Datasets:
ahmed-masry
/
unichart-qa-data

Dataset card Data Studio Files
xet
Community
3
image
unknown
query
stringlengths
18
185
label
stringlengths
1
755
imgname
stringlengths
5
99
sample_id
int64
0
157k
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"
What is the largest value of Australia at position 3.0 ?
1.34
55833.png
800
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"
Which two x-axis labels of Cabo Verde have a difference of -0.9 ?
1993.0, 1995.0
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801
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"
What is the sum of maximum and minimum of Latin America(all income levels)?
102.93
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802
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"
What is the value of Norway in 1991?
93.83
OECD_CHILD_VACCINATION_RATES_CRI_FIN_NOR_000063.png
803
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GDV3LW7du7cpxUn5+fo3baNGihevzqv9N37x5s5xOpzZs2OBadvKNddU32FX/A1pV1f/c/uUvf1FsbGyN661du9b1+cmzUiS5LlExTdPjP6BOlltS9X2rus8nVS1CaspRdZ3169efcVv//Oc/XX8MnYuT38Oq39cWLVrIMAxJNX9vT/5BLlX/Hp38I2zjxo0qKys77bFOPjeGYbj+GD58+LBbOU8+jmmauu+++/TAAw9ozpw5CgsLq3ZGjTtOfc38/PPPbu1Pdna2a79ODlAsqU4HzO3evburKOnatasGDRrk9s9ObV6n7mjevHmNn2/evFlSza8Tb/5Mn9zW3r17dfvtt+tvf/ubPvroI1188cVnHDg6LS1Nkqpt093X4Eln2+9T1fQzdnKZ9P/+sK567PT0uTuZp+rPbW33rzZ8eVytypPj1KlOvuYtFosSExMlnShkcnJytH37dh07duyM+yFV39eqqr5ef/e73+niiy92e79Oqs2x5dTn9GRewzBcnx86dEg7duyo1e+b2hwfvHk8BgAA8JfzYoyhk5o1a6bHH39cf//73+V0OrVx40ZNnjzZq48RGhrq+vzkG1ZJrrM+QkL+X9fmdDpr3EbVsTNO/rdWOjGOht1ud53OLp24nEtStWV79+6tcbsnx9o4m5Nv+iVVG1Oh6ucn/1taW1XP0qq6byfLD09zVM1Tdbunrn8uTn4Pa/q+SjV/b6vm+uSTT/TZZ59JkoqLiyWdOCNi//79atmyZbXHqunMjzO9Xk517bXXauXKlfruu+9kmqa2bdumbdu26c0339R9991Xq8HXT33NuLs/Vb/PVfel6mvb107NXpufndq8Tt1Rdb+rPh8nH6fq8/rPf/5TFovFdZZB1VyncvdnetiwYdq+fbvy8vJUVlam9evXa/369Zo9e7aeeuqpGqepP5m56uvd3dfgqduQat7vU7n7M1Y1h6fP3anHiVO3622+PK5W5clx6lRVn5tTv29V/5lS9baq+3HyZ+3UAbLdfb3+mtocW+x2u+usqFMznvq81+b7U5vjgzePxwAAAP5yXhVD0onLX/70pz+5CqGFCxcqPj7+tEFdq755Pqm8vLxOMlZ9nKp/tDZs2FDR0dGyWCyu5S+++OJpb4hr+oNHqnmfalL1v+1Vs1T9/NQxmNxV9X5V963qm3dPclQ9q6GmM3BOOtNzUNPje0PV/b3mmmtcZURV3p7RKSIiQhMnTlROTo6++eYbrV69WllZWTJNUzNmzHCNf+WOU58vd/en6mx1Vb8fJy/jOtvjnHQu35dTt1mbn53avE7dUXW/q27j5FkdVR/v/vvv10UXXfSr+3K25adKTU3VrFmztGHDBq1bt04rVqzQoUOHZLfbNXv2bD3//PNu70ttnG2/vcHT566u+fK46m1Vf2ZP/b5VLd2q3lZ1P07+rJ3KG9+Lqs/R2Y4t0dHRCg8Pd+UsLy935Tr1ea/N96c2xwdvHo8BAAD8pX68o/aym2++2TX7jFTz6fQn/7NZ9c3mwYMHfR9O1S9nqPr5hRdeqJCQEHXq1Mm1rKKiQgkJCa6PWbNmaceOHef0+Jdeeqnr80OHDp32uWEY1dapjarjj1Td9snBSquqOl5MTTkkuS6DqXpJwqnjdDzwwANatmyZpOr/sT75va2oqKj232JvqnoJW0FBQbXv1cnZsTyddvrk/U7+13///v1as2aNPv74Y7377rtq06aN7rzzTk2ZMsV1CUdFRUW1mZl8tT/p6emukmXfvn2ujGcaQ6Xq9+XkYMGSd3/mavOzU5vXqTv27NlT4+cnH6fq82q326vlWrZsmduDXp/JxIkTtWXLFlcxPnv2bNdz7o2zVM7kbPvtDb567qr+XJ58/W7dulXbt2/36D6+PK5628nvVUVFhes1HxUVpTZt2uiCCy5wFfFVfz9V3afa7EdNz9nJmSVrUptji2EYroknqmY0TdOVvUmTJmrTpk2tft/U5vjgy+MxAABAXTkviyHpxHTzNV0+cdLJN4mHDx9WVlaW9u/fr6+++qpOsn3++ec6dOiQfv75Z33//feSpG7durn+qP3DH/7gOoV+3rx5Ki0tldPp1DvvvKMNGzac84C+N954oy644AJJJ6ZcLikp0a5du1zTCg8aNMjjsVYGDhzo+qNi4cKF2rdvn9asWVNtZqST+5Oenq6BAwdKOjGG0N69e2W32/X5559LOjFF9skzvU4OOC2duMRpz549Mk1Tn3zyiY4cOeL6fnbq1Ml1lsh3330nu92uDz74wOtjTZ104YUXqnfv3pJOjE9xcmyKffv2aerUqTXOhuauk2NqFBYWqqysTAsXLtSXX36p4uJivfvuu67ntLi4WEeOHJEkZWRkeDTga233JyoqSr///e8lnRjs/d///reWLVtWbWajqmJiYlzTRv/0008qKCjQxo0bq41p5A3u/uzU5nXqjtzcXM2ZM0f/+9//XLMnxcfHuwbsHThwoGvg2k8++cRViG3YsEFvvfWW2rZte077nZ+fr9dff931R+yBAwdcxagvy4iz7bc3+Oq5a9y4sauAOHTokEzT1LRp05SVleXRfXx5XPW2efPmadmyZfrXv/7lOitn8ODBioiIkMVi0QMPPCDDMHT06FEtX75cTqdTixcvlvT/BlZ2V0pKiuvzQ4cOqaCgQM8888wZzy6s7bHl3nvvdZ2htnDhQjmdTn355Zc6fvy4QkJC9MADDygkJKRWv29qc3zw5fEYAACgrhimaWZKGu/vILX17bffVptePiMjQ1OmTKm2TkFBgcaMGaP9+/dryJAhuvvuu1232e12/ec//9GaNWtUUVGhbt26qXPnzpo6daprneuvv14DBw7UqFGjqm23c+fOatu2rd5///1qy8ePH19t2nnpxKw97du316effupadscdd2jDhg3Kzs5WgwYN1KdPH917773Vxi/IysrSvHnztGnTJjkcDsXHx6tDhw4aNmyY6432zTfffNp/I0/dzzMpKyvTW2+9peXLl+vQoUMyDEOtWrXSgAEDdM0110iSPvzww2rPx0nz58+vNmDnqXbv3q1p06bpxx9/lGEY6tGjh0zT1Ndff+1a54knntAVV1whSfrss8+0aNEi7dy5U9KJ//D27dtXgwcPrjbGhN1u15tvvqmVK1fq4MGDiouLU9u2bTVy5MhqA9+uXbtW06dPV15enhISEjR06FC9/fbb2r17d7V9+M9//qPVq1dXy/7UU0/piSeeqLasR48eio+Pr/Y9rLoPFRUVeu+99/T5558rLy9PVqtVjRs31g033OCajj0zM/O0x/rnP/+piRMnVrssSzoxu1F4eLi2b9+u559/Xjt37lSDBg3UokULPfLII9q3b58+/PBD5ebmqqysTCUlJWrUqJEuvvhijRgx4lfH+XDnNePO/kgn/iv/7rvvauHChTpy5IhSU1M1dOhQ/eMf/5AkXXXVVRo3bpxr/T179uiFF17Qzz//rKioKF1zzTU6fvx4tef1scce0/Lly097ru677z6FhobW+HpcsmRJtbG/3PnZkWr/Oj1Vbm6ua2ao6667TiEhIfrqq6/kdDrVpUsXjRo1qtrr8tixY5ozZ47Wrl2ro0ePqnHjxmrevLluv/1211kxnv5Mf/TRR1qxYoX27t2r8vJyORwOJSUl6YorrtCQIUNksVhq3PbkyZN1//33V1vWrl07Pfjgg6cd9yIjI7Vw4cJa7XdNj1nTz9h9992nRYsWKS8vr9ry999/X7GxsR4/d2fav1deeUXSiQLnjTfe0KFDhxQXF6fOnTvr0Ucf/dVLf37tPu4cV8+kpmPEfffdp82bN3vlODVhwgStWLFCkjRu3DjNmzdPe/fuVUJCggYMGHDaWDibNm3S22+/ra1bt6q8vFxWq1Xdu3fXXXfd5Tr+15S5Y8eOevHFF6stmzx5spYtW6bjx4+rSZMmuvHGG6vNMnaqmo4tQ4YM0dNPPy3p9GPLgQMHNHfuXH333XcqKipSeHi4OnbsqDvuuOO0mcHc/X3j7vGhQYMGHh+PAQAA6ouALYYA1D+HDh3SkCFDJJ3+x9v5pmpBctNNN+n//u///JyobgTrfge6qsXQO++8E3CFxd69ezVixAhJ0m9+8xs98sgj/g0EAABwHjlvLyUDAACBZ+bMma5LE0+qesZn+/bt6zoSAADAeY1iCAAA1Bvl5eV6//33lZubK+nEwPtz586VdOKy8f79+/sxHQAAwPmHS8kAeMWnn3562rTorVq10vTp0/2UyHe++OILTZw4sdqyxMREzZs3z0+J6kaw7negGz58+GnjNz366KP1tmD59ttvtWDBAuXk5KikpEQVFRVKSUnRFVdcodtuu801ADgAAAC8g2IIAAAAAAAgSHEpGQAAAAAAQJCiGAIAAAAAAAhSFEMAAAAAAABBimIIAAAAAAAgSFEMAQAAAAAABCmKIQAAAAAAgCBl8XcAd9lsNo0fP9719WWXXWZ++OGHlf5LBAAAAAAAEDjCwsJKGjdu3LDqMsM0zUxJ4/0TyTNFRUWyWq2qrKQXAgAAAAAAcMf+/fuVkpJSbVnAnDFUk5AQroQDAAAAAADwFM0KAAAAAABAkKIYAgAAAAAACFIUQwAAAAAAAEGKYggAAAAAACBIUQwBAAAAAAAEKYohAAAAAACAIBXQ09UHsl/27NFPOTk6cOSI0lJT1bZVKyUnJPg7FgDUa06nUxu3bdNPOTkKDQlRh/R0dWrbVoZh+DsaANRru/ftU9bOndq1b5+SExJ0QevWatWsmb9jAUC9tzUnR1uzs2UvLVW71q3VMSNDDaKi/B3LqyiG6pijvFz3PvmksnNzVVZeroqKCoWHhSkuNlb9evbUX0aO9HdEAKiXvlyzRs/Pnq0jR4+q1OGQJEVGRKhpXJzGjR6tSzt18nNCAKifnnjpJX2zYYMKjx+Xo7xcYRaLoqKi1CkjQ5OffNLf8QCgXtqem6u/Pf+89h08qDKHQ07TVER4uJo0aqQRt96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AIEhRDAEAAAAAAAQpiiEAAAAAAIAgRTEEAAAAAAAQpCiGAAAAAAAAgpTFXw/87rvvKisrS4ZhqHXr1rrjjjv8FQUAAAAAACAo+aUY2rp1q5YvX65XXnlFkvTggw+qU6dOuvDCC/0RBwAAAAAAICj55VKyzz//XJdeeqkMw5BhGOrZs6c+//xzf0TxO5vN5u8IABBwOHYCgGc4fgKAZ87n46dfiqEDBw4oPj7e9XV8fLz279/vjyh+N378eH9HAICAw7ETADzD8RMAPHM+Hz/9NsaQu2w22xm/AYZh1G0YHzlf9gMA6hLHTgDwDMdPAPDM+XD8HDt2rPPf//53tZOE/FIMJSYmKj8/3/V1fn6+EhMTa1w3MzNTmZmZpy232+0yTdNnGetKTEyMiouL/R0DAAIKx04A8AzHTwDwzPly/AwPDz/tyjG/FEP9+vXT1KlTddddd0mS1qxZo5EjR9ZqG9HR0b6I5hcNGjTwdwQACDgcOwHAMxw/AcAz5+vx0y/FUMeOHdWnTx89/fTTMgxDPXr0UKdOnfwRBQAAAAAAIGj5bYyhwYMH++uhAQAAAAAAID/NSgYAAAAAAAD/oxjys/N5yjsA8BWOnQDgGY6fAOCZ8/n4aZimmSlpvL+DAAAAAAAAoG5xxhAAAAAAAECQohgCAAAAAAAIUhRDAAAAAAAAQYpiCAAAAAAAIEhRDPlBbm6uTNM8bfnBgwe1e/duPyQCgPrv+PHjOnjw4GnLKyoqlJOTo+LiYj+kAoD678CBA7Lb7actLyoqUk5OjiorK/2QCgDqv19++aXG5Tt37tShQ4fqOI3vUAz5wZQpU/TKK6+cVg7t2LFDNptN+fn5fkoGAPXXL7/8otGjR5/2C9rhcOjjjz/WnDlz/JQMAOq3zz//XH/96191/PjxasuPHDmiV199VatXr/ZTMgCo3+6//3598cUXpy1fu3atnn76aT8k8g2KIT9JSkrS1KlTq5VDPXv21EMPPaQffvjBj8kAoP668MILNW/evGrlUHR0tMaOHevHVABQ/3Xu3FnPPfdctXKoVatWevrpp7Vt2zY/JgOA+is+Pl6//PLLaeXQbbfdph49epw3J3VQDPlJ79691aVLF7388suqqKhwLQ8PD5fD4fBjMgCovyIjI/Xoo49q7ty5p/0h43Q6/ZQKAOq/5s2ba+TIkZo0aZKOHTvmWh4aGqry8nL/BQOAem7kyJH65ZdftHjx4mrLw8LCzpu/3S3+DhDMLr/8coWGhuqhhx7S1VdfrejoaH388ccaN26cv6MBQL0VGRmpv/zlL3r66aeVkJCgjh07Kjc3V6Wlpf6OBgD1WvPmzTVq1Cg98cQTuvTSS5WSkqJVq1apR48e/o4GAPXayJEjNXv2bD3++OPq3bu37Ha7vvrqK916663+juYVnDHkBw0aNNCMGTN07Ngx9ezZU48++qh++uknff7557r99tvVrFkzf0cEgHrHYrG4/lsTGRkpm82m1NRULVq0SAUFBRo1apS/IwJAvRQREaEvv/xSmzZtUkpKip555hkVFxdr4cKFSktL07XXXuvviABQb02bNk2SNGLECA0YMEBfffWVNmzYoLFjxyok5PyoVAzTNDMljfd3EAAAAAAAANQtLiXzo6KiIu3fv18lJSWKj49XSkrKedM4AoCvmKapvLw8HTlyRFFRUUpMTJTVavV3LACo98rKyrRv3z4dO3ZMsbGxSklJUUREhL9jAUC9d+jQIR06dEimaapp06ZKSEjwdySvohjyg4KCAr3yyitas2aNoqKiFB4eruPHj6tBgwYaPny4+vfv7++IAFAvffnll5o1a5YKCwsVExOj8vJyHT9+XJdeeqn+/Oc/Ky4uzt8RAaDeMU1Ts2bN0sKFC2UYhqKjo1VSUqLKykrdeOON+sMf/qDQ0FB/xwSAeicrK0v/+c9/lJOTo5iYGBmGoaKiIrVu3Vr333+/2rVr5++IXkEx5Aevv/66Lr/8cj366KPV/kuzb98+TZ8+Xa1atVLbtm39mBAA6p/c3Fx9/fXXmjhxYrWx2BwOh9asWaNp06bpb3/7mx8TAkD9tHjxYoWEhGj27NmKjY11LS8sLNTChQv10UcfadCgQX5MCAD1T2VlpV577TXdd9996tChgwzDkHSibN+2bZtee+01TZw4UeHh4X5Oeu64bskPwsPD1bdv39NO3U1OTtbQoUO1fft2PyUDgPorOzu7xgH6w8PDdcUVVygqKspPyQCgfsvNzdXw4cOrlUKSZLVaNXToUO3du9dPyQCg/srPz9fFF1+sjh07ukohSTIMQ+3bt1fv3r114MABPyb0HoohPygrK9OXX36psrKyasv37dunefPmcbYQANQgPT1db731lvLy8qotdzgcWr58uex2u5+SAUD91rJlS82ZM0cFBQXVlhcWFmrevHnMiAsANYiPj9f69eu1ZcsWmabpWm6apn766SetXLlSiYmJfkzoPcxK5gdVxxiKjo5WeHi4iouLFRMTo2HDhjHGEACcQdUxhho2bFhtjKEHHniAMYYAoAZOp1OzZ8/WwoULFRISoqioKJWWlqqyslI33HADYwwBwBlUHWOoYcOGMgxDhYWFat26tUaPHq327dv7O6JXUAz5UXFxsQ4cOOCalSw5ObnaKWoAgNOZpqn9+/crPz9fERERSkpKUkxMjL9jAUC953A4tG/fPhUWFspqtSopKYlZyQDADfn5+Tp48KAkqUmTJmrSpImfE3kXxRAAAAAAAECQYowhP/jxxx9rXP7TTz9p06ZNdZwGAALDkSNHThtf6KT33nuv2rXfAID/Z9u2bXI4HKctLy4u1n//+18/JAKAwHCmv93/97//6dixY3UbxocohvxgxYoVKikpOe2jZcuW+vDDD1VaWurviABQ7+zbt08//fRTjcfPhIQELVy40N8RAaBe+u6773T06NHTjp2hoaHauXOnduzY4e+IAFAvff311zW+92zfvr1mzJjh73heY/F3gGC0c+dODRgw4Iy3X3zxxbrpppvqMBEABIaJEyee8ba4uLhfPbYCQDC78847z3hbfn6+xo0bV4dpACAwLFq0SJ988skZb7/tttuUmppah4l8g2LID1q2bCmbzXbG28PCwuowDQAEjscee0y9evWq8TYG7weAM5s3b56sVmuNtzEjGQDU7KabbtLIkSPPeHtkZGQdpvEdiiE/6NOnj6KiovwdAwACSnJysuLj4zl+AkAtXXzxxYqLi1N4eLi/owBAQLnyyiuD4r0ns5IBAAAAAAAEKQafBgAEhOPHj+vgwYOnLa+oqFBOTo6Ki4v9kAoA6r/Kykrt3r1bRUVF/o4CAAHp9ddfV05Ojr9j+AzFkB8wXT0A1N4vv/yi0aNH65dffqm23OFw6OOPP9acOXP8lAwA6rdVq1bpmWee0e7du6stz8vL08iRI7Vq1So/JQOAwHD06FEtWbJEs2bNksPh8Hccr6MY8gOmqwcAz1x44YWaN29etXIoOjpaY8eO9WMqAKjftm3bpmeffVYdOnSQJO3evVt2u10pKSn697//rc2bN/s5IQDUTxs3bpR0YpDp+++/X927d9dTTz11xpM9AhWDT/sB09UDgGciIyP14IMP6tlnn9Vtt92mdu3auW5zOp1+TAYA9ZdhGIqJiXF9vXr1anXq1EkdOnRQbGwsx08AOIOlS5eqcePGOn78uHbv3q1GjRppxIgRevPNN7Vs2TKNGjVKERER/o55ziiG/IDp6gHAc5GRkfrLX/6ip59+WgkJCerYsaNyc3M52xIAziAuLk6LFy/WDTfcoAMHDignJ0dbtmzRb3/7W23dulWxsbH+jggA9dKKFSu0Zs0alZaW6ttvvz3t9oEDB6pVq1Z1H8zLmJXMD3788Ud17tzZ3zEAIKBs27ZNL7zwggYMGKAbb7xRTqdTH3/8sZYvX67U1FTde++9atiwob9jAkC9U1xcrIcffli5ubmKjIxUZmamSktLNW/ePDVv3lwPPvigoqOj/R0TAOqdKVOmaPTo0XrllVf0wAMP+DuOz1AMAQAAAOc50zS1f/9+NWrUSFFRUf6OAwAB4dChQ0pISNCGDRt00UUX+TuOz1AMAQAAAAAABClmJQMAAAAAAAhSFEMAAAAAAABBimIIAAAAAAAgSFEMAQAAAAAABCmKIQAAAAAAgCBFMQQAAAAAABCkKIYAAAAAAACCFMUQAAAAAABAkKIYAgAAAAAACFIUQwAAAAAAAEHK4u8AAAAA/rJq1Sr9+9//VlFRkaKiohQXF6fZs2fLMAxJ0oMPPqisrCxFRkbqtttu0+DBg/2cGAAAwLsM0zQzJY33dxAAAAB/OHz4sO68805lZGTolVdeqXZbbm6uXnzxRU2aNEkRERF+SggAAOA7XEoGAACCWpMmTXTZZZdp27Ztys7Odi0vLi7Wv//9b/31r3+lFAIAAOctLiUDAABBb8CAAVq5cqU++eQTjR07VqZp6tlnn9Xw4cOVnJwsSSoqKtLcuXO1ceNGSZLdbtdll12mP/7xj7JY/t9bqoqKCi1cuFBffvml7Ha7Dh06pP79+2vMmDGSpIEDB8putyslJUXjxo3TlClTlJWVpejoaE2dOlXR0dGaPXu2fvjhB0mS0+lU9+7ddddddyk6OrpunxgAAHDe44whAPj/2rv3qCqr/I/j73PhclQ4IIJKqMSQKGLqrxTykjOOWuqIaGscScLx0mAra7DL5DL9YY015kw2xRRqOi7NmkkWomaosHKacU1IpuZdCQVUTC5yvwkczu8Pfp0ViQalo2vO5/WXz36e53v2foC1PJ+1935ExOkNGTKEXr16sXfvXqqrq9m0aRP9+/fn/vvvB1pmDz311FNYLBaSkpJYu3YtCQkJbNu2jfT0dEed0tJSFixYwFdffcXy5ctZv349AQEBWK1WxzVr165lwIABGI1Gtm7dSlxcHC+88AL19fX4+PiwbNkyGhsbSUpKYs2aNfz2t78lJSUFk8n0H38uIiIi8t9PwZCIiIgIMHnyZK5evcrKlSs5f/480dHRjnNvvPEGnTt3Zvbs2Y6AxtXVFYCGhgagZabQ4sWL8fPz43e/+x1WqxWbzUZeXh5BQUGOWt27d6egoABXV1eef/55+vfvz6hRo1i4cCEFBQUcPnyYkSNHYjS2/DctLCyMWbNmaTmbiIiI3BIKhkRERESA8ePH4+bmRn5+Ps8995yjvaSkhH379jF27FhsNhsFBQXs2LGDRYsWERQUxNixYwH46KOPOH/+PPHx8Y57L1y4QGNjIz/5yU8cbaWlpZSXlzNp0iRHyGQwGBgzZgzu7u6YTCZef/11UlNTKSsrA2DmzJn/gScgIiIizkh7DImIiIgAbm5u2Gw27r//fiwWi6N9//792O123n//fT788EO8vb3p06cPjz/+OA8++KBjf6G0tDSGDBlC165dHfeePXuWTp060b1791ZtAIMGDbqmD926deO1115j8+bNJCUlsXr1akaPHk18fLz2FxIREZFbQsGQiIiICC2vpm9qaiI4OLhVe3FxMQDvvvsu3t7ebd5bUVFBXl4eEydObNV+5MgRgoKCMBgMjrZz587h5uZGr1692qw1aNAgBg0axKVLl/jggw/Ys2cPPXv2ZPbs2T9meCIiIiJt0lIyEREREXC8qv67wZCXlxcA5eXlrdp3797NhQsXAKisrATA09PTcb62tpbPPvus1f5C0DJjKDAw0LGH0DfsdjurVq1yHPv7+/PMM89gMplwcXH54QMTERERuQEFQyIiIiK0BDZms5nAwMBW7aNHj8bNzY3U1FTsdjsAWVlZpKSkOJaIde/eHQ8PD/71r3/R0NBAVVUVb731FlVVVa32F4KWGUPfDYsALl68SHp6Onl5eY62nTt34u7uzrhx427uYEVERET+n8FutycAy253R0RERERuhxMnTvCHP/yB8vJyGhsb8fX15bnnnmPw4MGOaw4fPkxSUhK1tbV069aNnj17EhcX55hNBHD06FESExMpLCykT58+zJgxg2XLluHl5cXcuXN5+OGHaWhoYPLkyTz55JNERka26kdZWRmbN2/m8OHDuLi4YDKZCAgI4LHHHrvusjMRERGRH0vBkIiIiIiIiIiIk9JSMhERERERERERJ6VgSERERERERETESSkYEhERERERERFxUgqGRERERERERESclIIhEREREREREREnZb7dHRAREREREZH/Dp988gkZGRlYLJbb3RURaScFQyIiIiIiInJTXL58mXnz5hEcHHy7uyIi7aSlZCIiIiIiIiIiTkrBkIiIiIiIiIiIk1IwJCIiIiIiIiLipBQMiYiIiIiIiIg4KQVDIiIiIiIiIiJOSsGQiIiIiIiIiIiTUjAkIiIiIiIiIuKkFAyJiIiIiIiIiDgpBUMiIiIiIiIiIk5KwZCIiIiIiIiIiJNSMCQiIiIiIiIi4qQUDImIiIiIiIiIOCkFQyIiIiIiIiIiTsp8uzsgIiIiIiIi0pbm5maMxh8+n2Hr1q3s2rWL/Px8Nm3aRI8ePVqdz8vL4/HHHyc0NJTo6GgiIiJuWGvr1q1MmDCBmTNn/uA+/aekpaWRmppKWVkZAwYMoKmpicLCQn72s5/dcf3/6KOPOHv2LPHx8be7K9ew2WysX7+es2fPYrFYqKysJCAggLlz52K1Wm/JZ65bt460tDSeffZZRowYcUs+49sUDImIiIiIiMgd5Vh2NombN3Ph669paGrioREj+N28eR2uM23aNGw2G5s2bWL79u3ExcW1Or9jxw5cXV2JiYlh6NCh31vrwoULrdoSEhKIiIhgwoQJHe7b9dSX1ZPxRAb56fnY7XaCJgXx0LsPYbZ07Ov7xIkTqamp4cCBA7z00ksAXLx4kblz59KvXz/uu+++m9bnH+u+++4jODj4ptYsOXuAkvwjGI1gN5jwCw7H+67QDtdJSUmhsLCQ1157DYD6+nqeeOIJysrKblkwNG/ePI4fP35LardFS8lERERERETkjvHlqVPMT0jg86NH+bq4mCtlZSTv2cP0hQt/cM1x48axa9cu6uvrHW3V1dXU1tbSuXPnm9Htm6K2sJZ1wes48+EZ6svquVp+lVMfnGJN7zXUX6n//gLfIyAggB49enD69Omb0Nubx9/fn/79+9+0egVH9lD0VRaNdRVcramgobqUr499QvHZAx2uderUKfr27es4dnd3JyYmhi5duty0/t5umjEkIiIiIiIid4SCoiKeWr6cmrq6Vu2NjY2czc/nyZdf5u3//d8O1x0+fDhZWVmkp6cTGRkJwMcff8yECRM4dOhQq2sTExOpqqrC1dWVhoYGnnjiCby9va+puXXrVk6fPk1hYSH79+9n0qRJhISE8MYbb9C5c2dsNhtWq5X58+djMBi+v5N22BC2gfrS+mva60rq2DhoI3EX4qAdpW7EZrPh4+PjOC4oKGDt2rVYLBaqqqqIiopi6NCh/P3vf+fDDz/kwQcfpKqqihMnTjB8+HCmTp3KqlWr+Prrr/n1r3/tmC118uRJPvjgA7y9vamtrWXYsGE89NBDACxbtowDBw4wa9YsMjMzKSgoICoqikcffZTs7Gzeeecd6urqWLNmDdCyDC4rKwsPDw+qq6uZMWMG/fr1a9f4ir7KpPzyGZptjd8ZdwNFOVm4dvbE2iOk3c/L19eX3bt388ADD9C7d28Afv7znwOQnZ3NK6+8AsBjjz3G2LFjWblyJX379iUqKorU1FS2bNnC9OnTmTp1Kp9//jnbtm3DarVSV1fH008/TdeuXQE4ffo0b731FhaLhZCQ1v2z2+1s2bKFkydP4urq6vi9MpvNN3y27aVgSERERERERO4Iybt3U11T0+Y5W3MzB44do6K6GmsHZ2sYjUYiIyPZtm0bkydPxm63c/z4cX71q19dc21ISAjjx48HIDMzk3Xr1vH8889fc920adM4cuRIq6VkFRUVTJw4kWHDhgGwevVqMjIyHPVuJGd7DrYG23XPN1Q3kJeRR+D4wPYMuU3Hjx8nJCSEMWPGANDU1MSSJUuIi4sjIiKCsrIy5syZw9tvv82MGTOoq6vjH//4B4mJiZjNZmJiYmhsbGTVqlWcPHmSpUuXOsZuMBiIi4ujV69e2O12nn76aQYOHIi/vz/Lli0jPj6eY8eO8ac//YmCggLi4uKIjIykb9++xMbGOkIhAIvFwpIlS3BxcaGqqooFCxawcePGdo3xSt6XNDc1tnmuuekqxTkHOhQM/fKXv+TQoUPMmzePsLAwfvrTnzJu3DgsFouj72lpaYwdOxa73c6hQ4coLy8nKiqKyMhIzpw5w9SpU7l06RKvvPIKf/3rX/Hx8WHnzp2sXLmSFStW0NjYSEJCAgsWLGDUqFHk5OSQmprq6ENGRgaffvopf/nLXzCZTLz66qskJycTHR19w2fb3llNCoZERERERETkjnC5qAj7Dc57e3py5tw5ht17b4drT5gwgffee4+DBw9SX1/PAw880OZ1Xl5eLF26FIPBQE1NDRUVFe3+DE9PT86fP8/27dsxm81cunSJxsbGdgVD5efKaaptuu75poYmys6UdTgYOnfuHAkJCVy5coWSkhKWLl2Kq6sr0DLLp7i4mPDwcAC8vb3p168fe/fuJSYmBoCwsDDHXjq9e/cmNDQUo9FIaGgoNTU1VFVV4eHhQe/evdm4cSMFBQWYzWYKCwvJycnB39/f0ZcRI0ZgMpno3bs3FouFoqKiNsOL4OBg/vjHP1JXV4fRaOTy5ctUVFR8754+zU0NmMwuNDVc/xq7/frhW1t8fX1Zu3YtmZmZ7N27l6SkJJKTk/nzn/+Mj48PQ4cO5fXXX6e6upqLFy8yevRodu7cydWrVzl16hRhYWEAfPLJJ/Tr188xW2vUqFG8+eablJeXk5ubS01NDSNHjnSM/9vPLT09nVGjRmEymQAYOXIkGzduJDo62nFNe59tWxQMiYiIiIiIyB2hh58fBrhuOFRWWUm/oKAfVNvT05MxY8aQmpqKq6srixYtuuaagoICli9fTlJSEnfddRfZ2dm8/PLL7f6MjIwM9uzZQ2JiIu7u7iQnJ5OXl9eue72CvDB3MtNQ2XaqYXI10bVf13b35RtBQUG89NJL2Gw2Fi9eTGJiIqtXrwaguLiYLl26tFrq5unpSXFxseP42+GC2Wx2HBuNRgwGA42NLbNz3nnnHYxGI8uXL8dgMLBkyZJWezoBeHh4OP7t5uZGU9O1QZjdbmfx4sXExsYybtw4ACZPnkx9ff33BkNGsyu268wW+obB2PEYxGg0MmLECEaMGEFJSQnPPvssH3/8MbGxsXh6enLPPffwxRdfkJ+fz5QpUzh48CCHDx/myJEjTJs2DWh51gUFBY6lZwCBgYGUl5dTWlp6zc/h28+quLiYzMxMcnNzgZYNsN3d3Vv1sT3P9noUDImIiIiIiMgd4dFJk0jeteuaPYag5ct5+L334vkjNv2Niopi/vz5TJ8+HTc3t2vOZ2dn061bN+666y6ADn25hpYZOGFhYY4v7R25P3hKMEbX678fytXDlT7j+nSoP99mMpmYP38+cXFxHDt2jIEDB+Ln50d1dTV2u90RSlRUVNCrV68O1z958iSxsbGOOh19dt8oKyvj8uXLrd6aZrO1f5ZPt7v/h+KcLGy2awMik4sbfkE3fvvcd23YsIEpU6Y49gLq1q0bgwcPpu5bv6Ph4eFkZWVht9vx9/dn2LBhZGVlUVlZia+vLwB+fn4EBQXx4osvOu6rra3F3d2d8vLya34OVVVVjuv8/PyIiIjgkUcecbRVV1d3aBw3oreSiYiIiIiIyB3Bz8eH1QkJdLJYWrW7mc30DQwkcenSH1U/KCiIuXPnMmXKlDbP+/v7U1RURHl5OQBffvnlDetZLBauXr1KaWkp69evx9/fn5ycHOx2O3a7nSNHjrS/cwaYe3Iubt5u17RbfCzMPjq7/bWu4+677yYiIoLt27cDEBoaiq+vL1lZWQCUlpZy5swZxx5EHeHv7092djYANTU15OTk/KA+Wq1WOnfu7Kh14sQJx6yk9vANDsczoD9Gs0urdqPZBd/g4Xj27HudO9tWUlJCRkaG47i+vp5jx44xaNAgR1t4eDiZmZmO8Cg8PJxPP/201XKwMWPGcOrUKcfSxOrqahYuXEhzczMDBgzAw8ODffv2AZCTk8OFCxcc944fP57PPvuM5uZmoOWZrFq1qkPjuBGD3W5PAJbdtIoiIiIiIiLilN5//33Cw8MJDg7+UXVO5uTw1nvvkX/pEk1NTTw8ahTPzpnT4Tq7du0iNTWVLl26MGvWrFZf5puamnj11VfZv38/ISEhxMbGMmTIEDZu3Mi+ffsICgrCxcWFf/7zn/ziF7+ge/fupKam4ubmRkxMDKNHj+bgwYNs2LABq9VKVFQUAwcOZMWKFVy5coWePXtSV1dHbm4uM2fOdGzS/H0aqhrIiMsgd08u9mY7wZODGb9uPCZX0w8ae1lZGUOGDGHx4sVAy9uv4uPjGT58OM888wwVFRWsXr3a8VayadOmMXToUPbt28eGDRuw2WzMmTOHy5cvk5ycjL+/PwsXLiQlJYX09HTCw8NZsmQJRUVFrFixAqvVitVqJTc3F5PJxIIFCzh48CCpqakEBASwcOFC0tPT2bFjB/3792f69On87W9/49y5czz88MPMnz+ff//736xfv57AwEB8fHxIS0tj8ODBvPjii3Tq1Kld4y85d5Ar+V9iMIDBYMb3nnC8/Nv3ZrNv++KLL0hNTaW5uRkXFxcqKysZPXo0U6dObXVddHQ0L7zwAoMHD8Zms/HII4/w+9//noEDBzquOXDgACkpKXh5eVFXV0d0dLTjbWtnzpzhzTffxN3dnYCAAHJzczEajfzmN78hNDSULVu2cPToUTw8PGhububJJ5/EarWyefPm6z7bRYsWtXoD3fUoGBIREREREZGb4mYFQ99obm7GaNRCF5FbSX9hIiIiIiIickdSKCRy6+mvTERERERERETESSkYEhERERERERFxUgqGRERERERERESclIIhEREREREREREnpWBIRERERERERMRJKRgSEREREREREXFSCoZERERERERERJyUgiERERERERERESelYEhERERERERExEkpGBIRERERERERcVIKhkREREREREREnJSCIRERERERERERJ6VgSERERERERETESZlvdwdERERERETkv0OPHj1Yt24dFovldndFRNrp/wB12RefYuOKPQAAAABJRU5ErkJggg=="
Which x-axis label has the minimum difference between Sweden and Romania
2011.0
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804
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"
What is the difference of the second highest and second lowest value of Domestic Liabilities?
478900000000.0
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805
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"
How many times Costa Rica higher than Lebanon?
7.14
OWID_Bar_16071612007274.png
806
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What is the sum of the average of Guam and the average of Curacao?
28930.17
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807
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"
What is the average of the highest and lowest value of Business regulatory environment?
3.04
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808
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"
What is the largest value of Bulgaria at position 3.0 ?
64.69
141327.png
809
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m5Etf+lLuv//+DB48OLNmzUqLFi3SqVOnjBgxIs8++2x5/f3222+lDPx5abl3y7oeAYBVxMzqmalwlTEAAAD/X6GP///pT3/K5MmTkySbbrppDjvssOyzzz5p2LBhkmTSpEkZMWJE7rzzzhU/KQAAAADAKqBQVJ02bVr23nvvHHbYYenSpcsCy1u0aJGuXbvmxRdfXGEDAgAAAACsSgpF1ZNOOmmBL6VamFNOOSWzZ89e5qEAAAAAAFZVSx1V999//0yfPn2p1q2oqEhlZaFeCwAAAACwWljq8tmwYcPyvVMBAAAAAL6o6tX1AAAAAAAAqxNRFQAAAACgAFEVAAAAAKAAURUAAAAAoABRFQAAAACgAFEVAAAAAKAAURUAAAAAoABRFQAAAACgAFEVAAAAAKAAURUAAAAAoABRFQAAAACgAFEVAAAAAKAAURUAAAAAoABRFQAAAACgAFEVAAAAAKAAURUAAAAAoABRFQAAAACgAFEVAAAAAKAAURUAAAAAoABRFQAAAACgAFEVAAAAAKAAURUAAAAAoABRFQAAAACggMq6HmBVVZpTqusRAFhF+N8JAAAAzE9UXYSXd3m5rkcAYBWy36H71fUIAAAArCJE1UWYPWt2XY8ArGGqqqrSrl27uh4DAAAAWE7uqQoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFBAZV0PsKq6995763oElsFaa62VAw44oK7HAAAAAGANJqouwpVnnVXXI7AMJsyYkctvuSWHHnpoXY8CAAAAwBpKVF2E01q2rOsRWAa/++ijfPTRR3U9BgAAAABrMPdUBQAAAAAoQFQFAAAAAChAVAUAAAAAKEBUBQAAAAAoQFQFAAAAAChAVAUAAAAAKEBUBQAAAAAoQFQFAAAAAChAVAUAAAAAKEBUBQAAAAAoQFQFAAAAAChAVAUAAAAAKEBUBQAAAAAoQFQFAAAAAChAVAUAAAAAKEBUBQAAAAAoQFQFAAAAAChAVAUAAAAAKEBUBQAAAAAoQFQFAAAAAChAVAUAAAAAKEBUBQAAAAAoQFQFAAAAAChAVAUAAAAAKEBUBQAAAAAoQFQFAAAAACigsi53PmTIkAwePDjrrbdeqqqqsvPOO6dbt27l5XfffXeGDx+eioqKdOrUKd27d1/isunTp+fKK69Mo0aNUq9evcyePTtnnXVWKivr9FABAAAAgDVEnUfV008/Pa1bt860adPSvXv3dOnSJRtttFGGDRuWIUOG5Nprr02SnH322dlmm22y9dZbL3bZoEGDMmXKlPz0pz9Nklx00UV59NFHc9BBB9XZcQIAAAAAa446/fj/hRdemNatWydJGjdunBYtWqS6ujpJMmjQoOy0006pqKhIRUVFdtlllwwaNGiJy1q3bp2PP/44pVIppVIpH330USoqKurmAAEAAACANU6dXqk6f+x877330qBBg2y77bZJknHjxqVz587l5a1bt87LL7+8xGW77rprXnvttZx33nmpX79+Nt5443zjG98oPNt9EyYs0zFRt8bU1OSvf/1r3n777boeBRbw6aefpnnz5nU9BrAGcn4BVobP+9yyww475OCDD/7c9gcAy2OVuNHo9OnTc+ONN6ZXr16pX7/+cm3rgQceyDvvvJPLL788SXLppZdm6NCh2XnnnRdYt2/fvunTp89Ct3PvhAlp36YyG667SrxELKX2DeulQ/3Bmfjq4LoeBRZqYl0PAKyxnF+AleHzPLd8t9/UPP6Pp7PBBht8jnsF6kpVVVVdjwDLpc6L4bRp09KvX7+ceOKJ6dixY/nxtm3blm8FkCTV1dVp27btEpc9//zz5VsDJMl2222XBx54YKFRtXfv3undu3etx6ZMmZJmzZrlrds2XmHHCAAAwOLd89SstG3bNu3atavrUYCVrKqqyt91VisL+0eAOr2nak1NTa644oocd9xx6dy5c8aMGZOHH344SbLvvvvmhRdeKN8b9bnnnsvXv/71JS5r3759rY9+jxkzJm3atPn8Dw4AAAAAWCPV6ZWqV111VZ5//vm88sorSZLZs2fn2GOPTZJ06dIle+65Zy6++OJUVFRk5513zjbbbLPEZd/5zndy9dVX56qrrkqSfPzxxzn77LM/92MDAAAAANZMFaVSqXeSPnU9yKrCx/8BAAA+f1/94cS8MHRY2rdvX9ejACuZj/+zulnYe7ZOP/4PAAAAALC6EVUBAAAAAAoQVQEAAAAAChBVAQAAAAAKEFUBAAAAAAoQVQEAAAAAChBVAQAAAAAKEFUBAAAAAAoQVQEAAAAAChBVAQAAAAAKEFUBAAAAAAoQVQEAAAAAChBVAQAAAAAKEFUBAAAAAAoQVQEAAAAAChBVAQAAAAAKEFUBAAAAAAoQVQEAAAAAChBVAQAAAAAKEFUBAAAAAAoQVQEAAAAAChBVAQAAAAAKEFUBAAAAAAoQVQEAAAAAChBVAQAAAAAKEFUBAAAAAAqorOsBVlXf+83Euh4BWMOUSklFRV1PwWqhlDRo0CANGjSo60lYTcwplVLPCQZYwT7vc0uztZr6330ArDZE1UX43y81resRAPiCmvXprMx6elZuufGmuh6F1cRHH32UVq1a1fUYwBrm8z63dOrUKW3btv3c9gcAy0NUXYQNf7hhXY8AwBfU9Pemp/qV6hx55JF1PQqriaqqqrRr166uxwDWMM4tALBo7qkKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUICoCgAAAABQgKgKAAAAAFCAqAoAAAAAUEBlXQ+wqhr9zdF1PQKwhimVSqmoqKjrMVgNlOaU8uXtvlzXYwAAALAIouoivDDohboeAVjDjB8/Puutt15dj8FqYv3116/rEQAAAFgEUXURNt1007oeAVjDNG3aNO3atavrMQAAAIDl5J6qAAAAAAAFiKoAAAAAAAWIqgAAAAAABYiqAAAAAAAFiKoAAAAAAAWIqgAAAAAABYiqAAAAAAAFiKoAAAAAAAWIqgAAAAAABYiqAAAAAAAFiKoAAAAAAAWIqgAAAAAABYiqAAAAAAAFiKoAAAAAAAWIqgAAAAAABYiqAAAAAAAFiKoAAAAAAAWIqgAAAAAABYiqAAAAAAAFiKoAAAAAAAWIqgAAAAAABYiqAJ+Tfv361fUIwBrK+QVYGZxbgJXF+YU1QUWpVOqdpE9dD7KqmDJlSpo1a5ZSqVTXowBrmIqKCucWYKVwfgFWBucWYGVxfmF1U1VVlXbt2tV6rLKOZlllVVbOfUkqKirqeBJgTeTcAqwszi/AyuDcAqwszi+sTs4999wZV1xxRcP5HxNVP6NRo0ZJkpkzZ9bxJCtHgwYN1thjSxzf6s7xrd4c3+rN8a3eHN/qa00+tsTxre4c3+rN8a3eHN/qzfGtvhZ1bPXq1Wv42cdE1UWYd8XqmmhNPrbE8a3uHN/qzfGt3hzf6s3xrb7W5GNLHN/qzvGt3hzf6s3xrd4c3+praY/NF1UBAAAAABQgqn7B9OnTp65HWKkc3+ptTT++Nd2a/vtzfKu3Nf341nRr8u9vTT62xPGxalvTf3+Ob/W2ph/fmm5N//2tycdX5NgqSqVS7yRL/4wvAN9CB6wMzi3AyuL8AqwMzi3AyuL8wprAlaoLsSYXd6DuOLcAK4vzC7AyOLcAK4vzC2sCV6oCAAAAABTgSlUAAAAAgAJEVQAAAACAAkRVAAAAAIACRFUAAAAAgAJEVQAAAACAAkRVAAAAAIACKut6gFXJuHHj0r9//7Ru3ToffvhhTjvttGywwQZ1PRZQh0aNGpUrr7wyW221VU477bRay+6+++4MHz48FRUV6dSpU7p3775cy2bOnJmrrroq9evXz0cffZSDDz44O+200xKXAaufIUOGZPDgwVlvvfVSVVWVnXfeOd26dSsvd34BlsVrr72Wu+++O+3bt8/EiRPTtGnTnHHGGalfv34S5xZg+X366afp2bNnjj766Hzzm98sP+78whdSqVTqXaJUKpVKP/nJT0rPPfdcqVQqlV588cXSj3/84zqeCKhLEydOLN16662l66+/vnT99dfXWvb666+XTj/99NKcOXNKc+bMKZ111lmlV199dbmW3X777aWbbrqpVCqVSp988knp6KOPLtXU1CxxGbD6ueiii0oTJ04slUql0tSpU0uHHXZYacyYMaVSyfkFWHZPP/10+e99qVQqff/73y89++yzpVLJuQVYMa644orSmWeeWbr33nvLjzm/8EXl4///30cffZSXX345Xbt2TZLssMMOGTZsWCZOnFjHkwF1pXXr1unRo0caNmy4wLJBgwZlp512SkVFRSoqKrLLLrtk0KBBy71s5513TpI0b948G2+8cZ577rklLgNWPxdeeGFat26dJGncuHFatGiR6urqJM4vwLLbfffds/XWWydJJk+enJqammy44YZJnFuA5TdkyJBssskmadeuXa3HnV/4ohJV/79x48alefPmqayce0eEevXqpUWLFhk7dmwdTwasisaNG1cOIsncADvvfPF5LwNWPxUVFeU/v/fee2nQoEG23XbbJM4vwPIbMGBAzj777Hz7299Ohw4dkji3AMtn0qRJGTx4cA499NAFljm/8EUlqgIA1JHp06fnxhtvTK9evcr3PARYXieccEKuv/76PPzwwxkyZEhdjwOsAX7729/m5JNPrvUPw/BFJ6r+f23bts2nn36aWbNmJUnmzJmTSZMmZf3116/jyYBVUdu2bcsf1U2S6urqtG3btk6WAaunadOm5Te/+U1OPPHEdOzYsfy48wuwrGpqasp/btSoUXbeeec8/fTTSZxbgGVXXV2dDz/8MHfddVeuvvrqvPHGGxkyZEiuu+66JM4vfHGJqv9fq1atst1222Xo0KFJkpdeeilbbbVV1llnnTqeDFgV7bvvvnnhhRdSKpVSKpXy3HPP5etf//pyLfv617+e559/Psncb9UcPXp0dtlllyUuA1Y/NTU1ueKKK3Lcccelc+fOGTNmTB5++OEkzi/AsrvmmmtSVVVV/nnMmDHlex86twDLqnXr1rnsssvygx/8ID/4wQ+y5ZZbZq+99soZZ5yRxPmFL66KUqnUO0mfuh5kVfDBBx/khhtuyDrrrJMPP/wwp5566gI3YAa+WG655Za89NJLmT17dnbYYYeccsop5WV33XVXhg8fnoqKinTq1Cnf/va3l2vZjBkzctVVV6WysjLV1dU5+OCDyzdgX9wyYPVzySWX5Nlnn02TJk2SJLNnz86xxx6bb37zm0mcX4Bl88QTT+Txxx/PRhttlMmTJ6devXo544wz0qhRoyTOLcDyu/nmm/PMM8+kZcuW2WeffXLIIYckcX7hi0lUBQAAAAAowMf/AQAAAAAKEFUBAAAAAAoQVQEAAAAAChBVAQAAAAAKEFUBAAAAAAoQVQEAAAAAChBVAQAAAAAKEFUBAAAAAAoQVQEAAAAAChBVAQAAAAAKEFUBAAAAAAoQVQEAWKnuvffeHH300dlvv/3y4osvLtVzRo4cmYsuuignnHBCevTokWOPPTb77bdf7rzzzpU87dL54IMP8te//rWux1hh+vfvnzfeeGOBx+fMmZNbbrkls2fProOpAABWXZV1PQAAAKuus846K+PGjctdd9210OX33ntv7r777gwcODANGjRY6DpHHHFEWrdunUsuuSSdO3de4j5HjRqVH/7wh+nZs2d+9rOfpaKiIu+//36OP/74pXr+yvbiiy/m5ptvzoUXXlh+rE+fPpkzZ05+8YtfLPf2q6qqcu655+bjjz9OkrRs2TI9e/bMvvvumySZPHlyTj755HzyySdp0qRJOnTokCuvvDJJMnPmzDz44IN5/PHH88knn2TGjBlp1qxZunTpkr333jtdu3Zd6D5Hjx690Ne2Xr16GT9+fPr165cf//jHy31sAABrClEVAICFevLJJ/PWW29l9uzZ+fjjj9OyZcsF1pk6dWq22WabRQbVeUaPHp0WLVpknXXWWeJ+77jjjmy++eY55JBDyo+NHDkySeo8qr755pu55JJLct1112XDDTcsPz5z5sxsv/32K2Qf7dq1yx133JHvfOc76dixYy6++OJay5s1a5Y77rgjp59+en70ox+lU6dOSZJZs2alV69eqampyfnnn58OHTokSYYNG5bzzz8/FRUVtaJqdXV17rjjjrzxxhsZPXp0TjvttGyxxRY59NBDs/nmm5fXO+2003LUUUfl4IMPzpZbbrlCjhEAYHXn4/8AACxgxowZ+ctf/pKjjjoqyf9Fzc867rjj8rOf/WyJ2xs9enQ5/i1OqVTKCy+8sMAVlaNHj87aa6+ddddddymmXzlKpVKuuOKKHH300bWCapJcfPHFOfLII1fYviZPnpyxY8dms802W+jy2bNnp6qqKh07diw/9swzz2To0KE577zzykE1Sb70pS9ll112qbWtTz75JGeffXbq16+fn/70p9ltt91y8cUX5z//+U/+/ve/19pXy5Yts+mmm+app55aYccHALC6E1UBAFjAvffem8MPPzxf/vKXkywYVV977bV07949++23X2655ZZay55++umccsopOeigg9KzZ8+8/vrrGT16dDbZZJPF7vPuu+/Ot771rdTU1OS+++5L9+7dy9seOXLkAlepTp48Of3798/xxx+f7373uznxxBPzxBNPlJffc889Oeigg3LWWWfVet6rr76a/fbbL5MnT06SvPzyyznqqKNy2mmnLXa+f/zjH6mqqqp1Be3dd9+dI488Mvvtt19eeOGFJMnw4cOz3377Zb/99ku/fv3y2GOPpUePHjn00ENzySWXZMaMGYvdT5KMGDEiSbLpppsudPnbb7+dDTfcMPXr1y8/9t///jdJ0qZNmwXW/973vle+fUCSPPTQQxk7dmxOOOGEvP322+ncuXPatm2bXXfddaHxe+21184777yzxLkBAL4oRFUAAGr56KOP8uabb2afffYpfwz8s1F16623zo033pgktSLcoEGDctFFF+XAAw/Mvffem4svvji33nprxo8fv8SP7h911FH5wQ9+kGTuFyfdcccd6dmzZ5K591md//lTpkzJmWeemY8//jg33XRTbr311hxzzDG57LLL8uqrryZJjjzyyHTr1i3jxo2rtZ+BAwcmSfnx7bbbLqecckq22Wabxc537733pmvXrmnatGmtmedF23nzbbTRRrn11ltTWVmZ0aNHp7q6On379s0RRxyRJ598Ms8999xi95P8X1Rd1JWqI0aMWCC4NmvWLElyySWXLBBA11lnnVpzv/XWW0mSsWPH1nptTz311HTr1m2B/c2YMSPTpk1b4twAAF8UoioAALUMHDiwHDObNWuWDTbYIKNGjVpgvdGjRyf5v5j44Ycf5tprr023bt1y2GGHpVGjRmnbtm223377lEqlpbof6pgxY9KsWbNaV1vW1NRk3LhxtZ7fr1+/TJ8+Peeee24aNWqUJNlvv/3SoEGDDBo0qLxe27Zt89FHH5WvDn3jjTdSXV2dZG5QnOfJJ5/MjjvuuMi5Pv7444wYMWKhX/T02VsTNGzYMLNmzcqsWbOy9dZb55hjjkmnTp3KsbKmpmaJr8Pw4cPTvHnztG3bdpHLPxtVDz/88GyxxRZ55plnctJJJ+V73/teBg4cWD7e+XXq1CmlUilnnXVWHn300dSrN/f/LaisrCz/eX4ffvhh1lprrSXODQDwRSGqAgBQNmrUqLRo0SLt27cvP7b55pvn3XffXeBj66NGjUplZWX5/p1PPPFEampqcuihh9Zar1QqpX79+tloo42WuP8xY8YssN68oDt/vH3qqaey7777loNqklRUVKRUKmXSpEnlx9q2bZtSqVS+KvX2228vX1n6wQcfJJn7hU3Dhg0r3+pgYYYOHZpSqbTQL2oaNWrUAh+Zn3dl74EHHlh+bN7tBhb28fzPWtiVqJ9d/tmrWFu1apVrr702l112Wbp165bq6urceuut6dGjR1588cVa637729/OMcccU35tzj///JxzzjmpqqpaYF8zZ87MuHHjsv766y9xbgCALwpRFQCAst/97nd59NFHc9xxx5X/Gzp0aGbPnp2333671rqjRo1Kx44dU1lZmSR5/vnn07Jly2y88ca11nv//ffToUOHNGjQYIn7X9gXWo0aNSr16tUrb/e5555LqVRaIIJOnDgxM2fOzHrrrVd+bN6VnuPGjcvIkSNTv379bLPNNmnatGk5tP71r3/NHnvssdj5RowYkYqKigWObd58n70Kd+TIkWnRokWtL5IaM2ZMkizxC7tmzZqV9957b6H7mrd83n1QP6uioiI77LBDfvjDH+bOO+/MD37wg8yYMSN/+tOfaq1XWVmZk046Kbfeemvat2+fTTbZJK+++mouueSSBbY5evTozJkzJ1tttdVi5wYA+CIRVQEASDI3Vu600065/fbbM3DgwPJ/55xzTpL/u8/nPJ+9QnPs2LELvZrx5ZdfXmJITOZeEVlVVbVATBw1alStKDthwoQkyQYbbFBrvf/85z9Jkt1226382LyoOnbs2Nx+++359re/XX587NixGT9+fB544IEcfvjhi51t/PjxadOmTa0rY5P/uzXBwkLwZ680HTlyZFq1apXWrVsvdl8TJ07MnDlz0rJly4Uuf+mll7L55pvXisCvvfZaOdrOU1lZmYMOOqjWVcfJ3PvRzrvquKqqKjvvvHOuueaatG7deqFfRjVs2LByrAUAYC5RFQCAzJ49O3fddVcOOOCABZbNi3Lz31d1zpw5eeedd2rFxKZNm2bOnDm1nvuf//wn48aNyyabbLLEGd59993Mnj17oR+ln/+qzEXFxocffjibbLJJtttuu/Jja6+9dpo0aZIXXngh06ZNK39kvm3btnnnnXfSp0+f7LnnnkuMvjNmzFhoDB09enRKpdISZ04WfkXrwnw2Hs9vzpw5ue2223LQQQfVevyee+7J66+/vsD6kyZNytixY7P77ruXH7vmmmsydOjQ8vybbLJJGjZsmMaNG2eLLbZYYBv//ve/86UvfSnNmzdf4uwAAF8UoioAAHnggQfStWvXBa7ETJJ27dqloqKifJ/QZO5H+qdPn14rEu62224ZMWJE+eP5w4YNK3/sfGmuVJ33xVfzX6laKpUyZsyYWvvZc88907Bhwzz44IPldf7whz/k7bffzs9//vNUVFTU2m7btm3z7LPPpnv37uXHNthgg1RVVeXDDz/MSSedtMTZ1lprrfJtDj47c0VFRa3jmzRpUqqrqxcIySNHjlzsfVLnad26dTbeeOM8/vjjefjhhzNu3LiMHTs2L7zwQs4555yss8462WOPPWo9Z/jw4XnggQfKtzRI5t5uoE+fPtlkk01y8MEHlx8fNWpUnn766ZRKpXLo/ctf/pIJEybk+OOPr7XdSZMmZejQoTnmmGOWODcAwBfJgv+XIQAAXyhnn312hg8fnmbNmmWDDTbIvvvuW142dOjQXHnllUnmfgz8lFNOyU033VQOoL/5zW/So0ePdOvWLccee2zGjx+fX/7yl1lrrbWy2267Zb/99surr766VFdojhkzJq1bt87aa69dfqyqqirTpk3LPffckw8//DBnnHFG1l133Vx88cX57W9/m2OPPTaVlZX50pe+lP79+5c/7j+/tm3bpnnz5tl6663Lj62//vqprKzMz3/+87Ro0WKJs2266aYZNmzYAo/Pex1OOumkXHTRRenUqVM5Ps8fVSdNmpSJEyfm4YcfzuzZs3PKKacsdn+//OUvc8stt2TAgAG5+uqr07hx43Ts2DH77bffAlepJkmPHj3yzDPP5Nxzz82cOXNSv379NG/ePF/96ldz8MEHp2nTpuV1jz322DzyyCM59dRTM27cuLz00ktp165d+vXrt8AXcd19993ZfPPNs8suuyzxNQIA+CKpKJVKvZP0qetBAAD4YuvVq1dmzpyZSy+9tK5HWcCECRPSo0eP3HDDDYv8AqnVTalUytlnn52rr756octff/319OnTJ1dffXXatWv3OU8HALBq8/F/AADqXKlUyv/+7/9m++23r+tRFqpNmzb53ve+l1//+teZPXt2XY+zQsz78q2FGTp0aK699tpcfvnlgioAwEL4+D8AAHXuySefzJw5c/L1r3+9rkdZpMMPPzxt2rRJvXprznUJBx544EIfnzVrVq688so0adLkc54IAGD14OP/AADUqZtuuilvvfVWvve97y302+cBAGBVI6oCAAAAABSw5nx2CQAAAADgc+CeqgAAAMAXyuGHH57777+/rscAVmOiKgAAAPCF8vTTT2fChAlZd91163oUYDXl4/8AAAAAAAWIqgAAAAAABYiqAAAAAAAFiKoAAAAAAAWIqgAAAAAABYiqAAAAAAAFiKoAAAAAAAWIqgAAAAAABYiqAAAAAAAFiKoAAAAAAAWIqgAAAACL8fVDvp6Kiopl/m/bXbZNTU1NXR/GGmPSpEn5yvZbLtfv5JhvHVTXh7GA7x9//HId01adO6eqqqquD+MLo7KuBwAAAABYlb3wrxey7RPbprLlsmWUN/d7MzU1NWnatOkKnuyL6eOPP87YsR/krds2Xqbnv//hrPS4/IUVO9QK8Nxzz+WiTp3SuUmTZXr+LyZMSFVVVdq1a7eCJ2NhXKkKAAAAAFCAqAoAAACwijjppJNyxx13LPD41KlT06tXr1x00UU57bTTMn78+EVu47HHHssJJ5yQ/v37r/D5Ro0alZNPPnmFb3dVUlNTk969e+cb3/hGzjnnnLz22mt1PdIK0a9fvxx11FH57ne/m1KptMDyBx54IPvtt1969eqVsWPHFtr2Lbfckm9+85v517/+taLGXeWJqgAAAACrgDFjxqS6ujr//Oc/F1j2xBNPpGnTpunVq1dOPfXUVFYu+lYE+++/f/baa6+VMmO7du1y/PHHL3G9kSNHpnv37itlhpWtadOm6du3bxo2bJgTTzwxW2+9dV2PtEKcc8452XzzzVNdXZ3nn3++1rJSqZRHH300SdKrV6+sv/76hbbds2fPdOzYcYXNujoQVQEAAABWAYMHD85ZZ52VUaNG5b333qu17MMPP0yLFi2SJNtss01at25dFyOmcePG2X333etk36wY++23X+67775aj/373//OVlttVUcTrZ58URUAAADAKmDUqFH57ne/mz//+c8ZPHhwjj322CRzP84/ePDgzJ49O+PGjcuxxx6bNm3a5PLLL09NTU1atWqVJk2a5PXXX89RRx2Vgw6a+832M2bMyEUXXZRhw4Zliy22SK9evVK/fv1MmjQpV155ZdZaa63Mnj07LVq0yPe///1UVFTkzjvvzF133ZWvfvWr+fTTT/P6669nyy23TK9evTJ79uz88pe/zLPPPpu//OUvadasWUaNGpUBAwZk7bXXTnV1dXbdddfsscceueGGG/LJJ5+kd+/eadq0aX7yk59k2LBhuf3229OqVavU1NRkp512yje+8Y1Mnz493/ve91JVVZUf//jH+fOf/5wpU6bknHPOyY477liXv5Ky+V+XKVOm5JVXXkn79u3z85//fJGvZZ8+ffLiiy/mu9/9bp599tm8//77Oeyww/Ltb3+7To/l0EMPzcknn5wxY8Zk4403TjL3PXbkkUfmgQceKK+3uPdJkrzxxhu55ppr0qRJk2yxxRa19rGk5z7yyCO57777ss4662SHHXbIzTffnJ122innn39+3nnnnYW+T5K5t2bo169fGjZsmJqamqy99to555xzkiQvvvhi7r///rRo0SLjx4/P1772tXTr1m2R77sk5d/R8ccfn2effTYjRozIkUcemR49eizxdRRVAQAAAOrYmDFjsskmmyRJvva1r+Xxxx8vR9X9998/77//fqZOnZrTTjstydwYtOGGG+aMM85ITU1NTj755Oy+++7loJokQ4cOzTXXXJOmTZvmpJNOyosvvphddtklSdKtW7fstNNOSZIbb7wxjz/+ePbff/8cc8wxmTp1ap544olcc801WWuttWo9t3fv3jnggAPK+/j973+fQw89NF/5ylcyefLkXHHFFTnkkENy6qmn5mc/+1n69u1bXreioiKnnHJKOnTokFKplLPOOivbbLNN2rVrl9///vc54IADUl1dnZtvvjkPPvhgfv/7368yUXXe6/L444/nqquuSosWLXLdddclWfRr2adPn5x99tl59dVXc8UVV+T999/PKaeckkMOOSTNmjWrs2Np3759dtxxx9x///05++yz8/7776dVq1Zp2rTpAusu6thmzpyZ3r1754wzzsiee+6ZESNG5C9/+ctSPXfUqFG5/vrrM2DAgLRp06b8vPPPPz/NmjVb7PvkoYceyvrrr5+ePXsmSX70ox8lSaqqqnLJJZdkwIABadmyZd5+++30798/3bp1W+z25v2OXnrppVx22WUZOXJkhg0btlSvo6gKAAAAUMcGDx6cfffdN0ny1a9+Nb/97W/z7rvvpkOHDgusO2vWrDzzzDO5+uqrk8y9B+jOO++8wHpbb711WrVqlSTZbLPN8sEHHyRJ1l577bzzzjv561//msrKylRVVWXmzJnZf//9y8+d/xYD8z/3sxo3bpz7778/rVu3ziabbJI+ffos8hg7duyYW2+9Ne+//34qKyszbty4jBgxIu3atSuv89WvfjVJ0qVLl/zud79b5Lbqyrbbbpv11lsvSXLuueemVCot8bXcfffdU79+/XTs2DFNmjTJ+PHj6zSqJslhhx2WX/ziF+nZs2f++te/5pBDDlngy6sW9z557bXXMmXKlOyxxx5Jkk033bTW73Fxzx0yZEi22WabtGnTJkmyzz771PpStcW9Txo3bpyHHnoo2267bXbcccdcccUVSebec3irrbZKy5YtkyQbbbRRObwuzftur732SoMGDbLllltmyy23XKrXUFQFAAAAqGMvvfRSRo0aVf65efPmGTx4cI477rgF1v3oo49SKpWy9tpr11p/6tSptdZr3rx5+c+NGjXKrFmzkiSPP/54/v73v+faa69N48aN8+c//zljxoxZqud+1tlnn50//vGP+fGPf5x11103p5xySrp27brQdfv375969erll7/8ZSoqKvKzn/0s06ZNW+h+F7fPujT/a56s2Nfy8/SVr3wl6667bv785z+nuro67du3z7vvvltrncUdW3V1dfmq0nnmP84lPfez7935Le59ctBBB2X69Om5/vrrM23atBx11FE54ogjMmHChAW2s9lmmy1xe/N89ve6NHxRFQAAAEAdGjNmTHbeeef07du3/F/37t0zePDgha7fqlWr1KtXL5MmTSo/9umnny71/oYNG5att946jRs3TpLljnynnXZa7rrrruyzzz75xS9+kTlz5ixyvzvssEM5xK0KcXF5rejX8vNSUVGRQw89NHfccUetq2rnt7hjW2eddTJ58uRaV7fO/x5c0nMX995d3PukpqYmRxxxRP7whz/k3HPPzYABA/Lmm29mvfXWyyeffFJrO++8884St7c8RFUAAACAOjR48ODyvSfn2XnnnTNmzJgFrh5MksrKyuyxxx554oknkswNTUOHDl3q/bVr1y4jRoxIqVRKqVTKyy+/vMyz9+3bN9OnT0+DBg2yzz77pF69eqmoqEiTJk0yffr0JMltt92WqqqqtGvXLm+99VaSZMqUKRkxYsQy73dVsSJfy8/bN77xjXTv3j1f+cpXFrp8ccfWpUuXNG/ePE899VSSZMSIEbXeq4t77le/+tW89tprGT9+fJJkyJAhC+x3Ue+TW2+9NW+88UYqKiryla98JS1btkz9+vXzta99LW+88Uaqq6uTJMOHD8+AAQOWuL3l4eP/AAAAAHXksccey0MPPZSJEyeWv8U8Sf7yl7+kXr16ufTSS7PrrrvmqaeeyuzZszN58uScd955Oeuss3LZZZflrLPOyvrrr1/rSrynnnqqvH6XLl0yffr0vPrqqxk1alQ6d+6cQw45JMOGDctZZ52VDTbYIA0aNMjLL7+cRx55JM2aNVvkczt27JhHH300SXL55Zfnpz/9aXbYYYf07t07LVu2zKRJk/KTn/wkFRUV2WCDDdKlS5f07ds39erVS/fu3fP9738/l156aS644IK0aNEi6667bv7617+mQ4cOueeee8rbvfDCC3PddddlxowZ6devX63X5fNQU1OTK664IjNmzMgf/vCHnHDCCamuri6/LpWVlfne976XJIt9LSdOnJh33303d999dzbccMM89thj+fTTT3PzzTfnpz/9adZZZ53P9bhuvPHGDB8+PL/85S9z9tlnp0WLFjnhhBOSJCNHjszNN9+cJLnkkkty1llnLfbYDjzwwPTp0ydXX3117r///rRv3z5bbLFF7r777rRs2XKJzz3jjDNy4YUXpk2bNuX7ss57/y7ufbL99tvn97//fdZZZ51MmTIl//M//5NNN900SXLBBRfk8ssvT8uWLTNjxoycccYZS9ze0KFDy7+jKVOmLPKq3YWpKJVKvZP0WUG/HwAAAIBVWps2bfK///u/WXfddZdq/bXXWTud/twplS2X7dq0N/d7M2PeHLPU+1sa06dPT6NGjco/X3PNNWnTpk26d+++wvaxqnr77bezxy7b5h+/ab1Mz3//w1npcfn0vPPe+BU82fL58pZb5sgZM9K5SZNlev4vJkzIwIcfzo477riCJ1vx5n//fvzxxzn22GPz4IMP1rpH66rOx/8BAAAAVjN/+tOfMmzYsCRz7xH5n//8Z5FfEAWrkhkzZqR3797ln59//vlaV1qvLnz8HwAAAGA1s+WWW+amm25Ku3bt8sknn+TII4/M5ptvXtdjwRLVr18/DRo0SK9evbLWWmtl2rRp+cEPflDXYxUmqgIAAAAsxk6775Qn9n1imZ+/zc7bpGnTpitwomSPPfYo34vyi6Zly5ZZf/0Nsvmxby7zNo4+4n9W4EQrxi677JJet966zM/fcuON065duxU40cpRv379XHTRRXU9xnJzT1UAAADgC6XoPVUBPss9VQEAAAAAChBVAQAAAAAKEFUBAAAAAAoQVQEAAAAAChBVAQAAAAAKEFUBAAAAAAoQVQEAAAAAChBVAQAAAAAKEFUBAAAAAAoQVQEAAAAACqis6wEAAAAAPk977LFH2rRpU9djAKux/wePr3pmMd6heQAAAABJRU5ErkJggg=="
What is the sum of maximum and minimum of Afghanistan?
580000.0
49380.png
810
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"
Which two x-axis labels of Palau sums up to 77.95 ?
Fuel, Manufactures
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811
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"
What is the sum of the largest and smallest difference between Greece and Senegal?
-90.7
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812
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"
What is the difference between red and blue?
1.31
OECD_DISTRIBUTION_OF_NET_ODA_AUS_DEU_EST_000027.png
813
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"
Which two x-axis labels of Sub-Saharan Africa (developing only) sums up to 6.46 ?
1979.0, 1977.0
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814
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/VuYfJ/M/z0vy3bDppptmnXXWyTvvvJPTTjsttWrVyuabb57dd989G2200WJrBABASFDJiSeemOOOOy6PP/54atasWW6ff894/fr1c8kll1SaZ/6J1NL4cpfk+ctY0hOYs846K//73/+ywQYb5Hvf+1423XTT3H///YutpaKiInPmzMl5552Xpk2bVnpt3XXXLf/BPv9kZr5XXnkl5557bqpXr55tt902Rx55ZP76179mwoQJCx27YVnUO7/9i69/nZO7RS33q3Tq1CkVFRUZOHBgateunXr16uWAAw7IgAED0q9fv3z44Ydp167dUj+N4YufqflPrigWiwuddmn2+xeXu7j3ZGk+x188cZs1a1aqV6+e6tWrL/XnfWG1FYvFpV7OF9//+fPO356FLWvXXXdN796989RTT5WvmC/sVoMl8cVj4pvU/eXfl3ZZ3bp1y2OPPZYPP/ww48ePX2C5izu+F2dxn8v59W6zzTY58sgjK8335e+KL//+ZUv6PbC4epbku6FOnTq59tpr069fvzz//PMZPHhwBg4cmIEDB+ass86qFOIAALAgYxJ8wXrrrVe+avrFK7EtWrRIjRo18umnn2a11VZL27ZtM2vWrNxzzz3lK23zT4DmzZv3lev56KOPyiflH3/8cXlgunXWWecr5x05cmT+97//pX79+undu3e6d+9e7pUw/w/nhdUy/2rz5MmT07Zt27Rs2TJ33HFHnnnmmcWeZD7yyCOZM2dOunfvnnPOOSe77757+SrjkpzkLEm9X7beeuslSaWryfPHA/gmGjRoUF73v//97ySfn3z069cvyedXz5PPTzK23HLLvPvuuxk6dGi23HLLbLLJJqlbt255vqW91WBpfdP9vjBL8jlu1apVks8HFJwfFPTp0yd77bVX+vTpk4033jiFQiHDhw8vzzNt2rQMGDAgyf/fh19lSd+Lr2vnnXdORUVF+vfvn9dffz3NmzevdB/+0vjiMbGstv/rqFmzZnr06JHk/1/pn29Jju+l+Y768nI/+OCDtG7dOm3bts2QIUPy8MMPLxBULC6g+jrfAwuzJN8Nb731Vu66667Ur18/l112WR544IHy007eeuutJV4XAMCqSk+CLzn88MPzn//8p9IfwHXr1s1ee+2V+++/P7/61a+y7bbb5tlnn82kSZPKI743aNAgSTJ48ODyI/Dmn3B9Wa1atXLGGWekffv2eeuttzJnzpzsvPPOWXPNNb+yvoYNG6ZmzZr59NNPc//996d27dq58847kyTTp09fZC3dunVLz54907t37wwdOjTvvPNORowYkTp16iz2Kv38Ww+efPLJNG3aNE8++WSmTp1aaX3ftN4v22mnnXL77bfnjTfeyPnnn5/11lsv//jHP772yfEXde/ePb169cof//jH9O/fP1OmTMnIkSPToEGDSqO9b7vttnn55Zczb968bLXVVqlWrVq23HLLPPfcc0m+/ZDgm+73hVmSz3GXLl3St2/ffPDBB+nevXuaNm2aQYMGpaKiIttuu22aNWuW3XffPf/6179yyimnpG3btnn//fczadKkbLbZZtlhhx2WuJ4lfS++jgYNGqRz58559tlnk3z9XgRftiy3/+vo1KlTtt122/LncL4lOb7nfy9cffXV6dChQ/bee++vXN8222yT1q1bZ8SIETnxxBPTunXrPPHEEykUCgvcsrI4X+d7YGGW5LuhWrVqueeee1IoFDJ48ODUqVMn//3vf5PE0w0AAJaAngRfstpqq5UHWvuiY445JoceemgqKiry73//O3Xq1MlJJ52UPfbYI0nStm3b7LTTTqlZs2Y++uijxd6v37Fjxxx66KEZPHhwZsyYka5du+akk05aovrq1auXc845Jy1atMhf/vKXPPDAAznkkENSKBTy1ltvZe7cuQutZbvttstZZ52Vli1bpn///pk4cWL222+/nH766Ytd3yGHHJIdd9wx77//fq6++uokKZ8ILcnV/SWp98tq1aqVXr16ZYsttsjAgQPzzDPP5OSTT17sEyOW1E477ZRLLrkkm2++ed5+++1MnDgxO+ywQ6699tpKIc0XxxvYaqutkqT8WMH1119/gUEBl7Vvut8X5as+x6uttlquvPLK/OAHP8iUKVMyfPjwtG3bNpdcckn5HvxTTjklxx9/fNZee+28+eabKRQK2X///dOrV69y9/AlsaTvxdf1xcc6Lssu5stq+7+uE044IbVq1arUtiTH98EHH5zmzZtn/Pjx+fTTT5doXYVCIZdeeml23nnnjB07Nk8++WQ22mij9OrVq9zLYEl8ne+BhVmS74Y2bdqkV69e2XTTTdO/f/889NBDadSoUc4555x873vfW+KaAQBWVYVisXhhkp5VXQjAsnT77bfntttuS7t27cpBCwAAsHhuNwC+Ux566KG89NJL5UcF7rvvvlVbEAAArESEBMB3ysyZM/Pyyy+nQYMG2XvvvdOlS5eqLgkAAFYabjcAAAAAkhi4EAAAACgREgAAAABJVuExCc4+++xZZ5xxxuyqrgMAAACqQs2aNbP66qvX/WLbKjsmQaFQyLRp01Ktms4UAAAArHomTpyY5s2bV2pbZXsSJEnt2rWFBAAAAFDiDBkAAABIIiQAAAAASoQEAAAAQBIhAQAAAFAiJAAAAACSCAkAAACAEiEBAAAAkERIAAAAAJQICQAAAIAkQgIAAACgREgAAAAAJBESAAAAACVCAgAAACCJkAAAAAAoERIAAAAASYQEAAAAQImQAAAAAEgiJAAAAABKhAQAAABAEiEBAAAAUCIkAAAAAJIICQAAAIASIQEAAACQJKmo6gKq0kMPPZRCofC15m3WrFk6d+68jCsCAACAqrNKhwQ9/9A71ap/vV0w5aOReejuv2XTTTddxlUBAABA1VilQ4J9L7o+tVdv8LXmvfnIXfLZZ58t44oAAACg6hiTAAAAAEgiJAAAAABKhAQAAABAEiEBAAAAUCIkAAAAAJIICQAAAIASIQEAAACQREgAAAAAlAgJAAAAgCRCAgAAAKBESAAAAAAkERIAAAAAJUICAAAAIImQAAAAACgREgAAAABJhAQAAABAiZAAAAAASCIkAAAAAEqEBAAAAEASIQEAAABQIiQAAAAAkggJAAAAgBIhAQAAAJBESAAAAACUCAkAAACAJEICAAAAoERIAAAAACQREgAAAAAlhWKxeGGSnlVdyPJWKBRSr2HjpFD4WvNXq16RGtWT6hUVy7iyFUdx3rx0O+ywXPv731d1KQAAACxjo0ePTvPmzSu1fXfPcJdA3ZOPTaF27a81b7VaNVNt9dWXcUUrljkfj8l9f/6rkAAAAGAVsUqHBLU22SjV6tat6jJWWMXZs5NqX6+nBQAAACsfYxIAAAAASYQEAAAAQImQAAAAAEgiJAAAAABKhAQAAABAEiEBAAAAUCIkAAAAAJIICQAAAIASIQEAAACQJKlY3ivs27dvnnjiiSRJ+/bt06NHjxQKhTz66KO58847M3fu3HTr1i177rlnkmTo0KG5+uqrM23atGyzzTbp0aNHqlevXl7eE088kQceeCDXXnvt8t4UAAAA+E5Zrj0JBg0alGeffTa9e/fOTTfdlI8//jiPPfZYxowZk7/+9a+59tprc8MNN+SBBx7IqFGjUiwW06tXr5xyyinp06dPZs6cmX79+pWXN2bMmNx2223LcxMAAADgO2u5hgSNGjVKjx49UqtWrVSvXj2tWrXKxIkT89JLL6Vjx46pV69e6tSpk+233z5PP/10Ro0alerVq2eTTTZJkuyyyy4ZMGBAkmTevHm54oorctRRRy3PTQAAAIDvrOUaErRo0SKbbrppkmTcuHF54oknst1222XChAlp3LhxebrGjRtn3Lhxi2xPkjvuuCOdO3fOBhtssNh1XnTRRSkUCgv8JMkHhxyVT+68e1lvJgAAAKyUqmTgwtGjR+dXv/pVjjvuuLRs2XKh08w/kf+yatWqZfDgwXnzzTfz4x//+CvXdeGFF6ZYLC7wkyTr3nlr1jjkwK+/IQAAAPAdstwHLhw6dGguvfTSnHjiienYsWOSz3sIvPvuu+VpJkyYkDXXXDONGzfOpEmTKrU3adIk/fv3z7Bhw9KtW7fMnTs3n332WU466aRcc801y3tzAAAA4DtjufYkGDt2bC6++OKcf/755YAgSTp06JCXXnopU6ZMyfTp0/PMM8+kU6dOWWeddTJ79uwMGTIkSfLoo4+mU6dOOeGEE3Lvvffm73//e6644oq0bt1aQAAAAADf0HLtSXD//fdn/PjxOe2008pt++23X7p3757DDz88p5xySubMmZN99tknrVq1SpKcc8455Ucgtm3bNnvvvffyLBkAAABWGYVisXhhkp5VXcjyVigUsu6dt6Za3bpVXcoKa/aHo5PLr8moEW9XdSkAAAAsY6NHj07z5s0rtVXJwIUAAADAikdIAAAAACQREgAAAAAlQgIAAAAgiZAAAAAAKBESAAAAAEmEBAAAAECJkAAAAABIIiQAAAAASiqquoCq9Om/H0uhZs2qLmOFNfeTySlOnpI//OEPVV0KsISaNGmSww47rKrLAABgJbVKhwTV+z+cgr4Ui1S9mDRav0b++uBvqroUYAmNeX92Vl999eyzzz5VXQoAACuhVTok2PfYxqm1mpQA+O546s5pmTVrVlWXAQDASsoZMgAAAJBESAAAAACUCAkAAACAJEICAAAAoERIAAAAACQREgAAAAAlQgIAAAAgiZAAAAAAKBESAAAAAEmEBAAAAECJkAAAAABIIiQAAAAASoQEAAAAQBIhAQAAAFAiJAAAAACSCAkAAACAEiEBAAAAkERIAAAAAJQICQAAAIAkQgIAAACgREgAAAAAJBESAAAAACVCAgAAACCJkAAAAAAoERIAAAAASYQEAAAAQImQAAAAAEgiJAAAAABKKqq6gKp087nvVnUJAMtU02aNs+mmm1Z1GQAArKRW6ZBg4E3rpn4dnSlgZXDLv6ZkVtPDc8WVf6jqUgAA4DvLGTIAAACQREgAAAAAlAgJAAAAgCRCAgAAAKBESAAAAAAkERIAAAAAJUICAAAAIImQAAAAACgREgAAAABJhAQAAABAiZAAAAAASCIkAAAAAEqEBAAAAEASIQEAAABQIiQAAAAAkggJAAAAgBIhAQAAAJBESAAAAACUCAkAAACAJEICAAAAoERIAAAAACQREgAAAAAlQgIAAAAgiZAAAAAAKBESAAAAAEmEBAAAAECJkAAAAABIIiQAAAAASiqquoCqdNU901KzolDVZQBLYPB7M9Nlr5pVXQYAAHynrdIhwTa7nptCQUgAK4MtkvziF7+o6jIAAOA7bZUOCU4++eRUq+aOCwAAAEiMSQAAAACUCAkAAACAJEICAAAAoERIAAAAACQREgAAAAAlQgIAAAAgiZAAAAAAKBESAAAAAEmEBAAAAECJkAAAAABIIiQAAAAASoQEAAAAQBIhAQAAAFAiJAAAAACSCAkAAACAEiEBAAAAkERIAAAAAJQICQAAAIAkQgIAAACgREgAAAAAJBESAAAAACVCAgAAACCJkAAAAAAoERIAAAAASYQEAAAAQImQAAAAAEgiJAAAAABKhAQAAABAEiEBAAAAUCIkAAAAAJIICQAAAIASIQEAAACQREgAAAAAlAgJAAAAgCRCAgAAAKBESAAAAAAkERIAAAAAJUICAAAAIImQAAAAACgREgAAAABJhAQAAABAiZAAAAAASCIkAAAAAEqEBAAAAEASIQEAAABQIiQAAAAAkggJAAAAgBIhAQAAAJBESAAAAACUCAkAAACAJEICAAAAoERIAAAAACQREgAAAAAlQgIAAAAgiZAAAAAAKBESAAAAAEmEBAAAAECJkAAAAABIIiQAAAAASoQEAAAAQBIhAQAAAFAiJAAAAACSCAkAAACAEiEBAAAAkERIAAAAAJQICQAAAIAkQgIAAACgREgAAAAAJBESAAAAACVCAgAAACCJkAAAAAAoERIAAAAASYQEAAAAQImQAAAAAEgiJAAAAABKhAQAAABAEiEBAAAAUCIkAAAAAJKs4iHBjTfemDvuuKOqywAAAIAVQkVVF1CV+vR7JmPeHpzq1aunW7duVV0OAAAAVKlVuifBLqdelKYbbpLp06dXdSkAAABQ5VbpkAAAAAD4/4QEAAAAQBIhAQAAAFAiJAAAAACSCAkAAACAEiEBAAAAkERIAAAAAJQICQAAAIAkQgIAAACgREgAAAAAJBESAAAAACVCAgAAACCJkAAAAAAoERIAAAAASYQEAAAAQImQAAAAAEgiJAAAAABKhAQAAABAEiEBAAAAUCIkAAAAAJIICQAAAIASIQEAAACQREgAAAAAlAgJAAAAgCRCAgAAAKBESAAAAAAkERIAAAAAJUICAAAAIElSKBaLFybpWdWFLG+FQiHVKipSo2btzJ0zK4VCYZHTFovF/PnWW3PEoYcuxwoBAADg2zN69Og0b968UltFFdWyQmh+wzWpVrdOCjVqLHa6Tx97Ik/07y8kAAAA4DttlQ4JqtVdLdXq1vnK6QrVqydzi8uhIgAAAKg6xiQAAAAAkggJAAAAgBIhAQAAAJBESAAAAACUCAkAAACAJEICAAAAoERIAAAAACQREgAAAAAlSxUSTJkyJRdeeGEuueSSctvLL7+cRx99NJ999tkyLw4AAABYfiqWZuKbb745b7/9do455pgkyQ033JB77703SdK3b99cf/31qVu37mKX0bdv3zzxxBNJkvbt26dHjx4pFAp59NFHc+edd2bu3Lnp1q1b9txzzyTJ0KFDc/XVV2fatGnZZptt0qNHj1SvXj3PP/98brnllsybNy9NmzbNGWeckUaNGi31DgAAAAA+t1Q9CV5++eWcfPLJ2WGHHTJq1Kjcd999OeSQQ/LAAw9kjTXWyMMPP7zY+QcNGpRnn302vXv3zk033ZSPP/44jz32WMaMGZO//vWvufbaa3PDDTfkgQceyKhRo1IsFtOrV6+ccsop6dOnT2bOnJl+/fpl5syZueKKK3LxxRfn5ptvzuabb54///nP32hHAAAAwKpuqUKCGTNmZK211kqS3H333WnYsGEOP/zw1K1bN126dMnw4cMXO3+jRo3So0eP1KpVK9WrV0+rVq0yceLEvPTSS+nYsWPq1auXOnXqZPvtt8/TTz+dUaNGpXr16tlkk02SJLvssksGDBiQOXPm5NRTT02zZs2SJBtttFEmTpz4dbYfAAAAKFmqkGCjjTbK/fffn+effz6PPvpo9ttvv9SsWTNJMnXq1NSqVWux87do0SKbbrppkmTcuHF54oknst1222XChAlp3LhxebrGjRtn3Lhxi2yvW7dutt122yTJnDlzcscdd+T//u//FrrOiy66KIVCYYGfJPngkKPyyZ13L80uAAAAgO+spQoJjjvuuLzwwgs5//zz07p16+y3336ZMWNGXn755Tz00ENp167dEi1n9OjR+dWvfpXjjjsuLVu2XOg080/kFyi42v8vecaMGbnwwgvTunXr7LLLLgud/sILL0yxWFzgJ0nWvfPWrHHIgUtUMwAAAHzXLdXAhc8991wuueSS1KlTJ2uttVZ5wMHLLrssG2+8cbp27fqVyxg6dGguvfTSnHjiienYsWOSz3sIvPvuu+VpJkyYkDXXXDONGzfOpEmTKrU3adIkSTJ58uSce+65+f73v5/DDjtsaTYDAAAAWIil6klw33335bXXXkuzZs3KV/q33nrrXH755bnmmmtSo0aNxc4/duzYXHzxxTn//PPLAUGSdOjQIS+99FKmTJmS6dOn55lnnkmnTp2yzjrrZPbs2RkyZEiS5NFHH02nTp0yd+7cnHfeedljjz0EBAAAALCMLFVPgj322COvvvpq9ttvv3JbkyZNylf3v8r999+f8ePH57TTTiu37bfffunevXsOP/zwnHLKKZkzZ0722WeftGrVKklyzjnnlB+B2LZt2+y999556aWXMmTIkLz33nvp3bt3ks/HS7jyyiuXZnMAAACALygUi8ULk/Rckon79++fBx98MOuuu26OOuqoNGzY8Nut7ltUKBSy7p23plrdul857af/fix7zirmtptuWg6VAQAAwLdv9OjRad68eaW2pepJ8MILL2To0KF588038+ijj2azzTbLZpttljZt2qRNmzZZY401lmW9AAAAwHK0VCHBWWedldNPPz1vv/12hg4dmiFDhmTAgAG54447UiwW07179xxyyCHfVq0AAADAt2ipQoIkqVGjRrnnwI9+9KMkyWeffZZhw4aldu3ay7xAAAAAYPlY6pDgzTffzIcffpimTZumdevWqVevXurUqZOtttrqWygPAAAAWF6WKiR46qmncskll6RQKKRYLKZQKGS99dbLhhtumPr162fTTTdNly5dvqVSAQAAgG/TUoUEd999dw466KAcddRRufzyyzN79uwUCoU89dRTqVu3bvmxhQAAAMDKp9rSTPzhhx9mu+22S0VFRTbYYIM0bdo05513Xq666qo0aNAgO+yww7dVJwAAAPAtW6qQoG7dupkyZUqSpH79+hk7dmySpE2bNunQoUP+8Y9/LPsKAQAAgOViqUKCzp07p0+fPpk4cWLWWGONjBo1qvxas2bNMmzYsGVeIAAAALB8LNWYBEcccUTOOOOM9O7dOyeffHJGjhyZf/zjH9lss83Sr1+/bLHFFt9Wnd+KyXfenUKNGl853az33s+rqZazzvrVcqgKAABY1g466KBsvfU2VV0GrPAKxWLxwiQ9l3SGWbNm5b333svGG2+cBx54INddd12SZM0118zVV1+dpk2bfkulLluFQiHrbFQn1aov2fRrr1871aoXvt2iAACAZe6zT+dm4vt18sF7H1Z1KbBCGT16dJo3b16pbal6EiRJzZo1s/HGGydJ9t1333Ts2DETJkzIxhtvnNq1ay+bSpeT3X66VmqttlR3XAAAACuZiR/Pyosf+bsflsRShwSfffZZnnvuuYwZMybrr79+tttuu7Ro0eLbqA0AAABYjpYqJPjggw9y5plnZtasWVlttdWy3nrrpXHjxrn77rtz6qmnpl69et9WnQAAAMC3bKn63PzpT39Kx44dc/fdd+dnP/tZks8fhfjuu+/mjDPOyJw5c76VIgEAAIBv31KFBEOHDs3++++fior/3wGhefPmufrqqzN58uT8+9//XuYFAgAAAMvHUoUEderUyZgxYxZor1+/fn74wx/mzTffXGaFAQAAAMvXV4YEkyZNKv97hx12yE033ZTx48cvMN2ECRNSrZoRQwEAAGBl9ZVn9aecckoGDhyYJDn88MOz2mqr5Wc/+1keeuihTJ48Oc8991yuvfbaPP7449lpp52+9YIBAACAb8dXhgRNmjTJOeeck9tuuy21atXKVVddlYMOOijjxo3L8OHDc+GFF6Z///75xS9+kW222WZ51AwAAAB8C77yEYi/+93vcu211+b222/P4MGDc/bZZ+ewww7LoYcemkmTJmXGjBlp2rRppcEMAQAAgJXPV/YkqKioyKmnnpqTTz45r732Wo477ri8+eabKRQKadSoUZo3by4gAAAAgO+AJR5pcK+99spVV12V6tWr54wzzsi99977bdYFAAAALGdL1QWgTZs2ufHGG/Ob3/wmN9xwQ/7xj3+kbdu2adOmTTbZZJO0bt1arwIAAABYSS3VGf2gQYNy11135cUXX8xaa62Vli1b5uWXX87jjz+eJDn00ENz1FFHfSuFAgAAAN+uJQoJBg0alNtuuy2vvfZa1lprrZx00knZbbfdyr0Gxo0bl6FDh6Z+/frfarEAAADAt+crQ4LzzjsvL7zwQpo2bZqTTz65Ujgw35prrpk111zzWysSAAAA+PZ9ZUgwbty4RYYDAAAAwHfHV5719+7dO9WqLfFDEAAAAICV1Fee/QsIAAAAYNUgAQAAAACSCAkAAACAEiEBAAAAkERIAAAAAJQICQAAAIAkQgIAAACgREgAAAAAJBESAAAAACVCAgAAACBJUlHVBVSl6VPnZu6cYlWXAQAAfItmTJubYrFQ1WXASmGVDgn+fsWoqi5hualWrVrq1K0bX40AAKxq5hWLOeKIw6q6DFgprNIhwX+vWyf166wad1xsesQHGfvx+FRUrNJvOQAAAIuxapwhAwAAAF9JSAAAAAAkERIAAAAAJUICAAAAIImQAAAAACgREgAAAABJhAQAAABAiZAAAAAASCIkAAAAAEqEBAAAAEASIQEAAABQIiQAAAAAkggJAAAAgBIhAQAAAJBESAAAAACUCAkAAACAJEICAAAAoERIAAAAACQREgAAAAAlQgIAAAAgiZAAAAAAKBESAAAAAEmEBAAAAECJkAAAAABIIiQAAAAASoQEAAAAQBIhAQAAAFAiJAAAAACSJBVVXUBVOv8vM1JRvVDVZSwXazVdI4XCqrGtAAAAfD2rdEjwk19cvcqcOF/arl2qV69e1WUAAACwAlulQ4Ju3bqlWjV3XAAAAEBiTAIAAACgREgAAAAAJBESAAAAACVCAgAAACCJkAAAAAAoERIAAAAASYQEAAAAQImQAAAAAEgiJAAAAABKhAQAAABAEiEBAAAAUCIkAAAAAJIICQAAAIASIQEAAACQREgAAAAAlAgJAAAAgCRCAgAAAKBESAAAAAAkERIAAAAAJUICAAAAIImQAAAAACgREgAAAABJhAQAAABAiZAAAAAASCIkAAAAAEqEBAAAAEASIQEAAABQIiQAAAAAkggJAAAAgBIhAQAAAJBESAAAAACUCAkAAACAJEICAAAAoERIAAAAACQREgAAAAAlQgIAAAAgiZAAAAAAKBESAAAAAEmEBAAAAECJkAAAAABIIiQAAAAASoQEAAAAQBIhAQAAAFAiJAAAAACSCAkAAACAEiEBAAAAkERIAAAAAJQICQAAAIAkQgIAAACgREgAAAAAJBESAAAAACVCAgAAACCJkAAAAAAoERIAAAAASYQEAAAAQImQAAAAAEgiJAAAAABKhAQAAABAEiEBAAAAUCIkAAAAAJIICQAAAIASIQEAAACQREgAAAAAlAgJAAAAgCRCAgAAAKBESAAAAAAkERIAAAAAJUICAAAAIImQAAAAACgREgAAAABJhAQAAABAiZAAAAAASCIkAAAAAEqEBAAAAEASIQEAAABQIiQAAAAAkggJAAAAgBIhAQAAAJAkqajqAqrSxRdfnEKhsED7TjvtlB/84AdVUBEAAABUnVU6JHjqg0mpqFmrUluxWMzFXbpk7ty5VVQVAAAAVI1VOiTY8acnpfbqDSq1zZs3N/3/fFUVVQQAAABVx5gEAAAAQBIhAQAAAFAiJAAAAACSCAkAAACAEiEBAAAAkERIAAAAAJQICQAAAIAkQgIAAACgREgAAAAAJBESAAAAACVCAgAAACCJkAAAAAAoERIAAAAASYQEAAAAQImQAAAAAEgiJAAAAABKhAQAAABAEiEBAAAAUCIkAAAAAJIICQAAAIASIQEAAACQREgAAAAAlAgJAAAAgCRCAgAAAKBESAAAAAAkERIAAAAAJUICAAAAIElSUdUFVKUZ0z5NCoVKbfPmzU2STJ48eYmX06BBg2VaFwAAAFSFVTokuGLfzgttX231NdJsnXWWaBnz5s7N3XfdlX323ntZlgYAAADL3SodEjS/7U+pVrfuN1rG5L/flxdeeEFIAAAAwErPmAQAAABAEiEBAAAAUCIkAAAAAJIICQAAAIASIQEAAACQREgAAAAAlAgJAAAAgCRCAgAAAKBESAAAAAAkERIAAAAAJRXLe4V9+/bNE088kSRp3759evTokUKhkEcffTR33nln5s6dm27dumXPPfdMkgwdOjRXX311pk2blm222SY9evRI9erVy8u77LLLsvXWW2fnnXde3psCAAAA3ynLtSfBoEGD8uyzz6Z379656aab8vHHH+exxx7LmDFj8te//jXXXnttbrjhhjzwwAMZNWpUisVievXqlVNOOSV9+vTJzJkz069fvyTJpEmT0rNnzzz11FPLcxMAAADgO2u5hgSNGjVKjx49UqtWrVSvXj2tWrXKxIkT89JLL6Vjx46pV69e6tSpk+233z5PP/10Ro0alerVq2eTTTZJkuyyyy4ZMGBAkqR///7ZZpttstNOOy3PTQAAAIDvrOUaErRo0SKbbrppkmTcuHF54oknst1222XChAlp3LhxebrGjRtn3Lhxi2xPkh//+MfZe++9v3KdF110UQqFwgI/SfLBIUflkzvvXpabCAAAACutKhm4cPTo0fnVr36V4447Li1btlzoNPNP5L+sWrWlK/nCCy9MsVhc4CdJ1r3z1qxxyIFLVzwAAAB8Ry33kGDo0KE566yzcvzxx2eHHXZI8nkPgYkTJ5anmTBhQtZcc800btw4kyZNqtTepEmT5V0yAAAArBKWa0gwduzYXHzxxTn//PPTsWPHcnuHDh3y0ksvZcqUKZk+fXqeeeaZdOrUKeuss05mz56dIUOGJEkeffTRdOrUaXmWDAAAAKuM5foIxPvvvz/jx4/PaaedVm7bb7/90r179xx++OE55ZRTMmfOnOyzzz5p1apVkuScc84pPwKxbdu2SzQOAQAAALD0CsVi8cIkPau6kOWtUChk3TtvTbW6db/Rcib//b4cv96GufSSS5ZRZQAAAPDtGz16dJo3b16prUoGLgQAAABWPEICAAAAIImQAAAAACgREgAAAABJhAQAAABAiZAAAAAASCIkAAAAAEqEBAAAAEASIQEAAABQUlHVBVSlSdfckEL16t9oGbM++jj/HjI07743fBlVBQAAwMpk++22zwnHn1jVZSwThWKxeGGSnlVdyPJWKBTSpuPqqV5R+MbLarZ+7WVQEQAAACujJ+4cm2KxWNVlLLXRo0enefPmldpW6Z4E2+/bJLVWc8cFAAAAX98Td46t6hKWGWfIAAAAQBIhAQAAAFAiJAAAAACSCAkAAACAEiEBAAAAkERIAAAAAJQICQAAAIAkQgIAAACgREgAAAAAJBESAAAAACVCAgAAACCJkAAAAAAoERIAAAAASYQEAAAAQImQAAAAAEgiJAAAAABKhAQAAABAEiEBAAAAUCIkAAAAAJIICQAAAIASIQEAAACQREgAAAAAlAgJAAAAgCRCAgAAAKBESAAAAAAkERIAAAAAJUICAAAAIElSUdUFVKUJo2emRi05CQAAACSreEjw+F/HVXUJLESxmNSsWTPN1m5e1aUAAAB8pe4/P6KqS1hmVumQoP8Va6d+HT0JVjRDPpiVc/9aO68PGlbVpQAAAKxSnCEDAAAASYQEAAAAQImQAAAAAEgiJAAAAABKhAQAAABAEiEBAAAAUCIkAAAAAJIICQAAAIASIQEAAACQREgAAAAAlAgJAAAAgCRCAgAAAKBESAAAAAAkERIAAAAAJUICAAAAIImQAAAAACgREgAAAABJhAQAAABAiZAAAAAASCIkAAAAAEqEBAAAAEASIQEAAABQIiQAAAAAkggJAAAAgBIhAQAAAJBESAAAAACUCAkAAACAJEICAAAAoKSiqguoSsde9VmqVStUdRl8ycxZc7Neq42qugwAAIBVziodElzZ+95Uq6YzxYpo0003reoSAAAAVjmrdEiw/fbbCwkAAACgxBkyAAAAkERIAAAAAJQICQAAAIAkQgIAAACgREgAAAAAJBESAAAAACVCAgAAACCJkAAAAAAoERIAAAAASYQEAAAAQImQAAAAAEgiJAAAAABKhAQAAABAEiEBAAAAUCIkAAAAAJIICQAAAIASIQEAAACQREgAAAAAlAgJAAAAgCRCAgAAAKBESAAAAAAkERIAAAAAJUICYIVy0UUXVXUJwJc4LmHF5NiEFc934bgsFIvFC5P0rOpClrdCoZCpU6emUChUdSnAF9StWzfTpk2r6jKAL3BcworJsQkrnpXtuPzkk0/SvHnzSm0VVVTLCqFevXpVXQKwEHXr1q3qEoAvcVzCismxCSuelem4POuss2b36tWrxhfbVumQoFgsVnUJS61QKKh7OVpZ605W3trVvXype/lS9/Kl7uVvZa1d3cuXupcvdS9fK2HdNb7cYEwCAAAAIImQAAAAACgREqxkevbsWdUlfC3qXv5W5tpXRivr/lb38rWy1r2yWln398pad7Ly1r6y1r2yWln3t7qXr5W17u+CVfrpBivZvSKwSnBsworHcQkrJscmrHi+C8flKtuTQDIFKybHJqx4HJewYnJswornu3BcrrI9CQAAAIDKVtmeBAAAAEBlQgIAAAAgiZAAAAAAKBESAAAAAEmEBAAAAECJkAAAAABIklRUdQHL29ChQ3P11Vdn2rRp2WabbdKjR49Ur169qsuCldpnn32Wk08+Ob/5zW+y5pprJkkeffTR3HnnnZk7d266deuWPffcM8mij8FFtU+ZMiW/+c1v8vHHH6dJkyY577zzssYaayyyvVgspnfv3nnhhRdSUVGRM888M23atKnK3QPLXd++ffPEE08kSdq3b58ePXqkUCg4LqGK3XbbbXnqqadSKBSy++6754ADDkji/0xYEVx55ZWpX79+jj766CSr+HFZLBYvLK4i5s2bVzzyyCOLQ4YMKRaLxeLvfve74j//+c8qrgpWbsOGDSsec8wxxd122604duzYYrFYLH788cfFww8/vPjpp58Wp02bVjz66KOLI0eOXOQxuLhj84orrijefffdxWKxWHzkkUeKv/nNbxbb/vjjjxfPP//84rx584rvv/9+8cgjjyzOnTt3+e0QqGKvv/568fjjjy/OmDGjOGfOnOI555xT7Nevn+MSqtj//ve/Yo8ePYqzZ88uzpgxo3jYYYcVR44c6diEFcDTTz9d3H///Ys33XRTsVj0t+wqdbvBqFGjUr169WyyySZJkl122SUDBgyo4qpg5favf/0rxx9/fJo2bVpue+mll9KxY8fUq1cvderUyfbbb5+nn356kcfg4o7NF154IT/84Q+TJD/84Q/z/PPPZ968eYtt33nnnVMoFLLuuuumUaNGGTx48PLcJVClGjVqlB49eqRWrVqpXr16WrVqlYkTJzouoYptueWWufLKK1NRUZFp06Zl3rx5qVWrlmMTqtiECRPy97//PQceeGC5bVU/LlepkGDChAlp3Lhx+ffGjRtn3LhxVVgRrPxOPvnkbLXVVpXaFnWsLW17sVjM5MmTs8YaayRJKioqUqtWrUyePHmh7VOmTMn48eMXWNb48eOX/YbDCqpFixbZdNNNkyTjxo3LE088ke22285xCSuAGjVq5K677srPfvaztG/fPk2aNHFsQhUqFou5/PLLc8IJJ6R27drl9lX9uFylQoKFqVZtld8FsFwUCoWFti/qGFzcsbmoZS1tO3yXjR49Or/61a9y3HHHpWXLlgudxnEJy1+3bt1y1113Zdy4cfnnP/+50Gkcm7B83H333WnXrt0S3fO/Kh2Xq9TAhY0bN86kSZPKv0+YMCFNmjSpworgu6lx48Z59913y79PmDAha6655iKPwUW1FwqFNGjQIJMnT06DBg0yZ86czJw5M/Xr119o++qrr54mTZpk4sSJC6wbViVDhw7NpZdemhNPPDEdO3ZM4riEqvb+++9nxowZ2WSTTVKzZs18//vfz9tvv50NN9zQsQlV5Mknn8y4cePy0EMPZebMmZk3b17mzp2bFi1arNLH5Sp1GX2dddbJ7NmzM2TIkCSfj1jZqVOnKq4Kvns6dOiQl156KVOmTMn06dPzzDPPpFOnTos8Bhd3bHbq1Cn9+vVLkjzxxBNp3759qlWrttj2xx57LPPmzcsHH3yQsWPHZqONNqqCvQBVY+zYsbn44otz/vnnlwOCxHEJVW38+PH5wx/+kFmzZmXWrFl55plnstlmmzk2oQpdf/31ufvuu/P3v/893bt3z49+9KMce+yxq/xxWSgWixcm6blc11qFhg0bVn40Rdu2bXPGGWekomKV6lAB34ojjzwyl19+eaVHIP7tb3/LnDlzss8++5Qf87SoY3BR7ZMnT87vf//7jB49Og0aNMi5556bNddcc5HtxdJjYwYOHJhCoZAePXqkffv2VblrYLn605/+lPvuuy81a9Yst+23337p3r274xKq2O23357//Oc/SZIuXbrkiCOOSOL/TFgRPPjggxk3blylRyCuqsflKhcSAAAAAAu3St1uAAAAACyakAAAAABIIiQAAAAASoQEAAAAQBIhAQAAAFAiJAAAAACSCAkAAACAEiEBAEDJ7Nmzq7qEPPjgg3niiSequgwAVlFCAgD4FhSLxRxzzDHp2rVrBgwYsMDrQ4cOTdeuXTN8+PBFLuOhhx7KHnvskTlz5iz09ZkzZ+aCCy7I7rvvngMPPDDDhw/Prrvumn/+85/LbDuW1DvvvJPu3bvnk08+We7rXlbuuuuu3HPPPYud5te//nWOOOKIhb724osvpmvXrhk0aFC5bciQITn//POz//77Z4899shPfvKT3HDDDZk6dWqleWfOnJmbbrophx9+eK677rpcccUVueuuu8qv9+3bN7/73e++wdYBwJIREgDAt+Cxxx7L6NGj06RJk4wcOXKB16dPn57vfe97WX/99Re5jKFDh2aDDTZIRUXFQl9//PHH8/zzz+eII47IwQcfnM8++yzz5s3LxhtvvKw2Y4lMnjw5F1xwQU499dSsscYay3Xdy8qECRNy8803Z911113sdMOGDVvk/h06dGgKhUI22mijJMnbb7+d008/PR9//HEOOuignHDCCenUqVP++c9/5rTTTsusWbPK815yySV55plncswxx2SDDTbITjvtlJtvvjlvvvlmkmSLLbbIgAEDMmPGjGW0xQCwcAv/qwMA+NpmzZqVv/zlL9ljjz3y7rvvLjQk2GqrrbLVVlstdjnDhg3LZptttsjXX3vttbRt2zaHHHJIks97HlRUVGSDDTb4RvUvrSuuuCIdOnTI5ptvvlzXuyyNGDEiSRYbsHz66af5+OOPs/feey/09aFDh2bddddN7dq1kyQPP/xwVltttVx77bXltiTp2LFjzj///Dz99NPZeeed89577+X555/PVVddlbZt2+ahhx7K6aefnsGDB+epp55Ku3bt0qZNmxSLxbz22mvp3LnzMtxyAKhMTwIAWMYeeOCBfPrppznkkEPSrFmzfPDBBwtMc8QRR+TGG28s//7SSy/lhBNOyF577ZVzzz03Y8aMyQcffFC+Kv1FH330Ubp27Zr+/fvnrbfeSteuXTNmzJgMGzasUs+DDz74IBdccEF+9KMfZf/9988ll1ySiRMnlpez77775qGHHir//thjj6Vr1655+OGHy2333Xdf9ttvv0VewX7hhRfyyiuvVOqCP3PmzNx888057LDDss8+++RXv/pVPvzww/Lrxx57bK666qpKy7n++uvTvXv3JMnUqVPTtWvXvPrqqznvvPOy1157ZeDAgbn++uvTs2fPPP744+nWrVtOO+20JMnrr7+e008/PXvvvXe6deuW22+/PcVisbzsZ599NnvvvXdGjRqVnj17Zu+9985PfvKTvPzyy0mSK6+8Muedd16S5NBDD81///vfhW7rsGHDkiw6SPhyL4OZM2emUCikZs2alabr3Llz9thjj3Kvi/nvyZprrpn3338/66+/fgqFQnr37p2jjz46SVKjRo00atRosbenAMCyICQAgGVo6tSpufPOO3PQQQelYcOGad68eUaNGlXppHXatGn5+OOPywHAc889l/POOy/t2rXLBRdckEaNGuWXv/xl5s2bt9CQoFGjRvnDH/6QJDnuuONyyy23ZK211srw4cPL048cOTInn3xyZs2alV//+tc599xz8/777+f8888v19KoUaNKocGDDz6YQqFQvl++WCzmgQceyN57713pSvgX3Xrrrdltt93SqFGjJMm8efNy7rnn5j//+U+OOOKInH322Zk0aVJ69uyZYrGYWbNm5f33319gu4YNG1ZuGzFiRAqFQm699dZstdVWOeOMM9K+ffuMGDEiY8aMSb9+/XLqqafm6KOPzvPPP59f/vKXady4cX7zm9+ke/fu+fvf/15pXIYRI0akZs2a+e1vf5u99947ffv2zcYbb5w//vGPSZKf/OQn2XzzzbP55pvnlltuSYcOHRa6rcOHD0+hUFhoSDBu3LhMmjSp0mtdu3bN5MmTc+655+a9994rtxcKhZx66qnZZpttkiRt27ZN/fr107dv3wwePDht2rRJktSsWbNSwLDGGmtkzJgxC60NAJYVIQEALEN33HFHatWqlQMPPDBJ0rJly0yfPj3jx48vT/P222+nWCymdevWmTVrVv7whz9k1113zS9+8Yt06tSpfIV8UbcO1KpVq3w/e8eOHdOyZcsFTr6vuuqqNGvWLJdcckm22GKLbL311jnzzDMzbNiwvPXWW0kqhwRDhgzJ22+/nc0226wcEjz33HMZN25c9t1334Vu69ChQ/P222+na9eu5bZHH300r7/+ei699NLsuuuu+f73v5/jjjsuEydOzMSJE/POO+9k7ty5lUKCYrGYt99+O61bt07y+Ul9sVjMfvvtlwMOOCBdunRJtWrV8vbbb2fu3Lnp1atXvve972XDDTfMVVddlY4dO+acc87J5ptvnl133TX77bdf7r///vLyR4wYUR7kcZtttkn9+vXTqlWr8iCLa665Zj7++OO0a9cuLVu2TI0aNRa6vcOGDUuLFi1Sp06dhe6LpHIvg/bt26dnz5557733cswxx+Tcc8/N66+/vsC8q622Wnr27Jn//ve/+eMf/5j//e9/mTRp0kKnmzlz5kJrA4BlRUgAAMvIuHHj8uCDD+awww5LtWrVMmvWrDRr1ixJKt1yMHz48NSuXTvrrLNOXnjhhUycODGHHnpo+fVCoZB11llnsYMWjhgxIrVr107Lli2TpHzyvfHGG2fkyJEZNGhQDjrooErzb7jhhkmS0aNHJ/k8JJh/MvrAAw9ku+22S5MmTTJt2rQkn99qsNNOO5V7CXzZ888/n0aNGmWTTTYptz366KPp0KFDpXBj6623zr333pvGjRtn+PDhqV69elq1alV+feTIkZkxY0Y5JBg+fHjWWWed/N///V95mtGjR+ezzz7LwQcfXN6m//73v5k4cWJ5TIYvbufo0aPLPSaGDx+eLl26pGnTpuVp3n///bRo0SLJ5wMvjhs3bqG9Nr5ocYMWDhkyJNWqVSvv4/m23Xbb9OnTJ6eeempGjx6d008/Pb/+9a8XeGLF5ptvnj59+mS99dbLmDFj8vOf/zxvv/12pWmmTZuW1VZbbbE1AsA3JSQAgGXkL3/5S2bNmpVrrrkme+65Z/bcc88cf/zxSSqHBCNGjMiGG26YQqGQwYMHp0WLFuUwYb5PPvlksYPojRgxIq1atUqhUEjy+Qns/J4HQ4YMSfL5lewvmjx5cpKUr4Q3atQokydPzuTJkzNgwIDsvffeqVu3bqZNm5Z33nkngwYNKveIWJiFnTQPHjw4W2655SLnGT58eNZbb71KV+sHDx6cJJV6Enz/+99fYHurVauW733ve+W2+T0izjjjjOyxxx7ln169eqVQKKRQKOSTTz7JhAkT0rFjxwWW98VQIsliQ4KpU6dmzJgx5Xm+7I033sjGG2+cWrVqJUnmzJlT7u1Ro0aN7L777vnzn/+co48+OgMGDMjdd9+9wDKqVauWpk2b5ve//3023HDDXHfddZVeHzt2bBo3brzIGgFgWfB0AwBYBt5999089thjOeGEE8r3lM93ySWXVHrCwYgRI7LFFlsk+fzkc/XVV680/eTJk/POO+9kjz32WOT6RowYUelkfPjw4Vl//fVTo0aNTJ06NYVCIQ0aNKg0zwsvvJDk/3eJb9iwYaZOnZpHHnkkLVq0yJZbbpmXXnop48ePz0MPPZRtttlmsY9onDBhQqWnL0yfPj1z5sxZoOfBoEGD0qhRo7Ro0SLvvPPOAifjzzzzTNZaa62svvrqmTlzZkaOHFkexPCL27v++utX6uo/derUrLfeernwwgsXqK1atWrl+ZJU6u0wY8aMjBo1Kvvvv39539WrVy9rr732Ird1/m0ZC+tVMWHChAwePDiHH354ks+fgvDjH/84J598cvbaa69KNXXr1i3/+Mc/ygHHv//974wePTrdu3fPsGHDysHPZpttVumWiTFjxmTy5MkLfLYAYFnTkwAAloGbb7456667bvbdd9+0bdu20s+6665b7kkwa9asjBw5snxFunHjxvnoo4/KV52T5Pbbb8+cOXMW2ZNg/on0F69qf3Hgv6ZNm6ZYLObdd98tvz59+vT87W9/yzbbbJM111yzvO5p06blP//5T/bZZ58kKfck6N+//2J7EcxfZt26dcu/r7baaqlTp06l8Rc+/PDDnHnmmXnzzTeTJKNGjUrz5s3Lr7/66qt5/vnny9vyxfEavmj48OELtK299tqZMGFC1lprrbRs2TItW7bM7Nmzc8YZZ5QH+Bs+fHjq1q1bqafG/HXM379vv/12pdsfFqZx48apqKgoPxFhvnnz5uVPf/pTKioqyqHO6quvnkaNGuWZZ56pNGDl/O2fMGFC1llnnfI+vPvuuzN+/PgMHTo0G220UYrFYl599dVKNf33v/9NnTp1yuESAHxb9CQAgG/otddey4svvpizzz673P3/i9ZZZ50MGDAgSRYYuO8HP/hB+vbtmyuuuCJ77bVXnn/++TzyyCOLHLQw+bzXwheffDB/0MK99947SdKhQ4c0a9Ysv//97/Pzn/888+bNS58+fTJt2rSceOKJ5eU0bNgwkydPzsyZM/PDH/4wyechwRtvvJENNtggW2+99WK3u1atWvnss88qte2888657777yo/xu+GGG9KmTZvstNNOSZJ69erlhRdeSJs2bTJixIg88MADWX311SvdarD66qtnrbXWqrTcESNGpHPnzpXaunbtmrvuuiu/+c1vsueee2bUqFG5/fbb07Zt22y11Vbl+b48TsDbb79daf/OD2meeeaZfO9731voOBB169bNj370o9x7772ZOnVqOnbsmFmzZuWJJ57IiBEjcsYZZ1S6FeCggw7KDTfckFNPPTU77rhj6tatm1GjRuWf//xnGjZsWA5gdtlll9xxxx05++yzU6dOney555655JJL8uabb+byyy8vL++xxx7LTjvttMinTADAsiIkAIBv6Oabb06LFi3SpUuXhb7esmXLTJw4MdOmTcuIESNSUVFR7sbfqlWr/PKXv8xf/vKXPP/88/m///u/7LHHHnnjjTcWO2jhF5fx5eChVq1aueyyy3LdddfloosuSs2aNbPNNtvk3HPPrXRFvXHjxpk7d2522WWX8oB4devWTbFY/MpeBEmy1lprlZ8QMN/8UOKKK65IoVDI9ttvn5/97GflbTn11FNz1VVXpWfPnunYsWMuu+yyHH300ZVCgi/3GBg/fnwmT568wG0KzZo1S69evXLjjTemZ8+eadKkSX784x/noIMOqnS7wZfDhREjRlQaFHL+eAE33HBDtt9++0Vu77HHHpvmzZvnkUceyZ/+9KfUqFEjm2yySS677LIFxmHYf//9s/baa+fBBx/M3/72t0yZMiWNGzdOly5dcthhh5VvW6hbt26uvPLKXHXVVRk0aFD5dozf/e532XzzzZMkAwcOzHvvvZeePXt+1VsCAN9YoVgsXpikZ1UXAgCsXG677bYMHDgw1157bVWXstKbPn16Lrroovz2t7+t1D5v3rz84he/yA9+8INKT8AAgG+LMQkAgK+lY8eOGT58eKZPn17Vpaz0ZsyYkX333XeB9vvuuy/16tVb4DGPAPBtERIAAF/LpptummbNmuWNN96o6lJWeg0bNqz0eMfk80dD9uvXLxdccMFCx7oAgG+D2w0AAACAJHoSAAAAACVCAgAAACCJkAAAAAAoERIAAAAASYQEAAAAQImQAAAAAEgiJAAAAABKhAQAAABAEiEBAAAAUCIkAAAAAJIICQAAAIASIQEAAACQREgAAAAAlCx1SLDj9tukUCh87Z8dt9/m29iOFdJ2P+j8jfZV5+9vnXnz5lX1ZlSy/S5dv9E2bfX972fWrFlVvRnL3EcffZRNNtv8G+2bY07oUdWbAQAArOIqlnaGAc++kmF91//aK9z4sFe+9rwrmxf+OzDHX94q1aoVvtb8N5z5WubNm5dq1VacDh8Dn30u6/69T6rVrv215h988E8za9as1KxZcxlXVrVGjx6dOYWK9Hpl3Nea/8PBr+XJy365jKsCAABYOivO2ScAAABQpYQEAAAAQBIhAQAAAFCywoYEl156aX72s58tl3W98847+fOf/5wk6dOnT/72t78tl/UuC6+++mpOOeWUHHDAATn00ENz2223pVgsZu7cudl7770XOs/pp5+ewYMH56WXXsqFF164nCv+aiNGjMi5556b/fffP/vtt1/OO++8jBw5crnWcNlll6V///7LdZ1f5f33388ZZ5yRffbZJwcccECuvPLKzJgxY5ks+/DDD8/EiRMX+/l/+OGHs9tuu2X8+PFLvfxbb701d9999wLtr732Ws4+++ylXh4AAPDtWCFDgqlTp2bw4MGpX79+Xn/99W99faNGjcrEiROTJPvtt1/22muvb32dy8Kbb76Z3/3udzn66KNzzz33pHfv3nnjjTfSp0+fxc539tlnp3Xr1supyqUzcuTInHXWWdl5551z55135u9//3s6d+6cs88+O3PmzKnq8qrU73//+3Tp0iUPPvhg+vTpk1mzZuWWW25ZputY3Oe/X79+2W677fLII48ss/W1adMmZ5555jJbHgAA8M0s9dMNlof//Oc/2WyzzbLJJpvk4YcfzhZbbJHk86uR77//ft5666107949tWrVSp8+fVK7du20bt06s2fPzllnnZUxY8bk6quvzieffJIaNWrk2GOPTbt27XLKKadk4403zocffpixY8fm5z//ebbccsvccsstmTp1au68887Mnj07NWvWzIEHHpif/OQn6dixYz766KPMmDEj55xzTpo1a5Z//vOfeeSRRzJz5swkyQUXXJCWLVsu9/30t7/9LYceemg222yzJEmDBg1y+umnZ8SIEUmSYrGYP/zhD3nllVdSu3btXHDBBWnRokV69eqVo48+utKy/ve//+XPf/5zZs+enSZNmuTUU09N48aNq2SbfvzjH2ennXYqt+29996ZM2dOpk2blrfffjt33HFHxo0bl8033zwnnXRSrrvuugwbNizz5s3Lvvvum9133z233nprxo8fn08++STjx4/PjjvumEMPPTSTJk3K5ZdfnilTpmTChAnZeeedyz1Wbrzxxjz33HNp3Lhx+dGTxWIx1157bYYPH55PPvkkLVu2TM+ePavk6QyffvppWrZsmUKhkDp16uTnP/953nnnnSSfB0Y33XRTZs2alSlTpuTYY4/ND37wg5x44ok55ZRTsuGGG2bMmDE5++yzy5/3Xr16ZezYsVlvvfXKj6W8//77U7NmzRx88MGV1v3+++9nwoQJOfXUU3PeeeflsMMOS7Vq1fLKK69Uej9+9rOfLXL/vv7663nyySczc+bM7L///tl9990zZMiQ/O1vf0uvXr1WmOMKAABWZStkT4J+/fplxx13zA477JDnnnsukydPLr82bdq03HnnnenYsWP+9Kc/5fLLL891112XTz/9tDzNFVdckUMOOSS9e/fOOeeck9/+9rflk74GDRrk0ksvzUknnZS//OUvqVWrVrp3757OnTvnkEMOqVTHuHHj0rVr1/z+979Pp06d8uCDD2bmzJl57LHH8vvf/z433XRTdthhhzz88MPLZ8d8yYgRI7LJJptUamvWrFm23377JMnMmTPTvn373HbbbenUqVMeeuihhS7ns88+yx//+MdcfPHFueGGG7Lzzjvn+uuv/9brX5i33nor7du3X6B9v/32S4MGDZJ8fnvItddem5NPPjl33313mjRpkt69e+eaa67JP/7xj7z33ntJkgkTJuSSSy7JVVddlXvvvTdTp07NgAEDsvXWW+faa6/NTTfdlIcffjhTp07Ns88+myFDhuTmm2/OBRdckNGjRydJhg0blqlTp+aaa65Jnz59Mnv27AwcOHC57Y8v6tGjR37729/m5JNPzq233pqxY8emY8eOSZJ//OMfOfbYY3P99dfnl7/8Zfr27bvYZfXp0ycbbLBBbrrppvzoRz/KpEmTFjt9v379ssMOO6RVq1apXbt2XnjhhfJrX3w/FrV/k2TSpEm56qqrcuWVV+avf/1reR8nWaGOKwAAWJWtcD0J3nvvvYwePTodO3ZMRUVFNt544/Tr1y8HHXRQkmSLLbZI9erVM3jw4LRr1658tXuXXXbJgAEDMnfu3AwaNCjXXXddeZlz5swp30e91VZbJUlatGiRKVOmLLaWioqKtGvXrjz9wIEDU6tWrfz617/Os88+m5EjR2bgwIFV1nW/UCikRo0ai3y9oqIiO+ywQ5Jko402ynPPPbfQ6YYPH55x48blrLPOSvL51fOKiqr5aBSLxUq/H3LIIZk+fXrmzJmTk046KU2aNEmrVq1Sv379JMkrr7ySiRMn5plnnknyeeDx7rvvJvn8szL/qnuDBg0ybdq0/OhHP8qbb76Ze+65Jx988EFmzZqVGTNm5LXXXst2222XioqKNGjQIJ06dUqSbLLJJjnyyCPz8MMPZ+TIkRk1alSmT5++HPfI/9epU6f07ds3gwcPzmuvvZbLLrssnTt3zrHHHpszzjgjL774Yvr27ZuhQ4d+ZY2vvfZauZv/5ptvnrXXXnuR086dOzePP/54fv3rXydJdtxxxzz88MP5/ve/nySV3o9F7d8k2XnnnVOzZs3UrFkz7du3zxtvvJG11lorSVao4woAAFZlK1xI0K9fv8ydOzc//elPkyTTp0/PhAkTcuCBByZJateunSSpVm3hnSDmn2T+8Y9/LJ9Ajx8/vhwmLO6k+ssqKipSKBQqtU2cODEnnnhi9tprr2y11VZp0KBB3n///SXfwGVoo402yltvvZVWrVqV20aOHJk///nPOf/885f4RH/evHlp1apVrrrqqiSfhypf7JmxPG2yySZ55ZVX0rZt2yTJnXfemST57W9/m7lz5yb5/5+B5PPaTzrppHLvg08++ST16tXLe++9t9D3+i9/+UvefPPN7LbbbunYsWMGDhyYYrGYQqFQKaCYv+9efvnlXHPNNTnwwAPTpUuXr7zi/m0ZO3Zs7rjjjpxyyilp165d2rVrlz333DMHH3xwjjnmmJx55plZf/3106FDh2yxxRa5/PLLk6TSds2ePbu8vEVt78K89NJLmTJlSjkkmDNnTiZNmpQxY8Ykqfx+LGr/fnkd1apVq/T7inRcAQDAqmyFut1g/hXLXr165fbbby//TJkyJa+++mqladu1a5fBgwdn4sSJKRaLeeKJJ5J8fiLStm3b/OMf/0iSDBkyJD169CjfbrAw1atXL9+T/VVGjBiRxo0b55BDDsmWW26Zl19+uXzyurwdcMAB+etf/5o333wzyecnWldffXXWXXfdpVrORhttlA8++CDDhw9Pktx777259tprl3m9S+KQQw7Jfffdl0ceeSQzZszIZ599lpdffjlDhgypdDI631ZbbZWHHnoo8+bNy6effpoTTjhhsU9CGDhwYLp165add945U6ZMyfjx4zNv3rxsvfXWGTBgQGbPnp2pU6fmpZdeSvJ5T4Uddtghe+21V5o1a5Y333yzSt7vhg0b5oUXXsj999+fTz/9NDNmzMjjjz+eli1bZtasWRk8eHCOPfbYbLfddnn99dfLNTZo0KD8vj755JPl5W299dZ5/PHHk3zek2TUqFGLXPe///3vHHHEEeXj8W9/+1u23HLL/Otf/1pg2kXt3yR58cUXkyQzZszIoEGDsvnmm5fnW5GOKwAAWJWtUD0JXnjhhTRq1KjcxT9JVltttey55555+OGHKw1i1qBBgxx//PE588wzU6NGjay99tqpVatWkuTMM8/MVVddlX//+9+pXr16zjvvvFSvXn2R623dunV69+6dK6+8Mk2aNFlsjVtuuWUefPDBnHDCCalZs2Y22GCDKrviOX/gvmuvvTbjxo1LrVq10rVr1xx55JELdNtfnHr16uWcc87JFVdckXnz5mWNNdYo33qwvK2//vq5/PLLc+utt5YH4mvdunW6d++eHXbYIa+88kql6Q8++OD88Y9/zM9//vMkyaGHHpoNNtig0gnxF3Xr1i3XX3991lhjjdSpUycbb7xxPvroo3Tu3DlDhgzJ0UcfnYYNG5aDlt122y2XXnppBg0alGrVqqVNmzb56KOPvtV9sDA1atRIr1690rt379x6662ZN29eNt9881x44YWpVatWDjzwwJxwwglZY401st5662XGjBmZOXNmDj744Fx++eW555570rVr1/LyDj/88Fx++eU5+uijs8466yzydoPJkyfn5Zdfzsknn1yp/YADDsgVV1xR6UQ/WfT+ne/cc8/N9OnT89Of/jRrrrlmeVyCFem4AgCAVVmhWCxemKTnEs9QKGRY3/W/9go3Puy9pTqBXZQpU6bk3nvvzU9/+tMUCoVcf/31WWuttbL//vt/42UvKxUV1XPM79ZPtWqFr554IW44893MmDGzysYHWJjadetmrb/ckGoLuaq/JEYf/NNMGDMm9erVW8aVVa2XX345B/306Py8z2Nfa/4PB7+WJy/7ZQa9+vIyrgwAAGDJrThnn0tp9dVXz/Tp08uPV9tkk03K/wYAAACW3kobEhQKhZxwwglVXQYAAAB8Zyx1SLDDdltn48Ne+eoJFzP/qqLz9zuk9xkvfu35O32v/SKf4lBVOmy3bZ496IivPf8W3+ucmjVrLsOKVgzNmzdPRXFOzt56za+9jJ8f/4tlWBEAAMDSW+oxCQAAAIDvphXrMjUAAABQZYQEAAAAQBIhAQAAAFAiJAAAAACSCAkAAACAEiEBAAAAkERIAAAAAJQICQAAAIAkQgIAAACgREgAAAAAJBESAAAAACX/D5TppAZIxITHAAAAAElFTkSuQmCC"
Which two x-axis labels of Grenada have a difference of 240000.0 ?
