Muchas cantidades en geometría y física, como el área, el volumen, la temperatura, la[br]masa y el tiempo, se pueden caracterizar por medio de un solo número real en unidades de[br]medición apropiadas. Estas cantidades se llaman escalares, y al número real se le llama[br]escalar.[br]Otras cantidades, como la fuerza, la velocidad y la aceleración, tienen magnitud y[br]dirección y no pueden caracterizarse completamente por medio de un solo número real.[br]Para representar estas cantidades se usa un segmento de recta dirigido, El segmento de recta dirigido tiene como punto inicial P y como[br]punto final Q y su longitud (o magnitud) se denota por Segmentos de recta dirigidos que tienen la misma longitud y dirección son equivalentes[br][br][img]data:image/png;base64,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[/img][img]data:image/png;base64,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[/img][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANEAAADaCAYAAAA4/acsAAAgAElEQVR4nO3dd0BT5xrH8S8JhCUIMlSU4qp77z3rrLO1tc7uWu2wrbfu1drb2121jlpXrdpaR7VOhgsH7rpFraBMgYCsQAgkOfcPFEFBxBAOgffzFyQn5zw55MnvLM5rJUmShCAIT00hdwGCYOlEEwmCiUQTCYKJ5Gsiow5NWiZgRJehk60MQTCVTE2UTmTQYiZOXE2ILoK/v1hKkOgjwULJ1EQOVO/8JsNdznIwxo16/TrRwEaeSgTBVDLuEznTvrWSS36nSK/cDFexdyZYKBk/ugpcmtTFGGdHw9q28pUhCCayku9kq4HYc2dIebYdz1aQpwJBKA6yJJEhfCvffrOFSM8WooEEiydjEglC2SB25wXBRLI3UWqqRu4SBMEksjaRTqcjKipKzhIEwWSyNtGdOzFERUfLWYIgmEzWJrpyNZjgazfkLEEQTCZrE934918SEhLQaMR+kWC5ZGui1NRUUlJSAbgZEipXGYJgMtma6GrwNerUroWXV1VCb92WqwxBMJlsJ1szMzMJvnadkNBbDBzQDxsbG6ysrOQoRRBMYi3XglUqVb4/C4Klkf1kqyBYOtFEgmAi0USCYCLRREKx0McGcz3OmPN7ZvgpzoTrn+CVmYSfOk24HrQR1whNNhb+klJGNJFgMt2N7awONFLd897HKeMCKz6awC8n0gt/7YXlTH53OafSwd7LhYg/V3EwzrIaSTSRYBp9MGsWB9N4UCMcAUjn/KZDZPh4Fv7hSj/HpkMZ+NxvPmUVugxzZd8Pu1BbUB+JJhJMoj22nj3WLWlhn/275uwWTlcdTnePws75aTi75RRVh/fEPdenUOHWnjqRG9gSYjBbzcVNNJFgAj23zlxEUc0bG4CUU2w778MLvTwK/WClnvqLiz7D6enx0JQKD6q5h3HmbJKZai5+sp1sFcoCA8lJGqw9VVhhIGTDMjYfVnIk6Dc0oZHcDprKL7UW8k7rh06mG0L4fdmfHFEc5vhaDaGRtzgx5WdqLnqXViqws1eRlqwB3GR5V0UlmkgwgTXuni5kpKViQInPuO9Y9aIBCT3BP73O2lrTGNFYhSE5jkQbT9wd7r1M6cOY735lmEEC/VWWvvYrNaePpPG9XsvQGnB1d5XtXRWV2JwTTKDEp2M7VBHh6ABrRzc8PD3x9HTH2V6JytGVinZJ7Jg6iKFTt+Z6nTWObh54enri6V4RO2sVjq4VsQUwxBCmrkP7tpZzGyjRRIJJVM3HMLLCBY7l2YVR0WLGHn5+2RlwYdiSP/m4VQFNoWrBtD2/MNw5+1dD9GFC67/OMO+ifTQN2mSS0vSg06It4WMSZmwiI0kXAjlrYcf8hSJSVufFyb1I2h1EdL7nVnVEnIui0ZDehc9LG8qhgxV4ZVJ3nJ+4AC0XV3zM5AW7OOq3lA9Hfk5gxhO/uFiYbZ/IqD7Eohk/ovq8A608xVXaZZnCsxOvDFej1hjB5eHvZVu8W3d6ovnoNI60HDUM14c+lboMHd99+w1xcXGMf3cCDRs1zPXkWTZvuEvrTSMZ6JmFi9GXGnamvZ+iMk8TGWM5tEeNT2NnYh56SqfTYTBk521mZiZ6vZ709Adntu3s7FAoxFamxbH1wMPEW6rbelQmv1lM/vhjfPfuBeDo4SPs3LsHLy+v7CetfWhYM5jV3/rR86v+dB4+xLQinoIZmshA9H4/0ju+SM2bOx9poq1/bSciMvs2WQaDAaPRyE+5/rN19MgRVK9erfjLEizWqZMnc35OTk7m3+s3HjSR0psRX/+XK6On8u7/nFg7o3OJjzBS7E1kjP6blftTadR2L6fDErgVdJrwZp145t6SRo0ckTPthYuXCAm9xQtDBxd3GUIZoY5T07VbN7Zv2waAt7c3jZs2ufesjlSNFU6evZm3PI53R37Fr8O283Gjkj1zU/xLU9WhQ3vQGMUBBeHpJCcnc/hQIPv2BdCgQUO+/u5bmrVojjoujldGjcLN7d5JWN05du105qWRDbGu1ZeeDTcQoSv5z12xN5HCvSm9hzYFdBw+tx19xzY5KSQI+ZEkieNBQVy6eJFDBw9x5vRpJEli2IsvMn7Cu1hZWTF23LhHXmdMCePEhkDU9iNooj1EUJW3mdKs5A9iyToqhNicE+6LiYlh5rTpBB46BIBPjRrs8fXF1u4xRyt06WiVdpAYTnRGJXy8nWW5BEdkhCC7tLQ0li1ZQuChQ3hW9kQySvyx6c/HNxCArQP2AB41qF0ShRZANJEgq+NBx5k+ZQoajYYfFy7kwoXz9OvfH09PT7lLe2KiiQRZpKWl8c1XX7Fh3Xp69+3D/C++wN3Dg6bNm+Hj4yN3eUUimkgocQ+nz6AhD/aJLa2BQFyAKpSgtLQ05s6ezdhRo2jQqCG+Af55GshSiSQSSsTj0sfSiSQSzCotLY05s2aVufTJTSSRYDbHg44zbcqnpGnSWLBoEQMHD5K7JLMQSSQUu9zp06hxY/z2BZTZBgKRREIxKy/pk5tIIqFYlLf0yU0kkWCy8pg+uYkkEp5aWloas2fOLJfpk5tIIuGpHA8KYtqUKaSnpZfL9MlNJJFQJA/SZzSNGjfGN8C/XDcQiCQSiiBP+vy0iIGDynfz3CeSSChUvukjGiiHSCLhsUT6FE4kkZAvkT5PTiSR8IigY8eYNmUq2nSRPk9CJJGQ4376jBs9hsZNRPo8KZFEAiDSxxQiicq53OnTpEkTkT5PQSRROSbSp3iIJLIoRpLP/sjodu0Yseg8t/xnM7xte15dEUJRxrXSaDTMmiHSp7iIJLIoCio2rINr6l1upktUa9cI56SN3C3C0HAifYqfeZJIG8bxv35n2/FIdGZZgFBUIn3Mp/ibyJjMP35HSaig5MyXH/NLcL5jEAomUCjAaMx7C/XH3VA96NgxBvTth9/evSz4aRFLfl