ĐỀ TỰ LUYỆN MÔN TOÁN - SỐ 10

... KIT - 2: Mụn Toỏn (Thy Lờ Bỏ Trn Phng) s 10 Hocmai.vn Ngụi trng chung ca hc trũ Vit Tng i t vn: 1900 5 8-5 8-1 2 - Trang | 2 - Cõu 9.a (1,0 im). Gọi M là tập các số tự ... các số tự nhiên có 4 chữ số khác nhau đợc tạo thành từ các chữ số 1, 2, 3, 4, 5, 6. Chọn ngẫu nhiên một số từ M, tính xác suất để số đó là số có 2 chữ số chẵn và 2 chữ số lẻ. B. Theo chng trỡnh ... bằng khoảng cách từNtới( )Q. Cõu 9.b (1,0 im). Cho số phức zthỏa mÃn 2( 1)(2 ) ( 2 )(3 )z i z i i = + +. Tính mô đun của số phức 9z. Giỏo viờn: Lờ Bỏ Trn Phng Ngun...

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 1105 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 1105 sHvfIvbj7Wsc23Dovpn8IPaS5JKogEdAIATIM0y7f2u4VM6z+Wxz+2Oc+Dz++2O/0Ctkm9vFovyfi4qFQQCegEAJgeeR7stYs51fi4HnN6T5rlz2+3x395K414fSEpyb0afyqIBHQCAEyhTj/b3OtOxBykxxmMFrVQ4cJKrVGazWfHmQoigSGy3xEAlEgtji6v1hdrlZJfZ7OXXdlp99JH9Mx8tVLIa9na75Yntca2A5JIYLg8TwCAMpqUAxY2lqoPL4E8D67stMf/hGQuic6v1Mpzo0b9VEEkoBOAIBzSfwf89YeSS7P8xb3O+JcCH9dKIz47/7AtU3tpfmWngIUKj2yYqUkFkYBOAIDZkufBTrNE5/s+yCOPbS7q8UhJDmkeaSqIBHQCAMyoVi/b2p+Axc0PXz28td896KTjD5hnVuqlGkMPNxVEAqNjHTMABch8SXUcjSS6tFqfS8r+X+3ru53to96DvoF8crEaj/2r/U4/32mWa6vZIS5rFgnoBACmSquXfe6lVqv0Z4qV6z/YYXB+pbaxVC35dW43+5t7nfR+IRiFwbnlaiGX1OmX68M2lFQQCYyaeUcAjDsSru92Bv9cqk3uJ0Uvza/vdko+B+khxzbvtgo4Sy6Owkur9ahkQ+rTTEASCegEAKY2EqTCieV5cPuot9sq++LmBx3b/OJupzn2p0mLtUoJn8acLBVEAuPhVzMAhUVCEATXdzsmIB1XGAbrC0khc3iO5dZhb2u/+9VfSD69XBv/QoWDTnrUTct2i04wAUkkML5fNZ4nAFBUJNzlqcLJpFm+td9tlju04ii8sFJLKuHjfx5Gp2zbpA48/lMFkYBOAGCGIkEqnEaeB3vtAmb8H9e55ep8tXKywfEQlXac/Th3QySgEwCYuUiQCqfU6Webe2U/YOFlxzbnebC5V8BChQetmih5KogEdAIAMxoJUuGUsjy4eVDAQWbH8rJjm9Msv3angL2bLp6p3XcvptKmgkigEH4XA1CWSAgsaz7Nf9HDYGOpWvIDFjr9/NqdL7/FlSh8cjEZ/2Vs7nXL+TXpfZc1iwSK4nkCAGWJhLs8VTiNNMtf3Ot0+qX+7/vaXLw698U5SLcOC9jjdaURry8k5bw59z5VEAkU+e2DWwBAqSIh8FThdCpR+MxKvZxT8L88FG72N/c6gwlHZ+eTWjzugfBuq1/CbVK/GFFfeqogEiiW5wkAlCsS7vJU4fRvxNZ+qRc33z22Oc3y57fb4//pJTyk+a6jbjqXVEQCOgEAkSAVhi/Lgy8UsafQsWwsVRdrlaNuurnXHfOPLuchzaATABAJUmEcdltlP2BhsVZ5arF6+6iAhQpffbADoBMAKHskSIVh6aX59d1OyecgXVipjf8iSz77CHQCACJBKoxWngeFfGF/LCuNePxXaPYR6AQAJjISpMIQFbIMoPx8ukAnADCRkWAwN0Rplm/td5t2nr1HHIWXV+s2F4J7+W0LwGREQuBchSGpROG55VppTxkrRD/Ld5o99wF0AgCTFwlSYYjCMFhpxBfP1GILeL9ku9nvpSZZgE4AYAIjQSoMVy2OLq3WF2t2Bf2imwdWboBOAGAyI0EqDHkcEAYbS1W7/Qw0e9lRN3UfYMA6ZgAmLBLusqx5iNIsf3Gv0+nP+qjAgma4y69XAI4hy4OSRELgqcJQVaLwmZX6SiOe8fvQz/K9dt/nAXQCAMf8z0YYXFipled6pMIQhWGwvpBcWJn1xc23DnuZyRagEwA4rkYSSYXpfn8vnqnNzfaErjv2SAWdAIBU4GUqUXh+ZaYPWNhu9j1SAJ0AgFTgPlYa8eXV+szOQXrpyCMFdAIASAXuJ6mEl2f1gIXdlmPX0AkAIBV4gDAMNpaq55Zn8YCFOy0bH6ETAEAq8GDz1cor1uq1eLbmIO22rFJAJwCAVOChBgcsrM3N1gELNj5CJwCAVOARwjBYm08unpmhAxb22mnukQI6AQCkAo9Ui6NLq/UZOWChn+Xtvk8ROgEApAKPM3oIg/MrtY2lmVjcvG2DVHQCAEgFHt9irTILByw0e1lqOTM6AQCkAo9vcMDCSmPKFzcfdFLvNToBAKQCxxCGwfpCMt0HLOy1HaSATgAAqcDxDQ5YmNbFzZ1+buYROgEApAInUYnCc8u1aT1godUz9QidAABSgROZ4gMW2j426AQAkAqcxlQesOAzg04AAKnAqYcXU3fAQtMHBp0AAFKBoZiRAxZAJwCAVOB4pumAhdyWR+gEAJAKDMssHLAAOgEApAInMQUHLITmT6ETAEAqMHQTfcCCVRboBACQCozK5B6w0EgMmdAJACAVGKWpPGABdAIASAVOPf6YtAMWFmoV7xo6AQCkAuMwOGChFk/AHCRPP9AJACAVpML4JJXwmZWyH7Awl0QV65jRCQAgFaTCOA0OWCjz4ua1+cTbhE4AAKkgFQpQi6NyntwcR6HNjpjRhs+dQg5AabR62fXdTnmu58JKzRhxzDr9bHOv28/KMj7ZWKouWsTMTPK7D4AS8VSBwYOFkhzHVovDhapIYEZ5ngAwbXppHgRBP8sf9I1sHIWDieBJpaTTwT1VYPBJvnnQbRbaaa9Yq1vBjE4AYIKHU+1+1uplrV7a6R/vt/pg7vVCrVKthNVKFJZmRCQVGDjqpjcPeoVMQ/KmoxN0AsBE6vSzw0663ewP8c+sxeFyPW4kUS0ufngkFRjI82Cn2RvuR/2R1heSku/WCjoBgK+Q5cGdZm+vnY76G9aVRrxYq9TjIh8ySAXu/eTfPOgedNIx/Ky1udheqKATACasEMb8rWochcv1ylI9Lmoxg1TgXr00f+moN9JaOLdcnbd2GXQCwEQoZN7Fy9TicH2hWsjjBanAeGohjsJzy9UyTLoDnQDAo5VqO/k4Clfn4qX6uE/OlQrctxb22/1h9fNirfLkYtXmRqATACZAnge3j3q7rX4Jr21tLj4zl4xzUCUVuK8sD4666U6zd9zNvu4thCfmk9JuEww6AYCvkGb5i3udEw99prIWpAIP/ytz0En32v3H/1ujEEAnAEzeiOfanU5J5ho9XByFZxeShWplPOsWpAKPlOVBp581u2k3zVu97N6/R7U4rFa+eGBIHIXOUAOdADBJWr1sa787EZFwby1sLFXHM2KWCgA6AWAWI6FUg+BjWaxV1heSMXxHKxUAdALADJmg6UYPsbFUHcM0JKkAoBMARMKEqcXh00u1US8PlQoj+hwOPoNxFIZm74NOAKBYeR58frdd8t2Njmt9IVlpxFKh/Fq9bLfV76bZfT+Bi7XKQq1SjyP7AoFOAGDcdlv9W4e96Xtdc0m0sVQd6YoFqXBiWR7st/s7zf5jPsWKo3ChVlmsVcywAp0AwDh0+tm1O51pfXVj2ApJKpzspp14W60xb4YL6ASAWZTnwZWd9nQsS3iItbl4dS4Z3bBSKhzLsJ5fjf9YbkAnAMyK7aPedrM/C6901HOQpMJjdunmXqfZy4b1B8ZR+ORiMl+t+LsMU8b8QoAiZXkwI5EQBEGzl1270+n0sxH9+Y0kurBSK8/rvb