2004.0, 2001.0
56993.png
815
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"
Which country has the lowest Agricultural support?
Switzerland
OECD_AGRICULTURAL_SUPPORT_CHE_JPN_VNM_000023.png
816
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"
How many times Philippines higher than Egypt?
0.41
OECD_MEAT_CONSUMPTION_EGY_PHL_PRY_THA_TUR_000001.png
817
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"
Which two x-axis labels of 1980.0 have a difference of -9.5 ?
Canada, Japan
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818
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"
What is the sum of the average of 1962.0 and the average of 1960.0?
60700389178.35
63919.png
819
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"
What are the countries in this graph?
[South Africa, Georgia]
OWID_Line_95932783005954.png
820
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duyswMFA9e/Y0t3fx4sVZfs7s7PPQ0FBt3rxZklS/fn3Vq1dPDz30kGrVqnXT7c4LxYsXzzC4e/PmzdW2bVu1aNFCw4cP1/bt280PHenbm/7/iRMnzG3IzMKFCxUVFSVJZm+C9C8TiI2NNQefL1KkiBwdHc162rRpo7Jly5rPc+DAgVtuwy+//JKlGpcsWSIp7fbtLl26qEqVKpkGXtmxePFisxdB586dZbPZZLPZ1LVrV1WsWFGS5OjoqHnz5plt393dXQ888IAkZRqGZlVWzxu5cS548sknNWTIENlsNkkZX8ddu3ZJUo7as5OTk3x9fc3fa9eurYceekh169Y1P1j+/vvvOnXqVK5eE273mv3X1423335bbdq0kZT2R6f0bT9+/Lg57MAvv/yi8PDwDM/1xBNPyNPTU1Lacebl5ZWl/XQzv/zyi9krKP019vf3N4/dzz//XIZhZGmbrpfem01KO5ZKlSqlp556ypzv6uqqggULZvmY9vf3V9WqVSWlfUFOek0bN25U06ZN5ezsnKXzQqFChVS+fHmzDl9fXz333HOqU6eOhg0bpgoVKsjLy8ucX69ePVWrVk1169Y1e/akn598fHwynEu7dOmiOnXqqGXLlpLSgsf69eurQYMG5nknNTVVf//9t6SsveeR7vx8eSv54dp6fTvp2LGjKleurKefflqFChXK8X7Jidu9d8rqdQsAYC0MTnGPS0hIMH/OzTcf6d3RpbQ3SOl/0Xd2dpZhGJn2dChTpozc3d0lpb3J9fX11WeffWbOT39jlpqaan54Onny5A2D/6f/7uLiYk5L/5Cfk+1If+N+/e0x19ezefNmc5n0DzqSMrwpP3z48B0Ndpxb25R+a4eTk5Nat2590+XSP2BJN9/vlSpVUqFChRQdHW32wCtVqpRat26tJ5988o7W7ePjI3d3d73++usaNmyYoqOjzdt6biZ9H11/PKSHkll9zszWl9k+vz7svP5xxYsXv2l9/4Xrb7l65JFHNHXqVPP3CRMmyNHRUYZhZNju9A8o/3bkyBHz5/Tj2tPTUzabTYZh6PDhwzc85vpbSdKf43bH6fWvzc1qrF+/vnn7TG7u7+uf+/r27evrq759+5q///XXX1q9erUuXLig1NRUM5y5fPmykpOTczRO05EjR3J03sjJuSA+Pl6LFi3SX3/9paioKPPDuSTzg2hO23Nmtf3751OnTmUIZe7kmjBt2jRz/s1es9xu77cTHh6uzz77TCdPnlR8fHyGXiPh4eHy9/fPcM64vp34+PiYt3RJObt2psuszUr/O6YuX76ssLAwMxjJqsxqz+xLd7JzTLdt21YHDx5UeHi4du/erbp162rNmjV6/fXXJWXtvPDvc1d6Tz5JqlGjhiSZ543ra5duf35KvxXczc3NnJa+zddPS/+jYk5et5ycL28lv15bbTabihYtqmvXrt12H+SVf793upNrKwAg/yIcu4cZhmHeEmCz2VSpUqU8eZ727dtr4MCBt13udl+3vWDBgiwFeA4ON3ZozMlfy//tTrrJp/fYSP//elmpLTe2ycHBIUNPway61X6fNm2avv32W+3YsUNhYWE6e/as5syZo8jISA0aNOiO1i2lvTl2cXFRQkKCLl26pKNHj6p69eq3XOftXqfcPo6uXy6zx+RETo+T9CAhM2+88YbZmyQ3ZFbjnR6nN6sxPYz693PcbH/nZP/d7LjZsmWLJkyYICntdrSmTZtq+vTpWrFihSSZPWryQm7t47feekv//POP7r//fk2dOlWpqanq1KmTpP/VX6RIkTtuz9e7VTvMrWtCVs7JeX3duHjxokaMGKGEhAR16tRJAwYM0B9//KFRo0ZJyvz4uH69t3qOrO6n7MjsmMqO9Hpzek1Nf/5mzZpp+vTpio2N1dq1a+Xl5SUnJyeVK1fuhsdk9dx1u+MlL94bZPb4rL5uefVeReLaejM5uTbc7r1Tbl9bAQD3Lm6rvIft27fP/Ktns2bNcnUA0etvdUjvmZBu0aJFWrVqVZbWc/3YQdevJyIiQiNGjFB8fHy2a/v3m6yYmJib/kUyMDDQfDOV2XYcPnxYlSpVMpe5fj3X9wZI/6vj9W8c099o5sZfQ/+9TUlJSYqIiMjx+rKy38+cOaPDhw9ryJAhWrBggb744osMY6ncybolmQOhDxkyRIULFzZ/vz4ouV769l6/3WXLls3Wc2bV9b15rn+dr//5djJ7sx8WFqbU1NRcO05utt1S2sDD6bcEZeb6Xhjpz3316lXzg8T18+9EVmp0d3c3ewllZX97eHhIyvhhLrP9l34b3r+f+8SJE5o3b54kKTg4WJLMAbylmwdi//7gdfny5ZseW9k5b9yJa9eumb1W6tWrJ3d390zrz2l7vt71bS/9Fi4prR3m1jUhK6/Zf3HdSD/HHj582OyB3bRpU9lstkz37/XnjPT9ZBhGhv0k3dm1M7M2K8kc/N7b2ztHvS2vrz29J1Zm15fsHNNubm5q1qyZpLQx25YsWaK2bduay93Jucsecuv4vt6trhGZyc/X1vRjOCtu9X7obri2AgDyL8Kxe9TBgwfNAZ8rVqyol19+OVfXX6pUKbNL+e7du3X69GlJaR9gVqxYYY43cjvdunUzu96n99RISUnR/Pnz5e3tneH2hqxKv10ivRv/7NmzM3yL5/V8fX3NN+x79uwxe9odOnRIK1askK+vr0qUKKEnnnhCUlrgGBsbq4SEBO3Zs0fS/8bXkJThm+FCQkKUkpKi3377LdvbcLNtSt+urVu36v3338/x+rKy3y9cuKDp06eb++S+++4z33jeKjjJ6mv6zTffqGzZsmrTpo1eeeUVSWmDht9sgPclS5boyJEjWrRokaS0oOLpp5/O1nNmlZ+fnxmU7NmzR5GRkbp48aJ2796d5XX8+zW7dOmS+vTpo9TU1Fw7Th5++GFzHJ3rv6Vr/fr1CgkJuWHg+ut1797dDJm2bt0qKW38KCmth1r6LTR3Kqs1pr+WYWFh2r9/v5KSkjIdkF/6XzsLCwtTdHS0rly5YrbHf29jem+7lStXSkobW2j+/PlmCJh+C1pKSop521x6YPZv6a/ptWvXZBiGhg8fnuFWt+tl57xxJwoVKmSO95M+iPb27dtvWC6n7fl6+/bt0++//66dO3dqx44dktLGvipdunSuXROy8prl5XVDyniOvf7LNtL3b/q2X+/hhx82g6kff/xRBw8e1JIlS24Y6/NO9lPz5s3NHuDpbfXMmTPmOl544YUc9Rx76qmnzMAh/Y9C6efZ62X3mE6/tiYnJ2vnzp16+OGHzXl3cu6yh9w6vq93q2tEZvLDtfX6dvLrr78qOTlZe/bsyXB77O3c6v3Q3XBtBQDkXzbDMIIkjbJ3IbhRcHCwJkyYoMjISKWmpspms8nHx0cJCQlycHBQQECAmjVrpkcffdQcM+eHH37Q3LlzzTfsXl5eGj58uDZt2qStW7eafyEvWrSonnrqKW3evFmHDx9WcnKyHB0dVaRIEb300ktq2LChkpOTtWTJEv3888+KiIhQ6dKl5enpqR49epjd93v37m2O4+Ps7CwvLy9Nnjw5wweOI0eOaP78+Tp06JDc3Nzk4+OjBx54QL169ZKLi0umNY8ZM0ajR49WZGSkpLQP8506dVKfPn108uRJTZgwQadPn5afn598fHz01ltvmYOv/pthGPr++++1du1anT9/Xn5+fipcuLCee+45BQYGmsv89NNPWr16daZfX3/9B5IlS5ZoxYoViouLU/Xq1VWjRg3zG988PT01cOBAxcTEZGub4uPjNWbMGP3111/y8PCQt7e3BgwYoB9//PGG1+2FF14w38RPmDDhhvkzZ86Ul5fXbff7qVOn9Pnnn+v06dNyc3PT5cuX5ebmpgYNGuj555+/5W0It1t3z549FRERIQ8PD73//vuaNGlShvHfihYtqi+//FKLFi0yBzoeNmyYFi5ceNOvm8/t4yg2NlYzZ87U1q1blZiYqKpVq8rDw8McpL1gwYKaNm2a3nrrrQzHeJUqVfTJJ59IkmbNmqX169crJSVFJUqUUIcOHcxvCcvpcdKiRYsMt8BFRkZq7ty52rlzpxISEuTv76/77rtPffv2veFbNP8tNDRU8+fP1759++Ts7KzExETVrFlTvXr1kr+/v6Qb23Dr1q1VuHBhLV++PMNxNXv27JvecpOVGg3D0LJly/TDDz8oMjJSpUuXVu3atbV8+XJJaT1RBg8erDZt2ig+Pl5TpkzR9u3b5eLiojp16sjR0dEcMNvHx0cTJ06Un5+fTp8+rfnz5+vPP/+Uk5OTvL29Vb9+ff3f//2fHBwcFB8fr48++ki7d++Wi4uLmjRpotjYWG3cuNHctvRz1i+//KI5c+aYx2DlypXVvn17vf322xmOoY4dO+q5557L0nkju8dlZrZt26aZM2cqPDxclStXVuvWrc0/jri7u6t169Zq3759jtpzYmKi2rVrJ0lq06aNYmJitGvXLrm4uKhRo0Z68cUXzXAut64Jt3vNpNxv7zc7x1atWlULFizQypUrFRcXp7p166pcuXLmF1Z4eXlp0KBBatGihc6cOaPp06frr7/+krOzs9q1a6c9e/YoJCRElSpVMsfYzMp+upm4uDgtXLhQW7ZsUVJSkhITExUQEKCnnnpKdevWlZT5ef+pp54yb7XNTPq4VKdOnZK3t7d69OhhfuvkU089peeff15S9q6FktSvXz+dOnVKrVq10ogRIzLMu915ISQkRCNHjszwepUqVcocly6z+YMGDdLPP/+s4OBg8xirVq2aGjdunOl7n08++cTsteTh4aHhw4drypQpunz5sqS083zXrl3Vo0ePHB3ftztf3uoakZn8cG29vp24uLiocePGOnLkiE6cOCEHBwf5+flp5MiRN7y26efVW7VVKWvX1l27dt3yvVNWjk8AgPUQjgGwmy+++MJ8A79ixYr//ButAKu7Phzr1KlTro+RlZ8cPHjwhh5E3bt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"
Which x-axis label witnessed the smallest value of Bulgaria?
Tertiary
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821
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Vq1dX9erV77hfnTt31qZNm/Tpp5/q1KlTOnTokCWoS0tLkySlp6dLkk6cOCFJsrOzU6VKlSxtREREaOXKlWrWrJnatm1r88vxAAAwAsILG+vZs2e+5ry4+cNc9hDY7A8/2WrXrm35sJWYmGj5BbBDhw6SJJPJpEcffVTbtm3TwYMHraqzYsWKlsnWsn+1q1KliqQbkzQWK1ZMV65cUXp6us6cOWP5pevpp5/O0c6tHxKrVq0qk8kkSSpVqlSu+5UfZcqUyfGru5+fn9LT0/X999/r8OHDlg/Wd2s7JiZG0o1fTB9//PG71n2rm4/9sWPH8tz/7EtWGjRoYHns5hE32TPTt2zZ0jJ5q6+vr/z8/BQREaFDhw7lGKJ986+D2ee9YcOGlppuHa6e176mpKRYJjLNfq6Tk5Pq1q2rn3766a7HIjfu7u6Wfpt9nrM/xN9NvXr1LH+vW7euDhw4cNu5yO2X0dxUrlxZkizH08HBwXL5VPYonOz+YU3/uXn72b8QHz16VIcOHdKxY8dkNpvVunVry+Uot2rUqJEyMjIsv5RHR0fnuq27vVbyc85vVbt2bVWqVElHjx7V8OHD5ezsrLp166pjx47y8/NTVFRUvvtxvXr1LLXdPOx/69atMpvN8vPzk6+vr6Qbx79ly5ZatmyZDh48mCO8uNP7XH77Y37P263vF9aet/y8V2Sfk+xLcLJrzyu8yB69li2vYyxJzZo107Zt2zRp0iQdOnTIsu38vMayZf+f8Oijj1q207FjR82aNUtxcXG6dOmSZd17fT3fKj//r2Vr27at5s+fr507dyotLe22kTHZ52TZsmVatmxZjueeOHFCzZo1y/dr7eb383vh5+en//73v1qwYIF++uknSwB29OhRubi46MKFC5oyZYpcXFw0e/ZslSlTRhMmTNDixYtVvnx5tWnTRpMnT1axYsU0dOjQe64DAIB/G8KLf4jsa3wlWT5U3foh9+Y7lGR/+CwoN88Sn932zR/qb95e9jX47u7ueuedd3K0c2tdN+9X9jZu3a/8uPXuLEuWLNFnn30mT09PPfTQQ2rRooVmzpx51+OSvT9BQUHq06fPXdu/2/at2f+bPzRfv35dLi4uua53q1sfz+3c37zOrV/A8trXm59784f4O30Bz8u9nuebLxHJ/uXybvt+N3c6Brm1aU3/uXX72b8Qb9261TIE/k6XjEjS6NGjtXfvXlWrVs0y3H3VqlVWvVbyc85v5erqqhkzZmjTpk3auXOnDh8+rF27dmnXrl0aPXq0ZX4Za/txWlqa7O3tZW9vb/X70J3e5/LbH/N73nLrM9act/y8V1hzTm6+fOZOIcCdjvGlS5c0ePBgXbx4UUFBQXrssce0Z88e7d6926ov4Na85xTU+3Z+/l/L5uHhoSZNmmjHjh3avn27fv/9dxUvXtwyIiT72Pbs2VMtWrTI8dyyZctKyv9rrSDu9tW0adMco3Z69uwp6caojkOHDikrK0v16tWzzIsRHBys8PBw7dmzR1WrVrWEYM8++2yOdl9++WU999xz6tu379+uEQCAfxrmvPgXufmDqoeHh+WX+Y0bN0q68aFw06ZNknL+ol3QKlasKEdHR125ckXFihVTrVq1lJaWphUrVlh+HcuP7P3JnsgsP+tm+/bbbyVJ7733noYMGWKZhC+3L0HZ7VerVk3SjV9OfX19VatWLUVERGjdunWKj4/P9/bzs//ZQ4537twp6ca5GTlypLp06aJdu3bJ399f0o1b8WXfJSAmJkbR0dGys7Oz7E9u288eEXPz6Jr9+/fnWD+vfXV1dbV84D9w4IDlOFk7Yufvyv5VPSMjw3Kte/b+Zfs7v5DeSX76z52237ZtWzk4OGjLli3av3+/vL29Vbt27Vy3Exsbq71798rd3V1z5sxRv379LK9ba7745+ec3+rQoUNatmyZ3N3dNXnyZK1evVqdOnWyPGZNP969e7fly/XixYvVqVMnLV68WDVr1pTJZFJ0dLTlOSkpKdq2bZuk/L8P5bc/5ve85dZnrDlv+XmvyD4n2fVKt58TZ2dnScpx6Uv2aIBseR3jHTt26OLFi3rwwQf1/vvvq0ePHpZQIHu/8/Nemv2es2nTJkuAkD2nSqVKlSwjLGzp0UcflSR9/PHHunbtmlq2bGnZ1+xzcubMGdWqVUu1atXSxo0b9eOPPyo9Pd2q19rffU/56aef9Mwzz1gu29q/f78uXbokDw8P+fr6WkZ6HT9+3HJOs0fYeHp6ysnJ6bbbp2fvp7e3tyHOBQAAtsDICxvbtGmT5UvZzTp06KAnn3zyb7Xdr18/TZw4UTNnztSWLVuUlJSk2NhYeXh4qFevXn+r7bspXry4OnXqpFWrVunNN9/Ugw8+qO3btyshISHHLeDy4uHhIenGreKGDh2qoUOH3vU645tVqFBBCQkJWr16tYKCgizDiLMnTbu5/enTp6tRo0Z67bXX5Ovrq5iYGA0ZMkS+vr7avHmzTCbTbcPm7yY/+//0009r69at2rhxo44cOaLMzEwdPXpU5cuXV506dWQymbRy5UodPXpUffv2VZUqVXT48GFlZmbqmWeesXyRy80jjzyiJUuW6ODBg3rrrbdUpUoVrV27NscH9KCgoDz39ZlnntGMGTP03nvvqWPHjoqIiNCZM2fyfRwKwueff64DBw7o0qVLOn78uMqVK2eZXLEw5af/3ImHh4eaNm2q7du3S7r7qItSpUrJyclJV65c0apVq+Ti4qKlS5fme1vZ8nPOb2VnZ6cVK1bIZDLp8OHDcnV1tUzM2Lhx43z149atW+uLL77QyZMn1a9fP5UrV04HDhyQg4ODHnzwQVWoUEEdO3bU+vXr9cYbb6hWrVo6ceKEEhISVKdOnXzdwSZbfvrj/Tpv+Xn99OjRQ1u2bNFXX32l5ORkpaam3jbBaHZg8Ndff+ntt99WWlrabXNH5HWMs+dMOnTokH766SfFxsbq999/z7Hfub2X5nZ8f/31V23btk39+/eXu7u7wsPDZWdnp5dffjnP43c/NGnSRB4eHrp48aKknOfoiSee0Jo1a7Rt2zbLnB07d+6Ul5eXBg0apLS0tAJ5reVHQECAkpKS9O233+ro0aOW4K5Pnz5ycHDQAw88oKpVq+r48eMaOHCgypQpo71798rJyUkdO3aUj4+P5s+fn6PN7Lsmvf3226pRo0aB1gsAwD8FIy9sLDExUUePHr3tT/aHs7/jkUce0TvvvKO6devqyJEjunTpklq2bKkZM2bc9ctvQRg4cKCee+45OTg4aOPGjXJ1ddXrr7+eY6LFvNSqVUuPPPKInJycdObMGauuqR4+fLgCAwO1ZcsWzZs3T40bN5aPj49SUlIsv3A988wz8vb2Vnx8vK5cuSKTyaR3331Xbdu21fnz5/Xzzz/Lz89PEydOtPyqV1D77+vrqw8++ECBgYE6fvy44uPj1aJFC02aNEkuLi5ydnbW1KlT9eSTT8rBwUEHDx5UuXLlNGTIEPXv3/+u23Z2dtbEiRNVr1497dq1S7/++quGDh2a4w4D+dnXzp07q2/fvrKzs9Pq1atVsmTJfN1+syCNHj1aFy5c0KlTp1SvXj1NnDgxx1DzwpKf/nM3N99K9OY5HW7l5uamsWPHqmLFivr000+1evVqPfvsszKZTDkm+ctLfs75rQICAjRx4kTLXRm+/fZbeXp6auzYsWrWrJmkvPtxsWLF9OGHH+rhhx9WUlKSoqOjVatWLb3zzjuWOS7eeOMNvfLKK/Ly8lJ4eLhMJpOeeuopTZw4McflaHnJT3+8X+ctP6+f6tWrKzQ0VBUrVtT69et16tQpvfHGGzna8ff318CBA1WqVCnLqIAhQ4bkWCevY9yoUSM9//zzMplMmj59uvbu3avu3btL+t9Ij/y8l/r4+GjmzJl6+OGHlZiYqOjoaAUGBuqDDz6442Sz95uDg4MlvCxfvnyO+WbKli2ryZMnq379+tq7d68OHjyoFi1aaPLkyXJyciqw11p+eHt76+2331aVKlUUERGhMmXKaPjw4ercubNlPyZNmqSOHTvq6tWrioqKUt26dTVp0qTbbgcOAAD+x2Q2m8dLCrV1IQCQ7bHHHlN6erqWLVtmmcjvnyR77oXAwEBNnz7d1uUgnzhvxjdy5Ejt3buXeR8AACiCuGwEAArIt99+qz///NNyKVjXrl1tWxDyhfNmfDNmzNCRI0cUHh4uR0fH2+7yAgAA/v0ILwCggKSmpmr37t3y8PBQ586d1bp1a1uXhHzgvBlffHy8oqKi5OPjowEDBqhcuXK2LgkAANxnXDYCAAAAAAAMjQk7AQAAAACAoRFeAAAAAAAAQ2POCxsYPXp02siRI9NtXQcAAAAAFDV2dnbmkiVLuplMJluXAisw58V9ZjabZWdnp2vXrtm6FCCHS5cu/SNvS4p/N/oljIh+CaOhT8KIjNwvk5KSrnl4eBRzdna2dSmwAiMvbMTFxcXWJQC3oV/CiOiXMCL6JYyGPgkjMmq/TE5OzrR1DbAec14AAAAAAABDI7wAAAAAAACGRngBAAAAAAAMjfACAAAAAAAYGuEFAAAAAAAwNMILAAAAAABgaIQXAAAAAADA0AgvAAAAAACAoRFeAAAAAAAAQyO8AAAAAAAAhkZ4AQAAAAAADI3wAgAAAAAAGBrhBQAAAAAAMDTCCwAAAAAAYGiEFwAAAAAAwNAILwAAAAAAgKERXgAAAAAAAEMjvAAAAAAAAIZGeAEAAAAAAAyN8AIAAAAAABga4QUAAAAAADA0wgsAAAAAAGBohBcAAAAAAMDQHGxdQFH1YFCQrUsAckjPyJCjA28JMBb6JYyIfgmjuV99MiMzUyNCQtSzd+9C3xYA3Ir/eW1kQJkyti4BAAAAyLfDly5pZlgY4QUAmyC8sJH65crZugQAAAAg39KysrQrOdnWZQAoopjzAgAAAAAAGBrhBQAAAAAAMDTCCwAAAAAAYGiEFwAAAAAAwNAILwAAAAAAgKE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Which two x-axis labels of Bahrain sums up to 153.79 ?
Primary, Secondary
64671.png
822
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"
What is the sum of the maximum of 1995.0 and minimum of 1997.0 ?
269775200.0
49123.png
823
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What is the difference between maximum and minimum of 1960.0?
3.19
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824
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"
Which x-axis label witnessed the smallest value of Uruguay ?
2011.0
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825
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"
Which x-axis label is second lowest for Djibouti?
2007.0
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826
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jbrzxRunu7rbW9gwPD8uRI0fke9/73ty/AHGux/vZz37m+/FmGp1XSEC+7Zv3TUTkpptu8v2cU2F/TnchcOedd8rixYtn9Mdgp/K+BJn9GM7HvFZ3YXr27Flpbm6Wt99+2/odqe3bt8uePXushNKhoSFpaWmRN9980/FYU0gx4gQACKIHv9Upt1d/Rp7b800rqvyLNdXy0g/a5Ndv/U4SPYes0R7z20x+fqPpwPNpGf39B/L5W2+SA8/3Of6+dPFVcktlmfX3RM/z8vDff8Uqih7Ytkl++trPJ03z+/Vb71i/KXX9dZ+SL9qSAmfCtNdImelTIhMdg2LW9cyF//t/8w8lmmlv+Zw7d85aeN7T0yNlZWWenR3zHKlU6pJLIsxmsyIy0XH0s9bELO43V+5ra2tl27Zt8uijj87GbhbNb/S06eT6Zd43kbnrINuf0+3GG2+Urq6uGXuuqb4vQeb3h7jtn3Nmau+9997raO+SkhLZunWr3HDDDdLe3i4iInv37pXdu3c7tmMuVNjDdUxS4O233x6Yz1MAQPi8+977cv3fNMrj/xiXIz/8jiy++s/l12+9I4me5621SSIi2/5htxzofFhERBI9h+RHh/rybTLHgefTsuSaq3KmCbr/vuuJp2XJNVfJr15JyuKr/1x+dKhPYv9tt9cmHTbFH5EDnQ/Lv3wjLsln/e1bMaZdSN10001WIfXzn/88MD+M67dzZHf69Gm55557rGLqmWeecYQquJ+jUMKcVqZTmC8N0YsJmxgdHZWvfvWr1rHgNa3pUjUfowuMaEzPDTfcYBUxb7755qQBNH/84x9FZOJ4N2mF+Qqeqqoqufvuu2X//v0yNDQkY2NjVnudO3dOTpw4Ia+//ro0NDTI9u3brSm1+/fvz5sUCADAXHn3vfcnCpYCRUui55AVAuG2/tXcoAm7fMWQ198f/NYeK1DC8RyuMItdTzwt8sTEf//sxCm5/m9y+/AzZdpT+26//Xbrv3t7e4t6TH9/v+dag9kwlXhhE1pw7733isjEiFOh/Z3OOpSg87NexRRRsVgsMAW1kW8aWj5+RwLsvyc0n0ywyWzR+r4Ucuutt1oBID09PTnv4djYmOM8MIXNH/7wh6K2/5nPfMaxLWPRokVWmqJ5X81I1oYNG6yAmNluUwAAMDXTLqRKSkrk7rvvFpGJtQDPPvtswfuPjY1JV1dXwbjfmbBu3ToRmShy8k1HOnjwYMHRkqqqKmudw3e/+92chfPmOTKZTN7OzuDg4KTvSRDdcsst1n/ne4/GxsasaUvm93JERFavXj3r+1cM+5qUm28ufs6uYdo+XzHptX37++ZeEzNb7M/5xhtveN5ncHBQDh48OCPPN5X3JchMhPnixYvlxIkT8o1vfEMOHjwoBw8elGeffVa+8Y1vyO9//3sREUfioj0kotCUx9/+9rciMjFlz16Irl+/XjZv3uz5GBMaMjo66pkUCAAA5t+MhE1s3rzZCm7Yv39/3sJheHhY2tra5M477yzqx3Cnw36V2Sv++OzZs3L48OFJE7Puuusu67Xt3r3bUTCZ5xgdHZVnnnkm57FjY2Pyve99z3FFWovly5dbAQVPP/20Z6GYTCY9AzvM1CfDdCS92Ecs3I/zw13kinwcb3/33XdPaa2JSUA8ceJE0dtfvny5ldqWb3Tj7bffzvuc9lh2txdeeMHzMfa22r9/v+dzfu9733MUXGZa6lRGbKfyvkzXwYMHpaGhQXbs2OH5nNNlIsw3bNggQ0NDkkgk5PDhw/LBBx/I17/+dSvwxp5IuXDhQusiktf7LjLx3puR+m3bthW9P/bpfBrDagAA4XD9dZ+S66/7lK/HfP7Wmx3/02zGUvuam5utK9X79++XHTt2yLPPPmtd2d23b59s375dbrrpppyrsPb4YfcUuuHhYclkMiIy0aGwX/kdGxuzptVlMhnHyIn9KvOLL74o7e3t8uabb1q/GbN7927ZsWOHtV7B/jz9/f2ORK377rtPRCZG3Nra2hy3PfLII9ZvKtmf480335S2tja5++67HUWj/Sr+yZMnHZ0veyf77bffLnphf6FtDg8PW9u0vy7D3klzj6CYHyM2V+n7+/ut1L49e/bIokWLrLVh5eXlVkx9T0+P9T7s27fPMQXqyJEjjnZavny5VfDu3bvXMRLgx8MPP2xtd3h4WPbt2yf9/f1SV1eXc7ydPXs27zFlt3z5cmlqapLFixc7tj82NmZtf8OGDTnbb2xstN63trY2x3HX1tZm3a+/vz+n833bbbeJyESRsm/fPutYMu+3/bF2f/d3fyelpaUyNDTkaCv7cWjvnN9www2O5zHvuf099DofpvO+TPa+249F9yjo4cOHRWTiHMxXUHoZHh52jMQdOHAg7wjr8uXLZfv27dZvT+3evVu2bt0qCxcutN7vNWvWOB5TW1srVVVV1meD/RwaHByUtrY2GRoa8vwNumIVO4UQAIC5lvjnHZL45x2+HnPkh9+RRx68Rx558B554pvbZfz0T+RfvhEvKqY8tqXGd+E2mxaMj4+Pz+QGBwcHJZ1Oy+uvv24txC4tLZXPfOYzEo1Gc0aiGhoacrZhAg7a29s9pw+1traKiHimybmDH8zi7VdeeUVGR0dl8eLF8jd/8zdy1113WUXUwYMHJZFIeD6P2d8jR47I0aNHrds+97nPWaMA5jnsr3nDhg1yxx13OF6v12sVmRgxy7cPkwVZTGWbhd4/d7jE2NiYvPTSS9bvcolMjJqYDqTd2bNn5Qc/+IHVZlVVVbJp0yYpLy+XgwcPynPPPSejo6OyYcMGKyJdZKKA27t3r+O9++xnPztpx3NwcNB6DU1NTXLw4MFJ9zHfMVUoVMOrfauqqhzHgJt53w4fPixDQ0OO4+7JJ5907IO7jd3vR11dndTV1cnw8LCjzfK1lXlOkYn38m//9m9zAgvGxsbkmWeesdImTVJcbW2tvPTSS5OeD37fl6mcy/bXd+TIEfnud7/r+brzyXdu5Hs9+ZjzqLS01JG6Z9ff3y/Hjx+XY8eOWVNcKysr5aabbvJM3zOvp66uzjPIZmxsTBobG0Xk0gyzAQAE04KVd/q6vylqvH4QN5/x0z9xPM+Sa66Sx/8xLp/5q5Xy13VfK/jYIz/8jux64ukZ+5HdL3x2jfzPfa1TfvyMF1LAXLEXUl7TN3Hp2bNnj/zFX/xF3rVFM21sbEz+/u//XkZHR+Wb3/zmlEeV3OyFpdex29/fb60/fPzxx0nuAwDMCb+FlPndqCOv/lwefuAeeWLvAWncfIcsueYq+dGhPs/feXIXUsavXtknj+99Th7/H8/J+ts+nvZntvP5W2+WA53flF1PPC0/O3Fafvraz+X66z4ljZtrHPfzY7qFlIof5AWAs2fPyrFjxxxJobPJ/Cj36Oio3H333TNWRIlM/Ii3iHiOaI6Njcn+/ftFRHKmZAIAECTrb71Z1v97wbPrgXvk8X+My+jvP5AFIvLSD9p8TcM78HxaNtVUy/XXfUoe/8ft8uu3fiejv//A2s7tt90sS665Sv66skxuv+1muf66T8mRH/6z/Pqt38mv3/qd/O/Uk3M+7W/avyMFALPNrDe699575+RHas+ePStPPfWUnDhxYlam1t11111y+vRpyWQy0t/fLzfddJMsXLjQet6hoSHP9X0AAARZ4tlD1rS7TV+Iyi2VZUVP+zM/vvur3/5Obvl/vmr9fVNNtdxSWSa7nnhaHn7gHsdz2H8jKra5RjZ9ISqP/4/nZurlTIpCCiqNjY1JOp22/n3kyBG5+eab56STjbk1NjYmTz/99Jz8OK1Z45lKpaSqqqrodVR+LVy4UHbt2iX9/f3y8ssvW9P4Fi9eLGvXrpV77rln1pNNAQCYTe++977c8lcr5cDz6cnvLBPrrd597wPrv79YUy3Xf/pT8pm/Wpl3O+77zdTaqWJRSEEd+9oowwQRsDD/0mOKjtn27LPPyhtvvCErV66ctQLKraqqKm9gCQAAYbHkmqvkizXV8l+/3SmbvhCVXQ/cI7ueeFp+dKhP/vo/l3k+ptj7zSYKKahTXl5OuARm3ObNm5lKBwDAHPtiTbXseuAe+elrb0ii55Ac+eF35MDzaTnwfFqWXHOV/KdP5657WnLNVbKppnrS+802CikAAAAAc2b89E+s/379F6flwPNp2fXE0yIi8vjeA/L4P26Xz996s4z+/gP56WsfT9d7Yu8BeW7PN2X093+Q2H9rl8Q/N1n3+9Ghvjl/HcSfAwAAAPAdf64d8ecAAAAAMMcopAAAAADAJwopAAAAAPBpxsImWlpaJJvNWv+ur6+Xuro669+pVEpOnjwpDz30kOfjJ7vdGBgYkPb2duns7JyZHQ+YlpYWqa+vl+rq6nnbh46ODolEItLY2DjtbblfTzwel6amJlm1atW0t+3W0dEhq1evdhx38Faojad7jgXhGAYAAP69uejkfO/CnBr/6OppPX7ahVQ2m5WWlhaJxWKOjlM8HpdsNlt0Z5zObzjMZgE8WRGO4qxateqSvVABAABgXP3nC6f1+GkXUrt37/a8+tza2iotLS0SjUYdow8dHR2SyWRExDlq5R6R6uvrk0QiYT0u3yiGuZ99W/bRsYqKCkcHOx6PS319vfT29lp/K9RpdN8/EolIa2urxONxx2uNRCLWvws9v7nab2dem3lcIpGQkydPehah+fbHfns0GpV0Om09tyl2DfdooX2fIpGILFu2LOc2+3vkHs3It32v1+MekUomk5JOf/xL1e7nWb16taOtCo1muUek7G3kbgc78xrt72s0GpVoNOp4X+zv82TvaSqVcuy312sz54H7Nvd7lEqlJJ1OW88/022c7/0w++TnnMl3DE/nnCzm+Qtt390WxRxD9vu7z+/JjtlIJGLd7t5Pr5HAjo4Oqa+vL+qcMO+Hnb2tJ3t+AAAwc6ZVSGWzWclms55TeCKRSM6XeCaTkVgsJg899JDVWauurnZ0UkQ+Lo5MB6avr89zqpH7fiJiFW+mY5FMJqWjo8PRsUqn09a2Ojo6JJlMFhw5s98/Ho9LPB63njOZTEoymbS2X+j5s9mstLe3OzpyHR0dsnfvXmltbbWKz8mmRfX29jr23/36stmsdbt7xND8OxKJSHV1tdUOZp/MexqNRvM+v12+7VdUVEz6epLJpGQyGWtfk8mktLS0OAqW3t5e671OpVLWezUZ0zm1F9epVKrgyKd538x7Yt83++PNa7S3oyli6urqpK+vz9FGIhPHjTnOUqmUiIjjdbvbcDJebZxvf6bbxiLFnzNebW6OB3tR5X78ZNsvdHuhc25gYMDRFvk+S+x6e3ut9yqVSklLS4ujrezvfV9fn8Tjccf27PvqVl1dLYlEwnER4ty5c44iqtD2zXtrvwDV29vr+Bwt9PwAABTyl1/fNd+7MKeu+A/Lp/X4aRVSw8PDIiI5hVA+pvMuIlbHYXh42LOQqq+vt/5eXV1tddLt93EXUQMDAyLinCZoHxkx96uvr7duX716tZw8WXg+qP3+FRUVEolErG3Zr14X8/zuDs7q1avl3LlzBZ/fLRaLWf/d2NiY8/rsRUtfX59UVFRYf4tEItbV/erqakmn045Rw+rq6pyRlEK8tt/Z2eloq3zS6bQ0NTU5Xks8Hpe+vj5re9Fo1HpdFRUVRe/buXPnZPXq1da/iym+TLuZ98Ld7uY19fX15Yy0mve0rq7OOl7tKioqrP92vzdTWYvmbuNC+zPdNjbbM4o5Z4yBgYGcKb7btm2T9vZ2qaurK/qczHf7ZOec+9zyahs3+3tl3j9zTNpHBs32ent7c47ZfEwhNTAwIKtWrZKTJ0867j/Z9t3Hsdc54adABgDAruS/bJ3vXVBlxsImiuE1nch+Ndb+t3yjXKZ4M9P+7EVYJpORbDabM/VFxFmwufdjskKm0DQou2KfX8Q5PafYQtSwFwjmsflen73AMuydr2w269ieub1YXtu371ehx4mIlJSU5Dy3vdDw2k6+57Srr6+XRCIhvb29OdPy8im2HU6ePCmZTMYx/cqLexqn6eCajr45BtxTx4phb+PJ9me6bex+PpHJzxn7/dyvzesiymTbz3f7ZOecKUTM7e61nF7c79WyZcskm81aRZt9CqUx2TFrF41GJZPJWKODpkgsdvsiuVND7fweSwAAYGqmVUiZTnC+jm0xHd6pampqkt7e3pwpQIXWwsyFyZ7fdOjM9Byz/gUzyz6KaYqWaDQ6I0mEIrlrkOzsBZSZItbR0WHdbh+ZbGlpsaZaFlPsTWV/LnWTnXPmfU0mk5JIJHJGsv2a7rQ5M4pdXV3teSGp0PZNAVVRUeGYhgoAAObetH5HKhKJSEVFhfT19XnebtaV+GWuABeyatUqqa+vl3Q6bV3JjUQiea/SzoXJnr+vr8/qRE+n02tG5UTyj+zY98n9XmYyGasTGYlEcqZRFTMtr9D2i32ciPO1uPdtJpj3OxaLzdix4fWe2ZmpdJ2dnZPGvJu1cWa94Wzsz3TbeDq8zmVzvuY7Zv3wc843NjZKZ2fnpO+Xe3/NqJrZX7P/U2UKfDMt1phs+9lsVjKZjLS2tpJQCQBAAEz7B3nNWgx3wRSPx6WiomJKBYN7DYeZuuPuYKxatUqi0ajs3bvXelwkEnFc/TeLteei41jM89v3wyyE98u8XpGJq+xm3Va+fcpkMlaxm81mpbe315pOVFdXJ5lMxnpv+/r6HB1T07kzjx8YGHDcbrZvb5tiC2h725nXYl9HNx3xeNyxDydPnix6iuZkzHtm374JyjDs7ZxKpRzvmQkIse+biDiKW/so5WTHyGT7M1kbz6ZVq1ZZoSzG3r17HWvfpmOycy6VSjmm/ZmCtdCx0Nvba7VfKpWyAnUikYgjydFsz6zr88NMr7WvZyp2+/aLD4xGAQAwf6a9Rsr85kw8Hnd0+KYzjcr+462GmSLlLqZMQIFJ6TKpYfbHzmWCVaHnr66ulpMnT1q3RSIRaWpqkvb2dmsaZDQaLRh/LjLRCTPbmGxak5ky1tLSYq0rs68Tse+D+bf9KnkkEpFYLGZNiaqoqMjp/JntG/ZpZoVeT2NjoySTScf7MZ3pbXZmn/LFxE+H/TWb7ZuUQpGPA0DM64pGo9boqcjE7125jxH7vu3YsUNaWlqs+8disYLF1GT7M1kbzzR3m7vPiZmcYilS+JwzKYv222KxWMGRwmg06jie7Z8fZr+9Ppv8yDetb7Ltx2IxR/FkXvvJkyc9L0AU+0PnAADAvwXj4+Pj870TKJ77N4YAzBz3b5HNloGBAUmn0zNaUAIAgLk17al9AAB/zDo6AACgF4UUAMwRM80wm80yqgwAgHJM7QMAAAAAnxiRAgAAAACfKKQAAAAAwCcKKQAAAADwiUIKAAAAAHyikAIAAAAAnyikAAAAAMAnCikAAAAA8IlCCgAAAAB8opACAAAAAJ8opAAAAADAJwopAAAAAPCJQgoAAAAAfKKQAgAAAACfKKQAAAAAwCcKKQAAAADwiUIKAAAAAHy6fL53ALPj4sWLMvTaEbni/eH53hUAAABM0/KaLfO9C3ChkLpEffTRR/Kr53vkozdeme9dQREuXrwo4+Pj8olPfGK+dwVFoL10uXjxooiIXHYZkzA0uHDhglx22WW0lxIXLlyQT3ziE7JgwYL53pVLHoVU8PApBQSE6ewh+MbHx2V8fHy+dwNFunjxIueXIpxbunBuIcwopAAAAADAJ6b2AQGwYMECpokpwpQjXTi3dGGamC6XX3457YXQopACAmDBggV8ESlCW+lCe+nChQpdaC+EGUc/EAAXL16Ujz76aL53A0WivXRhjZQuFy5coL0UuXDhAuvaEFoUUkBA0HHQg7AJXSikdOHc0oVzC2FGIQUAAAAAPrFGCggAwiZ0YU2ALpxbuhA2oQthEwgzCikgAAib0IW20oX20oULFbrQXggzjn4gAAgv0IX20oU1UroQNqELYRMIMwopICDoOOhB2IQuFFK6cG7pwrmFMKOQAgAAAACfWCMFBABhE7qwJkAXzi1dCJvQhbAJhBmFFBAAhE3oQlvpQnvpwoUKXWgvhBlHPxAAhBfoQnvpwhopXQib0IWwCYQZhRQQEHQc9CBsQhcKKV04t3Th3EKYUUgBAAAAgE+skQICgLAJXVgToAvnli6ETehC2ATCjEIKCADCJnShrXShvXThQoUutBfCjKMfCADCC3ShvXRhjZQuhE3oQtgEwoxCCggIOg56EDahC4WULpxbunBuIcwopAAAAADAJ9ZIAQFA2IQurAnQhXNLF8ImdCFsAmFGIQUEAGETutBWutBeunChQhfaC2HG0Q8EAOEFutBeurBGShfCJnQhbAJhRiEFBAQdBz0Im9CFQkoXzi1dOLcQZhRSAAAAAOATa6SAACBsQhfWBOjCuaULYRO6EDaBMKOQAgKAsAldaCtdaC9duFChC+2FMOPoBwKA8AJdaC9dWCOlC2ETuhA2gTCjkAICgo6DHoRN6EIhpQvnli6cWwgzCikAAAAA8Ik1UkAAEDahC2sCdOHc0oWwCV0Im0CYUUgBAUDYhC60lS60ly5cqNCF9kKYcfQDAUB4gS60ly6skdKFsAldCJtAmFFIAQFBx0EPwiZ0oZDShXNLF84thBmFFAAAAAD4xBopIAAIm9CFNQG6cG7pQtiELoRNIMwopIAAIGxCF9pKF9pLFy5U6EJ7Icw4+oEAILxAF9pLF9ZI6ULYhC6ETSDMKKSAgKDjoAdhE7pQSOnCuaUL5xbCjEIKAAAAAHxijRQQAIRN6MKaAF04t3QhbEIXwiYQZhRSQAAQNqELbaUL7aULFyp0ob0QZhz9QAAQXqAL7aULa6R0IWxCF8ImEGYUUkBA0HHQg7AJXSikdOHc0oVzC2FGIQUAAAAAPrFGCggAwiZ0YU2ALpxbuhA2oQthEwgzCikgAAib0IW20oX20oULFbrQXggzjn4gAAgv0IX20oU1UroQNqELYRMIMwopICDoOOhB2IQuFFK6cG7pwrmFMKOQAgAAAACfWCMFBABhE7qwJkAXzi1dCJvQhbAJhBmFFBAAhE3oQlvpQnvpwoUKXWgvhBlHPxAAhBfoQnvpwhopXQib0IWwCYQZhRQQEHQc9CBsQhcKKV04t3Th3EKYUUgBAAAAgE+skQICgLAJXVgToAvnli6ETehC2ATCjEIKCADCJnShrXShvXThQoUutBfCjKMfCADCC3ShvXRhjZQuhE3oQtgEwoxCCggIOg56EDahC4WULpxbunBuIcwopAAAAADAJ9ZIAQFA2IQurAnQhXNLF8ImdCFsAmFGIQUEAGETutBWutBeunChQhfaC2HG0Q8EAOEFutBeurBGShfCJnQhbAJhRiEFBAQdBz0Im9CFQkoXzi1dOLcQZhRSAAAAAOATa6SAACBsQhfWBOjCuaULYRO6EDaBMKOQAgKAsAldaCtdaC9duFChC+2FMOPoBwKA8AJdaC9dWCOlC2ETuhA2gTCjkAICgo6DHoRN6EIhpQvnli6cWwgzCikAAAAA8Ik1UkAAEDahC2sCdOHc0oWwCV0Im0CYUUgBAUDYhC60lS60ly5cqNCF9kKYcfQDAUB4gS60ly6skdKFsAldCJtAmFFIAQFBx0EPwiZ0oZDShXNLF84thBmFFAAAAAD4xBopIAAIm9CFNQG6cG7pQtiELoRNIMwopIAAIGxCF9pKF9pLFy5U6EJ7Icw4+oEAILxAF9pLF9ZI6ULYhC6ETSDMKKSAgKDjoAdhE7pQSOnCuaUL5xbCjEIKAAAAAHxijRQQAIRN6MKaAF04t3QhbEIXwiYQZhRSQAAQNqELbaUL7aULFyp0ob0QZr4Kqfb2dunv7/e8raqqSpqammZkp4LOvA+tra1SXl5u/X3fvn2SSqWkqalJqqqqprwdhM/FixdlfHycK+dK0F66mDUcdPh0uHDhglx22WW0lxIXLlxgFHGeDQwMSHt7u+Nv0WhUGhsbPe/f0dEhmUxGREQikYi0trZ63i+ZTEo2m5WHHnpo2vvY0dEhq1evlrq6uqL+eya1tLRIfX29VFdXz+h2RRiRmldhKTxRnIsXL9IxV4KwCV0opHTh3NKF7675l8lkpL6+vqgCJJVKyblz56Szs1NEJoqljo6OnGJpYGBA0um0VFRUzMg+FlOMzUTBNtemVEgVGkFxj7IMDw/L9u3bpbS0VHbv3i0HDx6URCIhVVVV1ujWnj17pKSkRHbs2CFDQ0PWtrq7u63/bmhoEBGRWCwmiURCRETq6upk69atOc8tItbzGWa0yLCPoJnHNTU1OSp6+/NPhdln+3a9ntf+frr3037bbO0nAAAAdMpmsxKNRou678mTJx33jUajOaNZIiJ79+6dtIiKx+NSX18vvb29IvLx6FY8Hrfu09raKpFIpKjRJvd9ksmkpNNp63ZT/JkROPtzV1RUeBZiLS0tks1mJZFIyMmTJ/OO0k3VvF2esxc8JSUl0tDQ4CiiRCYKkeHhYcffTBElMlFVHzx4UEQmChD7tMOhoSHrwOjv73cUJ+Zv5rGG+0Dat2/fFF5ZLvt2+/v7806PbG9vz9nPlpaWnPvP1n5i/hA2octll11GeynyiU98gvZShGliuhA2Mf8ymYzs3btX4vG4xONx6ejoyHvf1atXO4oTr1GnVCol0WhUIpHIpM+dTqels7NTOjs7JZvNSjwel9bWVuns7JRoNCrJZHJKrymZTEomk7G2HY1GpaWlxXGfbDZr3Z7JZKSvry9nO6aQi8ViM15EiUyxkGppaZGGhgbH//IVB/mUlpZKd3e3NUolMjFa093dLd3d3VY16i4smpqapLu72xrVOXz4sAwPD0sqlbK2aR7f398vg4ODju3aH3vu3DnHtuvq6hy3v/POO/7fHA9mn81rcj+viMjg4KD1Hrr3c//+/XOyn5g/CxYsYNqRIoSD6EJ76XLZZZfRXorw3TW/stmsNSJligoRyVtM1dXVSX19vVV0iTin1GWzWUmn00WvU6qvr7f+u6KiwlGArV692rPPW4x0Oi3btm2z/t3Y2CjZbNZRLNn3saKiQrLZ7JSeazrmbY3Uxo0brf82b/KmTZusv9XV1UkqlXIUCaWlpVaIQ1VVlZSWlsrQ0JA1ajU0NGRNpzPsI1qDg4M51aydGeo0U+nefvvtqby0HGafb7jhBmtuqpvZz1gs5niceY1zsZ+YP4QX6EJ76cIaKV0Im9CFsIn5FYlErOLJaGxstKa0uUeVTIFlHpNKpSQejzvWTNkLmMksW7ZsOrvvyRREJSUljr+bYsk8p/u1qSmkNKXMnTt3Tvr7+6W9vd0ayTH/BoKEBbt6EDahC4WULpxbuvDdpUc2m5VMJuNI6aurq5N0Om2N9EQiEVm1atV87aI6s/atYkZYXn311UnvayrLAwcOWH8zU/quvfZa629DQ0PW9LfBwUEZGhqy1liJSM4Uvu7ubqmtrZWXX35ZRD4eyfnlL385rddm9sm+v/Z9dlfQxTCPsa8B6+/vt14jAAAAYDcwMOAIdxD5uA9ezBonu76+Pkmn09a0v3Q6LZlMJmf7s83stzsnIZPJ+H5Ns21KI1L5psd1d3dbRYafEZ/a2lpJJBLS39+fMzXPnsrntd2NGzdKSUmJlQLofvyePXsm3W+/otGopFIpz+crLS2d0mhdeXl53tdw//33T2t/EXyETejCyIYunFu6ME1MF8Im5teqVaskEolIKpWy1gzt3bvXM8UvEolIRUWFJJNJa11UKpWSbDYr1dXVOb+zNJO/I+VXNBqVvXv3WqNnyWRSIpGIVFdXy8DAwJzvTz4z3hvYunWrYwTFvuankO7u7pyRF69Yb/v26urqpLa2VkTE80dwTay6+/eazHZff/31ovbNrby83FGgGe7Idb+amppyFvdpmkaJqSNsQhfCC3ShvXQhbEIXvrvmX2trq/T29lojSRUVFVZCnXvEyhRF5r69vb05a6yCoLGxUSoqKqz9dE9J9CMajUoikZhygmAhC8aVTEY2ozT8ZlJxzp8/L+nWB+SjN16Z711BEQgv0IX20oU1UroQNqELYRNzZ0PPG/O9C3DhUwoICNPZQ/ARNqHLxYsXOb8U4dzShXMLYUYhBQAAAAA+zdvvSPnFlD5cygib0IUpR7pwbunCNDFdCJtAmKkppIBLGYvhdaGtdKG9dOFChS60F8KMox8IgIsXL8pHH30037uBItFeurBGSpcLFy7QXopcuHCBdW0ILQopICDoOOhB2IQuFFK6cG7pwrmFMKOQAgAAAACfWCMFBABhE7qwJkAXzi1dCJvQhbAJhBmFFBAAhE3oQlvpQnvpwoUKXWgvhBlHPxAAhBfoQnvpwhopXQib0IWwCYQZhRQQEHQc9CBsQhcKKV04t3Th3EKYUUgBAAAAgE+skQICgLAJXVgToAvnli6ETehC2ATCjEIKCADCJnShrXShvXThQoUutBfCjKMfCADCC3ShvXRhjZQuhE3oQtgEwoxCCggIOg56EDahC4WULpxbunBuIcwopAAAAADAJ9ZIAQFA2IQurAnQhXNLF8ImdCFsAmFGIQUEAGETutBWutBeunChQhfaC2HG0Q8EAOEFutBeurBGShfCJnQhbAJhRiEFBAQdBz0Im9CFQkoXzi1dOLcQZhRSAAAAAOATa6SAACBsQhfWBOjCuaULYRO6EDaBMKOQAgKAsAldaCtdaC9duFChC+2FMOPoBwKA8AJdaC9dWCOlC2ETuhA2gTCjkAICgo6DHoRN6EIhpQvnli6cWwgzCikAAAAA8Ik1UkAAEDahC2sCdOHc0oWwCV0Im0CYUUgBAUDYhC60lS60ly5cqNCF9kKYcfQDAUB4gS60ly6skdKFsAldCJtAmFFIAQFBx0EPwiZ0oZDShXNLF84thBmFFAAAAAD4xBopIAAIm9CFNQG6cG7pQtiELoRNIMwopIAAIGxCF9pKF9pLFy5U6EJ7Icw4+oEAILxAF9pLF9ZI6ULYhC6ETSDMKKSAgKDjoAdhE7pQSOnCuaUL5xbCjEIKAAAAAHxijRQQAIRN6MKaAF04t3QhbEIXwiYQZhRSQAAQNqELbaUL7aULFyp0ob0QZhz9QAAQXqAL7aULa6R0IWxCF8ImEGYUUkBA0HHQg7AJXSikdOHc0oVzC2FGIQUAAAAAPrFGCggAwiZ0YU2ALpxbuhA2oQthEwgzCikgAAib0IW20oX20oULFbrQXggzjn4gAAgv0IX20oU1UroQNqELYRMIMwopICDoOOhB2IQuFFK6cG7pwrmFMKOQAgAAAACfWCMFBABhE7qwJkAXzi1dCJvQhbAJhBmFFBAAhE3oQlvpQnvpwoUKXWgvhBlHPxAAhBfoQnvpwhopXQib0IWwCYQZhRQQEHQc9CBsQhcKKV04t3Th3EKYUUgBAAAAgE+skQICgLAJXVgToAvnli6ETehC2ATCjEIKCADCJnShrXShvXThQoUutBfCjKMfCADCC3ShvXRhjZQuhE3oQtgEwoxCCggIOg56EDahC4WULpxbunBuIcwopAAAAADAJ9ZIAQFA2IQurAnQhXNLF8ImdCFsAmFGIQUEAGETutBWutBeunChQhfaC2HG0Q8EAOEFutBeurBGShfCJnQhbAJhRiEFBAQdBz0Im9CFQkoXzi1dOLcQZhRSAAAAAOATa6SAACBsQhfWBOjCuaULYRO6EDaBMKOQAgKAsAldaCtdaC9duFChC+2FMOPoBwKA8AJdaC9dWCOlC2ETuhA2gTCjkAICgo6DHoRN6EIhpQvnli6cWwgzCikAAAAA8Ik1UkAAEDahC2sCdOHc0oWwCV0Im0CYUUgBAUDYhC60lS60ly5cqNCF9kKYcfQDAUB4gS60ly6skdKFsAldCJtAmFFIAQFBx0EPwiZ0oZDShXNLF84thBmFFAAAAAD4xBopIAAIm9CFNQG6cG7pQtiELoRNIMwopIAAIGxCF9pKF9pLFy5U6EJ7Icw4+oEAILxAF9pLF9ZI6ULYhC6ETSDMKKSAgKDjoAdhE7pQSOnCuaUL5xbCjEIKAAAAAHxijRQQAIRN6MKaAF04t3QhbEIXwiYQZhRSQAAQNqELbaUL7aULFyp0ob0QZhz9QAAQXqAL7aULa6R0IWxCF8ImEGYUUkBA0HHQg7AJXSikdOHc0oVzC2FGIQUAAAAAPrFGCggAwiZ0YU2ALpxbuhA2oQthEwgzCikgAAib0IW20oX20oULFbrQXggzjn4gAAgv0IX20oU1UroQNqELYRMIMwopICDoOOhB2IQuFFK6cG7pwrmFMKOQAgAAAACfFoxz6eeSdP78efk/Pzsu/7li9XzvCopw4cIFuXDhglx55ZXzvSsowvnz5+XixYvyyU9+cr53BUX48MMPRUTkz/7sz+Z5T1CMP/7xj3L55ZfL5ZezjFuDsbEx+eQnP8laqTlwxTVL53sX4MKn1CXssk8u5KRT4or53gH4QnvpQnvpcsU1870H8IN+BsKMywdAAIyNjcm//du/zfduoEjvv/++DA8Pz/duoEijo6MyOjo637uBIr3zzjsyNjY237uBIr399tty/vz5+d4NYF5QSAEBcP78efnDH/4w37uBIn344Yfyxz/+cb53A0X605/+JH/605/mezdQpLGxMblw4cJ87waK9MEHH5BiitCikAIAAAAAn1gjBQTAokWL5IorWMmhxdVXXy2LFi2a791AkZYsWTLfuwAfrr32Wj4PFVm+fDlBLggtCikgAEio0uWKK66go6cInTxdFi5cON+7AB+4qIQwY2ofEACETehC2IQuhE3oQtiELoRNIMwopIAAIGxCF8ImdCFsQhfCJnQhbAJhRiEFAAAAAD6xKAMIAMImdCFsQhfCJnQhbEIXwiYQZhRSQAAQNqELYRO60MnThbAJXbiohDBjah8QAIRN6ELYhC6ETehC2IQuhE0gzCikgAAgbEIXwiZ0IWxCF8ImdCFsAmFGIQUAAAAAPrEoAwgAwiZ0IWxCF8ImdCFsQhfCJhBmFFJAABA2oQthE7rQydOFsAlduKiEMGNqHxAAhE3oQtiELoRN6ELYhC6ETSDMKKSAACBsQhfCJnQhbEIXwiZ0IWwCYUYhBQAAAAA+sSgDCADCJnQhbEIXwiZ0IWxCF8ImEGYUUkAAEDahC2ETutDJ04WwCV24qIQwY2ofEACETehC2IQuhE3oQtiELoRNIMwopIAAIGxCF8ImdCFsQhfCJnQhbAJhRiEFAAAAAD6xKAMIAMImdCFsQhfCJnQhbEIXwiYQZhRSQAAQNqELYRO60MnThbAJXbiohDBjah8QAIRN6ELYhC6ETehC2IQuhE0gzCikgAAgbEIXwiZ0IWxCF8ImdCFsAmFGIQUAAAAAPrEoAwgAwiZ0IWxCF8ImdCFsQhfCJhBmFFJAABA2oQthE7rQydOFsAlduKiEMGNqHxAAhE3oQtiELoRN6ELYhC6ETSDMKKSAACBsQhfCJnQhbEIXwiZ0IWwCYUYhBQAAAAA+sSgDCADCJnQhbEIXwiZ0IWxCF8ImEGYUUkAAEDahC2ETutDJ04WwCV24qIQwY2ofEACETehC2IQuhE3oQtiELoRNIMwopIAAIGxCF8ImdCFsQhfCJnQhbAJhRiEFAAAAAD6xKAMIAMImdCFsQhfCJnQhbEIXwiYQZhRSQAAQNqELYRO60MnThbAJXbiohDBjah8QAIRN6ELYhC6ETehC2IQuhE0gzCikgAAgbEIXwiZ0IWxCF8ImdCFsAmFGIQUAAAAAPrEo4xJ24aOPZOyPU78K+2d/doV84jJq7blA2IQuhE3oQtiELoRN6ELYBMJswfj4+Ph87wRm3vnz5+U7/z0h/2dwaMrbaLr/K7LmpooZ3CsAAADg0sBwAxAAhE3oQtiELoRN6ELYhC6ETSDMKKSAACBsQhfCJnQhbEIXwiZ0IWwCYUYhBQAAAAA+ETYBBABhE7oQNqELYRO6EDahC2ETCDMKKSAALr/8crn8ck5HLa644go6eorQydNl4cKF870L8IGLSggzpvYBAUDYhC6ETehC2IQuhE3oQtgEwoxCCggAwiZ0IWxCF8ImdCFsQhfCJhBmFFIAAAAA4BOLMoAAIGxCF8ImdCFsQhfCJnQhbAJhRiEFBABhE7oQNqELnTxdCJvQhYtKCDOm9gEBQNiELoRN6ELYhC6ETehC2ATCjEIKCADCJnQhbEIXwiZ0IWxCF8ImEGYUUgAAAADgE4sygAAgbEIXwiZ0IWxCF8ImdCFsAmFGIQUEAGETuhA2oQudPF0Im9CFi0oIM6b2AQFA2IQuhE3oQtiELoRN6ELYBMKMQgoIAMImdCFsQhfCJnQhbEIXwiYQZhRSAAAAAOATizKAACBsQhfCJnQhbEIXwiZ0IWwCYUYhBQQAYRO6EDahC508XQib0IWLSggzpvYBAUDYhC6ETehC2IQuhE3oQtgEwoxCCggAwiZ0IWxCF8ImdCFsQhfCJhBmFFIAAAAA4BOLMoAAIGxCF8ImdCFsQhfCJnQhbAJhRiEFBABhE7oQNqELnTxdCJvQhYtKCDOm9gEBQNiELoRN6ELYhC6ETehC2ATCjEIKCADCJnQhbEIXwiZ0IWxCF8ImEGYUUgAAAADgE4sygAAgbEIXwiZ0IWxCF8ImdCFsAmFGIQUEAGETuhA2oQudPF0Im9CFi0oIM6b2AQFA2IQuhE3oQtiELoRN6ELYBMKMQgoIAMImdCFsQhfCJnQhbEIXwiYQZhRSAAAAAOATizKAACBsQhfCJnQhbEIXwiZ0IWwCYUYhBQQAYRO6EDahC508XQib0IWLSggzpvYBAUDYhC6ETehC2IQuhE3oQtgEwoxCCggAwiZ0IWxCF8ImdCFsQhfCJhBmFFIAAAAA4BOLMoAAIGxCF8ImdCFsQhfCJnQhbAJhRiEFBABhE7oQNqELnTxdCJvQhYtKCDOm9gEBQNiELoRN6ELYhC6ETehC2ATCjEIKCADCJnQhbEIXwiZ0IWxCF8ImEGYUUgAAAADgE4sygAAgbEIXwiZ0IWxCF8ImdCFsAmFGIQUEAGETuhA2oQudPF0Im9CFi0oIM6b2AQFA2IQuhE3oQtiELoRN6ELYBMKMQgoIAMImdCFsQhfCJnQhbEIXwiYQZhRSAAAAAOATizKAACBsQhfCJnQhbEIXwiZ0IWwCYUYhBQQAYRO6EDahC508XQib0IWLSggzpvYBAUDYhC6ETehC2IQuhE3oQtgEwoxCCggAwiZ0IWxCF8ImdCFsQhfCJhBmFFIAAAAA4BOLMoAAIGxCF8ImdCFsQhfCJnQhbAJhRiEFBABhE7oQNqELnTxdCJvQhYtKCDOm9gEBQNiELoRN6ELYhC6ETehC2ATCjEIKCADCJnQhbEIXwiZ0IWxCF8ImEGYUUgAAAADgE4sygAAgbEIXwiZ0IWxCF8ImdCFsAmFGIQUEAGETuhA2oQudPF0Im9CFi0oIM6b2AQFA2IQuhE3oQtiELoRN6ELYBMKMQgoIAMImdCFsQhfCJnQhbEIXwiYQZhRSAAAAAOATizKAACBsQhfCJnQhbEIXwiZ0IWwCYUYhBQQAYRO6EDahC508XQib0IWLSggzpvYBAUDYhC6ETehC2IQuhE3oQtgEwoxCCggAwiZ0IWxCF8ImdCFsQhfCJhBmFFIAAAAA4BOLMoAAIGxCF8ImdCFsQhfCJnQhbAJhRiEFBABhE7oQNqELnTxdCJvQhYtKCDOm9gEBQNiELoRN6ELYhC6ETehC2ATCjEIKCADCJnQhbEIXwiZ0IWxCF8ImEGYUUgAAAADgE4sygAAgbEIXwiZ0IWxCF8ImdCFsAmFGIQUEAGETuhA2oQudPF0Im9CFi0oIM6b2AQFA2IQuhE3oQtiELoRN6ELYBMKMQgoIAMImdCFsQhfCJnQhbEIXwiYQZhRSAAAAAOATizKAACBsQhfCJnQhbEIXwiZ0IWwCYUYhBQQAYRO6EDahC508XQib0IWLSggzpvYBAUDYhC6ETehC2IQuhE3oQtgEwoxCCggAwiZ0IWxCF8ImdCFsQhfCJhBmFFIAAAAA4BOLMoAAIGxCF8ImdCFsQhfCJnQhbAJhNu1CqqGhwfHvWCwmtbW1091sQQcPHpREIjFrzzXb27cbHByUlpYWqaqqkqamppzb29vbpb+/X1pbW6W8vHxW92UqksmkRCIRqaury3t7NpuVhx56SLLZrLS0tHjer76+PmcbLS0tks1mc+5bUVEhDz30UM59vLZh31Y0GvW83exXa2urRCKR/C92FhE2oQthE7rQydOFsAlduKiEMJtyz80UAG6JRELOnTsnW7dundaOYYJXcRUUyWRS0um01NfXe94+MDAg6XRaKioqREQkEolIZ2en4z6pVErS6bRngdPa2pqzvfb2dmlsbBQRkY6ODqmoqLD+HY/HJRKJSHV1dc5zeBVkQTI2Nibvv/++/MVf/MV87wqK8P7778uHH34oJSUl870rKIIJmli8ePE87wmK8c4778jVV19NQaXE22+/LcuWLePiEkJpyoXU9773PRFxjkD19/dLe3u7pFIpiUajcvLkSUkkEjmPNaMrZuTH2LNnj6NjsmPHDhkaGhIRkdLSUtm9e3fOtsyIzWSPFxHp7u62/tvsq5Fv+/nub16314jS8PCwbN++3fqb+bfXe5Dvecz+uEek3Pvhfl1zwRQ0kUjEKpK87N27t+DtAwMD0tvbm1Mw5dPe3i6xWEwikYhks1nJZDKOx5pjzl5IZbNZSafTeUea7KNkLS0tEovFcgqxuUDYhC6ETehC0IQuY2NjFFGKfPDBB7J06VIKKYTSlMImBgcHZWhoSKqqqhxT36qqqqziYbJpaP39/TlFlr3YcBdBQ0NDOQVEIpGwiigRkX/6p3+y/ruhocHxePO34eFhGR4eztmW1/aNgwcPej73vn37pLy8XEpLSx378eqrr4qISGVlZc5+GV6jeYODg9bzeBV1XvstInn3ezY1NTUVLIBMMV1oqlxvb++k97Fvzz7aZEa37I9Np9OyevVqx+OSyaRs27Yt73YjkYj1OlpbW+eliAIAAIA+UxqRMr+fcu211+bcZp+KVltbaxVapjCqqqqS8vJy2bFjh4h8PIpkRloOHjwoq1evlqGhIcco0Y4dO6S/v9/x2y322+2F08GDB0VEHKNE+/btk1QqZXXw3bcXYgo+MypkRphSqZTU1dXJxo0braKuqqpKTpw4ISIit912m4jkFkXmvXD/Do0prvbs2eO5HyUlJY7RJ7Mfb7/99qSvYSatWrWq4O1mFKi1tVWSyaTnfQYGBnJGlArp7e2VWCzmeZtZJ1VRUeEohPr6+iQSiUy6v0FA2IQuhE3oQtiELoRN6ELYBMJsTla379u3zyqMTOFiih73lLdz587JsmXLRERk48aN1t+9Rmjst5eWllrFyblz50REZNOmTdbtdXV1kkql5J133nGMIpmwjHzBEqbYMQWgyERBY7Y3PDwst912myQSCXn55Zet6XdVVVU56yfs0xDd7H8vZt2FO+QjSCYbBRIRa+1UMaNRfX19IiJ5R4tMMZZKpazQCJGJAti9JiuoCJvQhbAJXejk6cK0Pl24qIQwm9LUPtPRf+edd3Ju27dvnzUiJDIxOpRKpURE5Otf//qk2/ba5mzYvXu3Y+QnkUhYo2R+lZSUSFVVlfT391vT+j73uc9Zt+/YsUMaGhrk7/7u76S7u1tKS0sLbm/fvn2efx8eHpaGhgbZsWOHdHd35x25mk/FjgKl0+mip9H19fVZo4iFVFdXSzablWw2K8lkMu8IVhCNjY3Jv/3bv833bqBI77//fs6IMoJrdHTUCpxA8L3zzjsyNjY237uBIr399tty/vz5+d4NYF5MqZCyj+jYi6b+/n5JpVKSSCRkcHDQsQ6qtbXVMdJiionu7m7H/5qamqz7HT582Lp/e3u7NDQ05B3RsTMjWgcOHLD+Zoo5+3REM1XOFDde0+3MvvT398vg4KCITBQ0ZnvmdrMeyrzeqqoqEXGuJyspKZHh4eGctVvm/mY/zEiXmynSzEic2Z8g6evrk3Q6LfF4XOLxuKTTaclkMhKPx637DAwMiIjkrGfKJ5PJ5Nx3YGDAsU23dDotiUTC2o9sNiu9vb3S0dExhVc1+wib0IWwCV3+9Kc/ETihyNjYmFy4cGG+dwNF+uCDD+Sjjz6a790A5sWU5xLdf//90tLSIolEIic0wkyDs4cg2MMVYrGYta7IPUWtqalJqqqqrMLGfntpaalUVVU5ijcvtbW11pol9/a3bt2aN7q9tLTUc1pdLBaTRCKR85hYLGbd30zvExHPKG+vffFy9913W8mH+SLkvd7zoDC/72TYf0fKOHfunEQikaKm9ZnYcnchtWrVKolEIpJMJq3482QyaU0XdE/pK/Q7UgAAAIBfUxqREpkYlfKK3Y7FYkUFONTW1uZMvTJFlMjE1Dv3FLhC8eRuXlPozP6Wl5d77mO+7dfW1ubc372mykzvExG54YYbrL+Xl5c7XmcsFrP+7TWiZJIPvUalamtrrecQmRjlq6qq8hxJC7JsNmuNGrrF43FrxErk4zVqXkVXa2urY/RLJLeQK4aJcW9pabHWY821RYsWeYa3IJiuvvpqfkNKkSVLlhA4oci1117LOilFCJtAmC0YHx8fn++dwMw7f/68fOe/J+T/DOZOIyxW0/1fkTU35f8dqNmQSqWkoqJCRdIeAAAAwmvKI1LAbDh58mQoiyjCJnQhbEIXwiZ0IWxCF8ImEGYUUgiUqUzNuxQQNqELYRO6EDahC2ETuhA2gTCjkAIAAAAAn/gFUCAAFi1axA+8KnL11VfzI5SKEDShy7XXXsvnoSKETSDMKKSAALj88svl8ss5HbW44oor6OgpQidPFxL7dOGiEsKMqX1AABA2oQthE7oQNqELYRO6EDaBMKOQAgKAsAldCJvQhbAJXQib0IWwCYQZhRQAAAAA+MSiDCAACJvQhbAJXQib0IWwCV0Im0CYUUgBAUDYhC6ETehCJ08XwiZ04aISwoypfUAAEDahC2ETuhA2oQthE7oQNoEwo5ACAoCwCV0Im9CFsAldCJvQhbAJhBmFFAAAAAD4xKIMIAAIm9CFsAldCJvQhbAJXQibQJhRSAEBQNiELoRN6EInTxfCJnThohLCjKl9QAAQNqELYRO6EDahC2ETuhA2gTCjkAICgLAJXQib0IWwCV0Im9CFsAmEGYUUAAAAAPjEogwgAAib0IWwCV0Im9CFsAldCJtAmFFIAQFA2IQuhE3oQidPF8ImdOGiEsKMqX1AABA2oQthE7oQNqELYRO6EDaBMKOQAgKAsAldCJvQhbAJXQib0IWwCYQZhRQAAAAA+MSiDCAACJvQhbAJXQib0IWwCV0Im0CYUUgBAUDYhC6ETehCJ08XwiZ04aISwoypfUAAEDahC2ETuhA2oQthE7oQNoEwo5ACAoCwCV0Im9CFsAldCJvQhbAJhBmFFAAAAAD4xKIMIAAIm9CFsAldCJvQhbAJXQibQJhRSAEBQNiELoRN6EInTxfCJnThohLCjKl9QAAQNqELYRO6EDahC2ETuhA2gTCjkAICgLAJXQib0IWwCV0Im9CFsAmEGYUUAAAAAPjEogwgAAib0IWwCV0Im9CFsAldCJtAmFFIAQFA2IQuhE3oQidPF8ImdOGiEsKMqX1AABA2oQthE7oQNqELYRO6EDaBMKOQAgKAsAldCJvQhbAJXQib0IWwCYQZhRQAAAAA+MSiDCAACJvQhbAJXQib0IWwCV0Im0CYUUgBAUDYhC6ETehCJ08XwiZ04aISwoypfUAAEDahC2ETuhA2oQthE7oQNoEwo5ACAoCwCV0Im9CFsAldCJvQhbAJhBmFFAAAAAD4xKIMIAAIm9CFsAldCJvQhbAJXQibQJhRSAEBQNiELoRN6EInTxfCJnThohLCjKl9QAAQNqELYRO6EDahC2ETuhA2gTCjkAICgLAJXQib0IWwCV0Im9CFsAmEGYUUAAAAAPjEogwgAAib0IWwCV0Im9CFsAldCJtAmFFIAQFA2IQuhE3oQidPF8ImdOGiEsKMqX1AABA2oQthE7oQNqELYRO6EDaBMKOQAgKAsAldCJvQhbAJXQib0IWwCYQZhRQAAAAA+MSiDCAACJvQhbAJXQib0IWwCV0Im0CYUUgBAUDYhC6ETehCJ08XwiZ04aISwoypfUAAEDahC2ETuhA2oQthE7oQNoEwo5ACAoCwCV0Im9CFsAldCJvQhbAJhBmFFAAAAAD4xKIMIAAIm9CFsAldCJvQhbAJXQibQJhRSAEBQNiELoRN6EInTxfCJnThohLCjKl9QAAQNqELYRO6EDahC2ETuhA2gTCjkAICgLAJXQib0IWwCV0Im9CFsAmEGYUUAAAAAPjEogwgAAib0IWwCV0Im9CFsAldCJtAmFFIAQFA2IQuhE3oQidPF8ImdOGiEsKMqX1AABA2oQthE7oQNqELYRO6EDaBMKOQAgKAsAldCJvQhbAJXQib0IWwCYQZhRQAAAAA+MSiDCAACJvQhbAJXQib0IWwCV0Im0CYUUgBAUDYhC6ETehCJ08XwiZ04aISwoypfUAAEDahC2ETuhA2oQthE7oQNoEwo5ACAoCwCV0Im9CFsAldCJvQhbAJhBmFFAAAAAD4xKIMIAAIm9CFsAldCJvQhbAJXQibQJhRSAEBQNiELoRN6EInTxfCJnThohLCjKl9QAAQNqELYRO6EDahC2ETuhA2gTCjkAICgLAJXQib0IWwCV0Im9CFsAmEGYUUAAAAAPjEogwgAAib0IWwCV0Im9CFsAldCJtAmFFIAQFA2IQuhE3oQidPF8ImdOGiEsKMqX1AABA2oQthE7oQNqELYRO6EDaBMKOQAgKAsAldCJvQhbAJXQib0IWwCYQZhRQAAAAA+MSiDCAACJvQhbAJXQib0IWwCV0Im0CYUUgBAUDYhC6ETehCJ08XwiZ04aISwoypfUAAEDahC2ETuhA2oQthE7oQNoEwo5ACAoCwCV0Im9CFsAldCJvQhbAJhBlziS5hN1b8J1n71zdN+fHX/eW1M7g3AAAAwKVjwfj4+Ph87wRm3vnz5+UXv/iF3HzzzfO9KyjChQsX5Pz586wNUOL8+fPy0UcfyZVXXjnfu4IifPjhhyLCWiktxsbG5IorrmDdqBJ/+MMf5Morr5TLLmOSE8KHTykgAAib0IWwCV0ooHThgpIuhE0gzLh8AAQAYRO6EDahC2ETuhA2oQthEwgzCikgAAib0IWwCV0Im9CFsAldCJtAmFFIAQAAAIBPLMoAAmDRokWsuVHk6quvZl2AIkuWLJnvXYAP1157LZ+Hiixfvpx1iAgtCikgAAib0IWwCV3o5OlC2IQuXFRCmDG1DwgAwiZ0IWxCF8ImdCFsQhfCJhBmFFJAABA2oQthE7oQNqELYRO6EDaBMKOQAgAAAACfWJQBBABhE7oQNqELYRO6EDahC2ETCDMKKSAACJvQhbAJXejk6ULYhC5cVEKYMbUPCADCJnQhbEIXwiZ0IWxCF8ImEGYUUkAAEDahC2ETuhA2oQthE7oQNoEwo5ACAAAAAJ9YlAEEAGETuhA2oQthE7oQNqELYRMIMwopIAAIm9CFsAld6OTpQtiELlxUQpgxtQ8IAMImdCFsQhfCJnQhbEIXwiYQZhRSQAAQNqELYRO6EDahC2ETuhA2gTCjkAIAAAAAn1iUAQQAYRO6EDahC2ETuhA2oQthEwgzCikgAAib0IWwCV3o5OlC2IQuXFRCmDG1DwgAwiZ0IWxCF8ImdCFsQhfCJhBmFFJAABA2oQthE7oQNqELYRO6EDaBMKOQAgAAAACfWJQBBABhE7oQNqELYRO6EDahC2ETCDMKKSAACJvQhbAJXejk6ULYhC5cVEKYMbUPCADCJnQhbEIXwiZ0IWxCF8ImEGYUUkAAEDahC2ETuhA2oQthE7oQNoEwo5ACAAAAAJ9YlAEEAGETuhA2oQthE7oQNqELYRMIMwopIAAIm9CFsAld6OTpQtiELlxUQpgxtQ8IAMImdCFsQhfCJnQhbEIXwiYQZhRSQAAQNqELYRO6EDahC2ETuhA2gTCjkAIAAAAAn1iUAQQAYRO6EDahC2ETuhA2oQthEwgzCikgAAib0IWwCV3o5OlC2IQuXFRCmDG1DwgAwiZ0IWxCF8ImdCFsQhfCJhBmFFJAABA2oQthE7oQNqELYRO6EDaBMKOQAgAAAACfWJQBBABhE7oQNqELYRO6EDahC2ETCDMKKSAACJvQhbAJXejk6ULYhC5cVEKYMbUPCADCJnQhbEIXwiZ0IWxCF8ImEGYUUkAAEDahC2ETuhA2oQthE7oQNoEwo5ACAAAAAJ8WjI+Pj8/3TmDmjY+Py/vvvy9XX331fO8KinDhwgU5f/48awOUOH/+vHz00Udy5ZVXzveuoAgffvihiLBWSouxsTG54oorWDeqxB/+8Ae58sor5bLLuDaP8KGQAgAAAACfuHwAAAAAAD5RSAEAAACATxRSAAAAAOAThRQAAAAA+EQhBQAAAAA+UUgBAAAAgE8UUgAAAADgE4UUAAAAAPhEIXUJaGlpkXg8LvF4XDo6Oop6TLH3C6OBgQGJx+Oztv2WlhZJJpMiItLX1yfxeFyy2ayIiCSTSWlpaRERkWw2K/F4XPr6+mZtX+y0HRP2434236dC7WW/bS7ba2BgQFKp1Kw/z0yyt5c5xmeauw0KtZf7ttmksb0M83k4MDAw49v28/k3l+2VSqVm5fXOllQq5fgsNP+b6ffKz+efvS1nm7b2wqXl8vneAUxPR0eHLFu2TFpbW61/d3R0yEMPPVTwMfCWzWalvb19Vp/DtNVkIpGIdHZ2zuq+GNqOiZaWFsdxPzAwYLVbdXX1jD5XENurvb1d6uvr5+S5ZoK7vUwnq9j3tlh+2qC6unrGj5V8tLWX3d69e2dt237aYK7aa2BgQHp7e6WiomLWn2umZLNZiUaj0tjYOKvP46cNZntfDI3thUsLI1KKDQwMSCaTcXxgNTY2SiaT4erMFPT19c3ZFTRM3cDAgGSzWcdxv2rVKolGo3M2eofiebVXXV2dZLNZPqcCLpVKzckIEKYnk8nI6tWr53s3gFBiREqxTCYjkUhEIpGI9Tfz70wmI6tWrcp5TEdHh2QyGRERicfj0tra6nh8WA0MDEgikbCuGvf29k76mFQqJel0Wurr6yWRSFh/b21tlb6+PmsbkUjEceW9paVFKioqJr1il81mpaWlRWKxmOMqoH3aoXvbfX19kkgkpKmpyTGy1tTU5Hk8iOg7JlatWpV31OHcuXN5Hzcf7WUfKRORnKvGyWRSstmsrF692nHMFRpVMe3f29sr6XR6xkd1Zlqh9iqko6PDOg7T6bSIfNw29mPW/p7mO2e8mHPFfrzTXh/LZrPS29sr9fX1RX0exuNxicVi0tvbaxVf5v2zf2bZ28arDfLxum8qlXLsm7vdW1paJBqNysmTJ63jpaKiIu+MDXv7t7e3z8koz3Rls1nrmPRjttsrmUxKJpNxHO+0Fy5FjEgpls1mZdmyZTl/X7ZsWd6riA899JBUVFRIRUWFdHZ2BrrDPJdMZ6+urs7X47LZrPT19UlnZ6f1fra0tEg2m7X+ls1mrXnk02HmoEejUWvbFRUVnuu59u7da90nGo0WnK54qRwTmUzG83ywm8v26uvrk/b2donFYta2M5lMzjTKTCbjeP5IJFJwqqXptNfX16vplLslk0mJRCJ5i3sjnU5b0/VaW1utc6C6ulo6OzulqalJ0un0jIxE0l5OyWRSotGorylTiURCtm3bJp2dnRKLxSSdTlsXZzo7O62LGDMxypVMJqW3t9fadmtrqyQSiZy1aL29vdbx0traKplMJu96tVWrVklTU5OITFx80tApHx4eFhGR3bt3O9ZHFYP2AqaPQkoxplwEg/3D23Q67H+LRqMz0lapVEoikUjOVE5zm922bdus/zbF4aU8jaqvr0+y2WxR61Dmqr16e3slGo06rrhu27bNc+qt/fnr6+utq7GXmmQyKfF4XDKZjOzYsWPS+0ciEev4NaPtFRUV1nu6atUqiUQitNcM6+vry5k2XoxoNGoVx2aEpL6+3ro4Y95b0/mfqmw2K+l0WmKxmLXtSCTiOXpmP14ikYg14nGpMMdefX294+JZMcUU7QVMH4UUME3uERyvEZ1CU86KlclkPK8Oe33RlJSUTPv5tMhms5JIJBydgkLmor3yTbcxHX97x1vrCOBUNDY2WleaW1paJh1J8hph9Hq/pltI0V5OiURCYrGY78d5vTezcX6Zzzt3e9mn1BZ6/ktJXV2ddHZ2Oi4A5LvA5kZ7AdNHIaUYHzjwYyaKuaAxa2KKWcOkzaU84myuNBez9kaLS6W9zJS+uUo0nA+X4mehW0VFxSVzTIahvaAXYROKua+UGufOnSPBJ0QulS9Lv8xC40KLkYMorO3lpuVCUNjaywR7mP83NJxr052ChrlFe+FSwIiUYuaKk/2L3vy70AJhLR0YOFVUVHgWzjMRfavtmDBFVDQaDWTHzqzncU+5NFNYpvubJ5raK98PqZ48eXLScJC5Qnt9zKyzMf+zL+YPyrlmPu/c7WU+H4uZ4puPtmnRyWTSM+wkSJHotBcuZRRSipn5+/aEsd27d0tFRcW0PpgQTOa3d+ztbf7bb9qgdubqeJCn89XX1+ckyu3duzd056eZImY/blOplGQymUD9SC3tpYeZGmpPlLPHtYdJNBrNSbYzPx0QlOmZtBcuZUztU84s2jYJPcVMvTBx2PF4vODvCyFYTAx0PB53/K7OVH6jx03TMWE6DJlMxjOZaibej5lQXV0ty5Ytk/b2dut3q2bqd07M+qLe3t7AvN5COjs7HZ9TIhK43yujvXRpbGy0fr7AKOb3wyZjkiE1TGUUmbigavoBZs1hRUVF4KL2aS9cqhaMj4+Pz/dOAAAAAIAmTO0DAAAAAJ8opAAAAADAJwopAAAAAPCJQgoAAAAAfKKQAgAAAACfKKQAAAAAwCcKKQAAAADwiUIKAAAAAHyikAIAAAAAnyikAAAAAMAnCikAAAAA8IlCCgAAAAB8opACAAAAAJ8opAAAAADAp8tnYiNtbW0yMjJi/buhoUHWrFkzE5ueVTt37vTcV/vfd+7cKevWrZMtW7Y47tPW1iY1NTU5jz18+LAcOnQo57mWLl0qzc3NM7bvhw8flqNHj87oNt3yvT9GV1eXDA8PT2sfJnuOyXR1dcnSpUtz2me2HT9+XLq7u61/l5WVyb333jun+zCTr/3MmTPS2dkpzc3NsnTp0hnYu4/t3LlTmpub5fjx40WdG/nOOcP9eROPx2XFihUiMnFejIyMzPnxAECvnp4eOXr0qPXvmpoa2bhxo+/teH0vm+8K++eUiP/vvsk+o832VqxYIW1tbTnPl29/vT6Ti3lskHR1dckdd9yhap/9mOnv5/nqN5nXYXj1m4q5j9HV1SWnTp1y/M30J0ZGRqx+uvtcNsf9TL2f0y6kurq6pKyszGoQs/MioqKYKsbRo0dl7dq1RZ+kM100BdHIyIgMDw+LyMSBH4QPsLn6cDBfuvaTsKurS3bu3CmPPfbYrD73TJqLYrynp0caGhqs92myc+P48eNSVlYmR48ezWlH89liL7LMh675sNy4caN0dXUF5pgEEGymv2L/7N65c6ecPn3a98WxNWvW5BQmp0+flqVLl8rp06etzyRzISgIn1Huz2TzmVpsITbb3yHFOHXq1JxcyJzNC46zbboXrafL64JCT0+PdHV1WW1XzH3c3Bddu7q6rPs3NDRId3e3rFmzxmqvkZEROXTokMTj8Rlrw2lP7Tt16pSsXbvW+vfSpUulpqZGjh07Nt1NB0ZZWZlj9AEfd3jXrVs3rbZ+7LHHVBXcZ86cySmiRETuvfdeWbp0qfT09MzZvtx7770zVjSuWLFCHnvssRn9chgZGZGjR4/6at9jx47J2rVrpaysTI4fP+64raenJ+dDc8WKFdLQ0CCHDh2yOidr166VF154YWZeBIBL1uHDh0VEcgqB5uZmOXXqVM5n0GSWLl0qS5culTNnzlh/O3XqlNTU1DhGvM6cOWPdN2hWrFghNTU1aj5Dz5w5I2VlZfO9G6rMZN+hWN3d3daIqbFlyxY5deqUdb4Uc5/JrFy50rrIv2bNGikrK3P0yw4fPizr1q2b0YsY0x6RWrp0qbzwwguOatFcGTbsw8f2Ybqenh4ZGRmx/m2/umFe+NGjR60rJvbteE0HMuxVd74peH7ccccd0t3dLYcPH57ScL+bfTjSPexY6Db7lKZ169bl3b572pl5P8zUqpKSEs/nsD+u0PZFJtqloaFBlixZIm1tbY6T0j4qaT7gVq5cKWvWrLFGFMzjzYlj2serHQsdJ0ZPT49jiHflypXS3d1tXWW0X0k6c+aMHDt2TIaHh2VkZMQqivIdQ3bm6qLXF6B5XSITbWVGVkzn3z59pKamRg4dOmTtn3tqidkn+3lgmKs1ZgRu7dq1jqFwr224t33mzBnrXGpra5OGhgbHlTb38LrZz8mOIbvjx49PehzZjYyMOK4sHjt2zNEGp06dkoaGhpzHrVmzRrq7u63Oifn3yMhIIDsqAILh9OnTnp3wpUuXSllZmTWK5J4q555GZ/9Osz/OfF+bkSrzmXT69Gnrs7HQZ639e+rLX/6yYx+L/b62fxe5nyOflStXOva3mO8Q+3Qqo9AU7UL9QhFn38/+Ws13p2mP06dPy8qVK639WLdunWO7d9xxh/X+2p/H/b7bL4569aFWrFhh3d+8Xvf3i9n3U6dOWW1v/453v65874G5v3nP7e1r9s2rb+P13d3c3CxPPfWUiIj1mo4dO+aYvZOv3zmVY8eLKYK8+lT21zHZfYphP7dEJgqxtrY2OX78uCxdulSOHj064zOHpl1I3XfffdLW1mZ1Qt2dKtPxMjve1tYmPT09RVXD9hfs3k5PT4+1Hft0H3MiL126VFasWDFjQ86mo2kfIsxnZGTE0SkXye0YP/bYY459NQVDodtKSkqs17Nz507P/RgZGZHu7m7r+cyJag7OkZERqampkXvvvdc6ITdu3Gg9znw4mSt1XswBb75UzOiBeY6nnnrKOg7Mc5gPOpGJLynTjvYPK/t8VvP6i71qYNrefDhMdiXx1KlTji/GQseQ+/3Nd/XLfPnY72s/fu3Hs/3L5vjx43Lq1Cnrtq6uLjl8+LB1jthHwHp6enIuXJjRJMMUWEuXLi24bTNiZL4U7fttn9rR09NjfXGY272OIbfTp087RqvNY/OdG/bCy10MTTYVpqyszLFuqqyszCqsAMDL8PBwzmeUsXLlSjl9+nRR27F/p4lMdFQ3btzoGC2xfyaZi0KTfdbav6fcn9HFfl+b7di/eya7KLxkyRLrv4v9DhGZ+O43FyFNh37jxo05n8OT9Qvt35Xu1+qe9XH69Gm54447rH+bx5rv8eHhYce/z5w5I0uWLJHOzk7HRea2tjbrfl59qObmZonH45NO7TMFtem32duzUJ/W/h64+wtdXV1528rOfTwdP35cnnrqKWlubnZM7bPPIirU7xQp7tixF9BeU0KLuag51QufR48edRR6ZWVljv0zs+S6u7tl6dKlnhdjp2vaU/vMB8hjjz1mXSnYuXOn1ZE9duyYozp0D3EXYu+wurezZcsW2bJli5w5c0ZGRkasN85cSZrpqYUrVqyQsrKyST+wzD6Y98T8zxwgZr2VuZ99alyxt4lMvI+Fnts+H9TewRT5uOK338dU6+YEKPQh626LtWvXWgWEaQ/zHF6Fp72oMtyPc7+O2WBe62wdQ/bX6XUeGGvWrHEU/OYKpFFWVuZYY2SGrb2YD0XzhTTZtr14HQsjIyOOL3KvY8hteHg4p/2KPTdEJq7CFXO+ebEXXwAwm+yf9StWrLA+o+2jJfbCbGRkxOroTvZZ63XxyM/3tYhzRKOkpMTXZ6Of75Dm5mbHRVsRkXfffTfnfpP1C+19v8le66lTpxzvkdmu+V4x37Ve/R17P8X+XJP1oQopKyuztmfa0zy+UJ/W/h64b7MXioW43yt323kp1O8UKe7YsV+4nuspoevWrcvpT9gvVIuIVcyXlJTMylKSGUntM8yUPvsoyPDwcM5oxFQVeqz7jStmSlGh7XndZka/8l3Bmow5AO3bNh0+v7cVYp8CWOzc4ZGRESkpKSnqvuZkdy+qtX/42/e12O26HzfXijmGzLQML2baXz7utjXc0yGmOt/bTHm0Xxmdyrbdx8JU28TPl48pZr2mKG7ZssXah3fffddzf9xrNf0+P4DwKVRUTPZ5no+9A37q1Cmr479ixQo5dOiQY5Rqqp+1fr6vp8IUP6YPUux3iH06WqH7+e0X5nuPzpw542v6uJ3X7AijmD6Ue/pfPB7P+1xexWSh98B9mx9+jotC/U4/7CErXkWfvS/rbmvzt2LuU4yNGzfK0aNHcwKnSkpKZq1/Oa1CygxNuitee0O4P6im07kp9NippKh4fYiaYsA+tG3Yhwinwv4B607v8XtbPsePH8+ZUuaOh8y3b8Xcz4RMuBNUurq6rKAAs69mv/18KMznupZijiHzgeGVCnf06NGCXx75zoPDhw97rh30w8xXd5+LU9m2+1iY6jnrpx2PHTvmudbKjG6vWbNG1q1blzOtUeTjq2Hu9mBaH4BC1q5d6zk12RRBU50GZA/Lsc8mMNs234dT/awt9vt6qo4dO2Z9lxX7HWKm+ZmpXe4CzM5vv9A+C8N+32PHjk254DDrlNyK7UOtWbMmZ3Qj3ywWr/5koffA76ihXaEZK26F+p1+uKe2utln/7i/l5966ilZt26ddQ4Wc5+gmdbUvjVr1sjIyEjOnFX7sOTatWsdQ7b229wfBoWm/Lm3c/jwYWsNjZnHauzcubOoKUFmSpr9wHnhhRccU6ncTENO9SB3D5vah1Unu80+AuT12w9eir2faUvz4Z/v/cv3wWXax7SH2Y75UJqM+3EiH3eiiz1OvEZ8TGFcaJqen2PIDH13dnY6XldXV5eMjOT//SL38ZuvXcyXkR/2edGFigf3tvPd1xwL5r1zTxcolp8vg6NHj3oeV/ZzYuPGjXLq1CnH582ZM2eku7tbampqckb5KKQAFGKmnrs7/GaRvX1qupmJUEySn5nG576wZqaM26eUTeWzttjv66kwybReIwvFfodMtk+F+oVu7vfIvl33tL5iud+/M2fOyM6dOz2T4ezf1V4FkZs9Yc4UoV7vU6H3wNxmvj/t0+UK9W3c75V5XYW+Dwv1O2eSCRezv8fmu9z0q4u5z2QOHz48pf7KdEx7at9jjz3mCJsQcQZOmIY1t9t/c8oMwdmDKvJ1It3bMc8tItZCOnvCiT11JF9qnz3Zzyjmh1VN8MRUbNmyxfrNIRFx7Jvf27zeKzNiYu5nFkdOFh25dOlS677d3d2ybt26nBPvzJkzcurUKc9iwYQDHD9+3AogOXToUMGi1M20o/ngsr/+Yo4Tk9QnMvF+mYLHPKaY5/Y6hty2bNkiK1euzDluCl2RWbNmjZw+fdp6DfaEv40bN1rnkFkM6WfU03yxuI/JhoaGgtu2XzW0X3m1HwvGVFJuTGdisjnJhT74TCKh+SLw+rzxWtya7zgFADuTEpyvDyPycQfv0KFDnt+NbitWrLASae1MIJF9lGoqn7XFfF8Xy2uKm/0ztdjvkObmZsd3bkNDg5w6dcqRfGi+0wv1C71eq73PZYqN3//+99btfrnfP7O/K1assKZgevWhzEXXfKl95rXYg5LyrVEq9B6Y20wfo6amxrqYvGLFirx9G6/jyVxgzfczPoX6nTPJbNO+b+73p5j7uLnDJkSm1l+ZjgXj4+Pjc/qMCJ2ZiKC/1OSbFnspMV8Ec/2hZmKD5+IHGgEAc8deuAVt1oH7p1oQDtNO7QPszBUW+1SFYtZ2XerMr3MbZrTuUmamQfr9UcvpOnbsWNEpRwCA4Dp+/LhjxMzMYAhaEYXwmtHUPsA9DC8yMWQe9g89k/hovhCWLl0aiqlnW7ZskZ07d1pTImbbfMyPBgDMDve0eBG5pGdyQB+m9gEAAACAT0ztAwAAAACfKKQAAAAAwCcKKQAAAADwiUIKAAAAAHyikAIAAAAAnyikAAAAAMAnCikAAAAA8IlCCgAAAAB8opACAAAAAJ8opAAAAADAJwopAAAAAPCJQgoAAAAAfKKQAgAAAACfKKQAAAAAwKf/H58/me4ii18oAAAAAElFTkSuQmCC"
What is the difference between grey and brown?