6Gm7u7eYssR4p/c05RkZZDR9MSHW4XznO7glWxL6JcUzWibUsnDvgt5AujHVEKewi5QHhGXWo9NMyiRqPhqy//x8bff6dvv358/sV80TxmYKbhJhM5v/FrllytwsfOeZsoJiaWjIzskWnV8fFoNBpu3w7Leb5KlcrY2ZXwoJuWRFmLMWuO0DcmHccqFZA+scXR4dENimNHjzJ96jS06eksXPwTzw8cKEOx5YPZhlYxpkdw4KuJ/OL2LZsm1c95fK+vP7GxcQBo0tLIyNDi7vbg27F/vz5Urmw5NzMvbTQaDV/990s2/vEH/fr357Mv5j8YFEswC7MdnVM4eNP95V4EHMzbo/379cn5WYxPVLxE+sij+JtIf4PNX28mtVFzXO56MnhEvWJfhJCXSB95FX8TWddl8Phx3Mlwomp1l3yHVBeKj0gf+ZnlPJGtuzc1RAOZlUajYdb0Gbw6ZixNmzbFd1+AaCCZiCsWLND99MnQakX6lALi2jkL8nD67A3wFw1UCogkshBHjxxh+tRp6DIyWLRkMQOef17ukoR7RBKVcvfT57Wx42jWrBl7A/xFA5UyIolKMZE+lkEkUSkk0seyiCQqZUT6WB6RRKWERqNh5rTpIn0skEiiUkCkj2UTSSSj3OnTvHlzkT4WSiSRTET6lB0iiUqYSJ+yRyRRCTpy+DAzpk0X6VPGiCQqAampqcyYOo3Xx70q0qcMEklkZkcOH2bG1GnodDqRPmWUSCIzyZM+LVqI9CnDRBKZQe70+WnpEvoPGCB3SYIZiSQqRrnTp0XLlvjuCxANVA6IJComIn3KL5FEJpIzffSxwVyPMwI6os/vx+/AVeILu2uzNorzB/wJvKImE0AbwfWQFIzmL7fMEk1kgiOHDzOgT1/2BQTw09IlLFqymEqVKpXIsnU3trM60Eh1T4lbu5ex/lAwp1eNZ/QXQaQX9KLMK6yd+y3bgg6yauIQ3llzA729FxUj/mT1gTjRSE9LktH5Cxelrdv+frKJs2Kk4ODYnF/Twq5KIUmGQl6ULkX9s1/yP3hFitNl/x4efFNKLuxlhUhJSZGmT5kq1fapIX0w8T0pISHBtBkWVdZVadkHX0rH0iVJknRSUqLm3sM/SiPHb5biC3iZPvwf6VyUXpIkScoImiv1fnm5FKaXJMkQJ22dOk3aEWviiimnLCOJdDf4e+VhDN6egJ64s6uYPHIKO6Ie992ZyZVf5/HdX0EcWjGRF95cww29PV4ukWxaeYC4p/zalTN97tMeW88e65a0sAdQUdHFEdASciaLPhOfp6DbNiq9W9DcSwmAla09VevUxV0JKNxo92wkv28OLZk3UMZYQBPpubZqMcFNBtLIEcAazxYDaV9L+fiXGeLIajaJb+fP4r+rvqJ3tB+B0QaUVbowtFIAC3eqi7T5kpqayvQpU0vBkTc9t85cRFHNG5ucxzIJ91/GwvUbWbHgL0ILHfNLw9lDafR9owsOAChwr+ZO+Jkz5iu7DCv9TaQ9xvrdNrRsaZ/rQSsUhVWurE7zFl4oARS22FetTd3sr10qtX+WyA2bn+DDlu1wYCAD+vRl//79LF62VJb0ecBAcpIGa5WKB+NtqHimzycs/WsxfSJ2sj/qcW/MSELQZq42f49Xauf6IrK3R6VJfrqSMtNJ05XfPapS30T60LNctqpGdZvCpy2I5swh0vq9Qefsr10U7tVwDzvN2aTHv+5++rzx6mvZ6RPgT7/+/Z++kGJhjbunCxlpqY+O0+r4LPUaeVPdRQmGFOLUjx5iSL2wjV0pXRnTszIKTQwxyfc+/Fot+kpFG7vIoD7J+kW/sCXgEPvXfc6n//Xlsf1bRpnnPFH6bYJ8T6Ku2pF+HbxNup2wITmJVBtPVE85VpgxPoitV5oz4c3a5HzvWtlhr0ojRWMAt/w3Cw8HBjJz2nR0mZksXra0FDTPfUp8OrZDtTocHS