7bafWysr0LO81ec6hX1c/yzb3u1n4388Uj6AQAhuVOszdTr7ef5dfudI66qVQoRKuXjahLDzrp1Z12CbsI0AkAk2emHibca3Ovu300qkCSCg/5vG3td0cagdd3O6N7ZwGdADAr9tv9mX3t283+1n53REvkpMKDPm9jWC4/0ncW0AkAM2FvhjshCIKDTrq515EK0/d5G+k7C+gEgCmXZvmUnb58As1etrnXSUfzJbdUuFcvHevnbfDOSgXQCQAc20EndROCL22CJBVGrd3Pxv/OSgXQCQAc24xPOrrXYBMkqTBS3X4BP1QqgE4A4HhMOpIK4+6EtJjPW7OX3bYDEugEAEo+aJMKs5wKRdlt9Ud3YgagEwCmStOwSSrMUips7nVTxzWDTgDgkRxbKxVmLRVe3Ov4eINOAOARmjpBKow3FaqVsNhX2unn9vgCnQDAw/QsTpAKY0+Falz8f/G39rsmH4FOAACpUKJUKPx5wsCdpr2PQCcA8OARsJsgFcacCnFUik7YbvY9TwOdAIBOkAplSYVKFJYkFV5ynALoBACQCuVJheV6pQyv8aBji1TQCQAgFUqTCnPVSkleo1UKoBMAQCqUJRXqcVn+o7/XTnOPFEAnAIBUKEMqhGGw0ohL8la2+44QAZ0AAFKhHKlQkiUKQRA4cw10AgCTYbFWWaxVanFY8uuUCqdRi6OSvMWHOgFKL8zNEAQYr4NOurXfLcOVxFH45GJSrUTJVx7CleVBL80OO+leOy3nLq5xFF48U6uMZqPPVi+7vtspz4u9sFJrJNH0vbrLq/WkEvqFAKXleQLAjFppxJdX6/PVyleP1aIwqMXR2nzy7Fr9wkqthA8ZPFU4sXocleQghW5qiQLoBADuUS3Bd6gXVmrrC0n4GBfSSKKLZ+qXV+tlqwWpcDJhGDy5mJThRTmYGXQCAF/5mzcseMC9vpAcdx5LUgkvnqlfWKmV5KtoqXAa89XKXFL8AGB0J8oBOgFgIlUKHWrPJdGJN8dsJNHl1XpJ9taUCqexsVT1NxHQCQAl+81b6DfyTy6eaoAYhsH6QnJuuUSjTKlwslgtPBWsTwCdAMDLFTXroxaHQ9lhZr5aecVavTxzkKTCCSwUPfuo07c+AXQCAF819Czk5y7XhzZlqBKFl1brZZjmLhVOJgyDc8tFLjgp/2EdoBMAGLd6QcPr+eowj+ONwuDcck0qTHQqXDxTWCpUKwYhoBMAeFknxFPy6zeUChOeCpUoLNVqE0AnAMy0SjQ9My6kwqSnQi0u5kUt1St+FYBOAODlFmsFDJKyfCSjZ6kw6anQSKLxL0yfmqdqoBMAGKZCvkztjuwEXKkw6alQicKLZ2pjW1tci8NpeqoGOgGAoSnky9TDTjq6P1wqTEEqPLMypj2s1hcsigCdAMADxmTj3xfyYJSdIBWmIBXCMDi/Uhv1EWy1OGwkRiCgEwB4gCGeZvD4hnJEl1SY4lQIgmCxVnnF2ggfLDy9VPPXH3QCAA8bjY3/h24f9Ub9I6TCFKRCJQpH9GDh3HJ1KIeCAzoBYGoVMvWo2ct6I1vNLBWmKRUGKfvKJxobS9VhbYW0vpAM97A/YIS/yfM8dxcAinLUTTf3umP+oYu1yqgnoA/kebC512mOeKbT44uj8OKZ2oi22Wn1suu7nfJ8tC6s1Ia4BiDPg8Nuevuw1z9pa8VReG65WrMXKugEAB5Hlgefe6k1/p978UxtPCM2qTA1qTB4N9v97KCT7rb6x/oX55Lo6eWafVBBJwBwDLcOe8cddZ1eLQ6fWamHYxm3SYVpSoVjBUMchcv1ylI9tiABdAIAx9ZL8ys77fH/3PWFZKUxpg2XpML0pcJdWR6kWd7uZ91+FgRB9UvPqaqV0Cwj0AkAnMq1O+1Ov4DfxpdX62P7olcqTHEqAFPJbw2A4hV1Nu0X9jtj+7IoDIMnF0t0BK8dkAB0AkDZNZJo/BukBkHQ6ee3R3+cwkCa5aX6il0qAOgEgAlQ1COF3Vb/qJuOIRKu3en0s9LNdJUKADoBoNSKeqQQBMHmXrfTH+HwsbSRIBUAdALABCjqkcIgFUY0UC55JEgFAJ0AUHaNJJoraFOawUB56OPkiYgEqQCgEwDKrsAdgfpZ/oW9YW5/NEGRIBUAdAJAqSWVcGxnn321Zi/bHFIqTFwkSAUAnQBQak/MJ3EUFvXTh5IKExoJUgFAJwCU+PdyGJxdSAq8gFOmwkRHglQA0AnALEqzvNPPjrppL817aXkHsou1SlF7pJ4yFaYgEqQCwECY57m7AEyxTj/ba6etXtrp3//X3VwSLdQqjSSqxSX66qSX5ld22sVew1wSnVuuhY8dLFMTCXfFUXjxTK0ymmlgrV5WqgOqL6zUGolvDwGdAMyAVi+7ddh9UB7cd1C4XK+sNOJKFJbh+ndb/VuHvUlJhemLBKkA6ASdAMx6IbzMYq3yxHySVAquhTwPPr/bPvGrGGcqTGskSAVAJwBMj2F9DV+Lw6eXasXWQprlz2+3C7+lD0+F6Y4EqQDoBICJl+fBjYPuQScd4p+5WKusLyQFzkQ66KRb+90yp0LZhrlSQSoAOgHgy9Isf3GvM6JZOusLyXI9DguKhRd3O80SbEcjFaQCoBMAJkyeB5t7ox1M1+LwqcVqIXsiZXlwdaddhok9UmGmUuHimVqpNgEDxszff2Aa3Djojvob904/v3anc+uwN/5vV6IwOLdcLcN9fsi5CmU7E2BEZudchbkkqlYMEkAnAEyy3VZ/uGsSHv6zPr/bHv8ZbbU42liSClJhfJFwrKMzAJ0AUDqdfjbmQwY6/fzKTntsZXLXYq2y0oilglQQCYBOAHi0GwfF7AW0td/d2u+OeQ7S2flkrhxLS6XCtKaCSAB0AjANDjppgceQHXTSKzvtdIzLi8Mw2FiqxuU4LloqTF8qiARAJwDTIM+D2+OdcXTfkeLz2+3WGDctrUThxTNlGYJLhWlKBZEA6ARgShx205KcAXx9t7N9NL5iqURheYbgUmE6UkEkADoBmB57rX55Lma72R/nlqmNJCrJTqlSYQpSQSQAOgGYHnkelOGI4nvttvoPGi6Pwny1sjYXl+S1S4XJTQWRAOgEYKp006yEV9XsZeNc2bw2n0gFqSASAJ0A8GWtXlbOCxsMFsd2EJtUkAoiAdAJABPQCYPB4pWd8W2CJBWkgkgAdALAxLi+2xnbmc1rpTl/TSpMRCqIBEAnABRpa787tv1Szy3XpIJUEAmATgCYDNvN/tZ+dwybIIWhVAjOLVfLcwfKmQoiAdAJAGVx0EnHs1/qjKfChZXafLVSqjtQtlQQCYBOACiXse2XOrOpcGGl1kiiEt6B8qSCSAB0AkAZjW2/1BlMhbuRUM47UIZUEAmATgBmRSOZvF9fY9svdaZS4WWRIBVEAqATgJmWVCZ11DOe/VJnJBXuGwlSQSQAOgGYXfV4gn99jWe/1KlPhYdEglQQCYBOgJJ6z3veE06yq1evlvwOV6KwFk/w8Gc8+6VOcSo8MhKkgkgAdAKU0Yc+9KF3v/vdk3v9ly9fPjo6KvlFLlQrE/0hGc9+qVOZCo8ZCbOcCiIB0AlQRkdHRzdu3HjXu96VT7L5+fmS3+elejzpH5Xx7Jc6ZalwrEiYzVS4eKYmEgCdAGX0wgsvBEFQqVTcipFKKpM99ejeIeOo90udmlQ4QSTMYCrU4kgkADoByuhTn/rU29/+9je+8Y1uxag9MZ9MwasYz36pU5AKJ46EGUwFAJ0AZfTBD37wVa961atf/Wq3YtTmkkocTckXp2PYL3WiU+GUkSAVAHQCFO9DH/pQkiRnz551K0YtDIOzC8nUvJwx7Jc6oakwlEiQCgA6AYo0WMT82te+1q0Yj4Xq9DxSCMayX+rEpcIQI0EqAOgEKIxFzGM2ZY8Ugi/tl5pJhS+lQmME1ykVAHQCjNtgEfOzzz7rVozNYq0yBRsfvWzcfHXE+6VOUCrMyB2QCoBOgCk3WMT8ute9zq0Yp6cWq1P2igajxk5/hJsgSQWpAKATYHwGi5gvXbrkVoxTLY5WGqM6dq2oceRg1DjS/VKlglQA0AkwDoNFzBsbG27F+D0xn4xoQXOzl51brha1Wvr6bme31ZcKUgFAJ8AEGyxipphfZ2Hw5OKoFjTfPOhdWKkVlQq3Dnsj3S9VKkgFAJ0AozVYxPwN3/ANbkUh5quVxdpIdprqZ/nNg+7FM4Wlwnaz/+LuCIfOUkEqAOgEGCGLmAv