147728.16
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827
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"
Which two x-axis labels of Fraud firms have a difference of 6.47 ?
2005.0, 2002.0
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828
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"
Which x-axis label has the maximum difference between Kyrgyz Republic and Eritrea
2006.0
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829
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"
What is the value of Belarus in 1988?
0.11
OWID_Line_74528096003352.png
830
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Sum up the medians of all the data series in this chart
231.05
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831
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"
What is the difference between maximum and minimum of Bangladesh?
4.42
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832
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Which x-axis label has the maximum difference between Arms exports and Arms imports
1986.0
79875.png
833
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What is the sum of the average of Ecuador and the average of United Arab Emirates ?
106.08
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834
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"
Sum up the medians of all the data series in this chart
137.65
142314.png
835
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"
What is the maximum difference between 1965.0 and 1960.0?
472250.0
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836
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Xd1rzjdNDX7p0SUOHDlV8fLw6duyovn37avPmzRo5cqQkmd+4p2Wz2TK9/5sN40tr2LBh5jfoVtxuX6lnzO5EajubN2+uKVOmKDY2Vr/88osKFSoku91+yzMbaaV9vjN67tPKbH+kbud227sTGT2vtzpWb6d8+fKaPn36LdcpXry4+e9Dhw4pKioqwzPKaWXmuLpRRm3L6nTp7dq1U79+/W67npXn6E7ew24mozZnZr3bHa8ff/yxfvjhB23atEknTpxQVFSUVq5cqQMHDmQ4DBkA7iaG/wEZSB22I8n8tltKGeYzdOhQ8/qJjKT9hj314nbDMG45ZDAzMvpQERoammHgcIbg4GAdPnxYAwcO1Pz58zVz5kz5+/tLkjnsKm3YTP2Amfbb5Mw6fPiw+dtizZo1k81ms9yuKlWqmP9O+xzGx8dr4sSJiomJuenzLKX8dtOhQ4cyta/U51mSw/N8u98Sk1LOCKZ+mEzbd2nPaqae3fLy8jJ/MmDz5s1avHixw5CsjHh7e5tn6tJuM6Ozppntj7THeOp2bnUWNq07aa8VhQsXNs90XLp0ySEQbN261eGaw/DwcM2ZM0dvv/22bDabwsPD9cUXX2S43fDwcHNbaZ/38uXLq1ChQuaw0Ju1Le1ZqVu58fWekJCgsLAwh2GDNz5HCxcu1MqVKyVZe47SHjNp25j236nStidtm1MnVfHx8VGxYsUyvV5GdaddL1VSUpJ++OEHvfDCC5o6daq+++47c7KL1LPdAHAvEaqADHTp0sUcZrRs2TJJKX/E582bJx8fH3l5ed30sS1btjSH2axYsUIHDhzQ4sWLFRMTY6kmX19f89/R0dG6fPmyevbseddC1YULFzRlyhSdPXtWklSqVCkzRKV+QCpXrpy5LPWahtQLzu9EalhLu52tW7dmvXilXDuVev3M2rVrzWvkli9frlOnTil//vxq2bKleb3TL7/8otjYWHP948ePO4SMW9m9e7c2bdqkbdu2mXU3adLEYUa4m/H39zeHpu3evVuxsbGKj4/Xzp07Jf3/tUSpUkNUYmKitm3bZk7ccSup19KEhoZq3759SkhIyHCiisz2R+fOnc0P/evWrZNhGOYPUzu7vVakDt2Njo42j8vo6GjNmTPHIXR/+umn6tmzp1q1aqWOHTtKkjZs2KD169en2+bVq1e1aNEiHTp0yAwwvr6+5k81vPrqq7LZbAoNDTWP5U2bNkmSKlSooNatW2eq9htf73/99ZfGjBmj0qVLm0NSd+zYoTNnzkhKueZt2bJl5nV3Vp4j6f+PmaioKH377bc6cOCAfv7553TrtWjRQlWrVnVoZ3BwsFlXan9kdr2075+///67EhMTtXPnTnM4YqqkpCTNnTvX3FahQoXMs43ly5e/5Xs0ANwNNsMwAiWNdHUhgFUJCQnq3r27oqOjzbMehQsXVpEiRdINBfn444/1119/mev5+vrq1Vdfdbh+5siRI5o3b54OHjwoLy8vFS1aVHXr1lX37t2VJ08eLV++XLNnzzbDUqFChTR48GA99NBDCg4O1pQpU7R//35zSuCdO3fq+PHjqlq1qr788ksdP35cw4cPN6cP9/b2Vv/+/fXrr79q79695jVctWrV0tixYyVJ06dP19q1a5WUlCR/f389+eSTGU4rndG227dvLz8/v3Q1v//++xo1apTDuh07dtTDDz+sr776SmfOnJGXl5ciIiLk5eWlBx98UK+88oo5ZHLbtm2aNm2aLly4oEqVKqlDhw76+OOPJaUMa2rdurXatGmTrp7SpUtr8uTJZs3z58/XTz/9pGvXrqlhw4aqWLGi5s2bZ9bZv39/bd261eF5q1Chgnr37q0xY8Y4tGno0KF64IEHFBMTo2+++UabNm3S1atXVaJECZUrV059+vQxJyoJDw/X7NmztW3bNsXHx6tMmTIqVaqUXnrpJYewd6Pr16+bUz3fakr1jI6Thx9+WP379ze3ZRiGfv75Z61ateqmU4yn1bt3b50+fVqtW7d2mIExo+N62rRpKliwoJYsWaLly5crPDxcZcuWVf369c2p3r28vDRgwAA99thjme6PtNN1+/j4qF27duZ02x4eHrf8geHMtDejfrvZsdqzZ8+bPk+///67fvjhB508eVL+/v4qUKCAHnvsMbVp00ZHjhzRe++9p4iICJUoUUJjx47VgAEDzDMkHh4euu+++/Txxx9r4MCBOnz4sDml+ooVK5SQkKBatWqpb9++DmdYbpxS3WazqWnTpnrxxReVL1++DF+fN74e4uLi9P7772v//v0qUKCAfHx81LdvX9WsWVOJiYlavHixfv31V4WFhals2bIqWLCgunXrptq1azvtOUp7zFSoUEFNmzY1J/8YPXq0eWboZlOld+7cWQ0bNjS3mdn10r5/5smTR02bNtWRI0cUFBQkNzc384eMP/roI3PZtWvXzOfj1VdfdZhIBgDuAYNQBdwFBw4cML8xTvXcc88pLCxMTZs2VWBgoIsqg7OkDVUdO3bM1LUtyLnShqrbXZ+VG1y+fFmJiYkOQXr16tXmlPdfffWVeSYYACCD4X/AXfDhhx+aw1KklOEuYWFhstvteuaZZ1xYGQDc3rZt2zRmzBjz2qTY2Fhz+OADDzxAoAKAG3CmCrgLpk+fbv4AZepQrGrVqqlLly4OF5ojZwoNDdXrr79uXrifN29e1a9f35ytELlL//79FRQUpMTERNntdhUuXFgLFixw6oyH2c2hQ4c0b948hYSEyMPDQ7GxsSpSpIhat26ttm3bOkxtDwBg+B8AAAAAWMHwPwAAAACwglAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGCB3dUFAM4ybNiwhLfffjvB1XUAAAAg9/L09LR5e3vnTbuM36lCrpCcnCx3d3ddvXrV1aXkKpGRkSpcuLCry8hV6NO7g351PvrU+ehT56NP7w769dYiIyNVsmTJtIsMzlQhV/H29nZ1CblKZGQkfepk9OndQb86H33qfPSp89Gndwf9emuRkZHplnFNFQAAAABYQKgCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALCAUAUAAAAAFhCqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAW2F1dAOBMz3fp6OoScpVrcXHK6+Xl6jJyFfr07qBfnY8+dT761Pno07vjauw19ezxkjp26uLqUnIMQhVylTJa7eoSchf+TjkffXp30K/OR586H33qfPTpXRGeZOiNN/cQqu4AoQq5Ssu6HNIAAABWnA1L1u+H3V1dRo7CNVUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAAAAwAJCFQAAAABYQKgCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALCAUAUAAAAAFhCqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYIHd1QVkxoULFzRjxgwVKFBAknT+/Hk9/vjjevjhhy1ve9y4cYqLi5Obm5uOHDkiLy8vlStXTlevXlW1atXUvXt3y/u4V9asWaN58+Zp4MCBevDBBx3uO3jwoGbPnq2zZ8/qwQcfVHx8vEJDQ9W/f39VrFgxw+1t27ZN69ev1zvvvJPlmmbOnKnixYurXbt2Wd4GAAAAkJ3liFA1bdo0tWjRQi1atJAk/fPPP1q/fr1TQlWBAgX0+uuvy8PDQxMmTJC/v7+6deum4OBgbd261fL276XHHntMGzduzPC+GjVq6PHHH9eaNWs0aNAgSdLKlSs1ZswYzZgxI8PH1KtXT5UqVbJU07PPPisPDw9L2wAAAACysxwRqq5evarQ0FDzds2aNVW2bFlJ0tmzZzV9+nSVK1dO4eHhatKkiZo0aSJJCg4O1ty5c1WsWDFdvHhRHTp0UK1atRy2/dprr2W4zzJlyqhMmTJasGCBQkND5eXlJcMw1KdPH8XFxel///ufrly5ombNmmnnzp0qVqyYnnzySf3www86e/ashg4dqmrVqkmSFi1apIiICNlsNiUmJqpv376y2x27/mbt2Lt3r7744gtVrFhRefLk0fHjx9WwYUP17t1bkhQZGalx48bJ29tbRYoUUVxcXKb7tVy5cjp79qz27NmjSZMmqWLFivLw8NA///yjxo0bKzIyUkePHtWsWbO0bNkyLV68WK1atVJISIhOnTqlXr16qWnTpg597e/vr3PnzqlWrVqqU6eOvvrqK5UuXVqDBg3SzJkz9d133+m5555TRESETp8+rV69eql27dqSpK1bt+qvv/5SoUKFdPHiRb3yyivy8/PLdHsAAAAAV8gR11S9+OKL+u6779S/f38tXLhQ586dU8GCBSVJbm5u6t69u3r37q3Bgwdr6tSpSkpKkmEYev/999W+fXu9+uqreu211/TBBx8oNjY20/vdsGGDdu/erTfffFP9+vVTYmKili5dqvz582vo0KE6f/682rRpo0mTJik4OFi7du3S+++/ry5duuiHH36QJG3cuFEnTpxQv3791LdvXyUmJuqnn35Kt6+btaNOnTrq1KmTTp48qTfeeENffPGFVqxYoatXr0pKGV4XEBCg4cOH6+WXX9apU6cy3b7t27erVq1aqlu3rjp16qRjx45p0KBB+vzzz1WrVi2HoY8dO3ZUvXr1FB0drcDAQA0ePFgLFy6UJIe+fuWVV/T222/r0KFDCggIUMuWLc1t9O7dW+7u7qpdu7beeOMN9e/fX6NHj1ZiYqIuXbqkqVOnatCgQerdu7cefPBBTZo0KdNtAQAAAFwlR5ypuu+++7Ro0SJt27ZNmzdvVr9+/dS1a1c9//zz8vHx0apVq7R69WrZ7XbFxMQoPDxcknT69GnVqFFDkuTr6ysvLy8dO3ZMderUydR+t2/frpo1a5q3a9WqpVWrVqlr166SpKJFi8rf31+SVLx4cQUEBEiSSpYsqV9//dXcxoULFzRx4kRJUlRUlCIiItLt62btSD1TU7VqVdntdtntdhUtWlQRERHKly+f9uzZozfffFOS5OXlddvhesHBwZo4caLi4+OVN29evfvuu+Z9NWvWlKenpzw9PdW0aVOFhISke3zqmb5SpUrp8uXLkqSwsDCHvs6bN69GjBhx0xpS+zQgIEBXr17VmTNndPLkScXHx2vy5MmSpLi4OMXHx2f4+FGjRmnkyJEZ3vf4u1dVwNtNBbxzxPcFAAAA2U5SspRsi1SF6tVdXUqGAqpW0dRPJyhv3ryuLsWUI0LV8ePHVblyZXNIXNu2bfXuu+/q+eef1/z583X16lXzOqGtW7cqOTlZbm7WP1TbbLZb3p8nTx6HdVOvHbLZbEpOTjbvq1evnnr16iUp5azO9evX023rZu3IaF/u7u4yDCNTNd6oTJky5j5u1Z6bSW2jm5ubWYOz+Pn5OdR27dq1DNcLDAxUYGCgw7Lk5GS5u7vL763XJUkJTq0MAADg38Xdp4iuZ6PQktbfY8bL3d1dJUuWdMn+MzrxkCNC1axZszRgwACHjks9g3PlyhUVKVJEkhQfH6/IyEhJKWemypUrp4MHD+q+++5TWFiY4uLizLNJmdGgQQMtX77cvP3PP/+oYcOGd1R7gwYN9O233+rll1+WzWbTL7/8oqSkpHSz4d2sHbdTr1497d27V/Xr11d8fLxOnDhxR/U5w419HRMToylTpmjo0KEZrn/w4EHVr19fR48eVb58+VS2bFkVKFBAX375paKiolSoUCGdO3dOc+fOdTiTlhn5/tPYGU0CAABANmVzd3d1CenkiFDVuHFjTZw4UaVKlZKUMtzs7bfflpQyu9y4ceMUGRkpb29veXh4aO7cuXrrrbf03nvvac6cOdq8ebMuXbqkESNGyNvbO8N9rFu3TgcPHtTJkycVEBCgBx54QM2aNVNwcLDGjx8vT09Pubu7q1OnTkpKStK8efMUERGhlStXqkiRIgoKCtLKlStVpkwZff/99zp37pzWrVun1q1bKzg4WB999JGKFi0qSXr11VfT7f9m7ejSpYt+++03RUZGavfu3Tp//rwuX76sBQsWaMiQIerVq5fGjh2rMWPGyNvbWyVKlNDKlStVrlw5lShRwtz+4cOHtW7dOp09e1ZTp05V3759zfvOnDlj7uOnn37SU089pdjYWLONS5cuValSpXTkyBFFRkaqZs2aWrJkiWJjY7VkyRJ17tzZ7OstW7YoIiJCnTt31rFjx8ztbtmyRQ899JAkKSgoSOvXr9e5c+c0fPhw2e12+fn56e2339b48eNVunRpRUdH33QSEQAAACA7sRmGEShppKsLwb9D27ZttWLFCrk7+RuG1OF/5Zcvcep2AQAAkL2EvzZIezdtVvny5V2y/5CQkBuHHhpczY97Zvr06UpKStK0adNcXQoAAADgNDli+B9yhz59+qhPnz6uLgMAAABwKs5UAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAAAAwAJCFQAAAABYQKgCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALCAUAUAAAAAFhCqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFdlcXADjTqfadXV0CAAAA7qKq9eqqcOHCri7DAaEKucqYXZdcXQIAAEC2dfnsKX07qIvOBJ246TohISEqWbLkPawq52P4HwAAAABYQKgCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALCAUAUAAAAAFhCqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAAAAwAJCFQAAAABYQKgCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABXZXFwA4U+iJw64uAQAAINuKDA1RcnKyq8vIdQhVyFVWjujj6hJylaSkJLm7u7u6jFyFPr076Ffno0+djz51Pvr0zhlGsrr36OnqMnIdQhVylWOHDri6hFwlJCREJUuWdHUZuQp9enfQr85Hnzoffep89CmyC66pAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAAAAwAJCFQAAAABYQKgCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALCAUAUAAAAAFhCqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAAAAwAJCFQAAAABYQKgCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALCAUAUAAAAAFhCqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAAAAwAJCFQAAAABYQKgCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALCAUAUAAAAAFhCqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAAAAwAJCFQAAAABYQKgCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALCAUAUAAAAAFhCqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAAAAwAJCFQAAAABYQKgCAAAAAAsIVQAAAABggd3VBQDONHr0aFeXkKtER0erQIECri4jV6FP7w761fnoU+ejT53vXvdp7dq11b59+3u2P+QchCrkKgd/I1Q5kyFDNtlcXUauQp/eHfSr89GnzkefOt+97tMvPrOp5tZ9qlSp0j3bJ3IGQhVyle6tGNEKAADujr8OuckwDFeXgWyIT6AAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsCDLoery5cvOrAMAAAAAciR7Vh/44osvKn/+/KpRo4bq16+vxo0by9fX15m1AQAAAEC2l+VQVbx4cQ0YMECnT5/W/v37NWvWLFWvXl1du3ZVnTp1nFkjAAAAAGRbWQ5VX331lex2u+rXr6+OHTvq+vXr+vvvvzVlyhSVKFFC/fv3l5+fnzNrBQAAAIBsJ8vXVNntjnksT548atasmaZOnapatWqpb9++2rBhg+UCAQAAACA7y/KZqrRiYmJ0+PBhHThwQIcOHdKhQ4cUGxurDz74QL1791aXLl2csRsAAAAAyHayFKqSk5O1du1aHTx4UAcPHtSZM2dkGIaklGutGjVqpOrVq6tKlSqaOHGiypYtq4ceesiphQMAAABAdpClUBUfH69PP/1U3t7eqlKliho3bqzq1aurevXqKly4sMO6ffv21Y8//kioAgAAAJArZSlUubm5qVq1avriiy9ks9luuW7t2rU1Y8aMLBUHAAAAANldliaqMAxDnTt3Vmho6G3XnTlzptzcsjwfBgAAAABka1k6U3Xy5Em9//77Kl26tL7++utbhqYKFSqoSpUqWS4QAAAAALKzLIUqm82mEiVKaPbs2bdd97HHHsvKLgAAAAAgR8jSuLyKFSvKZrMpOTnZ2fUAAAAAQI6SpTNVHh4e6t69u+bOnasePXrkuGum1q5dq8WLF8vb21sBAQGKi4tTaGioBgwYoIoVKzp1XzNnzlTx4sXVrl07p2zv4MGDmj17ts6ePasHH3zQXH78+HG9/vrrqlSp0m23sWbNGs2bN08DBw502IZV165dU+fOnbVixQpzmbPbDwAAAGQ3WQpVcXFx+vjjj2W327Vx40b95z//UfXq1RUQEKCiRYs6u0ane/TRR/XPP//I399f3bp1kyR9//33mjp1qsaNG+fUfT377LPy8PBw2vZq1Kihxx9/XGvWrNGgQYPM5atXr1aePHkytY3HHntMGzdudFpNt+Ls9gMAAADZTZZClST5+/urcePGOn78uH788UctXLhQklSkSBEFBATotddeU5kyZZxW6N0WGRmp6OhoSdKqVas0a9YsffTRRypdurTGjRunK1eu6NNPP1V8fLwmTZqkwoUL68qVKypUqJB69eqlc+fOae7cufL391dISIiaNWumkiVL6quvvlLp0qU1aNAgnT17VtOnT1e5cuUUHh6uJk2aqEmTJtq7d6+++OILVaxYUXny5NHx48fVsGFD9e7dO1O1z5w5U23btlXJkiW1detW/fXXXypUqJAuXryoV155RX5+foqMjNS4cePk7e2tIkWKKC4uznx8bGysZs6cKW9vb0VGRqpKlSpq3769li1bpsWLF6t169Y6e/as9u7dq3fffVcHDhxQZGSkvL29FRUVpQEDBihv3ryaN2+eEhMTNWnSJPn5+en+++93aL8kLViwQKGhofLy8pJhGOrTp48OHDhgqf0AAACAK2UpVNntdjVu3Fj9+vWTlDLFekhIiI4dO6bjx4/r+PHjZkDJzrZs2aJLly7p0KFDunLlit544w1JUtu2bbVy5UpJkre3t5555hlzUo5du3bp2rVrGjJkiCSZYXLFihWqVauW2rdvr4iICP39998KCAhQy5YtdfToUUkpv+/VvXt3BQQEKCkpST169NCDDz6oOnXqqFOnTvr+++81bdo0JSUlqXPnznruueeUL1++DGs/deqURo8eLUkKCgpS27ZtdenSJU2dOlUzZ86U3W7Xb7/9pkmTJun999/XzJkzFRAQoJ49eyouLk4vvPCCua1Zs2apQoUKevLJJ2UYhnr16qXq1aurY8eOOnLkiMLCwjRy5Ejt27dPBQsWVMWKFdWsWTNJKWf4li9fri5duqh79+5auXKlBg4caG47bfs3bNig3bt3a/z48ZKkiRMnaunSperatesdtx8AAADILrI8+9/999/vcLtUqVIqVaqUWrRo4aza7rqHHnpI3bp1U1BQkBYsWKAGDRrc9jEBAQGaOnWq3n//fTVv3lzPPvusJKlBgwYaN26cTp8+rWbNmqlNmzbpHuvj46NVq1Zp9erVstvtiomJUXh4uPz8/CRJVatWld1ul91uV9GiRRUREXHTUFG+fHkNHz5cUsrQP09PT+3Zs0fx8fGaPHmypJRhmvHx8ZKkPXv26M0335QkeXl5OVx7tX37dl26dElBQUGSJF9fX50/f14BAQGSpPr160uS7rvvPkkyz3rly5dPwcHB8vX1vW2/pe6nZs2a5u1atWpp1apV6tq16x21f9SoURo5cmSG+3j83asqU8yuMn7umaoJAIDcxNPLUzbZXF1GruVud1dERIRCQkJcXcpd929oozNlKVQlJCRo7ty5atSoUbr71q9fr2rVqqlUqVKWi7tXUienWLNmjRmG0s5umJiYaK7r6+ur2bNna/v27VqxYoW+/fZbTZ48WQ0aNNCsWbO0YcMGffnll6pfv7769u3rsJ/58+fr6tWr5lC4rVu3OsygmPaaKHd3dxmGkan60wY4Pz8/h2utrl27ZrbnVp588kkzVKZtrySHa6JiYmI0YsQIzZkzR0WLFtX69eu1a9euTNV5uxoy2/7AwEAFBgY6LEtOTpa7u7sKPtlGUZKiMlURAAC5R8Kho3q67oP/qsmhIiIiVKRIkXu2v/Lly6thw4b3bH+uEhISopIlS7q6jGwro8B5R6Hq4sWLKlSo0C3XSUpK0jvvvKNPP/3UPAOTEzz99NMaO3asHnvsMbm5ucnHx0fh4eGSpBMnTpjrbdu2TXnz5tWDDz6oRo0aqUOHDrp+/bp++OEHdezYUW3atFGFChU0ZcqUdPu4cuWK+cKPj49XZGSkU9tw33336csvv1RUVJQKFSpkXuf17rvvql69etq7d6/q16+v+Ph4hzY1aNBAO3fuNEPVhAkT1LVrV5UtWzbdPq5du6bExETzDNLFixfN+zw8PMwgtH79ejVv3tzhsQ0aNNDy5cvN2//884/T35h8XnnJqdsDACCniJ6zQHXr1jVHgPwb8OEf2cUdhaq5c+dq3bp1KlWqlGJiYvTdd98pICBAlStXVv78+SWlzKzn7u6uzZs366mnnrorRVu1fv16HTx4UCdPnlSJEiXUsmVL1axZU/ny5dOHH36oF154Qc8884zmzJmj/fv3y8PDQ+fOndOqVatUqVIlffPNN9q8ebOuXLminj17ytPTUz4+Pho7dqyKFy+u0NBQvfzyyzp27Jh+++03RUZGasuWLXr22Wc1btw4c5IHDw8PzZ07V126dDHX2717t86fP6/Lly9rwYIFGjJkiOz2/3+aDh8+rHXr1uns2bOaNGmSBgwYYJ4B8vPz09tvv63x48erdOnSio6O1muvvSZJ6tWrl8aOHasxY8bI29tbJUqU0MqVK1WuXDn16tVLX375pSZOnCg3NzfVqFFDZcuW1ZYtW3TkyBFFRkaqQIECatCggfz8/NSlSxcNHz5cVatWVXBwsM6dO6e///7bDJoTJkxQUlKSypYt69D+Zs2aKTg4WOPHj5enp6fc3d3VqVMnnTlzJtPtBwAAALIbm2EYgZJGZmbl4OBg7d27V0eOHNGvv/4q6f+HihUvXlwBAQEqX768Tpw4oTp16ujpp5++W3UDDlKH/5VfvsTVpQAA4BLRcxZo2ENNzcm0/g04U3V30K+3lkH/GHd0CqBMmTIqU6aMWrVqpaCgIE2cOFGnT592mPVvz5498vLyMs+QAAAAAEBulqVxVV5eXpowYYLsdrsqVarkMJMcAAAAAPybuGX1gZ6enje978qVKw6z2gEAAABAbpXlGQDmz5+vNWvWyMvLS6VLlzYnrKhSpYoWLlyoBx980Px9IwAAAADIrbIUqs6fP6+5c+eqbt26KlasmM6dO6fFixebv4lkt9v14IMPOrVQAAAAAMiOshSqIiIiVLx4cY0bN85cZhiGzp49a05YcS9/iA0AAAAAXCVLoapixYry8vJyWGaz2czZAR9++GGnFAcAAAAA2V2WJqrw9PRUly5dtHTpUhmG4eyaAAAAACDHyNKZqri4OH3yySey2+1au3atGjdurGrVqikgIEBFixZ1do0AAAAAkG1lefY/Pz8//ec//9GxY8e0bNkyxcbGSpKKFCmigIAAvfbaaypTpozTCgUAAACA7ChLocput6tx48bq27evpJRJKkJCQnTs2DFzooro6GinFgoAAAAA2VGWQpWHh4cGDBhg3rbZbCpVqpRKlSqlFi1aOKs2AAAAAMj2sjRRBQAAAAAgRZZClWEYioqKuun9iYmJWS4IAAAAAHKSLM/+16lTJ/n5+aly5coKCAhQQECAKlWqJD8/P82YMUMPPfSQ6tat6+RyAQAAACB7yVKo8vT01LBhw3Ts2DEdPXpUS5cuNWf/K1SokNzd3dWoUSOnFgoAAAAA2VGWQpWbm5seeeQRPfLII5JShgOePXtW27Zt0/fff68SJUoob968Ti0UAAAAALKjLP9OVVo2m01lypRRmTJl9PDDD2vy5MmqWrWqMzYNAAAAANma02f/8/HxkZeXl7Zs2eLsTQMAAABAtpPliSpeeuklVa5c2fwvICBAxYoVU3Jyss6dO6dz5845u1YAAAAAyHayFKoMw9D169d17do1/fjjj4qJiZGUMoGFJMXHx6tnz55OKxIAAAAAsqsshSp3d3fVr19fw4cPlySdP39ex44d05kzZ3TlyhXVqFGD6dQBAAAA/CtkKVTlyZPHDFSSVKJECZUoUcJpRQEAAABATpHl2f/Cw8M1Y8YM7dmzR5JUpUoVtWjRQi1atJDNZnNWfQAAAACQrWU5VP3vf/9TRESEKlasqOjoaO3du1ebN2/WmjVrNHz4cBUoUMCZdQIAAABAtpSlUHX69GkZhqHZs2fLy8tLkpSUlKR9+/Zp1qxZ+vDDD/XJJ584tVAAAAAAyI6y9DtVV65cUZ06dcxAJaVMXlGvXj199tlnio+P14EDB5xWJAAAAABkV1k6U1W8eHEdPnxYhmGku37KbrfriSee0KFDh1SzZk2nFAlkVsgrA1xdAgAA95yXl5dsSUmq2rOXq0sB/pWyFKr8/PyUJ08effHFF3rllVfk7e3tcH90dLQMw3BKgcCd6DJ0nKtLAADgnjq+9U8VjQ/X2DEfqXr16q4uB/hXyvJEFW+++abeeust/fHHH2rQoIGqVaumIkWKKDQ0VAsXLtT48eOdWSeQKTUebuvqEgAAuKdioyKUL3gfgQpwoSyHquLFi2vq1KmaNm2aNmzYoD/++CNlg3a7nn/+eVWtWtVZNQIAAABAtpXlUCVJ+fPn15AhQzRw4EAdPXpU169fV4UKFeTj4+Os+gAAAAAgW7MUqlJ5enqqdu3aztgUAAAAAOQodxSqhg8frqSkJAUEBOjFF19Unjx57lZdAAAAAJAjZPp3qkJCQrRt2zZdvnxZSUlJGc7ut3r1aiUmJjq1QAAAAADIzjJ9pmrXrl2qU6eOPvnkE7m7u2e4zq+//qpVq1Zp/Pjx8vT0dFqRAAAAAJBdZfpMVXBwsJ544ombBipJ+uijj1S8eHF98cUXTikOAAAAALK7TIeqxMRE+fr63nIdT09Pvf322zp06JDCwsIsFwcAAAAA2V2mQ5Wvr2+mgpLdblfLli21b98+S4UBAAAAQE6Q6VBVv359rV27NlPrFitWTJcuXcpyUQAAAACQU2Q6VFWtWlXx8fGaP3/+bde9dOmS8ubNa6kwAAAAAMgJMh2qJGnIkCH64Ycf9Pbbb2vv3r0ZTqt++fJl/fzzz6pTp47TigQAAACA7OqOfvy3ZMmSGj9+vEaNGqUhQ4aocOHCqlmzpkqXLi1PT0+FhoZq06ZNatKkicqVK3e3agYAAACAbOOOQpUkVaxYUV999ZV++ukn/fLLL9q0aZN5n6enpzp27KgePXo4tUgAAAAAyK7uOFRJKeGpc+fO6ty5syIjI3XhwgW5ubmpXLly/OgvAAAAgH+VLIWqtAoXLqzChQs7oRQAAAAAyHnuaKIKAAAAAIAjQhUAAAAAWECoAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGCB3dUFAM6UnJzk6hIAALinDCPZ1SUA/3qEKuQqIxqVcnUJAADcW4ahr76e5eoqgH81QhVylaTERFeXkKuEhISoZMmSri4jV6FP7w761fnoU+ejT4Hci2uqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAAAAwAJCFQAAAABYQKgCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALCAUAUAAAAAFhCqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAAAAwAJCFQAAAABYQKgCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALCAUAUAAAAAFhCqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAAAAwAJCFQAAAABYQKgCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALCAUAUAAAAAFhCqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAAAAwAJCFQAAAABYQKgCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALCAUAUAAAAAFhCqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAAAAwAJCFQAAAABYYHd1AYAzff/9964uIVcJDw+Xj4+Pq8vIVejTu4N+dT761Pno09vz9/dX06ZNXV0GcMcIVchVvhzzqqtLyFWSkw25udlcXUauQp/eHfSr89Gnzkef3t75CDctWrpW9erVc3UpwB0hVCFXGfZMvKtLAAAAWTRsbh5dvXrV1WUAd4xrqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAAAAwAJCFQAAAABYQKgCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALCAUAUAAAAAFhCqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqMpBZs2apaeeekqBgYH67LPPNHToUM2aNUuS9Ntvv6lnz576/fffM3zsm2++qVOnTuny5csaOXKkXn/99XT3WXHlyhX16NFDhmFY2g4AAACQ09hdXQAy7+WXX9aff/6pZ599VrVq1VJiYqK6d++ugIAAtWzZUtu2bbvpY4cNGyZfX1+5ubmpS5cumj59err7rChYsKA++eQT2Ww2S9sBAAAAchpCVQ5mt9tVqlQpBQcHm8uOHz+uDRs26NSpU+rVq5eaNm2qP/74Q3PnzlX37t318MMPO2wj7X116tTR5MmTFRwcrNq1ays2Nlbh4eF666235ObmdtP7fH19tWDBAi1evFhz585VcHCwvvjiC1WsWFF58uTR8ePH1bBhQ/Xu3VuSFBwcrMWLF8vHx0cXLlxQ+/btVbt2bZ07d05z586Vv7+/QkJC1KxZMzVv3vye9ikAAABwpwhVOVhERIROnDih7t27m8uio6MVGBiof/75R1OmTFHTpk3VokUL/f333xluI+19Pj4+6tSpk4YOHapPP/1UBQoU0NKlSzVlyhS99957t7yvW7duWrlypSSpTp066tSpk77//ntNmzZNSUlJ6ty5s5577jl5e3vrgw8+0P/+9z+VLVtWly9fVt++fbVgwQKtWLFCtWrVUvv27RUREXHTmm9l/vqELPQkAADIDsKvuLoCIGsIVTnQd999p3Xr1ikmJkaDBg1S7dq1zftq1aolSSpVqpQuX76cpe2XLVtWBQoUkCTdd999WrBgQabuu1HVqlVlt9tlt9tVtGhRRUREKDY2VqdOndKyZcvM9fz9/RUWFqYGDRpo3LhxOn36tJo1a6Y2bdpkuN1Ro0Zp5MiRGd43f/11efj7yV7M706bDQD4l0o6eVpdOnaUn18xV5fyrze4fVlVrFhRISEhmX7MnayLzKNf7wyhKgdKvaYqIx4eHpIkNzc3l08akSdPHvPf7u7uZj2GYahv377m/fHx8cqTJ49KlCihWbNmacOGDfryyy9Vv3599e3bN912AwMDFRgY6LAsOTlZ7u7uKr98yV1sEQAgN4oeMlxvvjlYdevWvav7CQkJUcmSJe/qPv5t6NO7g369tYwCJ7P/IZ3g4GDFxMRIkvbu3at69epl6r7M8PX1Vfny5bVr1y5JUmJiot555x0ZhqFFixbJ3d1dbdq00eDBg3Xo0CEntQgAAAC4ezhTlYPMnTtXUVFR+v777xUfH6/777/fvG/Lli06cuSIIiMjVbNmTS1ZskSxsbFasmSJihUrZt7n6+urH3/8UefPn9fKlSuVP39+875KlSpJShniN3/+fIWHhysqKkpvvfWWuZ+b3bdgwQLFxMRo1qxZeuaZZ/Tbb78pMjJSu3fv1vnz53X58mUtWLBAQ4YM0XvvvacZM2Zo165dunbtmnr16iU3Nzf5+Pho7NixKl68uEJDQ/Xyyy/f2w4GAAAAssBmGEagpJGuLgTZw6FDhzR9+nR9/vnnd3SfqzH8DwCQVdFDhuvXb5cw/C8Hok/vDvr11jLoH4PhfzBdvnxZ3377rc6fP6/ly5dn+j4AAADg34zhfzAVLVr0prPq3eo+AAAA4N+MM1UAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAAAAwAJCFQAAAABYQKgCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALCAUAUAAAAAFhCqAAAAAMACQhUAAAAAWECoAgAAAAAL7K4uAHCmyx984uoSAMAyu91defJ4urQGw0iWzfbv+O7VLilv3ryuLgNADkaoQq5St1ojV5cAAJYYSUna8u3XWrx4kUvriIiIUJEiRVxaw71SqlQpVa1a1dVlAMjBCFXIVdq+McrVJQCAJYnXr2vr0jnq1KmTS+sICQlRyZIlXVoDAOQU/47z+gAAAABwlxCqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAAAAwAJCFQAAAABYQKgCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALCAUAUAAAAAFhCqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYIHd1QUAzvRFx0auLiFXMQxDNpvN1WXkKvTp3ZGb+tWQVLtefVeXAQC4A4Qq5Cobfl3j6hJylYsXL6pYsWKuLiNXoU/vjtzWr76+vq4uAQBwBwhVyFUqV67s6hJyFW9vb5UsWdLVZeQq9OndQb8CAFyJa6oAAAAAwAJCFQAAAABYQKgCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALCAUAUAAAAAFhCqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAbipCRMmuLqEXIc+vTvoV+ejT52PPnU++vTuoF/vnM0wjEBJI11dCGBFcnKy3N3dZRiGq0vJVWw2G33qZPTp3UG/Oh996nz0qfPRp3cH/XprISEhKlmyZNpFht1VxQDOZLPZHP4P56FPnY8+vTvoV+ejT52PPnU++vTuoF9vbvDgwdfHjx+fJ+0yQhVyhdQXfkJCgqXteHh4sA228a/YRnaqhW2wDbbBNthG9qqFbdx6G25ubnluXIdQhVzFbrd+SLMNtvFv2YaztsM22AbbYBtsg/flf/s2mKgCAAAAACwgVAFpjBw5km04WXZpS3bZhjM4q47s0ie5qV9z0zacIbu0JbtswxmyS1uyyzacITu1JTvVYlV2acu92gaz/yHXYKYa56NPnY8+vTvoV+ejT52PPnU++vTuoF/vmMGZKuQa2eWbmdyEPnU++vTuoF+djz51PvrU+ejTu4N+vXOcqQIAAACArONMFQAAAABYQagCAAAAAAsIVQAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALDA7uoCAKtCQ0M1ZcoU+fj4KCwsTP369VOJEiVcXVaOlpiYqO+++07ffPONlixZovz587u6pBwtJiZGU6dOVd68eSVJYWFhGjhwoIoWLeriynK+iRMnKikpSd7e3jp16pS6deum2rVru7qsXGHRokX69ttv9eOPP7q6lBxv1KhROnDggHm7ffv2euGFF1xYUc4XHx+v2bNnm/8OCwvTBx984OKqcraYmBh17dpV3t7e5rLo6GhNmTJFFSpUcGFlOQOhCjneZ599po4dO6pRo0basWOHPvvsM40dO9bVZeVoq1atUq1atZSQkODqUnKFsLAweXp6asCAAZKkhQsXatq0aRo+fLiLK8v5vLy81KdPH0nSli1bNHXqVE2ZMsXFVeV8J0+e1P79+11dRq7h5+enJUuWuLqMXGXGjBlq3ry5+SXKoUOHXFxRzufm5qZnnnlGL730kqSUsPruu+8SqDKJ4X/I0SIiIrR3717df//9kqT69evr4MGDunz5sosry9nat2+vqlWrurqMXKN8+fIaOHCgebt48eIKCwtzYUW5R2qgkqSzZ8/yx98JEhMTNXfuXL388suuLiXXiIuL0/Tp0zV9+nTNnTtX165dc3VJOVp8fLz++usvhYSE6Ouvv9akSZNUpEgRV5eV43l7e5uBSpLWr1+vli1burCinIVQhRwtNDRUBQoUkN2ectLVzc1NhQoV0oULF1xcGeDIZrOZ/966dauefPJJF1aTuxw+fFiBgYHavHmzXnvtNVeXk+MtWrRIHTp0cBgCBGvq16+vF154QX369FGRIkX04YcfurqkHO3ChQu6fPmy4uPj1atXL7Vu3VpvvfUWoyucbP369WrVqpWry8gxCFUAcA9t3LhRBQoU4Ns/J6pWrZpGjRqlZ555RkOGDFFycrKrS8qxjh07pujoaNWtW9fVpeQqLVq0UL58+SRJjz32mLZt26bo6GgXV5VzpZ7pa9q0qaSU9wDDMHTkyBFXlpWr7N+/XwEBAfL09HR1KTkGoQo5mr+/v6Kjo5WYmChJSk5OVlRUlIoXL+7iyoD0tmzZov3796t///6uLiVXSE5OVlxcnHm7SZMmOnPmjM6dO+fCqnK2v//+WzExMZo4caLmzJmj+Ph4TZw4UTt27HB1aTmWYRgKCQkxb7u7u8tmsyk+Pt6FVeVsfn5+khxHANjtds5UOdHy5cvVvn17V5eRoxCqkKMVKVJEderU0c6dOyVJu3btUvXq1ZlVDdnOhg0b9M8//6hfv36y2WxMpuAEFy5c0Oeff27ePnfunNzd3Xn9W/Diiy9q6NChGjRokHr27ClPT08NGjRIDRo0cHVpOVZcXJzGjx9v3t63b59Kly4tX19fF1aVsxUtWlS1atUyJ1O5fPmyrl69qoCAABdXljukDq0sWbKkq0vJUWyGYQRKGunqQoCsOn/+vKZOnaqiRYsqLCxMffv25Y3Aov379+u3337TypUr1bZtW7Vo0UL16tVzdVk51qlTp9SnTx8VKlTIYTmzgVkTExOjTz/9VN7e3ipQoIDOnDmjDh066IEHHnB1aTne3r17tXr1av35559q27atOnfuLH9/f1eXlSMlJiZq/PjxSk5OVpEiRRQaGqqePXuqfPnyri4tRwsNDdW0adNUrFgxXbp0Se3bt2fYqpPMnTtX1atX5730zhiEKgAAAADIOoPhfwAAAABgAaEKAAAAACwgVAEAAACABYQqAAAAALCAUAUAAAAAFhCqAAAAAMACQhUAAAAAWECoAgAAAAALCFUAAAAAYAGhCgAAAAAsIFQBAAAAgAWEKgAAbuH8+fP66aefXF2GJGn9+vXq16+f+vTpoxdeeEG///67q0v6V1q3bp2ef/55tW7dWqtXr3Z1OchmkpOTNXPmTCUlJbm6FNxDhCoA2Vp8fLyef/55tWvXTo8++qiee+45LVmyxNVlwYliYmLUo0cPLV261NWlpLN9+3YFBgaqbt265rLly5dr4MCB6tOnj8aNG6fExESHx4SGhuqFF15QUFCQU2vZtm2bJkyYoGHDhmn69Olq1KiRDMNw6j7+bbJ67LVu3Vr/+9//JEkVK1a8G6XdFSNHjtR77713z/Z34MABdezYUYcPH75n+3Smf/75RwsXLrzjx7m5uenixYuaMGHCXagK2RWhCkC25unpqYULF6pKlSoqW7asFi1apM6dO7u6LDjR9evXlTdvXlWuXNnVpTg4cuSIPvroIwUGBqpcuXKSpFWrVunnn3/WJ598oi+//FLbtm3T1q1bzcfEx8dr5MiR6t27t9M/bC9fvlz169dX2bJlJUl9+/ZVixYtnLqPfxsrx15QUJBsNpvKly/v/MLukoSEBN133333bH+xsbEqXbq0/P3979k+nWn16tX6888/s/TYfv36ad26dTk2UOLO2V1dAADcjmEYOnHihB566CFXl4K7wMfHR9OmTXN1GQ4Mw9D48ePVpUsXlSpVyly+aNEi9erVS97e3pIkb29vRUdHm/d/+umnuv/++50edgzD0P79+9WlSxdzmd3On3CrrBx7QUFBKl26tDw9PZ1c1d0zevToe7q/hg0bqmHDhvd0n8507NgxVa1aNUuPLVy4sCpXrqyNGzeqWrVqTq4M2RHvyACyvfPnzys2NlaVKlUyly1dulTTp0+XJL311ls6c+aMVq9eLTc3Nz399NN67rnnzHVjY2M1Z84c7d27V1LKePcGDRroxRdflCT17t1b4eHheuihhxQYGGg+LvVMxLx58yRJI0aM0N9//y1JmjJlir799ltt375dkjR06FA1adJEUsqHrSVLlujEiROKjo5WQkKCJk+erOLFi99R3ZJ05swZzZ07V8ePH5eHh4fc3d3VrFkzderUyfwwd+rUKX3zzTcKDg42h6I9/fTTateu3S37dfv27Vq0aJHi4uIUHx8vPz8/PfPMMw4fgv7++28tXbpUV65cUVxcnAoXLqzevXub33Y/9dRTio2NVcmSJTV8+HBNmTJFx44dU968eSVJUVFR+vjjj3X//febt3v16qXY2FgtW7ZMY8aM0e7du3Xt2jUtX75cXl5eTm97Ztp5o99++00hISFq3769uSwmJkYXLlxQlSpVJElhYWE6f/68atSoIUlasmSJoqOj9c4779yy328UExOjefPmadu2bTIMQ+7u7urWrZseeeQRSSnH+uLFi80+W7FihZo3b67XXnvtptvctm2bFi9erMjISElSkSJF1KZNG7Vq1SrdOhEREYqNjVWdOnXUv39/FSpUSFL6433BggXasWOHSpYsqXfffVeFChXSxIkTtWvXLvn7++udd94xz85ZeWyqrB573t7emjp1qnx9fW/ZDyNHjrzpsSdJW7Zs0U8//aTLly8rLCxMxYoVM1+7UsrrvEKFCrd9foODgzVr1iyFhoYqMTFRHh4eatWqlTp27OiUtpYvX1579+5V165d9fLLL5vbHDx4sPbt26dx48bp6NGjWrJkiaKiojR69Gg98MAD5np34z0mMTFRPXr0UEREhCpVqqRJkyZJyvh9++eff1aePHnUr18/NW3aVF9//bV++eUXeXp6qnfv3ubr4PDhwxo1apQuX76sdu3aqUCBAlq/fr3Cw8NVrVo1vf322w5nxE6fPq158+bp+PHjSkhIkL+/v/r166eAgIAMazl79qzWrFmj6OhoNW3aVHv37lV4eLjCwsK0Y8cOSdLnn38uf3//TD2nklSwYEGdOXPmtscIcgnDMAINAMjGNmzYYLRq1crYtWuXuSw6Otr4888/jVatWhnvvPOO8dtvvxknTpwwRowYYbRu3dqIjIw0133rrbeMzz//3EhKSjIMwzD2799vtG7d2oiLizMMwzCSk5ONJ5980pg3b57Dft944w0jMDDQvH358mVj2rRpxuOPP258+OGHxtatW42jR48azzzzjHHo0CHDMAxj2bJlRpcuXYwtW7YYycnJxpYtW4zHH3/cSEhIuOO6jx49arRr18744YcfzGU//PCD0bp1a+PatWuGYRjG4cOHjQ4dOhibNm0y1/nuu++MVq1aGWfPnr1pn+7Zs8fo0KGDcfr0acMwDCMxMdEYNmyYMWPGDHOdn376yXjxxReNU6dOmf0UGBhodOnSxVznwoULxqBBg4yePXsaY8aMMQ4ePGj8+eefRrt27YyoqCijVatWxuLFix32vXz5cmPo0KHm7S+++MLo3r27wzrOantm2pmRvn37GiNGjHBYFhcXZzz55JPGn3/+acTHxxuBgYHGhx9+aBiGYezYscN46aWXjOjo6Ftu90YxMTFGz549jdGjR5vH45o1a4zWrVsb+/btM9dLfQ1cvHjxtttcvny50aFDB2Pv3r1mm99//31jwIAB6dbZs2ePYRiGcfXqVaN3797GW2+9Za6T9nj/9NNPjf379xt79uwxnnrqKWPYsGHGxx9/bOzdu9fYt2+f0aFDh5u+Vu70sYZh/dhLTk7OVD9kdOwlJCQYY8aMMfr372+cPHnSMAzDmDZtmjF48GBzneTkZKN9+/bGggULbvlcREVFGZ06dTJ+/fVXc9n8+fMdanBGW1999VXjnXfecdj36dOnjXbt2hnXr183DMMw33cuXbpkrnM332MMwzB69+5tfPrpp+bttO9/7777rrFhwwbjxIkTRr9+/Yynn37amDZtmvHHH38YJ06cMAYMGGB06NDBYXuxsbFG69atjWeffdZYt26dcf36dePkyZNGp06djCFDhqRr1/fff28kJycbycnJxtixY42OHTsaV69eTVfLW2+9Zaxatco4efKkMXjwYGPx4sXG4cOHjVatWjm8DjP7nKZ64403HOpCrpbMmSoA2d7x48clyeG6h/z58ysqKkqS1L59ez344IOSpObNm2vLli2KjY1VoUKFdPbsWe3evVtdunSRm1vKZaS1atVSjx49zG9hz58/r2vXrqX7pvzkyZPq0KGDedvHx0eXLl2Su7u7evfubX4r+vrrr6tChQr6888/NW3aNE2cONEcMnLixAmVLVvWHKqV2brj4uI0atQoNWzY0OHbz+bNm2vVqlXy8vJSXFycPvjgAz3++ONq3LixuU6ePHkkpVwvcjM///yzypYta16f4+7urk6dOilfvnxm3VOnTnW4nshms8nd3d1hu/7+/jp37px8fHz01ltvyd3dXdWqVVNiYqIKFiyo4sWL6+jRow773rx5s0O9J0+edOh7Z7b9du3MSGRkpI4fP67HHnvMYbmnp6cGDx6s+fPna8GCBWrUqJG6deum8+fPa8KECRo9erT++ecfLV68WFevXlXbtm3TfXN9owkTJig+Pl6DBw82j8fWrVtr4sSJ+vXXX1W7dm1JKWcK8ufPLz8/v1tu78SJE5oyZYpee+018yxH6pmH1DO1qev06dNHderUkZQyjLFly5aaNWuWLl++rKJFi5rHe548efTSSy+pSJEikqRKlSpp//79mjNnjnx9fSWlvDZjYmLMOqw81hnHXlBQ0G37QUp/7EkpZ9b27dunGTNmOLwe0q534cIFxcbG3va6uQ0bNigqKkr/+c9/zGUtW7ZUiRIlnNZWm82mgIAA88xgqs2bN6thw4by8PAw21qwYEGz3+/2e0xiYqKCg4P1xBNPmMvSvv899dRT5hmzRo0a6ZtvvlGtWrXMM/6NGjXS0aNHZRiGbDabpJTXgWEYat++vXnWtXz58mrWrJmWL1+u2NhYubm5adSoUWrQoIGefvppc99PPPGE1q5dq7///lstW7Z0qKVdu3Zq1qyZpJSRCwULFjSPkxuf49s9p2mFhYXlqIlMYA0TVQDI9k6cOKFixYqpQIECDsuDgoJUpEgRNWrUyFwWExMjm82mokWLSpK8vLzk7u6uTz/9VMuWLVNERIQkqVu3bg7bkeQwlOfixYuKiYlJ9wcxKChIjRo1chhm0rRpU7m5uWnKlClq3769wxj8EydOOAxbzGzdW7ZsUWhoqMMHEinlw+qMGTMc1mndurXi4+N17NgxzZ49W9OmTdOjjz56y6FJ+fPn18GDB/XRRx9p3759MgxD999/vzn2f8WKFfL29lajRo0UExOjPXv26KOPPtJff/2lV155xdxOeHi4IiMj9cQTT8jd3V1SyofCli1bSpICAgJ07Ngxc/2QkBDt27fP/AAjpf9g68y2366dGdm5c6cMw8hwnebNm+urr77S9OnT9fLLL8swDI0cOVJ9+/ZVeHi4JkyYoMGDB+u9997T1KlTdfbs2ZvuJywsTBs3btQjjzzicF2OzWaTYRjmBz4p5cNk6ofuW1mxYoUk6dFHH01X93//+1+HdW4MjanS7jcoKEgPPPCAGYpS72/YsKH54VySoqOj0wW+rD7WGcdeZvpBSn/snThxQitWrFD//v0dgndQUJDD6zj1PeN2H5gLFCggwzA0ePBg/fnnn4qPj1eJEiXM14czX2dRUVG6dOmSpJQhzqtXrzaHzqXWnPY94W6/x5w+fVpJSUkZvof6+Pg4DL+NiopSoUKFHIJbdHS0ihYtagYqKeX5kqTHH3/cYZupfRIbG3vTdqXdV9paihQp4hCQqlWrppIlSyooKEj+/v7pvoC53XOaKiEhQaGhoSpevPhN+wi5C2eqAGR7x48fz/Bi4ePHj6t27doOf3RPnTql0qVLm9+k+vr66pNPPtH8+fM1depUTZs2Tc2bN9frr79uTjZw4sQJeXl5OXzTmNGHpvj4eJ09e9bh7FWqLVu2KDw83OFDTOq2n3zyyTuue/PmzXJzczPPVGRk8+bNstlseuedd+Tu7i4/Pz9VrlxZY8aMMc9A3Myrr76qfPnyafXq1fr999/l7++vvn37mt8Sb968WdeuXVPXrl3l6emp4sWLq0aNGpo5c6bKlCnj0D5JN91fQECANm7cqJiYGOXPn1/ffvutmjRpYn7Qzii8OrPtt2tnRo4fP57pWd3GjRunhx56SE2bNtWAAQPUqVMns3+KFCliTmaQkb///luGYThM1y5Jly9fVkJCgooVK2YuO3ny5G2fUymlX6pWrWpe03Yn61y4cEE2m80MOBkd74mJiTp37pzDB9bk5GQFBwc7HPtWHuuMYy8z/ZDRsbdq1Srlz5/f4QuPsLAwRUVFOawXFBSk/PnzOzxHGWnevLmuXr2qpUuX6sMPP5S3t7eeffZZdevWTTabzamvMyllYgU/Pz/98ccfSkhIMM+Ep9acdrKfu/0ec7Pgefz4cdWqVStdWLpx2alTp9I99tSpUypVqpRDKJdSRhvkyZNHhQsXNtt14yyHFy5ckCSH5yyj9+JUGX0hJt3+OU3bpuTkZFWvXj3jDkKuQ6gCkK1FRUXp8uXL6aY8NgxDJ0+edPhmU8r4D2GdOnVUp04dhYSEaOHChVqzZo1KlCihl156SVLKH7+yZcs6/EE8ePCgPD09VbJkSXPZyZMnZRhGhn9o9+7dqwIFCpiTGEgpH8ZCQkIc1s9s3ZcuXZKPj48ZsjJy6dIllS5dWrNmzbrpOjfj5eWlXr16qUePHtq4caOmT5+uDz/8UMuWLZPdbldERITatWunQYMG3XI7QUFB8vT0dPgAmFZqfxw/flxFihTR77//bl60nvp4yfEsoTPbfqt23jgxQaqLFy/Kz8/vtrO6LVy4UNevX1ePHj105coVHT16VIMHD5aU8jxfvXpVBQsWvGUbJKUbNrR7925JMo+RhIQEhYSE6KmnnrplPYmJiYqIiFD9+vWztM6ePXtUq1Yt84xwRsf76dOnlZiY6LAsODhY169fd1iW1cem1mfl2MtMP6Q+XnI89vbt26c6deo4zKy4d+9eubu7O4TszE5SIUlt27ZV27ZttX//fn399deaO3euatSoofvuu89pr7NKlSrJzc1Nx44d0/3336958+bpxRdfdDiDExoaetdeZzer2dfXV/nz5zeX3ez97+TJkw5D9aSU98QbzzadPHnSYTZOSUpKStL+/fvVoEED2e32m7Zr9+7d8vT0NCfNuVktafd1s+G7N3tO0x5zBw8elM1mu+1xiNyD4X8AsrWMrqeSpHPnzik+Pt7hm8zUP5KpywzDcPjxxZIlS+rNN9+Uu7u7eZ2BlBJ+UofdSSl/pDdu3Kjy5cs7BK0TJ07IZrNlOOTnypUrKlCggMP6v/76qyTHb2ozU7eUMh3vjRITEzVs2DAFBweb60RFRTn8AGxycrLmz5+v+Pj4dI9P9fvvv2vnzp2SUqblfvjhh/XEE0/Izc1Ndrtddrtd+fPnN2dMSxUaGqrly5c7LDtx4oTKly9vXq92o9Rv0Hft2qWPPvpIzz77rMMwtpMnT6Y7S+istt+unTdz/fp1+fj43PR+KWXmvPXr1+udd96RzWZTZGSkDMMwz/Kk/jZN6syAGcmonVLK2ZJKlSqZZwKCg4OVlJR02w/xqc/bjYKDgzVs2DAlJibedJ3du3crJCTE4UNkRsd76hmTjJalDUtZfawzjr3M9IOU8bEXFRWVLgj/+uuvKlOmjMN7RlBQ0G2H/p06dcrhR4Vr165tzs7n4eHh1NeZp6enypYtq6NHj+qLL76Qn5+fwxC51JCb9hi6m+8xqfu8sY9S3//SHiuhoaHpzhhevnxZUVFR6b7ASh3+l9b69et19epVc6bOjNp15coV/fXXX2rTpo35ZUpGtaQKCwtTTEyM2V+HDx9WWFjYbZ/TtHbs2KEaNWqkG7aO3ItQBSBbSw1VGV2XdOPykJAQxcXFmcvOnj2rtWvX6tSpU+Y6K1eulJeXl1q3bm0uy5s3r86cOaP4+HglJiZq/vz5Cg8Pz/BagBIlSmQ4pCggIEAXLlzQP//8I8MwtHXrVi1btkxFixY1p6jObN2S1KpVK4WFhWnbtm2SUj7oT5o0ScWKFTO/rX700Ud15coVrV+/XlJKOJszZ47Onz9/y7MsW7Zs0dq1a5WcnCwp5YPkH3/8oXbt2plh49FHH9WOHTvMD1dxcXGaMGFCuu3e7sNlwYIF5e/vr8WLF6tAgQLppowPCgpKF16d1fbMtDMj+fLlu+X9Z8+e1cSJEzVy5EhzCKmvr6/sdrvOnj2rpKQkffPNN3ruuedueRbgP//5j/LkyaOVK1c6tOH06dN67733zD5J/SCZmeGIrVq10o4dO3Tx4kVJKdfijB07Vo888ojZplatWmn79u0KDQ2VlBI2PvvsM3Xs2NHh2pKMjvegoCAVK1bMIbQEBQVleJxn9bHOOPYy0w8ZHXsBAQHatWuXwsPDlZCQoEWLFungwYMO+7l27ZrOnz+f4YfxtP755x/9/PPPunr1qqSUwPLzzz+rSpUqqlmzptPamqpKlSravn27duzYoaFDh6Ybimaz2RxC1d18j0mt+cYvAjIaEpjRe2JGQT0iIkJRUVE6f/68Dhw4oOTkZO3YsUPTpk1T+/btzTNQqe1KnbgjNjZWn3zyiUqXLq1XX331lrWkSr3uqlChQrp69aoCAwOVkJCQqec09fE7d+5U165db9lHyF0Y/gcgWwoJCdHQoUPNH1Z988039dJLL5nXXpw4cUKFChVyGFuf+od4woQJ6tevn2rXrq0nnnhC77//vvn7K6VLl9akSZMcJpro1auXxo8fr+eff14BAQHq0aOHFi1apA0bNujKlSsaOXKkuf0bz5il6tixo86dO6f33ntPefLk0cMPP6xGjRpp3bp16tOnj/l7KJmpu1mzZuY1Ol9++aXsdru8vb3VvHlzderUyXxc48aN1a9fP82aNUvffvutvL29Va9ePb355pu37NsmTZpo+fLl6t27tzmRx1NPPeVw7VevXr0UHx+vN954Q/7+/vL09NQTTzzhcO3L9evXFRwc7PBbThkJCAiQp6enRo4cmS6snDx5UhcuXNArr7xiXhzvrLZnpp0ZqVy5sg4ePJjhfbGxsRo5cqQGDhzoMBTL29tbAwcO1Keffqr8+fPr/vvvTxcgb+Tr66vRo0frq6++Urdu3WS321WjRg1NmTLF4fg8deqUfHx8bjmUMNUrr7yi5ORkDRw4UEWKFJG3t7e6devmcG1N6jr//e9/lS9fPnl6eur5559Pd/F/Rsf7jbPgpS6LiopSjx49NGvWLLm7u1t6rDOOvcz0Q0bH3uuvv67x48erZ8+e8vX1VadOneTn56e///5bn332md544w3zrE/qTIkvvPBChjVUqVJFFSpU0IABA8yzI/Xr19d///tf84yTs19nGzZs0Icffphu0pDUYN6rVy998MEHqlChwl19j4mKilJERIRWrVqlqKgoc1jszd7/vL29HY751MAzdOhQ/e9//1P16tXNNgwZMkRff/21jh07poIFC6pLly7q3Lmz+djUdk2ZMkXTpk2Tm5ubmjZtqm7dujmcTcqollTlypXTAw88oE8++USFChXSq6++qhIlSmTqOZVSfrOuSpUqDscbcj+bYRiBkka6uhAAALKDS5cuqXv37po6dWqmzg7dbSNGjFBCQoI+/vhjV5cCuMwPP/ygOXPm6KeffspwYons4sCBAxo5cqQmTpzocE0ucj2D4X8AAKTh5+enV199VePGjVNSUpKry9Hhw4fTzRAI/NucPHlSZcqUydaBaufOnZo0aZLGjh1LoPoXYvgfAAA36Nixo/z8/G46McC98vvvvysxMdH8oVPg3yqzv9XmSomJifrss89uOZU/ci9CFQAAGWjatKlL9z9jxgwdOnRIY8aMyfC6D+DfwjAMnTp16pa/L5cdpP19M/z7cE0VAAAAAGQd11QBAAAAgBUM/wMAAPgX2Lt3rx599FHz97sAOI2NUAUAAPAvsGfPHrVp00Zz5sxxdSlArsPwPwAAAACwgFAFAAAAABYQqgAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAACQzt69e+XjV0w2my3L/02d/pWrm2HZ6dOnVTqgsqV+GDBkiKubYVlUVJTq16lqqR86P/OEq5tx19hdXQAAAACynz179qhqk1Z6KvCLLD1+14rF2rhpk/r2edXJld1bp06dUkKB/Cq/fEmWHh/3z0FtXrnWyVXde5GRkQq9cF6/fJQvS4+/GGno3fnbnFxV9sGZKgAAAACwgDNVAAAAcInt27dr1apViomJkWEYio2NVZs2bdSuXTvZbDZzPcMwtGjRIv3111/KmzevDMNQ3759FRAQ4LC906dPa/LkyUpMTFRcXJwaNGigHj16yN3d3VznnXfe0Y4dO9LVsmzZMuXPn//uNfYWTp06pZ9++kmnT5+Wu7u7rl69qjp16ujFF1+Ut7e3w7qbNm3S4sWL5eXlpdjYWD399NN65JFHHNaJiYnR1KlTdebMGdlsNhUvXlz9+vVT4cKFHda7dOmSZs2apbCwMCUkJCgiIkLNmjVTr1697naTM+SKfmjbtq0SEhIyrGfy5MmqUqVKpmonVAEAAMAlJkyYoA4dOqhLly6SpOPHj+u///2vrl27ps6dO5vrLViwQH/88Ye++OILeXt7a8OGDRo6dKimT5+uYsWKSUq55mfIkCF6+eWX1aZNG8XHx+uNN97Q9evX9dprr6Xbr6enp8OyGz+030uLFy/WtWvXNHbsWNntdl25ckVvvPGGzpw5o9GjR5vr7dmzRx9//LEmTZqk8uXLKyQkRH379pW3t7ceeughc71Ro0bJ19dXkyZNkiRNmjRJw4cP15dffmmG1fDwcA0aNEj9+vVT06ZNJUnr1q3TsmXLXBaqXNEPRYsW1YgRIxzqCAoK0rx581S5cuVM187wPwAAALhElSpV9PTTT5u3K1eurAYNGmjdunXmstjYWC1evFhPP/20GXyaNWumIkWK6LvvvjPXW7ZsmTw8PPT4449Lkjw9PfXss8/qxx9/VEREhMN+K1eurCpVqjj85+bmuo/FJUuW1HPPPSe7PeV8R8GCBdW2bVtt27ZNUVFR5npz585V48aNVb58efNxLVu21OzZs811du/erT179uiFF14wl3Xr1k1Hjx7Vpk2bzGVz5sxRpUqVzEAlSQ8//LD69et3t5p5W67oh7Zt26Y7Fg4dOqS2bdve0TFBqAIAAIBLjBo1Sh4eHg7LPDw8dP36dfP2vn37FB8fr2rVqjmsV716dW3b9v8TH2zbtk1VqlRxGDZYo0YNJSUladeuXXepBc7RvXv3dO1L7ZfUoWmxsbE6cOBAhv1w8uRJXbp0SVJKP+TPn1+lSpUy1/Hx8ZG/v7/ZX4Zh6M8//1T9+vUdtmW321WrVi3nNu4O3Ot+kKTnnnvOYTsxMTHasGGD2rZte0e1M/wPAAAA2UJycrIOHjzo8IH23LlzklKGaaVVtGhRnT9/XsnJyXJzc9O5c+dUvXr1dOtI0tmzZx2Wz549W2fOnFFSUpKKFSumzp07q1y5cnejSVm2f/9+1alTR76+vpKkkJAQGYaRYT9IKf3k5+enc+fOmY9Jy9fX1+yH8+fPKzY2Vu7u7po4caLZx/Xq1VOnTp3SBV1Xupv9kJG1a9eqQYMG8vHxuaM6OVMFAACAbOHHH39UgQIFzGusJOnatWuSlO6Dfp48eWQYhuLj48318uTJ47CO3W6XzWZTXFycuaxSpUqqU6eOxowZo7Fjx6py5cp67bXXtHfv3rvVrDt29OhR7dixQ4MGDTKXpfbDjW1MvZ3axmvXrmUYijw8PMx1rly5IkmaMWOGWrZsqbFjx+rdd9/VH3/8oQ8++MD5Dcqiu90PNzIMQytWrFD79u3vuFZCFQAAAFxu165dWr58uUaPHu3wgTlv3rySlG6GtuvXr8tms5kTTuTNm9dh2KAkJSYmyjAMeXl5mct69+6tJk2amD9I27FjR5UtW1bz58+/W027I5cuXdJHH32kESNGqEyZMuby1H64sY2pt1PbmDdv3gxns0tISDDXSZ0NsUGDBqpdu7YkqXDhwuratau2bNmiU6dOObdRWXAv+uFGu3btkoeHh9knd4JQBQAAAJfas2ePpk6dqk8++UR+fn4O96VeExMeHu6w/PLlyypRooQ5mUCpUqUyXEeSSpcufcv9lyxZ0hwC50qXLl3S8OHDNWDAgHTXO5UsWVI2m+2mbUztp1KlSpnL0goLCzP7IXXGxNT/pypevLik9MMl77V71Q83yupZKolQBQAAABfauXOnJk+erNGjR8vf31+StHLlSnOY13333SdPT08dPnzY4XGHDh1Sw4YNzdsPPPCAjhw5IsMwHNZxd3c3P5iHhIRkeEYqLCwsw+tv7qWLFy/q3XffVZ8+fdSgQQNJKX0TFBQkKWXK95o1a2bYD+XLlzfD6AMPPKDo6GiFhISY64SHhys0NNTsr0KFCqlChQoKCwtz2FZqUClSpMjdaWQm3Mt+SOvSpUvau3dvut+6yixCFQAAAFxi27ZtGjNmjHr27KnIyEgdPXpUR48e1YoVK8xQ5e3tra5du+qHH34wl23cuFHh4eEOv2XVsWNHJSQkmNOxX79+Xd999506dOhghoSYmBh99913DsPbtmzZoiNHjuiZZ565R61O78KFC3rzzTfVqlUrFShQwOyHP/74Q6dPnzbX69GjhzZv3mwuu3Dhgn777Te99NJL5jr16tVT3bp1tWDBAnPZwoULVaVKFYfp07t3766tW7eafXH9+nUtW7ZMNWrUUI0aNe5yizPmin5ItXLlSj3yyCPm8MI7xex/AAAAcInRo0crNjZWI0eOvOV63bp1k81m0+DBg5U3b14ZhqGxY8c6DF8rVKiQxo0bpylTpuiXX35RXFycGjRooB49epjrlC5dWp06ddKnn36qvHnzKjExUZL04Ycf6oEHHrgrbcyMyZMnKzQ0VDNnzkx3X9rhb3Xr1tXbb7+tcePGKW/evLp69ar++9//qnHjxg6PCQwM1NSpUzVw4EDZbDb5+/tr9OjRDtPNN23aVIMHD9bYsWPl5eWl5ORkVatWTd27d3dY715yRT9IKdferV69WuPHj89y7TbDMAIljczyFgAAAJDtzZ07V7///rvmzJmT6fWnLVujpwK/yNL+dq1YLPvx7Vo4b26WHp9d/Pnnn+r8xiB5jxqepcfH/XNQJVau1a40PzibE50+fVqNH6itWa8nZ+nxFyMNvTvfW8HnLjm5suyB4X8AAAAAYAHD/wAAAJBO3bp1dWTIW3qnvt/tV76JydOmO7Ei1yhfvrw8omN0qn3n2698E88MHuzEilyjcOHC8i9eQo+/ezTL23j26RbOKyibIVQBAAAgnTp16ij80kVXl+Fy5cqV09ljx11dhssVKlRIu/YecXUZ2RbD/wAAAADAAkIVAAAAAFhAqAIAAAAACwhVAAAAAGABoQoAAAAALCBUAQAAAIAFhCoAAAAAsIBQBQAAAAAWEKoAAAAAwAJCFQAAAABYYHd1AQAAALj76tatq6FDh8pms7m6FCDX+T/07zB7Kc2JNwAAAABJRU5ErkJggg=="
Which label contains largest values across all labels?
2006.0
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837
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"
Divide the sum of largest and lowest values by 2.0
92.11
76547.png
838
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"
What is the maximum difference between Fragile and conflict affected situations and Djibouti?
-0.46
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839
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"
Which label contains largest values across all labels?
1992.0
37522.png
840
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"
Which x-axis label has the maximum difference between Malawi and Dominica
2005.0
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841
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"
Which two x-axis labels of High income: nonOECD sums up to 15.11 ?
2009.0, 2007.0
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842
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"
Which x-axis label has the maximum difference between Slovak Republic and Poland
2008.0
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843
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"
Which x-axis label is second highest for Guatemala?
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844
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"
What is the sum of the largest and smallest difference between Switzerland and Aruba?
16.1
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845
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What is the average of all values above 6.0?
7.0
100449.png
846
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"
What is the sum of the maximum of Merchandise exports and minimum of Merchandise imports ?
3.42
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847
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"
Which label contains largest values across all labels?
Cayman Islands
97143.png
848
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z2dZ7XFJSQmFhIRB2ONd8Xn3ve99zoQdJkiQ14NDONuqII47gnHPO4fbbb6eqqoqrr76aG264od45X331VXzo3scffxz/g72yspKMjAy++OILSktLyc7OTmptb731Fo899hirVq2iuro6HsCsXbuWysrKeAfQKaecwksvvcTChQt5/PHHGTduHH379o0/T83QJiA+tKm6ujoeTH300Ufss88+dO7cmY0bN8a7NnbZZReOO+44vve9722xxg8++CB+u2bYY5cuXeKhwvvvv9/gMXWH+dXUUDeU2Zbc3Nx4SNijR4/4/prut7pqulEgnMvpueeei8+HV3eYZt3g4v333693rO736N27d8J1Nqbue1F3tdh+/frxk5/8ZJuPHzFiBEuWLGHFihVcfvnlZGZmcsghh8SHXjVXJBKhe/fuAGRmZsb3b+19ycnJid8uKyurd2zx4sX84Q9/YNOmTQRBwFFHHVVvmB3AddddR1paGkEQ1LsWNw+eNn8PgfiwMyA+JLju71/d9yw7O5uSkhI2btwY3/fFF1/w17/+lY8++ojS0tJ4N03NsZohyTW29fMZMGAAX/va11iwYAHz5s3jpz/9KS+//DKHHHLIdn8uNPX3pbi4OP7zSea1uzXJeF+b8znbnOs20ddR9/cT4Le//W2znrOufffdFwjD0uOOO26bx//+97/Hj23ps7vuewy173ljP48lS5bEP/82f33bWnU10fd48ODBvPfee7zwwgu88MILdO3aNT4lgSRJklSXQVob9sMf/pAVK1bw1FNPsWnTJq688sr48K7N7b777tx00007vKbnn3+e6667DiA+d9D06dPj3S5164tEIvGJvyHsBKg711dds2bN2mLXwY033sgDDzzAggULWL16NStXruS2226jqKiIiy++uFmvo7EaGpt8vrmLPdQNQBpT043UFJvXXLfexmpv7DXCtl/TtmpvzE9/+lMGDhzIk08+yTvvvEN5eTkvvPACr732GrfffnuDP44TVdMZt7mtvYZ9992X9PR0Kisr42Fvzc/noIMOYtasWXzrW9+iurqa0tLSBo+/4oor4t2LW9Oc97AxNa/lv//9L5dffjllZWWcdtppXHTRRbz44otMnjwZoNHf/UR+PqeddhoLFiygpKSEf//737zwwgv1htw11/b8vmzr2t0RkvG+Jvo525zrNlFb+/1szveMRqNb7dzc1vGtfXZv/jyJ1Nacz58aW3uPr7vuOv75z3/ywgsvsGzZMtatW8ejjz7KO++8w9/+9rdmf09JkiS1Pw7tbOMmTJjA/vvvD4TDX+oODerWrVv8X/n/+9//1vujZMGCBfXmk9n8j5hNmzaxfv36LX7fLZ3/xhtvAMQnF4fG/8AHeO2111i+fHm8o2DhwoU8/PDD8eN77bVX/HZNxweEQ6Auv/xySktL+fTTT3n//fe55JJLmDVrFrfccku9Oc22pG5XSc3rXLduXfxnVPd4shQVFcWfv2ZCdCA+D9fW7LPPPvE/guu+LzWThEMYEO22226NHqt7u0ZGRkb8D+C6f5w29r7XHb5Z971Yvnx5vSHCm/+hvnbtWkpLS3nwwQcZPXo0119/Pf/85z/j73lZWVl8SFpL6dSpU3yuqNLS0oTmQNrStQjhBO3vvfdecotsxPvvvx/voDviiCOIRCJb/N1qihEjRsSvm3vvvZfKykoGDRq03c/bVB07dowHqtu6dpMlGe9rUz5nm6Ipn8lb+v0sKytj2rRp8a7GuoFWze/81j7nmyuRz+6myMvLi3+2bP4+3XPPPY12EG+rFqh9j6uqquKfSzNmzOD+++/na1/7GkC8+1OSJEmqYZDWxmVkZFBQUFBvSGRdNYHFhg0bePLJJ+O3/+///q/eH181w8xqhtLcfPPN8Tm5GrOl82vqqKqqiv8BUhOu1bVx40amT5/Or3/9a8aMGROv5eabb2blypUAnHHGGfFhPjUdbVVVVdx5553k5uaSnZ3NqlWrmD59evwxAwYMiP+xuLUw7KyzzooP8Zs/fz4AL7zwAhD+Qb+t4ULNsWnTJmbPns17770XXyCiZ8+ejQ6V2lyfPn3iQ8Zef/11iouLKSsrY+HChUDt/EL9+/ePB5gLFy6kqKiI//73v1sMi+rOFRQEAW+99Va94Yc1zjrrrPi8SzUrXlZWVnLnnXfWCw5qrov169cTBAETJkzggw8+4JlnnuGee+6hurqarKys+PxRmZmZKQltzj//fEaNGgXADTfcUG+o77Jly+KvqWZ+vG984xv0798foN7Kh0888QRLly6t98f6jlJ3cv+aOZxqVkHdXjXX1rp16+ILEKTCmWeeCYSryr755ptUVFQ0uthAsiTrfU30c7YpmvKZfPTRR8d/p5544on4/GQPP/wwH3/8cfwzse5qtkuXLqWqqopnn322WfVtTSKf3U3Rr18/TjjhBCD8XKv5vH/33Xd58MEH63U2by6R97iqqoo77rgj/t+Arl27xv9btvvuuyd9+gNJkiS1bZEgCPKByakuRFt3+eWXs2TJEioqKsjJyWH27Nn1jn/88cf88pe/pLi4mKlTp9b7g+mZZ57hn//8Jx999BF9+vQhJyeHb33rW/E/TCD8V/frrruOFStW0L9/f3r06MFvf/vb+ITSm9vS+dnZ2UyZMoXXXnuNzMxMDj/8cIqLi3nqqaeA8I/DE044gTlz5lBWVsbhhx/OyJEjmTZtGps2bQLCIOv0009n7NixfPDBB9x55528++67ZGdn06NHDw466CDGjh1LZmYmn3zyCX/7299YsWIF2dnZrF27luzsbEaNGsX555+/1SFHhYWF3Hnnnbz++utkZGRQXl7O0KFDGTt2bHyuqR//+Mfx4X8ZGRkcd9xxdOvWjX/84x/x7qCePXty8803b3H40iWXXML777/PoEGDGDlyJI888ggVFRUMGTKEiy66iN12242lS5cyadIkioqK4j+DXXbZhRtvvDH+PEEQ8K9//YvHHnuML7/8kkgkQrdu3Tj++OPrDYktLi5m5syZzJ8/n/Lycvbff39ycnLiiz106tSJG2+8kQEDBlBYWMgf/vAHPvzwQ3r37s03vvENXnzxRZYsWUJ6ejq77757fCXGFStWcOedd7J48WLS09PJzc1l5MiR/OhHP4p3zzz99NPcdtttrFmzhl133ZV9992XX/3qV8yaNYsXX3yR4uJiotEoX331FXvssQdjxozZ4qIQjf1MTjnlFP773/8yf/78+M9/jz324LzzzuP//b//F++86dq1K5dffnm8q6QxQRDw3HPP8cQTT9SbRyknJ4e9996b0aNHc9hhh8Xn9CsqKuL222/nlVdeoaysjIEDBzJgwAB+8pOf0KdPn22+h40d/8UvfsE999zDihUrgHBetB/96EcsWLCAt956iyAIyMzM5KCDDuKaa65h1qxZPPTQQ5SUlHDIIYcwaNCg+MIYXbt25eKLL2bBggVN/vmUlZVx5plnUl1dzX333bfNRRg2/70YPHgwF110UYPXd/HFF/Pkk0/yxhtvxM8dMmQI119//Rbfk/vuu4+HH36YoqIidt11V4YPH84//vGP+M/n5z//Oa+//nq919izZ09mzpzJL37xi3p1de3alV/84hfccMMN8S7Q7OxsOnfuzMyZM+natet2v681tvU5e9111zXpfWnqZ/LGjRu56667eOGFF9i0aRP9+vVjt91248ILL6z3mHvvvZcHH3yQkpISDjjgAA488EBuueUWIJx/cdy4cbz66qsNfr4XXHBBfL64zV/L5seBbX52P/zww9x+++31XvvVV19NQUFBvZ/1aaedxjnnnEMQBMyZM4e5c+fy+eef079/f7p168a5555LXl7eFj8vzj333G2+x1VVVVx77bUsX76caDRKSUlJ/DP6ggsu2GpQJ0mSpJ2PQZq0g9UN0lpinjqpOf76178SBEFS5keTJEmSpPbKoZ2StJOaPHkyH330EeXl5bz55pvxueMkSZIkSY1z1U5pB7r44ovjk+mvWLGCs846i7vvvrvFViKUtiY3N5ff/va3dOjQgZNOOimhhS8kSZIkaWfm0E5JkiRJkiQpAbbFSJIkSZIkSQkwSJMkSZIkSZISYJAmSZIkSZIkJcAgTZIkSZIkSUqAQZokSZIkSZKUAIM0SZIkSZIkKQHpqS5A2/bb3/62cuLEieWprkOSJEmSJGlnkZWVFenYsWOHuvsiQRDkA5NTU5ISEYlE2LhxI5FIJNWlbLevvvqKbt26pboMtXFeR0oGryMlg9eRksHrSMngdaRk8DpSMrSn6+irr74K+vfvXy+MsSOtjejYsWO7CdI6duyY6jLUxnkdKRm8jpQMXkdKBq8jJYPXkZLB60jJ0J6uo6+++qrBPudIkyRJkiRJkhJgkCZJkiRJkiQlwCBNkiRJkiRJSoBBmiRJkiRJkpQAgzRJkiRJkiQpAQZprVBBQQGRSCS+SZIkSZIkKfUM0lqh/Px8giCIb5IkSZIkSUo9gzRJkiRJkiQpAQZpkiRJkiTtzKqAl6HTXZ3gZaAs1QVJrVd6qguQJEmSJEkt7L/A48C/Y1/XQFe6hseygBHAocDo2NYvJVVKrY5BmiRJkiRJ7V0V8BphcPZY7HbdKbkHQWVVJeld0uFt4MXYVmN3wmCtJlw7EBMF7ZS87CVJkiRJao++pLbrbC6wps6xLOBI4ETgBCAPvvj8C/r37w/rgQXAS4Rh2svAx7HtntjjOwJfo37XWo8d+3Kk1sAgTZIkSZKk9qCasNPsMcLw7FXqd53tQW1wdhTQaQvP0wX4Zmyred73CEO1mnDtA+DZ2FZjH8JArSZc2w9nZle7Y5AmSZIkSVJbVbfr7PHY/RqZ1O862xuINON7RIH9Y9v5sX1rCDvVasK1BYTh2gfA/8XO6QqMojZcG0kY0kltmEGaJEmSJEltRU3X2b9j2yvU7zrbndrg7Gi23HW2vXoAJ8U2gErgTWo71l4CPiIM9x6PnRMBhlC/ay2P5oV7UooYpEmSJEmS1JqtoX7X2X/rHKvpOjshtu1DaoKpdGB4bLs4tu9zwkCtJlxbCLwV2/4WO6cntXOsHQocQjj/mtRKGaRJkiRJktSaVBOGTjVdZwto2HVWE5wdDXRu4foS1Q/4bmwDKANep/5ca4XAI7ENIA04iNqOtUOBXbFrTa2GQZokSZIkSam2BniC2hU2N+86O4La8Gxf2mawlEU4Z9qo2P0AWEH94aCvE4aIC4G/xM7rR/1gbXjsuaQUMEhrhQoKCpg8eXKqy5AkSZIk7SjVwCLC4OwxwrnOqusc340wNDuR1t11tj0ihK9zN+DM2L5iwjngXqQ2XPsceCC2QRgsjqB+uNavxarWTs4grRXKz88nPz8/fj8SaYv/1CBJkiRJqqeIsOvsMcK5zr6ocyyDMDCrWSigrXadba+OhN13R8TuB8BSarvWXgTepnbutRq7EQZqNeHagYQ/UynJDNIkSZIkSdoRqgmHKj5G7VxndbvOdqU2OPsG7bPrbHtFCFf2zAPGxvatJ/xZ1h0S+klsmx07pyPhwgU1wdpowoUNpO1kkCZJkiRJUrLUdJ3VzHXWWNdZzVxng9k5u862Vxfgm7ENwnDyPeoPB/0A+E9sq7E3tUNBRwP7ES5uIDWBQZokSZIkSc1V03VWs8LmyzTsOqsJzr4B5LR0gTuBKLB/bDs/tm8N4XtRE6wtAD6MbXfEzukCjKR2SOhIoGuLVa02yiBNkiRJkqSmWEv9rrPVdY5lAEdRG57th11nqdADOCm2AVQCb1J/OOhHwLzYBuH7tD+1XWuHEg4p9f1THQZpkiRJkiRtTTWwmNqus5eo33U2kNrg7BjsOmuN0oHhse3i2L7PqV204EXC1ULfjm03x87pQe0ca4cSzrvWqcWqVitkkCZJkiRJ0ubWEnYq1YRndbvO0oEjCYOzE7HrrK3qB3w3tgGUEQ7TrelYexEoBB6NbRDOqTaU+l1ru+H7vxMxSJMkSZIkKaC26+wxwvm1quoc34X6XWddWrg+7XhZwKjYBuE1sYL6w0FfBxbFthtj5/WldgGDQwm73rJbrGq1MIM0SZIkSdLO6SvCrrPHCOc6W1XnWDrhXGcnEoZn+2PX0c4mQthtthtwZmxfMeEQ0LorhK4C/hnbADIJw7S64Vr/FqtaO5hBmiRJkiRp5xAAbxAGZzVzndXtOhtAbXBm15ka0xE4IrZBeE0tpbZr7UXCOdZejm01dqV+sDaUcGEKtTkGaZIkSZKk9usrauc6m0s4wXyNmq6zmiGbQ7DrTE0TIVzZMw8YG9u3DniF2o61lwiHiK4A7o2d04Fw4YKacG000KvFqtZ2MEiTJEmSJLUfNV1nNYsEvEjDrrOa4OxY7DpT8nUFvhnbIFzh9T3qDwf9AHguttXIo7ZjbTThcOK0lilZiTNIa4UKCgqYPHlyqsuQJEmSpLZhHfVX2Ny866xmhc0TgAOw60wtK0oYiu0PnB/bt4Zw6GdNsLYAWBLb7oydkwOMpDZYGwV0a6mitSUGaa1Qfn4++fn58fuRiJ/ykiRJkhQXAG9SG5y9QP2us/7U7zrr2tIFStvQAzgptgFUEl7Tdeda+xh4MrZBGADvR/2utX0wGG5hBmmSJEmSpNZvHWGgUBOeFdY5lkY4+XtNeHYghgtqW9IJV/ocDlwc2/c5tXOsvUi4Wug7se2W2Dm51M6xdijhvGudW6zqnZJBmiRJkiSp9QmAtwhDs8cIg4TKOsf7EYZmJ2LXmdqnfsB3YxtAGfA6tcNBXyQMlP8V2yAcRjqU+l1re2CwnEQGaZIkSZKk1mE9YdfZY4QrbH5W51gacDhhcGbXmXZGWYTzpI2K3Q8IVwKtCdVeIgzaarbpsfP6UBuqHQqMALJbrOp2xyBNkiRJkpQadbvOauY6a6zrrGaus24tXJ/UmkWA3WLbmbF9xYRDQOuuELoaeDC2AWQQDiGtG64NaLGq2zyDNEmSJElSy6npOqsJzxrrOqsJz4Zi15nUFB0J5ws8InY/AJZSfzjo24SrhC4ApsbOG0gYqNWEawcRBm5qwCBNkiRJkrTjBIR/uNcEZ/Op33XWl9rg7JvYdSYlUwTIi20/ju1bB7xCbbj2EvAp8PfYBtABOJjaYG000LvFqm7VDNIkSZIkScm1HniK2vBsZZ1jacDXqQ3PDsKuM6kldSUMrb8Zu18NvEf94aAfAM/Hthp7Ur9rbQjh7/NOptUEaY8++iivv/46vXv3ZuXKlRxyyCGccsopjZ57xhlnEARB/P4VV1zB8OHDAVi4cCFz5swhNzeX8vJyxo8fT2Zm5jaPba/ly5czdepUBg8ezLhx4xI+JkmSJEltXgC8Q+0Km411nR1PbddZ95YuUNIWRYH9Y9v5sX1rgJepDddeAZbFtrti53QGRlIbro1kp/jdbjVB2tq1a5kwYQIdO3Zk06ZNnHbaaRx77LF07NixwblHHnlko4FUaWkpU6ZM4aabbqJr167ceuut3H///Zx99tlbPZao6dOnM3z4cEaNGlVvf1FREfPnz2fw4MENHrO1Y5IkSZLUZm2gftfZp3WORYHDCIOzEwnnOou2dIGSmq0HcFJsgzAYf5PaedZeBD4m/Ax4qs7j9oOOF3aEX7RcqS2t1XyU/ehHP4qHZp999hn9+vUjKyur0XM/+eQTZsyYwfTp03nsscfi3WkLFixgwIABdO3aFYDRo0fz5JNPbvMYwOzZs5k+fTozZszgL3/5C5WVlSQqNzeXsWPHNtrdtrVjkiRJktRm1HSd/QH4BuEf2qcBfyMM0foQzsH0d+BLwq60ScAwWtFfnpKaJZ1wpc+LgbuBj4BC4AHgMsKOtEzgXep3o7ZDraYjDWDDhg3MnDmTDz74gEmTJpGW1vhg2yOPPJITTjgBgGuuuYaNGzfygx/8gFWrVpGbmxs/Lzc3l9WrVxMEwVaPzZ8/n2XLlnHllVcCMHXqVB566CFOP/30HfhqJUmSJKmV21bX2aGEHWc1c50ZmEk7j37Ad2MbQBnwOpR2Kk1dTS2gVQVpOTk5TJw4kdWrV/OrX/2KqVOn0rdv3wbnnXjiifHbxx13HLfccgs/+MEPmv19X331VVatWsW0adMAWLduHWvXrgVg1qxZzJ07FwiDvmeeeSbeKTd+/HhGjBjR7O+7uYKCAiZPntzosWg0yoQJE7j00kuT9v1SpbCwMNUlqB3wOlIyeB0pGbyOlAxeR0qGpFxHAaQvSSf76Wyyns4ic0EmkcralQCqe1ZTenQpZd8oo+yIMqq7Vdc+dtX2f3ulnp9H2i67hl/a83XUaoK04uLi+NDOPn36sOuuu/Laa69x8skn1ztv48aNVFVVxYdoZmRkUFZWBkDfvn155ZVX4ucWFRXRu3dvIpHIVo8BDBs2jHPPPReAIAgoLy8HYMyYMYwZMwbY8hxpyZKfn09+fn6D/ZFIhOrq6nitbVlhYSH9+/dPdRlq47yOlAxeR0oGryMlg9eRkmG7rqON1O86W1HnWE3XWWyFzeiwKB2jHelIw7ms1fb5eaRkaE/XUWOBYKtpvL3yyivj85JVVlby2WefMWDAAACWLVvGkiVLAHj77beZM2dO/HGLFy9m2LBhAIwcOZKVK1eybt06AF566SWOPfbYbR47+OCDWbRoUXyutblz5zJv3rwd/IolSZIkKQUCwnmM/ggcSzjX2anATYQhWm9gLDAb+C/wAnAlMIJW9BekJKVGq+lIGzx4ML///e/p378/hYWFnHLKKfGA7Omnn6aiooK8vDwGDhzII488wrRp04hGo5SUlMRX8MzOzmbixIlMmTKF3NxcysvLGT9+/DaPHXHEEXz66adce+219OjRA4ALLrigSfXfcsstLFq0iKqqKm666SYuvPDChI5JkiRJ0g63EXia2q6zT+ociwKjiXedMRwDM0nagkgQBPnA5FQXoi1zaKdUn9eRksHrSMngdaRk8DpSMjS4jgLgfcLQ7DHgeaC8zgN6AccTBmfHEXalaafn55GSoT1dR4WFhUH//v3rhTGtpiNNkiRJkrQdNlHbdfYY9bvOIsAowuDsROw6k6RmMkiTJEmSpLYqAB6DHtf3gJdp2HX2LcLgzK4zSUoKgzRJkiRJaov+A/wWeBGyyAq7zkYSBmcn4OIAkrQDGKRJkiRJUluyEJgEPB673wM2nLOBnCtyoGcK65KknYBBmiRJkiS1Be8BVwEPxO7nABOA8bBh4wZyeuakrDRJ2lkYpEmSJElSa/YxUADcCVQDWcDPgSuo7UDbmJLKJGmnY5AmSZIkSa3RauAaYCZQAaQBFwJXAruksC5J2okZpEmSJElSa7IW+APwZ6CYcBGBHxJ2pe2VurIkSa7h0ioVFBQQiUTimyRJkqSdwCbg/wGDgGsJQ7RvA4uBuzFEk6RWwCCtFcrPzycIgvgmSZIkqR0rB/4K7An8FvgKOAp4EXgYODBVhUmSNufQTkmSJElKhSpgFjCZcEEBgIMJu9GOJRzSKUlqVQzSJEmSJKklBcCDhIsGvBfbtx/wP8CpGKBJUitmkCZJkiRJLSEA5hEO31wY27c74SICZxOuyilJatUM0iRJkiRpR3uJMEB7Nna/D3AVcD6QmaKaJElNZpAmSZIkSTvKm4RDOB+J3e8G/Bq4BOiUopokSc1mkCZJkiRJybYU+B1wL+GQzo7AeOAywjBNktQmGaRJkiRJUrJ8BlwN3Eq4Kmcm8DPCYZ19UliXJCkpDNIkSZIkaXt9CVwH/BUoA6LAT4B8YLcU1iVJSiqDNEmSJElqrvXAVOCPwIbYvu8Bvwf2TVVRkqQdxSBNkiRJkpqqBJgBXAusie07HvgfYESqipIk7WgGaZIkSZKUqArgdsJ50D6L7TuMMFA7IlVFSZJaSjTVBaihgoICIpFIfJMkSZKUYtXAbGA/4ELCEG0o8C/geQzRJGknYZDWCuXn5xMEQXyTJEmSlCIB8CgwDPghsBTIA+4FFgEnAv7btyTtNBzaKUmSJEmNeRb4LfBS7P4uhKtw/hjISFFNkqSUMkiTJEmSpLpeAyYBT8Tu94zd/xmQnaqiJEmtgUGaJEmSJAG8B1wFPBC73wW4DPgVkJOimiRJrYpBmiRJkqSd28fAZOAuwkUFsoFLgF8