Controle deslizante

Controle deslizante através da barra de ferramentas
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Ie8M/G6kfVlL3tZ7jXn7lfaB6naUjSceeaZqUWaifhWS37SDGZxTmsHcQhFxkD/joGuifhHHnkkebxk2gXH4/TkAAn9v/zlLx5VeJ918SpzwW1V+Yc/bPa+96XnUrxucs0Tuumz/PFHR37jG9+wnXaabG960xampTVaI583dMVnPcHo61/P61LLfO36/Pyzz9qp263VUsD7jLz2V/1kPzt7j03s3ll/bulfWoayPn/hC1/I9UZO/V8ed9wfbeLE5muD3Te95VO2m4WyPusembSlD83qKpLWCxG/6Pbbbbf132+n7pnvefVF2lOWc546tMxR7wuoOmT57GK5WX177LFH8jAE/cokYRuK+GblwrStttrKDj744OQL7rRp00xPQ2oW3K80kaO2FAm/+MUvMn1uJeK1jCjvr6TyKYtzWjuI618BR9/Rd10T8QsXLrSP6m1ILYJuqtSzyadPn94iZ3py1sWr6AU33foLsbr/SxNBWW4qXumXXvpCmayjbvmc59GRWT7G8V3x+b77zJrMnsY+tTpv1+d/Lbjbztpt40IiXkL+xtOOsTO/tJHd8LviL7Aq67MEa6vH54nXmDH+1tBfJMcS9c2CbDYTwypbxmc9QUZPRepkaOZ3GZ9b+frkww/bvuu+10781BZmn/ykWdr9CXq+usa4LhZ6DGaLR2GGdXbCZ7ev5Y9ao63n9FcZsnx2sdyqriOOOMLe/e53J0/SadafWXZUJtxazXK7X2liSW3JG773ve+N3MSaVqaViNcXlhe/+MWmN+3mCVmc09pBHEKQMdC/Y6BrIv6BBx5ouYZRa+J1MdPNeHoV/KRJk/Jcr0blybp4FbngjjKYcTJ+fGt9qc/mz38+w0AQ3Q2f8z46MnCr6WE3fE4c2HZbs+uua+pL3sR2fX7gpr/ZjK9vU1jES8jfc83Fdsl3v2AXHzTedt35K/ayl73Z/u3f1rDf/e5PTd0v47Me56qXNLUKmn1vNDQ76MvCjkhm5VuVk23VkRXK+KznuJd5VnmWD3G8bo7WC3WyQhmfs2x5/Lfe/wE7ZvNPLnmBxHnnmX3gA2bxr4yf/vSSdD25a8MNvWiufSd8DiuWfT2S8c9/LvcrUmjLj7N8drHs+eqyd7/SRI7akid8+ctfHhHwEuP6jIu38847z8aOHbtMvPLpOf4q59sxxxzTstoszmntIK5/BRx9R991TcTfd999ttlmm6VefPRYsze+8Y32sY99zLbddlvbc8897etf/3rh5xbLeNbFK+8FN9XBDkd22mc9812znHkeHZm3qZ32ecQPPYL0l78cOW3noF2f7/rLucnTZ8LlMkWPz/n+N2zMmJdZozHLGo15tuqqn2j6tssyPucV8dOmXWyNxrGBiD8q17KaToj4XXfdNVnr3E7/Niurm+ePO+64zCxlOGcaM7PvfeRj9pOPb7pEoOstcNqOOspMX0rDEP7S9Pa3hyktj6v2Oa1CCXgJedVVRcjy2cVyFXVUacP9ShNLeZicfvrpyTsKXIBrr1844k0CXjfrxvE6f9e73jUi4FVev0RI3DcLWZzT2kEcQpAx0L9joGsi/p577hn1c7nWNZ5zzjnJdUjPs/7IRz5iTz/9dLPrUq60rItXngturgo6kKlTPuulWnrShN6+mvfRkXmb1ymfl6lf65F2222Z6DIR7fp88x9+laxxLyrcw/yf3HQHazR+HQjnr9lhh1UvLrVkoNVyGr3kZ8lymqMSMa/jVqFTy2kkTjoZZF+PL80K7Y6N0O4PPjHWpnzow6MFvAv5HXc0C9dhv+UtZppZ1UuHvv/92iynCdujJTUSk1pi027I4uxiuV37VZd3v9JEjtqSJ+iGbb2JVWMwa5xLlItxWvD1/yr7wQ9+0FoteZONLM5p7SCufwUcfUffdU3Ea83rpz71qeQapacL/Nd//Vcyo3DjjTcmcVo602ymLO3ilhaXdfHKe8F1m/p5f/vt97G3v31j23bbfVq+tt3LldlX4bOeNrP77r+1//zPje273z0jeYKI7i3I8xi1Xvmcq97Fi830pt+CX/BuvPZaO+nYY0dV0S7nv//yEJv1q0NKLaeRkL9u2o/te5/+mC2/3LdHRPyKK67d9KUuZX3Oe2OrAGlZjWblJepbhU7d2Jolblr5kyddN8vqptlmoSxn2dS1bcqUU+wXvzjDjtz6s/adDd6fLuAl5PXL0ne/O9oVPbVLX2J0D0iB0I7PBapJsuomV93s2m7I8tnFcrv2qy7vfqWJJbUlb9CvoHoTa9Y4zyPiizwyNotzWjuIQwgyBvp3DHRNxOsFInoygGbDPvnJTyaiWC/v+Na3vpVcB+fMmdNyzXyeC2bWxavIBffcc89dOmuiNcO+NUzxnQhV+Pzud+9ojcYxS8XhZFtjjU1Nwr5ToQqfc/v2pS8tu5Y4KvzPO+6ws045xQ7ebz/b+iMfsS9vt5397Ic/HJWrXZ//ctieduNpPyss4mf96lA7Z49Nk6U49/z9UjvwwFOS8bXqqu+yXXeNBN0oj7Nn1FqN5357xKR+OdAHSRzOPvt823rr3W327DlxUu5zPbZSs6HNQtmxIQH/ylduvvSlad+w175kXXvu6quzRfzxx5vtskszV3KnlfU5dwVRRj12st03bGf57GI5qrLw6UMPPmR/vvTPyabjdoP7lSZyWv0PxnVfeeWVpjexpoVWIl5juEjI4pzWDuL6V8DRd/Rd10S8Ho+lddkS8ieddFJyPXruuefs4x//uPlsvB55qJeNtBOyLl55L7j6yfhVr3qLNRr7jsyWLrnxb7L927+9pZKflOP2teuz7DUaesqI36A4z1ZZ5bVxNZWeV+Fzbod+/nOz6HF3Dy9caJf88Y/244MPtglbbGE7fuIT9oPvfMcuOPtse+D++1NNt+vzjK9vbbdfcGouEX/f7L/YNUcfaH/44ofsih/um5RJdapFZFmfq37Zk7up2UDZbhbK+KwXMalcGA488Hh7yUv0JfoMW265N9huu+V7DGZoQ79Ebb/99mFU6nEZn2VIv9Q1Gv8I/veWsyf16CpfPhPvtXTmO99J9aFoZFmfw3qaLTEK8+lYL4DS8rx2rtFZPrtYjusscv7www/b/3zvf2yjD3442XSsuHaC+5UmluLxmqeeWbNmpWZrJeJTCzWJzOKc1g7iEIKMgf4dA10T8bp59fWvf/0yr4EPZ+O1hrvdx8xlXbzyXnDlg37yXPICJBfFvm+Y0qsO7fqs9e6rrvphazSuWiomjrOPf3zfqt0cZa9dn0cZa3Uya5Y9v/329rcrr7Rjf/pT22vHHW3LD3zAvrPvvnb6tGk27x//aGUhSW/X5z984YM2/68XNhXxd199gV3906/b6Tu91675v2/bonnNBW8rx9vx+atf/eoy/2+t6muWrqdGyWarUMZnvYkzfkb8kv9D/9+7J3MpQpY/ixYtshe96EX297//PSvLSHwZn1V4u+0OtUbjrBERv9yYj9rWq7/Zjv/01nbdYf+7rJifMsWsxXP2R5xqcVDWZ5nde299OWrYSiu909Zbb+fcb1zVL6r61eSiiy5q4V16cpbPLpbTSmkpim5MbrXttede9u53vtv+4zWvTzYdK65VOaVn3fTvfqWJHLWlqtBMxJepI4tzWjuI618