1QGW6zacbXXKvdg4Z2cWj6f8hLzpD01xSGfmPDf3Yu5AWP7O/KtHNLmfD+OtTOrmxeaESnbM+sTfOogoGYMDV12rd74ir0oZuZPOUEvRZ9y2AvBRibkTD6ZRbs78K3fRzN9eZLpeJvImMs+9ZuI9rDnbAfX8cv8jeWvuT11LOz9vDANSMNjQEocDfIQErcXaw9Pe5t49+TcoHtO1PpMq4vlRUaYmKMVKniDFIGWoMrbi7ZM5QkiWvBwSiVSqp6efHl/C/YvGkTA55/nnnzP5dx0y1/quZjGFlhNceShtDPpQZDPp1Ks3hwr1EDt3vjo7m8sITfDeu4Yf1gY8OxxUTWH5v46AwN0RwJqcdrM6vneVgdpyYyMpL6Depjb59rc9oQwm8zvyGh3xae97o/fyUKkgi7FY8Bx4L/VGWQGZLImmYvfchz7kp0btd4IygKePomUvp0oo1qNeEZ0FwFYCThxjGuRKlJPnmZuHrN8Uz9m2kDv8Vm6g4WvuiR/cK0cywb/wEb1M64bFqIUaek/Zw/mVMFDLG3UddpT1un7Ab68fvvWbp4CQBOTk7YqFSlLH0eoqzOi5N7sWl3ENEjOuLlXoN6D22J6SLOEd14CM+5FjYzLbcOHqLCqEl0q/jg0cuXLjF29GhSU1Jp1rw5v/62FidnZwAyL21h86UGjF3g/aBZMi5y+aY91ce5l6sGArOM2eqGhzuAAXWkgtZ9muZ5+sjRIBISEgC4m5hIaqqG7X/vzHm+S+eOecfWUTVj9KgKrDmWxOD+LoACt/rD+GrfsAfTuLzAT5uMrL+W6+04tmDCH0eZ8EiBBqIDQ6n3+kyqK+DOnZicBoLs/aCDRw7j7e1tylowO4VnJ14ZrkatMYLLo7u2tt6t6fgkM9JpcGg1kqGueT8K333zLakpqQBcOH+erVu28NobbwCQFRpCdLUmNHF7sNykg7sJqjCAb7uWr005MOO1c8a4I+xTDuWtNnn3iKpUqYxThQoAKJRKJEmiho9PzvOPjteqpPpLk+n1526OR4+gg1c+JWdEcD6qEYP7FPq1izb0IIFOI/mwR/a3qr29PTY2NmRlZeUs39PTQoa7tPXAw9Txa2w9qJzPPBwd8zaDc8UHMWVdtSru1ooHRwc1p1m+6jYDPl9L+/LXQ2a6YiH5orTzz2NSlF6SpDRNgZMV6YoFKUNSxyaaWFiGpI65K2U99OiB/ful5k2aSK2aNZeOBx03cRmWy2g0Sjf/vSn98vPP0skTJ6QXhw6VGjxbV/pszlzJaDQ+mFAfIe2c9qY0dfU+6diBHdKa/30hrToeJ5XX6x2Kf+BjzTmWjp+Bv1VlKlnryfQazvovh+Y7aWkas/X+arCyesrDgBZKr9fzz9mz7Nyxg30B+0hOTmLjpk00bdYMyF4v+a2TzLCdfPnNP7R4/yMGNqiIEgPqy5fRPtuMZ8rZ6G5mGz38SZSmJiqPgo4dY8rk/xATE5Pz2Pc//siQYfl/6d1niDrCr+sDiU2J5d+rIaiNlajdtDXdho1laEu30n/ysZiJ/ycqx559ti716tfPaaK33nm70AYCUFbrwptTu5i7PItR7prImHydP6a/xeLEvrzXx4GLJ2NpNWkeIxrYF/7iMmT7tm18PnceLi4ujB47hsjISKZMmyZ3WRap3DWRwskNG2069Qa8zaixLtQK7c3M388xYv4THRC2eOo4NbNmzGD/vn2Me/VVPp02lZPHT1C3fj0UhV6QKOSn3DUR6Sc5drkWHee6I8UdZd8FBzp/WE/uqkrE39u38/nceTg7O7Nh4x+0a98egG49upe7AyrFqdw1ke7MUc45uFJ58cv0vtOWGd9vouezznKXZVbqODWzZ85kX0AAY8eN49NpU3FweHCBlGgg05SzJsrk8rEz2D33JR8NO8zJiXexq+5cpo8mFZQ+QvEpy5+fR+lvEXQynVadGuPQYCj9PQ6xPTBF7qrMIl6tZsL48Uz+6GMGDh7ELt+9ooHMpBw1kZawgDXsum6PUp+AVlmTQYNrcnTFco7HFnaLHMuy8+8d9Ovdh+ArV1n3++98Nn/+I5fxCMVHnGwtQ+LVambPmkWAnz+jx45hyrRponlKQDnbJyq7dv69g8/mzsWxgiPrfv+dDh07yF1SuSGayMIlxMcza+ZMkT4yEk1kwXbt2Mm8OXNE+shMNJEFSoiPZ/asWfj7+jFqzGimTp8u0kdGooksTN702UCHjuXjcqXSTDSRhUiIj2fOrNn4+foycvQops2YIdKnlBBNZAF27dzJZ3Pm4uDoINKnFCpHJ1stT0J8PO+9O4GPPviQfgP6s8fPTzRQKSSSqJS6nz72Dg78tmE9HTt1krskoQCiiUqZhIQE5sycJfZ9LIhoolJk965dzJs9R6SPhRH7RKVAQkIC70+YyKT3P6Bv//7s8fMVDWRBRBLJbM/u3cybPQdbOzvWrl9Hp86d5S5JKCKRRDK5nz4fvvc+ffr2Za+/n2ggCyWSSAYifcoWkURPIu0qK9/oSrt2r/DDqUhubJjM+wvPFnk2CQkJfDDxPZE+ZYxooifh2JARo9tjE/8vYbH2WFs3YtC4VkWaxd49e+jfuw/nz5/n13W/8cX/vqTCvRv7C5ZNNNETcuoyksG1UgjctJS9GfXoUvgAFADcvXuXD997nw8mvpeTPp27iLuHliVma6LM2HOcvq4x1+xLnqopL77QhMzjR0hr2ibviHwF2LtnD/2e6825c+dE+pRh5mkiTSgHF85kYWDio4PzWiwlNYcNp1vHYbzYVPXYKXOnT+8+fdjj5yvSpwwzz9G5CrXo0qoGGxLMMnfZKKoM55vFBpweM56i7969zJk1G1uVijW/raVL164lV6AgC7Md4i7oppob/9xMZFQ0AHp9FgaDge9Cb+U8/8qI4VSvVs1cZZlIhVMBN0u9e/cun82Zy+5du3h5xAimz5qJk5NTyZYnyKLEzxMNGTwQgyF7I+/K1WBuh4XzfP++Oc/nGaXaQvjt9WX2rFkifcqpEm+i3E1iZ2eHjY2Nxe5sJyYmMm/2HJE+5Zx5mkgbxfngO6hTLxGh8aaGZfbIY+VOn9Vrf6Vrt25ylyTIxDxNZF+NDjO3sdcsM5dXYmIi8+bMYfdOkT5CNnHtXBGI9BHyI65YeAKJiYlM+uAD3pswgV69erHH3080kJBDJFEh/H39mD1rFjbW1qz69Ve6dRfNI+QlkqgAiYmJfPThh0x891169OzBXn8/0UBCvkQS5cPfz5/ZM2eK9BGeiEiiXJKSkrLTZ/x4kT7CExNJdM/99LFWKlm1Zg3denSXuyTBQpT7JEpKSuLjSZOYOH483Xt0xzfAXzSQUCTlOokC/LPTR6kQ6SM8vXKZRPfTZ8I74+nWXaSPYJpyl0S502fl6tV079lD7pIEC1dukigpKYlPJn3EhHfG07VbN/b6+4sGEopFuUiifQEBzJoxA4WVghWrV9GjZ0+5SxLKkDKdRMnJyUz+6GPeffsdunbrhm9AgGggodiV2SQS6SOUlDKXRLnTp0tXkT6C+ZWpJNq/bx+zps/AyspKpI9QYspEEiUnJ/Ofjz9h/Ftv07lLF5E+Qomy+CQ6sH8/M6dNx8rKil9WraRnr15ylySUMxabRPfT550338pJH9FAghwsMonupw8g0keQnUUlUUpyCp9+MvlB+uwT6SPIz2KS6MD+/cyaPgNJkkT6CKVKqU+i3OnTsVMnkT5CqVOqk+jggQPMnDYdSZJYvnIFvZ57Tu6SBOERpTKJUpJT+HTyf3j7jTfp0LEjvvsCRAMJpZasTaTRaNBo8o6md/DAAfr17s3Rw4dZvnIF3y/4kYoVK5q9ltu3wwiPiDD7cp7EuXMXSE2Vf5RBrVbL6TNFH+DZHBISErhyNVjuMvIlaxPdTUwkMTERkD99QkJDCQsLL7HlPc7ps2dJSU2RuwzS0tI5cfK03GUAoFbHc+nS5RJcYiYajQ4AXYbusVPKtk+UlpbG5o0biYuNw93FmaWLl2AwGvh5xS8817u3XGUJZZxarcbJyQk7O7vHTGUgIXgbX867RKf3W5AcWYXXR3YqcOqnbiKDwYBO9/gOzY9Op8NgMDLp/fc5eeIEAHNnz6FHz55MnzULT08P0tPTn7asp5aVpccKK1mW/TCj0UhGRobstWRkaJEko+x1wP3PjcHkWvQGAwsWLcHLqyq1atagYYP6VKpU6aGplLg1GETfZzZzWjWTmSMfP/CclSRJ0tMUc+Pfm2z/e2eRX5eZmYnBYOCPtWvQ6/U5j/cZMJDKVatia2uLQlHyW5lZWVkA2NjYlPiyH5aRkYFKpZJlPeRmNBrJzMws5Fu7ZBgMBvR6Pba2tibPS6fTYTQagey/d/NmTWlQvx7e3tWxtr6XK9rr7Jo3h30dVrBgaAFjjN4nyWT6lKlSbZ8aUm2fGlKfXr2klORkuUqRJEmS9u0/IB0+clTWGu5bvmKVFBkVJXcZklodLy1avEzuMiRJkqTg4GvSHxs3mTyfO3dipEWLl0l+/vukkNBQKSsr66Ep9NLt3Uukxb8fl25fWya98+o3kt/11MfOU7Z9ovlf/he90UhkZCSLFi3Eyfl+t+uJDb5J5Qb1AR0x54O4Tj3aN/fisd9BuhguHLsG9TvQzMsWbcQ17jjXpVbFUnkUX5CJo6Mj708cj1VBI3OjxKfnOF6zroCjdRsWLNNjb//49DP7J0wXGciXQ5vT/6PlbFz5JR998AOBsUaUSiVdunenXcdOuHt43J+aG9tXcsTgDei58dtMloU8Q43otXy25ioF7oHpb7Bu5hJCnqlJ9K9zWXtVh72XCxF/ruJgnNHcb1GwIE5OFR7TQPfYVcDRGkBZaANBCTSRracd+mQ3Oo9+nVfe+pCu2l9ZvusORsDVxQUXF5ecafXBq1l6tQnPN3aElACWb1DQdUBtfHp1RbVlGX5J+S8jNWAZfyi60b+ODz27qfhrqS9Jyip0GebKvh92oX6CPqpZowbPeHsXz5s2UcsWzXGqIP8Qlg4O9rRp3VLuMgBwd3ejUcMGcpeRL7M3kf7fY5zNakeXJipIvsClcA8aNHRHATg5OeUa71RL0Lpd2LRsiT2QGXyai3bV8LYBrKvhZX+Ff67ml0WZBJ+6iF01b7In9cLuylmCdaBwa0+dyA1sCTEUWmetWjXx8Xmm2N63KVq3aomzc2loIgfat2srdxkAuLu706RJY7nLyJeZm8hA1LETRLtbcWPDMhb8dBCP/6xgSod8IlJ/i7MXFXh5Zx8dk1JSSLdzxEEBWFmjVKahSc1vGRIpqWnYOTiiAKyU1ijTNKRKgMKDau5hnDlbQIQJj6ElLOgvNv51gsiin8koV8x7YMF4l+NBt2g+cilvjHB/fMcakknWWOOhyt5etapUCedMLVoJkDSkZVSkklt+27JWuLpWJDNDiwRIaRoyKlbC7d7C7OxVpCVrALfH15oZy/nzSdRpW48KRX6jxSf99jH8Tqqp2rE/7b1NP5z7dIwkn/XjWHwFrE99yeSIr9kwqYHMVysbSbpwhJCqXWjlWboOFpm3Gs0Jgq7UpkPHSoUvyNodD1cdaZrsTS9Vw060yrxNaAagu0W4vg2dGqowJMcRn+d8m4qGnVqTdSuE7EnD0bfpQgNV9rMZWgOu7q6FFcqt/YuY/eNhEgvf8jMbY2wA6/66iaS7yMLXJ7E1Wq6DIgoqthrKqMF9GDK4C3XcK1DIrrjZGdWHWDTjOwIi9IVPXMLM10TGeM6t/YNjWXZImhQK/TgofejQVkVkWEb27/adefdtB/av2MmuNUdxnzCBzg5J7Jg6iKFTt+Z5qX2XCbzpuI9VO3ey9qg74yd2xgHAEEOYug7t2xaWLRWo2a0lPnJ/wVk3