79x8803Z9erV69011135aVi1tDqgflxrjn3wrmmS/OMsHQ7jJ+ffvrpqqK9UPWML+WNCkgF/JihvPjii9n/1VdfzY5RtBUkVl6w4TLUNDMbu8qEH/0bPZ1yIA0YYpow0PgNa5HDF198lYeQtV5w4Crb8ArVxNAt7PJAO+wg/3Q5DJ+nm266XG9LDCwpBqkbit58801pzz33qtrB//KmsDaUJR3aNIExN5hoMvlmQot+mcmNbcDuvvueHJeZ/bnmmicdfPCheSbZcFknQg+444479Z2xv+ee+7IdK8JU9+gpt9tuhyxtyg9dtrj23/+ATLZeiYmPbcgWXniR6rljc30Wtu68Bk5S3G677fJelMM9KZYVwjEI0TFIMSTF1oLUc/z85z/PFv1/+ctf8oacNs/805/+lM9jg04baPL/4x//mGfAbObp2jE22izPORt/UurSYcRmoDYCZRLAz7EMM8ooo6QJJ5wwTTHFFFUvPVU2U2F2Mumkk2Y/1//85z+zm3766bPEMOuss+a1y5Tviy66aN5BZd55503/+te/0txzz51XirD5W3HFFfM653XWWScvzVPJSANMIJhZ6MHplEgG3M4775YOOujgvFefvfdijz6TIToRldOSuHD1vn12ej4lnXii/ftqpyGdd94Ffe851/AuueTydP11dl6+OV1z9XV5J+VHH30iPf7Yk+mx6mgSxzprjd+yOp2CpXU6ifLIZo3TYegcdAScc8sAdRa2QdN51B3IW5V/76xzdE9nwVmfrbFZSaFjqLe9+qw6flLVHeYftRSpI9GpsMHUiUSnwo+Nn7r2Q4i6WpJT6VohTAApWppJD1iivWfbgnDRLqI9WOPtcZ0h/zIq714/I43aT5l4ZxK2e96d7rUuK+1N2Xyby0+Z8guJXNkpR9fKULlGnsSvTGtJvU6Pv07Jdwrwk++ybOrwAy4HpPjTn/40CzuDA92GFOvCrAvCOQJUYPxc1x+kdlEJwP211147z4qtvPLKWVq0ltYMHwPiI444Ijt+hi3W8O655555U81dd9017bLLLnmKf/PNN0+bbbZZ3nrLygwrNJDPWmutlQkJMTFO7tmzZ1puueWq4cRieanWwgsvnM8XWWSRfB1uzjnnzDvXIDzEZ8igIfzjH/9IM844Y7620Wirm3LKKTOJxrlnECjJYuqppy7C/S3PHoaj6DZUYvow5ZRT5WESE4vJJ/9rFd9UOS62gjoIpB7E7xyZWyFguET/xIyDfRsFvWHR736no/hD9vv1r39bnf+xcqNWHcDoeZfkMUYftz4fc/w00V8mSxNWzmqUcceZIM+IMsfRUTDgbnWTTTZZfh8dhnfVUVi/zDm34sWkBB2ca2XnXLkq37nmmiuXvc7EdwjHtGfZZZfP5kk9eqyYZ1l1FFb+mOUOx0/HQvKx+wqnY7ERK53YOeecl42OXetQ1CkbOli/bIQR6pxoyGU9LsE/IA7vHbv5lBCuvThKRDuIdNsLz79Mu71wkW4rahKs/fvpYPNlxvfVNf3nRZzyOiAIH+QY+W0rLwHLRkcIUiwLU4GobAoz/KOg+Bs+Ik1wz3KyH/3oR5UEc172g7KQI96SUFtdDMsd9YqcYYnhKumDpBJDWD8HSUKpd3Z5Nw9vSSn8Qqpxj3ErycbRcNlwmjRkyOw8JKdWF/5MNkhQwpKqzFYyjn7ggQeqIc2D2WyFPaFZPkMapjZmBTmzhoYsTCyYLlAVXHTRRVnJrXFHR2EHm9rZzfmwbMeGACjN7ZZM92S5HKLYaKNNs4TK/s8OyxttuFladZU1Uo/le6YVeqyUll2mR0VIS6Ull1w2G4WzB0RY0WnYGYY0TArmnPOLjiTuIzpEiPhIyzoVpG5bMGSCTBkq2xGHbZ4RAWcnHtvsO//DH0bJ29b//vej9CX63/zmd32dTUqRu+Pvf//HHNa5sDqAMcYYK2+Fz06T3m300eut/40kdCBGCDrRMDuKOtYeykau/L0DUm1F1PWy3rYFYdRnznlcx3OtLsJBW/e5GIU57xeuXuZp6B2SY/jXEqa8cP3iCRd5cnQNkYdWtIZpLxwQbOgU1efBgW5FigEFEh8YooAdg7QcA3ZN+fGPf5xXTgTKQi3jbtBxKLZw9fBS2dtxud59J4ZDzGN0GIykYyuyuiOpOwqdCH8dBT2pIXE4w+ToTKIj8aPsHONmTsdAJ8vOkb5Wh6BjMCynw6XP5eh2ubvvvjvre9nemRnVQVjlYU23H0GysuLaa6/LKy3i2mSAJYRXXXV1NmT240xmXE1C+PEn9pMkExtfhPqhlBR/COpg1EO795CM6bBbIYy6j5yizreFaCPlMcK35wI/FC5cnQfmTO9Vnfmr1bV8SUd7FE+fCCtUwftDxBHnkWYrWsO0kmhbsFaepBgbjHQ1ut1Ei8IoXSDOSYi2R1cZAyRFhRQbDpSFW7oyPog02qpUIUHyc59fW/G4hrjvKHz5TPksF+m1+rfeCzj3vhEnV+vBahUCkxQrGOjwEJdH43HHiDue5VpR3+9zUUDcjKRjVUg/tBF4BEF8I8f4JuDY+u0g/IUFM8V0zKT3VghbuvZQ3ivrRasrIQ8lfihs5LcV6l5LVBniaE2jzFuUTbj2EGHbA/XFT37yk3TWWWf18eladCtSHFCBhb9CRozlBwtJsdxwYEBxQXk/nA8RHyPOxdVaOcpn2kJ5v3StaCsM1xYiP/JSHsF6ZMvZLPEz2wd689AHxTtE/PFsXEfctZOv2gGiZcrCnAOErzuL2n31FbWD3U6UuXh1VtL9Kt1ww3VZoiLtRTqtaZfpO4e4hrhfnkc4kBcSIwnROdRh+r1DlEU9xKuvRcmRfJirsJ8L3Zn4a5cv+yLSbc1fwHlr/gL8vTtozJNPbp3x99fult/V0Jw0aVPeQNyj2vFTpCbRYmWMe8ogOlAgpZNomcCQsEymUcGEUOEZrn7ffvmP59977/1s3sMw2+Ta66/Xm4p4RQby6gU1jRVTntM2SfY2/DVyMzKIuKMeRtxGE76b8qDCcfSuZT7CQRzt+TnCkGJHER8yYNcNEy2hY4gCHZ6gQnGhSy1hSOt3KxjVlj/7qAxU/iAL4CeO0i9QlmkUHymRjpHe0rNhC1iFqM7NOvo9F3v1RXwerB/ee+8984x/rFGtn687NenHtaM45TX8nHP8XUfeWvONOJZccsk8sWUoHnHVxCcuRFEbeDsnSVMFOK+C5rIz+WL5n3sgjq5G5AusAWdt0Dr7DPG+QJdMz+pX9sIvjkZLyy67bNapxjBcGsonCI8qwiQi/azNgm0ovNRSS+Vrm/VSgUDkzbOOrjkz0awabNNGz8rwe/vtd8r+YJMQK1fmmmveKq/1Dk2eQ8CsPeiJmZ+Ff3xfoDrxez2sK5AcPau8mUhj2gaRlzgGzN4jRVvSDQ4MF6Ro1wykSN8TKO8PD1Bho9KayNH7X375FX1J0ASJXU1MrCAwkk9tElGvL6aD0whN8ohDoyLB6clJGnR64DmL/+kJPWuPPQa4sdwO0VgBIXw/0qrL+o03Xq/u1fGAim5yoly4L3wrsZX64SB9jZ80VDaGgLybPDKJBQjGBAxdZsC712Ta//NhbhL1g22njQ5slMF8R3LxPl0J6UWaVmKwZqAfbYUwQR5WfZjUMdlUSovgPouJccYZ53udjiPC83Olhul0oCRGZUtKZEVh4ortbvlc5DHyaYNhM/eHHnp4XuliqZ5JJ7smgXXyVrKY5S87a2vftUekHRNR8V5AQtRmmdAxBQt/umKTagsttFCemAxE/gKkYyZ45cRqV2K4IMWtttoqfwS/jRso7w/rKCs76UGPv9FGG1U96zJ51YCZZ5uo2mWZ6ckyyyyXh7yG0hqHXUvYNzInYm5kJYUGwZyI7SO7SCoIxrj2UbSTzDHHHJvJQQOwVMwQCuyZZ7+8HXfcOR126JHp2WdfqBrcx1XZn1alsUb1/JrZiBfYN0422eTpttvqffbiuyFpSnLkwHkfDZtUQQowLDQxo7HIv2EYm0phEChJhITEpEqjk382oSZiSE1m7qWjzBgu33LLbTlPtlGr81ETpfW/ftPE7jvK8tNP/cBXTahdjXh3UPYDIkXQefk2JC62r4a9rSBhMWMK0x71I55nH8q0i5kaQgT3QYcqXnVB+UZZRT1z7ZykqUM0OgDDZz+yH5t2GEWYnWfaBJG2oTMyt31cwL2473eCYvY+CDFA38pEjN4Q5CfyFkCKlvk1pFigLGAISdGQAMrKMTzAu6gY4B2RmV71zjvvrqSFrfKKAjoftoo2EaXnmWKKv+XVDJZczTzzLNk2E5HqnZniiMe5daQqKWnE72yceeZZVSW38mDRaojzdhXXRdl0xdb9tvUnVW26yRbp1FPOTNNOM0M6/LCj01VXXp+WWnL5dMD+h1Tk9I/q/pbVR9D4r67yNGV/pAikTHaFbBClbzjHVhEhkn6Y27A3RYBsSw2zevZcMfvTI2kwvjf7UdLiaquvlu0vGagbRtu2jKTLeNvSMyZFO++0a7J0zY4u2tfVV1+b1/dausb0hj7WCiEw1O5qePdo2H6HhplS64oWiO+MOKmFfCe2rWuttVbuAMQR8TCrUobqAkT5uk8CQ6akRAhyATP7s846Sx6q6kCgbC/OS7Lqk1xFvneliSeeNM/Wg403kKJ9G4URv1HAlVdekRc0WFQB8hNpw9prr5W/XzkHEOkxR0OoTLNIlJ51v3zvEZ4Uy48FCoZf6U9vopCPPvrofB1hhhdEhfBODFeRROiDYrb5kEMOTdNNN32WMOxHONVUU+ffzTDsUfk1MsNnEpqGYBkkA+nQ3zCA32OPPfM5M5TZZvtX1hMZiiMNq1kQpnhJXV9/9W267NKr0iMPP55efum1ipjvS9dec2P6x7QzpoUWXCx9VxX/9dfflCXFG264Pscb3wTZGcLROdEtiXe00cbMkojh90wzzVpJortUEu1jmegPP+zIdEoliU4w/oRZgrVE7cc//llFGCfncllzjbXSuOOMV5HMoxVhHpDjMht/yimnp0UWWSLn7+mnn6/ina0Ku3Z69JEn0myzzpE31ZWeYeG8885XSacf5LLsakkxvp0jGPrPN9982YwIyvscgkBmiM31tttum7+VoW8Vum88yME3D91kHUc+zUPnkUf+Td+lcO5F+SPXHj1WyAb1/fJgUuW9qpyeySqTyE+oTEAdsIkEm0WgZrGm2T6dpMc777wrEx0JVHtEipGfgHfTSf/4xz/puwNPrfuty5w9rkUFdvyJteHuRX7AeyNOnfngQLcmRYVQ9hJcfNwoILDsx0eIXhHK+8M64l28tx2uKafN8AH9muHoEUccnsmPLobtntUvKg2VgvNbbrklhw9QUlshwqYP7JJtlQYYrpJALM0zJKWvo9867rjjquHaNJmsSlh2ZxOCE44/Ka26yurZaPurL7/OUqpZ1jA9UbnjGxrWkejA3n7jjzdx3122l16qR9ps063SjTfcnP75jxkr/7vTO2+/m+6+6970/nsfpbvuvC/95jd/TOedWw/p11pz/TTjDLOmb77+Ll180WVp9NHGqYjn5rThBpulhRdaIoeB7bbdKc0z1wLpiMOPTn+f+p/piSdqKYnEqaGaqIHBUXfEGfH6cS/ScTlBEg0ffEN5skUWMzM/SmaSg3G99hAkdcABB1ff4x95xNCKAw88KE+OxFC3Lvf6OaRnT0S76pT7JVJ3GAmQpgORZ6oH245ZNx144omnsuRof0sz0FQRdn63tPRnP/t5NvgHIwyTMobb8mB/xZFG+lG2IQWvHeZlOmyG91RBsbWasinLx2o1OsXYtLir0e1JMY5RKHWl6F9S1CMhRcOJQDw7PMC7xPswIGb4a4drkrElY4iLfokOyfAD0VHAIzFkaGjKllMj1MjoiqxssfwOYZE6V1lllayblY406KoM7xhNW0lCjyfsJJNMXHVC2yd7EjJ+1ggQIgnCMH7nnXepJIc5MsEwjG4lxTgiRTozW4UxmB5zjHHT1VdVw7LqNZdbdsW0wfqbpNt73Z1/yOq0U2vTC6Rns4Enn3g2jTn6uOnyS+vh1wbrb5ymn27m9M1XNSlOMP7E6aYbb01rr7V+mnOOebPUCvvvd3Caa8758w9jTfiXSdOjlZQLPSoCmmmmGbOkBIOj7pRxMsXRgcUmqfF9w5mosISRasFkFQneD4rNP/+C2XwoQGViaSedsjKl//UzAkYHli1apWPDV0BGZt2B8b3d093fdtvtswrBZrx2u9lyy63yCIGEGHkW3uYQZqKpVAJ28DZ8NhlT2i7aOMKEjPDWR9t81u7t9NxGBjaX0F5jQ1vPWj8NhuQjj/y7ijjn6fs9ot1HfpCiDSHOOeecfN3V6NakSNRWMGa2FEiQYSspMllQyDY8GB5Rvq+hj/e0sYRZVx0BHR3dE+kCiRlmMeXgR4pUiRAm3ZSyUjFJiq4RJUU8qc1ab/EjU8TLhkx8JE3DMemQVMcaa+w8bCJVkA5sQz9ONXwlfdjpeeyxx80rQkgV9JbRo/drZJ/liQa6UYRMT/izn/4ynXziaenDDz5JM0w/S/4xreeefbEisfkqKXKi9O+Dj8g/d4og33j9rby+eo/d98m6wxVXWDmT57vv1L/6Zy32LTffns4849wsEfrxK9LR6qutnYny0ouvTH/4/Z/TttvsWL3Te2nppZfJZB+SSVm3ugrijPc3EWHte8z+uhcdBmsAE0e+k7LxjHuHH35Enum1uiaAbKg2/PC9n51AiAjKTtvWvJsUMTP87rv9ZuWBxcL008+Y18jTudbqg/mzNGhTCFJbSG4mWey2btdtNosBr8JSwYazJtggJNFHH308p22jkjD+t6LITt72VDSCsPWYNeeBPkWT/BSGfRxZU4D3jzIIEASY5JTWJl2Jbk2KlvPRMThG4UBJEsAoFSkqLCjDDi8oG5XyQHwIK8qGZEaBriFRUDPhQH4qkzBmbumXrL0WlyEaQvScZ0gtsWyNpGmiw/M6JfpHuke9NT8NxIajJAu9PGnROmm/E2Om29GWU3Zzpg9DrvLheUfpmU22hpV5kfjtAk0H+Vbvd9Imm2xRDXV3TO+9+0El8d2SFlxgkYqEbZ2/et59h1Sx5prrVKS8SHrg/ofTLrvsnid/er/5dtZtLrTQYnkorkFuuumWeUb80EOOqIZz26T773soffzRZ5UUtks1ZJ4t+b2X2FzCjO3gQvn9SO8k8VLf556yN8ts4w5lEvfAxhQjjfTjbB3AJIr/FltsmddxkwxJduwH6UW32Wa7/OuOtgVDWn63mwTmW/pWfjMFcdp01vcjKRrSxhZj/MSHBP/970NzXMxymIDZJcmSSDDUpfOtZ+4/y98WdIiGz4bbMWlF2lxkkcUzkQtrcoY0qeMMCdZMNxKXnnyCcinLDkzI2etA5z040K1JUSOiMwvROQrHsew5DB2RoplKcJ8bXlC+c1k5oPTnyjDuKbsSrfFEmPI6ziO+OHcPHOutovhnr/5AYuDEa1JFHJGOc470TypFBCTH+jeH63jZRLoOacWKndvvuLMi5Hdq0/AqUduG0WmZMSbtIQNpflrFRRIy8wyIwG+S9Lrt9tS7IvTv+kgzjLbp4my/b3LAfpk6D4j37EqIM+LVwZC+y8UGoIOgCiJBl2Y2yhgRke6QF6sC773++hvlYWnoDQGZmW23AaxJJKRDx4tsDKkZqbMsCImTJGg3cvHS/QFSBMNypIp47bhkNODnCA47rFZTMXUad9wJqs5l1iwNgm974omnZKNuP5721lu1obdvwFzMT0lA795v546V2sXiAHs7yqPRh41OQLlEvXMMEH6095hY7Wp0ihTrD9bPDSm0pocMFVJMFEBUtKGBskzKfHYl2op3UNPqTB67+vW6Mr6uzltnoD5GnSQ5U0/EhgbK3z2dBsndxhiEAf4coiNp2ZThkUcer4iGdP9FRTBPVhJVbWgvDLz44kt5QiZsRUlqJsZIk35aANEhv5DOGK9vv/2OWWqLn4YVl7Iz7DYJZsNalgFsUc8997zk5x3c10mZnCFxvv567+zHOJ7EZ49NP6QWnZw8sRoA4UDe5NNPofrdGLawoTOti6rtDxikWM4hdCW6taTYHqISBUJSJFYHOtPQGwx5lJ9rePx2QXBgmG4CKtbuxr3yvZ0jyXAlSHdBgiVeeunVrP8zVAZNJPR8oi6aTH6eZA62nJtlln9ltYh0hZNGnLcFz5Z5cM4h2/IZ0qodwUmJZqiZi4UkGnAdeYE637V0WLoAkxzt/bDDDuvj07XoMlKsC3DIDFtb0wlJ0YQClAXYYNhAfDPDrxhmD6/fMSTFkhTVZ+9dvnOURdR192ryER5p1ro/II3RJRp+1hvkntVXRyhs/wRWkx0VhWEsW1Qzw7ZOC9TkVudF2Jok63P5cB5+JTxT+pEaDc0Nv63NN9EiTOSpNY54PsqkdFE22nm3I8W6UPq9iQzTDXHOBzeikAJWMiik0CmWeRvciLIoXTTqQPg3aB9RRuoQfWMrQQzrKOsAO1ITLWw/uwpMlZjN2NyC7tAESbkOvS34RT9mVHR4THJiUqQrQQIkHdI/Mr3yE7WdBesLs8+lXXJXoi8pDkwFLD+wo4psRrGVFAcmzoEBwiklCdsOIUWz0IHBlXYrpOOdHcNp1GFGFGHifEhiYNIc3PnraPzIUD0aHiXFaBvsStkp2jDBOm/2dmabLf8zM82O0TmLgNpdXzkb396QzVnM6nOIhqmLiZtbb/XDandlgmPW4jx2Ya9/YM1GvPdkg2nPmWQy+eF5ZlXPPPNcluqefPKprIO8//4HqnjuyM8gNe6hhx7uE9/dWV/IHpGtouE6PeVTTz2bzXFYRZhQ4fwSoDX49JDPPvt83kSi3y7x9+U02UWaqKEf9Qxb2yeeeDKXEysL9rKcteKsKjbccMM8+6zdDw6MpOKpgCqi87geUKWMcHEeklvpD+V5ZxDxhoshRcRvLS9SpFsMlPfBeVt57Cyi7Bwh0inTby/N8I/yBs+V1xB+gYgfWuOOe1xIrHHfMZ4LRPrRoZXxRfjSrz1EmHCeizy7LvMSri2U91rDxL0yzOBEV6YVZC8um3r4OQZ11j6gtta3CYLfzYkfVXMezu/oxO/qxI+txQ+w/e53v8+2oKONNno22Gdob424n2bg3BPW0fpwRz+F+uc/j5bDM+CfYIIJ8m46k046WV695JyfsGOMMWb+6YQJJ5yoCj9ujsN2cH4KgumQte123LFAYPLJp8jPykP8/g77WDaZnHvS86x4xSMOm3mIg0rBM5EH72HjD+/hKE7OZhLKriTF8ju1fq/yXkeQSbH8YJzKWzamH0I8NzihkQX5RAMLBCnGzhrQmifnnisbZ1dAXK2k2Jp2K8ownOdLA3Vxle/Xeh3PtZ5DXHOe8b7ijHtxXiLSdAwHET7iGxAibMQT0nLcK8u9I/EFIs7WZzv6fGcRaUWZDCq8v+/saEWRDTpsXkFiZETP2TbLNWetc/ljZ368zHHaaafJhvvO45cig1SQCVMf11NMMXk+5+ofOqt/8MwET02Ak+bzIKD6WP8GThAfAkNGnHPh5QfpIbb4nRxHZOU41lhj5h14/Komv/jdHOusHW0U4SjNIEHnSDhIWzxlPsXjeXFKT1jvdcEFF/Qp3X7fiVNXoqw7Wn9L9EeKEYHjoETW1SjTlx82b0Eg8hz37O6MFPfee+98Hc/FfYiC8qxjea8zEK+8RKONcmsPEUZ4R/Be1A/xrGPccx3xQ3kP3C/T835WqJSVItKKuFufKRHh436EbS98CWHKdLjwL8soXEfgmXiX8tmOPt9ZeAdpc52B94h4fGs2mlz9WzbvZsem0rdjL8nf6haOmU64CMcx3YmffbU3JoN85wzsEa/7ViG5Fk/8YJoFEdbOC+85Rv/uMcZ233DcEN5GE85tGmFIHHEa3tKLGtqaNGLsb528FUGecc+1NJy77xm2l9QEbEINgy0k4IQzVLZ4gPrARhDyVt73vGcMoyM+5aRcIeqE76W+KGNtIerjwNSXNkmx1bWiPf+uRplGvKy8thKbHwJqixQDzsvnnJf3O4Oo7NHg41jCdTjvIQwX5S1fiDGuHbl4Vp4j3gjrPO7HOdhoVaXSqMCzZdylawvS8T4dDR9wv3y2hHtlGXUkvkDEyZXPdvT5zsK7KEOuMxBP6Rp0DXwX5Rn1wbk2YkGAY9wrw/wQ2iVFKM9LhH9b9wYHyvS4IDf5BTvBlMPnCBdw7h2jkOK5roC4NNxo8I5l/JGXcBFW/qOhl43esxE2nhc24vWxSRiu434ZVg+JGL2r65BCW8PHM62IvDmWYdsLX6J8FuIZR+/XGucPoQzblhtcKON39E7KcVAhDu/u+0V9KdMoEWEiXDjX8QwXYUo/iCNEmLbCtrrWcNJsrZeRF9cRf5w7trrWOANxL/wcxVuCX3k/nPyU9TPyF+CvvnPCBcp8/xAyKbbloDwv0RpucKM1LedloVoYjhRLk5zW8K1+XYUy7rbSKP3KMFy8Q3le+nE+JoLz8d2LBuq8jLMtlPFEmNbrVvAXt3QdpS0913F/QM8KFxWwdOLiSr8fQmuYeE48ZYPtakQagc6SIsS7O0b5DAo8F64tlPfaChd+7bnIX5BP1Lsy/45lXK3nENdt+beFAYUr7zlGHsowgbgf9TDyPjBlPkyuaIHyBeM3IYIUoaMFMDQhj225gPOonD4qOLouw3U1xB2VSVqc87jXXtrlcxGuLddZiH9IkmJ8g84g3r0sn+6IyKN65r1LYunueS/RmueByfdwQYpWBgyPpAgqZVRMcHQ9uBF5icoU+SrPWxHhy2facp1FlAHXFfG1osynYxBwZxBxluXTHRF5jPLlIs/dPe8lWvM8MPkeLkjRwnqkGBtCuDcsfLiOoPVdhva7DSh9/mUFHFz5jLgHVxplnM7jnTqDyGtZPt0VbeW11XV3dCbPwxwptvWSfsBmeCXFgPcpG5PzIYFIt2wg7aEM63xAYQcVrXEOjjQCXfkOEVdHyrHB0MVwQYr2pUOKsaKl9f7wgPK9h+T7DUy6AxN2UNEa5+BIA7r6Hcr4ujLeBl2PYXb4XMJvB5ekCE2la9CgwaBguCBFv3WBFNuzU2zQoEGDjmK4mGixowhSjF1yGp1NgwYNBhXDJCm2SoJ+RxcpxjK/hhQbNGgwqBguSNEv1dmCya/DQUOKDRo0GFQMFzpFv6NrJ972NoRo0KBBg45iuCDFVkmxIcUGDRoMKoYLUrT3G52ijTuhIcUGDRoMKoYrUtxjjz3ydUOKDRo0GFQMF6Ro9tkP2QQpxlKqBg0aNBhYDDekSKe466675utGUmzQoMGgYriZaDH7vOOOO/bxqYmxQYMGDQYWwwUp3nzzzZkUt9tuuz4+DSk2aNBg0DDckKLhc0mKjU6xQYMGg4LhghT9NCJJcfvtt+/j00iKDRo0GDQMF6Tot2JJijvssEMfn4YUGzRoMGgYLkjRD3b//Oc/T1tuuWUfn4YUGzRoMGgYLkjxqaeeSmONNVZaffXVG11igwYNOoXhghRffPHFNNFEE6UVV1wx/04xNJJigwYNBgXDBSk+99xzafzxx08rrbRS/tFyhNhIjA0aNBgUDBek+PLLL6cJJ5wwrbHGGn3JsCHFBg0aDAqGC1J89dVX01//+te0/vrr9x02N8PnBg0aDAqGC1J8/fXX09/+9re03nrrNZJigwYNOoXhghTfeuutNNVUU6U111yzLxk2kmKDBg0GBcMFKb799ttpyimnTD179kxfffVV9mskxc5BpxKuQYMRCcMNKU499dRp2WWX7WuS05Bi59CQYoMRFcMNKRo+L7bYYunzzz/Pfg0pdg4NKTYYUTHc6BQnm2yy9K9//St99NFH2a9pzJ1DQ4oNRlQMN5IiUvznP/+Z3nvvvezXNObOoSHFBiMqhgtS/PDDD9Pf//73NM0006R33nkn+7XXmMvG3tEwra6r0BrngK7b8m8LZVgqhPbCQYRrPQfP/tDzDRoMjxguSJEeccYZZ8x6RVIjtNeYo/EPqMFHmLZcVxJFa7zffPNNf/GHX6t/hG8LEY4zE+/Z9hDhwHNlnHEd9xs0GFEwXJDi119/nWadddY8A/1DpAhBBu2FKe+XDklIa0BEMzAQH+IyY845byUm6XElQUVe2kLkFcpn2kJ5Txpl+mU8DRqMSBguSFHjnWOOOTokKUI0+PbClPdLhzBsOIHAwq8zQESk3M8++yzH67qE9AaWFPkjbWHi2B7KewhRXlrz0KDBiIbhghRh9tlnz+ufzUR3FsiiLYdwPv3000xipf+goow3SK88B+cDO3wOh7yRXDxXgl8ZH1IuSTHSaOvZBg2GZ/wgKUbjaXVDC2X6ZT5mm222NOmkk6bevXv38anxQ3mN+DrikBOTn08++aQ//46ifKbVxX1pICbH0i+IMfzivBURX5AiCdB1K0rCcwxSjHTdL9Ns0P1Qfte2vnFXQLyl6wxan++KOAcHhjlS1EjDRV40XjpFkmKQYtyPhu3csRURR6trCwjm/fffz8T4Q2HbgvQRHtdWXgLuBTk5IisEF89Is73n3fNMEGt74fhH3uOZ9sI26J4o61553pUQr3pR1pdBRcQV8XRVvF2NYY4UNd5o9JEP54bPdsp54403+vpFmJhA4FpRvlPp2oJ0SVQhfbUXrj1Iv8xXeyjzKs22SLG95/lH+TgOKFx5r/W6QfdGfK9W19VQj9S7iLuz6bTW/87GNzgwzOkUo8EHQQTmn3/+bKf47rvv9vGpJbv4oI6tzwwMIo7yPOLuKOKZH3ouwsS59/De4efZ9p4v88YNKFx5r/W6QfeH70W/Tc+tfnQ1In6CQNS9zkLnzkVd6471bpgjRQWIFBXsgw8+mB544IH09NNP5yV+k08+eXrkkUfyZMvdd9+dd+SOQm+LSAcG5cdzVAkHJIm1ojVcGV97iDCtbkBovf9D4RsMu1CfLVywikv9HhwQb1nPO1IH24PndPBcXA+o4x5a6GJS9HKIJ5zr0q/1ur0wcfw+okfUg/n1vrHHHjtNO+206Te/+U367W9/mxZZZJG00EIL5R+yOu200/oWfHzc76dVXrflV16rED5iOP4dQ2tY1z/0fGuYuB7Qc633BhS2wbAL31W9JiV+/PHHuW53ptNvD5FOV5BXxBXxdFW8XY0uJEUvprfqSvf9wooCdDzxxBPTqKOOmkYaaaT8Y/g/+clP8jk399xzpyeffDKHVWHCVVeVayutQXFdP2Rp0KCj0AY4xBLXXY1IY3DF3R3RxaQYpNNV7vuFFj2iAiUtHnbYYWm00UbLRPijH/0oH0263HfffTl89EaG2/1IsStdgwYNhid0MSnGkLOr3PdJERkiudBLOG611VZ9CXG66aZL999/f74nrGGzI0I05G07nc647tnbNWjQYNAwTJJiEF0ol02orLLKKnmnnCuvvDL7hYTIRfjaIcf+3ffTHRjXkGKDBsMTuniiZWCBUEpSae+8H4LowkwliPGFF15It956a9/77sVMV4T99tt++pHStY+411YYfgN6tkGDBsMiRkIqQSLDAoLESjJrJbYyTD1srsnPewaCPMM/wnCBOC/vtYaNeFr94155HnlpK2z4cw0aNBh6GCkaq4mI5557Lt11113p0UcfzUNS188//3x67bXX8vI57s0338xHRtIffPBBXvbm+MknH6cPP/youv4wffTRJ/n8gw8+Sh9//Gn6/HOrQOqtqb78st4q64svavfll/zrNbp1mNp9/bU81VIe4uYinyH9xbA43qEE/2EJDSk2aNA9MFJIKX5QftVVV03jjjtu3oJrpplmysvmrBJhGL3AAgukBRdcMB8XXXTRtMwyy6QVV1wx6/LYC3IrrrhS6tFjxdSz58pphRV6ZrfyyqumtddeN2208aZpk002SxtuuFFab73101prrZPdhhtunLbYYsu05ZZbp8033zJtttkWOdymm25eHTdJG2+8cd/jRhttlN0WW2yRtttuu7Tbbrul3XffPe266675uN9++6X//Oc/6b///W866qij0jHHHJNOOumkdPLJJ2d3+ulnpDPPPCedc+756fLLr0hXXnlVuvTSy9OFF16czjnnvHT22eemS6rr6667IV1//Y3pxptuSbfc0ivdfvsdVWdxd3rwwYfS4088WXUWz6cXX3ypci+nl156KS8tZECrg9BZ2L6MnzKNTsSRUbmdwR35sTEL8o7vENcNGjQYOsiSIjzzzDOZDH/1q19l4+cePXqkJZdcMi299NL5p0NdL7fccvl8hRVWyI7fSiutlJZffvmKLBesiHSWikinTn/9a0Wmf/9HmnGGmdPf/z5tmnTSydP440+Y/vKXidIkk0ye70855dSVmypNNtkUacIJJ0mjjTZGGmWUP2c36qh/Tn/+8+iVc/xz+tOf/lT5j5r+8Ic/ZPf73/8+G2s7ciOPPHL69a9/nV3c+8UvfpF++ctf9r3n3HHkkX+bfvvb3+c0/vSn0dMf/zhqdf2H6pnfpd9Vxz9XfmONNU4ac8xx0thjj5vPxxpr3CrvE1flM02aYYaZ0hyzz5XmnGPu9K/ZZk9zzDFn7igWX3zxtNRSS6UlllgidxrzzjtvmnPOOdM888yTy5PTqQjHwFzYmBRChL5DQ4oNGgx9ZJ0iGCZbGTLXXHPlZXNsAFnKczFkje2lONtnGTa770jyee21N9Jzz76Ynnn6ufTiCy+n1159I7304ivpySeeTg89+Eh65OHH01NPPpuefeb5Stp6MbsnHn86PXD/w6nXbXemW27ulW679fZ0R6870x133JXuv/+BvJTv3nvvrSS1O1OvXrdld801V6dTTz01nXDCCVkS/N///ldJh8ekI488Mv373/9OBxxwQNp3333THnvskaVIEqVjfb5ndrvsskfaeefdq+Pu+bjzTrunnXbcNW2/3U5pm623T9tus0PaftudKul160pK3TxtucU2adttd0hbbbld2qS6Xnut9dLKK62WpeuVV647Bp2GzgIpspX0EwlMhEjbynb66adPs8wyS0W4Y2bzoUMPPTSXPTSkODShzH/INRhR0FdSfPbZZ3PDtbFC/CIeWFvpnqGgoSEybNXfDT0gkprUuxpmqutjff7NN/0axldffVN1Gl9UZfFp3kaMMxTmnBs+08O++OKLubPRyTzxxBP53HB7r732ytLsQQcd1CfGlMs0iLE9CBPEKax8tR47AkmI45tv6GLrNB07ishnq+MfeYwwXY0yPS7Sa0XkpcyP8+/Ds+pQOGHClX79v+eA0u4MIo3WeF1LN9Iuw/Q7r49VkOx49QnSBnxvcfVz4Vfe+/ZbZajsxN1/nPV5v3xAXIdf67n8V2eVa01LGfc758r3DfSLo0Z5r6uQdYqg4f7jH//IQz4EGLBUjjRkGLjaaqulzTbbLG299dbp9NNPzyTpeZUjMupYV8b66Lqc4Xas/eoKGxMmzsX19TdV2D55+vZb/rbM+ip9U7l8rK4V3GeffZyOOPLQtOtuO1Uk9FZ+NvJS5in8ubiGCFei9qvD0A+SPm+//fbiXtd8AGuy//jHP2aJNhDl0haky0X++72b5/jzU76e/+E8ei7Cc3Wc/crmhxB5Cec6/OJbx3VXo0xPOURZtCL85Ucdi7Dfh3cuSbE91+99y/ra1Yh3K+OOa2kbtUUZt6IOwykn1+05YZRP7Up73SDC2jmv4ytJMeIv652wkc/2XP1N+pFfuCDlfq5uhyU8H2nU+arPua7GSFFR6BT9brLhnZnnAOlnww03TKOPPno11NwlnXPOOVmvONZYY+W1xzIHkdGAzKqMbWU6wnJRueLcMV5WAX79tW2G+Jtprkj0y8+r47eVlPZRmnvuOdOf//ynahj+bI5XZYkKG/HLQ3mMuMOVaXpWpQMSnd99MSSHCONYnkf5xTnX2mgifFzrUH73u9+lffbZJ19DPNseyvQc28LAEFsZRV2p5a+PRwcQ7+RY5kf+4rt3NC8DgyiDwIAIIggkyrbt/PDz/A+7KHuuvXQHB6SjTKXpHSIfUL6T03Buc+4LG+QVBJZdn+8e6M8/O8/W9aJ/Aux37h7CJOR4Vnrh4hpK/2+yf/bOceU0K4/6vHLVvTI8J0y8d1xzgwN9SdFQb+aZZ846MKY4JawvtrO1bbngiiuuyJMWJmLMpspkVBLxIVL6R+fuBVRS/uHnPt2lDw6O8eJ1fPLm5fX29nSrifGbb1SQLyvJdZU05phjVMP7Z/LzAemUBTag/eDK/EHkmZqAeRKjcNcRrjW8eLm24olKDBEOzISb+GklReHbgjjcE4Yzk22Sxqz5FVdcmS677PJquP56Fe77+WsPH330cSUF35nuu++BbDLVwcf6Q/luZttfeeWV/A3L79jViHKMNNpDlFmZh7bz4x34D9jpiOOdxB3HwQ1pDK6yHBZRlnl8h65G3+GzIbOdZfxMaOwuEzjkkEOyFGnvQrjpppvyLK+h9uOPP55OOeWU7JChBiu8ho+MHnvssXTEEUdkMxkmMyYXmKTQuTGZYVpDAjWhIi9cEIAX/uijD6vGf2HWv4nzrbfqnxv4/PPP0nrrrZfGHXec9Pzzz+W0TciI1/OIEYnT47mm65OXV199NXcAF110UX4fjUueDZO9t+fkQd7pU+OnB0wuyTeVAQIgTbsXH8WRdMnG0/3Iv6PnHTkgYf/85z/vjxTlUV7agnjcFw/cdtttaZpppk0TTjhx2mijTdJiiy2RVl11jWwy1FE899wLaeGFF6ueW73q2PrpkDuCeOeA9/J9vY+JN/gh0hpUKILXX38jHX/8CWnPPfeuvvFjfe70D2nLp+9mcxD1tDXf/aBcB+ziW3LqgPeM7zG4IH5O2uqaTofAQtVVOnWc/zPPPFsJCM9X1y9WnflLVX1kMvZKNh3z7CuvvFrV2+r6hZfT88+9kl595Y3U+42301u930m933wnvfbqm3ly9PXX3kxvvN47H1337s2E7K2qnfTObeC99z6o8vNxPppc5dyjS1c2nHDRUXKu36n8336rTuvNKt03Xq/ifOOtKn3+71fn/N/J5++8836fdGtTttoW+pO+Tv1SNmW76Cr0JUUvwIzE+mGTAhD3kNwEE0yQZ3w1fHaCzGQOPPDAXABsFZmZmIE2SUOCXHjhhfM9M8QIdMopp8y2jZtvvnl66KGHqgq9Z9p+++3TjjvumMYff/zUs2fPXHjgRUHF23bbbfOsrtnkGWaYIW266aZZupS3tddeOw/jEZ0PYlhP3wkqEXOiddZZJ1+TrMz+ekYe/J6L2WHvsM0222RzJO+POIE07HnqAjjrrLOyOQ0C9zwznB122CG/s/wqm5VXXjnPQnsXHQe4p1LHEcyYMxlSBgEkzLUF7+rZ+B7yqDyZOz3yyKPp3HPPT2OMMVa2+2Q0XyKegTqO+vzll19N88wzf+Xmy1JmQJjIZ5yXcYBr31knElK491VmcR3fsETE6/mI05E/snEex0CE5Q/yypZ1+x12Sv/61xxVZ/nv7G/YJdzXfcJFHMjCd2VHG3GV+XAe/ly/71UTYHkfdKAHH3xwXlIK7keYMnz5XIThorOIsG0hnuMCl19+ea5/LBu0B3VzscUWS/PNN1+eHJ1//vny+YILLlyFWbxqg0tnt9RSy/Q5XyqfL7vs8tVzS6YFF1gsLbnEcmnFFVZNq66yVlp5pdXTEosvmxZdZKnquExafLFl8nGJxZeu0mKG1zPbILNFXn/9DdMmm2ya69vyy6+Q4+3RY4XMA2uttVZac801sw0z8zR5Y4rWo8fyuX307LlKWqHHyqnH8itVrj72XHG1tNqqa/dx66TVV1unGgWulecyzGOIc4MNNsj2yrhH+yvLv6vRHykyx2GwTdqBSPDoo4/OEwNrrLFGbshs7MygegYQlRePCRqTMQqDpNWrV6+8ESypDunxQ1CMw0lMpEVpIs6LL744Px/pim+eeebNhthWt6gEk002Wd9GvM4661akOHYmau+BdL0DqHSIWTrOb7zxxvTTn/40xyFPpE42mcKfe+65mfgZriNxQIb/93//l/bff/98LQ/MaHyo8847L5veyPO1115b5ee1nI4PRgJF8ipGkLf3KSu45z27884752v3QrXQ1kd2Pxwol7nmmrvqiBbNQ99XXnktTTstffBsWRIA5HjTTbdUQ+srsiG63hw+++zzSrp4Nt1ww01p9tnnrEYH81adymtZ+kK2Gq3OSJk6yo98kYxJW3psMDLQOEPVohPSgyMV+VTmpHcTVs7Dz33HMOty3uriPeUlyiNI9vzzL0h//vMYVcf6SHr8sSf7SoqldQBdWICUQfWjAxR3oIw7yjYcggX34xxc6+h9PxJav/A1qQfq5/qP2/1493ARphXxTJyDdkIAYGZ29dVX5zZkwg5Ba5N77cXtXUnr+1V+h6TDDjuiGpUdXo3Sjsru8MOPTEce+Z+qLR9TCQIHpd1226tye6ddd9kz7bjDbmnbbXZK2227U9p15z2r485p0022SltvtUPaaMNNqra7QSVsbFsJD9tVQgpBZue00067Vm6X7GehxbbbbpOFBEKJdkDQ4NZff/3cIa277rqZJ7bYYuu0+WZVmM2r+LbeIae5/Xa7pN122Svtvdf+aY/d90lbbbF9le6mVVzbZMFJO/GOBCNCScxvQJRPV6IvKWrYVq5MPPHEfYfJ5QfR0JGjhkNC0OBBGIVg6B2SnhfRO2tAGhepjK1gwOoTlfSMM85Ixx13XCYezhBaxfnyy/qH4VVclV+jPu+8CyqiXTBNPvmUfUlx3XXXryqK4fML+RphkeACPoSfPkU43s9u3CoV6PHtwxjSGokPObNlBB0D6Vilg5tvvjlLx8gTSEYmS84888z8nqQ/DYUecowxxsjG2joAiAYT5anXtzmuSgP8o2FF2BLuhwNSGqlhxhlnqkjiwqrsDkzTTTdDPn766WeZKDUEq4kMMUkPxxxzbJWfjysy05AOqcr+rGoI/o+qvBaqpOx3q+9wQkXka1Vxv5vfQVkadkqLysM3VamtKNKpMNpnSE86VL4kbuoRBOoZkvVll12WOz7P60DVBSuOdDC+g3pzzz339H1/39y5+KgIDj/88Gx3SiqIMNtus3360Ug/TRdecEn6rk9RIUGTle+9+0G65urr07nnXJjjDeIhtahv4jCioFZByEYYVC46EOX2zDPP5Q7CkPPRRx+vOoVPqnf5oKrzT1TDudrSwvvF8E382oFr35p+3TV/YRE/EtUxeKcgYs799uBe3I/jsccem0dxOqb2IF0SbkQ9gCT6gtr+qy91fJWE3Kc8dTBfVtfffM3K44uqbD6v8q49mkSr0/i6umeihb8w3k/6jsooyl7HqGxinkH4vLS3cl9XcUkjd2hFXqX96Sf1b8NEOQf4UduRGqEsq65CXztFhBakqKJAJGYGlrQXKzCg/GgajGfp6kBjR4oKQ7zsH4NshNebMPEJSRP4e2EVqS4IH+Hrqle8thKh16h6xTPyUsC//e3vudIC8X288SboS4qkM/EGiNwkQfFqDIacocdDiuONN15uyED6ct9wHehpDKnDbAYpItHjjz8+X9955515tY3eGhCixk5/6jlSakhVZVnBpZdemklxyy23zNcQDSW+R4lWfw2NimLiiSfNQxorbzbeeJMqvZqEn3zyqbzyRqdxzTXX5eHNdtvtmJc0zjvv/HmCBhEgzfnmW6CSpt6pSO3gilinz50D6VfZXHXVVZncdCyk+AsuuCCne8MNN+Tv6TdxEKSGQGXAckHlVyYqLjLTAegUdaiuda46UEQpPEkCqYDv7l1J20YeOiTDJ2QgT+6tu84GlcT+03TO2RdUdaQimKq91KT4XTrwgEPTskuvkKUcEnCogRC8tCDUICRIv+PTs+dKFek9XnUE91T+S1Vkv0o1Alkvd8D/+9/xFamfnMtojz32yvUIkSLqW265JUvHvrmy0EbUv1ApPfzww9nPiET40JlHI2/rOweE4+IcCCbKQbwgnlLyFF+tQsi3M+JcHKXEyz/qW6B8rj3Uz/W5qOA6nqvv9R9nnaf237MV+dl+j/eHiNc7q4P2UAX+ZZpdgb6kiBRUZNLRHXfckf0iMR8EARgyAf/o1TlDaRMxNnfVUxpmm8kmnSEjvXRIaKCi/OUvf8mVBnFoiKRGUqgP7IODHnraaafLK0gqjsyrTiaaaNKqYtS9pVUl44w9XnrqqafztXTlI563DNHQSZ4MBVWqkFilqeFH4erl2WkiUiDVWImikgNSJLZr3KCxkxxJijoD+ky9l+EkaYp+h4QAyrjs7UhQ1BEkWYQCUYHa+sBRzvGtlNnyy/fIDfeqq65Jiy66WFpllVWrd3or37/55lvz0spjjz2++q5vVlLTfenZZ5/L+repp54mkwDssstumSQNnQ23/vnP6XJHRULUkV1yySX5nahLEIBy9X46LCoH6oow3zJ0sopH3phwLbPM0lW52wzk80xCOsnrr78+l2l0THvvvXd+BtGAd9SRUnGo+MqMZKSukEwVzY477pp++YvfVkPn+pt//VVVNlWxfPnFN2mXauh3+GH/qYjv/DTKKH/K+Qd65VlmmTmfU49MMsnEmRTVtwUXXKgSAh6oCPuO9KdRR08LL7RYOv+8i9Ls/5q7cnOla6+5Ia25xjpp8sn+mgnJt6YqMbJRp3x39Ur9XXbZZdKEE06YdebqyWqrrZo7E6ok7xrfMUZBzttChItzMJFlJBOjuCDFqFtcGZ9TRFibztT3qU5s0FKbz/CrrTjC1YIIFQ5JsL4WR7g6X2XctesXppb2y/xwUbdrP+eO/Tt5qf21Afmr3612dXzgvc1f0CtCpNGVGCki1LtRjNJbxCQBaAQqFf0b3QATFYgMgyEUXZ/KTEo0oUE/d/7552eJikRByYqIQCMwpBlnnHFy5SdVmaBQSSFI7aGHHq5IcOJKUpm9kgIOTvPMPV/62c9+Xg1hD68awVdptVVXz2uWbdYAZrKZCiE+S/9IJUjeUFi+Q7cJJFg/dEWJC/ImnwocSIqug0RJyeIOyVJlJzmSihAkkiM16FwMnVVgEndUiuhEQFyG3vSSISX1qwD9JEZHlaH1HEEpP+vNNW56tqmn/nvVyRyVw0nX7DT9jyFzAPGRKq+88up8vdtuu2c9pM0tDjnk0Eq6nDFL0E899VSO26YZ9LbI0oQOeAXOt6W8Dx3mnnvuVY0WZq86wXcqyWz1TDahPqBjnmqqqSsJ88aq452rkqZr28/DDju8IpiZc1kHpD/ppJNmCTFA0kOmGh4VwS9+PnL1TD0qMfT75uuqbKpO8957H8zD55NPOq3qxEfP5QEmBaQDF1xwYdVRzlbV9/fyCMPM/Z133lO987Npun/OWA3v/5vDbb7ZVlWep01v9X47XXLxZVVdmjCXm7JfaKGFK+mwrhebb75F1u36NmeccWbOu6H73XffU3WYZ6XbbuuV9b0k0rJhh+NXfu/SAX+ghmAZErvKq08xJA9ydH7bbbdnfTEChCxNV+Vm9dV///u/Kr9bVe1BO6vJuR721nXTyGDffffJ30N8NcHJS794nMtSPyIk/dZD6vJd6mdrP9dcfd85f3lWHt6vJsKaDGtCrMPVaXLSB8f5518g18s+RdTl6Csp6tFJWqQhwyPwghoIvZ+hjGPY7cWHAIRK14ZUSYR6Y/ogEqchihlmZGk4E8/oTc0Ek+RIAdJUaBEvp1GJ15DY0IT+z3DY0AuZ7LLLrlkii99jMaQRHyIUXrwIF0lwhseI3bsiykkmmSTvvqNikEj0+MhZ2vRqhn2G+vLEVnOUUUbJPT6QlEjPhkbekTQsbVIiiVM5GnqLO8rLEa655pqsjzNRYbgJcc9R+lGZ4uh5ld590plyILE4N6yjn0PEJogQC4lXx+RIn3jLLbflRm0zjuWW65FtFFdcsWcegpMcTzrplHyP7pbecYoppkynnnp6dhNMMGHe2eiiiy7Jukcz14biGjuig2222bbKzyyZhOkxxXvjjTdXjfOLihBWzuTz4IMP5xnj3XarRw17771vVVbTZSk2gHSMWJQnwgffkqQJ++yzb+4Yn3+uJtJaUlE+31ad4g5VPrarJLpHc7x77FF/K7PVs876r3x+xRVXZdUCqfqNN3pX9WfBamh+fc6DZ445pibFHXbYKetpSdEk3Mkn/2tWO9A9Lr74klnKBul5N5/PfRui3HPPvdn+c+edd61I+KIcfo011sphQMNGIrWerh+pxdE3LusDaFPqZ9R14Xx3oyBxACl24YUXzeqSEECkJQomNDqrX/5y5NyJgjL7ohIuvvqqDnPssf+r8rl21q1CTXbqYOS3Jj9HfkFWJkFr/9pYXn7U2zjyi3oc7+k63rPVH2H2i9/9+n3l0fVCCy1S1Ym1cx4HB/qSohdAUqQfM7UQmQ20voCjlwAfSCWORh6FIYy4Kd/Lnk1chloacKlTEqZMw0c3pDMUlYZJHkNy8ZP2VATPic+R7obkiixUjLjveb0sMhQPIveeYasoTnor5Cld0izdH0lXntgxkgqRubxZAWRIQ0+GvMVFUjz77LNz+ioxspTPeB95BB0AgjX0KkkxyrctRBxAGtVJkYaRCFifblhK1aFcdUA6EcS38cabVu9xV5YWzjzz7FyhDj/8iLT99jvmbd3YtJHKmWqsvvpaeXZxiSWWyo3nk08+q97rP5W0OH12dGt0l2wikSCC+/zzLzMRapAmJsxur7zyajkdkp24zj33vEy+M888S45fhTeDiazY04HvAMqQVEQqJ5Hr+ExkAaL5yU9+Vn232iZT4wGNHuFqMMcff2Iac8yxKwlxs/zt5AMRKv4777w779Z04oknZVMmOmn6anpY5G9G1XdAilNN9fcsCetMPCM8UmTysu222+X4lC01hjp1+ulnZvKkvmC2wtzJtnM6BXpxEzdQk0xNNp5TB3zbaEtRF7gAlZNOXf0E4b2b56NenH32OXnkNO644+dOECIOR+9mh6jzzjs/+yGYWsKrn9dGdAI1WfczqfKtApIqrz2LJMu8BvjFOwW0rUD5ziVq/5oEA87FJ32d0Oqrr9nnTtej788RIB89splT+jOQudaX9RJlQ3cuTBlO5XbPsa1C4dwvEXGVLhpJK9wrCxcJILnWOAOt71BWJBBXGcZ5eT/yE2j9sK3xl3Dfe5TPIFJSJluzVklROLoqDuH5LiRbDcA98TnGO3iuTF+4gPvKBhlWp32BxPnXmwHXQ1xRGE4yAH7//Q8qctMJ9YuL9HPTTTdn8gGNhq6SVCbuxx9/spJi7q/KqU6IhQBzIHtUelYYM7jnnOM6JPtbsyRldrOEdyNNm7TS0VgWqRzAxJEJtxdeqIfPAQ0TeS+xxNK58dunE/m++urr1ZBxyzwp5x3pWJH0nHPOnTsFBEfqZfSM3JA7vRupk8kSgkeGbEJJmUhx3XU3SLvvvmcuA3F7Tnl5N9Lzrbf2ynF7Zvfd98gz/AhSOchDONDpGn2EBAjxTcvvqkM2sjGCAffUg6hX6stWW21dhZksE6N39x0RWERjMu33v/9j1dldmK/5B8H51gz6lQPrBd/RTLzOh0TNX5kbllM9PPzwI3nUqG4heEIP4UWHbdRF7abeyid9vWt1XX5dEzq0C9+a/t6QnZAjzmhvCNp8gXwpa3lC5Owm6dBLcu5KjBQFT1qjxyEphk6xbHTOOZkNv2ikXLyg+/GxwpXPu45w4ReFEPfDzzkoUHo7DVhcGr4wzlUqExaG1JFWGV+A5GiiKDalNbz3rDDhPB9xuI44SlJzLOMv3825+3EeYTjnAVKnzoc+tZUU6VXNSjOEpc4w/DUZZFbcZIb8U1GQAjUmK304w3gEQsVhhpzEyIzD+Qkn2F7t+ModV/kdV12fWJXFqemss87JDZlEiBiQlGE1Z+s2M7J0VIaCJr0cDYHZBt5//4O5obB/NJxGNlZM2IDX8AspGkqTNDWOd999PxOqRoUEg+zDnCPKnp/yVmbqJPKO8q/dN1X9qTtLDaRPsWVo2CQ7aSBJQ2QNSb6QYwD5ez8krcELL17v5XlxOjf8t3s8nSubTyt/mJMoB5IlkDyvvvqanJ6VI5dcclmOl86TBIpIxXP55Vfm/LTCRJ02R0ccy2gDUSfArLlJnJgEhahbYAS07rrrZTUIidlqJ5Nwooho2Cn+6U+jZRUJ1PW1fp6tK2kW4bzxxpuZ+HQsVAisGJZZZrls2kWCRrhm5On6WYeADkkH43k2tHPMMVdVJw/NHe+FF16UJXidKhx99H+zPlpdUU9WWmnlapSxSD7qvHwrddKo4IADDspxqq8hPVL/kL59s8GBvsNnlZS+zYxqqVPkhIljnJf+rY0/zsNF+IhTmHBQPhfxlvcNFQ2nfHiIcECiQDB0gSEllfGBXthMtNlScdFTurbOm3IZNDjPRwP0fGte4tp9x7gX71TeC/94hnMOFPH0fUgxVAdxD2F6V4bijMd/9rOf5WOcx+a5jrYfM1nEENzEjckew3LmPvzoLf/4x1Gq4yhp5JF/V4WxQe8f85EzlHK00a5Nd03CjD/+X/LRUNKQkdPAHMcZZ7x8nwRE52g4baKGREUS0kg0SMNqfiozExcz5RqV1Q/MgFZZxT6Uq+ehu0ZgqKkjoBc1c21mMXZZ1xlwdLs6MwbK++9/UPUd/5323Xf/bJRMz8khIXpPBH/xxZdmiciQFlHR9yE2Upzj3Xffm6Vbkq7JEB2ApWpMlRyRAiJH+lQCyIME6T4dGmmKJPbRR59WdebrLEG6r+HGkNQnDQf8hEWg0aDPOOP0/A0tLKCT11EHov4AUqQrZ78J/KOOgXpsQkn+TKj96lcjZ0PuUpo67rjjKwIeI3eG4FEdC3jHRRZZLA+9n3zy6aoM3qrIbZ5sB/yf/xyTO1aTTSRROmqdq7hIzMCAW51lIia87z/66GPmDtaI4Ze//HU69dTafG2PPfaswv6o4pmbqo7i7Wwp8YeqDpoYPOqoYzKZTz+91WYH505ZntQ5kiuoU9JRloMDfYfPCMHMrGFdkGJ3AOmQDaQCD70SRGUwbHaf2YghBAQpAdGc4p6Smj4wwN9seUm2nuEQW8Q/OEDvqddvixS9r4pvIoddoKMVFJxz+jbShUYSfuV9Ey0RhpnIaaednqVEUoLZWEfG23phQ8Sddto5V0arFvS+nKVcyIveRgWkw2H3h/RmnnnWviToaHLC5ELp6NUQKX2dCs1ZhqgROdL3ceHHsXrQuQWpI3jEHtdInwXEL37xq+qoM7Druk7gT3m4iAQcXZt5RvLitas66ci1/CB7DV1DNNRlouTcxJB3Y6JE0vF+pB06T0NtUpJhMgkJeZB83Ecczt3zbEhLnI6AI9nEMrmVV64btA6CjSabTR2c+v3jH/8421P6joSUqI9AhcCaohzFRQeuzuhILLW79977Mil53y222CpL4lGVzY4rdx1FoIqmL1gj0KPqLDyjLnhX5BPX3i+G18pF3QGrZ6TppzwAsfkWOq17770/nx9/3In5np8E+fn//TJ3XDqb6aabMc026+x9VTM6Pd+WjSgp2zdQ1v1Wsq2flyvqnKCrm2rf4bNCNhOLFK+77rrsNyQhH20RkcbOkHeKKabI5jJ0FyC/gFTYgellY9KhjMcw2Q/lh31hCRMiKiPpROXzXCnRdTUiXsMk+iF5biXFeK/BDRKCii05R1IOacGQN3SKho6uGXeTmEyI0CsxnldBXdP5mECxAqR2j+VJG7umk8ZIYI6G5pxJiFtvvS27m2++JUttJAYdsXrnm1CVmGBhxB0O0VMNaGQaoOEaiYVUZBZ7r732yVIkyYWzu7pJIaYzGrvZ4q222ibr3RzjN4EYvZNUTcboCBxdk2JJtPSP3LLLLpdnkYMQEYIOAan6WQ0z96Rn5DrOOONnaRv5Iv7SIWYSt/uTTTZ5RdyjpZ/85CdZUlQXOeZrYbsZpKiTIynGJChCjJGRcmP54LeOEI0hrRloUjx1R4D+dtxx7WFweh+f/gnFKijS/1NP1btOeX8dook0MJxG9mHuoxyUIZx44ilpzDHGTXfdWZvHvfziq2nCv0yadtl597zj/h9+/6d09H+Ozfcuu+yqfH3ppVdmU6o5Zp87LbboUvkebLLJFmn00cbO9YLU3qvXHbk+UV0AawIdTasuuqvQlxT1OEGKZmEDg4sgWtEWGSEMedJA6Mf0lNZ9QoQlHSLFUlKMeyoUW0C/0xJGr9KJikaxa+kfe8SyEgZBdjWC8MwMSxMptuZZmHC+SQzH3R9YF/FUp9kFyvMSrf7Vo8Mt6pnXeqhLF0n6of+qdaD1NSmLHtFQ2rDUckj6QkcLE5DHk08+U33Pp6qO7vFMQCabDBkN+8wA06PdeCPSrx0/Q/heve7MahT6YRIxMiQxMnRnAoTwfLuSFC02CIEl6geJktphrbXWypMc/HxHek5SXzmENmGEqGMY24qjjjo6E33oS3UQLAqCfDbYYKNqdLN0VUa1HlxnYYYfTjv1zDT2WONXpHhPvn6qKpfxx5so7b/fQenJJ55J44w9QTrqyGPyvUsvuTL9ZuQ/pAsvuLSqdCnNNed8aYH5F8nnsPlm26Q//uFPffWVoBMOckbESNE3Ghzoq1N0JILTKQbxgMY1JFCmE+d6RQpoM1KkK0NOkyoqQoShmDcMZo8YM6kB9xhSq3ShxFZpVDjPq3AIlY4udDnuR0XsSkR6wJyHTaEG0EqKIA8kAeGdc75Pq/NMqysRfhpFqVsSjBNHLS0KV/uZbSWJXX/9DXl4EvqxOo6aTCK+mOjg+kme4qz9IcLSuZk5jtVHdd7qZ0uU7xDDw3iPeCYgXtelH4RfSMAxmcDPOwRanwsIU4dtJ0AXgi6QTStn4wOTiuDbq6chDZKULXYIHTgoG5I1g/FYeRXvhLwXWGChLMkavoJhNd0eXV1ZDuA5dp0kXjPLyq5Hj55ZbeJnixEjKdHOSkyLfE+SKPUKXHTRpenPfxozXXD+Jenrarj932OOS5NOMmW64fqb02uv9k5TT/XPtMrKa6SHHnw0bb/drlUn8KN0zNHHpY8/+ixNO830+f7779VtwSqiMcccN+sRjQIQr8kd3xLoL6klomza+46DipHKGRy7UiDFWPEQFXFIQqMCH5zy3TIwu2OYbSXVqRiMtCGIwaTJ3HPPUw33+idFs9xWG/zyl7/KNoPgmUhDxaNvtFIlTB1KRNgI3xnIZ5Ai8wO6zHLTiCjrcMJyzgcm/dZ46ufbrjj86jD97huqGAaqeOXwRD2JMI6IRrxBeuFqEu0TsEIQkplZw61DDjksX0NNovWxzmd9dO3dxVV3Cv3qaKQjD1x9HeRehwlSJl0YSpt4AXGb5ODq9OpwdZ7ribI6L1Y4vZ3++99j87DNNX/hIo9xdG9gIHz5jIlCS2ItlS1VKVzUAUCKfvCM7WzAPRYHdoinYqjLqi4EaiYS5IwzzpBHWnDyyadUkuA/srWCDqdKKacDCMaKsDnmmDOrQBAfEz1blZm9pzah/zShSY+vbIWleoJzz70w/f53Jkt2Sueff3FaZOEl0g477JotBaw62rE6n2C8iVPPFVdJq6+2diVFTpgOPeSI9PprvbM+8R/TTp+efiqMxi2WODKrGuiOqSTYnsb3ovpYeullBp+kyJo9QNdCWcp8AKKSDQn0q5R1JTC0IEnRI1krbKNZ2wXFFmahP4RVV10tK2MpaplYKEA76yhENms/+tFP+s64lWkw07Gu1lDWxAsgLGYPbKnqStZPausMopIDydemEValMJiFuB+VdGjByg6GzoZO9IneXZ4QCfMh+iTlSr8jv7V5VU0mNTHVFRcxOQ+89dbbeTJixx13+d49cF2TU01KUffqtBjlP5z1nFCSpLAanucCcZ8e1LuYcABhy7xFnsUfZa9+ABu5XXfdPSv6wXPqQoQR3nVnIC510JA4Vu+0BxNo9I8m38Cz8kAFRB3DdKlcPvfll59Xdfm5qh3dVcXdu/L7ujq+WUmNd1fS6DP5uirdKh7v652+SQ899GA19L+t+u7MoL6oyvz+agR1R0WQH1Xxv18N/6/L8X322SdVW/sw3Xrrzemxx+pJymP/+788mULPy0zJ+nFmWgEkevppZ1YC11VVfh+vOOayPGL69NNPqpHpVZW7smoL71Yh1Z9v0yeVPz2z9m/EaNQH3puwRF0Wfl2N/khR5THrc8kldW+kIgwpqGgaYFRKdof0iWHHB4hQz0XvWa7PXmONNbOC2MoMFdmso1lQM2Hs6yiXSSmxokDBgspo6Cwd6VpdY3sskyBsAxEjf5U/8jWoiEoMVtmYDSel6nXBfWlE3oYW2KghL0MjUpYVG37ygD6Hgp6dGqlBNlV++ikSOpIRRv714DfddGuydx/dGuIx3LILjdluYT2vvBkH02HVtoX1SgpDeLaAiAlM0JjYMGsqLhM/bP5MDNUGynW5OTc5JH7gbwhp4gToBUm/IU0hT3mlU5QuHWItDdYELa6y4VF1hLqjK0gxiBiinrWHIEUz0+C5qE8B1+JprUdOv/66lgwD7tebL4Trdw+x1uFr1OuR+9X/76rz1rTZJDL/Yn4DEV0ttded0PehnMt3FqZuB2V6UObPWvohSorMGsxSDWl46SggpjPMbHbaaae+fvVH/C4bM1NK0y2qoPSLloGxtbOGlbEsY1E6B7NUPgYFMrMLjdyEiiEr20UrSkhr8fMLlvrR2bCPo/OLbZrkobUSDCzkPeJAijY4oBoICcH91so8NGDYyNyBGQ0TDIr32WefIzFmNtPLP0YSVm3Q95AoQTmZqGDDhkzXX3+jLMFT8CMsM7c77LBjDvvEE0/m+OzcM9dc82YJA3EyLKbQJ6lK32QGMyLfnAkRQ/FYb8y0xXBc3MxN6Mp0irXRcl2OTGiYGwFTJMsOo3NUz20QgRCRMJ2bGVjGw6RMRsZmzn0XG2LYGYcqR/0Uf0jRg4po/OIoCa0txPDZiOkHEVmqjtEBidbRFmuhXujPuR9JV9c6hSA097O6JJ6r4hBvxAN777VvlhTZg0IOV/2TrlFFfR3xiqt67+pejqNP3oTNrmomdedUl02US5SNRQwlKXbmG7SF75HiyCP/Nhu9Bro4vXZRvjSxmSE5OzsvHi+t0VlvbGLF7jXIjaS1wQYb5gZyxx39DF8Rod8vAdKAd7JTiYkbu/4w80GwYbso7kjH5g+I1tppfu5F3gYV4glSNEQ3fGaTFntKil+YyMPQgtlWs4pIx0oO0jYdI2JCjAjSUjjD7OWXXzFLBrKsEsMDDzyYZpxxlmwiYyNbZij0k6Q+u8tQZyhPfuwgmZCwHUTECIhEj0TFg3StemCUTbfEn7RHatQASa2eN8O6wgor5QkC0uyMM86cO0goSRGZMj4Wp/yyxzz00CPybDC7TemwJ5S2WWSmM0jbCh0qGno/pGj5IbVBZ7+V+hD1IupYe/XM7LMRkp+9AM/QA3ouHKJCKMxc+hJjZzAQcdx334N5Fx664x9EJ/Nm/1aWG+UosivRHylSYJIUYxkQ+O7RWMN1Fm3FEz2lIwnQ0NXRtR7ZR3dOd0Kii3sqhiGf2bZQvDIZ0OhILCWs69XjWkdq+y5pgPg5oONjVG1SJ8x4ovIN6rvH+0aFN8Nocb8t1ph2QHchRas4mF0gAXkiBTLS1sHQve27735VvmfK5MY0gkQFpC1AkhNPPFmWGEjllmuZ/TTERrQ777xbHvZa9UKqq5fGXZrDmBCxGzj9E8Taa1uYWUnDtAWQGZtBoENmKB56QzOlZlzZGULsUAN2cfcuiFN6CNBsuGG5OOTHhhnqEpvLSSaZPO299z5V2PuyLSJjaxNyRhClqqczEAenLnPtfX97QzJkNzlnltoqH/kxlDRBYlIF6W+/7c5p++12zvaB++17cDri8KPTf485Pp1w/Knp+ONOye5/x56YjvvfSX3d8cedXN0/JZ17zkXpskuvSqedelY6+aTT0+mnnZPNZy65+Iq8qe9ZZ56bzj/v4nTdtTenW26+PV15xbXpxhtuTXffdX+68457srTNLpXZkQk7EvvFF1+Sjzah0MFefc11+Zlet92Vbrrx1nTbrXfm66uvuiHdfFOvdMP1t6Rrrr4xXX319dkKxkQUVZlyZyGi/Wo3SDH08Z1FWebOK1L0IWoPv8OAFMtlQALFh0MMnR0yQFSCiMd5xO3YCuE6mqbGqdIbSsWv1GVxvepF20LrezkaQtsfMn6qIO4LG3n5IRdw7v3iWTB8NvtsI9ewj4znhBtcaC33VvA2WYUsEKNOhqG2pXv77VfvQG5Z3JRTTl1JdxPlLcZieKaMgW2ZJYHWrLrne7Dr01FZ0mcFBJ2gVS/W2rINDBjOsqNj0F3iuuuuz8P2a6+tbfQYFTMPAZsFWKrIsBjUZ6tMrBgBKzCEB/k0fLY6wn3G3cBAWN1HvCRWQ2VrgZmnULnQdxre0wNTt2iY6kR75TioaP+7fJcnApndWO5I340E44ecEKO18iv1XCWttspa+Qeg1l1no7TB+pumddbeMK2/3sbZ9s+O5GuvtUFaa83103rrbpx/IGqZpVdICy+0RFpg/kXz+aqrrJ1/0GrOOeZL886zUFqhxyr5h62WXaZnWmThJdOiiyydllu2Z3YLLbhEWn65ldIqK69ZhVkzd0TqDjMdKhBHkjodtc6JOmS55VZIK6+0RhXfilX8C1fpzJ/mnmuBNM/cC2Y36yxzZjfvPAvmGeYVVuhRddCrZjtMQ2ajK85ijI7oFH/oG7lftm3H/kxy6GzYMRlGBLJI3ucBElNpI9gVELc4SX7iH5S4PSIe0ogtsaaeetq8vM1uLIZbUDfe/uOOQkAUnCFRkDIzn/InFKIMOuoCztsjRXrFkBTLZ7oa4pa+j6+MnbcHkw2kLhNVp512ZiYRpEIHCHRL6oklcobTUNeRfJoJhiSHGBEV6YXejh6PnlejIX3SGVqOZwhML2jtsmGs5+aee76s36MDNAqwCobOGDEhWbpJQ3oz2giL9Ec6pG8kZTJati4aDNmlGyDBGHoj2V69bs9+TE5sEmH4x/yD6oUEihS3336HXG7UHGZ+qT38PAND6SGF6Mgc4xuqp46utR9qJJ3Pu+98mD54/6P00YefpA8/+Di91fu99M7b72e/99/7MP+caO/e71R+drV5K73w/MvpySeeTY89+mR6/LGn0tNPPpdXoNx1573ZOX/i8WfSQw8+liXCu+68rzrel+64/Z5KsqskwtvuzO722+9KNta1Soka67HHnsybhpht1nm6pz2S0O+//+EsaV5+2dXp4osuT1ddeV26/tqbsuR58cWXZ39SpG3S6P5t+efcohKTo2yO8UWUzYDQVruK9hDnyjHKmH8lKfaTzAyJrCGNZUCeEzAi9nCp4+sKRKZ82HjBMs2BgQKnb9LYDMNYvccWU+IjzUTc4RRCFBAzILvNMAGyDjzWgIdUMDAu4Nx7SSP8Y/bZZI5zKJ8ZHJC+cubifVtRl8V32TaP+sGuK/SH9Gv8A/RsiNJQG+p37vcOdIMkTVIfvaPfr2E5QLdHgjDEZQtnOE1ipAMUJ4JDhIay9HnLLtsjm3VYMWLCR3hDYNKcDQNidpq+mPWBSR96SJJg/OSC9ciLLLJ4zh/Y6MDMerlc7aCDDs7qAcM8Ok1rxUnI9I86CHtHMlfTIA1V6aN/yISmKxFk2GHkb9HnfCgDGVLLddVQt4T6OiikGOVZ1/e6XfCr63E1fKa3iec0gF//+reZ2YclyD9HKkSMdKKkCkbohoBmuPCAYyvKgtUD+d0YZg/0RiEVI0XhIAruh1zAufg9H/5Bikx/EAa09WxXw3vEx28L9YyfPNS6ObuSWOLGT4diqHrWWWfnIZE1yDFkrsu3Nm7mx9lWjC6OztHz6pkOikRWb1LwXb6+7bY7MunQMwKdMWmOLsrGBDptZjS2+rI3I2mQmY9va4WDeFRqUqY8HX30sdX9Xjkun8wM8sknn9Y3r9IhOfL3np63/I5ES7IVB9s/P6tgFYVRk/e2dtomvnZYYkCtHKPeDG5IRyMu61F5rO/Ht+XP9TuvTWrq6+qN85HJzTd9fhel1dXPqSPib9u/n6vjV76+c+nAN9NhUUdAXcf6uD55k+/63fr3j/cr3zXKIepy3GsPbd3zLOEu0nVeCj4jsS2LF6BU/tGPfpxsjMmGzNDFy2jEDI4NGczI6iXd54jtZoG5euPSj7Jlfm3o+1l2hqVeRuWNIWpcOw/HL17akV8UQNzjFEQrBlAu3Q70iPSJ1rKG2Q/ER+lqRJyOUZHagvsqbalSiewgCRsOGHbabMCkFdTx1c+JNxpE+RpBloE63PfzIK7+w9Xxloi6CsKW+a2JoX7eu9AvMhFyn1TIEHvLLbfKkmKs7xUGSL0mXdRX8IxOtt6g97tcr6k61P+om9zg+F6tiG9Wl0//ZFH617+14n7/rv4RqH73yvO49iyCC5KrSanfs/V1fa8m0zK+On2qlTpvtQO7gf/jH//MnSMoO8+XeY24yvT7vVPd/r2nuF3HeVw7tofyXpzLA34KfkGKMYISZiQ3AoYR9uybeOJJkt9P9iNDdt8w28NRcDI49pspbOzcMxtG/+b3RswIOfdzlxwFafzCP7tCpjB+8sCsmeVBTGI4Q1VH/s6FscTIc87jGI6Cma2SFS5Mc2xb7/dQ2JHFuX0TbbTKrMeWY35vmBRo1xxKWpuv+jEg92z1TnnOcp4Og/4ifp7T8inrSw2devXqle/rIBBbdAyU4H7LhjOz7Mj2kemNhmSWW+fBWX5lNs1PyTKxiO3l42MPbgyoAoHbwshPSB+cTs+ORcxRSNRBCOHqCtUnkgL1vdZwdUCHfuffv183rn7XUIcrz/vFX0KeozGBsvfTDKRzS+Mi3pKEAxFvoDVuaMtvcGHg0xI+HJTX8W5t+QXKe/1DuPgtlojHkVOm/Pvdq3e5sm9pqImi3OPZeL5Mq9/9H0ZHw5WQv1DXeZ6gVl6PhJUD1gcjE7s7m9VCUH78yeasDJ0dkV+QoGvmK2aFOPaDiNEWX+z8rJVEprb9smidGYpho2smLyQlm63a/cZmD