31GJ1dLOPDjrp5dV6UUPJwdA5kwpSAUAnwMSxiLlwYRjcPcR36G4d9tr9rMCh5Kj3S5UKUgFAJ8BpHR0dffX/xSLmMkgq4frITl7b2u9meV7gUHLU+6VKhXKmglIAdAJMgH6//973vveVr3xlv/8Vu9BYxFweK414dAsVtva7QRCcW66tzcXFfAJHvF+qVCjbHahWwtDfakAnQMldvXr1TW960wc+8IEbN2584AMfuPd/+tSnPvXOd77TIuaSeGqxOqJDmpu97PZRLwyDtfmkqFQIRrxfqlQozx2YS6JzyzWhAOgEKLu/+Iu/+Kmf+qm3vOUtQRD8+I//+L2PFD74wQ8+99xzFjGXRBgG55dHtT3Rbqt/1E2DoOBUGOl+qVKhDHdAJAA6ASbGu9/97o2NjV/7tV97wxvesLOzc+8jhQ996EPz8/MWMd+rl+YFzquuROHGUnVEf/jmXreX5oNUOLdcLeo1jnS/VKlQ7B0QCUCxwjy3NgpO4iMf+ci3fMu3rK6u3rx5M47jo6OjhYWFn/mZn/npn/7pmb0nWR60eulRN0uz/KCT3vs/1eJwoVqZq1ZqcTTmEwh2W/1bhyP50j2Owkur9cHLafWy67udou78XBI9vVwb0Y3N82Bzr9Mc2XKI8o+eC7kDIgEonOcJcELf/M3ffO8jhcEi5tXV1ZkthO2j3udeam3udXdb/ZdFQhAEnX6+3exf3+187qXWrcNea4xDrpGuaf7C3hfboJFEo9uP9ZFGul+qpwrjvwMiAdAJMNl+8Rd/MQiC9773vf1+f7CI+dlnn521m9BL86397udeam03H3dN7W6rf32388J2+2Bc+8KPdE3z3RUCjSQq8MDmke6XKhXGeQdEAqATYOINHim89NJLH/jAB2ZzEfNBJ72y0/7qpwePOa79YmAc9UZdCyNd07zd7N99PFKLi0+FET2rkQrjuQMiASgP6xPgVK5evXr58uWzZ89WKpUf+qEf+tmf/dkZeeF5Htw46J6sEO5rbS4+M5eMdIDd6WfX7oxkCUEchRfP1Cpfuvo0y6/d6fSLW8G9NhevzScjet+tVRjdHRAJQKl4ngCncunSpR/4gR+4ffv2jRs3FhYWZicSNvc6Q4yEIAi2m/2rO+2DTjq67y5qcTSi7Y/6Wf7iPd9tV6Lw4pkiv3rfbva3j3qjuJOeKozuDogEQCfAtHnf+943+IeVlZVZeL1ZHvz/7N1fjGT5Ytj187dOV3X3dE/37uzO9s7OrvcaEgeIwcJWSOIosYwUKRF+SZ6wkKU4r4DggUggeAkPIAF+CFgoSDyYGAHCkARbiUkc5yHGXDASRFFs3eu9c2d7e3d2e6b/VnVVnTqHh7q373h2/vSf86+qPh9Zsvznbtc5Vd37+9b5/fnk6UUd36fOZyJ99+iipkn2QRBsZvF2v5bjDsZ5+eVzRxnEUdjuePpwmNc0gJYKddwBkQDoBFhC80cKu7u73/jGN5b+Yssy+Oy43hk147x89Gx8cDKp6Ye8vZ7WNMZ9YaOn1sfT8wF0HUvFpUK1d0AkAN1kfQJU4xd+4Rd++qd/eunXMX961Nzc9CQK39lM13vVb2lalMF3nl7UVDsf7aylcfh8WVW7kOMGt/H5tRPVRqO1Cre/AyIB0AnAwjs8n15989OqbGbxu5u9ykdR01n5ydOLmsblH+2svfCCW7l1z7+k+3d6/Rq+/pcKt7wDIgHoMvOOgCsZTYtWRrrzrVcrX7GQxuHeVl1rmvePX9xVaXc93R0kbb13eVE+Pqplv1QTkG5zB0QCoBOAhVeWwcHJpMVh7qNn46NRxZWy3otrGrsPp8XXX+3uenpvI23xTXx8ND58bqW1VGj3DogEQCcAy+DpcNriaQBzT86mnx5VPP7brW1N85Oz6de/v9/uJw+2sxbvYU37pUqF694BkQDoBGAZzIqyxbn1L4z/Pnl6Ue0GPnu1ndN8cDL5+kvtp1HrqVDHGFoqXP0OiARAJwBLosW9er4uL8pvH15UONU+DIOHd7OaXurByeTrQ9V5KiRRa+PEmvZLlQpXuQMiAdAJwPI4vsi79pKqnWofR2FN3/EPp8WXL3ud/TR6eLflVHj0TCo0nQoiAdAJwPIY58U47+LuyYfDvMLlCv00qmlN89EoP5/MXhon7abCfHV45ZsgSYVX3QGRAOgEYKlMZt09YqXa5Qq76+lmzRGQ3wAAIABJREFUFtfxOvePJ9OX3cYupMLjo/FLM0YqVHsHRAKgE4BlMys6fRRjtcsV3t3sZUktQ7nHr3j0EUfhRztr7Q6p948nle+XKhWevwMiAVhQzmMGXufgZNKpdcyvcm8j3e5XMHFoVpSPno3r2AR2kEbvv2IVRBdONd7uJ2+vp9WOZZ3WXJbB0+F0Z5CKBGAReZ4ALIMnZ9OXbi50XXEU3r9TyznNLz18ba4L374fjarfL9VThTAMdtdFAqATAFp1Op5996iC5Qr9NKrp4OSXHr52OaB8fzuraS311YfRldxAqQCgEwC6ZZxXs4fPdj+pZBbT17308LVLu+tpu6kwv4FSAQCdALxBP12wvxLzPXxeNcPn6t5eT+sY2r7q8LXupELlJ9lJBQCdACyhOFrIudW3X64QhsH9O706Ni191eFrz6dCTee+XV3l+6VKBQCdACyVXryoazBPx7P941tNoYmjcG+rljXNrzp87VI/jVpPhcr3S5UKADoBWKZOWOC/EsNp8ejZeJzffApNlkQ1bX/0qsPXOpUKh8P8ydm0wpG0VADQCcCSCMOgpqPHmpEX5aNn49scAbGZxTWtaX7V4WvPp8JHO2tJq1O/Kt8vVSoA6ARgSWz04kW/hIOTyW2+F69vTfPnp5PX//+kcfjwbtZuKlS+X6pUANAJwDKo6dv0hs2/F7/ZYDcMg/e2ahmsn45nb9yaKY7aT4X5fqmvnyglFQB0ArBa4igcpMvwt+I2yxWiMKhptcCTs+kbX1IchR/urLX7LuRF+cnTKvdLlQoAOgFYeHcHyXJcyG2WK6RxXdsf7R9P3vigI+rGqPrx0a0We0gFAJ0ALJVBGidRuDSXc+PlCuu9uI5D0N54+FqnRtUHJ1XulyoVAHQCsMDCMHh7I12mK7rxcoWdQS1rmofT4ulwepU3Ym8r22378c7hML/lMXZSAUAnAEtiM4sXeoPUlw4Hb7BcYT6orePpyuEwv8oRyGEY7K6nrafC/Bg7qQCgEwCCexu9Jbui+XKFq4zOXxjUPrxby5rmqyxUmOtCKgynxSdPK9svVSoA6ARgUfXTaDOLl++69o8nh+fXW64QR2FN2x89enbVsenuelrTuurrhlZV+6VKBQCdACyqdzZ7zSxobniO0+Ew3z8eX+ub8X4a1bSm+Y2Hr11a78U15cq1XnCF+6VKBQCdACzmn4wweGeziQXNsyK4f6fX5CZLw2nxnacX1/pqfLeec5pPx7Or7z3aT6PWUyGodL9UqQCgE4CFtN6LGxjD5UX55dl0b6vX5Hhx/tX4tZYr1LSm+eBkcvUF1v00av3A5qDS/VK7lgoAqyksfUkCXNOsKB89G+dF7X89kih8sJ2dXOSHw7zJC9wdJDuDNAzbvBtJFH64s3b1wX9jb8rrbWbxu5u9sIpmKctg/3g8rO4E6JsZpNHeVhaGfu+BlePbGlhOtQ4X4yi8f6eJFbR5UT4+Gt8dpA1PrbnWcoWa7kZelJ9dZ7pLHIVdeKpQ4X6pXXiqIBIAnQAsldG0+NZXo1GdX8TWtIr3VcPltST6eHetycXN11qu0E+jezWcQ3fFw9deSIXWp+tUuF9qu6kgEgCdACxbJDw+GgdB8PhoXGsq1HQy8UvHnfvH4ygMP9hea3Jj1mstV9juJ3W8tsNhfq03MY7CLszsr3C/1LZSQSQAWJ8AyxkJlx5sZ/3axlhNzom/HLedjmcHJ5Mm7+oVlyuUZfDdo4txXv3d+Hh3Lb7OhKKOzOyv8OPX8BWJBACdAEseCQ2kwqt+aB02s3i+EmCcF/vHkybX7A7S6L2t7I1j9ZrCKUvCD7bXrjVsLcvgy/Pp0Shv/WN5/06vkictjaWCSADQCbASkdBAKhyN8idn02Yuc3eQ7K6nQRAUZfBZs1+ZzzdfSuM3jB/HefHoWfXhdNlI13J4Pm14q6jXv2vdTwWRAKATYIUioYFUODiZVHXM1tUHnWUZPB02PQ7e2+qt997w7XhNM6Nu9sV8R1KhqvF3rakgEgB0AqxcJNSdCvVNzX99KgTNTny6/OlvXK7w5KyWOT8P72ZZcu13sPkVHa8ahV9l7lZbqSASAHQCrGgk1J0KDZ/z9fz3+rOi/PR43FilXGVMWdNY9rqHr934c1KTJAof3s3iW7dC5bdXJAB8nX1RYYUiIahzs9Q4Cve2eo1d+/7x5PJC4qjpLVPfeERAGAb37/QqP/VsfprEDf6D/TRq+Ky6V73+R8/G4/y2n8BqN0sVCQAv/2PreQKsTiRcqu+pwvlktn/c3BSXFy6k+Qk2r7+T01n5ydOLyn/ojZcFj6bFwUmj+0TV+gms5KmCSADQCSASGkqFhhfOvnAhzW+Z+vpRe03hdOO3r+HpYa9xbyPd7t/2SO9bpoJIAHgN845gFSMhqHMC0u56BeO/qzs4mTw//ydLog931po8vvdwmH96NH7VVy7rvXh3kNR91VcXR+HDu1nlE6Ju4MnZ9PD8ttvp3mYCkkgAeMPfWM8TYAUj4VJNTxUaPj3366tjm98y9TUrdGu6Gzc4fO1S8yu/ax2s3+AOiwQAnQAiobVUaHKn1JcO05vf5OdVN7Mog+88vah8ts92P7m3kd74Ddpv9qC61wzZb79f6rUuRyQA6AQQCW2mQsNT4V+6Z2jzX5y/arnCrCi/fVj9muabHb7WtVSoZL/UK16OSADQCbBUato5p4FUqGNwfK0hYFkGX57XcurZdUeiNZXeRztraXzDYW9ZBp+fNneW9utTYW+rd4NT5K6VCiIB4OqsY4YFMCvKuufP1LSsOY7CJrftH06L/eMXlxSHYXBvI71/p9fky3jp6Qr9NKpjTfPjo/GNn9nMz3mo41Vd1/xohVt+CF+/rFkkAFzvj6rnCdBxTU70r+mpQsOHKrxqODidlY+PGt0S9KX389Oj6qf6DNLo/dv1WMO72b7G7fdLfelTBZEAcF2eJ0DXfX46aWx6fU1PFWraG/RVhtPi89OXZEkahw1vmfr4aPz1rT/3tqrflnQ4LW65x+juetqFpwpBFfulfv2pgkgAuMmfU88ToMsa/iZ+rqanCk/OGl0k8Jrjzxr+7nwzi9/d7D0/SK1phfft37jmd4h6lduP7C+fKogEAJ0Ay6amzTTbSoXmd9d5TSqMpsXBSXPHNmdJ+P7WH9jPp44ReSW7BnUqFW65X+r8GI2dQSoSAHQCLJWGv4BvJhWaPFTh9anQ8JapSRTev9N7/pYejfInZ9Nqf0ol3513JxUqKR8Absb6BOiocV60GAlBPWsVwjB4v4bZ+a9xOMzPJy/f9DOOwg+21265ZPbq8qJ8fDR+/j3d7ic3PvrgVYbT4svz27ZHP40+3l1LOjA6n2+CNM4LfxAAdALwPS9dibsEqRBH4cO7WZNXsX88edVVzLdM3dtqbsvUJ2fTg5PJ5XPcdzd7la+rPhq9Mo2u+zZ1JxVGU6kAoBOAIBhNiyYn5zSfCk0eqvDGq1jvxR/tNPf1+el49t2j752uMD++oPIfvX88mc7K279NHUmF+TvY7uM1AJ0AdMKTs0l3XkwdqdBPoya/xZ9fxWumr6Rx+FGDW6aO8x98Rx5HYR234vHR+Parz+Ko0dvypl+K2+6XCoBOgMU2zrvyMKHWVGj4UIUgCPaPJ7NXb3AUhsH729m9jbSZFzNfrnA6ngVBkCVR5cdF50W5f1zBWuTXn3DcsMNh/mkV/QOAToCF9HTYxfkVdaTC7nra2DLi4Psz3Wev3Qt1u5882G5uss3ByeTJ2bQsg82s+moaTqtZCt+pVBhOi/3jcSEVAHQCrJqiDObfMa9IKry9njY5AL1KKvTT6OHd5obFR6N8/3g8K8qdQfW34snZtJK3bJ4KHTmweTgtvvP0YqYVAHQCrJTRdNbll1d5KswHoFnS3GLZeSq8fu5KHIV7W1ljzzqG0+LRs/FkVrxXw6axByeTSobUYRjsrqcdSQX7pQLoBFg5z4Zd39SljlRo+FCF+dz916dCw1umzge+55NZ5TtB5UX5/E6st9S1VLBfKoBOgJVQlMFwEcY9ladC8zulzqe5v3H0vN6Lmzxx7OBkcnKRVx4nlRy+9nwqNLxX1WvYAQmgPmFp5wjojPPJbP94siiv9sF21q90Pv1oWjw+Gjd5CYM02tvKwjdVQFkGn59OGls3kkRhXsPk+72t3novXtw368ZvHwA343kCdKoTFmkSRYWzWeb6afXbg77eFb9on5+G1uSWqXX8Yys5fO35N6vhR0AiAUAnwOo6G88W5aUmUfjwbvWjtDq2B329o1F+xbkr2/2kO+cT38zjSg8f6KdRk+dYiwSAhpl3BF0xK8pvH14sUCTEVQwQw5bGer/7ZPj8/7g7SHbX0yu+TQcnk+HCLp8dpNH7lT4HmBXlo2fjvMFdSkUCgE6A1dKFCd8NR8KrlGWwfzxueCx+9VQoy+DpcHrY+Z2pXuXeRsXH2zWZCiIBoDHmHUFXLMRm8A1EQvD9QxUantByOMyvuInT/CSBdmfn30ZVh69diqOwmZPpRAKAToBV1P2d4JuJhMuxePOLAa6132s/jT7eXWvyhLgKVXX42vOpsLdVbyqIBACdADph1SPhcujZ/Hf210qFOAo/2F7bzOKF+7BVe/jaZdrVlwoiAUAnwOpqciVo9yNhLo3bSYWr7x863zK14e1cK1Ht4WvPp0K1ix9EAoBOgJVW4cb2SxMJc/00auzggudT4VrTcjazeBG3TD0a5eeTirfiDcPg3kZa4ea2IgFAJwAi4eW2+0nDhyrkRfno2fVSIUuiD3fWGljLW61qD1+7tLteTSqIBACdAKvuopObHXUhEi7HnQ0PwW+QClEYvL+dNZw0t1ft4WvPv2W3fBAkEgB0AtBF3YmEubq303lpKnx6fO0x9HzL1AWag5QX5f5xLQd3bPeTGy8vEQkAOgHoqL2tXtylwW4YBu81fqjCOC/3r58K/TR6eDdboC1Th9PiaFTLsXH9NLpBKogEAJ0AfM+kY/OO9rZ6WdK5vw9RG4cqDKfFDVJhvmVq5Tv/1Kfyw9deSIWrv2siAUAnAM91Qpf2O9ruJ+u9jp4JEEfh3lbTm5DeLBXmO/8s0JaplR++9nwqXDHwRAKATgA6KonCt9bTLr/CLImaP1RhOC2eDm9y2sBmFn+0s7YQyxVuth7j6oH3xlQQCQA6AeiutzfS7o9pWzlU4XCYH97oYLI0Dj9akC1Tx3lZ+eFrV0wFkQCgE4DuypJwM4sX4qU2f6jCbVIhDIP3t7Pm2+YGjkb56XhW0z88jl6eTCIBQCcAndbxGUcv2BmkzX9Jfzi8+TB6vk9o9+cgHZxM6jsgPAxf3OJWJADoBKDrBmm8QK/26yPOxobRN94aaL6it/tzkB4fjYuyiTdOJAB099+zZVm6C9C60/Hs4GTS7mvYHSS7C/U8YW5WlI+ejfOi6T9lD7az/k2H+2UZfHk+renIguqiMXq/5vXi55PZII1FAkA3eZ4AfM9GFi/iy77KRjp1eHw0vvFThfmWqc1v8Hotw2lxWNua5rn1nkgA0AlA53XwYLWrp0IrxxQ8Phrf5sCB9V7Xt0w9HOY1Hb4GgE4Arvar2PZYcXMxHyZcmh/62/zPffTsVqkw3zK1yze/vsPXANAJwJv14pZ/GTcWvBPmqdD8Tql5Ud4yFcIwuH+n19ktU/OibH3lDAA6AWgxVJZhnvjuerrdX7xUCIJgu5+0ssriKobTor4TFQDQCcDrpG0P06NlWU/69noLhyrMv3S/5e5xWdLdLVMPTiYmHwHoBECoLLD53vxZ0vTlDKfF/vH4lqkQR+HeVtb87Kmr+OLU7CMAnQC0YXPxVwh0JxXe32phDk8lqRCGwe56F7dMPR3P7H0EoBOAFvRiO8lXZn6oQvM/dzgtPq/ie/f1Xvzxbue2TH1y5pECgE4Amu+ExO9jxanQyk6pp+NZJceTxVHntkwd56VHCgA6AWjamk6oWj+NWpnAczjMK0mFDm6Zevvl2gDoBOB6unwu7+Ja78WtLAuuKhWCjm2ZmhflcGqPVACdADQoDIPmd+m5tMRn7rZyqMI8Fc4n1QypO7Vl6lcV9Q8AOgG4qo1ea5PRl3t3/FYOVQiCYP94UtWE/u5smTrOy3FulQKATgAatNbeF8bFUs86nx+q0MrUncdH46pSYb5laiuLs1/wdJj7bQXQCUBz+mlrzxMmsyVfnRqGQVuz/CtMhSAI+mn08e5ai1PUgiA4Hc9mzmcG0AlAc7+Q7S1ROBsv/+LUtnZKDYLg4GRS4cA6jsIPtlveMvXC1CMAnQA0qa0lCqfjldjEJo3bSYW8KB89G1eYCvMtU+/fae3Y5pMLux4B6ASgQYP2ljKvyEySfhq1MryuPBWCINjM4rYmU52OZw5SANAJQHNaPG1tdWaSbGbtHKowT4Vqh9dZEn24s9bKbk65JQoAOgFoTBgGrWz2HwTB+WSFZpzvrqetzO/Pi3L/uOJUiMKglS1TLVEA0AlAo9Z77fxiHo3ylZpJ8u5mr5Wv4YfTovJU6M6WqQDoBKAuLe6OulLfEIdh8F5LhyrUkQrB97dMbeWKANAJQP2/lmHQ1paXR6N81W51W+uAh9Piy/Np5f/YOAo/2ml5y1QAdAJQl7aWKJyOV+74rDgK97ba2V30aJQf1pAK8y1T722kdb/+QerfIAA6AWhWi7senVzkq3a3syRqa2b/4bCWVJinZq2PSrIkjE1wAtAJQMNa3PXo6TBfwX3x+2nUwBfwDadClkQP72Y1feu/0TO1CUAnAG3YWmtnHJYX5XC6ikftbveTVg5VmKfCaFrLCvI4Ct/fzipPoCQKdwapX1IAnQC0IEuiLGlnXsdX9Xy93X2762lbc+4fH41rSoV5An20U+U+SHtbvdCcIwCdALTlrfV2vrId52V9Y9aO29vKljIV0jj8aGetkgcL9zbSLPHvDgCdALRn0N5BCgcnkxVcpRB8f7Ogto4geHw0ns7K+i5tu598463+baZXPdjO2lo5A0DT/04sV3MsAAvi8Hx6OGxnA6L7d3oruw3/rCgfPRvnbewRm0Thw7tZ3VsJFWVwcpEfX+Tj/KrXmCXh+1uZPY4AdALQCUUZfOurUSs/OonCD3fWVnZYOJoWj4/Gbd35BlJhbpwXo2kxmhan41cuXt/M4rfW0zRWCAA6AeiSg5PJa8ZwtdruJ23tFioVGkuFS/MpT3lRzh+k9OIwCkN5AKATgI6azspPnl609dMf3s1WedFqi/O+siT8YHvNtkIAtMU6Zui6NA5bXCewfzxZ5S8TdtfTtg5VGOfl/vHYNzkA6ATgldraIDUIgrwov1zV4xTmdgatHaownBZSAQCdALxSu48Ujkb5yh6nEARBGAZ7W1lbZ95JBQB0AvA6LT5SCILg4GQyK1Z3rBqGwftbWVuHKgynxdPh1K8AADoBeIl2HynkRbmyJ6/NxVH48G7W1k8/HOaH51IBAJ0AvEy7jxR8qx1H4YNtqQCATgA6Jo3D7X7S4gs4HOZtneTQEf002tvqtXj/j0a5XwQAdALwonYfKQRBcHAyWeU1zUEQrPfitnZKDYLgydl0xe8/ADoBeNlvbBi0fkDy46PxKq9pDoJgdz1t8cHO46OxVACgAc5jZjnNinI+lM2LMn/ZoDaJwvn2NVEYxNEinXlblsEnTy/yVkfqSRQ+vJst1n2r/F3YPx4P2xuvP9jO+qkvegDQCfDaEVtelBd5McmLyawcTYubjaHnuwltZPE8IdK4u4Pg0bR4fDRu9zVIhbIMvnt0Mc5b+xP60c5alz+lAOgEaMGsKC/y4nxSjKaz+gZqgzTqp9GgF2dJ1LXx8MHJpPUlxVJhVpSPno3berbj/gOgE+B7xnkxmhbHF3nzX+ImUbiRxZtZV5phVpTfPrxo/WUM0ui9rWyVR6rTWfnJ09beCKkAgE5gpRVlcD6ZPR1OW5zj8cLgeCOL13txu7M+Tsezg5NJ63fDULXdaWDuPwA6gVU0nZXPRt3dMz6Jwq21eCOLs6SFFaWtz483VO1Is2VJ+MH2WqgUANAJrEghfHU+XZRTvdoKhnYnvUiF5x2eTw+HrQXtII32tjKpAIBOYJmVZfB02OaQ6zayJNxaS+6sJY0NmI9G+ZOzqVTognYXl0sFAHQCy+x8MvvidJov/jFem1m83U8a2OG+O7OP5qlw/05vCfb1PzyfDnrxdS+k9UMVpAIAOoElVJTBF6eTRZlodPVx89sb6Xqv3i/ZO7L30aVFPwLscgbRDS6k9VPwdgfJ7noaAIBOYDmMpsXByWQJHiO8ZvR2d5DWVwsd2fvo0r2NdLufLHQk3Lh52j1UQSoAoBNYHt2ZYV+3zSx+az2taTfVLpy89sJodWeQLtYcmJeuRb5BKrS7vtzsIwB0AguvLIPPl26uUVu10PqMl5cOWBfoFLbXbFh0g1Ro61AFkQCATmAZIqHdRZ/LVwvd2Sb1UhKFD7azdg+ku2Uk3DgVmn9QJhIA0AksvFlRHpxMVjYSLlW+bqFrCxXm7t/pbWbx4kbCjVOhyUMVRAIAOoFliIR2F3p2zb2NdGstqWqE17WFCnObWfzuZq+Do9hrDeVvkAqfHjXx0EwkAKATWHgrPt3oVZIofGczXe/FS3yHOzgH6Qbf9183FRp4O0QCADoBkbDkBmn0zmbv9iPpLj+xqfbhyW0+il+eT49GN5kUdN1UKMrgO7UtMRcJAOgElkEzczAW3XY/eWv9tosWOrim+VKWhO/dafPBwu179bqpUFO5iQQAdALLoMk1nYuukmlI55PZ/vGks9dYSQ7dQFEGn1XxUOu6qTDOi0fPqtwpVSQAoBNYBm1tJ7/QBml0/04vvsVQuvttdv9Ob6MXNzbYrfbk7+umQoW/BSIBAJ3AMpgV5bcPL9yHVkbS3U+FJArv3+lddx+h67rNgoQKU6GSQxVEAgA6gSVhWcLtx4W3ebCwEPc/icK3N9I6ni2UZXA2mX15Nq1pJfF1U+GW5SYSANAJLIlunvy1iG58WtlibTO1O0i2+0lcxcKFsgyG09lX59NxXu8fuuumwo3LTSQAoBNYEkUZfOurkftQlUEavbeV3WAIvXA70mZJuLWWbGbxzYJhnBdn41mTE66ulQo3eztEAgA6geXRzbOBF1oShXtbvSy59mz+sgy+e3RR9zfrdVxvP402srgXh0kUviobprMyCIKLvDgbz9r6yF0rFa57qIJIAEAnsDy6vIX/oru3kW73k+v+p7p8/toN4qGDCXqtVLj62yESANAJLBUPE2p1s7Hj0qRCZ10rFa6yU6pIAKAVkVtATaazUiTUajgtvnt0MbvmiD+Owod3syQy6qzL46Px6MoLD/pp9GA7EwkA6ARWyFfnUzehbuO8fPTsGqNSqdDNVNgdJCIBAJ3ASpgVHiY0JC/Ka41KpUIHU2F3Pf16KogEAHQCS6jyU29546j08JoPcOIo/GhnbZD6I9CJVNgZpM+/FyIBAJ3Acjq+8DChaYfD/LqpEIbB3lYmFbqQCs+/FyIBgC6w3xHVu8oWLtTkBkPMhTuCbeFcfQekWVE+OZu+u9kTCQDoBJbQk7OpeUcLlwqfn9rEthOpAAAd4d9bVE8ktGs4LfaPx9f6BiAMg/t3eq/adYfbu8FacwDQCSyVcW4wtJCpELxi1x2kAgA6ASpgJLToqfD6Y7+QCgDoBLiJM3PcFzwV+mnkaAWpAAA6gerHpm5C11Lhuv+pLJEKUgEAnQDVmc5sn9XFVLjuuQqBU9ikAgA6wS2gQhcWMXfSDY5gC75/8peVzfWlgkX/AOgEVsXEuKfDqXCD4xHCMNhdT/e2em5g5QZp1Iv9BQagu5yzRpUOTpbhrK7NLP76/3I5ziC78Wlf47zYP57khT8XlUXCdc/CAwCdwAL7vS9HC/easyTcWkvWe3EQBGn8uoFbWQZ5Uc7/azQtzsazRRw3f7Sz9vrLfJWiDD47HlunLhIA0AmwzJ0wSKO7g2QtieJb7OpTlME4L07HswVqhiQKH97NbnzVR6P8ydnUR10kAKAT4Kqms/KTpxfdf51ZEt7b6PWr3slnnBdn49nxxQIEwy2HqqNpcXBiDpJIAEAnwLJ0QhKF72ym8ylG9RlNi6NR3vH1DJtZfP/OzVcnm4MkEgDQCXBV55PZ/vHEKO1yJP1sOD0c5p29Ifc20u3+rfY8PR3PDk4mPvkiAQCdAIs6atwdJLvrafM/t+O1cOPtjy5NZ+VnJ+Nx7s+ISABAJ8CidcLtR8PLWgu3XNM8V5bB8YXFzSIBAJ0AC9UJrUfC87XwxWnnzpfIkvCD7bXbj2I9WBAJACwZp4FSmVH3VrXuDpKOREIQBFEY3L/Te3g3y5IODRvHefnleQWPAtI4/GB77d5G6hdBJACgE+APmHVso8zNLG5lTcLrZUnUtfH00Sg/n1TwlCMMg+1+8tHO2iD1h0UkAKAToJOyJHx3s9fN13Y5nu7Og4X940lVmZfG4fvb2d5WL4lWd4wsEgDQCdBR793p+ihtPlFnd5B05PV8ejyucLHSei/+cKdDV9ek7X4iEgDQCdBFm1mcxgswTAvDYHc9fbCddeGr93FeHl9UuSNTFAa76+nHu2ubWbw6n73dQXJvIxUJAOgE6KK31hdpNW0/jTqyuPnJ2XScV7wYPY7CDq7ersm9jXR33UpuAHQC/EEb3fjaeLufLMTDhBcG0x9sd2L57/7xpI6tkrMkenh37cH2MtfCg+3sludbA4BOgBot6Jz4MAze385af/F5Uc02qS/VT5ezFrIk/Hh3rW+XJwB0AnRWEoXxIm+zs7uetp4KR6O88tlHS1wLu4Pkg+21OLIiAYBl4zxmKnM+me0ft3we8+4gWYIJ4kej/MnZtMUXkEThRztrDSzGnc7Kr86nXTuj+orme+9miW9bANAJ8KYx3ydPL9p9DQ/vZssxbms9urb7SWOHwRVl8Gw4Pb63Y5svAAAgAElEQVSY5cXC/Dm6t5FurSX2NQJgiVl1x1LpxUvy5e56L94dJIfDvK0XcDTKt9biZqJrvoPqziC9yIvD8+lwWnT5rdkdJHcHqXlGAOgEuKrWdxnazOJl+n53PoGqxVT4/HTywfZaY7c0DIN+Gr2/nRVlcD6ZPR1Ox3m3Hi8oBAB0AiAVvnfyWvN7fUZhsJnFm1k8K8rT8ez4Im83GLIk3Bmk6z1rlQHQCXBTm1nc4prUXryE47idQTqaFm1NxXlyNt3M4rYGyHEUbveT7X5SlMFoOjufFGfj5tYwZEm40YvvrC3ecRwAUAnrmKnS4fm0xXky9+/0Nrtx1lu1ijL4ztOLttb4bmbx/Tu97tyN6ay8yIvRtBhNZ3U8Z9jM4o0sHqSRxwcArDjPE6hSzx6RNYjC4OHd7NuH7ewldTqe7eRFd3aRSuMwjePNLA6CtCiDWVFe5MUkLyazcjIrrlsOWRL24mgji5Mo7MWhNgAAnUAt1lodTfaWd35IHIV7W722dkpteEHztQoqisM0joPnniOVZXD57GUyK55/DJNEYfL9Ekii0K6mAKATaOrz1OrXsZNZmS3vJ3q9F2/3k6NRC9O6xnl5NpktypyuMPzB1ltpHPutBICbMUuEiodog9SHqi5vr6dtldiXZ1NLmQBAJ8DN9XVCnRn2YDtr5UfnRfl0OPUWAIBOgBsa9Mz0qFEah/c20lZ+9OGwrS2XAACdwOJrcWOc2WoMY7fWkixpZ/bRM48UAEAnwA0/UmHQ1ih21NJhZA0Lw+C9O+3MPvJIAQB0AtzcRktTjyazYkXucBqH2/12tnbySAEAdALcUFtLFOo4nbez2tr7yCMFANAJcEMtnrY2na3KGDYMg7dbWtDskQIA6AQWw2hafHo07s729i2eorBS33Vv9OJWloJ4pAAAOoHFiITHR+PhtNg/7lAq3B20M3t+OJmtzlsfhsG9jV4rP9ojBQDQCSxAJHxviNylVGhr6tHxxWylPgD9NGrlkcLxxczxzACgE1iASOhaKsRR2Mr4NS/K2YrNiWnlkUJelGeTmd9BANAJLEAkdC0VttbamXp0kRcr9Unop1ErGx89NfUIAHQCixIJnUqFzayd3VFPLlbue+5WNj4a5+WKHGwHADqBZYiE7qRCW1OPTserNvOotYPtjka530cA0AksTCR0JxXamno0mq7WI4UwDHbb2GBqBZMMAHQCix0JHUmFtqYefXW+clPnN1qb5eWRAgDoBBYqErqQCnEUtnLg2jgvV+dg5rksaWeD1KdDnQAAOoFFi4QupEJbB66t4COFVmZ55UU5zq1mBgCdwKJFQuupMEjbmQ+zglPn25rldXzhIAUA0AksYCS0mwptLbENguDZim3w39YGU0ej3NnMAKATWMhIaDcV7rS069HhMLdBajOGU48UAEAnsJiR0GIqpHE733MHQfDF6WS1OsHZdgCAThAJC5QK9zZ6rdzG0/FspTY+6sVRW/fZ1CMA0AkscCS0lQr9NEqidh4prNTGR2HY2mrmC7seAYBOYKEjoa1UeHsjbeV+no5no+kKDWH7aWuPFPzyAoBOYLEjoZVU2OjFbT1SODiZrM6smCxp55farkcAoBNYhkhoPhXCsLVHCnlRHl+syrHBbcVYEASTmalHAKATWPxIaD4V2tq1MwiCJ2fTFVnQnMatdcKZqUcAoBNYjkhoOBXCMLjX0iOFIAg+OxmbGFNvJ0x0AgDoBJYlEhpOha21pK2JMeO8fLoaJzS3teXROC8LJQYAOoGKhlbtR0KTqdDiKoUgCA6H+dj2nTV/nt0EANAJVCCJwhYXnraSCi1ufBQEwf7xZOm/825ra9QgCIamHgGATqAScRQ+vJutVCqEYfDOZmuPFPKi/Ox4vPQfqrZ+tCUKAKATkAo3t96LsyRs8QIPV+mQ5iZZogAAOgGpcCvv3clavMDDYb5ShzQ3aSYUAEAnIBVuLI3DtrblmXt8NF7WVGj3ui4sZQYAnYBUuI0Wz1KYOziZLOWX3+1elAc1AKATkAq3vdh2UyEvykfPxsuXCpNZmyP1iecJAKATkAq31OKxa0ucCuO8bPcD47cYAHQCUuFWwjC4f6fX7tUtWSp04TqsZAYAnYBUuK1+GrW7oHmeCt8+vFiOifVdOBHZlkcAoBOQChV4Z7PXhctcjh2QunAicrsLJAAAnSAVliQVojB4u+29jy5T4WiUL/RnpgsnInucAAA6AalQjc0sHqSd+DQ+OZsenk/LxRzpzoqy3UXMAIBOQCpU/I9tfUHzpcNhXvdx1DXpyMOQs/HMry0A6ASkQmXXuLfV684FfvL0YjpbpFYoy+BwmPtlAQB0glRYtlRY78Wt7310KS/KT55enC7OV+NdWJkAAOgEpEItqfBuN/Y+unRwMjk4mXR/DlJRBgcnE78jAIBOkArLmQphGDzYzjp1z0/Hs0+eXnThXILX+OJUJAAAOqF7mpzIvvSpkMZhd9Y0z83PbH5y1tF9kM4ns07Nj3J+AgDoBIIgCEbT4pOnF4fnU6lQlc2sQwsVLh2N8g4+WJgV5f5xtx4m9GJ/WABAJ4iEafH4aBwEweEwlwoVpsK7m70sCbv2ds8fLBycTDpylNisKB89G/s1BAB0QkcjYU4qVJgKYRi8v5V1ak3zpdPx7FtfjU7Hs3anIc2K8uBkkjv9GADQCV2OBKlQeSp06kSFrzs4mXzy9OK8pd1Ip7Py0bPxcGolAACgEzofCVKh8lTIkqhr2x89Ly/K/ePJo2cXo2bH6/MlMZ4kAAD1CcvSUKPKSLi0O0h219PGXtJ8nnp3Bo6DNNrbysKK4uVolD85m3b8U5El4b2NXj+tt73LMng6nHb83OXNLO7ajlUAgE7oRCRIhcpT4fC864PjuSQK395I13tx5Q94yjI4m8y+PJt2/zHC/Tu9Dm5XBQDohE5EglRY2VSY28zi7X6ylkSVXP5oWjw5m4zzxfht1QkAoBNEglSQCm++A1v9ZC2Jkii81n0oy+AiL4aT2fHFbLGWIjzYzuqefwUA6ITFjgSpIBWelyVhL442srgXh5cPGuIojMKgKINZURZlOZmVQRCcjbt1xPK1fLSzlsahPxoAoBNEglSQCvzAN97qRzIBABacuQFNREJgs9RKN0vdXU93B4lPZnf/rIgEANAJIkEqSAWeZwUzAOgEkSAVpAIv6lmZAAA6QSRIhdZTocunNa+mNTsdAYBOEAlSofVU6KeRVOhWJyT+qgCAThAJUqEbqdCpq1tlSRTG3ggA0AkiQSp0JBWyRCp0woZFzACgE0SCVOhUKsRR+OHO2sDk+FbZ7AgAdIJIkAqdS4UoDPa2MkPVFlmcAAA6QSRIhS6mQhgG9+/07Jfaiu1+Epr5BQA6QSRIhW6mQmC/1JZ4kgMAOkEkSIWup0I/jT7aWbOyuTFJFPYtDgEAnbBMDk4mHXklUqHaVEhjK5ub8/ZG6iYAgE5YKp0aK0uFalNhvrLZcoW6JVG40TPpCAB0wnLp2lhZKlSbCmEY7K6ne1s9H/X6vL2RWsEMADpBKkiFBUuFIAjWe/HHu2tZYjBbPQ8TAEAnSAWpsMCpEEfhB9tr231zkCr2zqaHCQCgE6SCVFjkVAjD4N5GurfVsw9SVQZptO5hAgDoBKkgFRY9FYIgWO/FD+9m9kGqxP07Fn4AgE6QCiuQCl1TUyrEUfj+dmaMe/tIiD2ZAYAlFZaVD8GWwqwoHz0b50VXbs7uINldr31/+o4cOfd1gzTa28rqmAQ/nZWfnYzHud+Cm7wp7zv0GgB0glRY+lTobCTUnQplGRxf5E/Opj7zV5dE4Yc7a54lAIBOkApLngodj4S6UyHwYOGaPtpZS2OVAAA6QSosdSosRCQ0kApBEJyOZwcnEx/713uwnfWtAgcAncByp8ICRUIzqVCUwRenk9PxzCf/pe5tpM6gAACdwJKnwsJFQjOpML8zByeT7rzjS9moAIBOkApdHLEtaCQ0lgplGZxNTEMSCQCgE1ilVJjOyk+eXiz029FAKgSmIYkEANAJrE4qdO0qOp4K86z64nQynBar+bG3cBkAdALLnwpLEwkNp0IQBKNp8eRssmp7p4oEANAJLH8qLFkkNJ8KK1ULSRQ+2M6ckwAAOoElT4WljIRWUmEVamEzi9/d7IUaAQB0AsudCkscCW2lwhLXwv07vc0s9jsOADqBJU+FcV7sHy//aQCtpMK8Fo5G+XLsiZQl4Xt3zDUCAHTCCqTCQp+TsCipMP8kHI3yw2G+oLcuicK3N1KPEQAAnbASqbBSkdB6KgRBUJbBcDr76ny6WJORdgfJziC1GgEA0AkrkQorGAldSIXLj8TpePZ0mHd8utfuILk7SCOFAADohBVJhc0sXuVThLuQCnPjvDgbz84ms049YZjPMtroxZ4hAAA6YeVSYcV1JxUuPx7DaXE2nrXYb0kUbq3FG1mcJY5OAwB0glSQCl1SlsFkVkxmZWPNkCXhRk8eAAA6QSrQ7VR44QMzmZXjvBhNi8msqGp60iCN+mk06MVZEll+AADoBKnA4qXCC6azsijLyaycf5ZG0+Ly/zSaFs9/rp7fxnQji4MgWEuiOAqFAQCgE6QCS5gKAADtMlm5LnEUPrybJb7X7YbhtNg/HotiAACdIBWQCgAAOkEqIBUAAHSCVEAqAADoBKmAVAAA0AlSAakAAKATpAJSAQBAJ0gFpAIAgE5AKkgFAACdgFR4je5cvlQAANAJUqEThfBgO+vU5UsFAIAXhKXBUXtmRfno2TgvVugtSKLw4d0sjsIOXv4gjfa2stCMMAAAzxPatWpPFZ6PhA5evqcKAAA6QSq0HAlSAQBAJ7DqqfDSSJAKAAA6gdVNhddEglQAANAJrGIqvDESpAIAgE5gtVLhipEgFQAAdAIrlAp7W734OtciFQAAdAJLngoPtrMsiRb98qUCAKATkApVRkI/jZbj8qUCAKATkAotR4JUAADQCSxhKtw+EqQCAIBOYKlSoapIkAoAAO0KS6OezpsV5aNn47zo9DuVROGD7SyNw6W//EEa7W1lYeiDCQDoBKTCmyLh6uckSAUAgO4z72gxdHkCUt2REJiABACgE1isVGggEqQCAIBOYMFSYSOL46Zej1QAANAJLMZY+WiUH55PV/bypQIAoBOQCi93OJQKUgEA0AlIBakgFQAAnYBUkApSAQDQCUgFqSAVAACdgFSQClIBAEAnSAWpIBUAAHSCVJAKUgEAQCdIBakgFQAAdAJSQSoAAOgEpIJUAADQCUgFqQAAoBOQClIBAEAnIBWkAgCATkAqrN7lAwAslrD0JedSmxXlo2fjvOjKu7w7SHbX01W7/EEa7W1loWZpUJ7naZq6Dy3yLxcAnYBUkAoiAQBYNuYdLT8TkFq8fJEAAOgEpIJUEAkAgE5AKkgFkQAA6ASkglQQCQCATkAqSAWRAADoBKSCVBAJAAA6QSpIBZEAAKATkAo1Xr5IAAB0AlJBKogEAEAnIBWkgkgAAHQCUkEqiAQAQCcgFaTCTS5fJAAAOgGpIBVEAgCgE5AKUkEkAAA6AaTCFS9fJAAAOgGpIBVEAgCgE5AKUuHVly8SAACdgFSQCiIBANAJIBVeffkiAQDQCSAV/sDliwQAYNWEZVm6C7zGrCgfPRvnRVc+J7uDZHc9bfLyD4f52+upSAAAdAJIBQCAlWbeEW+24hOQAAB0AkgFAAB0AlIBAACdgFQAAEAnIBUAANAJSAUAAHQCUkEqAADoBKSCVAAA0AlIBakAAKATkApSAQBAJyAVpAIAgE5AKkgFAACdgFSQCgAAOgGpIBUAAHQCSAUAAJ0AUgEAQCeAVAAA0AmwpKlwPpl5XwAAdAJS4QcGaTRIY28KAIBOQCr8IBL2trIw9IYAAOgEpIJIAADQCUgFkQAAoBOQCiIBAEAnIBVEAgCATkAqiAQAAJ2AVBAJAAA6AakgEgAAdALUnQoiAQBAJyAVRAIAgE5AKogEAACdgFQQCQAAOgGpIBIAAHQC3DoVRAIAgE5AKogEAACdgFQQCQAAOgGumAoiAQBAJyAVRAIAgE5AKrw6FUQCAIBOQCqEIgEAQCfAK1NBJAAANCksy9JdoLNmRfno2bgXhyIBAEAnwA8UZRAGgUgAANAJAABAm6xPAAAAdAIAAKATAAAAnQAAAOgEAABAJwAAADoBAADQCQAAgE4AAAB0AgAAoBMAAACdAAAA6AQAAEAnAAAAOgEAANAJAACATgAAANAJAACATgAAAHQCAACgEwAAAJ0AAADoBAAAQCcAAAA6AQAA0AkAAIBOAAAAdAIAAKATAAAAnQAAAOgEAABAJwAAADoBAABAJwAAADoBAADQCQAAgE4AAAB0AgAAoBMAAACdAAAA6AQAAEAnAAAAOgEAANAJAACATgAAAHQCAACgEwAAAJ0AAADoBAAAAJ0AAADoBAAAQCcAAAA6AQAA0AkAAIBOAAAAdAIAAKATAAAAnQAAAOgEAABAJwAAADoBAADQCQAAgE4AAAB0AgAAoBMAAAB0AgAAoBMAAACdAAAA6AQAAEAnAAAAOgEAANAJAACATgAAAHQCAACgEwAAAJ0AAADoBAAAQCcAAAA6AQAA0AkAAIBOAAAA0AkAAIBOAAAAdAIAAKATAAAAnQAAAOgEAABAJwAAADoBAADQCQAAgE4AAAB0AgAAoBMAAACdAAAA6AQAAEAnAAAAOgEAAEAnAAAAOgEAANAJAACATgAAAHQCAACgEwAAAJ0AAADoBAAAQCcAAAA6AQAA0AkAAIBOAAAAdAIAAKATAAAAnQAAAOgEAAAAnQAAAOgEAABAJwAAADoBAADQCQAAgE4AAAB0AgAAoBMAAACdAAAA6AQAAEAnAAAAOgEAANAJAACATgAAAHQCAACgEwAAAHQCAACgEwAAAJ0AAADoBAAAQCcAAAA6AQAA0AkAAIBOAAAAdAIAAKATAAAAnQAAAOgEAABAJwAAADoBAADQCQAAgE4AAAB0AgAAgE4AAAB0AgAAoBMAAACdAAAA6AQAAEAnAAAAOgEAANAJAACATgAAAHQCAACgEwAAAJ0AAADoBAAAQCcAAAA6AQAA0AkAAAA6AQAA0AkAAIBOAAAAdAIAAKATAAAAnQAAAOgEAABAJwAAADoBAADQCQAAgE4AAAB0AgAAoBMAAACdAAAA6AQAAEAnAAAA6AQAAEAnAAAAOgEAANAJAACATgAAAHQCAACgEwAAAJ0AAADoBAAAQCcAAAA6AQAA0AkAAIBOAAAAdAIAAKATAAAAnQAAAKATAAAAnQAAAOgEAABAJwAAADoBAADQCQAAgE4AAAB0AgAAoBMAAACdAAAA6AQAAEAnAAAAOgEAANAJAACATgAAAHQCAACATgAAAHQCAACgEwAAAJ0AAADoBAAAQCcAAAA6AQAA0AkAAIBOAAAAdAIAAKATAAAAnQAAAOgEAABAJwAAADoBAADQCQAAADoBAADQCQAAgE4AAAB0AgAAoBMAAACdAAAA6AQAAEAnAAAAOgEAANAJAACATgAAAHQCAACgEwAAAJ0AAADoBAAAQCcAAADoBAAAQCcAAAA6AQAA0AkAAIBOAAAAdAIAAKATAAAAnQAAAOgEAABAJwAAADoBAADQCQAAgE4AAAB0AgAAoBMAAACdAAAAoBMAAACdAAAA6AQAAEAnAAAAOgEAANAJAACATgAAAHQCAACgEwAAAJ0AAADoBAAAQCcAAAA6AQAA0AkAAIBOAAAAdAIAAKATAAAAdAIAAKATAAAAnQAAAOgEAABAJwAAADoBAADQCQAAgE4AAAB0AgAAoBMAAACdAAAA6AQAAEAnAAAAOgEAANAJAACATgAAANAJAACATgAAAHQCAACgEwAAAJ0AAADoBAAAQCcAAAA6AQAA0AkAAIBOAAAAdAIAAKATAAAAnQAAAOgEAABAJwAAAD 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 1105 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...