DPVJWlSSpFTJIkyRJkrRzWgVcA9wEVBD+dXQBYVda/xTWJUlqtQzSJEmSJO1c1gJTgGlAMeGqm2MIu9L2TF1ZkqTWzyBNkiRJ0s5hE3ADcD3wVWzfd4DfAwekqCZJUptikCZJkiSpfSsD/kY4jHN1bN83gGuBkakqSpLUFhmkSZIkSWqfqggXEJgMfBLb9zXCAO2YFNUkSWrTDNIkSZIktS8B8E/CRQPei+3bH/gfwqGckRTVJUlq8wzSJEmSJLUPATAP+C2wMLZvD6AA+CGQlqK6JEntRjTVBaihgoICIpFIfJMkSZK0DS8CRwPfIgzR+gHTgfeBH2GIJklKCoO0Vig/P58gCOKbJEmSpC14A/g2cBjwH6A78L/AUuAiIDN1pUmS2h+HdkqSJElqe5YA+cDs2P1OwHhgAtAtRTVJkto9gzRJkiRJbcdK4PfArYSrcmYC44DfAL1TWJckaadgkCZJkiSp9fsS+H/AjUAZ4SQ15wK/A3ZNYV2SpJ2KQZokSZKk1ms98Cfgj8DG2L4fAFcD+6SqKEnSzsogTZIkSVLrU0K46ub/A9bE9p0AXAMMS1VRkqSdnUGaJEmSpNajAridsOPss9i+rwPXAoenqihJkkIGaZIkSZJSrxq4l3DOs2WxfcMIO9COByIpqkuSpDoM0iRJkiSlTgA8ClwJvBnbtw/hypynEy4qIElSK2GQJkmSJCk1ngV+C7wUuz8QmAyMxb9UJEmtkv95kiRJktSyXiMM0ObF7vcCJgEXAtmpKkqSpG0zSJMkSZLUMt4FrgL+GbvfBbgc+CXQOVVFSZKUOGccaIUKCgqIRCLxTZIkSWrTPgbOAQ4gDNE6AL8GPiLsRDNEkyS1EQZprVB+fj5BEMQ3SZIkqU1aBVwC7A3cQfjXxzjCVTmvA3JTV5okSc3h0E5JkiRJybUWmAJMA4qBCPAjwoUEBqWuLEmStpdBmiRJkqTk2AjcAFwPrIvtOw34PbB/qoqSJCl5DNIkSZIkbZ8y4G/A/wBfxPYdC1wDfC1VRUmSlHwGaZIkSZKapxKYRThk85PYvpHAtcA3UlSTJEk7kEGaJEmSpKYJgAeAq4D3Y/uGEHagfZtwTjRJktohgzRJkiRJiQmAJ4BJwMLYvkHA1cCZQFqK6pIkqYUYpEmSJEnatheB3wDPxe73A34HnAtkpKooSZJalkGaJEmSpC17g7AD7V+x+7mEgdrFQIdUFSVJUmq0miDt0Ucf5fXXX6d3796sXLmSQw45hFNOOaXRcxcuXMicOXPIzc2lvLyc8ePHk5mZuV3Httfy5cuZOnUqgwcPZty4cQkfkyRJklqlJYQdZ/fG7ncGLo1tXVNVlCRJqRVNdQE11q5dy4QJE7jwwgu54oor+Otf/0pxcXGD80pLS5kyZQqXXXYZ48ePp2fPntx///3bdSxR06dP5+WXX26wv6ioiPnz5zN48OAmHZMkSZJanZXABcBgwhAtCxgPLAcKMESTJO3UWk2Q9qMf/YiOHTsC8Nlnn9GvXz+ysrIanLdgwQIGDBhA167hf8FHjx7Nk08+uV3HAGbPns306dOZMWMGf/nLX6isrEy49tzcXMaOHdtod9vWjkmSJEmtxn+BCcBewM2xfecTdqb9CeiVorokSWpFWs3QToANGzYwc+ZMPvjgAyZNmkRaWsNlf1atWkVubm78fm5uLqtXryYIgmYfmz9/PsuWLePKK68EYOrUqTz00EOcfvrpO/DVSpIkSa3AeuCPhGHZxti+Mwm7z/ZOVVGSJLVOrSpIy8nJYeLEiaxevZpf/epXTJ06lb59++7w7/vqq6+yatUqpk2bBsC6detYu3YtALNmzWLu3LlAGPQ988wz8U658ePHM2LEiKTVUVBQwOTJkxs9Fo1GmTBhApdeemnSvl+qFBYWproEtQNeR0oGryMlg9eRkiEV11GkNEKn/+tE5790JvpVOFCl9JhSNvx6AxX7V8QKa/GytB38PFIyeB0pGdrzddRqgrTi4uL40M4+ffqw66678tprr3HyySfXO69v37688sor8ftFRUX07t2bSCTS7GMAw4YN49xzzwUgCALKy8sBGDNmDGPGjAHCOdKGDx/OqFGjdsBPAPLz88nPz2+wPxKJUF1dHa+1LSssLKR///6pLkNtnNeRksHrSMngdaRkaPHrqAK4Dbia2qDsCOBayD4sm2yyW64WJY2fR0oGryMlQ3u6jhoLBFvNHGlXXnllfF6yyspKPvvsMwYMGADAsmXLWLJkCQAjR45k5cqVrFu3DoCXXnqJY489druOHXzwwSxatIggCACYO3cu8+bNa4mXLUmSJLWMauAewkUEfkYYog0H5gLPAoelrDJJktqMVtORNnjwYH7/+9/Tv39/CgsLOeWUUxg2bBgATz/9NBUVFeTl5ZGdnc3EiROZMmUKubm5lJeXM378eIBmHzviiCP49NNPufbaa+nRowcAF1xwQZPqv+WWW1i0aBFVVVXcdNNNXHjhhQkdkyRJknaoAHgEuBJ4K7ZvX+D3wOlA2x/0IElSi4kEQZAPTE51Idoyh3ZK9XkdKRm8jpQMXkdKhh16HT0D/BZ4OXZ/V8JFBMbQiv5JXcng55GSwetIydCerqPCwsKgf//+9cIY//MpSZIktTevApOAmtlKehN2pF0AZKWqKEmS2j6DNEmSJKm9eJcwMHswdr8rcDnwC6BzqoqSJKn9MEiTJEmS2rqPCCdrmUW4qEBH4JfARKB76sqSJKm9MUiTJEmS2qrPgWuAvwEVQAYwjnBYZ98U1iVJUjtlkCZJkiS1NWuB64FpQAkQBX4M5AN7pLAuSZLaOYM0SZIkqa3YCNxAGKKti+37LvB7YL9UFSVJ0s7DIE2SJElq7cqAmwiHcX4R23cc8D/AIakqSpKknY9BmiRJktRaVQJ3ES4ksCK2bzRwLXBUakqSJGlnFk11AWqooKCASCQS3yRJkrSTqQb+ARwA/JQwRDsAeBh4AUM0SZJSxCCtFcrPzycIgvgmSZKknUQAPE44XPP7wPvAnsA9wGLg24D/zipJUso4tFOSJElqDV4Afgs8F7s/APgd8BMgI1VFSZKkugzSJEmSpBTKeCsDLgD+FdvRA/gNMA7okLKyJElSIwzSJEmSpB2pGPgI+Dj2dbOt17pe4Xk5wARgPNAlBXVKkqRtMkiTJEmStkcF4WIAjYRkfAR8sfWHB50DIhdG4Aqg5w6tVJIkbSeDNEmSJGlrqoFCttxVtjJ2zpZkALsBezS+fV7+Of0H9N9R1UuSpCQySJMkSdLOLQDWsOWOsk+A8q08PgLswhaDMvoDaVt5fOH2lS9JklqOQZokSZLavw1scY4yPgI2buPxvWg8JNsd2BXI2gE1S5KkVscgTZIkSW1fGWHn2JaCsjXbeHwOW+4o2x3ovCOKliRJbY1BmiRJklq/KuAzthyUFRIO0dySLMJArLGQbA8gl3CIpiRJ0lYYpEmSJCn1AsLVLbcUlK0AKrfy+CjhEMstdZX1jZ0jSZK0HQzSJEmS1DK+YsvzlH0MFG/j8X3ZckfZQMLVMSVJknYgg7RWqKCggMmTJ6e6DEmSpKYpYesT+n+1jcd3Y+vzlHVIesWSJElNYpDWCuXn55Ofnx+/H4k4YYckSWoFKoFP2XJQtmobj+/AljvK9iAM0iRJkloxgzRJkiSFqgnDsC0FZSsJJ/3fknS2Pk9Zb5zQX5IktWkGaZIkSTuLAFjLloOyj4GyrTw+Agyg8W6yPWLH/L9LSZLUjvm/OpIkSe3JJrYckn0ErN/G43uw5Y6y3YCsHVG0JElS22CQJkmS1JaUAyvYclfZf7fx+M5suaNsDyBnRxQtSZLUPhikSZIktSZVQCGNd5N9BHxGOJfZlmQSdo5tqausB85TJkmS1EwGaZIkSS0pAL5kyx1lnwAVW3l8lPoT+u9O/aCsf+wcSZIkJZ1BmiRJUrKtZ8tzlH1EOI/Z1vRmyx1lAwm7ziRJktTiDNIkSZISVQ2sI1z5sgiy381ufHL/om08T1e2PEfZ7kCnHVC7JEmStptBmiRJ2rkEQAnxMGybX+ve/ir2+Jhcchv/Htk0HpLVbN2T+YIkSZLUUgzSJElS21RJGGwlEoZtHoqVbcf3zSEMwnKhrHMZWXtnNQzK+uA8ZZIkSe2QQZokSUqdANhI08Kwmq/rt+P7ZgC5sa37Fr42tq9b7LExawrX0L9//+0oRJIkSW2JQVorVFBQwOTJk1NdhiRJiSun8aGQiXytbOb3jBDONba1MGxLoVjH2OMlSZKkJjBIa4Xy8/PJz8+P349E/D99SVILqCbs8trS/GBb+7qtVSi3pgOJhWGbh2JdgbTt+L6SJElSExmkSZLU3pTQvDDsK8IwrTmiNC0Mq/s1u5nfU5IkSWphBmmSJLVGNRPpb20FyS193Z6J9Duz7bnDGvuag5PrS5Ikqd0zSJMkaUepmUh/WytIpmIi/ca+dqfeRPqSJEmS6jNIkyRpW+pOpL+tr8maSB/CFSK3toLklr46kb4kSZK0QxikSZJ2Pv+FrBeywo6xRMKw7Z1If1srSDb21Yn0JUmSpFbHIE2S1H4FwOfAojrbQmAl9KBH4s8TJfGVJJ1IX5IkSWq3DNIkSe1DAKygNiyrCc5WN3JuR6gcUEn6AemJhWJOpC9JkiQJgzRJUltUDSynfmC2iHAo5ua6AMM32/aGL1Z/Qf/+/VumXkmSJEntgkGaJKl1qwI+oH5g9jqNr2qZC4ygfmg2CLvJJEmSJCWFQZokqfWoAN6lfmi2GChu5Nw+hKFZ3eBsIK5WKUmSJGmHMUiTJKVGKfA29ec0ewsoa+TcXWk4PLNfy5QpSZIkSTUM0lqhgoICJk+enOoyJCl5NgFvUn9Os3eAykbO3ZPasGwEMAzo2TJlSpIkSdLWGKS1Qvn5+eTn58fvRyKOU5LUhqwjHI5Zd3jm+4QLBNQVAQZTv8vsIKBby5QpSZIkSU1lkCZJar41hBP/1w3NljRyXhpwIPVDs6FA55YpU5IkSZKSwSBNkpSY1dQPzBYCnzRyXiZwALVDM4cDQ4AOLVOmJEmSQkF1BdWVmwgqiqmu3ER1ZXHj9yuLqa7YRPn6NXy5OpdIWjaRtGyiadlE0juEX9OyiaRn195Oyyaa3iF2Oyt2OwtXflJ7Z5AmSaovAD6jfmC2CChs5NwOhMMx63aa7UcYpkmSJClBAdWVJWGgVbmJ6oqagKskHngFdfYnej+obmxC2q1b+9n2vZJIWhbRtA5E0mMBW1o2kdj9+O20LKLpNYFchzq3a8K7mtsdGgR4dR8XiRppqOV51UnSziwAPqb+IgCLgP82cm4O4cT/dUOzffC/JJIkaacSBFXxDq54gFUnAGve/RLC/zFLskga0YxORNM7Ek0Pv0a2cn/9+g106dKFoKqU6qoSgsrS2O0ygqoSqmP3g6oSqqtKCSrL6twuJaguJ6gqo6qqDMqT/3IafX1pWURinXHRep1yWZt1zW22P9Zt1zC8q+m+q+3Ei8a67ohEW+BFqbXzzx9J2llUE85ftmiz7atGzu1O7bDMmm1PwP93kCRJbUZAUFXe6HDGeOdXLBDb6v3NH1tVtkOqrQl6oumdiGTUBl3R9E5E0jvWC8QSvR+JZtCUoZYlhYV079+/+S8iqA5DtaqyMICrLIkFb6W1YVv8dknt7dixmtt1HxdUlcXv139cGQRVVFcWQ2Vx82tugkg0M9YdV9Mpl1V7O94t1yEM9xoMi62zv0HAt3lHXk23ncNkWyODNElqjyoJV8qsG5i9Dmxs5NzeNAzNdsP/bkuSpJZTE8A0Y/hig/t1usUIqnZAsRGiGXUCq/RODe/XBFlbuV+/M6wDRNJ2QK0tLBIlmt4R0ju2yLcLqisJqmLBWmVNp1xZLLAraTSkaxDwVZZuFvbVDfjK6pxbFnbclZdTzfod/+Ii0S3MTVczFDarkWGxHYikZ1F3WGy943WH027WhWe3XeIM0iSprSsH3qH+nGZvAKWNnLsLtWFZTXjWD0MzSZKUsKC6covDE+OBVsVmE9nXm/ersfs7pqMoEs2o7fBK60g0oyOROp1eTb6f3pFIejb+z1PrEImmE4nmQEYOOzyGDKrDYG2LHXclsaGutcNi64d3mw+LbaxTryQe/AV1u+12TBNkPZFoRmKdcmnZjQ6nrdtxV13eA9iOzsZWrtUEaXfccQdffPEFXbp0YcWKFZx11lkMGTKk0XPPOOMMgqB2/PgVV1zB8OHDAVi4cCFz5swhNzeX8vJyxo8fT2Zm5jaPba/ly5czdepUBg8ezLhx4xI+JklNUgK8Rf05zd4CKho5dxD1u8yGEXafSZKknUQQ66hpZD6vJg5nrHs/qG7sfzy2XyS9w2aBVW2nV/Pud4wNbZSSIBIlkt6BtPSWWYo+7LZrrFOuLBa2lWw2FLasQcddU4bTBtUV4SqvFRu2u/bMvEthz0OS8FNonVpNkPbmm2/yhz/8gUgkwjvvvENBQQH33Xdfo+ceeeSRjQZSpaWlTJkyhZtuuomuXbty6623cv/993P22Wdv9Viipk+fzvDhwxk1alS9/UVFRcyfP5/Bgwc3eMzWjknSVm0EFlN/eOa7wOYjFCKEk/5vHpp1b6lCJUlSywuo2LiC0jVvULrmDUpWLWbFm+X1OsHCoY3Vyf/WkWisW6tOgBWfm6vDtufuanQoZHb7GNooJUnYbdcZMjrv+G67mtA9HryV1euOi9+uKosPoa07nLbuY6urSqjqsMsOrziVWk2QVhOiAfTt25f169dTUVFBRkbDf0H45JNPmDFjBkEQsPvuu3PCCScQiURYsGABAwYMoGvXrgCMHj2aKVOmcPbZZ2/1GMDs2bNZu3YtkUiEyspKLrroItLTE/vx5ObmMnbsWG655RbKy8sTPiZJcV8RzmFWNzT7gIaLN0WBIdQfmjmUcEVNSZLUblWVrY2FZospi4VnVWVr653T2OivSDRzm3N1bfP+ZpPfR9IycWij1J5EiKRlk5aWDUkYtFdYWLj9T9KKtZogrSZEA1iwYAHf+ta3Gg3RIOxIO+GEEwC45ppr2LhxIz/4wQ9YtWoVubm58fNyc3NZvXo1QRBs9dj8+fNZtmwZV155JQBTp07loYce4vTTT98RL1XSzu5L6gdmC4HljZyXARxA/U6zA4CWmbtVkiSlSFBVStnadyj98o14eFaxcUWD89Kye5Dd4yCyexzExqru9B544GZDIzvGVv6TJCVLq/tU/eyzz3jhhRe46qqrtnjOiSeeGL993HHHccstt/CDH/yg2d/z1VdfZdWqVUybNg2AdevWsXZt+K87s2bNYu7cuQBs2LCBZ555hqysLADGjx/PiBEjmv19N1dQUMDkyZMbPRaNRpkwYQKXXnpp0r5fqrT3dFoto61cR2lfpJHxVgYZb2aEX9/KIK2wYXN2kBVQsV8FFQfEtgMrqNynkiBjs5a0r2KbkqKtXEdq3byOlAxeRzuxoJrq4k+o3vAuVevfpXrDewQblxJsvtpkWjZpOfsQzdmPtC77E80ZTCS7DxChlPAPu6L4QkPVhHNENLZct7R1fh4pGdrzddSqgrTPPvuM2267jd/85jdkZ2c3es7GjRupqqqKD9HMyMigrCxsYu7bty+vvPJK/NyioiJ69+5NJBLZ6jGAYcOGce655wIQBEF8GOaYMWMYM2YMsOU50pIlPz+f/Pz8BvsjkQjV1dX1uvbaqsLCQvr3b7+rd6hltMrrKAA+pf4iAIuAVY2c25lwDrM6nWaRfSNkpmeSmYxeaiWkVV5HanO8jpQMXkc7l8riVfF5zUrXLKas6E2qKzbVPykSJavbvmT3GEpWj4PI7jGUzG57E9nKHGJeR0oGryMlQ3u6jhoLBJsdpD3wwANUV1dz/PHHk5MTTs5TWlq6xQBsW1asWMGdd97JhAkT6NixI4899hj77bcfu+++O8uWLaO6upq8vDzefvttPvjgA3784x8DsHjxYoYNGwbAyJEjmT59OuvWraNr16689NJLHHvssds8dvDBB/P3v/+dn/70p0QiEebOnUtVVRUnn3xyc388ktqzAFhG/cBsEbCmkXO7UX9o5nAgj3CuM0mS1K5VV2ykrOgtStcsjodnlcUN/5UtvVN/snsMJbvHsDA8yx1CNN25HCSpNWpWkFZWVsZdd93FN77xDUpLS8nJyaGgoID58+ez22678etf/5q8vLwmPefEiRMpLy/nnHPOiX+PP/3pTwA8/fTTVFRUkJeXx8CBA3nkkUeYNm0a0WiUkpKS+Aqe2dnZTJw4kSlTppCbm0t5eTnjx4/f5rEjjjiCTz/9lGuvvZYePXoAcMEFFzSp/ltuuYVFixZRVVXFTTfdxIUXXpjQMUmtXBXwIfUDs9eBdY2c25PaBQBqvu6Oc/FKkrQTCKorKf/q/XrdZuXrlrL5ykHRjJxYaBZ2mmX3HEpadq/UFC1JarJIEAT5wOSmPGjZsmX885//ZOLEiQAsWrSIX//614wePZoePXrw6quv8n//938Jr3qprXNop1TfDruOKoD3qL8IwGKguJFzB9Cw02wAhmZtiJ9HSgavIyWD11FbFFCx8dPaTrMv36Bs7dsEVfXXzYxE08nqvl98QYCsHkPJzNkdIslvTfc6UjJ4HSkZ2tN1VFhYGPTv37/eX3nNSrrKy8vp3r17/P68efPo1q0bV111FRkZGdx6660sWLCAww47bDtLlqQdpAx4m9rAbBHwJo2vG787DUOzPi1SpSRJagWqytZSuuYNymKdZqVr3qCqbG2D8zJz9iCrx1Cye8aCs+6DiUSd/1SS2pNmBWm77LILb731FlVVVWzatIn58+dz8sknk5GRAcC+++7brldokNTGFANvUH945ttAZSPn5lE7LHM44aIAuS1TpiRJSr2gqpSyte9S+mXtvGYVGz9pcF5aVm4sMIvNa9bjANIyu7V8wZKkFtWsIC0nJ4e8vLz4KpdlZWUcf/zx8ePr1q0jM9N/eZGUAusJh2PWDc3eI1wFvq4osD/1u8wOArq0UJ2SJCn1gmrK1y+rP6/Z2vcIgqp6p0XSO5CdO6R2XrMeB5HeqT/O6SBJO59mT2J28cUXM2fOHF577TXOPPNMdtttN4qLi3nqqae499574/OnSdIOU0Q48X/dOc2WNHJeOnAgtYHZiNh9F8OSJGmnUlmyOt5pVrbmDUqL3qC6YlP9kyJRsrrtQ1ZsXrPsHkPJ7LY3kUhaaoqWJLUqzQ7SIpEIp512Gqeddlp8X3V1NZ9++imDBg3iwAMPTEqBkhRXATwC3W/rDu8AHzdyThYwlPqdZkNi+yVJ0k6jumITZUVvxjvNSte8QWXxqgbnpXfqX2cVzYPIyh1CNN1/bZMkNa5ZQVplZSULFy5k5MiR9fZ37tyZcePGJaUwSYpbBtwC3A6shg50CPd3IhyOWTc0GwxkpKJISZKUKkF1JeXrPqg3r1n5uiVAUO+8aEYO2T0OrDOv2YGkd+idmqIlSW1Ss4K0iooK7rjjjgZBGsBTTz3Fvvvuy4ABA7a7OEk7sXJgDnAz8GSd/fvBhm9vIOecnHBhAEdZSJK0kwmo2PhpbafZl29QtvZtgqr6S29Houlkdd8v7DKLdZxl5uwOkWhqypYktQtNCtK++OILunbtutVzqqqq+M1vfsMf//hHevXqtV3FSdoJfUjYffZ/wH9j+7KBM4ALgNGw4fMN5PTPSU19kiSpRVWVra2d0ywWnlWVrW1wXkbO7uHwzJ7hvGZZ3fcjEnUBNElScjUpSLvjjjuYN28eAwYMYOPGjdx///3k5eWx11570blzZwCOO+440tLSePHFF/nOd76zQ4pu7woKCpg8eXKqy5BaTinwIPA34Nk6+w8gDM/OBrq3fFmSJKllBVWllK19NwzMYsM0KzZ+0uC8tKzcWGAWm9esxwGkZXZr+YIlSTudJgVpZ555JoMHD+aDDz7gySef5LbbbqOyshKAvn37kpeXx+67786yZcsYOnToDil4Z5Cfn09+fn78fiTistpqp94jHLp5J7Amtq8jcCZhgPY1XFVekqT2KqimfP2y+JxmpWveoHztuwRBVb3TImnZZOcOIbtnzbxmQ8noNAD/J0GSlApNCtIGDhzIwIEDOfbYY1m+fDnTpk3jk08+YcmSJSxdupSlS5eyePFisrOz+dnPfrajapbUlpUA/yAM0J6vs/8g4ELgh0CXli9LkiTtWJUlq+OdZmVr3qC06A2qKzbVPykSJavbPmT1qOk2G0pmt72JRJwUVZLUOjRrsYHs7Gz+9Kc/kZ6ezp577smee+6Z7LoktTdvU9t99lVsX2fC4Ox8YAT+w7IkSe1EdcUmyorerNNttpjK4lUNzkvv2K/OEM2hZOUeQDS9YwoqliQpMc0K0gDmzZtHcXExBx98MIMGDUpmTZLai2LgPsK5z16qs/8QwvDsTMA1AyRJatOC6krK131Qb16z8nVLgKDeedGMHLJ7HFhnXrMDSe/QOzVFS5LUTM0K0srLy7n55pvZc8896dmzZzxIW7JkCa+++ipnnnkm0ajLSks7rTcIw7NZwPrYvhxgDGGANixFdUmSpO0UULHx03inWThE822CqtJ6Z0Wi6WR1G0x2z2Fk9RgaDtHM2QMi/o0gSWrbmhWkFRYWsv/++3PttdfW29+3b1+WLVvG1KlTmTBhQlIKlNRGbATuJQzQXq2zfxThwgE/ADqloC5JktRsVWVrwyGasU6z0jWLqSpb2+C8jJzd48Mzs3seRFa3wUTSslJQsSRJO1azgrQNGzaw++67N9ifk5PDVVddxeTJk1m6dCl77bXX9tYnqbVbSDj32d2EYRpAV2AsYffZASmqS5IkNUlQVUbZ2ndq5zX7cjEVGz9pcF5aVm79ec16HEhaZreWL1iSpBRoVpDWr18/3nnnHYIgIBJpODv40UcfzTvvvGOQJrVX64HZhN1ni+rs/zphePY9wHmCJUlqvYJqyjcsp/TLsMusdM0blK99lyCoqndaJC2b7NwhYWjW8yCyegwlo9MAXCFIkrSzalaQ1rNnT7Kzs7nhhhu44IIL6NChQ73jRUVFVFZWJqVASa1EQDhk82+EIVpxbH8utd1n+6WmNEmStHWVJatr5zT7cjGlRW9SXbGx/kmRKFnd9iGrZohmj6FkdtuHSCQtNUVLktQKNXvVzksvvZTLLruMZ599loMPPph9992X3NxcVq9ezT333MOUKVOSWaekVPmKcNjm34A36+w/knDus+8C2S1fliRJalx1xSbKit6Kd5qVrllMZfGqBueld+wX7zTL7jGUrO5DiGY4oakkSVvT7CCtT58+TJ8+nZkzZ/L888/z7LPPhk+Yns4Pf/hD9tlnn2TVKKmlBcBLhOHZfUBJbH9P4BzgPMBfcUmSUi6orqR83Qf15jUrX7eE8D/mtaIZnWNdZjXzmg0lvUPv1BQtSVIb1uwgDcLFBSZOnMgvfvELPvzwQ8rLy9ljjz3Izc1NVn2SWlIRMIswQHunzv5jCIdungq4AJckSSkSULFxZbzTrGzNG5QWvU1QVVrvrEg0naxug8MhmrFus8ycPSASTVHdkiS1H80K0oIgYP369XTt2hWArKwsDjigdmm+yspK0tO3K6PbqRUUFDB58uRUl6GdRQDMJwzP7gfKYvt7Az8h7D5z3RBJklpcVdlayorejHeala5ZTFXZ2gbnZeTsRnaPYWHHWc+DyOo2mEia//IlSdKO0Ky0q7S0lO9973v06tWLvfbai7y8PPLy8thzzz3p1asXN998M6NHj+aggw5Kcrk7h/z8fPLz8+P3G1sZVdpuXwJ3AjcD79fZfxzh3GffBjJTUJckSTuhoKqMsrXv1pvXrGLDJw3OS8vKrT+vWY8DScvs1vIFS5K0k2pWkJaVlcUVV1zBkiVL+PDDD/nHP/5BcXG4hF/Xrl1JS0tj5MiRSS1UUhIEwLOE3Wf/BMpj+/sC58a2PVJSmSRJ7VIQVFFdtpbK0jVUlX5JVdkaqkprti+pLCuiZM27LCtdRRBU1XtsJC2b7NwhZPc4iKxYt1lGpwGA/8gqSVKqNCtIi0ajHHPMMRxzzDFAONRz5cqVvPLKKzzwwAP069ePDh06JLVQSdvhC+AOwu6zJbF9EeBEwrnPTgIyUlOaJEltS0B1+fpYMLaGqrIvqSotigdklaVf1gZlZWuoKvuKzSf+b1yEzG57xxYDiM1r1nVvIlGnS5EkqTVJyn+ZI5EIAwcOZODAgRx99NHceOONrtoppVo18BRheDYHqIjtH0DYefZTYLeUVCZJUqtSXVlMVVlRvU6xqrI1dcKyNfXCsaC6MvEnj0RJy8olLbsH6Vk9ScvuUbtl9SQ9uwdrNwb03/MwohmddtyLlCRJSZH0f+LKzc0lOzubl156icMOOyzZTy9pW1YBtxMGaB/F9kUJ5zy7ADieHfCbL0lS6xFUVzYIv8JusZrbtV1jlWVrCCpLmvT80cwupGXlkp4dC8ayasKxMBirvd+DtMyuEEnb6vOtKyw0RJMkqY1o9mIDP/nJT9hrr73iW15eHr1796a6uprPPvuMzz77LNm1StqSKmAe4dxnjwA1/1C+K7XdZ7ukpjRJkrZbUE1V+bp64Vh8CGVZ3S6yIipL11Bdvq5JTx9Jy2o8BMvqURuWxY/lEom6Go8kSTurZgVpQRBQXl5OSUkJc+bMYePGjUC4CAFAWVkZ55xzTtKKlLQFnwG3AbcCNQt7pQGnEnafHRe7L0lSqxJQXVEcm1+sbrdYbL6xOp1j4f61sNlE/FsVSYt1jNV2itUMr0zL7kl63bAsuyfR9A44gb8kSUpEs4K0tLQ0hg8fzqRJkwD4/PPPWbJkCStWrGD9+vXst99+HHTQQcmsU1KNKmAuYffZo4RzoQHsTrhwwE+AfimpTJK0EwuqymLzjNV2hlVttlJlZZ0OsqCqrEnPH83sWhuM1ZlrrLEusnA4ZXQHvVJJkrQza1aQlpmZGQ/RAPr160e/fv7lLu1QK6jtPlsZ25cOfJew++wYwrnQJElKhqCKqrKvYvOI1VmJssGcY+Gx6oqNTXr6SHqHBp1h4VDK+vfTsnNJy8olEnV5aUmSlHoJB2l///vf6du3L3l5efTr149IxPZ3aYerBP5F2H02l9rusz0Jw7MfA31SU5okqa0JqC7fQGUjk/DXDqGs20X2FRAk/OyRSFoYfmX3iA2j7LlZx1jducZyiaZ33GGvVJIkaUdJOEibM2cOX375JQAdO3Zkzz33JC8vL77QwK677ko0ajuMlBQfA7cQrr5ZGNuXAXyfMEA7CrvPJEkElSW1wyg36xprGJh9SVBdue0nrSMtq3sjk+/XvV8blkUzu+A8Y5Ikqb1LOEjr3LkzN9xwA8uWLWPp0qUsXbqUhx9+mMrK8H/IsrKy2GOPPeLB2uGHH05OTs4OK1xqdyqAh4GbgSeobQLYmzA8Gwv0Sk1pkqSWEVRXxuYZW1Nvhcqqstgwys1WqqyuLG7S80fTO9brDEvPajgRfzwYy8olEnHFGkmSpLoSDtLGjx9Pr1696NWrF6NGjeLqq6/mnHPOYejQoaxbt45ly5bx8ssv8+ijjxKJROjbty/Dhw/fkbVL7cMyarvPVsf2ZQHfIwzQDsd/4Jektiqopqpi/Wbzi31ZOxF/3bCsdA1V5V816ekj0fQ6c4nVTL7fs/EusqxcIukddszrlCRJ2kkkHKTtt99+8dsff/wxxcXFnHHGGfF9I0eO5Ic//CHz589n8eLF9c5X0xQUFDB58uRUl6EdqRyYQzj32VN19u9HuPLmj4AeLV+WJGlLAoLKUqorN1JdsYnqio1UV2yk8suPWV8SaTi/WHwi/iIIqprwfSLhcMoGQyl7xu/Hw7LsHkQzOuO/tkiSJLWcZq3auWnTJqqqGv+fwq9//essXLiQFStWsPfee29XcTur/Px88vPz4/dd2KEd+ZBw6OYdwH9j+7KBHxB2nx2Kfw9JUrIE1VRXllBdsYHqyk2xACy8HVRsoqpiA8Fm++O3KzbF7tfeJqhu9NusbnRvrWhG5/h8YmEolhufW6x2iGVNUNYNHE4pSZLUajUrSNtjjz348MMPWbBgASNHjmxwvHfv3rzxxhsGaRJAKfBPwgDt2Tr7DyAMz84Gurd8WZLUGgVBFUFNx1fd7q8t3a7YGAu8NhLEb9cEY02bP2xbItFMohmdY1snohmdKa9Mp1O3/rVDKeMdY7Vzj0XSspJahyRJklKnWUFax44dGTt2LFdddRXf+MY3OOqooxg8eDBdu3Zl5cqVzJs3j1NPPTXJpUptzHvUdp8VxfZ1BM4kDNC+ht1nktqFoLqiQahVXbEx1u3VcH/Y4dV4MBZUlSa1tkh6B6LptcFXNKMz0fRGbtfdFzs3Uvdx6Z2JRBv+b1NhYSF9+vdPas2SJElqvZoVpAGcfvrp5OTkcOONN/LUU+EkT5FIhCAIyM3N5YgjjkhakVKbUQL8g3Dus/l19h9EGJ79EOja8mVJUn0BQVVZk7q9thaMBdUVSawtQjSjI9GMnFi41Sl+O5LRKRaK1Q+4thySdXSYpCRJkpKq2UEawHHHHcfXv/51FixYwJtvvsmmTZvYddddOemkk+jWrVuSSpTagLcJw7O7gK9i+zoDZxEGaCOw+ywhAUFVOUFVKdWVJeEf+lWlBFUl4STfsduVX65iQ0UPIpGMsEMkmlZ7O5JOJJpe7zbRdCKRdCLRDCLRtNj+DCKRNKjZ5xukVi+IzfdVG2QFTez2qnu7aRPgb0MkrWGwlR4LwDa/vXkwtnlglpYNkWjyapMkSZKSaLuCNAiHeR599NEcffTRyahHajs2AfcRDt98qc7+gwnDszOBnBTUlWxBdSzAKiOoLIndDgOt6srY/vjtOsfjwVdp7eMqw/sNw7HS+HEIEiprVbJfZyStQQAXiWbU7o/EArdoRiyUqxvQ1dzeLKiLpkEs4Gs85KsJ82pvR6IZ9YPBbYSEtTXWnFP3drohYaoFVVRXFm9jMvttDIOM395Eor8fiYhEMxp0cUU2H964te6vOrfDOcC8ziRJktT+NTtIKyoq4uabb2bx4sUA7L333hx11FEcddRRrjKp9m0xYXg2C1gf25cDjAHOB4bt+BKCoIqgsqROABW7XVkTcpVSvVlQVdvlVdrw3PhzlRBUltV7fFBdvuNfUB2RaAaRtGwiadlE0zuEX9OyiMRvZ1NaVkGHjp0IqisJgkqoriSoriAIqja7XRE/J6iOnRe/HZ4TVFeGnTlBFUFVFUFVWYu+3pZQG9aFYR/RWNgW2SyoaxAMpjcM9uJBXXNDwsa+R3osoEzb7Pa2zo+yI8KboLqS6sqNsVUdNxLEu7gaCcO2suJjULkp+ZPdp2U3DLg2D7tiwVgkozNpm4dj8dudiEQzk1qbJEmStDNodpB25ZVXsnbtWgYNGsSGDRt44403ePHFF3n88ceZNGkSOTntoRVHitkI3Es4fPPVOvtHEYZnZwQEHSrCzquSzYKqel1cdQOs2i6u+BDGuudWllAd6wLbvIsrSOaQrARE0rKIpnUgkp4dD7MiadnhJN7x27H9dfelZRNNr7ndIX48fL7NH9+BaFpWQvMZFRYW0jepk3sHBNWx4K0maIt9rQ3rKgiqq+oEd5UEQQVUVxEEFbFwru7txgK8ijCwiwV89W/Xfr/a24md3zBMrB8SBkEVtOuQMAz2mhoSlpVuYuW76Q3mA0v2zyma3rF+11cTu71qbkcyOoevV5IkSVLKNCtI++STTwiCgNtvv53s7GwAqqqqePPNN7ntttv4n//5H/73f/83qYVKTRZU15lja7POrbrDDOt2aW3WkZX+Tk+yHzyYDvMOIVKSBUB1p01sOnoe64/5J2UD3w6f66HEhyQmRSS6WYDVoZHgqk5HVyy8CkOwuoFYByLpWZs9vuZ2Vng7mrkTzFcUqQ1YUl1KsgXVBEF1E0LCmtsVWwgDN+vmi99O7Py64WCzQ8LqyvB2vZCweT+eksZ2RqK1c3Ztodur5nbj3V51V4LsuBP8/kiSJEk7j2YFaevXr2fo0KHxEA0gLS2NYcOGMXXqVC677DLeeecd9t9//6QVqnYiqAqHPFU10nlVby6tktp5ueKdW6Wb3W48HIvva+aQxGhJZ3Je/A5dnz6TrI+HxPeX7P0a678xmw0j/02QGfvzu07jSiSaXtt5lV7TgZUVC60adl7VHaoYqTuEMf74ul1c2fXPjabjfERKSCQaDoFstyFhVf3Qrk43X4Pgrc5QX6orWbPmC3r22iXe7RUfBpneAX+/JEmSJDWmWUFa3759ef/99wmCoMF8aOnp6Zx00km89957BmlqoHL14yz7zzUt9v3iXVh1hxPGOrJqu7CyiKZ1JPP9QWTPOYSsufsRKQ1/NYKu5VScvpKqMasJBlfRJe0suqX9pEEXWCQ92yFXUkuLh4QZzYq9vgoK6dAnmUOEJUmSJLV3zQrSevXqRWZmJjfccAPnn38+HTt2rHd8w4YNBEELDnNTmxGGWh3DgKveXFodNhuSuHkX1+adW5t1adULx2oCs6xtD6n6CribcO6zN+vsPxI4HyKnZ5KZPQgYtIN+IpIkSZIkqa1o9mIDl156KRMnTuTZZ5/l4IMPZt9996V79+6sXr2ae+65hz/84Q/JrHOnUlBQwOTJk1Ndxg6R1usb7Dl0TGqLCICXCMOz+6idJKkn8GPgPGDf1JQmSZIkSZJar2YHaX379mXGjBnMnDmT5557jmeffTZ8wvR0fvjDH7LPPvskq8adTn5+Pvn5+fH7mw+fVTMVAXcBNwPv1Nn/DeAC4FQgq+XLkiRJkiRJbUOzgrTS0lJeffVV8vLyuOyyy7jkkkv48MMPKS8vZ4899iA3NzfZdUrNEwDPE4Zn91O7OEBv4CeE3Wd7paY0SZIkSZLUtjQrSPvoo4+4+uqr2WWXXbj11lvJysrigAMOSHZtUvN9CdxJOHzzgzr7jyPsPvs2kJmCuiRJkiRJUpvVrCAtEonQr18/br/99mTXIzVfADxLGJ79EyiP7e8L/BQ4F9cMkCRJkiRJzdasIG3QoEFEIhGqq6uJRrexKqK0o30B/B/h8M2lsX0R4ATC7rOTgIyUVCZJkiRJktqRZqVgGRkZjB07ljvuuIPq6upk1yRtWzUwD/g+sAvwa8IQbQDwO+Aj4DHCBQQM0SRJkiRJUhI0e7GB6667jvT0dJ5//nkOP/xwBg8eTF5eHj169Eh2jVKtz6ntPvsoti8KnEzYfXYC27EWrSRJkiRJ0pY1O3Lo06cPhx56KEuXLmXOnDncc889AHTv3p28vDx+9rOfMXDgwKQVqp1YFfAEYXj2cOw+wEDCVTd/StiVJkmSJEmStAM1K0hLT0/n0EMPZdy4cQAEQUBhYSFLlixh6dKlLF26lA0bNjTpOe+44w6++OILunTpwooVKzjrrLMYMmRIo+cuXLiQOXPmkJubS3l5OePHjyczM3O7jm2v5cuXM3XqVAYPHhz/uSRyTFvxGXAbcAuwIrYvjXC45gWEK3CmpaQySZIkSZK0E2pWkJaRkVEvEIpEIgwYMIABAwZw1FFHNauQN998kz/84Q9EIhHeeecdCgoKuO+++xqcV1paypQpU7jpppvo2rUrt956K/fffz9nn312s48lavr06QwfPpxRo0bV219UVMT8+fMZPHhwg8ds7ZgaUQX8m3DlzX8RzoUGsDtwPnAO0D8VhUmSJEmSpJ1ds5fcXL16NX/84x85//zz+dnPfsYf//hHXnvttWYXUhOiAfTt25f169dTUVHR4LwFCxYwYMAAunbtCsDo0aN58sknt+sYwOzZs5k+fTozZszgL3/5C5WVlQnXnpuby9ixYxvtbtvaMdWxAphMGJh9G3iE8Or8HvA4sAz4LYZokiRJkiQpZZoVpFVWVjJhwoR4ELVx40aeeOIJfvOb3zBp0iTWrVvX5OesCdEgDL2+9a1vkZHRcLnFVatWkZubG7+fm5vL6tWrCYKg2ceef/55li1bxrhx47jooouorKzkoYceavJrUBNVAg8BJxEGaAXASmBP4LrY7fsJh3A2O/KVJEmSJElKjmYN7VyyZAkVFRXceeed9OrVCwjDtAULFnDHHXdw5ZVXMm3aNKLRpqcfn332GS+88AJXXXVVc0prlldffZVVq1Yxbdo0ANatW8fatWsBmDVrFnPnzgVgw4YNPPPMM2RlZQEwfvx4RowYkbQ6CgoKmDx5cqPHotEoEyZM4NJLL03a90uV1S+vpuPsjnS8tyNpX4STnAXpAaUnllI8ppiy0WVhcFYFFKa0VLVihYVeHNp+XkdKBq8jJYPXkZLB60jJ4HWkZGjP11GzFxvYb7/94iEaQOfOnTnmmGMYNWoUF198MS+//DKHHnpok573s88+47bbbuM3v/kN2dnZjZ7Tt29fXnnllfj9oqIievfuTSQSafYxgGHDhnHuuecC4eIJ5eXlAIwZM4YxY8YAW54jLVny8/PJz89vsD8SiVBdXV2va6+t2jBxAzl/zIEgtmNv4AKIjI3QoVcHOtAhleWpjSgsLKR/f8f5avt4HSkZvI6UDF5HSgavIyWD15GSoT1dR40Fgs0aMLfnnnuycePGRucR69SpE9/85jdZsWJFI4/cshUrVnD77bczYcIEOnfuzGOPPcbHH38MwLJly1iyZAkAI0eOZOXKlfHhoy+99BLHHnvsdh07+OCDWbRoEUEQpjtz585l3rx5TapfiSkfWg6ZwA+BZ4H3gQlAr609SpIkSZIkKfWa1ZEWBAFDhw7lj3/8IxdddBFdunSpd3zdunXsu+++TXrOiRMnUl5ezjnnnANAWVkZf/rTnwB4+umnqaioIC8vj+zsbCZOnMiUKVPIzc2lvLyc8ePHAzT72BFHHMGnn37KtddeS48ePQC44IILmlT/LbfcwqJFi6iqquKmm27iwgsvTOjYzqbsyDL4DOiR6kokSZIkSZKaJhIEQT7heokJKykp4ZRTTgHCYZ4HHHAA++23H7m5uXz++eesWbOGyy+/nPT0ZuV02kx7GtrZnlo8lTpeR0oGryMlg9eRksHrSMngdaRk8DpSMrSn66iwsDDo379/vTCm2UnXwIED+dGPfsTSpUtZsmQJDz/8MBs2bACgS5cuTJo0iby8PPLy8th///3p2bPndpYvSZIkSZIkpU6zgrSMjAy++93vcvTRR3P00UfH969evZolS5awZMkSli5dyrx58/j73//OySefzC9/+cukFS1JkiRJkiS1tGav2nnyySc32N+nTx/69OnD17/+9fi+NWvWUFJS0vwKJUmSJEmSpFZgh09iVjN5vyRJkiRJktSWRVNdgCRJkiRJktQWGKRJkiRJkiRJCTBIkyRJkiRJkhJgkCZJkiRJkiQlYIcEaevXr6e6unpHPPVOoaCggEgkEt8kSZIkSZKUes1etXPWrFk8/vjjZGdns8suu5CXl8dee+3F3nvvzT333MOoUaMYPnx4MmvdaeTn55Ofnx+/b5gmSZIkSZKUes0K0j7//HPuuOMODjroIHr37s1nn33GvffeS0lJSfik6emMGjUqqYVKkiRJkiRJqdSsIG3t2rX07duXKVOmxPcFQcDKlStZunQpS5cupXv37kkrUpIkSZIkSUq1ZgVpgwYNIjs7u96+SCTCwIEDGThwIEcffXRSipMkSZIkSZJai2YtNpCVlcUZZ5zBP/7xD4IgSHZNkiRJkiRJUqvTrI600tJS/vd//5f09HSeeOIJDj30UPbdd1/y8vLo0aNHsmuUJEmSJEmSUq7Zq3b26tWLww8/nCVLlvDggw9SXFwMQPfu3cnLy+NnP/sZAwcOTFqhkiRJkiRJUio1K0hLT0/n0EMP5aKLLgLChQYKCwtZsmRJfLGBDRs2JLVQSZIkSZIkKZWaFaRlZGTw85//PH4/EokwYMAABgwYwFFHHZWs2iRJkiRJkqRWo1mLDUiSJEmSJEk7m2bPkVZUVMTNN9/M4sWLAdh777056qijOOqoo4hEIsmqT5IkSZIkSWoVmh2kXXnllaxdu5ZBgwaxYcMG3njjDV588UUef/xxJk2aRE5OTjLrlCRJkiRJklKqWUHaJ598QhAE3H777WRnZwNQVVXFm2++yW233cb//M//8L//+79JLXRnUlBQwOTJk1NdhiRJkiRJkupo1hxp69evZ+jQofEQDSAtLY1hw4YxdepUysrKeOedd5JW5M4mPz+fIAjimyRJkiRJklKvWUFa3759ef/99xsNedLT0znppJN47733trs4SZIkSZIkqbVoVpDWq1cvMjMzueGGGyguLm5wfMOGDXZSSZIkSZIkqV1p9mIDl156KRMnTuTZZ5/l4IMPZt9996V79+6sXr2ae+65hz/84Q/JrFOSJEmSJElKqWYHaX379mXGjBnMnDmT5557jmeffTZ8wvR0fvjDH7LPPvskq0ZJkiRJkiQp5ZodpAF07tyZyy67jEsuuYQPP/yQ8vJy9thjD3Jzc5NVnyRJkiRJktQqbFeQViMrK4sDDjggGU8lSZIkSZIktUrNWmxAkiRJkiRJ2tkYpEmSJEmSJEkJMEiTJEmSJEmSEmCQJkmSJEmSJCWg2YsNPPDAA1RXV3P88ceTk5MDQGlpKdnZ2UkrTpIkSZIkSWotmtWRVlZWxl133cXnn39OaWkpAAUFBXz729/mvPPOY8mSJUktcmdTUFBAJBKJb5IkSZIkSUq9ZgVpK1eu5LDDDuMXv/gFvXr1YtGiRcyfP5/Ro0dzwAEHUFBQQGVlZbJr3Wnk5+cTBEF8kyRJkiRJUuo1a2hneXk53bt3j9+fN28e3bp146qrriIjI4Nbb72VBQsWcNhhhyWtUEmSJEmSJCmVmtWRtssuu/DWW29RVVXF+vXrmT9/PsceeywZGRkA7LvvvhQWFia1UEmSJEmSJCmVmtWRlpOTQ15eHueeey4Qzpl2/PHHx4+vW7eOzMzM5FQoSZIkSZIktQLN6kgDuPjii/nOd77DgAEDuPTSS9ltt90oLi7mkUce4e6772a33XZLZp2SJEmSJElSSjWrIw0gEolw2mmncdppp8X3VVdX8+mnnzJo0CAOPPDApBQoSZIkSZIktQbNDtIa07lzZ8aNG5fMp5QkSZIkSZJahWYHae+//z73338/GRkZ/OAHP2DQoEHJrEuSJEmSJElqVZo1R1plZSW/+93vWLZsGa+88goTJkxg7dq1ADz//PMUFxcntUhJkiRJkiQp1ZoVpH3yyScMGjSI22+/nXvuuYf+/fvzr3/9CwhX7Lz66qsJgiCphUqSJEmSJEmp1Kwgrbi4mL322otIJEJ2djZjx47ltddeA+Dkk09m0KBBvPXWW0ktVJIkSZIkSUqlZgVp/fr14913343fHz58OIWFhfH7+++/P8uWLdv+6iRJkiRJkqRWollBWs+ePcnIyGDGjBkUFxeTkZFB586dqaysBGDlypWUl5cntdCdSUFBAZFIJL5JkiRJkiQp9ZoVpAFceumlvPjii/zgBz/gd7/7HcXFxTzzzDP8/e9/56677mLIkCHJrHOnkp+fTxAE8U2SJEmSJEmpl97cB/bp04cZM2Ywc+ZMnnvuOUpKSrj++utJT0/n7LPPZv/9909mnZIkSZIkSVJKNTtIA+jcuTOXXXYZl1xyCR9++CHl5eUMGjSI7t27J6s+SZIkSZIkqVVoVpBWVlbGokWLGD16NABZWVkccMAB8ePr16+nc+fORKPNHjkqSZIkSZIktSrNSroyMzN58skneeKJJxo9ftddd7F48eLtqUuSJEmSJElqVZoVpEUiESZNmsQ777zDP/7xj/j+NWvW8Oc//5lHHnkkaQVKkiRJkiRJrUGz50iLRqOMHz+eW2+9lZtuuoloNMpDDz1EVVUVp5xyCvvss08y65QkSZIkSZJSarsWGygrK6Njx47ceeedVFZW8s1vfpMf//jH9OnTJ1n1SZIkSZIkSa1Cs4K0IAh47LHHuOuuu1izZg2jRo1i1113pby8nN69eze7mOeee44ZM2bw85//nMMOO2yL551xxhkEQRC/f8UVVzB8+HAAFi5cyJw5c8jNzaW8vJzx48eTmZm5zWPba/ny5UydOpXBgwczbty4hI9JkiRJkiSpbWhWkFZaWsqf//xnDjzwQH73u9+x3377AfDoo49y/fXXM2HCBNLTm/bUixYtoqKigp49e27z3COPPLLRQKq0tJQpU6Zw00030bVrV2699Vbuv/9+zj777K0eS9T06dMZPnw4o0aNqre/qKiI+fPnM3jw4AaP2doxSZIkSZIktR3NWmwAYM899+SPf/xjPEQDOPnkkxk1ahS///3vKSsra9LzDR8+nGOOOSahcz/55BNmzJjB9OnTeeyxx+LdaQsWLGDAgAF07doVgNGjR/Pkk09u8xjA7NmzmT59OjNmzOAvf/kLlZWVCdeem5vL2LFjG+1u29oxSZIkSZIktR3NCtI6dOjAH/7wh0aPHXnkkZxyyiksX758uwrbmiOPPJKf/exnXHTRRSxatIj7778fgFWrVpGbmxs/Lzc3l9WrVxMEwVaPPf/88yxbtoxx48Zx0UUXUVlZyUMPPbTD6pckSZIkSVLb06yhnSUlJSxYsIC99tqLgQMHEo3Wz+N23XVXunXrloz6GnXiiSfGbx933HHccsst/OAHP2j287366qusWrWKadOmAbBu3TrWrl0LwKxZs5g7dy4AGzZs4JlnniErKwuA8ePHM2LEiGZ/380VFBQwefLkRo9Fo1EmTJjApZdemrTvlyqFhYWpLkHtgNeRksHrSMngdaRk8DpSMngdKRm8jpQM7fk6alaQ9tFHH3HdddcBkJWVxaBBg8jLy2OvvfZir7324t///jdf//rX4wsAJNPGjRupqqqKD9HMyMiIDyPt27cvr7zySvzcoqIievfuTSQS2eoxgGHDhnHuuecC4WIK5eXlAIwZM4YxY8YAW54jLVny8/PJz89vsD8SiVBdXR2vtS0rLCykf//+qS5DbZzXkZLB60jJ4HWkZPA6UjJ4HSkZvI6UDO3pOmosEGzW0M7KykpOPfVU7rrrrviKmatWreLGG29k3LhxPPLII9tdbF3Lli1jyZIlALz99tvMmTMnfmzx4sUMGzYMgJEjR7Jy5UrWrVsHwEsvvcSxxx67zWMHH3wwixYtis+1NnfuXObNm5fU1yBJkiRJkqS2rVkdab1796aoqIi+ffvSt29fvv71rwNQVlbGvffey+eff87AgQOb9JxFRUXcfffdrF69mscee4y1a9dy8sknA/D0009TUVFBXl4eAwcO5JFHHmHatGlEo1FKSkriK3hmZ2czceJEpkyZQm5uLuXl5YwfP36bx4444gg+/fRTrr32Wnr06AHABRdc0KT6b7nlFhYtWkRVVRU33XQTF154YULHJEmSJEmS1DZEgiDIByY39YHjxo3jyiuvbLRdb8qUKZx55plNDtPUOId2SvV5HSkZvI6UDF5HSgavIyWD15GSwetIydCerqPCwsKgf//+9cKYZg3tBDjrrLP4zW9+Ex9yWdcee+zBggULmvvUkiRJkiRJUqvTrKGdAIcffjgffvghl1xyCUcddRSHH344++yzD5s2beKpp57iO9/5TjLrlCRJkiRJklIq4SDtzTff5J133mHPPfdkyJAhdOzYkXPPPZc999yT22+/naeeeip+bt++fTnssMN2SMGSJEmSJElSKiQcpK1YsYKXXnqJDz/8kGg0ysEHHwzAUUcdxZFHHsmHH37IkiVLyMzM5NBDD6Vz5847rGhJkiRJkiSppTVpaOeBBx7Ieeed12B/JBJhn332YZ999klaYZIkSZIkSVJr0uzFBiRJkiRJkqSdSZOCtKqqqh1VhyRJkiRJktSqNWlo5z/+8Q/+85//sOeee5KXl0deXh577bUXvXr1qnfec889R15eHv369UtqsZIkSZIkSVKqNClI23fffenevTtLly7l5Zdfju/v2rUre+21VzxYe+GFF+jcubNBmiRJkiRJktqNJgVpQ4cOjS82sG7dOpYuXcrSpUtZsmQJS5YsYdGiRQRBAMDxxx+f/Gp3EgUFBUyePDnVZUiSJEmSJKmOJgVpdXXt2pURI0YwYsSI+L7i4mKWLVvG3XffnZTidlb5+fnk5+fH70cikRRWI0mSJEmSJGjiYgPV1dVbPd6xY0cOOOAABg0atF1FSZIkSZIkSa1NwkFaz549+c9//sMPf/hDFi9evNVzL7jgAg466KDtLE2SJEmSJElqPRIe2jlq1ChGjRrF+vXriUa3nb8lco4kSZIkSZLUVjR5jrQuXbrsiDokSZIkSZKkVs22MUmSJEmSJCkBBmmSJEmSJElSAgzSJEmSJEmSpAQYpEmSJEmSJEkJMEiTJEmSJEmSEmCQJkmSJEmSJCXAIE2SJEmSJElKgEFaK1RQUEAkEolvkiRJkiRJSj2DtFYoPz+fIAjimyRJkiRJklLPIE2SJEmSJElKgEGaJEmSJEmSlACDNEmSJEmSJCkBBmmSJEmSJElSAgzSJEmSJEmSpAQYpEmSJEmSJEkJMEiTJEmSJEmSEmCQJkmSJEmSJCXAIE2SJEmSJElKgEGaJEmSJEmSlACDNEmSJEmSJCkBBmmtUEFBAZFIJL5JkiRJkiQp9QzSWqH8/HyCIIhvkiRJkiRJSj2DNEmSJEmSJCkBBmmSJEmSJElSAgzSJEmSJEmSpAQYpEmSJEmSJEkJMEiTJEmSJEmSEmCQJkmSJEmSJCXAIE2SJEmSJElKgEGaJEmSJEmSlACDNEmSJEmSJCkBBmmSJEmSJElSAgzSJEmSJEmSpAQYpLVCBQUFRCKR+CZJkiRJkqTUM0hrhfLz8wmCIL5JkiRJkiQp9QzSJEmSJEmSpAQYpEmSJEm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What is the average of the highest and lowest value of US$ ?
287537524070.66
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849
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"
What is the value of Belgium in 2004?
3.25
OECD_CURRENT_ACCOUNT_BALANCE_FORECAST_BEL_DNK_000032.png
850
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"
Which label contains smallest values across all labels?
Israel
57723.png
851
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"
What is the value of Dominican Republic in 2000?
71.59
OWID_Line_37244972006881.png
852
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"
Which x-axis label has the minimum difference between Luxembourg and Estonia
2002.0
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853
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JunJw/8QTT6hq1arGh9LZs2eND8qNGzcav9A++OCDuvPOO/XYY4+pdOnSkiR3d/frjhFwPd7e3vkS9rx2837tsdlsOnDgwE3bsee5sVgsql27tjw8PCRJ6enpGjlypBo3bqznnntObdq0UY0aNYw2IyMj1bZtWz322GPGtKCgID344IPq0qWLMcDk/v37jfndunXT4MGDje3o6hq+//77W3pubvXxSVe2tbxeABUrVtT999+v6tWrG7+6XL3d3c56nGXjxo1G0JRXY96/R44c0datW+Xj43Pbr8u///1v3X///ZIki8VibN+HDx/W77//fsMaFy9ebIzjUbduXVksFqPGlStX6ty5cwXeLz09XQkJCZKk7777TvHx8ZKubCPOGogtz2effWZ8wejVq5fCw8P15JNPXrNcQkKCceB39913y83NTXXq1JHFYlFmZqY+/fRTSbe/HUnOf/y3sq/K64adkZFhjEeTk5OjTZs2qWPHjpKk2bNny2azKSgoyAgS8rb1Y8eO3XCw0uDgYNWpU0fSlQH2bDabpCsH2q1atZKHh4dd27Yk40tfYGCgHn/8cdWuXTvfr5yOuN3Xz93dXfPnzzdOU/T19TU+u64e3+d212PPe+vUqVP66quvJEn33HOPUdMdd9yhJ554wui5aM/rabVa831GNW3aVHXr1tU999xj9FDJqzkxMdEYG6phw4YqVaqUvLy81LhxY0nSmjVrjN5HVapUMdp8/PHH1aRJE6M3W3Z2tpo1a6bmzZsbr2tubq4OHjx40+fmVo4zrmbP/m7jxo06cuSIpCufu76+vpKu9ADN2/c7wp733q267777jMBr2bJlxvSVK1eqc+fOt9TWrWwD15PXg1aSXeMc2XNccLvbkT379psdA7Vo0cLu/aKz328AYI8S3X/queee0+OPP67t27cbVzVITU2VJP33v/9V+/btVbt2baP7oKR83RwrV66sf/zjH9e0W7FiReP/eR9aeV/2JOXrcZH3pb506dKyWCyy2Ww6dOjQLS3nKIvFYnRxzet6e3WtV/e4yPsQka58gOaN8H67ypUrd93134gjz021atWMg6/KlSurcuXKxuj4kowuxVcfaOTVlzc9PT3d2EakKwdfixYt0r59+5SSkpJvEM28EMcRjjy+q1+jvAOPmz2Xhb2N/dnV76UJEybI3d1dNpvNqPfo0aPXdEF25HU5ffq03n33XR09elQZGRnGr9F58250WtPVNeZ1F87Nzc1X49Xrz+Pj46PatWvr4MGD+uabb/TNN9+oTJkyRvd2Z7r6vZlXy9X7nTx5p1BJVw7i835Z9fDwkM1mM744X82R7Ugq3Md/s31Vw4YNFRQUpMTERH311Vd68MEHtWPHDtWsWVMBAQFKTk42fknP284l5TtoPnToUL5uzH/24IMPav/+/Tp9+rR27dqle+65R6tXr9a//vUvSfZt282aNTP2OVdvQwW9do5y9PXbt2+fvvrqK/3xxx/Kzc01vhSfP39e2dnZ13SndmQ99ry30tLSjKDnz6dR5d3H0dfzRjX/8ssvxnpv1Ga1atXytXmj/dPV067ePxXkVo8zrmbP/u567UvSqFGjbtj+jdzsvecINzc3Pfroo5o9e7aOHTumH3/8UVWrVlViYqIiIiIcrlVybLu9envIyMi46TocOS641e3IkX37n4+BfH197XoftW7d2unvNwCwR4kNIpKTk5WcnKw777xTXbt2VdeuXZWTk6Ovv/7a6IYbHx9vdB3Mc/UH/PUUdEWHvAMce/z5/MPbXe5G9y+ojYJqvXrarTyWm3Fzu7bTjTPaL+hxXX3JzNtxdX2jRo3SsWPHdPfdd2vGjBnKzc1V165dJemmpwDcjoIeX2E8l7e7jd3IK6+84vAlXQuS91jPnDmjkSNHKjMzU127dtXzzz+vb7/9VmPHjpV0a69LbGys8QusPSZMmKAvvvhC33zzjQ4fPqzk5GStXLlS+/fv1+zZs2943+s91zd7DfNe94Je/6t16dJFAwcOvOEy12vH3u3odh7/jdxsX2WxWPTAAw9o/vz5OnTokI4dO6bVq1dfd1yK663jRlq3bq2ZM2cqLS1Na9asUZkyZWS1WhUaGnrNstfbtvO+3Ev5n+ebvXa3wpHXb9u2bZowYYKkK6fXtGrVSjNnzjR+jS7oPXO7+5vrvbfyeo5I9n3eXk9h7CNvZ394K+u5lcftyP7udp7XP3PGe68gDz74oBYsWKCMjAx98cUXqlGjxm33HJIc2wYiIiKMHnfX61H366+/ysfHR8HBwYV6XFBQrfbu2x05Brqd49HCOr4D8NdRYk/N2Lt3r8aMGZNvp+ju7q6HHnrISHzzDpKu7hZ5dZp95MgRzZ8//5bXfXW4kdflLzk52aglb769yxWWq3/5yRuo0GazXbdruplc/dzkrTfvV4emTZvK19f3ugcZf/5Avnz5svGcFsSsx2f285jXpVO69pehN95446bdl+1x6NAh47zWvIHFbuXg73o1nj17ViNHjrzuL2I5OTn64osvjMHWlixZoqZNm0qS8UuldO22cOnSJV28eFEeHh7GqQhXf1G4ultwnqvfm3m9kwrqpXT1KS5/fr4XLVrk8NWB/nzQef78eV26dMmux19YOnXqZNQVGxuro0eP6p577pF05Ze7vKu3XP18Xv2c3Wxb9/b2VuvWrSVdOSf/k08+0YMPPmjMt2fb9vX1NX6Nvnrdzuph5qi9e/dKkjGgnFQ4Qao9763w8HDjdSxomz106JBTXs8/u+uuu4z1Xq/NvMFdC4Ojxxn27u+u135mZqamT59u/NJ+vf3TjdzovXcjN1qXn5+fcWrHd999p6+//trhUz1u16OPPmr0JLh6gOs8SUlJeumll3Tw4MFbOi64Hc7Yt9v7PiqM9xsA2KPEBhHSlXPs3nrrLZ0/f17SlS/Z69ev18WLF1WlShXjPMsePXoYH0J517vOzs7WggULHEp3e/ToIX9/f0nS9u3bJV25zrZ05dzcvO6n9i5XWNq1a2d0GV6xYoX279+vTz755KZdTM3g6udGunKglDfeRd758Dt27Chw2atHkk9JSdH27ds1fvz467Zt1uMz+3ls166dcV7smjVrjF+I165dq/j4+HxfVBx19QCpea/Ld999Z/f9u3fvbnT/z/tFOCcnRwsWLFBgYOB1zxHOycnR/PnzjeevTJkyqlSpkiSpevXqxv3ytoW8Lqpz5swxzk2/ekwBm82mffv25Tt9KM/f//534yB+3bp1stlsBY5xcMcddxinuuzatUsnTpww2l+2bJkx7sGtynsMFy9elM1m07Bhw3To0CG7Hn9hqVixonE+/5YtW9ShQ4d8X3T++c9/ymKxKDEx0dgu8moNCQmx60tOXvCQnZ2tnTt3GoNpSvZv23ljeSQmJuqnn37S5cuX7R6ssrDkvU45OTlGaJQXTjiTPe+typUrG8/z7t27jcH5Dhw4oGXLlhlfiJzxel4tKCjIGIfmxx9/VFpamjIzM7V7925J/388o8Li6HGGvfu7tm3bGgPfrl271hirY/ny5Tp27Jjxw8uN9k/Xc7P33vXcbF1du3Y1ThNs0KDBLfVOc6by5csrKipKpUqVUlxcnNEzSrrSI+XNN99U7dq11bZt21s6Lrgdztq32/s+cvb7DQDsYbHZbFGSxrq6EGdLSkrS2rVrtWfPHv3222/Kzc1Venq6SpcurXvuuUe9evXKd37jiRMntGDBAu3Zs0dWq1WBgYFq1qyZ+vTpIzc3N/Xr1884t9bDw0OdOnVS2bJltXTpUuPXivLly2vOnDny8/O75pKJWVlZql+//k0v31nQcn9ed+3atdW6dWvNmzfPCA3KlCmjYcOGacuWLdq+fbtRU0hIiAYMGKDx48fnW3bkyJFq2rSpTp48qZkzZ2rfvn3G5Tt3796t+Ph43XXXXfkG9fwze+t6/fXXFR0dbVx2zNfXV127dlVgYOA1yzZq1Mg4n9WR56ZMmTKaNm2agoKCFB8fr9GjR+db74svvqhFixYZH+re3t7q06ePvvvuO+3bt082m02enp5q0KCBxo0bp//973+aNWuWTp8+rVq1aqlTp07G6Oq+vr7q1KmTXnjhBWVkZOj111/Xvn375O/vr8DAQD3//PPG5Tuv3kZmzZqlMmXKOPT4brbdFcTR53Hs2LHGKOFXK+h59ff3N0ZfT0pK0rx587Rz505lZmYqODhYVatW1T/+8Q+nvS6xsbH673//q/T0dN1zzz0KDQ01Bt4sU6aMXnjhBX333XfXfe5/+eUXLViwQAcOHJC3t7fKlSunBg0aqG/fvvnGKLhaTk6O/vOf/+jIkSNyc3NTenq6Ll++rLp16+qf//yn8QXq6NGjmjBhgk6cOKEqVaqoXLlyGjVqlMqWLWuEo7/++qsqVqyodu3a6dtvv1VcXJysVquqV69ujEp+9eU7AwMD1aVLF82dO1fSlfNx27dvr2HDhik7O1uffPKJ1q9fr7Nnz+rOO+9U6dKl1atXL+N861vdjjZu3Ki5c+fq3LlzuvPOO1WrVi0NHjxY48ePv+nj/7Ply5c7ZV8lXenW/8Ybb8hisWj+/PnXrPPPl5+zWCxq0aKF+vTpo1KlShW47T3yyCN6+umnjTYGDBig48ePq2PHjho5cmS+9m+2bUv///Kdy5cvV1JSku688041atRIS5cuNbbtQYMGGYMP2vNczZo167b2AxkZGZo8ebJ27dolT09PtWzZUmlpadqwYYNx32nTpmnkyJG3vb+x571ls9n05Zdfas2aNTp16pSqVKmismXL6umnn1Z4ePhtvZ4vvPCC1q9fr7179xqPo27dupo0aZJsNptWrVqlr7766rqX77zeazBlyhTjEq/+/v4aNmyYpk+fbvzQUapUKT3xxBPy9/cv8P733nvvTY8zrsee/V3btm2VmpqqhQsX6ptvvtGlS5dUuXJlVatWTc8++6zKli0r6fr7p1mzZl13fyld/713vefr3nv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Which x-axis label witnessed the smallest value of Attending school ?
2011.0
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854
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CXbt2NXld+N0S1mteXh4WLlyI+Ph4eHl5YcGCBU16b+vq6sR9IC4ursk8g4KCxP103bp1Rr9rUFAQwsLC4OXVeKLn5eUlrm/pOs/MzEReXh7GjBmDKVOmiHGFhYWJ2zc1NbVJW6lPaWmp2PN48uTJJq8rlUrx/4b2l9jYWL1JonS/l/4GAo37pLBdDbUrUrW1tVrnDfr+MZGi8zW1VnnP8VNnDL62dmMOJo2LwaTx0fhuU644v7Ubc5AwZVxjL9Ufw/fuHD5IHBbYON/G/w+JDNX6W6pXj67w8/GyWmEJfRwqkQIADw8P8f/Cj4lA2rgUFhZqvTZo0CCxxLK/v784XdpY63ZnCw3XyJEj9TYahn5cdedrLbW1jTuQ7g+T9AfEVMIQGqDpevT09BQb9N9//12c3pL1oY9wI7HuD7anp6c4L90fGyHmsWPHNlnHwtXbvLw8rbK50vfp/uh7enqKNzbrDoeTJiejR49uEn9zw9eWL1+ud3kAtE4edGMBGn9Mhf9PmTLFpGepWbIuLTkmAIgnHvr28aioKHF5mzdvbjZmfctr7vWoqKgmJxDSEuHmlPkXvoO+/UhYh0KvgqnLM3ebq1QqcdicviFMur0Rhr6Drttvvx0AMHToUK3pQttpaAhZc+tESEhMvaptSfvS0ril7c+CBQuwYsUKrfXakv3I0LqWxgeY95skJD6621lYN/qG51ZXV6OgoEDvBQ7h+Yv2IN1uhnp+hO2YnZ3d5LXKykrxZD8pKUnr9ysvLw/z5s1rsh2OHDki7gOGHg3Qt29fAMDWrVutUjq9rKxMHGlx//33N3k9KChI3O9MSd6Cg4PFUvrGHheiey+ZsL8I31Ef6XBk4cKqJU6fPt3mHmdClslcvQlzEiY1me7n44X4KeOQsbppVTxzZO9qvK9JGNYnWLupsYfqzuEDkf3HEMETpeVaPWDC/8/XXDQ4fyG5MqXnzFIOM7SvpQICArSGYtXV1eHAgQMGr7CWlZWJDdctt9xilxiNiYyMRF5eHj766CPs2bMHd9xxBwYOHAhPT0+tYQ6mEB58GhkZqffEQUjajh07BsA260M38RFOdOrq6sSTCN3GfMeOHQAaf2R04z516pT4/9LSUpPu02mOMKwrMjLS7DHw0qvDunEKSU9z9zGZy5J1ae4xYSqh92Xr1q1m75fOypJtLuzLzfVQW2LAgAFa93dUVlZi//79yMrKsupymmNu+wI4Rtz2FBUVhby8PPz+++9abZVQaEHfhSnhM88++yxiY2Nxyy23iMmiPR8hIN1uhgjtjW47Jx3CKQz7i4qKwrRp08RhviUlJUhOTsZrr70mfj99PTi6pAmWNX4D9u3bJ/7fUMJoTnvn6enZbCl9YdvrLk+ahDf3WyRNvoSh/pYoKSnRukBAZMizb6Tj+I5MrFnyGl7/91fYV3CksUDEnBk4UXpWq7z4qBGDxPumTLV2Yw6qL1zEncMHIuH5RVrTM96dh149umLtxlwAQMaqjZj/zCPI3rm/sXjFzEn4add+o9X8TpSWI2HqOLz/+Rr06tEVE8c19n5ZS6tJpAR5eXn47bffUFRUhLFjx+Kxxx7Te5VVejXHURqU0aNHo6CgAHl5eeI/oLGr39wbXjUaDYDGHzlD92RJ2WJ9hIWFYfr06Vi+fDlWrlwpDvFauXIlgMbvJb2iXFdXJ16RNFZRyBrOnGnsbm7uarQ+0nVlyrq1BnPXpZSpx4QlWvJj7kzM3ebSfdkWvdfCvTNCb8CECRMwc+ZMLFy40OrL0sfc9kUgd9z29Je//AWnT5/Ghg0bMHjwYISFhaG4uBgbNmyAr68vZs2aZfAzJSUlYtLh6+uLyZMnGyxmYguWtIlCO7Bo0SJUV1fjiSee0Io3ICAAjz76KPr27SveC7R06VIx8ZAmCaYus6XsWX69rKxMLC6UlJRkUbvZ3EO8TSWst44dO+KLL74QC84IxTWMVRWktuV8TS16jYzH+68mIvubd+Dr3QknSsuRsWqjeG8SAMx8YRHWpjfeD5yxapNZicrajTnw8/FqMkxQd/qCD5bBz8cLx3dkwte7E77blKuVfBkyKfF1rE2fj/deSUTmavNiM0WrSaSkN9bHxsY2uQFWl6MkT1Kenp5ISkpCfn4+fv75Z3HIgUqlalJkwZR5Afqr+Oljq/UxZcoUKJVKLFy4UBwKFBkZqffmXen2klZ3sxVzTxYE0nWlW/nJlsxZl4D5xwQZZu42t+V6Fq74V1dX46mnnhKHm5kz9LGlzG1fAMeI256CgoLw5ptvYvHixWKyaawSnPCZAwcOiJUkq6urkZGRobeYia307dtX/P3Jz883eJFGUF9fD0C759ZQohAVFSVeFCopKRF72KVDIHV78fRxpspzQqVDHx8fsYiTJXSHj1pCSKS+/vpr/OUvf8Gjjz5qclVBapvO19Q2JizNJC0ZqzbpffgtAIza2bTQhJShZEjf9GffWCIWlNBahk4xiwUfLAMa67RhX8ER9BppvFiVpayeSJ0+fdroe06dOmX1gzQzMxMFBQWIiooyqbqXIxswYAAGDBiA2bNnIy8vT/zBWbdundlDqazV82ApoeqgKVWWpAoLC53iqpih56TYgrnr0tbHhK+vb5vojdJlz22uj5CMJCQkNLlnx97MaV8cKW57EZ7TZM4FF2EonLTC45o1a1BQUIBdu3bZZd1JS5ivWrUKffr00Urg6urqtLa90B6ZmtwMHjxYvOdQSKSCgoLEoY0bNmxAdHR0k3YuJ+fPeyis0TsTGBho8nstuUdN+P3u3r17swmUNIlsrqdNel9YS9pe3QsgQlEToHE0SGpqql0uZhK1BlYrNiFUHSspKTHa5b5nzx6zCxcYI31mkCnCwsLEhlF6Y62c5s2b12RaVFQUXn75ZQB/3ndgiiFDhoj/N3TFt66uThxiYav1sXTpUgQHB5ucRAk3JTd3f9H69euRn5/f4tiGDRsGoGnxCmOk66q5K4RLliyxyvATgbnr0txjwlTCCdTIkSOtOl9HZsk2F/Zla17MEJ7BAxgvVmFL5rYvjhK3PQnFbEy957S4uFgs2y4QKjw+8cQTAOzXCyOUMPf19UVBQQFeeeUVrF+/HuvXr8fq1avxyiuv4MKFCwC0E4zg4GDx/821fcL9riEhIVoJwWOPPYaQkBBUV1dj/vz5WL16tbjcefPm4ejRo+J7zR0KqM+IESPE/xv6TbGkvSsrK8OCBQtw+PBhvPzyy0hKSmo2KZG2L8K9u/oIiWRUVJTFiVRYWJjBXmRpURNTiwkRtXVWS6QmTJggHoDNXX3Ly8uDWq3WWyXNGnRPiJsrWfrII48AADZs2KD3fabc/KqPtMEUhjxI4zF0YlVSUoLVq1c3mS5cCdQdiiasb31JgHB1DwCWLVum9z2ZmZlaJ9m2WB/e3t4oKCjAkiVLxB/E/Px8FBcX6z0BEyqiSe8RkyorK8OaNWvQp08fs2PRNXz4cLE0unCvke6yDJk8eTKAxpLN+t6XnZ2N2tpaq/bYmLsuBeYcE1L6tndxcTEKCgrg6+uL2NhY876AkzN3mwtVwIT7HnVJi6dYQrdtaen8zGFJ+yKQM257Ek70P/jgA/F4zc7OFo9XfYmGSqXSe0IvzEuaPKxfvx7Tpk3DvHnzTD6mzSGUMB8zZgxKSkqQkZGBLVu24OLFi3j55ZfFaqjSKoyenp6YPn06gMYql/r2i7q6OrHAyMyZM7VeCwgIwJtvvim2LcuXL8eaNWtw8uRJPPnkk+I+5+vra/IFJeF3U9+FyICAAPGCx88//9zkdUvau/Xr12P+/PmIiopCTEwMKisrxW2u+09K+P3dunWr3u2Zn58vDpucNGmSSbFYQqgqWVRUZLNlUOvSq0dX9OrR1azP3Dl8kNY/Z2a1oX2enp54/fXXsWjRIq1yokJjV1lZiZ07d2LLli14/fXXDY7zlnbd647NljYuJ0+e1KpeFhsbC5VKhQ0bNohXuQoLC1FXV4eQkBCUlJSI8w4ODha7sk+ePAmVSoX58+fjiSeeQEBAAOrr67Fhwwax4VWr1SgrKzNraJoQzwcffIA5c+bAw8MDhYWFOHnyJCIjI8WTK90biJcvX45z585h2rRpCAgIEMsM+/r6NinPOnToUGzdulW8gdXT0xMnT54Uh/89/fTTqK2tFa8oTp8+XTzJ27x5Mzp27NjkQYvWXh+zZs3S2id06T7BXbhalpqaKj7UU6h6VllZieXLlzfZf6QnqYWFheL2BRp/tIXhpqdPn9a6KdrT0xPz5s3D/PnzoVKpcOnSJTGRKyws1OoVy8nJ0UqQJ0yYgIqKCnFdTZ48WbzSLjwUWPocKulQmNOnT5u9P1myLi05JqS2bt2Kjh07is81E4YWCg8YNTVJlJ4Y5uTkNNk+za0X6Um2qcM9y8rKxOpYJ0+e1NrmdXV1YoKoVqubDNPTXZ40VnO3eVBQkNa+LH0Aa05OjtbVdeEh0oLKykrxO+Tl5WHEiBEICAhAWFiYuO1WrVoFoPH+rZycHK1hStnZ2ejRo4f43ZpbJ8I0galDF81pX2wVt6Al+5GhdS2w9DdpwIAB4r1Ahh6+PGbMGMTHx2sdewsXLkRCQoL421BWVoZVq1YhMjISw4cPF9+3ZcsWAI0X4DZv3mzy8N26ujocOXJEXF9btmxBz549mwzfAxr34dmzZzcZUi5d37o9bhMmTMCxY8eQl5eHt99+G1OnThXXWXFxMZYtW4aSkhLxmWC6PD098eijj+r9PsuWNd7cbk7vkHC/V0FBAb744gsEBgairq5OLAASHx+P2traJu2d8EBeX19fvPjiiya1d9nZ2eK2NrTNpaQXnaUP7J0/f75WWy59QHxzvVvFxcXifiFcjLT0mVA1NTVmf4bapox3G0dT6XvoriHZ37yDn/4oa+7n44XB/ULx/udr8Pq/vzL6bKqEqeOQvXO/3udGycGloaGhwZozFG5a3LNnj9YJblRUFIYNG4bhw4frTaKKi4v1Vn8SxvIaenK3MI63rq4OK1eu1LoJf9SoURg1ahTy8/OxdOlSlJSUIDIyEs8884xWw5KXlyfe2As0/rjdf//92Ldvn1ZjqDuuWHhKvL6xxLrxhISEYPr06YiKimryXYTPT5s2DUuWLBGLS0gr6ei7ObmsrAxff/21OC/pd5bGsW3bNq1nJkVGRmLChAkG71OzdH3oU1xcLJ5k6vaoCdWpADR5yntxcTE2b96MX3/9tdn1IGwDXStWrMD69ev1/pglJCRoJZBCsiqs85CQEIwdOxYTJkxoMn/dbZ2Xl4ft27eL20D4rDRBNhSHEKepzF2Xlh4Twv4pXIE1ZV80xNBxa8r2aW7bmru8lJQUAPor7pm7PFO2uZSwL0uHWk6dOhUeHh5N4mluvQj7nu5xHxUVhUmTJiEsLAzr16/HmjVrUF1djTFjxmD27NkWrRNTi0iY075YK27d2FqyHzW3roHm140pv0m7du3C4cOH9faGSKuyPvrooyguLsbatWsxadIkrf3F0P6VnZ0tVjc1dXsZilmg2zYaIqy3kJAQg+W+hWqhQhsONO4bAwcOxOjRo80+uZeeI+j+XjRH329xTEyM1kO1hXh1j+vBgweb1d4119bro68tKy4uRk5ODn7//XexTTcWi7HlCvuHkBwGBwcbLFyyYMEC8d5aUwvJUOviEnqPWe8XeqPMSWwajm7QWo6fjxfefzURg/uF4ubYp5v9bPY372DBB8us9pDd8bffgh+/SLH481ZPpNoS4QfanEa9Lfniiy+gUqm0KnTpEn7YTf0Bb6vsuS65TYhaRt+zlHRJE4OWVP9csmQJOnfubPSh3tZSV1eHZ555BtXV1VrPgbI1oV2aPn263b5rayNNuPRdAK6srBR7H5v7raHWzdxESnhuVPbO/Zg/ZwY+WLoW8VPugp+PF77blKv3OU+6iZTg+I4v8P7SNXj/8zUYNeLPYX/CfO4cPghr01/Dgg+WYV/BUfy0az969eiK+CnjtN5njpYmUla7R6qtEca3694sS43KysrEK4DNNcbWLoTQGnFdEjmXdevWobq6GmPHjjU4jN0aFdHKysrw66+/2uyeY13CIxWqq6sxffp0uyVRX3zxBfLy8hAZGckkqgWkw2j17X9CQi+MXiAyxajhgzDqj4RnwZwZeP/VRFRfuAgXANu+ftus+6fWbszBpHHR6NWjK95/dTZOlJ5F9YWL4nxGjxgEPx8v3BzZB6NHDEKvHl2R/c27OFF6FidKz2KvarHZ92u1VKt5jpStrV69GsuXLxefryCMjRdurCXDpPcN6BKGA0mrJ5FhXJdEzqO5aqBCsQFLi7YIw7SEe1ltraysDJ988gkKCgrs1ltdV1eHzMxMbN26VbyfjCwXFRUl3ju7fv168X5AYXj71q1bERkZqXWvJ5G5MlZvEofdTRofgyGRfUwe9ifcH3X81FkMue8pcfqkcdEYEtkHCz5YhvlzZmgtQ/qMqIQp4zBpfAze/3yNtb6OUUykTHTs2DEAwKeffoqwsDBs2LABsbGxfGidAdJnggg3HEtvZhbuG8nLy7P4Ke9thT3XZXFxsdaN9xEREXyWCJGZ7rrrLmzduhXLly+Hp6cnhgwZolV4qbi4GJ9++ikiIyPx4IMPmj3/uro6LFu2zKyHtFtKuGdHpVIhKirKLs8XKisrw759+7BmzRr4+PjwAbFW9OijjyImJgabN28W70sE/ryPiuuZrOl8TS2G9AvF2o05xt+MxvutztdcFP8/cVw0egV3xeB+oQbno/s+a907ZSomUia64447oFarUV1djbfeekssRkCGJSUliTfwfvDBB2KDDfx50zHvLzONPdal7o3oBQUFVrmHg6itCQsLEwsH5eXlaRUC8PX1xdChQ/HEE09YfNLq6emJBQsWWCfYZqxevRoHDhxAaGio3R7QKhTCCQ8Pb9E6IsPCwsJ4gYwcjp+PFyaOi8Zzb6Zj0vgYLJgzAws+WIbvNuXi5v76H3lj6vtsiYmUiYQnzZN5uN6sx9brkhWaiKwnICDA5JLkjmrKlCl2vydpwIABBisBElHrNHFcNBbMmYGfdh1AxqpNyP7mHazdmIO1G3Pg5+OFm4Kb3vfk5+OFSeOijb7P1phIERERERGR3TQc3SD+//dDR7F2Yw4WfND4rLj3l67F+6/Oxp3DB6H6wkXxmVMA8MHStViz5DVUX7iEhOdTkfFukvi+7zbl2v17sPw5ERERERGZXf7c2bH8ORERERERkZ0xkSIiIiIiIjITEykiIiIiIiIztajYRFpamvjMGX2EKmCpqalIT09vyaJklZaWBoVCwYcB2kBiYiKSkpIQHh4udyhGJSYmIiEhAdHR0VCpVCgsLMTcuXNbPN/k5GTExcUhOjraos+rVCrk5OQgJcXyMb7WXJ41t6l0nZsiOTkZGo0GCoUCMTExVttG+tirXdBoNEhOTkZKSgoUCgWKiops3qZKv5vu8nJzc8Vy3gkJCSgsLEROTuOzPYQYnVVL163utmrLhHUprIu0tDRERERY/ABiR+PI3yczM7PVHJOm4DmadeV3LJQ7BLtquO7dos+3KJGSnqDk5uYiKyuryclVUVFRSxZBrZyzJtiO+OPpKOTapkVFRdBoNG3ixMGewsPDtbZpbm4uYmJixJOWjIwMs5JdaptsdUFDLo78fXJycnhMEpnIu5Nniz5vt/LnKpUKWVlZAAClUqnVCAlX8QRxcXHNnqhKr4gqlUoA0Loy1Nz8hKtkcXFxBuMR3gMACoUCgYGBWss3Nv+lS5ciMDAQarW6yXcRPiu9Yp+cnIyYmBiteWRlZWHu3LlasQikn9UXi+5VeOEqvb7vqsvY/IzFk5iYqLVuFQpFsz0l0t4L3Xk3tx/o6xHS12MEQOw11Z2fbo+q7rqR7rMxMTEGl6/vKrbuFTLdZQnvFbZNRkYGCgsLxfcb22aJiYni/3Vj02XuNpPGZ8nyLN2mQPPrHNA+9qXfQ7ocoYcPgLiNTNkfDM1bYKxdaO67CHT3EX37hJT0eExOTkZCQoK4XGu2qc19N+n+LY1ZuOINNCZTubm5mDt3rkXtY3Pr3pQ2u7llmrsugKb7ofRKt6H56W6rqVOnYtWqVSa39YB2TwLQdJ9o7nWhh0S6zzXXM6zv/SkpKcjMzBS3se7JuLH4pPuH7vGr24PTXPtryvGqy9jxa2x5Go1G/G5JSUnIyspqdn1Kv48p8UrXnbAv67bD+mLTp7l9WpiP9JiU0nc8xcTEICYmRqsNkP5ut/ScSldzbaM1ztF047bWMWjtY8bcY5Yck90SKY1GI+5AiYmJyM3NRXR0tMEdHdB/1b+oqAgZGRni+4UDMiIiQlyOKfMzFI9wgAqfFxpn4UfBlPlrNBrExMTobUgUCgWUSiXUajXCw8Oh0Wig0WjERhhoPEER1o00FqDxwFu6dKnYyAknjbGxsWLsQnIpvC5tNDIzM5GWlmawkWtufqbEAwBZWVniuk1LS2t2eVLSeQvrWalUWtyoqNVqJCQkaCU70dHRUCgUyMzMBNC08Rb2A2G/El4X3m8JlUqltSzpNkhJSWkytM/YNhMSH+nJm6EeGFO3WU5OjtY2y8zMFE8ezVmeLnO2qbF1LhyLwuu6x2JSUpLWUCJhvQua2x+MzdtYu6BL6KGX/mgmJiaK67W5fUJKOKHRHdonxGitNtXU7zZ37twmFwmkFzAsaR+NrXuBse+rG4NSqURAQIBZ60JQWFiotSyFQqG1/xuan+62OnDggEltPdC4D0i/Y25uLhITE7X2keZeByCOChH2f93jXJf0/WlpaeJ6nDt3rrhdTI0vLS0NgPZFIkOMtb9A88erLmP7kCnLy8nJabLPmbM+m4tXGA6tu64EaWlpWslJcnIyVCqV3n3U0P6uUCgQHR2N9PR0k4ZEC9tSiFWtVmttO2H5LT2n0retmmsbjc3PnPbKnPMtAGJCJD3mhONZYM1jRnd+phyz9tD95QWyLt/e2ncLatHn7ZZISQ84pVIpXm0XholIGy/hSoS+RiQnJ0fr/bGxsVrZvqnzMxSP7vyjo6O1rhaYOv/mGrCIiAjxQC4sLERMTIzWd1Cr1YiNjYVCoWhyxS8iIgIVFRViLMIPPNA4BCcmJkb8LsIJl+73lt5HImVsfsbiESQkJIj/j4+PN7g8KWEZAn3LMpfwwwJA3F6VlZV6x1LrntgLQyMEuvuZOXS/W3PjuI1ts8LCQq1tJNwLZOheRVO3mdCDI7wu7J+6+4Sx5UmZu02NrfPc3Fyt14VYcnJyTEq2m9sfjM3bWLugKzo6ukkbIL3AYc4+YYit2lRj3605lrSPpm7X5r6vUqkU5ynsZxqNxux1IZBuj4SEBPH95s7P1LYeQJP7DoXtIJxAGnsdaOxZENpZpVJpdDtK3y+0C8K8pBcnFQpFs8uPiIiAWq3Wej0uLk6rh0jKWPsLNH+86jK2D5m6PN3p5qzP5uLVbduE30VBRUWFuL4BNHsirW9/F/ZBc4bySX/nAe3fAEvaE0PHpy5jbaOx+ZnbXpl7DAr39gON20k3KbTWMWPpMWsPAQ8/KncITsVuiZRu4yccFIWFhVCr1SafpGo0Gq0GB4BWt66p8zMUj775Sw9yS+evOz/hYCksLERERAQ0Gg2KiooQEBCAwMDAJp+XdvsLr2k0miZd2gqFQvwuarUaGo1G67MCfT9IxuZnLB6BdP0Jrxn6AZS+Tzq0QHc4jSX0dfdXVFRo/SDoG2IANF0XCoXC4vtuhERIWGfN3cNjbJvp20bCSYwxzW0z3XkKiVZLlmfuNjW2ztVqNdRqdZOTM30/wvo0tz8Ym7exdsEQ3aGNwlVTc/YJQ2zZppq6TnVZ0j6aul2ba7P1rTuFQmH2uhA+J51fYGCgxevW1LZeuICirxdHeH9zr0tj1/e6oX3L1H3O2PIrKyubzE93n9LHUPsLmNZ+C0zdh8xdnjnrs7l49bVtUkLSmZWVZXQ4vL7lW3ICbuq2b+k5lSGG2kZj8zO3vTL1GBTmHxAQ0OTzxo4xQ98PsP4xS47HbolUc0wZsy7n/Kw9f+nYf7VajZiYGK2TU2kjIZxoCcsUhgiYythYZXO1NJ7mxMfHIz4+Xuwet+UNs9IfVOnwAVuQ9sQkJyeLwzAM/Vg2t81MSWB02XKbGWPtbWrL8ePWnLf0JEGYr3Q4j7n7hLls3QZae9m23K5y/r6Y09YDhgu1CCdlchfnMRafqWzR/ja3D9mzvbeE0EsjDKNLTEy0ysVEa7HmMWSsbbQ2c49Ba5P7mCXbk/05UsJVQ3Per3ulQzpMydz5mRKP7tWDlsxfIHQvazQahIeHQ6lUorCwEIWFheJJpjCsKj09XW8jplAomgzR0o3VnBNvY/MzFo9AuDop/bzuVZ7mCOO8hfLVtiCc0Btq5PStO2NX2EyRkpKClJQUcay2KcttSVymbjNrLc8QU7apsWWZuz+bw5T13ly7oEsYfpKenm40QTC2T5jLkjbVnO9mzWULn2nJdjXUa25pPPp+X4Srw5bMz5S2XmgfDSUkxl63NUvik/4O6DLW/prL2D5k7eWZS/e3tbn9NT09HQkJCc0O19b9vFqttlkPhrXOeQTmtI2mxmOsvTLlGJSOnpGydN3KfcyS/cieSMXGxkKtVmvdGC7c4KePcEAIO6dQbcfS+RmKR5h/bm6uVoPW0vkLIiIikJOTI3ZJC8OLpD/agHYDIVSXEQhXsIRYioqKtHoahBtdpVd7hJsd9TU8xuZnLB7B0qVLxf9nZmZCqVQabYiKioqQmJio1eg014AJP5xCPLqFBUwh/S66V8R0q9g1V2xCaDBzc3MB/HnlSzpv6fyFHwF9383YNpPevCx8B2NDOkzZZoZYsjzpsszZpsbWufC6dH7JycktKgRi6ryNtQv6SNe7SqWyeJ8wl7ltlCXfzVrLBlq+XaOjo7XiFz4v3CxvSXstXbb0RnZL5mdKW687DBaAOMRXuBjS3Ou2Zmp80uNX+jugT3Ptr7lM2YesuTxzxcTEaA071N23ExMTtfapwsJCg5XohP1d2O5Cmyy9x8marHXOI9Vc22hqPOa0V6aeb8XExDQ5f5He+2YOuY9Zsh/Zh/YJw1mSk5O1Sl0aGuISHh6OhIQEcedUKpVa42PNnZ++eITqX8Lf1py/QOhOlnYrK5VKrb+jo6NRWFgoDkGQxiaModWNRShXLhBelw5jaO6qXHPzMyUe4XsI7zF1aKHudgWgVblOlxCL0JjHxcWZdRI6b948re8p3AgsXKESkkrhezRX8luhUCAhIQEZGRnIyMiAUqnUev/cuXObbAPp/iL8yArlz41ts5SUFCQmJmqVrjX0Q2LqNmuOOcuTsmSbNrfOhR8zc8qpm8rYvI21C7qEm8ml3yUuLk68MGFsn5ASlqVb/twQc9soc7+bNZcNtHy7Spep7/OWtNcKhaLJkFhTvp/utoqOjjaprQegVQVRIB2uZux1WzMlvrS0NK193tAQYmPtr7mM7UPWXp65hOp30n1K2obq7lPNDfOV7oPSB2Pb6ntY65xHYKxtNCUec9src47BzMxMrd/Llgy3lvuYJftwaWhoaJA7iJbSLR/dlglXuqw1ttrc+UmfIdSa6XuOFRERkTHCvVB8eDiR85N9aJ+5dLuUi4qK9FZxaQv0DdPLycmxeF1Ye36tGavqEBGRKXSHGQrDIfkbQuT8nLJHSnimjqAtX9XRfWp2S7v4Wzq/ttAjJXTTt/bvSURELSf0QAmsWaGTiOTllIkUERERERGRnJxuaB8REREREZHcmEgRERERERGZiYkUERERERGRmeyeSAkP6TRVcnKy1sPLdB/waS25ubktesCcPUgf5KZSqez+UEFbcuTvI1QzdJYH6QnP6ND3z5T4heedCAVdzD1mLYnXkdartbe37vq0hPBsE1Pmo7u9jLWZ9mpjHUFaWppFD+9ubdLS0gw+8Nga+2tLSPc/IZbExESrPHjbGuQ8PpzlN4ioLZH9gbzmau5hsm2JNR5C6kgc+fvk5uYiJibGas/msgdrPqAxPDy8TR13jri9c3JybPrQTam2tK3JsQllwlnhjogcVYsTqcTERPEJ5kqlEnPnzm1S6rO5p9QXFRVpPY0c+LOstFDmPCMjA4WFhYiPjxfLa6vVauTk5Gg1sMK8hBOB3Nxc8cnf0vnqkr4vMTFRLKdu6ueBPx/QCkB8YnlCQgI0Go34NHDdkzNj81epVFqf1bc84YGw0vcKhPUgrJe4uDitJ5M39zBZY9vQ2PKWLl2KwMBAqNVqxMXFAUCT9SOdp/T7mBKvdN0JTzWPiIgQ55eWlqb15HhjJ4fSkvrSZUnnk5OTo3c+iYmJWrEKP/zSXgHdEv2GlqdvfqbEbwlpfPqO3eTkZCQkJCAwMFDruDL3+5p7jAvLNrR+dPe95o7LtLQ0KBQKsaS/8B3M3d7GtpduGyjQtz6jo6PNaiOF9ZqRkYHc3FzExcVpbQ/p9zQ3+WuujQ0PD0daWhoiIiK01ndKSgoyMzO12jlpgqf7CAVj+25z7zd3+Ybeb+jxGIbaYGGf1d2Ps7KyxO1rrP029rq+48+Qlrbv0mNQoVAgMDBQ73Kssb8Cxtvf5o4nfd/Z2GM1zGlPjbVXht5viKH9V6VSNTlHEXpDhXXXknMAInIQDS00a9ashkWLFol/V1RUNMyaNauhsLBQnPbSSy81ZGVlNTQ0NDQUFhY2zJo1y+B7Fy1a1PDSSy9pfTYnJ0dreYWFhXo/m5GR0ZCRkdHQ0NDQkJOTIy7H0LKkcnJytJYrfL6iokLv37qysrIaZs2aJcYq/C3Eo7t8Y/EJn5d+N935C+tdd17CehKWLaxz4W/hdel6lTK2DU1dnvB+fetHeI+wPqXfx1i8wuu660pYnnRewrqT/q3rpZde0lqW7t+LFi3S+lvXrFmztPadWbNmaX033eVL16W+13XnZ2z5+r6PoW0rnac0BmlMwvYX4pces+Z+X0uO8ebWj24s+vZF3e+p+7qx9a+7vk3ZXs3tX7rrU/hb+M66f+ujb//X/Z66x5/0s4baPeH76WtjhflKYxf+Ft6vu/51142x7WPs/eYuX3jdUDsq3e+NtfH6truh5Zrbvjd3/Olqafuu214K8zPUprR0fzXW/ppyPEm3n7St0Mfc9tRY+yy8Lli0aJHB+DIyMrTmLf3b0O+o7v4mMPccgIgcg1XukZJejRSGxUivqsTFxWldsREoFAqkp6drvTciIsKkZSoUCiiVSq2rXjk5OeJVm9zcXCQkJGi9X7hqbArhyq9wlSo6OhpKpbLZ8fUKhUJcF0IviXDlSXiKeUVFhUnxCUN5BM1d/YuOjm5yxU9YvpR0Hkql0uAYeGPb0NTl6Q5Dkq4fYd6VlZUGv5eheIXtLMwjNjZW64qz7veKj483eLW3qKgIGo1G60r+zJkzkZOTY9Y9AkKvmxBrTEyMGFNERIS43YWx9dLvFhsbC7VarbU86fwiIiLMvl8hIyND7z1SAiEeQUpKilnDK039vuYe48bWj27c+vZFXdIruaauf3Pfb86Qu9zcXCiVSvEzCoWiSQ+kI9HdttLjWNiW0mNTeixFR0eLvfv6mPJ+c5YvvF+3bdC3fGNtfExMjNiLDjT2pAvLNdZ+G3vdnOOvpe27bnsprGNTmbu/Ntf+mnv8GWNJe9pceyWQbrv4+HiD8eXk5GDmzJla79VoNOKQROk5ikajQWBgoLhca54DEJF8rHKPlHSYQGFhoTjszhzSkzxTG/no6GhkZWUhNjZWbFCFHwu1Wg21Wq3VbQ7o/wHSp6KiosnJUUREhNYPqy5DwyX0MRaf0OgKhESsObpDqHSHAuh+3tAPl6nb0Nzl6Vs/FRUVBodrGIpXo9E0ORmXzjs2NlYsuAA0P7SnoqKiyWvSJM/UfdHUbS/8IOsr3iBdnu78dH/ojTF2P01cXBwyMjKQlZVl0T0I5uzrAlOOcWPrRzjmhddNuW9IuixT17+57zdnfWg0mibLUSqVDptImXoMCG2wvqI9zSWpxt5vzkk/0DRRDwwM1Lt8Y228sK8JsUq3sbH229jrlhx/lrbv+tpLU38Hhc+bs7821/6ae/wZY4vjE9Deh4R56MYnrN+AgACtz0qT2OjoaDGJz83N1ZqvLc4BiMj+bFJswtj4aSmhARQ+I4wrNoVwpb6oqEirN0rQ3JhqR2Ct+KQ/sNJ7G1rC1PvarLU8axJ6QYDGk7Tk5GSHumHZ2P0Q9hAdHa1174Nwn48tCiyYe4wbWz/CdszMzERGRgYyMjKaTZbNnX9L3++odO/HMKedNoe59/M5anEL4cQ1NzcXhYWFTZIuY+13c6+bc/w5enury1j7a+nxpG//bcn87CEiIgIZGRnQaDTIycnBvHnztF539HMUIjLO6omUQqFottdGqqUVeaRd57rd4AqFAmq12uJGSt9VzMLCQqtdETIWn77XDfUgCUmktU6CjW1Day/PXAqFosm6qKio0DtkLCUlRTxZ0XdlVd92Fq6U615ptAZhuzoK4aQnNzfXJj0i5h7j5qyf+Ph4xMfHIzk5We+Jbkvnb8n7TZ2n7vGlVqttfrVZOHm3FeF4KSoqMqndNff9ptLXNuj73qa08cLwPrVarZV0WtJ+G3qfseOvpe2tvv1NX1tozudN3V/1tb+WHk/69t/c3FybtKfS3idDPU+GeqqkQ0CFcxShV0r6PmueAxCRfKz+HClhfLL0XqLMzEyDz2iSNgxCVSRzSIdfSBtZYQy39HkPycnJJj+LQpivEJ/QYFvrCq6x+HTHoBuLW7oeVSpVi35cTNmG1lyeuYRx5MK6U6lUWvGkpaVpXbEVTgL0/fCHh4dDoVBord+lS5dqjaG3JuH+BGl8wnOL7PkjmZiYqLV9CwsLLRquZwpzjnFj60elUmkN49FoNE2GwDTH3PVvi+0VHR0NtVotnlwJlT2l93E0RzihEz5fVFTkEMm5cI+HdPiZMOxK3z1K5r7fVNJ2W2gb9CVSprTxSqUSOTk5Wve2AKa334ZeN/f4a0l7K7TnQizmJh/m7q/Ntb/WPp5s1Z4uXbpU/H9mZiaUSqXe34OYmJgm75XewwdArCKpO2LG2ucARCQPm/RIpaSkIDk5WasUq74r0tHR0SgsLBRPjBQKBZKSkpCamipevYqJiWlSGllK6IXQbaSEhkz6I93cUJbo6GjxBv2UlBTx89LkwZzhQ8YYi08Y9iGsm+ZKnwpX5aXvNVTgwxTGtqG1l2eu8PBwJCQkiOtOqVRqjfmfO3euVnwAmu0REb6r9PvYsrdNd3mAecObhBLPzSX1wpA3XcJ3092+0l4j4SqqtPy5pSw5xptbP7GxsU3uiUhISDCrR8Pc9d/S7aW7PqOjo8V5CtvInGdEKRQKJCQkiNtYuHneUsbaWHMIn5euq+aGL5n7flPExMRotduGtpUpbbxwoUV325jSfjf3enPHn66WtrfSY074u7l7pFq6vxprf1t6POmy9vyAxt8UYX7NDR2Mj48XH5YN6N+OQsJuyT7U3DmA7uNeiEgeLg0NDQ1yB0HUUsnJyYiLi7PLA0uJyDGZcpHBknnGx8fzRv82wtgzqyyRnJzsMPfoEpF1WX