Demand and supply
supply and demand, in economics, relationship between the quantity of a commodity that producers wish to sell at various prices and the quantity that consumers wish to buy. It is the main model of price determination used in economic theory. The price of a commodity is determined by the interaction of supply and demand in a market. The resulting price is referred to as the equilibrium price and represents an agreement between producers and consumers of the good. In equilibrium the quantity of a good supplied by producers equals the quantity demanded by consumers.
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kP+baWvIJF+YeCFUqn1FBIIPGMhBEYyoACISu+YEkjUkMhsJKhiDxHTBQGgYWuO/3HT3540ee+8MbNttn3+LPcG7dHZRYCJElew3AlHVH/d2yYegKLiEGkxEqUW5EEMKwDW9gYISCKsdoanzr++HU3fMNV5331lQd/ARMiAyIR8Y16DVDAK6RDH2eogfBSjL6CgrEhG2vS8lIJRCEBXiABImjNjq1vQA2EoNDUOyb0LaSBhej7+4+vvvTO7952+NFH73LwYaAKTNWbLkQVjkuvsvVOaGXNw1POJGyXfwWBNXdFCUgDOWPStOFKXYhLCB69s3abN2+9ObO+feN1u748f/PddtdKt53WC3IE8giC1IANDNTm+nArX/qfXD1q7UlBwYqgs59Kq15uZrVxbs+1vV3kACFKUetHrR/9C2+/+ILK9J4jLv4mOIKLtNxNCgrGIzAT2yXHMqOV39NpEhJoJWSGTD2BhfzKZWeXs4JmBGZWgit3SUjTRhrHESoRavKGd7/r0LlrfuuKS1966YX3HHwI+tlWpiX1GpctAyarNluInoJVQV52vfVWAGA4Doo6v0StF2kApeAEQ4te+u0DN191zQd23+NNH9wLVPKlLht3ew8NiEoATOsn/olvloY3VZSXWeF0FCprV+/JxFaSeB+UjIuqXWqjRupRqWJab2WD9T/7tXMX/P2la447Dk8/gcbCKGbrxXqGZKuCKVjaF2t5L1rhzyp43ZBo9oAS5W4kUpABG4BEMtNQCU2CZ4VVDPXhb0/fc/3Vt99x86dP+vyb9j8Q01ZH91wbzUSANBpqJSHU0rDERMyjV8BXhttq9B5MadpCwxCcs8ZQEiSAmj6YqKTkoAZz1oCJ9jv51O123OGbZ39l/m9/ieYQmil8gBdoVtNGfJHFU7CSyQuxC3LZYYwao8aqISGIggQUQClpEiGx0kS9r/7cM7dc+s2FA33HnHrq9K22RlcvumeGlKEINTFkreEkNKKIUgnjLbRwUpmEI0zokYK/XdBqZPl9prbLScEEgTpDAlhr82x2V0oGBqLV1sPAoi0POGDGBuvfeeU1uzz+1Bv3eD+q3ShPgy2BDFSVvJKVVpsdEWHm7AURFRW1ClYsqgqIqmdjQhAiwwo0QZwFL5BAlZSQMgQK6q8jbTz385/d+f3vbL/rO3bY64NwZcTdQrEqmwhQmDIDjICqMQkSZQQ4bqk1PHIMdwzpTqFWpOasSKT1zB1vh7uoEqCUR63kLVTFRt2zkvpgNH0mmgNzt93h8DXWvuWyS3/35ycOOPpYsIV1Sb0eVbssVOAZDJCqpmlqjLHWZmKroGBMYBIoGcMKCMhmK9hAhHqzFpedImUo6k0k6U+vv/6xP/5+3qEH92ywPqIexN0+DRTHkoVAEyRbNVeQMlOQcaZeYWqahJI/dTwofyYIqZDmxjopSWqgbEvlZjOBqaJ3Djbf4sBzzp4zZ9YNX/uKPPMUXvl7VIoB8UnTQFUEokQUx7G1Nk3TEMJSd2PJnIqCgteEEoSoKT6XK+3yxgZDtf5qOTbw1BjEK4v8M3+9+ZTT5j/33GdOPH7attvSnLmIeiFlSxWj4JAoB280YTQZqYEQO+UYzow0WpYYsUvWSRlbpprA4iVeZIx2mbe9lxzl7VSjuAIXg+PBxKN7+ns+dfg7d9/94gvOfeSen2DhfCx+xRGgIOJMvULWaMSYrKXrSjm6gikIUStZRhlwEAc4VLvKCAn195uG/vkXvz77tC+9YdONP3rqaZizZjKUwJQBBwUs+3rDGAsSwBMCoJIbGxHEjDcRMdVMQigo75vaXt+gLMIuC13ptNIJWU+diCWwSGiEmnFcLU8TSbnK67179yPX3+Bb37zo7888+d6D5iGO4EPgyEQlo6pBwLRUe7BQrApWEKwhjU1EgiQJJjKBkcBraJj+voqxWDR03y23/ua3vzvqs8f0brMVmFEqRaaMwGltyPVUFTBxSUKABQNWAyCBjGZyajiIa5hWb6pVMwePL/G5EsjscwDDa7T521bqKI14NiUGwVoyxlTL3SVbrjcSpahhYilVorXnHnHyyY3BgctPPRHPPYOkYaxBNusxE1Gapm3ve0HBioUUhiyBVWEcC8H7RgzpNqjENjz77G3nnTu4eNHnTzm5d8stYZ1Wu5timo0AkOuuBqARAgzImrzxlwCCLO0s70+8qo9xFFPwRiLS7JG/V4KCFSzgrNNR/gwE0kZoek1TTYzR0Gg2B+uVUhVCRpijinZNw9z19zzx5G132unKkz9ff/DnqA0A6O/vb9TrUFg2neuDhd+qYAVCChaFoIEQDBFJheDSBH9f8NQPf3zJOV/daItN9zjxWGy6fqJBXJkojl01jkuwXPfeA2zMkIQAsDAFCzWAQeDs7sidrzqOFrinnEnYEefWjhN+NeXWGacIJKSqzjkikza9jQyTAUClbklqDLftgZ/YeO21vnXt1W9+7qW3vX/Pab0zIQTviRggESFmgbTmh1ebJ1rNxFsp8q/rcAsmGCMMLsXwUFlC2QmU9Ws2zGAVRkrNIRjCgsX3ffuW3z/4m/3nzZuzw/aAIipFlWmgCMoQaJCU1DmbQlXVsfEiNtsQm3E+o054gdUZaDsi1qkzX081C+8ERrS8beUU5lXHeEQYfObrIs0Sm5kVIIaNWiXKyOQDylZQLSFNp+20+1Fb7XDlWScseuahPfc7hNbYEFSCK8FrPa3H3ZWAAIiFkTQAbJ0RgeHhQZqVqZE8kXW4mgR1Zv8UAmzyoi2lJs9RFsplFkFNu7+pD2lqXRTATHAWonDwjBpefga1wW9/45Jq9/RjLr4QURVxN1ysZEhaP8+GmCNq5fQQKZC5LDSrHtPak6zAFREvIzt21RhnU9AkXCa0jOf2WRpdAAhZ11wHEyOu+q4Z6Jl++PGfL0e46fJv9j38IKSJ0ISvV7tKBmKyOkQarHPOmSQRGW44nf8gDcspwbBGNnqHCiYr0n5S6kyFkaAh+DStMxA5G3xqQepVPLQ5xCHFCy++8Ogfzznl5E3evNnexxyDuIy4Iq7sjQuGhbgV9Z7bE614K5iWrZE3f2YI5+N8HIY7T3gNa6xZsorpqIVEVSUQiKxzsD1Y743vPer45+//5W3XXfXGzX+xywEHYfo0BCVEmoa4XBIgQLLgUrZIAELu5szmNQIM8SjZpMgLS3AhtSYzYnIHhQVaqj4D8NSsx5GJjUlCYk1JgkSsMAHJAKSJ5xbedcttjzz2yGHHntK70YYodaM0DVRiGAZSIHAYnhkn8gCaGhrWmM0TqiMtfrIwFbietXfa+aDDP/nE04/ed+fNeOVFaAoJjoiAxCeJ9wDFsanVG50aOChbSGZIRxBgwZShpVNx54pQABTKMYFU0jQyjnwaWxMWLUR9AOkgXn7x6q+e2dfXd9wZ5/ZuujVmrIOeOXBdsDZTnwjIcqCX3z210upbvVYmvMDKF19HG2st2tYWUf74l1hqYYW2tFKo5k8GDUY8HdN6qltsesipX3j2xWfvvPhi/OkPGFgASjVplm0ptlFWhqur5CJFpACQAk3A5zYhQzseAFpa2DgdRwUrBu6ItoFy5mEVAjxcLYBtjEYKZfjUUIpFLz//4/9z6aknb7bDWz/81S9jxixUe+HLEKeEhNAkNKGZ57Q1gpZ+y3fEJbY/GY9jbcILrFVFW1qNSGwmgokQVLnsq9PNmmt//AtfWGu9tS/66hlDTz6K5hAlTRkcMKKSNoFAWVEubTkRWnrVCOd/9sMoYiKmBHnRI2rPUxlG4KxxqgrnIAlefgm1/vtuvunH//XfB837xM4f+RCCYFovXAwipNkUCoFkvgQGE4xgubrarMz6Vq+VSeXDGl5tG8XrOO3L+lMiUtURMVbZ5WUFmGChWm+mUdS1/ac+MWPDdW+8/JJ37/q+Td6zB89aDWndOQuIeiEmqKG8VgTQyrtm03FInXJqpZT6L1g1aB7QEkhCrg5xFnROTXFRBG7UFy0oN+oY6Lvp4otn9vYectqX0duNuAdxdxBjGKmqi4igDh4qRESwUHA7rmrZ44eWeQuNFyaVwFqF5EvCRAge1vokcFSOSs6gWRt8eaNd37PhnHW+ffV1f3n22fcf+AnMXQeNJpwhF2fOBaPsWqs3QhBqiS1q6VZtxvFgKlgB5Kt4wnm3GwAghTOMpI4wWCb/l4ce/N5Nt2691Ta77XcgSoxSGRwDjtkEApeomSaxJdKQL/4R55XBBWom9giaVCZh5kbK+p2OYiw216leMXOef2MjgK1zDKNwKUrl6urgabzJJgeddlJIBq4+8yR55EEsXoBaDZAakhqSNKlBArxiqMkCeI+Wz71leSKQBJLCKJzMkAROBU0jaj2FlDWgNpgAAA0Cg3jhmd/fdvsPbrrl0MOP3O3wozFjNZ25plRngKpImQIgSKFwWeNByospZDeAgAiqkNY9MqpMG7UZ7ZAYR0wqgbXqaV/n3DPFBCeI1cSo9mD27D1POH7Ht+98/tfOeumh32JoCP19JiQlIIot0gbSJmKHkGoQ6rg2WUpX4cKaTCx1Es3n2qwEHxkLMKFajpAMIK3hhWdvufjil158/rjTvjRzk80QVRNbaXLsEQE2Gy9M2gqMYFCroR1JNizHoQB6rUxakzCPfHv9t/hyW/UjvkgAYAQAebYekgz5aqUMbmzxkY+s+6Ytr738ys0e/tPu++9X1mmoEoLCGhgraZ2tc5y34dFWYIMCxewyuVFV5K4AArEkniObDixynADpwC9/ecXFF+/wnne/48Mfwew1gzdELmLK/FJqgNZKn9M8LiLABA5Z4J7RQCStLpytLSL/qwlEcQ+sYAIhtGOrBJBsgJhKdTqoJKXpMJWerbY97tzzX3rub7deeCH6BlBrwjcADw6IjZI2hgaQlbVt/RJa8aUTa3gVLIslY8iJiBQORoMESTkGtO5QRzp49zVXXnfllYcf9dl3HHoE5sxF3MXVHo4InCveSgit8HQoQVnAASxgD1aIUgBNhtC+CS+wOiuHLsky47NeK69qj7X/M4tiz5pS5DtEYAQDGZKkCSu2ispMUIzu6fPOPXvjjd9w7SmnLfz5A0gS+HqqzQAPRqmrMmqLBJisQ0lhFk5eCIaDcWwVSVJfiIG/48Vnrv7csS/9+aljrru2Z6e3IUSwPfDON31KPhifTWKssJLZE3lrYB3ph8p9WUu7HSbWmJq0JuGqgjNXZ5Zb01KQiFDiclOC5VggXDIICSxts+++660997prrtju+fe840N7WQVVrPokSTUqVbLfy6aU4bXCQsWaxGhAo4HYWg5A8vgv7/v+jTfusct7ttz7w+BScF0m7goCw3DGBqQCT6TElobTlvM+mQagVpvgzDuSJdpPdB2lEFivhSVExqipyQBQBomSzzsWggmGxISmr5ZdGjyRMpNWe5LaUFzpmvWut33hjevfcPlVf3/uhX0/cQhmMMWlqFzJanLxqJDRQlpNUvKwGA2IGekgFv79ru/d9tvf/PKzx32+a+PNwVVUZiCwAo1USyVieJWGYRaokhAxQ0nzTEGCQMWQmrwHnVHirHMB63J7dsflkJvY4hatAxjd4LGDldzoMUOAAG3bhSDEsfX11BlLbGqNZmBLpW6UuhGVsObcecccy8pXn3/+0GNPgAk+JQ1ZTkar0geQDbmsX0Z71bCddLZ0xX5iOyzGP/98cC1xjbKHtMILVAM0kAQKAcGjb+GiP/3xlosuevHZv51w+pldm22O7mlSqoTAxkIVpRIpkGow7Bi2LVGy4B2ljiCefGNEGF9F+F4Pk0HD4pZUerViGP9yPalX/f4y/pM7BCjn31PY2GbB8eW4ooAxDAXcTGgNa/bsc9znfnPnd8//2ukfP/TQDd7+LpS7QDZNxPX0ePFqhUEBqYExyCqA5D+vUEEAWXScChC0lZYxCaalcUTHQGrFpWfvOv6X8pcEaCpkGYSgkv1JCMJsPWBAjGBJEVII0ExQrz3xy5//4Lv/sd0O2++yzz4oVxCVQCUyhhnIC61DAUNxNhe1c21ag79V5G1rulH7AAAgAElEQVREPSJuF/mg5S/XMC5F3IQXWP9EgVr56lXmMFhCRmi75YUOPysBxMGWLBJUqtv+2x6bbr7Fxeeet9Wjj79/v4MwvdcZ62uLbLXLQ5BHKfOo4UggIrOMA30V1bPgddE+4cPFYTvjBdqXyDGANE2tM7mIMQzAQELqI8dQRfAY6IfK/952yy/uvueIo45cY4cdEZVhDGBUKU/HGo7vG1FtfVmz5qj341L+vGaK0bySoKUBUg9vLcBOEmDW6t1v2fbEs85NB9Pbv34RFrwMk9qSAEMmNCRNfCKsVtSmrKkJypIXtlVq1XJom40gZdLi+q5oRsaAc3uZZWkPhQQSTylbBcQA4puApH4oQlo2gloDjSbqCfoXXXzcp/uff+LMC89fY/sd0UhBBLZN78HWSytGhvJHlr61qlrXrEKKAb2KIehQUgdBXAlRD8TauevvfdTRG226yTnHH/vKQ7/G0GIM9RGJszZ2sWajFRSgHkFaCa2tCVfQLqVbRMePDZpFrrRy1Tvqry+JAIHyJu8qIUTWWWjZMpo1qAdS+PrTD9x75vHH7rTjdvt+7hjMmIW4hN5esNWgUakiYLa2VcmolVeDwBCeejJrwpuEnc7EZdZpGMc3bYLERqWaUrlURg1ABeUUSLb++D5zNlr91ksv33XXXTf78N5oelSn1ZK6654lI6Z5AeV+jNZRSl4DXkboAgUrBB2O+ZNlntqOokCcr5wYSQNbC9VQq5vYgUxYvMD45t3fvvHJJ/949LGHTX/jFqAYXT1QA2OTxNu4JOC+gYFp3d3Dlzf3LQh1xKxPHSa8wJroWMQKiCAVjRxBISrc06W1ZO473/HZNda68uzz/vzX5/Y+/DB0Ta9ERjQhcllvk0zP0hF1kztU5kJarWgUgtxp1S4FhOF1laX+iWbuLGZrAUGzyV4QAb7p+1655qLzZ/dOO+LEE1GZhulzkADkFCAyHNtUmQjd3d2trfhsJ9oVHaaghTSpDniZBtD4TT9nwBrYKCCyJKTqNLAATJXpiKtYfc3Dz72Agr3m9LObjz2OtM6NfpsOUQikUHAAB0hep03zH4RagPMAiIKxobX82lkYlnXEAwpmciArEkAIzQBhqpSxeMFLP/vp+V/83Dpv2ODDX/gi5r5Je9ZqeKflHjUO1tXSFDBE1Eh8CGGJkcvD3rMpRqFhrUoIsAoNiKyFqlgB1FrbTJqJTyNr4jlroa9/ryOPeeT//vgbXzvnk58+ZLWt3poVgACXKDc6On5Q2svX7XkYk2xaWoUQWCHcuQqsw+qVdpQDyi4CA6pEREnaKJXIsEfaRN/gXXd8+8F77znqyGOn77Qz2NYaFFWnISAABAmaxi5WIIRQjixnERR5E532BW4HOUytizupBJYiT+PDEuEO469fEQBAwb6t/SlBFCGATVSuRlUJ8ATtgotLb/7oPmvOXfN/brlts989su3H9sXMXkSsgY0aMDGbRMgAJjMabNbRToN4xxG1iwsWrABaYmLkAEsVafDWWgBefURWIUG1VqtNq1YFQdNaGJhvm4OXnv7l3p7eE6+8FraCUAGXyhUWwBmQgkiYGBABImNaqQ40Yus6uqnS1GFqiefxjOYXI29LqEJeSEBqy804Rrky663bzDvsM089/fQt55+HVxb4BfMtiWVSnwYvLiuxbPLURQBB8yBnFNJqhTLc17blg1CACMrU9CkAA2omNQs2Kj2ViJBWKKHaK0/+7henHnfU1lu/5YBTT4Mrw1XAlUz2ZS0CW34LIcBAhlMdgA7rnrFEF+ipw6QVWCusTsNY0+pjQsoEY2EZlpWYwQyVPEhewJg+A2/Z8mPnfmXmumudd9Rx9unnMTiIwcVGYdlQgARRg4ZJFcqqDOOoBHAhrVYgw6dypMc0qBo2sXXeNyLSsuEsuYpDirQf85/68fWXff/aK7/4uS/suN882DKiEqwBKwik2b9A1tNrBK2ortyPNXV1q4xJZRJOSKijPmTWbkABIAQYQoCqwLElWFUFRAO/75BD37bFNhecddYH9ttv013fzVEZaRPsXEwB3lmQpiJk2NFwxHXBikF1Kb3iVPNpIQ3NsjWaNtgYDAzAKLSWPPf0jVde5phOOfvrWG0tlHskUXYR1IBadRoJSmE4lWqU1GpvkUQ7lIxWCPwUYsILrM5lsCXVxRVWd3SMoCwIEErIgta5JcGCb0ZxDKhKMGKVKSEiW2YSLofurbb4wnnnXH/2Bc889Oj7Dvs0ensGYsSuO60PVstdUMNsAcjS7q6C18OwT330up14ScrGhOaQCQpREFAf+tsv/u9t375lp3e89+0HfhLWAQSxXDLIHFZKUAGRkghk5OzSSqtqBTF0jGLuMBWnFpPWJJxIjJIpDBCiyCqCSkoKVU0TnwQJQOBIyGHWHKy1xsEnnFCJo2vP+YrMf67qaxEaMVIgqKQgBpYZ1TBGXTkmPQoItXML0FEqTxliVCGJsRbGYNEC9Pf/6Kqr77zje8d9/qS37/kRqEXcg7gLJoaQJwqZ14JVSQAYZTMcr2A77828wEM2uWXR7VP1AhYCa9XCSgwwKRtFlsGcEJochCiEFEGMMWTYRbZi2AGGXBKseou4Cxuss8txn952xy3OPfHYxb//jT7zZ1tyALyNEkBaA3wUhbR6/SiN8mZJCKk1jDRFXx/6F2No6Pqzzlq0YNGRJ33NvXln9M5Ed7eI92xSct6UFA4wIS+yx6SGxCDk8VydkYOaN5pvR01onlSIqZh6NeFNQv5nAb/j1x7Mh95w6Y8WooDX4IxhY6Ca+pStMcQhqIIi4yQ4ZiZHoGjLvd+//npr3XD5ZVtus/0uBx2E7hmuqzcAqmRsNCKnP4v7GHZ9yIhY7Y6QoinHsgbJ8HqctGQUZQKD81ItueiwzKgNIjSgzSd/fv8dN9+24/Y77TbvUFR70nripnX7JKE4BplM6rRvPMl65kq7g+6SZRg4/+KSw3zqXawJL7Aw1vWwxpJWsZjh9wQ4sABETJo5QshaBqCqhijPbjZQijyI4yqz9Gy33dFz173l/Av+6+sX7nXIoVgjMd09sOUgXqkkYAlNI2yE2RllhHwFPQAeEMACZrg5+ng6RWPNsNtaR34qAEFtlkouhOAyzZSsR3AwHsKwRhEaYiJCYxBO8Pfn/9/37/zjo3869IhD1thqR5S6EUeuXALBxiUFa6uTqWoWeUfIBJ/JQ1KWXCWhjo6q2VtVBSgLr8vcWVOHCW8SZgEsy2Qcq1cZ1P6nI2PW5CJ4aVdHckUpBTyspwi2CldF75wDzzx7rbnrXfjlMxY/9hhqg9q/wKBJaKbJYMk4Zx0zp6k0at6OGOQj0w+nGJ2zxYhHVnZMM0nC7WgC0dSCvXjANJMmVI3x6JuPxhD++syNF164cOGiIz9/whqbb4lqF+IIhpXyZB2gM9hK26+Ht76M25EAAmePtjN+wgTurFAmg4Y1KVmmtsgCJp+7foVhoWWwQ7WM5tA2+x5QXnu96y+9au8P//v679oZoWaCr0ZdqDfSprhpXRbklLNMjwBn4FrrXgL22QYmwTS2vChaIQXZRCACAMyUTxvwIMAowFYNAoLVwCDLkVeUIhuai4zUUEn773vg6kuv3Gn39+/0oX1Q7VXDZKNx7Y+YmBQCa0JBAhOUlDIfCozJNYAIscLG6MZm//bBNWfOvuHqyzd64uEPHDwP1Rmoe1RmuKgUvBjHUEiacuR4hEHEoPDqG5/EBCB01I0Jrfwbw61YzqwREpmQpkSJh3GW0BxEMggduOvGG353988OOfzome/aA54RVZsiJTbN+mBcdStczSeiKbtyMuHn0kwxXqZ6PB4rNPzraFYODmohMRBBAATD3nAKA1tWH8HEvTvt8LmzTifvrznlVP/QQ5AUtT4YaTbTtKEgkHFo5YJ0nD0zHHc/Rcic3K0ieCavdJF1excPCe0AAwIERuBciZxxzmPgH+h/Gc89fcMXTvrHM3/74o03znzPOxFb9PTAGQsHcFzpWTLTQFupna8nA2G4aO0UYyqNzklBR+MvgSgh95yD4ANgDKLyQF8/Vlv9/Yd9Zqu3bnvh+ecN/P73aNaQJpVS7CISaccgjmxBm9dImVq0G0nYXFoTg9qOLM0iGMzw4khaG0KzgbSGpP+ZX9xz9iknbLPNdgecfCbEiu1KOE4UXmBLI7ayLMmiLcb+QCcJk8ok7KzsMYLJMg+10m6z49FMN8jbYxKIkFXi7Z69hqQDzHabjx8y6w2bXHzZFe/c8Z1v2+ejmD4dXdMYrHlbcyb44bXzcbmQOtZkdVuMACAQtXRYuDxoIctD4GxJ1WpwJYvaQix44Z7v3farh3716ZOOn7nxW1GajrhHxURKIDTZg60m6myRGbWCmXIz6sQmC7WWbMY3WTi7UUSABM8GIgGGFQa2isp05Xi9HXY99avn/eWJJ2//+vmo96PvZSSDpAH5emMxAIRVWrpmZhQbVkNCCJpVTwdSRWI1QWiiMdB4+s/fvuTil1/+x0lnfWXmm7dCz3QtdQe1SYM0ARSGNPUNGxVnd8Uzqc6oQrVVpn8Uq3rXVhy5HsUgVmYQQ4AgzkCRkhVASJhRbqKcVmejMhvrbDTvzNMqc7ov/dxnFv7mPix6CX6Q0kbWmjrVPAsk9aqTy+X36qiqalCfImvtCAIjeHAKzjo6BsmKVysajARDA1i88On//s9vnnH62htv9NETT8Ea6yPqaSBK4aAoxSCX1dawZTZA6tHUdi/dzm5JLV7dFbXU0TvZxvNrZFKZhJMfyvKlGe0unrkZiCyBOgslBFqr9QCYfDPYnml7HnPUi/fcdfO3rtp1z723eM/70Ls6mgkoYoYyfAg2MgHBDrfmnBIYawEEqIgaImtabj3OW20zgh/qZ7Zopg/ceuuv77/rsM8cMW2jDWG7EPcmqdioElQJRJSnL5MQFJkmTCu08vpUFlUZk1Zgjfc6Df8SCgkQIjGwWX5NAAwPV+zN17tYoJy1Bk4aPurpAjURsOauu8xbc7U7Lr7i+UeffN9njoEr08zVDThteHWUwqfwnFXm6pjzdVIXLFVoo9l0cVcmoJACAiWk2nARASlqA9ZEtT889p1vXV8tl445/XRsuB5sGVRGypFk8r5JxgibFATAERgGAiLJs9BX+G6rTtYr8upMKpNwaqDtjNds5SpfJczfGbQ9UwIIopjAAjL1lNA9a9qmm3/6hBO9yM1nn4lX/oFX/oHBfhcRcUik2YqcHMEkvjGUICCOXes9wIADxXCRIXgaGKREX/h/P7/qwos22mSTfY48AnPX1aEEFOffsy4dGLLGESngGQHQQApiqIGa17rw2tah/qkyNTW1rQmvYU3selivEQIMKPMDEyEr8BA4l1m52pVXpxQAIBFKCKZeSyvlXkgQq7xJ9YMnH//rW2694swvHfDJT/Vs8WaU1JVKIVCzkXIpXsp2J63MYkGwcAZIm2IswyIVD01ZEpM0sXjg3lvvePTBhz/5qUOmbbUFHKOrl5iRsm80bFcXCK5UhrKSEsSJABLYBJAxvPzF1zulz/JrT1NQz5rwAmuKwaRsCAHDRuAIMa0Acb4ebwQITKIgMAUF2IS4i6lpVbb793/fYtNNb7j+2u3euctbd9+DVls9FirFXa2KDlMCUmhQtqwKFzOAZrNuWK0TJGnz2b/eefW10kiOPPlEbLg+KqVm0pQkGDaRc7YrboqoasllXj+mrMEkwbTUXqLlasW1pK40NbWn5aEQWBMKzVVKk+lQlIUPwYBHFYfRVp9CIwRCXIprkqhwxNahBCOYM6fcFR3QfcjN193w/Py/7/a+vaqbbolmAhvBTJWpmxSRcRDUfBpFTuCh3hJhYd9f7/npnXfcuuXWb931iMNQKkNNEIorvQAADkCtWWcXOWOGgsaGbKCWAZgHxyWtMjJTaxVjjJnwPqx2b7ZlHcmksQeH0c7KbZpHvS9BACkYHEFNImnE1jGLeiiBbJJ4lKs9G77hyC+fIam/4crL6489inoNIaWQkgg0LN2foqN24NV2c+XT2q9WEH/HrrZeiraSnIQIHiBElg28SYZiE/Dy/HtvuO6/v/sf8w4+eNdPfQoAjJG4ZKJy1nk+TdMkpHFcNmyaPnWGvG8dK7UiRVsfvNYbbDl1qykb3DAZNKyJWw/rNTOiAsnI8lUj+xEQ2OUfMxiljv+AihpjSl2ggN61UKv9+1HH/vK//uub55/9/j0/tPluu8M4dPcAKhqUDRExsWpevKld8xIE2BFSaeStOryeP6Lg1Fie/5YCKpw3ZsyKMDAIapAEsQaAeA1ExoNB8Il0W27WBqpOTX0ALz53y6VXiMhRF38DpTJKVUQRyHG+ACsgds7ZfHMaWUsA7OjGWwq1+Un65wc8KjJreb45FfTfpTLhBdY/UaAm3yS03KWsMu/WSCkhaCscHAmENSBihMYOH9p34/U3uuFb177w12d3P+jjcAyQqVbBFEJQo0ykKhBSJSaCBQja0UOGWhsjDCeiZzJLV+o00VY28/Da/I3CqPepj5xj0oZvRrbsFdUqk/dVSxgaeOl3v7rl2qt33nGnnT78EZTKiKsSVYSifPGV2gFaI0RwfgJGHaHmtbQm9gQ5/pjwJmHBctPZuYCDqsImQWHLqHSj4WdstfVxp5/+7NN/vPUbZyVPPQppwifwKUtgqCJIVtzGpA2TJOQ9fIoE8DSi3ycwXI1OuDO5euzD6AliEAwEsAoLsDK8UTUppG7Jx84E33TgMkwEVMmbZCH8K5j/4n3XfeuyCy485JjPbbfvR7HaWqj0wvSwRlahWWFW0rzmXsGqoxBYk592Em8LFnAQVrBypCCwxczZKFex2hqHnf6ldTdc75tfP/e5X96H2mKkQ8RZ0/Us7UmUVJEKEiAYaofcj+yJoMiSHqnlS1oOl9cKPWQFFIGyYlaiCOAAUiRNaxwaiSWmgX7UByGDeP7PV3z5lL889eezzr9gxhZb2dXW9rastgKbq6hZHMlrSr2csibbWDPhTcLOMljLrNMw+QzD5YbaomrESSBnTC3xlcgKkNbqJSKQQVyBztj54we/4Y2b3HDlZTs99tDb9z8IXTMQd7PGIAT2hFACFIE7i2cteYZbdiABrXw6HnvbsL0GM7whAwHgyaiKc2UdqlNW7Yo9moMv33/37XfcsvlOO7/r4wfDdSEYJNbGpUBIW7/SqhNmltk3bWlM5TJ7Y0ehYU0xFACxIkm1FNmsmqarlFEuIS7BReiZBVtebbM3H3viSU88/th/XnIR+hfDJ9DABAtmGIJljaAjjUAsxY+T/ZN9LK/pdv/XD5DbVY+zPSJlwABOYBCESjFig8UL0b/op1dc+Z2bbzvsiKPftf9BgEFURqlLyWVp9Gj11aLh0ITXdr8UetYKZ1IJrGXaHdTxmGLoEiEfmR8mdiQBjabP5EgiqoSgSFJFaRpmrxe/aZtDv/w1L3zRZ45o/ubnWPAstE7ClETwMSSGJ2i2Dp+tsWte7k4xLMvy6l0ra5hpLmMCJG1JyEAG6pBQTKVA3jcWo74IjYGbzvjy/Bf/8ZkvfSXabBtwF1xPEKsUUeRAMASLEGsSI7WQVhP5glXMhDcJC/4pmq0YUtvprgCFVJ0ja2zq1VoyTA3fiGxkDStMGhBxFV3Y56jjnvt/91x24fkHHn30HGfRvSYljMiBkZUmyJsWEY+0+mh4OV+ztX1eSUKLBARAuNUdSxWksGRQHzTchAlP3X//HdfdtN1W2+524Dz0dIMN4gqsY+J6EuLIeEliIos0r40BANRKIShYlUwqgZVlleQL+SN1rUI5h3Juk5ESyFnKzpezIAhDStYAASJEFLFDcLAxeuK5u+123PZbX3zCCTvu+PbtPvRRTJuJcm+SBlWNESlCgEKViAEE6tDotMPDtVJOv5KAgsAbdZIqWQZBUrAFXB3JAIYGf3zFVX/60+OHHXn0zE3ejBmzYKDElFp4EKHkTAIQsyIlDdDM1U5otRcafioG1apgUpmEBaPIbixpW2bD91e2Rq8ENSoGknW6IghxO/0HiAmVCnpmonf2Maec/vxfn732nC83n38Cg/ON748smo0GVC2YCV58oiJA4rGU9juv3j5yxdGfDgkIAjYOAdoE+xTJEBa/jPkv3Hj66QOLF33ulFNnbrIZps+GixJjPdn2mRndK3B5UgELViKTVmBNzTaT/5wOmQUIqXSoCXn8ASiAm8oNT2kgQdSN6mrYePMPffGE9defe+XXzlj0x1+ZpI/CYByDofWBfgNxzCbrYWxbzkQancSzAi/I0ktxQsuu6oHQdu83+yhZiNr8vl/98rJTvrTBppvu84UvYuM3Jd3TIAYBkRcnCaxmhVdJEQsisMCmME24