BR9/Rd10T8boQXX/99ctcj+LZeK27PPnk8q+rz7p45b3g6lF0S8RDOLvmQqKR+8NumYY2iWjHZ3346IvPxz++ub385e+0VVbZ2F7/+s6thfdmtOOz22i1v3XOHDtZS6722MNueOlL7duf+5ydcPTRdp1mN0uEdnx+9qnFdtoO62YK+Dv/fJZd8YOJduq277JZx02xx+6tZilTOz7rhvH3vOc9LZ9kkQelRIZsyWarUMbnq666yvQynzCsuurbRsTxkl+Zit38qkf7tXoOuNdXxmeV1TKdRmOMNRp60s+u9pGP7Gqzpk2zX35+gu251tr2mTe8yQ7e8EN2zi672r0n/dZMb0I94ACvtq19WZ9V6Zgxy1ujMX/kS79e+pY3aEJmww03LDWusnx2sZzmg3750VNeWm0/OvxHtuH7PjAi4nWsuFbllJ7165L7lSaW1JZ2gsamb3qMpJ5C4+e+L2s/i3NaO4hDCDIG+ncMdFXEZ12Qwtn4mTNn2pZbbpmVtWV81sUr7wVXy2le+tJXW6MxLhIQk+0lL3l1rZbTpD06Mp7NbAmsZIZ2OadVe8/dd9u5p59uh37zm7btxz9uX9pmGzvysMPs8osusmcmTjRr856Ednx+9J55yZtXwyfN6HjuBafYnw/Zzc6YsIHdcPKR9uTDD6Y1rXRcOz6r0lNPPdW23npruz9jiVEex1RWNmQrTyjr8worrJDcJOp17Lnnd22lldZJlratsspmNmXK8Z7Ucl9UBJX1WY4sXrzYDjxwql166bJfLh+85RabcfAhdtimm9m2q7/Fdn3D6vazvfexv179V3v22WeXaYfW2F9wwRXLxKdFlPVZS2hWWknPHvfJifn2wQ/umlZFZpzerr3NNtvkuhk6NJLls4vlMG/R42eeecZOPOFE+8xWWyebjhXXTnC/0kSO2tJu0JtYl0wavfAceJ3vs88+bZnO4pzWDuL6V8DRd/RdLUR8PBuvWYnTTjut1EUs6+JV5IKrJzEsubD+19IbW7VvdOQ15GpkUZ+1pGfHHXfsyKMj80Iv6nOa3ccefdQu+9Of7IgpU+yLn/mMbbfJJnbYAQfYH6dPt/vmzx9dRG+OnJx/tnB04SVnZX3WOw72/MJX7DPrvW9kJv7Ws0+0iw+aYGft9lG75czjTDP1nQhlfQ59OfbYYxMRnjXbGOaNj1VGAl428oayPuuJUPETUDTWv//9X+daEuP+ad2+RHyRUNbnInUo701nnWXTfj3NvvaV/WzzzcbapG9NstN+f5rNu32efeYz37IVV9wyueb8539uucw9AnFd7fi84oqrLn1HwJJfHn/964tj8y3P9XIuXauLhCyfXSwXsZWWV+9IuHHOjcnW7IVkaWXT4tyvNLGktrQbdK+Y3sQaCvnxepNgmyGLc1o7iEMIMgb6dwzUQsTreuWz8XoCjB4/qddrlwlZF6+iF1z9vL/ddl+2d75zY/vsZ79sOu9UKOKzHsPZyUdH5m1jEZ9Dm7OvucaOP+oo23fnnW3sBhvYpL32slNPOMH+0eJmSbv9drOxY0NThY/L+vzqV69njcb/JeLq31+xtp351a3tvH0/lczCF3aiYIGyPsfVaOZUL2nS/1neoLwqo7JFQjs+S8yccMIJRaobyau3Xmo2X881Lxra8bloXZ7/8ccft8v+fJn95Mc/tc9uPc6WX36LYHZ8qo0b1/yLSDs+a9ngJz852d7+9nH2v/97irtUeK97GaZonX/OkOWzi+WcZrqWzf1KEzlqSxXhggsuGBHx7d4T5v5kcU5rB3H9K+DoO/quNiJes/F6a91nP/vZzJuM/ALVbJ918arqgtus7rJpeX3ea6+9krfZdvLRkXnbkNfnubfcYqf95jd24MSJtsX7328TP/95+9URR9jfr77aCs+UffKTZnPn5nVxmXx5fQ4L7r67bgD8YSCuJtgRB+UXLaGtMsdlfM6qR7b0mMBNN900+VXp8ssvtwULFiRLDrTsQMeK0y9RyqO8KlM0tOvz1772tUIz6ddcc41p9lJb2RvP2/W5KKM4v17gs+KKE4JxZrbmmhvH2Uad99pnOaPrtrjn/eKV5bOL5VENrMGJ+5UmltSWqsIxxxxj6667bmUv5cvinNYO4hCCjIH+HQO1EfFVXQyzLl5VXnCr8tXt5PX5V7/6lRfp+T6vz/+91Vb20//5H7t0xgx7pM3HvSUvyfntb0u3Pa/PYQUHHqhn7/88EFc72377NZ8hDcu3e1zG51Z16ubUo48+2nbZZZfk3Qzrrbeeadtkk02SOKXluYE1q54qfP75z3+ezKpL3OjlcHF48MEH7eyzz05mMMeNG2eahW8nVOFzO/Wr7Nprf84ajX2s0TjFVq0ZPWMAACAASURBVF11c7v66r81NVkHn+Wg1vFr7GhGuVXI8tnFcqvy3U53v9JEjtpSZUgb52XtZ3FOawdx/Svg6Dv6DhFf9ipZYbmsC27VHxIVulx4HX8ldUuotfHWyDKcH3jgAXv1q99rjcYUazR2sde+9r2VNCWvkTI+57XdqXxV+Tx79uxkqYZudF9uueWSTcttll9+eZNw17p3LQupIlTlc7u+TJnyW5s48ed2zjnntDRVF5/lqN7ku8EGG5he2tcsZPnsYrlZ2V6kuV9pYkltqWvI4pzWDuIQgoyB/h0DiPgaXIWzLrj9+CHRUZ8ffNBMr6gvGdrhPHHiZDv55EsKP42jpKsjxdrxecRIlw/wuTvA68ZZL9bSy/z0fP6skOWzi+Wscr2Kd7/SRI7aUteQxTmtHcT1r4Cj7+g7RHwNrsJZF9x+/JDouM877GCW4+U9ad0K5zQq1cfBuXqmaRbryPmoo46y3XffPc3dJC7LZxfLmQV7lOB+pYkltaWuIYtzWjuIQwgyBvp3DJQS8XosVuGbErtwtZNP8i1tQOJzdR3QU84//rGZXl1fMPTU54K+enZ8dhKd3cO5Wr6TJk2ygw8+eBmjzTjvsouZBPPizjypdRlf8kTIF/kk3wblMyWtHcT1r4Cj7+i7UiJeNzL961//ynMd7Goe+STf0gY2PlfXFXCujmUzS3BuRqe6NDhXx7KZpWacDz30uUQwX3hhMwvdTZMvEvHybVA+U9LaQRxCkDHQv2OglIhfuHBhIpY1s1KXIF8k1OVb2oDE52p6Cs7VcGxlBc6tCFWTDudqOLay0orzZZc9nQhmiWaJ517OyKtuF/DyR74NymdKWjuI618BR9/Rd6VEvAaOXsXus9u6QPcqqG6f4ZFPzQY1PpfvJTiXZ1ekJJyL0CqfF87l2RUpWYTztGnPjgh5iec6bPJp0D5TmrWHNEQhY6C/xkBpEa+O9tltrTfXjTS92FR3sxn4eEDic7l+gnM5bkX/J+AM56wxMwxjQ7PeWr7ia+R7IeRVt3zImoEfhM+UuA2c95dwo7/oLx8DbYl4N8KeAcUYYAwwBhgDvRoDixcvtieeeCL5VfbRRx81vQH3scces8cff9yU1iu/qJf/CcYAY6CTYwAR/yQDrJMDDNuML8YAY6CTY0AiXUsqH3744WSZ55133mm33357cqw4hDzjr5PjD9uMr16OAUQ8Ip5ZKsYAY4Ax0JdjwAW8lklKvPuSo3vuuSd5m+/8+fMTcY+QR2j1UmhRN+OvU2MAEc+Hd19+eHfqHwK7XGwZA/0xBkIBP2/ePLv11luTWXfdTKtNy2p0f4HumWJGvj/6lP89+okxUGwMIOIR8Yh4xgBjgDHQV2MgFPB33HGH3XTTTYn/LuB9L/H+j3/