Z/ikV3lh3FTebZvEjSg5PzBGEs/9zmc/BVO5nrO8TWSM5dAeNT6NZa6jICafvTLB+QsXpa3b/s75XR/+pzR93h4pMdc06bG3pLD4jAcP6G9JW9b45jO3dCnuVpiUZ9Lw36Rpnx+Unug0bvpW6b1Rv0jh+iK+CXPQR0jrZ30vndbKXIchTQr3nyMNeWGBdO3hczPegkEAAArCSURBVJIlRi9F+a+Vdt7QSIGzRktfndHJVUiB5P7uzUPpPZyPn0tib1B0zmP2njV4xu3+voGOiHNRNBqS3wWq9njUeIacSbWhHDpYgVcmdaeQizZKGSNxh/1RDn2L1nJfbaNwwLvHy/SspeCprg0rBsbov1m5PxXdpb2cDkvgVtBpwkvZFl0p+89WBR6dRvKCWl3A87Z4ty74atrcdBpHWo4ahmspe4eFSb20m8O2/XiplTPpaek4ODrIUIWeG39+zdbUxjRzTcBzyCvUlWs9qurQoT1ojKX3pHmp/IjZ5lzBYMo8Kj/+MqE8tESfu8YddSqXIzR415Dn+JzmnyW8N8MXqypu7Fmiw+ulhXwxVI4msqbukPGMicnAqWp1XOQ6SAgo3JvSe2hTQMfhc9vRd2zDM6XsU/vUV3EXhwsXLxESeosXhg6WqwRBMFmp2icSBEskmkgQTCRrE6lUKhwd5NjmF4TiI+s+kSCUBWJzThBMJJpIEEwkmkgQTCSaSBBMJJpIEEwkmkgQTCSaSBBMJJpIEEwkmkgQTPR0TZQZy6UdS5gz6SPmLNnFpdjMYi5LeFLafVPp+cJPXC2Gf1TT3fbl+zf68trPIch4qwmL83RNpKpMk961SQ0MRFOrF00qq4q5rCdjCAsk8Hop+zfHEmbfZTKrFoyjXjH8j41tjW40drqLRnRQkTz95pyVDSobG2xUMm0RGmLY++MSAhPK+V/c1pOaz1REWSwzU2Bnb1s6bwZSipnlfwSNyedYt9SP9IpGQm+78tLU8bQ27Gfp8ssYMq+T0Gw284ZXy+7gtEus/GQqu+zH8P0XXbn27QIihn5K58tr2B2fTnxqOz6a+Tzut7bx8/YIEm9cwvW1rxnDRv44FoKV22YOVxtJV28N535bhn9aRaTQW7i+PJW3W6VzcNH/WBpWm776/Wy1Gc/2N1NZtCserTqFtp9Mp3XwMlZcMpJ1I56msz/nhWrZXwppZxfy3rS9VBj7Ax+qVjNl5VWaTN7M/P6O2W8y5QIrp8xkl8Movvu8D9HLvuNa79m80zz7+bSLy/nPlM1E1B7HD5+6sv6H2wz58gNaVQAwEhewOM9yh1a48Mg6a55+gKVf/IK61XCcTq3jYOZAvl85nsb3g18fzbFVP7D4bD3mL3ubOsoUzv7yP3ZL9bANuYjGzpWG/Ydi/dc8dlSfycqRmSyf8QWhvX/mh+Hgv3ADd2pVI9z3Ki1nzmdQnrsoa7m8bmGuv0F/bA4sznddlXdmWAtaTi+YToDnGMZPnMwrFbcy/ccgdCd2cMimO+/85yUaKqUHN75wbMTQnl7EJiuoaG9LVtUW9HX3Z0GgF69/8Bq1L/7Eun+i2P39VhQD32ZYEy2nj4fi1rY/7as6U6fXS3T1UaI9tZCZfp6MmTCBj0dW5K+pP3Jc500bHz2hN/S0nvMT37xTh60/BOL15vu8WucSi9ee4dSOg9h0H88nLzVCYXxwQbudhz3aWyFEJlnjXdOZ1FshxKTmSj3nZrw0sCbqiFSs7VWkV2xIjyaOPHhbvWnhEM7NiBSsKjlSq3VvmuX817nuoeWm57vOVNXqUzH5OmFWrfhk8WRahvgSGJarBmsvWtaxIiJGixEwRv3Fj0sSaDJmFH1dr3Ja1Z8XOjSkxTNGotVa8GxBk0p3iU7UY4jxZ4N/Fk0HvEgrhS/bjuYd3tIYvSXv3+B8aoHrqrwr/ibKvMqBwwlUruaBAlvqN6hF/NEDqBo0x+7P9/loW1UGDauea/NDQaXuPWhw5SCHw06gdmxP5ctnuRJ7ld0bDqB2cSQr/jJnLimp5GZLsw/Ws35y64cXytX9gSRUroa7AmwbNKCW+hgHr2RiY6vCpvIz1Kpcm2a1IvjncizBOzdwQO1CBX0q9ZvZsfn9D9lWZTBDvQvYKCpg+6Zi1360CT9AQOgl7lg3wif3y5U+dO9RH4IP4u8biV2rOrliX5V3uZWv57vOwBqFlQqP6tVRKexxsNWTlZn3w6uws8X2Xn1SRjoZegMGvQIHRzsyM7Lv4Zd7sDArrLACFNVeY9W28dgf2s7paD0GvT7PvQGzLjz0N0hUPNm6KoeKt4ky44lPyiAzU0eWPvtPYm1vj8pgQPns6yxcPIykn97kP5sj8hz9UXh0o1vt8+xefBPbtj6gy0Dn3JDnx77F7JWbmdFdIiMjkcTE7HlqNQ+PrC2RqcsiMysr+4OgdMBOZcBgeOjb0qgjQ+dMg0FjeXPuCjbOeo46b/zEwheSWPLmJ2yNKOL+lXMX+rQNY9+qo+h9GpD38IqSWj26U0e6yO/b0qn/rHWe5/IuV5vvOisqZY0hjOsVh++aLewI9mLsK20KvlmL9hp/zPiaU169aVPt0dEBDQ//DXo6mbauyjATmsiIhMSDf+kzoj54mIvKurRobEv4zTD0GElNSMK+ZVu0B/ZwrsknLP2sDVf3BpGnDRRV6d7jGU4HG2lZ2xpVrdpUubKfgCgD2gt/sOmf6tSudov9e26gywjBP+Ay2d+pmeh0YDQqqduyMbbhNwnXgzE1gWSHFrRpYAsSSNK9zUdVTWpXvcIBvygM2gts3HiEg3vO0eSTZcxtewXfoAdVWdmqsLECXUY6WZp0dPluvTjTuW8bbu8JwbX5ozeJs67bgy41rFDVbZ5zW+Ns2rzLPVUt33WWV/a6fqSM+49JQFYst+0H8MGYfkxYvJTXG2e3kFKpIDMzE4ypJCZnYjQa0B78maUxDenTQEWW3vDIjB/5G5xMKnBdlXfKefPmzSvyqzJjuLh3M3/uPEtYsoaEm6c5vGctS8+4M/alzjSr58jxtVsIU6ZwPEjHoElvUTtsNfN3JuOsCcPQ9EUGNHHN1cEKnJwTCMvswkudq2Lj7o3dxV+Y//UqfGNa88Y7vWhZKZw//jufJVuuUWfMu7TxsuPuqd/YcCgCq6rN6NC9ORWCfmNLmJLUoCC0gyfxZv0UAtetYefFDKq2bENjLx+87S6y8rOvWb33Dq3eHoe07Qt2JTmjCTPQ5MXnaeyaXZWVnYrYw9vxPX6JqAwN4dejoW5fhnSsTO7vbdvKRq5fcWLoS61xefgrSemGKuwkmT0n8JxP7iTK4sLKzx8sd/hwBrWr8Mg6q5USwNrVewixaU4L51Ns+uMI8dV70a+le3YNhhhOb1jNppN38ezQg1YV/mXbD//jh2WrWbV8NZsOxlC1SzcaO97m76XrCYoGm7Qb3NDWoWs7CFqxnoNhmdikX+fYDTvaNMpk//pNnE6uSsfhg/C5seLB3+DtJkSu/jzfdVXume3eqvpkKSosRtIYcj8UJd2OSpbyv1OvRkrV5P49XVJHxEipuSbWJUZKUYm5biNrSJbi7+a6b7Ckl1KiwqSY3AvNR3pchBSTM2O9lBJ1W4pKzqeqjLtSVGxqAfXek+wnLVtxUSroLrtZUeFSVL53vs1nufmss6JIOvKN9N9Nd6Tsl2dJd499I32/PXu80YykJCnNIEnpqZqcWtNjI6TYNIMkZdyV4pPyewcP/w0es67KMXGPhaelD2H7d79xMV6Pz9uf8WpxnO00iY6g2X2Zm/gas95ui5sukgvHI6g+8nW6lbKhSMoa0URPy3Ab34XruNlwNG/3q1WEu62ajzH5KnvWb+VEpIFKdTowcHhv6oqBn81ONJEgmEh8TQmCif4P+sBAj9v9FuMAAAAASUVORK5CYII=[/img]