Number Line
Equal Groups
Arrays
Missing Factors
Vocabulary
100

What equation is shown on this number line?


4x6=24

100

What is the equation for these groups


2x3=6

100

What is the equation for this array?


3x6=18

100

2x__=6

3

100

What two ways can you show multiplication?

an X or a dot

200

What equation does this number line show?


3x5=15

200

What is the equation for these groups?

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HvQS5MmKOmgqto9qwp7J2W+lFYaWlN/gP23QeDxKWrqDmSvH56Q/kLKmkC78xJjzNf88tPPjXl1kAAb8jcpk7J6Ls/9w4nzqdIFD1squq3kH+z7lrl+5/hFWS8vynr53OVC30X3cNC2qSFpbCn3XNd4PHVNSGJm9+z1I6vrDzAmpeJ+lo7ojXQdEi6heu32uIT0F5bn/bGyeouIgX9X0U8/MSkwqa7du6qwV2Jm94JNKulhJv9NEEjkixFszgvF5eb4tOdWFb5z5doOLD4ACPyUI3O6q/I2KRMzuq8uCpDqGITQB9WNdc/JI//McyCOEHH7wY8WZ/86If35iotZCDkkd/teLbO1asjPQImMsZr6gylrQhIzumetGy4lTTD+uTqiNyN/m8wYg9C27cCHSZkvxad3vXCllDEmFad+sp1wHQRXru1YVdgrKbN73kaF3ROq/FdB4EuaMm9y1C1c27xnRmJGt6TMl65e28UY8/bj/ET8Z15nxyVU529UJma8uKqot1TI84+C/5v4zxjzHqmlB0/GL8v9/fyUJ/cd/4YxJtXH78l62+YNSRvgWsOh1JK+SRnds9aPsDkuME+s7pn6XU6ordTktlCCKfb9kHtUovbXRJjAHYc+SczoviL/z9V1+5l3G/yU5NNBq4t6J2X2yNuo9NYEHpgO8moKcp8hEBljoujasm9OQkbXVYW9PPbvPre0NJ8JYZQJoD5/kyoxo/vqoj6V1dvYAzUAt5H/u96V3vt7EhTHTi9fmvNaUlbPUxfSmffc3F0OwdroDRFCUL3tVEpxSFJG92yvDiKeVOJP7R77AEA31wXivZAPaShf6nfnoU/j059fWfBmve0k85jB+y5/njlQTAiqrtu3quidpMwe+ZuUTnc1e0Cn0qlXzAklN4OAMnrPIRBF95a9cxamPZNSHOQ5jXk/W1r8JkAJESGy529SJWa8mFzU53J1OWMMEyQlqh6U/ItEpDepG6J7MbcmTUQIY+zYmR+XZP96UdbLZy8XMs855J/EG/JhwBgr2KxJzOyevWFEo/0se0AVGd9YPgCAE5yuPr23dt+O2p07anceqD14tuYsczHGGGUUS2J614pSSgqIorBpz/SE9K4rC99qdJxnP1W6lBDpccI4Z/2IpMwe+RtVTtdV9oByop6xKBOx92ie3VVRfXpv7V4JgoO1h87VnGcCY4xhhu8JBNTX1YJs63aMjU9/LqU42OWuYpKfct+I+qVEy/fPTcrssbqoz+WqzexBB8KYYJGJjDEG2dmqcwdrD0nM31u771RNhdDoeYSID6M7nqTP4ZV+OXDih0VZPRdnvXLh6gbGmH/f6Z3R7dUQ9cuJVlzITEjvmlocXO/1h5viYa9hFImICJJ+RCISQhi9ByrgxlmJRGSMuRuF7FM5hk18z/SeXB7H5XFcLsdltX8l/VdT1k8tOrFGdCHGGG7+LKg7GE76RVK7Dndl0RZ9UmaPzLXhdY3H7vfzZP3NwNHTSxemPpOxNszudQSaQUBbgkCa232AAFGRMWars6VXZCg3KHtk9PBB0D6r42/TX52zcW7JiVIGGLvXEDQ6zuSVyRIzuueWRTTYKzCG9wkCr/wjxtjVa7uW5f5hac6rF69uYM07s3y/YIL9mY/vg5GQhvPwU2BrK9ZN3TP1t2m/7ZD3iIf/2dwL6d0MhXz2iZy6ujrGmOjtfrhLTSQduxGxe8u+OYuyXllR8GZlzVYibfO7uPlt1JB/WF5xMWth6tMr8v9SeW07u24DeKnlm/hfchebwR9saWttOrJ5eOkobkU7rohrt65Dp9JHHy19vMu6xzqXd+K2cdx6rmNWJ02Z5si5I6z5ce27GV3iht15KWv90IWpT5fvf48xJmJwn6yi/6DHz6yYn/xE8pqAGk9p8gYIbuKc+//9biFgzTZe8cHisOIwbgXHreHarXukCYKtHbltHLeWezSri2WT9fSF082mccej+3GjvvFUWmnogtSn9hz7N7s/EDTTQbU7l+a8lpjR7eT5NNYW+W+Gz90pAt93JQfn5JlTljJrl5VPcHkct679I6WdOpc+3mXdY49u6dx+W3tuI8dlc6EloeuOr2f4HtghL/MxpRQie8lWa0J615yy0czPIbqzIW6lhnwYUEpOX8xbnP2rpTmvnTqfwZrFYoz4+cNHzx/7+4Z/RJZFGcp4y8bIueve23LC70GrdzFX6o0CpFQoY+wfe/75VMrTXCbH5bbjMjtwGRyXyXGZHJfTvl3BIx2zujxa9HjHLR25tdyv1vx679l9jDERi5SQ63+8k2nNrCRJkEKDqtr9K/L/sjzvT/uOf3OfsgN+ENDjZ1cnZnT/Mf//zlUWs+bhsD8E+0/v/2j9J5aySEMZH7kx6v11H+w+vcf313sFgfTJe9vefyLlCS6L43LaN0GQwXG5EgSPPVr8+CNbOnCl3J+K/+/EhZPslhC0ckr+EFyuKl+a+7sV+a8fPpXUbJL3gnwqjxDxWv3hVYXvJGa8uOfol0x6opYUiVNGKPFp/8qaym83fRdbFmco441l5unrZubsy2HeB5zdk5w9oQQRkTGWdjL9pbSXuQzJ/X+kifnZ7bnCDo9kP/po/uOdN3XmyrinCp7OOJzJKBOlh8lez/826Ed/5jtd1ZnrwhdlvVK+b47Ut3nHofFN1ZB3A4iUkvrGE6uLeidl9tx+8GPWfANgihljCKINJzeMyBv9y4Kn2xe344o5rpTj1nLt17XrUtKlb17o/LULXYKL3V1o4DPFiCDlZjW3lOuY3uXFjJ7ds19+Maen9NM1o3uXlF+0S+vMJXNcFtcp67EueY9za7mgohCEvH3oN95ZFGkb9Ail3iTF6Yu5i7JeTsrscfHqBkyQlDy6VzuBelMSlNKq2j0rCl5fnPWrvUf/w1qCAABQdLRocF74k4W/bFfc3g+C9o8VPzYoN2xx2RIBCEzaOHfnmTPGBCwMWhfGLeM6pT/ePePlF/0geD79xS4pv+DSOnHJHJfNdcp8vEv+Y1wJN7x0BBZvKqZ3BIHIGDt2dkVixouLs39dXbtHeozJPdVEhBARic6cstEJGd1KtkUi0elL1vqYz0R24OJBa1HU8/ndOhQ/4mF+KdduHdeptONfCt78uOCTqvoqdvfy7/3u3w//g1vCtU/v9Hx69x7Zr7yY07N7Ts8Xc3p2y3rp8eSnOqR14ZI5LoPrkNOlS9YT3AauW073yw2XPfe58c5YpLj1aX6PT8QYq6k/sKLgjYWpTx88uQBjgDG8swXexhuSBttz7N8/JD9WtMUAYCOlzIeBlJ05U3POtMbUPqcDl9Oey+j4SOajj+Q+1rmoS+cNnTus7diupD23ieNKudD8gYcrjxBIpAPHbZ2r9BWM8eHLR+bmz3s78+3pJTMzN2Q31tv8L3M5nKXb1i4oW6hZp/td5h+5ZI5L5zqldG6f/8iH697fV1lef/kcPXkBHDsJj1XAkxWw4hx2eDJ5FCGKbx/J+7nihBKy/eDHCRndktcEiljwBcn3inxPm9924MMfkh9fuz1OxAL1PkDPAwFlx64eVxQouVyOy2nPpXshWNOl04bOHdZ25ErbcZs5rpgbUTSqoqqCoruCAGJ44MLByTlTe+f0nlPyXt7GfJfd6X9ZY6NtTXnxt2XfKdaqfp3+GpfMcWlcp9ROnfIe/XzjP/dXbrVdukBOnmuC4PR57PZaiLZBQCglIgab9sxMSO+asXYw8/gpdxt9+K1XeoJlwYLUp9NKQ+sbpdoo9kij5whu3dxN87pkPs7lcVxmxw7pnR/JfaxzYZfO6x99ZH2ndiXtuTKO28C9lv27koq1WMCYeAKkts6HEEIoOVN99tsN37+R/FZkaczy4hWXKy83uwizzXvKl5Yti1oX/XZOL24Vx2VwnVd34Qo4Y4Fx/5WtV66cZKevgKMnPMw/dUas9ewgihAVb59x9/PBMWPs+NlVi7NfWZrzWm3DUUrpnfVPtKyGvJEswQQdPb1sYdozq4t61TS1SlOfDjp66tirGb/zJMbyOC6f4/I533/bZ3V6JKNLh7xOndc8ym3lXkzvfvbKWcYYFKGk5Pzdci81LfXGxRORZO7JWr0jmfm9PciX9CHNfcLLVy5PLp78YvqrXB7HpXZ8Nanb6CXcqvhw29gJ9hjeEWdx6PQOa7R70Q/C+mJU6X0viF+McDNuet11TClxCdW5ZRHx6c8dOb2YeYPku98GvhWJWNh/4rsFqU+lFodIz2+9DoJdx3Z1T3vp5hB07iBBUPwoV879Ju3V6tpqyijEN4fAb403rhpBtHpnSsbuLObH7JtBUHHx9NiiuGczfs3lcVxq598nviBfymXOH+OIHeuI5R