lEwW0pUdyCTM9JpQTCqTsGAU1CrxhE6zLPuUOnxM2YdgQCT/og8QQWBEDCbnRCzPWf3dn/jkW9/60DWXXfpve+395vftCUOguFIpI/VJmsCVyFgwZ+v/pr2tMTq6pVlkadIsRSVBMAxoIEogtQe//927vvefnz7qqBm77gY1cBVrrWbOLlUASqLEWaVQAFBWypoVKoMYxkzeqX1iMeEF1pSqh/UvQDqsaY6UWaPSeqSVQi4BEHBWfpkhASkB7CJAMG213i13OPILq1/69QseefjhAz97LKIedM2AD+VyCcy1tBlxeeQeDL9Ygb6spUorFq66im/Ubcn6xmLbt1jmv3TrJZeysyfedD1KXRpKVOlGgEqWbOkhCgWpkAJk8h3OxXf2PterKM+knMKDaRxQzBuTHWo7ZToSCTGysJzmffkUhsAMw3AMZ2EJraUxNrV6grgLM1avbrDpCZdd2V3pvujkU2pPP4s0AYB6A0HKzhKkmdTymqfUfqycG10QgnWWpGm1Of+pP5535ukbb7zx/l88BVxG1+yaqXhCGqAaAJ+kdRCDLcjkAomGBavNW6t2SPnCybCqmfAaVsE/Ycns51FFFIa/xQBI2ba9TrnLWRRIxMfV7swzRV296Fu41xGf/90Pf3j5RZd+bL/9195hOxgLywSXhqQUxYrQKsmV/b4qZQHoY3LT5/4sDYBH/0IMLb7/v+984P6fffqoz8zYbBtUpiHuVQU5eGQlvwjwkY1BNgBmhO4neaSoaksnNHkF19GnrWBlM9EEFgE6wpvOHWVMCl4FGpZCragDyo3lpaQ3ScebXNAYBXsVCRI7i+mz4dO37vXhjTfa9MKvn/+m3/7yw4ceiojBWnJxkjatKyk4tEKiAFBWtItMW9drbXZpV08xHAPVqmqT/WFehSIrMagAArTljRIFpP73F2+76goO6fEnnYp110c8HRQJ0EwRRUgVQhBNXfBkYm2dipFnQPKI+fyUSXunClYtE/VOlw4TI6uHRZr3GV/yMaXjZYYNGSYwg0eE/dOwzdj5CWzLFiJkacyWwQiWELsotyitQ6XS9aaNTjvvLEr6v33+mXjmcdT60BiMrKVAAtOE8XAJOCCrdKCAKEQhAlEEHZU43ZE7DRGIIJXMbxQgHiFAmmkDWaZegKRNqMKn8KnW6qjV/3LX3Zd87evrrP/GeSediXXehGg6bBnWEaNkwYqY1AGOHGycKX3cefiqrXgPalWnGX4QeKntBQtWGhNPYHVOhkK5qCpYTpbjJut0PA3n/+Wiv/0tNsoMYxGXMGe1D332qLXWW+e8M08b+sNDaAxisJ8kbdSGLOABhiEYgKCaGVytbB1CW0y1f7qz1CILHIOQ+hRQVSFo5Kxm5V6MsDNoNBBSDPRRWrvrlv/P3nfHWVJVW6+9z6mqe2+HyYEhjCM5g2TBBBgwAPoAFcYACJJ0DIgKKIogGUFQQIIooIKfPp/Z91QEH+LzoQg+RnJ0CJNnum+oqnP2/v44dUOnYQZmoHvo9bu/6tvV1bfCrdpnh7XXuf76K688/PDD95/7IUyahkqvUuRFvUBVFELqWIXUK9SD/YjXhIPJGifHjDaMtZBwbOAVEaQSEZQQd+W1etQz6Y3HnrDZ1tt982tfe+v+b95h//2xyezuSpdzWWzjNPXWGnDBpwiBHjVblFtWwxCg0gpcPTiEgQoHeIsIMN7lYjmXvMQG3oMTEFBrYOni68/5UldX+ayLz8e06cgE1oLYwVtrRaFSqNSHWJIUQz2kcXGF0Y/1/7l6ySHN5UskT/Bygk0uPi9X0DUZ5d6Ntt/lE5899R/33P3vV1+J555E3m8bKyjPStY0s0CmEPUbovaHdsNLMbmGR7BlAqilkFFSYwwDCZvc1WEE1aVorFxy/71f++Lndtxuy0NPOh69XTAWE3sBL97ZuCRgrwqm4IwXDZBUBHvj/tPYwrjBWheQ53uNZvDqvzwgNjLl7swBLkH3tGirnY4482xv6LtfOQv33Qu3EtSPvAqCT9VlhRSehElHCQCMwEih36IEJQaxFpQCsdAIzIikloXAVHMPJ5FNZOVyuP5br7/sG+d9/tD3H7jzh4/C7M0wcTJKCQx7JooTD+6r9TObIuvUehXJ+2b94ZU6p8OYw5g3WKM+xTDKzdOLgkJziAfAVsiieyKSHtjuQ04+9bX7vOH800//13//AWkfpJote9ZYKpJG3K6ZtPOPCgIE3EotBdk8eIUHwFyugIxkOWWeACxdwv0rrznjtOVLF33xaxdvtM/r0N0rAoBEnQCebcPnAlQq3cVkEMFUDbRL46ZqbGF9yGGtkc16SezbsMPAmB8bBkFVmRADHrnCkjXewTvD3GO93eywuUdtNOvm667Z7p/z33D8SXGljL7l3DPRGXhC0rRcaFLug6ixKRSXuXDDCkYrPNQwwUNStaUS+pcsvesv11112Wte99p9P/AhdE3OhBB1h1kGCUi9WBPBsFMxIDu0pBcEvNYRK2wc6wzr21M0CsDDLcf8dR7kibTeW5BRtsxePBhxxdpyN7onQ+3UXfY64TOfXbh02dVf/II+twBSleULmXwwU81SGK4AACAASURBVFAPdWF6B4G0UllNiYTi0nkRNfChXulTqzn6l9323eu/c8WVxx57/L4f/Ti6p6jtQWVav3AOmwGp95FJAFbVmNgSiZOCKoEmeQEQjPtWYw8jPkgiEpbhS3XOhTWq6pwL23jvOzcOyLKsdR9478M2Q/8lbInmrd/6/BacdwBExbsB68NYKSLDyYjrSK/nvxJrE0NtFsLJicC5cBnh/Vh6WgYxj8KvDAOxESKGGhYT6OAxEBmUJ6Ayibbd8dDPnb7JzI2+/sUz6k/8k6MaN5ZFUoU2IA2oIs/JO0iead7waebSgh/vPIiFscLVMiB3KTTPFz2GxY9e++kTnnvwn5/85tW9u74R0g2e6G0JQK+JSyCGiU0U2AiWKMSVUVAPLO4F3z6FgbyqkfDSX+1xjIQRDVb4nlpfmLWWmb33RGStzfMcgDEGgPeemdE0QHEcq6qIOOeMMcYY7721Nhim8Gnee+dc2DKYsNbnqyDPnKoaYxTKxMayDBFYGnO3UXhkmGEt57kH1JgmUXEsj/MMJjWkTCEHBRd4C7mHxBVEXYi733rURw941zsvOOfMv/76P+AaqK1A1g/yUIWJ4MmQgXfWsLFcb/QDAmO8hxJ6yyWLasXXsPTpBfffc94XPrP1tlsc9qlPodyFci/ibuEokPGNgBVWiZRJOZiqguiFlp0quhqVePSnP8cxFCPmsIgoz/MoigB471WVmZnZOWetjaIoy7IoiojIGBNWtoxRMGTcFMUlokajUSqV0LRu4b8CI8ZaCyBN0yRJVJUMoigIqpHzzjlXjips2gf2wp7ulpO1jptwi3BnaGok+KpExMxAUKGicA3RajRZJ1jTrP+aRK/aPFk10NDCIkAOgC0RIKly0gPvtjjgbV/Yfptzv3zGsw8//paD3hNtuQ2yDGwQlUPWKjam5uqRtbZkVHLiJFMpgSmtgRtoLP7NdVf/855/HPnho6fvshfiCqJucAxDBNiwW5KOHH7H9zywm1LXpeLNONY1VnV3th4hY0zwgIJ9EZE8z+M4bm0QjE5Y5nkeXIawFBFmTpJEREQkPJ8tZy04ZXmeB2tlrc0zB8B7LyrW2FJSAoVCVOGMhDkP1tX1WCsYljrNbAwRKSBRVDgjccxjPu6gtkVQsAdr8LOQe59znICsVHodWXrVZp8/85xqtfqty7+OpxYgzcEG1RoMa5qLUGIThmFYB3EuK1v2K5ahugJPPnbJvHmLn33u45/+7PSdd8WESWmUaGRhqciaK8BazDxYHFNHrw8FqfngWDXdq/Z24xhLGNFgBacJA9NPWZbleR4sF4A0TWu1Wl9fX9ggOGWlUun8888/+eST8zwPGzvngm0KdqparYaIz3sfx3HLioUdRbEFwRjDxF68Fw9F8LAGRU9j6m6TYvJgEudTQNOsEd6MPt7D85LIOl5UnBcIYSI/BxYwAcbn1qDW6BM45sh2T0JUxqabHzbvkzvsuvuFp3/5/t/8FstWwDA0RyVhExkkaUMIljkieFRXWOv7777j0s+dvMdubzzijIt4m11QmQwTJ0nJMVzRvK0gVRJP5IH29BcD7w8NKn3NX0nBABGac/6M7iFwHE2MGBKGsK7IJakG+xVWOufCFxz8JmYOwWMI67z3wQDFcQxARKy11Wq1q6srfGx4E7Lsrb0QURRFqkog8cqWRIWInHPWRuLBFsDor+sMbcopiO9eHCCqygaAS2Lj1beEOccwKMRinT4LKQwxqfPlcjcA8Z6NdeQtCJNnvO4t79xhsx2+c/W3l6xYvvf7Dnc+tRMm1TMQw5bKAlgIshSu9vvrr/7Hnbd/6CPHTdx5b0TdEEYl8c7BEEI+nUOM5zXQ1wdZqcJySbBW4Zswg2b0aWJdRuXjWGsY0WCF7885F6yPMYaIqtVqtVo1xsyfP79er++22269vb3OOe/9s88+O23atPvvvz+KopNOOmnx4sVouml33nnnggULtt9++w033LBUKoUZcVeuXHn77bcT0UEHHZTnuXOuXC63bhoRcd6lafq73/2utzJxv/33DYcEoheYw2r+27qvGA4sEFDoQ5GQ0BNVBq3sX97b3WMIAgclQlRsuxoPzJpb7HV4vkpQsoAwcgMxhTin8YhAlMGVYfO8FkdRljcQWcAgF0zfaMKkKUf3lH540433nnb3cZ85DXFXX8pLUy1Xosll9Dhg8bIrz/zs9MkTTjzjq3aDjdAzAUqwCdQaY7WpseeKqrEhhdW2vEQRFKoWQThas910XGEFQkQ7bqbGDkacTbvlOoVlqVRK0/SWW26ZN2/etttum2VZo9F4/PHHb7jhhgMPPPCee+45/PDDjz766E9/+tOf+cxn0jT917/+9aMf/aharR5yyCF33HHHVltt9be//W3evHlnnXVWuVy+9dZbDzrooG222ebhhx+eMWPGfffdF3aqqi7Liejb37n+65dfNmvWzKeffnrxs0tnzZr117vvylzO0Dri/7zjyfMuvOC2n11Gvm7Nak0g3pF0J0AYLKu37FDcGrDkEdYPuopoSnh59UxwyD0a//3n22e/esNp06fEKDPKhBLDEiwjMmAaPIoMEGNS+OaedOC+ZeBxtM5i5HNYG0sPJqhBbsJvsIrIwTZEYo4JuYGkWo/JOghUS0igirwfJOnjj/3yF7+f/9CiXfY76Prf3PHn+Y9Wunrf9vo9Dt93t59cee4Br9l077e/FRtvjqic1vviUpkQgW0oQYLbnpJpmimgmCwifOOkICKFCKDNgcQgVGe5Zcm1maof97BGP1ZVJQRgjAkZqyzLQpZ9+fLlhx122EknnUREJ5544ty5cxcuXNjd3f3ggw/efPPNf/rTn/bcc8+jjz7aOddoNE499dR//OMfDz300LRp0x588MFtttnm3e9+9w477HDYYYfdcsstb3vb2wAccsghRxxxxE033SQiRBQlVry/4447H7j/oSu+edVr997TNbKttt7iM6d88uyvfhVE1qCRVru6LQEw/dLO+q4K2iYOQiEEXs2lFlOGDn5Uh67hYhIHAOCmqQIQDIcjZaCK5QwXb9L/3d9fNG3Dnk033Xz7WXuUMdmim1ExqCTojlCGmKLcSKIkoTQamvAIPkWaIM6RAWphGsgCNU0Bai/D8aOpkLCulgCAMFFYk/CprLCWKQt6enAgn8MzlElzVAAS6xKTJFtseeCrd/Y/vevweed0zdqqz01fVKXv//zvv/yPX13+5Y/v/bod0FgBsRDESbdKMc8gAA/PZKSp69z0uoscfDOFRU0mKnNH6F3YJGoG763txjEWsMatOTNmzPjABz7QaDTK5fJXvvKVm2666fbbb99ll12cc6eddtqee+5JRKVSacWKFaVS6Ze//OXpp58+Y8aMWq221VZb/fa3v91yyy1vvPFGAET07W9/e6ONNtpmm20uvfTSJ554Yvbs2d7nTMTG3Hrrreeff+Hee++V556ZP/KRj/zsFz81lvM0I1Pq6ir3V/ueevYxnz9tIy+cF+qZz7dUCLFRGubR06KONGQ9c+ca1vZ76nwfRnTSYtqLYLA0lKdYQA4+p4a3jQaviKamE2fj8SV3L5z/4Pz7/zoh3mD6hFdtPH2rTaZtU+JYEaWNeqVc7rCxRVCj0BWNhU89/Vgcx3FsVTWKjBdnDDmXNWV8tUPPFwMmm1gHIEXn7kgBFBQnTyoEJSVSkIN4EpPYLsOJd1kjzdUk3b2b3/nIk+WNNl/cH1V6N8waeX9aTUoTJ26yJZIE6FUTeYU1JqQK1DXUcmyshxgwdyahOkuEgw5yGOe3ddhjvgnhFYU1NlgzZ86cOHEigDRNjTFTp0594IEHtt5661KptM8++4SCS71enzRpknPukUcemTFjBoBKpVKr1fbdd18ACxcuXLJkyemnn66qcRxXKpW3ve1tgS1RrVZLSbJgwQIR+fCHP+yciIhhmj9//uTJkwlMxJmDc9K3sv/Pf/5Lo/aI8hIxjZGMlAoGr8FqmbbCwA0xbcEwhb92vmcoQJ7gudB8QlFMB0BCAFFUiVLqd1G1LotRaiSJz9JlVY80rS7+13NPPPjoxlMe3eJVO8/ZcKueyiQgb2uvq2EKUij1Bx76+0MP/4OZo9hUq1VARETVR7FpZmVaghCBUr9O3YfiFIXEM4RECEpMikgMC1kPAMQqhIy9V5M3TG+lTL4frGp7HP/zz/fdt7DaV+me3kgdUzkiWbKk76nnluy6dS9KsSf2DtYBrKBMjTARkJvgz5JxKMIBM7rLMeNYK1hjg/X4448vX768t7fXWlsqlZ588snZs2fneU5Ey5Ytmzx5soh0dXWlaUpEU6dOXbx4caPRCCbs0ksv3Xfffbfeeus5c+bccccdURSJyOLFi5944onJkyevWLFi0qQJeZb93//93zPPPNPb20WEWq1W6u76nz//70kfP5FA9VpantjFbLu7ew868N0kC9QuF6RDcysEHTbnotBh/KjnCXkGoB1xDBydSeEJvj1wt4Z0FiB1GVnkqOeoplj2s9/90OYTEuKdt9pzWs8m0ye/qjeZlmCKRU+Mii+0jJvhCxkArFDiHbd7zas33bCclMDksjxOYgsj8LlvKEnzyCUYZyWQ0uoZ5xe4hFoN8lUkHhpErBiwIAuOPQefyxNyUk/GIIrJGPRbOAfK/WTXN/Mv/321xDNcrgnlLCs3mhjvsNkGLhWbwDBs4R4piJgJEMlztgnAICfgMJf8AEHUcaynWGODtWLFimuvvfbTn/60iFx44YXM/M53vvPBBx9k5kCqajQa/f39fX19xpj999//a1/72hFHHDFp0qTbbrvtE5/4xL333nvooYd+5CMfueGGG44++mhjzKmnnnrXXXfdc889SZLkeW6tfeCBB4johz/88cEHH9jb2z338CMAzJs3T4Hu7t5ajv6+aqXSzRwnPMmjrJDhDM1IhomGNWQjGbihCY6m20MYGH4wQZpc72YkJkDQHqAea6qub4K1DfT/6e+/i/te9do9Dtxkg9k9mGHRzSgxyowKo8QaQZuEbAKCUxh2ocZIz9TKRAOqaz2JALB6T6zdxjbT8M1EO4kATCzFsa39JQBQ07MrZNqhbW4HkQk6yia0IqtqxJEiS9NyORY0llef+deiP/x6j2nxI/UlVakmxFFtwYY99bt//d1X/9u7gTIpIzIwpvj+1ICI22l2MvAKEbAnLvJowdEcbL7CIY021ts41gxrbLC6u7t/9atfffvb306S5P7777/55puZuVqtzp49O4oiZi6Xy729vXmee+8vvfTS/fbbb6utttpss83+9re/nXnmmVtssUWe59dff/3cuXOvu+66hQsXOud++9vfBpZppVICcNttt+27776XXHLJeeed8+STT06fMvn3v/99lmVRHFtrEyCOSytX9BuAEEcI03aOWMvSYshvJcvNsMl1gEZIvZvORLsOTLcPqRWimdwtKukChGer4dJeO6Eh1TJ3zZm88347HdjnFyeolDEZSAgJISYwAyrIPWLbnNWmU0gdJuIuBjvvLNmYI4Xk6iKyWmilF4rpHe8HzDqxdl/NK9/pToo06bAKZVhSJjApqxKLd33VyGg56cHTTz374L3XXP2dXfc66LNfPP/cG3/yy1v/e0I5OWHuJ9603QZXX3z29f967Mgjj8SUKQDBk7ORtSUowQlMEvZAxXXmZpWjZT3HeVXrJ0akNYTvO5AbQidzFEU33XTTF77whYcffviee+5ZsGDBXnvtValUKpWKiKxYsWLSpEmhkTDP86VLl86YMWPlypW9vb133XXX008/vdVWW2288cYtstUzzzxz1113xXG85557xnFcLpdFxLksjuMtt9jiqm9dt/0OO/3Xf/1m+vTpu+/ymu6eHpB4BYT6cvrVHx//xpXf+PkPLuiJci4MxPOU4DvN1rD0BVISElYetOw0WK3t2yZMBxssanGEOtJHSiBQvVFPSokgT7O+cmwB7+EZFSAKk5iKECmYCwY2CKwgtOazggIgEYh3ni0bkIdAtGhQHJHisA6XAHOHp9k0VYX9osKKs4A8YKFcz5DXsfixO//jh/9z993vPfakDXbarxFHLs5+eetvNpi+8S7b7lhpeNQaP7300mceeeioY+ZGm8/B9GneJEzdpCwZmIAIIFHkHl7BAAwMw3Tm7EY2WJ1+1njSfSxhjT2sWq2mqttss80OO+wQGA+hsbngqROFDp4pU6Y453p6elR155133nHHHcMGgUpaq9VmzJjx1re+tcWGD1x5a+0/589funTpdttt193dffDBBydJRIq00YgSy2zTzJXLFsqNehZZIIh0a5M/0LEkgmrnmmDXDBEMDDB4qYBRxpBlYHe0PiFsTzCqA9aHZbtORQjPS2tFo5GVS2UA0Kgrnuh9SswxlTzCCahAmUlRiKCECRNC9r7V0ksKUVaotTGBvOSqsCaS5hQLzciXCfLSLMOlV+WC1QAQhe9DUMzopYAnwEDZefQvw6IFt1x5cVSKPv6Z03j2ZuguNVy/xRKVxwmRYHYDpVKl+8Cjj3nq9t9efukFB3/g/XPetL9JujWKYModnfAMGBQTcqEZg9O4DVqPsSqDFRQawps4jpcvXz558uTXv/71gbgQnC8ASZIACA03QY0gvG8hiMyEv4b+xEqlgmbvDoCgAxHePP744wcccMDUqZP7q2lXVwKgXquVK5UgZRTHtu5AZIhMyKTYkcfRNQoI1ix6aHN/Bn8MCgIV0PY1WABTiovpYYgFMCYhKOAMPJABzDDhuZNOFwFoGYJgjRhgmLADS1GwTwZtGmTzXw103S9hIA5cqLB7Bw5jhQesARsP55DFAFTRXwf7p/7yXz/78Q+222mX17/nMPROR7krUxdZTdHIpS6aEsTGBC+Y0LPxO972ka03uPj8c3b/56MHvP+DNAkoKeIKBD4VjhjGGjB5B1VvRUCGTDFjK1oj1nBf0wv73sfxcmPEkBBAlmVBpCF0L7f6/lQ16CuEzYLlan3Oi0scSJamcZK06uV57mNrUFT3CIK64me3Lrjokotu/8XFEbxZQ57RWshrFEzqEa5bKIs1UzmASMeAzx0OQDP/4lp/VACtWYaL7anIbisPaiwZLVCBiFc2tjlVcusEKFfrVTJOU4CwonrbzTfed/cfD517+LStd8GEqahMBBunzlNfhmd+/p8/2WjWFjtvt3eErgQl5B6aI12OlSv/32VXL1q4bO7xx/dsuQWiGEkXYCVXNgYMOCfwLgITc/MLALA6rtZ4nmtsYVUeVqC5AwiBXoj4jDFpmpZKpbAmWLS12JIcbiDnxHllRhQZl+XW2maH7dAbbE3rPi/6BqWO5TDwnQGqQE3HETZNVTNWVYZG7Y+l9jaDz4ukucdRFe8IKAfDaHPyLg/kQAIYB8oJjpDDNxr3P/yrG2/x3p/wqS9jzmYwXYhL8MhreVQ2Js9sSRNV9hSk9jKoRBQhVum1EyqHnPyZf/zqV9ece/b7j/zgzH3foNV+H3UbqkAM6qqJ1dgSsuDPdmSxnocaOs5xH3MY0WC1pBSCLEwI3xqNRsijA0jTNKTbQyarU1D0RYCjOE4bjaRUMRYAnJMoilSkaKFochY6drSmD/AaHuELMcXhaEMmuLmmDW6zz3XA59OARlxurmyzQEcfxKm3ZACBIESrsAAJpA5W9K9Enj3xP//7/Wuv22fXvfY57P2YPBPOolQCoIIojoCcSrFABPAMATNYwuz2MHEpgQhk6fb7vnF6b9ePbvn+Zo/88y1Hf8SyhJQeElJVn0sUce7y1czKjpuqMYrn/3pbPlRIXQXh0CzLyuUymvFgUENeK951nmVJUmk0sqQUi8BahoJMMwIbzObkNb7z1jUfOqSfB1qilvrK4MPoJAhQazEIvMpfX04oIBQ7wMIWSW9GDSmTi/J6lOZo+D//4Ed33HHHkceeOGP3XRBXEPXAMxh9fXmpZKOY0qzmqJax9Ee+1yKHJSQREoZYkOTEAuqaCEMz9n/DMZvPueWa63509gX/dsxxmDHLa5XiCtskVsB5w8NenMF+1ri1GrsY8e5vRXkhKnTOpWnqnHPOteRGg50K26ytXED4wFIpbq2p1frEeyIarV7GcNCRf6Uhdqp4LwNfg8DtUtgoAgd5CVHAIPWuv14tEVWAyDl9buF1X/7S3f9716dPO33GHnuhVEG5K4fWfA5Cz4QoSkjIm6RiuNsX5A8haFC6Mr5Q3KM4AgySLpR7oynTjzj5NAhd/KUvuaceNVLz6QogRb0Pxhg2tK4HpHG8rHh+AT/nHDN3So8H7b2WXHKWZa0E/IsHGyPOe4WxhhlpllaKmmOTmdl+tgFIs8yzuswhXUOm0VBVhuf5zMJRGmpZZEAOvulzNYvxggHu1dCq3zp3DV8ACDA5wSAnCEAx97JFlmPpkmf++pfvX3/ddjvv+JYzj0ecwESIuzxFFCGJNE2XkWiUdGeevLWCyMAkXkrOlzWNNTNsQRlYDSeApM4nSRe8R2+Eat+/ff5z9/76F18949S3H3zgrge8HX0ZeifDO5hoNY553L0aw1iVgF+gNQT+lC98nDY1IXBEiShJkiA+s1YOSEXYWBREJBSGUqQVVHUOoVzwbgJkdZbUpjWuoyVLm/nNHX8q0jxNy4Wi/Ldqt7GgOa1qk7WL5nG3DGhx3TsOoV33NCiybupza8mKg+RYtOjvP/3pH//wu7lzPzh9n70RJUjKoEjJOi+OcsuaJGH888ZGAvJQhmVho9LM3kuomoo6Imsii9AzmESwEbL+Hfbdd5NNZ1/9jW8++fiT7zn+eGQ1cBmiZK12BOACcME0IRRXPFz/0earjmO1sCo9rFaU1+I0dKJFrUIHo+rFg5gBYSpoDUwMCDED8OINsSqITMRReJxabIpAAgv/1F4qgwYuCzMxZMsXsaSBa3hwKooH/Bi4cjhfDAWfoX1RWot1C1+QLMRCTItGIaFSDCdqjXp1QsZBgMgCzFCXG3ZUq6K2En0rvnfh+XEcf+xrF6DUhaQXcReMDcefEAzHhU+qHkAEDbFgBiIbZZCMhMlImD2MiMkAZBgKgWGBZ2KYLjBN3LLrM18+58ZvX/fNL37lhOOOw4RJ6O5FuYfjUu5SEbFxGWAnMAxq03qbZNfWlW8Z42EusWBwQD9u6V5OjLarv+osVUGxGZin4OexKTpkuVat1XD2a3gQuOPV2Y7XOouXOVHFzaKkBpb9wIKmYak3qkwEeFYQkIlnC2vEiEPeeO5vd3399M/N3nTOISefgnI3ki6JSo5t0d+oACkDBAONtOh5EhMsIgCw53YOT2GghfEPFypUEoVY2aDUha6JmLHR3JM+uf32O555+unpow8ja0Bzra2IVJI4YSDNcw4KpS2OqPK61ggbx7rDGrfmjGM9BkFieAV52BwwAAcFPjjyOTGVS7FIHlGsCgeJmAh11Fdg6bJfXf2txx575IPHnDhx2+1ztVF5KjgGkzJyUgO1JIMsxQiFmqErO4eEoqnSZzm5jElhzOsOfd92O+x49nnnveeQd+/09gMoTiAGXpRsZDhTsaF8GEq3WmRCPatCbJjacESEEWjsVHvWd4wPNeMYCA39mZ3pN1F4GAUE4lgJXkhh6lWT9WHJc1i66Przvlqr1T7y8Y9PfPUWmDg9mrax2pKYlkSVePhBUqjPV1YO+6eC4q+FdIwpWkcZxnKlG0kF3d2Ik0mbbn7mpZf8+Oc/v/G8r+KZp5CnSOssaUS+RGqRt533DpWJ8fT7mMOYN1hK7dcwoPG7ck2gDBjAGoGVls0QAA5cEwHHeS0FETRldli5dOmdf7rwk/NmbfHqfzvnzHirrbDBhkACD1E4wBMIiMAW5AEH9SMSjDvXDE89awpdQUHOE9SI8+AEbDFxIqZvcOZFl0ybPO3rZ529Yv7fkS4H1Ukbfvky9gShUEdQhjdwDBayfjVpEKOQUPIKxXhIOI5BGMyo0EKVUGO2LndRVxmugZXLIfkd37vx73+87Zhjjpmw6y6wSR7HUVT2dW9i2/FxYCWQdciHGIchZmsV2aXO9CUhDnVGjqGKOIEKIoMpU9966GFz7pp9zTcu3/+At+74htdj8oyIFeqhgLGOimbH0J46Gqki41gl1iuD1WKPD8a4k7X6KHgN0iQscQ7DMFzPbRx5zlyjz9b7Ua1ef94F0yZNOvELp2P6VEyc7uo+6prkczGJBTmCWDIAsxYUMoNISX3zy1hdPhQNrtKFoFUJaeaS2AIQcV4QRRZGscGsTXfb/UPTpvz4u9+uPfnEXu9+DzbYBCsXoXsqETvDCtiB9/2qioQDtuBVbjSOlwLjju44BoIELK2ZLEIsZBQ2jlBbadKalfTp++eff8YZG8/Z7B1HH4tN5mDqTGRiyxPg1FibeyfwTMpwDAfNi6KjgIR4VU7NwKhQhwvEtBnmC+LY5k6cVyXmKHEgMRZJ2UybPnXrbY+d96nHH3r0h5d+HQufhQUkJW0YZAxvoMXnmHEDNMawXhmsoJklUCl4r2283Ic2RkAi7DylAII+aJ7CNMAK55aj4rD8ubtvuOnGiy498vAj9/vIiX7qhjp5lkS9iLrgFcpQpSgRCoxzB6TgFCYtqGTa1p/SjpCMQAQKoiAEQzChlaJ1VO0XmpyLkB2zbAwxBe6bIZBXjzjBxGnYdJv3n/qlqRvM/ubnTlv4x9sgy5EuiZAl6lkAgoPPxQGAqkpLiVCdawn+tC7LwG6qcbx8WK9CwnG8SChQ1yyiKCSuxCO2QMOhXrNaqz/26M2XfSMROuWML2PSLHRPUiUHIlImQIs2KQIUrMWUaHkg6yo8rdlEXIGH0JZaLtCqMzanbg5mTYuxlw1FsAa5gBk9U9509HG73nPXlVddtv+KRTsf8FaIomuizxoUV4jZe23pULZ0R4ZypMcxerDeGixtDunjWH0IYClRoNbIekrWKPKVy6LuCMue67/33uuuvHL3Kl6bwgAAIABJREFU/d6057sPQe90mDI8W4TpEwkMCXORAUYAghIpGNS8wUiEDQBZrdzVAMdf2hSEpoc1BISik6FWb1TKJQe2SRlxBSuX9ey226dmnXXLVVc8ec8/Djr+o6DcVHozRYTuuJBbFgKPqMg4JIc2jpcR61VIOI4XA1UlaC45gbrLpRDQRZHH4qf+9KNbrr788mOOO37P985F95SV9QxRAtOU+1JVtAny4aWAg80QZYg8rAIgP/IAwiMmrQZv1oK07VdHva9criiMiRIHVWMxcYq3ZbPBRu//xMmTe6dc9uUvuSefRJ7GcJJVRVyLFNqe6WNgDmF8yBtVGPMe1qrnPxn3s9YIpNzNJUAajZUlBtKaPPHoj665pr+//5PXXA1TQjQBlZ7eCkTBFvApjAExhUmeWxlxlpBz8rAcJO0hBB98OB3ophAGhWA88D0NcK/AnezTAQj8UuK+an+pq+TUp1laiRIyFUzsgYlf98lPzvmv31x42hff9W+HbfvG/czMWTA5NIZAfUbWAAairakM0GGtnke6dBwvFca8wRrHWkEhGAuRWp0jU4oY/csW/uNvN19z3d677P6a97wXlYmIujUqNXIQEHFo4Am+FIiacjtot2oT2IDRzC4Bfg0Pikg7jVuLe88YuVcmz313V7dAAB/HMUBqrc89VXq50b/RPvt9curM66+5pq+vuue73oYZG8IYUETWtq5Dq+98kLXCgOB0HC8Pxg3WODognn0G77By0Z9++uPbf/fbDx519Kzd34CoC9SbIxYAUdFTnuf1KIqBSIICBkmnrqpR23acKKi9R0AxO9hqg4YkkLj1GR2TcrQZUpaNeBVIyUQNl+Xqy0kZwgTrUrG2lOy011GfmnT1Jec8Nf+uQ486Fhtvi0kzi2NST1yQV1VVCVBqTWI0OucAeaVhtDm5wx2PDslutIMCbvXFjnQm61s8+EL52R2pnkBcH5ByIhVSgXiQ63/on9/66lcfvv+Bz335zFl77oOuHnT3ohSH6TTyHAAy14iiUkuzXgCBKLy21Ka0pbogrQMuJIMw4FfpIJEOYWkNc6o6cDlY6NDAGIqMBbhk4yRKHESZfOZsd4+PK94h2nyrE7509mabb/vNiy5e/vADWPwMfAqXqc9BYXrvofsN/Nf17GYaexh9Hpa2R8tBqQNmVh+K0OJ8BoBAGiRIBs9MMfRjm2/G9Cip6AhQCgGCABrsiRQegc+dsTbM6e4hBtA8tcaCoE7UCxPDMlwOKKrLH7/rT//+/Rt32nXXNx1yCCpdSMqIy6JKhIgQAaUIACJb0aYGbEscZrC/07RCwSCFnmpVKCkUCg1pblHx5IFiUkvT+jwKoebg6G/VX2DhGTW3JVD4QFMil+U2sbBdyBqYMWfnw46ZsfUu/375xfu8fp/N33EwJk6hru7U1S1bhgGMzyWKDBSNPI1jSyDxjkxb+m2o9RocTD7v4Y5jDTH6DFYbI+QpCJ2q58/jQK3XI+Lw1gqFrQqJamMtgEbaKCUlhBRMFAVJT7IgYyFAliKtom/lf/7Hj/74X786/viPztrjtejqgokBKKwStSZ5BgoCgQ4W/xro4w55UEN015mU0gFO1oCz0MLmSke6fcguhr0mg/fbTJ8HQ0YEa1USMhGmVmZtqx8+5tibb7j2oecWvv3DRyNPk65e8UTWAhQZBqDiy3ECoJbVKnFp0Clqx3IYjFurtY3RFhKOY5UokjgDJOjaAnfF74ER7gAHhPe+ZJSQGnXepw7olyyXFOTBue9fjOpKLPjXv5//lf777/vK+RfM2n0fZB6w4Kiei8A4kQFhN400U8aLPr8XPcAwqPUKBPrwHkCr9kfMUAEB02fSjru874yzlj777BWnfAbPPYtFizhLvc8b1T6IA8SwoRzqUIormRZqXE1bKwRpLduvgpf/Ys9lHEMxbrDGGgb2iDR/djwt2jIlilD+IyLDEA+XW2MJKHEcsYVkbvlzJtGl9//1ivO/NHVS73tOOAFTZ6Lcg8kzYGLvNS71Kpg4bhunwqYM8n3WJtbFTRniTRUBgMBlFw82mDAFU2fN/fwX3v6uAy/+7Gef/dtdaNSN+lI5BsOnjbxRgwEbQGBpdUnwCihE1831eSVjNIeEq4XOEGBEnYb1KzAcko4LRqq1dsDZNvN6BrlHbKGgesPEieY5GW8bfX/4zjd+++tfHHfSvI32eTNQRlIBxzAmy3NOygCW99cmdlc6PlKC2DHaQeKLszCDeVVDH/JVfP5w3dFoUysG7IdC8kxBBMMQgQ/kMYMNNpn97sM+PHOj733rqr3mP7DLO96JGTPQ3WPiCntJ83qSlI0CfuAOByf8hx78uEOwljF+QccYhrFW4SEhLV7Nv4dskYrAC8CIS4DRRsa5hzhq9PvHHrr+3LMXPfP0WZdfvtFue6JURm8vbARmsOWk7DwE6O2uoJ0Kan72gGN54WgWeTsiqc49rD147xGCwfa+GdbAGpS7MiHvafLW2530hS899eRjv77+Ojy3AC5Fo4+sJolt1KuhbDEgXzXIIiqGPFDjHtZaxnplsEYsO6933faDq1EUYr8iGnSAA3mQgIgsyEJZlL2zUIuuGCsWPvun315x5umvmrPpoaefhRlb55UNGlFXv4raWG1Uz50CbJDm4l1zj4Mv7guxKp3J9ZG/jSE9z8NglX08naQNAM1JnkAAk6iIClRBcKoKxLZkTIJpG2CT2Qd//tQJm2xw6emn9d35Ryx9BiuWwOUlZsDBN4raAXXkE1uvVlV0XKF0nWHMh4SvXASKQ3PAF6Jm4qr1tJBASR2RzXIXRxYqyFPUV9x68w1/v/3WuR/8wLT93oFM0TtVQJlksbE5RL3EkVXAOS1HTID6wLhqZcda5mstPJlByWEIZK0PL0GypkhmqYJIQeBY1BvvkZRAgq4elOK93ve+2RvOuu7qb+79jnfu+o53ocoo98BVUSqBnMA2xaMH5hwKRk4g0sq4zVoXWK8MlhaFc2DI6P98Ux6MGQzD9AErINCGz2NTcvAAxHujhlg9q2ojjpPG8qUl18DKRd/72nlE9MmvfwPJBGgPukrhCevmpMijGwFEgNg251gcYK2KnXYsV+/Ii4l4C1mE8KsWcVRBLmdmgVN4wyWFB2RIp+Ga7RRoZ7W4Ix4kKm4QViKysM2pxcAwCSZNn7X/Gz+65atvvuybj//17kPmzcP0mZI2OJ7mxMKQwIgKK3NQedDmxG2KAVPJrSc33SjC+CAwxtFBkoxMqZrVDIyKsLA1RCoGGlPO6YpS5B6/+4+XfuX02Zts/P6TT0EyAXEvolJ4vkwzA0YQghK8gZhQsFcUqojtPbKCBby2MjTaQV8fnJt7SaAtjj0BzDBGyj2lLbf50LxPqOVrLjw3f+x+tgrNrYG6zGeNiIr5WRH6szFcPmL9qvaMBqxXHlYn1l+dhk72P4eQUIAcnoFKXFFIiQ1UjVMYRtoPbaD63K+vu/b+u+/94JHHTt76NShNQDwBJgoORrhKSqFzTjt20eqqaeb115LP0NrjoJXP932txvg69AA7KwTUftveKaAEgQUc4MPE48wT0Khi0y0OPeOMO39yyyUXnnfIe98353X7ohJHbGEM4CHei7KJpJibfODxjzcfrgOstwbrlQZVJYLARWADBwLqNbDCVbH06W9ddFZXYuedcgpNnIHps2ArcAQmkAAKJRCIOhVBQ4NzeN+yVs19DejIWdPjHH5989PCXFzAS/KwD6nycWukK+qqEYGw17vfO2fOpt+77pqdHn1i30M/gAlTEEXIHZKSYQYpqRadUjR818E41hbGfEjYSTEeihHnKxyzULC2C1JtxGSdayRAY+USuAw+RUSo9/X/6fbzTzxpzsxNj/jCBbT5zth4M8S2oXkjpswW5UVQUKqS9rPa1LUaWP8KB9DGWnVgOz9rKJtpdbP7Q8qDw2Boubh5zmwQGSRQo0YaLI1MPHWhNGXmDnt+6syzHrx//lUXnFd9/BEsfBaGkDWQpVCvkrWEAHU9KkaPQox5g/WKggIe6qHSOW4Hhwe+bK34tKu7AlfH0oVYsei2m6771lVXnPCxT7z5mBNRmeokUdNVrTtrEgUE7IuQyICpKYnBYS5VqO2wVkWDeSeP4sVYq9WYFuSFJLBanYkv4J+og2umMNU8tSZWJWNLiCvomoDSxOPOPv/VG2106VfOrD73DBYthAgsuf4Vxppg8Vup+7ZRHDdeaxXjIeEYQ6t5ODTDtZ4Hl2U2toYUjSpqVdRWfuv88ydMmnjS+RfGU2egdwpytZWJUC5HPRAqKoLEnrg92ZVCm6JWHWVVDi0m0jRdLwbU7MZb1Sm+aIzIKejIZDU3VCBIfhTJLE8QwHI3AeWE09qKpFyBiTFtE1T73nz4B3fcfItLz/nqwe87fJv93wzvbLkMOMAO1iUdN1XrAKPZYI0gLFnwiblzo1U8RWMp7z6k1aNjRbsPJqR5iGCb/0KKUhShvhKSIms8fd8937n6ml123Okthx2GSTPQOwFiYK3mIAGIIAhWKjhNwwppajPJ3uRbARAerNDwQkGiKiAGWAIhH0XbdkusZnh61qo/tXkJ18SqNglf2v4JIDJwmTMxJ5UK8gwcVXPtSnqQ5dP32ueUjWZfeNFF8+fPP+T4jyKvo6cHUUywzVuWm7WQJjpntCZ0zAbUkSscN3CrgdEXEnb0ZwzKXIgIEYsAYFsonxTWKxSYOjv1B7XsP39i4+XCgKSLFP0fvqmJ1/5NFJnChQ1zeIfMw+V5DXkGl6NeR5Zi5bJfXfn17119xQc/OPctR34YG26C7okqRsFQIkswYAu2hSWipr3TostOBzQFNHNaFGhMYAoz5AS8sGQNAUTESgyCpYKEKYAYY0iUQATjRQmRrnbqqvPjedCh0ZBXczXAYBPsZvgTFfEwGEhiWwTIURnGVpIYUYQJ0xB321dv9rnzzkP/iqs+fzIWLcDy55BXAdeo1eDVO0eQNKsDXpEDHipNOUOoeg/v4aWlE9h5A4xjlRhtBmu4L4zaExEXaI9X8jy18FFooUZCECRh6XzgjBZz03DItSPYZVgYBnvkNobkK1FbClfDM0//4Jzzlz695KSPn7zhLnugZ5JzAjKECGRC/UGp/YwAACmjoGA9b4GC1srd0n4ypXm2GPlBfSF7XEMr2rZWrX8faIqL1F5w37xhdE1A0gUbHXLiCdvssOO5X/rS43ffjf5+uEaZnDFBbQaJraSpK2aXpnbhgsgUgyjQrMA2d6Wj7XkcdRjNIeErANoOBxTwkMDaJHAU3B/fJD8xKxsBjPcMk3mxicnhMulLunL0raz9zz3XXnrVG/Z/5w7vPgSVksSWo8hyNIotNg/6hTvGoRC7FlIKowYEkDQJ8ZOmIS+/7v1HbL3za266+urX/N8Dr3vPwZg6Ma/Wo66pcArixJbhoQTPiuZEsgQyxXMXaF9eiUC2KGqMB4arxLhFf1nREacIRKAC9fAC59Ex0BchgzFq2CuAOGJkDWr0Jerx9FO33XDtzd+/4ZiTjt/hPYfCdqE02UW9yhWvZhWDto4C/7NTPAFKo/6GFIKA1OUZTIRKb4OiqdvsOO+zn3/u6QU/uOxSeWZBZAh5ClJkkBRAGI1IIUoSFG6aAxUDUIgfIA80jlVhlN8fz49mpDNCODPqSTHFwQMosidiIQwViAN8SKgYgMAC8gBbuAakxlqLXQMLFvz44sv/Nf+RuSecWNplJ3TFmDEZcQRnSK1BTCNozr1IXsKLxoAbj4owmEm5I1YajU8xwUM9d3cpGbik1DMTMHjVqw75xEndkyfeePFlS269AytXIk99vcoxlOEpRPE0lD6ng5q8R/e9OhowHhKOFnARAjF1ZN4U8IGR3ooXfIq8DkNo9C299+/fveqKHbbe9j2HvQ8zZqB7gkokUGMRG4bCC4wFEQ3lPQ2Y3DhMSvjS9IcPYEt0mi0LtVAz0JZJM40+akDBY1KnQrUsiiwmTEHah4nT3nnCxx/5+W+uu/Ka9zpsstNrzKSp0JwkMgQa/gxYAAURuJNiP45VYL0yWCNWh0fxXUAIlkigDCroi9LsfWlnYwneqIEjn8HkWLTk/37xs1tv/d37PvThmbu/Fkm3kBUfW2IDDyZVzhqIS4WZG9ZmoagP6stxfQbtkgmG1AS2Ko/emi6g4tPclMqAR2/ZA5TlHPfCdUGqm+7/juM23frayy7b7O6/vfPEYyF9iLqIY3AEYzwTAEMOQDF5HXGwVgR4OADcWYcdxxCMX5qXG6FkFljmaqGW1BplU8yaVejxEXKLlCSFr7knH73xvHPvvvvuk04+ZeZur0X3pBqXUtuDqAwbeRWFdy5NSvBusGVYhRu1GuzzdQeCWmhcVESB0RkPAgBZkyQuTUHkIDXJhA1gfaqIJ2LKzJ7ttv/YZ09ZtPiZK7/8WXn2UWR9yKvwdSBniELaqUOFkSIT74tF/rKd1xjBemWwApMopK4H4eU+tBGggMvDDexFgaZmqA9T3qjAO82AFFpH/3LU+p677Q9XnX/O9Fe/au7nPk+bbYPuKaBKElWiiBXIwWoTBVtrAW+NqjYvSGBFNkFNMLOh4jVMj+JaRzur2KTUgywsi+3tmmA0Mmqo40/r/HjWCMpQAxibJEoAfMxGLSvBVEoAQyMkJbP5xkeeMm+P3XY97/OfX/rnO1DvAzXAmXc1A1+Q63PAATngwqAkCs/FBDzjGBHrVUg49kACa6AqKmw45DPaDR6kDGFSpFWIol7/75u///c7bz/4sMM22nNvTJ4JLnthY6x3SgYCbZbF2bRU0kejXO/Q3gROTGWP3V5nrbVInDqmGIDzLuqYuHR0gEOvEkHC9NYC9kxWC7YD2CKqoDRr5ze/efbGm3z32ut3ffSRfT7wQaizSRfgXOqSpAe2ELKHhwI2CmSw0TqyjhqstwZrrOhhKcGrGI5I4TKwghmwACHP66AsgkI0ffiRX97wfe+yI+fN69p+B+QRfAKK1XlEEHJUOJgm9IUoMQ2plY+Oa9JuY2g1MII4db5kewDNnTcmNghTmcajytpqczpZBhswq1cCAmHdGNi8KJlkAhth2iaTeyad8Ko5l5xz7oMPPnjUvE9g2lSUuhOKIQwgzUEGcQLrASdikCvHzKPMqxxdGEV3wysQCnYQ5SKxZA04BqLgXrko4qjWQF/1X3f+5bLzLpw2Y4NDPvbxrq13QAaUemBL8LCJARBZ02QxFTGFAAqrYB2hQPVygwe+p8R2KzjLPXNkKALg3GiURR8gWUGGilYE8Zp5cmAPAkwMSmASSXriWZuccvZZs+fMufi0U2vz78eSJQCQNUDgBByH2nAO71ltzMl4xn3VGPMe1lCZ8U6MDp9i1TAMCoRnWAKjz9Utq01rkVfk+pfv/+j2W//w3g9/YOO9dkGSoNQNSsBc71tBUZwk5TRLo8hYGJAUdHkAYBCxmqFRxrDl81aa7+URv1cmIgInUQRAQapqTBRybS/D8YyA0GkonVE7GRIB4CFq1CNnMmRiEHmw2FiRmgm833vfu/GGG15x1rmHHT534zfuiwmTqvU0KnVHauCdqHBkAVPQ+0fRGY86jHmDNaZBgA06LqKwUPL1ejWJNGYDESxa/L1LLq+v6Dv5y2dgk41QtohLeV2jKAahPKFHQ6aWYchCNBAjTMftLqs3Xr+ERQkZQVyDncu95HEcE0jEM9lRZapaoBDOgaVFSQEH8QyFEWjunRWxJlYiUUNUVss0kbbY9y0nTZ31nWu/Pf2hBw4+8qiuKdPh6vCMqESxVQANJQai0XjWowfj/ufLCgXlCkFuKWPNyZcjikFYuHjZn//y9VNPnTpj0tEXnImNp8MgJ+sQ23IFBvVG3fnM+xzqIhvV04ZQ6PswJMZqmITPF+Xy1cNqSKqvBSgw7ATu1sbWlMQDYMMREamOqKf88iHosnpSZ7QpeM9Q4kyMIBLEMGWJkpCGT2AoFckM4gmo9Ca7vObYi75KrvGdC87FE49i5UpAPZEATpCKgx23Vs+D0WawhjueQLHr/FOH/kxzMoYRz+RligcH6DbrCK+WhouqN/Cc9ZNLsWzJPT/7yY3XfOu9cw9/y3HHoZQgTtLIUpQQyCkEKJfL1sQMJmICSklJqK2Y1RTbAXccw+hAIVAzlBWa5zkbMsbkeR48PoHoaA7m22yqwMdnAF6lTcMVgUdRQBCjJkGlC+Xug446asvNNr/i7HOf/d+74JzJU+N8xIgiIzIMiXfgtVq1JPj6j9EXEhazUYZfBkg4MrN6YWZAnM8AECiIRRa6TqsIItqZ0nVy1J37aQrSaZNIFDowkGY+iQ0gmcusjRmcZ8pKiUFMRlcuIc2w4PHvffNyEfnYJReg3IVyL2wZITmrHuRNO4nObKLwhpqaBtTMgARVKQTVmNapj3B9ivUvzejuOZQGFJ4BhiEQ4G1EuWaWjDGGiJxzYpRhaHQxvzvVRIsbNTQnRARALYWWhbANIbRHsYKYTFnguRxhannPw4+as8md/++6G97wxNPbvevt6C6hu8tEMWDCBDyZS5nZslFwkECLWk8EKSDNrqZXXElx9BmsNkYYQwidI8zzjMEvl3tVuE6F58dA6nwpNrlPI2NiazOXMcc25kiRrqgmiZClp37/h5/84IY99thj9wPejnIXkm41FUcWgClapHVgDqj9JI9w4/Loova0j0W0OJFiKcg8ZQYlYhJvmBmkHs5gFPKwAAy44oGTG86u1WuuBIKAPIgAdoAi8mwiy4hpxl57nrjhBt+44IL7HrzvvR87HlEEyhBXgmRgbCOo1mu1OClbY4Z8uzx0dp5XCEbP2LV+QAgOEAfrYH0z9iG4ksmN1koGEGfBidqE2UKgjQR9aCyb//3vfOeaK+Yef9zuhx2OmXOQTANNJLVGi5YND9ukPIxxKBgS3CsoA6KUKxqPPHXfouq/HOpEymQJhgvtzzEAGg5ggiVldU1SsA1iflGERLDpjBMvPad3+qTLTz0j/+s/AAPJ2bhGdTm8wJty3G3YkHhxDY/cIfeAwkAjqCXlV6DRGs0e1liFNqdEDv6DCevIQ0Qyb+KS9FdNuYysjrwGdli24PqLzjeip19wHiZMQu9UZ7osJ0Ah4ECFoBL8i5CzGy1FtyZbNGhBAQju1f9v78vjLSuqc7+1qvZw7tC356ZpsBGUBm1QIM5MQWUUUaNBhSAy+ogBQxyIzCqKKJNBRX0SQGOIiIYXH8Qh0GpIIjI/FZGpaWToBnq6955h76q13h+1z3SHpm/Twznd5+vzqz53nzq16+xd9e1Vq9ZQw5o/PnFvOdtxcJc/s5QSQMqWunvJo2AlFUJTNUUEY2EEcX+t6pNpfYf9r5Mev/X2K7/85cPe955Xv+NwlGyaxvAeBLD1WWasGkseTsAME8Lxt8nNXX2NpoiuJywdK5m3oxEAb/N0BuwBgE1rdgwVEJyH5YQjluEyl1JIjtpaaP70z3/2rz+8ccGrdj3qpJMRlxBP09zauOQVzhQasZYthSnbUnYKT7UirJXQCK8hHtURrFidLRv0NsNqkqTEKSnV9yS6GO25jeAB4hChwSalAa2N0mDy8sMPPHHB/Bu/ef3Kx5/Y70NHY8Z0mAhJP5QMEwxlyKPCiKLl7m+T4Um7Q97uKhRKqzaoMZRAAFXuKwE5Vq1ArXLHP/7jv1x33V8df/xRJ52KviH0z0LcT6UBiICKTf0Wwur+vaH6BNPWeKckgmqGVauqTz618g9VrGIjIFfsW2wVMIDVQjp2gAeVqzXAUtIPZgyUZrzmVad84u+WPfHEdy7+gi59DORBGbRSy0cUYFiCNSjcwrflXK1bFWFNGkKJWl6bEgSEBDUhLQrBK1TAUCZv4Swk09pqrFmO6vANF3/h2SefPuPs8wcXvRbTtkc8QzRVxOJz1Yw5j8knikhgtNOi2G04FJB2EytB7lBd7Z5aWV267Pnfr5GngVp9Xm/Jrm4UmKZ9KUhgJYjeNkmneU9aUyACsVePRQuPOecTr3ztnl//h6/86fbbsXaVz1fHfVGW1SzioLdqSO5FNOnuvz5TRdcvCTsNBE8apAYEm8LC3UKAvAwZIXZ/evC3N3z7usW7vfrQo4/BrFkwBj6CSUPQl6pIKY0peAWqLxxClEHM3c9aSo1VkjZ21xxqz65a5qKKYVpbfW6kb1WE6cZG7fGDuw9UBI1BI1ApCBbwoFru+qIUsMgzRKkZSmvDw8kO273xiCNnzJn7nWuvefPSRw748DGoDSfRNOQ5ChOWYpdcwk5h94+HqWKrIqywyigUI+2y1uZS5QhInKtZm8IRG+McXOZsn0VSBpWxauVdP7z5F7f94riTTpu7zxsRpxgYVCJyCg9jSAGT9ueQGGhKGWSAiNQCXTmBW1x/KOS3UlDuhQlZXkPiPfL7Hrgr7TfDq1c98OBdr97nwAzlGIYpWJNN0FQn6uYmAikV/FwXksnDAjYqKUDGgCN4BQODNodEQ7MWHfi2U182/9qvXbX22WeO/MAx2GkXUA4zzXsYy94rGxJotYj4P0Go+K0Y2xxDb2pUqqPWRnDKMJrDGqQRobwK2VqsWv4vV1x+/913/d15F8xdtBiDszA4LWdy1GbcY4C6uM9bmdivCBlb4QA2xkkQuOTRpx8fGSknSdLf3//E0qXP5ysMSBC8VtrUdt3CU2MR/NIbfdfCAtSDlSwoAiJB5JGgbwYGp8/cedczP/tZo/jGRZ/F4w+jsgZ+1LBT57xzpORVPWjEV7tcqTllbLWE9aJpQTcRSmk/wDARGKQOtVHIatRWvvBfd3zxbz42d8EOJ17wGbxyV8yeAxg4RF4j9cqiVoLsYQWxQmEdTIbEIfGIClm4+5XQGjy2VQBmiyiOFP6xhx/1GaEWzxman9iBRx9+LEPWTIzcji7jrJbOesA19lDqCtcccAxPSMWkYrIa4COvJUyff/jffmyv/d98xbl///S5+jpRAAAgAElEQVSSn2L4WegI5eXEWnHCZGpwkUm7f0RMDVvVknBzYsLIJ6qaZ1mcJEWgZpOjthZSufPf/vV/fvLzj3zktKE998KMuaOjNZvEiQGcgnKoKBsBWxSBrBBcbGGDYbttbGF31VQdDwKIQ3JUI5A8r+WuPJqtEkfHve+kBx77n1LSv+sbXvPrnzxmX2UtrINYmPE/uns4i1vdAA14TBokrvsumKDlVMQxg9gMzQEqqKx9/Qc+uNP22/3bTTdt9/vfHvHhU5HOgInJGoBKsDWtEKWq3D0X5KWi6yWsdTuDbmY5i5TjuOSrNUgV2VqsfsYve/iaT33iD7++67Szzx7a+w01HlBJ+wdnGROBPKIqTAYSVtgQcbd4Agvqu5rhDqmGgKJTiL7QkVB1qnluQQyOIx4oleYNzXnHW4+KdChfnQ5i/iDN+4tD32+QCEgmlrG6BgoI2IMFTGCjYiEKZECN4BhUF6hN3SFec6gLbutWp83EwNDc/fc/8Zyzh59e8YOLv4Q1qzC6ik1OyExWnkGx6e4rNGV0PWFtQYwJI6WqIIE4E1mQg1See+iBL3/m/N1fuftxnzjL7rQbBuclM+Y6Y4PNckiZosRKtk2JRYLgT1tPohpkLqUQo72LtRakYENMSoDXGgNe80peTTEwnbajan++xk7HdoyUYBmx5XiL5CDbiOCWpw4U0MJ5C40jjZIBA4pABl6hJvLRtDWjDoNzMH+n93/8rAUv2/GLnzzzyXt/jepa60cSw/BuW/PO6S0JNy4EroLaKKrD/3nTv/zX7bedeupp0xfvg3Q67NDIiIv6I7IQVUOSuXJsU4cYICJlkro4yKi7iRmE3XBVEiCkWe3yZ4yCRBXKxIBYshQlgrJzxmb9fTQLKMXoz6pEMROxIe20uKPrj+CnH24iCMqCkHUHvuAsDundAIKYuhuPKjFXlQxxMjDPA0TMC9I3nfThV+716quv+vKfP3jIW/7ifUj6kQ4gtQCPuUTde8VeFJ08+ifpW4jx2Ig5Uy83LB7WZB+Ot0HViQ62HBVSgXpYHX32yW9d/IU//P6hT5574fTXvQn904WtCPdPS61FtZIZUg9RCUGrgu6iCPGlYxoPPwGy9TxIfc5RxDCkLIBzLkICmJItsVjyVmFzp0nab8kwFb5XnZuobd1o77UHS7uxP0I4QxJABKIkPq+BwFB4F75d9dDSUCVT9PXN3nOPT519ztKHHv6/V38Lz78A7+E9qSNIyIXhQ8M0biCtx/XrikvceYRVLHwC2ohIRIhYBABbE6NueMXNkHU0/kUgAjWZpeXmaV3HPYaMtK4UU8BleTiN0yKCZ+4zVQ8i71UyD4VmNa2U4Wsojz71n3d89XMXL9xp15M+cS4W7Iq+mUj60ZdyCSBnkA+WyMAbcBwPAJEF4mLp14j9xE31VWFayQCTMmnn3a/1QGv0AuUQKYcMLGsU2T5BBFiHUTUVIREY2EigICUoU/H1Lf0jNgjtLhYGwfTXAKYYno07DjYwDGPiUhCsS5YsvIG3xjt4MzAN8TT0zYoWv+6Yj32ynOOay7/qHnoEIyMYHZFKWSEVV82hOVCDOC30f+qb41ukfbTXPaS0ORdC2J+6p2fncVinLQknUtDQuIPNeSsvMocnv+ItriEFKU44J2wcAZJnLopjgQAgwwBltUqSlGCArEJMUMXyp2+75f/c8bOfnnTSSfNf/2Yk/Yj7AORMZIjCvl8RFtSi7sjaftLWqKrr9Su6DnU/OCZVIlYo1NRjnDklbQn6JaTBaLabMdY5f9LhOuZTgpi6YYcAApMp4r4ZyDNst+P7zvjbP/z8tosuuOCEj56645vexKyoUV+S5hBRicgIPABVUkWIeaEAc3MoNWR20sbGlITLrh0cF7DTCGuzoOVuBKfiltU/g6RuvYkgYzOEjSfUjJKqCpuKr/YlcZ6NRnEMyVCp4qknb/zfX89qo+de9FnM2x7VDP3TwTRaydP+khdveEwsva6UlTY6ttlAdJNBES4Kg+rhYkNIVq/gsGCwvjxsSn27vf2gv9lx3vXf/uri//ebt518Gggo+6jUB0WeV6M4AjwRyJIHBMqqpqkDbRt+1HaovqzpSNLa9qYNtYm6bQ7RCkAKE6pCGhKGACE5gCDPiJmBxMRZrRpFQHUN8uGVD9139RUXz5s9/ZiP/g2GZiDtw6w5MJEqp/0lBZiNFGfjxkqvI8fDJkdbfLv6kS3bpc5BQxcBCssIA2UWNsqxsRFFIoC1ZuZslFKU0pl7Lv7Yuef+6all13z6LCx7FNkoRtfA1SIbUbG9KgqvyAlOg6dX8XJtC5eghG0Zk801Y4eh6wkrWFpNam81JkJDuzKyjaq0bs5VZI8ptFvFX2qQAdYAyEarxoOIkFWxdvmSa6/6+pfOPezIt+3/kf+Fl70C02bCxjDWiYhhAdaWawCaVNWiEe3N1ADqXYk62tSpQdwCkZB4zTInbD1QdTUYg4F+DEyToZnHX/j5RYt3/ezHP4o/3ofVzyKvwDt4C7FOVeAsxEJskQ3AFWO7MeDDa6IxuUV8RdaNbXFJKK2ROZoExhNr0EQgDLawFiS+lhnvoT5ylepTj9/4rass+7M/dxHm7YjBmXk5j0oJiAWEKHICYgz0JdJIIqDcojTb1kHUgY/wDkPhyg9DJGoJULIUJzX1MVkhMbO3R2X0LUe9Z6edX37pJZe8+y/ft/Mh74LJYCxgLFnXcJLQhk2bFBs7aJehiprBQ6yYDJ2mQdyqCKt+c8dhsgdFcbfqVFU8gpppfQGADCyD4L0ab5F7WzJYvfzp/17yr9//550XLz705FMwOBtkyww7rd+DGVTLxUREjNyDRCM7ZtlTZF7oZO1mD1sEk43ePBOO2AuU1FAEMg6eTOycqi1F83ZaMH3OSdvtcPXFF7/63t++49jjsGABhmYBJaNpnYlyhUcrUakC9cDwVBhZdLiwuy0+6rklplrLseKlYC32noOPjCghE2UmEEytjOGVv7zhOzded+0HPvDBQ//mkzBD1VpcNv05x0ExUMnzOIoJyDOfGCQRcdOgua7Lat0/3pYwXnXVWw+2glvFfzStIqKYARDBEAHw6hVEICfexv0ZEm8Hh3bZ41MXX5r09V//tSuyp5Zi5bPIs4aqSsmE+JIKVpAHe2IFKYVg1HUqUKAeMLID2WErk7CaisLJ42HVb2DQa6oW+ZgI5WqtlCaiLCKxYQLKecWRTzg1bHxlxI6uxuiaGy//IgNn/MPXkA5BB9BXshaeECMhgOBNFANKoCQ2RcBJRtPfsa1nbYkXe9jG0aZUJWk5xEGd1djhMxR8woUtk8tjjtRF4Ag7DL7thBN+fdtPLz/3nGOPOX7BAQdhcEbmrbexNZZgFMJ1LvICD9hGWEhtLDU6V2uxVRHWeiDswEjhD6EAEQAl5LmU0qSaeWMpMZzV8sjYvijxyLNsOLExstVrlj34zcu/9KY999r36A8iHUI8DVFJDVTBChPS21Bx101QmRZ6mrFs1bE6gh62MIrnrdTzV0DBUtd7thkMqgBKxCqOOKIINadazdI5C9747r/cc+Errv/WN3Z5/JG3f/CYeN4C72qgfmLLYAXXnDfWBEXW2pHqtIHUtKpHFCChtlATnYKtlrDCBsd4I58JdQQKkGUF4tgwIF6TOELmAJisUtIKVj3xwM///f/+6EfHHH/Ky/Z9O5AgGYSJYJWASIJGkwApIku2COIAJpKteuhhHHTsX9Kwoh2jytCmypYsgWogJAMMlJAplPvesP9H5s3/3tcu+7errjzy5JPMvO1RyzA4AzVPSV9qjQe8Bxn0D6TBm2ecnkTWbem6RdBZvdn04HElEFQDjFqeM8DqDSm8g+RYuwZZBWtWfvMz59/1P3ecde4FL9t3f8T9mD4LUQJjQAI4qAM8WMFtioCWnePiPOGlRWAo2taufg8vFa2eNQQQJM/quqyKkyqgMFbZwCkWvvyDZ53T19d/1Tnnrr3rThhBXoYheKfliq/WIgPv1AnQTKTe6UrVrpewWi/w+Pk/Xs4qHGJa/QaDMgAujQwjd5VKZBkglEeR2Gd+8u+3/vhHCxftfsipH4GJYGOU+lS8GEPEHHwnjABU32+hhlgFbZypaUs8zhCsx1o91EENASqYHQjXg9O0iT8N60ICRRYEDxYbsZBzNcNC/REyhjoMzHnrKR/b/a5ff/cf/+mty/606JDDYKfBKw3NiJm9y2IbTxBirUVx1mkbIl1PWFNCcLWhVs0RhW0qMVBoTiRRauA8XlgJG/3Xtdfd+1+3H3rEO3Y58j1IBtTn1DcAoFqrxml/yFxSqCqJVQtDFwIpuJ4dpgFuzYLZaeOgh05Bc2RwywFurgGLo+HhJ8RGw/hDZBhgzfKMhKIohpisksXTZm2/1xuOGZj2g+9d+9hjSw87+aMYmom1qzFtmvHiSNhECjWtEdkAdKQCC9vm4715J5qDQ1Q8kyCrwNew8jkg/+5FFzzx5LIPnXXOLke8C2RhE0qH1BvvuZQOEogBR0bIKEeAISH2IG3G9yg8wYpwuOOsGDrSG76HLYv2NR8TGNrOVgQleCADe9iaB8FGGiPnvAbvOY5K1qZKnEPj6dM9MYZmDu2x94lnXfj82uzr552X/e7/wQJrVwG5NWQg1NwECp3oXFrotJ5N1B9laLtRSFv8makh3HrXcOWpc5ZhRVaBr2Lt8yse/f2X/v4T8xZs/4G//ujAK3fH0CwXlUAsQsQsnr0Aoqqq2uI5TS2yOqAUul0Eh2nb5enxVA8vDY0oDtbYkCLbGI5iS2ScqPNSc55MnCu8MY4Zg9PRP/2vzj7/ta//s0u+9LkVd9+J0WEIIXdwzjT0IkAwgp/g+doZ6LwlobZ6ireZKTGzemFmQJzPAFCR06DAuhK01VVJoiokDPYqEIoN+8xbw6iVYR3KL/zyn//5rjvvPva4k+bv9UZMmwGOFcYkVsFkoFATEUiDsR3VY3No2GwMwZsaP4AMII0YoU2DwHaufFFsVe7BEztzTlJ32zMqndjSvVWZRIVOo6HWIG4ObyYwDBoTm5hsAmMhiunTIbU3feAvdl28883X37D7q/Z401Hvx8B0ihP0GTCq1SrHCTO8D16zyPKsFMWb8udOGZ1HWE1Mwu8hcMKGsb9qRFAYgSoZGDg4ozWUy4ggDz30w3+6dsWKFWd8/Cwzf0eU+mETBevY3byWNeWLu7T39FYbgp4M2oZxQ2fsgXVWUDAYGiKN1DBrnzcck8743jXXLf3KFR844UTMmg3qg43SNFaYmvOJNQBGy6P9faWN/ENeMjptSbgpoUoKFpXRCuWkAoF4jHIyAru2+t9LvnvpZdtN3+G08y832y3CrB1zsHP5FJrfQpkQe+hh3WjG8yGLdC50KNnj9R8+//yBfvrnqy5yS+9F7QWQUxHJXUJEChXXV4pE8k5bF25LhBVQrUVpYg0izVOU4+oarFl++7e//tWvfPmIo9617/uPgx3EzO2ffnaV7ZtmoniceNVDD10JIgIZmGTVmho4xuDAkR85ce+3vO6KL3324f+4BcMrKSsbygk5KPdZhcGGTKcp4Dt5SbhR0chiEJcgDuzYDWNkmEdW3XDpF6vl0b/97EW8/S4ozUY06Mp++3nbKVD1mvDYoJg9lXkP3QvnMWPWECSHNW769EXvfe/Ld9v9+9++5oWlT73xXe/BvO0wbUicj9IUlQwco7NUWNuahKWKLAMU2RrUhp+/538u//iZ8+fucPwZZ/GOizA4WzmGAUUmhBaPzaSufjQJNuev6aGHqaJ4cBPBJK40A8mMeIedjz3j41mtfM0XL5QVS+FHUBv15VHEMTovWdE2I2EBqkoqYIdKGdVV9/yfG//j5/9+/MkfmfOa12FgDqgPnARlL5fgPQzB18TGLVrzjrt9PfQwFahGkYKQC0RjpkgBmrsLZozuf+KHB2750VUXfvrdH/zwjm9+Owb6QYqo40b8NkRYAAABfOXJx2+69upaec2Zf3+2mb8jBmYpp6oJBGzhHdR4ITA4Tlh6G1Y9dD9CYkcigebqvVBiiHyGDFDmNEoxd/7e73rPwpe9/Lrr/mn3x5477LgTM4EdGOQOCzXTQV3ZRChycBIRM2rVP/33r6696vK+mbNOPOdCs/te6JuJZCCHQQSxUIVhWDIxE8F55ARtpjhsgbagnrhCe+y2AdB2cyvtXcNNgPouIQlDrYkMGUViKDEUswp5TwlmLZy15/5nfv7KBx+49xufvwDiO1DFsdVKWCICoGAWEQB5nuvo6FeuvPTUEz60y4EHIU5hS7BRlvk4KbngachF1FFAQZ4A6kWs6mFrgQIeDCBC07qZSRSmnHtS7Z+9IyrDZ17wuf/8xS8qwyPx4PROE2m2WsLieqQXouL5nTA7l1zyta9h2iCSaRDjqmTTOI7h8hpZI8SeGIAhGDCLIdJ1m3v2DK82CnpS1eYCK0LK9BAINwcEqqSccmKjSOGlr8+kffu+82gQwdf9yjoGndSXjQ2Rur9ffVVo+/oxbz48IRfYko1T5xSqNoqYlOENfJHJRQmwkI6zQ9n6oJ23FbUVo51/QlxTAyVrozzLMvHK8XAOlAYQJS2JdjoFW62EhboLnmqIXmVABBhwCYMlCMM7RNZY8gBADG+K6MmqCMH1CGQUxVbwmPX8ZLJVY/p14Pq/h20cBBgt4imBPBBBWQlg8b4C1kgTVh5M0yx3kQWlUafJNJ3Vm42LoGhkZmMtqOGNHOW5ghmRdV5yUQVyEcBQPYY2TWTBMEYQINCEr8nq9zAheovBzQoFSXvKZ4IAHiqgyKbwgCKr5daychjBPdeczQLvvXMusIaKBL27qnrnojgGk/NiLEdM3iNi9mAJPvDUEoFI63mge9i46LH5FkEzMBsrogySwwlygCPTV6syRxEIcWq8qzAEOgVf2s2DTl0Shgw047NgTWQV0jjUOgnYmMZ+uRJUlaFKMJH13nuBseS9qiqbInJxSBRBCqqbA4OCven43o1Fsw/rXAiOiRQyYVONOhMGqF33RO/49huZYOorZiUp8qAFPaNQkdmo7RTUKzdG2RqjRoprWwxY72EsKyHPPVEWxTEgKkRmamdpjIFx42qspFav0wjEPKEoN3aydyphFSgGcfGHCjNUAICZRQCGAAppSfPQrmkqTNeVwiUjCDwZsGGFwFAjJxtUlMQDhqiIBB8MGlrkK6lf0/GXVot7RpOtcULHxieq9+PqhzpmkuRw4+t3Vfvi4AnEZESJwEpQsC/UhNoaOIhC+EOqp8nulS+5BIEsUGcWBjcIiwwQblxkGIkCgCEDBU/pLKHgRhz64lwihXYYjQhxjeh19XHSmFWK1oncvuvV4YS1DjQj900o04yfiqRN8YeLqyON60LUFAjqB8c+6hv7h9xyQRUqzXszqYDC4960PpEmrNNas+X83d5+uFrUGlifwyEN4pUQhNFM38Hj2nyxUgBev3KqLXd3+y23oGgBEAUBQjATUtxU+y/1b1H9ZCEzJxfStdbrBgl7fOR4bXkTBAcpOEuBjiessH7gxtvxaCUmUky4NdcQksKb1mtE7ZNpgq29+rRpdKEtDw5AoPoSEqoKbrbQqvyauGNh12YirKN+g3a7s30uLnLIh06ACpEYSMihbgJ/tci1k9z5dUDWu9wwbFXtExgqIavmS21f2bSIVY2SiAE2hLapI2HyFI+r+lRuPXu71EFA5xIWNWXRAopWom1WVDRqUZAlx2PsBt8EfxWkoxNNtSbpt3Fd42BTTGuvQus4bbPOZGLNi9fvwvaZtJ5rVpkIUFCR0oqpccbWVcDU7OBaB/p6yhy99lHPU/7S2x9LVUCbiovG09nYCdd69nGkSdKphFWApfEMHzv+60m0WrTcOtmsaj082fxqtDOmQtslnrCdFumr/etFx9ex0AKgpGMjbr1I/S5vvx5gqfkVrgtVrLAKC1hsoEfUFGdXr/2NDpKxes5GCMwxWs11ayIKlWnjiwGdSVhjsw6tC41UqeuYNuuSryahqbbq7XshBXe1LD/bHhH1njT6U/RwEiodz4RtbY7biVF0d/sNPZ9SsSJQiEAUXgieIYAnQZ2xeua3GxequolNmgVAewZpaclxLuPWMOvDodzgg84jrPEXc7x2F6irNgSkgpC2NKiPJrgZOgGTNdSKhUJQizU8jytN/YqLmrY62lRbMrW0IxAmDuXYdsa1P9l5FUxanLdRKgnqLXdn+1AOE0ZUFWQE3iMPL+FMORM4jxzIw500kwjN696NfenYWtsPz6SXfpYJ25d6y4Vaqj7vgk1Dg8PqWvfWxcg42mpZV7XU484jLKBtkxQTadzb+Lu1PguEx5UEajkSaku9pPr7cNyPKQmuUZ+gjfcG6qGNdnzzW40uAc2zwLR8t7WkiY6H7yqhvlMpCtRNZ6Sb2+eWhbvUh6KEB6/UNVjho1BP2s0pGuU6Hy8THJ9qubW2Xy9VQRu9fQB1Gah1RKE5kYu7K9y89Y0ZzevUVxZarQ4kLGmfMwi5B1UhIsY090HDxxp03kpEFJYxYaQTMQOEogzbEQSCKtdzyVOrLnA9SlJqfBcKJmq08+Jl4Z2IMeWY/oyLIA/U53eDtLu6fSYLQNUTDIEEnmEsrIVVh4hTg4hgnMtSm6iENJQTnJcmf03Yzw0ot9b2qb5o2QTtc8sgApSDbEGAEyU2API8SyMr6oLihykoUQzgQeK9Mgwxt0pYLfO9QyUsEKRuIioAgyAKYvWSWxOJqohYRi3LYxuFGRLsDKkgaS6UTONKgoYN9fUtw4o/SLqtZXs79T5MXEIxmZZszBknVsO1UmdXtx/uCwAoEUGVKFxOo2A4zmuSexkwkWfyPo9MpMVziZVk/UoEK+Eplr32N0r7rcNEABSLIWUVeOfI2jiKATDZSmUkTRMFcoi6nNlGHBlDANQLEbXRVR0dSlgt0GKtp84a63IHg5rzQqxAEict9p5NUKOcgGgMjamzzlJ9q1hbPwgQt7Wzbqz/GTcMXdM+Nf4vnisEMiCCYbUxlxKTGjHGWMvG5TViorq+NrxZvxIbVPbaf+ntt46DQFgaLK0jYyrVLGaIAgrns75Sn0IdhBGRjQAKAXsJHsyAQrm1uTAOOo+wCqucxqqwuawVwEbJcIY4SqO4r5IjioJz8lhOWYdD31S3SKhlEUotb8YHY1jH1n5wZlzP/kwmpDTLLm9fCn8bEEhBAvZknSevbDhV2HJW64sHwheaYad1/Upa75qh1CnW77X/oiVAhe5RoAjRA0bLWakv9kA1Q5qAKM0UTKj5zBrLIIKK5AbEDArW7RR0es0uoxMJC62cxQ26CvloAWKLOOkHWWbkDta2rpwnm3FAmw5/fSHAWC5EQzYYN1EnYkKd/OPJ+jMlRu2u9rWtCqOQn0kRWztYE1MTY6N+lcQDiGIPEjORCN1DxyLcY2Jq3l8oEPfH19/w86VPPPme9/3lggX9/QnWjmBwAGxiAXKBeIlMbBgE8eINF480AHWNGNCJhFUMaiYCwzcOM3OxYUQYHa2ODGdEAKPiIdTy6Gisusch2EGMd156EYybkcV2xTgmW8es0ommcejP2A3PDZqdXdR+fWuEGzVF4bkEzHA0Y3U1yjEIgvMgNWyaW4k9dAcaqk+q/6XwgCgOOuJthx1x6jeuv/WIdxx+wAH7HX7oLqsqiBiJhTWI2BDgAUKIn+LHtkyAdiBhNcGt8g2BVCEE8YijlMnccuvvBkq8pux8SKjdUP61bLbKuK3bKRGWEFoT4bT71hEmor8x03XM5+P94ibrz3rSSne1r6QhLUi9joVaD1Iziuj53/5+bSl5auXqP/haBBGjOUjUWJkax06V36ZK4L32X/wUDBceZQILjQQJ8YBy6S1v/eAPf/SvN//0gX/64R1zZs98wz67vvl1u+y0w4xFu+68w3aDpQgiEAJT2DRrWeHULR6o4wJjNrpTxMMKwShYgWru0shWBL99DOed95nKqqWWJecBT2PdOFqX6hOAdP3/SYvkxq024C1l499YSa9eNmpM+N3JvhXOKNRWdn/7jRx5BDVERpSUqo5XOldlDM4YnFse9ZaNIeclB1sljD/vpOUGjrpe+xuxfQG5Yv6pEUSqaS5xnhuOB59+6hnnXC2rVqvl2dNNrM//2Z4vP/jgtx+w7xsXvmxmBIiA4ZlBRQyJ0IGOJayxkLq5j4YJ4uvCYvgp9QvThsYFnAzrefHX0cKErU0ybdfV2jq+BUJD+dgot1T7Bsg8rIEXWEbmEFsA8PWDhlHLkMRA0FwImKEeQogYNYfEwmmR+ZHqxocAQoSLmpPEsm+pUHwKCJDlSCIokOWIIziPyMArDMEJLMMr8hxpDKA4okAta6Zb77n4bH4UFimAAM5DBJ/7/L9cd/13Z8+e/Zq993jnUe9YsN3QG187zypAMPU7zoom8YHHcGznE1aBSftJ47Uo3YQpbQJgok2AzdN+LaslcQIgd3lkIwBZnsVRDA0ePPWvqzjngq2N1D/y4g23ScFZnhljwkGFiohhU61V0yRtVLDWqqpXtcaG8xpjGucKZy/6UEeoIyLM3NqrHjYbwixlqEA0SEv18AU/+fl9n/jkOe97718ecvihi3abayKUDAxgVAA0DVjGoU0V0y2ENRm6u/ddhVZ2CGTkxTMzgSrVSiktSTt5hYONQNUAFOqcC3znvAtM1PhIVcPXw4kaFRpcGY5keUZEoZFGZ2q1WhRF1tjG6SrVSpqmWZZ57/tKfZv64vTQCkKhzxFwiBMF4Lbb791r773SFEIQRZpAgDTofgBM/nDtEVYPGwIvnogCp+Qut9YGaggCVKCnUNN5Z4whUKCwQDQNKhEVqqe3zfJMRNIkDZ82GqnWqsuWLbv99ttPPvlkAEwcaKtBmuGkoeWGBNf4tCEG9rA50TA+AML+sWjQuwOr11aHpqW+yNUAAbwiKqL3TYGwul5spi5/bXhUItEAAAo/SURBVOrfu7HaF+8tG1IQUKtWYxsxiIAszwCsHV4bJKxqrQpARJxzocEgEHnxIaWtqARtpKgoNI7isAwkUJZn999//+I9Fq9ZuyZN0u9///tXX311tVwZWTu826JFzz79TMF23o8MD1s2BJDCO2fZVCsVAmIbqQgBhoLljro8J8A7t8Vv9LbwAtptTQECDBwDM6elrgrJ4WqAIAIi5AZCUAZ4HBMRiEAMYlArup6wetg8yPNcRPI8r9VqaZo654aHh/M8j6PYsOnv73feBVlpZHQkjmJrbaVayfPcWisioQXvPRMbNl48E6tqILjc5QCyLHv++edXrlw5NG3IeXfGGWcsWbIkTdNKpfKnP/1pzZo1qpokiapGUQRARKy11tosy0qlkvceKMxNjDHDw8MiEkXR6OiotZ1svrOVQpv/EUS8Z3alCKUEBl60FpOIr/IUtbI9wtrC2JCH2JZoP01TEQl88a1vfWuvvfbac889TzjhhCsuv/wv3vMey+a713/nysuvEO8H+wcq5fJ555y75Lbb0zgZWTv8gaPf//KFO82ZNfuQtx98z913q8jVX/v6Jz7+8Ys//4XFr3r1TgsXXvblSwm4/T9u++hpf10ZLb/1oIMeevAPP/33n5x3zrkPP/zwCSecUC6XjzvuuJtvvvkrX/nK2Wefnabp6OgoEd1www2nn3564KM8z4koz/P77rtv7733XrRo0eLFi2+66aZjjz32Zz/72QbfoB42BsQYigwDyLOqZXVZjSCRMUGSGh+fa7LR2COsHtYLQddZq9V+8pOfnH766aeddtpvfvObffbZ58wzz3zkkUe89w888MCSJUtCtb6+vu9///tPPPHE8PDw0UcfvWLFittuu+3RRx9N0/RjH/sYM69cufKqq64ql8u33nrrF7/4xfPOO++uu+7ae++93/rWtyZJcvTRR++8886PP/74HXfcMXfu3P3222/u3LkHH3zwq171qnnz5n31q19duXJlf3+/9/7KK6+cM2dOnucAgor9/vvv32uvvQ488MA777zzkksu+fSnP71kyZJ58+Zt4cu3jUAnf/ppkXVaRRTal5Sy3G3AAxja7ZAuf23q37vx2hfnq+XKW9705g9/6HgVrYyWVfT000+fPXu29/6ss8467LDDQht5ni9cuPDyyy8XkVtvvfXJJ5+s1Wqqeu655+60007OufPPP3/x4sXOuSzLVPUVr3jFFVdcISI33njjggULRERELrnkkt13311Fn3nq6ZnTZ9x/733VcsXnbtErd/3KFVdWy5UH7rt/zqzZTzy+VEXXrl4jzquXP9t7nw/91XG1SjV07wsXfX7enLl5LdvyN3rbeYVRpF41b3n5+gjz9Y8y1dyr8yrh1fj2BKOyjp6E1cN6IavViDlJ07vvvnvfffeFatAZHXTQQWmaMvPIyEiaptVqtVarWWuZOazUXvOa11x22WVHH330rrvuevHFFw8NDYWF2/z5840xDd08gKDqCuZXqlqpVNI0BRD0U+FbAI488sgf/ehHSZpee+21BxxwwMsWLiyPjsZxTMzLly//4x//ePLJJ8dJkpZKUF27du3ee+9tzIaltOhhiigEKxnnYtqqVQ/vQ56R8dr2F0H3E9YW3xrZCDsrm/L3bqT24zQJbxbsuMMLq1aCyUQ2d/nKlSuJaPXq1f39/eVyOU3TQGSDg4NBSX/IIYf87Gc/O/bYY3/5y19edtllTz/9NDNXKhXvvaqWSiXnnIiEp2hfX1+tVmNmZk7TtFwugzA8OuLE5971DfSzNSedcvLd997zyKOP3HnXbz704eNBcOJD955f+ULm8nnzt6vWqiAI9Jf/+as9X/saatjO916b9AUAos0Xt7ww7sXazj/NNsZAlDQEktoKCKuHzYWRkZFKpbLffvvddNNNANI0NcbccMMNeZ5Pnz49TdOlS5eKSBzHS5cu/d3vfrfDDjusWbPmj3/840033fTud797u+22e+CBB4aGhrz34bt5nud5zszOOe99FEXPPPNMFEXlcjmwXhRFIlIqlZIk6evry7IMwKJFi4444ogzzjgDwEEHHVStVgcHB733zrntt9/eGPPQQw+labp69epbbrnl7rvvPuCAA4Jo1sNmwDiTqReTodbT/a2O3nZvD+sF59zAwACA008//fDDDz/kkEP233//O++881e/+tXuu