5bcObe+2f56jFU5v8InrHsR1vO2UnJupthSPUeVXlp+dIpSnN6OPxLipMF5VpzilgY/eSPBeV46VhAgLvv8CSdN76BzsF7Vjys5t57UO7nnJ1ZDXyiuGWaYIYfVgXCM0t2zd553tKksxAcZlI/cVYi0HeWn7tVrUlSZg2AgKvcPId6pdG2hrXCdcZHvIEaKeZ2bHWjCvi3eq63n23INaoSkHGUS5aMsgxSjrlxyycW5DRAkYGiWY6TtuyPC+P5BipHvkcpMxssKTJxUeQyJw5EWVC7OuSEFBWpIQJxz0hO9jHWdpKaYPTJUJGXYZNU12yMOGZvk4JyHvzXIHPuk8CvvkdyQCuecs0FrnJP82CMysWHz5NwkCpsvP9Fpo1abd/qZAhIj6ZE0GSsXHGO7f+ck0HAMec1Ok1g5tmMkV8dw/JlQMJmwAxFTijCncN+kTtmDKvfuUGkg8hMVJ9zQzN/AIPKuPoN8y3/AddT1BgOHKNuoC47hWuuJ0RZS9MNqEP5DA/H95SHegZ96EAKAe5kUS1e+UETSYPCg7IQ451H2QwNRB+Lc949KE+fyPDTz2FHIY1mmUcaR//K9Ggwcoi6U9cB5qwOCiBFVkOLQLO/WPJfXZZ4zKUaFiZflorHGdTxUXrd1Hi7Q+hznuiOIZ1vDR3xxrzXO8OO8g+s4li7Qeg2t98XVijJMax7aQ2s8kcdwHYljcEHarenLX+m6Qz47AnltrcPO+QUZtvW+DTqOKL/StYIunsqoO5AiyGOZh8hz+Dvm32hxEi5QnpdoK2xHMCjPdAZlWs7LRlC6zqD1+dY447rVry20599dEPmL9xkW8lvmsbxuvdegcxhQWVJ9mV/wK5XQHcq9vTxEvej7w1UNGjRo0NUwd8BaJfYR6A6k+ENoSLFBgwaDDSZZme+ZHIWGFBs0aDBCw9Z8TNLY/Q4raEixQYMGgw1M8JjkxD4CjaTYoEGDERpBigznoSHFBg0ajNCwYMOKrw79jEI3QUOKDRo0GGygU7Ss1Q9vDStoSLFBgwaDDSRFew/YmGVYQUOKDRo0GGygUyxJsdEpNmjQoFsAGXU1IUWcA4qXpGj3KJuvQKwsc4zldvF8xFXeGxpoSLFBg04iGnM07u6IwZG/jsRJUkSKfqIVhEd45br0WJNerlNvSLFBg2EY0Yi7mnS6Eh0hsI4CeXFlfO3F/eijj+a9Tm3PB8J5tnWbQrtf82tIsUGDYRzRyKOBdxXxdDXkq6vy5l25iG9AcT/xxBN5A2b7lYJwbZGiTV6DFPk1pNigwTCK1kbeHjkMbQyIuAYWre86oLhtMs0kp5QUEV4Qomvxxc7XrvlzQwsNKTZo0AFopPELcAGNOwiBf1x3R0Q+uwKt7zqguO2j6Oc5TjjhhHyN+DxbxsEvfh7AtSM3tNCQYoMGHYBGGtJMQKNuMGD4uQ2/leRH5CAkxNKRFA2hnQcpDs2ybUixQYMOIKShUkJq8MNAiobPfk0TSkmw1UW5RlkPLTSk2KDBQCAa7NBstMMSkOLUU0/dHyl2dzSk2KBBBxENuiHGjqOjpFiW6dAu14YUR2CUla87VMbujCifKKOmvDqGl156KZPi4Ycf3senbZTlO7TLtiHFERj0Y6EjG9oVscHwCaRo9vmwww7r49P90ZDiCAwzgWb+QsndkGKDrgZSnGaaaX5QUuxOaEhxBEZDig0GN5DitNNOm4444og+Pt0fDSmOwChNIRpTkwaDAy+//HLeefuoo47q49P90ZDiCIySCBtJscHgwCuvvJKmn376vqQ4LNSxhhQbdBhBnA15Nugo3njjjTTbbLP1HT7riLs7GlJsMFBoSLHBwODtt99Oc8wxRzP73KBBgwaAFGefffa+kuKw0KE2pNhggAjJsJEOGwwKPvjgg7TQQgs1pNhg2EBHCK8jYRo0aA+2W+vZs2djktNg2ABzHLaKrcrvkghL16DBwAIprrrqqunII4/s49P90ZDiCAxkiBgbUmwwuIAUV1hhhfTvf/+7j0/3R0OKIygQYekA8ZV+DRE26CxszLvMMsuk/fffv49P90dDiiMo2iI/57HKpT1S5NeQZYOOgqS49NJLN6TYYMggCAqBxXVH0UqIjkGIQYoRbyDSG5h0GozY8NsrSy21VNp7773z9bBQdxpSHMooiWZgKgzCikkSmzqofIYqg1rpBvW5Bg0GBHV08cUXTzvuuGO+HhbqWUOKQxElETrGrjWOP1R53CfRxXMvvPBCXmf6Q881aDAkoW4uscQSfUlxWEBDikMRCCxIzDEkPsdy6NoW0fFT4RCj47vvvpvef//9NsM2aDC0oC4bPm+99dZ9fLo/GlIcikBgQWJBciEp/hApxvA5iFGY8pkGDboD1E8TLeuvv34fn+6PhhSHMoIYS9cRIMCSDIMgGzToTlA3meSsssoqfXy6PxpSbNCgwWDF8ssvn1ZeeeU+V90fDSk2aNBgsAIpWv88rKAhxQYNGgxWWObXkGKDBg0a9MFKK63UDJ8bNGjQILDaaqs1Ey0NGjRoEFhnnXXyDPSwgoYUGzRoMFix7rrrZlvFYQUNKTZo0GCwoiHFBg0aNCjQkGKDBg0aFGhIsQsRy94sFYpzbnhG+Z7WQVvKN6QxIpRzgyEHpLjsssv2uer+6PakCNb0lsQ4PKN8v9gBZ0hjRCjnBkMOSLGZfe4iaJjI0JbmX3755QjXWON9h/Q7j2jlPCJgaNUlQIr2VBxW0O11ij4iQhyRdoDREXBxPqTffWg1ngaDD0YdXNSrIYGoQ+utt15aeOGFh2jancEwpVMMv+EZ3i8qcJzTLQ5JSHd4L+cRDUOTFO2luMACCwwzgs0woVMsG+jw3li9X3QCnIo0pCpTpNnqGgzb8A3Vqehoy/rlPFz4cYOCiB8iPiApIkUjvvbQmXS7Gt1++DyioawYzhtSbNBZ+IZIqiTF0j/uhSsJbWDQHiluuOGGDSk26BqoJFFpGzToDBCWzjXqVJCQc/eoaEJ3H8Q4MPCM3xcq0whsueWWacEFF2xIsUHXoDtVlgbDLpAV4gvCinrlnH/8YNqgkiLC+/jjj/Oxtc7usMMODSk2aNCgewHZlYRVEiN/Zm+l38ACkYqjlBQjnl133TWTIuJtD4Oa7uBAQ4oNGowAQFKIK4inJED+yKyzEGegJLl99903LbTQQumzzz7L1wHhy3xF+KGNhhQbNBgBESRUusGFQw89NE+0fPTRR/k60kKIyLgrCLkr0ZBigwYNBiv++9//pnnnnTe99957+TpI0XFQ9JeDGw0pNmjQYLDitNNOS/PMM09655138nUplcYQujuhIcVOwwceGq5Bg2EDZ599dpYU33777XzdOlRvvR7aaEix09DL2d5rSLuGGAcE0kc5PCsnGeiwymFb3I9n2mukcW9AYdqD8BF/XHc0jgjb6oYVXHjhhXn2uT1S7G5oSLHTQFAUxUPaSbdBe0ByTE1CkR9Egpj4OwYZcmz0uPBvhWeFi3jCdRTijLxEGh19XjjPyXe808CkPbRx5ZVXpkUXXbTv8Lm7oyHFTkMDGlquQXtAOgikPbiPBAHBhKQYx1YIE0TmGGE7goi/JLOIqyNoTSuIdVjBddddl7cOC0mxu6MhxU6jJKkh7Rq0B6SB9J555pn0yCOPpPvvvz/de++9+fj8889nYnn//ffTPffck954442+xPVDRBcENbCkFPmx6uP111/PNnsDQ4qefffdd7O0FRJtd0e830033ZQWW2yx1Lt373zd3dGQYqfhww8t12BA+OSTT9Juu+2W/vGPf6SePXumNdZYI/9WiE1PEcwTTzyRZp999nTmmWfm8IiG+yGycr+jhBaI8PRrfhj+gQceyNcdgWetFjn44IPTv//97ywBD2z6QwORR6RoP0WdwbCAhhQrlI2how0DhBsUiDrid6yv+/lB7f/9xtfq57y9PEfYCNN6Pjwj3vPwww9Pk0wySbrxxhvTq6++mu6+++50wQUXpE8//TS98sormTCPPfbYvs+0or1yevPNN9Ptt9+eyWpgwGZv0kknTTfccEMfnxqtEmqkG0eGz6eccko666yz+g77SwjXXl6HFiI/3pVJjvIeFjDCk6IPFyShsrVV4YY2BqayC9tW+HhPztDxh4aJwwuYg0w//fSZEAPx7oyJrbRAVGBt7l133ZUuvfTSPOxWVmCYfe2116ZrrrkmvfXWW5kIjzjiiLT44ovn8B988EGWghCl55wL88ILL6SHHnook0Gked5556W//vWv6bbbbsvfRNyG0u47GmKScNVD90i0vhfpEDG6FzpF+TecLtccd0dcf/31adZZZ00vvfRSH5/ujYYUq4oUFUrFVPnuu+++PGN22WWX5Up87rnnZulCY+GvgXAUyPX5ddWHvyFLI9wtt9yaevW6I915593p3nvvTw8++HB6+OFH0mOPPZ4efbR2jz/+RHryyaeq45PZn3P+5JNPpxdffKlqYG9VrnfVCN+uGseH2X34oV1IEJpJBFs91ds9BZkH2XHluXtB/PGe3bUBdRXi/Xw/ktnVV19dle2TWSr03QDhzD///Omkk07K11dddVVaeeWVs5+1urfeemvWAR544IF56I0E11lnnep7Ppjv/+lPf8r3Tj/99Kwz84t1TE9Ic1dccUV+ZuONN05rrrlmHkLCJZdckv72t7+lO+64o/rej6dNNtkkXXzxxfmeIbXNE55++ums+1TX5JdEiiwPOOCAfE3KffbZZ3P9POyww7Lrzvo6pDjbbLM1pDgsISQooISfa6650oQTTpj1TdNNN12adtpp0z//+c/cw6vQ00wzTZpsssnSeOONnyaYYML0l79MVIWfODvn4VxPNPGk1fBtsqphTp6mnHKqNPXU01RxTF3F9bc0ZeUcp5hiyuz++tep0lRT/T3NPPOsad55509zzjl3JcksnHr0WDGtsELPtPJKq6b11ls/bbDBRlXjXDetvfba2dnZeLPNNkvbbbdd3qZp2223zXvYbb755tlts8026ZBDDsmNDeJdh2fEO55//vlp9NFHT0cddVQmpB49emS9HJC05phjjnTGGWfkc8Sm7BAo6XLTTTfNOkBE+eijj+YOUDk/9thjuaz/9a9/ZWIj9SFeDf/oo4/O4cy2IrGXX345x7nccstlSfLyyy9Pf//73/MwHrHNNNNMmTiR+IknnpjD+k5bb7117oQRLJ3nc889l6UtxIzMfU8OoXrG/e6KhhSHMaiMIUWB4dCf//zn3Lur7DfffHPWiRg6XXTRRbmRkT6OP/74qoc+vGoE/03HHPO/9J+jjkmHH3ZU1eAOT/vvd1Daa6990+6775V22nHXtN22O1Rux3y+8867VQ1qx4q0tkmbbVoR12Zbpi0237p2W2yd1lpznbTYokumRRZePC2x+NJpqaWWTUsusUxaasll8/Xiiy+VFlpwkTTPPPOmueeeuyLOObOjsyHhzDfffPk8HL+JJpooSzXyHhjeJcWAbzXVVFNlyYuEjHCeeuqpfA8RKi+SIr+pp546D6UNU0mJZqt33nnn3KkEYqh60EEHpeWXXz4PeTV23wAJAqnQtedB/UGyyBLhyo96BuLRCatfu+yySz5KX/1DpEjP7Phnn32aO0Bka8hsk4VZZpkl10Oz6wPalmtoY5gkxVZiGBYgr/07frWLydl6mEn/4kb1Vx0jfMB5DDdBZR1rrLGyzmhoQH4/eP+jaqj8Ufrk408r90n64IOPKvdh5c99kN55+908rGb3Fc7wSePhnPPTeEgVu+++e/rjH/+Y16CCd/a9W795eT4sI94PSHqkfUPnACKj91M2jIpJYkGK++23X59QNfbYY4/8m8UxPPUsvR4pbamllsrndIckvpBADcNJdTGZQio06jBs55AiNQs8/PDDFTHPX40OZqkkxk3Sa6/VM7TUMQsssGA1SvlHlmQ///yLSkrdvJJmF6/qxoeVlPlcWmuttarRxV+zpNkdbQCjPikH5aGchiTKeh51vazjrdeBTIpBClGRhgXIa+T766+r84rTvv2mdt95jepdP/v0y/T2Wx+kTz+petHq+jv3+hREWRji4UAFHmeccXJPDGWhtiLicEC84XJi3QhHHnlkGmWUUdKpp56ar6PsHL2DMiRpRBkMayi/JcT35RAVKZk0SFdMEqNi0OnpQAyB6QURDbMdHeLee++d75MWkZihMf2g4a2whr3KFBGKkxSKUO0bCHSDM844Yx4Ck/oMg0l9iJmeUP1CdKDs995732p0Mno16jimynPKuuPQL6+66hrViGDe9MQTT2W1yYILLlwR4DuV1PVKNTR/pSLnQ7M65rzz+o0Cugviu5CclZVyG5JQn9Vrjl496kSg9TowEk8PBym2Fag7IV4kGnYmxa9qUiwdcvz0ky9T7zffrYjx/UyQ31aSYyDiiHiCEFToCSaYIFd+iHAaEENfs4l33nlnlijZuX36ab1xJqk0wlY5zH6DishX+a7xUeXT5EoZxj3+rjVCuiuN3DX85z//yZKioVYg3pc06b6htbiGRURZBOI9DHV9R1LaXnvtlR3966qrrppuueWWPFPMZtH7q0e+6SKLLJJJkD2jCQ6TGhtssEEmVvEYTisz0o8h4Y477piHxSZYELC0NULn1Buh16UblEcqmCmnnDJP3gWuuuqaSmJdoqp7D+XrZ599Pm266eYVyR5Qpbdr2mmnXfLk3FJLLVNJikukV155rfqWJ+XnTjnltKyDPuec8/Kz3RHKGimGTntIwHfQTtQB30PZR71wjPO2MJLGEYE8GNfdHWWev/2mIosWUvz6q+/S5599nd5/7+P07jsfpg8/+LQqHMTS73nvGrO20agozieeeOK+vX6Uhw9KyT755JPnxkFyMHzacced0iOPPFbFoezE+X2JcmAhzfJjcpFHzswlCYafsOE8o9GtvvrqWToJkHDGGGOMdNxxx/XxqcFURCP/zW9+kzbaaKM+vsMe4v2j3ka9UD46iBdffDHPIjNxoUdUrsIjPJ2HIXDEwXRHI/aMOMRFF2Y22VDXM8LpfHr16pVHFuJ0NAT3DAhHKiVx+lbSFBdpyYRPmAiJ64wzzkxbbLFVRbbvZj+qk/PPvzAdfPAh+fjee+/39bv88iuzJPn0089UkuxtWad9/PEnpHffrfcq7I5QTkiREDGk4DsEKWrj4VfWjfhWrRipFCsFHFDg7ooq632HzjUpVu9SSY+ff/ZVVTm/qArmq/TVlwqiliy9K6iQ3j8kLyA9mFnec88987Ww0WAMeUYaaaQsObz00ot5RnP00cdISyyxVHrttTdy+Hr43DlIq7WHc+SvsdEhmUDRcCN8OHZ54403Xtp///3zPTBsHnfccfuTFNnbMQf55S9/md/JDOawinj3EvHd2oN64L5wXFyXaM9PnYmG1grh1afW53y/1nb1wAMPVvVs76r+LJn++9//Vc/IR6g16rrkCOWzwoA0PvmkXi6oU3bsjtCJI0Uz+EMKyiLaTJRLlCE/7Yh+uPWbwEhBEgL60I5tBWwLkbBjJDy4EWlJt3T1vdq5VMFMWnz2GX2Cyl1XuOgE6vB1Y4j3BsrgKaaYIk9OQBm/nt8wlJIdFOyiiy6WfvGLX1fDqZtyXB9//EnffJAmGPZG3IjOM3p1kkI0LORHUU6SibxFuvE9Ig4zjaTV//u//8ukLE33HYG5CH1WSLpg6GYG+oQTTsjXpKeddtop/eEPf8iEyJlJ1ZPTe6m8HOlYJyFO6ZKiSUP8OOfxDIIWL7I1geFdvDtHGiOpeXdHTtlwUTHl33m854iAq6++Jneoe+yxV+rd+60+vh1Dn2rSF63X3QnUTWbK1aNAtOOuQtmm24tbPeOv3UU9bKu+DZJJTlTiOIp4SFdmaUuzJLQSetmvviIZCodEuT43W6CgxAeGlOzIrJkNxD3DKjZvMcso7eWX75F+/OOf5mENYtxttz2yzkd6p556Wtpqq20qwng5vfra65VUsE9aZ5310oorrpSWXHLpajj2aEUkvdOhhx6e7RB79lwlnXba6Xk4F3nybmU5MxlhM4mcSYt0nRBlELZvZf4Nqc14mmUVL2PfkUceOZPhj370o/STn/wk/e53v8vESXXARtM5m0xlwc/kgCN9WDjkLBwdnBneMA2iX2Pzx3zEkZqBrR8zk9VWWy0P712vtNJKaf3118+mKIbxJGBHekBljPQ5Or9jjjmmr6MOYDBNcnfkzKxzznUCdHbemxqBY9piJppzzl7QLLGOjn6Q+VXoip0b8pogcM759o6kHmEMl+mYHU220EVzDLujo0AC0WH4TjqNONbD+pdyHTDKMDw2gWII/d57H1QdhGGf+m2yoDbUr+uAzlKdrOs4V3b4UU98Z8551KGoU46BCFf6dRUiTuVF/1pKil2ZrjiijcZ5GXech78yIoiUI8QSg0SKETEXH6KtyAc35CMqQCuiEGrXfuFHuLhPgmOszRSjFRrFaKONlhs3yenII4+qCGGKtMoqq+WKfcIJJ2WjbatZ4PDDj6zIZLx0++13VGT1QppmmunSb3/zh4pIe6Zttt4+3Xrr7WnLLbZJ66y9fjpg/3+nSSaeIo055lhVo70kPx958vGck9xMDFgDa+g7/vjjZ7s3CFIkwc0wwwxZEoznkYJ3QiL8kCNCQ4o//vGPMykaXpuJZZiO/Li//OUvmSCdIz/n/ExEOecM1ekrTUSw7xx11FHzTDfS5n7/+99n5/y3v/1tJVX/Iku5P/vZzzIhS5/fz3/+8/TTn/40n7snT5z7/D3jyLlv2E8X+qtf/Sr9+te/7uuQPYKXprzoxHwz+XMd+eTnnrybcfYe5TuNOeaYuSNQxq6djz322Lmc+CkDzrmysb46yk0nodPg59z6aqTAUDzsStkmzj//AmnxxZdMyy3XIy2zzPKVW66qGyumVVddPW200SZp6623qdy2VWexaXbbbLNt9V13zpMvu+yyW9p1192qEc0eWdLkXJv42WWXnbP6JyaX9tlnn6xO0dmwpXTuyEZS58M5NwJidaHTjKNNKDjn0TnpqOhKObPw/Dnn1pp7lhMff7p4nWvoFLW3kqy5QYX6HO3XUVvBR1H3I61SeCqfaQuDbLwdGYhEHYdFtBbQa6+9lgmExNIKhtwakyVeiMWqht122z33+HD22edUDWSSihRvz9cXXXRJ1Wj+UkkZt6Yvq95+kYUWT/+Ydob0wnMv58mhG2+4OY091vhp1132TPff91BadukV0h9H+VNVYc189/uo4SzxMsw11CbpaNQkLcPQyD/iJCmSvuKbWA6G7EhR4LvRM2rMMXxm86ZDQKokHobHIQkxOSEBhR/JyDHuKxeSFds70pUj6YvRLn/SGKmMlEaa8x4kXo1Kg9MgHV1rRGwFlT/Tme233z475i1WmGy44Yb56J4wzq1SIZVyVnw4sj8ksVrbTKLmXHPObY9vdhg5cSRcfo7hh7xMquks2NkpV6oJnQ5pXT1hlD3zzDPne845JMgx02FHiBiRJ2JFwIhYPRp11D9XJD1adT1WPv7+93+siP53FdGPXBH8byqC/23lfpfP+ZWu9PvFL35VdRb/V3UyP+77PaND4XQijjqhGBm0+kVYLuLoSqdDIUiAutrVpAjiMySmpgq4hyRLsgzXHgaJFEUekwBd8WKDG1FwbeUx7kUhMerVqxnKBeKeYYDKrTGGEa9hTeD88y/Iy/WQIFx99bWV5DBpRRS3VGmktPxyPdPUU/0jvfN2PVN49tnnpVFHGT0dduiR6fXXeqfbe92VLrrw0mRdtDQjb2CG09DTUJTkd/LJJ+cGqMGZ3QsYPocJSgApeaewUwTfDzmRfFTarbbaqs+d7gv1rpQCQPn4DqG/jBlmjm6T+UwYsodzTfdZujIcQ231gDPc5XSWZqENhemdLavTgThayqdDcaR+EcZyUfd8D7PWOg/Dc99KJ6LjuO66G3IdufLKq6uO6/Jsa3j66Wemk046Jf3vf8dX7oR04oknVe7kdNxxJ1QdybFVp3FM5Y7ONo0mZ8w+H3zwv6tOcNe05ZZWRW2ROxAdCakxOhbfl8TGPMh5XLM6UNd1LkYfrnW0OklqjtKF6oPlhXOmTbZB46hCSkc9EvdWXHHFnAflV9brcOX3HFhEXBFvSIQRp6PrqDsdSXeQSFEFITWEkjyIsb1EhjbkKwqiFXEv8q4B0L/54AHvB2HDWBIOHU+Y4VxyyaV5bfP119erFa666uosOd54481V/Cn1XHHVNPlkf0u936xXH5x33oXVUHP0dOQRx+TrwEcffdyffgiYcdDP0ZeRwjQyJjakPfrDCKcxkmxIivFOGiCdX8w+Rzn4fiQ2Q8rSJCfKI1wgrlvLMvwGFF7+4jpcZ9CahwbdG763OqBOx3VX1AMQR9SFMt6IO87LOhrnbWGQSJGSmBEzMVXkUeGHVZR5R4r0QYZkraBsp6vSE4aIHu8PlmbZIOKgg/5d3WfAe2geDl144cVVGhUp9lwl6yBf72O+c9+9D6TJJ58yr1ggJT791DNZUiAJIsX4gKQXPbdNHkpQypvomWuuefoO4Z955tlqiDdTXv0QhuXybchHMoRyKEFipP8xbO3qbyg+5VMSfDSKQUVH8yhcV79PW/B+4byfY1sow3FRNq3XgwNlWZTnUKZZhhmRMUikqCDLSh4fdXhAkKL1rq2wRMtwle6JRAbevZ7IMXR9Li2yyOLVsHbGimgOr4YYa+SJFsOcjz76JO92Y+ccM45ghtFkzGSTTZGH2bPPPmdFnCtlSbCsvOecc07WR1l+BtIknRq6b7/9jlkfdcQRR+V83H//A1k6XXrpZTNpguVq9FthuxjfL74dPYwhZFdD/uvy6dfoO0uK3Q3eKcgwyrMtRDjlEOE41/yjLXU1yvgjzUhXZxXzAtKOfJVhhRvRMMgTLVHYCg6cD8sFGHknBRs+U9YHonLQNRmKmjSgf4pnajMJ5fFtuvfe+zJBXXDBRdVw+6FK6rs8PfLIo3lIfMYZZ1XEdGB67rl6YbyiI1FefPGlaf31N8zLue64485cluFUVJMqdDiG0FHmTDBIeSZz1l57nUyuJMMnnngyx7XPPvul99//IKdjuZqZULqmQOheOO8xOL6dOKOhK1c6WbaKwwu8X3yPcO0hwsax9Itnw78rIY2I3zk4910ibedxL4gRWYbfiIZBIsUo6PI4rBdg5B/xIUWzl+HXWpnBe/crg/oeI/G2gCzdE06lq43JPV/HLxm2aGwq6+t+FVm8JEqTCPXkVp1WbXtZV17LvuyiUxPll/mcHxs3oH+ke6RID9Rx1I3CUZrxvl0J8YPJBbP1JPHhBcorCMV3iI1hy9nPQHzTKGNhzM6bBKPb5R/foysR8cqniQ62gtKO7+++DlLHzWRG3eTXkOJAovyAzrv6Qw5peIeoAIaRzFdsDNCKtipJTVK1f3nbOeJrPQ9E2Dai7BNnTZpBnIHwq8vdsc+NCq3fIe4xoTHsN8MY7xoNJRpH2WAHFuVzbcXBj6RoFtZMcXsQrr08lPfaCxMo7/9Q2FZ0NLxwnDIExGJyiy2iWetWRLzxjXQOLAmoaUJ14V57balOr89Fm+i/7CJ/XHxjumO7g5s1h6hbZuy33Xb7PNrQOYOo6vx8P97uinjfzqJTw+fhAd4jyAGYcYTdmcrifkwUOIardTEhadVloUjEQ9dHYos1qkMbZs0ZXdtKP76bY2e+IZMXZMsSQRlY8scURTlxSJAuk78yQYZUDqQU5WfyCDFooMxW+EWeSE6+A+mYf3wfx8ize9LzjXwL90ICch7kEs8atsd5STz196u/k3Pxl+Eh8sUJE8+XcbnHKoHxt1UsgbgPET9Y+siagF1kkKj4wkH/z/7wtxK3sgiUzwNTMktYdU4Bne+nn3yaTYMefLDepcdmE35CQ5ruR57BeemGNuTBe3LxfTubt0EmxeEFUYBRmTQsEhUjXb/LYvWIFQFWuDB9iRUC1kYzOj788CPSv/99SNpvv/37rCrYPe2ww05ZP3jAAQf12Zn72HTkkf/Jusajjjo6HXvscdnujDvppJPTqadaqnZmdqeddkaV5unpjNPPTmeeeU465WRL185K55xzQTr7rPPTGWecU4Wvwp52VjrvvAuyTvGSSy5Ll112RbZ1u/zyK/K140033Zwrt2Vxo4zyx2z43JnKUsJQkXGzVQxgEojtm0kbE0PMf9jJhU2nlTfMfhAhmz6rgtiwsYljDM/AHJh6WXmDWKyeMOQOo98gFfd8A0beVmYgVcQvbBAsUyOG474r+0zDVM42XwjVdxXGyg959Dwga0bmvi3JCvGK07ln6m9+eF81APKUZ0NPNoBIMbbIYvBuH0e7f1PLyLvw1BksAphOmbTTgYD306g1bp2JtebK+b5778+TZm+88VZ64P6HsqXCHXfckzcjfuihR9P5519Ufevbqo6q7iA8Kw+WGSqDyKsVLSYR6aZvvvm29NijT6avvqw6sa++SU88/nR6/bU3q87o/bTpJlukNVZfuyrn+j3kT7mxsQydsHzG9+iqOjWokH50JlF+nclTQ4p9PmpUSOdmlumGTAxorBqVRs5pGK41KI3DkIPpzX77HZAnNzibhnL77rt/vkaUlmXtssvueW20sAcccHC+73jIIYdlAkWmm266Rdpow83S1lttn7bbZqe04Qabpc032yZtu82Oaastt02bbbpV2qjy23DDTdImmzDG3bIio22y4a5zW1Bx2223Q04HKSNsW9lbCxzv21lo8Ja0IT4wdCT5IBWTQs5NSiFDpGg1jVUgGqvytaLDihINVAfkGR0SkkSeGjfSs2SP7q0EgrJM0QRS7Jptxt4MPRLQKKxasdSRJEryN1nlm1pRQ7cm7/xNPlGXMLMiyfrG3kXa7DfFIU5L/QyNEZ/VLWxElSPSY5iMqHWmSBGJIj47D+lMrY4RJ6n2f//7X/ZD0IzsrbghFUN8G8tJY5/G7XfYPs0048xV53hG1RGenWacYdY03T9mqurI5umSi69Iq626Vtpk4y3Syiutnq0cPqlIi+mWn1lgNM1o3ztKQ9ryt9VWW6cVV1glP/vKy6+nN15/K63Uc7V09H/+l55/9sUqvdnSRBNOli679MpcVoQBO0MtueSSWSiISUblHMQ4tCDtyEPkJ9rxoGKEJ0WIQo2epqPwEQJVFFUcfS4q1B+rdoYgnOF0bPFkyF3/Gp8P2WcY8+lneZb6ow8/TZ9/9kV29oH85OPP8ya5n336ReU+r4Y7n+WfKrAjzyfV0MfR5Ipe3q/+iUNcZrY5pGT4inS8a1dUZKs67HyCNIAUgggNCxGLYZrVD7HaBgkgP4p+khpj8lhFg1TocEmZNoG1GkL+dD4IxUoRkG+woQNSI/naoMF3IFVJE/mB+EJyRH6M8e2JSH+nUVvJE7sdWcuLPJAQIrHOFxHaaNZuQ9KwOYZf2jPZFaMGcSM2nSPYhALBkhytLEFOOgnSqNUjiNuPwrNeAHkyoSdMQPzyTYpWHscdV5Xl5FOmq668PpPgOGNPkDtIe3jedONt6bBDj0q33XpnWnKJZau8r5wlyvXWWzd3EGxPkZg8GfUoT6ZZ555zbrr+upvTwgstkW684daKGN+oyHa2tOUW26aPP/osE6T4evd+J3f6s88+R7adpY/UOegQQVvpirrUGUi7JGdHI4WoK4OChhQrlB83jnFeuvAfKhjEZMvsxnt0BQypSHoIDdhAkqCswyblIRj6MqSBQEk/iJA+SyU2yRB2l4bCyMFzJEpka3EAaczQE+TbfUAcGilpyBpja7ANc1kNxDAc+SAmMPONsJGmITkSch4/bUr3aR0zNQNTrFgj7l0MFw2t5d19sE6b+gThk1jjpwWQLgIikXq/UC2Ig0NSCDp2iyFJSi+Gt+A9ScIrrLBC7gws81t7rXVz53jXnfelaaeZviLIa3NYnefVV12f9tv3oDTN36dLSy+1XOX3USZV8dL7kk6VhTK2NNSQndnW++99lFbosXK6/NKr8s91LLvMCnl08uUX36Z119korb7a2um9dz/KtrW+jVETKds7BIkPtbbQAvUL4euk5GlgBJu2MFI09HDQeh4NKc7jXntwP6SuHwrb3dBefvmX9+KaV+H9veu2UD5borx23no/E2Mf/+/d64P+/SOd/l1XgLRHctD4kAMJC0EZbhnukq7svmLDXpITSZGtJHJUL0hypCcgSdlFRpwIBbGQ3uz/aDIHicp3SObiRn6GrMhMOGuOxY+I5AGxGs7S5dmkwjpkM72IPAiURAiG4MILZxhNAo2NMQzN5YEuLsLrAEiB/OU1fsVPPGb5kSxSIykjEORKj0rlgkTjVxWZSOk05Bfi28gHIqPbtF6a7SvcdmuvStL7e9Yjw8XVccUVe6Zrr7k+q0zssmMLst133zOtueZaebRgBGGrOmumTzjhxORnc02k2J5suWV7ZN0zrLnm2nkXHvrFtSoSXqFHzyrfn6Q11lgzE3zMkJPIS8kWHwQ/DC2oW+qPugOdzc/3SLEtF5IUsdQQLCpne4hnojI3GP7g++qdDTHp2Ug9hsNIxG8fk9I0esNrZEdaQ0pI0bDQpgLCkP7ougwlSTWIxe4/hqtIlh6PtKj+SROEYR1AcqOD1BjUS0REEjO0RXImUOj2pEvKMcSnq0OK7DZN9iBTmybQ+YnDzuWIjtPQDImRvuE6CVGd9r6kJ0TrWZMl4keChq1IjQpBGjoL+lyEiFB0IgjPfXlEkjHJo32BTsUwlx7PO9LLfvTRh3lyBvGLS7synEfW4vId5phjrryXpx+zsiWZH78yq4wsLQqwkYTfHjd5Q6+rg/C+JG+7L1FdKAPfzbJQ+l9psVzwns51GCSygPKI7zK04DuQgn1X6CznfI8UgwCjEvKLawWmQscwpj1EPA0pDp+I+qAuqIgamKEaaYL+ks6On9lP58LSNQobw2v3NS7nhuKGQO6R7kiQJmAMkUkpGrx7oD5Jx8YYJC6kF5KLYSmi5oeEDcERsqG8uMxix845dGMkXXkQNvSW8q+BWWtOAjS0RfT0j4bp8mFYT1oUDwmQREzPaIhqdpoEK13Srl/x01nIC5AikQ7n96Tp/MQPysn7IX0z+4jKBJQykD4JGfGa3de+xOUXCOlgEe+2225XlfFLFfkfnPf1tHqKxYMJGAsA7Maz9trrZnKWR/ErQ52ROJA9gkTCiF5Z6jR0YCadqBx0YMooEHkemgiukZfgr87k6XukqLeKiENhyd8xSFEGBgThh2VSjLJodQ1q+K7tfVt1prV+qAtl2PK+ewEEFLOmSMykCdtKkx1RFz3rCBGn6zKeEmVaIYkhYfsa2jKrzFfE6xl13bX7kX/XSNw9DoGAe/yjzkeajggckQoT91zrJDzvGcd4BpnqFJAciY4OFuHaXBgBs2kURl68DzJH7MjeBJuf32CJMOmkk2cTLb8PbrLNShXD4Tfe6F2l92Vuxzot6gXvIh2Sofy4NplCAnOtA2N1oaPyXJRFONfc0ELkR14jP53B90jRx/WB4mM5hqMsVijOBwTxCCMe58MayvIoXYMaUR9UQIgKGU5jDacOqFPOo25F/fJcnCtf9w2VSVdIwNCbtIJYhBVHpCF8NIAy/YjPUeMu03IEEqOhLb1g+JXxx7X8OAZa0xR36/1Im3MNwnCRj0Cc84+yQZbUCobvpESSM0mN9Bh5E28ZfwkEuPLKq2ZS9MNYgBBj+R44lI+WeSrz6IgDynTinfm1uqEB6cpz5DtcZ9CXFCOySIBTAI6RMLMOpKjyDAhlfJzroYF4t4GFZ8qP792989B6j0DkJfI2tCAP5beN8irrinvKjH80+Hgm3gEc4x543pAbEZb1jH88X7pIP87LvJUu/IUhKZrEMKMa+YgwEV84cIxnI5znIkw8514ZjovnS9fqF3FyQJVAL2t4bQhPx6jtCStMGZ4ry5B5lgUC7FRNqEiOKVgdTp6kZ0TY76dEIp4yP5GWMHGfi/fuKMQVrkTEwV+8g4oyv6XrDLJJTkQckce5zDqCI0lRT6YHjntcW5mIzLV3f0gg8jCw8Ez58b3D0CTFeI/IB5LpTEXqKpR1wHnZwMIv8s2V5yQQQ76yXOMIredxHfHEOVeiDBsIP66tZzqCeDbqRauLMHE+qIjnpaVsyryWaUcZl2GQncfZv/rpU7avdZ4dxZ2D5XBff91PzeFYpgORjvgDzuObdhTijbyWKN8j8tFd0CYpltdRCJzGSMmKFBWQl2mvkMp42ro/JBB5GFi0Pjeo8XQVIn1lqczbqsRDA759fP+oK47hon5AlF8cTW5YaUFPFijjCRdxxf1WF/fLcANCxBnPRv5+CBHeUf03w8xpEyXc7wykUZabI50eE6GyvQnHgdGbNeh0soz56QwRH9Th5asmy/qXAusd802w0Cm2DpEhrr2fbyRcpB/pdgTCtvVMxM9fvN0JfY23ZTIyGudtvVC8RBRQXej9FyiUcbR1f0gg8jA8Icp0aKL8rmX5xnVrnXCucZV+dgFnXmImtBXiFkd0vOVz4Lq9huReR+rcwNbLiBfMOjPnYdNo0qNEmX7pOopoUxy8++47fX9DBXlBlA/QjzI9MpttDb5f97Ps8/77a31i5AceffSxtOGGG+f9O8FkFjMl5Niax7imyjCMZ+j+3Xcd70QCkdfIA0SeHLmBjXNwo90VLZFhLq7j6CVa77ci7sXLDw0MKH8/hMj70Mx/IN6DU/ZDuxJJP8jKkeRB54UsSFFA1UJyKU1pIIZ7bOsYOseOLeLxPKknylw6zgNIIeKHshwifiifCf+SXMuwHUUZJ4JnH7nAAvNn0mgL0gg3sJDXSE/5WXNs04wwhYk4mSCZlLIkkAGzPRFtPGIXd5uOCCas+OCOO+7Kvxzo98fr6zuyHaZv1x6QPhMlyx4H5V28R+t3dM5F+ZT3ugMGihTDdeQlyvDc0EBn0i7z3pl4ugKt+RjalajMi6VtbPrMFjMlsXrF2l62dJbLkTJiQwc7ycQyO6TolxHZ7/Fn/8YAmk1fGAdHY6Z7tL6YoTHznPitaw2V/Z57JDcrTmIoGI0OiVrxYukchzw0UraL0hOX55mbCCtN5ijeS15NyNCjg2Gp3/BmCL366mvk39bp3futyv+rKp5rMhGdffa51XDztRy+XvNedyCvv/5Guuuue6p0r0v33Xd/5fdNNqe54YYbq/QeyjaEt93Wq8pDLQ1aw3zFFVfm1St+H5qxeNkhIEtlzsDdxhgBEy12bmLQrgzCAdIcZ5xxK1LcK5fNm2/2zrvAm3Sx+sU199BDD6eXXnq5ClPvGmWdNbtGebabO32lb3jzzbfkd434mQQ988xz1XD/hSpcP5Oj0G1GnWnLdSe0S4oNGgwI0RCY0PhNX0bFSAZxWfPsaJbXKgkrOBgBG+YxECZpabSMgUmKjJ7tasMY2SqN2CosJEGkavWHFR0MrpEwGIL7DWXrr5mvkDzNKAMi0tgYXDOEZqRsiOl3nzVWeZFvu+EwgLYSBjkjKmRjAwXELl9IlYRrqzebsd5yy23Z7OVf/5ojk8itt/aq3nODSnrcIK8Y2XHHnSpy+rRKP2elIokX8w5IfrZ0r732qSS/pSvSeSWva2Y6s9JKq6SlllomzTffAhUhPZLJx7I8uyCdcMJJVd5mycsiY/gMOh9mRd6bVO57KC/vTNpGmlF+QTpPPfVk7ogMsW1E4neENt54k0x0SH355VeoynadNNNMs6QVVuiZiZFbeunl8i5OdJKesUPTjjvunN91zz33zvmlq9xnn/2zpMpoXPkoL2QLNkDhuhn/tYmGFBsMEqKhWT1is4RYz+sH7S3RY3gM/JEVArMyJTZPMHSLJW4I1DOkRNuNxXAuGjUpxUYEJjZITH7wHpAwez7ka7WMJW8kOwjJxBCTPgzRkmQtD0SY0rSqRf7lgcTlWWRtSMokCJB4jx7LVxLmtZkszjnn3Nywt9lmuzTbbLNnyWivvfbOpGH/wUUWWawazq6WiQYQAckJQTz33PN5KzdESBrzOz5+2MyvP15zzXXJD5edc855leT4cCZKUiTpdJVVVs0bWpSkyLDdKhMdgnIKUgzdrXc09PUeIWEqoznmmD3tsceeOV+2sZt11tmr8nsrr4E27LbF3f77H5BXxJx11jlZEkbKfiCNRLnSSivnH1/zm9Sbbrp5Xk7oXc8997yqDKfL0vDJJ5+af8jfeyFM5VVLi+pNzkq3RkOKDQYaGl2QInJDKCUpksDMLoNhKonG8jd7B1oZASQ6pGhTBY2Z3opERyIspT0w+2ptsjRIiqQ9QGzWRiNREl5soApBFIbe1uzKFwlQGmBvSUSMcD1rizISoaV5lr+F/o4KYKGFFqwkpMPSX/86ZZ6sgAMPPChvrmDou8kmm1b5P61K77tKgrs/DzdrY2nkbAj/RTXEvbMi9VvyEry//vVvOdzdd9+T1yv7UXzDTRs3+CH80047MxOr1Sew5ZZbZb1iSYrKCKmTxBEheF8OhKWSQPBm+X0HBKn8rA0H24L5edzXXnsj52X++RfM66URMYIzCSP/dspBgN6JREyipDK4807rynUgb2fJ1q9SPv30s9V3OTf/1O/dd9+b0wlSJJ1GvenOaEixwUAjCAcMaZGR9cCADA3RSDCGcXSHyJBEZraWtGgChs7O7LPnkZLhNUlwzDHH7O+nXAGp2aDWEjczsTYrQAQmCZAonR/iJJHGtl/xLB2iobH06QhtgmAojDylT6dplxq71bhvTbUt0GJWnHrAumD+JDy7owNC+ec/p896QEPQkKS0+ddff7Mi1X5mLoyoV1119fxrjpdffmVFONNnvSTd4oILLpyuv/7G6h0+zmEMsc888+w8nDbEBmualVtJinR6Nqzw/squhO9j+KzTUF6+BRWEZ5ArFQX897/H5vTffvudvBPPvPPOn/WOQCq2STH4vfI11lirKtNaQu7Zc+Wqw/o2qw2WXXb5rFdEprPO+q8sfdqlZ+utt60k1XqSDbE2pNhguEeQjl1v7NFHwgISlokLu8EYeppoQSwag+GpobZ1vSQ/jZoEY0ht9xUEioDo80ogOkRrizFxkpAQpHiRHGnQpgp2shGmhC3G6C5tKWYPRJvJGi4bUouHHpO0aBhuiM7eL7b9IjnKl9UlJkoMaUmH9GokJEPMG2+8OW+4QIq0fRedoU0YbOEVsP3XLLPMlvWKyHO88SaoCP38qgO5tSL4mapyubgilterzmOhbFaDLElw4vPTEvPNN39WGbTO5MuvLdAsC/QO7lNbkKjZNSJH0rZOwDP8bLVmeaMojjjiyPw+r732eurV6/YsHd522+19JUU7xdtIYqGFFqkkzh6VxPtlJW2vnxZddPEsKd5ww035eZKx/MuzcHaSF0/UEWSIFCHsJ7szGlJsMNBQ2TkNjY0bpT8D32gEJBp+SIsuT6MMf5IkcuSvATNp8awZawRGQhNO3Bp1pGHSgyPxGWrTl5GQzEDTmYnHEDlmpuNZYSyVQ3AkUWupTagYfpqNJmHStSHymOChErDu2mSM4T4JS1ykKD8hYQIkfqebvpBkePDBh6TFFluiItM180SM8IoDCbzyyqtZ6iJFIQzEKQz9G6I0DDWEFd/pp5+RiYjEiHBIjEsuuVTeusvwt463LmdqA9IyKZLJjg7FBho6GWUWiPCkYrufkxTli87QhIqJINKq4TOzHTu4I7j99juwKtd3cx7WWWe9PJmCFOlSTcDQQ8qjySFqhPHH/0sad9zx09RTT5OlRmVlP8eQFGu9YkOKDYZDaGRIhwtEYw09YCv4C9MK/tFo3Q8n7rBpjOfK50t/55F25IuLMIbaiNM5v7gface5+44gfMzqRhjwW9p+IIokaGY1Gju9oeEuqSsaf728Tr7sPPNFRWKf9knLu1kT/lU2Y0GC7puwEK9n+JPAELHtwKgc5Mm7RL7ruL/OJkykQ9KvvR9josr9eCfn1AwIX3h5oLN87LEncvomVJA0EnSNtJ955tnq/It0zz33pYcffiSnTxd6xRVXV8T5Xh42G0IjSxNJpMQTTzy5GrafU40Qts2z8zoNkF790xsNKTYYDhENrSQWxyCd0glTHoWLZ7iIixOGi3icI0bHQNxrTa8ME/GU/pEmxHOOcQ6OXMQNnpeH+vnapCQadk18Ncn1CZ4hOsSI9BCjcyjD1PH0y4/4A849FyjzEu/BBUG2It7dc/Ie+Y+yAHkOlEQlqciv7OkEAuUzwvTJVkWWjNk3zJImMyOzzxtvvGklae9aEXQ9YRXlFHF3ZzSk2GCgEY2udGXjDKIRrtVF44z78TxEmNbnwXX4i4OL87gXrn62H7EhBQTiCBFv6TxTP+e8n18Zpra1E64+kvbqxt6vHNyrn6vP3RNG2nE/yME50gnirP3EW0tVES7yUr63dwv/0kUZlPdan+NcR5p1/utnIg/1Pe9Sh4f6vD7GcxGfmXW/JmnixVJC6oSYKKrTC1LsR6zdFd2GFKNwBwXxbBnHoMbVFtqKf2ijrbwMqbxJp244/ROY4VU0/rJRhnOv9NcwPe8YW9LVjbUOE+8T5/EcR++I6Ep/556N5wN1GvzqRu6ea6QmbB1H3WjdizjaQhU036sbuLDSruOtn3OM67j//XBBhP3Sq0km4o1naid8TWp12Po6zvlzdf4i/v7DR5j6Xeu81Xnol3Ydrr7nPZ0L77yOu/aTxziPsJxJNkPyci11PM/VYWv/7oxuQ4rxwQYF5QdQGaLCdBXEG/kb1Dx2FFGRHQNtpdlWXgZ33lohvcgnfRWTFhMY/OMdHFuJMo6csCZNzBqbCOEX5OloUsaEDRKMZ9xrJYVS1waK4oUXXkqXXXZF1tVpkP0af//nwmrocS0O+kITKC+++HKetTW7TbdH14cMqhRyevUQuSbYfvmryS0IrnY1mQQRS8uz0RFE3st36xdf7RflGvfiOU75mIiJzqUM4zy+Vfj3y1edl37vHmRXuxERww0pxvDIRyaxqAxdhahQg5q/gUFU8KjIkXZ7KCv6kEaZN5MSZoct2+MvT5GvcOEPjr4XP6YkzEuYrnj/iFMYK1gYa5eTB2V8vnuUlyOHGMC64RlnnDmvHgGNXuP3bBAWYnKsyaqfFMQI2a/amXU1eeCX8JzbwBVpcJ7h+ie/2tXbd0UeDd9r8qyJsSYiefa+4VrfjYtrcIxycwwnnJ8O8LMFjOFdt94vr2tXv0Oddp1nxzrdmhjrshjxiLHLSLGzhRcVYVCgkrAvY5bhg/vQjl0F+YqKObgh3xp6pDegtPl79+gQhlQeA5E3zjniMoTyDjGUljd+rvkLh7hIh8K79r2c83cOwrpmfOx3W4LoINID4eJ784tZWGArN/30M6b7769/LQ88JmwAWQH/mrRIZPXvxZg4MIHArIS0aVkeA2w2eq1AKnVZIKAg3Y7X5/a+HX/vzlzIj4O1Fc57s9u0RJF5U5RNCX5RRm1BvgPOpRPvNKKhU6SogDkF19nC83x7H+yHoCKzJTOEizwNalxtId6xRFenESjjjfO20uGnkpekUDb2IQF5iHKxxpgR8Q033JAlPzvW2OiBnZ8dbOxuw98w1M92WkLGj+E1m0ZG0gy5wQoTPydqaSC7OobgSNXzVmkwxPZrenaHQbxBpDpGq10YkyNZtnPTTvvPSoLaK+9gc/zxJ2aTE/l+5533smH0kUcenY2n/ahTSHPeyfDZKg4G27Wf3Xrer/JBKv02vfzyq9kAmynKXXfdnf3qb1ITYv3Md9nk5ZRTTsvDeKY8wsivZX9nnXV2NoMhZft2fqReXJYS+mnSF16of7LzggsuTIsttni66qqr8/OW1d14403Z2ZAClI+VM6EqYEfIzOaxxx5PN910c/Xe9S8eekfp3HJLr6wakEczxHSB0nvggYdyHP3eoSHFgYIC4zrbIKOixAdwHa68HhDKZzoSfmAgrtbK0ZoW15UQX5Rva9oQ90u47up8tIV43zIPjLL9PjAi00D9jrOleZbTMSiOH8V3n5Ex8mRsbTMH56OOOmomUpKltbp+rAnp2QjBrjvIz/DcjjZIdcIJJ6ykwOkzgQZIdzZ8sEwP0SCGv/992rxpgeVpVmkgQEVkdxc7vTAbmWSSySoJsF6+ZwgJzEzMotr8AJkiVitV4Mknn8rL2MSx6KJL5PXLCKkVCMmMLGPvueeeL+266x7ZDvH88y/IG8HaRGLNtdbJxMrWjxmLvNhFZ7rpZsj5428VzG9/+/u8csYa6d12270q0/WzoTiDb0SNfFdbTZndWRH+uznepZdeNu+8M9FEk+S8I8uLLro4h7OG2fMMsG06K01G2Zb38VNG8Y1HNHSaFJFhSCqDCvHEcAvKRscF6XbHDxR5ayWoQUXru4frTmgrT1QXtgiLdcsmThCY72rnG8vrSIJWYCBImzMgUvHQh8WPuluja6OIWJlC2rSJg+GhzQ9Io9Yz27TBbxP7WU6IPPlR/nXWWTv7kcwsSSPRMZy2MsO6XCswrLqwsuSww45IU031976EV39LQ/yvMnGMNdY4mfwQpBUaXtt2Xojw/PMvzISHbBk7m4SxPyFTFJIXkttiiy0zSdnogT6SJIak7Zaj3Ujf8r5eve6symSDNOYYY6eTTz6lItDd09zzzJeefuqZvNmCddb2ciTF/fvgQyvJ88q8DG+eeeZPr736ejawpiq44oqr8nvPMftceYXNaaednonRypUnnng6r3W2dtmmDcrARg+XXnp53sBh4YUXTf/733GZ9MG7ciMauoQUww0qxENCUEmicoeL+1xcdycEIXZV3sp3L113ReTNcLVHjx4V0eyVry2tI/GBPQ0Na5EiPaF71jIjNcvsEB6pz+y1nV1siWXSBQyVkaJh9zLLLJMnE+gj6c48G8vZfANAyobiQFJEAnaAAXv8kfCQGonMdl1WoNiqy8oLkpSJE2AnuNFGm2TJyawzMhIWYkkfXaVlcaQzM9X2E0Re7jFgttTN/ougnJCtrcGQ0aWXXpb9b7v19orA5k4XXnBJ2m+/g9Ps/5orvVMN8S+55Io0z9wLpEcfeSLfW2bpHun556rhdFXc99z9QPUOp6TVV1s7zTrL7OnJx59JDz34WJXX2dJ5512Uvvj8q7TIwounvffaL6ex/fY7pUUXWTJdfdUNabJJp0z77XtgeqIiPksJbVBhlYp8I+hArVdsSHGgEWQVrqNobejOkUv4BcnGdYSP6+4E790d8zWkEO9OUkRyJDl+8QPuyodESPrz28XWHVvf7PdB7FJjzbEfRTLURoCkylFGGSXrHMGRlOlnP+23aCbaWmXpMddBqBCjDOFJqPLgx96Rmp1sDIsNG63dvfba6/M63WOOOTY/YzkbYjQrjBQ9S1Ik6dmwwdrlEkcffUye1bZxA1gK9+67H2S9oa3BzFaT6uytOP/8C+WJGujd++0sXdptxw41cHuvu9Kcc8xbEda1lQR4WCbI11/rnS668LKK8OZId915b7ryimvSYosulZ579oXU+8230zprb5C223antMfu+6RZZp49PfjAo5kUp5n6n+n0086uSPGbtPhiS6dddt4jp7HdtjtU+Vi4iufaNOUUf08nHH9y9g/Y4WammWbNJAneX1kgxhERXTLRwg0M2iKS0s8512DYAd2gLcIMcQ2Z7UhjLz8zpzYooG9kb0gSNPGCIM0sGy4jRXpA+/wJbzMGO+gw07E7zLjjjps3M0By/G3zZV9Au72YXCv10fGDWOedd2GerJhiiinzags7YVuLa8cX63YNe+3/R69mQiV0jaFTNElhOGlHm3vuqfcFNPEA7Cn/9repM+FuvvlWeRuxt96qJzKiWpM07UI95ZRT52G4jR9IYoamtgizX+Jdd96TDj7osLTmGuulZ55+Pu2w/S5p0kmmrCTCl9MZp5+TJp5oinTt1TdU0uQdaYbpZ0knn3RGuv66m9NfK2Lbeqvt0zZb71ANt8fLBHrfvQ+lSSb+azqxkiA//+zLNPdcC6SNN9oi52WzTbdKs806Z3rg/kdTj+VWTnPNOV+Wduk0SYkmXkiK//nP0Tk8MtQWy91tRiR0CSkOLNoixbh2bJUUG3Qv+C6t34akZhsuu9ggKbPR9ko0XLYBgf0IDXntWmM3HLvb2O7Kdzb0tpO0bcjAkFh4w2k74tA1Il0QPz0jiZDUCeIIUmS6Qp955ZVXZf2d7bHsAoMIEQF9HWkQER9yyKF5IuS0087I0pxXClKkBzzssMPzBE2/dOp7SN8O3Msuu1xe1uZ5s7o1mUSnXs9w22bMtmFrr71u1vvxtyuOjWnXWpOOdJt0y8290meffpEOOvCQ1KPHStWw/9VKcrwu9Vh+pere7emNN96uwq5bkduWeTi91VbbpZVXWj1LgvPPt3A65eTTs7RIyiQFfvLx52mFFVau3m3r9FWVrx132LUaPi+RXn75jYpgbWP2r7wzNl2jySB2nAjeRrp126w7gBG1DXaKFAcX2mp0DRp0Bu3VpwH512YptRTaWif5ffJJ/VsowoDbwiC+IGkE+uyzz2UzmhKI388TUAN4RqdCOuUQrPt2oWEaVEWXdZ5PPfV0Jir2ivScJlToOR2ZpN3e644cTlxmw+2yw9zm8cefqDqIB6sO6ssqru+Snz9l2uQHusSnAyCx61C8CxcdQPnOIwq6JSk2aDC0UZNBP0Jw3RGCiDBBpIF4HgmV8QZawwapOg/ShTJciTreGn6fOVCGN5kZ8QZcx7POEarrcO2lNzyjIcUGDdoAMihdRyFskAkXpFP6lfdanXBxDo5IMcLXUly96sl5+UwchS3jiWf5lf7OIw5hIm5H5Mh/RERDig0adCFKsgsC4gelfxnOeXsunkNUroOwgrxKAotw7oUL/0gznuHCvwwrTPkcN6KhIcUGDQYCQVZcW9eB8AtiKYmHa71f+pUE1Rom/CM+rgwXzwbxlXGVx9KfK+OK5+P+iIaGFBs0GALoanIJMitRXrd1f2DQmWeHdTSk2KBBgwYFGlJs0KBBg75I6f8Bj4Fh0f+acGEAAAAASUVORK5CYII=)