2xZodG74iOdS+LF9aXoBrPK7Ro87TLLSEQGaU2x4XMtWGJGd1OnU9njN2TErXkblGKL1VtXpT18tKc16QHBPv8UIwxY6zuat2gnMFcjpfn/szP5bicjo+kP9Yht1PHgs5cOfdIdseSw6WMMYAAo+zGyNS33hYnL3248dim+C2JsKFpAzSLr/x8HdAI/r7p0z+kvsnldeDSuR5LuoUlcl8v+fO1KVPtUXr7OIuD5x0Gs+urz4W1BeB4hd84rWS+9FIWsWzn5PmpvyzfP49S6jt/0ya6mTfU9MDaFQWvL8r61ZHTS5gXA9/89lXse/bH57gVXMiq0IhVCkWKWp6slierlSmaASsG/3nVG9xyKWRt3y61Y5fsx7kCTrde73a5WUueYRMPbgKG/38xwwgjfIO8UkoxIZhggDxvzt2+5KuPP3v9tdTnuO849YrHolI6nnlPxcxRolIPRmndY9QOuaxhyHDbtDm2+O+dRSXeTUjYLc2CV1BFxtjlqs0r8v+SkPGi9ISHe9PG4vU6RVFYmvvqkpxXT12QsnLYn0VbjpY/sezJjis791s1ULZa6YEgRa1IVvdfMehPq/7C/diOy+S4jA7t0jo+mv04V8iN3TiOQKl2dpORWweBSEWExZtAgEWCgeiBYNPCj9//119eTn6q3bftDKu6xK7uXDXHwExWUaEHo7WuCLVdHtEwdIRt9vu2hO9d68q8Y7UGAk8N9+zlomU5v1+U9cr5ymLq9eLvAoKmRHhemSwhvVv5vrnSy689D4QkhDFWdbX69dS3uGXcO8kBo1ZFKFM0kvyrUrThK4e9tarXY8t/waVyXBbHpT7SOasLl9+uV0nvC1UXGWPktsWEm1sCxhhlFJGW5Z8QggmGIqCMMMaOFeV+9UGvoNSe3A9c+JLHrekdyj4LY5FxUK1HY3Tu0RqnQtEwdFhjzAR7/PfO9HQiYMYYJa2Uf8wYsznOZ6wdOD/ll3uO/od6ny/WJua3oIa8qg4zxjbtmRaf/nxxudk/4pDK8P/e9NXw5BHL9iw72XCq6lqVs97panA5613OeperwVVfV3/p2uWjtcdW7lr92so/cBkcl9GuQ9aj7VPaf1DyXsruDNpgt2UW2FJz7Om5tpRs4fBRyvwmTokvU+APCaVUJKJ4845h6WqCMWMMNdgbFsezDyaymbGXp+tLZo+a92MPax53Sj2UBmgaBitsI9UOhU7QGsWYSBRlEGKVcFa044uPxGt1tHXJf0opxogQvPPQZwnp3fLKxjA/g3nH5A/B2h2xC9Oe3bBzEiYIeyHABBNKPl77yciU0SkHUysaTldfq26CoMHlqnfV1dVdunbpSO2RpK2LX1n5ay6T4zLatc/q3Cml06clH2fuz6O1tsbUHFtarj0915aaA06c8oeA3gICfCsIPF8RRcYYrK5rSPievT+BzYq5MF2XN2/47FVdo7O4y6NH4kBNQ5jCNkrtUOg9EETqwVgVnB1j//qf2OZoIwRi+b558enPF281s+ZPdL8z5mMCKWP7T3yflNkztaS/W6hlzLPrEEaEkMwDWeGrhv1z8+dHG45drbtqr3f4y39jXeOV2qsna08WnygJXtGPy+C4DK5dZud2qVx0UdSSTcts9nphzQZbcrYk/+7yHc3kn1FKmp5Z13xiGGFEbr/3lUkAACAASURBVNKd4JEcjBljGNOG1GTy0RQ2I/baLOPOaREfJfzeUsitndCHvmNoGCy3DVc5FDq3mkeRkWKMSYhSolmRjr/OACdO0htwvxmvpJcvnDiXuiTn1R/z/+zt8m2bQ9SyN4SxyBg7dSFjUdbLKwvevHpth+9Dyf2urLl65upRu/f1Xrciwtxu59cbE7qnPM9ltueyuOfj2/M/Ppr0dX86fSyYGYnetaI4s/vd6IYY3rl0qVhdjesaPS4JbttJcQ8GosgYE69W2efMwTPNcKIZROhImIYNiCqb3ltVzFWMGgzCdQ65FkbooFyP1Aak40WLGY+NwtOixGm888Op8MARSqgvT3Gr4QihjELkylw3JDGjx67Dn0vB7F1qIsnIHzm9LCnjxeQ1QdfqD/k+lCC4VHXpXNUxJ3Le5kaMMcJcLsff137VLfUZLqs9l8W9tLC9acVjK78cTKePFWZa0SQrijO7JkU3xBidq1PEmmpcb7tjCKgXAnT2gmPGdDzLDMeb4GgdDdewAVF5H/xFV8hdGjLMPUzrlGthhN4DgZ4XLWY8LopMi0LTDI6PZ6HjFZS2FgLGmCDUpRaHJGX2PHhy4V1CIIl6Ve2elQVvLcp65ZS3Qs+8m7PO1nDq0uF6cK0VHGHQ7c7eU/S7lN93yGzPZXMdF7VTLun4afybeGYMmhWFJkeiOLMwKaoxxmj795fihYvitToipSZakSa7kRuUEMoYcbnsn30uTjejySagNpDBGjbIctY8VLmW2xD5Du6vb1SoYYQOyvRIZRC1vGg2ibGReEo0nm50zo4R1pVRTImUKrpdaCbZ3XU7xiakv7B2e6znmf934w1JXMYECrC+cLMmPu257Qc+Yk1dEjdoX8lvueFtJ55g1fumIHb8bMPX//jXF3/Wfvfbv8zvakxuPyf+2UtmDR6mcfaT20JljiFKMEYjqNWNvMo+Z7Z7TaFYXcOapwlahYHkB128aJ8ehaebxQmRgkLnDJLZgsfQ1zVF1ncGrel4fNRgFqoD4WoYroZD1HC4Bo7SQbkeaQyixYzfjSazra73J8KKs8wrCrdwTZlXQM9VFidl9lxV+M6V6m1SzHxn28ADAYZuUJu9flhiere9x75iTc2i19+TMHILCDDBknPODpyo+s+Hn3z5R9V3v3ljwXPm1HYfzO9WzWvxULWzn9w2QOYcohQiNIJa08ir7O+/515bgusbmN9maM3MmVcHwbNn7FPMZIZVHB/pjtA5A2WNwWPY65qUCa8PLeh4IXwYHaiDYSoYrvFAMFoH5Xqk5UWrGb8bjWebXX+dii5dYV4ZuB0EhDF26nxaYsYLKcUhNXUHqCdP0TYIvPKPkOjafvBv81OeLNlmlXpWCCFtln9KCEaMMXalii5MSvg8wPrNb96Z/6JyRaeJP3Y+MHY0G6Fzhcrt/WX2cIUwSi2oNXaDsnHSBHdGKjp3jjHGWl3j98o/oZTihgb7J7PFKXr8bjTQ885gmSMwAr+tPD5i0MA1j6yJ6s2C9MJQNQxTwyFqOEwNRmqhTA/VBtFkEsdHktmRwqxIoXwbk9C/ZWjGvMqhtvHoqoK3lmT/+sTZ1YRi3Bb5b6aGPF4fhoyxigsZiRnd00pD3UKtxFgfSC3SdUAyKbxkjIjUtbHMPlFHZpjYpHHMMO7iDO27aZ2nLnl8w8hBKFRVK1c5FTqgNQCzSbSaYKyVzI0WJigcn82BR0/4O4etwABTxtCZCsecODLDAqIsSGcQ5NqG0aq6kUr3MM2RMSNWx/WtHyIXAxXuABkIlAt9FWCQCg5Rw2EaNEYHlXrE83hCtDjd5PhsHrbb/NNkNxuaEEoZJUQs3Rb1/epHKy5k+th4B9vA993Dp5ISM17IXj8cQpt/eNImCChjBGDXulLHeBWbaWUTxzPD+JNzFOMzO0xP+OX2oeFwkKpWrnYpdEBngCaTaDWhOCuZFy2Mkzu+/Cs8eZr6DdoKCETGGDh22DndQmZGAqsZ6Qwuuc4HwT7ZsNS4fvYwBQxQCAHyZhAM16AxOqjSI57Hk6LRNN7+5UdEEJi3QH5LCAijFImuoi2671d3uVS1iXmPX7QeAu+mEhljdY3Hl+a8ujzvT9IZZkKuVzQ3Y34TK6inHubevcc+dyyaomVTxzPTOMf4yA+WPz8hrUOKIRD1VdXKVA65VtAYgNGIrWYYZcGzo+FkjWPeWLBjp3QPSm4fHDHmyXnjhnrHP+fhqQY0PhrpeKDSN45W149SOoarL42MWBkTfF42WgxQugNkIEAuhCiEAUoYrobDNGiUDir0SM/juEg8w+qYN05SheSWtXxp+ZIl3nHo4wUpvyzfN48xJmKh9cy/3huSXmVtc57P2yhbmPbs4Qqp+kPbWgSlhFBGiRsJaatdE7RkZgzSGp195Y7+MhqonZX4wgcpndaqw8kwrWukBo3UoQg9lOk8+jjaQmaOFWeZ3O9NgPsPee52821AfXaAEPHqNdff5oozjUJ0pEtrELUGNFInDFG7wlSuwUqxr4r10qJAhbtXhLuXTAiQe348O0EDR2mhUg95nkyNE8arnCmpRLx9vk0CgjFWXbsvKbNnxtrBNsc5/xd+tImkWkNd4/GsdUMS0l/w9uy2ufoj6SDscLtXLHGPU9OZsVDFO/vKnP1kQoh68o9P/215ly3KYXi41jVSg0bpUITOA4HZJMZY6Oxx4gyj669T4bGTt51AkxkgBJ2vdM2bKs6yCFarW8uLGgMaoXNLEAxSkhAV66WFEgS9ZUKgBIFM6KcAg1RwqAaO1kKVARl5Mi3OPV7pys2n9PamiHrrx5eubkzM6JZbNsot1Hgfxd0GkqBEyLFx99QfUp4s3/+eZOpbn+xoZi0YE9atc0214mlWMTLS1V9eHzqGvaP/8tPfz8znUqKCxaFa1wgNHKkVI3QwQgdVetFoFCPNZGocmRvtnm4Ba9dTr/zffuaEEAE5v/0WTdHCCTFOjV7U82i0DgxVO8NVrkFK0F/JemtwgNLdRyb0ivDJPwiRg4EqGK6GI7VQoUcGnrwbiyZpHN/+G9tckna73eiEUiKAulUFb63If/1SVRltelzv7alJDUlsk1yp85Ul81N+kbku3CXUSO5om0yKR0EC0bVyOZxiIFNjkNnsGKG295