![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA38AAAJgCAIAAAC1Ik0iAAAACXBIWXMAABYlAAAWJQFJUiTwAAAfvUlEQVR42u3de6xl2V3g999ae+/zuI+qW6+uruqq7sbdYAjYmMEDwxALyyEIGEVoggiJyEQaTRQ5IVIynkmCBBmSACOiTDyKNAgUhYRhYk0mDFHyRwxDNJZjJcwMcbDx2A7GuO1+1aO7nvd1HnvvtfLHrbK73d3G48G4Hp+PrqrUt+uec+7Z/3z122etlWqtAQAAfyKytwAAAPUJAMADqH3tt/b29m7fvp2i5hTr0q6GyUE/3V/P+zENJSJFStE2MWlja5aOb8X2LLZmMWlTRKSv6EX0fb+7e2t/d/fw8ODg8GB//3As5amnvv7JJ590hQAAHvD63N3dfeGFF1ItXY79YXZ7tXl1//iVg8nBulkOESlyE/NJbE/j0ZPx+Nl47ESadNG1X2F6RsQw9Deuv3zphedfvvbSyy+/dOXKy8v18AM/0KpPAIAHvz4/+clPvv/97x/61OaNvnty3T61t7y+e/DZdT/0Yx+1j1i3+aBr9rZny52t1c5GOTZ/o9nn0Tf+iIVNfb++devG7q1b+wf7+/t7e3sHbTd5y1vednh42HVd13WuEwDAA1ufH//4x9/3vvcdHnY5n26P/5l2Z1bHsSxu1v6gjIe1HMRwMI5XS3mhlhup7qbU5zccex59rrT8ka+jllLqkVJrPXHi5Lve9eJisYgI9QkA8CDX58ULj373d/2pTz+38dzVR/KFt259w1MRqSwO6riK0teyquOqjHtlvFnGwzIuai21Rhx9pVd9pUi1xtjXOkQdo4xRx6g1UooUtYwRNXIbuUvtJJpJRIrSHyye/b1xfS2lWc5dzo2LBADwINfn008/+a/84Ls+8OGd6x8+O//GJx75njdF042LGqXGndlklLHUsZShjmOtYy1j1BpRIlJEjmgimkg5cqQyxPqwDosofZRVjOsoJXKOFHVcRZRo59Fupul2TDYjmhgOXr7+gf8uP/PBpt3suqn6BAB4wOvz5M6Jp5966p8+M+RhGeMYuU3dNNU7n95MtdYauUaUqCVKiVqjlqhx9+OdRwGajwacUUu0W1H6qMOd2efn67MOERF5Es00tZNouig1Ul3nblJq2RvStXWz06SJqwQA8ADX57HtYxcvXjy5+WJaXiqHjwzLklO86kSko7vqOXKNJkWkV6RnvGrlUYooEd084u5t+aPv3r0tH5Ej5agpUok6RllGSRExltrf7uPKMndd7LhKAAAPcH3O5ls7J8/N5ldqf2Vcnx/XY5p88aL19IoMvfOfr13unlJE5Fd+DDRFRNRao0SMUUvUPsY+SommjZSijlFqRKSh5Eu78fGrMcvpsW2XCQDgwa3PyXyzm84n01SGy3W4WYYxSqQc8Zqdk2q84WZK6VV/HcVoRIqoESVKf+drXMV6P8Y+JlvRbUSNu/VZ8/O34qOX4qL0BAB4sOsz5yZyE7Es45Xobw99aUs0dyeXr9OYd//8wt6eRx8GHWspUcYoQ4x9KeuhrJZltVuW+3V1WJa7w/LlcXkwrjZTd2Lr6Tc3s4tjH/2iqeOxSGdurzcu79f9dcRXvo09AAD3fH0eqXW/jFfqcHsYyjhG07wmO49WF71qf6W7PztGDFHGGNYxLKM/jPXeuLq5XN+6UW4/W/ZerIcvlf1nh8OPjqvLOZ3tTn3T9MS/Njt/cVhFv9/U8UQ05w+G7WvLWA6uEQDAQ1CfUYeoyyh9LbXWL3zE82ipe61Ra5QSZYhyZyPPofbr0i/q+qAud+vy9ri8Pa72hr6W9dbQbw/jsXFsU5lH92jpurE56BeL8fB6t/ONefvpdnunm8X6Vu0PmtKezcefrrOdMR0tQgIA4IGvz6gRY9QaY0S9M+ZMNWqNOtyJzn4Z/SKGZQzLGA7Xw/7uuH+t7L1Yd5+tu8+MB8+M/edKLU2+EPOvTyffkk98fXfsfJo8PS4P08axfu+fpP6l9ux3Tr/uz80eeXS6GQdD9Ptt7c6lk2PaPJm7CNt9AgA8DPWZ0jzl05G2oqYyxLCK8WCxvn047t+sBzfLan8cFsNq2S/X46qM6xhXq3FxUBa36+JaPbhaDy+X1eUyXonU1rZp86PdxnRy+uTk+PGIvNh/ud99tq73ctdNz5zZuHihOzaNNA7Lw37/dhlLamdN17ZtytnwEwDgYajPvN00F8Z8IkVT+uhLHF7a2/vM5f7qp+v1T5bFC2P/0jjcKMPtWvtaImqpY6lluLuafV3rOuo6peORmma2NX/ksY2LF9vNybh7ZXnrd4fnP1QPLrVbeeP0dOuxebORx3EYlreGg6t1tdfksUm1a6MRnwAAD0V9Nlt5cq6kndLn0kcqEdGlbqPZOhn1Qu0nzXiilt1a92sZSh/j4nDcv1XWiyjryG10W6mdRuQYS6zW4+LZ1dXfTulSnkTZf3l99XfGxWfT9Gx76onJqXPT421uY1z24+4L5fofRnRpc7NJ0TRh9AkA8HDUZ97Kk7ORjpW+KX00KdrNrY2L03jsdBPfmKKvtY88RhrHde0PYvnSldXznxpuXYl+N7qN2L6YZidSntaDzw0v/oP1rY/0n/jEwafblKKO/XiwW9J2t/OuybnvmZx4ot2IqFGX63rjs/XqR9P2k7G5lVJ6/W2eAAB48OozchPNrNRuWKZ2K5pZpEnXbHQpbTTtiZQjUoxDlFUsr10eD/6g7F2J1Tp3J/P2m2J6vHTbeXas3TiRT5wp24fDjY3V1Wf665dr2Y9YRUTe2picfmL+2FvaY6dTjtLHsF6Ph8+Ph59qjp3P8zOp20jqEwDgYanPiMh1HGu/jFlEtxWpiTJEHG2+1EQ0sd6PfjeWl/5g7/f+dv/yi2k80Z54S3vqO9P8VH9wLec02dqeHD/dbZ8fbnzr7X/8Dw4P/8k4PFvLKiKayWR29tGNi493W9MoMQ7Rr/t+fWkYPtNMvzcffzJNt1weAICHpj6bVLumplyGqDVSE7m7c95mqlFT1Ijh9qXDz/7h4rkPD7euN910dv7i7Pyb2guP1eb46kaU5UEcXonJVnf+bLfxtuGpgxjq4upBv7ebmp124/HZqdPzM1vNLGqJOkYdSh0Xte6lSZs3jqe2jfqGJ3kCAPBg1Web63RSm7bWqCVqiTj6iogUpY9xiMWLv3/7d//2+trtaB6bP/FNp77t2+fnn0xbJ4Z1u7z+2OL5Zxef+p1yI09P/4uTM+e3vukdeT7p/59P9QdXmunT3dY3T3dOTnciNVFLxBhpvNOauW3yrEs5RVGfAAAPR33WnGqba6QyRB1rRLoziUx36nO9G6trN1ZXP1HL5vz8Oze+7u3zJ988O3MycrTryF1XF5vLZ7p+tV5e30uzVXfs9PTRi818MzUbzfY3tKe+td0+1cxSlKhj/fyYM6WUmpzb5mjOCgDAg+RLJ14tpY7rKOMX/9C4iuX1WN0qZejb7eObT33L/Mk3N1tbkaOWyE3Mjsf8kWPd+W8um08fvLQ+eP5K6RfNLHIT0W3mU2/Oj7wtb54+Wr0EAMBD4kuc816ijHfOdI84Wn5e487sc+z79a2+31/Wccyz6eTUmcnOydxFRESJlCNPot2atzvn0+0r/fVncn+lPLZx9LOpneTtR9qdC3m6cVSeRw+b0lENNxHp7pQVAICHqD77FGNuI796QppSlGG13r81HO7WMuQcuYvc3knPuz8ekbt2dqzNl8dbnxxX6/Hg8TSJWiLl3M7n7eZmbr9wiHvOkZvIuY00+aMmsgAAPHj1GSlS5DaaWeQuoh7NQO8OQcd+XB6U9aKWEnfmoa+ZVZaxDouyvDbufzoN/bjYzflYSiea6eFke2t6bJLaKCWiRopIKXKTU57nfCzqpA613nlgAAAehvpMKVKXpk23nfLsqCZfWZa1lnWtY9RaS5Qh6nAnIuvddq3D4fr2c+tbfzCsPpfablgvu+nZ1Dw5mW/Oju9MdyJ3d5bSp6POzE1utlM6FWVW+ho1hU+FAgA8WN74HnctUYecx2YauX1NA6acchepiUilH9a3D/v9RRnGSJGaqBHDMta3b62v/dP+xkfG5aVaD6MOebo9e/SbN5749vmZ05PNo72WPj9Tjcg55VlKG3U9lsVeHdYpqU8AgAfKG88+x3Wsd2NcRi6vbdTUTvJ0J0+2IzfD4fLg8rX2+M3pqZPtVpOb6BexvBEHl19aXf7QcP1DdXUj5XPtJE9P7bRv+Y6Ifn72TDuJml+xnWc+2so+RSllebPsvRj92ZRmrhAAwENRn3Vc1uWtGA4j1VcOIGuNWiM3Xbu51c7mKefx8Pry8kfbWZ3MLox7J/Ns3h/0B5duHjzz//Yvf7QuXkzdmWbjQjPfmByfx7HHU452Gqm9s7I9Pr/mPUdKKWrU9UFZXI/hmHPeAQAelvqMflEPr0W/n6J8UQHWErlrptvT1WaXmzwefK6/9L8e7H+kvPhUe+Lr0vEnx9Wt9eV/vHrp94bbz6buRHv8T3cn/0x37Ey7cfchXpmzr3rsFBExrqI/jNJb+g4A8NDU57iq690YFinKqwaQNaJE0+XpTp4c22ymp8fdS+X2J1Z7zw9Xn89bz6adp8pwc7z2oXL4XERtj12Ynf3W+flva7dP5sndRxjf6FlTihTDKvr9XPqcfOwTAOAhqc8Yo64ihi/+9lF9TmJ2MlYnT0+Ov23cWw2L36/lYByeLQc3ov90lFVZXYlIKW912+e3nn7z1tc/3W1v3zlO80sd3Z7vnKS0up3LqsmR5ScAwMNQnzVFzbWmWu+uSv/C/6qR25i0MTt9en7h28t6Wa/uluULtdyuqxuxikhdyht543y7dWF+4Vs3n3xqfv5sM79Trl9arWPt92J1rY3FrI3W3XcAgIehPqNpYzKrTVcjvf6wMsfkkbPH/9R35nmuw2L90mToPxtlLyJSc7yZPT09+9atb/jTm2/6lvljF9t5pPz66Xm0S2jcWdo0RlmU1Ut1kWaxuz2NSeMaAQA8BPWZ267d2Bwn04hUXzc/U3THd/J8J8Z+uLWbu+mw3K7jzYjIk3Pd1lvmj799+1v+7Pzi45OtaI42lj/yikdL9c6q9lqijrWWVa370S9jNc7S/vFZTFvXCADgIajP6XR6bGdnb74RkV7/k5olUoo8idmFcyfbd/S3v6k/vFWHVaRophuTrVOTE2e6Myfb7cjtnQ2VvrCGqL7iq0QdY+yjX47jsF/GlyPaqGneLk/MY6Y+AQAehvqczacnThwfNzfWKb8qPl+xDCilaJrIp050OyfGVYyLqEPUFHkS3Tya7s5+8uPq6EyjIWKsRwfGHx1xNAx1HGJYl3XfL/vVtRf7/cul3Ixo/4Uf+f+u3Y5f/8X6619yjRIAAA9IfW5uTM49st1Pp9faVI/Glk2kevQ5zTsJWkvUo+2TSuQcaRqljRJRa/SH0Y9RhhjXMa5iXK2Gw9ulP6h1iDLE2MewitVeXd2sh1fK4uqwvtEvrqyu/H6ti4j0sb/7pnf+xf/knT/67ndcSN95zrp3AIAHvT5ns+nOzva1PMtdqilKiRiilqil3L1ZPpZ+XdZ9HYc6lqP76KWUsYylr2Ud4zLKMoZljMsYDg/Xuy8Pq/2oNUqJsY/1IlY3Y/FS2f9cWTxfxsul3ohaU+pqLbXU1bLu78d67RoBADwE