+8OYP/997/ooouOP/74hQsX3nPPPdba5557btq0aTNnzjz99NMPPvjgX/ziF/fff/+KFSvuuusuAKtXrwbqQS+Yq9Wqc26PPfZ47rnnDj300Jtuuqmvry9JEmaOomjGjBkHHnjgZZdddsQRRwwNDZ1yyil//ud/fuGFFwYBLTRirZ0xY8YJJ5zw3ve+9+yzz169evX3vvc9VV28eHEwg+hhM4CAFqqaGK3G3tT693jukrGG4V1v6d7D5kS1Wo2i6Lnnnrv00ksfeeSRgw46qFwuf+Mb33jkkUcALFmy5Jvf/KYx5lOf+tQTTzwxa9as173udcuXLz/vvPNWrFhx1FFHHXbYYVddddU+++zz+te//tFHH913333jOK7VakuWLNltt90WLlwoInfcccdvfvObo48+ulKpPPjgg0ceeaSILF++/Ac/+MFrX/va/fbbL8uyVatWLVq06O67795+++2TJAkmhYG5nHPf/va3b7nllv3224+Zv/Od79xzzz0AeqZYmwvrCJRZKLa0tUJrpvEWD/XASxMkNOkRVg/rA6knsHHOWWtHRkb6+/uJ6JprrrnggguWLVumquGjoI0KBOG9Hx4enj59OoDGXk8URdVqNU3TcMQYk2VZFEVEFNReURQxczhjUMA75+I4BrBq1aoZM2accsopS5cuvfnmm621URSpKhFlWRbqVCqVIHmdcsopy5cv//GPfxzOskWv3zaDyeikNbgV0JDCdIqE1Xvs9LBeCNwRmEhV4zgO/KKqURQFsoiiKHAWM3vvjTFEFNhqZGRkYGAgHBGRsP0HwBjjvQ9EE76bJElQwwetFhGFVWG5XO7r6yOiXXfddXR09Mc//nGQrQJbNRgtdDVw1u9+97t3vvOd4Yw9wupIyGR69snQk7B6eElYtWqVtTaO48BTmyINeuC+IHnleb5s2bK5c+cODg5OVj/UFJEXXnghiqLAmD10ACbIq7o+aJPCeoTVw0uBiAQVUvgzDCdVZd5oG9CBsIL8BWDNmjVDQ0PrqN+oWa1WmbkhefXQpegRVg/dh4YSLfDXZNUaerExBzeF6NfD5kGPsHrYmAiaLACbaEnYQFDAB43Vui0VtBE2vv19D12KBk31lO49vFQEfTw2DSm0CkfhTesKdDIERXsjQ0+PrbodzTHQk7B62LjYPOQ1GRorxyl9q4duQc81p4eXhMZ6sIH1kYA2GEFF9aJ1xvSn91TeatAjrB5eEsborTY6NWg9LATqVLhuwtrUerQetix6D58eeuiha9CTsHrooYeuQY+weuihh65Bj7B66KGHrsH/B7uoK5A1c7DXAAAAAElFTkSuQmCC)
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)
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)
Relationship of price to supply and demand
DEMAND CURVE
Increase in demand
The quantity of a commodity demanded depends on the price of that commodity and potentially on many other factors, such as the prices of other commodities, the incomes and preferences of consumers, and seasonal effects. In basic economic analysis, all factors except the price of the commodity are often held constant; the analysis then involves examining the relationship between various price levels and the maximum quantity that would potentially be purchased by consumers at each of those prices. The price-quantity combinations may be plotted on a curve, known as a demand curve with price represented on the vertical axis and quantity represented on the horizontal axis. A demand curve is almost always downward-sloping, reflecting the willingness of consumers to purchase more of the commodity at lower price levels. Any change in non-price factors would cause a shift in the demand curve, whereas changes in the price of the commodity can be traced along a fixed demand curve.
SUPPLY CURVE
Decrease in supply
The quantity of a commodity that is supplied in the market depends not only on the price obtainable for the commodity but also on potentially many other factors, such as the prices of substitute products, the production technology, and the availability and cost of labour and other factors of production. In basic economic analysis, analyzing supply involves looking at the relationship between various prices and the quantity potentially offered by producers at each price, again holding constant all other factors that could influence the price. Those price-quantity combinations may be plotted on a curve, known as a supply curve, with price represented on the vertical axis and quantity represented on the horizontal axis. A supply curve is usually upward-sloping, reflecting the willingness of producers to sell more of the commodity they produce in a market with higher prices. Any change in non-price factors would cause a shift in the supply curve, whereas changes in the price of the commodity can be traced along a fixed supply curve.
Market equilibrium, or balance between supply and demand
Supply and demand are equated in a free market through the price mechanism. If buyers wish to purchase more of a good than is available at the prevailing price, they will tend to bid the price up. If they wish to purchase less than is available at the prevailing price, suppliers will bid prices down. The price mechanism thus determines what quantities of goods are to be produced. The price mechanism also determines which goods are to be produced, how the goods are to be produced, and who will get the goods—i.e., how the goods will be distributed. Goods so produced and distributed may be consumer items, services, labour, or other salable commodities. In each case, an increase in demand will lead to the price being bid up, which will induce producers to supply more; a decrease in demand will lead to the price being bid down, which will induce producers to supply less. The price system thus provides a simple scale by which competing demands may be weighed by every consumer or producer.
As the price of a good rises, the quantity offered usually increases, and the willingness of consumers to buy the good normally declines, but those changes are not necessarily proportional. The measure of the responsiveness of supply and demand to changes in price is called the price elasticity of supply or demand, calculated as the ratio of the percentage change in quantity supplied or demanded to the percentage change in price. Thus, if the price of a commodity decreases by 10 percent and sales of the commodity consequently increase by 20 percent, then the price elasticity of demand for that commodity is said to be 2.
In algebraic form, elasticity (E) is defined as E = %Δy/%Δx; y is elastic with respect to x if E is greater than 1, inelastic with respect to x if E is less than 1, and “unit elastic” with respect to x if E is equal to 1. Several other types of elasticities are frequently used to describe well-known economic variables. These include, but are not limited to, the income elasticity of demand, the cross-price elasticity (the elasticity of the price of a good with respect to the price of another good), the elasticity of substitution between different factors of production (for example, between capital and labour), and the elasticity of intertemporal substitution (for example, the elasticity of consumption in the future relative to consumption in the present).
Several other types of elasticities that are frequently used to describe well-known economic variables have acquired their own special names over time. These include, but are not limited to, the income elasticity of demand, the cross-price elasticity (the elasticity of the price of a good with respect to the price of another good), the elasticity of substitution between different factors of production (for example, between capital and labour), and the elasticity of intertemporal substitution (for example, the elasticity of consumption in the future relative to consumption in the present).
The demand for products that have readily available substitutes is likely to be elastic, which means that it will be more responsive to changes in the price of the product. That is because consumers can easily replace the good with another if its price rises. The demand for a product may be inelastic if there are no close substitutes and if expenditures on the product constitute only a small part of the consumer’s income. Firms faced with relatively inelastic demands for their products may increase their total revenue by raising prices; those facing elastic demands cannot.
Supply-and-demand analysis may be applied to markets for final goods and services or to markets for labour, capital, and other factors of production. It can be applied at the level of the firm or the industry or at the aggregate level for the entire economy.
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