1oH5Gt6Q4zFEqYm1o6n4jIFMLwMCZRZCnhcSJE1DrZpGofkS3pDnUBrDvskogoMzMTOTk5SEpKkjsUclJCkQ0OvyNqvTi0j4iIiIiIyEwc2kdERERERGQmJlJERERERERmYiJFRERERERkJiZSREREREREZmIiRUREREREZCYmUkRERERERGZiIkVERERERGQmJlJERERERERmYiJFRERERERkJiZSREREREREZmIiRUREREREZCYmUkRERERERGZiIkVERERERGSmVpVIncleh+wZUdg0UYkz2evkDoeIiIiIiFopl4aGhga5g7CWTROVqDt9AgDgEzEIo5blyRwRERERERG1Rq2qRwqSnPDG1SsyBkJERERERK1Zq0qkBs5NhXefSMClHTp2DpY7HCIiIiIiaqVa1dA+wdFvFyM/bR7GrDoAr57hcodDREREREStTKtMpIDG+6V8wwYgatFquUMhIiIiIqJWplUN7ZOK/PubOLPje1Tuz5U7FCIiIiIiamVabY8UAPz01xEAgDu/3ClzJERERERE1Jq02h4pABj4/HuoVu9D2Zb/yR0KERERERG1Iq26RwoAdj47EReOHca479Ryh0JERERERK1Eq+6RAoD+/0hB3ekTOLZqidyhEBERERFRK2GVHqnMzEzk5OSIf8fExCA+Pl7rPWlpaVCrtXuFFAoFUlJSxL+Tk5Oh0WgAACkpKVAoFOJrubm5yM3Nxdy5c82Ob+/CJ3Bmuwrjs4rh6tnJ7M8TERERERFJubV0BkISlZ6eLk5LTEwEAK1kqqKiAgkJCYiOjjY4n8DAQKSkpEClUmHRokVaSVZWVhbmzZtnUYz9Zi9A6cYVKPpiEfomvmbRPIiIiIiIiAQtHtqXk5ODhIQErWkJCQlaPVQajQYajQYREREG56NWq8XXlUql+BmgsTdKqVRq9VCZw6NLMEIf+juKv1yEy5XlFs2DiIiIiIhI0OJEKj093WAvk5AIFRYWQqFQWJwIZWVlNRkqaK6ImS+iXfsOOJy+sEXzISIiIiIiavHQPn0KCwsBQEychIRKGPIHNPY6Se93UiqV4ufUarWYeKlUKsTExLQ4JrdOPlD+7RUc/OBF9HlkDrx6hrd4nkRERERE1DZZvWqfRqNBTk4O4uLixGmFhYXQaDRISUlBeno60tPTUVFRgbS0NPE98fHxqKioQGJiotb9UFlZWYiNjbVKbH0emQOPzkEo+DDZKvMjIiIiIqK2yerPkUpObkxSpIUi9CkqKkJqaiqSkpIQHq6/d0ilUgEAYmNjtSoDxsXFWZxcndrwDX57bSZu/+82BAzSPySRiIiIiIioOVYd2ieUL5dW8DNESJ4qKioMJlJZWVlIT09HUVERcnJyxOQsOTkZSqVS7+euXLmC+vp6AIC7uzvc3d21pnUe/QC8Q9/F/neexS0fbTL4Pk7jNE7jNE7jNE7jNE7jNEeYdvXqVXTqxEf4OBqrJVLC/U+mJFGmUKlU4vBA6T1TQOO9V2q1Wm8iVV9fj6qqKgCAj48P3N3dm0wbMPdd5P79PhzfsAK+w8cZfB+ncRqncRqncRqncRqncZrc0y5evMhEygFZZWhfYmJik4frSiUnJyMmJkZrOJ4wtE/3wbvSeQpJmUqlatIjpTs/c+U8eTculh3HuO/Uxt9MREREREQk0eJiE0LBiObuiYqJiUFWVhaKiorEaampqYiJidGbRGVmZmo9m0r6XCnhn1KpbFHcA5PSUHf6BI6v/qRF8yEiIiIioranRT1SQq+SIdJCErm5ucjIyBBfM1QwoqioCEuXLm2SmKlUKmRlZTX7WXP9Nv8xlO/chHFrD8PVk92lRERERERkGqtX7XMm9eWl2BjbB8onXoHyiVfkDoeIiIiIiJyE1Z8j5Uw8ugSjzyNzUPxlGi5XlssdDhEREREROYk2nUgBgPJvL8PF1RXqT9+UOxQiIiIiInISbT6Rcuvkg4jHXsLx1Z+g9mSR8Q8QEREREVGb1+YTKQAInfYUPDoH4dBi3idFRERERETGMZEC0M7dA/2eWojT275D9eG9codDREREREQOrk1X7dO17aFb4NbJByM/y5Y7FCIiIiIicmDskZLoP+efqDqwE2d+ypI7FCIiIiIicmDskdKx4/FRuFJdgbGr8uUOhYiIiIiIHBR7pHQMev49XDxZjBNr/it3KERERERE5KCYSOnw7XszgsdPw6Elr+N63UW5wyEiIiIiIgfEREqPfk8txJWqczjy9Qdyh0JERERERA6IiZQeHYN6IfShv6MoMxVXqyvlDoeIiIiIiBwMEykDlI8nw8XVFYfTF8odChERERERORgmUga09w1AePzzOLZqCS6VHZc7HCIiIiIiciBMpJrR5+Fn0MG/Mwo+TJY7FCIiIiIiciBMpJrRzt0DkU+/gbIt/0P14b1yh0NERERERA6CD+Q1wZapA9DBNxAjP8uWOxQiIiIiInIA7JEywYBn30XVgZ04s+N7uUMhIiIiIiIHwB4pE+14fBSuVFdg7Kp8uUMhIiIiIiKZsUfKRIOefw8XTxbjxNrP5Q6FiIiIiIhkxkTKRL59b0bQXVNw6OP5uHG5Xu5wiIiIiIhIRkykzBD597dwpeocjnz9gdyhEBERERGRjJhImaFjUC/0fvBJFC59G1erK+UOh4iIiIiIZMJEykx9Z70KADj83zdljoSIiIiIiOTCRMpM7X0DEB7/PI4t/wiXyo7LHQ4REREREcmAiZQFwmY8hw7+nVHwn1fkDoWIiIiIiGTARMoC7dw90O/JBSjbvArVh/fKHQ4REREREdkZH8jbAlumDkAH30CM/Cxb7lCIiIiIiMiO2CPVAv3/8U9UHdiJs79skDsUIiIiIiKyI/ZItdCOx0fhSnUFxq7KlzsUIiIiIiKyE/ZItdCg59/DxZPFOJmVKXcoRERERERkJ0ykWsi3783oPnoiCv7zCm5crpc7HCIiIiIisgMmUlbQ7+k3caXqHI58+6HcoRARERERkR0wkbICr57h6DVlFooy3sHV6kq5wyEiIiIiIhtjImUlyideQcP161B/liJ3KEREREREZGNMpKzEPaALwmY8h6Pf/geXyo7LHQ4REREREdkQEykrCvvrXLT38cehj16TOxQiIiIiIrIhJlJW5OrZCf1mL0DpxhWoPrxX7nCIiIiIiMhG+EBeG9g0UQmPwO4Y+Vm23KEQEREREZENsEfKBgY8+zaqDuxEee6PcodCREREREQ2wB4pG/npryNw4+oVjP72N7lDISIiIiIiK2OPlI0MfP49XDhagBLVl3KHQkREREREVsZEykYCBkWj2x2xOPTxfNy4XC93OEREREREZEVMpGwo8pl/ov5cGY4uXyx3KEREREREZEVMpGzIq2c4bpr0GAqX/gtXqyvlDoeIiIiIiKyEiZSN9Z29ADeuXkHh0n/JHQoREREREVkJEykbcw/ogrAZz+HI1/9GfXmp3OEQEREREZEVMJGyg/D459Hexx8F/3lF7lCIiIiIiMgKmEjZgatnJ/R94lWc2vANLhw5KHc4RERERETUQnwgrx1tmqhEp6BeiPn4R7lDISIiIiKiFmCPlB31/8dbqPj1J5zbuUnuUIiIiIiIqAXYI2VnP/11BG5cvYLR3/4mdyhERERERGQh9kjZ2cDn38OFowUoWf+V3KEQEREREZGF2CMlg13PTUJ14X6M//6o3KEQEREREZEF2CMlg/7PvYv6c2U48tX7codCREREREQWYCIlA6+e4egZFw/1f9/CtYs1codDRERERERmYiIlk76Jr+HG1Sso/OyfcodCRERERERmYiIlE48uwejz8D9QvOw91JeXyh0OERERERGZgYmUjMITXkB7H38c+ug1uUMhIiIiIiIzMJGSkVsnHygfT0bJ+q9w4chBucMhIiIiIiITsfy5A9h4Xyi8+/RH9L+z5A6FiIiIiIhMwB4pB9D/mX/i3M5NqNiTLXcoRERERERkAvZIOYhtD90CABj97W8yR0JERERERMawR8pBDExKw4WjBTi14Vu5QyEiIiIiIiPYI+VAds65HzXF+Rj//VG5QyEiIiIiomawR8qB9H/mn6g/V4YjX/9b7lCIiIiIiKgZTKQciHef/giZ8AjUn76Baxdr5A6HiIiIiIgMYCLlYPo9tRDXLl5A4dK35Q6FiIiIiIgMYCLlYDy6BCNsxnM4+u1/UF9eKnc4RERERESkBxMpBxTx+Eto174DDi1ZIHcoRERERESkBxMpB+TWyQcRjyejRPUlLhw5KHc4RERERESkg+XPHdjG+0LhEzYQIz74Tu5QiIiIiIhIgj1SDqzf02+gPPdHVOzJljsUIiIiIiKSsEqPVGZmJnJycsS/Y2JiEB8fr/UejUaD5ORk8e+4uDjExsZqvSc5ORkajQYAkJKSAoVCIb6Wm5uL3NxczJ07t6XhOpVtD90CABj97W8yR0JERERERIIW90gJSVR6err4LycnB5mZmVrvS05ORlxcnPierKwsqFQqrfkEBgYiPT0dcXFxWLRokdbns7KymiRnbcGAZ9/GhaMFKN24Qu5QiIiIiIjoDy1OpHJycpCQkKA1LSEhQauHSqVSQaFQaPVAJSQkICsrS/xbrVYjIiICAKBUKqHRaMTeqdzcXCiVSq0eqrai84hxCBx6JwoWvyp3KERERERE9IcWJ1Lp6emIjo7W+5qQCBUWFkKpVGq9JiRNRUVFRpfRVnujBAOT0lB3+gSOfvsfuUMhIiIiIiLYqNhEYWEhAIg9SBUVFU16k6SvAY29UMLn1Go1FAoFFAoFVCoVYmJibBGm0/Du0x897nkI6v++hWsXa+QOh4iIiIiozbN6IqXRaJCTk4O4uDitacbEx8ejoqICiYmJyMrKwrx58wA09kbpFqVoi/rOXoCrNVUoynhX7lCIiIiIiNo8N2vPcNGiRU3uhzJVSkqK1t8qlUpMyKSVAfVV/GvtOgb1QujD/8CRb/6N3g/OhkeXYLlDIiIiIiJqs6yaSAnly9PT07WmW1okIisrC+np6SgqKkJOTo6YaCUnJ0OpVCI8PLzJZyoqKnDmzBkAQGBgILp169ZqpgVOnIXjaz9H7ttz0e/5DxwuPk7jNE7jNE7jNE7jNE6z/rSqqiq9570kL6s8RwoAEhMTAaBJEgUAaWlpUCgUWgUjhOdKJSUl6d0xhNLosbGxUKlUTRKpmJiYNtcrBQBFmak4tPgVjFl1AF49eUAREREREcnBKvdIJSYmQqFQ6E2igMYKfWq1WmuaUFjCUHbNe6P06/PQ3+HROQgH339B7lCIiIiIiNqsFidSaWlpAJre3yQVHR0NjUYj9jJpNBpkZGRoFaSQyszM1Ho2lfS5UsI/3XLqbUU7dw/0e3IBzv78Ayr358odDhERERFRm9SioX1FRUVITU01+Lp02J4wlE9gqGBEUVERli5dqrfwhPAA37ZYbELXlqkD4ObphTu/3Cl3KEREREREbY7V7pEi+zr7ywbsem4ShqUsQ9BdU+UOh4iIiIioTWEi5cR2PD4K9RWnMe47tfE3ExERERGR1Vj9gbxkP4Oefw91p0/g2IqP5A6FiIiIiKhNYSLlxHz73oygu6bi8Cdv4HrdRbnDISIiIiJqM5hIObnIv7+JqzVVKMp8V+5QiIiIiIjaDCZSTq5jUC/0nv4Uipe9h8uV5XKHQ0RERETUJjCRagX6/u0VuLRzxeElC+QOhYiIiIioTWAi1Qq09w1AeMILOLH2c9SeLJI7HCIiIiKiVo+JVCsR9siz6ODfGQUf/J/coRARERERtXpMpFqJdu4e6Pfk6ziz43tU7s+VOxwiIiIiolaND+RtZbZMHQA3Ty/c+eVOuUMhIiIiImq12CPVyvSf8zaq1ftweusauUMhIiIiImq12CPVCu14fBTqK05j3HdquUMhIiIiImqV2CPVCg16/j3UnT6BY6uWyB0KEREREVGrxESqFfLtezO6j5mMw0tex/W6i3KHQ0RERETU6jCRaqX6P/NPXK2pQtEXi+QOhYiIiIio1WEi1Up1DOqFXlMTUfzlIlyuLJc7HCIiIiKiVoWJVCum/NvLcGnnisPpC+UOhYiIiIioVWEi1Yq5B3RB2KPzcGLNf1F7skjucIiIiIiIWg0mUq1c2CPPooN/ZxR8mCx3KERERERErQYTqVbO1bMT+ia+hjM/ZaFyf67c4RARERERtQp8IG8bsWmiEh18/HHnlzvlDoWIiIiIyOmxR6qNGPDsO6hW78Ppbd/JHQoRERERkdNjj1Qb8tNfR+BKTRXGfaeWOxQiIiIiIqfGHqk2ZODz76Hu9AkcX/2J3KEQERERETk1JlJtSMCgaHS7Mw6HP3kD1+suyh0OEREREZHTYiLVxkT+IwVXqs6heNl7codCREREROS0mEi1MV49w3HT5L+h+Ms0XK4slzscIiIiIiKnxESqDeqb+BoablyH+tM35Q6FiIiIiMgpMZFqg9wDuiDsr3NxfPUnqD1ZJHc4REREREROh4lUGxX+aBLa+/jj0OJX5Q6FiIiIiMjpMJFqo1w9O6Fv4ms4vW0tqg/vlTscMtOZ7HXInhGFTROVOJO9Tu5wiIiIiNocPpC3jds0UQmPwO4Y+Vm23KGQGTZNVKLu9AkAgHf4AIz+ao/MERERERG1LeyRauP6/yMFVQd24sxPWXKHQmaQPges9nghKvf9ImM0RERERG0PE6k2LuiuKfBVDsHBD1+SOxQyUU1xPq7X1sDVwxPugd3RqVtP/DxrLPLT5uH65Tq5wyMiIiJqE5hIEQY+/x4unizGiTX/lTsUMuJabTV2PTcZrt6+uGutGnevP4Yxq/MR+cw/cfx//8XWaUNQ+XuO3GESERERtXpMpAgBg6LRdeQEHFryutaQMXI8eS8+jLqzJRieugruAV3E6WEznsOor3ajg28Afn5iDA4smsveKSIiIiIbYiJFAID+c97GlapzOPL1v+UOhQw4tPhVVOzeisEv/Qf+A4c3ed3rpgjc+UUu+j39Jo4t/4i9U0REREQ2xESKAABePcPR+dYxOPzJQmyMC2dJbQdzettaFGW+i5DYR3HT5L81+97w+CSMWbn/z96pVPZOEREREVkby5+TaGNsGOrLTwEAfCIGYdSyPJkjIgCoPXYYP8XHwLt3X9yRaV4PU9HSt3Ho4/noGNQLN8//LxQ3326jKImIiIjaFvZIkcilnWR3YH7tEK5dqsWueVPg6tERUe+uNPvz4TNfxOhvf0N7bz/8kngXDrzzLHuniIiIiKyAiRSJBs5NhbuiCxoagL5PvCp3OATg15dn4OKpIxi+aDU8ugRbNA/v0Ejc+eVO9E18DcdWLeG9U0RERERWwESKRN1G3Y+BSe/DxQXoFNJH7nDaPPUnb+DsLxswMClNb3EJc0U8nozR3/yK9l4++PmJMTicvhAN165aIVIiIiKitoeJFGnx6dMfAHDh2CGZI2nbzv78A9T/fQvBd09H72lPWW2+3n36Y9RXu6H828so/CwF2TOGo1q9z2rzJyIiImormEiRFq9eSgBAzZECmSNpuy6WHMGvrz4K34jBuPmVdJssQznrVdz+6VZcq7uI7Qm34fCSBeydIiIiIjIDEylqwju0H2qPH5Y7jDbp2qVa7Jo7GS6ubohKXYl27h42W1bA4BiMWbEPvSY/gcLP/4XsGVGoKdxvs+URERERtSZMpKgJ79BI1Bxlj5Qcfn15BmpPFCLq3RXw7NbT5stzdffEwBfe/6N36hJ+io/GoY9ew42rV2y+bCIiIiJnxkSKmvDu3Q+1x9gjZW9Fme/i7C8b0H/O21DcPNKuy5b2ThVlvIPsh4fi/KHf7BoDERERkTNhIkVNePfuBwC4cJQFJ+zlXN4WHFr8KrqPnog+j8yRJQZp79T1q1ewfebtOLT4FfZOEREREenBRIqa8A6NBMDKffZSd+Ykdr/4MLz79Mctry+VOxyxd6r3A7NQlJnK3ikiIiIiPZhIURPeoUKPFO+TsrXr9Zew87nJAIAR762Bq0dHmSNqpK93quDDZPZOEREREf2BiRTp5dW7L3uk7OC3+TNx4chB3Pr2N3YpLmEusXdqSiKKv0xD9sNDUZWfJ3dYRERERLJjIkV6effuxx4pGzv6zYc4ve079HtqITpHjZU7HINc3T0x8Pn3xN6pHY/fiYMf/B9uXK6XOzQiIiIi2TCRIr0aEyn2SNmKZu8O5L/3PLredg/CE16QOxyTiL1TU2fjyFfvYxt7p4iIiKgNYyJFevn0aSw4UXtcLXMkrU/9uTLkPT8NXjdFYOhby+QOxyzS3qkb16819k69/wJ7p4iIiKjNYSJFev1ZAp3D+6xt19wHcOPqFQx/bw3cOnrJHY5FtHqnvv43e6eIiIiozWEiRXp59+kPAKgpzpc5ktbl11fjUa3eh2FvLUOnHn3kDqdF2DtFREREbRkTKTLI66YI1LBHymqOrfwYpT8uR8Rj/4eut98rdzhWI63sJ/RO8blTRERE1NoxkSKDvEMjObTPSqoO7MKBd59D4K1j0Hf2ArnDsTqt505ducznThEREVGrx0SKDPIOjWSxCSuoP1eGXUlT4dk1BFFvfyN3ODYVMDgGY1f+jl6THhefO8XeKSIiImqNmEiRQd6hLDhhDbvmPoArVecai0t4+codjs25enbCoP/7EDEf/4hr9XXY8dhIHPp4PhquXZU7NCIiIiKrYSJFBvmENpZA5/OkLLd34SxUq/fhloUZ8AkbIHc4dhU49E6MXfk7esYloGjp28ieEYWawv1yh0VERERkFUykyCChch97pCxzfPUnKFF9gd5TZ6PHPQ/JHY4sXD07YXDyYsR8/COu1pzHT/ExUH/6JhquX5M7NCIiIqIWYSJFzWLlPstUHdiF/W8/A/8BURj4wvtyhyO7wKF3YszK/QiJ/SvUn76Jnx6NZoJORERETo2JFDXLOzQSF45xaJ85LleWY1fSVHTw74yo1FVyh+Mw3Dp5Y8jLHyP6P9/jSlUFsmcMR9HSt4EbN+QOjYiIiMhsTKSoWd6hkag9dljuMJzCmex1yJ4RhY1x4bhaeQ7DU1fBPaCL3GE5nM5RYxt7p+79Cw59PB8/JdyG2hOFcodFREREZBYmUtQsVu4z3b5//R01hfvRcPUyOnQJgv/A4XKH5LDcOnljyKvpiP7P97hccQbZfxmG4i/T2DtFREREToOJFDWLlfuaV19+CupP38Sm+yNwWVMuTnf3U8gYlfMQeqeC756Ogg+TseXBQdg6fQg2TVTiTPY6ucMjIiIiMshN7gDIsWlX7psibzAOpGzL/3ByXQbKczcCADy734SQ8Q/ifPF+XK+rQ98nXpU5Qufh1skbN7/2KYLGTkHevAfQ8Eev1P7U5+ATMRAdg3rLHCERERFRU0ykyCivXkoWnABQe6IQJ9b8FyXrv8aV8xVo5+6BHvc8hJ5x8Qi8dbTc4Tm9rrfdA4/OQag7ewoAUH/2FDZP6odOIX0QOHQUukSPQ+CwUWjv7SdvoEREREQAXBoaGhrkDoIc2+4XH8KF44cxZvk+uUOxu+v1l1D643KcWJeBqgO7AAB+kcPQ8/549Lj7Ibh18pY5wtblTPY6HP70DVy9UI1ekx/H9SuXcS5vK84X7EbD9euAiwv8+t2CzreOQefhYxEwOAbt2neQO2wiIiJqg5hIkVGH0xei8LMU3J9XL3codlN1YBdOfLcUpZtW4nrdRXTw74yQCX9Bz7gEsQAH2c+1S7Wo2L0N5/K24tyuzag9WQQAaOfuAcXNI9E5agy6RI2FT/hAwMVF5miJiIioLWAiRUaVbV6FPckzMPrbva06ibhaXYmTqi9xYt1SseR7t5H3oWdcPLqNul/m6Eiq/lwZynduwrldW3Bu9zZcqToHAOjg3xmdbx2NzsPHosuIcfDoHCRzpERERNRaWT2RSkxMRFJSEsLDw7Wmp6WlQa1Wa01TKBRISUkR/05OToZGowEApKSkQKH4s/JZbm4ucnNzMXfuXGuGSya4cOQgtj08FMNSvkLQXa2v4ER57kac+G4pTm9dA6DxnrCecfEIuW8GnwPlDBoaUFN0AOV5W3Aubys0e3fgxuXG3lOvnuHoHDUWnYePReCwURyKSURERFZj1WITycnJBl+rqKhAQkICoqOj9b6emZmJwMBApKSkQKVSYdGiRVpJVlZWFubNm2fNcMlEYuW+VlRwou5sCU5+l4GTWV+g7mwJ3Dp546ZJj6FnXDyf/+RsXFzgEzEIPhGDEDbjOdy4egWV+35pHAaYtwXHVqfj2KolQLt28O9/KzpHjYFrew+Ubl2NqxeqMfC5d9njSERERGazSiKl0WiaTaI0Gg00Gg0iIiIMvketViMmJgYAoFQqkZWVBY1GA4VCgdzcXCiVSq0eKrIvr15Kp30o75nsdTj83zdx9UI1gsc+gOqiAzi3azMAQHHLHej75AIEjX0Aru6eMkdK1tCufQcE3joagbeORr+n38DVC+dRsScb5/K24syO9Sj87J9AQ4N4L9XhT99gIkVERERms8oDeZOTk6FUKpGUlKT39cLCQigUCosToaysLMTHx7ckRGoh7979UOOkidSB955HTeF+1J0+gaJlabhw5CDCZ76Icd+pcduSjQiZ8AiTqFasvbcfuo+ehEEv/hvjVcUYs+oA2vsGiK/XHlc77UUCIiIiko9VeqTS09MBAEVFRXpfF+57SkxMFKcplUqt+52USiUKCwsBNPZOCYmXSqUSe6pIPj59+uP0trVyh2EZyW2AnYJ64661h2UMhuTm1TMcN7+SjsOfvoHLledw43I9tsffhoHPv4ee9yfIHR4RERE5Cav0SBlTWFgIjUaDlJQUpKenIz09HRUVFUhLSxPfEx8fj4qKCiQmJmrdD5WVlYXY2Fh7hEnNEKr1XTjqfPdJ9UucjwY0oL23HwY8+47c4ZAD6Dbqfoz6ajfu/uE47lp7CAFDbsO+N2djT/IjuF5/Se7wiIiIyAlYtdiEIfoq7c2cOROpqakoKioSK/xJi0sAgEqlQlxcHIDGYhQ5OTkAgLi4OCZXdubd+49E6tghpyuB3t43AC5wQVTqKihuvl3ucMjBtPfxR/SHKhz56n0U/OcVnD+0F8MXrYJ3aKTcoREREZEDs0sipY+QPFVUVDQplS7IyspCeno6ioqKkJOTIyZawj1Z+j53/vx5VFRUAAD8/PwQGBjIadaY1uAOADibvwdBYx9wvPiamVazOxsA4BIchuLiYoeLj9McY1rD8Fj06twbpe8/h5/iYxD21Jtwu/Ueh4mP0ziN0ziN09rutJqaGvTs2RPkWKz6HKmioiKkpqbqfY6UPomJiQZLoqtUKgBAbGwsVCpVk0QqJiZGb6/U9evXcfXqVQCAm5sb3NzcOM1K0375axS8QyMR9fa3ssdizrTfkqbgyvlzGJmZK3ssnOb401B/Eb+//jjO/rIBXUdPwoCXPoK7l4/DxMdpnMZpnMZpbW/atWvX4O7eeFGbHIddeqT0JT5CYQpDJdGF3ihzubq6wtXVldNsMM0nNBK1J9QOEYs5084fzEOPux9yiFg4zQmmeXhg+HtrcfSbD3Hww2TkFt4uDvVziPg4jdM4jdM4rc1PI8dgl2ITMTExyMrK0qrql5qaipiYGL0l0TMzM5GQkCD+rVQqxWdRCf+USqU9QicJ79BIpys2UXtcjWsXL8B/wK1yh0JOJvThf+DOjF9w4+oV/PRoNI6v/kTukIiIiMiB2KVHKjY2FgqFAqmpqeI0QwUjioqKoFartZ4bFR4ejri4OPGhv3FxcSYNHSTr8unTePN97bHD8OrdV+ZoTFOVvwsA4N8/SuZIyBn5RAzCmG9/xa+vxmP/28+gfOcm3PL6Urh19JI7NCIiIpKZVe+RotbtwtECbHvoFgz759cIGvuA3OGYZP+//oFTP36LCdvOyR0KObljyz9C/gcvwqNzEIa/uxI+EYPkDomIiIhkZJehfdQ6COWgLxwtkDkS01Xl57E3iqyi9/SncGfGLwCA7TNvx7GVH8scEREREcmJiRSZxauXEheOOcd9Utcv16G68HfeH0VW4xMxCKO/+RVdYu7GgXefQ97zD+LapVq5wyIiIiIZMJEiszQWnHCOHqnzBb8CAPwHDJc5EmpN3Dp6IerdlRj0wgcoz/kR2x4eiprC/XKHRURERHbGRIrM4t27n9NU7qs6uBsA2CNFNtFraiLu/HInAOCnhNtw9NvFMkdERERE9sREiswirdzn6KoO7ELHoN7o4BcodyjUSnmHRmL0N7+i6233ID9tHnY9NwnXaqvlDouIiIjsgIkUmUUoOFHjBMP7NL/tYG8U2Zww1G/wS//Bud3bsPWhoTh/6De5wyIiIiIbYyJFZhEr9zl4wYn68lJcqdbw/iiym5sm/w13fpGLdu07YMdjd+DI1/+WOyQiIiKyISZSZDavXkqHLzjB+6NIDo1D/fag++iJOPj+C8j9RyyH+hEREbVSbnIHQM7HGSr3VeXnAQD8B/AZUmRfrh4dMSzlK5wcfhf2pz6HzZMi0d4vADeuXsHA595Ft1H3yx0iERERWQF7pMhszlC5ryo/D3792RtF8uk5cSbuzMzB1YvVuHiyCHWnT2B/6rMOf+wQERGRaZhIkdmcoXJfVcEeDusj2XmHRsIjsLv4d/3ZUmx76Gb8eE9P/PrKozix9jNcLDkiY4RERERkKQ7tI7NJC0549e4rczRN1RTux43L9fDvz2F9JL+B8xbh8Kdv4OqFavSeMgs3rl9DxZ5snM7+DqUbVwAAPLuGIPDWUQgceic63zoKHl16yBw1ERERGePS0NDQIHcQ5HzWRXlAOetVKP/2styhNHH8f59i/7/+gbH/O4hOPfrIHQ6RXjeuXEbl/lxU7MnGud3ZOF+wBw3XrwEAOvXog8BhoxA47E4EDhsF94AuMkdLREREutgjRRZx5Mp9Vfm74dbJm0kUObR2Hdz/SJZGoe9s4HrdRWj2/oxzu7ehYk82Tnz3OU6s/QwA4NW7LzoPHdXYa3XLHWjvGyBz9ERERMQeKbLI7v97GLXH1Rj9reM9eHTrtMHoFNwbw99bK3coRBa7euE8Kvb81NhjtWeb1j2JPhGDGocBDhsNxS0j4dbJW8ZIiYiI2ib2SJFFfEIjcXrrGrnDaOLaxRrUHlejx93T5Q6FqEXae/uh++iJ6D56IgDgcmU5KnZvw7k92ajYnY2j33yIo998CLRrB7++tyBw2J1wbe+O09vX4WrtBZZaJyIisjEmUmQR79B+AIDa42p49VLKHM2f/nwQLwtNUOviHtAFwXdPR/AfFwnqTp9A+a4t0Py2Hed2Z6P4i0VAQwPg4gIAOPzfN5lIERER2RATKbKIWLnvaIFjJVIH+CBeahs8u9+EmyY9hpsmPQYAuHD0EH6eNQZXa6oa33DjuozRERERtX58jhRZREikahys4ETVwTx43RQBt04+codCZFfeof1w8yvp6BjcC2hoQOdhY+QOiYiIqFVjIkUWa6zcd0juMLRo9v4M/4HD5Q6DSBbdRt2PsasOor2PP2pL+aBfIiIiW2IiRRbzDo10qBLol0qP4trFC/Dvf6vcoRDJxsXVFcHjp6E8ZyOuXaqVOxwiIqJWi4kUWczHwRKpqnwWmiACgODx09Bw/RrKNq2UOxQiIqJWi4kUWUxauc8RVObvQjt3D/gqh8gdCpGsFENug3tAF5zauELuUIiIiFotJlJkMWnlPkdQlb8bfv2Gyh0GkfxcXNDj3odRsXsbLmvOyh0NERFRq8REiiwmJlLHHKPgxPmDu3l/FNEfgsc3Pm+qbPNqmSMhIiJqnZhIUYt49e6LmiPy90hV5fP5UURSfv1uQcfgUA7vIyIishEmUtQi3r37OcTQPqHQRMBAJlJEgh73TEfVgZ2oO1sidyhEREStDhMpahFHqdxXdTAPHXwV8OjSQ+5QiBxGyH0zAAClP7JXioiIyNqYSFGLCPdJyV25r+pAHgJuvk3WGIgcTacefeATNgCnNi6XOxQiIqJWh4kUtYhQAl3OghNXzlfgUtkx+PfnsD4iXcF3T0dN4X5cPHVE7lCIiIhaFSZS1CKOUAK96kBjoQneH0XUVI97HgIAnFr/tcyREBERtS5MpKjF5K7cV3WwMZHyY+lzoiY8u4bAf0AUSn74Ru5QiIiIWhUmUtRi3r37yTq0ryp/N3zCBsDV3VO2GIgcWfD46bhUehTV6n1yh0JERNRqMJGiFvMJjcSFIwdlW37VwTz4Dxgu2/KJHF3wuKkAgFI+U4qIiMhqmEhRi4mV+04U2n3ZtccO49rFC/AfwGF9RIa4K7oicNgonGIZdCIiIqthIkUtJlbuk6HghHB/lP8AFpogak7w+GmoLz+Fyv25codCRETUKjCRohaTs3Jf5YE8tHP3EGMgIv2CxkyGi6sbH85LRERkJUykyCq8evfFhaP2LzhRdTAPAYOi7b5cImfT3scfXaLHoWzLajRcvy53OERERE6PiRRZhU9oJGrs3CN1/XIdagr3w59lz4lMEjx+Oi5XlqPi12y5QyEiInJ6TKTIKrx797N75b7zBXsA8P4oIlMFjZ6Edh3cUbpxpdyhEBEROT0mUmQVclTuq8rfDQAIGDTCbsskcmbt3D3Q7Y5YlG5aiYZrV+UOh4iIyKkxkSKrkKPgRFX+Lnh2vwkd/ALttkwiZxc8bhqu113E2dyNcodCRETk1JhIkVX8WQLdfgUnNL/9zPujiMzUbeQEuHp2QumPy+UOhYiIyKkxkSKraazcZ58eqfryUlyp1iBg4HC7LI+otXBxa4+gsQ/gdPZ3uHG5Xu5wiIiInBYTKbIae1buq8oXHsTLHikicwWPexA3rlzG6e1ZcodCRETktJhIkdXYs3KfmEgNZKEJInN1jhqL9t5+KN3Ih/MSERFZiokUWY09K/dV5ufBr98tNl8OUWvk4uqK4PHTcPbnH3DtUq3c4RARETklJlJkNX9W7rN9wYnzh36F/wDeH0VkqeDx09Bw/RpOb/2f3KEQERE5JSZSZDV/Vu6z7X1S1YW/48blet4fRdQCiiG3wT2gC079yOF9RERElmAiRVZlj8p9VQd2AQD8+0fZdDlErZqLC3rc+zDO7d6KqzVVckdDRETkdJhIkVX5hEbiwjHbDu2rOrgbbp280alnmE2XQ9TaBY+fDty4gVMb+UwpIiIiczGRIqvyDo1ETXG+TZdRlZ+HgEExNl0GUVvg1+8WdAwORenGlXKHQkRE5HSYSJFVefduvE+q9mSRTeZ/7WINao+reX8UkZX0uGc6Kvf9gsuas3KHQkRE5FSYSJFViZX7jtjmPik+iJfIukLumwEAOLXhG5kjISIici5MpMiqbF25T0ikAgZF22T+RG1Npx594BM2AKd+5H1SRERE5mAiRVbn1buvzQpOVOXnoVPPMLh18rHJ/InaouC7p6P68F5cPHVE7lCIiIicBhMpsjqf0Eib9Uhp9v3CsudEVtbjnocAAKXslSIiGziTvQ5bpg7EpvsjcCZ7ndzhEFkNEymyOltV7rt46giuXbwA/4FMpIisybNrCPwHROGkapncoRBRK3QgLQkXTxah7sxJHP7vm3KHQ2Q1TKTI6mxVua8qfzcAPoiXyBaCx0/HpdKjqCk6IHcoRNTqNIj/u3G5TsY4iKyLiRRZna0q91UdbCw04dfvFqvOl4iA4HFTAQClG1fIHAkRtTbBY6cCDQ1AQwNc2rWXOxwiq2EiRVYnVu6zcsGJqgN5rNZHZCPuiq4IHDYKJT+wDDoRWVftyUJ4dAlGv7+/hQvHClC2ebXcIRFZBRMpsgmv3n2tXnDifMEePj+KyIaCx09Dffkp8TEDREQtdfXCeZzZ8T1CJjyCsEfmoGNwKA4smofr9ZfkDo2oxZhIkU34hEZatUeq6sAuAID/AN4fRWQrQWMmw8XVDaUbWb2PiKxDeNh3yIRH4OLWHoNf+hCXNWdQuPRtmSMjajkmUmQT3qGRVr1pveqgUGiCPVJEttLexx9dosehdOPKxvsZiIha6NQP38AnYhC8evcFAHSOGotuI+9D8ReLUHfmpMzREbUMEymyCaHghLUq91Xl56GDrwKe3W+yyvyISL/g8dNwubIcFb/+JHcoROTkLpUeRVV+HkLufURr+sDn34NLu3bY/84cmSIjsg4mUmQTYgn0o9YZ3leVn4eAwSw0QWRrQaMno10Hd1bvI6IWK1n/NQCgx70Pa0337NYTYX+di7M//4BzeVvkCI3IKphIkU0IlftqrFBw4sr5ClwqO877o4jsoJ27B7rdEYuyLf9Dw/XrcodDRE6s5Puv0DlqLNwDujR5LeKxl+Cu6Ibf//kPNFy7KkN0RC3HRIpsxju0n1Uq91UdaKwgxkSKyD6Cx03D1QvnUZ67Ue5QiMhJVR3YhUtlx9Bjwl/0vt6ugzsGJqXhUulRFH/1vn2DI7ISJlJkM969+1mlcl9l/h8V+wYOb/G8iMi4biMnwNWzE4f3EZHFTv3wDdp1cEfw2CkG3xM09gEEDI5B4X9TUF9x2o7REVkHEymyGWtV7qvK3w3v0Ei4untaISoiMsbFrT2Cxj6A0z+tw43L9XKHQ0ROpuH6dZRs+AbdR09CO3ePZt87JPkjXL96GQfff9FO0RFZDxMpshmhct/Fk8Utmk/l/hwO6yOys+BxD+J63UWc+Xm93KEQkZMpz/kR12qrEWJgWJ+UV+++CJ3+NEo3rkDlvl/sEB2R9TCRIpsRKve15D6pC0cP4cbleiZSRHbWOWos2nv78eG8RGS2kh++Rgf/zugcdZdJ7+876zV08AvEvpSn+Aw7cipWT6QSExNRVNT02UEajQaJiYniP5VK1eQ9ycnJ4usajUbrtdzcXKSlpVk7XLIha1TuqzrIQhNEcnBxdUXw+Gk4s/17XLtUK3c4ROQkrl2qxZntWehx9zS4uLqa9Bm3Tt7o/0wKao+rcWzVEhtHSGQ9Vk2kkpOTm30tLi4O6enpSE9PR1ZWllYylZmZicDAQKSnpyMuLg6LFi3S+nxWVhbi4+OtGS7ZgXdoywpOVB3IQzt3D/iEDbBiVERkiuDx09Bw/RpOb1srdyhE5CTKtqzGjSuX0UPnIbzGhMQ+Cr/IYTi85HVcramyUXRE1mWVRErobdLtRRKoVCooFArExsaK0xISEpCVlSX+rVarERERAQBQKpXQaDTi/HJzc6FUKqFQKKwRLtmRd++WlUCvOpiHgAGs1kckB8WQ2+Ae0AWlG1fKHQoROYlTP3yDjkG94dfvFrM/OyT5I1y9cB4F/3nFBpERWZ9VEqnk5GQolUokJSXpfb2wsBBKpVJrmpA06RsGqIu9Uc6rJZX7rl+uQ03RAfgPuNXKURGRSVxc0OPeh1G+axOvEBORUZcry1GxJxs977fsnM0nYhBumvQYTqz9DDWF+60cHZH1WSWRSk9Px9y5cw2+XlFR0aQ3Sfi7oqICQGMvVGFhIYDG3imFQgGFQgGVSoWYmBhrhEkyaEnlvvMHdwMA/Pvz/igiuQSPnw7cuIHSzavkDoWIHFzJ98sAAD1j/2rxPCL//hbae/s1Fp4gcnB2qdpnaMifVHx8PCoqKpCYmIisrCzMmzcPQGNvlHRIIDkXnz8SKUuG91XlNyZSAUOYSBPJxa/fLegYHIrSH/lwXiJq3qkfvkbAkNvg0SXY4nm09/FH39nzcb5gj5iYETkqN7kDkEpJSdH6W6VSIS4uDkBjMYqcnBwAQFxcHJMrJ+HVuy8A4MKxQ+g26n6zPluZvwueXUPQwS/QFqERkYl63DMdhZ/9E5c1Z+Gu6Cp3OETkgGqPHUZNcT4Gv/SfFs+r1wOzcGzlEhz84P/QfdREuHXytkKERNZnl0TK0iIRWVlZSE9PR1FREXJycsRES7gnKzw8vMlnamtrUV1dDQDw9vaGj48Pp8k8zSMkDGfy96BrTY1Zn9X89jO8BgxHaWmpQ3wPTuO0tjqtw7BxwGf/xKkfl6Pr/Y85XHycxmmcJv+0c6s/hYurG3yj70VpaWmL5xfxbCp+ezYO+R/PR+eH5znc97X3tEuXLqFLly4gx2KXRCowMLDJ8D7h78BA/b0N0t4o6T1TQGNiplar9SZSbm5u6NixIwCgffv2nOYA07x690Nd6VGzPltffgpXayrhPyAKHTt2dIjvwWmc1landQztB+8+/VG6cQWCH5jlcPFxGqdxmszTGhpweuNydLvjPnj4KdBQV9fiZXjcfDuCx09DyepP0OXeGfAM6u0431eGaR4eHiDH49LQYL1HSBcVFSE1NRVJSUlaSY5KpdLqUQIaS5pnZGQgPT1d77wSExPF13Q/n5ycjJiYGA7vcxLqT9+E+tM3cX9evcmfKdvyP+x56S+4/dOtCBgcY8PoiMgURZnv4tDiVzEuqwieXUPkDoeIHEjF7m3Iefpe3Pr2cnQfPdFq862vOI0tkyPhPygaMYvXW22+RNZil2IT0dHR0Gg04gN4NRoNMjIyxB4nXZmZmUhISBD/lj5XSvinW06dHJcllfuq8vMAAL59b7ZJTERknh73PAQAOLX+a5kjISJHU/LDN3Dz8kW3kROsOl+PwO6I+NvLqNi9Fae3fWfVebcG9efKsC7KA/Xnypq8dvTbxdj94nQZompb7JJIKRQKpKSkICsrC4mJiUhOTjZYMKKoqAhqtRrR0dHitPDwcMTFxSE5OVn8rL5hfeSYxMp9xw6Z/Jmqg7vhqxwCV3dPW4VFRGbw7BoC/wFROPXjcrlDISIHcuNyPcq2rEbwuAfh4tbe6vMPe2QOOgaHIj8tCTeuXLb6/IlawqqJVHh4ONLT0/UmOQqFAunp6eI/Q8PywsPDm1TvA4DY2FijnyXHJFbuM6ME+vlDv8J/4HBbhUREFggePx0Xjhbg4qkjcodCRA7i9PYsXK+7iJB7H7bJ/F3c2mPwSx+i7mwJijLftckyWjt9vVProjxwJnud+P+j3y7GuigP8Z/UwQ9eFKcL7ztfsAcAcL5gj9bnpK8d/Xax1mdznhqPgx+8qDXv3S9OF9/vjOzSI0XkHdrP5B6pavU+3LhcD//+t9o4KiIyR/C4qQCAk1lfyBwJETmKUz98DY/OQQgYcpvNltE5aiy6jbwPRRnvoO7MSZstpy07sfYz3J9Xj/vz6tF99EQx4Tn67WIc+eoD8TXN3u3iZ+rPlWF7wu24I+Nnrc/uXThLfM+Rrz4QXw+d9ncc+eoDrc/XniiCX+Qw+31RK2MiRXbhHRqJGhN7pKoO7AIA+A+IsmVIRGQmd0VXBA4bhZLvv5I7FCJyAFcvnMfZnB/RM+5Rmy9r4PPvAQDy33ve5styNGey1yF7RhQ2TVSKvUhSG+8LbdIrlJ82z6xl9Ju9QPy/4uY7cKnsOIDGBCvqnRXiawOT3hP/79E5CPfn1WslQoqb79Car3dopPi68DxRsTfr4B7cNOlxs+J0NEykyC68e/dDTeF+k95bdXA33Dp5w+umCBtHRUTmCh4/DfXlp5x6KAYRWcepH78FbtxAyIQZNl+WZ7eeCHs0Cae3fYeKPdk2X54jOZCWhJrC/ag7fQKH//tmk9fHf39U7BES/g2Yu8isZXh0CdL6u/ZEEYDG2zKkr3l01n6fwFAC53WT9u0+fR6Zg8r9jRfMS374CgGDnPs2DiZSZBdi5b4S4/dWVOXnwX/gCFuHREQWCBozGS6ubijduML4m4moVTu1/mv4RQ5Dp55hdlleeMLz8OgSjP1vP2OX5Tkk6z21yCqEBGrA3EUmJXCKwbfhxNrPWsWwPoCJFNmJWLnPyPC+axdrUHuikPdHETmo9j7+6BI9Dqc2fOtwP+hEZD+XSo+iKj8PPe6xTZEJfVzdPTHguXdRe6JQ616b1i70wdlAQwM6+CrQ94lX7bps79BI1Jf/WV5dWmr9TPY6eIdGNt7/9NDTJs2v26j7ceFoAcq2rEGX6HFWj9femEiRXZhauY/3RxE5vuDx03C5shyafT/LHQoRyaTk+6+Adu0QPP5Buy43aOwDCBgcA/Wnb+BK1Tm7Llsu169eAVxcMHr5XvE+I3N07BaC09u+E5Ogo98uNvmzN016HHkvTBP/PpD6nNbr0vO68wV7TLo3q/voichPm4fgcfbdd2yBiRTZjSmV+6oO7gYAKIbE2CMkIrJA0OjJaNfBHaU/cngfUVtVsv5rdBkxDu4BXey+7CHJH+Fa/SUc/PdLdl+2HMp3boJ3aKTF67rbqPvR55E5YlEK4M9bLowJfehp9HlkjjiET1pMQpiv8NrehbNwR8bPuHC0QO9DggUh9z6iVYTCmbk0NHBsBtnHnuRHUHuyCKOW5Rl8z85nJ+LiyWKM/d9BO0ZGRObak/wIzu3agns2lsLF1VXucIjIjqoO7MKOx+/E0DcyEXz3dOMfsIH8957H0W8+xB1Ld8CvFd8OcL3uItaP6YLQh/6O/nPeljsc1J8rw8b7QjH++6MGC08Yc75gD0o3rXSI79NS7JEiu/EOjTRaua/y9xz4D2i9DSJRa9Gpe29cuVCFjff11luOl4har1M/fANXz07oPmqibDH0nfUaOvgFYl/KU636fs1zeVvRcP06ugy/S5blb3voFq2H6JZtWQPv0EiLkygAKN20slUM6wOYSJEdeffuB8Bw5b6LJUdw7eIF3h9F5ARObVoBF7jgcmW53nK8RNQ6NVy/jpIN3yBozGS0c/eQLQ63Tt7o/0wKaooO4MR3n8sWh62V79yEdu07QHHLHcbfbAPRH6pw5KsPxOF7J9Z+htHf/mbRvOrPlWFdlAculR1vFcP6AMBN7gCo7ZBW7usU0qfJ61UHG4f8MZEicjKt+GowEWk7m7MB12qr0eNe+1XrMyQk9lEcW/UJCj58GUFjHkB7H3+5Q7K68p2boRh6J9p1cJdl+cJDdx1tXo6CPVJkN2LlPgMFJ6ryGwtNtJarFESt2cC5qXBXdAUaGhD2cBt+pgtRG3Pqh6/Rwb8zOt86Ru5QADQWnrh64TwOL3ld7lCsru5sCS6VHpVtWB8Zx0SK7Mo7tJ/BEuhV+bvYG0XkJLqNuh+3vP454OKC9n6BcodDRHZw7VItzmxXIWTCI4CLi9zhAAB8IgbhpkmP4dj/PkHtscNyh2NVZ3esB4BW8byl1oqJFNmVd2gkLhzV3yN1vuBXJlJETsT/j97j8wV7ZI6EiOyhbMtq3LhyGSH3/kXuULRE/v0ttO/k01h4ohUp37kJHfw7m1yqnOyPiRTZlXdoJKoLf28ynQ/iJXI+bl6+6BTSB1VMpIjahFM/fAOvXkr4RAySOxQt7X380Xf2fFT+noPSH5fLHY5VNFy/hnN5W9H1tnvlDoWawUSK7MpQ5b6qfKHQBEufEzkT//63ovL3XLnDICIbqy8vRcWebPSMfVTuUPTq9cAseHQOwm8LHsOm+yOc/rEMlft34nr9JQ7rc3BMpMiuxMp9OgUnqvLz0MFXgY5BveUIi4gs5Bc5DNcu1qDu9Am5QyEiGzr1R09Pj3vkeQCvMS6urmi4cR0N16+j7sxJp38sw7m8LQDAQhMOjokU2ZVYuU+n4ERlfh78Bw2XIyQiagG/yKEAgKqDHN5H1JqVfP8lAoeNgkeXHnKHYlC79pIS4U7+WIbynZvhFzmsVZZ0b02YSJHdNVbu+7NH6sr5CtSdPgH//rw/isjZ+EcOA1xcWHCCqBWrKTqAC0cPOcSzo5ozcG4qOgbdBDQ0IGjMA3KHY7GrF87j/MHd6DKCvVGOjokU2V1j5b4/e6QqxUITvD+KyNm4uLWHT9gAVBX8KncoRGQjp374Gu06uCNo7BS5Q2lWt1H3Y8zKA2jn4YnLVefkDsdi5Ts3AQC6jOD9UY6OiRTZnW7lPrFiX38mUkTOyL//rag6mCd3GERkCw0NOPn9MnS7IxZuHb3kjsaodu07oOtt96Jsy2q5Q7HYuZ2b4erREf4DecuDo2MiRXYnFJy4eKqxcl/Vwd3w6t0Xbp185AyLiCzkFzkUNy7Xt7qHYRIRULFnG65UnUPIvY/IHYrJgsZMxmXNWbEisLM58/N6dB4+Fi6ubnKHQkYwkSK7E0qgC/dJVe7P5f1RRE7M748H8/J5UkStT8kP38DNyxddYu6WOxSTdbszDi5u7XF621q5QzHbhaOHcKXqHIf1OQkmUmR30sp9F44W4MblegQMZCJF5Kx8wwbCxdUN51m5j6hVuXG5HmVb/oeQex6Gi6ur3OGYzNXdE11G3IXSTavkDsVswv1R3UZOkDkSMgUTKZJFY8GJQ38+iJc9UkTOq107+EUOZY8UUStzensWrtddRI8Jf5E7FLN1Hz0JdWdOoqbogNyhmOXcrs3o1KOPQ5eZpz8xkSJZNJZAL0BVfh7auXvAJ2KQ3CERUQv4RQ5FtXofGq5dlTsUIrKSUz98jY5BveE/wPkudna/Iw5o186phvfduHIZFXuyOazPiTCRIlkIlfuq8vMan0NDRE7Nv/+taLh+DdVOdvWXiPS7euE8zub8iJD7nKfIhFR73wAEDr0TZU6USGn27sCNq1fQmc+PchpMpEgWQsGJmuJ8p7zSRUTahIITfDAvUetw6oevgRs3EOKEw/oE3UdPxIUjB1F3+oTcoZikfOdmuLi6ovOto+UOhUzERIpkIZRAB8BEiqgV8OoZDrdOPjjPB/MStQolP3wD/4HD0TE4VO5QLBY0ehIA4NTGlfIGYqLynZsQMCgGrp6d5A6FTMREimRRe6IQDWhAA4BrNeflDoeIrMAvciiqDu6WOwwiaqFLpUdx/uBu9Lj3YblDaRF3RTf4DxzhFPdJXa4sx4UjB9GFw/qcChMpksWB956HC1zgAuDIyo/kDoeIrMA/ciguHDuE65fr5A6FiFqg5Puv4OLqhh53PyR3KC0WNGYSzhfswWXNGblDaVZ5zo8AgM4sNOFUmEiRPBoa9P+fiJyWX+QwoKGBw/uInFzJ+q/RNeZutPf2kzuUFgsaMxkAULpptcyRNK9812a4efnCr+/NcodCZmAiRbIYODcVPuED4dmtJ/o+8arc4RCRFfj3FwpOMJEiclZVB3biUtkx9LjXeYtMSHl2vwm+EYMdfnjf2V82oGvM3YCLi9yhkBnc5A6A2qZuo+5Ht1H3yx0GEVmRR5ce6OAXyMp9RE6s5Idv4OrZCd1b0W909zGTcXjJAlytrkR73wC5w2mi+vBeXKut5vOjnBB7pIiIyGr8B0ahij1SRE6p4fp1nNrwLYLHPQgXt/Zyh2M1QvW+sm1r5A3EgPKdmwAAXWLuljkSMhcTKSIishr/yGG4VHoU12qr5Q6FiMx0NmcDrtVWO321Pl1evfuiU88wnN72ndyh6FW+czO8+/SHe0AXuUMhMzGRIiIiq/GLHAoAqDywS+ZIiMhcp374Gh6dgxB4yx1yh2J1QWOnoHzXZly7eEHuULRcr7uIyt9/4bA+J8VEioiIrCZg4AgALDhB5GyuXarFme0qhEz4S6sseBA0ehJw4wbObM+SOxQtFXt+QsP16+gSzUTKGTGRIiIiq3Hz8kXHoN4sOEHkZMo2r8KNK5cRMmGG3KHYhG/fm+HZrSfKHKx6X/nOTWjXvgMUQ26XOxSyABMpIiKyKr/IoRzaR+RkTv3wDXwjBsOrd1+5Q7GZoDGTUJ670aEeGl6+axMCh41Cuw7ucodCFmAiRUREVuXffxiunK9AfXmp3KEQkQnqy0tR8etPrebZUYZ0HzMZNy7Xo/yXDXKHAgCoO1uCiyeLeX+UE2MiRUREViUUnKg6yOF9RM7g1IZvAaDVVevTFTBwBNwVXR1meF95zo8AgM7D75I5ErIUH8hLRERW5Rc5DHBxwfmCPeg+eqLc4RCRESdVX6Dz8Ltaf/ltFxd0HzURp374GjeuXkG79h1kDad85yZ08O8M79B+Fn1+5MTEZl/f8V26WfNblbUVew8W4q3/m21RPG0REykiIrIqV3dPePfuxwfzEjmBmsL9qD2uRnjCC3KHYhdBYybh+OpPcC5vK7redo98gTQ0oDx3E4LHT7N4FtJEafHnqwAATz82tcWhkek4tI+IiKzOL3IYK/cROYGSH75Guw7uCB47Re5Q7EJxy51w6+iF0zIP76s8sBPX6y+hywjbDetblbUVL/9rida0kRMTsX3nPvH/iz9fhZETE5u8D4D42qGi41p/C//0zVM6rS1gIkVERFbnHzkU1y7W4OLJYrlDISJDGhpQsv4rBI2ZjHbuHnJHYxcurq7oPuYBnM7+Dg3Xr8sWR3nuJgDy3x9VVl6BHd+lNxnOt/jzVdi19yB2fJeOfuG9sPjzVeJ7d3yXjrdeelJMlh6aOA4/Zu8UP7t95z48NLFtFNBgIkVERFbnFzkMAFDFXikih3Qmex02T+mPy5Xl6BTcW+5w7Cpo9CRcramCZu8Oi+exfec+zHz2DTz4RHKT3hhTnNu1GX79b0V7bz+LY7CGu0eNaDJNSKK++HC+OO3b7zbhuVkPiX/fMWIIevcMwvad+zBm5DBsz90rvnagoBhjRg6zbeAOgokUERFZnW/EILi4uuF8wW65QyEiHVfOV2DfW0/i0qmjcHFxwekd38sdkl11HTkBbp28cTp7ncXzeP+Tb1B87BTOlGuw9Nsssz57rbYaVfl56Bo93uLlW0tnhZ/W39tz9+Lb7zYhJLirOE0Y2jd55otaQ/uOnSxD+blK9Avvhd49g8T3ffvdJvQL72WfLyAzFpsgIiKrc3FrD1/lYFQdZMEJIkdwvuBXlOf+iDM7vsf5gl+BhgbAxaXxxYYGeYOTQdeYe3B66xoMTEoz+7PLVm1AeUUVXP5Yf+auvvJdWwAAnW14f1RL7PguXbzv6Y4RQ7SmGzL85v7YumMPzmnOt5lhfQATKSIishH/yFtxIisDuHEDaMcBEET2dL3uIsp3bsLZn3/A2ZwfcVlzBi5u7RF4yx0YOC8Nru4eOLryY1y9UI2+T7wqd7h21330JJRuWomqA7vgP3C4SZ/Zd7AI7yz+EiWlZ+Hn64OOnu64ceMGHns4zqxll+/cBFePjvDvf6slodvUHdE3AwDm/G06Xv7nx9jxXbrYa3Wo6LjBnqYxI4fhn//OBAAMjAyzR6gOgYkUERHZhF/kUBxbtQQ1xfnwiRgkdzhErd7Fk8U4+8sPOPPzD9Ds3YGGa1fRwVeBrrfdg64j70OX6PFw6+glvr/npMdkjFZeXUdOgItbe5zettZoIqWpqsZ/Pl+Fzdvz0KG9G2Y+FIsZU+9Fh/aWnUaX525C5xF3wcXVtqfhXToHYHvuXlRUnkdggB9WZW01+bNT48Zg3cYdWPz5Kjz92FQ8NHEcZiX9U+yVqqg8j8kzX8RbLz2JO0YMQb/wXjh2sgzHTpa1qRLsTKSIiMgmpAUnmEgRWV/Dtauo+G17Y6/TLz/gYskRAIBXLyX6PPwPdBt5HwIGRbNHWA9Xd090jbkbpZtXI/KZf+p9z40bDfjf99vw6Vff4VJdPaJujkTSUzPQvYvC4uXWHlejvvwUujz2osXzMNUdI4bgoYnjMHlm47Lm/G06evcMMvnzLz0Tj1lJ/0TXzgFiciQta/5J6ktaPVRtaUifwKWhoQ0OjCUiIrtQjfRDyL2PYHDyYrlDIWoVLmvO4uzP63Hmlx9wbtcWXK+7CBdXVyhuHoluI+9D91H3w7P7TXKH6RRKvl+Gva//DaOW5TW52FNQeAzv/OdLHDlRii6B/pjzt+nisLeWOPrtYuSnzcN4VTE8uvRo8fwcyaqsrejSOUDrvqrWjj1SRERkM/6Rt6KKlfuILNfQgKqDu3H2lx9w9ucfUK3eBwBo7+2HbnfEotvI+9D1tnvg1slH3jidUPdRE7H3jVko27ZWTKSqL9RiSeYaqDb9DFdXVzzywN1IeCgWHu4drLLM8p0b0SmkT6tLogBg3cYdWiXT2wImUkREZDP+/Yeh+Kv30XDtKlzc2ssdDpFDO5O9Dof/+yau1pxH8NgpuHz+HM7m/IgrVecAAJ1C+qDPI3Mah+wNvg0urq4yR+zc3Dp5o/OtY3B62xooZ70K1aZfsOSL/6HmwkUM7h+OF56egZ7B3ay2vIbr11CxextumvS41ebpCLbv3IeX//kx5vxtutyh2B2H9hERkc2UbV6NPcmPYORn2fAf2PTBj0T0p033R6DuzEkAQAMa4AIXBAy5Dd1un4BuI++DV+++MkfY+pxY819sfvdV5AydhcKTZ6Dw98XTM6di3J1RVl9Wxa8/IefJuzE8bQ263n6v1edP9sceKSIishm/yKEAgKqDvzKRIjLixpV68f8du4Zg1Fe70d7HX8aIWreLl+qwqsQV33WOhUvJGUyNG4NZj0yCp6e7TZZ3bucmAEDg0DtsMn+yPyZSRERkMx2DesGtkw/OF+yROxQih3bjyuXGJ7u2c4Fn52AMnJfGJMqGNv60C4s/X4XK8zXo4XYFkz1LMO1vhh84aw1nczdCccsdcPXsZNPlkP0wkSIiIpsKGBTNRIrICPWnb+By1Tnc/NqnCIn9q9zhtFonS8/gncXL8PvBIvh6e+H//vEo+p77DQffW47LmjNwV1jvniipy5XlqCncj35Pv2GT+ZM8+GABIiKyKb/Ioag9WYRrtdVyh0LkkC4cLUDxsveguHkkkygbqb98BUsy/4dH/7EQ+wuKcf/dI/FN+hu4767b0GP8gwCA0k2rbLb8c7s2AwC6DL/LZssg+2OPFBER2ZR//1sBAOcP/YrAW8fIHA2Rg2lowG/zH4NLO1fcPP8TuaNplbbn7sUH/12O8ooqRIT2xAt//yuUfXqKr7srusEvcijKtq5B6EN/t0kM5Ts3w83LF759W/4sKnIcTKSIiMim/PsPAwBUFTCRItJ1fPUnqFbvQ9/E+egY1FvucFqV0+UapH60DHl7C+DVyRNzEx/GpHvvhIuLS5P3dh89CYcWv4qr1ZVo7xtg9VjKd25CN1bqa3U4tI+IiGyqg39neHYN4X1SRDoua87i4IfJ6NQzDOEJz8sdTqtx5eo1LP1WhRlPvYa8vQW4Z0w0vvn4DUyeMEpvEgUAPcZPAwCUbf2f1eOpLvwdV6rOoTOH9bU67JEiIiKb84sciqqDTKSIpPa/+yyu113ELfM/g4srT8ms4df9h/GvD7/AmXINeoV0xwtP/xUD+/Ux+jnP7jfBOzQSZVvX4qbJf7NqTOd2/nF/VPR4q86X5MejloiIbM4vchhOb1uLK1Xn0MG/s9zhEMnu3M5NOL11DW6a9Dj8Bw6XOxynV1F5Hu9/8i1+yt0LT093PP3YVDwYNxau7UwffNV99CQULv0Xrl28ALdO3laLrXznJviEDYB7QBerzZMcA4f2ERGRzfn/8WDeyvw8mSMhkt/1y3XY++ZstPcNQP9nUuQOx6ldv34dX/9vIx6e/Sp+yt2L0bcNxTcfv4GHJo4zK4kCgKAxk4EbN3D6p3VWi+/GlcvQ7N2BLiPGWW2e5DjYI0VERDbnP2gEAOB8wR50G3mfzNEQyevwx/NRX16KoW99CTcvX7nDcVoHDh3BPz/MREnpWQR164wXnp6BoYP6Wjw/n/CB8OzWE6e3rUXIhEesEuO53dvQcP06ukQzkWqNmEgREZHNubp7wuumCJwv+FXuUIhkdeFoAY58+x90Hn4Xgsc9KHc4Tul89QV8+NlKbPxpFzp0aI8nZkzCw5PHob1by09rg8dNxZFvPsT1y3Vwdfds8fzO7dqEdu07IGDwbS2eFzkeDu0jIiK78Ischsr9O+UOg0g+fzwzql37Drj51SVyR+N0btxowP++z8ZDs1/Fxp924baoQfjm44V49MF7rZJEAY33STVcu4qzP/9glfmV525C4LDRaNfB3SrzI8fCRIqIiOzCP3IYrl2swaWyY3KHQiSLo8sXi8+M8ujSQ+5wnIr6yEk89uwbeO+Tb9CpowdS5z+Df738NLoEWveZT/4DouCu6IrT29a2eF51Z0tQe6KQw/paMQ7tIyIiu/D7o+DE+YJf+eBRanPqy0/h0Mfz4R3aD30efkbucJzGhYuXsCTjf1i3cQfau7nh0WkTEP/gBHTo0N5mywwaOwUnvvscN65eQbv2HSyeT3nuJgBAFz4/qtVijxQREdmFX79bABcXVB3cLXcoRHa3943Zjc+MWvA5XFxd5Q7H4TU0NOD7zb/g4cRXsW7jDtwyUIkv/7MATzwy0aZJFAB0Hz0RNy7X49yuLS2az7ldm+HRJRhevS0vgEGOzW49UmlpaVCr1VrTFAoFUlL+LPuZnJwMjUYDAEhJSYFCoRBfy83NRW5uLubOnWufgImIyKpc3NrDN2IwC05Qm3N623c4t2szek9/Cr59b5Y7HId3vOQ0Uj7IwKGi4+is8MPCF2Zh9G1D7bb8wFvuQHsff5zethZdb7/Xspk0NKB81xYEjX3AusGRQ7FbIlVRUYGEhARER0frfT0zMxOBgYFISUmBSqXCokWLtJKsrKwszJs3z17hEhGRDfhFDkPJ+mXAjRuAmc94IXJG1y7VYv/b/4B7QBf0e3Kh3OE4tLq6y/j0q++w+vutcIELHpo0Do//5X54uFs+vM4iLi7oPnoSTm9bi8HJH1nUg1h1cDeu1VZzWF8rZ5dfMY1GA41Gg4iICIPvUavV4utKpVL8DNDYG6VUKrV6qIiIyPn4Rw7Fjcv1uHD8sNyhENnFocWv4nJlOQYnfwS3jl5yh+OwNu/YjYeffBUrs7YgMqI3vvjPfDw9c6r9k6g/BI2ehKs1VdD8tt2iz5fvbLw/qvPwsdYMixyMXXqkCgsLoVAoLE6EsrKytHqniIjIOflFDgPQ+GBe79BImaMhsq3qw3txbOXH6DbqfnS7I1bucBxS6elz+OeHmfj9YBH8fb3xyrMzcffoEXKHhc7D74JbRy+c3vYdAm8dbfbnz+3cDP8BUWjv7Wf94Mhh2CWREnqWEhMTxWlKpVLrfielUonCwkIAjb1TQuKlUqkQExNjjzCJiMjGfPr0Rzt3D1QV/IqQ2EflDofIZhquX8dvCx6Dq2cnDH7xQ7nDcThXrlzF0uUqfLt2E27cuIEH7huFWTMmoVPHlj8E1xpcXF3R7Y5YlG1bg4HPvwe4uJj82et1F1G5PxcRjyfbMEJyBHYZ2ldYWAiNRoOUlBSkp6cjPT0dFRUVSEtLE98THx+PiooKJCYmat0PlZWVhdhYXsUhImoV2rWDX99bcJ6V+6iVO/L1B7hw9BAin34D7oqucofjUHbs2oe/PPUalq3agPDeIfj8vVfw3KyHHSaJEnQfPRmXNWdRlb/LrM+V79wMAHx+VBtglx4pfZX2Zs6cidTUVBQVFSE8PBwAmgzfU6lUiIuLA9BYjCInJwcAEBcXx+SKiMhJ+UUOxbEVH6Ph2lW4uNm2jDGRHOrLT+HwJwvhqxyC3g8+KXc4DqO8ohJv/+dL5O0tgI93Jzz/9AzEjbsdLmb09thTl5jxaOfugbKta+E/0PThhuU7N8HVoyMCzPgMOSfZHsgrJE8VFRXi/3VlZWUhPT0dRUVFyMnJEROt5ORkKJVKvZ+rr6/HpUuXAAAeHh7o2LEjp3Eap3EapznQtPY9+6Lh+jVUF/4Oj9ABDhcfp3FaS6flv/Y4bly9glte/xz1ly87XHz2nnahthZfrd6AFVnbcPXqNcSOux0zH5oAt3YuqKqqkj0+w9Pq4D9sDEo3r0b/Of8y+bNnfv4BfkPvRKUVv9vly5fh6+sLciyyJVLGSHujpPdMAY3Pn1Kr1XoTqWvXrqG+vh4A4ObmxmmcxmmcxmkONq39Tf0AAFUFe9C5Z1+Hi4/TOK0l08o2r8L5335Cz+l/h3doJGprax0qPntP+3X/Yfzrwy9wplyDnkFd8Oys6bj15gGora1FTU2N7PEZm+YTNQ6aX9ajuvB3uAb1MfrZiyeLcflcKbpNfRL19fVWi+Xy5csgx+PS0NDQYOuFJCcnIyYmRms4XlFREVJTU5s8eFeQmJiI9PR0AI1JlW6PlO78iIjIeawf3QXdR0/Eza99KncoRFZzrbYamyb3Q/tOPhi9fC9c3R3rnh97qqg8j3//dwW2/fIrOnX0xN8euR8PTBiNdu0ccxifIdcuXsAP44IQHp+Evonzjb7/2IqPcCB1LsariuHRpYcdIiQ52aXYRExMDLKyslBUVCROS01NRUxMjN4kKjMzEwkJCeLf0udKCf+USqU9QiciIhvw738rzhfskTsMIqs6+O9kXK2uxM2vfdJmk6jrN27g27Wb8JcnX8O2X37F+DuH49slb2Bq7BinS6IAwK2TNzpHjUHZ1jUmvb9812Z06hnGJKqNcLPHQmJjY6FQKJCamipOM1QwoqioCGq1GvHx8eK08PBwxMXFITk5WfysofuqiIjI8fn1H4aijHdw/XJdmz3hpNal6sAunFj7GYLHT4PiljvkDkcWBw4dwTuLv8TxktMICe6KF57+K4b0d/7ztaDRk7DvrSdRe7IIXj0Nf5+G69dQsTsbPe9PsF9wJCu7DO0jIiKSOvNTFvKefxC3LdnYZk86qfVouH4NW6cPwWVNOe5aewgdfJuOtmnNzldfwOKM1diwNRce7h0w86E4TJ84Fq6urnKHZhVXqyvxw9090G/2AoQnvGDwfZrftuOX2eMxPG0Nut5+rx0jJLnYpUeKiIhIKmDQCABAVcGvTKTI6RVlpuLiyWIMTv6oTSVRDQ0NWLthOz75cg1qL9bhzuib8eyshxAY4Cd3aFbV3jcAgTePRNnWNc0mUuW5m+Di6orAoWzT2gomUkREZHcd/DvDI7A775Mip3ep7BgKP0uB/4Ao3DTpMbnDsRv1kZN45z9fovDoSQR164w3/282hg7qK3dYNtN99EQcSJ2Ly5ozcFd00/ue8l2boRhyO1w9O9k5OpKLXYpNEBER6fKLHIrzBb/KHQZRi+x9fRYablzHzQs+kzsUu7hw8RJSP/4KT8xLwfGSMjz+l/uxbPGCVp1EAUDQ2AcAAKUbV+p9/eqF86g+vBedR4yzZ1gkM/ZIERGRLPz734oz21W4VlsNNy8+aJKcT8n6r6DZuwMRjyc3W4SgtVi/JQcfZ6zG+ZpaRN0ciaSnZqB7l7YxlNFd0Q3+A6JQtnUNQh/+R5PXy3N+BAB0GXGXvUMjGTGRIiIiWfhFDgUAVO7fiS4xd8scDZF5rtVWI/+959GpZxgiZr4odzg2dbzkNN7+zxfIP3wUXTsHICX5SYwcPkTusOyu+5jJKPj3S7haXYn2vgH/396dx0VV7n8A/ww7bjCMO6YOI4xhpgF1hbKNsG5J127G1bolLYJ1zVvm/YlUvzazuJnVr8WLWEp7XLpZULciyjbQArJSExBwyZ1hcGUd5vcHndOZDWZgZs7M8Hm/Xr5kZp55zhfOw/B8z7Mck9eObilBkHIEwrTT5QmOZMGpfUREJAvllPMBAHqukyIv9POaZeg43oS4h16GX1Cw3OG4REtLG1545d9IX/Iodu3ei7/OvQpvvvTogEyiACBSmN5X+q7Fa0fKPsHIP3A0aqDhiBQREckiYEgYBo/TcMMJ8jq6qq+wv/g1nDX7Fiin/kHucFzi828q8PzL/0ZjUzOmTYnGirsXIHLMCLnDklXomAkYFj0Vhz7fhIl/Xig+f2L3drTrj2EEp/UNOEykiIhINuGx8Tj23edyh0Fkt672NvzwaAYCwyIwdelTcofjdAcOHcM/X3wNVT9XQxURhoeXLUTyzAS5w/IYYy+/DrvyVqLz9EkEDB4KADi29TMAwEhuNDHgcGofERHJJjw2Ae3NjWg5sl/uUIjsUrMhB2cO7sHUpat9apOU9vYO5L3xPv66+CH8uKMWadcm462XHmMSZWbMZXOAri4c2vy++NzR8hIMizkXwREj5QuMZMERKSIiko1ySncnrXlnJUJHnSVzNEQ9O7WvFrUbc6A6bybG/fFGucNxmq1VO/DPF1/D0UY9zpkcheWLb8HEs8bIHZZHGhoVi8HjJ+HQ5+/hrGv+iq72Nuh++BpR8xbLHRrJgIkUERHJJmzyeYBCAf2O77uv9A4Qhzd/gF3rV6Lj5HFMvfcpjL70WrlDIjv88PDtUPj547yH1skdilMcbWzCmty38O13PyF82BCsWLIAVycnyR2Wxxt72XXY/cazMLS1QFf1Nbo62jmtb4BiIkVERLLxDw7FMM2UAXdj3p/XLEPL4X0AgF3rVzKR8gL73t8A/fbvcPZdj2LQWLXc4fRLR2cn3nqvBK8WfIT2jg7M+eMlyLh5DoYOHiR3aF5hzOXXoTb/KRz55r/Q/7wFfoFBUMXNlDsskgETKSIiklV4bAIOlv5H7jDcRv/zVrQeO/T7E10G+YKhXh3e/AF+yX0EJ+t3InTkOEy6eancIfXLth21eOL/8nHw8DHERI3H/yy+GVrNeLnD8irhZ8chWDUKhz5/DyfqtmP4+ZdB4c8u9UDEs05ERLJSnnM+9n2wEaf21WLI+Gi5w3GZztMnsfOF+7Hn3XUIHBIG/9DBaD16AMopvrl9tq+Qjh76hYR4bYdZpz+O518uQOnXFRg6eBDuW3Qj/nTVxVAoFHKH5pUiZ6Vhz3/y0NXWionXLez9DeSTvPPTgIiIfEb45DgAQPOO7302kTr0+Xv46al70dZ0BOob7sTZdz2KgMFDseXvf8Kx778AjEaAHVqP1HnqhPi1f3CojJH0jaGrC+8Wf4H1b76PlpY2XJ2chLtuvR5hQ4fIHZpXCw4fDkNbC2AEFH7cBHug4pknIiJZhcVMg8I/AHofvDFv69FfsfXeOfg+az6CwlW4eMM3mPqPZ8T7z0TN+xvOHGzAkW/+K3OkZM3e99aj46QegUPDEDp6PCYvfFDukByys6YB6UsexfMvF2DU8AjkPpWFFUsWMIlygj3vvQwFFFAoFNjz/ityh0My4YgUERHJy88P4WfHoXmHDyVSXV2of+dF/PKvh2HsMiB28ePQ3HQPFP7+JsVGJs7CoLFq1L39PEbNvFqmYMmaQ5+/hx+fWIwRM1Iw49lNXjWl7/jJU3hpw7v4qLQMoaHBuPv2NFw/+zL4c+TENYxGuSMgmfA3ioiIZBcem4DmX6qAri65Q+m34zU/YvMtM7D9mX8g4txEJBf8iEm33GeRRAkm3XwvGr//Aqcadrk5Uuc7vPkDbL4xASV/0uLw5g/kDqfPjnz7Mb7Pmo+I6RfigtX/9pokymg04v2Pv8L8RQ/io9IyJM9MwFtrH0PatclMopxs6tLVGBSpRlD4cK8bqSTnURiNTKOJiEhe+z96Az88fDsueW0LwrTT5Q6nTwwtp7Er9xHUvf0CgsJUOOfepzDuqnm9v6/1DD65ajzGptyA6fevdUOkrlNybYy4McOwmHNx6evfyRyR45q2fYuyu6/B0ImTceG/SsRpmJ6ubs+vWPVcPmrq9+GsyFH4n7/djOlTfHPNoSfpPHUcAUPC5A6DZOIdl1iIiMinKWMTAADNOyu8MpE6tqUEP6xchNajBzD+2nRMWfIEAocp7Xqvf8ggTLw+A/Vvv4Apix9HYFiEi6N1HaNkK/eWQ3tljKRvjldvw5Z752DQqLOQ+MKHXpFEnT7TgtzXNmHTf79EUGAgMm++DvOvS4G/jRFQci4mUQMbx3mJiEh2QyZq4RccAr2X3Zi3rekoKlbciPIlqfAPDsGFuZ9h+gP/sjuJEkT95S50dXag4d11LorUPcI0UwGjEYFDwtBxohlb750jd0h2O7WvFuWLr0HgUCWSXvoYQWEquUPq1SdfbMH8RQ/ivY8246ILpuHNtY/gr3OvYhJF5CZMpIiIyCNETJ2BZm/Zuc9oxJ5316H0+nNw6MsiaO+4H5e9/QNU513Up+pCRo7DmMvmoKHgJRgNnU4O1j1aGw/hSPnHiJq/GH/8/AjiH38NR7eU4Js7LkPn6ZNyh9ej1mMHUbZoFuDnhwvXfoyQkZFyh9SjfQcO487lOVj57AYEBwdh9UNLsCr7Towc7r2jmUTeiIkUERF5hPDYeJzYvb373iwe7FTDLnx9+yX4KWcJhkVPxeVv/wBtxoPwCwzqV72a+XejrekoDpQUOilS99r96tNQBARi0i3LAHTfsHTGM5vQ/Eslvr7jUrQ1HZU5Quvaj+vw7Z2z0Nl6Bheu/QSDIqPkDsmm1rZ2vLihELcsfgTVu/fh1nmz8cZLj+IPcVPkDo1oQGIiRUREHkEZmwAYjTi+6we5Q7Gqq70Nv6x9CF/cmIBTe2sw/f61uGhdKQaPn+SU+iOmJWFYzLnY/foap9TnTu3Njdjz3npM+NOtCBk+Rnx+xIwUJL30MVoO7cVXt85Ey5H9MkZpqfP0SZTddRVajxxA0gsfYmhUrNwh2fTFt5W48c4H8famEkybEo031j6K2+anIiiQy92J5MJEioiIPEJ4bDwAoNkD10k1VmzG52nTUbshB2OT/4zkd7dj/J9udfpxNDf+HSdqfkLTT+VOq/OrLdtw6z2P4YaF2fhqyzan1StVm78axs4ORC9YZvFaxLQkXLR+MwytZ/BV+kyc2lPtkhgc1dXWivIlqThZvxN/eHYTwn/b8MTTHDqqw98fWIP//ec6KBQKrMxahOdWLsWYkZ6/hovI13H7cyIi8hgfzxqHEX9IRvxj+XKHAqB7pGXHs8ux/6M3EDp6PKZnv4gRM1JcdjyjoROfXhMF1XkXIeGJN51S59w7VuDIsSYAQGhoMKbFRiPA3x8BAf4I8PeHf4A/Avz94C99zt/fooy/v1/3c2blFJ1t+OnxRRgZPxPR8+8WXzOpK8AfHbrD2PZQOgynjmPGP99ERMw0sUxQUKBTvld7GQ2d2HLPHBz7rhTnP/Emxlx+nVuPb6+8N97HqwUfAQBunvtH3JJ2NUKC+zeFlIich4kUERF5jK1Lr8OpvTVIfneH3KFgf/Fr2P7ccnSeOg7NjX+HNuNB+AeHuvy41esfR3XeSswqqkXIyHH9rk+aSAUHBWHiWaPR2WlAp+G3f50GGAxd6DQYYPjteYPBgPYOeTa9CA4KQoA0cRMTMtNkzzxRE//38zMpIyaFvyWEQQH+OFT6Lk437MT4K/4M1dQLxHr8zY5neSzLGPz9rCecoSHBDn/vX23Zhg1vF0GnPwFjlxHNJ07ivHNicN+dN2HCuNEu+GkTUX8wkSIiIo9Rvf5xVK97DFd/fsTt92c5vPkD7Fq/Eu3NOgQNCceJ+h0IPzsO0x9ch2GTznFbHB3Hm/DJ1RMRNW8xYu9e1e/6vtqyDa+8VYRTp89gyR1/wcUzpjtcR0trm9Vkq/VEM77KnAXVBZdDc/sDMBi6YLCSoImJW6cB7S2nsPvNF3D66AFEXrMAoeNj0GkwoKurC+0dnd31d/1+HJN6xMfd/6T1Grq6xMfd7+2yKNPW3t7vn2dfhYYES0YAzRK135K4+n0H0NnZfS8uPz8/PHDPrUi55ALZYiainnGFIhEReQzhxrz6nRUYcUGyW4/985plaDm8D0D3dtjnLF2NqHmL3RoDAASGRSDyynnYu+kVaBc+AP+QQf2q7+IZ0/uUPEnZGl3Z9f5aRJw5jMsXZ2PwWWq76zPMmonvlt2AY+8sx3kPrsNZs2/uV3z2+mXtQ6jdkIOY27IQddv9FglapyRBM5glaAaDAR29lDGtR0jkOsXHtst0P96z/xCA7kRqwrgxTKKIPBwTKSIi8hjhU7oTqeadlW5PpDpPnxC/HqqeLEsSJdDMW4z9xa9i/0dvYOKfF8oWR086z5xC3ZvPITLlBgw+S+PQe/2DQzHj2U2oyL4JPzy6EG1NRzHplvtcFGm3+rdfQO2GHEz880JMXvSwS4/VV9LRwztuulbucIioF0ykiIjIYwSFqRA6ZgL0O75363F3v/4MOk7oERwxEn7BoTh70SNuPb65YTHnQnXeTOx+dQ0mXncHoFDIGo819W89D0PLaUzOfKhP71f4B+D8J9/Gj0/8DTtfuB8tR37F1H884+Qou+0vfhXb1yxD5Kw0nLv8/1xyDGdwxughEbkPEykiIvIoyth4NP20xW3H2/36M9j5fysQnf4PnP23lW47bm+i5i3G98v/gqNbPsXIxCvlDsdE55lT2P3Gsxhz+XUOj0aZUCgwLfslBKtGoeblJ9B55iTOe3Ad4Oe8u7Mc+foj/PBYJkZd9EfEPbLBI5NSIvJOvI8UERF5lPAp56P12EG064+5/FhCEhU1b7FHJVEAMOaSVISMjETdWy/IHYqFhn+vReep45ic8b9OqW9y5kOYlv0i9n/4OrYuux7Gzg6n1NtY+SW+W/4XqM6bifNz3oHC398p9RIRAUykiIjIwyh/uzFv089bXXocaRJ1ztLVLj1Wn/j5QTN/CY5tKcGZA/VyRyMytLWg7vVnMfri2RgadbbT6p0w53bEr3wVR8s/Rfnds2FoOd2v+pp3VmDrPXMQFnMuZjy7CX6BvP8SETkXEykiIvIo4VPOBxQKl66T8vgk6jcT5twG/+BQ7H7NNWuH+mJPYS7aj+ugXfiA0+uOnJWGGc9sQtP2rfhm4eXoONncp3pO1u9E2eJrEDIqEonPf9jvnQ+JiKxhIkVERB7FPzgUQyZq0byz0iX1e0sSBQABg4difOoC7P/wdXSePil3OOjqaEftxqcwMulKhGmnu+QYI2ak4KJ/leD0r3X4+raL0dp4yKH3txzZj2/vvBIBg4biwrWfInBouEviJCJiIkVERB5HGZsA/fbvnF6vNyVRAs1NS2Boa0FDYa7coWDPu3loP67D2Xe6dlfD8Cnn46L1m9F+Qo+v0mfi9P46u97X1nQU32bOAgBclPspQkaMdWWYRDTAMZEiIiKPEx4bj87TJ3D6V/s60PbwxiQKAAZFRmFk0pVo+PdaoKtLtji6OtpRm/8URlyQ7LLRKKlhk87BxRu+hsLfH1/dNhMndm/vsXzHyWaU3XUl2k804cK1n2BQZJTLYySigY2JFBEReRzllPMBwGnT+7w1iRJo5i1G69EDOPj5f2SLYd/7G9CmO4zJmQ+67ZiDxk7ExRu+RnD4cHxzx6Vo+rHMajlD6xmU330NzhzYg6QXPsTQqFi3xUhEAxcTKSIi8jhhMdOg8A9A886KftdVnbfSq5MooHvd0JCJWtS99bwsxzcaOlH98hNQnTcTyqkz3Hrs4IiRmPnKVxgycTLK7roKx7aUmLze1dGOLffMwfGan/CHZzchPDbBrfER0cDFRIqIiDyOIiAQYTHnQr+jf4nUjueyUJ230quTKEHUvMXQ/7wVx2t+dPux9xXlo013GNo7st1+bAAIHBqOC3NLoIq7GFvunYMDnxZ0v9DVhe+X/wW6bd/ggpx3MDz+ElniI6KBSWE0Go1yB0FERGTup5wl2Ff8KmZ/2QT4OX7db8dzWah741mfSKIAoKu9DR/PisSomdcg/rF8tx77szmTEawajZkvb3brca2pfOAWHPjkHYSMikTHyRMwnDmJ8x55BWddfZPcoRHRAMMRKSIi8kjhsfHoamvFifqdDr/X15IoAPALCsbEuZk4+Fkh2nRH3Hbc/cWv4czBPZi88H63HbMn8StfRcDgoWg9ehCGllMIGRXJJIqIZMFEioiIPNLvG044Nr3PF5MoQVTanTB2daH+nRfddsyajTkIj03AiBkpbjtmbwKHRYhfB4WpZIyEiAYyJlJEROSRhk6cDL/gEId27vPlJAoAQkaOw9jLr8Oe/+Shq73N5cf79eO3cHrfbmhvl2dtlC1Tl67GsOipCB09HpMXum8XQSIiKa6RIiIij/Vt5hXobDmNS14t77WsrydRgqafyvHNHZdhWvZLmDDnNtcdqKsLpXOnQhEYiMvf2ea64xAReSmOSBERkccKj43HidqfYezs6LHcQEmiACDi3EQMizkXdW8+59LjHCh9F6d/rcPZix526XGIiLwVEykiIvJY4bEJMBo60bzrB5tlBlISJZh00z04tacax74rdc0BjEZUr38cQ9STMebSP7nmGEREXo6JFBEReSxlbDwA2xtODMQkCgAiZ6UhOGIk6t9+wSX1H9r8Pk417IL2jvsBhcIlxyAi8nZMpIiIyGMNioxCwOBhVjecGKhJFAAo/AOgvmERjnzzX5w5UO/0+n/518MYPE6DyOTrnV43EZGvYCJFREQeLeLcGdCbjUgN5CRKoJ67CH6BQah783mn1nv46w+7R6MW3t+nGyETEQ0U/IQkIiKPFh4bj1N7qmFoawHAJEoQGBaByCvnYd8HG9F5+qTT6q3OfRSho87CuCvnOa1OIiJfxESKiIg8mjK2+8a8+u3fMYkyE33zUhjaWrB30ytOqe9o+Sc4XvMjtBkPcDSKiKgXvI8UERF5tP1Fr6HqsTug8AsADJ3Q3PR3TLnnn3KH5THK7rwSpw/uQcr71f2u6+vbL0Hr0YO4YtMvUPgHOCE6IiLfxctNRETk0XblPQYFFECXAUHKEUyizETNvxsth/bi0Beb+lXPse9Kof95K6LT/8EkiojIDkykiIjIa4SMGCN3CB5n9MxrEDIyEnVv9W/TiV3/egTBqtEYf226cwIjIvJxTKSIiMijTV26GkMmRCN09HhMXvig3OF4HoUCk266B03bvsXxmh/7VEVj5ZfQb/8OMen/A7/AICcHSETkm7hGioiIyMt1nj6JT64aj7FXXI/zHlrv8PvL7rwSJ3Zvx6yPGphIERHZiSNSREREXi5g8FBMuO42/PrxW+g43uTQe/U/b0Vj5ZeI5mgUEZFDmEgRERH5gKi//A1GgwH1/17r0Pt25T6KoDAVJs7NcFFkRES+iYkUERGRDxgUGYXRM6/BnsJcGA2ddr1H//NWHPuuFJq/3gv/4FAXR0hE5FuYSBEREfmIqHmL0dZ0FL9+8o5d5avXP46AIWFQ37DIxZEREfkeJlJEREQ+Yvj5l2HIRC3q3nyu17LHq7fhaPmnmHTTPQgYNMQN0RER+RYmUkRERD5k0l/vxYman9D0Y1mP5XblPgL/0MGImn+3myIjIvItTKSIiIh8yLir5iNwmLLHG/Qer96GI9/8F5ob/87RKCKiPmIiRURE5EP8goKhnpuJQ19sQuvRX62WqV7/OPxDB0Nz4xI3R0dE5DuYSBEREfkY9Q13QuHnh/p3XrJ47WT9Lzj8ZRGi0u5C4NBw9wdHROQjmEgRERH5mGDVKESm3IA9766DofWMyWu71j0Kv+AQTLrlPpmiIyLyDUykiIiIfJDmpnvQeeYUfv3vm+JzJ+t/waHP34N67iKORhER9RMTKSIiIh8Upp2OiHMTTTadqF7/OPyCQxC9YJmMkRER+QYmUkRERD4qat5inNpTjWNbStDaeAgHS9/FxOtuR1D4cLlDIyLyegqj0WiUOwgiIiJyjU+viUKYdhpCR4/H3k2vIOWDGoQMHyN3WEREXi9A7gCIiIjIdUZccDn2ffgaYARGJ13FJIqIyEnclkjpdDpkZ2eLj1NTUzF79myTMtnZ2dDpdACAVatWQaVSia+Vl5ejvLwcS5cudU/AREREPqCxYjMUUAAK4MyRfXKHQ0TkM9y2Rio7OxupqanIzc1Fbm4uioqKUFxcLL6en5+P4cOHIzc3F6mpqXj66adN3l9UVIQFCxa4K1wiIiLfoPj9T73CnxNRiIicxS2JVHFxMVQqlckIVHp6OoqKisTH1dXViImJAQBotVrodDpxdKq8vBxardZkhIqIiIh6N3XpagyZEIOQkZGYvPBBucMhIvIZbrk0VVNTA61Wa/KckDTV1tYiOjq6x/cXFRVh1apVLouPiIjIV42+9FqMvvRaucMgIvI5bhmRamxstBhNEh43NjYC6B6FqqmpAdA9OqVSqaBSqVBcXIykpCR3hElERERERGQXtyRSwhS9nixYsACNjY3IzMxEUVER7rvvPgDdo1Hmm1IQERERERHJyaNWnZpP3ysuLkZqaiqA7s0oysrKAFjf8U/Q2dmJ9vZ21wZKREREROQmfn5+CAkJkTsMMuOWRKqvm0QUFRUhNzcXtbW1KCsrExOt7OxsaLVaq2ur6urqYDAYoFAo+hUzUV90dXXBYDAgMDBQ7lDIgxgMBhiNRgQEeNS1K5JZZ2cnALBdkImOjg74+fnB399f7lDIg3R1dUGtVmPQoEFyh0ISbvn0Hj58uMX0PuHx8OHDrb5HOholXTMFdCdm1dXVVhOp1tZWxMbGsiNLsmhuboZOp4NGo5E7FPIgx44dw5kzZzBhwgS5QyEPcujQIRiNRowdO1buUMiD7N27F4MHD7bZP6KBaffu3ejo6JA7DDLjljVSMTExqK6uNnlO2FjC1o59XBtFRERERESeyi2JVGJiInQ6nXgDXp1Oh40bN4ojTuby8/ORnp4uPpbeV0r4Z76dOhERERERkbsojEaj0R0H0ul0yM7OFh/b2jCitrYWGzZssLrxhHAD3542mzhx4gSGDh3KNVIkC2GzE85hJqn29nYYDAaEhobKHQp5kLa2NgBAcHCwzJGQJ2lpaYG/vz+CgoLkDoU8yJkzZxAUFMQ1lR7GbYkUERERERGRr3DL1D4iIiIiIiJfwkSKiIiIiIjIQUykiIiIiIiIHMREioiIiIiIyEEevfXHmjVrEBMTY3WHvszMTPHrpKQkLFiwoMcyKpXKYidAe+uhgSszMxPLli2zuN9ZbW0tVq9eLT5OT09HYmKiw2XWrFljcY81W22V5JWdnW1yY3Fr57O8vBwbN24UH1trO84qQ57Bne1C+vdKwL9bnslZ7UIg/D3Jzc21eI2fF97BfPdqAFi1ahVUKpXJc/n5+SgrKxMfWzvnguLiYtTU1GDp0qUmz5v3PwTW2iH1k9FDbdy40ZiRkWEsKiqyeC0jI8P49NNPi4+ffvppk8dGo9G4YsUKizIrVqxwuB4auFasWGHMyMgw1tTUmDxfU1Nj0TbNH9tTRjhGWVmZi74DchbzzxPh/ErPnfCc0F7MHzuzDHkGd7aLxsZGY0ZGhrGxsdHV3xb1k7PahUA49xkZGRav8fPCOwjnUNoHKCoqsvidFp6z9ViqrKzMoh8rfc28z0uu4ZFT+7Kzs02ycSnhpr7S7Hvp0qWorq5GbW0tgO5MXKfTmVylS01NhU6nE8vYUw8NTDqdDpmZmSZXE6WKioqg1WpNRkqXLVsm3ufM3jLCzaVjYmJc8F2Qs1j7PImOjkZSUhLKy8vF54qKipCUlCReCRbKmLcLZ5Qh+bm7XdTU1EClUllcvSbP4sx2AXSPNpmPYkjx88I7lJeXQ6VSmfQJZs+eDZVKZdEu0tPTLcoIfVZBfn6+ySikuZqaGmi1WqfFT7Z5XCK1Zs0a6HQ6m0OZthqHVqu1mCLVE2fVQ74nOzsbWq0Wy5Yts/p6dXW1RfIj/BETknB7yrBj5B2io6ORm5tr9Tw1NjaKX1s75zExMSafJ84qQ/Jzd7tgx8g7OLNd1NbWYuPGjUhNTUVqaqrV4/HzwjvMnj3b5pR94aKt0DcwP59arRY1NTXi4+LiYpSVlWHZsmU2PxOstQtyDY9bI2U+z9MRQmOMjo6GSqVCfn6+WF9RURFUKpVd84ZtjUTQwCAk8X0ZmWxsbOy1jQllhHYmXfeg1Wr79TtA7lNdXY3hw4cD+P0zQ3gsMH/dGWWYeHs2V7QLlUoFnU6HxsZGk8+L1NRUq2uIyfM42i6E/orw98h8RMKResgzCbNShHMkJNrm50ylUpkkxrNnz+71916n06GoqIhr59zA40akehMTE2NyVUdgfvVFyPwzMzORmZlpsYDf3nqIzGm1Wotk2zzpsqdMTU0NdDodVq1ahdzcXOTm5qKxsRFr1qxxTeDkNOXl5dDpdOJV4qampl7f46wy5Llc1S6A3/82CZ8Vq1atQlFRkdUONnmWvrQLe/DzwrsJv7tCUuSsi/hCX0Or1YqfF+np6Vi9ejWXrriA1yVSiYmJ0Ol0yM/PF5+Tfg38vsYlJiZGbEQATNa92FMPkTWJiYkoKyszmde8YcMGh8ssXbrUYgrIrbfeynV6Hk6n02Hjxo0m6xKIXN0uhORJoFKpkJqayrUwHo6fF2RNeXk5ysrKTNZDOYswkildp5eYmAitVsvPCxfwukRKGFkqKysTR5tiYmJM5okWFxdbLOpbsGCByYI9e+ohsiYxMRHp6enYuHGj2Hbuu+8+h8tYI/yhtTZaSvITtq/VarUmf6QiIiJ6fa+zypDncXW7sEX4e8Xp6J6pP+3CHvy88E7CdvWpqakmW5G7ehqmrZlY1D8et0bKHiqVymIzio0bN4qZvU6ns5gzDFjOI+6tHiJbEhMTTT4ArS0StacMeQ/hvhzW1rFJ57hLrzpbm/PurDLkGdzZLsh7OKtd9MRZ9ZD7FBcXo6ioyOr6Rltr22z1ackzeN2IVHFxscVNCc07qCqVymrW3djYKDZOe+ohsmbNmjUW65iqq6tNduCzp0x2drbF+ga2Qc8kdIqSkpJsbgZivrMSYLnTmrPKkGdwV7sQpqubT/k1/0whz+CsdmEPfl54DyGJSk9Pt7pZhJAMm59PR3fgKy8vt3rzbrYL1/C6REq4wi/tgAofWMIfk9mzZ1td/6TT6cT321MPkTWJiYkW9y0TrjA5Uka414e0c8Q26JmEK8vS6TnmhHVxwvkU5sCbtwtnlCHP4K52oVKpoNVqsXr1avE91j5TyDM4q13Yg58X3kH6+yqdqWIuKSnJZKc9oe/qyO6cQv3Si7nFxcWorq7mLp8uoDAajUa5g7AlMzPT6vCnMO9YYGsLWPOM3Hwan7310MAkXFW0tmWoMMdZ4KwybIOeR7iKaIv0c8VV7YLb1noeOdpFfn6+yc3q2S48j7PbhXm91u6xyc8Lz7dmzRqbu0KbT/80/z23dV9VoV7A+q2DsrOzTdZP9lQP9Z1HJ1JERERERESeyOum9hEREREREcmNiRQREREREZGDmEgRERERERE5iIkUERERERGRg5hIEREREREROYiJFBERERERkYOYSBERERERETmIiRQREREREZGDmEgRERERERE5iIkUERERERGRg5hIEREREREROYiJFBERERERkYOYSBERERERETmIiRQREREREZGDApxRSU5ODvR6vfg4LS0NcXFxzqjaLczjz8zMhFqtBgA0NDQgNzfX6vtSUlKQnJwsPs7Ly0NdXZ3VesxfEzz55JMOxVpaWoqSkhLxsVKpxPLlyx2qw97jVFRU9KvurKwsi7aQk5ODiIgILFy40KnH6ktsUq5qsw0NDSgoKMDy5cst2lJP7UfadqRycnKQlpYGtVoNvV6PnJwcizJCm8jKysLy5cuhVCqd/n0RERER9YV5X9a8P2RvGYG1PrbQF6qqqkJBQYHVflVeXh6ampr61f/sdyKVl5cHjUaDuXPnAoBJ587Tkykh1oSEBDF+obNrfsJ665AKCYKQGAl1S0+c9DhAdyPJysqyO5kSTri0fF5eHnJyctyahNgrISHBJEEVvjZv7Hq9HhqNxi0xCedXmjhJExxnt9mCggJkZGRAr9cjNzdXbEdC+1AqlYiLi0NVVZV4boVfevNzap7wK5VKi7aTlZWFlJQUAN3JWGFhoUnSSkRERCSXwsJCVFRUmPRfhLxB6HfbU8aceR87Ly8PeXl5WLhwIerr6y36VVVVVairq3N4QMNcv6f21dXVIT4+XnysVCqRkpKCysrK/lbtcoWFhRY/eLVajbS0NJSUlJh0WntSWloKACYdVuHn8Nlnn9l8X3JyMjQajfj+nggn3LxzvXDhQuj1ejQ0NNgVqztFRUWhvr5efNzQ0ACNRgONRoOqqirx+bq6OkRFRbklpoKCAqSkpJgkTGq12iVttqqqChEREVAqlWLSIyTjSqUSGo1G/PlUVlYiISEBQHcyJz2nVVVVyMrKQkRERI/HKywshEajEb83tVqNpqYmj2wbRERENLA0NDRYnYEk9LvtLWOPqKgoNDU1AQDmzp0LvV5v0t8uKSlBWlpaX78VUb9HpJRKJT777DOTJCI5OdkkY5QOz2k0GrFsYWEh9Hq9+Fg6xauwsBAAUFFRIQ7PSesxn9ImnaolHW3Iycmx6DgL6urqrP4Q4+LiUFBQgIaGBrumRdXX14udYCnzn4M1UVFRqKio6LWctKNtzjyblg5xShPFnJwcaDQaVFRUWH2vdMTD/Fj21GktKS0oKBAf19fXiwlTfX29mDDo9XqT8yXEYH6Opa+lpKSgvr5ebDu24pNqaGgwOZaU+bkSroYIhJEkoV3W1dWJsdi6mlFZWWlykcEaoX01NTVZXJDQ6/XiaKbwc7A2lQ/oHtWrqKhAZmamyfMJCQmorKy0Ok2QiIiIyF3q6+uh0Wgs+tZqtVrsS9lTxt5jSfuyaWlpKCgoEGcBRUREOGUWUr8TqYyMDOTk5IiJjPmUuKqqKpSUlIjffE5ODgoLC612dM1Jh/XM6yksLBTrkU7Pk06ZUqvVNqe8CZ1gWx1MjUYDvV4vnkhrHVihc23eCXaEvetXmpqa7Bq1KSwsNJn+l5OTg9LSUvGcSIcxpa8VFhYiIiJC/HllZWWJsfVWp16vt9q4hZGYhoYGqNVq1NXVie+RXnkQpvUJIypC28jKykJVVRXi4uJM4hPOsfR9PcUnkCZoPTEf7s3Ly0NpaakYV0VFhZisFxYW2pxaWVdXZ7OdNzQ0oK6uDldccYVJbNbiFX7RexohraqqgkajsWjPUVFRJsksERERkRyk/er+lLGmoqLC5AK4RqMx6QfGxcWhsrIS69atg16vd9qSGKeMSAkdTmHESBguE4KWZoQpKSkoKCiwK5GSrpsxr0e6pkmv14s/LGHKlLOvwnvaon1hHY1ASCSFTr70eemIl/RnGBERIXbOzd+XkpIiNsje6uwpwRMS0vDwcACmSYwwGiW8X9omhLisxadUKk3WX/UWX0/M1x0tX74ccXFxJlcphKFh6fckvJ6cnIyKigqLX/zekjZhHZ6z2mhFRYW4NkoqPDzc7imqRERERN7IfDaStQvdwuBLSkqK0/r0Ttm1TyBMjxISqri4OIuRlP4E3ttmD1K2psGZ19Xc3Gy1XvO1Xz2JiIgQp6pJ2Zt597b2RTiGtEMs7ezn5eWZlC0oKDBJsuyJobdyjtYpkK6TkibGGo0GDQ0NqK+vF0dlpMmhMJolJX0sTH1zJD7hOel5EX7BpBtOmO+GZ89GGObtqLm52WZZYUMIaaLXU7y9ERLSnpKyvl7hISIiInIGpVJpMmokJfRT7CljD+FCtzArSji+9H9n6FciJUy3Mx8ek3ZyzROA/lwd7+m9fRkxSkhIsFjfBUDcCEGtVvfYIRYI65zMNTQ0ICcnp8c5ncLaot7Ex8fbPZLn6Fbe0gTDVme8r9uDq9VqcRqfNKGOioqCXq9HU1OTeMySkhKTBMM8OZbGZ94W7IlPrVZDqVSiqqqqx9Gq0tJSq2v5eiKMuNl6LLCWRAHWf0/sbc/CWr6eyjOJIiIiIjlFRUWJm7mZz+IRdrq2p4wnrfvu1659wmYBwgJ8gXQaXnx8vEmSIX1NqVSabIVtKwO1Vk9paSlycnLEzrF0J46srCy7dsJLTk5GXV2dSfzCfX8cGfYTOsXSkSG9Xo+CgoIedwQpLS01mZbYk7i4OGg0GovkorCw0ORnmJCQYLKribD9Y2/M3yf9uq91AraTNLVaLS4otKaqqsoksRA2TRDqkrYFR+ITdn2R7hoobE1ujfmxgO7RSmEnPCHpsjV6Jv0ehOFka+dbmoxXVVWJa/zs0dP28bZGXImIiIjcSa1WIyEhwaIvu27dOiQkJECtVttVxh6lpaUO9aX6SmE0Go39rcR8nYl5Z9HWrn3m7xXW5Qi79kl39DOvBzDdLU26a5/5rnK2du2zFb+9N+Tt6XsBTEdJ7Lkhr5DQ9TTqZP4zMK/D/FjSne+ETTmkiZ9SqRSPJ32f9Fw4Uqc1QrJn7b5I0nMjndonJNvSNmC+q6D0NVvx2WJ+Q15pm5VO7RO2sS8oKMCTTz4ptsumpibxaomtY+Xl5SE+Pl7cIcbapg/SNtTbDXltXY0pLCyEUqm0eg6EZN2ekUwiIiIiVzPfGdnabsv2lBHY08cWZGVl9XmWlTVOSaTIeezd0XCgsyfpdNVxzRN8W6qqqlBZWSnrDXFzcnKQlpbmUcPgRERERL6g3zfkJecpLS3t8zbqvk7Y0hz4fbqdu27i21fCZity7ZrX0NCAiIgIJlFERERELsARKfIK5jvp9TTE60qOjEgBv6+5c9b9ChyRlZXlcdv2ExEREfkKJlJEREREREQO4tQ+IiIiIiIiBzGRIiIiIiIichATKSIiIiIiIgcxkSIiIiIiInIQEykiIiIiIiIHMZEiIiIiIiJyEBMpIiIiIiIiBzGRIiIiIiIichATKSIiIiIiIgcxkSIiIiIiInIQEykiIiIiIiIHMZEiIiIiIiJyEBMpIiIiIiIiBzGRIiIiIiIictD/A3h0XbigkwZ5AAAAAElFTkSuQmCC"
What is the value of Hungary in 2006?
0.77
OWID_Line_20947926003622.png
855
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What is the difference of the second highest and second lowest value of Guinea-Bissau ?