9TnGrI+d2m420xQ11vtRVtEfxrBYjYuDstqL1W7Zv1p2X6zrW7Uc1rKOGEpZlLJfS1/HqGPUIcrRn8Mwrpd1bHJzKqftiCaViHEVwyLVSdOdy5MTJa1j7KOu67BIzcZifezWfizVJwDAw1CffR8Hi1gOqzLfrYf7ZbUe9vNqr+33F/3B/nh4q65u1t3n4+Znav9yLXu1LiPWpe6XcjNiFXF3MfvRbfMUETmlrWgfT+0juZnldpraqNNpTVuR2mi7yDmNqzouar/fzZtVc/rWIlaDawQA8BDU5+1rVz77yd99efjcautS6a+XxbPRz8twquZjpdmseRKpaY49nrcupKamtqZcohlr9DUtI42RI5qINqKJmqOkKCml1DXNsa6dz6bttG1SihqxHvJQc8o55dTGmGMofZ+bFBef3q1h9AkA8FDU5/7t65ee/dTuwU6erUr/bL/6eM7bTXchbV5Ixx5L8zMxPZE3zrQbjzSz7WY2bbomtVFzpBypidxF00WaRuruNmgTOcUkx6yLjWnMu8hN1BqLdSz7WNcYa+SIqDEOUUr0bdwa67JEOOwdAOCBr8/Ute182rSPpa235WNv7ba/J01nuduO6Xadb0U7j3bWdPOm22i7ru1S20bbRNNEc9SX89icxeY8NuZpYxbzacwmsdXEiRTbTXRNtDlSjqjRj7Hbxx/cjmd26439uHUQfYllH0MfizH2Vq4RAMBDUJ+bW/Oz50615Ynh+Lfkc6fbCxvNZtNMIrVR2zvjyCZFjmibaJuYNDFJ0TWpbWJrEic2YmcjTmzE8c10YjOOb8TxaZzs0rmIndeMMm+s6v91NeZX43O5pjEOUuQU+32MJYrtPgEAHiCpvv4xmvGxTz7zux/7w88uzzyXnqibG92x9thG3pnFrIkuR5sip2gimqMGzdGkaFLklHKKSRPTLmZtzLqYdjHtYtbFpIl5TpsRs9fU52KsLxzElYO4vah7y+jHWI9xOEbK8V3n0tsfdecdAOBBr88jn9ivHzmIocYkx5lZnN+IY03aiOjSnTVFXUT+KrysErGK6COmEVNXCQDgIanPl9f1ah+1Rk6x0cZWF9OUuoic4u75R1+VNUFHJyiNd9fNAwDwUNQnAAD8McreAgAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUp7cAAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPXpLQAAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQCA+gQAAPUJAID6BAAA9QkAgPoEAEB9AgCA+gQAQH0CAID6BABAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCfAACgPgEAUJ8AAKA+AQBQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAKhPAADUJwAA6hMAANQnAADqEwAA1CcAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfXoLAABQnwAAqE8AAFCfAACoTwAAUJ8AAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAADqEwAA9QkAgPoEAAD1CQCA+gQAAPUJAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAQH0CAKA+AQBQnwAAoD4BAFCfAACgPgEAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAACoTwAA1CcAAOoTAADUJwAA6hMAANQnAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCA+gQAQH0CAKA+AQBAfQIAoD4BAEB9AgCgPgEAUJ8AAKA+AQBQnwAAoD4BAFCfAACoTwAAUJ8AAKhPAABQnwAAqE8AAFCfAACoTwAA1CcAAKhPAADUJwAAqE8AANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAAD1CQAA6hMAAPUJAID6BAAA9QkAgPoEAAD1CQCA+gQAQH0CAID6BABAfQIAgPoEAEB9AgCgPgEAQH0CAKA+AQBAfQIAoD4BAFCf3gIAANQnAADqEwAA1CcAAOoTAADUJwAA6hMAAPUJAADqEwAA9QkAAOoTAOCBNZb4+/9n/a0P16/qs/z3v1E/c+mP4SnUJwDAfewzl+qP/ez43l8rX+0n+tRz9S/89fJTv1wW63+ux2ldMwCA+9FiHT/3d8oHPlL/JJ/0Ax+pv/P741/90fx9b09f2SOYfQIA3H9+68P1h35y/BNOzyP7i/iZXy3/xs+Ml6+rTwCAB93l6/Hu95b/7FfK/uJr9hrGEs9ejR/+6fGX31/Gf8Z7/u68AwDcH8YSv/Kb5Zff/88w7/yz//74lT3Xb/+t5sv5Z//Db9T/+YPjf/Xu/NY3fbk34tUnAMB94GPP1P/ol8rB4t56VaXG3mG8+73lnW9L//G/nne21CcAwH1usY6f+dXywY/We/lFfvCj9YMfHf/av5X/5ben5kt+tNPnPgEA7lFjid/8nfovvWe8x9Pz837ufyw/9rN/xGoks08AgHvR5evxl39hfPHafZbLz70UP/zT47/6jvTjfz7PJ6/zb8w+AQDuuYb7G3+v/PBPj8+9FGO5L3+F/+3/rj/0k+M/+sTrjGzNPgEA7iH/6BP1p3+lLFb3fUDvL+Kv/GJ565vSz/87r1qNZPYJAHBPuLUf735v+Su/WPYX9+vI87U+9kz9wZ8Yf+2D9fO/kfoEAPgaG0v82gfrD/7E+LFn6gP5C/43v17+3E+Mn7lU1ScAwD1h97A+2L9gjThYhvoEAPjaa3L8pR/Mv/6fN0+cjeZBrLO/+APp/T/fHJ2HZNURAMA94dyp+Lv/afNbH65/4+99Lc9w/+Ot6gtn4r3/XnPu1Be+qT4BAO4h3/f29I63Nj/3d8oHPnJ/34vfmsd7fiR//3d88fnv6hMA4N4yn8TP/qX8mUv1J/7bcvl6lPuwQt/1bekn/8Lr7zavPgEA7kVPnU//019r/pcP1b/59++b7Zdyiq15/MJ/mJ86n97w37i0AAD3pibHj7zzC+t17n3/wQ/n//3nmy+RnmH2CQBwj9vZil96T/78GUj35kb0rz3T6I2YfQIA3Ae+65vTb/yXzQ999701BG1ybM3jv/538y+958tKzzD7BAC4XzQ5/uqP5h/73vjLvzC+eO3LGoL+9t9qvqov6Ye+O/34n3/91UXqEwDgQXDuVLzvp5r/48P1v/jVr9k9+CbHY6fjb/74qzby/DK58w4AcJ9pcnz/d6R/+N7mnW/72tyI/8l/M7/vp76S9FSfAAD3q/kk/vq/nX/pPXl740/uSd/5tvQP39t8/3ekr/hE0FRrdfEAAO5fY4lf+c1y8ZH0fW//Ko5C3/tr5Xu/Pf3z7/30/wMe2oshfKbotAAAAABJRU5ErkJggg==)
Specifications I/O Devices - 5
I/O Devices
Keyboard
Standard, extended, or adjustable keyboard; keyboard draws
25-80 mA, depending on model type
Mouse
ADB Mouse II; mouse draws up to 10 mA
Microphone
PM 7200 Series
Apple PlainTalk microphone standard