8w+69916EPGO8r8Y4YraYmB1WXoh4Lmxc2BgDjAHGQN+MARfwixYtMgl4zcJruYwL93ivRwtL5N93333JDa+6AVY2hvVDn3YjDhkDgzMGWor4rMedEd+dR+HBGc6MAcYAY2DJGNCs+i233JKsd581a5bNnj07EfDPPvusZW3PPPOMaW389ddfb9dee20i6LX0Rrbgyv8WY4Ax0M9joKWI14XOH9mlx3aFmy6mmtFggwFjgDHAGGAMdHIMaAZdj43UTayafdem+uKZ96xzCXl9ni1YsCD5TPObXTvpM7b5n2AMMAY6OQZainh9Q/GfH7UPN10Qn3vuOTYYMAYYA4wBxkDHxoBm2Z966qnkUZJ33XWX3XzzzclnUZG3x8qGhL8eP6m18lpSoFl6PsP4DGcMMAb6dQzkEvFZ3yIk4rNmPYhf8oQEOMCBMcAYYAyUHwP6cH366acTAX/33Xcns+n6TCobJOL1OEr9wqwvBrJP/5TvH9jBjjHQuzGQS8Rn3QShWXoCBCAAAQhAoBMEJA40W66lL3r2uz5zdNxO0BcCiXhtWp4j+6qHAAEIQKDfCCDi+63H8BcCEIDAEBCIBfyNN95YeAlNFiYJednT0hy97RUhn0WKeAhAoM4EEPF17h18gwAEIDCEBCTgfQmNbkj1x0hWiULCXU+pkZDX0hpfI5/1lBvis58ABBvYMAZeGAPh+npdyzr5Sx8ivspPBWxBAAIQgEBbBHwGXjPketvqdddd1/Q58P4hWWavpTm6SVZLax588MHkhtfwCWwcj34iHTzgwRhoPQY0KaClerq++OSA33vT1sUxpTAiPgUKURCAAAQg0F0CLsI1Q64PQAlrzcLrJlbN8oWzW1Uey75udtUjk+fOnZsc65wNBowBxkDRMeCPv9UvfLp+6ZG2ehqWnuzoy/Z0rasqIOKrIokdCEAAAhAoRUAfahLmelqMZrF0E6tEtf9EX6VoT7Ol+v0DtlQDKAQBCEAgIKBripYE6s3SmpDQG6PjJ2IF2UsfIuJLo6MgBCAAAQi0S8AFvH521geeHiOpFzq5qFZ6pze1QeJe9RAgAAEIVElA1xW/tmmva11V1xtEfJU9hS0IQAACEChEQB9wmoH3GSt9wBEgAAEIDBoBXds0K69rna55VUwaIOIHbZTQHghAAAJ9QkAfYppx18/MmoFHwPdJx+EmBCBQioCucbrW6ZrnvzaWMrS0ECK+HXqUhQAEIACB0gT0k7Ju+NJ6Uc1OESAAAQgMOgFd63TN07VP18B2AiK+HXqUhQAEIACBUgR8Fl5PbtBPzFX8tFzKEQpBAAIQ6CIBXet0zdO1r93ZeER8FzuOqiAAAQhAYAkBfZDpp2U9go1ZeEYFBCAwTAR0zdO1T9fAdiYwEPHDNGpoKwQgAIGaENDPyHoZip6lrEexESAAAQgMCwFd83Tt0zWwnSU1iPhhGTG0EwIQgECNCOiDSy910ktR2pmJqlGTcAUCEIBALgK65unap2sgIj4XMjJBAAIQgEBdCOiDS09ouOOOO+riEn5AAAIQ6BoBXft0DUTEdw05FUEAAhCAQBUE9DbWRx55xPSacgIEIACBYSOga5+ugboWlg0spylLjnIQgAAEIFCagIv422+/vbQNCkIAAhDoVwK69iHi+7X38BsCEIDAEBNAxA9x59N0CEDAEPEMAghAAAIQ6EsCiPi+7DachgAEKiKAiK8IJGYgAAEIQKC7BHop4hcvXmyzZ8/uboOpDQIQgEBAABEfwOAQAhCAAAT6h0CvRPzvf/97W3XVVe1tb3ubrbzyyvbQQw/1DzQ8hQAEBoYAIn5gupKGQAACEBguAr0S8RtttJFdcsklCewtttjCfvOb3wwXeFoLAQjUggAivhbdgBMQgAAEIFCUQFkRv/HGG1uj0bDx48ePiPGidXv+XXbZxQ466CA/ZQ8BCECgawQQ8V1DTUUQgAAEIFAlgTIi/vjjj7c111wzcUOz6euuu+6ISzqXwE/bfOZ9JLOZHXvssfaOd7zD5syZE0bnOp47d66NHTvWVl999ZFt0qRJprX2RcLMmTNtwoQJtnDhwtzFlHfq1KmF68pdARkhAIGuEEDEdwUzlUAAAhCAQNUEyoh4+fDNb34zEepveMMbbJNNNinl1m233ZbM5p9xxhmFy0t4S7xrHwYJ66KCvIyIVz1lvjCEvnIMAQj0ngAivvd9gAcQgAAEIFCCQBkRP3ny5GT5y6233mp//etfEyHuVeedideNrLqx9aqrrvKihfYS0drioBlyifjp06fHSZnniPhMNCRAYOAJIOIHvotpIAQgAIHBJFBGxO+xxx523HHH2U033WQS9FobXzRstdVWdvDBBydCfNq0aTZjxozcJrRcRrPgaSI+y4jy+rIbLcHRUhwPaSI+XqrjdXndabb8C4Snxb8I6IvFlClTEt+Vx226H+whAIHuE0DEd585NUIAAhCAQAUEyoh4VSsBuvbaa5seFan170VDvGa+6I2tEsQSwrFQTvNDvob5JNpVVnuFWMS7gPfZfBfu4fIZ2QzPvUwozON63We3m+YrcRCAQHcJIOK7y5vaIAABCECgIgJlRXxF1bdlxkWxz3xrHwtkF9cu2L3CUITHIj5M8/yxnThPfK5yPjPvPmkffplw2+whAIHeEUDE9449NUMAAhCAQBsE+lnEe7N9ptzFfLhcJks4h8I9PI6Fd1yHC/JQtHv9iotDmE9lw9n7OC/nEIBA9wkg4rvPnBohAAEIQKACAoMg4kMMPmPuglrC2cV9vPdZ8TQRH+f182Yi3tNCfxDxIQ2OIVA/Aoj4+vUJHkEAAhCAQA4Cgybi1eRYOLtYz8KRJuLTBHlYPqyj1Ux8+IWCmfiQIscQ6D0BRHzv+wAPIAABCECgBIFOifiHHnzILr3k0mTTcZXBZ9slvtOCRLMLZ+UJl9d4fol0F9ShiM8S5L7MxusMRbxsxueK8zL+hSCs0/1gDwEI9JYAIr63/KkdAhCAAARKEuiEiH/44Yft4O8dbBt98MPJpmPFVRkkmtPEuQT++PHjRz1CUnnD2fj4S0Ao4uWjp7v4Vlws0uNzL6N4D3G9iHgnwx4C9SGAiK9PX+AJBCAAAQgUIFBExOtFToccckjLba8997J3v2tt+4/XvD7ZdKy4PGVVR94g8e1r1X3vs+uxDQlqz6O9z6grXyziFeei3MvEdsN0t+Uz71llEPFxr3AOgd4TQMT3vg/wAAIQgAAEShAoIuL1cqfTTz+95fajw39kH3jfB0dEvI4Vl6es6iBAAAIQ6BYBRHy3SFMPBCAAAQhUSqCIiM9b8TPPPGMnnnCifWbLzySbjhVHgAAEIFA3Aoj4uvUI/kAAAhCAQC4CnRDxqvj555+3OTfMSTYdEyAAAQjUkQAivo69gk8QgAAEINCSQKdEfMuKyQABCECgBgQQ8TXoBFyAAAQgAIHiBBDxxZlRAgIQGBwCiPjB6UtaAgEIQGCoCCDih6q7aSwEIBARQMRHQDiFAAQgAIH+IICI749+wksIQKAzBBDxneGKVQhAAAIQ6DABRHyHAWMeAhCoNQFEfK27B+cgAAEIQCCLACI+iwzxEIDAMBBAxA9DL9NGCEAAAgNIABE/gJ1KkyAAgdwEEPG5UZERAhCAAATqRAARX6fewBcIQKDbBBDx3SZOfRCAAAQgUAkBRHwlGDECAQj0KQFEfJ92HG5DAAIQGHYCiPhhHwG0HwLDTQARP9z9T+shAAEI9C0BRHzfdh2OQwACFRBAxFcAERMQgAAEINB9Aoj47jOnRghAoD4EEPH16Qs8gQAEIACBAgQQ8QVgkRUCEBg4Aoj4getSGgQBCEBgOAgg4oejn2klBCCQTgARn86FWAhAAAIQqDkBRHzNOwj3IACBjhJAxHcUL8YhAAEIQKBTBBDxnSKLXQhAoB8IIOL7oZfwEQIQgAAEliGAiF8GCREQgMAQEUDED1Fn01QIQAACg0QAET9IvUlbIACBogQQ8UWJkR8CEIAABGpBABFfi27ACQhAoEcEEPE9Ak+1EIAABCDQHgFEfHv8KA0BCPQ3AUR8f/cf3kMAAhAYWgKI+KHtehoOAQiYGSKeYQABCEAAAn1JABHfl92G0xCAQEUEEPEVgcQMBCAAAQh0lwAivru8qQ0CEKgXAUR8vfoDbyAAAQhAICcBRHxOUGSDAAQGkgAifiC7lUZBAAIQGHwCiPjB72NaCAEIZBNAxGezIQUCEIAABGpMABFf487BNQhAoOMEEPEdR0wFEIAABCDQCQKI+E5QxSYEINAvBBDx/dJT+AkBCEAAAqMIlBXxl1xyiWlLC57m+5tuuiktWxL35JNPJo9487wPPfRQZt4wYfr06TZp0iRbvHhxGN2T45kzZ9qECRNs4cKFueqfO3eujR071lZfffXMrYi9ZpWKk/wjQAAC6QQQ8elciIUABCAAgZoTKCPiVabRaCSbjuOw8cYbj6R7vve973120EEHjco6Z84ce8c73mGvetWrzMu87nWvszPPPHNUvrSTOon4NP+KxElkS9RL3FcZ/MsCIr5KqtgaNAKI+EHrUdoDAQhAYEgIlBHxP/nJT2z99ddPhLqO4yBBrs2DZtkl4CXoFyxY4NG23nrr2bhx40bOJTY32GAD22KLLUbisg4Q8VlkXohHxL/AgiMIZBFAxGeRIR4CEIAABGpNoIyIX2211eyYY46xddZZx3Qch1jEe7pEvAS9wmmnnZaIej/3PBL72u6//36PSt3HIl5fALQEZcaMGaOWqISz0Fp6oyU44TKWMF0VufD1PFOnTh1Vv+qdMmXKiB2le92+nCYtzygj0YnKp83Ey57a5L6Ey4c8LYzz9qnMRRddNFJO5cN2yD+3qb3OCRAYVgKI+GHtedoNAQhAoM8JFBXxl112WSK+1ewjjzwyOVZcGNJEvER/KPj32WcfW3nllcNihY4lPEMBKyEsQRrGSbj62nIXuKGYjcWzC3gXtV4mtOkC2PPI6TQRX0Qcx37Ipov00N+wPcrj/qq8gnwKvwzE6cojG2l5wvYkxvgDgSEhgIgfko6mmRCAAAQGjUBREb/TTjvZ9ttvn2B46qmnbJVVVjHFhcFFvO9f/vKXJ8tr7rrrrpFsW265pa211loj50UPJDpDcZ0mhEMR66K4mViVwA1tyqfQhs5V3r8YuM9pIj7O43nT9mm+p9WT1gbP5zbC9sW+x+fui9uQfQIEho0AIn7Yepz2QgACEBgQAkVE/IMPPpjMvIdCcd99903ilObBxbs/ceaoo46ybbbZxt761rd6FpOIf8973jNyXvRAPoSCOxbSsheLVon0eLbe600TyErz2Xhvc1yv8sR1p+XxetL2LsDlr4LXKX/joLgw3v1Oa1fc/rgetx3n83j2EBgGAoj4Yehl2ggBCEBgAAkUEfE/+MEP7M1vfnMyq+5CXXutdVeaB0/zc9/ryTMTJ05MTrWc5tWvfrUnFd7HQjkW0jKYJk5VToLXNxfEoRj2tHCvcgpxvYqL607LkxTO+BOLaxfxYf3hsfvs5rxNshOGuP2xn543zufx7CEwDAQQ8cPQy7QRAhCAwAASKCLi11xzzeSmU7/51PcbbbSRKc1Dloj/f//v/yXrsZUv68bW888/v60bW8MlIa3EqYtf7V3E67hZUHr4C4DyxuI4LU8zm1kiPhbraTa8jRL58RIeT3NxH9fj9pRv/PjxyZcej2MPgWEhgIgflp6mnRCAAAQGjEBeEX/22WcnM+5aBx+Hc889N0lTHoVYxIePmJTw9xA/YvKWW26xtddee9RjJz1vvI+FciyklT8WsbENnUsoa/PZ71g4u7h3IRzXKxtx3Wl50ur2uDRxLT/iLwvuo+wr+Lny3XvvvYmID/2P2x+fe/2yF38B8DT2EBh0Aoj4Qe9h2gcBCEBgQAnkFfFa077bbrtlUlhjjTWSde/K4Ets/EVPvg+X3Chf1sueMisJEmKhHAtpZQ1Fq4txF8Bxenge5onFdFyvysV1p+VRvqyQJuLd31CUy24otuNyOteMvPYKYfu9btnj6TROgz0ELHlj9COPPGK6FpYNBzQaFm6N8ETHt912m+n11Gmb0ggQgAAEIACBogTyiHiJQc2m33nnnZnm/SZWz+vnvr/vvvtSy+ozTTNhni81U0pkLJQlXEOBqyKxiHVhHK4vl50weBnPE8+Gx/WqbFx3Wp6wjvhY5UNh7emxv2H73M9Q5KtcLNJ1rraE7ZB/3j7tXfR7vewhMEwEmIkfpt6mrRCAAAQGiEAeET9AzaUpEIAABEYRQMSPwsEJBCAAAQj0CwFEfL/0FH5CAAKdIICI7wRVbEIAAhCAQMcJIOI7jpgKIACBGhNAxNe4c3ANAhCAAASyCSDis9mQAgEIDD4BRPzg9zEthAAEIDCQBBDxA9mtNAoCEMhJABGfExTZIAABCECgXgQQ8fXqD7yBAAS6SwAR313e1AYBCEAAAhURQMRXBBIzEIBAXxJAxPdlt+E0BCAAAQgg4hkDEIDAMBNAxA9z79N2CEAAAn1MABHfx52H6xCAQNsEEPFtI8QABCAAAQj0ggAivhfUqRMCEKgLAUR8XXoCPyAAAQhAoBABRHwhXGSGAAQGjAAifsA6lOZAAAIQGBYCiPhh6WnaCQEIpBFAxKdRIQ4CEIAABGpPABFf+y7CQQhAoIMEEPEdhItpCEAAAhDoHAFEfOfYYhkCEKg/AUR8/fsIDyEAAQhAIIUAIj4FClEQgMDQEEDED01X01AIQAACg0UAET9Y/UlrIACBYgQQ8cV4kRsCEIAABGpCABFfk47ADQhAoCcEEPE9wU6lEIAABCDQLgFEfLsEKQ8BCPQzAUR8P/cevkMAAhAYYgKI+CHufJoOAQgYIp5BAAEIQAACfUkAEd+X3YbTEIBARQQQ8RWBxAwEIAABCHSXACK+u7ypDQIQqBcBRHy9+gNvIAABCEAgJwFEfE5QZIMABAaSACJ+ILuVRkEAAhAYfAKI+MHvY1oIAQhkE0DEZ7MhBQIQgAAEakwAEV/jzsE1CECg4wQQ8R1HTAUQgAAEINAJAoj4TlDFJgQg0C8EEPH90lP4CQEIQAACowgg4kfh4AQCEBgyAoj4IetwmgsBCEBgUAgg4gelJ2kHBCBQhgAivgw1ykAAAhCAQM8JIOJ73gU4AAEI9JAAIr6H8KkaAhCAAATKE0DEl2dHSQhAoP8JIOL7vw9pAQQgAIGhJICIH8pup9EQgMBSAoh4hgIEIAABCPQlgX4T8dOnT7dJkybZ4sWLe8575syZNmHCBFu4cGFuX+S3/Fc7CBCAQO8JIOJ73wd4AAEIQAACJQi0I+IvvvhiW2211azRaJTaVFY2ioQ6ifgifpMXAhCoJwFEfD37Ba8gAAEIQKAFgXZE/Bvf+MZS4j0U/RLyRQIivggt8kIAAq0IIOJbESIdAhCAAARqSaAdER+K8XaOi4CJRbwvaZkxY4atvvrqI5viPfgSlqx05Zs7d66NHTt2pPzUqVO9eLJXvVOmTEmWwsiO0r1uX06TlmeUEbNkGVC4nMbbc9JJJ43ULT/kj9Lc53gJUVqbYp/jPO5/mE++a0lQVj1l/YvbzTkE6koAEV/XnsEvCEAAAhBoSmAQRLwEaChyJVJ9rboL2VC4Sny7UBYcF/ASrApeJrTpgtrzKF+aiJcvYZ7EYPDHbXset+v+haI6jvNzt+HnMp/VBs/jZeSfx3ldfi47OnZ2Oi/jX9BcDiFQewKI+Np3EQ5CAAIQgEAagUEQ8aEgVxtd0Epku1B10ZzGQMI1FOyxDZ2rfChuFZcm4uM8cX0upt0f7WP/YyEtG6GPat/48eOTdrp9t6t8CrFvinMunietTTGvMv65T+wh0A8EEPH90Ev4CAEIQAACyxAYBBEfC2cXqxKyChKt8Wy9g4hFq8e7KA7Fdiz0Y6GsvHEet+f7NLux/2l2QhHvtrT3tqp94Sx7Wn6vW2nhcWhPx0rXpiBf2vEvts05BOpGABFftx7BHwhAAAIQyEVgGES8QEiMutANxa6L+DAtPFY5Lx8L9F6JeBfg7meaKFdc7K+XC/O7jXiPiM/170OmASCAiB+ATqQJEIAABIaRwLCI+LBvXdBr7yLexXqYLzxWeiyKeyXiVW+8BCcU6PI7r4h3sR62NTxWu5mJD4lwPGgEEPGD1qO0BwIQgMCQEBhGEa+ulXjVFotf73YX9xLMCnUS8Wm++LIaF+XxFwy1Ic6jvPEXE+ehOrzdiPgEBX8GlAAifkA7lmZBAAIQGHQC3RDxL3vZy+y4444z7dMeRVmEcSxgm4lVpbkYd1GqulzMukD38zBPLHDjemUnrjstT9y2KkSy6tXyF/ffbSrORbnHuaj3c+XxdjobzyNflRaK9vjc83g93r6Yl8ezh0DdCSDi695D+AcBCEAAAqkEqhbxaS+AkoBX0L7bIl71ulgN1327kHUoLuQ9TyxSlT+O65WIl8/yx311YS4hHQrwULgrj55FrzaEbY/ZhOW9nrS4mAUi3kcS+34jgIjvtx7DXwhAAAIQSAhUKeK32mqrxKZEn4v1ffbZZxTpMM3zjMrASccIuGD3GfyOVYRhCPQRAUR8H3UWrkIAAhCAwAsEqhLxmoFftGhRYlj7tddeO9leqGnJkae5gNeeUD0BzbbHN78qLp5Vr75mLEKgvwgg4vurv/AWAhCAAASWEqhCxGut+6xZs0YxlVh3UT8qwSzJG66Pj9M5r4aAlriES24Q8NVwxcpgEUDED1Z/0hoIQAACQ0OgChHva96LQAvXxxcpR14IQAACVRJAxFdJE1sQgAAEINA1AlWI+HBpTJnjrjWWiiAAAQhEBBDxERBOIQABCECgPwi0I+LDJTFlxLvKaC09AQIQgECvCCDie0WeeiEAAQhAoC0C7Yj4iy++OBHh7Qh42SBAAAIQ6BUBRHyvyFMvBCAAAQi0RaAdEd9WxRSGAAQgUAMCiPgadAIuQAACEIBAcQKI+OLMKAEBCAwOAUT84PQlLYEABCAwVAQQ8UPV3TQWAhCICCDiIyCcQgACEIBAfxBAxPdHP+ElBCDQGQKI+M5wxSoEIAABCHSYACK+w4AxDwEI1JoAIr7W3YNzEIAABCCQRQARn0WGeAhAYBgIIOKHoZdpIwQgAIEBJICIH8BOpUkQgEBuAoj43KjICAEIQAACdSKAiK9Tb+ALBCDQbQKI+G4Tpz4IQAACEKiEACK+EowYgQAE+pQAIr5POw63IQABCAw7AUT8sI8A2g+B4SaAiB/u/qf1EIAABPqWACK+b7sOxyEAgQoIIOIrgIgJCEAAAhDoPgFEfPeZUyMEIFAfAoj4+vQFnkAAAhCAQAECiPgCsMgKAQgMHAFE/MB1KQ2CAAQgMBwEEPHD0c+0EgIQSCeAiE/nQiwEIAABCNScACK+5h2EexCAQEcJIOI7ihfjEIAABCDQKQKI+E6RxS4EINAPBBDx/dBL+AgBCEAAAssQQMQvg4QICEBgiAgg4oeos2kqBCAAgUEigIgfpN6kLRCAQFECiPiixMgPAQhAAAK1IICIr0U34AQE4p7a9QAAIABJREFUINAjAoj4HoGnWghAAAIQaI9AERF/6KGH2lprrWVjx47tyCbbU6ZMaa9BlIYABCBQgAAivgAsskIAAhCAQH0I5BXxRx99tB1wwAF2/fXX2/z58zuyXXfddUkdqosAAQhAoBsEEPHdoEwdEIAABCBQOYG8Il6z79OmTau8/tig6lBdBAhAAALdIICI7wZl6oAABCAAgcoJ5BXxu+yyi11zzTWV1x8bVB2qiwABCECgGwQQ8d2gTB0QgAAEIFA5gX4V8dOnT7dJkybZ4sWLK2dS1ODMmTNtwoQJtnDhwkJFp06daquvvvoyWxlbqlhM5IsH+SNbqkPxZf10e+whMIgEEPGD2Ku0CQIQgMAQEKhKxD/xxBM2Z84c07r2hx9+uDS5vDPxdRLxZRsrEZ/2RUTxRYX83Llzk2VIoYgXI9nSFx3VIzGvOAIEIPACAUT8Cyw4ggAEIACBPiJQhYg/77zz7E1velOyve1tb7NGo2GnnHLKCIWNN97YJk+ePHL+uc99zsaNGzdyHh4g4s0kyMePH5/sQzbNjtNEfLP8pEEAAksIIOIZCRCAAAQg0JcE2hXxN998s73qVa8addOrBLzilKYQivgvfOELmQJeecuKeF8qMmPGjFHLU8KZ6XBG2pexhOmq38Wwp2smOwyaydZjMH1mW+lety+nScsT2vBjlU2biU8T8eHSGPkWztSrfvdX+9BnHYdpafXFeWIm7i97CAwiAUT8IPYqbYIABCAwBATaFfH77befbbbZZsuQ2nXXXU1pCi7i99lnn6YCXnnbEfESq6FIlTh1sesCPhS4Eqt6Eo5Es4ILeF9y4mVCm0pTPZ5H5dJEfJwnqSD6I19C256s+NC++xX6rmNvm8p5nlCAx/b9i4Db8faFdlRevod23C/2EBhEAoj4QexV2gQBCEBgCAi0K+I333zzEbEe4jrooINMaQou4rOW0ITl2hHxoSCXzVDYuoANxXFYr45j0Rvb0LnKh6JXcWkiPs6jfHFQfRLMaZsLbZVJ8ytuT9hWlfH0WIyHtpQWM8uqL/adcwgMCgFE/KD0JO2AAAQgMGQE2hXxmnGXYI+D4pSm4CJ+ww03TARwnDc8b0fEx8I5FrYumtNmv130xiLfZ6s9Xvu4fJqIj/OEbfTjUFB7nPaqw2fDvX7ljUNYPm5rmNfb5l8W3DfVEzNTuSxxH9rkGAKDQgARPyg9STsgAAEIDBmBdkX8sccea7pRNQ477LCDKU3BRbyeWrPGGmvYHnvsEWcfOe+kiFclLpBd0Lo4joWup/te5by8i2B3umoRHwp3P/b6vU7tW4l4pbv/7nNYRjY9PrSLiA9pcDzoBBDxg97DtA8CEIDAgBJoV8Q/9thjtt5669kll1wyQkjH66+/vv3rX/9K4lzE60SPoHzlK19phxxyyEj+8KDTIj6sywW99i7i08RyXCYWvt0Q8f5lI/RFcR4fz8TH514uFvFZM/Fp8W6DPQQGiQAifpB6k7ZAAAIQGCIC7Yp4ofrLX/5ia665ZvJoST1e8l3vepddfvnlIxRDEa/Ic889N8l70kknjeTxg26KeNXpQthnvF0Uuz8u7iXUFdJmrzsl4v0LRSi8Y788TyzaY59UztviX0KUhzXxTpT9sBJAxA9rz9NuCEAAAn1OoAoR7wj0YThv3jw/LbXvlIh3AeuiV87FwtfPwzyxgFaai2BvYCyY0/J43nAf2/Y0lQ9nwt2v8AuGjtPyyBcFLxO3RctrvJx/cfFzlVN55XE77hN7CAwqAUT8oPYs7YIABCAw4ASqFPFVoOqUiJdvLuR9nbj2ochVHhe/nicW7GkCvR0R7/WE+1BUO9PY99gv5ZOwlx1Pc0HutpUu/+PZdy+nfHGa188eAoNKABE/qD1LuyAAAQgMOIF+FfED3i00DwIQ6BIBRHyXQFMNBCAAAQhUSyCviNcM7bRp06qtPMWa6lBdBAhAAALdIICI7wZl6oAABCAAgcoJ5BXxRx99tB1wwAHJ02Xmz59vndiuv/76pA7VRYAABCDQDQKI+G5Qpg4IQAACEKicQF4Rr4qnTJlia621VjJTrtnyqjfZPvTQQytvIwYhAAEIZBFAxGeRIR4CEIAABGpNoIiIr3VDcA4CEIBACQKI+BLQKAIBCEAAAr0ngIjvfR/gAQQg0DsCiPjesadmCEAAAhBogwAivg14FIUABPqeACK+77uQBkAAAhAYTgKI+OHsd1oNAQgsIYCIZyRAAAIQgEBfEkDE92W34TQEIFARAUR8RSAxAwEIQAAC3SWAiO8ub2qDAATqRQARX6/+wBsIQAACEMhJABGfExTZIACBgSSAiB/IbqVREIAABAafACJ+8PuYFkIAAtkEEPHZbEiBAAQgAIEaE0DE17hzcA0CEOg4AUR8xxFTAQQgAAEIdIIAIr4TVLEJAQj0CwFEfL/0FH5CAAIQgMAoAoj4UTg4gQAEhowAIn7IOpzmQgACEBgUAoj4QelJ2gEBCJQhgIgvQ40yEIAABCDQcwKI+J53AQ5AAAI9JICI7yF8qoYABCAAgfIEEPHl2VESAhDofwKI+P7vQ1oAAQhAYCgJIOKHsttpNAQgsJQAIp6hAAEIQAACfUkAEd+X3YbTEIBARQQQ8RWBxAwEIAABCHSXACK+u7ypDQIQqBcBRHy9+gNvIAABCEAgJwFEfE5QZIMABAaSACJ+ILuVRkEAAhAYfAKI+MHvY1oIAQhkE0DEZ7MhBQIQgAAEakwAEV/jzsE1CECg4wQQ8R1HTAUQgAAEINAJAr0U8bNmmf3xj2YXXmg2b14nWodNCEAAAs0JIOKb8yEVAhCAAARqSqAXIv7qq832399s111Hb1Onmj30UE1B4RYEIDCQBBDxA9mtNAoCEIDA4BPotoi/6qrRwj0W8gcdZLZ48eBzp4UQgEA9CCDi69EPeAEBCEAAAgUJdFPEP/+82X77NRfxEvW/+13BRpAdAhCAQEkCiPiS4CgGAQhAAAK9JVBExC9YsMDuuOOO3NvChQtHNW7mzNYCXiJ+331HFeMEAhCAQMcIIOI7hhbDEIAABCDQSQJ5RfzNN99s5513nl1zzTW5NuU988wz7c477xxx/+yz84l4CXnWxo9g4wACEOggAUR8B+FiGgIQgAAEOkcgr4g/++yzLZ5Zb+XVP//5T7voootGsp1/fn4R/+ijI8WaHsinCRMm2Oqrrz6yTZ8+vWmZtMSZM2cmdoq2Mc1Wv8Q5O/HLavfixYtt0qRJyabjqoLqmzp1qlVpM/ZNtqdMmWJz585NtrFjx46MkXC86LgZg9huL8/FTP3RSW76/wn5iJsYhsHHTrP/tTx5Qpt+fOyxxy5Tn6d1Yo+I7wRVbEIAAhCAQMcJ5BXxf/jDH+zpp59u6c8NN9xgP/zhD02ieNGiRXahnh+5NNxySz4Rr5tb8wQXG6rLgwuHTgsdr6+f985q7733zhSGzrhqnt0QoxKeEvESvDqWGA3HSj/2XSe5iZP6Of5CI2YS9aFg97ETxlXBU3WlfWmownaWDUR8FhniIQABCECg1gSqFvEHHnig7brrrqkiXiAOP7y1kA8m7zPZNRNlnla1wMh0pk8TXIhJ6I4fP36Z2U+lS9T5VuXsbyfFqHeHBKHqUfAxgYh3Osvum/VJzM/HTtX/Y4j4ZfuFGAhAAAIQgEAqgSpF/KmnnpoI+N///vdJXfFMvCLvvdfsW9/KFvInnJDq5jKRzQSHxOacOXNGlXEREi4TCAWdjn0GUsJE+eL0eDZSPoT2Ws1WK79vXi6tjOr1dO3jmUn5J+GtskqXTYVWbRwFxCxZQqM2n3TSSYmtWJDJD/c39jOuq1W6s/XZXm+ft011yYbapTS3F+cP26v2SExOnDgxaYPS3J7S5Lv3ofvr5zGL8Dytzric2/N2uL9up1m623fuWTa8DWG697tseFA7PU/YfqU34+PltXd/43aGeVSPt9NFvJa+qG+9/nAMeZ60OM/v9lSP8nm89mG5sI1Ki/3UeVg2tBu2Ie2Ymfg0KsRBAAIQgEDtCVQl4nXjq2bgDzvsMJNNhTQRr/hHHjE78USzPfd8Qcx/+9tL3tyaB5iLoPBDvlm5NIGisqHgkQhwoSlbaYJFcR7CdMW5YAnzeF7fK01Cw/N4O0LBIT9Cv1RW+UPfXOyE7c/TRvfD9+6z7GgL/fB65Y/qD9NcMHn9cTvSfIltxOduU/Ee3G4Y57a9bm9DyEflFS+ftVfwcqqnWUirU2XCPnFfQ1thezzdfXSbztDPQzHq/nkZ+SibYbuUpjJuJy2P1+2+ZfGJGSh/WFecrvMwj9tt1gbP423y87A/4zaqjpC1swp9U56w3qwyYT1p7fE4RLyTYA8BCEAAAn1FoCoR//3vfz8R8bdo4fvSkCXiPV37+++X4ApjWh+7GHBx0KqE8oXCR/ldNEkAKGgfCoWwjlhoeJqX9fqVL67H07SP7Sgu9kN5tIUhFilqT+ir8uZpY2hTx94OlZUf4ZIapakt2oftclEV+xi2I/Y3rlfnoU2dp5WJfVK+uP6wDWE9KqtZa+VXcP8k/tI2b0+WvdC28nr+MF7HsX+e7vWrnVl5QiZhfrfh5XyMpeVR3tBOnvaoTNqY8np9H/aR2405hHY8j+Ky6ojzhHWoTHzuvoRtDOv09CJ7RHwRWuSFAAQgAIHaEKhCxOvJNZqF12Mlw5BHxIf58x7HH/x5yymfPvBDESeRoKB9mjD2vJ4vrst98XwusOJ8OpfwiEWPCzMXOmE55XW74eyk8jarJ6uNoW0du+/KHx4rTXHuq/ZeX5zPbXo7lNfzyHfZSQuhTaWn8Q/LuWB1Hu6b1xX3j+oN6/bycb6wDj+WbdXjbfZ47b2+0Hae9JCPH8c2QiZZPMI8Kh+PWfkSlnV/W7U7y1bYNtnwcZhlV5z9y6DnkW1vs/dbaFdxHh/WoTxZfoX5vG/VZ63aGdbrx4h4J8EeAhCAAAT6ikBREX/KKackS2bmzZuXtFN7Pd1k//33X6bdzUT8rbfeaueff74df/zxNm3aNDvnnHMSgbSMkZQIFwT6gM8Twg95/6D3OP/Q1z4WRC5C0sScRIcLSk9XnB+n+RWKFU+P2yI/3K4LJsX5scqp3XE93h4vqzIep+O04O1zju6f++TlwnZ5GU9zu15GeRX83P3RPiwT2lR+pcX8Yxsq43FeT5o/yqNZeLXfQysWns/3YhL63qw+L6N9mj+KD/32Y+fu5UMmSot5KJ/ive9jH0N/vWyWP16n79P4e5rvwzxZdsW5mYgPfQyPna/qaDXW5U+cz/1xm6EN9z9rj4jPIkM8BCAAAQjUmkBREX/WWWcls+7f+MY37Nprr7Wf/exnybmeCR+HLBF/+eWX2wUXXGB333138tjKxx57zLSm/phjjjG9FTZPCAVPWv4wPTz2vLGoCwWK51E5FwWh4IrLhvldYHlcuJc9bWFw8SH7Lu7iPLFgCYWc21KZuO4sP71MWLfinIH2ullU6Qqh7biM23LfQ05xWiisQpvK53V7nR4XllGc1+OM3B+V96A4sQhttWLhZdP2apPGgfZeX1o7VTYr3f1WufA4rC9kksZDecM8suViPbQTHrs/IZ8w3Y/z8AnrzrKrerzPPE/YZu83rzfeh+WVltXGLD4q4/W2YuN1I+KdBHsIQAACEOgrAkVFvBp35ZVX2u6772577rlnIuA1O58W0kS8PnxVPiv8+te/tnvuuScreSS+mejwtFA86DgMOpcwkz8KsSjQuacrrwuTtLyKc+EQC+nE+NI/EjCxsJCv8cyl++RlVS6sX/6E9WSJwriNbs/37rPyKTg3/bISii0de31eV5gelo19j+vy9NCm8ig+ZhO3M6zH6/c2uF235elev7ctzOdpefaypy2r/W4jKz2s3/M4dy8r+845zO/pXs7zqC3huPB8Ibc0Pp4v3of1x2mxP243boPOvR/jPGn2vU1uJ25TfO5+pdnyNO3lr/9fhfFpx4j4NCrEQQACEIBA7QmUEfFqlGbO/ZnwWY2MRfwTTzxhJ598clb2JP6BBx5IZuSbZlqaqA9+F9qe34WDCx3F6wPfhYXOXZD47KriJBY8jwsLlVPwc7fp5V14KI/yyp7bSApGfzxPbDc+93pUXH7JbthO1Rvm8frDut3HsI2ROyNfPLwd3s6wLrcd1uc+xeU8T5rwUt7QP7XZ83s7w3SPC30J/fOy3t+q04Nsh+eKdx5xvJfxvdvztqWVlY3QL+UJ2+fpbsP9dp/93NO97piJzkMmyq963Y7KxXnidnp7WrVbttyvsE7Fx+1RnNsNOXjd3i7PE5/LZw9KC+tTXeEXkzSf3B9vU2xDtmOWXl/aHhGfRoU4CEAAAhCoPYG8Il43r+pDOQyPPvpoeLrM8V133TXqja1acvOnP/1pmXxxhNbIP/XUU3F06rkLB4kJ31w0eAEXAp4ukSABIPHggsLP1UbFhUJCdryeML/b017xqjcu5z5orzwSYP4sdC8X5nHh47blo3yTXW+X9qGQU/k8bQzr0bHX5XYVp+NQVCnO/VYdHpyH++lcPF0+e5r2MZewvPKG/N2G9vIntKNz1eU+ehtUXkE+xuvhFR/WF9oLj92G2wzTQkZp9tyfxImU+kI+3lexzTTOinM/fOzEfR/mUV5vh3zxtoRx7mPWPmYe911od8aMGUlfuI9hPV532E6P8/wxN2ej9JBZ2MY0f2KfY7tZbVU8Ir4ZHdIgAAEIQKC2BPKKeD068o9//KNdc801uTY9qebMM8+0O++8c6TtWgcvMdUqaN19niU1rezULV1CJBZgdfMRfyBQFQEX7KGIr8p2lXYQ8VXSxBYEIAABCHSNQF4RL4d00+kdd9yRe9OHeBgkzDWj3yroLZDya9ACIn7QepT2NCPgv36Es/PN8vcqDRHfK/LUCwEIQAACbREoIuLbqsgseRLNqaeeas8880ymqfvuuy+Z8c/M0McJiPg+7jxcL0TAl7/0wy9PiPhCXUtmCEAAAhCoC4Fuini1WU+m0TKbtKCZez1m8vHHH09LJg4CEIBA5QQQ8ZUjxSAEIAABCHSDQLdFvNo0e/bs5Ck1euHTk08+affff39yM56eXBMvwekGA+qAAASGlwAifnj7npZDAAIQ6GsCvRDxAqYn1cyaNStZOnPppZfaTTfdNJDr4Pt6cOA8BIaAACJ+CDqZJkIAAhAYRAK9EvGDyJI2QQAC/UcAEd9/fYbHEIAABCBglsx+P/LII8mzkgECAQhAYNgIIOKHrcdpLwQgAIEBIcBM/IB0JM2AAARKEUDEl8JGIQhAAAIQ6DUBRHyve4D6IQCBXhJAxPeSPnVDAAIQgEBpAoj40ugoCAEIDAABRPwAdCJNgAAEIDCMBBDxw9jrtBkCEHACiHgnwR4CEIAABPqKACK+r7oLZyEAgYoJIOIrBoo5CEAAAhDoDgFEfHc4UwsEIFBPAoj4evYLXkEAAhCAQAsCiPgWgEiGAAQGmgAifqC7l8ZBAAIQGFwCiPjB7VtaBgEItCaAiG/NiBwQgAAEIFBDAoj4GnYKLkEAAl0jgIjvGmoqggAEIACBKgkg4qukiS0IQKDfCCDi+63H8BcCEIAABBICiHgGAgQgMMwEEPHD3Pu0HQIQgEAfE0DE93Hn4ToEINA2AUR82wgxAAEIQAACvSCAiO8FdeqEAATqQgARX5eewA8IQAACEChEABFfCBeZIQCBASOAiB+wDqU5EIAABIaFACJ+WHqadkIAAmkEEPFpVIiDAAQgAIHaE0DE176LcBACEOggAUR8B+FiGgIQgAAEOkcAEd85tliGAATqTwARX/8+wkMIQAACEEghgIhPgUIUBCAwNAQQ8UPT1TQUAhCAwGAR6JWIX7RokS1YsCB1W7hw4WBBpjUQgEBtCSDia9s1OAYBCEAAAs0I9ELEX3/99XbmmWfapZdemrqdc845du211zZzmzQIQAAClRBAxFeCESMQgAAEINBtAt0W8ZqBnz59uj399NOZTX3++edNQv6BBx7IzEMCBCAAgSoIIOKroIgNCEAAAhDoOoFui/hHH33Uzj///JbtvOiii+yhhx5qmY8MEIAABNohgIhvhx5lIQABCECgZwT6VcRrNn/SpEm2ePHinrHzimfOnGkTJkywsmv5VU7lV1999ZFN7SsaesVE7R87dqzNnTu3qMtJfpUP2552XEVfi/PUqVNrMWZKgaJQRwgg4juCFaMQgAAEINBpAnUQ8QcddJBpC0OrmfheCdbQxyqO1Q6JVglZDy7qqxCubrOT+3ZFfOybmLTzpSi25+cS8P3C1H1m33kCiPjOM6YGCEAAAhDoAIFei/h9993XGo1GsoXNGwYRr5lrzWCHAt4ZeJoEbd0DIr7uPYR/zQgg4pvRIQ0CEIAABGpLoJci/pJLLklmXLWXkA9DUREvIanZ2xkzZoxamhEKZC290UxsuFwjTFf9Lp49j2ZvwyBRPWXKlBE7Sve6fTlNWp7Qhh83mxmWr3PmzPGsyT72LZ7BV70+06zjOF1+Kk5pHuSDt1V7L+/paXu3o/z6EnLSSScts5wm9jXmmGbX4+Rf2kx8M5vN2nvKKaeM9Jf7LFsK/quHM0ir1/1iP5gEEPGD2a+0CgIQgMDAEygq4rXs5QMf+ICtscYayX6llVYqxCi8sXXevHlJ2apEfCxCJRxdlLmAD8WkxGi4lttFootcLxMKWxeLnkcNSBPx8iXME0Ny283yhGXcN9XlQWVD/3Ue+qq2+rmL1bD9YbpspuXxunzvAt79cL9CPzzO2+ZtdV/cVtZe5bzfPE8em2F70toSpsuu24yZxHW7D+wHkwAifjD7lVZBAAIQGHgCRUT8rFmzbOONN7Zbbrkl4XLMMcck5yEkpTfbQhHv5aoS8aGQlG0XaRKcLupcWHrd4T4WebENnacJTNkPhV9anrAeHefxJywjm7EIDtvnvoV5wjrUttBHT3Mx7nWlMfA0F+Oh6PV6Q/ZpNmJf3WbaPo1fHpveJpVX/rC9qie2EZ8rT2gjzTfiBo8AIn7w+pQWQQACEBgKAkVEvIDoOe8//elPbdy4cbb//vsvI+JbQeukiI9FWywcJdri2Xr3N0u8uXCVMFRIE9NpIj4U015HuM+qL8yTdSwffPmH9i7E03wL83q+2K774jazfPd8sR2du4j3PKo3DDHHMC0+VtmwL4vYbNbeULS7P4qLQ5gvTuN88Agg4gevT2kRBCAAgaEgUETEa432e9/7Xps8ebJp9lxroTXrHgalNdt6KeLlZyjyJFpdxLlQdCEb712Uah+LXInYUHSm5