M7Q2TuQMXUj3/z0efPOwNUQpgSDFAKg1QwXA2HauFILYrQQQ2PzCY8KZrMsjg+nCxWX2Ot2AaUUoKpa9kSNN0I4qJcGgMx8HCUDoSrwQAV7KeEwXJ3oMwZInP3kQu9ZSBEAUKVYIBSCFYIAXIhRAEGezQRUhmQxURmxNgnWsSGRkbpbTkgXYAx2Lh76nerH928b5YoCrfdPC2twnNk+cS5lB+Sn8gti4DI4R2/7RA4gWtxAppiIFNjoNFkH66y95W7guWNwfKxn/f88pMX3QFqcAMEUKaHGh5ZTPjdGHGG2fHJbLHRxrzu7W0gAKIrfr44wyyZAaLn4UgtCPNCECR3eSEAfeTXQ9BXAQar4FANHKVFagOymsiMGNvUWOwGrYMAU0ogtJduj/l+dZcdhz5t66O5qGcUYndeSszovrLgTen1SuSWUeFNGEEoY+41JcJ0C5kWKUZFOsZobKEyW0gE7qP6z+Q3xyY8Xt1vFBqsBgOUwiAlCFPBoVo4QgsjdEhtQCYjHh9F50Q7p1vh0WPMzx27+ZiEMuYuLIbTTWhSjENtwEYjitCBcDUYqIL9lTBE4Q6QOUNk7kCZ0FsmBMtBfyUYoAR9FUKAXAhWgEF+mshootNjnbFacOQIpYzcLjXh++v+49/NT3kyf5PS6b5CvW/Evi3PmnlD0lIhcuRtlMenP3/k9FLm14Heegik4Mi54kc4ncfjrILBCLW8MEbbOFJlG6lqHKlqDJO7Q5UoWOnuLRN6yYQ+MhCiAAOUYJASDlFLLgnieTwhSpzG2//1IbG7fI1VLQ9KCCUEHD7qmqJHs2KcWgMyGEWlHoSpwUAV6K8EwXJ3b5nQWyYEyN2SDhqkAkM1cJgGhKtBP4XQSwZCFHCgZwJIx4txFjzDYvvqW+n+t1u1x5m/XF2+LO8Py/L+IL00pq0lA0+bvLs6a/3QhIxuUnzXphPMVLoaY0qYa1ECms7jsVa3gUcagzBagkDdOELVOFguhCpRkNLDlj4y0FcBBirBYJUHApUeGY14UjSaord/8y/idFN006SvBwKMhV27XVO0cEasU2sQDbwo14PBqusgcAfIhN4y2FcJBvtB0Fch2QY4SAmHquFoLdLz4lirON1sW5hIKSX4Vq4lpZRRzwPbz14uXJL925WFb3tZ2lrW+XR92e7J8WnPbdk3x5PkaZP8e6MYd8laMMuKJ1kE3gR0PJTpJPm3jVQ3hiucAxQoxOuVSEphgBIMUoFwNRypgXI90vNinJXMtNpnjRVrG28RmXq1JxVr6hyzY8W50U49Dw1GrDaAIWpBYn6IQugjF3pHCH3k7j4yj9IZoobDNHCIGoQqhd5yECSHA5QgXA1HapHaIEZbyAyr/cP3sc3ZKm+UEEqp03UlZU1wQsYL1+oPslY7RNd5Q4Qxdrl688LUZ7LWD3V4Hvrb2hYM6pcsdG1YL8wwkncj3Toe6nkY4dEIMFQJ+ypgsBIGKSSNIATIQbBCCJQLATLQVwEGKT3BkUKPzCYyJRpMMDhWpzLGbqaJpBEJJg2zZrAPowWzCeh4auDBMI0wQAn7K0GwQgiQCb0iQB+5pPXgIBUcoYUyHZLp4GgtGKIWghVCgAyEKsEgJRiqQXK9aDbhiebGGWN9WbHbLZ9I3YZlu6csTHv2fGWJVC9ooxLHlNIzlwvmp/wib6NcALWsLbqM+mXlnIV5YLoBT4p0aw1Qz8MxuiYIQhQwSAGDFEKAzN1bJvTxQtBHBvo1uSRQaUAWE5keI4wzOHOLbgsBdrgbp01iH8a6eSPU8VRvAENbgMDdK0IIkMNBKjjSD4JwtRAk90KgAkM1UKEXrWY8nm/8YFqrAxNCKEHIUbLVmpjRvbJ6K/E+ObB13COMMbvz0rLc360seNP3WEXWJvnHmDEGjh9zzY3FU63AYAR6Hin0MFwNB6rAQCXsqwBBChSkEAI9ehkEyYUguccYD1TCIWowUgvlemQ04olR4lST7V9f0lvWCqRBG//1BXnPCmMsgpanPA9HaYWBShCqBH0VQqBc6C0DksnpLQOhSjBcA6UwfIwODNMIfRVCHxnopwQDlSBcjSJ0Im8kk6Nt0RqxVgpHbq+JJFYfOhn/ffJjB08uQKKrlf36TWrIs5kJzt+kiE97bs/Rf1PaRnfUm6AB+485Z0bhWVEuPQ8NvKgygDA1GKD0aOUAbzrgnQghUC655ZLBFALkghSmegyyAUVa8GST69N58OJVRilpCQlphuhqlXNOtDgl0q02YN4oKg0gTAX6KzwbLFAuYeDuHQFCFGCIBsr0SGNAeiNSGuBoLRik8rimoSoYpoKjtEhrwHEW17QY18btPhN3CwyY9yj2mUsFS3NeXVXUi7UxpyNdjJAza/2w+PTnDlcksbZGBMzTeCbsOuiaZsIzo51aHvG8qNSDMJUHguDmEAQpmiDop/QERwNVcKgajtJCtQFFWcUpvOufH6GrtYxSglvY1dIM4dlzrpkmcXKUBwKFDgxuAQKhtwz0VYChGqk05oFglBYMVHmi41AVDFMhj0Nkcs4c7965n7UFguPnVi/K7JleOoi1Wo9QTwsM3bRnenz686XbozGGdyL/GMNzl51/nSHOMrstFkHPY60BDNVASSOEeNS9pJSFADnorwQDlWCgCoQqhQC55BbBcDUY6bHEeJJZeG+Ce+9RiQMtM58Q7HA5/zFbnG5y64wibxQ1BjBEDUIVnhED5aCPXOgjd/eKAEEKGKaGETqkMiC9Ean1kokSguRCoBz2V4JBSjhCi1R6HGMRJpmcadmeOPPm5tDrgoiMsbqGYylrAhPSu0JoZ60zotd5Q5Qxtjzvj8lFvavr9lNGW/9aLk84RghlzP71l+IsM4i0uHUGauDRSK0wSOUxiX2u18pwiBqO0MDhGhimAv2VQh+Z0FcpJYzRGB3UGMiUOJdF6d64kTFGUAvzkYy/fcFiPC8KRpsFLc+MRjhSKwxSwn5KIUjuDpSBPnKhV4Qg/dtPIWUfRJNRtJoQb0QKPRymAYEyECiHoUo4SAWGa6Bcj2OsaLze/vk/GPX0492aA4QSSglCzuz1IxZn//r0pVzq956MVvJQxMLirJfTS0LrbaeotwbRJggIpvZ/fIRnRwKzWdDzRG9AI7TCIGULEPSRgQFKOLQZBKCPHPTzQhChg1qeTItzmhXC3r2MMSK2MB9Jcuxf/0DmRQGrGeh4ZjTCEVphoAr2UwqBN0DQXwFHaZHGC4HBiOR6OFQNAmQgyAMBGqGBCj0eG4nitPYfvqOUUtRaCAShIa2k//K8P16oXNt6HkqVtbyNskVZL5++mMMYa7P8S+mIjDQwxSBOiHZpDYTnxQgdGKyCoSqPDfaX/34KGK6GwzVwuBaGq8EApRAgE4IVUsIYjdJBtQGPj4IxWvviRYwxguCNQ0sdEs7sYjg3VhxvdWt5ZjKiCJ206YQguVvSQd5BhWA5GKZBSoNoNIpWk2g0IpUBjtCAEAXoI4P9FXCACgzTwggdspjpZItt2gRfJ+XtOEAIxRjDTbunLUx75sCJH5ifYrkFcb5bEIIpxTsPf5aQ3nX9jnG+zpfWmwKJHa71W4VZ0WRalFtrwEYey/VgsBoMVIK+CiFYwiBC6CNz95aBEDkIU8HRWqQwIIVeCo5AkAIEKcAApTBQBUdokVKPIq3iRIPz+6/ERkeL85F6hWwfzxFnWdx6IzbyRGuAQzUe4xPchD3oLXP3kYEBShShQ0ajONYijrOKsRZk4OFIjeS7gr4Kz86U6USrBcZobV98whijLWnAG5GQDMLe498kpL9QuFlLKfU9HOu235VQLN8/b2Has+V751BKCEFthAAxxpy5pWB2NJ4sQWDEETowWA0GKEGIQgi6DgIFCFfDMVqk9EIQrhYC5R4IBqngSC1SGVCUVZykdyYuwC7QMgSUUsZs8yaLsyLdOp6YeKIxwCFeCILk10MwSIlkOmTyQhBjRnoejtCAELkfBBoo14lRVhCtts//ijFGxdZBQDFjbPuhTxemPbdux1jWigeVUkqlgxrHz65ckvObjLUDpTMDbWM+xoxRcPKsc+Z4OjfareeRwUjUBhCmhoNUoK9SCJa7+8hArwihj9zdSwaC5GCQCo7SIrkOKfVwjBYMU0u+KghVgoEqOEyD5HpkMuMJRvff58ELVyQZuX7yCFFK7Ynz4TS9YLGIPE/0PBqh9aSfg70RmRQRS7pvlBbpeTHOIo6zinEWZDLCMVrQXyEEeOoGMFyNxuhE3ojHmxqnjaWM0VYcx6Xed+eduZS/LPd3qwrf8j/7cgtq8oYkU5C9ftji7F+fvpjLPIcSWgkBo5RSUaSUuTKSwRQ1iI5063iiM6CRWikWEILlQpACBMiFXhHuXhGgjxyEKuFwDVQZRN6IDDxUGeBILQxVedKlUrZsjBYZeDo11hGlgCd978Bp3qYheUN/n4veNbp0PDUbkUInDFbDUIUQJHcHKkBvOegd4bPGMFyDFAYx0ozfjcLTovHESNFiQgo9HKiSbJEQqoJhKjBah3gTitQ2fv4pY+y23pCXD4RS2uA4s7LgjVWFb1+p2cG8zuptSTLayWuCluf98eLV9XcEAaKUOpcnwqk6t9Ui6HmiM3gksp9CCJILQQqJD+5eESBADgao4AgtVBkQb0R6Hir1cIRW6K9sylgPUaMIHTLwdGqMPUaNLl9inq6O6ztlKGP2DyajyWa3BIFcJwxWwf4KIUjuDpKBPn4QBMjhEA1S+kEwIVK0mJBMDwc0QQAkCExmYFHb5n/deggkCaltOLos57XU4hCpAf22EIgYMMbK989bkPrLfce/9d6nLczHmDEm7NrpmqRCk2KkWq0YoQODVKC/QghRCEEKQZL/3hGSywmHaqDCgAw8MvBIbYCjdVJkCoLlIFQJvMkBMinWHSV3lxZSysgN6TkqQsaYY8lCOFHrNplFk1FU64VwNRygFILl7kAF6CMDvWU+hwgOVCGZHplMeGIknh6NJ0WKUWaoNsAwtRAoFyRvdLAKjdRBjUGMNTZMHUebQL4tHwilRIANuRvHLMrseep8Rmu8UZ83RAjBtY3HVhf1TikOdoNab89F66sMhDGGahpd//kMzzC5jSZsNGK1HoSp4QCVEKJwB8pBoFziiLuXDATI4WA1kukRz+MosxhlQiYjVOg8qcpABeynEAYpwQgNVBnI+Ci7SQ7PnmYtVUwkNWT7dC6MNQCDkZqMokwvDFY1wdBbDnpFgN4yd28ZCJTBMI2o5nGMhcyIFufGkGnRYqwFqfUwXCUFBWCACoarwSgtMppRlNbWajXkjZAJY2xNOR+f9vyeo19SSlrz2HCJ4TX1B5fn/Sl7/VCIbG2GAGPGGLxc4/7ib3iayWUwEpMRq/QgTAUHqIRguQcCySXxsEKN5HrE86IEgdEI5ToQphIC5UKgAvZXCIOUcIQWqg1kfJTdqhKrr7YoVdLqbO9NhnFGoOepiUcRWjBICUMlCGTNIAhSwKEaUcPjWAuZGS3OjRGnRYkxFqTUwzA16CMDIX4QmC3QqrK3Wg35+y+5ZWMS0rseOpVEKb01BJLv73BdLtyiS8rsUW876b1P2+QfA9GZlIhnm9xWCzIYiZ6XalWwry9BI8l/BOgjgwOVaIwO6Xkx0iRGWZDZBJV6OFQDQhRCgAL2VQgDlWCYBir0JC7KZZS515ewlvISkpPoWLpQiFIBk5kYeaw2CGEqOFAlhMjdgQoQIAfe4gAIkMNBaqQw4EgzmRolzoshM6LxOCvSG+AwNQiUgUAF7K+CYWo0Qgu1vBhnavSoodZ2ckvNt9sP/i0+vWvJtihKyW0DAk76svTKrY17pi9IfWrT3hms7cfEpTS+sO+Yc2oMmhIFDDw18kiuh4PVXs9cIfTxlqt6RwgBMjBUDVV6Mcosjo/Ek6LEWAvSGuBILQhRgABvemKoGsj1ODbSaVW5t5ZT1kKoKamhxk/mCjF6YjJRnkcyPQhTg1AlCJbGlTdZgwA5CFMjlUGMMePZMfijODw7Go21Qq0BDFELQXIQrJD2ABytE42mNqkh5tdDcfJ8+g/JT+w89A/mtbS3/hbGiDJasi0yPu3Z7Yc+Ym1/9Y1UxnJv2eWaGgUnWYHByHgeyXRwkKoFCHpFCIFyMEwD1QYx2iyOj8TvRokxZqQxwBFaEKwAUvZ0sKdohWOtjigN2LeftdRAIEHSOG8yiDUSo5HyRhihA4NVHggC5c0gCJSDIWqkNohxZjwnBn8Uh2dGo1gL1BhAuEoIlIMQPwjMZmhVt14NMb8WmyOnl363uvPhU4m3hkBiPmPs6Jkff0h+Mn+TinhaENvcqoJq6u0zpogzo9wGIzXyWKWHYWohVAn7KkGQwh3ok3+Z0FsOwlRQoRctJjzeiidFieOsSM+jMToopef6KsFAFQzXgAidGGV1m5XOtNUU0xsrhj415LSqSaSF8kZRZQDhvjBcIQR4bI8nGzhQBeV60WrC06Px3+LwvBhxQiQ08GCERgiWgyAFDFXCMDUaqUVaHrdFDbGm9A69cm3Hkpzf5m9SMG+kdQvyeEMiAYwxqUZw4UqplKdoPQbMKyJg90HXRBOYGIkkWRypBQNVoJ8CBCkErx0G3iIlHK6BOh7FWcRpUWRGNJ5gFY1GNEYr9FOCPjLYT9mUILCY8VST7bsfMBDZDaGmxxv6ZA6IM2CLiRiMMEIvDFY1C8p8pjhABsM1oprHsRZxdgz5ZCyZGyPGWZCOh8M0IFgBQuSeoGyUFvFmFKlp/PwTH9itYgWllFK3ULM059X00oHX6g968sa35KdIIGOsZJtlUdbLlTXlUo6jbRBIQUHZVvckIxhnFU0majDAEVopMdcCBMEKOEIL9Twaa8HTo8iMaDzeKvI8GqUT+sq9EKjgMDVS6ESrWZxmsSUskk71XA+B5A3NexeOM2GziRiMaIyUFPcGZS16Q3EWcU40+WQsmR0jxlmRlodD1SBIAXxB2SgtMlmgRWXz5IZaawkkTdRoP7so86XsDSMbbBVS3u1m/JSYf/zsyu9WdT58KlES/jb1fEl3FqtqHe/GommRwGBkZh6O8URkEvM9ulhifqAcDlEjtQFFm8WpkWRGFJ4UKVpMUKaDA1RA6qsKVcJwNYzQIpOZTDY5PvsIVtezG+VfhJRSx9IFrig1jrYSgxEpDTBM1Two83lDMp83JE6LJh+PJR/E4vFWJO3WvgohWA77K+BgFRrhC8rGtj4oY74sJxEz1g5envenc5VFtz1iyVFvnfJS1aaVhW//mPcnEbslJdR6DJh3D4C9h5xjTXB8JDIaiYEHQ9XCQCXspwRSW5CUEuojF3rLQbACDtcig1GcYMWzY/D7MXhKlGg1Q5kODFCCPnLYTwlCFXCIBsn0oslEJpsav/xKFGAL3pDUNPH3L+BYI9YbqdGI5DowRA0lU+xLUXtzQx5vKNqMp0Xh92Pw7Ggxzoq0BjhMDUIUUiOlJ0VtMcMYne3zv7emUuYPA2MMY7huR9x3zY+Y3ex6CYJzlUXL8/60ek2fO3hii48PwqZtrnE8GBspmqSgQAMHKGGIEgQqmkHQRw5C5HCEBhmN4kQrnhOD34/Bk6NEiwlG6ECoEgTIYX8lCFXBYWoo14tmE5libvxuIcEtOaSUMsYa3/8YjjVhPU+NRiTTgSHq61PU3twQCFcjtUGMMePp0fj9WDwrWoy1II3BYwn6ypssUKQFRGnsP3xD2wYBYYxBZF9Tbvw++dFLVRvZTWyyz+I22s9mrx8Wn/5cbeNR5m1VaQPzJTVUU2efGIcmR0rJATBSKwxUwv5KIVDuDpCB3k0uIQiSwyEaQnkKcQAAIABJREFUpOXFsRY8Mxq/H4OnR4vRFqTUg8Eqj/z3V8AwFYrQQYOJTjTZ//o+uFztS0L5SArT7MuS3TE8NpmokRdVejBUAweqPCWa65qGBni9ocmReF4Mnhsjjo/0VGn6KUGwAnpT1MjA4/GmxqnjW5mibpoSwYyxnYc/m5/yy63732e3Cwg4xpiIPaZgfsqTUo2Mtc4BawaDKDJKwd5DjjgTnhxFDUaqN8BhGjBIBfoqQZC8yRRLaihEAYdpRd4oTrSSD+LIJ2PFGTE4xoKUBjBQBYIUsK/HG0IyHTKZyTSz7T9fYwGxFr0hSh2lG92TIkWtgZqMSKmHQzWwWcFeJnjLNMIAJYzQiRYTfjeSzIzCU6JQlBlKfmyIHPRXeAr2Cj22mtF4vvGLbxhj5HbVYj8MPErkcMXi71Y/evhUovRY9VuwVAJp/4nv5qf8YvOemTeusVUQYJFRKmza5ozj8aQoyhuxjocecVQ284Z8amikRjSZxElW8mEc+WSsOD0aR5uRQg8GqECQAvaXvCENkuuQ2UxmmG3fL5Dm1aI35Mhf4x5vwjoDNRmhQg+HqD09E4E3QDBQCeU6aSd4IIg0Q6nVK0QB+vsV7KMscKzBtkAqV7fKIfV5Q5SSvce+/m5155Pn029hkLHnXcRHFqY9nbNhlMtdJd2jbcynlFKKa+rs4+PwtEhiMDKeh6O0YJAK9FM284Z8aihcg3S8OM6C58WST8eSuTF4rBVpeSFc7ZF/SR1E6BBvpJPNjo8/gJUttLNK+RDX3sPO2ZNEnZ4ajaLGAIdroa9E4C3YS5UyoZ8CjNKKRiOeYCUzosi0KBxrgToDGKYBfRWwnwIOVIFhGiTzjNs4Y7ZUsG+lTPryEhevro9Pe65s17sidt/6uSuc5Kwi0V2+7735qb88enoZ8wLZNhgwpowJhyuc0ybQCRZi4KmehyO1cLBa6KdoilF7RfgHZUjP4wmRZF4s/igOz4rBMRak0IMBShCkAH09uSEo14tRVneMxl1S4jvnfP2yGaOM1Vt1WGdgRl5UG+BwLbyufbGPTOgtk/qG0EgtMhjFWAueGClOiBQlzTVQJYQohFAlDFPBkVqk5cUYs2vaWGHvIcnNbC0rfOFxzY6E9K6Z64Y4XJWM3bSBSIIAIvuGnRMXpj176kKGD8i2QSBiyph75wHXtDgyzkIMPNHxcKQWDlK1DEGwAo7QIp7HEyPJe7FSjgZHm6FCB0KVIEghpec8Dc3RFnecTti8peX0nLTpgbtBLycGIzPySG2AwzXXty/6QzBai3ijGGfBkyLF8VbRaEQKPRygAt5KJZKO1MSYXLMmgsMn7gACxtj5ypKFac/mlUUIsIG1pNy93hA5dmb5D8lPbD3woaSt2nSOkvm8oTqbbc4cOsVCdDwz8mi0DoarhH4KGCLlhpq8EhAgh0PUSGPAY61kTgz+KI7MjcVjrUhrEMJUIEgBQpSe46YROtFiAVFq14+LsRu02E0u9co0fDADKRTMZMI6AxypheHqpoZJD/PlQq8IT9+QlhdjzHhiJJ4YKVpNSG2A4WohWAH7K6GnLqHH0RZhvMlVuq6tWRrpYrf72vK8P64seFN6pdgtDnZIQRkmRNx99ItvV3Wqrj9wBxgwCWBKRKfbsfAbt05JeBMxGMAorZSn9FTKbkxR6wziOCueEY3nxOBpUWKkWfKGhEA57Kf0VMrUBjIuyqaXwXNnWUuttNJDHogoOhbOh3odNRoxzwOZHoT7nSQIVAhBck+RIkQBw9VQqUcWkxhtRlFmZODhaC3or/RtPCSXKpqmhsmx0hht4oZ0JsPmPJ9W2j8p4yXpaeE3e2mEFJRhAsv3z52f8qT0ava28r8JApvT8fU/3ToV5U1Yz4NROhimAp6KlR8EvhS1jhfHW/HMaDwnBk+NEq0mJNeDASqpoVYYpIQjtVBjIOMiG3ilWFPdYrHS04IPgPPrf0O9lhpNIs+DCD1sBoFcgkDoFQH6KuAQNVQZkMUkxlhQpAnpeThKC/ophf5Nug9ZzXgc3zh3CrtdC3VL3BAppbWNR5OL+izJ/o3debFFCCilhBJG2dnLhd+saH/87Erfd9vKfEopQdiZmeY0qbDBxIxGKJ0sHeDVBd6g2BMchamgSi/GWvD0KDwnBs+IFmMsSM2DcDUIlHsqZZ76QJRTO8a1YS1rsVJGPWcqXdmZwMQTnidGHij1YKgG+B/mCJSDAJmni3qwCsp1yGgUo8042uypkA5Qgb5NhzmQgadTohtNcux0sLYczWMe6aX4/1H33vFVVVn/8EGaWEf96czolGeeKc+888w4RUIIJCEhhISEJPfec2455dZ0egcVQR2dcRwboiCgopRQUmihhK5IFxRFkV6khkBy69nlnL3fP/a5NwHSwfm97/7k8yHhc+7d+6zv3mut/d1rr6WhtTvE2csePnZmOSFEb/m8jGOXbq41HFm+MWXx2qfC6hWGVocwoNG4IUppeHV5Q242cbl1WYZmEQ62qilsj9poD42Dw8FWJEjI48SjfPpoHy71IrcTmkWmwkGyBQyywhw7sklkRH7QbYLffUuai2c3YKAUnTnrlywk342dCrRJcKjduF6cyIPocbXKtgapAsx1IJuEJRlLChQkkGlTk4wbPSzAVyv2RErl8OrVrWc+a1YURvgCDm/bP3JmWa+6enZJuhlrEHWd9Mt1B8rWxS/bkAhR81Ga7YMAUUpDiz/w5+VQl1uXJGhywHSrykJ4E5pAEJcH4k0ww4qsEvLGIPAglwLzHOzaDRhgAelWlOuAdomMzA94eHTuLG02dCsKAfjmm4Ajj+R7NKcCrRLMtoNBAkgVQBMIIuy8Jk2AeTdCkBGFgF1tdchasScyXIls2sQuCXUIAjaHVVC/cZf33WUPtuSQMlFD6F+3Q/pwxX9frN1FCNG09m7Am36PcZvs64PXzUN1p5vIMuRFmGljM5CZATUm/D5mOFBAZhE5FTzCq4/14eFe5HVBQYIDjZ0pSGNRXaJemh9x50XWVxNC9OYuGDMmVweoodSreRXNqUBJhjkOONiqDhRgUvTIOMGsxpvU3iaQzIMcOxIkLMpIVpBNBtl2ld3pYZfsBUkr9IJiR+iDuTqAHfWGYneYDn771ozFPb47vYS2So9yTOIXr+55a3G3zXtKAPQbFqIT1hhjSoi6fZff7dZcCpUVbJUAm4jJPOhvicTutrDrlCk8zHMgWcaFLiOUVpLRULuaZGl6mQApLm2kK/jCc+jS1ZY8c2MPo+mBBQvCLqte6INOGfESzGKaiFeTeRhdh2o0ehjkOhAvIkvjamEXqRAvYbdTG1fgH52vBUO040xNTBPtO/yvGYt7XK7b34o3xKjTU+fXvbWo6yefj+9QvqhbISCEhNdu9LtculMh7EJfFtsc8aDfjRDEm0GqAE0iUhRc2CSaOdumJlpAEs/uuCKTiFwubZQz8PJL+HqgJRVp5ISCODDnvYjLphX6oCIjSxSCFIFBAGIQJFrAYCvMcyBeRGYRZtvZXXwDAkHCHqc2Nt8/oVRHuP3ERFMI2HnXZwenvLPkvmgo0M0Tm30tgP7Zyx5esWVIfeB4bE/dYeFrGiEEnjhdX1iM3QqVZM0uARaYHt0cRfqaQbxZ7R29ycGimfNdGotmVhSU54ADeJDIg4E8TLeiHDsSFW24KzxltHroCCE389NNXlanlIY3bQ667XqRDzkVZJXhUDscbGU+EWSuQIJFjTOpCWYwyAqG2pFFhBYR5rB8IDxMt0HjVq1TH1MYLBGjMcMdJuwZuXbi3KoZi7sdPjE/diWg2ec5ZtmOnSl/Z8k9u796saNJnm7s2LhT0/CP6YA3E7dbE2WY5wCDo/daExq3qZE4k5poAVk2JIjIpWC3EzsVZJNghg0k8uoAHqQJaKgdWiV9eEHIPjS8uXmPlEZXLDOY2qXa4MTxuEjUhhcgRUG8CLPsRrqPATzob4GJPOhnUeNMIIndpbLDLBsYZAWp/A1pz8YWhQvM4U0bm6VC2tNYHNDxsytmL/vR5j0lLMi9WW6Cpcr9+vi8mUvuOXjkTdpEi3UGAl3XddLw7Hhk5YnLiR1y49bgVgiSLCDbhqwScjsNCKwSHGwFiRZ1AA8GWVGOHVolMqIgaB0a2buPRmmIFiDQiK7j0+eDo4drJTIeln8DBCmGNYKJvHGnJDkKwZAmEOTYoSBBRSZji0MFlsjOXbSDITxNIACU0q+PfzBr2UOffD6e/eet5DohpPbal3PKf7zhMyerPtpp4TOHKFj2cTgvi3i8xoYg0wZShRtumcabI73z1AQzzLAaDpHbiV0KdMgwyw6SLKpB0tshL2qFXuCy+GfPoi3cKWscgK7rKgy++hp0W/TRRcilIOaQpkfnf6IFJFpAf4saZ1ITLTBdgFl2mGWH6bYb055J+sgiUMQH58/Vccf80FhjmuS6/+jcip+u2JodCl9sRbAcO5o/dqZixuLuR04vph3XfDf0rWmUEPWTrSGvhPOdyOVEgmEP1RQeJDUSZhEWOpFmhTkOZJORKCNBgiYHZKRmmgAzbdAsYqcTD3MGp06AJ8/QFm7Y06bLgFJ47EhgtFcf78GlPsS452wHzLAZV8xTBDCAN7YnyTxIFQxbkWGFOdEksKU+PN4Z/PskfP1amxlIm23MsSeEnL20Zf7K31RuHoxxpFl1FjPRXx9/f8bi7qfOr+u0NTYgwJhSElm/Jux24AIXcilIEGG2HQ4SboagtwkkmGGaFebGIBBhXjTcMQaBy4WGK4Hnn8bfX2wHBJhSCr/+IjRc1if4cIkXMe452w4zrICNIbU5CFiQRCwP7/B8NE4JvvKcHgx0GgJGRhw/V/VB1X+t3m4i0XbrsGuvfTlr2Y92HJzSenhR28LXNEoIPHokOCwfeWXsdSGbhIbaAXNJmgq/jwmwSMJsOyvKgGwSMosw3aoOsICBAhhshbkOJCq4xBWeUKLu2t+28FkS2OtXg9Mn4FGyNroQuRQkSHCoHWbaQLohZ5DCg35mlUUIpwgMDphuRSy7jijjQo823hOaUoyOH6OUMMPTcW9II4T4g6fL1sUtXPOna4Y32jzbwxGiYxzZ89XfZy6559ylrSQaUdqJxhBmHIH/jTeRV2Qh6ogXmUpmMRSgnwX0Mxv2MMkC0q0wxw5zjbwnLPkTzLCxsAV9mA8U2QIffkRpi8luYr3TaOwMOnMqMNbD8rEjtxNZJWgWAVsJ6VaYbgODrCDJovYxqfFmNcEMMm0GT+FxaSN8+iRP+OlS+N0JStvIx95KY0zQ1etfL9uQ9NHK30EUpM1hyY5pAPTvODDp3SX31177glKqkQ5zEzEhkGg3/pf/gbwS9rqQU0EW0TAGjRBYjBw3bHOU64hCYGUZf2CGjfGU+siCSIE1WF5J2weBkRL/+NHgCEWf4MXFHsMamR1NILAaEMSZjOwWQ2zQ5DBS4o/waZPc4akj0dnz9DYgYEczl67uWby29+LqvzabdIX9eeT04llLHzzw7eu0HSHvrbw+ic7A4PJK1SNqPjfyOKFVMjZHAw3CGCSY1X4WlaUfGyTAoXaYJ8JcB8y2gRQ+5pgjh6QVePAopeH55yltLd8QbTL/CaH4+rXA8+PxGFkbmY89LmSXoFmEOQ6QYYXpxg8YIKh9zGq8We1rBukCzI3m/y3x6pO86gRP5NMdNGraOyF8timLqFfXfmqfvfxhI6V3CxObo5SqoH55TfLHq35/6epe2lgBopNNZyq57npguFcb5tRG+JCiIEGMcQRgAA+SeZBkUePNah8TGMCDdCvMtMEMG0gVwEAeZtpgngPaJFTo0cZ6wtPG48t1RG/bJDZdBuj7c/4xXjjOrY1yayU+7HJjUYFmCeQ6YI4dZttZaguQaYNZDiQ6sceNC1y4VMHjnP4pI+HBQ20WCGprMBohJBi+sGpb7rzKJyD00+bgZKRpMHxhybq4RdV/vlb/DW3u7mjHumZHZhcuBgplfaRbG+67eXPUFIJ4k0FMskR8qTwYKMBMGzI5oF3GRV482hV+eap2zU90rT0QkJgmOnY0MNKJxrn1kR6t2IdcLuxoAYJsB5KiEAxT0Din/9mx6JvvbhMCJsb6wMmKTWkfrfpdNPFQMxFP6z+TP6j6xbenFhJCNL3tC4CtS0BHiETU4PTJuMCujS5ALieyRTVRalT4ybyaYFZZThWWATbDBlIFlR2S5DqQVUIelz4uPzw2Hx451v75zxSHHggEpo8Do2VttFsb5sMeN5ackJcAszdDmfDtcIgdDLEjm4LdbpzvwsUyHucKjMtXazYRrLduddocDCEE4/D2/WNnlvW6Uvc5IURrYWJzhJCwWruw+smydb1rrx+ilHYukXtj39S4XYHOfx8YX6CNd2ODppFgrgMOscFBVpAmgBTeuHAUbwJJFjCAV9nR2FAHMovQIaN8N5lcBEZJkfWbKaW6prdHKxvLQNMopbj2WnDGm5EpRbDIoco8ctq1fCd2uzS3W3N6NKdbc7mxx4ndouowA4VHI3yhqWP977wX9ULbW5ulhZFolFKsqTU73XMrfsqk2oI3RBoCp+av+t3ymsToaf3tQUCMcyt4/GhwtFuf4MPD8pEstwoBb0CQboM5DmQRkSijQg+ZXKiOcka2fUY7YhjZBKSUovOXAq//S51cCAvtqmxBLrvmYxB4GiFwK9glqg4LUAQ0Kj84dVxg3sc61kj0ZZqVW/tEoVFKIQqs3m6av/J3sbHdNFRK6cqt2fNX/iZadLeTu4HYt7H5r0MQeHESGi1FaRoZ5jlglh2mW0GaAFMFkMKriXw00xuvJluMvB8mB7LLyO3SJxbjUY7Q/AUxgrI9859G57+OcPDDj8LPDkOlourkgWLVfAr2uDRPU+E7NbcERF6VeFTiikwd3fDyK/jq9aaUaGeFbxxa7D/8rxmLul/zf0dbDh3iKKWh8KX3yh+t3m5hh5rtDxJrbRDstveZ08EJBdo4pzaqECkKtEvQ5EB5dpRlBxk2kG4Fg61gIEsHZQIDeMCMgOLUSvPJxAI43BL8oEnmpA7tTqNvEdl1IDjrncDsGf5/vBgpLgjLjrCQF7IMDQt5YcES9nnCk8f7Z7wVmDEjWLVWw1G/Pdpd500xCyTR8abdBXPKf8ySqzerhiil1xuOvrv0gZrPXBFwjVKqd7wK+K3NqJt65JvgGLc+wa2NKECKAm0SNDlQrsOAYLAVZFhBahSCVB4wP9Tl1Ibnk4k+dbglVDafxsJ22qeDjF+iEIS37Q7Oejswe4b/pemRQl9YtjdCYLWE872hpyf5337TP+PtUPVGo1IgvV0dRKMQYE2t/sT2ftV/sbCJZr2hxWv/VrYurrbuIL09M0ybaCJCqRaJBP4+GY1y6OOKkMsJ7RIwiyjPjrLtgJE1g60wjSW9NIFEi5FxVJZxkU+fWIRHCoFXntUikY4GK8QGQCkFR04G3psTeG9Gw7//GRlZEpbFsM0csgwNC7lhwRx2O8PjRvnfeM3/1puBRcvxNT+l0awCd0D4OqX0wDdvzCzrdfT0Mhbd1Lw3RCkNhy/Nqfjxqm05gdA5eidgiDqH0bJ5E8bA4Q59YqFe6sMeF3LIUBCh2YHMEswTkVmEJgfIsUNB0lwurcBDxuSDYiE0rii8bDFpsiVup0SaavGmKhUHI6Ed+yMbtoRWrQqtrAqtXBlesy786R5w8twNn25SMfk2nXN2Orbj4OTZyx+5dHVfs6/AoKpvODpr2Y/WfSqG1VpCyO14Q/RWCI58ExgzDI4U9QmFeokXu5zILkNehCYHMkvQJCKLCPMcINcObZLmcumFHjI2Xy3iQxOHRVZWUNpYoOl2IagPhj7ZG9mwObRqZRSC9eHP9oIzF274cBMS545AsGl34byqJ+rqv6EtqKGydb0Xr/3bpVqDlOh0j02/0yCMGxoCL7+gFtv1SQX6cB/2upFDhlYJmh3I7IB5IjJJyCTCHDu0SNjp1PI9+qh8NNwRGu4Kz31HCwbJjQJp/wDojcLXNRLedyhSsy20Zo0h/NVrw1s/i3xz/IbP6nrj7L/NzamOCCHfnVo6Y3H3704vbUsNRS7PXv5IzS4PgA309nYETQdBY4Tx+drwksX+Enu9YlW9ol7swj4Fu2RNFjVZ0iRRUyTsU7QiZ8gnNjiFwDB3eGUVOHqcUCMTN+34dGQeDSGEaDrBuPX78QQjglBH9V2bDWuAELLry+dmL3vo3KWtzX6zoYb8x95Zct+2faMQDtNblkrnGmnKlJ25EFow319orVesIF/Ui50GBNLNEAS9YoNTCIzMD6+thidO0baY0TYHQAghmkYwagMChAjGPxAEW/aWzq14nFGfzaqhRWv/urwmqSFwit62GW76tWwbq/kj4ep1gbHeeicfctn1EhfOd2J3k/kvi9iraEVONV+sd9kC+bbQRx+Aw9+wWMuO6qDYABq1IZv/rdDbmmbI/44K3yi8em7FjMXdDx//QG+5XhBHKQ2rV2Yt/dH2/aOj/MUdWAP0Rk1ECMWXL+Ha2vDGrQ3jJ9cX518vyq+P/lwv8tUXFzZMeyn86We49gq+erVzNbxbGkYUD7Ye8I0/GumspmuzX02HlNKdX0ydvezhuoYjt3ZBCDE2Zf5jM8vu3nVoetMB35ExxM5uiKbjS5dwbW1o9YaGsRPqi33Xi2+AoKGkqOHFVyK79+LaK7iujk2COwcBpcaSuAUCTevcSmtPvwyCLXtK5lX+LBA6S2+c3jGbv7D6yaotGQDW0zs+/6P+CK6txVeuRA582fDM9PrSouvFvvrGJeCrL8pvmPxsaM16dOmSdrVWg4YGuiOSudEe3DL/77Tqj3XKWLbjZ6veWtT11PfV7fCGlj60bd+ojubZas9Q6C1kU8xNiTEwxu83fVTXO7c7NbwAXccahhpkP0hDnSh8epvNUENfTp297KEzFzc12zvzPf3B02+X3b3zy+nEuNB3Z1ZCYy9NICDthIB0EoKYGtV1HWkoBgHW8P8tCLbsLZ1b8dOLtUYkZNMH2JAWVf+5cvNgAK7TO+QNsRazf009kRsE3lT+N31W76R2iH0K6zfMf62DiQxvvxlq6FzVjMXdvz42p21vaPaypmroTq6BRk0cE3zrT8ee7LQCIjpq4bAD6Yixv83hfudbEzX08JVrB+ktbxTzhi7U7pq55J6dX05r+vp3pDUVZnsgaILADwzBHX3NllpUDZWw1K60OW8oAq4tWPO/VZszVHCd/sDzv41XvhPCJ4QgHd9s1imllCIdaSwI6z8y/6NqaMVbi7oeP1vRDm/oB1NDsXYrHs222CMd+uZbYa6vbVhxcOVrB97458FX3jowo3xfxdXvrzZ9nv7AloHcuClr9qQspobO1372zpJ7m6ih/7sQdFhHNPkwiR3zXb1YV36g4rUDr//z4CszDrxdtW9FwyV/0+fpfwqCLXtK5lU+ca3h5pMyZpzD4OqC1Y1q6A56QzcNhrZD+J0TC5N8U9RwQNt4aNNbB97+58FXXj/wxsL9i44fO2E8TBt7+eHkTxo3ZSveWtTt6Jk2T8pu5ob+c27bHWxadPYcPP1F4cbiv2752/1rH+CqOfZz3+r7n6x50rPJu/fofvbYf2CDgHVICNn5xdTZyx46e3Fzs9013ZTtOvQ8be7++v9fmkY0ZoN3Htvp3eR7cvOT91bfF4PggdUP/GXjXws2FX916iv2/H8EAkAI2bKndG7FTy/V7qYtb8ruODf0H2sk6oEyD+hi3cVxG8f335b4yLpHYsK/e02v36z7jbDFtvpgNcOoE/djOtpu2JQdn9fWpixy+b3yx9ZE44buSNDKf6yxt0IaopTWX2sYvXrsQzUPcSu6cFVcl6ru3avv6bm5V88dPe7a3pXbwnEbufs33J+/riAYZilUfsBlQAhh1wLYpuyasSNogaJuOPru0gc3fOaKgGs/nDf0AzVmVKEGKaWXL18pXFX0QM0DXBXHVXF3MQi29Oq5o0eX7XdxWzhuE/fg+odGbRijAkD/UxBs2Vs6r/JnwfD3tAWKevHapxrjhtpdn/L/C42JDuuYUoohfq3m9cfXP8Gtuour5Liqrt3W3NOzptfdO3p23d6N28ZxG7meG+/OXJV16vIpaiSo+gGFz07KTpxb+daiu06zy5ItRVFTSsNhpoZMwfB5etvWgHWj6VqMnkQawhqOMQK38+W3dkQJhRhSSo9dP5ZUmcyt4rjVHFfNcWs4bnX0p7pr94p7eq65r0dND25TF24rN2j94Ov+62xshBCiaY0/d8hf1XWWdVTfvn/M7OWPnPh+FW3eG2JxQ8feXfrghs+cEVBHoy5Sp1tLENzxfdBNEHxx+cu/lj/VDARrOG5N1x4V995dfV+PjT24zRy3heNrBH/ADzBoBYLbHB6DQNfxhp2eeZVPRB3SZsMXnypb1/tK3QHaxK3uXCPN0fOoCT1/p+Qf+x5mg2vDtc5qF1fV7Py/q2tlr56r7utZ0/OujV257dxvV//u1OXTGtEgRoToNwj/Do0zOv/J4eMfzizrdfDbGUwHNa+GCCGhyKW5lY9XbRlcHzhJO2UNmu5sdaKjFgLAcLQM7B1cD2zS7KjdwX3AcR9zv1r0u78seuqvZXF/Lev9l7LeTy2J/3XZ/zz08aPcAo4r57iqbl3Le3Vd252r4SZsm9ji69wCRieGylSJpsOanZ65FT9tqZI6c1Pr/UdnL3949XZzMHKRybDj3TWBQG+RIf4hINCpTindcLGGm8txC7hfL/qfvyzu3RSCX5X99sGP/g+3gOMquC5VPbpW9Oq6vju3jvvHzn+2+DqadlPMZCeGykgGhEOrt5vnr/yt8c23OKSU0iXr+iysfvL85U9op8IXyY0Ntzz/mxrjOyJ81tfZ8NmfLf0F9wH3s7L/enLR3/66JI7J/6my+N8v+eMjH/+E+5jjlnHcyru6lvfquroHt4XLXJ3VUhG2OzT/jUAdlmEpAAAgAElEQVTu/YdfnbGo+7WGI7T1yxwRcG3p+n6Lqv98JXq9u0O9Nus+fPHNF3N2zZu6f9pz+6e9vu+NlZ+vDNQFjefvEEvPEAVhMGf/3N4fxL+678UVJ1YeOn7o9InT506fO3vq3NlTZ8+fPn/45OEdR3csO7p85MYx9y38EVfFda24u0tFl/9Z+4eKvVUrD24MX2uIfLIvuHV3aPue4JaduCE6TsPUdxIJpl8A9K/bIc2teByi1q62BkLnFlf/Zcn6+Hr/MUppSwnSWu6rGQj2Hto3e/d7U/c/N23/9Df2vVV9YK1arxrP085PrxsHr1NKI8HIW7tn/O39uBkH/7XqxOqvj3995uTZRghOnf/q5FefHt1R9t2S4vWlPRbew1Vx3cp7dangnloXV7Fv5Zovt4Br/vC2PcFtu0Pb9wS37dZC6s2vdxsQRNSrK7cOnb/yt9HSe814Q2s/tX+44r+PnimnlLaSq7SFXkjjMKMr+/SZsx/vXDB9/wtT90/75/5Xy/YtOX/+QtPHbl/+7LM61tccXjNgYdr4TSOWnyzfd3z/qROnzp1iwj/3/anzR08d3Xl014qjK5/7dPrPF/6KK+e4yu5dlne9f/WPPvpsQfn+6itXr+L9hwObd4Y+2RvYtAOdv3zDezURfkfFQgjRCd596IW3y3peqTtAWtmUEUIAbFi5LeeDql9eqN1J213puOlYCSGGK6vTtYfW5dWYf1bzsx7VPbi1HLeW49Z1eWD9A3/e8pf89YVHzh+JDZLeHgwsDuLC5YtVn684fuV4m89TlR4682X+xuK7lvfiKjluaY//nf+AZ8HD+1714ikj1CklYGIJGFkUfnGy/6XpoS3bNUpjZZI6EUXGvKGGwKmqzZnvV/6c5dNqyRsKRS5VbEqbv/I3V69/TVvOh9BCRzdCoNGKzyuzN+b8ZMPj3aq7Mwi6rLvrRxsefGrLU6XrS0/XnqF3SBNpmkYpPfX96RUHV7Kvbb3pYX3/qX3iBie3vAdX2YVb0vOvHz5YsODRr18pRpOHq1NKwIQSMKoo/NKUhpeeD+3co1NKdNppCJg3VFf/zbKapI9X/b6VRB9b9w6bU/HTr469T6KHa+1s0bVqzEZK6ecnDijrnb/Z9Nte1b24tRy3juPWcvesu/d3m39nXy9u/nYLJVHp3wkbEI6EV+xZ8cXFL2mbUwbTUxdPPPfJ8/ctf4Sr5Ljl3Z+Y/4Dj4/tXzbBoU8ZGni4Gk0vByMLI1HH+l58LLK3ElNwk/A419nYQBbbsLn5nyT3RDW8L3hBLhHzy+9VvLupq0Ehae72h2DxmW4DjdSdyVubdXd2LW8Fx5Xd1q+zZY829PTf26vFpjy5b72KMwP01D0yqnhIJqPS2uXoSZUDYn5hoLCzi1h+sY6RBQnVKKb7WsHtWiX3WY7+d/cgvZ3YvruQmfvjjSKFLtzgiqWZ1EK+mmUCmKSwr9WMKGv7xD3T+go400sFlQAjRjWQ3exevfWrx2r8iFGp25rEndR1/e3LBW4u6XqzdQwjR2p327CYIvr709aCqwT3W3s1Vcdzyrt2qevZYc2/PTb16fNqD29qFQfDQhodfXP93GIH0DkEQ24NggluHgFJCKUVXr2+boZjmPPbrdx/+1TvdhlVxz8z9mZ7vwSZ7JNWsDrKoA/PAEFPY6bw+psD/2uv4Si3RSKchOHtpy4I1f1xWk0iaq/7G/rzW8N27S+/f+/XLlNL2J/qI6SAmgWvqtdJ1wx5Y/SC3kuPKu3St6NF99b09N9zT89Med23rym3huM1cj809xZXyxQuXKDvbun1vKKoqdEpaFT5i1+toABxd9uqINx//w7xHn3irl7yUG7n0nlOjBGpVImnmSJoFDDSpg/NUm3R9dEH9s1PA4W+Zc9qhxEOGJ0RIKHKxasuQ9yt/dvX6V8wbavZ5ozLHF0fefmfJPYeOzqKUkvYlu4stAHZEsu7Ehp4r7uZWcdyaKEO2JsaTde1efk+Ptfd239ydq+nCbeI8630wBJGGNEYBaJoR498pepLFqrTiOhJCCMaE0sjO3cGnR9MJXjq2mOYXbfp7cuGye4YtujuUbAqlCg051mCePSyIwOnUXAryyfrTvuAIOTRzJq6rIzR2MaVdY2N1u89e3PR+1S9XbctlCUlbKlCjaXDPVy/NXHIPS4BJ2pcE1piIugHB0u+Wc5UxVrKJ/Ndw3Kqu3cvv7bnu3u6be3Abu3A13OiNY3AYI/yDQHDrIAlhmYNoZOsnwUnD6cR8OrqI5heufiXBt/zusfPvQwlCYBDfkGO7AYJ8p/6MNzDCGZ47R/P72Ze0f2wMgmNnK96v/Nm6HSL7z2YrrJ36vnr28ke27hvJstB1bP5jSCn97vKxX6/5DbcyRsk3lf9dXSt69Vx1X/fNPbrWdOO2cEmrkq/VXscaxho2hG9cs+gkPd/K/Dc2R6yo8jffBV6epo1x0YkltKDoqynZYxb9SF7R9WReOu5vq8+xBnNtYd6hygp2O6FL1if7wqOk4EsvorNnaPR+Yrs1EYtEObOw+s9l6+MaguxsrgU1xFLiX67bP2Nx991fTosxqe3pLPbMkuPLuPe5Xovv+f3iP/YrS44v69+3LDG+rF+/suQ/lD35cNlj3EKOW8ZxVd3vKr/7rupu3Fruw33zW/xSTSON7GSLqNwk9+a1D2sappSGyhaER7i1CV7sdKqDhEg6T1M9s179VcHSbg2DLeFsGxhqR0MdyOyAvIhEBbuduMitTy7GY+yBF8bhujqmMVoaz01dM0l+dXzejEXdD5+YT4jWUtAES3d55uLGtxZ3+/ybf5OOHCnGHpv97XvcPO6+xff/oexP/cqS48v6GRAsSf794v99qOxRbiHHLee6VPboWnH3XWu7davuVvXliua/lC0McmcgoDEdRGnww7nhEU5tohdLTjVNiKTzJM316szHR37cK5JmDebYwFA7yolCICnY7cJFHjKlGI+yBl55RgsE2bX19siHRK/X7/vmXzPLeh07W970dZo+RghBKPhe+aPrd0gs0Uo7U1+T6GHCviv7eyzsyX3M/abs9wllSdH53z+hLOnPZU89VvY4t5DjlnBc1V13ld/dbVVProYbt2l8i1/bPnq+nfOfRpO0RLZsDI4uxONdWoFHHWwND7LQFNf6iXFCNXeCz4AZoppjR0MdyCQis4gcMnI5cYFbH1+oT3QGx3vgsaOUGjkb2tQPxLiTRC7W7nm7rOdnXzwNkZ8tgWaf51iuxYu1u98rf2z1dlME1DHt2UofrLFu6urrnt0wNenjlI+++XjHuc++O/Pd5XNXLpy7ePHcpQvnLl4+d+X42eN7z+2tPlU9YeukXovv46q4uyp7dlne5Q/Vf1yyd3nNoc8Cx8+Gt+4KrNoYXLA8sGZTY7qZG0XZUfsQe579Evpojlpi0ccVYK8rlCkE+pn8Cbn0T7Zpf/+VaRUXSbfgVCsYyINBAhxshZnR+gQOCXmc2oRibaISeGG8Vn89tgxa7zqWbGjnl1NnlvU0rm63VCBIw4SQ0+c3zF7+yLodUkvbt1sb27tdqL04ce2kAR8PLDu6ZOe5XcfOHrsJgqNnju4+t2f1ydUjNo3qtrgnt4LrWnk3t5yLWxe/dG/l5kO7wsfOhLbsDKzcEFywPLBum0EHNBnh7UBAiEHcBme/oZZa9LEF2OMKDuaD/Uz+vrn0SdvoNx5XyrtrqTY4UICNENiN9OwOCXmd+qQSPF4KvPKsFgm3J/lODAKsgW37R7279AEjkdMt1thg2dWrH636/ZL18bXXDhFC2nNYbOgviN7cPiPl44Gv73592/efHDp96NK5yxfPXbx47tLFcxcvn7t8+uyZ/Wc/33Cm5pVdr/607OdcBcdVdb9refcHVz48f8/H1Qe31p48C3bsD6zdElxYHiivxvXBW3uh7Vj5zQqfRl34cE11uETQxnm1Qk8kxxZINPn75ZI/WctK/5awmTtjS6fJDjVNAGkCSBdApg1m2aHJgewSciva6EL9GW9wYj48eoSd7rfZeywE99uTC2Ys7n78bBVtvUAQ466v+48tr0n6cMV/+4Onmc1v850ZfpeuXlp9aE1tfW3bgoF077E9ueXCXUt7ciu6cIu6xc17qHjpI8decOHJI8DEAljshCPyg9MnNkx/Jrz1Mx1jHRkLvvO5DjRMCA19NAeOtmmjCsOiAh1S0GSvHyo0ZPP+odaTQ7NP5g028lL3Mal9zeqAaLXMLDtLUI2cij62CI92hGbPbpqMpdWudUppBNSt/0yZtezB2utfEkJaOv9i4RVXrh0sWxe3YPUfoqFD7VJDlNIzl85Wf732ekN92wIB+ifffjp4eXaXZd25FV24hd0S3394+JLHvp9WgCcPAxPyQbETjioIPj+p4flnI7sO6BjrWI++UCc1EduLBd97A42xayMKwqKM7FIwz1Y/VGjI4v1Drcdysk7nDoaJPMsSryY0gSCbQSAjl6KPK0KjHKH5HxPaTgg0SmkgfH71dtOc8kcb2MS+xc1h3wNRaO2ntvfKHz19YQOJljNo/dWi+iuy+vPVp+tOt3T43eQD9PiFo8Wrhvda8gBX1YVb1vXX7z3gXvqjra/maRPHRCYXwFInLPWEpo5rmDYpuHSFjrGOjQXfuUyEhBCCESEkvKE6MspGxhdGZCdwSGGLvX6olc3/czl535nSI6lm0MdspGZPtsBUAQ6ywiE2mOtAgoQUGY8o0McroZefNypEtWUJoqpT++yLZ95Zcs+RU4tINP1Qs89zlBBWXvrrY3PfLut57tIWSqnePtUbM3SUUkww1rGma/qNjZFkCEO2MvH+b1fPsrnfe+KP7/74L7MeGFXJvfHe/6ouJx5iiwzkA4MtkUEmOJQPy1J9QUFw9hz0/Tl2XNVRepIQQjAmmq6u3wxGu9BoX9iuQElGZgfMsIE0QU0T1BSe9BVoH6sab1RwNErKJZiN8q3pVjjUzurn6OMKwmNc4IuvaFvETUzjXPcfXbD6jwuqn2w9IItQI//xvq9feXfp/Zfqmk+Q1lJfsd+RjlqHgLk4ePcXy97Nkd974v9559Hes+8fU8nNfOevmuyCmdawAUEezOVDslxfVBj8YD66eInB3BkIECaaHqlcDccoaGR+yC5BSUamJhAMsJC+AuljjcSb1JsgSObBwMbqlSwxc2hCPjxyjLQDAubmX677fP7K35Wt6xOOXKYtFWgiGiHkct2+GYu7fRmlR9vjcDVVhRrVWhO+hjQMKaX60Uu73h8z/N2fx83+6