29000.0
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856
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hQwcNHjzY5brT0tJ09OhRSXI6/Kr8ZTfWrVvnct7TKSkpcYQ3SY69CXXr1lXdunUrTF9+Pa5qMQxDP/zwg9LT0x3n7sbFxTkdQn7eeedp0qRJbtV7Ild9W9YmyRFGy/rVbrc7HYZd1kfl++1ke2PKfmwo/36p7F7BsuXv3btXQ4cO1SOPPKJFixbpggsuUJcuXSq1DMn1e6b8Z+ZUz2fz5s2OtvJf2M7ml7fyR0w8/PDD+vPPPyv12anq+7Qyyv94VP72r7/+6vZnOiYmRomJiZJK3yePPPKIy3X7+fk53rMrV67U4MGD9cwzz2jlypUaPny4YxtTXlxcnOOLd/nnfPjw4co8XYdTPW9X01osFkmuP2Outp3uvnaxsbGO7UT55Vb1+VVW2baqTNn2zGQyOW4fPHhQ27dvP+N1VXU7daKIiAhH4C3fZ1u2bJFhGFq/fn2F5yE5/40oP02Zyr5fT6cq25aq/D2r7N+bqm4fPLU9BgC4VuPPmS1v5MiR2r17t37++WfZ7XY9/fTTGj9+vEfXUfYFqSy8lm+TSr9YljnZr/Dlz7cs+0IplY5gWzZysFT6C/nAgQMlybH3Tyr9o3nBBRc4LbOy160t+8Mv/TWgkyTHl0ypNFgXFxef9Lzjk8nPz1dJSYnjfvnnFhIS4rTuE2spv/7yt3Nychx7OyTn104q7Yfy6zkTle3bsn4te53K3HTTTZLk1HaySxi5qrmye22GDx+utLQ0ZWVlqbCwUBs2bNCGDRv0zjvv6KmnnnJ5qKIrrt4z5V/rZ555Rmaz2bGHQvrr+eTl5TnayvdX+XNEq9uJ9Zev/VSfnZYtW1bpfVoZ5ZdR/nOVl5dX6brc/UxLpYfNPvfcc7JarcrJydHKlSu1cuVKxcfH65VXXnEKgpLz56j8+73861IZp3reJyo7FeTEdZZ9xlxtO9197crXUl5Vn19lWa1WpyNxTrU9O1NV3U6dqHzfl3+dioqKVFhYWOnt8ok8de30qmxbqvL3rLLPq6p/xzy1PQYAuFarwqy/v7/GjRun++67T1lZWTp27Jj+85//VJiu/Jem8k52WLCnlT9UqXzwCQsLc/oj2rhxY5f1uzps8GTP6UTlf1ku/3zL1xQSElLlICuVftkwm82O51Q+ELt6bct/wS6//vK3w8PDnWou/yXWFVevQ2UPHa2qstep7Pm+8sorFcK2p4J2eQkJCZoxY4Z+/vlnrV+/XmvWrNHBgwdltVr1zjvv6KWXXqrUcly9VuVHAr/33nvVsWNHl/OUn65835adU1uZdZ04b1WduMzyNZ3qsxMQEFCl92lllB2+fOIywsLCKl3XiSr7mZakSy65RHPmzNG6deu0fv16fffdd7Jardq7d68++uijMzoc/1RO9bw9wd3X7mwLCQlRQECA4zUoKipyvKdO3J55W/lt6IkBPDAwsNLb5RNV5f16KlXZtlTl71lln1dV/455ansMAHCt1hxmXCYsLExPP/30KQ+1Kv8Lcvk/kAcOHKj+AuV8OGnZ7eDgYDVv3lwtWrRwHAKWnZ2t+vXrKzo6WtHR0TKZTHrttdecvkBWVcuWLR1fAMrXcfDgQcftiy66yK1l+/v7q3Xr1hWWeeKv/a7WU379ZbdNJpMuuugitWjRwvHlOCsryynwr169WiNHjnTcL9+3ZV/aqqtf/fz81K5dO8f94uJiR19FR0drxowZbh9WWP7HhLI9LFu3blVaWpomTpyoLVu26IILLtA999yjd955x/G8z3TPT9n5Y1LpHo3yz2flypVavXq1JDmdn7hnzx7H7bJzzk7kql9O3Ftypir72anq+7Qyyr8G5W+fd9551f6ZlkpH2vX391ePHj30r3/9y+kLtCf2Bp7MqZ63J1Tna+fqM/btt986bYtON09hYaG++OIL2e12p9GAy5ZhGIZjO1u/fn2n8Re85ciRI7JarZKc+6xt27YymUxO59W72i5LqtLhsyd7zU62l7wq25aq/D2r7N+bqm4fqnN7DACohWFWKv2l9NFHHz3pL8WhoaGOwSl+++035eTk6JdffnFc8qW6ffTRRzp27Jg+/fRTx/lgQ4YMUWBgoAIDA3XrrbdKKv1DuGDBAtntdlmtVk2ePFmGYVQ4ZLAqzGazRo0aJZPJpCNHjmj16tWy2+1aunSppNJfukeMGOH28m+++WbH4W/z5s3ToUOHNHfuXMcXF8MwHD8gXHPNNWrZsqWk0svP5Ofna9euXY7BbAYNGqTGjRvLYrHo7rvvlslkUn5+vmbNmqXi4mJlZ2fr/fffd7qkQvkvYuvWrdOxY8f08ccfu/18Tuf22293HN723nvvqaCgQHa7XfPmzdPPP/+spKQkt5YbFRXl2Kt78OBBGYahKVOmKD09XdnZ2Xr77bcdX7L279/vCIju/hBRpn///o5Bmz7++GPHDwE///yz5syZoxYtWkiS2rdvr/bt20sqHWhm3rx5WrJkiVatWuVyue3atXPstf7xxx9ltVq1YMECjx72WZXPTlXep5WxYsUKffbZZ5ozZ47j/dupUye1a9eu2j/TUumhtlOmTHG8D3bu3Ol47EzfE6dyquftCdX52sXFxTluHzx4UDk5OXr22WdPefRH+fM2Dx48qI0bN2ratGny9/fXnXfe6fjR7ZNPPpHdbtdXX32l48ePy8/PT6NGjfLY3ssz4e/vr5deekmrVq3SlClTJJX+MFc2cn1SUpJjtOENGzZo7969slqtWrFihaTS0HviZbJO5VSvmStV2bZU5e9ZZf/eSFXbPlTn9hgAIJkMw0iV9KS3C/G0UaNGOQ17/9RTTzlGyCzz4Ycf6q233pL01zX7yuzZs0cvv/yyfv/9dwUHB+uKK67Q8ePHna6h+O9//1urV692us5s2brGjRvn1NalSxdFRkY6zS9J48aN07Rp05yuf3rvvfdq4cKFOnjwoKKjo9WvX78K15ldvXq1Fi5cqMzMTJnNZkVERCglJUU333yzAgMDK1wHssyJz/NkNm/e7LguX1FRkcLDw9W5c2fdfPPNjgExTrzGrlT6BfBk17oss27dOsf1+UJDQ3Xttdfqyy+/dHoNPvzwQ9WtW1eFhYWaM2eOVq9erYMHD8pkMqlp06bq16+frrjiCqfl/vjjj5o/f762bdsmwzAUHR2ta665xmlEYEmaM2eOPvnkEx09elTNmzfXjTfeqNTU1ArP4cTrN0qu+/Yf//iHlixZ4lR/+eeQnp6u9957zzFybWRkpNq0aaPhw4c7vjC7Wtebb76pe++916mtVatWev311yWVfuF69913dfDgQUVEROj888/X2LFjtWTJEq1Zs0Z79+5VUVGRbDabGjZsqMsuu8zp2rYnqux75ujRo5o5c6bWrVunI0eOKCoqSo0aNdLQoUMr7Ll96623HNeCPP/889WxY0fHpa8eeOABp8tdrVu3TlOnTlVWVpaio6N10003ae7cuU7XoZw9e7buvPNOl6/Vww8/XKG97Pqn5Z3us1O+nsq+T1356KOPHJcB+8c//qEffvhBv/76q9P1Vsv2KlamrhOvlVpm0qRJ6tSpk8sayrz88stKS0vTwYMHHYdNln2Oevbs6XLZrVq10hVXXFHhUmZDhgxRZGRkhfdKly5d9PTTT1f6ebta5/nnn68WLVroww8/dGp/8sknnS5lVFZ/2XvJndfuVM/vjjvukFT6vlq5cqWOHz+u+vXr65prrtHQoUNP+jqXnbqyZcsWSaWDHt1xxx2OPZX79+/XrFmz9OOPPyovL08BAQFq27atbrzxxtNeb/Rk2whX73t3tlMDBw5Ubm6uEhIS1L9/f82ZM8fpOrPlfwiUpM8//1xLlixx/DBSv3599ejRQ0OGDFFAQECl36+ne81cqeq2pTJ/zyRV6e9NZbcPX331lVvbYwBA5dTYMAvg3PPll19q4sSJkip+4axpyoe6Rx999JTXX65Jauvz9nXlw+z06dO9XU6Vffrpp45rCT/88MO68sorvVwRAOBs8P4xTQAAAJU0evRopaenO7WVP4LD3WvYAgB8D2EWAAD4jIKCAk2fPl05OTkyDEObN2/W559/Lqn0vP6ya78CAGo+DjMGcFZMnDhRX375pVNbv379NGrUKC9VVH1eeumlCufH9+rVS2PHjvVSRWdHbX3evuzgwYMaNmxYhfb33ntPMTExXqjo9BYuXKjVq1drz549KiwslJ+fnxITE3X11VdzeDEA1DKEWQAAAACAz+EwYwAAAACAzyHMAgAAAAB8DmEWAAAAAOBzCLMAAAAAAJ9DmAUAAAAA+BzCLAAAAADA55i9XUB1ePjhhwtHjx7t7+06AAAAUHMZhmGqW7euLSQkJNjbtQC1UY28zqzJZFJBQYEsFstZX/eff/6phg0bnvX14uyhj2sH+rl2oJ9rB/q55vNWHxcUFKigoOBYZGRk6FlfOYCauWdWkvz8/OTn552jqL21Xpw99HHtQD/XDvRz7UA/13ze6GOTyXTW1wngL2zZAQAAAAA+hzALAAAAAPA5hFkAAAAAgM8hzAIAAAAAfA5hFgAAAADgcwizAAAAAACfQ5gFAAAAAPgcwiwAAAAAwOcQZgEAAAAAPocwCwAAAADwOYRZDzMf2yEVHfd2GQAAAABQo9WIMDt+/HiZTCbHP6/Zt1b1P79GWjJUshd7rw4AAAAAqOFqRJhNTU2VYRiOf14TWK/0/+1LpC9HSvJiLQAAAABQg9WIMHvOiGyl7MvekcxB0qap0vdPebsiAAAAAKiRCLMeZou+ULpmjmTyk75LlTZP83ZJAAAAAFDjEGarQ9IAqecbpbeX3yVtX+rVcgAAAACgpiHMVpf290hdHpWMEmnJYOnP9d6uCAAAAABqDMJsdbr0aanNcKnIKi28Rjqa4e2KAAAAAKBGIMxWK5N01dtS06uk/EPSh1dJ1v3eLgoAAAAAfB5htrr5WaRr50sxnaSc7dLCvlLRMW9XBQAAAAA+jTB7NgSESdctleo2k/ZvkD4ZLNmLvF0VAAAAAPgswuzZUqehNPBzKbi+9MdnpaMcy/B2VQAAAADgkwizZ1NEsnTdEskcLP06Q/r2CW9XBAAAAAA+iTB7tsV2ka79QDL5SWufljZO8XZFAAAAAOBzCLPekNhXuuL/Q+yX90oZH3m3HgAAAADwMYRZbzn/TuniVMmwS0uHSlnfe7siAAAAAPAZhFlvSkmV2o2QigukRX2l7N+9XREAAAAA+ATCrFeZSg83bna1VJAtLegtHd/n7aIAAAAA4JxHmPU2P3PpgFANL5Ryd0gLr5Zsud6uCgAAAADOaYTZc4GlTukle+olSQd+kT4eKJXYvF0VAAAAAJyzCLPnipAG0sBlUnC0tHOF9PkISYa3qwIAAACAcxJh9lxSr7k08NPSPbW/vSetedTbFQEAAADAOYkwe66J6SxdO18y+UvrJ0o/v+HtigAAAADgnEOYPRc16yP1mlp6+6v7pfSF3q0HAAAAAM4xhNlz1Xm3SZc8JcmQlg6T9n7j7YoAAAAA4JxBmD2XdX1MOv8uqaRQWtxPOrzV2xUBAAAAwDmBMHtOM0lXvCkl9ZcKjkgLekvH9nq7KAAAAADwOsLsuc7kL109W4q7WMrbLS3oIxXmeLsqAAAAAPAqwqwvsIRIAz6RIltKhzZLH11XeugxAAAAANRShFlfERwlDVwm1Wko7V4pLbtVMuzergoAAAAAvIIw60vCm0rXfypZQqVtc6XVD3u7IgAAAADwCsKsr2nQUeq/UPIzSxtelH582dsVAQAAAMBZR5j1RU2ulK6aXnp71Wjp93nerQcAAAAAzjLCrK9qc7PUbWLp7c+GS7tXebMaAAAAADirCLO+7KKHpY73SSU26aMBpSMdAwAAAEAtUCPC7Pjx42UymRz/ag+T1OMVKfn60mvPLuhTei1aAAAAAKjhakSYTU1NlWEYjn+1islfuvo9Kf5S6dje0kBbcMTbVQEAAABAtaoRYbbWMwdLAz6SIltLh7eUHnJcXODtqgAAAACg2hBma4qgSGngMik0TtqzWvrsZsmwe7sqAAAAAKgWhNmaJLyxdP1nUkC4lPahtOpBSbXssGsAAAAAtQJhtqaJPl8asFjys0g/vSZteNHbFQEAAACAxxFma6KEHlKfd0tvfz1W+u1979YDAAAAAB5GmK2pWg2Vuv//Xtllt0k7V3i3HgAAAADwIMJsTXbBaOmCByV7kfTx9dKBX7xdEQAAAAB4BGG2pvvbC1LLwZItT1rYR8rd4e2KAAAAAOCMEWZrOpNf6fmzCd2l439KC3pL+Ye9XRUAAAAAnBHCbG3gHyj1XyTVP0/K/l1a3E8qzvd2VQAAAADgNsJsbRFYr/QatGGNpKzvpKXDJKPE21UBAAAAgFsIs7VJWCNp4LLSYJuxWPrqfkmGl4sCAAAAgKojzNY2UW2lAR9J/gHSL/+V1k30dkUAAAAAUGWE2dqo0WXS1e9JMknfPCptmentigAAAACgSgiztVWLG6Qer5Te/uIOacfnXi0HAAAAAKqCMFubdbpfunCsZC+WPh4o7f/R2xUBAAAAQKUQZmu7bhOl1sOkouPSwqulnO3erggAAAAAToswW9uZ/KSrZkiNe0rWA9KC3lL+IW9XBQAAAACnRJhF6cjG/RdK0e2lI+nSor6le2oBAAAA4BxFmEWpgHDp+k+l8CbSvnXSkqGl59ICAAAAwDmIMIu/hMZJA5dJQZHS9iXSlyMlGd6uCgAAAAAqIMzCWWQracDHkjlI2jRV+v4pb1cEAAAAABUQZlFR/CXSNXNKB4f6LlXaPM3bFQEAAACAE8IsXEsaIPV8o/T28ruk7Uu9Wg4AAAAAlEeYxcm1v0fq8qhklEhLBkt/rvd2RQAAAAAgiTCL07n0aanNcKnIKi28Rjqa4e2KAAAAAIAwi9MxSVe9LTW9Sso/JH14lWTd7+2iAAAAANRyhFmcnp9Funa+FNNJytkuLewrFR3zdlUAAAAAajGvhdnt27dr1KhR+u9//+vUnpmZqf79+2vw4MGOf4WFhV6qEg4BYdJ1S6W6zaT9G6RPBkv2Im9XBQAAAKCWMntjpdnZ2frmm2/UunVrl4/fe++96tWr11muCqdVp6E0cJk0J0X647PSUY6vmibJ5O3KAAAAANQyXtkzGxkZqeHDhysgIMDl499++62mTJmi119/Xb/88svZLQ6nFtFCum6JZA6Wfp0hfZvq7YoAAAAA1ELn3DmzERER6tOnj+6++27dfvvtevXVV7Vt2zZvl4XyYrtKfedJJj9p7VPSpre8XREAAACAWsYrhxmfSmRkpLp27SpJqlOnjlJSUvTll1+qVatWFaYdP368nnzySZfLCQgI0JgxYzR69OjqLNelrKyss77Osy74AoV0nqh6PzwsrRip7IIAFTS6yttVnTW1oo9BP9cS9HPtQD/XfN7q46CgIK+sF8A5GGb379+vqKgomc2lpVksFuXl5bmcNjU1VampFQ9zNZlMstlsslgs1VqrK1lZWYqLizvr6/WKuLGS+bj0/XhFfj9SuuErKe5ib1dV7WpVH9di9HPtQD/XDvRzzeetPs7Pz1d+fv5ZXy+AUufcYcaLFy/Wr7/+6ri/ceNGdezY0YsV4ZRSUqV2I6TiAmlRXyn7d29XBAAAAKAW8Nqe2bfffls//fSTSkpK9NZbb+muu+6SJHXo0EFz587V999/r5ycHHXq1Ek9evTwVpk4LZN0xRTp2D7pj0+lBb2lYd9JdWK9XRgAAACAGsxrYfaOO+5w2d6lSxd16dLlLFeDM+Jnlq79QPqgh/TnD9LCq6UhX0sB4d6uDAAAAEANdc4dZgwfZalTesmeeknSgV+kjwdKJTZvVwUAAACghiLMwnNCGkgDl0nB0dLOFdLnIyQZ3q4KAAAAQA1EmIVn1WsuDfy0dE/tb+9Jax71dkUAAAAAaiDCLDwvprN07XzJ5C+tnyj9/Ia3KwIAAABQwxBmUT2a9ZF6TS29/dX9UvpC79YDAAAAoEYhzKL6nHebdMlTkgxp6TBp7zferggAAABADUGYRfXq+ph0/l1SSaG0uJ90eKu3KwIAAABQAxBmUc1MUs83pOb9pIIj0oLe0rG93i4KAAAAgI8jzKL6+Zmla+ZIcRdLebulhVdLhTnergoAAACADyPM4uywhEgDPpEiW0oHN0kfXVd66DEAAAAAuIEwi7MnOEoauEyq01DavVJadqtk2L1dFQAAAAAfRJjF2RXeVLr+U8kSKm2bK61+2NsVAQAAAPBBhFmcfQ06Sv0Xlp5Lu+FF6ceXvV0RAAAAAB9DmIV3NLlSump66e1Vo6Xf53m3HgAAAAA+hTAL72lzs9RtYuntz4ZLu1d5sxoAAAAAPoQwC++66GGp431SiU36aIB0aLO3KwIAAADgAwiz8DKT1OMVKfn60mvPLuhTei1aAAAAADgFwiy8z+QvXf2eFH+pdGxvaaAtOOLtqgAAAACcwwizODeYg6UBH0mRraXDW0oPOS4u8HZVAAAAAM5RhFmcO4IipYHLpNA4ac9q6bObJcPu7aoAAAAAnIMIszi3hDeWrv9MCgiX0j6UVj0oyfB2VQAAAADOMYRZnHuiz5f6L5L8LNJPr0kbXvR2RQAAAADOMYRZnJsaXy71mVl6++ux0m+zvVsPAAAAgHMKYRbnrlY3Sn97ofT2slulXV96tRwAAAAA5w7CLM5tncdIFzwo2Yukj66TDvzi7YoAAAAAnAMIszj3/e0FqeVgyZYnLewj5e7wdkUAAAAAvIwwi3OfyU/q866U0F06/qe0oLeUf9jbVQEAAADwIsIsfIN/YOkIx/XPk7J/lxb3k4rzvV0VAAAAAC8hzMJ3BNYrvQZtWCMp6ztp6TDJKPF2VQAAAAC8oEaE2fHjx8tkMjn+oQYLayQNXFYabDMWS1/dL8nwclEAAAAAzrYaEWZTU1NlGIbjH2q4qLbSgI8k/wDpl/9K6yZ6uyIAAAAAZ1mNCLOohRpdJl39niST9M2j0paZ3q4IAAAAwFlEmIXvanGD1OOV0ttf3CHt+Nyr5QAAAAA4ewiz8G2d7pcuHCvZi6WPB0r7f/R2RQAAAADOAsIsfF+3iVLrYVLRcWnh1VLOdm9XBAAAAKCaEWbh+0x+0lUzpMY9JesBaUFvKf+Qt6sCAAAAUI0Is6gZ/AOk/gul6PbSkXRpUV+pyOrtqgAAAABUE8Isao6AcOn6T6XwJtK+ddLSoaXn0gIAAACocQizqFlC46SBy6SgSCnzE+nLkZK49jAAAABQ0xBmUfNEtpIGfCyZg6RNU6Xvn/J2RQAAAAA8jDCLmin+EumaOaWDQ32XKm2e5u2KAAAAAHgQYRY1V9IAqecbpbeX3yVtX+rVcgAAAAB4DmEWNVv7e6Quj0pGibRksPTnem9XBAAAAMADCLOo+S59WmozvPRSPQuvkY5meLsiAAAAAGeIMItawCRd9bbU9Cop/5D04VWSdb+3iwIAAABwBgizqB38LNK186WYTlLOdmlhX6nomLerAgAAAOAmwixqj4Aw6bqlUt1m0v4N0ieDJXuRt6sCAAAA4AbCLGqXOg2lgcuk4Cjpj89KRzmW4e2qAAAAAFQRYRa1T0QL6bolkjlY+nWG9G2qtysCAAAAUEWEWdROsV2lvvMkk5+09ilp01verggAAABAFRBmUXs1v1a6YnLp7RUjpcyPvVsPAAAAgEojzKJ2O/8f0sVPSIZdWjJUyvre2xUBAAAAqATCLJDypNRuhFScLy2+Vsr+3dsVAQAAADgNwiwgk3TFFKnZ1VL+YWlBb+n4Pm8XBQAAAOAUCLOAJPmZpWs/kBpeKOXukBZeLdlyvV0VAAAAgJMgzAJlLHVKL9lTL0k68Iv08UCpxObtqgAAAAC4QJgFygtpIA1cJgVHSztXSJ+PkGR4uyoAAAAAJyDMAieq11wa+Gnpntrf3pPWPOrtigAAAACcgDALuBLTWbp2vmTyl9ZPlH5+w9sVAQAAACiHMAucTLM+Uq+ppbe/ul9KX+jdegAAAAA4EGaBUznvNumSpyQZ0tJh0t5vvF0RAAAAABFmgdPr+ph0/l1SSaG0uJ/MOWnerggAAACo9czeLgA495mknm9Ix/dJmR8r6qshUvhCKSze24WhGvkf3y/lcmmmmo5+rh3o55rPL/+opDhvlwHgLKsRYXb8+PF68sknvV0GajI/s3TNHGl+T/nvWyvNvdTbFaGaxXi7AJwV9HPtQD/XfBExl0rN13i7DABnmckwjFRJT3q7EE8ymUyy2WyyWCxnfd1ZWVmKi+OXwRor/5Bs83opoCjb25WgmpWUlMjf39/bZaCa0c+1A/1c8+VHdlLwwLM/UGN+fr7y8/OPRUZGhp71lQOoGXtmgbMmuL4O9VrCDxa1wH5+mKoV6OfagX6u+Y5kZSnY20UAOOsYAAoAAAAA4HMIswAAAAAAn0OYBQAAAAD4HMIsAAAAAMDnEGYBAAAAAD6HMAsAAAAA8DmEWQAAAACAzyHMAgAAAAB8DmEWAAAAAOBzCLMAAAAAAJ9DmAUAAAAA+BzCLAAAAADA5xBmAQAAAAA+hzALAAAAAPA5hFkAAAAAgM8hzAIAAAAAfA5hFgAAAADgc8yVnXDevHlq2LChkpOTFRsbK5PJVJ11AQAAAABwUpUOs4sXL9ahQ4ckSSEhIWrevLmSk5OVlJSk5ORkNW7cWH5+7OgFAAAAAFS/SofZ0NBQvfbaa8rMzFRGRoYyMjL08ccfq7i4WJIUGBioZs2aOcJtt27dFBYWVm2FAwAAAABqr0qH2QcffFDR0dGKjo5W165dNWHCBN16661q3769cnJylJmZqbVr12rJkiUymUxq2LChOnXqVJ21AwAAAABqqUqH2TZt2jhu79ixQ1arVUOGDHG0denSRcOGDdM333yjX375xWl6AAAAAAA8ya2TXI8fP66SkhKXj1166aUqKSnRrl27zqgwAAAAAABOxq0w26xZM6WlpWndunUuH2/QoIE2btx4RoUBAAAAAHAyboXZkJAQDR8+XOPGjdPEiRO1du1a5eTkSJL27Nmj5cuXKzAw0KOFAgAAAABQptLnzJ5o4MCBCgsL05tvvqkvv/xSkmQymWQYhiIjI3XZZZd5rEgAAAAAAMpzO8xKUq9evXTppZdq3bp12rRpk44fP67GjRvrmmuuUb169TxUIgAAAAAAztwOs9u2bdP8+fNlsVg0ePBg9ejRw5N1AQAAAABwUm6dM1tcXKwnnnhCmZmZWr9+vcaMGaMjR45IktasWSOr1erRIgEAAAAAKM+tMLtz504lJiZqxowZmj17tuLi4rR06VJJUk5OjiZMmCDDMDxaKAAAAAAAZdwKs1arVUlJSTKZTAoKCtLw4cO1YcMGSVLfvn2VmJiozZs3e7RQAAAAAADKuBVmY2NjtXXrVsf9Tp06KSsry3G/bdu2yszMPPPqAAAAAABwwa0wW79+fVksFk2ePFlWq1UWi0WhoaEqLi6WVHqtWZvN5tFCT2X8+PEymUyOfwAAAACAms2tMCtJo0eP1nfffafBgwfriSeekNVq1cqVKzVv3jzNmjVL5513nifrPKXU1FQZhuH4BwAAAACo2dy+NE9MTIwmT56sKVOmaPXq1crPz9dzzz0ns9msm266SW3btvVknQAAAAAAOLgVZgsKCvTDDz8oOTlZDz30kEaNGqW0tDTZbDYlJiYqIiLC03UCAAAAAODgVpj9448/NGHCBDVq1EjTpk1TYGCg2rVr5+naAAAAAABwya0wazKZFBsbqxkzZni6HgAAAAAATsutAaASExNlMplkt9s9XQ8AAAAAAKflVpi1WCwaPny4Zs6cSaAFAAAAAJx1bg8ANXHiRJnNZq1Zs0bdunVT69atlZycrKioKE/XCAAAAACAkzO6NE9KSooyMjK0ePFizZ49W5IUERGh5ORk3X333UpISPBYoQAAAAAAlHErzJrNZqWkpGjkyJGSJMMwlJWVpfT0dGVkZCgjI0N5eXkeLRQAAAAAgDJuhVmLxeIIslLp6Mbx8fGKj49X9+7dPVUbAAAAAAAuVXoAqOPHj+v333+vzloAAAAAAKiUSofZzz77TPfdd5927NihwsJCjRkzRlOmTNGKFSu0Y8cOp1GNly5dqh07dlRHvQAAAAAAVP4w46uvvloBAQGKjY2V3W5Xenq69u/frwULFkiSAgMD1axZMyUnJ2vHjh2KjY1V06ZNq6tuAAAAAEAtVukwGxISon79+kkqvTRPQkKC3nzzTR07dkzp6emOwZ9+/vln7d27t9oKBgAAAADArQGggoKC9PLLL0uSQkND1bFjR3Xs2NHxeH5+vkwmk2cqBAAAAADgBJU+Z7Y8wzCUn59/0sctFouCgoLcLgoAAAAAgFNxa89sQUGBBg0apOjoaCUlJSk5OVnJyclq3ry5oqOjNXXqVF188cXq0KGDh8sFAAAAAMDNMBsYGKh///vfSk9PV1pamj788ENZrVZJUt26deXv768uXbp4tFAAAAAAAMq4FWb9/PzUs2dP9ezZU1LpYcd79uzR+vXrtWDBAsXGxio4ONijhQIAAAAAUMatMHsik8mkhIQEJSQkqEePHnrzzTfVsmVLTywaAAAAAIAK3BoA6lQiIyMVFBSk77//3tOLBgAAAABA0hkMAHXbbbcpKSnJ8S85OVkNGjSQ3W7X3r17udYsAAAAAKDauBVmDcOQzWZTfn6+Fi9erGPHjkkqHRhKkgoLC3Xrrbd6rEgAAAAAAMpzK8z6+/urU6dOeuyxxyRJ+/btU3p6unbt2qXc3Fy1adOGy/IAAAAAAKqNW2E2ICDAEWQlKTY2VrGxsR4rCgAAAACAU/H4AFAAAAAAAFQ3t8LssWPHtGTJEm3btk02m83TNQEAAAAAcEpuHWa8c+dOvfrqq5JKz59t3LixkpOTHaMaN2/eXMHBwZKk7du3a+vWrerbt6/nqgYAAAAA1GpuhdmioiL16dNHV111lTIyMpSenq60tDR98cUXkiSTyaRGjRopKSlJwcHB8vPjaGYAAAAAgOe4FWajoqJks9nUtm1btW3b1tF+8OBBvfvuu7JarapXr57S09O1fft2XXnllR4rGAAAAAAAt8Jso0aNlJmZqezsbEVGRjrao6OjNWbMGD3zzDMaPHiwYmJiZLfbHdehBQAAAADAE9w6/tdkMum6667T448/rv3791d4PCkpSd99913pCvz8FB4efmZVAgAAAABQjtsns/bp00dNmzbVP/7xD02bNk2///67SkpKlJOTo2+//VYWi8WTdZ7S+PHjZTKZHP8AAAAAADWbW4cZS6V7Z8eOHavExETNnj1bc+fOdbTXrVtXF198sceKPJ3U1FSlpqY61QYAAAAAqLncDrNSaWgcNGiQ+vbtqx9//FEZGRny9/fXFVdcoaioKE/VCAAAAACAkzMKs2WCgoJ0ySWX6JJLLvHE4gAAAAAAOCW3w+y2bds0f/58WSwWDR48WImJiZ6sCwAAAACAk3JrAKji4mI98cQTyszM1Pr16zVmzBgdOXJEkrRmzRpZrVaPFgkAAAAAQHluhdmdO3cqMTFRM2bM0OzZsxUXF6elS5dKknJycjRhwgQZhuHRQgEAAAAAKONWmLVarUpKSpLJZFJQUJCGDx+uDRs2SJL69u2rxMREbd682aOFAgAAAABQxq0wGxsbq61btzrud+rUSVlZWY77bdu2VWZm5plXBwAAAACAC26F2fr168tisWjy5MmyWq2yWCwKDQ1VcXGxJGnPnj2y2WweLRQAAAAAgDJuj2Y8evRoPfTQQ1q6dKk6deokq9WqlStXKjs7W7NmzdKkSZM8WScAAAAAAA5uh9mYmBhNnjxZU6ZM0erVq5Wfn6/nnntOZrNZN910k9q2bevJOgEAAAAAcHArzBYUFOiHH35QcnKyHnroIY0aNUppaWmy2WxKTExURESEp+sEAAAAAMDBrTD7xx9/aMKECWrUqJGmTZumwMBAtWvXztO1AQAAAADgklth1mQyKTY2VjNmzPB0PQAAAAAAnJZboxknJibKZDLJbrd7uh4AAAAAAE7LrTBrsVg0fPhwzZw5k0ALAAAAADjr3B4AauLEiTKbzVqzZo26deum1q1bKzk5WVFRUZ6uEQAAAAAAJ2d0aZ6UlBRlZGRo8eLFmj17tiQpIiJCycnJuvvuu5WQkOCxQgEAAAAAKONWmDWbzUpJSdHIkSMlSYZhKCsrS+np6crIyFBGRoby8vI8WigAAAAAAGXcCrMWi8URZKXS0Y3j4+MVHx+v7t27e6o2AAAAAABccmsAKAAAAAAAvIkwCwAAAADwOYRZAAAAAIDPIcwCAAAAAHwOYRYAAAAA4HPcvs7sggULZLfb1bt3b4WFhUmSCgoKFBQU5LHiAAAAAABwxa09s4WFhZo1a5b27dungoICSdL48eN17bXX6o477lB6erpHi/QlRsFeFR/PkmEv9nYpAAAAAFBjuRVm9+zZo0suuUT333+/oqOj9dNPP+mbb77RxRdfrHbt2mn8+PEqLq6dYa5g00P646NLVJT3h1P7vjX3aM+KwSo+vtepPXf7AuVkzJG9KM+pvcR2VIbdVu31AgAAAIAvcuswY5vNpoiICMf95cuXq169eho3bpwsFoumTZumdevW6ZJLLvFYoT4joL7MKpJfQF2n5oLDv6jY+qdk8ndqP7z5ZRUf36s6sZfJzxLmaN+9rJ+Kju1W02tXyRLWxNH+5/ejZZQUqEHnp+QfFOVoP7Z7mUwmf4U0vFQmc/BfKzBKKqwTAAAAAHydW2G2UaNG2rx5s0pKSnT8+HF988036tu3rywWiySpVatWysrKOuUytm/frpdfflmtW7fWyJEjnR774IMPlJ6eLpPJpGbNmunGG290p0yvCO7wuuLi4iq0x3efqRLbUfkH1XdqD296nYoLDsovoJ7zDCZ/mfwC5BcQ7tRszVqlksIjanDh007tB354XCUFh9XsunUylwuzfyy+RPaiPDXp+6XMIQ3LTf+EJEP12491Wod1/3fy8w9UYOT5MvlZqvjsAQAAAODscCvMhoWFKTk5WSNGjJBUeg5t7969HY/n5OQoICDgpPNnZ2frm2++UevWrSs8tnXrVq1evVqvv/66JOmf//yn2rVrp/POO8+dUs8ZAfVauGyPaj/GZXvTa1e6bG94yeuy23Ir7PmtE3+FSgoOyr/c3l1JshflyV5sddrrK0l5fyyQvdiq+h0edmrft/pu2Yvy1HzQLzKVW8fOJT1l2IvVuM8Sp2Ud3viiZPJTZJu7nfYIFx75TX7mYFlCE9gzDAAAAMDj3B7N+N5779XixYu1YcMGDR06VE2aNJHVatWXX36puXPnauzYsSedNzIyUsOHD9fbb78tm835vNAVK1booosukslkkiR17dpVK1as8Pkw6ykhDV0fuh3TZaLL9uY3bJa9+Lj8LCFO7Q0u+o9KbLnyM9dxag+O7qySwiPys4SWazVky9spGSUy+Qc5tR/5bYoMe7Ei2zrvXd/9xXUySgqVNHirU8jdvayf5GdRo56zZfIPdLQf+W2q/MzBCm8+VCa/v96WxdY/5WcJ+//6TS6fIwAAAIDax60wW1xcrB9//FHXXXedrrvuOke73W7X7t27lZiYqPPPP9+tgvbv36/ExETH/cjISG3cuNGtZUGSya/CXllJCms6wOXkcd2nu2xPvP4H2W25zoceG3bV7/CI7EV5TsFURokC6raQUXxcJvNf4dcwSlSQvVmSSSb/AKflHPr5WUmG6iaVP6Tc0B8fXSIZdiXdmCGTYw+vob1f/l0mS4jiuk1x2vObmzlPfpYwhSb0lkx/jW9mlBT8f40EYgAAAKAmcCvMFhUVaebMmerSpYtTe2hoqFq2bKn+/fvLz8+tgZKrZPz48XryySddPhYQEKAxY8Zo9OjR1V7HiU53vrDvskh5Jzy38NLDy098zubzp/x/+76/Gg27gi+cJdkLTmgvlqXx3yXDpqx9+/9qtxfKFBAlGXbtO6Hduv87yS/ghOltOr7u36UDYf3tazmCq1Gs41//TfIPUp1uKxzthlEi29ZUmSxhCmjxr3LVGyo5/J3kHyL/eh1dvhI1t49RHv1cO9DPtQP9XPN5q4+DgoJOPxGAalGlMHvgwAHVrVv3lNOUlJTokUce0Ysvvqjo6OgqFxQTE6Ps7GzH/ezsbMXExLicNjU1VampqRXaTSaTbDabY0CqsykrK8vlAFAo08h1c/yEk0y+vkKTYS9WQc/Zspfkq06519pebNXB5oMle7Fi4uId7SWFR/SHn1l+/kGKK9dut+Uo8+BK+VnCFNf91b/ai44pc9XD8jOHqPngLU7L/2NRFxn+oWo+YM0Jh0Pv+/8BttjzW1PwWa4d6OfagX6u+bzVx/n5+crPzz/r6wVQqkphdubMmVq+fLni4+N17NgxzZ8/X8nJyUpKSlJoaOk5lr169ZK/v7++++479e/fv8oF9ezZU5MnT9bNN98sSVq7dq3uuOOOKi8HNZfJz6zgmIsrtPuZQxTTZVKFdv/ACCUNTZNR4nx+tsk/SLGXvlnher6GUaw68T2dwqok2W25shcdk8kU6PRYScFh/bE4ReaQhmo24PtyyylR8bHdDIIFAAAAVIMqhdmhQ4eqdevW+v3337VixQpNnz5dxcXFkqSGDRsqOTlZTZs2VWZmptq3b3/KZb399tv66aefVFJSorfeekt33XWXJKlt27bq1q2b/vOf/8hkMqlLly5q166dm08PKGNyPq9Xksk/UKGNr64wpX9APcX97e0K7eaQGDW/YbP27d3u1F6c/6f8g+rLHNzQqb0oJ1M7P71KAXWT1eSaLxztRnG+io7vliWsqUx+Jx/1GwAAAMDJVSnMJiQkKCEhQVdccYW2b9+uV199VTt37lR6eroyMjKUkZGhX375RUFBQbr77rtPuaxT7W0dMmRIVcoCzhKT/CyhMgU4Xys4MKKtEq//QUZJoVN7ie2ozHXiZAlt7NRecPgX7flymIKjO6vRlfOdpi8+tlsB4UlOI0ADAAAAqMitAaCCgoL00ksvyWw2q3nz5mrevLmn6wJ8zol7foMbXKRm/b+VYZQ4tduL82UJbaKAcOfPjXXfN/rz21Gq0+gKxV021dFenL9fxcf3KiA8SX4B4dX3BAAAAAAf4vZ1ZgMDA08/EYBylxQqVSf+ctWJv1ySccKUhgLqJiuwXmun1mO7l+nghidVN2moGlz0rKO9KG+Hiq1/KiCilfwD6lVP8QAAAMA5yu0weyq5ubkKDQ09K5fnAXyX88jHYU2uVViTaytM5WcOUWBEGwWcEHJz/1io7F9fV2TbexXV/iFHe+GRrSopzFZgRFv5B0ZUT+kAAACAl7kdZt977z19/vnnCgoKUqNGjRyjGrdo0UKzZ89W165d1alTJ0/WCtRK4Yk3KDzxhgrt/kH1FRTVQYERbZ3aczLmKCf9PUV3Gqd6rW53tOcf3CC7LVdB9TvIPzCy2usGAAAAqpNbYXbfvn2aOXOmOnTooAYNGmjv3r2aO3eu4zpbZrNZXbt29WihAJzVazFc9VoMr9AeEJ6o4AYXKTCijVP70W3TdWz3Z2qY8orCmv512azjWStllBQquEEX9uQCAADAZ7gVZo8cOaKGDRvq+eefd7QZhqE9e/Y4RjWOiOBLMeAN9Vrepnotb6vQHhTVXvaivArn5B7ZOkX5B9Yr/vJZCml4qaM9b+fHkqSQ2Ms4JxcAAADnHLfCbGJiooKCgpzaTCaT49I9PXr08EhxADwnos1dimhzV4X2kIaXys9cRwF1k53asze/Jltuphr3+dQpzB5Ne1d+5hCFJlwlP0tYdZcNAAAAuORWmA0MDNSQIUP04YcfauDAgTKZTKefCcA5KfK8US7bQ5v0VeGRrQoIb+bUnr35FZUUHikNweXCbPavb8g/KFJhTQfIzxxSrTUDAAAAboXZgoICTZo0SWazWV988YVSUlLUqlUrJScnKyoqytM1AvCCqHb/rNBmGCWq1+IWFR3bJXNIzF/t9iId3vyKZNgV3uz68nPo0E/PyByaoLpJw2Tyq5YB1AEAAFALuf3NMjo6Wt26dVN6eroWLVokq9UqSYqIiFBycrLuvvtuJSQkeKxQAN5nMvkrst0DFdoNe5Hqt39IJQWHZfL/6xSEkoLDOrLtbflZQlWvxc1/TV9SqAMbUhVYr6XL83sBAACA03ErzJrNZqWkpOiee+6RVDr4U1ZWltLT0x0DQOXl5Xm0UADnLj9ziCLa3O3qAUV3elz2kkKVv66uLW+HcjPnyRLWxCnMlhQc0sGfn1FQ5Pmq1/LW6i8cAAAAPsutMGuxWHTfffc57ptMJsXHxys+Pl7du3f3VG0AfJx/QD3VazWiQrs5qL4aXDhBMvk7tRfmpCnvj0UqytvlFGZtuZk6vOklhcR0Vd3kmwUAAAC4fZjxtm3bNH/+fFksFg0ePFiJiYmerAtADeYfFOUylAaEN1eDi56Vn6WOU3vhka06tutTGfYip/kKDv2k7K1TVCeuh+om3VjtdQMAAODc4VaYLS4u1hNPPKGQkBDl5uZq3bp1mj59uiIiIrRmzRpdcMEFCglhNFMAVWMOjlHdpKEV2oOjOyum6wsyB0c7tRcc3qTje5bLHBQl6a8we3zPCh1Nf09hTfoqPHFQdZcNAAAAL/BzZ6adO3cqMTFRM2bM0OzZsxUXF6elS5dKknJycjRhwgQZhuHRQgHUXuaQWIUnDlRI7GVO7aEJV6nhJa9VCKwF2Rtl3fe1ivJ2OLXnbp+vvV/9XXk7l1R3yQAAAKhmboVZq9WqpKQkmUwmBQUFafjw4dqwYYMkqW/fvkpMTNTmzZs9WigAnMgcEquwJtcqqP4FTu11k4YpttsUhTXp59RecOhnWf/8ViUFB53aj2x9S3tWDNbxPcud2g17kWTYq6d4AAAAnBG3wmxsbKy2bt3quN+pUydlZWU57rdt21aZmZlnXh0AuMEcEqvQhKsUUK+FU3vkefcrrvs01Ym/wqm94PDPyj/wg+wl+U7t+78fo/Q5zXVs16dO7Yc3vaS9X96k/APrnNqP7fpU2Vv+K1uu8/bPlpuhgsObZLflnulTAwAAwP9zK8zWr19fFotFkydPltVqlcViUWhoqIqLiyVJe/bskc1m82ihAHCmzCENVSfucllCna+BHd15guIvf08hMZc4tRv2IkmSyT/Qqb3w6G+y7v9O9qJjTu25Oxbp8MbnK4TZQ788p92f95d1//dO7fu+uVeZ89vp+N6vnNqzt7yhfWvuUcHhX5zaj+9ZoZz091R0fI9Te/HxvSrK2yGj2DmMAwAA1GRuj2Y8evRoPfTQQ1q6dKk6deokq9WqlStXKjs7W7NmzdKkSZM8WScAVBtzcAOZgxtUaI/tNtnlYcb1249VvRa3KjCitVN7WMLVCghPUkB4c6f2gNAmKo5sJ/+gKKd2uy1X9qJjMvk5b4rzD2yQdd/XCm8+2Kk9J+N9Hc9apbju02Sp08jRfuCHcTqetVJxf5umOvGXO9r//O5B5R9cr4ZdX1BwzMWO9iO/TZUtN0P1Wt6uwHotHe3WP79VSeFhBTfo6vR6lBRmSzLJLyBcphMupwQAAOAtbofZmJgYTZ48WVOmTNHq1auVn5+v5557TmazWTfddJPatm3ryToBwDtMFQ9gCajbQgF1W1RoD2t2ncJcLKJ+p8dcLjqu+3QZxfkymYOd2qPa3a+6zYcoKPI8p/aQuB4yh8TJUsd5z7J/UJQsoU3kH1jXqb04f7+Kj2fJkPOAfNZ9X8v657f/f07xX2H2yNbJsv75reJ7vOsUZv/89n5He0hsN0f7/nX/UmH2ZjW48D8Kqt/R0X407V0VH9+j8KQbFRDWzNGef3CDjOLjCow8X/6BEY52ozhf8g8gKAMAgCpxO8xKUmhoqB566CGNGjVKaWlpstlsSkxMVERExOlnBoBazuRnkSnAUqE9qH4nl9PXazHcZXtM1+ddtsd2+6/sRcdkDnTeIxzR+i6FNrlWAXWTndqDY7rKPzBC5jqxTu1+5jryD4yQn8X5kmu2nEwVHvlNhlHi1H5s1xLlH/hBdeJ7SuXC7OGNzyv/wHo16jlHwTFdHe17v75d+fvXKr7n+wqJSXG0H/jhCdly0hR9QarTXvDczHkqzj+o8GbXy1wnztFeeGSrjJJCBdRtUeFaxQAAoOY5ozBbJjAwUO3atXPcNwxDJpPJE4sGALjJP6Ce/APqVWgvv3e1vMi297lsj73sLZftDS95RXZbrixhTZ3a67W4VXXir5QltIlTe1BUB5n8gyocbi2jRDL5yc/sHEALszer4PAvMuyFTu05mfNUcOhnhTS8xCnMHvhhnAoO/aRGV85XcHRnR/ue5Teo8MhWxfd8X0FRHRztB396WoUHt8oW9h+nPciHN76oomO7FHX+aFnC/noO2VveUPHxvYpoM9LpvOuj26apyLpPES1vk7lO/F91pr+v4vz9qps0TOaQho723O3zVZx/QOHNBjq15+38RCUFhxXW5Br5B/11TeXje1aopDBbdRpdIf/ASEe79c9vZLflKDgmxWlPd/7BDbIX5Sm4/gXyCwgv93r+KnuxVYERbeRnCXW023IzZC/OV0B4c/mZ//rBoujYThklNllCE2TyD3K0F+cfkOzF8g+uL5NfgKPdbsuVIbv8LGFOe9kd5577mSXx3QAA4Dluh9mVK1fq888/V2BgoBISEpSUlKTk5GTFxcXprbfeUkpKis4//3xP1goAOIdY6jSSXOwADW18tcvp63d8xGV7oys+kFTx2uQNujwre+ERBYQnObWHNx+ikJgUpyArSQF1kySjxCnYSZK92Cp7sVUmP+e94Pn7v1fxka2y2/Kc2q37vlZB9mbVazVC5ec4vvsLFWRvVnjzG53CbN6Oj1SQvVlhTfo5hdnczHkqyN6sOvE9nUJrTvp7Kji8SSENL3VqP7rtbRUc3qSg+h2dwmz2ltdVcHiTEuotdgqzhzc+X9p+1WKn53zop6cc7UFR7R3tB354zGX7/u/HuGz/89v7XbbvW32ny/a9K2922b77i4EqzN6shN4fKyjyrx++d38+QIVHtiih10IFlmvfs2KoCo9sVaMr5igwom255Q+X7ejviuv+jtOe+n2r71JhTpriur3lNIL5n98+IFtuphpe8oqkv0L6wR8nqOj4bkV3fMzph5gjW6eoOH+/Ilrd6fTeytvxkUpsRxXW+Br5B9V3tOfv/172YquCoy90+tGgKG+HDKNYljqNnH4EsBdbZTL5lf4A4OL0BQBA1bkVZg8dOqRnn31WcXFxioiI0PLlyzVv3jxJUkhIiCwWiy666CKPFgoAqMkq7rELrNfK5ZR1mw9x2R7TxfXAgwm9P5ZRXCCTOcipPfqCJ3Xwz0wFhDnvQY5q/5BKCo9UGPU6ou29KinMlqVcYJWkeq1GqLjgoCwnHJ4dnnyT6uTvlzk4xrk9cVBpkD2hPbRxXwVFdZS5XGCSpDrxVyigbkunICupdBl1GlXY+x5U/wL5B0Y6BSxJCoxoI5N/YIVDsMsONy+/V1aSzHUSFFBkdQpkkuQfVF/mkFinvbKS5GcJk19A3QrnPpv8zBUGOZMkw7DLsBdX+BnDXmyVvShPxgmDr5UUHlVx/gEZRrFTe5F1n4rydsh+wh58W94fKjyyRUZJocqH2fyDP6gw+1dFtXvQafq8nZ+o8MhWhScOcgqzR36bqsIjWxRc/wKnMHvw52dUmP2rGvf+2CmM7/t2lAqzf60Q3vesGOoy1O/96mbZctIV132GU0jfv/Yh2XJ3KKbrRKcfdA5velHFx7MU2e4BWUIbO9qPpr2rkoLDqpt8k9M578f3LJe96JhC4ns4vVcKDm+SUVKowMi2Tn1fUnBQhmHIPzDSZb8BwLnEra3UgQMHFBkZqWnTpsnfv/SPVnZ2tjIyMpSenq709HSFhIScZikAAFQ/k8lfJhfn0AY3uFDm4nj5BTgPnBUSe5nL5YQmXOWyPaxpf5ftJwvddZNvdtke0fpOl+2R541y2R7VfqzL9ugLnnDZ3uCiZ122x3R9wWV77KVvuGyP+9s0l+3xl7/nsj2h10LX7Vctkgx7hfDbqOccySip0GfxPWbKsNsqhPq4blNktxfKEuL8Y0LDlFdkFFsVEJYo5R9xtEdfkCq7qx8r2tytkoJDMp+wnLCm/RQc7RxkJSm4wUUyBzeQ3wk/JljqNJJRnF/hxwGTn1km/8AKRwiUFBxScf5+najwyNbSc9JLnC91eHzvVyo8slX1Wt3u1J6bMUeFR7cpNOEqpzB7ePPLKjzymxr3WeoUZg+s+5cKj25T4z6fOoXovStvcUwfGNHG0b7rs76y5aQp4aqPnKbPWn2nivJ2Krbbf51C94EfHlfx8SxFd051OuUge8t/VVJwUBGt7zrh8PsFstuOKqzpAKdTEaz7v5NRnK/gBhfJz/LXEHu23AwZ9hIFhDWp8IMLgNrDrTDbrFkzhYSEOIKsJEVGRuqiiy5ijywAADgtk8lfcjGC9ckG7zrx8PEyJx5uXiYgPLHcvb/CbPnzqcsLa3Kty/aI1v9w2R7daZzL9thuk122nyzUx/ecLaOksMK55DEXvyx7UV6Fc9Kj2o9RScERp0PaJalui1tUkr9f5uBop/Y68T1L9+yfELoDI9vKzxLqdP60JPkHRMg/qH6F62sbdpsMe5FMfs59VpS3U7acdMnuvCc9/8APsuWkqX7xv53a83Z+JNvRNIU3H3rCYfZTVXj0dwU3vMTptTj041MuQ/ef34z6/3bn0A2gdnErzAYHB2vEiBGaM2eOhg4dymBPAAAAbjhZSC9/Dejy6sRd7rK9btJQl+1R549x2X6yPfLxPd932d7k6s9k2Isr7FmO+9s0GcX5ToOlSVKDi/4juy23QuiObDNSJQWHK1zbO6zZ9Qq2/inzCaE+uEEXmUPi5H/CYfOWsKYyDHuFgeMA1C5unwxRWFioZcuWafny5UpJSVHr1q2VlJSkmJiY088MAAAA32Hyl8m/4p70Ew/XLnPSPeAnOSz/pHvAOz/psv1ke8AB1C5uhdmDBw9q0qRJiomJUZ06dfTZZ585BoAKDQ1VUlKS7rvvPjVp0uQ0S6p5Vv/wkfwtJvXpfqNCQ/46D+uzVbN1zJpbYfqTTcf85+78eXl5CgsL89n6mb9y85fni/Uzf+XmL88X62f+ys2/b/9ex3bbF+tn/tPPvyVjveLiBlSYDkDN5vYAUPXq1dP06dNlNpsdbWUDQGVkZCg/P9+jhZ7K+PHj9eSTT5619Z3K1z98rMNH96nbhdc4bWQ/XTVH+w/trjD9yaZjfuZnfu/OL/mf0fzerp/5Kze/q372pfqZn/mZv9SW9HW68rIBFaYDULO5FWYTExMVHh7uCLKS1KBBAzVo0EApKSkeK66yUlNTlZqa6rjvzXN4/3ZhP/lbTAqt43xux9Xdb3T5y+LJpmP+c3f+8ntmfbF+5q/c/LlHj/t0/cxfufld9bMv1c/8lZvf1Z5ZX6qf+U8/f9vkLhWmAVDzmQzDSJX0ZFVmMgxDX331lY4eParrr7/+nBsAymQyyWazyWKxnH5iD8vKylJcnOuRFVEz0Me1A/1cO9DPtQP9XPN5q4/z8/OVn59/LDIyMvT0UwPwNLf2zBYUFGjixIkym81atmyZLrnkErVq1UrJycmKioo6/QIAAAAAADgDbo9mHBMTo5SUFGVkZGjRokWyWq2SpIiICCUnJ+vuu+9WQoLrEe4AAAAAADgTboVZs9mslJQUjRw5UlLpYcdZWVmOwZ8yMjKUl5fn0UIBAAAAACjjVpi1WCyOICuVnqMaHx+v+Ph4de/e3VO1AQAAAADgkp+3CwAAAAAAoKrcCrOGYSgnJ+ekjxcXF7tdEAAAAAAAp+P2aMaDBg1SdHS0kpKSlJycrOTkZDVv3lzR0dGaOnWqLr74YnXo0MHD5QIAAAAA4GaYDQwM1L///W+lp6crLS1NH374oWM047p168rf319dunDxagAAAABA9XArzPr5+alnz57q2bOnpNLDjvfs2aP169drwYIFio2NVXBwsEcLBQAAAACgjNvXmS3PZDIpISFBCQkJ6tGjh9588021bNnSE4sGAAAAAKACj49mHBkZqaCgIH3//feeXjQAAAAAAJLOYACo2267TUlJSY5/ycnJatCggex2u/bu3au9e/d6ulYAAAAAACS5GWYNw5DNZlN+fr4WL16sY8eOSSodGEqSCgsLdeutt3qsSAAAAAAAynMrzPr7+6tTp0567LHHJEn79u1Tenq6du3apdzcXLVp04bL8gAAAAAAqo1bYTYgIMARZCUpNjZWsbGxHisKAAAAAIBTcXs04yVLlshqtapz585KTEz0ZE0AAAAAAJySW6MZ22w2TZ06VWvXrtWOHTsc7enp6Zo9e7bsdrun6gMAAAAAoAK3wmxWVpbatm2rl156SZdffrmjvWHDhsrMzNTLL7/ssQIBAAAAADiRW2E2Ly9PTZs2rdAeFhamcePGKS8vTxkZGWdaGwAAAAAALrkVZmNjY7VlyxYZhuHy8R49emjLli1nVBgAAAAAACfjVpitX7++goKC9Nprryk/P7/C49nZ2bLZbGdcHAAAAAAArrg9mvHo0aP10EMPadWqVercubNatWqlyMhI7d+/X7Nnz9bzzz/vyToBAAAAAHBwO8zGxMTov//9r6ZMmaI1a9Zo1apVpQs0mzVs2DC1bNnSUzUCAAAAAODE7TArlQ74NHbsWN1///1KS0uTzWZTs2bNFBkZ6an6AAAAAACowO0wm52dralTp+qXX36RJLVo0ULdu3dXRESEp2oDAAAAAMAlt8Ps448/riNHjigxMVF5eXnauHGjvvvuO33++ed67LHHFBYW5sk6AQAAAABwcCvM7ty5U4ZhaMaMGQoKCpIklZSUaNOmTZo+fbqefvppTZo0yaOFAgAAAABQxq1L8+Tm5qp9+/aOICtJ/v7+6tixo15++WUVFhZynVkAAAAAQLVxK8w2bNhQ27Ztk2EYFR4zm8265ppr9Ntvv51xcQAAAAAAuOJWmI2OjlZAQIBee+01Wa3WCo/n5eW5DLoAAAAAAHiC2wNAjR49WmPHjtWqVavUuXNntWrVShEREdq/f79mz56tF154wZN1AgAAAADg4HaYbdiwoSZPnqwpU6Zo9erVWrVqVekCzWYNGzZMLVu29FSNpzV+/Hg9+eSTZ219AAAAAADvMhmGkSrpyTNZSGFhodLS0mSz2dSsWTNFRkZ6pjo3mUwm2Ww2WSyWs77urKwsxcXFnfX14uyhj2sH+rl2oJ9rB/q55vNWH+fn5ys/P/9YZGRk6FlfOYDK75mdN2+eGjZsqOTkZMXGxspkMjkeCwwMVLt27aqlQAAAAAAATlTpMLt48WIdOnRIkhQSEqLmzZsrOTlZSUlJSk5OVuPGjeXn59Z4UgAAAAAAVEmlw2xoaKhee+01ZWZmKiMjQxkZGfr4449VXFwsqXTvbLNmzRzhtlu3bgoLC6u2wgEAAAAAtVelw+yDDz6o6OhoRUdHq2vXrpowYYJuvfVWtW/fXjk5OcrMzNTatWu1ZMkSmUwmNWzYUJ06darO2gEAAAAAtVSlw2ybNm0ct3fs2CGr1aohQ4Y42rp06aJhw4bpm2++0S+//OI0PQAAAAAAnuTWSa7Hjx9XSUmJy8cuvfRSlZSUaNeuXWdUGAAAAAAAJ+NWmG3WrJnS0tK0bt06l483aNBAGzduPKPCAAAAAAA4GbfCbEhIiIYPH65x48Zp4sSJWrt2rXJyciRJe/bs0fLlyxUYGOjRQgEAAAAAKFPpc2ZPNHDgQIWFhenNN9/Ul19+KUkymUwyDEORkZG67LLLPFYkAAAAAADluR1mJalXr1669NJLtW7dOm3atEnHjx9X48aNdc0116hevXoeKhEAAAAAAGdnFGal0kOOe/TooR49eniiHgAAAAAATsutc2YBAAAAAPCmSofZrKwsZWdnV2ctAAAAAABUSqXD7CuvvKKHH35Y+fn51VkPAAAAAACnVekwa7Va9b///U/BwcEqLi7W+vXrq7MuAAAAAABOqtJhNjAwUFarVZJUVFSkd955p7pqAgAAAADglCo9mvGll16q+++/X1dffbWSkpKqsyYAAAAAAE6p0mF2wIABys3N1fvvv69jx47JZDLpzjvvVPPmzZWcnKykpCQlJSWpTp061VkvAAAAAACVD7Mmk0m33HKLbrrpJv3666+aOHGiWrdurYyMDH399dcqLi6WyWRSbGyskpKSlJycrK5du6pp06bVWD4AAAAAoDaqdJh1zGA2q02bNrrwwgs1evRoSVJxcbF27typ9PR0ZWRkKCMjQ+vXr9e0adPUr18/jRo1yuOFAwAAAABqryqHWUkKCAjQmDFj/lqI2azmzZurefPmjjbDMLR161ZNmTJFGzZsUOfOnc+8WgAAAAAAVIXRjKvKZDKpbdu2GjlypLZt21ZdqwEAAAAA1EJu7ZmVpOzsbE2dOlW//PKLJKlFixbq3r27unfvLpPJ5JiudevWat269RkXCgAAAABAGbfD7OOPP64jR44oMTFReXl52rhxo7777jt9/vnneuyxxxQWFubJOgEAAAAAcHArzO7cuVOGYWjGjBkKCgqSJJWUlGjTpk2aPn26nn76aU2aNMmjhQIAAAAAUMatc2Zzc3PVvn17R5CVJH9/f3Xs2FEvv/yyCgsLtWXLFo8VCQAAAABAeW6F2YYNG2rbtm0yDKPCY2azWddcc41+++23My4OAAAAAABX3Aqz0dHRCggI0GuvvSar1Vrh8by8PJdBFwAAAAAAT3B7AKjRo0dr7NixWrVqlTp37qxWrVopIiJC+/fv1+zZs/XCCy94sk4AAAAAABzcDrMNGzbU5MmTNWXKFK1evVqrVq0qXaDZrGHDhqlly5aeqhEAAAAAACduh1lJCg0N1UMPPaRRo0YpLS1NNptNzZo1U2RkpKfqAwAAAACggjMKs2UCAwPVrl07TywKAAAAAIDTcmsAqHPN+PHjZTKZHP8AAAAAADVbjQizqampMgzD8Q8AAAAAULPViDALAAAAAKhd3AqzBQUFWrNmjf78809P1wMAAAAAwGm5FWb/+OMPTZgwQY888ojsdrunawIAAAAA4JTcGs3YZDIpNjZWM2bM8HQ9AAAAAACcllt7ZhMTE2UymdgrCwAAAADwCrfCrMVi0fDhwzVz5kwCLQAAAADgrHPrMOOCggJNnDhRZrNZa9asUbdu3dS6dWslJycrKirK0zUCAAAAAODErTArSTExMUpJSVFGRoYWL16s2bNnS5IiIiKUnJysu+++WwkJCR4rFAAAAACAMm6FWbPZrJSUFI0cOVKSZBiGsrKylJ6eroyMDGVkZCgvL8+jhQIAAAAAUMatMGuxWBxBViod3Tg+Pl7x8fHq3r27p2oDAAAAAMAltw8z3rZtm+bPny+LxaLBgwcrMTHRk3UBAAAAAHBSbo1mXFxcrCeeeEKZmZlav369xowZoyNHjkiS1qxZI6vV6tEiAQAAAAAoz60wu3PnTiUmJmrGjBmaPXu24uLitHTpUklSTk6OJkyYIMMwPFooAAAAAABl3AqzVqtVSUlJMplMCgoK0vDhw7VhwwZJUt++fZWYmKjNmzd7tFAAAAAAAMq4FWZjY2O1detWx/1OnTopKyvLcb9t27bKzMw88+oAAAAAAHDBrTBbv359WSwWTZ48WVarVRaLRaGhoSouLpYk7dmzRzabzaOFAgAAAABQxu3RjEePHq2HHnpIS5cuVadOnWS1WrVy5UplZ2dr1qxZmjRpkifrBAAAAADAwe0wGxMTo8mTJ2vKlClavXq18vPz9dxzz8lsNuumm25S27ZtPVknAAAAAAAObodZSQoNDdVDDz2kUaNGKS0tTTabTYmJiYqIiPBUfQAAAAAAVHBGYdZmsykrK0v+/v5q3bq1zOYzWhwAAAAAAJXidvr88ssv9cYbb+jYsWOSSvfSpqSk6JZbblGDBg08ViAAAAAAACdyK8wePXpUL7zwgtq1a6f27duroKBA27dv19dff63vvvtOjz/+uC644AJP1woAAAAAgCQ3w+zu3bvVrFkzTZo0SSaTydFutVo1bdo0PfXUU5o5c6bq1q3rsUIBAAAAACjj1nVmo6OjFRUV5RRkJSkkJESjRo1Su3bt9O2333qkQAAAAAAATlTpMPvVV19p27ZtstlsatiwoUJCQrR//36X05533nnKy8vzWJEAAAAAAJRX6cOMp06dqkOHDsnf31+NGzdWfHy8xowZo5tuukkpKSmOQ4rtdrt+/vln3XzzzdVWNAAAAACgdqt0mK1Tp46eeOIJpaenKyMjQ+np6Tp8+LBeeuklvfzyy2rQoIGio6N14MABXXTRRUpKSqrOugEAAAAAtVilw+zf//53tW7dWq1bt3a0FRcXa8eOHU4BNycnR0uWLFG3bt3UqVOnaikaAAAAAFC7VTrMdu/eveLMZrOSkpKc9sLa7Xbt3r1bERERHikQAAAAAIATuXVpnlPx8/NTkyZNPL1YAAAAAAAc3Lo0z+kYhlEdiwUAAAAAQNIZ7JlduXKlPv/8cwUGBiohIUFJSUlKTk5WXFyc3nrrLaWkpOj888/3ZK0AAAAAAEhyM8weOnRIzz77rOLi4hQREaHly5dr3rx5kqSQkBBZLBZddNFFHi30VMaPH68nn3zyrK0PAAAAAOBdboXZAwcOKDIyUtOmTZO/v78kKTs72zGicXp6ukJCQjxa6KmkpqYqNTXVcd9kMp21dQMAAAAAzj63wmyzZs0UEhLiCLKSFBkZqYsuuuis7pEFAAAAANRObg0AFRwcrBEjRmjOnDkM9gQAAAAAOOvcHgCqsLBQy5Yt0/Lly5WSkqLWrVsrKSlJMTExnqwPAAAAAIAK3AqzBw8e1KRJkxQTE6M6deros88+cwwAFRoaqqSkJN13331cbxYAAAAAUC3cHgCqXr16mj59usxms6OtbACojIwM5efne7RQAAAAAADKuBVmExMTFR4e7giyktSgQQM1aNBAKSkpHisOAAAAAABX3BoAKigoSEOHDtWCBQsYAAoAAAAAcNa5tWe2oKBAEydOlNls1rJly3TJJZeoVatWSk5OVlRUlKdrBAAAAADAidujGcfExCglJUUZGRlatGiRrFarJCkiIkLJycm6++67lZCQ4LFCAQAAAAAo41aYNZvNSklJ0ciRIyVJhmEoKyvLMfhTRkaG8vLyPFooAAAAAABl3AqzFovFEWQlyWQyKT4+XvHx8erevbunagMAAAAAwCW3BoAyDEM5OTknfby4uNjtggAAAAAAOB23B4AaNGiQoqOjlZSUpOTkZCUnJ6t58+aKjo7W1KlTdfHFF6tDhw4eLhcAAAAAADfDbGBgoP79738rPT1daWlp+vDDDx0DQNWtW1f+/v7q0qWLRwsFAAAAAKCMW2HWz89PPXv2VM+ePSWVHna8Z88erV+/XgsWLFBsbKyCg4M9WigAAAAAAGXcvjRPeSaTSQkJCUpISFCPHj305ptvqmXLlp5YNAAAAAAAFbg1ANSpREZGKigoSN9//72nFw0AAAAAgKQzGADqtttuU1JSkuNfcnKyGjRoILvdrr1792rv3r2erhUAAAAAAEluhlnDMGSz2ZSfn6/Fixfr2LFjkkoHhpKkwsJC3XrrrR4rEgAAAACA8twKs/7+/urUqZMee+wxSdK+ffuUnp6uXbt2KTc3V23atOGyPAAAAACAalPpMLtjxw75+/srISFBAQEBjiArSbGxsYqNja2WAgEAAAAAOFGlw+yvv/4qm82mhISE6qwHAAAAAIDTqtJhxp9//rmOHDmi5ORkJSUlKTY2ViaTqbpqAwAAAADApSqF2TZt2igqKkrr1q3T+++/r0OHDqlp06aO0YyTkpLUuHFj+fl5/Io/AAAAAAA4VDrMxsbGqm7duurWrZujraioSH/88YfS09O1ZcsWzZkzR/v371ezZs00ZMgQXXrppdVSNAAAAACgdqt0mL3gggsqtFksFrVo0ULNmzfXkiVLtHr1ahUWFurw4cMKCwvzaKEAAAAAAJRx69I85a1fv15TpkzR7t27FRwcrFtvvVWDBg1yXHMWAAAAAABPczvM7tixQ1OmTNGPP/4ok8mk3r1767bbblNkZKQn6wMAAAAAoIIqh9mjR49q5syZ+vTTT2W329WhQwfdc889SkxMrI76AAAAAACooNJhtqioSAsXLtTs2bNltVqVkJCgO++8UxdffLFHC8rMzNTo0aOdDlOeNWsWhy0DAAAAABwqHWY///xzvf322woKCtLIkSPVr18/+fv7V0tR9957r3r16lUtywYAAAAA+L4qHWbctGlTFRcX6/3339fatWsd15ZNTk5WXFycTCaTJGnmzJnq0qWLWrVq5VZR3377rbZv366ioiJ169ZNHTp0cGs5AAAAAICaqUphtk+fPrr++uuVn5+vzMxMpaen64cfftCcOXN06NAhNW3aVMnJycrMzFS7du3cKigiIkJ9+vRR165ddfz4cd13333617/+5XYwBgAAAADUPCbDMFIlPXm6CW02mwoLC096/diioiL98ccfSk9P19KlS3XHHXeoU6dOZ1zg1KlTZbPZdO+991Z4bPz48XryyZOXPmbMGI0ePfqMawAAAABcCQoKOhYZGRnq7TqA2qjSe2YDAgIUEBBw0sctFotatGihFi1aaOfOnW4XtH//fkVFRclsNjuWm5eX53La1NRUpaamVmg3mUyy2WyyWCxu1+GurKwsxcXFnfX14uyhj2sH+rl2oJ9rB/q55vNWH+fn5ys/P/+srxdAKb/qWOigQYOUlJTk1ryLFy/Wr7/+6ri/ceNGdezY0VOlAQAAAABqgCpfZ7YyGjRo4Pa8HTp00Ny5c/X9998rJydHnTp1Uo8ePTxYHQAAAADA11VLmD0TXbp0UZcuXbxdBgAAAADgHFYthxkDAAAAAFCdCLMAAAAAAJ9DmAUAAAAA+BzCLAAAAADA5xBmAQAAAAA+hzALAAAAAPA5hFkAAAAAgM8hzAIAAAAAfA5hFgAAAADgcwizAAAAAACfQ5gFAAAAAPgcwiwAAAAAwOcQZgEAAAAAPocwCwAAAADwOYRZAAAAAIDPIcwCAAAAAHwOYRYAAAAA4HMIswAAAAAAn0OYBQAAAAD4HMIsAAAAAMDnEGYBAAAAAD6HMAsAAAAA8DmEWQAAAACAzyHMAgAAAAB8DmEWAAAAAOBzCLMAAAAAAJ9DmAUAAAAA+BzCLAAAAADA5xBmAQAAAAA+p0aE2fHjx8tkMjn+AQAAAABqthoRZlNTU2UYhuMfAAAAAKBmqxFhFgAAAABQuxBmAQAAAAA+hzALAAAAAPA5hFkAAAAAgM8hzAIAAAAAfA5hFgAAAADgcwizAAAAAACfQ5gFAAAAAPgcwiwAAAAAwOcQZgEAAAAAPocwCwAAAADwOYRZAAAAAIDPIcwCAAAAAHwOYRYAAAAA4HMIswAAAAAAn0OYBQAAAAD4HMIsAAAAAMDnEGYBAAAAAD6HMAsAAAAA8DmEWQAAAACAzyHMAgAAAAB8DmEWAAAAAOBzCLMAAAAAAJ9DmAUAAAAA+BzCLAAAAADA5xBmAQAAAAA+hzALAAAAAPA5hFkAAAAAgM8hzAIAAAAAfA5hFgAAAADgcwizAAAAAACfQ5gFAAAAAPicGhFmx48fL5PJ5PgHAAAAAKjZakSYTU1NlWEYjn8AAAAAgJqtRoRZAAAAAEDtQpgFAAAAAPgcwiwAAAAAwOcQZgEAAAAAPocwCwAAAADwOYRZAAAAAIDPIcwCAAAAAHwOYRYAAAAA4HMIswAAAAAAn0OYBQAAAAD4HMIsAAAAAMDnEGYBAAAAAD6HMAsAAAAA8DmEWQAAAACAzyHMAgAAAAB8DmEWAAAAAOBzCLMAAAAAAJ9DmAUAAAAA+BzCLAAAAADA5xBmAQAAAAA+hzALAAAAAPA5hFkAAAAAgM8hzAIAAAAAfA5hFgAAAADgcwizAAAAAACfQ5gFAAAAAPgcwiwAAAAAwOcQZgEAAAAAPocwCwAAAADwOYRZAAAAAIDPIcwCAAAAAHwOYRYAAAAA4HNqRJgdP368TCaT4x8AAAAAoGarEWE2NTVVhmE4/gEAAAAAarYaEWYBAAAAALULYRYAAAAA4HMIswAAAAAAn0OYBQAAAAD4HMIsAAAAAMDnEGYBAAAAAD6HMAsAAAAA8DmEWQAAAACAzyHMAgAAAAB8DmEWAAAAAOBzCLMAAAAAAJ9DmAUAAAAA+BzCLAAAAADA5xBmAQAAAAA+hzALAAAAAPA5hFkAAAAAgM8hzAIAAAAAfA5hFgAAAADgcwizAAAAAACfQ5gFAAAAAPgcwiwAAAAAwOcQZgEAAAAAPocwCwAAAADwOYRZAAAAAIDPIcwCAAAAAHwOYRYAAAAA4HMIswAAAAAAn0OYBQAAAAD4HMIsAAAAAMDnEGYBAAAAAD6HMAsAAAAA8DmEWQAAAACAz6kRYXb8+PEymUyOfwAAAACAmq1GhNnU1FQZhuH4BwAAAACo2WpEmAUAAAAA1C6EWQAAAACAzyHMAgAAAAB8DmEWAAAAAOBzCLMAAAAAAJ9DmAUAAAAA+BzCLAAAAADA5xBmAQAAAAA+hzALAAAAAPA5hFkAAAAAgM8hzAIAAAAAfA5hFgAAAADgcwizAAAAAACfQ5gFAAAAAPgcwiwAAAAAwOeYvV0AAAAA4It+++039e3bt86+ffu8XQpQKxFmAQAAADds2bJF3bp107x587xdClArcZgxAAAAAMDnEGYBAAAAAD6HMAsAAAAA8DmEWQAAAACAzyHMAgAAAAB8DmEWAAAAAOBzCLMAAAAAAJ9DmAUAAAAA+BzCLAAAAADA5xBmAQAAAAA+hzALAAAAAPA5Zm8X4MoHH3yg9PR0mUwmNWvWTDfeeKO3SwIAAAAAnEPOuTC7detWrV69Wq+//rok6Z///KfatWun8847z8uVAQAAAADOFefcYcYrVqzQRRddJJPJJJPJpK5du2rFihXeLqvSXnrpJW+XgGpGH9cO9HPtQD/XDvRzzUcfA7XTORdm9+/fr8jISMf9yMhI/fnnn16sqGpefPFFb5eAakYf1w70c+1AP9cO9HPNRx+X2rp1q8aOHasbb7xRH374oSQpNzdXEydOVK9evfTqq696fJ25ubm65ZZbZBiGDh8+rCeffFL//Oc/q7SM9evX69lnn63yuqdNm6bevXsrPz//lNO99dZbuuqqq1RSUlLhsfz8fF177bVVXveWLVt0//3366233qryvDXByJEjlZaWdsppyr83qss5d5hxVYwfP15PPvmky8cCAgLObjHlmEwmr60bZwd9XDvQz7UD/Vw70M81n7f6uH///ufMm6tNmzbq3bu3Pv/8cw0aNEiSFB4erhEjRmjlypV64IEHPL7O8PBwTZo0SSaTSVFRURoyZEiVA17Hjh3VvHnzKq97xIgRWrx48Wmnu+uuu/TRRx9Vefmn0rZtW3Xr1k3Z2dkeXW5NUv69UV3OuTAbExPj9KbIzs5WTEyMy2lTU1OVmppaob2kpEQFBQXVVuOphIaG6tixY15ZN84O+rh2oJ9rB/q5dqCfaz5v9fGCBQv06aefnvX1nimr1aq3335bISEhOnr0qFq0aKF+/fpJkp544gnFx8fLZrMpPDxct9xyi3bv3u3Yc/rAAw8oKipKzzzzjKKjo9W4cWPNnTtXM2fOdDq60jAMpaam6rffftM999yjyy+/XC+88IJ27dqlxx9/XA0aNHDU8tprryktLU3Tp0/XokWLNHfuXF1xxRXKysrSjh07NGLECF166aWSpG3btumtt95Sw4YN1bRpU6fntXv3bs2dO9dxZGe/fv3Url07x+MfffSRMjMztXfvXo0YMULt2rXTu+++q+LiYr3++uuKjo7W0KFDT7ocu92uN998U/v27VNMTIzjNTrR5s2b9fbbbys8PFxRUVHKzs5W3bp19cADD8hsNmv37t2aOXOmGjRooAMHDmjAgAGO8YHef/997d+/X0FBQTIMQ3fddZcKCgr0+OOPKzc3V5dddpk2bNggk8nkGGOo/POfOXOmYmJitHfvXp133nkaNGjQSdf36aefavr06XrmmWfUqFEjPf/888rNzdWLL754yn747LPPdODAAX3wwQeqW7euhg0bpqeeeqpCfV27dnV6b5zsdd27d6+j7qysLF122WX629/+Vrk3s2EYqcY55NdffzXuvfdew263G3a73bj//vuNTZs2ebusSit9SVGT0ce1A/1cO9DPtQP9XPN5q4/nzp1rDBkypFLTHvl9pnF40ytGcUF2tbSXWbFihXHDDTcYTz/9tOPfuHHjjF69ejmmef31142PP/7YMAzDsNvtxm233WakpaUZhmEYX3/9tWO6cePGGb/99pthGIbx888/G3fffbfjseeee84oKioyDMMwhg4dahw+fNgwDMPYunWr8cADDxiGYRgFBQXGwIEDjUOHDhmGYRjvv/++8ccff1Soee/evcZtt93muP/ss88aL774omEYhrF582bjnnvucdQ6fPhw46effjIMwzB+++0344orrjCsVqtht9uNO++809i5c6dhGIZx6NAh44YbbjBsNpthGIbRp08fY8OGDYZhGEZaWpoxZMgQo6ioyLBarUbfvn0d6z7Vcr744gvjwQcfNOx2u2EYhvHoo48aU6ZMcdkPc+bMMR544AHHtI8//rixePFiw263G3fccYexceNGwzAM4+DBg8bgwYON48ePG19//bUxZswYxzJeeeUVY86cOY7XqHfv3o66PvroI6f1nbhcq9VqTJgw4ZTrMwzDuOeee4zff//d8VqPHj36tP1w4nynqq/svXGq13Xy5MmO6bOzs41PP/3U5Wvqyjm3Z7Zsl/1//vMfmUwmdenSxekXFQAAAMDX5KS9K1tupkKbXCv/wAiPt5fXtGlTPfbYY477Bw8e1Lp16xz3f/jhBx08eFDbt2+XJNWvX1/79u1TcnKycnJy9OKLLyo4OFj79u3Tnj171KpVK7Vv317Hjx9XRkaGIiIiFB4eLrP51FEiMDBQl19+uZYuXaq///3v2rlzp4YNG1ap16tsT2V8fLwOHz4sSTpw4ID27dvnyAYtW7Z01HDo0CHt2LFDixYtciwjJiZGhw4dUmxsrKTSnCFJycnJOn78uHbt2uV4rMyplvPLL7+oXbt2jsNm27Ztq7y8vJM+hzZt2jimPf/88/Xzzz8rJSVFO3fuVJs2bSSVvvZBQUFKT0/XDz/84Kix7DX49NNPNXToUElSVFSUGjduLEmOPenl6y6/3ODgYI0bN04HDx486frat29/0trL1yA598PJnK6+k72unTt31vPPP6+dO3fqsssuU58+fU5bV5lzLsxK0pAhQ7xdAgAAAOAxdVsMl73wSIUA6qn2qrr22mvVuXNnSVJxcbGk0oGYPv74Y7311lvy8/PTSy+9JLvdLqn0nOTevXtr2bJlioqK0lVXXVWp9fTr109jx45V48aNlZKSUun6LBaLJMnPz88xgNDpzr00DEP33HOPY+ycwsJCt8bROdlyqvu87NMtvzrGBDKZTI4+LnsflOeqH9yt72Sva2xsrKZPn67Vq1frjTfeUKdOnXTPPfdUqv5zbjRjAAAAoKap12K4Its9UCGEeqq9Kjp37qwff/zRcf+ll15SVlaW8vLyVKdOHfn5lUaEAwcOOM3Xq1cvrVq1Sn/88UeF81VPplGjRmrcuLHef/99XXLJJW7XLEnR0dGKi4vTpk2bJElpaWmOAFa/fn01bdpUP/30k6TSYPbII484BbAtW7Y45qtTp44aN24si8XimObLL79UvXr1Trqcjh07atOmTY7py5Z3Mr/99pvj9qZNm9SxY0fVr19fTZo00datWyWV7rEsKChQcnKyOnfu7LTMX3/9VRdeeGGlXpsTl3vs2DE999xzp1yfVHrlmLLxijIzMyu1Lqk0uNrtdm3ZskW7d++uVH0ne13nzJkjf39/9enTR2PGjHF63U7nnNwz68tONroyag76uHagn2sH+rl2oJ9rPvq41LZt27R8+XLt2bNHixYt0nXXXae8vDy98847MgxDr7/+ukaNGqURI0bojTfe0Kuvvio/Pz+1adNGjRs3VkxMjFatWqUJEyYoJiZGubm5WrFihVq3bq2EhATVr19fLVu2VIcOHRzrfP/993Xs2DFNnz5dt9xyiz788EPt27dPS5YsUd++fSVJV111lfbs2ePysGSr1ap3331XR44c0Ycffqj4+Hj9/vvvOnr0qNq2basPPvhAVqtVH3zwgQYPHqxHH31UkydP1qpVq1SvXj0FBgZq6tSpuv/++/XEE09o6tSp+umnn/6vvXuPirrO4z/+HIY7AoIiggpobtpNUnfTwlTo5JqWXXQ1106aEuslM0jMympbUzFbO+b+MrQQNzxixw6bWv4sNS3zcvLaDbwgU14QULlfxhjm94eH+S2i3Rj7LjOvxzmeI5/58uXFAN/PvOf7/X7e1NbWMmnSJDw8PHj77bex2Wx88803fP7551gsFp5//nlHnn79+rF48WJsNht33XXXVfeTkJBAXl6eYwErb29vDh48yL59+xxnuf9bhw4deP311x0LQA0fPhyTycSLL75IZmYmu3btoqSkhBdeeAF/f38GDhzIyZMnee211/Dx8cFsNjNq1ChsNpvjOXrzzTeZOnVqs6/13/vdvXs3paWljB49+ie/HsDIkSPJzMzk66+/xsvLi9OnT/PRRx8REhLykz+HQYMGkZ2djc1mIyUlhfT09Gb5/vt3Izk5+arPa2hoKK+++iodO3akqKiIiRMn/uLfeZPdbn8J+Psv/gwREREREWHt2rWOVV+lucLCQiIiIkhPT2fUqFG0a9fO6Ei/m+zsbGpra3nssceMjuLSdGZWREREREScLicnh7KyMqKiotyqkD18+DBffPEFNpuN2NhY+vTpY3Qkl6ViVkREREREnO5Kl8O6g9jY2GY9YOXa0AJQIiIiIiIi0uqomBUREREREZFWR8WsExQUFFxx/Pvvv6ekpOR3TiPXQnV1dbPl6eHSsuL5+flUVVUZkEqcraioiJqammbjlZWV5OfnY7PZDEglzmaxWK7YK6+4uPgXtReQ1kFzs+vTMVtEVMw6wbRp09i6dWuz8b179zJv3jwDEomzFRQUMHXq1GYvji5evMgHH3zAqlWrDEomzrRlyxaeeeYZqqurm4yfP3+e9PR0du3aZVAycaY333yTpUuXNitoT5w4wcsvv+zotyetm+Zm16djtoiomHWC0NBQCgoKmk2ao0ePpl+/fnph5CJuvvlmsrKymhS0/v7+pKSkGJhKnK1Xr14sWrSoyYujmJgY5s2bR15enoHJxJk6duzIsmXLmhS0/fv3Jzk5mcOHDxuYTJxFc7N70DFbxL2pmHWSxMRECgoK+PDDD5uMe3l5cfHiRYNSiTP5+vqSmprKu+++22yCbGhoMCiVOFvnzp1JTExk4cKFlJWVOcbNZjM//vijccHEqQYMGEBsbCxvvPEG9fX1jnFvb28ds12I5mbXp2O2iHtTax4nSkxMJDMzkzlz5jBgwABqamrYvn07Dz30kNHRxEl8fX2ZNWsW8+bNIywsjJtuugmLxUJdXZ3R0cSJOnfuzOTJk3nhhRe47bbbiIyM5IsvvqBfv35GRxMniouLw2w2k5ycTEJCAv7+/nzwwQc8//zzRkcTJ9Lc7Pp0zBZxXzoz6yRvvfUWABMmTGDEiBFs376dgwcPkpKSgoeHnubWztPT0/Huvq+vLy+//DJdunRh48aNlJeXM3nyZKMjihP4+Piwbds2vv76ayIjI1mwYAFVVVVs2LCBbt26cffddxsdUZwgICCAd955h7KyMvr3709qaiq5ubls2bKFhx9+mE6dOhkdUZxEc7Nr0zFbREx2u/0l4O9GBxERERERaU3Wrl1LTk4O2dnZRkcRcUu6zNiJSkpKKCkpwW6306FDB8LCwoyOJE5mt9s5c+YM58+fx8/Pj/DwcIKCgoyOJU5mtVopLCykrKyM4OBgIiMj8fHxMTqWOFllZSVnz56ltraW0NBQIiMjdbbOBWludn06Zou4LxWzTnDs2DH+9a9/kZ+fT5s2bTCZTFRWVtK1a1emTZtGz549jY4oTrBt2zZWrlxJRUUFbdq04ccff6S6uprbbruNJ598kpCQEKMjSgvZ7XZWrlzJhg0bMJlM+Pv7U1tbi81mY/jw4UycOBGz2Wx0TGmh8vJyli5dyp49e/Dz88Pb25vq6moCAgIYP348Q4YMMTqiOIHmZtenY7aIqJhtIZvNxvLly0lKSuLGG2/EZDIBlw6weXl5LF++nLS0NLy9vQ1OKi1hsVjYsWMHaWlpTe6nu3jxInv27OGtt97i2WefNTChOMOHH36Ih4cHmZmZBAcHO8YrKirYsGEDOTk5jBo1ysCE4gxvv/02cXFxpKamNjl7U1hYyIoVK4iJieH66683MKG0lOZm96BjtojoeqoWunDhAn379uWmm25yTJYAJpOJG264gQEDBlBUVGRgQnGG48ePX3FhGG9vbwYOHIifn59BycSZLBYL48ePb/KiCCAoKIhx48Zx+vRpg5KJM3l7exMfH9/sMsSIiAjGjRvH0aNHDUomzqK52T3omN3cd999R2pqKmPHjmXdunXApeI+LS2NIUOGsGTJkp/dx9tvv83GjRsBqK2t5b777mvyeEpKChaLxenZRX4LFbMtFBoayr59+/j222+x2+2OcbvdTm5uLjt37iQ8PNzAhOIM3bt3Z82aNZw5c6bJ+MWLF/nss8+oqakxKJk4U3R0NKtWraK8vLzJeEVFBVlZWVrl1kVYrVa2bduG1WptMl5YWEhWVpbOyroAzc3uQcfs5m688UaGDh1Kly5dHGelg4KCmDRpEiaTiRkzZvzsPv7yl7+QkJBw1cdnz55NVFSU0zKLtIQuM24hs9nM3/72N8d9OYGBgZhMJioqKujatStTp07VZUwuICYmhsGDB/PMM89QUVFBYGBgk3tmp0+fbnREcYLhw4eTmZnJhAkT8PDwwM/Pj7q6Omw2G8OGDWPs2LFGRxQnePzxx1m6dCmLFy/G398fb29vqqqqaNOmDY8++qiKWRegudk96Jj92+3cuZMdO3YQHh5OcXEx48aNIzo6mmPHjrF8+XI6d+7MjBkz+Pe//019fT1Lly4lLCyMjh07smrVKh599FHi4+ON/jZE1JrHmS5cuEBxcTEA7du3p3379gYnEmez2+2cPXuWCxcu4OPjQ8eOHWnTpo3RscTJLl68SGFhIRUVFQQFBdGxY0etjOmCqqqqKCoqcqxmHBER0eSSVHENmptdn5HH7F/TmmfzZ2upqCpl6KCxBAYENxu/3NW2u3z8clu3biU9PZ3Y2FjHmNVqZe/evWzevBmA/fv307NnTwICAjh+/DgZGRnMnz8fgE2bNnH06FFmzJhBbW0to0ePZsOGDY59paWl0a9fPxWz8j9BZ2adyGaz0dDQgN1ub3JZk7iWhoYGbDYbdrudhoYGo+PINdD4N9z4Ny2uqfFvuPGf3W5XMeuCNDe7Pm9vb6Kjo42O8bP+745sThcVENd3aJNitHH8clfb7vLxK4mJieH55593fFxSUsLevXsdH0dERLBixQq8vLywWq2cOnWqJd+aiGFUzDqBlv93D2rN4/rU5sE9qDWPe9Dc7Pry8vLo1q1bs0vGq6qq+Oyzzxg2bJhBya5s6KCHqagqJbBNyBXHL3e17S4f/y0WLFjAyJEjGTx4MCUlJRw4cKDF+xQxgorZFtLy/+5BrXncg9o8uAe15nF9mpvdw/79+wkJCSEoKKjJuNls5vvvv+fEiRN069bNoHTN/XngmF81/lu3+yUaL8kGHJfhX4mXl5fjioatW7cyaNAgp2UQcQYVsy3038v//7fLl//v0qWLQQnFGX6uNY/e0XQNFouFadOmNbvUtLHNwy9paSD/+xpb81yusTVPbm6uitlWTnOz+3jkkUeu+tiFCxeaXGrrDvLy8vjkk084deoUOTk5PPjgg1RWVpKZmYndbmfp0qVMnz6dpKQkMjIy2LNnD/X19VRWVvL+++/Tq1cvtm3bRllZGbt37+b222+nX79+LF68GJvNhtls5siRI5SVlXHddddpVWMxnIrZFmpc/v+WW2654ru/O3fu5N577zU4pbRU9+7dycjIYPLkyURGRjrGG8/MqjWPa2hs8/Dggw82OzO7fv16t2zz4IoaW/PExcU1OzOblZWlFVBdgOZm95GVldXszGwjd7wtpGfPnqSlpTUZCwwMJDU1ldTUVMdYXFwccXFxjo+ffPJJx/8XLVrU5PNfeOGFJh8PHjzYiYlFWkbFbAtp+X/3oNY87kFtHtyDWvO4Ps3N7qFv376EhIToZynixtSax4m0/L/rU2se96DWPO5BrXncg+ZmuZZ+TWseEXE+nZl1AqvVSn19PaGhoYSGhhodR64hm81GfX09drsdX19fFTgu6vI2D/X19ZSXl+tn7kLKy8s5c+YM0dHR+Pv7Gx1HrqHGubmoqIjvv/8eu91OWFiY0bHEiaxWK4WFhZSVlREcHExkZKSO1SJuQsWsE8ycOZNOnToxe/ZsAF555RVHUVtcXMycOXPw9NRT3dpt3ryZlStXcv78eQCCg4Px8PBg+PDhPPLII255b467OHnyJBkZGURHR5OYmGh0HGmhQ4cO8dJLL+Ht7Y2npyevvvoqb7zxBkePHiUhIYEZM2YYHVFayG63M3nyZMaMGUNCQgJr1qwhOzubtm3bUlZWxqRJkxgxYoTRMaWF1E5NRFRhtVBNTQ033HADU6dOdYzFxMRwzz330K5dOyZOnEhDQ4OBCcUZLBYLe/bsYdGiRYSGhnL06FH27dvHY489xscff8y7777LhAkTjI4pLbR7924aGhq4/fbb8fDwcIx37dqVhIQE8vPzDUwnzvLRRx+xfPlywsPDKSgoYMGCBYwZM4brr7+edevWcejQIW699VajY0oLlJaWctttt5GQkEB1dTXHjh3jvffew8fHh7q6OtLS0vjzn/+ss3etnNqpiYjHz28iP6Wuro4OHTo0GYuIiKC0tHnza2m98vPz+etf/0qXLl0ICAigd+/emM1mPD09GTZsGFVVVUZHFCe48cYb+eGHH0hJSWHNmjWUl5cbHUmugbCwMMLDw4FLb1R069aNQYMGERERwQMPPMCpU6cMTigtZTab8fPzAy4VNv369XMUrr6+vvTp0+cne2tK62CxWBg/fnyTQhb+fzu106dPG5RMRH4vKmZbKCQkhN27d5Ofn4/NZuPkyZNs2rRJLTxcTKdOndi5c6ejcXhpaSkWi8XxeHV1tUHJxJmCg4MZO3YsixcvpkuXLrz66qssXLiQvLw8o6OJE5WUlFBUVARAQUEBJ06cYMeOHZw9e5b//Oc/dO7c2eCE0lLBwcFYLBYOHjxIeHg4X331FSdOnKCmpoYjR46wY8cOxxsa0no1tlO7/I3HiooKsrKy9FpMxA3oMuMWMplMjB07llmzZlFRUYGfnx/JycmOd4SHDRum+zVcQM+ePfnoo48YOXIkgYGBlJeXO/q1ZWRkOIpccQ0eHh4MGDCAAQMG8MMPP/DBBx/w5ZdfMnDgQKOjiRMMGzaMpKQkfHx8MJvNLFq0iCVLlvDPf/6Tu+66S5cYu4gnnniCFStW8PLLLwPw8ccfA5duBZo+fbraubgAtVMTEbXmcRK73c65c+cICQnRYk8uzGKxcOHCBbp160bbtm2NjiO/o5qaGmpqatTWw0VUVlY6VjP29fU1Oo5cQ1arlaKiIqqrq2nXrl2zW4Ok9TOynZpa84gYS1WXk5hMJi317wZiYmKIiYkxOoYYwN/fXy1cXEhgYCA9evQwOob8Dnx8fIiKijI6hlxDl7dTExH3oXtmRUREREREpNVRMSsiIiIiIiKtjopZERERERERaXVUzIqIiIiIiEiro2JWRERERMQFHDhwgJkzZzJmzBhKS0sd45s2beLxxx9n0aJFlJaWUlFRwfjx469Ja8GUlBQsFovT9ytyJSpmRURERERcQJ8+fRgyZAheXl7Mnz/fUazec8899OrVi6SkJEJCQggKCmLhwoWYTCanZ5g9e7ZWEJffjVrziIiIiIi4kMTERFavXs2qVauYMGFCs8dXr15NdnY2q1atIjQ0lLy8PNLT0+nSpQvBwcHk5OQwZMgQnnzySU6ePEl2djahoaGcPXuWESNGcMstt/Daa6+xbds2Jk6cyL59+zh06BAzZ85k9erVPProo8THx7Nz50527NhBeHg4xcXFjBs3Tm2UxKlUzIqIiIiIXGuH/g/UnnPe/m59AvzaXfEhX19fXnrpJaZPn85NN93En/70pyaPjxs3jo0bNwJgt9tZsGABTz31FL179yYvL4/s7Gwef/xx7HY7c+fOZc6cOURFRXH+/HmmTJnC6tWrmTlzJvv37ycgIIC0tDQ+/PBD4uPj2bdvn+Pr+Pn58dRTTxEQEMDx48dJT09n/vz5znsOxO2pmBURERERudYO/gsu5Dlvfz0evmoxC9C5c2dmzpzJwoULWbZs2VW3Ky4uprCwkFtuueXSbnv0wNPzUolw7tw5LBYLOTk5ju3Dw8M5d+4cERERwKVLmwGGDx/ebN8RERGsWLECLy8vrFYrp06d+vXfp8hPUDErIiIiInKt9X7CuWdm/dr/7CZxcXHk5uYyd+5cunXrdsVtfu6+WbvdzpQpU/D29gbAarU6/g/g5eV11c9dsGABI0eOZPDgwZSUlHDgwIGfzSzya6iYFRFphZKTk8nNzcVms9GuXTvGjh3L/fffD8Dnn3/OG2+8QVVVFaGhoWRmZv7kiw0REfkd3DrNkC87ceJEnnnmGbZs2cJjjz3W7PGwsDAiIyP56quv6NOnD0ePHqW+vh6A9u3bExMTw4EDB+jfvz/19fU8++yzvPbaa79o8aiKigqCgoKAS2eARZxNxayISCv0+uuvs2TJEjZu3MjTTz/d5H6oO++8kz179tCnTx/uuusuA1OKiMjv6eDBg2zZsgVvb2/atm1Lz5498fDwYM6cOUyZMsWx3erVq6mqqiIjI4Pk5GSee+45li1bxieffEJ0dDQ+Pj54enpiMpl48cUXWbFiBQcOHKC2tpZJkybh4eHBunXrHPsYN24cERERbN++nSNHjlBWVsZ1111HUlISGRkZ7Nmzh/r6eiorK3n//fcZOXKkgc+SuBKT3W5/Cfi70UFEROTXKSgoICkpif79+zN37lzH+Pr16zl16hRTp041MJ2IiOtbu3YtOTk5ZGdnGx2lRQ4ePMitt96KyWSiqKiI5557jnfeecfoWCI/S2dmRURaqa5du3LzzTezd+9eiouL6dChA99++y27du1i3rx5ju0sFgvvvvsuJ0+edFw69tBDD3Hvvfc22V9ZWRnvvfce+/fvp66ujtLSUpKTk4mPj+fYsWOO4viee+4hNjaW1atXU1hYyPXXX8+SJUv48ssvWbNmDXV1dVitVsLCwhg5cmSzVTRFROR/S0FBAZs3byYkJITi4mJmzZpldCSRX0TFrIhIKzZixAi++eYbNm7cyAMPPMCyZct45ZVXMJvNABw5coTZs2eTmprKHXfcAcC6detYsmQJvXv3plOnTgB88803/OMf/2D06NEsXbqU+vp67r//ftq1u7RSZnR0NKtWrWLSpEmcOHGCtm3bMmfOHLZu3UpBQQGHDx9m/vz5LFmyhKioKGw2G3PmzOHw4cMqZkVE/sc99NBDRkcQ+U1UzIqItGJ33nknISEhbNq0idzcXKZPn07btm0BqKurY+7cuQwdOtRRyAKOVSgvXrwIwJkzZ3juuecYP3684z6mo0ePAjhWv/T29qa+vp76+np69OjBxIkTAQgMDKSwsJCNGzcSFRVFVFQUAGazmVGjRhEQEHDtnwQRERFxSx5GBxARkd/O09OToUOHUlZWxsCBA+nRo4fjsd27d1NUVMTdd9+N1Wrl2LFjrFy5krfeeoshQ4bQtWtXAJYvX05kZGSTd+bz8/Pp0KEDbdq0aTIGl84GNwoLC6NXr160adOG7777jvnz5/PVV19ht9vp27cvPXv2vNZPgYiIiLgpnZkVEWnlGi8pHjhwYJPxXbt2YTKZePbZZzGbzYSFhdG9e3cWLFhAbGwscOk+2V27dpGYmNikzUJ+fn6znoT5+fkEBwcTHR3dLENSUhIBAQFs2rSJTz/9lPDwcKZMmUJcXJyzv10RERERQMWsiEirl5+fT1hYGMHBwU3GS0pK6Ny5MxkZGVf93MazqH/84x+bjB8+fJj4+PgmYydOnKB79+5X3I+vry+TJk1i/PjxfP7556Snp/PKK6+Qk5ODr6/vb/zORERERK5OlxmLiLRyx48f57rrrms23rZtW8rLy7Hb7Y6xhoYGsrKysFqtwKWG9nDp3tdGubm5nDlz5opnZq/0dT799FP2798PXLrsOT4+nuHDh+Ph4YGnp94zFRERkWtDxayISCtWWVlJSUnJFc+YDhkyhIqKCrZu3QqA3W4nMzOTwsJCfHx8APjDH/4AwNatW7Hb7fzwww+8+eabAE0K1/Lyci5cuNCswIVL9+Z+/PHHNDQ0OLbdvn079957r4pZERERuWb0KkNEpJWaO3cu3377LQDr16/n+PHjzJ071/H4HXfcwdSpU8nIyGDt2rX4+/vTu3dvUlJSHNv06NGDadOm8d5777F27VpiY2OJj48nLy+PWbNmMX/+fKKjox2LP13pzGxcXBzr168nMTERX19fzGYz999/P/fdd981fgZERETEnZnsdvtLwN+NDiIiIiIi0pqsXbuWnJwcsrOzjY4i4pZ0mbGIiIiIiIi0OipmRUREREREpNVRMSsiIiIiIiKtjopZERERERERaXVUzIqIiIiIiEiro9Y8IiIiIiK/wc0338zTTz+NyWQyOoqIW/p/E/gOOZ/fg6kAAAAASUVORK5CYII="
Which x-axis label witnessed the smallest value of Nigeria ?
2006.0
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857
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"
Which year recorded the lowest number of Share of global population living in extreme poverty including and excluding China in Niger - extreme poverty?
1992.0
OWID_Line_70171436002959.png
858
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"
What is the sum of the average of Belize and the average of Macedonia?
147.15
17249.png
859
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"
What is the median of 1960.0?
3.27
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860
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Which x-axis label has the maximum difference between Ages 60+ and Ages 20-60
1996.0
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861
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BQQHXXXcdjz32GH379uWRRx7hjjvu4PPPP2f8+PG89tprAFx++eWR51E4HObNN9/kiiuuICUlhYyMDCZMmMBTTz3FT37yE9LT01m8eDF//vOfCYfDAOTl5XHttdfy3HPPcdRRRzFr1ixOOukkXn31VX7zm99QWFhY5dt0d7fP3Llzuffee8nLy2PmzJnce++9/OlPf+Lzzz9n06ZNHHnkkZH3RwjWtps9e3bki3tV7q/qPH72ZN68eRxzzDH87ne/o7CwkJdeeom//vWv7LXXXtx3332RwOKggw7iwAMPBIJQNSUlhYcffrjCqfRFRUW88cYbTJw4kXvuuYeHHnqIUCjEnDlzuP/++3dbz5133hl5HVi2bBmtW7fmz3/+M2lpaXz00Uf8+te/ZseOHey9997lnpsvvvgiCQkJjB8/np49e3LggQfW+P2yKu9hdXE/Vmbq1KnceeedbN68mRkzZjBr1izy8vK45557+Nvf/gZU7fPgzn72s5+VW+f3008/ZcKECRx99NEsWbKE3/3ud2RmZlb7Pb+syh5Pu1PZ55PXX3+d8ePH88UXX3D11Vfz4IMPcscdd7B69Wo+/fTTSs9v5cqVXHnllcybN4+RI0cyZ84cpkyZQkpKSuS1+YYbbij3evKPf/yDiy66KPK+U9XPmlV9fa7oOu7pMbQnu7utf/GLX+zy497AgQMrXZZhd7dFVV87q/J5vzp1SZIavxYV5BUUFPD444+zYsUKAPbZZx/23XdfHn300civxHvvvTehUCjyC9bzzz/Phg0b6NatG6mpqZHzGjVqFMcddxyjR49m3LhxbNq0iX//+98AHHzwwfTu3RuAXr16cdZZZ9G2bVuysrIio9yGDh1KTEwMw4YNIxQKkZuby2OPPQZAp06diI2NBaBbt2784Ac/oE+fPpGavvzyyypd3zPPPJMrr7ySUCgEEFngd9u2bZFRTllZWZEv6QcffDDDhw9nv/32i3xpAOjYsSMxMTFVup0qc9999xEOh+nevTsDBgwoV8+yZcvqZHH4Em3btiUxMREIPhidddZZ9OzZM/Jhaf369ZEPNo8//nhkncTzzjuP9PR0zjnnnCpf1ujRoyOX9dJLL0W2v/jii7sdAVf2dj/kkEMYMWIEhx12GPvvv381rumuhg0bxt/+9rdIk4y+fftGpijv6QvMsmXLIiHAq6++yjfffENiYiK//OUvOeCAAyo93cMPPxyZDl0y9bXsY23WrFmEQiGGDBkS+ZKzfft2brjhBg488EB+/vOfl5syWxNVOf/BgwdH9nfr1o2xY8cycuTIyHN148aN/PSnP2XEiBEMHToUCD4cl5xfVlYWEIxaLJk2euaZZ+420KpMdR6jtVXV595RRx0V2bZixQq2bdsWCSlXr17NkiVLKCws5MMPP9xt+PrZZ59FvjzcfffdDB48mK1bt3LjjTeycOFCAGbPnk2PHj244YYbuOKKKyo8n9atW0dCBYDDDjuM0aNHc+qpp0a2de/eneOOO44TTzwx8pgvuc8q8/rrr0dGu5x88skMHjyYc845h7Zt2+5y3JLAKzk5mTPOOIMhQ4ZUax3Lki/kvXr1omPHjrRp0ybyZXzmzJlVPp8S1XncvP7665GR58cdd1yksdPo0aMjz7fXX3+dRYsWAaWPibS0tMhzouSxk5aWRseOHSOXe9lll3HggQdy8MEHA8HI4QsuuIADDzwwct5r166NNNR5/fXXWbZsGUDkPaPk3yVLlkReC2ur5Hm5YcMG3nnnHbKzs+nWrRs33ngj3bp12+Ppq3J/Vefxsyf7778/hx9+OCNGjIiMgnnnnXdYvnw5ycnJkefkvHnzIo1tXnnlFcaMGRN5X99ZbGwsM2fOjNyHSUlJ7LfffsCe3wO6d+8eeY1s27Yt55xzDoMGDYq8xq1fv55XXnmFtm3blntu9ujRg0svvZSDDjqIa6+9ln79+lV4/lV5v6zNe1iJmj7v1q5dyzPPPAME902bNm1ITEyMfB566aWXWL58+R4/D1a0pm+nTp3KjYwbO3Ys6enpnH/++UDwvHr00UerdP0qs7vHU3VNnz4dCD7/lYxiTEpK4txzz43cHxV59NFHIyO+Tj/9dEKhEKFQiLPOOouBAwcCwY80ZV9Pzj//fA499FDOO+88zjrrrCp/1qzt63Nt1NVtvafboqqvnVX5vC9Jal5azNTahx56iEcffZRwOMzgwYMZOXIkp512GqFQKPJFBoh8qCoqKop8oF26dCmdO3cud35lpxWMGTOGefPmRUYflIz62fk8y34Iff755yO/TsbHxxMOhyNv1mWVnXJUUk9JaLInO3bs4JFHHuGLL74gOzs7Eg5C6ZTish86yl7WztcXqNHtBEH3ypLRhmWnjpYdTbBgwYJyUyPrSigUolOnTgDlphSV3IZlr39J7VX5wlciKSmJI488kldffZW33nqLK664goKCAhYuXFju196dVXS51b3sisTExPDcc8/x7rvvsmHDBuLj4yMfekvu88oMGjSItm3bkpOTExn51qtXL4499ljOPPPMSk9XEs5A6f3bvn17QqEQ4XC4wuYGe+21VyRY6NGjx26/GNTEns6/S5cukf+XfOlKTk6OfAgu2VbS9bp169YMGTKE+fPn88477/DOO+/QoUOHyHS12tjTY7Q2qvPcO+KIIyJf3ubNm0dKSgrf+973ePfddykoKODNN99kn332IT09fbfdvh999NHI9K/+/ftzyy23cM0117By5UpuvPFGbr311shI6N1Nz9pZyX1W9kty2edOq1at2L59e+Q+q0xFz71QKESXLl0i07Uh+AJUEkTV5Dm6adOmyHNu2bJlkQCyoKCA+Ph4vv32W3bs2FFpI5892dPjpuzr9c7vSb/97W+Bip+7UPr4+O6771i7dm256dAxMTGRy63ovii7LScnh27dupWrZfLkycTGxhIOh8u9d4wePbrqV74SBxxwAE8++SS5ubn86U9/IhQKMXToUE499VTatWu329NW9f6q6uOnKsq+DpX9//LlyyNTGOfOnUtBQQHPPvssP/7xj3nppZfKTX+syBdffMG///1vvvnmG4qKiiLBynfffUdBQUGVOsiWfT0s+/ivKKgYMmRI5P/77LMPUP6xVaIq75e1eQ+D2j3vFi5cGPkct7vXy7322qvc6Xb+PFgVJbfpnm7b6tjT46mqNm/eHPlBYOfXjj11ta3sdadHjx5cfPHFFZ6m5PaLi4vj2GOPjfyoDZV/1mzdunWtXp9rq65u653tfFuUbWq1u9fOqnzelyQ1Ly0myLvggguqNGR+9uzZVfplfXdfZKsyTejEE0+sUuv6mJhdB02WfNDck9/+9rcsW7aMoUOHcvfdd1NUVMRpp50GUGG33rLnu6fLqOrtVFWVjS6oi/Ot6Lwrun4lt3VFt/nuHHfccbz66qvk5eXx+uuvk5uby6hRo6r0ZWnny6vosiu7bSq6Dvfeey//+te/aNOmDffccw+pqan87Gc/Y8mSJXvs0NypUyemTJnCk08+yfvvv8/atWtZtWoV06dPZ+PGjfzyl7+s0vWpSv0loy3qS12df9nbePLkyTz11FO88847LF68mM2bN/P888/z1VdflZuCW13VeYzWh5LL7tWrF/369Yv8yt+9e3dOPfXUyMi8efPmRaYn7k5Jh8qScKlkaYCrr76a9evX8+tf/5rhw4dzzDHH7PZ1tKaqc7vt6blX3eNVpk+fPtx7773VPt3uVOdxU92pqztfTk1VVMuNN964xzCgpg4++GBuu+02nn32WT7++GOys7P56quv+Oqrr4iLi6vyyN+q3l+1fVzs6fQDBw5k2LBhfPXVVzz//PMMGTKEtLS0Cn8wK/HWW28xefJkIFgO4Mgjj+See+7h6aefBip+79+TPT1+qvN6u6f3y9q8h+2svp53O6vN61hFt2113vPLqu3jsSK1ee2oymljYmIiozQrUtlnzZJwuuQ8Kvp/farJ57aq3H+7uy1299pZ1c/70fysIUmqWy1qam1lSqabQflfrtavX88NN9zAjh079nge6enpkTfInX/9euSRR1iwYEG5qSgVHef555+vUf07vzF/9913rFu3LjLCb8SIESQlJVX4IbjsL4cli1zv/P8SNb2dOnToEBkRVXbEQsniulD+F/2GVPb6l9RTtq6qGD58OD179gSCKUIvvfTSHhtLVHS5lV12fHx85MNd2Q/GFY3+KOnwOnDgwMjUn6p++Vm5ciULFizgyiuvZPbs2TzwwAPl1mqsTNn7rqSmzZs3Rz4cRuu+rUuFhYU89dRTnH/++UydOpV//vOfkUYAS5curdJrREO7/vrrq/3cKwnpli5dysKFC9lvv/0ii4evWrWKN998c7fTaqG023RJ2AnBKIk///nPkRGf//3vf6s8cqWuVfbcK6m1RFJSUmREyZ6eoxXp2LFjJHBZt25duS9L77//frn1QOtDyTQ2KP96nZuby1133UVOTk6Fz10ovS2Sk5PrZIRLZe8dECyuPn/+/FpfBgSNixISErjpppt48skn+eMf/xh5fyx5DavoS/fatWtp3759le6vqj5+qqLsbV72/3369In8v+TL+ObNm/nrX/+6x6mDJe8BsbGxkedzTcK7jRs3Rm6Dsp8HytZWE3t6v6zqe1ht78eKDBo0KPJ4qez1sjqjiHen5Dat6Latznt+WVV5PFVFhw4dIs/79evXl7sN582bV65px84qe91ZsmRJlZcTqMpnzdq+PkPlj6GqPF/2dFuXDR9L7sPqjtiFqr12btmypUqf9+uyLklS9BnkAWeffXZk9EjJr9aFhYXMmjWL5OTkKk196tGjR+TD6EcffRRpqPH111/z9NNP06NHD3r16hWZPvS///0vslbfkiVLePrpp8t1+KuOkmH9W7ZsIRwOM27cOFatWhVZj6Vk3aD33ntvl9OmpqZGPux/+OGH/Pe//+Wdd97ho48+2uW4tbmdfvrTnxIKhVi7dm2knnfeeQcI1sD5/ve/X6PrXls/+tGPIh/mXn31VcLhcI3W6ytpyJGZmUm7du1IS0vb7fHL3u4fffQRGzduZN26dZU2Tii7Jko4HOaLL76ITCspq2QK3KpVq9ixYwcrV65k9erVVboO33zzDffcc0/ksduzZ8/Ih77dhXFjx46NTFsrWYy85L5NSkqKTI1pygoLC5k5c2bkenXo0CFyW/fp06fG0yPrU0kX2uo898qOtjv00EOJjY3l8MMPjzxHhg0btseRuBdeeCGJiYns2LGDP/7xj5HHafv27SNrDwLccsstFf5gUN+OPvroyJfU//znPxQUFPDRRx9V+HwqWS9z7dq1fP755+Tn51er2UXJYz87OzvSOCI7O5sHH3yw3Bfe+jB69OjIumCvvPJKZM2pZ599lmXLltG2bVtGjRrFoEGDgNLHxMqVKyPvTSWPndo6+uijI6FM2a6Jr7zyCpmZmeW+rNbGl19+yX333ce2bdsIhUL0798/MsWs5DWs7DS47OxsNmzYwEUXXURRUVGV7q/qPH725JNPPmHTpk3k5ORE3nMPP/zwyPp2EKw7WhJYtGrVKrIuYWVKXpcKCwsjPzKUhGPVsXXrVh599FHmz58f+ZGxS5cuHHvssdU+r53t7v2yqu9htb0fK1IyChmC+2bbtm3k5uZG7pvjjjuu3H1TG3PmzGHhwoU88sgjQPCDbNn1eav6nl9WVR5PVXXJJZcAwefKkte8zZs388ADD0TWdKvI2LFjIyMU//WvfwHBtOZZs2ZVeeRXVT9r1vb1eXePoT3Z021dtnt4ZmYmhYWFvPHGG1WurURVXjvbtm1bpc/7dVmXJCn6QuFweAIwMdqF1LWbb76ZL7/8MrJeUps2bWjdujW33HJLhQsxL1y4kFmzZvH111/TqlUrOnfuzH777ceFF15IQkICzz77LDNmzIicX4cOHRg9enS56YbhcJhnnnmGl156iTVr1pCamkrHjh259NJLSU9PB4IPNHPmzOG1115j/fr19O7dm/bt23PeeecxfPhwAH784x9H1raJj4/n2GOPpWPHjjzxxBPk5uYCwQeQ+++/n7Zt2/L6668zffp0NmzYQO/evRk8eDDXXHMN7733HtOmTePbb79l8ODBHHvssZGua0lJSRx77LH88pe/ZNu2bUybNo23336b3NxcDjroINq3bx9ZjPr555+P/Dq8p9tpdz799FPmzJlDZmYmiYmJhEIhRo4cyQUXXECbNm3IzMxk/PjxkUW9k5KSaNeuXbnOvGVVdJ+MGzeON998M3JdIAgrLrvsMv785z+XO+4NN9zAiBEjeO+993jwwQcjC4yfeOKJkbXC4uPjGTNmDOnp6RVeVsnopI0bNzJ27FiKioq47rrr+MEPfhCpc+f7c8iQIdx+++3lbve8vDyGDRtGu3btImsptmnThilTptCzZ0+ysrK47bbbWLRoEd26dePoo4/m3XffJSMjg7i4OPr06cPUqVNZuXIlt912W6T73fe///3IYslxcXH069ePX/3qV7vczieffDLHHHMM9913HytWrKBVq1Z89913tGrVikMPPZSf/OQnu53ykZWVxaxZs/jkk0+Ij48nLy+PfffdlwsvvDDyJW3n26FDhw7ceeedFXbMKzF58uQq35dTpkzZ7fnvfPnHHXcc+fn5vPrqqxQUFBAbG8uhhx5KWloaTz/9NLm5uYRCITp37sw//vEPbr/9dpYsWUJMTAzbt28nPz+fvffem5/+9KeVrvFXV4/RnT366KM888wzkfswISGh3JpOJY/JklB6T8+9sn7605+ydOlSJk+eHFnk/frrr+fTTz9l3LhxlXaRLmv16tU8/vjjfP7556xbt44uXbrQvn17jjnmGFJTU5k4cSK5ubkkJSWxzz77lOuAWaKi14OrrrqKRx55JBI0tWrVigsuuID333+fL774gnA4TEJCAvvttx+HHHJIpc/ZlStXcs899/DFF1+QkJDAyJEjWbhwYeT+TU1NZcaMGYTDYR5//HGeffZZNm7cSO/evTnggAN44oknIpd/xRVX8Mknn5S7P7t06cK0adPo0KED//nPf3jqqadYunQp3bt3p127dvzgBz/Y7ajdunrc5OTk8NBDD/HOO++wdetWevTowV577cXPfvazyJfx7du38/DDD/PWW2+Rn59PXl4effv25Uc/+lEkNNr5eThgwABOPvlkpk2bFvlimZyczFVXXcVtt90WqaVjx4789re/Zf/992fjxo3MmDGDDz74gNzcXNLS0ujZsycXX3zxbl8DKnr9POqooyq8fQoKCnj66adZt24diYmJbNiwga5du3LcccdFRrZBMH3zlVdeobCwkO7du3PSSSdFOopW5f6q6uNnZ2vXruWaa66JBNhHHnkkO3bs4KuvviImJobDDz+cn//857s8J+fMmRPpZnneeedVeltBsDbuX//610jX6COOOIJt27ZFRlF16dJlt6+7V155JQsWLKBfv34ccsghPPfcc5HXul/84hfstddeFT43e/XqxZQpU4DKH79Veb+syntYyeXU9n6sSDgc5oUXXuDf//4369evJxQK0bFjR374wx9y6qmnEgqFqvR5sCIPPPBAZP23a6+9locffjjyue3iiy+ONE0AqvSeP3HixCo/nnZ+Dpe8Rl111VUVfj4B+OCDD/jnP//JokWLSE5Opl27dpx22ml7XM9yxYoVzJo1i08//ZS4uDiSk5M55JBDuOCCC4iJiamwlp/+9KflzrcqnzWr+vr8yCOPVHodd/cYKqsmz905c+bw9NNPs337doYPH84+++zDAw88AAQ/bF1++eV8+OGHe7wtqvLa+d///rdKn/erWle0RsxLkqqu2QZ5qrply5bRtWvXch9AJk+ezNy5c2nfvj1PPvlkFKuTJKnl2rx5M+eccw4PP/xwuaZU9aFskFfX68u1dGWDvKeffrpO1xmWJEkti1NrxZw5c3jooYci0x7WrFnD+++/DwRTTyVJUsP56quvIt1pP/zwQw4//PB6D/EkSZLUNDgiT7zyyis8//zzZGdnEwqFyM3NpVevXpxyyikcdthh0S5PkqQWZcmSJUycOJG4uDjat2/PTTfdVG5Nr/rwy1/+kiVLllBQUEBcXBwdO3bk4YcfbrBOoM3ZlClTeOWVVyJT0Tt37sxNN91Ubs0ySZKkqjLIkyRJkiRJkpoAf2aVJEmSJEmSmgCDPEmSJEmSJKkJMMiTJEmSJEmSmgCDPEmSJEmSJKkJMMiTJEmSJEmSmgCDPEmSJEmSJKkJiIt2AfVh/Pjxhdddd11utOuQJEmSJEmNT2JiYigpKal1tOuQqisUDocnABOjXUhdCoVCbNmyhdjY2GiXIkmSJEmSGplNmzaFU1NTQ9GuQ6quZjkiD6BVq1bEx8dHuwxJkiRJktTIbNq0KdolSDXiGnmSJEmSJElSE2CQJ0mSJEmSJDUBBnmSJEmSJElSE2CQJ0mSJEmSJDUBBnmSJEmSJElSE2CQJ0mSJEmSJDUBBnmSJEmSJElSE2CQJ0mSJEmSJDUBBnmSJEmSJElSE2CQJ0mSJEmSJDUBBnmSJEmSJElSE2CQJ0mSJEmSJDUBzSLImzRpEqFQKPInSZIkSZIkNTfNIsibMGEC4XA48idJkiRJkiQ1N80iyJMkSZIkSZKaO4M8SZIkSZIkqQkwyJMkSZIkSZKaAIM8SZIkSZIkqQkwyJMkSZIkSdW0HiiKdhFSi2OQJ0mSJEmSqqAIeAX4EZAKzItuOVILFBftAiRJkiRJUmO2EpgBTAeWF28LAf8DRkWpJqllMsiTJEmSJEk7yQeeBx4AXqJ0Gm1v4FLgouL/S2pIBnmSJEmSJKnYIuAfwIPAt8Xb4oEzgMuAMUBsVCqTZJAnSZIkSVILtw14kmD0Xdl174YQhHcXAF2jUJeknRnkSZIkSZLUIn1CEN49DGwu3pYEnE0Q4H2PYC08SY2FQZ4kSZIkSS3GJuBRggDv4zLbDyYI784B2jd8WZKqxCBPkiRJkqRmLQy8TRDe/RPYXry9I8G02UuBfaNSmaTqMciTJEmSJKlZWgvMIgjwFpXZPppg9N1pQOso1CWppgzyJEmSJElqNgqBVwjCu2eBguLtKcDFwCXAgOiUJqnWDPIkSZIkSWrylgPTi/9WFW+LAU4EfgIcB8RHpzRJdSYm2gXUhUmTJhEKhSJ/kiRJkiQ1f3kEa979AOgL/J4gxOsL/BFYATwHnIwhntQ8hMLh8ARgYrQLqUuhUIi8vDzi432hkiRJkiQ1N/OBfwAzgfXF2xKA0wnWvhtNMxm3U2+ysrLCqampjgRSk+PUWkmSJEmSGr2twOMEAd47ZbbvTRDenQ90jkJdkhqSQZ4kSZIkSY1SGPgfQeOKR4Hs4u1tgLEEAd4IwIFlUkthkCdJkiRJUqPyHfAwQYD3WZnthxKEdz8C2kWhLknRZpAnSZIkSVLUhYE3CcK7J4Dc4u3JwIXApQTTaCW1ZAZ5kiRJkiRFzRqCphX/ADLLbD+GYPTdqUBiw5clqVEyyJMkSZIkqUEVAC8RjL57Higs3p4KXFL81zc6pUlq1AzyJEmSJElqEEuA6cAMIKt4WyzBqLvLgB/g13RJu+MrhCRJkiRJ9WYH8AzB6Lu5ZbYPIAjvfgykNHxZkpokgzxJkiRJkurclwTh3UPAxuJtrYAzCQK8I4FQdEqT1GQZ5EmSJEmSVCeygccIArz3y2zfF/gJcC7QKQp1SWouDPIkSZIkSaqxMEFo9wAwB9havL0dcB7B6LsDcPSdpLpgkCdJkiRJUrVtIJg2+wDwVZntIwnCuzOBNlGoS1JzZpAnSZIkSVKVFAH/IQjvngLyird3JWhacSkwODqlSWoRDPIkSZIkSdqt1cCDwD+ApcXbQsAPCUbfnQQkRKUySS2LQZ4kSZIkSbvIB/5NMPru3wSj8QDSCEbeXQz0jk5pklosgzxJkiRJkiIyCUbePQh8U7wtHjidYPTdMUBsVCqTpJhoF1AXJk2aRCgUivxJkiRJklR124GHgdFAOjCZIMQbDNwGrAL+CfwAQzxJ0RQKh8MTgInRLqQuhUIh8vLyiI+Pj3YpkiRJkqRG6zOCqbOzgU3F21oDZxOMvjuMYC08NTdZWVnh1NRU71w1OU6tlSRJkiS1IFuARwkCvP+V2X4g8BPgHKBDFOqSpD0zyJMkSZIkNXNh4F2C8O5xYFvx9o7A+QTNK/aLRmGSVC0GeZIkSZKkZmodMIsgwFtQZvsogqmzpxNMpZWkpsEgT5IkSZLUjBQBrwH3A/8C8ou3dwcuIhh9lx6VyiSptgzyJEmSJEnNwEpgBjAdWF68LQY4gWD03QmADRElNW0GeZIkSZKkJioPeJ5g6uxLBGvhAfQhGHl3EdArGoVJUr0wyJMkSZIkNTELgX8AM4Fvi7clAKcRjL47mmA0niQ1LwZ5kiRJkqQmYBvwBMHou7fKbB9GEN6dD3SJQl2S1HAM8iRJkiRJjdjHBOHdw8CW4m1tgHMIArxDgFB0SpOkBmaQJ0mSJElqZDYBjxAEeJ+U2X4IQXh3NtCu4cuSpCgzyJMkSZIkNQJhgimzDwD/BHYUb08GLiBoXjE8OqVJUiNhkCdJkiRJiqK1BE0r/gEsKrN9DMHou1OBVg1fliQ1QgZ5kiRJkqQGVgi8TDD67jmgoHh7KnAxcAnQLzqlSVIjZpAnSZIkSWogy4DpwAxgVfG2WOAUgtF3P8SvqZJUOV8hJUmSJEn1KBd4lmD03asEa+EB9CcI734M9IhOaZLUxBjkSZIkSZLqwdcE697NAtYXb0sEziQI8I4EYqJTmiQ1UQZ5kiRJkqQ6shV4nGD03btltu8D/AQ4D+gUhbokqXloFj9/TJo0iVAoFPmTJEmSJDWUMPAh8DOCKbKXEIR47Yq3fQh8ClyBIZ4k1U4oHA5PACZGu5C6FAqFyMvLIz4+PtqlSJIkSVIztRF4mGD03edlth9OMHX2LKBNFOqS9iwrKyucmprqSCA1OU6tlSRJkiRVURHwJkF49yRBIwuALgRNKy4FhkSnNElqAQzyJEmSJEl7sAZ4kKB5xeLibSHgBwSj704GEqJSmSS1JAZ5kiRJkqQKFAAvEoy+ewEoLN6eRrAO3sXAXtEpTZJaKIM8SZIkSVIZi4HpwAyCkXgQfHU8g2D03feB2OiUJkktnEGeJEmSJLV4O4BngPuB18tsH0QQ3l0AdG/4siRJ5RjkSZIkSVKL9QXBuncPEXShBWhN0HH2JwQdaG3sKUmNhUGeJEmSJLUo2cBjBGvfvV9m+4EEXWfHAh0bvixJ0h4Z5EmSJElSsxcmCO0eAOYAW4u3dwDOJwjw9o9OaZKkKjPIkyRJkqRmaz0wmyDA+6rM9iMJ1r47A0iKQl2SpJowyJMkSZKkZqWIoGHFA8DTQF7x9m7ARQSj7wZGpTJJUu0Y5EmSJElSs7AKeJCgecWy4m0xwPEEo+9OBOKjUZgkqY4Y5EmSJElSk5UPvEAw+u5FgtF4AHsRjLy7CEiLSmWSpLoXtSBvyZIl3HHHHQwZMoTLL7+83L7HH3+cjIwMQqEQffv2ZezYsVGqUpIkSZIaowyCkXcPAmuLt8UDZxKMvhtDMBpPktScRCXI27hxI2+//TZDhgzZZd/XX3/NvHnz+L//+z8ArrnmGoYPH87ee+/d0GVKkiRJUiOyHXiSYPTdm2W2DyUI7y4AukShLklSQ4nKTzTJyclceOGFJCQk7LLvtddeY8SIEYRCIUKhEIceeiivvfZaFKqUJEmSpMbgM+BKIJUgrHuToNPsJcC7wJfArzDEk6Tmr9Gtkbd27Vr69esXOZycnMxnn30WxYokSZIkqaFtAR4lGH33vzLbRxCMvjsbaB+FuiRJ0dSkF02YNGlSZORe2T+AhIQEJk2aFOUKJUmSJKmqwsA7wMVAD+DnBCFeJ+AqgpF57wM/wRBPklqmRjcir3v37mzcuDFyeOPGjXTv3r3C406YMIEJEybssj0UCpGXl0d8vK3VJUmSJDV264BZBKPvFpTZfjTB6LvTgFZRqEuS1Ng0uhF5Y8aM4YMPPiAcDhMOh3nvvfc45phjol2WJEmSJNWhQuBl4CygJ3AdQYjXA/gtkAnMBcZiiCdJKhG1EXkPPPAAH3/8MYWFhdx777387Gc/A2DYsGEcccQR3HLLLYRCIQ455BCGDx8erTIlSZIkqQ6tAGYA04v/DxALnEww+u44GuHEKUlSIxEKh8MTgInRLqQuObVWkiRJUuORBzxHMHX2ZYK18AD6EYR3PyboSCupoWRlZYVTU1ND0a5Dqi5/6pEkSZKkerEA+Acwk2AdPIBE4AyCAO8oGuFqR5KkRswgT5IkSZLqzDbgnwSj794us304QbfZ84DkKNQlSWoODPIkSZIkqcY2A18BXwL/Bv4DbCne1xY4l2D03UGAs/gkSbVjkCdJkiRJe7QDmE8Q2JX9W1HBcQ8jCO/OIgjzJEmqGwZ5kiRJkhRRAGSya2CXARRVcPxEYCiwd/HfCcCwBqlUktTyGORJkiRJaoHCwErgC8oHdvOB3AqOHwsMJgjrhlMa3PUv3idJUv0zyJMkSZLUzK1j18DuSyC7kuPvxa6B3SCgVb1XKknS7hjkSZIkSWomtlDaeKLs37eVHL8buwZ2Q4H29V6pJEk1YZAnSZIkqYnJBRaw6yi75ZUcvx2lQV1JaDeMIMiTJKnpMMiTJEmS1EgVAovZNbDLKN63s0RgCLuGdmlAqAHqlSSpfhnkSZIkSYqyMLCKIKQrG9rNB3ZUcPwYgjXrdg7s+uNXHElSc+a7nCRJkqQGtJ5dA7svCda3q0hvdg3sBmPjCUlSS2SQJ0mSJKkeZANfs2tgt7aS43ehfNOJ4QSNJzrUe6WSJDUVzSLImzRpEhMnTox2GZIkSVILlAssZNdRdssqOX5bSsO6sqPsbDwhSdKehMLh8ARgYrQLqUuhUIi8vDzi4+OjXYokSZLUTBQCS9g1sFtExY0nEqi48URvbDwhKdqysrLCqampvhipyWkWI/IkSZIk1ZUwsJrSoK4ktPuayhtPDGTXUXYD8OuGJEl1y3dWSZIkqcXawK6B3ZfA5kqOn8augd1goHW9VypJkgzyJEmSpBYgh2BE3c6h3TeVHL8z5RtP7A0MAzrWd6GSJGk3DPIkSZKkZiOP0sYTZQO7pZUcvw3lw7qSUXbdcB07SZIaH4M8SZIkqckpJAjndg7sFgEFFRw/nvKNJ0r+9iJY406SJDUFBnmSJElSoxUGsigN7EpCu6+B7RUcPwSks2tgl04Q5kmSpKbMIE+SJElqFDaya2D3JbCpkuP3YtfAbgiQVN+FSpKkKDHIkyRJkhrUVso3nigJ7dZUcvxkKm480aneK5UkSY2LQZ4kSZJUL/II1qzbObBbSjBldmdJ7DrCbm8gBRtPSJIkMMiTJEmSaqmI8o0nSgK7hVTeeGIwuwZ2fbDxhCRJ2h2DPEmSJKlKwgTTX7/c6e8rYFsFxw8B/dl1Wmw6kNAA9UqSpObGIE+SJEnaxXfsGth9SdCQoiI9qbjxRJt6r1SSJLUcBnmSJElqwbaxa+OJL4HVlRy/ExU3nkiu90olSZIM8iRJktQC5LNr44kvgcVU3HiiNUFAt3No1wMbT0iSpGgxyJMkSVIzUgQsY9fAbgFBmLezOGAQuwZ2fbHxhCRJamwM8iRJktQEhYFvqLjxxNZKTtOPIKQrG9oNxMYTkiSpqTDIkyRJUiO3iYobT2yo5Pg92DWwGwK0re9CJUmS6lWzCPImTZrExIkTo12GJEmSamU7FTeeWFXJ8Tuya2A3DOhc34VKkiRFRSgcDk8AJka7kLoUCoXIy8sjPj4+2qVIkiRpF/lABrsGdplU3nhiKLuuY5eKjSckSTWRlZUVTk1N9U1ETU6zGJEnSZKkxqgIWAF8wa6NJ/IqOH4sQeOJnUfZ9S3eJ0mS1LIZ5EmSJKmOFQGPAr8lCPIq0pfSoK4ktBsIJDZEgZIkSU2SQZ4kSZLq0DxgHPC/MtuOoXxgNxQbT0iSJFWfQZ4kSZLqwCLg18AzxYd7ALcAF+K0WEmSpLphkCdJkqRaWA9MAqYBBUAb4AaCUXltoliXJElS82OQJ0mSpBrYAdxNMOpuCxADXAb8nmA0niRJkuqaQZ4kSZKqIQzMAX4DLC/e9gPgrwRr4EmSJKm+GORJkiSpit4mmDL7QfHh4QQB3g+iVpEkSVJLEhPtAiRJktTYZQBnAEcQhHgpwAPAJxjiSZIkNRxH5EmSJKkSG4A/AFMIGlkkAdcD1wFto1iXJElSy2SQJ0mSpJ3kAv8H/BHYDISASwgaWfSMYl2SJEktm0GeJEmSioWBx4EbgWXF275PsA7evlGqSZIkSSUM8iRJkgS8Q9DI4v3iw8OA2wjWwAtFqyhJkiSVYbMLSZKkFm0xcCYwkiDE6w7cB3wK/BBDPEmSpMbDEXmSJEkt0kZKG1nkA60JmlhcD7SLYl2SJEmqjEGeJElSi5JLEN79AdhEMOLuIoLGFjaykCRJasyaxdTaSZMmEQqFIn+SJEnaWRj4JzCUYC28TcAY4GNgBoZ4kiRJjV+zCPImTJhAOByO/EmSJKms/wKHAz8ClgBDgBeAV4H9oleWJEmSqqVZBHmSJEmqyBLgbOAwgjCvGzAN+Bw4HhtZSJIkNS2ukSdJktTsfAfcAvwfkAe0IphOewPQPop1SZIkqTYM8iRJkpqNPGAq8HuCrrQAFxI0skiLVlGSJEmqIwZ5kiRJTV4YeAr4NbC4eNso4HbggCjVJEmSpLpmkCdJktSkvU8wbfad4sODgL8CJ+IaeJIkSc2LzS4kSZKapKXAWOBQghCvK3AP8AVwEoZ4kiRJzY8j8iRJkpqUTcCfgLsI1sRLBK4lmFbbIXplSZIkqd4Z5EmSJDUJ+cA0YBKwoXjb+QTdaXtHqyhJkiQ1IIM8SZKkRi0M/Au4Acgo3nYkQSOLg6JVlCRJkqLAIE+SJKnR+hC4DphXfHgg8BfgZFwDT5IkqeWx2YUkSVKjsxw4DxhBEOJ1Bv4P+BI4BUM8SZKklskReZIkSY3GZuDPwJ1ALkEji6uB32IjC0mSJBnkSZIkRV0+cB8wEVhfvG0sQXfaPtEpSZIkSY2OQZ4kSVLUhIHnCBpZLCzeNpKgkcWIaBUlSZKkRsogT5IkKSo+Imhk8Ubx4QEEjSxOxTXwJEmSVBGbXUiSJDWolcAFwEEEIV4ycBfwFXAahniSJEmqTLMI8iZNmkQoFIr8SZIkNT5bCJpWDARmAwkEI/IWA1cVH5YkSZIq1yyCvAkTJhAOhyN/kiRJjUcBMJVg6uyfgR3A2cAC4K9Ax6hVJkmSpKbFNfIkSZLqRRh4AbieILQDOIygkcWh0SpKkiRJTZhBniRJUp37BBgH/Kf4cH/gVuB0XANPkiRJNdUsptZKkiQ1DiuBHwMHEoR4nYA7gK+BMzDEkyRJUm04Ik+SJKnWsglG3N1OsAZePHAlcBNBmCdJkiTVnkGeJElSjRUA/wB+B3xbvO1HBE0t+kWrKEmSJDVTBnmSJEnVFgZeJGhk8XXxtu8RjMj7XrSKkiRJUjNnkCdJklQtnwLXAXOLD/clmFZ7Jq6BJ0mSpPpkswtJkqQqWQ1cDBxAEOJ1JBiBNx84C0M8SZIk1TdH5EmSJO1WDvAX4DZgO0Eji18CNwPJUaxLkiRJLY1BniRJUoUKgekEgd3a4m1nAJOBAdEqSpIkSS2YQZ4kSdIuXiJoZPFl8eFDCKbRHh61iiRJkiTXyJMkSYr4HPgBcBxBiNcHmAP8F0M8SZIkRZtBniRJElnApcB+wCtAB+CvBI0szsZGFpIkSWoMGt3U2tzcXO644w4SExOJiYmhsLCQq666iri4RleqJElq8rYSBHZ/BbYRfDS6nGBdvC5RrEuSJEnaVaMbkffaa6+xdetWfvWrX3H11VezdetWXnrppWiXJUmSmpVC4B9AOjCJIMQ7DfgauAtDPEmSJDVGjW6YW3JyMps2bSIcDgPw3XffEQo5nUWSJNWVV4DrgC+KDx9M0MjiiKhVJEmSJFVFowvyvve97/Hll19yww03EBsbS58+ffjBD34Q7bIkSVKT9yVBJ9qSkf57AX8mWAOv0U1SkCRJknbR6D61Pvvss6xYsYK//OUv/PnPf2br1q189NFHFR530qRJhEKhXf4AEhISmDRpUkOWLkmSGqVvgJ8C+xKEeO2BW4EFwFga4cchSZIkqUKN7pPr+++/z0EHHRQJ5fbdd1+effbZCo87YcIEwuHwLn8AeXl5TJgwoSFLlyRJjcpW4A/AAOB+gs6zVwCZwA1Aq+iVJkmSJNVAo5ta26tXL5YvXx45vGzZMrp27RrFiiRJUtNSCDwEjAeyiredQjAKb1C0ipIkSZJqLRQOhycAE6NdSImcnBzuuusu2rRpA8CmTZu45ppr6NixY5XPIxQKkZeXR3x8fD1VKUmSGqfXCBpZfFZ8+EDgNmBUtAqSJEmNUFZWVjg1NdXOmmpyGt2IvLZt2zJ+/PholyFJkpqUrwimy/67+HAa8CfgXBrhSiKSJElSjTS6IE+SJKnq1gITCNbAKwLaAb8BrgFaR68sSZIkqR4Y5EmSpCZoG3AHMBnIAWKBywlCvW5RrEuSJEmqP/US5G3ZsoW2bdsSE+NUFkmSVJeKgNkEjSxWFW87iaCRxZBoFSVJkiQ1iBoHebNnz+bll1+mVatW9OrVi/T0dAYMGMDAgQN55JFHOPTQQznggAPqslZJktSivU7QyOKT4sP7EzSyODpqFUmSJEkNqUZB3po1a5g5cyb77bcf3bp1Y/Xq1cyZM4ft27cHZxoXx6GHHlqnhUqSpJZqPkEji+eLD/ckaGRxPjaykCRJUktSoyDvu+++IyUlhb/+9a+RbeFwmFWrVpGZmUlmZiadOnWqsyIlSVJL9C0wEbgPKATaUtrIIilqVUmSJEnRUqMgr1+/frRq1arctlAoRFpaGmlpaYwePbpOipMkSS3RduBO4M9ANsGou58ThHrdo1aVJEmSFG01mo+SmJjI2WefzRNPPEE4HK7rmiRJUotUBDwEDAJ+SxDinQB8AUzFEE+SJEktXY1G5O3YsYNbb72VuLg4XnnlFQ477DAGDx5Meno6nTt3rusaJUlSs/cGMA74uPjwvsDtwJhoFSRJkiQ1OjXuWtu1a1eOOOIIMjIyePrpp9m2bRsAnTp1Ij09nZ///OekpaXVWaGSJKk5WgD8Gni2+HBP4BaCRhax0SpKkiRJapRqFOTFxcVx2GGH8Ytf/AIIGl1kZWWRkZERaXaRnZ1dp4VKkqTmZB0wCZhG0MiiDXAjcC02spAkSZIqFgqHwxMIVo9uNkKhEHl5ecTHx0e7FEmSVM4O4C7gT8AWguV6LyMI9VKiWJckSWpJsrKywqmpqaFo1yFVV42n1kqSJFVdETAH+A2wonjbccBfgL2jVZQkSZLUpNQ4yNu4cSP3338/n376KQADBw5k1KhRjBo1ilCoYUPtSZMmMXHixAa9TEmSVFXzgOuAD4sP7wPcBnw/ahVJkiRJTVGNp9ZefvnlfPfdd/Tr14/s7GxWrFjB1q1bOfDAAxk/fjzt2rWr+2qryKm1kiQ1BosIGlk8U3y4B/BH4MfYyEKSJEWTU2vVVNVoRN7y5csJh8PMmDGDVq1aAVBYWMjnn3/O9OnT+eMf/8itt95ap4VKkqSmYj3we2AqUEDQvOIGglF5baJYlyRJktS0xdTkRFu2bGHfffeNhHgAsbGx7L///txxxx3k5uby1Vdf1VmRkiSpKdgB/BUYAPwfQTfaS4FMYAKGeJIkSVLt1CjIS0lJYcGCBYTD4V32xcXFccIJJzB//vxaFydJkpqCMEEjiyEEI+82A8cCnwIPEEyplSRJklRbNQryunbtSkJCAnfffTfbtm3bZX92dnaFIZ8kSWpu3gYOBcYCywg60L4EvEzQ1EKSJElSXalx19prr72W66+/njfeeIODDjqIwYMH06lTJ9auXcsjjzzCbbfdVpd1SpKkRiWToJHFU8WHU4A/ABdjIwtJkiSpftQ4yEtJSWHq1KlMmzaNefPm8cYbbwRnGBfHueeey6BBg+qqRkmS1GhsIAjs7gHygdbA9cV/baNYlyRJktT8hcLh8ARgYm3OJDc3l0WLFpGXl0ffvn1JTk6um+pqKBQKkZeXR3x8fFTrkCSp+cgF/g78EdgEhICLCEK9nlGrSpIkqSaysrLCqampoWjXIVVXlUfkbd26lVWrVlU40i4xMZHhw4fXaWGSJKkxCAP/BG4ElhZvOwa4Ddg3WkVJkiRJLVKVm128+OKLXHHFFSxbtozc3FzGjRvHtGnTeO2111i2bBlFRUWR477wwgssW7asPuqVJEkN5l3gMOBsghBvKPBv4BUM8SRJkqSGV+UReccffzwJCQn06NGDoqIiMjIyWLt2LU8++SQQjMrr27cv6enpLFu2jB49etCnT5/6qluSJNWbxcBvCEbiAXQjmEJ7CbVYXleSJElSLVX503hSUhInn3wyADt27CAtLY0pU6aQk5NDRkYGGRkZZGZm8sknn7B69ep6K1iSJNWXjQRr4P2d0kYW44AbgHZRrEuSJEkS1PBn9ZLOtABt27Zl//33Z//994/s3759O6GQa0ZKktQ05AFTCEbdfUfQyOLHBKFeryjWJUmSJKmsKq+RV1Z+fj4PP/xwhfvmzp3Lxo0badWqVa0KkyRJ9S0MPEGw9t21BCHe0cBHwIMY4kmSJEmNS7WCvG+//Zbc3NzdHqewsJDf/OY3rFu3rlaFSZKk+vQeMBI4i2BNvCHA88BrwP67OZ0kSZKkaKnW1NqZM2fy6quv0rNnT3JycvjnP/9Jeno6AwYMoG3btgAce+yxxMbG8u6773LKKafUS9GSJKmmlhI0snis+HBX4PfAZdjIQpIkSWrcqvWJ/ZxzzmHIkCEsXLiQ1157jenTp1NQUABASkoK6enp9OnTh8WLF7PvvvvWS8GSJKkmvgP+BNxNsCZeK4LptL8G2kexLkmSJElVVa0gLy0tjbS0NI455hiWLFnCXXfdxfLlyyMdazMzM/n0009p1aoVP//5z+ur5l1MmjSJiRMnNtjlSZLUdOQBUwlG3W0s3nYBQSOL3tEqSpIkSVINhMLh8ARgYnVPmJubS2JiYt1XVAdCoRB5eXnEx8dHuxRJkqIkDDxNMOIus3jbKOB24IAo1SRJktQ4ZGVlhVNTU0PRrkOqrhovhtNYQzxJkvQBMA54u/jwIOCvwImAn1clSZKkpqpaXWtLbN++nblz57J8+XKKiop22b9u3Try8/NrXZwkSaqOZcBY4BCCEK8LMAX4AjgJQzxJkiSpaavRiLylS5cyefJkIBiZ169fv0j32gEDBvDiiy8ycuRIDjjAqTuSJNW/TQSNLO4iWBMvEfgVcCPQIXplSZIkSapTNQryCgoKOPXUUznjjDMiTS4yMjJ4+eWXyc3NBWDkyJF1WqgkSdpZPjANmARsKN52HnALsFe0ipIkSZJUT2oU5HXr1o2NGzeSkpJCSkpKJLTLzc1lzpw5rFmzhrS0tDotVJIklQgD/wJuADKKtx1J0MjioGgVJUmSJKme1WiNvJSUFNasWUNWVla57YmJifz4xz8mNjaWHTt21EmBkiSprP8RdJ89jSDEGwg8A7yBIZ4kSZLUvNUoyAMYO3Ysv/nNb8jIyNhlX9++fXn//fdrVZgkSSprOXA+cDAwD+gM/B/wJXAKNrKQJEmSmr8aTa0FOOKII1i0aBFXXnklo0aN4ogjjmDQoEFs3bqVuXPncsopp9RlnZIktVCbgcnAHUAukABcA/wG6Bi1qiRJkiQ1vBoHeQCXXnop/fv3Z8aMGcydOzeyPSUlhcMPP7zWxUmS1HLlA/cDE4D1xdvGEnSn7ROlmiRJkiRFU62CPIBRo0Zx1FFHsWjRIjIyMkhISOCwww6jbdu2dVGfJEktTBh4jqCRxcLibSOB24BDolWUJEmSpEagykHem2++SWpqKn379iUurvzJQqEQgwYNYtCgQXVeoCRJLcdHwHUEjSsABgC3EjS2cA08SZIkqaWrcpA3bdo01q9fT1xcHHvttRfp6emkp6czYMAA+vfvT2JiYuS4b7/9NgMGDCAlJaVeipYkqXlZCYwHHio+nEwwpfbnBGviSZIkSVI1grykpCTuuOMOMjIyyMzMZOHChbz66qsUFhYSCoVIS0uLBHufffYZSUlJBnmSJO3WFoIRd38DdhCEdlcBvwU6RbEuSZIkSY1RlYO8c889l7333pu99947si0vL4+lS5dGwr2MjAzeeust8vLyOO200+qlYEmSmr4C4AGCUXffFm87m6CRRb9oFSVJkiSpkatykDdmzJhdtiUkJOyyNl5hYSHLly+nc+fOdVOhJEnNRhj4N3A9ML9422HA7cCh0SpKkiRJUhNRo6614XCYLVu20KFDh132xcbG0rt3710aYkiS1HItAx4jGIWXWbytH8G02jOwkYUkSZKkqqhR2rZjxw7OPPNMunbtyoABAyKNL/r370/Xrl25//77+d73vsd+++1Xx+VKktRUrAYeJwjw3i+zPRm4CbgcSKzgdJIkSZJUsRoFeYmJidx4441kZGSwaNEinnjiCbZt2wZAhw4diI2N5ZBDDqnTQndn0qRJTJw4scEuT5Kkin0LPAHMAd4mmEoL0AY4GTgH+AEGeJIkSZJqIhQOhycAE2tzJuFwmFWrVvHBBx/w5JNP0qNHDy677DKGDBlSN1VWUygUIi8vj/j4+KhcviSpJdkIPE0Q3r0OFBVvbwWcQNDE4gQgKSrVSZIkaVdZWVnh1NRU1zdRk1MnC9mFQiHS0tJIS0tj9OjRTJkypVwDDEmSmpctwL8Ips2+AuQXb48HjicYeXcy0C4q1UmSJElqnuq8I0VycjKtWrXiv//9L4cffnhdn70kSVGyFXiBYOTdv4Hc4u2xwLEEI+9OAzpFpTpJkiRJzV+Nm11cfPHFDBgwIPKXnp5Ot27dKCoqYvXq1axevbqua5UkqYHlAi8RhHfPAtuKt4eAowhG3p0BdI1KdZIkSZJalhoFeeFwmLy8PLZv384zzzxDTk4OEDTBAMjNzeWiiy6qsyIlSWo4+cBrBNNmnyaYRlviewQj784CUhu+NEmSJEktWo2CvNjYWA444ADGjx8PwJo1a8jIyGDFihVs2bKFoUOHst9++9VlnZIk1aNC4E2CkXdPEjSwKHEAwci7HwF7NXxpkiRJklSsTrrWNjZ2rZUk7VkR8C7ByLt/AmvL7BtGEN6dDaQ3fGmSJEmqV3atVVNV42YXa9euZfbs2SxYsIDY2FjS09M56qijOOigg+qyPkmS6lAY+B/ByLvHgVVl9qUTBHdnA3s3fGmSJEmStAc1CvIKCgoYN24cGzZsoFevXuTk5PDKK6/w0ksvMWLECG644QY6dOhQ17VKklQDYeBzgpF3jwFLyuzrTenIu/0JmlhIkiRJUuNUoyAvIyOD/Px8Zs2aRdeuQae+nJwc3n//fWbOnMlNN93EXXfdRUxMTJ0WK0lS1S0gGHn3WPH/S/QgWO/uHOAQDO8kSZIkNRU1Stri4uIYOnRoJMQDaNu2LWPGjGHq1KlkZ2fz3nvv1VmRkiRVzRLgz8B+wBBgEkGI1wX4BfAGsBK4EzgUQzxJkiRJTUmNRuT179+fnJwcCgoKiIsrfxZt2rTh+9//PitWrOCwww6rkyIlSarcKoL17uYAH5bZ3hE4nWDk3WhqsSysJEmSJDUKNRqRFw6H2Xfffbn99tvZsmXLLvs3b95Mt27dal2cJEkV+wb4O3AEkAaMIwjx2gLnAc8RdKH9B/B9DPEkSZIkNQc1+maTl5fHzJkzAXjjjTcYPnw4Q4cOJTk5mTVr1rBp0yaOPPLIOi1UktTSbQCeIhh59wZQVLy9NXAiQcOK44sPS5IkSVLzU+MhCmlpaVxwwQVkZmaSkZHBs88+S3Z2NgDt27dn/PjxpKenk56ezrBhw+jSpUudFS1Jaik2A/8iCO9eBQqKtycAPySYNnsSwUg8SZIkSWreQuFweAIwsTonKigo4KWXXuLEE08st33t2rVkZGSQkZFBZmYmmZmZbNy4kRNPPJGrr766DsvevVAoRF5eHvHx8Q12mZKkurKVYGrsY8C/gbzi7bEE02TPBk4lWANPkiRJqr6srKxwamqqnc/U5NQoyKuODRs2sH37dnr16lVfF7ELgzxJamp2AC8SjLx7HthWvD0EjCII784g6D4rSZIk1Y5BnpqqGjW7qI7OnTvXe4g3adIkQqFQ5E+S1BTkAS8AFwLdCDrMPk4Q4h0G3A2sBl4HfoYhniRJkqSWrsYj8jZu3Mj999/Pp59+CsDAgQMZNWoUo0aNinqY5og8SWqsCggaVcwhaFzxXZl9BxGMvPsR0LvBK5MkSVLL4Yg8NVU1bnZx00038d1339GvXz+ys7P57LPPePfdd3n55ZcZP3487dq1q8s6JUlNVhHwNsGad08A35bZN5ygYcWPgAENX5okSZIkNSE1CvKWL19OOBxmxowZtGrVCoDCwkI+//xzpk+fzh//+EduvfXWOi1UktSUhIEPCEbe/ZNgimyJgQTh3dnA0IYvTZIkSZKaqBqtkbdlyxb23XffSIgHEBsby/77788dd9xBbm4uX331VZ0VKUlqCsLAp8CNQD/gUOBOghCvT/H2T4AFwCQM8SRJkiSpemo0Ii8lJYUFCxYQDod3WQ8vLi6OE044gfnz5zNs2LA6KVKS1Jh9TTBtdg6wqMz2ngRTZs8BDiboQCtJkiRJqqkajcjr2rUrCQkJ3H333Wzbtm2X/dnZ2YTD4VoXJ0lqrDKBW4B9gGHA7wlCvG7A5cA8YAXwN2AEhniSJEmSVHs1bnZx7bXXcv311/PGG29w0EEHMXjwYDp16sTatWt55JFHuO222+qyTklS1K0AHicYefdRme2dgDMI1rwbRS3eWiRJkiRJu1Hjb1spKSlMnTqVadOmMW/ePN54443gDOPiOPfccxk0aFBd1ShJipo1BM0qHgPeLbO9HXAqwbTZY4CEBq9MkiRJklqaUDgcngBMrM2Z5ObmsmjRIvLy8ujbty/Jycl1U10NhUIh8vLyiI+Pj2odktQ0rQeeJAjv3iBoYgHQGjiZYOTdcUCrik4sSZIkNXpZWVnh1NRU139Rk1PjEXlr165l9uzZLFiwgNjYWNLT0znqqKOiHuJJkmpiE/AMwbTZ14DC4u0JwPEE4d2JQNso1CZJkiRJghoGeQUFBYwbN44NGzbQq1cvcnJyeOWVV3jppZcYMWIEN9xwAx06dKjrWiVJdSoHeJZg5N1LQF7x9jiCEXfnAKcAvp5LkiRJUmNQoyAvIyOD/Px8Zs2aRdeuXQHIycnh/fffZ+bMmdx0003cddddxMTUqCmuJKnebAf+TTDy7oXiwxA0MR9DMPLudKBzVKqTJEmSJFWuRklbXFwcQ4cOjYR4AG3btmXMmDFMnTqV7Oxs3nvvvTorUpJUG7nAc8D5QDfgTOAJghBvJPB3IItgSu1PMMSTJEmSpMapRiPy+vfvT05ODgUFBcTFlT+LNm3a8P3vf58VK1Zw2GGH1aiojz76iHnz5pGUlMSyZcs47bTTGDFiRI3OS5JapgLgdYKRd08TrIFXYgTByLuzgLQGr0ySJEmSVDM1CvLC4TD77rsvt99+O7/4xS9o3759uf2bN29m8ODBNSpo/fr1PPPMM/z+978nFAqxadMmtm/fvucTSlKLVwi8TRDePUHQfbbEvgRr3v0I6NfwpUmSJEmSaq1GQV5eXh4zZ84E4I033mD48OEMHTqU5ORk1qxZw6ZNmzjyyCNrVNALL7xAWloaM2bMYPv27ey1116ceOKJNTovSWr+wsB7BA0rHgfWlNk3mCC8O7v4/5IkSZKkpqxGQR5AWloaF1xwAZmZmWRkZPDss8+SnZ0NQPv27Rk/fjzp6emkp6czbNgwunTpUqXzXbFiBRkZGdx77720atWKm266iVAoxAknnFDTUiWpmQkDnxCMvHscWF5mXz+C4O4cYDgQavDqJEmSJEn1o0ZBXnx8PKeffjqjR49m9OjRke1r164lIyODjIwMMjMzefXVV3nsscc48cQTufrqq6t03jt27OCAAw6gdevWABx11FG89tprFQZ5kyZNYuLEiRWeT0JCAhMnTmTChAnVv4KS1Ch9RRDezQEyy2zvRRDenQ0chOGdJEmSJDVPNQry4uLiKpzu2r17d7p3787IkSMj2zZs2FCtNe66dOlCKFT6JTQuLo78/PwKjzthwoQKg7pQKEReXh7x8fFVvlxJapwyCKbNziEI8kp0J2hWcQ7wPWrYhFySJEmS1ITUeGptVXXu3Llaxx81ahRTp04lHA4TCoX48ssvOeCAA+qpOklqjJYRTJl9DPi4zPZk4EyCkXdHAbENXpkkSZIkKXrqPcirrv33359jjz2WW2+9lTZt2hAOhzn77LOjXZYk1bMs4J8EI+/eK7O9PXAaQXh3DOBIY0mSJElqqRpdkAdw5plnRrsESWoA64AnCEbezSNoYgGQBJxMMG32B0CrqFQnSZIkSWpcGmWQJ0nN13fA0wQj714HCou3JwInEIy8OwFoE5XqJEmSJEmNl0GeJNW7bOBfBCPvXgZKGvjEAz8kGHl3MsE0WkmSJEmSKlajIK+goICPPvqIQw45pK7rkaRmYhvwAkF49wKwo3h7DPB9gpF3pxE0sJAkSZIkac9ianKi/Px8Zs6cWeG+uXPnsnr16loVJUlNUy7wLHAu0A34EfBk8fYjgXuANcArwKUY4kmSJKnJ2Z4Niz6A12bClvXRrkZqcao1Iu/bb7+lQ4cOuz1OYWEhv/nNb7j99tvp2rVrrYqTpMYvH5hLMPLuaWBzmX2HEEybPQvo2fClSZIkSXVh8zpY8TWsmA/rV5ZuX9EP9j4ienVJLVC1gryZM2fy6quv0rNnT3JycvjnP/9Jeno6AwYMoG3btgAce+yxxMbG8u6773LKKafUS9GSFF2FBF1m5xCMuNtQZt/+BNNmfwT0bfjSJEmSpNoKh2HdSlg5Pwjwyo68i42D1HToPQR6DY5ejVILVa0g75xzzmHIkCEsXLiQ1157jenTp1NQUABASkoK6enp9OnTh8WLF7PvvvvWS8GSFB1FwH8JRt79E/imzL6hBCPvzgYGNnxpkiRJUm0VFsCaxUFwt2oBbM8p3ZeYFIR2vYdA6gCIS4henVILV60gLy0tjbS0NI455hiWLFnCXXfdxfLly8nIyCAzM5PMzEw+/fRTWrVqxc9//vP6qlmSGkgY+Ihg5N3jQJlpBAwgCO7OAfZu+NIkSZKk2srbDqsWBuHd6gwoyCvd17YT9B4ahHfd9oJQjZbYl1THQuFweAIwsbonzM3NJTExse4rqgOhUIi8vDzi4+OjXYqkJicMfEEw8u4xYHGZfb0JpsyeAxwAhBq8OkmSJKlWtm4K1rpb+TV8swzCRaX7OqdCWnF416k7zfnzblZWVjg1NbX5XkE1W1Uekffmm2+SmppK3759iYuLa7QhniTVzEKC4G4OML/M9hSC8O5s4FBq2OxbkiRJipIwbPymeL27+bAxq3RXKAZ69A9G3qUNhjYdo1alpKqpcpA3bdo01q9fT1xcHHvttRfp6emRRhf9+/cvF+y9/fbbDBgwgJSUlHopWpLqxlJKR959WmZ7F+AMgpF3RwCxDV6ZJEmSVGPhIli7PJgyu3I+5HxXui8uAXoODMK7XgMhoXX06pRUbVUO8pKSkrjjjjsi6+EtXLiQV199lcLCQkKhEGlpaZFg77PPPiMpKckgT1IjtIqgWcUc4IMy2zsApxOMvDsacGq+JEmSmpCCPMjKLG1Wkbu9dF/rtpA2JPjr0T/oPCupSarys/fcc89l7733Zu+9Sxd1z8vLY+nSpZFwLyMjg7feeou8vDxOO+20eilYkqpvLfAEwci7t8psbwOcQjDy7ljAJQMkSZLUhOzYCisXBOvdZWUGnWdLtO9S2qyiSxqEXA5Oag6qHOSNGTNml20JCQkMGjSIQYMGRbYVFhayfPlyOnfuXDcVSlKNbASeIhh59x+gZBHfVsCJBCPvjgeSolKdJEmSVCPZG4JRdyvmw7crCJq1FeuaVrze3RDo0DVqJUqqPzUaTxsOh9myZQsdOnTYZV9sbCy9e/cmLq7hhupOmjSJiRMnNtjlSWqstgD/IgjvXgFKfpGMB04gGHl3EtAuKtVJkiRJ1RYOw4bVpZ1mN31bui8mtnyzitZ+zpWau1A4HJ4ATKzOibZv387JJ59M165dGTBgQKTxRf/+/enatStTp07le9/7Hvvtt1+9FL0noVCIvLw84uNd40pq/rYCzxNMm/03kFu8PRYYQxDenQp0ikZxkiRJUvUVFcI3S4rDu/mwbUvpvoRW0GsQpA2FnukQ7/IwNZGVlRVOTU11vrGanBoNm0tMTOTGG28kIyODRYsW8cQTT7Bt2zYAOnToQGxsLIccckidFipJpXYALxGMvHsO2Fa8PQSMIpg2ewbgdAJJkiQ1EXk7YPWiILhbtRDyc0v3JXUI1rrrPRS69wlG4klqkWoU5MXExDBmzJjIunnhcJhVq1bxwQcf8OSTT9KjRw9at7aFtaS6lA+8SjDy7hmCabQlvkcw8u5MILXBK5MkSZJqZNuWILhbMT8YgVdUWLqvU/fS9e46pxL8aC2ppauThexCoRBpaWmkpaUxevRopkyZUq4BhiTVTCHwBsHIu6cIGliUOJBg5N2PgL0avDJJkiSp+sKwaV2w1t2K+bB+VemuUCgYbVcS3rVLjlqVkhqvOu9IkZycTKtWrfjvf//L4YcfXtdnL6nZKwLeIRh590+gzGK+7E0w8u5HQHrDlyZJkiRVV7gI1q0MgrsVXwddZ0vExkPqgNJmFYlJ0atTUpNQoyBvx44dXHzxxQwYMCDyl56eTrdu3SgqKmL16tWsXr26rmuV1GyFgQ8JwrvHgLKvH+kE4d3ZwLCGL02SJEmqrsJ8yFocjLxbuQB2bC3dl5gUhHa9h0KPARBnk0ZJVVejIC8cDpOXl8f27dt55plnyMnJAYImGAC5ublcdNFFdVakpGgJE0xvzS/+yyvz/7rYlg98CnwELC1zuXtRGt7th+uBSJIkqdHL3RY0qVjxNWRlQEF+6b52ycF02d5DoVtvCMVEr05JTVqNgrzY2FgOOOAAxo8fD8CaNWvIyMhgxYoVbNmyhaFDh7LffvvVZZ1SExSm4uCqPgKx2oZpuztuQ0klmDJ7DjACwztJkiQ1ejnfFTer+BrWLg+m0Zbo3DPoNJs2FDp1w8+3kupCKBwOTwAmRruQuhQKhcjLyyM+3iHKTVcR0Q2v6mJbQZ3fKtERA8QX/yWU+f/utlXnuInAaGBk8WVJkiRJjVUYNq4J1rtbOT/4f4lQDKT0LW1W0aZD9MrUHmVlZYVTU1NNV9XkVHlE3mOPPUZKSgrp6en06NGDUMjHe+NVSOMKtGpy2WV+yWrSYql6oFXX2+rqPA3XJEmS1IIVFQaj7Uo6zW7dVLovLgF6DQxG3fUaBAmtolampJahykHeM888w/r16wFISkqif//+pKenRxpd9O7dm5gYv/DX3lrgZ9QuJAs3eNX1o7EFWjXZZuAtSZIkNTkFebA6I5gyu2oh5G0v3de6XWmzipR+EFujFaskqUaq/IrTtm1b7r77bhYvXkxmZiaZmZk8++yzFBQE0wcTExPp27dvJNg74ogjaNeuXb0V3nzlAf+q5XmEiG54VRfnGYshmCRJkqQGsz0HVi0Iwrs1i6GwzFI5HbqWNqvo0gucoSYpSqoc5P3qV7+ia9eudO3alUMPPZTf//73XHTRRey7775s3ryZxYsX89577/H8888TCoVISUnhgAMOqM/am6kuwFPULgyLbfCqJUmSJKnJ2bI+CO5WzodvV1I6uykEXXsXN6sYEgR5ktQIVDnIGzp0aOT/y5YtY9u2bZx99tmRbYcccgjnnnsub7/9Np9++mm546s6WgOnRbsISZIkSWp+wmHYsCpY627F17B5Xem+mFhIHRAEd2mDgym0ktTI1Ggy/9atWyksLKxw38iRI/noo49YsWIFAwcOrFVxkiRJkiTVSmEBfLOktNPs9uzSfQmtgiYVvYdCajrEJ0avTkmqghoFeX379mXRokW8//77HHLIIbvs79atG5999plBniRJkiSp4eXtCJpUrJwPqxdBfm7pvjYdSte7694nGIknSU1EjYK8pKQkLrzwQm6++WaOPvpoRo0axZAhQ+jQoQOrVq3i1Vdf5dRTT63jUiVJkiRJqsS2zaWj7tYsgXBR6b5OKUFwlzYEOvfAxnqSmqoa98k+44wzaNeuHVOmTGHu3LkAhEIhwuEwycnJHHnkkXVW5J5MmjSJiRMnNtjlSZIkSZKiLQybvg3WulsxHzasLt0VCkH3vkF413sItO0UvTIlqQ6FwuHwBGBiTc9g27ZtvP/++3z++eds3bqV3r17c8IJJ9CpU/ReKEOhEHl5ecTHx0etBkmSJElSHQsXwbcrSjvNZm8s3RcbDz3Tg+Cu12BITIpenWr0srKywqmpqQ7NVJNT4xF5JZKSkhg9ejSjR4+ui3okSZIkSSpVkA9rMkunzeZuK92XmFS83t0Q6DEA4hzMIal5q1GQt337dt59910GDBhAWloaMTEx5favW7eOjh07OiJOkiRJklR9udtg5YLiZhUZUJhfuq9dcmmzim69IRRT+flIUjNToyBv6dKlTJ48GYDExET69etHeno6AwYMYMCAAbz44ouMHDmSAw44oE6LlSRJkiQ1U9kbg+Buxdfw7XIIh0v3de5Zut5dx27YrEJSS1WjIK+goIBTTz2VM844g8zMTDIzM8nIyODll18mNzdo6z1y5Mg6LVSSJEmS1JyEYUNWaXj33drSXaEYSO1f3Gl2MCR1iF6ZktSI1CjI69atGxs3biQlJYWUlJRIaJebm8ucOXNYs2YNaWlpdVqoJEmSJKmJKyqEtctKm1Vs3Vy6Ly4Beg0KwrueAyGhVdTKlKTGqkZBXkpKCmvWrCErK4vU1NTI9sTERH784x/z17/+lR07dtRZkZIkSZKkJio/N1jnbuXXsGoh5JX5rti6XWmzipR+EFvrfoyS1KzV+FVy7Nix/OY3v+Gmm24iPT293L6+ffvy/vvvOypPkiRJklqi7dlBs4oVX8OaxcFIvBIdupaud9e5F4Rc706SqqrGQd4RRxzBokWLuPLKKxk1ahRHHHEEgwYNYuvWrcydO5dTTjmlLuuUJEmSJDVmm9eVTpldt7LMjlDQXTZtCKQNhQ5dolaiJDV1tRq3fOmll9K/f39mzJjB3LlzI9tTUlI4/PDDa12cJEmSJKmRCodh/UpYMT+YNrt5fem+2DjoUdysotdgaN02enVKUjNS6wUIRo0axVFHHcWiRYvIyMggISGBww47jLZtfaGWJEmSpGalsCCYKrtyfvC3Pad0X0LrMs0q0oPmFZKkOlUnK4mGQiEGDRrEoEGD6uLsJEmSJEmNRd72oEnFivmwehEU5JXua9MxWOsubSh03wtiYqNWpiS1BLYEkiRJkiSVt3VT8ZTZ+fDNUggXle5L7lHaaTa5B2CzCklqKFUO8rKysmjVqhXJycn1WY8kSZIkqcGF4bu1pc0qNmSV7gqFIKVvMGU2bQi07RS9MiWphatykHfnnXeyceNG/u///o/WrVvXZ02SJEmSpPoWLoJvlwfh3Yr5kPNd6b64eEhNL25WMQgSk6JXpyQpospB3rZt27jvvvuIiYmhoKCAjz/+mBEjRtRnbZIkSZKkulSQB1mZQXC3aj7kbi/d16oNpA0O1rtL7Q+x8dGrU5JUoSoHeYmJiWzbto22bduSn5/Pgw8+aJAnSZIkSY3djq2wckEwZTYrI+g8W6JdcjDqrvdQ6JoGoZjo1SlJ2qMqB3kjR47kqquu4vjjj2fAgAH1WVO1TZo0iYkTJ0a7DEmSJElqHLI3BKPuVnwN61ZAOFy6r0uv4mYVQ6FjV2xWIUlNRygcDk8AJu7piOFwmFmzZvHMM8+Qk5NDKBRir732on///qSnpzNgwAAGDBhAmzZt6r/qPQiFQuTl5REf71BwSZIkSS1BGNavDkbdrfgaNn1buisUAz36B11m04ZAUvvolSk1EllZWeHU1FRTbDU5VQ7yShQUFPDll18yefJkRowYQWZmJkuXLqWgoIBQKESPHj0YMGAA6enpHHroofTp06feiq+MQZ4kSZKkZq+oEL5ZEoy8Wzkftm0p3RefCD0HBqPueg6EhFbRq1NqhAzy1FRVeWpt5ARxcQwdOpSDDz6Ya6+9FgjCveXLl5ORkUFmZiaZmZl88MEH/OMf/+Dkk0/myiuvrPPCJUmSJKnFyc+F1YuCUXerFgaHS7RuF4y66z0UuveF2Gp/3ZMkNXLVHpFXVeFwmK+//ppp06bx4x//mIMOOqiuL6JSjsiTJEmS1Gxs2xI0q1jxdTACr6iwdF/HbqXr3XXuCSEHGElV4Yg8NVX19hNNKBRi2LBhXH755Xz00UcNGuRJkiRJUtMVhk3rSte7W7+qzL4QdNurOLwbAu27RK1KSVLDq3GQt3HjRu6//34+/fRTAAYOHMioUaMYNWoUoTK/Ag0ZMoQhQ4bUulBJkiRJarbCRbBuZWl4t2VD6b7YOOgxIAjueg2G1m2jV6ckKapqHOTddNNNfPfdd/Tr14/s7Gw+++wz3n33XV5++WXGjx9Pu3bt6rJOSZIkSWpeCvNhzeLSZhU7tpbuS2gNaYODkXc90yEuIXp1SpIajRoFecuXLyccDjNjxgxatQq6HxUWFvL5558zffp0/vjHP3LrrbfWaaGSJEmS1OTlbodVC4LgbvUiKMgv3de2Y+l6d932gpjYqJUpSWqcahTkbdmyhX333TcS4gHExsay//77c8cdd3Ddddfx1VdfMWzYsDorVJIkSZKapJxNpVNm1y4LptGWSO5RGt4lpwCuvS9JqlyNgryUlBQWLFhAOBwutx4eQFxcHCeccALz5883yJMkSZLUAoVh4zdBcLdyPmxcU7orFAMp/YLgLm0wtO0UvTIlSU1OjYK8rl27kpCQwN13381PfvITkpKSyu3Pzs4mHA7XSYGSJEmS1OgVFQaj7VYWr3eXs6l0X1w89BwYjLzrNRgSW0erSklSE1fjZhfXXnst119/PW+88QYHHXQQgwcPplOnTqxdu5ZHHnmE2267rS7rlCRJkqTGIxyG776Bb5ZAVmYQ4hXkle5v1aZ4yuwQ6NEfYuOjVqokqfmocZCXkpLC1KlTmTZtGvPmzeONN94IzjAujnPPPZdBgwbVVY2SJEmSFH053wWh3ZrFQYBXtsssQMfuwci73kOga1owjVaSpDoUCofDE4CJtTmT3NxcFi1aRF5eHn379iU5ObluqquhUChEXl4e8fH+6iVJkiSphnZsLR1xt2ZxEOSV1bYj9BgQjLhL6Qet20alTEnVl5WVFU5NTbW7jJqcGo/IKysxMZHhw4fXxVlJkiRJUnQU5ME3S4PQbs3iYOpsWYlJ0KNfaXjXrhN2mZUkNaQ6CfIkSZIkqckpKoR1K0uDu3UrIVxUuj8uHrr3LQ3vOqVAyOBOkhQ9BnmSJEmSWoaSBhUlwd3ODSpCMdBtr2C0XY/+wTp3MbFRK1eSpJ0Z5EmSJElqvrI3lgZ3axZD7rby+zt1L50q270PxCdGpUxJkqqiWQR5kyZNYuLEidEuQ5IkSVK07dhaPrjbpUFFp9IRdz36Q6s20alTkqQaqJOutY2NXWslSZKkFqJKDSrKBHftkqNTp6RGxa61aqpqPSJvw4YNTJs2jZUrV9K9e3dGjx7NqFGj6qA0SZIkSdpJlRtUFAd3NqiQJDUjVQ7yHn30UQ455BD69etXbvuUKVNo3749xx9/PGvWrGH69Ol88MEH3HDDDXVerCRJkqQWxgYVkiRFVDnI23vvvbn55pu57LLLGD16dGT7jh07+N3vfhc5fOmll3LrrbfyySefsP/++9dttZIkSZKavz02qEgpDe5sUCFJakGqHOQNHz6cv/3tb0yaNIlFixbxk5/8hJiYGFJTU3n66ac59dRTCYVCxMXFcfTRR7N48WKDPEmSJEl7ZoMKSZKqpNrNLnJzc7njjjvYuHEj48ePJyYmhl//+tds3bqVffbZh9atW/POO+9w3XXXRS3Is9mFJEmS1Ijl5wZTZG1QISlKbHahpqrGXWufeuop/vWvf3HzzTfTp08f3nzzTT7++GN27NjBYYcdxpgxY+q+2ioyyJMkSZIaERtUSGpkDPLUVNW4a+3pp59O//79mThxIhdffDFjxoyJangnSZIkqZGwQYUkSfWiykFeXl4ed999Nx9//DHt2rXjkEMO4eyzz+aOO+5g4sSJLFy4kJ/97GfExvoGLEmSJLU4NqiQJKneVXlq7RNPPMGXX37JkUceyebNm/nf//7HqlWr+Pvf/05iYiJ33XUXa9eu5eabb6ZDhw71X/luOLVWkiRJqmc2qJDUhDm1Vk1VlYO8e++9l2OPPZa+fftGts2dO5fly5dzySWXAPCvf/2Lp556iptuuon09PT6qnmPDPIkSZKkOhZpUJFZ3KBibfn9NqiQ1IQY5KmpqvLU2v33358ZM2Zw/fXX065dOwC+973v8dZbb0WOc8opp9CvXz8mTZrEVVddxYgRI+q+YkmSJEn1r1yDikxYt2qnBhUJwRTZ1AGQ0s8GFZIkNYAqB3kjRozg888/59xzz2XYsGF07tyZ+fPn88Mf/rDc8YYPH86dd95JRkZGnRcrSZIkqZ5EGlRkwpolsHYpFOSX7i/boCJ1AHTpZYMKSZIaWJWn1pZYsmQJb7/9Nhs2bCA9PZ0TTjiBUD388padnc1ll13G2Wefzemnn16t0zq1VpIkSdqTMGR/Vzribs2SXRtUJPcIRtv16A8pfYNReJLUDDi1Vk1VlUfklejXrx/9+vWrj1rKue++++jevXu9X44kSZLUYmzPgW+WlIZ3OZvK7y9pUFEyXdYGFZIkNSrVDvIawrx58+jfvz/5+fl7PrIkSZKkiuXnBlNkSzrL7tygolWb0hF3NqiQJKnRa3RB3ubNm3nzzTe56aabWLBgQbTLkSRJkpqOqjSoSOlbPFXWBhWSJDU1jS7Iu++++/jJT35SpXX3Jk2axMSJEyvcl5CQwMSJE5kwYUIdVyhJkiQ1EuEwfLemOLjbTYOK1AFBeGeDCkmSmrRqN7uoTxs3buTWW28lNTUVgE8++YSOHTsyYMAArrjiiiqfj80uJEmS1DyVNKjILA3vKmtQkToAuvexQYUkVcBmF2qqGtWIvOTkZG699dbI4cmTJzNw4MBqd62VJEmSmo1Ig4ri8K6iBhUlI+5sUCFJUrPWqIK8su6//34WLlzI2rVriYuL4+STT452SZIkSVL9K9ugImsxbKqkQUVJeNe2U3TqlCRJDa5RTa2tK06tlSRJUpMRaVBRPOJudw0qevSHjt1tUCFJteTUWjVVjXZEniRJktQslW1QkbUYvl1mgwpJklQlBnmSJElSvQpD9sbi5hQ2qJAkSTVnkCdJkiTVte05QWj3zeKKG1S0Sy6dKmuDCkmSVEUGeZIkSVJtlTSoyCoO7ipqUFES3NmgQpIk1ZBBniRJklRdhQWwfmXpOnfrbVAhSZLqn0GeJEmStCclDSpKRtytXQaFZRpUxMRCtz6lwZ0NKiRJUj0wyJMkSZJ2UaZBRdZi+KaSBhUlwZ0NKiRJUgMwyJMkSZIAtmcHHWW/KQ7vtm4qv98GFZIkKcoM8iRJktQy5efCN0uDUXc2qJAkSU2AQZ4kSZJahpIGFSXr3NmgQpIkNTEGeZIkSWqewmHYuKZ0xJ0NKiRJUhNnkCdJkqRmorhBRcmIOxtUSJKkZsYgT5IkSU1XSYOKklF3NqiQJEnNWLMI8iZNmsTEiROjXYYkSZLqW7kGFZmw6dvy+21QIUmSmrFQOByeAEyMdiF1KRQKkZeXR3x8fLRLkSRJUm1Uq0HFAOjUDbBBhSRp97KyssKpqam+YajJaRYj8iRJktRMRBpUZAZTZm1QIUmSFGGQJ0mSpCgKw5aNpVNlv1kCudvLHyW5RzDarkc/G1RIkqQWzSBPkiRJDatcg4pM2Lq5/P5Ig4ri8C4xKTp1SpIkNTIGeZIkSapfkQYVmUF4Z4MKSZKkGjHIkyRJUt0IF0HOJsjeANkbg7XuvvsG1q+upEHFgCC4s0GFJElSlRjkSZIkqeoKCyDnO9iyoTSwK/l/zqbygV2Jcg0qBkCXnjaokCRJqgGDPEmSJJWXnxsEdDsHddkbYesWIFz5aZPaQ7vO0L5zsNZdcg8bVEiSJNURgzxJkqQWJxx0hs3eEHSMLQnpsjcEod2OrZWfNBQTrGHXrjioKwns2nWGdp0gNr7hroYkSVILY5AnSZLULIVhW3aZgG6nwC5vR+UnjYktDefaJ5cP7dp0dFqsJElSlBjkSZIkNVXhIti6edfpr1s2QM5GKMiv/LRxCTuNpisZXdc5mB4bsvmEJElSY2OQJ0mS1JgVFpTpBFt2zbqNQdOJosLKT5uYVMH01+L/t26DnWIlSZKaFoM8SZKkaCvIKx/QlQ3tcjaz2+YSrduVD+oi/0+GhNYNdhUkSZJU/wzyJEmSGkLe9vJBXdk167ZnV366UAjadKpgzbri5hJ2g5UkSWoxDPIkSZLqRBi251TeXCJ3e+UnjYkNQrl2FaxZ17aTzSUkSZIEGORJkiRVXbgItm4pM/21JLQr/n9BXuWnjYuvYPpr8b9tOkAopuGuhyRJkpokgzxJkqSyigpLm0uUW7NuY/C3u+YSCa12DepK/t+6LTaXkCRJUm0Y5EmSpJanIB9ydm4uUXx46yYI7665RNvyU2DLhnaJNpeQJElS/WkWQd6kSZOYOHFitMuQJEmNSd6O8tNfy3aF3bZlNycMQZuOpWvUlZ0C2y4Z4hMb6hpIkiR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"
Which x-axis label has the maximum difference between Private credit bureau and Public credit registry
2007.0
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862
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TTz3F6h+lLsZExJp9sMlY4xIWBmVlZRUVFbno0Lp8+XIpQ7nCaXSkzrANyBbHbhnZaDhsC7PqeKmh9IQJE9atW8dqS9ld5pIlS+TZwerq6iVLlhQVFbFMnnwpbKWkfh7yrVdcXCyvsWXV0CxEZi/YhmW9UthOZ1tS2lmLFi1ibaGca/Y7xKJqti7stcMcnMvAJmCvu3UeBwgq8gOKHT7OZz/pgO3w0uNwKli+fLnUjqJbI7awWen1+jVr1rCmb/I/6XS6hQsXsjl3eN6Qn1VcXwjYDeeaNWv0en1np1A3z58OFyzWhJFtCqmL8YkTJ/Lz86XJ5G1LPNhWUrMcIlqwYIH8/Cy/R3Wn/I7fFUXxk02bZk6b9smmTWJ71dXVM6dNmzltWnV1NftkX0HBzGnTHl+9Wprmt3ffPXPatKLjx8XOsfm/9cYb7O3jq1c/vnr1zGnTnBck/xabZl9BAXv71htvyBf9yaZNbALnYjsvWr4KUpmlT4qOH3dYKfnKSsV2f4YdzsdhAqnYHa678wwdtobDt9gi5JtC+iubUr52bFbSLnPYg2wFf3v33fKNIy+e829AWhwrsIvCgCiKzz//fH5+fg/nsG7duurq6sWLF3f2qws4VjzP1nTlypX79u3zepEAAKAz3OOrV0u5OvmDdw3th45b8rvfEZF8YBc2Qor01vVDe+UP+X3xlVf+/eGHbKEvvvKKLilJviA2AJ589BNphBr5yDLy8jg8R86Z82iF8mFfPHhmsYsZdsZh5D+2Ug4bma27fEo2XJ/D1mBP1ZN/y2EbOpTHYdHy1ZHvQWk7O5Sqs0EipfnIZ9JlYYD17Wc9/z34OhuJwLnuONgYDAZpxIdAlwUAALrAiaIY6DIAAAAAQMDwXU8CAAAAAL0XwkEAAACAsIZwEAAAACCsIRwEAAAACGsIBwEAAADCGsJBAAAAgLCGcBAAAAAgrCEcBAAAAAhrCAcBAAAAwhrCQQAAAICwhnAQAAAAIKwhHAQAAAAIawgHAQAAAMIawkEAAACAsIZwEAAAACCsIRwEAAAACGsIBwEAAADCGsJBAAAAgLCGcBAAAAAgrCEcBAAAAAhrCAcBAAAAwhrCQQAAAICwhnAQAAAAIKwhHAQAAAAIawgHAQAAAMIawkEAAACAsIZwEAAAACCsIRwEAAAACGsIBwEAAADCGsJBAAAAgLCGcBAAAAAgrHExD34S6DJ0w9GVUwNdBN8a+fTOQBcBAAAAwgt3urI+0GUAAAAAgMDITI5FZTEAAABAWEM4CAAAABDWEA4CAAAAhDWEgwAAAABhDeEgAAAAQFhDOAgAAAAQ1hAOAgAAAIQ1hIMAAAAAYQ3hIAAAAEBYQzgIAAAAENYQDgIAAACENYSDAAAAAGEN4SAAAABAWEM4CAAAABDWEA4CAAAAhDWEgwAAANBKEEXptUiiiymhN1EGugAAAAAQFERR5DmuuM6687wlQ8PnZkYFukTgJwgHAQAAgIiI47j8kubV+xvY212l5ucnxQe0ROAnqCwGAACAVnlHTdLrXefNASlDmcm+oahpV2lglh6ekB0EAACAVloVX0b2ABaguM46b1sNe52doPpgZmIACxM+kB0EAACAVvP0l9oLTukX4f8C7DxvkV4X11oLKy0uJgZvQXYQAAAAiIgEUZwzKEqfoNxVak6PUcwZ5NeuJIYWQRfpmKVqtKB3sz8gHAQAAAAiIp7jRFHUJ6j0CSoiarQK7x1ruvdyja+Xu6Wk5eMTTYlR/POT4nNSVNLn2Qkq+VvwHYSDAAAA0IrjuPu+qR2ZrJ4/NPrOz2svGG36BNW1vqk1LjcJH50wfXKqpc4sEJFGxZ1vtI9JVW+Ymbir1KxR8XMGRWrVaNXmD9zpyvpAlwEAAACCgtEqXvNRZayK23lbCht0Ji2a3zwnSc1zHs9TEEWe48pM9osme0aMIj1GYRPEv+xr2HGuhdUEZ8Urbs+OuTEzKlLh+N1zjbb+WqSufCszORabGAAAAFqVmexElBKjIKLczKiPipp/qrH+4yfTb0d6XmXMy4Yz1Kj5FybH5aSoJ/RRf3O+ZVr/yNv10VckdVAj/H2F5YWDxuRI7uWpCR4vGtyEHCwAAAC0qmoWiCgtujVNt+oXsUT01lHTRZPQk9muKTSyF0aLwIY2HJuq3n5L8pNXx3UYCxJRdoKquNa6t8xS3rNFgzsQDgIAAECriiaBiFKjW8ODoYnKXw6KJKI1hT1qWma0XArpLprsRJQWrUiIcBWExKm5af0jiCi/pLkniwZ3IBwEAACAVuUmGxGlRl9qxHffaG20kv5Tavmu3PMhAHNS1dJr9x+FfPPgaCLaWNyEwWZ8DeEgAAAAtGrNDsZcCg8SIvh7r9AS0ZP/bbB1v9q21iIS0fOT4haPjJmdGfXouNglI2Pc/O5V6eq0aL66RdhXhsGofQvhIAAAALQqb7ITUUpUuy6+v8qOztQqLxjt7x03dfK9jjVYxIXbDXlHTVo1v2Sk5rHxsXMGRQmiu8k+juiWIdFE9MlJ1Bf7FsJBAAAAaFVhshNRaky7cFDB0Z/HsT4lRtbXxB0tdvrDztpSo/3Ls80m26XPea4bY9bMGRzFEf3nQuvYhOAjCAcBAACgFQsH+8Y4DgA4Kll1bb/IFju9eKjRnfkIIj20p/aowZoYyb9+bWKMp+PaJUfxE/tE2AX69DQShD6EcBAAAACIiOrNolmguAhO0VF0sDxHq+K57WdafjRYu5zVU/9t2HvREqWg169NTInuUbBxy+AoQn2xjyEcBAAAACKiimbWrbjjVF5aNL/oshgieuK7etet/9792bT5VDPP0fPXJAyJd3rSSDdN7BORFMmfa7QfrESHEl9BOAgAAABERBWmdoMOOlt0WXRaNH+izr7xRKe5ui/Ptrxy2EhEj46LuypN3dlk7uM5umlIFBFtOoUEoa8gHAQAAAAiovKmLsJBNc8ty9ES0as/NDZYOkgRHqy0/nl/PREtHqmZnRnprYLdPCSaiL46azZaMQShTyAcBAAAACKiiqbW54W4mOa6fpGjkpWNFvF/Dzv2KTlZZ3/gP7V2gWZlRro/uKA70qP5q9LUVkHchieU+AbCQQAAACCSRplxGQ4S0SNXxfEcbTrZXFx3afyYyibh3m9qTFbxF6nqR8fFeb1sNw+JIqKPTzR5fc5ARO72/H5z7XNV5RcfeWYte7t0/q3sxZOvvhWfkOiTogEAAIAfVTQ7PpKkQ4Nilb/SRxdWWBvaxgK0CeIzBxpqWoQhcYrnr0lQdGNgQXdN7RsZp244WW//yWC7TOfpuDXQCbeyg2+ufe6GOTdLb3du3zr3f/7fqxs+XvzgQ99sy/dZ2QAAAMB/Kk12IkrpKjtIRL+/QvvBzMQxbU8iVvLc85Pjbxoc9dp1iZ30S+4pJU9zBkUT0SenkCD0PrfCwcUP/nHA4CHS20Rd0r6dXxHRqeLjg7OH+qpoAAAA4EfsgcX9NF2Hg2qFSER5R03XbKzK2VCx5mAjET3yC60u0oeN0G7JiiKi7WeaW+y+W0iY8mS3XTH2qrsWL106/9bB2UOvGHuV18sEAAAAflZnFiyCmOhePMcRV1hpefOo0WgRiOiD4027Ss2K7jx9zgP9tYpRyaomG315tsWnCwpDnoSDO7dv/eKzza9u+PhU8fFN76/3epkAAADAzyq6GmXGwYGKds8mKaq1dTalF92aFU1Em0+ivtjLPAkHTxz7+aqJk4koZ9zV1ZWV3i4SAAAA+FuZ2w0HmZwUlfytPsEf3Tum9Y/QqLgj1dazDagw9ia3wsFN769fOv/Wi+fPLZ1/69lTJ29f+Js31z67dP6tz/7lT/IuJgAAABCiKt0YdFAikjgmVf3ouFiNmteo+Xn66Cl9I0Ty+RjRap67MTOKiDaeMPl6WWGFO11ZH+gyAAAAQID97+HGdT833TdKs2i4N0eQ9rqTdfZfbavWqLivb01RYvRkb8hMjsWGBAAAgNYn1LmZHQygIfGK4Tql0Sp+dR4dSrwG4SAAAABQuYmFgyEQGNw8OIqIPjmFB9Z5jTIzOTbQZQAAAIAAqzEbiCinX9yAWFWXEwfWb+O1aw8avy+3KCOj+2nd6sJiE8T6JrPFZuc5LkqtjI1S+7qQoUVZUtUQ6DIAAABAIIlEpY02IrI2N5eYQyDrdv2AyE9ONb/4XeV9V2jcmV4URa5tWMQmi81gREXzJWg7CAAAAGRoEQSRdJG8IkTigl8OjiKi/FPNghu9mUVRNNrEvKOmxV/XLt9Tx4bUATk8BBoAACDcVZq6NwZ1wI1MUg2OU5yqt++5aLmmTxc1vxzH5Z9ufvOokb0tqrVtmZPk+zKGkpDZ8QAAAOAjFc12IkoN+m7FcnOzoqf0ixBFwfVkVoGIaFepWfqkzGgvrLT4tGwhB9lBAACAcFdhYuFgKCWJbh4SfXt2tPRW3jqQiP5bYfmuzLyvzJI7KGq+PjojRlEo+25GjIKI/ltp+UUK+pQQIRwEAACA8tbK4pDJDopEKp7KTPb3i5rKTPYpfSNyM6OIaEtJy/YzzQcrLOa2pOEPVdb5elo8IuZApaXMaCei1eNj02MUZSb7vV/V9tEobsuO/uWgKK2ac7G4Xg/hIAAAQLhrfUJdTIhFBfd8XcsivF3nzY0Wcb4+usEi7C+zEFFmrHJ8umpcemROqpqIMjSKLXOSimqtGTEKrZonopoW8eoM9d6LlhcPNr54sPGmQZF3DI3JjnfcAiKJHPX+SDHEdjwAAAB4XUWzjYhSY0KmspgjKjPZWSzI7Co1z9dHX5Wmfnhs7OQ+ER1WfOsTLg2peJlO+fKUhHON9vePmz471fLp6ZZPT7c8fXXc9QMiWdLRaBFzB0XmpKjDISJEOAgAABDuWiuLo0KmspiI0mPalZbV9g6OUw6O60Zs01+rWDk29vejtJ+cav7guOn6AZGNVuGOz2uMFoGI8k83vzktIScM2heGzH0AAAAA+EjrA4tDJzvIzBva2pUkXaNYPCKGiNwYhbADGhV319Dorb9MJqLiWhuLBZn802ExYDWygwAAAGGtqlkgouSoEIsFiWjFldrczMhGi6hPUGrVvCCKPOflWl1NeHQxCb19DwAAAF7EntKRGhNKNcUSfYJqTKqa9Q7peSwoEuWkqKf0i2Bv0zWKJSNiiOhYja2Hcw5yyA4CAACEtYomOxGlhFTDQR9h4eTzk+IPVFiIiCUdCysti7+qnTkw8uGxsRpV70wWIhwEAAAIa5VNAoVUt2JfE0kck3qp+8i5Bnukgj4/03KgwvLMpPgrklQuvhuisO8BAADCWjkbdDAE2w76iMOwMjcPifrgxqThicqqZuE3X9a8fLjR1sWD8UIP9j0AAEBYqzAJRJQSjQrDTvXXKtbdoPvt5RqOo/U/N935efXphl7VmhDhIAAAQFiraA69Bxb7n4Kje0bEvDdD10+rOFlvv3NbzfYz7cagEUXPRrkJCtj3AAAAYa3ShLaD7tInKP81S/crfbRayV2epCKi4jpr3lHTrlIz5+0xbvwJmWEAAIDwZReosjU7iJ7FbonguYdytPP00RkaRX5J8+r9DezzeUOjV1ypDWzZPIZbAQAAgPBV3SIQUWo0H8KprUDop1FQ+2eWfHC8qdEaqn1MEA4CAACELzboYBpSg+EN4SAAAED4umiyE1EK+pF4ZErfCOl17qAorYoP0e4kaDsIAAAQvipbw0FkB7tNJHG+Pjo9mi+us6XHKOYMiiKiD4tMd+hjQq7mHeEgAABA+KpoZm0HEQ52G0ecKIpT+0VO7df6yds/ml4/YjxWY31sfHxoRYRIDgMAAIQvNgZ1GkaZ8YjD4DKjU9QRPG0tMa8qqA+tWmPsfgAAgPBV3mQjopQoZAe9ICdF9fq0xAievjzXEloRIcJBAACA8FXZhDGovemKJNXr0xKjlCEWEWL3AwAAhCm7QIYWgecoGdlB77kiSZUniwjtoRASIhwEAAAIU601xdGK0Or3EPwuS7wUET60py74I0KEgwAAAGGqokkgorQoBAPexyLCGBW3q9Qc/BGhu7+AN9c+9+SfHpTe7ty+den8W5fOv/WH77/zTcEAAADAtypaGw6iptgnLktUvdUWEeYdNVIQR4RujTv45trnbphz83tvvsrenj118sSxn1/d8LEvCwYAAGFEEEWe44iozGRPj1EQkUgiR6jD9K3yJjuhW7Ev6ROUb01L/Odx0+8u1xBRo1UwWsT04Iu/3QoHFz/4R/nb0yeKklJSls6/lYgeevyZAYOH+KRoAAAQNniO21VqfvTbBqNF0Kj5t6bFZ8erAl2o3q/CZCd0K/YxfYLysXGxRLR8T92u82YiyklVv3ldQqDL1Y4nv4BaQ3V1ZeWrGz5e/OBDX3y22etlAgCAMJR31GS0CERktAjLdtcHujhhobLJTkRBmKzqZRQcV1hpYbEgERVWWDYUNQW2SA48vCG4auJkIhowJKuq/KJXywMAAGGHNam6aLJLn5QZ7Z1NDF6EJ9QFSqMluBoSehIODs4eeqr4OBGdPXli2OWjvFwiAAAIM6yF4JjUS7XDU/pFBKowYYV1JUmORmWxz6W3j7nlv/ZgwJ2u7Dohv+n99V9v/Yy9Zo0Fn/zTgxfPnyOiJ199Kz4h0bdlBACAMNBoEdYUGi+a7BkxihU5Gq2aFwl9SXzILtAvPqzgOfrvvFRsZz/Yeb5lQ1EzEc3XR03tFxk8naUyk2PdCgcBAAB856/764cmqubrowNdkPByrtF+c351hkaRPycp0GXp/aS+84xFENV8UMSCRJSZHIv8MAAABNJbR01bS1peOdR4usFORFXN9vyS5g+CrKF9r1SBUWb8iOc41lqwqlnIO2p69NvGABeoPYSDAAAQMFtKWt44auSInp0cPyhWQUQNFnH1/oZ3fzIFumi9X6VJIKI0jDLjLywZGKng3vnJ+OWZ5somIcAFklFmJscGugwAABCOdp1reuzbeiJ6/tqUX4+MYx9mJlNcRK2hReDUUQPjgqu5fS9jOWMjIn1SFCIBP8sd3PTJCePucuGPV8UHuiytlCVVDYEuAwAAhJ2TdfaFX1QLIi0cHn1NGie/GI1NVX11zrz5WM0vB0cFsIS93vHKJiKKIBsiAT+b0kf5yQlaf7R27iC3ngbia2g7CAAAAVDWJNz7TU2znaYPiPj9KK3DX8ekRhDRgUpLIIoWRsqbMOhgYFydHhEfwV80CYeqrIEuSyuEgwAA4FcNFvG3X9XUtAijU1RPjI93niAnRUVE/y1DOOhb7IHFqRh00O94juYMiiKirSXNgS5Lq6DIUgIAQJhosdMfdtaWGu1D4hQvXpOg7CgUGRSn1Ko5Q4twttE+QIvcla9UBqhnca2xxWAy+3mhwWZWBs3KiCQST1a4Gu9PFxORoIn0Q3kQDgIAgJ8IIj20p/aowZocxb92XaJG1em4a+PT1V+eNRdWmAdoMRihT7TYqcEi8hzpovydHTSYzNNH9PPzQkPUjh/P+yccRIoYAAD8QSR69Qfj3ouWGBX3+nUJukhXF6ArUyKIqLAiWFpW9T7lJjsRZcQg+QpECAcBAMB3BFGUXnNEC4dHD09QvXhNQmZsF3VTY1PVRPR9BZoP+kpls52IUjHoIBARKosBAMB3eI4rrLTkHTURUU6KesnImDenJ0Qpu34218BYhS6SN7QIJQ22LmNH8ADLDqagWzEQEcJBAADwnTKTfdnueqNFIKLCCkuGhs/NdHcowbGp6u1nWworrQgHfaHCJBBRqt8bDkJwwu8AAAC8j1US7yw1s1iQuWjsxlO5xqRFENGBinDvguojFc12IkqLQagd7JotNj8sBeEgAAB4Wb1F/OKsmdpGEJRo1Ry1RYpdkkYfdHN66JYKk52CIzv47y1fZk6cxf499PSL3prty+s++PeWL+WfPPT0i9KC5t67wlsLcqG6praHCxqTmdJksV2oNXUWFMqb5zq/dV/gfwcAABCinK88J+vsq7+tn7Gp6unvGxqtgj5BNU/fOlJMTqo6NzOSiLpuOUhERP21Cl0kX28Rj9egf7H3VbBHkgRHV5JnHr6/pGBrScHW0+dKj50s8co8/7Bw3u2zr3f4cNu6V9iCJl+V45+IsIcSYiLGZKZc1iexs6CQ57j8kubFX9cu/ro2v6SZ59w8vBwFxe8AAABCiJSBkK48doG+PNvy/76s+dW26vzTLVZBHJWkumAUiGhFjrZwfuquuclvXpegVXfvojM2TU1Ehehf7AOt4WB0kFYWz713xcvrPsicOIu9rq6pJaLd3xW+vO4DInp53Qfsr5kTZ+3+rpB9RUr+sYDy5XUfSH9y9oeF84iITSmlDNn0bCmZE2f9e8uX0kzkeb65965g07OJ2WuWiZTKwMopOXayRFoKWxf5Kkh/dfiWxEVQWFhpWb2/obDCUlhhWb2/odDTRzsG6e8AAACCFktI5J9uyU5Q3qmPTo9RvPWT8a2jJiLSqLg5gyLnD9Okt3/0WXcDQWZMinr7mZbvK613DfNOyYFpsZPRKvAcxUd4mEzyrj/9/aU//f0lIvr+s/eSEhPYh6OGZZcUbHXxrZKCrcdOlvzl+VcnX5Wz+7vCMSOHP7vygeqa2t8+8uTG19d0udDJV+VUGWqGDclkSzl2suTdjz6dfFUOEe3+rpB96ByfHTtZMvmqHGn+W77ZIy/zsysfeHblA0SUOXEWizgZaSn/3vLlN/u+l9KWJQVbd39XeOPC+9hfMyfOmj9nhjQ3ByworDWZT1XW15jMiTERUWrlgfZjcx6osOakqLtcd2cIBwEAoHvyjprePGokosIKy65S85Y5SXMyo746Y54/PPrGgVGR3hu6ZEyqmogOe5rwgM6UmWxE1FcTLKPMPPPw/SxCmnvvittnXc9eD88a5OIro4ZlE1FyYjx7e/hY8dq332MxZXe9vO6DtW+/R0Q5I1tvO1hQ2Jm1b7+39u33pFB17Jy7pPLv/q5wwfK/ss9ZFlAy994VhUePEdGDd9/VbhV0ibfNms4+kQrgvgxNuxstfYKHcR0qiwEAoHvkFVJlRjsRZWgUG3N1twz2ZixIRP20iuQo3mgVf0bzQa8qY6PMBN+gg48vX3rg6M+efXf9839j7QJd5xQlu78rTNYl7v6usLSsoqRg6/efvefOt1ie78G772LVvs+ufOD7z977099fenndB9U1tQuW/5UVwCGwe3ndB7fPur6kYOv65//myboREVGtyXygpPKnCzXRamWfhJgotZKIcjOjcge1Dt6UOyhqSt8Iz2aOcBAAALqHdRD2j1+kqYnoQDkShN5U2cTGoA66GGBHwbd901MdPhzUv+/PJ04T0eFjxZ19MS1Jt+WbPe4viNUCDxuSWV5lYEtki3CeLVuow1//sHDebbOmV9XUEVFSYsK2da+UllVU1dSxKLC6ppYlAiWlZRVpyTrXq+BCh4EgEf233EJEq8fF5s9Jyp+TtHpcLLndc99B0P0UAAAgaLErzeIRMZq2toCLR2p8usQrU9REVFiJ7KA3VTTZKZiyg3/6+0tSZw55kztm9rWTFiz/K+u60RlWV+u6QwYR3bjwPjZNaVkFa/93++zr1779XubEWR0GatdOGOvwV6nvCBENG5LJupXcuPC+RbfdNGxI5qD+fTMnzvrtI09K9b/Mottu6nIVOtRZIEhEuy9Y7v2m9rFvG+yimKFRZGgU7PD07F6NO11Z79EXAQAg7AgilRpt/bVKIjpQYdGqOX2Cyi6KCk+Ht+hSaaPtpnxDlJL23J4aFL0e/EgQRY/HDXHtsW8bPjvdvHJs7Nwsdx8S40UnK+qnj+jn/+WGoh0/nneIApnzjfZ5n1c322jZldo7h0b3cCmZybHIDgIAgLtePmT89Re1BRfMRDQmVa1PUBGR72JBIuqrVfbRKJptdMzgj2czBFyZyZ531JR31LSr1MxznMejCrvGKovTgmPQQXDNORZsttODu+qabTS1b0TPY0EGPYsBAMAt35w3//O4iecoWuXXMGJMqvqCsfm/Febhul5+zWq0Cnd8XiM91m/1+NjczCjR0+o/F1oHHYwKlspi6JZH99WVNNoGxioevzreW/PEnQEAAHStpMH2l311RHT/KM2V7R8952tjUtREdDAMBqMurrXJH/G8q9RMPogFieii0UZB80gS6JZ/FTd9fd6sUXEvTUnwYjyPnwIAAHShyUb376prsdPUvhF3DYvx89LZs0kOVfX+cFCjahf7pcf4JHtntIpmgaIUFOvR2OAQQMdqbGsKG4no2Unx3h02Ej8FAABwRSRaWVB3wWgfEufNyin3JUfx/TSKJhsdre7N/YtFIn2CShpDTqPm52d7p1mYAzZUZIpvYk3wnXqL+OB/agWRFo+MuSrNk0ePuNDL22EAAEAPvX3UVHDRrFFxL01NDFRjszGp6vPG5sJK68gkv9ZT+xNLDK4eFzs7M7LRIoxJVXv2ZL8uVbUIRJQWuFFmkrSRO348H6ilh5YkbSR7IYj0xz21Vc3CL1LVvhjdCeEgAAB06rtyyxtHjRzRs5Pi0wI3anFOqnrzqeYDFeaFw32SMAsSIpHRKrBH8xHRrlJzdYs4d0ikd5dSZrQRUUrgwsH46Ij4aA8fntHr2QS6blOl0SJ+dlNSH1kG9+VDxsIKa1o0/9zkeF80J0VlMQAAdKy8SXhoTx0RLb1C4/XKqW5hzQcPVFjtQpfThrBDlZbZnxpW7q0noh+qrct31710sL7W7OV1rmhmT6hDABCMlDzNzowiok9PNUsf7r5g+edxU6SCXpqS6NDA1FvwawAAgA402+n+nTVGqzi1b8Siy/zdfcRBUiTfX6uwCuKPht7cfHBXqdloEdj4L1ckqa7pG9Fko5cPGb27lAoTwsGgNmdQFBGdqbcLIhHR+Ub7qr21RPT4hPgh8b7K6eLXAAAAHfjL3rqT9Xbvjm3WEyxBeLCyN/cv/uZ8CxFd0681EftQTqyK5z473Vxc580huFufUBeD1mJBSp+g3Dhb9+ykOJ4jIopQ0HCd+g599LX9fFjDjnAQAAAcbShq2llqjlKSd8c264mcFDURfd97Rx88WWcrMwmxam5Ucms4mBbDL7osmoie+LbBiwti4WBKFAKAICWKYmassrjOml/SXFxnTYlWvHldwh9ztD5dqLu/hjfXPvfknx6Uf/LD9985fAIAAKFLpEvPQ8uI5jVq/u9Xe3lss54Ylx5BREd67+iDuy+YieiavhHypmELL4tJi+Z/qrHmn27x1oLYE+p8NKgh9BzHcXlHTfO21aze3zBvW01+SXPX3+kxt8LBN9c+d8Ocmx0+3LLxw+S0DB8UCQAAAoAjrrDSUlhpabQKU/pFfjAjcWKfIOr+GafmMmOVzXY60ktHH9xdaiaiKf2i5B9G8Nwfx8YR0cuHG01WLzy/uN4ittgpWuk45DUEFfZAGmZNoZcbj3bIrXBw8YN/HDB4iPyTndu33rV4qW+KBAAAfsXygvM+r1n8Ve3ir2rnfV5TZrJnBE1eUJKToiKi78t7YYKw3iIeNViVHDn34J7SRz02VVXTIrxx1AthQbnJRkSp0Wg4GNQarZe6k8ufW+g7HjYdOHHsZ4cAEQAAQhTLCxbXtmbdyoz294uaAlukDo1NiyCi7yvMXU4Zcr4+10JE49PVHbbUXPWLOCLacLzpTIO9hwuqahKIKA1PKw5u8/WXxtecN9QfY216cn+w6f31ty/8jdeLAgAAQcJo8UK9pNf9Ik1NRIerbHaBFL0rntnF+hT37XjE6f5axcLh0et+bnr8u7p3put6sqCyJoECOgY1uGO+Pjo9mi+us6XHKOYMiur6Cz3mSTh47Mjhr7d+xl4vnX/rqxs+9mqRAADA37LjlRo1L1VL5Q6KJCKx7clpQSJWzQ2OU56qtx2ptoxOCeSw2N7VbKfvyi1EdG3/Th9AcvdI7ZbTLYerbN+cb7m2n+fPKWmrLO5d0XSvI4ji1H6RU/u1vuY5nx+Ibv0gNr2/fun8Wy+eP7d0/q1nT5185Jm1r274+NUNH18xdhxiQQCAkHbBaM8/3axV8x/MSFw8MmaePjrvuoScFLUoikEVCzJXpqiI6EBFr+pNsu9ii02ky5NUcepON3mUgh7M0RLR84WNFsHz3G3bI0mQHQxqUvwnyl77lFvZwVvuXHDLnQucP1/84B+9XR4AAPCfw1XWB/5T22gRB8YqRyaplozUsM9FUeT8chHqrrFp6o9ONB+otNxDAX5QihftOm8mosmd1BRLZgyI/HdR0w/V1nU/NS0e6eHqtz2SBOFgaPDbQYh0MQBAmPriXMvir2saLeI8fdSIJJX8T8EZCxLR2NQIIvqhqvc8vNgu0n/YiIN9uq7+/su4WJ6jf/xkKm/ycP3ZoIMpqCyG9vCDAAAIR68eNq4qqBcEeuSq2BU5sUEa/TmJVXND4pVWQfyhupcMN3Oo0mKyiukx/KC4ruvrMmOVv8qOtgriC4WNHixLJLposhNRhgYDzUA7yszk2ECXAQAA/KfFLi7+vHzLKVOUkvu/2RnXDfDHMBZedO1A88nDdSeN/K2X9Ybr11vHqojoVn2cm5fjv1+r+eJsydfnWyqsSeMyutfntKrJLogUq+aHp/WGTQdepCyp8uaTEAEAIJjVmYWlO2uP19gSI/nXrk0cFG0LuatAllYkoq9KGm8f1BtSXJ8WNxDRqERyf0f8fpTmsW8blm4v/9dsnaI7ed2fa6xElBLNh9xOB5/KTI5FZTEAQK/l0AH1nNF+5+eG4zW2IfGK92fosuJDsj/BmNQIIjpUaelJB9sgcaLWVmYSYtXcqO6MmzNnUNTwROX0gZEttu61IKww2YkoJQqXfnDUG26tAMA/gra3KXTGYW8lqLnYCEVmnPK5yQkdPv0iJMSquax45Yk625Eq65jU0B59sLUTSd/I7h5Xb05LjFK2+5JIItdVP9RKNspMTMjue/AZhIMA4C6O4/JLmtcUGo0WIV2jeOu6hHRcV4Jbmcl+z9e1ZUa7Rs2vyNHkZkatvSYuJUrBh3hUPyZNfaLOdqDSEurh4K7SFnKvT7GDKCVXZrIv211fXGuVdm6X32odZSZ0bwXAZ5AxBgB3NVoFFgsSUZnRvuagJ30bwZ/yjprKjHYiMlqENYXGRquQFh3ysSAR/SI1gogKK0K7c3FVs3CsxkZE4zI8ecrImoON7DHTRouwer9bbQErmuxElIa7OHCC7CBAaBBF0WgTl++uZ5fA5Tna+fpo/zy8SFJca5MeYkZEjUH5WFuQY6OKMEaLUFxry+kVz3Ybk6peMyku1FODuy+YiWhShtqzbJ3DAdhoFbSqLlI85U12IkqNQSYIHOE3ARACRFZRe7pFSoc8X9hYXGf1ZyxIRDkp6nTNpQtXRoyCiDafbH7rR1NVc28ZFLh3kQd/GjXfO2JBIopW0tR+kVp1aF/Cdp5vIaJrunoYSWeyEy4ldDRqXqvi7WIXd2jsCXUpqCwGJ8gOAoQAFvQ5JAOKam3Z8aoOp/c6syCerLVdplM9Pyku76ipzCRkxyuXX6khon+faC6utb5xxHh9/8jbsqPZI2UdiH581BIwJ+psWfHK+fqoi0Z7WZNdo+KWePpYs2DD+kys/rYh/3SzRs0vGRkzXx/tTkeKoNJsp+/LLUR0bX8Pw8ElI2JIpMJKq0bFrcjRENG/i5vNdvqfYdEdtgcQ23oWoysJOEM4CBAyMjTtciFj/JXpqTULD+yqO9Nof3tavD5B9cLkeOlPItEfc7QfFJm+OW/+8lzLl+daMmOVv9JH/3JwlLzaiiPyc712mPviXMuqgvrcQVGrx8U+Nv7SgMO9Yy9wxOWXNOefbiYio0V4vrBxTKrKb7dG3lJwwWwTaaROFaf2cI9o1fyKHK309lyjbU1hIxHtudDy1NXxqU6PoTO0CIJIsSoOyUFwFtqZdoDwIYhibmbUPH10ukaRnaBaMykuPUZxpsHm8aNL3XS6wXbX54YfDVaNkhQ851AXxRFdmaJ6blL81puSFwyP1qi4kgbbjnMtKp4arcLqbxtyNlTM+7zG//Xa4ey1H4yrCuqJKNFp9JJesxcuGtv97HeeD70+Jf8pbSGiKf08TA06EIn6a5Vrr0nQqLjDVdbbt1XvOGd2mKbSJBBRChoOQkeQHQQIDTzH2UVxRY5WygcYrcLKvQ3lJtv/Tk0YofNJauT7Cuvy3bUmqzgqWbX2moTYztMYaTH8H0Zpl1yuyT/VEqUkItpwvDV/U1xrveeruv/MTfZFCcHBqoL6L861ENGj4+LmDPJOqBGEHDLlU/v5JFPuu4E27WJrP5LJ3R9ipkOslJP7qD/OTXq4oO5QpfXhgro9mREPj42PbrvOlzXZiCgtGrlB6ADuEgBChk3gdpWai+us7FkMVjun5qnBIi74ouYrp0xAz31yuuW3X9eYrOKcQZHvTE90EQtKInhublbUrMwoIiqsvJSwMVoE9vZ8o73TL0PP1JmFBV/UfHGuRaPm3p6W2ItjQZFaM+UaNZ+uUTw6LjY7XlXdbK8396iruyiKLKV9zcaqeZ/X7Co1+27Q9cIKi8kqpsfwg+K8nJRJiuTfmpZ4/2itgqetJebbtlT9VGMlIpFohE61YWbi/xuh8e4SoXfgTlfWB7oMAOCWw1XW3+yoGRir+Hh2kvThyoL6L8+1ENEfRmkXDI/21rJePNT4z2NNPZkta+nPXmvUPMsO5myo0EXyk/tETMiIGJcewfIWvaNBW2CdrLf/YWdNRZMwIFbxytTEjN5eIWgXRYXsN2O0Cst2119otL08NXFwnOfZrw1FTc8Xto6mqVHzH85M9NFA688WNv6rqOnXQ6MfuFLb9dQeOV5j++Oe2osmITtBte76hAjZs41xxIGDzORYVBYDhIwfqi1ENDKpXe3S0xPjMn9U5h0xvny48VS95dFx8d16pL0zs0AP7a4ruGiOUtLfJ8ZPzIjwbD6LR8RcNNkLKyzpGsXzk+KI6FiNVRfJG1qEzaeaN59qVnI0OkX12Pi41GjFrlLzhqKmRos4pW/EkpExeBqeaw49tfeVWR7aU9tsoytTVKz1WMBK5i8Kx58HL4pieZOw8IvqZycljE/3sAbWYZjGiya7j8LB3aUtRDTV0z7F7hiaqPzXrOQXCutv10dHKLjCSkveUVOjRcxJVa24UotDDBwgHAQIGT9WW4noimTHS93iETEDYhWrCuq3lpjLTDXdDQgcUgUNLfZTDbbUaP7lqYlDepBoydAo3rwuQXorkjgsUfXlLcnHa2zflVv2l7V8X2EtNQmp0Yoyk3357jo2WXGtNUPDu/O4rXDmsHe/PNvSbKNbhkQ98ovYjr/Q22lU9Na0xEe/rd9yuuW+nbUrx8bOzereT6i8SUiL5jPaB38ZvokFT9TZy0xCrJq7Ism3vaGjlfTnq+KIiD3Ojo0hX1xrzYhRzNdHY/gnkEM4CBAyfqiyEtHlHV1CbugfmXGD4sFddQcrrQu/qPnfaxPSnYaZ6JAoijzHbShq2lVqJqL5+ugpfSOemxiXoVF6PP5Fh6Qx4YYmKocmKhcMj26x04k6K7VPyRDRrlIzwkHXykz2NQcbGy1iRoxieY5m9bjYsanqWZm9trGgmx4bF9dPq3z9B+PT3zecbrA9lONWPWxZk/DSwYYfa2xb5iTlZkbuKjUXVlg0an75lZr0GEWp0RYfofBuwpU9p3hyXw/z7h4o6uh5QogFQQ7hIEBoqDMLhhYhWkmdNY0aqVO9N0N3/66ak/W2I1WW9AFdBwfsYSe7Ss1Se6nCCsuWm5KGJfpjCLdIBY3UqYjI4Vrba56c4Tv3fF3LnkRcSEREq8fFIhZk7r4sZlCscmVB3b+Kms412J6dlBDd+VXOZBX/8ZPx/ePNrHPWl2dbrh8QKU9pN1qFP+5paLEJr1+XmObe/ZU7dp03E9E1ffwXDqa3b0uqVXOEweGhvV7e3Big12A9c51riuXSYvh/XK97fHzcDQMii+usy/fULf66dvW3DY3WS4mB8iahsNK66VTz/x5uLLhgJqIDle3GbHPI1fmBPkE1T9/aW2VKv4j5+mgi2nyq2c/FCBXFdVYWCzL+319B7tp+EW9dnxir5vaXWRZ9WV0pG5hT3vF448nmOZ9Vr/u5ySqI+gTlO9MTr5fdQbEpm2yc1Saea7TP21Z9pNrqleJVNAnHa61ENC7dTxG8KIr6BNWytj4rOanq3MxIQiwI7SE7CBAajlTbiOhyl+EgEcWouBszI4lo2e56hwTSf8st935TK5948Uh+Up8IhwZSWq/WEbvDYTxFauvgufFE05MT4gfGYpi0drLjVRo1L9X9+X9/Bb/LdaoPbky69+uak3X2w9WW69t6bLAtdbbRvuI/tacb7ESUHMXfN0o7K9NxwG72NjWKWzcjcdl/agsrrffsqPnb1XE39LjzBxt9emKfCBdpS+9iXUbuHBp951CvjTwAvQ+ygwCh4WiVhai1dtUd8gRSUa2NiOIjuUgFDU9UXt8/8p4RMU9MiJs+IJJYe8F+rfVW84ZGZ8erRLFH47d1l1MvURqeqEqL5o/X2G7dUv3RCaQJiYh+qLbeud1QXGclouVXajRqnojSNYrFI3rJk4i9Ky2a/+cM3UNjtNf3jywz2VmmPO+oiYgGaBUJUYpIBS25XLN5TvJsp1hQTqPiXr8ucVZmhE2kVQX1b/5o6mHBWCPda7w0+jSAt2DcQYDQkLOhgoj+c1tKl63aWZMgNn3rd1PVb16XYBVEVYdPticiokaLoFUH0f2h0So+e6Bha0kLEV2doX50XJwu0n/FC6pmVeUm4aVDjWx0yeE61dvT2o0hB12a/Vm1dHc0b2j0iiu1x2qsSVGK5Khu/KL+ebzpxYONRDRzYOQTE+I8K4nJKk7+qJKIvrwl2Z+/ZwDXMpNj8XMECAFsiJlBcUp3ejiyKR4d1zrmiEbNz8uOIiJlJ7EgywQGVSxIRBoV97fxcc9Niteoub0XLXO3VO8r8+1zaTcUNS3+unZDURMFNBaUJ2ab7fTaD8Zb8qu+PNcSwdNvLovJuy5RHgv6NYsbsuSZcpacG5ao6lYsSES/Hhq99pqESAV9fqZl4Rc19RZPtv3ei605fsSCEGzQdhAgBBwxWInocp27B6xI4pxBUXMGRRXVWvUJKnL5HIJgTjRd2y9iZFLSX/bVfV9h/f3O2r9eFZs7KFK+It5K46052PjB8SYiKqywXDTZV/jsWRGdkXaQtDpfnDW/UNhQ3SIQ0YwBkfeP1qY4dW4N5n0XDJx/HvoEz696k/uo192Q9Ltvao4arN+Xm6fJ2hG6OaozG2Lmmn7oBg5BB+EgQAhg2cHLk90dmUIa5I/FgkQUus+kSo7i37gu8YPi5s9ONd80OKrRKuSfbt5Vap7SNyJ3UKRWxXcZEboTMrJYUHrt3XCwywKwWLCw0pJ/ukWj5qb2jchJUZvtQnWLcEWS6k9jY3sSxIQzttmXXal94WAjeaOpZVa84v0Zum1nm6f1jywz2d8vaioz2XNS1PP10V1GhAJRVoKyukU9GQ0HIfig7SBACJj1aXW5yf7RbN2gMH6wZKNV0Kp4KY1HRFP6RTw/Kd6zuf1osBZcMH9bZnl6Ylx6jOKajVVSX910jWLLnCSHp+L2XGfhAgsWCysti79q7fctPS13b5n16nR/jAHZi7FQu9EiFNXaxqSqyRtP7GW7TN4kcfFIzZKRnQaaIokcMrkQxPDMYoAQUGcWyk32GBUXzrEgEWlVPBEV19qkT9hwvkT0xHcN/bTKAXHKPjGKflpFZNvQNIWVlp2lZiKaMygyO15lF8Ud58x7L5gLLpob2tp+/VBlTY9RLB4RwxJIRMQGPtx2puVUne3uEZqePJGi0SpsON7caBX0CUr5o1bKmoQLRvu5BtsFo21UsnpSnwhWTkZ6Wi5iwZ5jkZ9WzbNYkLyRKeeIykx2eZPEwkoLUczJOlv+6eY+GkX/2NafIrXFgiz1mx6jmD80iv2SAYJKWF9dAELCwUoLEV3m9hAz4UPT1v3FYczqX6SqX78uocxkl/Jt+adbWL5t08nmwgoLEY1JUY3PiByXph6aqBRE8c6h0VP7Rlw02TNiFBkaRZNNXFNoNFqET081//Zyza+yPRywbfnuerY4IrpoFJaMjOls9EeECKElvaPROkuN9vdkrQ6IaPmV2vlDo3eVmqWncu8qNX8wM9FfxQRwF05AAMHuKBuA2sdPuw8VrJc0syJHQ0RVzcL9o7W3DIkal6ZmQ2qnxiio/dNWjBbhs9MtRLRoWPT/Tk3Y+6vUvGmJC4dHD01UUlu6KEOjGJOqztAoiChayb0wOT47QdlgEZ890PjL/Opdsuyd+6RYkNr6tMZFcEQUraRhicpp/SMWDo8erlMR0Xx9VHZbQ8/sBFVOilpEv+HgJu+8z5okxkVwd+qjJqSrWV6QiNjPKb/k0u1Kca21sNK3feQBPIDsIECwO1JtIaIRCAeJRFGc2i8yf45KSuMRUXIU/z/D2mXvaswCtVUuS1j+ZlxGhJs1hTkpqg9m6raWtLzyQ+P5Rvvy3XVXpqhW5MTpE1w9JWVfmWXPBfOeCy1bbkp2+BMrQF+t8pu5KXFOjxLRqvkPZiYeYJnLVDXJ+gNBcJozKGpMivqiya5PUGrVvCCKo5PVo9ueG2QXqcxkVys46uSnCBBUEA4CBDWbQMcMViIa3dXj6cIB15bGY4FgZxIjeCLKSVFlJ6iKa61ElJ2g8uw5rbMyI6cNiNhwrOmdn4wHK61Gq51IUVxn3XneQkSsHViLTdxS0rLngvm/5RaL0JrS23PBPKlPxLyh0azji5RAilG6KgILBINqEGxwQf5TdGiSqOCob9ufZmdG7iw1s75KOanq7HgVdjEEG3d7Fr+59rmq8ouPPLOWiHZu37rx//7BPn91w8c+LB1A2PvJYPufLwz9tYrNuUmBLkvoYf1JqS3M6olas7CtpOXOodHFddZ522rYhxo1v+UmnVbFz/u8pi3uVE5IV0/qEzkquTWbW1RrbbSILJfp5uh00PtcNNovmuzkjZ8igNe527P4zbXP3TDn5vfefJW9nTpj1tQZs4ho0/vrd27fyl4DgC8crbYQ0UjUFHefSBSj4rx19U2I4O8cGk1ELC/IGC3CrlJzbmbULwdHRiujJ2SonZ82IQ39SG3ZTQhDUh4Rg85AcHIrHFz84B87/DxBh3QFgG8dNViJaGQSMgrdxnk7/HJRwedx12MIN4gFITh53rO4rrZm4//9A6lBAJ86wp5HkoRmvoHHLuO5mZHSADfZCaopfdx9VAwAQNDy/BrzyNJ7Hnr8GS8WBQAc1JmFi0Z7BE9Z8agsDhYZGsWWObqdpWatipuKh88CQK/gYTi4dP6t6EQC4GuHq6xENCJZzaN+KZho1fycQVFdTwcAECLcCgc3vb/+662fEdHS+bc+9Pgzhd/uZa+J6LpZc265c4FPiwgQtlr7kehQUwwAAD7k7kAzAOB/93xVe7DS8sLk+Gv6ooEaAAD4RGZyLB5SBxCkBJF+qrYQ0RXJaDgIAAA+hHAQIEgV1VrNAvWJUcRH4DgFAAAfUmYmxwa6DADQgW/K6olofN9oHKQAAOBTypKqhkCXAQA68M2ZBiIapCUcpAAA4DtoOwgQvI6yUWZ0eB4JAAD4FsJBgGBUZxZKjfYInvQJGGUGAAB8C+EgQDA6UmUlomE6lRLHKAAA+BguNQDB6IdqCxFdnoSaYgAA8DmEgwDB6EeDjYhGJKGmGAAAfA7hIEDQEUQ6WmUhopwUZAcBAMDnEA4CBJ0TdVazQGkYgBoAAPwCFxuAoHOk2kZEI3WoKQYAAH9AOAgQdI5WW4hoJPqRAACAXyAcBPCQSKKP5nyk2kpEI5NUPpo/AACAHGqjANxVXGe956s6o0XQqPkXJsf5qJ+H0Sqeb7QreBqeiHAQAAD8AdlBAHetKTQaLQIRGS3Cst31PlrK4SoLEQ1PwADUAADgJ7jgALir0XKpdpjFhb7AnkcyEiMOAgCAvyAcBHClpkV45yfT/jIzEeWkXqq9zU7wVU3ujwYrEV2RHOGj+QMAADhABgKgY4errP8uavr6fItNpJxU9fj0iCUjYkikwkpregy/4kqtLxYqiHS40kJEl2GUGQAA8BdcciCsiaLIcZz8E4ud8kua/11sOllnJyIVz80aGPE/wzREpFXzK3IuRYE/VFkz45Sxao6851SdzSxQnJpLj1F4cbYAAAAuIByEsMZx3K5S85qDjY0WMXdQ5IortWa78O7PpjKjPSmSvy07em5WVIePBvm/n5teOtw4KUP94pQEL5bnSLWFiK5MQU0xAAD4D8JBCGtlJvvy3XXs9QfHm/QJytzMqDuyo1KiFNcPiHTxxTmDI9cfM+25aNl0qvmWwVHeKs9R1nAwBUPMAACA/6ArCYS1iyZ7u7dGgYjuGhrjOhYkovgI/vEJcUT05HcN5xrtrid2349V7PF0CAcBAMB/EA5CWEuPbtdET9udhoAT0tW/0kcT0cMFdV4pTINFLGm0EdEw9CMBAAA/QjgIYS1Do1gzKS5doyCi3EFRuZmRgtiNR889OFrTX6soqrX97+HGnheGPZtuWKIygvdm9xQAAADXkISAsCaI4tR+kVP7dVE13BkVzz03OeHObdXrfm66pl/k5T2r5P3RYCGiy5N88uw7AACAziA7CGGtqoV2lZrLTfZupATbGxKneOBKLRE9vKfOaPV4NkSXnkeChoMAAOBXCAchrO0407R8d90rR4w9qZ2dp4/+Raq6okl4/LsePciYPY/kcjyeDgAA/AvhIIS1XRcsRDSlT0/H+Xt6YlycmvvqnHnr6RbP5nCyzmayinFqro8G4SAAAPgVwkEIX0areKjSouTo6j4eth2UxEfwT0+MJ6JnChvKTYIHczhabSWiUSloOAgAAP6GcBDC167SFiL6RZo6yhsPhLsqTT03K8pkFR8uqBO62YZQJBqdolp2pXb6AK+NaA0AAOAmVEtB+Np13kJEk/v2NDUoWZaj/W+55ajB+s6PpntGxrj/RY5oYKxyYKySiEQiDDMDAAD+5G528M21zz35pwelt0/+6cGl829dOv9W35QKwOesgri/rIWIrunrtQcER/Dcc5MTlBzlHTVWNLlbZVxmsq/+tmHx17V5R02EWBAAAPzOrXDwzbXP3TDnZuntzu1bh10+6tUNH8/9n/+3c/tWn5UNwIe+K7e02Gl4ojIlyptNJobEKVZeFf/+zMTU6EuzdT209aPfNuSfbi6ssLx51LjmoBeGswYAAOgWty6Eix/844DBQ6S3tYbqwdlDiWhQlv7EsZ99VTQAX/pPqZmIPB6A2oVfDorQJ6iK66yrv21YvqduV6mZ5y6l/E432AoumN873vT37xvYJ4UVFumv+Z52TAYAAPCYh20H4xN13i0HgJ/tucBqir0fDhJRmcl+z1d1RotARLvOm9+clpCTov7bdw2fnmqWT7ZgeEx6jEKj5tmURJQR441eLQAAAN3hYTVZXY3Bu+UA8KcfDdaqZjE9hh8c55Pw60ClRYrwiOhAhZWIUqMVRJQew+ekqnIHRd57uYY9C2XxiNZOJxo1v3qc1hflAQAAcMGT7GCCLulU8fErxl51+kRR1rDhXi8TgK/957yZiKZ6rxOJA62qgxutO/TRS5y6GwuieOfQ6Kl9Iy6a7PoEpVbNiyRy6E8CAAB+xJ2u7PqxWpveX//11s/Y64cef2bA4CFP/unBi+fPEdGrGz72bQEBfOD2rYZT9bY3rksYm+qrYZ9Xf9uQf7qZiNI1ig9mJGrVGOMTAACCUWZyrFvhIEBvctEk5H5aFaPids5NUfggDScNHFhUa220iCzn5/3FAAAAeENmciyGoYaw8825ZiKa1CfCF7EgEXFEbFwZfYLKJwsAAADwKoSDEHZ2XbAQ0RSfNRwkDCUNAAAhRZmZHBvoMgD4T4NFOFRZoeLpriuSo5UI2wAAAEhZUtUQ6DIA+M+WkmYiGpuqrqjF8z8AAAAoMzkWLdwhvOw6byGiyb4ZfRoAACAUIRyEMGIVxP1l7GEkPmw4CAAAEFoQDkIY+bbc0mKnYYnKlCj88gEAAFrhoghhZHepmYiu6YOaYgAAgEsQDkIY+epcC/l4iBkAAICQg3AQwsWP1dYGi5gcxWUlYLhNAACASxAOQrjYdcFMRNP6RwW6IAAAAMEF4SCEC9ZwcHIf1BQDAAC0g3AQwsJFk3Cq3haj4nJS1YEuCwAAQHBBOAhhYef5FiKa1CdCgefSAQAAtIdwEMLCLgwxAwAA0AmEg9D7Ga3i4SoLz9EkDDEDAADgBOEg9H67SlsEka5KU0cpAl0UAACA4INwEHq//5RaiOiavqgpBgAA6ADCQejlrIK472ILEV2DmmIAAICOIByEXu7bckuLnYYlKlOi8GsHAADoAC6Q0MvtuYA+xQAAAK4gHIRebsfZFiK6ph9GnwYAAOgYwkHozX6stjZYxOQoLjteFeiyAAAABCmEg9Cb7bpgJqLr+kcFuiAAAADBC+Eg9Gas4eDkPqgpBgAA6JQy0AUA8D6RiD2aeO3k+MPVljGpGGIGAACgUwgHoRfi2l5kaBQZmijxUnwIAAAAjhAOQi9UZrIv211fXGtN1ygeGxebk4LKYgAAgE6h7SD0QmsONhbXWomozGhftrs+0MUBAAAIaggHoRdqtIjSa6NFKK6zBrAwAAAAQQ7hIPRCGTEK6XW6RoFBBwEAAFxA20HohZZfqWmwCIWV1jGpqsUjYgJdHAAAgKDGna5EyyroVUxWMUbVrh+xKIoch57FAAAAHchMjvUwO7h0/q3sxZOvvhWfkOi9IgH01NMHGppt4h9GafprlSwGRCwIAADggifZwZ3btxLR1Bmzfvj+u1PFx2+5c4EPCgbgiZP19l9trVbz3JZfJuki0TQWAACgC5nJsZ5cLxN1Sft2fkVEp4qPD84e6u1SAXju2e/riejXw6MRCwIAALjJk8riK8ZeFZ+oWzr/1sUPPnTF2Ku8XiYAz+wrsxRWWmNV3MLhmkCXBQAAIGR4kkHZuX3rF59tfnXDx6eKj296f73XywTgAUGkFw82ENHiyzXR6DEPAADgNk/CwRPHfr5q4mQiyhl3dXVlpbeLBOCJrWeaT9XbM2L427KiA10WAACAUOJJFuX2hb95ZOk97PVDjz/j1fIAeMIsiK8eNhLR767QKtFoEAAAoDs8CQfjExJf3fCx14sC4LENx5uqmoUhcYqZAyMDXRYAAIAQg0QKhLx6i/juTyYiWjEmLtBlAQAACD0IByHkvXXUaLKK49LUY1PxbGIAAIBu40RRDHQZADx3rsE2Zn2JTaCCOwcMT1IHujgAAAChR1lS1RDoMgB4buXeOptAMwZGRoktJVUtgS4OAABAiPHwqSQAQeJ4je3Ls2YFT/eP0ga6LAAAAKEK4SCEsGcONBDR7dnRKdH4JQMAAHgIF1EIVXsumI9UW2NU3D0j8Eg6AAAAzyEchJAkiPTCwUYiWjQ8Jk7NBbo4AAAAIQzhIISkT081n2u0J0by84fhkXQAAAA9gnAQQo9ZEF/9wUhEv7tcE8EjNQgAANAjCAch9Ow4a641C/21ipsGRwW6LAAAACHPk2cWAwTW7MzIrHhFo4WQGQQAAOg5hIMQAkQijqjRKuSfbmm0iGNSVTkpagEP1AEAAPAG7nRlfaDLANAFFg7O+7ymuNbKPlk9PjY3M4p9DgAAAB7DU0kgNHBExXVWKRYkovzTLYRYEAAAwBsQDkJo0Cjb/Va1GGsQAADASxAOQggQiTI0itxBrf2INWp+8YgY9jkAAAD0ENoOQijZeb7lokmY2jciQ6MQRZHjkCMEAADokczkWPQshtDAeo1M7RcpfYJYEAAAwCtQWQyhgSO643PD8j111S1CoMsCAADQqyA7CKHhRK3tRK2t3GRPisQ9DAAAgDfhygqh4UClhYjGpakDXRAAAIDeBuEghAYWDuakRgS6IAAAAL0NwkEIDYUVFiIam4rsIAAAgJchHIQQUFRrbbSIukh+YKwi0GUBAADobRAOQgg4UGElpAYBAAB8A+EghIDC1oaDqkAXBAAAoBdCOAjBTiT6b7mZ0I8EAADANxAOQrArqrU220gXyQ/QouEgAACA9yEchGB3oNxCRGMx4iAAAIBvIByEYHegEv1IAAAAfAjhIAQ1kehAhZmIxqSgHwkAAIBPIByEoHasprXhYF8tnq8NAADgEx6Ggzu3b106/9al82/94fvvvFsgADn2MJJx6agpBgAA8BVPMi5nT508ceznVzd87PXSADhgA1CPQcNBAAAAn/EkO3j6RFFSSgrLDp49ddLrZQJgRKLCStZwEOEgAACAr3gSDtYaqqsrK1/d8PHiBx/64rPNXi8TAPOzwdpso7RoPkODEQcBAAB8xcO2g1dNnExEA4ZkVZVf9Gp5AC45UMlGHMTDSAAAAHzIk3BwcPbQU8XHiejsyRPDLh/l5RIBtDlYYSGiMXhUMQAAgC950pXkirFXbdn44dKtnxHRk6++5e0iARC1Nhxk3YqRHQQAAPAhD8dye+SZtd4tB4CDn6qtzTbqE6NIisTomAAAAD6ECy0Eqe8rLUQ0Bo8qBgAA8DGEgxCkWMPBsRhiBgAAwMeUmcmxgS4DgCObQD9UVxLRrSN0qdEYZQYAAMCHlCVVDYEuA4CjI9VWk1Xsp1U0mUwlpkCXBgAAoPfKTI5FZTEEo8JKPJsOAADATxAOQjA6UG4mohw0HAQAAPA9hIMQdOxCa3ZwLLoVAwAA+B7CQQg6Rw1WqyAOiMWIgwAAAP6Ayy0EnYOVGGIGAADAfxAOQtA5UGEhopxUPJsOAADAHxAOQnCxC3Sw0kpE49KRHQQAAPAHhIMQXI4YrFZBHBSnjFVzgS4LAABAWEA4CMGlsMJCRFemqAJdEAAAgHCBcBCCywHWjwQDUAMAAPgLwkEIInaBDldaiegXaehHAgAA4CcIByGIHKm2WAVxSDwaDgIAAPgPwkEIIgcqrIRn0wEAAPgXwkEIIqzh4JhU9CMBAADwH4SDECzsAv1QZSWiMRiAGgAAwI8QDkKwOFxtsQpiFhoOAgAA+BfCQQgWrOHgGAwxAwAA4F8IByFYFLY2HEQ4CAAA4FcIByEoWATxUKWFMOIgAACA3yEchKBwpMoqiKRPUEUrA10UAACAMINwEIIChpgBAAAIFISDEBRYPxI8qhgAAMD/EA5C4FkFUcEREeVgxEEAAAC/405X1ge6DABERCarEKPC/QkAAIBfZSbHot0+BFijVSiutWnVXHY8Gg4CAAAEAMJBCKRGqzDv85oyo52IcgdFrR4XK5LIEZ5KAgAA4D+om4NA2nC8mcWCRJR/urm4zopYEAAAwM8QDkIglZns8reNFjFQJQEAAAhbCAchMFjclyMbaFCj5rPj0XoBAADA3zy/+v7w/XdbNn74yDNrvVgaCB8ckSiKuZlRGiVXWGnVqrnczCitGvcnAAAA/uZ5OLhl44fJaRleLAqEG47jGizC1H6RU/tFBrosAAAA4cvDZMzO7VvvWrzUu0WBcCMSLfqyZvW3DReM9q6nBgAAAN/wMBw8ceznAYOHeLcoEG4OVFjONNj3XDCnxygCXRYAAIDw5Uk4uOn99bcv/I3XiwLhZsvpFiKalRnJY2wZAACAwPGk7eCxI4e/3voZe710/q2vbvjYq0WCsNBkoy/PthDRzUOiAl0WAACAsOZJOCj1Jn5z7XOLH/yjV8sD4eKrc80WQdQnqDLxpEQAAICA6tG4HogFwWNbSlqIKHcQ+hQDAAAEGIZ5gwCobBYKKywKnmZnoqYYAAAgwBAOQgBsPtlMRJP6RGjV6EUCAAAQYMrM5NhAlwHCzvazBiL6zRWJmcmaQJcFAAAg3ClLqhoCXQYILwcrLecabBo1l60R8PMDAAAIrMzkWFQWg799drqFiGZnRinx6wMAAAgCuCCDX5kF8auzzYQ+xQAAAEED4SD41VdnzM12GhirGJqgCnRZAAAAgAjhIPhZfkkzEd08GOPLAAAABAuEg+A/lc3C9xUWjmjWIISDAAAAwQLhIPjPZ6eaiejqPhEJEfjhAQAABAtclcF/Pj3VRES5mehEAgAAEEQQDoKfHKqyXDQJGjU3pS/CQQAAgCCCcBD8ZMvpFiKaMSASww0CAAAEFVyZwR/MgvjFmWYimoNOJAAAAEEG4SD4wzdnW4cbvEyH4QYBAACCC8JB8Ac23GAuUoMAAADBB+Eg+Fxls/BduYUjugmjTwMAAAQfhIPgc1tONxPR+HQ1hhsEAAAIQrg8g89tPtlEeBIJAABAsEI4CL71Q5X1okmIUtDUfhGBLgsAAAB0AOEgdIPY/a9sKWkmopmZURE85/XyAAAAQM8hHAS3CKJIRN0N6MyC+HlJMxHNzkRNMQAAQJBSBroAEBp4jiuus352ukWr4ucMikyPUbjzrZ3nzc12yojhr0jGcIMAAABBCuEguKW4zjpvWw17vaGoactNOq2q69Qy61N885Bo3xYOAAAAegCVxeCWnect0mujRSissHb5lRa7qItUaNT8bPQpBgAACGLIDoIntGqOiJ74b0OsmpuQETkmpYO64EgF99j42CabEK3EXQcAAEDwQjgIbsnNjNxQ1GS0CESUnaDKjlcS0Y5zZqNFWP9zU5SSxqSoJ2REXNsvMimKb7QK+adbGi3imFRVTopaFEWOQ7diAACAIMWdrqwPdBkgNDRahKJaGxGNSVUTkUh0qs6+50LLngvmH6pb64633JSUHqNY/HVtYUVr5fLzk+On9MWIgwAAAEEqMzkW2UFwl1bNs0BQEEWO4ziiIfGKIfExiy6LabCI+8rMByvM6TGKRqsgxYJEtKGoCeEgAABAMEM4CN3GO9X8xqq5GQMiZwyIJCJ3ehwDAABA8MCVG7xv3tDWkWU0an7xiBjy6HEmAAAA4B9oOwg+UVRrLaq1jUlRZ2gU6EoCAAAQtNB2EHxCJFGfoNIntI4+g1gQAAAgmHkSDu7cvnXj//2DvX51w8deLQ/0Bly3H24MAAAAAdOjyuJN769P0CVNnTHLiwUCAAAAAL/JTI7tUVeSBF2St4oCAAAAAAHheThYV1uz8f/+gdQgAAAAQEjzPBx8ZOk9Dz3+jBeLAgAAAAD+52HP4qXzb0UnEgAAAIBewJNwcNP764lo6fxbiei6WXNuuXOBlwsFAAAAAP6CYagBAAAAwldPexYDAAAAQKhDOAgAAAAQ1jhRFANdBgAAAAAIGGVJVUOgywAAAAAAgYG2gwAAAADhDuEgAAAAQFhDOAgAAAAQ1hAOAgAAAIQ1hIMAAAAAYQ3hIAAAAEBYQzgIAAAAENYQDgIAAACENYSDAAAAAGEN4SAAAABAWEM4CAAAABDWEA4CAAAAhDWEgwAAAABhDeEgAAAAQFhDOAgAAAAQ1hAOAgAAAIQ1ZaALAAAAABDU6kzmamOL/5ebrI2Mi47ww4IQDgIAAAC4Um1smT6in/+Xu+PH8/4JB1FZDAAAABDWEA4CAAAAhDWEgwAAAABhDeEgAAAAQPASfb8IhIMAAAAAQaqlvJJzOYFXgkWEgwAAAADdljlxFvv38roPfLSIMZkpJk3shVpTs8XW8RSCnWv/1rMFYaAZACIikcj17RcAAIAkc+KsZx6+//bZ1/t0KQkxEWMyU2pN5lOV9bXHTyZVXIjURIkZGeKAga1T8Ap+zx5FQQER2SdOFCZN8mxB3OnKei+VGSD0CQLxSJkDAPQ6okicR3f9gkA8f7KiXj7u4O7vCrd8s+fZlQ/IJ3zo6Rc/2rqDiFiYWF1T+2ze+tPnSguPHssZOWzj62vYFxcs/yubnn147GTJjQvvY5+UFGx1URAWFFr++33yRx/G/HzUPmWK7bG/cSdPqH/zG2kayzvviEOyuruKmcmxyA5C2DM2Kj7ayJeX20ePEmbMREQIANDbiCJxHL/9c8Whw0Jamv22uaTRupicKy/jP9/Ol5fbZ84QRo0m0bF53uFjxWNGDpd/svu7QmqL5zInzho5NCs5Mf6jrTu+/+y9pMSEh55+cfd3hZOvynl53Qfsk7n3rnh8+VIi+svzr25b98qwIZn/3vLlQ0+/6BBiyrVmClOmnfrF2Kr/HkhsrIsg4vcUyKfh9xTYh2R5UN+FcBB8zPUNmcexl+svtl+oqwPD2Kj+zd1ceRkR8ds/t8ZoXGXafRQpymfrh0V0968ez9b9veCt8gBAOHNxueE4fvvnqqefJiKeSFFQYHnnHSJSHD7kMKF91GgyNqp+czdnbCR2XXjpJWHU6C4XfvhY8exrWy8fD95919HjJ66dMDZn5LCkxAQi6pueyv5UePSY/FvVNbVENGxIJhFdO2Hsn/7+kotwUE4YPVoULEREGk27P2g05FHbJ4SD4C7u5Al2F9LlfRURKT76iIxGccgQYdKkTq/ugkA8343ZGhsVn28no1EcPar1dq3DI18QiOf5w4e4Q4dJo7HPnMFptFIswplM3OnT3Lnzot0mzJnDnzzJYsHWdfzhME2axB08yJeUiAMHiH37iampbbO1syYa3MmTpNHYb7vN9RZgN5dEJMycIaalu5qU5/ntn3Nl5WJ6mjBjZqeTCXbiFZ7vhU5n6+5eaN2GDnvB5c7tbC90wNio+GgjEQmTJopDshARAoSz1lOHm2ekjzYSkfPlhr9wgS5c4M6cEUaPFrOyWOs6hjt5gj98SBg1mn93HS+LCIVRo+0vjeZPnmSxIKP4fLtzODhqWPaWb/Z40HBw/fN/GzvnLiJ68O67hg3JZOGgm1hlcYvVnhgTodNEEsUQkTBjhrhxI7uQiWnpwowZ3S0Sg3AQ3MKVl6nuf4AdIYrt2y3vvO0iFlH9+RF+zx722nbf7zuMnEQijufljR6k27VOZ/vIn1uP23VkfeLJTkMcnuf37FH9+ZHWdwUF1pde4ltalH9czp05xzW0NpYVRo0W5swRY2LafTdGQ0T8Dz8o170rfSZkZ9vuu0+8YpTio4+Ur/xv62x/OGx94slOyyq7uRQ3brS+87aLiFDxyv8qP/qIvbaVldsXLepkvRTt9sLGjZZ/feiTvfDSix3OlkVyPdkLLm5Y1fc/wJ08QUS07l12L95p7OhxAyDX/JCj9VHJAbzLR8eCfFYujwX+8CHV/fez111ebi6dOoisK1cKM2Zy+/er3n6LO3lSmsZ23+/tWVns9C4R09KISExMEK644tKHGRkdFFyrcf5w8lU5C5b/dczI4VJEyALEyVflENHat9/btu6VDgu8YPlf5Q0EWe7w2MmSYUMyv9n3/W2zpnf4LadAULYiWq3lX//iDx0kImH0lR1+3R0IB8Et/OfbpbslrryMP3RYmDRJHnAQkajRWrZuJWOj/EO+oMB+223yw5thAQq/fbv0iXS7prr/fvntmjgky/LOO+yv0oeKjRuFSZPkAQfDIgnFxo2XCnD4EFdeJqalc5XVXEO9GBUp9u0n9h9AAweQ1SJmZQszZvLbPyd2XzV3LhGJmZm22bn8+bPcufNcbS1fXEwxMUSkkJVWWseIaybLCyDMmGlduZIvKLi0uYyN/Ofb7YsWKd59Vx5lEpF561bSaBWfX5qtYuNG+6JFXGOjevasdptr4SL7okXt9oKxkS8oEGbMVD39NCv/pdn+Z7e8hKzk9ttu404Uq+++u+u9cPJk9/aC0851sRfUv/qVPB0rjBptfekl/vAh6YRObffi/LlzXEUFZWSIqamisu1MxZKOe/ZwJ092kUxlpKSjOzlaNlvXyVQikqV+3cnRtqZ+W1MXduIVHUzUPvXbdWkBfKftWGB5fXfa2JGU13ehydRaseB8LNjtXGUld/ECabSCXs/ygpfm3/nlhisvczx1zJjJRUWyWFBM1An9+9OA/jQwk4jsM27g2s7MtttuE9PSRSLbo6sdiimyZMGo0excJ6alC7fO7XCFSgq2Zk6c9ae/v0RED9591x8WztvyzZ7MibOI6JmH7+8s87f++b+xaaRvPb58qYuuJC4CQanAJIosEBRFkTgPbzoRDkIPNBrl71ojla6ujq2Mxq6nkU/Z/saO2O2ayWkmjZ3O1rZypZjRR0xJlj5h+SfrypXc3Fs5o1EckiVqtUQkTJlCU6awsZu4piY6U0KJOiISNZquDzNTR6WV/0mGMxrFDjeX83p1KKaTjeBEZK1JTCbHP3S4bTvkYkrnbd7RXmBlcNjvXEc/A3Yvzn/3nZSLFdLTqU9f2/9bJF42QmoARETCocPWlSs7L/OlhqFd52hlwToLvl3MVkr9dpmjbZf67SRHS0QsFpRytGJXs20nIBXrfkimBoFgb/Dq9l7oVseCdtUgBQXWl17qdFLZsUDr3rX8618uDrFLFQttxwJ38qTyjdfp4kX+woXWzxcuIr3e8ZvsbN/R5abDxYn9B1hff0PIHERR7YInYfSV1rff5srLRI1GzMqmTrYJ+9D60kss3yZdFzrkEL09u/IBecu/pMQE1puYiP6wcB4R7f6u8PCxYvat6pra3z7y5B8Wzhs2JNNFh+IDJZV9EmI6DAQvFbgtAvQ0FCRCOAhuam2dwI7AIVniqFFE1NlpQsq3EZF97lwiso8aLfxndwdT3nCD2JbxEodkCaNGi6LoPFuRiNLTpdu1S7OdMdMhP8TOevZbb5WmFCZNYqcMYdQoh9lybfdVlJXd2ajuYnQ0Db+sdaEzbrh0Omu7rps7Wi9x1CgxLb01ENFoWWMO+32/t9/3e+eJ7XPnSoEIWy8xLb3D2bbbC2nprXuhkzpr2223SYGIfeYMIhJGje54thOvlu/cbu+FSZMcdq7zXrDddhsLbixbHc96oigKo0aLQ7LYXf6le/GBA225c/hzZ7lz5/iyMior4359l0gkT6by2z+nlSvJRY62LRPZdY5Wlst0naNVfLTR/RyttAuoWzlaYyPL0fLff09RkWJGHzExUb5tyTHp6Ebz3LYGr14YYtOpYaibrX67TiAFAYcGr11MzPaCG+1ou7UXWKvf1iRxpxnlbuyFDlr9ypnN/MWLXGmpcOWVYkyMQ16fvXA4xGy33Wa/7/cKWX0FsT6tt90mvwVqnT2rr5BXLGzfbr/tNhIF/vvviUiMixf79xX7DRAz+lD7E50waRIrbZeXG1Gjtd23lIiExESu7XhxIKani+npRCSKouvISWzLt3nX8KxBC5b/de3b77G3nVUoO4hS+yNUQzgIbhHT060ffth6wXZ5t0RE1pUr+Rk3EAtZ0tNJELhOblvFrGx2u0ZSo4eODlHH27W01kPaeVKOiAS7MHmy5cN/tZttJ+T3VV0QBGHmjZYhQzijUbq57Iyo1VrfftudzSWKgn3RImHi1dJsRVHguE42V3f2gv2+3ws33HCptJ0nD3q0FwQ753StctgLrjcXOylb3nnH4V7cPnYsjR3bmqNtbuZKSlhbH7e4yNE6F8D9HK2bWdtOeJCjVbz3XmuNFQsKMzJsf/0rqSPcbxgqr8rvsgWnuzpqGNrpxMZGecPQLgZFc7t5WffIZ+Uyi+bUas1la2bpHqDzdrQe7IVL7TTaNlfHsWO39kK75rltzTk+3sjv/Ia7UMbVGNg0lnfeoSFZjj1ViUgW83WJ77yKxlFamvW118SBmQ5tuOUnutY60M6jZ/cvN3JdZtF6kmZzISkxwfXIggGEcBDcJWq1opt3S4LQLghzeXDKbtcE4ngXh6C7t2u8grpzF+guniciUcojdlU35ObmYpGfKEtPdhYLdmu2rITy2fpqL3SYt6Du7QWRiETBxc4Vo6LE4a1DfLXL0bZlWzvN0Wq0l7KeLJe5qOOKYPvMGZeSqe7naIdksfy0deVK6qjaul2Odu5ccpGjdZjtqNFkbhHj44SsLO7iRc5k4k6dEk1NpI7gyss6aJ7r3I72iSeFSZMcW3CePCEOyeL37xfjYimjjxgf37qt5Akk1g7MqRqOP3OGLlwQs7PE5BR3EkjCpEnWJ57kDx2Wt+5ig6LxRUVkbBT79G0X4ss673eQwXLS2mrNnfQkx7E0Xgf91u12vqKCLl4QExLFwYO5jjqfOrajlRpJy/LBnbajXblSmDGzXUq7bS+of/Mb+ZaR2tHKl6X8aKN15UqFrIFE62w7ap5LxkbSaB33QkfNc7lDh2nUaGpo5I/+SESiUimmpYkZGWSxEpFtwQLVX/7MpmytBtFoO/3Rbt/eeoPaVg3izrFgW7iQiERtrHjZCOcpSXai6/4ZqXe2W/ADhIPgAx4dkK7DIPL0ds1HN3khcNIJnb3AEVFXy2VEUWzN0Z48KQ4Z0nWO9sMPuUOHiEgcPdpVjlawtyZT22bbdY720CEiEiZP7nAaif2+34tXX02NRjErS0xPd2u2Wg3Ln4kRkbbH/sb+yjXUcxcuUm0NEbn7vPrOc5lKKXUdHS326SP26WN77G/tmlquW2d96UVxSBb/9deKTz+hixf4qmr2XetLL4nJKe6VoFPcvn1Slb3Yt5/QJ8O+5Lfi4MGX6hnXddGCkysvU//qV+y1Yvv2zrrDM5eSqeveZVEy9/NPyn/8gy5e5MrLObudWEuAwYPdzCgTEefmXmBMjk1mnb/dYTva1j+5mW9zs7FpG3HCBOvlI8WMPmJKCila7+tEUWjN6x8+5NYh9uKL7hxiJB0L5eXiqNGujwU5H52RwBnCQQAIGezUL2Zls6tU1w2AtFqxq4iNiDhe0ZpMZRe/ruqb3Jwtm5U8ddF16rdttg61Y2JsnBgbR1ILTufmuZ214Lz+BimVKMyYKQ7JIotZyEjnSaQLF7imJu7ECYGNryQbg5MzNvLbt9vvy+Jqavgffmj9eno6ZfQRBYEcmue2pfE6TiBNmnSpYWhbAonsduGyEdzFC1xtLVd6XlF63r5sGREpZM9XUK57l4WDHbZa4z9v3x3e7V72ynXrLJMmkUrFWq0RkajTiX37UEoKEYmjLo05wrqXUiet1kStVt6OVpg4kTpqJO28F1qb57KaWYd5tm9HS22tfm233dZhewD7wgX8A+7thfazFSZNJCLBudOGVF/Rltd3qxrEB8cC+B/CQQAIVd5MDMiveV5M/Xo6q85WrLUF58qV/NVXcxXlwqhRrGGoc/x6qQXn22/zhw+LqWmtuUx1hO3xJ1qnqaujixe4pubOiiFceaX1+ecpo4+QmipLIIksgcQX7Lk0285Z3nmH372bqygXJk5iQYb97rtZq1Aym/kLF7gLF0gb63omXpacYn3qaerTR8xIF9UR0sfC6CvdXy/rSy/xu3fzp07aJ07sei+0zVYc3XklOMcREcu3yTdXhz8GVknak73gliA4FoJEsjZyx4/n/b/cpM77FHsXd7qy3j9LAgCAnmNNLT1IrrhuhsU1NqruvlvqDm99cS1re9plxO215rkO4/K4riwuK1Pf0VpZLA7Jsr74oouaSnnPG1djp3eTm9Wdzt9y3RjO08J4bS9AGMpMjvV+OJiZHEtEJVUN3p1twGG9Qk5vXTWsV2jx3Xq5P2RMl1OyCbjG1u4RbiaQEjWREUpFWZ1TX2mPiIKd4xUs3yaMGtVlvzGurEyx/XNRoxFmzHTdao2I+M+38eXlLI3XZRiXrI3iea6ivsmtYntvL/h6tqlx0YIgVjV2mgwOUb311EF+XLXM5FhUFgMAhCT3Y4sup2QTiFqt/bbb3S9AXJTa/Ym7xFpwCpMns3rPrhuGpqfbFv0/d+YsioIw80aBvXFjIBJNpMq9IhN5dS/4erbRaiUR9b5wELwitOvyAQDAu7rVZdbLZIGaO1WfonulbZcLDPEWbAA+guwgAABcEkIN0EKoqABBDvdJAAAAAGGNE8VA1gwAAAAAQGAhOwgAAAAQ1hAOAgAAAIQ1hIMAAAAAYQ3hIAAAAEBYQzgIAAAAENYQDgIAAACENYSDAAAAAGEN4SAAAABAWPMwHCwuKrpx+vT9e/eyt2/n5d04ffqN06d/unmzfIIbp09/Oy+PiAwGA3v7xGOPeaXcviOVmYj2793rXGz2yb333EOy9ZJvjeD0xGOPsTJT+2KzT6S30k6U9mlxUVHACu0G+XoR0b333CMvtov1kn8rCH26efON06cbDAb21vkQk9aLTRMqh5jDqcP5EHviscfkB1QIHWLyU4fzIea8B3vHIea8B6UJpK0RhNjxJd9B0opIO0haEfY2JA4x6cor7SDnYjv88ELlEHM4k5PTDqLOf6v+Lmt3SGe8znYQOV0OfHWIid1XdPz446tXf7Jp076CAlEUq6urf3v33exP0ouZ06bJv/L46tVs4sdXry46ftyDhfrHzGnTio4ff+uNN9jb3959d3V1tSiKb73xBiu2Q/mrq6uliYMZK7a0d9564w22O/YVFHyyaZN8yrfeeKO6ulqamO1r/xfYTQ7rta+ggO2O6upqh2Kz9ZK/CGafbNr0yaZNj69ezYrqfIixCUTZKofEIeZw6hCdDjHp9yatcqgcYg6nDodDzHkP9ppDrMOTZODK221vvfEGO5RmTpvGVoRdvD7ZtImtqXSshcQhJtlXUMB2hEOxnX94oXKIMdXV1S52kPy36jxBkPvt3Xd3uIMcLgeizw4xT7KD2Xr9nx99VHprqK6W/9VgMBQXFd0yd648kL9QWpo9dCgRjbz88mM//9yzCNaHtu3YIX979swZ6TVbzQulpf/+8EMpkDdUVyenpPi3jJ7486OPZuv10tvy8nLpdVVlpfTaYDCUl5frdDpDdXXOmDFElK3X7yso8GdRu8VhvSpl63KhtFR6La0XEUkvgtlNN9980803S2+dD7GUlJTt27YR0U8//njZiBEUIoeYw6mDnA4xXVLSvoICg8FQfPw4+wWGyiHmcOpwOMSc92CvOcScT5Khhf26DAbDgIED2ZlhwsSJxUVFVZWV7MgaNnz40SNHKEQOMYkuKYm9cCi28w8vVA4xRjp7O+8gh9+q8wRBrk/fvkTkvIMcLge+o+z5LLL1+j59+7J87ICBA4nIUF29aePGbTt2GAyGX99xB1uT4L8GO1vyu9/9+o47iGjAwIGXjRhhMBjOnjnz4IoVf3700XvvuYclcvNeey3vtdfI6XoQzG6/444H7ruPiAYMHMh+eUzB7t3XTZvGXofQCUJy08033zh9+qaNG9nvUCJfLyJiv9Ulv/udf46xnnM+xMZffbUuKenG6dP/snr1+KuvZpP1gkNMp9Nt27HjxunTb5k79+4lS9g0veAQc96D1FsOMYc9SET7CgrYmr74yivyy3MQMhgMea+9xi5V7GIsJ0VUlz4JnUNs7Zo1D65YwV47FNv5hxdCh9jbeXlLfvc79tp5BznocoLgwarps/X6/W5E5z46xLwQDhKRdMcvVdvfMncuEel0ugEDB0ptm0LoWGKkqFyqoR8wcCDb+jljxhiqq8dffTU7fj7dvPntvDzpAhbksvV6Vuz9e/f+9OOP0ufbt217/a232Gt51jCEsPUyGAx/fvhh6UP5ekm/1RunT584eXKo/CYdDrFPN28+euTIth073s7L++nHH9kPrxccYsVFRQ/cd9+2HTv279177z33vP7WW9JvNdQPMeeTZO84xJxPkmyC4qKitWvWSMddcPr1HXe8+Mor7LW8PoExVFdT+2ttqBxiTzz22Iwbb5QCBYdiO/zwQugQ+3Tz5vLycqmEzjvIQZcTBInioqLHV6+WYvEuzww+OsS82bOYhbc6nS576NDCAweIiAWCOp2uT9++xcePE9HRI0eGDR/uxYX6gcFg2LRxY/bQoeyIYitVeOAAy8AzKSF4o09E/7duHbuhJ6L9e/fOuPFG9lqXlMT2YHFR0YSJEwNWPk9t3rhRynrK10vOIYMYEqRD7OiRIyzfOXnKFFYv2TsOsWM//8zuJMdffbW8FpJ6xSFGsj3Ymw4xku1B6ZPgT8zcOH36th07WMyk0+nOnjnDzu37Cgqy9frklBQWxx/7+eeRl19OoXOIPfHYY7e3VcqRU7Fd/PCC/BBjDc+k2yrnHeSgywmCRHFR0b8//FCKBd0/M3j9EONEUezud1gVMHs9YeJEVnPKzt3//PBDFjO9nZe3aeNGImKVWdJX2PReXAHvklaEiFjqRb4WRLR/797HV68mIlaZ9enmzSzHTsGdZpdWhIhefOUVQ3W1fC2obZ9Ku0/+lWCu8XFYL11SklRvxe6ZnNdL6mUWzJXF0s+M2srpcIjJj0G2g0LiEHM+dTgfYtKashUPlUPM4dThcKKQT+B8kgzpQ8xhD7L8rjR9SKwX20fSLpPODNIukxKiwX+IyU8dbB85F9vhhxcSh5j81EFtB5HDDnL4rWbr9Q4TBCf5qYMdRA47yOFyMGz4cB8dYp6EgwAAAADQa2AYagAAAICwhnAQAAAAIKwhHAQAAAAIawgHAQAAAMIawkEAAACAsIZwEAAAACCsIRwEAAAACGsIBwEAAADCGhfz4CeBLgMAAAAABMz/B2ZFoaQ8OJQNAAAAAElFTkSuQmCC"
What is the value of Brunei Darussalam in 1995?