QkZ6dhFpNuN0+Nz/0LifqlOj3NRnVavtyv2WfbVdrfn6c0EbFyf+6j48ePHJ/54fW433udpr/KEPIvY9LzeHvfR2+vxzfg3YxDa43gwCCDiB6MfaQUEIACBoSNQRMQffvjhNnHixBFGerLMBhtsMHKuA4n7ZluvRXzorMSiRKb2Lv5aiUyluxB0W2VEvMq2Eothenjs9caiOs03lXMhHbYtLus20+rxNGfkXxo8XuetZuI9b569/EwT8aH/WXay2qv8YdtcxCsuDopLi4/zcT4YBBDxg9GPtAICEIDA0BEoIuJ1U+tLX/rS5JnuOtbs6yte8YpCzOok4uW4C7YsURcL1zShXFbEZwlp+eVpqs99i0WsziXQXVTHvine05XmQlv2Y58V522Nv6QoTcH9iAVuaDsrj9t2X5eaTN3JXiji89ps1l5VJL/DtsXnyuN+ygfCcBBAxA9HP9NKCEAAAgNHoIiIV+P1gXfYYYfZd7/73WTGPX5JUytAWSI+tlP2EZMSYR5cCEvcpYmzMF1l/DwUcLHQU1ooBFUuFsRpedyneK+8LrQ9zX0N65EfobB1X1XW/Q3rjYWvn7tNL+9lVbfqkL2wHvfJ96FQVpzbCb8geFxs2+t2W1l7lYt9aGXT26c2KPh5WGfcl27Ty6icjuO6s/wkfjAIIOIHox9pBQQgAIGhI1BUxLcLKE3Ep9msWsSrDhfHEqq+hUJTeVzYeXooApWu/HFcOyI+rU7VHfvlotT9kmj2el2Ehr4pLhTWYT2e3wW521S8bMTlVDYMYTnlzfOc+JhZaC8+lg9pQrpZ3+Rpb1hebVCIx0QRP2O/Oe9PAoj4/uw3vIYABCAw9AT6VcQPfccBAAIQqIQAIr4SjBiBAAQgAIFuE+i2iNcjKjXT+vTTT2c29fnnn7dzzjnHHnjggcw8JEAAAhCoggAivgqK2IAABCAAga4T6LaIVwOvv/56O/PMM+3SSy9N3STgr7322q6zoEIIQGD4CCDih6/PaTEEIACBgSDQCxEvcJqRX7BgQeqmdcoECEAAAt0ggIjvBmXqgAAEIACBygm4iJ83b17ltjEIAQhAoO4EdO175JFHTNfCsuGARsPCrRGe6Pi2226zJ598MnVTGgECEIAABCBQlMBzzz1nemLMHXfcUbQo+SEAAQj0PQFd+3QN1LWwbIg1OyK+LEnKQQACEIBAbgL64HrsscfsrrvuMt1QSoAABCAwLAR0zdO1T9dARPyw9DrthAAEIDAgBPTB9fjjj9v8+fObPjFmQJpLMyAAAQiMENBTsnTt0zUQET+ChQMIQAACEOgHApqJ0lJN3WSqm00JEIAABIaFgN9gr2tgO79EspxmWEYM7YQABCBQIwL64HrmmWfs4YcftjvvvLOtD7IaNQtXIAABCDQloGufrnm69ukaiIhviotECEAAAhCoIwH9jPzEE0/Yfffdx2x8HTsInyAAgcoJaBZe1zxd+9pZSiPHmImvvHswCAEIQAACeQj4bLye0HD33Xcny2vylCMPBCAAgX4koOUzutbpmtfuLLzaj4jvx1GAzxCAAAQGhICE/FNPPZXMxOsnZn3IESAAAQgMGgFd23SN00y8rnntLKNxNoh4J8EeAhCAAAS6TkAfZPpJWR9w+nDTLJW5jrg3AAACgElEQVT2VXzAdb0xVAgBCEAgIqBrWXht07VO17wqrnGI+Ag2pxCAAAQg0F0CLuQ1O6WfmbVe1Ges9Ci2Kj7sutsiaoMABIaZgK5ZunZJvOtapmuarm26xlUl4MUXET/Mo4y2QwACEKgJAX3oadM6Ud3wpSc36PGTepayXoqiV5Rru/3229lgwBhgDNRyDPh1StcsXbt0DdO1TNc0XwNf5aQEIr4mH2C4AQEIQAAClgh5zVTpA08/O+tlKHqroWaxHnnkETYYMAYYA7UeA7pW6Zqla5euYbqWVTn7Hn5OIOJDGhxDAAIQgEAtCPjMvD78fHv22WeNDQaMAcZAnceAX69cuFc58x5fnBHxMRHOIQABCEAAAhCAAAQgUHMCiPiadxDuQQACEIAABCAAAQhAICaAiI+JcA4BCEAAAhCAAAQgAIGaE0DE17yDcA8CEIAABCAAAQhAAAIxAUR8TIRzCEAAAhCAAAQgAAEI1JwAIr7mHYR7EIAABCAAAQhAAAIQiAkg4mMinEMAAhCAAAQgAAEIQKDmBBDxNe8g3IMABCAAAQhAAAIQgEBMABEfE+EcAhCAAAQgAAEIQAACNSeAiK95B+EeBCAAAQhAAAIQgAAEYgKI+JgI5xCAAAQgAAEIQAACEKg5AUR8zTsI9yAAAQhAAAIQgAAEIBATaCni4wycNwwGMGAMMAYYA4wBxgBjgDHAGKjTGGjUyRl84Z+DMcAYYAwwBhgDjAHGAGOAMdB6DDSOWGcdZpobrUExmGDEGGAMMAYYA4wBxgBjgDFQhzEw5bWvtcbtF19sP1htNYQ8Qp4xwBhgDDAGGAOMAcYAY4AxUPMx8L2Xv9yuPvpo+/8EP+Z0fC+z8gAAAABJRU5ErkJggg==[/img][br]Para criar um controle deslizante clique no ícone [icon]https://www.geogebra.org/images/ggb/toolbar/mode_slider.png[/icon] e clique onde deseja colocá-lo na janela de visualização. O controle deslizante permite criar variações em objetos. 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[/img][br][br]Caso precise alterar as configurações de um controle deslizante ja pronto, clique com o botão direito sobre ele na janela de visualização e selecione as configurações.
Controle deslizante através da janela de álgebra
[img]data:image/png;base64,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[/img][br][br]Para criar um controle deslizante através da janela de álgebra, basta inserir na caixa de entrada uma variável que não tenha sido utilizada anteriormente.
Tente você mesmo
No exemplo a seguir, o ponto A tem suas coordenadas em função dos controles deslizantes a e b (A=(a,b)). Altere os valores dos controles e observe o comportamento do ponto no gráfico
Tente você mesmo
[list][*]Construa três controles deslizantes a, b e c.[/*][*]Construa a reta [math]ax^2+bx+c[/math].[/*][*]Altere os controles deslizantes e analise o comportamento do gráfico.[br][br][/*][/list]

Informação: Controle deslizante