Electrolytic reduction of ![A l subscript 2 end subscript O subscript 3 end subscript](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC4AAAARCAYAAACilZ5PAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAMyZLetQAAAcVJREFUeNpjYMAPCgjIfwNiJgbygB4QzwXil0D8CYgXArEWAxVAOBD/AmIWHPIqQHyJTLNrgXgDEJtCPQ7CAUD8EIjNKXG0INRRu6EGYgMg8eVkmF0NxDNxyDkC8QVKHA4yOBKI44F4Cg419UBcTqK5akB8g0Dy+gQNOJKBJRBvgbLFgfguDnWr8MQGLtADxDkE1IBi2ZZUR4PS8xkglkUSOwfEGljU3gJiaRLNvwLE8gTUPAZiPlIdDor+EjSxViDOQhNjgpYopABi9IAC7gOpjtaAhi46sAfiTWhioJy/n0Tz2aDpFx8IBeLFpDr8MBD/x4HRi0VQxp2Pph9Z7VFocYke4r8IZMyjaMUhspmg0sYNXUMaEE/AYyCo2PNC4k+C6sGVJLJwxB4o0yfi0FeJp5iEpYiHyAKS0DKbB4+mZDSPrUPzCDbwA0eldQNazMJi0ACaPGYSkUfeoRdrPgQ0SUNLERgAGcCBRz0oXxzEIScLrepBZrwG4qXQIhgfEIbWJ4kMNASS0LSqRCXzYOk8lpaOVoOmY0kqm8sHLZbTaBXS28ipPEgAP2hh6DYcNSy1gC20Vqc6wFb+U8tMUEjvQG4uAADDVWKUlC1aMgAAAJh0RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bXN1Yj48bXJvdz48bWk+QTwvbWk+PG1pPmw8L21pPjwvbXJvdz48bW4+MjwvbW4+PC9tc3ViPjxtc3ViPjxtaT5PPC9taT48bW4+MzwvbW4+PC9tc3ViPjwvbWF0aD76yadlAAAAAElFTkSuQmCC)
Electrolytic:(
+Cryolite+
)
Cathode: Carbon inside the Fe-container
Anode: Graphite rods
The function of fluorspar(
)is:
Extraction of aluminium can be understood by:
![](data:image/png;base64,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)
Electrolytic reduction of ![A l subscript 2 end subscript O subscript 3 end subscript](data:image/png;base64,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)
Electrolytic:(
+Cryolite+
)
Cathode: Carbon inside the Fe-container
Anode: Graphite rods
The function of fluorspar(
)is:
chemistry-General
physics-
In the following nuclear reaction
, X will be
In the following nuclear reaction
, X will be
physics-General
physics-
When
decays to become
, the particle released is
When
decays to become
, the particle released is
physics-General
physics-
The binding energies of a deutron and an
-particle are 1.125, 7.2 MeV/nucleon respectively. The more stable of the two, is
The binding energies of a deutron and an
-particle are 1.125, 7.2 MeV/nucleon respectively. The more stable of the two, is
physics-General
physics-
Observe the following statements regarding isotones
i)
and
are isotones
ii) Nuclides having different atomic numbers (z) and mass number (A) but same number of neutrons (n) are called Isotones
iii)
are isotone
Observe the following statements regarding isotones
i)
and
are isotones
ii) Nuclides having different atomic numbers (z) and mass number (A) but same number of neutrons (n) are called Isotones
iii)
are isotone
physics-General
physics-
A current carrying loop is placed in the nonuniform magnetic field whose variation in space is shown in figure. Direction of magnetic field is into the plane of paper. the magnetic force experienced by the loop is
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)
A current carrying loop is placed in the nonuniform magnetic field whose variation in space is shown in figure. Direction of magnetic field is into the plane of paper. the magnetic force experienced by the loop is
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5dSsuWLU3ujSwsLJg8eTLnz5/niy++wMPDgwEDBjRY9kZTp9HmzgkhuHz5Mm+//TY6nY6FCxfWu1acIcnPzycuLo7Dhw+bWpTqoy2nTp2Kq6srmzdvJjc3Vwl9G4hGudiqj8StW7eO9PR03nrrLTp27Gg2CgQ3SxKnpKTUqYywsfDy8uLJJ58kJyeHjRs3UlRUZGqRmgSNMu1HCEFqaiobNmxgypQp9OvXzyzmQbdiZWVF+/btadeunalFqUalUvHII48wfvx4kpOT+eqrr7h27ZrZKHljpdEFFmRZ5siRIyxZsoT+/fsTFRWFtbW1WXkhuHmg8eTJkxski7s2qFQqoqKiOHv2LJs2bcLNzY3Bgwdja2tratEaLY3KEwkhOH36NEuWLMHV1ZWnn34aR0dHs3pI9VhaWuLk5GTQWnaGwtramqeeegp/f38+++wzsrOzlflRPTCvMdB9EEJQUlJCQkICxcXFPPPMM3h6eprdME5Pbm4uixcv5tChQ6YW5Q9IkkSbNm2Ijo6mvLycNWvWcOnSJaVGQx0x+BOoP5vI0FRVVfH1119z4MABxo8fT48ePbCysjJLLwQ35b18+bLZzjn0R1vGxMSwb98+EhMTuX79ulnKau40igRUIQS7d+8mKSmJQYMGERYWZvaLhW3atOHRRx/Fz8/PbBVdpVIxZMiQ6nC8p6cnI0eONMs5pjlj9gmoQgh+/fVXVq1aha+vL5GRkUatoGMo2rdvT2RkpEmyuGuKPjVpwoQJ5OXl8emnn9KpUyd69eplNovWjQGzX2wtKCggPj4eGxsbJk6ciKenp9krEMD58+fZsmULx48fN+shkn4hNiYmBkdHRxYuXKhUVK0l5jkr539HQG7ZsoXs7GxGjx5NUFBQg1TqMQRFRUXs2rWL7OxsU4vyQCRJwt3dndmzZ5Odnc2bb76pHG1ZC8x2K4Qsy6SkpLBz507CwsIYMGAAdnZ2jcIL6TH1nqLaoFKp6NOnD6+99hpbtmzhk08+UZSohpilJxJCcODAAdavX09gYKBRjj4xNv7+/rz55psMGDCg0Si+hYUFYWFhzJ49m9jYWPbs2aOEvWuA0TxRXa2YEILs7Gw+++wznJycGDt2LO7u7ma7HnQvdDod5eXlphaj1lhZWTFx4kQeeeQR/vWvf3Hu3DnFIz0Aoyag1sUCFxcXs2XLFoqKihgzZgwBAQGNMlJUUFDAqlWr+Pnnn00tSq3QlyaeO3cukiTx/PPPo9VqFUW6D2Zl3rVaLdu3b+e7775jyJAhDBw4sEGKHxoDfRnh0tLSRvcASpKEh4cHixcv5vDhwyxYsECpqHofzCbELcsy+/bt47PPPqNv376MHDkSBweHRjOfuJOWLVsSHBxskpp3hkCf0bBs2TI+//xzkpKSjJaN0tgxmwTUzMxM1qxZg6urK9OmTaNt27ZGlMz4+Pv789prr9GvXz9Ti1In9JHFxx57jGnTprF8+XJOnDhharHMEqMpUU0tlhCCCxcusGnTJkpKSpg+fTre3t6NLpBwJydPnmT+/Pn89NNPDdSj+J+n+P3eCyEQvw/D6uJFJEnC3t6eKVOm4OHhwZw5cygrK1O80R2YfJ2ooqKCnTt38v333/PXv/6Vvn37NnoFAigtLeXo0aMNVEZY3NQbvbJw8zeoulHM8bQf2fzFJnb9cJiLxdeprSgqlQo3Nzdee+018vPzeeGFFxQlugOTLf/rLeOBAwdYsWIF4eHhREZGNpqMhAehL2ls/IItgtKiQnZtjufbn3IQssC3Zz/CBwbyTdxCdmZpGR0VSScpm6+3nOLhAf3p6n/vCkS3ei0hBLIso9Pp8PT0ZNGiRcyYMYPly5cza9asJmHsDIHRntgHPTj6UlexsbF4e3sTExPTpLKHfX19WbBgAT179jRiLwKhK6Ow5BSn3Ufy6VPdkISWn1NT+H8zosm17sLfX3uPSYMDUKkefF+FEFRVVXHkyBESEhL44YcfyMnJqTYErVq1olWrViQkJNC9e3cef/zxJvN71QejbYW4nwUWQlBYWMjatWs5ePAgnTt3ZsOGDQwbNgx3d3esra1RqVT3+L5A1unQaKrQyQILSyssLVRUaSqoqNCgUlugVqtQqS2wtrLCVL+xvb09nTp1wsHBwYi9SIjK6zhWnWLQw39FlgWSAGv5Og5WlQwe1IOIR/yA+w+x9R6nsLCQV155hd27d6NSqRg1ahQTJ07E2dmZy5cvU1xcTH5+Pra2tixbtgw/P79GuRBuaBq8xoIQgrKyMnbu3Mn+/ft55plnOHnyJLGxscTFxTFq1CjGjh2Lr68vtra2f/jRha6Kc7kZ7Ny1h9wLZXTp+ziDQzuzZ91ilq/fg2/vvnh3dMPLN5Axo/8Pe0vTaNEvv/zC7NmzmTlzJpMnTzaaxVbZtqFY3YOv4zbjOC6Mqou/seHbHVzzDKVn10D2/XSCPwW6o1apkISErZ0tlla35/PJssyJEycYM2YMlZWVzJ49m2efffaua3SyLJORkcGcOXNYsGABy5Ytw9HR0SjX1lho8AmIRqPhwIEDxMXFMXr0aGbNmgXAb7/9xtq1a/nmm29ITU1lypQpRERE4OzsfNs8qfzszyTvO03/sCgiXe1I27WRDxeuYvVn+3g3aQdjH/p9q4TuBsKEBlKlUjVMGWHJks7efkwaXMLmuKWcv1qOa5ehvDv7/3AVBWzbto1FqZW0srfFzsmbIYMH0tn7fxWI9HUrpk6dioWFBZ9++in9+vW7p+wqlYquXbsye/Zs5s+fT2xsLC+99FKjSw42KMLA6HQ6sX37duHq6irOnDkjZFmufk+r1Yr09HQRFhYmnn76aXH16tXq92VZFlqtVhw6dEhMmTJF+Pv7ixdffFFkZWUJrVZb3Ub21ljxw0+/iGs3NEKWdeJK4UkxuLe/GDB9iSjVaIXulv5MSVpamhg/frxISUkxqRyyrBUlV4pE0ZWrQqP9473RaDRi2rRpwtXVVezevVtUVVXd9pvdi9LSUrF69Wrx6KOPiqSkJFFRUWEM8RsFDeaJdDod+fn5rFy5EhsbG+bMmUOLFi2qrZckSajVaoKDg3njjTeIi4tj3bp1yLLMc889h5eXF2q1mo49+pH2UwEOdlbYWwn2bViOxqUvg30kTp78DZfWLbFUSwjUtG3XFosaTKiNQUBAAO+++y5OTk4m6V+PJKlp5dTmru8JIcjJyeHw4cM8/vjjBAYG1jg6am9vT1hYGDk5OXzxxRf4+PjQp0+fZjk/apDAghCC0tJSNm7cyLFjx3j33XfvmQ6jPzLx+eefR6VSsXbtWpydnYmJiaFt27ZYtQ/m4a5ppP64lzN5eWisAoj9+Em6tC7no48SsWrdnhY2FljatWb4iGE4WJlGiQoKCti4cSPh4eH06dPHJDI8CFmW2bJlC5cvX+aZZ56p1dxGkiQ6dOjAmDFjeOedd4iLi8PFxQUPD4/mN6wztGvT6XRi27ZtwsXFReTl5QlZlkVFRYX44osvREhIiIiLixM6ne6BQwadTicyMzPF2LFjRXBwsNixY0f1UEOWZaHT6YRWqxU6ne6Wl1acyzslThdcFFqdXKNhibH48ccfxUMPPSTWrFljMhnuhyzLoqqqSoSHh4u2bduKzMxModPpat2ORqMR27dvF+Hh4WLu3LniwoULRpDWvDH6fiJZlklPT+f9999nyJAhTJgwoUbbJFQqFQEBAQwbNozr16+TlpbGtWvXgJtWUKVSoVarUalUt7zUuLp74dmhLWqVaY6Z1GNpaUnr1q2xt7c32xV+/UKqnZ1dnYdhlpaW1aWJDx8+zNdff92oDlsWQlBRUYFWq61zG0bP4j516hTvv/8+vr6+zJo1Cxsbm1o93IMGDaJz587k5uZy9epVY4hrFNzc3Bg3bhw9evRo8sMbGxsbhg4dysCBA9m1axf/+c9/0Gg0pharRlRWVpKcnMymTZs4evRo9daV2hg+owYWrl27xqpVqyguLub111+vU6krvTUvLy+nqqrKSJIaHhsbGzp27GjywML9kCQJGxsbbty4Ue9t4M7OzkRERJCXl8eGDRtwdXUlKCjIQJIaD51Ox2+//UZaWhrOzs4EBgbSu3dv/P39cXZ2rlEbRg0sJCUl8fnnn/PSSy9hYWFBVlZWrZUoOzubM2fO4OPjU71V2RCW3djeITs7m5SUFEaMGIGPj49R+65re7Is4+7uzsGDBzl58mT1ELkubQohsLS0pF+/fqxatYrVq1cTExODq6trneSr7Xdq8/lbPyvLMtHR0YSEhLB//3727NnDDz/8gL+/PyEhIQQGBuLh4XGfDBqQhIEH7LIss3XrViZNmoQkSVRVVTFs2LB7hk7vd/FCCPLy8jh27BheXl74+fk9cKerMZSjLm3euHGDoqIiXFxc/iCzuSgRwNmzZzl06BAhISG4ublVz43q2qZGo+HIkSNcu3aNQYMGVdcJvOcDWMu/G+MzeqqqqsjJyeGnn37iwoULeHp68vDDDxMVFcWgQYPuOW80uCeSJAkvLy/GjBlTffBWXestwM31lrCwsNvWkxoDt9qmW0P9dfm+MT/r5eVF//79q/9/r9y62rSv97wWFhZ1ro9hCNte0zb0IyedTlddT0IfrBK/5xXe77kzuCeCm9aosLCw0VQrNSXGUhZjt12X79T3UTNGf/roXHp6Ovv376+uWOvr60tISAg9e/Z84OkjRlEiBYXGwvXr11m2bBlHjhyhdevWdOvWjV69ehEQEECbNm1qNIpqGjvgFBTqiEqlokOHDri7uxMUFISvr2+tTxxRPJFCs0aWZSoqKrC0tKwOftU6MqgokYJC/Wh+KbcKCgZGUSIFhXqiKJGCQj1RlEhBoZ4oSqSgUE8UJVJQqCeKEiko1BNFiRQU6omiRAoK9eT/A5kByDKz4ILHAAAAAElFTkSuQmCC)
physics-General