15.1
OECD_AIR_AND_GHG_EMISSIONS_BRN_COG_G7M_000160.png
863
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"
What is the value of El Salvador in 1993?
0.1
OECD_PRIMARY_ENERGY_SUPPLY_BEL_DEU_SLV_VEN_VNM_000079.png
864
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Which two x-axis labels of Urban agglomerations sums up to 53.98 ?
Central African Republic, Chad
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865
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"
Which country is represented by brown?
Serbia
OWID_Line_50283947021254.png
866
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"
What is the sum of the average of Ecuador and the average of Indonesia?
11686811443.71
63798.png
867
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"
In what year the gap between purple and brown become minimum?
2008.0
OWID_Line_93127250004851.png
868
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"
What is the sum of the largest and smallest difference between 1960.0 and 1962.0 ?
1.18
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869
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Which x-axis label witnessed the smallest value of % of gross capital formation ?
1979.0
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870
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"
Which country is represented by green?
Production
OWID_Bar_81938467004760.png
871
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"
Which x-axis label has the minimum difference between Tertiary and Primary
New Caledonia
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872
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"
Sum up the medians of all the data series in this chart
-10.27
53366.png
873
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"
What is the smallest value of Mineral at position 3.0 ?
0.14
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874
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"
What is the maximum difference between 1980.0 and 1981.0?
-0.1
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875
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"
Which x-axis label witnessed the smallest value of Pacific island small states?
2008.0
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876
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"
What is the maximum difference between Timor-Leste and East Asia (developing only)?
-33.08
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877
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"
Which x-axis label witnessed the smallest value of New Zealand?
2010.0
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878
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"
Which label contains smallest values across all labels?
Time to import
33019.png
879
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"
What is the smallest value of 1962.0 at position 3.0 ?
2034.54
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880
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"
What is the average of World and Argentina?
21.3
OECD_MEAT_CONSUMPTION_ARG_MYS_NOR_PAK_WLD_000002.png
881
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"
What is the difference between maximum and minimum of Female?
257.23
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882
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What is the difference between the maximum of 1992.0 and minimum of 1991.0?
48.8
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883
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"
Is the sum of smallest three bars greater than one-fourth the value of largest bar?
No
two_col_81122.png
884
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"
What is the value of Portugal in 2001?
55.58
OECD_AQUACULTURE_PRODUCTION_PRT_000059.png
885
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"
What is the absolute difference of two middle values of 2000.0?
12.0
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886
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q1auXrbbaahnEAwAAAACW1BKVfs8880wuvfTSlJWVpVQqpaysLK1atcqGG26Yhg0bZrPNNssuu+yyjKICAAAAAItjiUq/+++/P4ccckiOPfbY/OY3v8msWbNSVlaWZ555JvXr188GG2ywrHICAAAAAItpiZ5iMXr06Oy4446pqKjI+uuvn2bNmuX888/Ptddem0aNGqVz587LKicAAAAAsJiWqPSrX79+pkyZkiRp2LBhxo0blyTZZJNN0qlTp/z1r39d+gkBAAAAgCWyRKXfdtttlzvuuCMTJ07M6quvnlGjRlW/t9Zaa2XYsGFLPSAAAAAAsGSWqPQ76qijMmvWrPTr1y/t27fPyJEj89e//jUffPBBnnjiiTRp0mRZ5QQAAAAAFtMSPcijUaNG+e1vf5sRI0akQYMGOeGEE3L99dcnSdZcc80cfPDByyQkAAAAALD4ykqlUq8kF37TDYwePToTJkzIxhtvnFVWWWXpJVvGysrKMnv27NSqtUSDHQEAAIAV2PTp01NZWTm1SZMmDWo6CyxLSzTSL0k+//zzvPDCCxk7dmxat26dHXfcMS1atFgW2QAAAACAb2CJSr+PPvooZ511VmbOnJlVV101rVq1SpMmTXL//ffn9NNPT4MGSnIAAAAAqGlLNLf197//fbbZZpvcf//9Of7445MkDRs2zAcffJAzzzwzVVVVyyQkAAAAALD4lqj0Gzp0aA466KBUVPxvgOA666yTPn36ZPLkyXn88ceXekAAAAAAYMksUelXr169jB07doHlDRs2zB577JE333xzqQUDAAAAAL6Zry39Jk2aVP3rzp075+abb86nn366wHoTJkzwJFwAAAAA+A742pbutNNOy6uvvpokOeKII7Lqqqvm+OOPz8MPP5zJkyfnhRdeSN++ffP3v/89u+222zIPDAAAAAB8ta8t/Zo2bZpzzz03t99+e+rWrZtrr702hxxySMaPH5/hw4enV69eefrpp/OLX/wiHTt2XB6ZAQAAAICvUFYqlXoluXBRK1RVVaVv377529/+lo4dO+acc85Jo0aNUiqVMmnSpEyfPj3NmjWb7+EeK4KysrLMnj3blGQAAABYiUyfPj2VlZVTmzRp0qCms8Cy9LWNV0VFRU4//fSceuqpGTx4cLp165Y333wzZWVlady4cdZZZ50VrvADAAAAgCJb7GFu++67b6699tqUl5fnzDPPzJ///OdlmQsAAAAA+Ia+dnrvl33++ee5/PLL89JLL6VFixbZdNNNs8kmm6Rt27bZaKONVphRf6b3AgAAwMrH9F5WFkvU0A0ZMiT33XdfXn755TRv3jzrrrtuBg0alL///e9JksMPPzzHHnvsMgkKAAAAACyexSr9hgwZkttvvz2DBw9O8+bNc8opp+QHP/hB9ai+8ePHZ+jQoWnYsOEyDQsAAAAAfL2vLf3OP//8vPTSS2nWrFlOPfXU+cq+edZcc82sueaayywkAAAAALD4vrb0Gz9+/CLLPgAAAADgu+drW7x+/fp52AUAAAAArEC+ts1T+AEAAADAikWjBwAAAAAFo/QDAAAAgIJR+gEAAABAwSj9AAAAAKBglH4AAAAAUDBKPwAAAAAoGKUfAAAAABSM0g8AAAAACkbpBwAAAAAFo/QDAAAAgIKpqOkANWnQoEGpVUvvSc1Zb731suaaa9Z0DAAAAKBgVurS78T990itsrKajsFKanaplAbNW+bZ19+s6SgAAABAwazUpd8/Np2S1VfqM0BNmjAraTvow5qOAQAAABSQua0AAAAAUDBKPwAAAAAoGKUfAAAAABSM0g8AAAAACkbpBwAAAAAFo/QDAAAAgIJR+gEAAABAwSj9AAAAAKBglH4AAAAAUDBKPwAAAAAoGKUfAAAAABSM0g8AAAAACkbpBwAAAAAFo/QDAAAAgIJR+gEAAABAwSj9AAAAAKBglH4AAAAAUDBKPwAAAAAoGKUfAAAAABSM0g8AAAAACkbpBwAAAAAFU1HTAWrS/v+pSEVZTadgZVVVSmqXZmePXfeq6SgAAACLpaqqKmf98szss1/Xmo4CfI2VuvSbUnu3VJTVrukYrMTaNmiS2qNWq+kYAAAAi2Xy5x/l8st6K/1gBbBSl34d1uqaOuX1ajoGAAAArBBqlZVnavmQmo4BLAb39AMAAACAglH6AQAAAEDBKP0AAAAAoGCUfgAAAABQMEo/AAAAACgYpR8AAAAAFEzF8t7h3XffnaeeeipJ0qFDh3Tv3j1lZWUZMGBA7rnnnsyePTuHHnpo9tlnnyTJ0KFD06dPn1RWVqZjx47p3r173n333Zx55pnV25w9e3aaNGmSO++8c3kfDgAAAAB85yzX0m/IkCF5/vnn069fv1RUVORXv/pVnnzyyWy55Za58847069fv9SqVSunnnpqttxyy7Ro0SK9e/fOOeeck7Zt2+bKK6/ME088kb333jt//etfkyRz5szJWWedlR/+8IfL81AAAAAA4DtruU7vbdy4cbp37566deumvLw8G2ywQSZOnJhXXnkl22yzTRo0aJB69eplp512yrPPPptRo0alvLw8bdu2TZLsueeeGThw4HzbfOSRR7L66qtnxx13XJ6HAgAAAADfWcu19GvRokU222yzJMn48ePz1FNPZccdd8yECRPSpEmT6vWaNGmS8ePHL3L5PLNmzcrdd9+dY489dpH7vOiii1JWVrbAK0lue/30DPr4kaV9mAAAAABQo2rkQR5jxozJ2WefnW7dumXddddd6Drzirkvq1Xrf5EHDhyYtm3bpmXLlovcV69evVIqlRZ4JckxW12bjmvv+y2OBAAAAAC+e5Z76Td06ND07NkzJ510Ujp37pxk7gi+iRMnVq8zYcKErLnmmmnSpEkmTZo03/KmTZtW//7ZZ5/NrrvuuvzCAwAAAMAKYLmWfuPGjcvFF1+cCy64INtss0318k6dOuWVV17JlClTMm3atDz33HPZdttt07Jly8yaNSvvvPNOkmTAgAHZdtttqz/3xhtvVE8XBgAAAADmWq5P7+3fv38+/fTT9OjRo3rZgQcemOOOOy5HHHFETjvttFRVVWX//ffPBhtskCQ599xz06dPn1RWVmbTTTfNfvvtlySZOnVqZs6cmWbNmi3PQwAAAACA77yyUqnUK8mFNR1keSsrK8sxW12bOuX1ajoKAAAArBBGTXkzU9cckmee/0dNR/nGpk+fnsrKyqlNmjRpUNNZYFmqkQd5AAAAAADLjtIPAAAAAApG6QcAAAAABaP0AwAAAICCUfoBAAAAQMFU1HSAmjS+8sPULl+lpmMAAADACuG/0z9J2ezZNR0DWAwrden3jw//X2rVStZt2TK169Sp6TgAAADwnTa7XlXO+XnPmo4BLIaVuvRruMbhqap6LHfec1s6depU03EAAAAAYKlwTz8AAAAAKBilHwAAAAAUjNIPAAAAAApG6QcAAAAABaP0AwAAAICCUfoBAAAAQMEo/QAAAACgYJR+AAAAAFAwSj8AAAAAKBilHwAAAAAUjNIPAAAAAApG6QcAAAAABaP0AwAAAICCUfoBAAAAQMEo/QAAAACgYJR+AAAAAFAwSj8AAAAAKBilHwAAAAAUjNIPAAAAAApG6QcAAAAABaP0AwAAAICCqajpADXps8/+mjlzKnPy6SenXv1633g7LddtmRuuuSGrrbbaUkwHAAAAAN/MSl367XTSZlmt2WppukHTb7WdJy5+IoMHD85OO+20lJIBAAAAwDe3Upd+u3bfNas2WvVbb2fgNQOXQhoAAAAAWDrc0w8AAAAACkbpBwAAAAAFo/QDAAAAgIJR+gEAAABAwSj9AAAAAKBglH4AAAAAUDBKPwAAAAAoGKUfAAAAABSM0g8AAAAACkbpBwAAAAAFo/QDAAAAgIJR+gEAAABAwSj9AAAAAKBglH4AAAAAUDBKPwAAAAAoGKUfAAAAABSM0g8AAAAACkbpBwAAAAAFo/QDAAAAgIJR+gEAAABAwVTUdICaNPL1kanboO633s7MaTOXQhoAAAAAWDpW6tLv+cufT1lZ2bfeTrs27bL55psvhUQAAAAA8O2t1KXfay++llq1zHAGAAAAoFg0XgAAAABQMEo/AAAAACgYpR8AAAAAFIzSDwAAAAAKRukHAAAAAAWj9AMAAACAglH6AQAAAEDBKP0AAAAAoGCUfgAAAABQMEo/AAAAACgYpR8AAAAAFIzSDwAAAAAKRukHAAAAAAWj9AMAAACAglH6AQAAAEDBKP0AAAAAoGCUfgAAAABQMEo/AAAAACgYpR8AAAAAFIzSDwAAAAAKRukHAAAAAAWj9AMAAACAglH6AQAAAEDBKP0AAAAAoGCUfgAAAABQMEo/AAAAACgYpR8AAAAAFIzSDwAAAAAKRukHAAAAAAWj9AMAAACAglH6AQAAAEDBKP0AAAAAoGCUfgAAAABQMEo/AAAAACgYpR8AAAAAFIzSDwAAAAAKRukHAAAAAAWj9AMAAACAglH6AQAAAEDBKP0AAAAAoGCUfgAAAABQMEo/AAAAACgYpR8AAAAAFIzSDwAAAAAKRukHAAAAAAWj9AMAAACAglH6AQAAAEDBKP0AAAAAoGCUfgAAAABQMEo/AAAAACgYpR8AAAAAFIzSDwAAAAAKRukHAAAAAAWj9AMAAACAglH6AQAAAEDBKP0AAAAAoGCUfgAAAABQMEo/AAAAACgYpR8AAAAAFIzSDwAAAAAKpqKmA9SkHqd0T1lZWU3H4AvWWmutnHH2OamoWKm/mgAAAADfykrdrDQf0C+rGuv4nXLHxHppt2WH7LvvvjUdBQAAAGCFtVKXfie1TFZfqc/Ad89TM2rXdAQAAACAFZ5xbgAAAABQMEo/AAAAACgYpR8AAAAAFIzSDwAAAAAKRukHAAAAAAWj9AMAAACAglH6AQAAAEDBKP0AAAAAoGCUfgAAAABQMEo/AAAAACgYpR8AAAAAFIzSDwAAAAAKRukHAAAAAAWj9AMAAACAglH6AQAAAEDBKP0AAAAAoGCUfgAAAABQMEo/AAAAACgYpR8AAAAAFIzSDwAAAAAKpqKmA9SkKVVJWU2HYD5Vc0qprKzM5MmTazoKAABA4ay22mqpVcv4H1gZrNSl38bP13QCvqxe+dQ8c/RxKSvzhxAAAMDSNKc0J2ed8ctcfFmvmo4CLAcrdel32BbXpk55vZqOAQAAAMvcB5Ney6BBg2o6BrCcGE4FAAAAAAWj9AMAAACAglH6AQAAAEDBKP0AAAAAoGCUfgAAAABQMEo/AAAAACgYpR8AAAAAFEzF8t7h3XffnaeeeipJ0qFDh3Tv3j1lZWUZMGBA7rnnnsyePTuHHnpo9tlnnyTJ0KFD06dPn1RWVqZjx47p3r17ysvLM2bMmFx77bWZMmVK1lhjjZx77rlp2LDh8j4cAAAAAPjOWa4j/YYMGZLnn38+/fr1y80335xPPvkkTz75ZMaOHZs777wzffv2ze9+97s89NBDGTVqVEqlUnr37p3TTjstd9xxR2bMmJEnnngiSXLRRRflhz/8YX7/+99n0003zR//+MfleSgAAAAA8J21XEf6NW7cON27d0/dunWTJBtssEEmTpyYV155Jdtss00aNGiQJNlpp53y7LPPZqeddkp5eXnatm2bJNlzzz1z7733pn379pkzZ06+973vJUkOOeSQTJ06dXkeCgAAAAB8Zy3XkX4tWrTIZpttliQZP358nnrqqey4446ZMGFCmjRpUr1ekyZNMn78+EUuHzNmTJo2bZpf//rXOeKII3LFFVekTp06C93nRRddlLKysgVeSXLb66dn0MePLMMjBgAAAIDlr0Ye5DFmzJicffbZ6datW9Zdd92FrjOvmPuyWrVqZfbs2Xn99dezzz775M4770zr1q3Tr1+/ha7fq1evlEqlBV5JcsxW16bj2vsunYMCAAAAgO+I5V76DR06ND179sxJJ52Uzp07J5k7gm/ixInV60yYMCFrrrlmmjRpkkmTJs23vGnTpmncuHHWWmuttG/fPmVlZdljjz0yfPjw5X0oAAAAAPCdtFxLv3HjxuXiiy/OBRdckG222aZ6eadOnfLKK69kypQpmTZtWp577rlsu+22admyZWbNmpV33nknSTJgwIBsu+222WijjTJz5swMGzYsSfLSSy+lTZs2y/NQAAAAAOA7a7k+yKN///759NNP06NHj+plBx54YI477rgcccQROe2001JVVZX9998/G2ywQZLk3HPPTZ8+fVJZWZlNN900++23XyoqKnLRRRfluuuuS2VlZdZcc8307NlzeR4KAAAAAHxnlZVKpV5JLqzpIMtbWVlZjtnq2tQpr1fTUQAAAGCZ+2DSa6ndZkweffzhmo5So6ZPn57KysqpTZo0aVDTWWBZqpEHeQAAAAAAy47SDwAAAAAKRukHAAAAAAWj9AMAAACAglH6AQAAAEDBVNR0gJr00pg/p7xWRcorVurTAAAAwEpgyrTxaV97w5qOASwnK3Xb9f7kj5OMyymndMt6661X03EAAABgmTr88MNrOgKwnKzUpd/qq++ZqqrHcsghh6RTp041HQcAAAAAlgr39AMAAACAglH6AQAAAEDBKP0AAAAAoGCUfgAAAABQMEo/AAAAACgYpR8AAAAAFIzSDwAAAAAKRukHAAAAAAWj9AMAAACAglH6AQAAAEDBKP0AAAAAoGCUfgAAAABQMEo/AAAAACgYpR8AAAAAFIzSDwAAAAAKRukHAAAAAAWj9AMAAACAglH6AQAAAEDBKP0AAAAAoGCUfgAAAABQMCt16VcqTc+cObNrOgYAAAAALFUVNR2gJo3/9M7UXaVeysvLazoKAAAAACw1K/VIv8vfuyQtN2mW2bON9gMAAACgOFbq0g8AAAAAikjpBwAAALAIw4cPz7obrJuysrJv/Op1aa+aPgxWQiv1Pf0AAAAAvsqwYcOy5sZr5sxBZ36jz7814K38645/LeVU8PWM9AMAAACAgjHSDwAAAKCGVVVV5cEHH8xTTz2V0aNHp379+tlss81y1FFHZf31119q+ymVSnn88cez6667ZpVVVvlG25g5c2b22WefXHLJJdl+++0XeP/FF1/MBRdcsMjPH3/88fnxj3/8jfbN4lP6AQAAANSgGTNm5KyzzsqYMWPyox/9KBtvvHEqKyvzl7/8JaeeemquvPLKbLLJJktlX0OGDMk111yTnXfeeals76v07Nkza6yxxgLLW7Roscz3jdIPAAAAoEbdcccd+fDDD9OvX7+ss8461cu33377nH766enbt29++9vfLpV9lUqlpbKdxbH55punefPmy21/zE/pBwAAAFBDZs+enccffzx77733fIVfklRUVKRHjx757LPPUiqVUlZWlmnTpuXmm2/OwIEDM2vWrLRt2zbdunXLBhtskCQ544wzsskmm2TUqFH597//nYqKinTp0iUnnnhihg4dmjPPnPtAkgMPPDA9evRI8+bNc9lll+Wggw7Kn/70p7Rp0yZXXXVVBg0alLvuuivDhw/PnDlzsuGGG+aEE05I+/btl9qx33LLLXnttddy4403zrds8ODB6du3b1577bWFZvvwww9zyy235I033kiSbLPNNunWrVsaN25cfQ7WW2+9fPTRRxk9enTq1KmTQw45JPvuu2/1fgYNGpRbb701I0aMSNOmTdOlS5f8+Mc/TkVFcaoyD/IAAAAAqCFjx47NlClTsvnmmy/0/fXXXz9bbLFFysrKkiQXXXRRhg4dmgsvvDA33HBD2rRpk9NPPz2ffvpp9Wfuv//+dO7cOQ8++GAuuuiiPPzww3nuueeyySab5Ne//nWS5E9/+lP22muvJMlnn32Wl19+ORdffHGOOuqojBw5Muedd146duyYW265JX379k39+vVz1VVXLdGxzZw5c6GvJfHlbOPGjctpp52WVVZZJddcc00uu+yyfPzxxznzzDMza9as6s89+uijOeCAA3LvvffmggsuyM0335ynn346SfLGG2/k/PPPz6677pqbb745p5xySp588snccsstS5Ttu07pBwAAAFBDPvvssyRJgwYNvnbdYcOGZdCgQenZs2c233zzrLvuuvnZz36WFi1a5OGHH65er0OHDtl9991TUVGR9u3bZ/3118/bb7+dsrKy6pFstWvXTq1ac2uhUqmUY445JltssUXat2+f2bNn59hjj80RRxyRtdZaKxtuuGH+7//+Lx9//HFmzJix2Md23HHHZZ999lngNXXq1MXexpezPfLII1lllVVy9tlnZ/31189mm22WCy64IGPGjMnzzz9f/bntttsunTt3TpK0adMmXbt2Tf/+/ZMk9957b3beeeccfPDBWWedddKxY8ecdNJJ6d+//xId33ddccYsAgAAAKxgGjVqlCSZMmXK16777rvvJklOPvnk+ZbPmDEjzZo1q/792muvPd/7q6666nyj4BamZcuW1b9u3bp1Vl999Tz00EP58MMPM2rUqAwbNixJMmfOnJSXl39t1iS58MILq6fcflG9evUW6/MLy/bBBx9k4403nm8abrNmzdK8efOMGDGietlGG2003zZatWqVRx99NMnc8zhlypT83//9X/X7pVIpc+bMyejRo6unSq/olH4AAAAANaR58+Zp3Lhx3njjjYU+Ufdf//pXHnjggfzqV79KRUVFysvLc+ONNy5QvNWpU6f61wsr5b7uAR6rrLJK9a+HDx+eM888MxtvvHE6dOiQbbfdNp9//nn11ODFtdFGG33lgzzmTVn+otmzZ39ltrp166aqqmqBdebMmTNfEfjl4501a1b1yMaKiorsu+++OeiggxbYzsJKyhWV6b0AAAAANaSsrCx77bVXHnvssXz88cfzvVdVVZV77rknU6dOTaNGjdK6devMnj0748aNS/Pmzatfd9xxRwYNGrTY+/s6Dz74YNZaa61cddVVOfzww/O9732veiTi0nz6b+3atVNZWTnfspEjR37lZ1q1apVhw4bNV/yNGzcu48ePz3rrrVe97J133pnvc2+88UY23HDDJHNHMr777rvzncPRo0fn97///UJLxxWV0g8AAACgBh122GFZZ511csopp+T+++/P66+/nqeffjpnnHFGPvjgg5xxxhlJko033jidOnXK1VdfnUGDBmXs2LG56aab8vTTT6dVq1aLta9VV101SfLPf/4z48ePX+g6TZs2zfjx4zNs2LBMnTo1AwcOzJ133pkkXztN+IsGDx6cV155ZYHX8OHDkyTt2rXLmDFj0r9//4wYMSJ33313hgwZ8pXb3H///TNt2rT85je/yUcffZShQ4fmsssuyzrrrJPtt9++er1Bgwblvvvuy8cff5yHHnoozzzzTA455JAkc8/3G2+8kd///vcZM2ZMhgwZkmuuuSZlZWXzjSpc0ZneCwAAAFCDVl111VxzzTW577778thjj+X2229P/fr1065du5x++ulp3bp19brnnXdebrrppvTu3TvTp0/P+uuvn8suuyxt2rRZrH2tv/762W677fLb3/42lZWVC/3cYYcdlk8++SS//OUvk8wdGXf66afnsssuy9ChQ7PVVlst1r4W9bTfTp06pXfv3tl6663zk5/8JH/84x9z6623Zscdd8yRRx6ZZ555ZpHbbNSoUa688srcdNNNOemkk1K3bt1st912OeGEE+ab4ty5c+e8/vrruf3227POOuvk3HPPrS4F27Vrl169euWuu+7KQw89lIYNG6Zz5845/vjjF+u4VhRlpVKpV5ILazrI8lZWVpbeH/TOHw76Q+75/T3p1KlTTUcCAAAAlrHp06ensrJyapMmTb7+cblJHn300VzQ94Icfc/R32h/bw14Kx/c8UEGPDrgG32eJXfGGWekdevWCzzwZGVjei8AAAAAFIzpvQAAAACLsPHGG2f8sPE5rfFp33gbv7rkV0svECwmpR8AAADAIrRp0yYj3//qJ8ry3XL11VfXdITvBNN7AQAAAKBglH4AAAAAUDArden36IWPZkbljNSuXbumowAAAADAUrNS39PvkI6HZIMfbZAtt9yypqMAAAAAwFKzUpd+v/jFL1Kr1ko92BEAAACAAtJ4AQAAACzC8OHD06xZi5SVlX3j1znn/KqmD4OV0Eo90g8AAADgqwwbNixJo6y99iHf6PMzZnyQ559/fumGgsVgpB8AAAAAFIyRfgAAAAA15KqrrsqAAQMW+X7z5s1z1113LcdEFIXSDwAAAKCGHHLIIdl9992TJFOnTs0ll1ySI444Iu3bt0+S1K1btybjsQJT+gEAAADUkFatWqVVq1ZJkokTJyZJ1l9//Wy99dY1GYsCUPoBAAAAfIe99NJLufPOOzNixIg0aNAgXbp0ydFHH52Kirm1zsSJE3P99dfn3//+d1ZZZZUcdNBBefTRR3PUUUdl9913z5w5c/Lggw/mkUceybhx47L22mvnxz/+cbp06VLDR8aypPQDAAAA+I564YUXcuGFF+bYY49Nz5498+GHH+a6667LxIkTc9ZZZ6VUKuX8889PRUVFrrrqqlRVVeW6667Lxx9/XL2Nm266KQMGDMgpp5ySNm3a5F//+leuvvrqlEql7LnnnjV4dCxLSj8AAACA76j77rsvO++8cw477LAkScuWLTNz5sz07t07xx9/fD766KMMHz48d9xxR9Zee+0kyTnnnJOf/exnSZJp06blL3/5S0466aTssssuSZKDDz44o0aNyr333qv0K7BaNR0AAAAAgIUbMWJE2rVrN9+yzTffPKVSKR9++GHefffdrL766tWFX5K0bt069evXT5KMGjUqVVVVC2yjffv2GTlyZGbPnr3sD4IaofQDAAAA+I6qU6dOysrK5ltWKpWSJBUVFSkvL6/+/cLMe/rvl7cxZ86c1KpVK7VqqYaKyk8WAAAA4DuqVatWefPNN+db9sYbb6SsrCwtW7bM+uuvn8mTJ+eTTz6pfn/kyJGprKxMkqy99tqpXbv2Qrex3nrrLVAGUhxKPwAAAIDvqMMPPzwDBw7Mn/70p3zyySd58cUX8/vf/z577LFH1lhjjWy11VbZeOONc8UVV2T48OEZOnRorrjiiurP165dO4ccckhuv/32PPvssxk7dmz69++fJ554IgcffHANHhnLmgd5AAAAAHxHbb311jn33HNz99135//9v/+Xxo0bZ++9985PfvKT6nUuvPDCXHfddTn99NNTv379/PjHP87QoUNTu3btJMmRRx6ZsrKy9OvXL5MmTcp6662Xs846K7vvvntNHRbLgdIPAAAA4DugcePGefLJJxdYvssuu1Q/effLpkyZkvfeey8XXXRRysvLkyQTJ07MjTfemKZNmyZJysvLc/TRR+foo49eZtn57lH6AQAAAKygatWqlUsvvTQ//OEP07Vr10ybNi233XZb1l133bRt27am41GDlH4AAAAAi7DxxhsnmZyPP+7zjbex444XLLU8X9agQYNcdNFFue222/Lggw+mdu3a2XrrrfPrX/+6euQfK6eyUqnUK8mFNR1keSsrK8vs2bM9mhoAAABWItOnT09lZeXUJk2aNKjpLLAsabwAAAAAoGCUfgAAAABQMEo/AAAAACgYpR8AAAAAFIzSDwAAAAAKRukHAAAAsAjDhw9Pi7XWTVlZ2Td+XXDehTV9GKyEKmo6AFAMF110UXr16lXTMaAwXFOwdLmmYOlyTbEyGTZsWFaraJ4TOl7wjT7/0eQheeH5F5ZyKvh6ZaVSqVeSC2s6yPJWVlaWqVOnpqysrKajQCHUr18/lZWVNR0DCsM1BUuXawqWLtcUK7JZs2Zl1qxZlU2bNq2/OOs/+uijOePEXvn+Wid8o/19NHlIZrYYmqf+OeAbfR6+qZV6pF+DBg1qOgIUSv36i/VnJrCYXFOwdLmmYOlyTbEiO//881e55JJLajpGtRNPPDFt27ZNjx49Fnjv5JNPTosWLdKzZ8+v3c4dd9yR559/Pr///e+/cZa99tor5513Xjp37rzAe3fffXf++c9/5uabb/7a7ZRKpTz++OPZdddds8oqq3zjPHxzK3XpVyqVajrCYikrK1shsq4oOZMVJ+uKkjORdVlYUXImK07WFSVnIuuysKLkTFacrCtKzkTWZWFFyZmsOFlXlJyJrMvCipIzWXGyfk3O8uWZpSjat2+/2IX/kCFDcs0112TnnXdexqlYlJW69AMAAABg8WyxxRbZYostFmvdFaEYLjqlHwAAAMAK4LHHHss111yzwPJ69erlL3/5S5K5Zdstt9ySRx99NEmyyy67pFu3bqlbt26SZMyYMenXr19ef/311KtXLx07dsyJJ56YRo0aLbDdjz/+OD169MiWW26ZX/7yl7nnnnvmm947cODA3HnnnRk9enQaNWqU3XbbLccee2yGDx+eM888M0ly4IEHpkePHunatWv69++fRx55JGPGjEmdOnWyxRZb5NRTT03Tpk2TJF26dMnJJ5+cJ554IiNGjMgaa6yRI488MnvttdfSP5krgVo1HYCvd+GFF9Z0hMWyouRMVpysK0rOFc2Kcl5XlJzJipN1Rcm5ollRzuuKkjNZcbKuKDlXNCvKeV1RciYrTtYVJeeKZkU5rytKzmTFybqi5FwSXbp0Sf/+/atf1113XerWrZsjjzyyep0PPvggI0aMyDXXXJOePXvmueeeyx/+8IckyZQpU3L66aenQYMG6du3by699NJMmjQp55577gIj88aPH5+zzjqruvCrVavWAu9ffvnlOfjgg/P//t//S48ePfLII4/kr3/9azbZZJP8+te/TpL86U9/yl577ZXHH388f/jDH3LMMcfktttuy0UXXZQPPvggt99++3zbvfvuu3PyySfnr3/9a/bbb79ce+21mThx4rI4nYW3Uj+911BTWHpcU7B0uaZg6XJNwdLlmmJlsjye3vtNHuQxefLkdO/ePVtssUXOOuusJHMf5PHnP/85f/zjH6vvvffoo4/mhhtuyEMPPZSHH344/fv3z1133VVd4k2dOjUHHXRQLr/88nTs2DF77bVXfv7zn6d///5p27Ztzj777Op1v/ggjyFDhqRHjx656qqrstVWWyVJ3nnnnTRq1Chrr712Bg8enDPPPDP9+/dPgwYN8sorr2Tq1KnZddddq4/h97//fd5444307ds3ydxS89hjj83hhx+eJJk2bVr233//XHLJJdl+++2/yelfqa2003uL2PhDTXJNwdLlmoKlyzUFS5drCpauioqKzJ49e6HvzZkzJ+Xl8z93ZNasWenVq1eaNGmS008/fb731l9//fketrHZZpulqqoqo0aNyrvvvpsJEybkhz/84XyfKZVK+eijj9KxY8ckc8u4qqqq7LTTTguM8PvidrfddtucddZZad68eTp27Jiddtopm2yyyULX32abbTJixIjcc889GTlyZEaOHJl3330366+//nzrrb322tW/XnXVVauPlyW30pZ+vXr1qukIUCiuKVi6XFOwdLmmYOlyTcHStdpqq2XKlCkLfW/y5Mlp2LDhfMuuvvrqjB8/PjfccEMqKuavdmrXrj3f7+cVhrVr105FRUU23njjnH/++Qvsp0GDBtW/3mGHHbLtttvmmmuuyS677JKNNtpogfXLy8tz2WWX5b333stLL72UV199Needd14OOOCA/OIXv1hg/UcffTR9+/bNLrvskrZt22bPPffMCy+8kDfeeGOheb/IyOJvxj39AAAAAGpQmzZt8sYbb2Tq1KnzLR8xYkTGjh2bjTfeuHrZXXfdleeeey4XX3xx1lhjjQW2NWrUqPlKsvfeey9169bN2muvndatW+ejjz5K/fr107x58zRv3jyrrLJK+vbtmzFjxlR/pnPnztlzzz2zxRZb5De/+c1CRyG+8847ufXWW7Phhhvm8MMPzzXXXJNDDz00AwcOTDL3NgBfdPfdd2f//fdPz549c+CBB2arrbbKuHHjvtkJY7Eo/QAAAABq0H777Zc5c+bktNNOy1//+tcMHDgw99xzT84666y0bt06O++8c5K5T8u94447cuKJJ6ZevXoZM2ZM9auqqipJ8umnn+bee+9NqVTKJ598kjvuuCOHHHJIateunb333jt169bNpZdemvfffz8ffvhhevfunREjRmS99dZbINepp56akSNH5k9/+tMC79WtWzf33Xdf/vjHP2bcuHF577338tprr2XTTTdN8r+puf/85z8zfvz4NG3aNEOHDs3YsWMzadKk3HvvvXnhhRdM3V2GVtrpvQAAAADfBc2aNcv111+f22+/PXfccUemTp2aNdZYIzvvvHOOOeaY6im8Tz31VEqlUq6//voFtvG73/0uSdK+fft8/PHHOfLIIzNjxox07do1RxxxRJKkfv36ufLKK3PTTTfl1FNPTUVFRbbYYotceeWVqVu37gLbbNGiRQ4//PDceeed2WmnneZ7b/3118/555+fu+66K3/84x9Tp06dfO9730u3bt2q399uu+3y29/+NpWVlenRo0f69OmT448/PquuumratWuXk046KTfffHOmTp063/Rilo6V9um9AAAAAF9neTy9F5YF03sBAAAAoGBM7wUAAABYhI033jifVY3NTYNO/MbbOP8QT7xm+VvpSr+hQ4emT58+qaysTMeOHdO9e/eFPg4aVgaff/55Tj311Fx++eVZc801kyQDBgzIPffck9mzZ+fQQw/NPvvsk2TR186ilk+ZMiWXX355PvnkkzRt2jTnn39+Vl999UUuL5VK6devX1566aVUVFTkrLPOyiabbFKTpweWyN13352nnnoqSdKhQ4d07949ZWVlrin4hm6//fY888wzKSsrS9euXXPwwQcn8ecUfFvXXHNNGjZsmJ/+9KdJXFOwONq0aZPRn4ys6Riw5EqlUq/SSmLOnDmlo48+uvTOO++USqVS6Yorrig9+uijNZwKasawYcNKJ5xwQukHP/hBady4caVSqVT65JNPSkcccUTps88+K1VWVpZ++tOflkaOHLnIa+errqmrr766dP/995dKpVLpscceK11++eVfufzvf/976YILLijNmTOn9OGHH5aOPvro0uzZs5ffCYFv4T//+U/ppJNOKk2fPr1UVVVVOvfcc0tPPPGEawq+oddff73UvXv30qxZs0rTp08v/eQnPymNHDnSNQXf0rPPPls66KCDSjfffHOpVPJ3P4CiW6nu6Tdq1KiUl5enbdu2SZI999wzAwcOrOFUUDP+9re/5aSTTkqzZs2ql73yyivZZptt0qBBg9SrVy877bRTnn322UVeO191Tb300kvZY489kiR77LFHXnzxxcyZM+crl+++++4pKyvLeuutl8aNG+ftt99enqcEvrHGjRune/fuqVu3bsrLy7PBBhtk4sSJrin4hrbccstcc801qaioSGVlZebMmZO6deu6puBbmDBhQv70pz/lRz/6UfUy1xRAsa1Upd+ECRPSpEmT6t83adIk48ePr8FEUHNOPfXUbLXVVvMtW9Q1sqTLS6VSJk+enNVXXz1JUlFRkbp162by5MkLXT5lypR8+umnC2zr008/XfoHDstAixYtstlmmyVJxo8fn6eeeio77rijawq+hdq1a+e+++7L8ccfnw4dOqRp06auKfiGSqVSfvOb3+TnP/95VllllerlrimAYlupSr+FqVVrpT8F8JXKysoWunxR185XXVOL2taSLofvqjFjxuTss89Ot27dsu666y50HdcULL5DDz009913X8aPH59HH310oeu4puDr3X///WnXrt1i3TPPNQVQHCvVgzyaNGmSSZMmVf9+woQJadq0aQ0mgu+WJk2a5IMPPqj+/YQJE7Lmmmsu8tpZ1PKysrI0atQokydPTqNGjVJVVZUZM2akYcOGC12+2mqrpWnTppk4ceIC+4YVxdChQ3PZZZfl5JNPzjbbbJPENQXf1Icffpjp06enbdu2qVOnTr73ve/lvffey4Ybbuiagm/gn//8Z8aPH5+HH344M2bMyJw5czJ79uy0aNHCNQVQYCvVMLeWLVtm1qxZeeedd5LMfVLVtttuW8Op4LujU6dOeeWVVzJlypRMmzYtzz33XLbddttFXjtfdU1tu+22eeKJJ5IkTz31VDp06JBatWp95fInn3wyc+bMyUcffZRx48alTZs2NXAWYMmNGzcuF198cS644ILqwi9xTcE39emnn+a6667LzJkzM3PmzDz33HPZfPPNXVPwDd144425//7786c//SnHHXdcDjjggJx44omuKVhMw4cPz4Zrr5mysrJv/Lrs/J41fRishMpKpVKvJBfWdJDlZdiwYdWPmN90001z5plnpqJipRrwCPM5+uij85vf/Kb6v6wOGDAg9957b6qqqrL//vvn4IMPTrLoa2dRyydPnpwrr7wyY8aMSaNGjXLeeedlzTXXXOTyUqmUfv365dVXX01ZWVm6d++eDh061OSpgcX2+9//Pg8++GDq1KlTvezAAw/Mcccd55qCb+iuu+7KP/7xjyTJLrvskqOOOiqJP6fg2/rLX/6S8ePH56c//WkS1xQsjkcffTT9fvGTPLLx5G/2+U+Tfo12yiNPP7uUk8FXW+lKPwAAAIDFpfRjRWWIGwAAAEANueSSSzJhwoT06dNnvuVHHnlkPvnkk9x1111p3rx59fKbbropzz33XO64445vve8hQ4ZklVVWWeT0+sMOO2y+J2vXrl07LVu2zKGHHprdd9/9W+9/njfeeCOnn356HnjggTRq1GipbXdJzJw5M/vss08uv/zy+W7Z82WffPJJ7r///rzyyiv59NNPU7du3Wy66aY56KCD0rFjx+WY+OutVPf0AwAAAPgu2WqrrTJs2LBUVVVVLxs9enTGjh2bxo0bZ9CgQfOtP2TIkGy99dZLZd89evTIuHHjvnKdXXfdNVdccUWuuOKKnHfeedlss81yxRVX5N///vdSybAiefPNN3PSSSdl2LBhOeKII3LFFVfkzDPPTP369XPOOefkqaeequmI8zHSDwAAAKCGbLXVVpk1a1aGDRuWzTbbLEkyaNCgbLjhhmnTpk0GDRqUvffeO0kyY8aMvPvuu/nRj3603PI1a9ZsvpJxxx13zNtvv50nn3xypboX58yZM9O7d++0bds2l19+eWrV+t84uh133DENGzbMzTffnN122y1lZWU1mPR/lH4AAAAANWTddddN06ZN89Zbb1WXfq+++mo6duyYNm3apE+fPpkzZ05q1aqVt99+O7Nnz64u26ZNm5abb745AwcOzKxZs9K2bdt069YtG2ywQZLk/fffz4033phhw4alvLw8W2+9dX7xi1+kcePG1UXihRdemN133z09ey7+E4br168/X7E1evTo3HLLLRk8eHCmTZuWZs2a5Uc/+lH23XffJMkdd9yRoUOHpmXLlvnHP/6RadOmpUOHDjnjjDOy+uqrL7D9F198MRdddFF+/vOfZ7/99ltohv79++eRRx7JmDFjUqdOnWyxxRY59dRT07Rp0wwePDi9evXKiSeemHvuuSeffvppWrdunVNOOSWbbLJJkmTixIm57rrr8u9//zsNGjTI8ccf/5XH/OKLL2bs2LHp3bv3fIXfPMcee2x+/OMfV5+XadOm5dZbb83zzz+fiRMnpmHDhuncuXO6deuWioqKBaZOz3PiiSfm4IMP/tpzujhM7wUAAACoQVtuuWXefPPNJMns2bMzePDgbL311unQoUMqKyszdOjQJHOn9m600UZZbbXVkiQXXXRRhg4dmgsvvDA33HBD2rRpk9NPP726TLrkkkvSqlWr/P73v8+VV16Z0aNH5/rrr08y92neSXLBBRfkzDPPXGS22bNnZ9q0aZk2bVomT56cv//973n77bfTtWvX6vd79uyZUqmUa665Jrfcckt22GGHXH/99Rk7dmz1dl555ZXMnj07d9xxR/7f//t/+eijj3LnnXcusL9Bgwblkksu+crC7/HHH88f/vCHHHPMMbntttty0UUX5YMPPsjtt99evc7nn3+eJ598MldffXUefPDBNGvWLFdffXWSpFQq5bzzzsvkyZNz9dVX57zzzsu99977lT+jIUOGpFmzZll33XWrl5VKpcycOTMzZ85MnTp10qhRo5RKpSTJ9ddfn0GDBuW8887L7bffnhNOOCGPPPJI/vnPfyZJ/vCHP6R///7Vr1133TVrrbVWunTpstjn9OsY6QcAAABQg7beeuv84Q9/SJK89dZbmT17dtq3b5/atWtno402yqBBg7LppptmyJAh1Q+LGDZsWAYNGpRbb721uoj62c9+ln//+995+OGHc8wxx+STTz7JGmuskebNm2fttdfOr371q1RWViaZ+1COJCkvL09FxaLroQceeCAPPPDAfMt233336hFz06ZNy95775299torjRs3TpIcddRReeCBB/Lhhx9WP4SkTp061aPcVl111eywww4ZPHjwfNsdMmRIrrjiinTr1m2RhV+SNGnSJGeccUZ23nnnJEnz5s2z884754033qhep1Qq5fjjj8+aa66ZJPnBD36QCy64IJ9//nnefffdvPvuu7ntttvSokWLJHPvb3jKKacscp+TJk1a4CEjL730Ui644IL5lv3mN7/JlltumXbt2mXfffdNu3btqjM++OCDGTFiRJKkXr161Z954IEH8uKLL+b6669Po0aNMnXq1MU6p19H6QcAAABQg7baaqtMnDgxH3/8cQYNGpTNN9+8upTr2LFjBg8enMMOOyxvv/12DjvssCTJu+++myQ5+eST59vWjBkz0qxZs9SqVStHHnlkbrvttvz5z3/O1ltvne222y7f//73lyjb7rvvXj2ltKqqKiNHjsxdd92VSy+9NBdeeGEaNGiQgw8+OAMHDszw4cMzevToDB8+PEkyZ86c6u2sueaa85WLq666ambNmjXfvnr37p1Zs2ZlrbXW+spM22yzTUaMGJF77rknI0eOzMiRI/Puu+9m/fXXn2+9tddee779zTuGDz74IPXq1asu/JJkk002SXl5+SL32bBhw7z11lvzLdt8882rR06OHz8+l1xySfV7++67b3UpO3r06IwYMSIfffRRttxyy/m28a9//Su33HJLevXqldatWyfJYp/Tr6P0A4AaNmvWrOq/1PHd4mfzP6VSKXPmzPnKvwwvayNGjMiDDz6YHj161FgGAFgWmjVrlnXWWSdvv/12XnvttXTu3Ln6vY4dO6Z///555513MmfOnOqRYxUVFSkvL8+NN964wJ/PderUSZIcfvjh6dKlS/71r3/ltddey3XXXZcHH3wwN95440LvS7cwTZs2zeabb179+6222ir16tXLr3/964wZMyYNGzbM6aefntmzZ2ennXbKrrvump/+9Kf56U9/Ot92vmo04Tw/+9nP8t5776VPnz655ZZbqou6L3v00UfTt2/f7LLLLmnbtm323HPPvPDCC/ON9Euy0L+3zJt+O+9/v279edq1a5e//vWv+eijj7LeeuslmVvObbrppkmywCjA3r175+WXX87uu++ejh075rDDDsu111473zrvvfdeLr/88hx99NH53ve+V7186tSpi3VOv457+gHAYnr00UfTpUuXPProowu8VyqVsv/+++fWW29d7O19/vnnueqqq6rv37Iwc+bMyb777psuXbqkS5cu2XPPPXPAAQekR48eefHFFxdY/7zzzltgisGifPTRR+nSpUtef/31xc68slicn82SbOvEE0/MkCFDlkKymjFy5MicccYZmT179iLXefjhh9OlS5eMHz9+gfemTZuWPffcM3fddVf1sgkTJuTaa6/N4Ycfnq5du+aQQw7JZZddlpEjRy7w+cceeyw/+9nP0q1btzz22GO57LLLqkcGvPHGGzniiCMW+hd3AFiRbLXVVhkyZEiGDRtWPYU3SXXJ99hjj6V9+/bVhV7r1q0ze/bsjBs3Ls2bN69+3XHHHRk0aFD++9//5sYbb0ydOnWy//7758ILL8xFF12U9957L2PGjPlWWWfOnJlk7t+Bn3vuuXz44Ye57rrrctxxx2W33Xb7yr8zfJVdd901J5xwQmbMmJFbbrllkevdfffd2X///dOzZ88ceOCB2WqrrTJu3LjF3s+GG26YadOmVU+1TZIPP/yw+rgWZqeddkqzZs1y3XXXZfr06Qu8P2/kZZJ8/PHH+cc//pEzzzwz3bt3z9577531119/vowTJ07MBRdckB122KF69OY8S+ucKv0AYDENHz48ZWVl1Tc9/qJRo0Zl2rRpadOmzWJv78UXX8yAAQOy0UYbLXKdjz76KDNmzMi+++6bHj165NRTT83hhx+eWbNm5YILLsiAAQPmW79JkybV9zZZ3OPZeOONFzvzymJxfjaLo1Qq5fLLL0/nzp3Tvn37pZRu+XvggQdSWVlZ/Y+MhRk2bFjWWGON6vvmfNHw4cNTKpWqv2szZszI6aefnueffz577LFHTj755PzgBz/IW2+9lV/84hfzFX8PPPBAfvvb32bvvfdO586d07Vr1zz33HO5//77k8ydivPf//53gXsCAcCKZquttspTTz2VRo0azTdNtXbt2mnfvn2eeeaZ6qf2JsnGG2+cTp065eqrr86gQYMyduzY3HTTTXn66afTqlWrNGjQIM8++2yuu+66jBw5Mh9//HGefvrpNG7cOM2aNUsyd8rroEGD8v777y8y1yeffJJXXnklr7zySl5++eX0798/t9xySzbZZJO0aNEiTZs2TalUyksvvZTKysq8/fbbufLKK5PkK0u0RVlttdXSrVu3/PWvf13kf4Bt2rRphg4dmrFjx2bSpEm5995788ILLywwXXhR2rVrl3bt2uXKK6/M8OHDM3z48Fx99dXzPZH4y+rWrZvzzz8/I0aMyAknnJC77747AwcOzN/+9recf/75ueSSS7LJJpukVatWadSoUWrXrp3XXnstU6ZMyejRo3PFFVfkv//9b2bOnJkZM2bkV7/6VRo0aJAjjzwyY8aMqX5NnDhxqZ1T03sBYDENGzYs2223XV5++eW8/vrr2WqrreZ7L8kSFWjvvvtu1l577TRo0OAr95kk//d//5dWrVpVL//Rj36Us846KzfddFN23XXX6imoSzLtcdiwYWnZsuV8NxFmrsX52SyOBx98MGPHjs2FF164dILVkHffffdrv9vDhw9fZOk974mDbdu2TTL33jUff/xx+vbtW30T8GTu9/yYY47J/fffX/1dvvfee3PYYYflwAMPzMsvv5wePXqkvLw8zzzzTA4//PBUVFSkbdu2efnll+e7JgFgRdOhQ4dMnz49O+644wLvdezYMa+++mq23nrr+Zafd955uemmm9K7d+9Mnz4966+/fi677LLqP5Mvu+yy/O53v8vJJ5+cqqqqtGvXLr17967+D3k/+tGPct9992XcuHG59NJLF5rrmWeeyTPPPJMkqVWrVtZYY4107tw5Rx55ZJKkU6dOOfLII3PzzTenT58+WWuttbLffvvlif+vvbsPqrpMGzj+Pcr7i4CIgASS+AKIToMYK1rkpma5VKYYbY6sZlO6uanDqsU6KlEgL7K+oBaFJOsgpmnkamr05EZRrlruqCycA4gclwXfUF7ijAfO8wfPueMHqEzbM+3k9Znxn98553ff575/zsDFdd3XkSNUVFRoSpX7asqUKRw9epTMzEy2b9/e4w+Py5cv589//jMvvPACjo6OjB49mkWLFpGTk0Nzc/Nd76/T6XjjjTfYsmULCQkJ2NvbM3fuXE3mX29CQkJ455132LdvH8XFxTQ0NKhmKytWrODRRx9VZdOJiYm89957HD58mIEDBxIVFcVvfvMbKioqMBqN6uej+fPna8aIiopi3bp1P8ma6iwWyxpgbZ/eLYQQQtyjzGYzMTExzJ8/n9OnT+Pg4KAJ5Gzfvp2jR4/y4YcfqmuHDh1i//79XLp0CR8fH1544QX1Q1x8fLwqq9DpdOzfvx9nZ+ce42ZnZ/PJJ59QVFTU4y+PX375JWvXriUzM5OxY8fy6aefkpaWxoEDB3BycqKmpobs7GzKy8txcHBg/PjxvPTSS7i6ugKdPyy5u7vj4eHBp59+iru7OwsXLtRkCr700ksEBwezbNkydW3r1q2cPHmS3NxcmpubmTlzJmlpaezbt4/vvvuOtWvX4uXldcexTSYT+fn5fPbZZzQ2NhISEsKSJUvU4cXWsUNDQ/H29mb//v20tbUxe/Zsnn76ad5++22++OIL7OzsePHFF5k2bVqf1t06f6PRSGxsLLm5uVRXVxMUFMTrr7+Ot7f3bfemoKCAgwcPcuPGDfz8/Jg3b16vP5RbXb9+nfj4eFatWkVUVJS6fvjwYT788EPq6uoYMmQICxcu5MEHH1RzO3HiBHl5eT32ec+ePXh4eLB161YaGhqYNGkSOTk5+Pn5MWvWLDIyMli/fj2ZmZk0NDSQn59PS0sL7733HqdOncJsNjNhwgReeeUVFcy07t/69ev55ptvKC4upqOjg7i4OObMmcPly5f57W9/q+YyfPhwtm3b1uO7mkwmnnrqKZ577jni4+N7vJ6cnExZWRm7du0C4MiRI2RkZPDOO+/0OHC7sLAQR0dHnnzyScxmM0888QQJCQlMmzaN5cuXs2HDBsxmM2azGQcHBwDS09NpaGggPT39tvshhBBC/Fh//etf2fb75zk48saP+/wV2OY2iYP/88VPPDMh7kzKe4UQQog+qK6uxmw2c//99/PYY49RWlqqOZOjoqJCkwn17rvvsnnzZh5++GEyMjKYNGkSSUlJ6q+HycnJ2NvbExsby44dO3oN+EFn9tTw4cN7LTUYMmQI0FlyAZ3ZWH5+fjg5OWGxWEhMTMTd3Z2MjAxeffVVTp8+zYYNG4DOslODwUBpaSnOzs6sW7eOoKAg3nrrLerq6oDO0oGampoe2VsVFRXqmsFgQKfTsWPHDh544AESEhJ44IEH7jh2e3s7q1at4siRI8THx5OWloaTkxN/+tOfVLnCrVu3qKmp4auvvuL7779n27ZtPPPMM+zcuZM//vGPjB49mvz8fCZMmKAJQt1t3a1zNhqNfPDBByxbtoy8vDwaGxspKCi47d588sknFBYWsmjRIrKysggLC+ONN97QnN3S3e7du/H29tYE/N5//302b97M5MmTWbt2Lf7+/iQlJalnqevadl1vT09PPDw81Pzr6+s5cuQIy5YtY+HChRgMBlxcXMjMzCQuLo6VK1fS0tLCkiVLMBqNrFixgtWrV1NeXs7GjRs1awGQk5PD0KFDycnJ4fnnn+fdd9/l6tWruLm5qTMiV69erelI11VVVRXt7e0qk6+77v8/IiMjcXNzY926dZw4cULz3meffZYnn3wS6Dzwe9y4cRw4cIDy8nLVYc/GxkYF/ADc3d2pr6+/3VYIIYQQQtyTpLxXCCGE6ANrme2IESNwdnbG1dWVgwcPsmDBAiwWC5WVlSpQodfr2bNnDy+++CKxsbEAhIaG8o9//IOioiL+8Ic/0L9/f0wmE+Hh4SqQ0V1HRwcGg4EZM2b0+rr1MF9rlzGDwaDOoLt8+TL19fUsXbqUESNGMGLECG7dusXHH3+MxWJRZxDGxsayYMECoPNstDlz5vDVV18xa9YsFcjpGoSyfldrhpvBYMBisTBz5kwmT54MQENDwx3H/uijjzh37hybNm1SpZ3Dhg1jzpw5lJaWEh0dzYULF2hvb2fy5Mmq5OG+++4DYPbs2UyZMgUAPz8/dXZLX9bdOn8fHx+SkpJUFzlvb28aGxvVenbfm7NnzxIQEMCkSZPUc3Dp0iUuXLjQ67l/t27d4tixY8TFxalrRqORgoICFi9erJ6VsLAw5s6dyz//+U+8vLyoqqrSBAmt38s6hnX+3t7epKSkqPkXFBRw/fp10tLS8PX1BWDNmjXY2NiQlpamMvuWLFnCypUrWbx4MR4eHiro99xzz6kykVGjRmGxWLhx4waenp60tLTQr18/IiMjsbe37+1RvGN5+82bN6mrq+Pxxx9X19zd3dmwYQPp6ekkJiZy//33Exsby69//eseXfMSEhJYvXo1S5cuZeTIkVRVVTFs2DDNexwdHTGZTL3OTQghhPhPjRw5kjKTLbpjP/4eya/fvjpAiP8vkuknhBBC9EFFRQVeXl64u7tja2vL9OnTOXToEGazGaPRSGtrqwqOHTp0CCcnJ5566inNPYKCgjAajcAPGVZ3avxhbeJxu7PULl26BKAOYq6srFTBIS8vLwIDA0lOTiY/P5+mpiaio6PJyMhAp9NRUVGBjY0Nzz77rLqfg4MDgwYN4sqVK0BnsKl///6aAEttbS1tbW1qHL1ez3333acCfn0Z++DBg4SHh2vOcnNycsLX11etj16vB2DWrFnqPdXV1bi4uGjGqq6uxt/fv8/r/q9//YvW1lZmz56tAmbQ2a3NGuDrbW8iIiIoKysjISGBb7/9FoDU1FQVfOzu3LlzNDU1MWHCBHWtuLgYR0dHTfDLwcGBvXv38vDDD1NbW9trM5iuQT/r/OPi4jTz1+v1PProoyrgd+3aNUpLS4mJidGcSxgUFAT88Ozo9Xp8fX0158JcuHABnU6n7mUwGAgICLhtwA9+yEYcOHBgj9es59V0f44DAgLYvHkzqampuLm5kZaWxssvv9wjY8/T05Ps7GwiIyMZNGgQv//97zl2TPtbV0tLC46OjrednxBCCPGfGDFiBJV1l7FYLD/6X+KbqT/31xD3IMn0E0IIIfqge5OCGTNmsGfPHkpLS1XGnTWocf78eVpbW3n66ac192hvb1cd1/R6PV5eXri5ud1xzK737e7zzz/HycmJ4OBg6urqaG5uVsEhnU5HRkYGeXl5FBQUsHfvXhYsWKACYnq9ntDQUM34FouF69evq1JjvV7P0KFDVZMQgLKyMgA1jsFg0AS27jZ2c3MztbW1XLp0iSeeeELzObPZrA4+NhgM+Pv7azrB6vV6Ro8erckEq6ysJCQkBOjbulsDeuPHj1evX7t2jWvXrmkCmd335pFHHsHW1pa8vDxWrFjBmDFjeO2113rtVAudgS4nJyeVnWhdu9DQUM16dmXd767P2b///W8aGxs15dT9+vXjV7/6lXpPY2MjV69e1WQIlpWVYbFY2LlzJ/n5+T3G6rrOERERmtcqKyvx8/NTQbSuQcfb6Rpw7u7s2bP0799f7VNHRwcmk0ndf9y4cepw8qSkJLKyskhN1f5ipNPpaGtrIyUlhV27drFp0yYmTpyomtDU19fj6el5xzkKIYQQQtxrJOgnhBBC3IXZbKa6uloTVPH19SUiIoLi4mICAwNxdXXFx8cH6GyOMHXqVE1pp1XXQEpfuqF2Dxx1fa2kpISZM2dia2urglnDhw+ntbWVuro6hg4dyquvvsrcuXN5++232bJlCyNHjiQkJERlZnVVXl5Oc3OzCs5UVVX1yDorKSnB29sbV1dXTCYTtbW1qjwYuOvY1nPpXnnllV47rXY9t65rJqD1WtcsPpPJxMWLF1WpbF/W3WAwMHjwYNzd3TX3hR+Cbd33xmg0Ym9vz8SJE4mKiqKkpISNGzeyYcMGUlJSeowFnYHEwYMHa85ivHnzZo+y1AsXLtDW1kZwcDBVVVX4+PhoMvNKSkoAbZA1MDBQ03HZOv/Q0FB1zdq1btOmTZqz76x8fHzU/s2ZM0fzmsFgUGvR0dFBVVWVJruyN1evXr3t8/zll18SFham5rxo0SICAgJITEzUvC8iIoKHHnpIfefz589TVFTE0qVLVVajTqdj7NixvP/++9TX16smIBUVFTzyyCN3nKMQQgghxL1GynuFEEKIu6iqqsJsNvcIasTExHDy5MkezRd8fX1pbGzE399f/Ttz5gyvv/46dnZ2QGdmVPcAUHcVFRUEBQX1aOJx5coVUlNT8fT0ZN68eYA2O628vJyXX35ZZY55enqSkJCATqejsrJSnQt38eJFzX0LCwvx9fVVWXFGo1E1CwH49ttv+frrr1UAynqvrhledxt74MCB2NnZ0draqlmfgoICtm/fjouLiwo0db3v5cuXuXnzpuZadXU1HR0dau37su56vV6VuFpVVlbi5OSkynu7701mZqZqQqLT6XjooYd4/PHHqaysvO3eff/99z2as3h6eqrSaeg89y8pKYmPP/641/W+du0au3fvxsXFBW9vbzX/7hl1er1eBWKtrKW57e3tai0GDRpEcnIyx48fx9bWVu1f1/Xo6OigurpaPetGoxGTyXTXZ9XHx4ezZ8+qRixWRUVF1NTUMHPmTHUtICCAM2fOqMCklclkoqysTO2Dg4MDxcXFnDhxgurqagICAgBU92zrd6yurqa+vp7IyMg7zlEIIYQQ4l4jmX5CCCHEXXRt4tFVZGQkAwYM4OTJk5psqZiYGJKTk9mxYwdjx47l1KlT7Nu3jwULFjBgwADa2tpobGzEaDRy+vRpwsPDe4xpDcyNGjWKo0eP0tHRQXNzM1VVVfztb3/DwcGB1NRUlRXWtbwyODgYDw8PsrOzmT9/Ps7Ozhw7dgw7OzvCw8PVGYQuLi5s3bqV8ePHc/z4cb7++mtSUlJU6aeLiwvffPMNwcHBGAwGDhw4gKurqybrzNXVVQWk+jK2nZ0djz32GLt378bV1ZWBAwdy+PBh/v73v6uSztraWkwmk2a9eztnz2AwaM4cvNu6Wz9jzQzseh9rh+Te9iYqKoqcnBx2797NuHHjaGhooLi4uEdZc1f29va0trZqrk2ZMoU333yTAwcOEBQUREFBAU1NTSpw6+Liwrlz5ygtLaWlpYWdO3fi7Oyszmy0zrV7cKtrAxersLAwAgMDyczM5He/+x0mk4nCwkJaWlpUWbXBYMDGxobAwED1Oes5ktZ1tnZyPn/+PM7Ozrct4Y2Li2PdunUsWbKEqVOn4uDgwKlTpygpKWH69Omq8QvAM888Q0lJCYsWLWL69OkMHjyY69evc+TIEerq6lT25LBhw4iIiCArK4vw8HC8vb3Jzc1lz549xMfHqwzGY8eO4e/vz5gxY267H0IIIYQQ9yIJ+gkhhBB3odfr8fT0VKWnVv369WPGjBnk5eVpsgCjo6Npamrigw8+YN++fQQEBPDaa6+p8kMHBwemTZvG8ePH6d+/f69Bv4sXL9LW1saZM2c4c+YMALa2tvj4+BATE0NsbKymaULXLr+Ojo5kZWWRm5tLSkoKbW1tjBw5ktTUVIYMGcJnn32Gl5cXiYmJpKSkcOjQIYKCgkhPTycsLEzdc9myZWRlZbF27VrGjx9Peno6Cxcu1AT9ugeB7jY2dJZ32trakpubS3t7O6NGjWLjxo2ac+t0Op0mA81gMDBgwADNGXqVlZUMHTpUZfHdbd2vXLnCjRs3emT6GQwGVbrd297Mnj0be3t7ioqKyM/Px83NjcmTJxMfH9/zYfk/XbsBW0VHR3PlyhX27t1LU1MTYWFhZGZmqqDpvHnzqK2t5c033yQoKIiEhAR27typ1tg6/+7BZ4PBwLRp0zTX+vXrx1tvvcWWLVtITU3FycmJBx98kPnz56vnxtqgo2tDkMrKSnQ6nRojJCSEkJAQdu3axYABA24b9Js4cSIpKSkUFhbyl7/8BbPZjL+/P8uXL9c0LrHeMzs7m8LCQg4fPszVq1dxdnZmzJgxrFq1SvP9Vq9ezebNm/n888+Bzg7OixcvJiYmBugsmT548CAJCQm33QshhBBCiHuVzmKxrAHW/twTEUIIIYT4pfjuu+9YsWIFH330kXSV/QksX76c9PR0TRMXgK1bt1JTU8P69et/ppkJIYQQQvz3kjP9hBBCCCF+YmFhYTg6OnL27Nmfeyq/CFOnTu0R8CsvL+eLL75g5cqVP9OshBBCCCH+u0nQTwghhBDiJ2ZjY0N0dLQqzRb/me4lwk1NTaSnp7NmzRpNmbsQQgghhPiBlPcKIYQQQgghhBBCCPELI5l+QgghhBBCCCGEEEL8wkjQTwghhBBCCCGEEEKIX5j/BSIAH21sC4IGAAAAAElFTkSuQmCC"
Which two x-axis labels of Central Europe sums up to 20000.0 ?
2006.0, 2009.0
64634.png
887
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"
What is the average of All education staff compensation from 2000.0 to 2003.0?
58.57
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888
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"
When does line blue peak?
2007.0
OECD_HOUSEHOLD_NET_WORTH_CZE_LTU_000051.png
889
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"
What is the difference between maximum and minimum of Sub-Saharan Africa (developing only)?
1.45
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890
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"
Which x-axis label witnessed the smallest value of China?
Net savings(excluding particulate emission damage)
60101.png
891
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"
What is the average of Ecuador and Costa Rica?
155.0
OWID_Bar_46491636008805.png
892
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Which label contains smallest values across all labels?
1962.0
41679.png
893
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"
Which x-axis label is second highest for Lithuania ?
2011.0
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894
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What is the sum of the largest and smallest difference between Ease of arranging shipments and Quality of logistic services?
-0.06
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895
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mm78PTp48mW6/OV2ft/J9AQDA3YRgBNq3b58kqXXr1nJzc5N0/ReiatWqKSQkRAcOHNA999wjSfLw8LB9UC5ZsqQkKSkpSdL/ftG65557bOv4+fmpbNmy2d4jo3HjxkpOTtZnn32mkJAQhYWFSZLtL9dpKlWqJIvFku7Yaeuk7b9hw4ays7Oz7Tc7tWrVUoUKFXT06FG9/PLLcnJyUt26ddW+fXtVq1Yt3boBAQG2IdilSpWSdP2mqDeev4cffthWX/v27fXpp58qIiLCNk8/bdu0X97/icOHD0u6/tfahQsXpnstPDzcFoxIUt26dTNsX758ednb20uSbZRKxYoVJV2/KZ+Li4suX76coQ+k6x/Q00YHPPHEE+leuzFkaN68eboh8sOGDcv2A2xamw4cOKBHH300y/1m1SZJtuvUwcFBxYsXV3R0tO36zO11lpW0a+yee+6xBWdp13pUVFSe21CvXj1bHzRq1EjS9TAj7bq62UMPPaSDBw/q888/t42YadmypapWrZrp+gcOHJDValW1atVs67i5ual169ZauHCh9u3bp3bt2qlFixZauXKl9uzZo927d8vd3V3Vq1fXgQMHdO7cOR09elSVKlVSuXLlcrzu6tata7vpY9r3X7FixVS3bl399ttv2Z7fnM5Ju3btNHfuXG3ZskVJSUm2aWgPPvhgjvu98XrJqY+cnJzUpk0brV+/XpMmTZKdnZ2qVaumNm3aZDoVUMrd+09ero1KlSrZ/p32XprVdXor9ebmPT9ttEh24uPj/1F/5yTtnGUWGp86dcr275vfV3Pa7sZpbdm9Z+Tk8uXLtgAobcqeu7t7uqeY5eXnw42yGq2X3c/gnGT1vikVzPcFAAB3E4IR2H5Zy83raXP7Jdk+wKT9Apc2ZSHt/2lSU1Oz3f/o0aO1e/du3XPPPbbh+UuXLs1QV3bHTlv3xm3SgoysuLq6avr06VqzZo22bNmigwcPaseOHdqxY4dGjx6tdu3a5enYWbnx9bQPIf9UWtu6d++uwMDAdK+VLl063deZHTOtDTfWd+P5yq5Nafd08fDw0FtvvZXutRu3s1qt6QKxXbt2pZsWdLO04zdq1Eh9+vTJtg1Znccb+yntA2qa3F5nWcnsGrux7ry24cbvkxv3eWPf3Khjx47y9/fXr7/+ql27dikiIkJLlizRli1b9Pnnn2eoK7ftatmypVauXKmNGzcqNDRUzZo1U61atbRz504tWLDAts6N7cvqurvxmDee/5y+F9Nkd048PT3VtGlTbd68WX/++ae2bt0qNze3XP3F/cZzn5s+evXVV9W8eXNt2rRJe/fuVWhoqEJDQ3XixAm9/PLLGfafm/efvFwbmV3HWX1Q/if1ZiWv3xM31inlvr9z4uDgoOTkZL322mvy8fFJ95q/v78t3Lz5/OW03Y2ye8/Ii2vXrtnu9ZOQkCAXFxdJeTvXN17/WYUd2f0sykl2P38K4vsCAIC7CfcYgWrUqCHp+vDqtKcdHD58WGFhYbKzs8t0PnJm0n7hPHbsmCIiIiRdv2fBzffruNHJkye1e/dueXh4aNasWerXr5/tL5W5/eVc+t9oh7S/zkn/u0dCVg4cOKCFCxfKw8NDkydP1rJly2xPXjhw4ECuj512/tasWWP7BTXt3icVKlSw/VVPyviLd9rX2YVHN26Ttl7aXznPnDmjmjVrqmbNmlq9erV++eWXDH9Z/ie/7GemfPnycnR01OXLl+Xi4qKaNWsqKSlJS5Yssf3VUbo+xP7vv/+Wr6+vHBwctGLFCu3cuTNDXTe36cSJE6patapq1qypkJAQrVy5UhcuXPhHbcqP6yztGjt27Jji4uIkXb9PzY1TBvLShh07dti+37Zt2ybp+pMiHBwcMpyblJQULVmyRL/99psGDRqk+fPn6+uvv5adnZ1OnTqlS5cuZai3evXqslgsCgsLs/VLfHy8NmzYIOn66Azp+l+6XV1d9csvvyglJUX169e33RRyzZo1kmQLQXK67lxdXW3B3N9//21rw43fl9nJ7pxI1//qLkmzZ89WQkKCWrdune6DYlZuvF5y6qPIyEh99913Cg8P1+uvv64lS5bo1VdflZT1+0Ju3n/ycm3kpi1p18at1Jtf7/n/tL9zknbOYmNjVbNmTfn5+WnBggXatGlTtoFGbrfLSU7vz8WLF7e1P+1+IbGxsXryySfVvXt3Xbp0KVc/H258jHHaiLG00Cevsqs5u/fNgvi+AADgbsKIEUNERESkm8OeZvTo0br//vv1ww8/6OjRo+rbt68qVqyogwcPKiUlRT169FDp0qVz9XhIPz8/NW3aVNu2bdOLL76o6tWra//+/XJwcMhyGHjJkiVVrFgxXb58WUuXLpWzs7NtznZCQkKu2/fAAw/om2++0b59+zR+/HhVrFhRK1asyPZDr52dnZYsWSKLxaKDBw/K1dXV9svtzU+lyU6PHj20adMmbdiwQf3795eHh4f2798vOzs7vfDCC9lumza15ODBg7ZHWt48X9vZ2VlOTk5KTEzUiy++qE6dOqlz585avny5NmzYYJu3vmXLFpUtWzbTfs5Pbm5u6tixo5YuXapXX31VLVu21J9//qmYmBjb9IeTJ0/qiy++kMVi0ZgxY7Rt2zYtWLBAH374oebOnSs3Nzdb26dOnarGjRvrxRdfVNWqVXX48GENGzZMVatW1a+//iqLxZJhyk5e5cd1Vq5cObVu3VobNmxQcHCwWrRoofXr16f7a22jRo1y3YbLly9r4MCBqlq1qu0+Ht27d5eU+XWxd+9e/fXXXzp06JCaNm2q8PBwpaamqnr16plOUSpTpozat2+vn376SS+99JJq1qyp8PBwxcTEqE6dOranhzg4OKhx48a2wKR+/fqqVKmS3N3dFRcXp9KlS6t69eqSlKvrrkePHpo+fbreeecdtW/fXiEhITpz5kyuznF250SSmjZtKk9PT9vUpdxMo7lZTn3k7u6uVatW6cKFCwoPD1elSpVstTRt2jTTfebm/Scv10Z2br42XnjhhTzXm5v3/Nz6J/2dk+7du2vixImaNWuWQkNDdfToUR0+fFiurq7Zjkq51e1udvN7VNq9S26U1v6PPvpIa9eu1alTp5SYmKhmzZrJw8MjVz8fypcvb/t+e/nll1W+fPl0IXJe5KbmzBTE9wUAAHcTRowYIikpSUePHs3w39WrV+Xk5KSPPvpIXbp0kYODg/bt2ycfHx8NGzZM/fv3z9NxXn31VbVu3VpJSUk6ceKEhg4dapv7nTYF40bu7u4aO3asypcvry+//FLLli1Tz549ZbFYdODAgQzTcrLi5OSkd999V/Xq1dOOHTu0adMmDR8+PNOnvKQJCAjQu+++a3uyxr///W95eXlp7Nix6e7RkRM/Pz/NmDFD9913ny5evKiwsDDVrl1b77//vpo1a5bttjVr1tQDDzygYsWK6cyZM5kOn7azs1Pfvn3l6emp06dPKykpSaVLl9bkyZNVv3597d69W/v27VNgYKAmT56cp7+I3qqBAweqV69ecnBw0OrVq+Xq6qr/+7//U4cOHZSamqoPPvhASUlJ6tixo2rXrq2nn35aFSpUUGRkpGbOnCnp+geKcuXK6cKFC7p8+bIsFovefvtttWvXTufPn9fvv/+uatWq6d1337X9NfNW5dd1FhwcrKCgIJ05c0arVq3S/fffn66P89KGp59+Wg0bNtSuXbvk7u6ufv362W5wmdl1MW7cOD355JO6dOmSFi1apJCQED300EN68803s6z3pZde0uDBg1W2bFnt379fFotF3bp107vvvptuyk7aVBlPT0/bvXzSHtV841SV3Fx3nTp1Ut++fWVnZ2d7yk5uHp2d0zmRroc4aU9H8fX1zfaeCVnJqY9cXFw0ZcoUtW3bVgcOHNDixYsVFxen3r17q1+/fpnuMzfvP/l1fd98bVgslluqN7/e8/9Jf+ckMDBQo0ePlp+fn9avX6/o6Gh16dJFwcHBBbLdzW5+j8pM586dNXz4cJUrV0779u2TxWJRly5dbDeQzc3PBwcHB7322mvy8/PTsWPHdP78eU2aNClPteal5swUxPcFAAB3E4vVap0gaWJhF4K7X0JCgpYuXapSpUqpcePG8vLyUnJysnr06KHY2FgtXLgwwxNOACAvRo0apd27d6tXr17q27dvYZcDAACAIoCpNMg3zs7OWrVqlc6fPy8/Pz/Vq1dPhw8fVmxsrGrUqEEoAuCWTZ8+XUeOHNH+/fvl6OiY4ckZAAAAwK1iKg3yjcVi0VtvvaVGjRopJiZGP/30k86cOaPWrVtrwoQJhV0egLvYhQsXdOjQIfn5+WX6tBEAAADgVjGVBgAAAAAAGIsRIwAAAAAAwFgEIwAAAAAAwFjcfLUIGzNmzLWRI0dmfP4rAAAAAKBQubq62rm4uLgUdh3gHiNFmsViUXx8vOzsGBhkmujoaJ4CZCj63lz0vbnoezPR7+ai74uGlJQUXb58ObFMmTJOhV0LGDFS5Dk5Ocne3r6wy0AhcHZ2LuwSUEjoe3PR9+ai781Ev5uLvr/7JScnKy4uzlrYdeA6hhIAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjEYwAAAAAAABjORR2AShYrVvcKzs78/KvJk2a6MNP5hrZdgAAAABA7hGMFHEjA/ertEdhV3H7PfjeAb0z+VM5OzsXdikAAAAAgDsYwUgR16SKVMGrsKu4/SyyFHYJAAAAAIC7APMMAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAsQhGAAAAAACAse6IYGTz5s3q37+/OnbsqGeeeUaLFi2yvfbSSy/p0KFDt7zvadOm6dy5cxmWJyYmatKkSbe831sxefJkrV+/PsvXU1JS1KlTp0xfy6odAAAAAADg1hV6MHL58mV9+OGHeuWVV7Ry5UpNmTJF69at059//pkv+//7778zXX716lWFhYXlyzFuh6zaAQAAAAAAbp1DYReQkJAgOzs7lSlTRpLk4+OjV155Rfb29rZ1Vq1apffee0+JiYkaOnSoWrZsqVOnTunjjz/W5cuX5eLiomHDhqlq1ar64osvFB4ergMHDqhBgwY6c+aMJkyYoPfff1+enp62fc6aNUtRUVF68803NX78eC1dulRr1qyR1WpVnTp1NGTIEElSnz595Ovrq5iYGN133306d+6cYmNjFR0drY4dOyokJEQnT55U2bJlNWbMmAztmzNnjjZv3ixvb2+lpqbalmd1PKvVqg8++EBHjhyRt7e3Ro0apT/++CPLduTkVLSUkprzekWNtbALAAAAAADcFQo9GPHx8VHXrl3Vv39/1ahRQ/Xr19d9991nC0okqVixYvrXv/6l//znP5o3b55atmyp9957Tz169FCrVq20f/9+vfnmm/r8888lSfHx8fruu+9ktVp19OhRTZo0KUOYMHjwYO3bt0/jx4/Xvn37tHXrVs2YMUP29vaaNm2aVq1apUcffVTnzp3TyJEjVbt2bX3zzTeKjo7W+++/r4MHDyo4OFhff/21vL29NXDgQJ08eVJ+fn62Y/z5558KCQnRvHnzFB8fr4EDB0pStsdLTExUixYt9Morr2jBggWaN2+eRo0apVWrVmXaDkmaNGmSJk6cmOn5bTFB8izuIg9353/aVXeV9g/WVWRkZLqAzTQRERGFXQIKCX1vLvreXPS9meh3c9H3RYOdnV2hfx7HdXdER/Tq1UtdunTR3r17tXv3bv3f//2fhg8frsDAQElS27ZtZbFYVK1aNV26dEkJCQk6ffq0WrVqJUmqXbu2ihUrpjNnzkiS6tWrl6cPxDt37tTx48c1dOhQSdK1a9fk4HD91Njb26tevXqys7s+66hBgwayWCzy9vaWj4+PSpUqJUkqWbKk4uLi0u13z549CgwMlIODgzw9PdW0adMcj+fu7q777rtPktSuXTsFBwfnWP+ECRM0YcKEDMstFouOHz+uihUr5vpcoGiIiIhQuXLlCrsMFAL63lz0vbnoezPR7+ai74uG5ORkRUVFJesO+UxuukLvhG3btun06dPq0qWLmjVrpmbNmqlmzZpavny5LRhJCw2k61NNrNbMJ0okJydLkpydM46O+PnnnzVlyhRJUufOndW7d2/ba6mpqXrkkUf03HPPSbo+4sRisUiSHB0dbaHIzbXkFL5YLJZ0taZtm93xbty/nZ1duq8BAAAAAED+KvSbr5YqVUrffvuttm/frsTERMXGxmrTpk3ZjnJwdXVV2bJltWnTJknS/v37denSpXTTWNLY2dkpKSlJ7du317p167Ru3ToNGzZM9vb2unbtmqxWq+rXr6/ffvtNly9fltVq1Xvvvad169b947Y1bNhQGzZs0LVr1xQXF6ft27dLUrbHu3jxou2msH/++acaNmyYrh0AAAAAACD/FPpwhMqVK2vEiBGaN2+eTp06JScnJ7Vq1Ur9+/fPdrsxY8Zo6tSp+uqrr1SsWDFNnDgx0xEczZo100svvaSpU6emC07c3NxUoUIF9evXT1988YU6d+6sl156SdL1qTidOnXKcmRKbjVr1kwhISEaMGCASpYsKX9/f0nXg5Gsjufp6anFixcrISFBDg4Otqk0WbUDAAAAAADcOovVap0gaWJhF4L8xz1GzMXcU3PR9+ai781F35uJfjcXfV80/PceI1d9fX3NekrGHarQp9IAAAAAAAAUFoIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIIRAAAAAABgLIKRIs7Nza2wSwAAAAAA4I5FMFLElSxZsrBLAAAAAADgjkUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjEUwAgAAAAAAjJWnYOTq1asFVQcAAAAAAMBtl2MwEhYWpsjISEnSK6+8oq1btxZ4UQAAAAAAALeDQ04rXL58WUOGDJGXl5cSEhK0YcMG2dvbq0aNGipevLhtvUWLFqlEiRJ66KGHCrRgAAAAAACA/JJjMNKwYUO98847OnDggFasWKH169dr7dq1kqRy5copICBAVatW1e+//67KlSsTjAAAAAAAgLtGjsGIJDVp0kRNmjTRiRMn9OCDD6pixYoKDQ21/bd582YlJiaqZ8+eBV0vAAAAAABAvslVMJJm/Pjxtn+XK1dObdu2lSRZrVZdvXpVLi4u+VsdAAAAAABAAcpTMCJJERER2rJli6Kjo+Xp6an69eurWrVqhCIAAAAAAOCuk6dg5M8//9Rbb70lR0dHlSxZUlFRUZozZ47uvfdevfLKK/Lx8SmoOgEAAAAAAPJdnoKRL774Qq1bt1ZwcLCKFSum5ORk7dixQ/Pnz9fLL7+sOXPmyNXVtaBqBQAAAAAAyFd2eVn54sWLeuyxx1SsWDFJkoODg5o3b66pU6fKzc1Ny5cvL5AiAQAAAAAACkKOwcj+/fuVkJAgSbr//vu1b9++DOsUK1ZMgYGBOnLkSP5XCAAAAAAAUEBynEozbtw4XblyRRUrVpS/v79Wr16tlJQUPf7447YbrqakpGj37t1q3rx5gRcMAAAAAACQX3IMRj755BOFhIQoJCREoaGhSk1N1eeff67vvvtOdevWlZubm0JDQ9WwYUN169btdtQMAAAAAACQL3IMRipWrKiKFSvq4YcfliRdu3ZNR44cUWhoqC0sOXPmjNasWSN/f3916dKlwIsGAAAAAADID3l6Ko0kOTo6KiAgQAEBAXrsscckSVeuXNGhQ4fk7Oyc7wUCAAAAAAAUlDwHI1euXNHmzZt17tw5VapUSYGBgXJ1dVX9+vULoDwAAAAAAICCk6dg5MSJExo1apSSkpLk4uKiihUrytvbW4sXL9aIESPk7u5eUHUCAAAAAADkuxwf13uj2bNnq0mTJlq8eLH69+8vSfLw8NCxY8c0cuRIJScnF0iRAAAAAAAABSFPwUhoaKi6desmB4f/DTQpV66cpk6dqtjYWK1evTrfCwQAAAAAACgoeQpGXF1dde7cuQzLPTw89OCDD2r//v35VhgAAAAAAEBBy1Mw0rp1a82dO1cXLlzI8FpUVJTs7PK0OwAAAAAAgEKVp5uvPvPMM9q9e7f69++vSpUq6dq1a9q8ebP+85//6JdfftG7775bUHUCAAAAAADkuzwFI87Ozvr444+1aNEirVq1SpGRkZowYYKKFy+uoUOHqlGjRgVVJwAAAAAAQL7LMRhZsmSJ7rnnHlWvXl3FixeXo6Ojnn76afXq1UsxMTG6evWqfHx80t2QFQAAAAAA5I/Y2Fg1b9lSIQcO3PI+Oj72mFYsW5Z/RRUhOaYZy5cv19mzZyVdfwJNjRo1VKNGDQUEBKhq1ary8vIq8CIBAAAAADDVxYsXdebsWd372GO3tH3SlSvatmVLPldVdOQYjHz99dc6c+aMQkJCFBoaqj/++EPr16+XJNnZ2alSpUq2oKRRo0by9fUt8KIBAAAAAADyQ67mv5QtW1Zly5ZVcnKyNm/erDFjxsjX11cXLlzQ5s2btXr1av3yyy968skn1bdv34KuGQAAAAAA5KP33ntPv/76q+1rOzs7lSpVSu3atVOfPn1kb2+fq/3MmzdPO3fu1MyZMyVJDz/8sMaNG6fWrVsXSN35IU83Bpk/f76GDBmiFi1a2Jbdf//9euSRRzRnzhw9/vjj+V0fAAAAAAC4Dfz9/TV06FBJ0rVr13T06FF98803srOz03PPPXdL++zVq5f8/f3zscr8l6dgJCkpSRaLJcPyBg0aqHbt2lqxYoV69+6db8UBAAAAAIDbw9XVVQ0bNrR93axZM8XExGjdunW3HIz06dMnn6orOHkKRlq1aqUvv/xS1atXz3DTVUdHR506dSpfiwMAAAAAAIXHzc0twwCJH3/8UcuWLVN0dLQqVKigXr16ZTlVJm0qTdWqVbMMSWbOnKlq1aopIiJCs2bN0u7du+Xq6qpGjRpp0KBB8vT0zPd23ShPwUi/fv00atQo9evXT0FBQapfv76cnJy0d+9eLV26VC+++GJB1QkAAAAAAAqQ1WpVQkKCJCklJUXHjh3T6tWr9dgNT8P57rvv9MMPP2j48OGqUqWK9uzZow8++ECOjo7pbrtxs7Jly2rp0qW2r69evapXXnlFfn5+qlq1qi5duqQRI0aoYcOGmj59uq5du6bPP/9cY8eO1YwZMzKdvZJf8hSMuLm56ZNPPtHixYv1008/adl/n4Hs6Oiorl276tFHHy2IGgEAAAAAQAELDQ1V586d0y2rVKmS2rdvL+l6WLJw4UINGDBA9913nySpXLlyOnHihL7//vtsgxGLxSJ3d3dJ1wOYyZMny8HBQaNHj5bFYtGaNWtkb2+vUaNGyc7OTpI0btw4devWTTt37lSjRo0KosmS8hiMSNdDkF69eqlXr166fPmyEhISVKpUKVvhAAAAAADg7lOxYkW99NJLkqTU1FRFRUXphx9+0NChQzVnzhzFxMQoPj5es2fP1rx582zbJScny9HRMdfHmTNnjvbv368ZM2bIxcVFknT48GFFRUWpa9eu6da1Wq06ceLEnRWM3Kh48eIqXrx4ftUCAAAAAAAKiYuLi+rUqZNuWd26ddWzZ0/98ccfthuzvvzyy6pVq9YtHePnn3/WsmXL9MEHH6hMmTK25Q4ODqpevbpee+21DNukjTQpKDkO8/j3v/+tmJiYAi0CAAAAAADceZKSkiRdH7nh4+MjV1dXnThxQr6+vrb/Nm7cqBUrVuS4r927d2vatGkaNmyY6tatm+61SpUq6cSJE3Jzc7Pt19nZWdOnT1dERESBtC1NtiNGLl68qOnTp6tGjRoqWbKktm7dqoCAgAK/IywAAAAAALi94uPjtX37dtvXMTEx+vHHH+Xq6qoWLVrIYrGoZ8+e+uabb+Tj46OGDRvq77//1r/+9S8NHjw4232fPn1akyZNUtu2bdWoUaN0YYenp6c6dOigxYsX66233tLAgQNlb2+vWbNm6dSpU/L39y+wNku5nEqze/duVaxYUd9884169OihwMDAAi0KAAAAAADcXidPntTYsWMlXb9Zqpubm+rWravg4GCVLFlSktS9e3dZrVZ9++23mjZtmnx9ffXCCy9kuGnrzbZu3aq4uDitW7dO69atS/fa4MGD1bVrV33wwQeaM2eOhg8fLgcHB9WrV08ffPCBnJycCqbB/2WxWq0TJE3MaoUPP/xQa9askZ2dnezs7NSwYUO1aNFCNWrUUOXKlWVvb1+gBeLWWSwWJScn00cGioiIULly5Qq7DBQC+t5c9L256Hsz0e/mou+LhuTkZEVFRV319fV1zs364eHhurdhQ1X675Ng8irpyhVF7d2rc2fP3tL2RV2OI0ZGjhyp7t27a9++fZo/f76OHTumnTt3Kjk5WcWKFVPVqlVVo0YNBQQEqH79+vLy8roddQMAAAAAAPxjuZpK4+fnJz8/P23ZskUPP/ywGjdurMOHDys0NFShoaHavn27li1bpp49e6pv374FXTMAAAAAAMYoUaKEypYpoz3Ll9/yPjrlMNXFZHl6XO+kSZNs/65Vq1a6x/PEx8frypUr+VcZAAAAAACQp6enDu7fX9hlFFl5CkYk6cKFC1q3bp3OnDkjDw8P3XvvvWrYsKHc3Nzk5uZWEDUCAAAAAAAUiDwFI2FhYRo5cqQcHR1Vrlw5XbhwQQsXLlTlypU1duxYVaxYsaDqBAAAAAAAyHd5Ckbmzp2rFi1aaOTIkXJwuL7p/v37NXPmTI0ZM0Zz585l1AgAAAAAALhr2OVl5SNHjuipp56yhSKSVLt2bX388cdydXXV6tWr871AAAAAAACAgpKnYMTZ2VkxMTEZlhcrVkxBQUEKDQ3Nt8IAAAAAAAAKWp6CkZYtW2rOnDm6dOlShteioqLk5OSUb4UBAAAAAAApNjZWtZo0ksViueX/OvfoXtjNuGPl6R4jffr00YgRI9SnTx89+uijqlOnjlxdXbVnzx6tWLEi3eN8AQAAAADAP3fx4kWdPXdObY7vvqXtr54+o609B+ZvUUVInoIRd3d3TZs2TfPnz9eqVau0cOFCSden0jz77LNq2rRpgRQJAAAAAABQEPIUjEiSi4uLBg0apOeff14RERFKTExU2bJl5erqWhD1AQAAAACAAjZ79mwtWbIky9enTZummjVrKiEhQevXr1eHDh0kSfPnz9fGjRs1d+7cTLfbt2+fRowYoSVLlsjT0/Mf15nf+5NuIRhJY2dnpwoVKuRLEQAAAAAAoHCVLFlSo0ePzvS1ihUrSpKWLFmiTZs22YKRnPj4+KhXr15ydnbOlxrze3/SPwhGAAAAAABA0VGsWDE1bNgw23WsVmue9unj46O+ffv+k7IKdH8SwQgAAAAAAMiF77//Xl9//bUkKSgoSF999ZWk62HJggULtHz5csXHx6thw4YKDg6Wp6dnhqkvly9f1hdffKG//vpLly5dUo0aNTRw4EAFBARIuj415++//5aPj4927typ1NRU3X///Xr++efl6OiYYX+nT5/WvHnztGfPHiUkJMjHx0dPPvmkOnbsmOt25elxvQAAAAAAoGiyWq1KSkrK8F9ycrIk6amnnlKvXr1UuXJlrVq1SmXLlpUkhYeH6+DBg3rjjTf0+uuv68CBA/r8888z3f/o0aO1f/9+jR07Vp9++qnKlSunkSNH6uTJk7b1du/eLTc3Ny1YsEBz5szR3r179emnn2bYX0pKikaPHi2r1aopU6Zo3rx5atmypaZNm6Zz587lut2MGAEAAAAAADp//rweffTRDMsrV66s2bNny87OTvb29pKuT7tJ4+TkpNdee01OTk6SpHbt2mnv3r0Z9rNz504dOnRI8+bNs92zJDg4WAcPHtSPP/6o4cOHS5I8PT31/PPPy2KxyNPTU3369NEbb7yhgQPTP3I4ISFBHTp00MMPPywvLy9JUu/evbVkyRKFh4fL19c3V+3OUzCydu1affbZZ7JarbrnnntUo0YNBQQEKCAgINcHBAAAAAAAdx4vLy9NnDgxw/KcbnTq4+NjC0UkycPDQ4mJiRnWO3bsmNzc3GyhiCRZLBbVrl1bx48fty3z9/eXo6Oj7euKFSsqOTlZp06dSrc/d3d3PfHEE9qwYYPCwsJ0+vRphYWFSZJSU1OzrflGeQpGvvzyS9WsWVN16tTRkSNHtGnTJtvjfDw9PdW/f3+1b98+L7sEAAAAAAB3AEdHR9WsWTPP26WNIsmJk5OTLBZLhuWpqalycPhfPHHzDV6TkpIkKcO2cXFxGjFihFJSUtSqVSu1bdtWAwYM0IABA/JUf56CkWvXrqlHjx6qW7eubVlsbKxCQ0N16NAhubm55engAAAAAADg7pFZsJFbFStWVFxcnE6cOCF/f39J10OQAwcOqEGDBrb1jh8/rqtXr9pGquzfv19OTk7y9/e3jQiRpE2bNik8PFw//PCDihcvLkk6evRonuvKUzDSunVr7d69O10w4unpqaZNm6pp06Z5PjgAAAAAALgzJCYmavv27Zm+5ufnpzJlysjFxUWRkZHaunWr6tWrl6f916tXT3Xr1tV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"
What is the maximum difference between Belize and Sudan ?
-71600000.0
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896
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What is the sum of the largest and smallest difference between Colombia and Slovak Republic ?
47.85
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897
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Which x-axis label has the maximum difference between 1985.0 and 1989.0
Trinidad and Tobago
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898
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"
What is the minimum difference between Female and Male ?
-2.26
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899