... KIT - 2: Mụn Toỏn (Thy Lờ Bỏ Trn Phng) s 10 Hocmai.vn Ngụi trng chung ca hc trũ Vit Tng i t vn: 1900 5 8-5 8-1 2 - Trang | 2 - Cõu 9.a (1,0 im). Gọi M là tập các số tự ... các số tự nhiên có 4 chữ số khác nhau đợc tạo thành từ các chữ số 1, 2, 3, 4, 5, 6. Chọn ngẫu nhiên một số từ M, tính xác suất để số đó là số có 2 chữ số chẵn và 2 chữ số lẻ. B. Theo chng trỡnh ... bằng khoảng cách từNtới( )Q. Cõu 9.b (1,0 im). Cho số phức zthỏa mÃn 2( 1)(2 ) ( 2 )(3 )z i z i i = + +. Tính mô đun của số phức 9z. Giỏo viờn: Lờ Bỏ Trn Phng Ngun...

... số đề luyện thi vào THPT Đề số 1 2 Đề số 2 3 Đề số 3 4 Đề số 4 5 Đề số 5 6 Đề số 6 7 Đề số 7 8 Đề số 8 9 Đề số 9 10 Đề số 10 11 Đề số 11 12 Đề số 12 13 Đề số 13 14 Đề số 14 15 Đề số ... 16 Đề số 16 17 Đề số 17 18 Đề số 18 19 Đề số 19 20 Đề số 20 21 Đề số 21 22 Đề số 22 23 Đề số 23 24 Đề số 24 25 Đề số 25 26 Đề số 26 27 Đề số 27 28 Đề số 28 29 Đề số 29 30 Đề số 30 ... số 28 29 Đề số 29 30 Đề số 30 31 Đề số 31 32 Đề số 32 33 Đề số 33 34 Đề số 34 35 Đề số 35 36 Đề số 36 37 Đề số 37 38 Đề số 38 39 Đề số 39 40 Đề số 40 41 Trang 1Đặng Ngọc Dơng Trờng...

... học Luyện đề thi đại học môn Hóa học Đề thi tự luyện số 10 Hocmai.vn – Ngôi trường chung của học trò Việt Tổng đài tư vấn: 1900 5 8-5 8-1 2 - Trang | 1 - ĐỀ TỰ LUYỆN THI ĐẠI HỌC SỐ 10 MÔN: ... lệ mol 1 : 1. Công thức cấu tạo của X là A. HO-CH2-CH2-CH=CH-CHO. B. HOOC-CH=CH-COOH. C. HO-CH2-CH=CH-CHO. D. HO-CH2-CH2-CH2-CHO. Câu 45. Cho 1 mol hợp chất thơm X phản ứng ... được gồm Khóa học Luyện đề thi đại học môn Hóa học Đề thi tự luyện số 10 Hocmai.vn – Ngôi trường chung của học trò Việt Tổng đài tư vấn: 1900 5 8-5 8-1 2 - Trang | 4 - Câu 43. Để phân...

... thi đại học môn Hóa học Đề thi tự luyện số 10 Hocmai.vn – Ngôi trường chung của học trò Việt Tổng đài tư vấn: 1900 5 8-5 8-1 2 - Trang | 1 - ĐỀ TỰ LUYỆN THI ĐẠI HỌC SỐ 10 MÔN: HÓA HỌC ... D. 18,40. Khóa học Luyện đề thi đại học môn Hóa học Đề thi tự luyện số 10 Hocmai.vn – Ngôi trường chung của học trò Việt Tổng đài tư vấn: 1900 5 8-5 8-1 2 - Trang | 2 - A. Ag và Cu. B. ... Khóa học Luyện đề thi đại học môn Hóa học Đề thi tự luyện số 10 Hocmai.vn – Ngôi trường chung của học trò Việt Tổng đài tư vấn: 1900 5 8-5 8-1 2 - Trang | 3 - Câu 28. Thuỷ phân...

... LTĐH đảm bảo môn Toán - thầy Trần Phương Hướng dẫn giải đề thi thử đại học số 01 Hocmai.vn – Ngôi trường chung của học trò Việt Tổng đài tư vấn: 1900 5 8-5 8-1 2 - Trang | 1 - ĐỀ THI THỬ ... LTĐH đảm bảo môn Toán - thầy Trần Phương Hướng dẫn giải đề thi thử đại học số 01 Hocmai.vn – Ngôi trường chung của học trò Việt Tổng đài tư vấn: 1900 5 8-5 8-1 2 - Trang | 3 - 2. Trong ... LTĐH đảm bảo môn Toán - thầy Trần Phương Hướng dẫn giải đề thi thử đại học số 01 Hocmai.vn – Ngôi trường chung của học trò Việt Tổng đài tư vấn: 1900 5 8-5 8-1 2 - Trang | 4 - Từ đó:...

... nhỏ nhất của hàm số :y = )42sin(2sin42++xx Đề kiểm tra lớp 12 Đề số 9( Thời gian làm bài 180 phút) Câu 1 ( 2 điểm) Cho hàm số y = x3 - (3m + 1)x2 + (5m + 4)x - 8 5/31/2013 8 ... 0904786890 *** Đề kiểm tra lớp 12 Đề số 2( Thời gian làm bài 180 phút) Câu 1 ( 2 điểm)Cho hàm số y = x3 - 3x2 + m (1) , m là tham số 1. Khảo sát và vẽ đồ thị (C) của hàm số (1) với m = ... đổi thoả mÃn ( x2 - y2 + 1)2 +4x2y2 - x2 - y2 = 0. Tìm giá trị lớn nhất của biểu thứcA = x2 + y2.__________________________________ Đề kiểm tra lớp 12 Đề số 17( Thời gian làm...

... chủ đề tự chọn Môn: Toán Lớp 10 – Chương trình nâng caoTuần Tiết Tên bài dạy Mục tiêu cần đạt Ghi chúĐại Hình1 1 Véc tơ và các phép toán véctơ Củng cố quy tắc cộng, trừ, nhân véctơ với 1 số 2 ... các phép toán véctơ Củng cố quy tắc cộng, trừ, nhân véctơ với 1 số, tích vô hướng của hai véctơ3 3 Hàm số và đồ thị Rèn luyện kỹ năng xét tính đơn điệu, chẵn lẻ, tìm TXĐ của hàm số, vẽ đồ ... tích vô hướng của hai véctơ vào giải toán. 9 9 Phương trình bậc hai Rèn luyện kỹ năng vận dụng định lý Viét vào giải toán, giải PT quy về PT bậc hai 10 10 Giải tam giác Củng cố định lí sin,...

... trục hoành tại điểm  2;0 , trục tung tại điểm (0 ;-4 ) f(x)=(2x-4)/(x+1)f(x)=2x(t) =-1 , y(t)=t -6 -5 -4 -3 -2 -1 1 2 3 4 5 -5 -4 -3 -2 -1 123456789xy Đồ thị nhận giao điểm 2 đường ... y       => Đồ thị hàm số có tiệm cận đứng x= -1 , tiệm cận ngang y = 2 BBT x -  -1 +  y’ + + y + 2 2 - 0,25 0.25 + Đồ thị (C): ... CâuI 2.0 1. TXĐ: D = R\ {-1 } Chiều biến thiên: 26' 0 x D( 1)yx    => hàm số đồng biến trên mỗi khoảng ( ; 1)  và ( 1; )  , hàm số không có cực trị 0.25...