e9n/qhoGffCwicuFks02x5J4wPplnC6CQ6xRESx3ucJvPIqOHJEVyGllGh6+yNdjJFpGtF0eOgbdVyRNt4Xlp2qKGNBhJmN8x/352mcFcRbIqycLKsflWABSRaQKoB0K8yyIV5EiqKPKVRHimrNhtiGsdUB6IQQhCMVm9I+qPrl6QsbaJR8aLZxlFKsQ0rpV8fmzVzS68C3bzDD1/4zFELaoid1dpeEBpcsjoz00imFdHgRLSz5+PU+7oouwxY/Wj/AFEjj63OtYYs9YhWh2wXcil7i0ie6g8OlcFmZdt1PKCVaB5aBzhIPfn8h9MxIPN4TkhQgyppVBBk2MFAAAwSQaFHjzZF4U4TVCOlrBgOM8kGgv8UoWZHKG3Va7DIu9Ghj3fUTJkTfqMVh6NHs5Wcu1LxTdu8nn48FsIFxny19BOuAUrrv61feWXLfV8fmtMfa3yTn2IlJs58iuk4o0REKzv9AHemmU4rosCJaXPzejL+4K7kxH/0k0s/SkM435NrCFodqE6HbBd2KPsytjXcFRzojFZV6IExox9IAGonxjx4PTy7BYz0hh4IkRRdEMJhBwDdC0NekxplAQhMI+lnUPiaQZIGsTEWeAzlkrcSDRzsbpk2jtI1kbLqus0OZo2eWvV3Wa9eX0zGOtMjNEUwIuVS3f2ZZr617RyJkFMhs75pvFz2vU0rDWzaHxhTTiT46upjml2x9McO7tJt7xf3fmjJgovVanjVktkesIlKcwKNoBU4yyRcusYVmz8TfX6KUMueovcLXdUqpBlHw5efwBGfE5YrYJeKQwBCbkYY80cLqFEVYgZZ4M0jm1RQBpAggiVf7mEE/C0jhwSDDEmOvi0wqqC9wY3/bpdzYIBsCJ+dWPrF6e15D8HTrxD9HohWBvj25YPbyR1ZuzSZEp+0I5G0UcZv0JCFaGATnz4oUmfXJRdAsBtMserLtEyHz6bJeYxbfe3kor2bZDYbY5ICsbJPbiUt8ZEoRHCWFX3tNq2tg3mCzfd3UL9F1omtaQzA0ZxYa41ALvapd0iQZDrVDpoOSeLWvWe2dB+KMilEwxWCFQIYVplnVfma1jwkk8zBVAIOt0ORAioJLXeHJxZFdByghutbiNI3qEH3f4X/NWNzt5PdraKsbYxK9ffPFkbdnL3t47ad22j4z0B4IYg03BIKzXleLzfrEIpjnCKZZ9CTbBmnQlPIeE+b/qH6INZxtgzGSXpCQQ8ZuJy5lEDgib7+jB8KkfYm4CCEsyRy+Wh96+zU8Roz4PKpD0kQZZtljpfvU+CYQxJtgqgAyYhAIaoJZjTezakUgwwrNInI68TBX+Onh6sFvKG2mjHjTt6aUajra+eVzMxZ1Z5mGmrXGJMoEXbl2cF7lE4vXPhUInWVz9vaFT2OzkdLw2pWhIos2OR+JSjiNxynWE0NMz81+dPiqrgfFTJThiDCGOE9EgojsMnIquNCjTyxCY+XIc0+jk+douy0x61THWrhqJRhth8N8YbukyQrKc4A0AaQIMIlXE8yR3nkgzhRh5dSTeTjYCjJtINMGB1nVRGYGeJDKg0GCUTGt2BMZ6w6tXNu6mSQG/OTomWWzlj6468tptK2ySxylbE0hFdSt/0x+v+oXociljlrjZodCDSNMdYBCs14DpVYyugg45UA6708y6XHm/ekZwz6879mXfh0cZDMY4jQBDraCIXaYa4cmB5Jk5HNp4wu18c7I2zO1YKQ9DDGNHg3AM+cCJQ46pThsk3RZ1gQRDLKCATxM5NUESyTeBOJMah+z2tuk9rOAdAHmOaBFRCYRDrWDgVY13qT2s8ABPBwUrZ+Z70bFov+tN2gL9WObvjvGkaotmfMqHj/5fTUhpPXYXEJ0TcfhyJVVW3M+Xv0HgBruFAQ6y80eDIfe/DsYZiOji4AsBdJ4f6JJ723ZkTWoeEGvv0/7PUizoYGCAQHjxXLt0CwiWUb5bn1CoTbOGZ4zT1dRO9OzM28UHD4SLLHRiVEIeBGkWQ0dlGCO9IlCEGdS+1vAYCvKjUKQbQepghpvUvtb1AECTBdQtlHCFBbYA+/Po62WMGW+TEStW14z4P3KX5y/vINEt2nNCkrTMcbhfYf/ObOs18Wru0mU4b5N4RsLktJwxaJIqVUfW4i8zuAQwZ9oQvHmM4k5k994bPi7j57JMpNUGxjIeAABZNpgjh2aHEiUkdepjSrQJ7kif5+Ozl1iyp22pYmYDdM1rX5UPp1aGLHLWJJ1uwQG29QBPEziQYJFjTepxvzPU/uaYZoAc+zQIiJW0WyQVe1rVhPMMJmHaQIYYocmEbmc+khXw6SxtC0zyTT75t3Fc8p/vP/wq4TorUdjcewfpqs+OTBx9rJHDh//IGoiOglDTAdRSjWIQu/+G4124BKf6pCwTfLn2uqHCv5s4WqW5XTWkLq0XNDPwlSy2tesDrAYK2GIUcIQeV3auAI4RgpXV5Mm9qeV3gkhOkCBGTP0qV6Q7wZ2mcgyzLKDgQJIihVQNqlxpkicSY0zgRQBZtmhICKHhEQZWUQ4xAb6W9R4M0jkQaoAB9uQ2YEVJyqSgi89ja9ci7lmzfZOCKmt/+r9ql9UbEq71nAkZnJbaViDlNKNu3xzKx4/enoZWxudk/9NEOBQJPTGi3i0iIp9qkNCNqkh11o/VPBnW2uzzGeyh1wbmAsSDAgijCFmx1VZNpjnQHZmDArAWCWyeQtpB3ViuMCBcPC1V/WpXtXjAnaZSBIcYgOpAkjiDQ6ijwEB6GNm9UsNCBwysogw0wb6mxshyLAis4idblQoBl99McaVttC7Tgi5ULtzbsVPVm7L8QfPklYdfCb8704vmVnWa9eX040p1NnYzkYbzHTQskVglEMbmR+RZGyXg3m2+hzBny1cz+LPZGddTh/KZprBECdZ4MDo/GcMscupjS7AY6Tw/Dk61Fp66xsGoOuEkMCiZXiqD5Z6IjZJVxSU6wBpglFAPN6sxptBnAkw+SfzMNMGLSKyS0iUoSDBbDtI5tU+JtDfAlJ4mG6FeQ4kKrjIGZpYDI6dbHP+h9WrS9bHL1jzp7MXN5No/EpLjXlDRNMYRfrPOeU/Xvepg1DG23UOhehoMNIjIDh/LhxhxSX5YYeM7RLMi9KTKTxKFvQEASfwapxBTxoCYjRNmsAKuiKbsS/1j3Sii5fbtFTGrjgY8o92aU8XhBwSlhTNJoJBVpBsYVtita8Z9DaBOEP3gTQBmkQkK9jrxB4nEmWU54DMIepvUQfwcJAVZduhXdKHeSLDPKF12yilOmpesix/wt6vX35nyX07v3iWssTsbYlL0xEh+o6Dk+eUP7Z5dxGNnqB1HgKdEIz0YCQ460040o6KfBGHhO0SynXADCsYKKgpPEwW9L4CTuAjcSa1t6l5CHIdyC7hfJc+0ecf69OuN7QTAlRbGxgh4imFIYekSQoWRMAqg/e3MDXEloHaO09NsIBBVmgWkaJgr1NjEOQ6YKqgxptADIKhdmiX9RHecKkv/OleGqWfbu2dEEoJ/ezgMzPL7j747RsMghZvcrIII0KOn1vxfuXPl67vB1GIdvxY8KbvZEGJkZoN4VJeH1UQdsjIIUGTw2CIU3g4gNcSBD1BAH3Mam+TwRDHmwEr65wmgEECzLYjQURupz6xKFQiqAc+Z/GVbZgBTaOU+qePx1M8IUVBkqw5JJhhAwOazH/mhMaZ1HgzSOVhrgNJMvY4sdeFZAWZRZhuU/uaQYIFDuBhmmGntQI3GuHyz1nQkvAppZqGCdGPnFo0r/KJFVuzqBFH2pq4DG+IXemoqz9ctj5u8dqn6gMnOu2XGspQ0wilkS07IsNFPLEoZJehJCOLCDNsYKCgJvPMAkTiTWp8lCFO5tVUAaQIRlFjti8dbIV5DuSQtCIPHOcOvPUmbQc9RgjRQ+HAWA8a7Y3YZeKUYZ5DHcjDZF7ta47EmwA7l+ljVnvngQQzHGxFNhnlu/Awj1biQV4ntEkgk8FgBqyO3RAb4kW91Kd6reHKSkKMioDNvDshOtHKN6YurH7y7MVNbJvepmfJaM4r1w4sWP3H5RsHBMPnmQ91WxAQGl69HoyU0NjCMIPALMLBNjBQUJOaQmBS40ygnxkM4AEr48cKiibzYCAPmjDEcJw7MGcOjZUta3UA+OrV4CgZjfSpDIJcBytdrfY1R/qaGyGIM4F+ZphhQ3YZFbjwMC8u9rCay2Cw1Ti4SbaANAFm2ZAgasPzI25rpGYjIYTcsjWOOssEa6BsXe8l6+IvXNmpE03XcSty1ImuEy0YvlD9iXVu5ePfX95OWs7R1T7564QQePxMaJhbe6Yw5JCBJGNBYjoIJEcZ4nhTpK8pEhdliFMFmCqoTU9IBllhjh3aJJzvxuM9gWlPa2rbF6GYnxJ4cRIa4wzbZeJSkEVU0wQ4gFcTmPDNapwJ9DFHeueBvmaYJiBeQl4XHubBpR7sc0FRBtl2tb9Z7Ws2VmKmDZkcWr4bFYmBN15vRfjM8dm8p3Re5c++PbmAtiNpBxf7jYWcrtw2dE75YwePvEWjrGonkGAywtcbgi+MJ8/kRxQnEGXdLoGMKAb9LJF4E2D0JPODUniYYQWZNphpA4MEwywM4OFAHmTZkUVCLpc2zOmfVGJ44y1vzdj/6+Fwwwg3KnIjUSKKgm7akcVFTXGcSe1vQUPsWJRxoVsb69PH5eNiD5JkmG0HiRYQb4KJvJrCg0wrskhaoVd1m0MVSyilzVa8YYrj+8ufvF/1C3aBoP1iZGgtr0meV/HENyfm3z4E6OLl0LRR5GlfWFKAKOs2EQy2gjQBJPKgnznSx2QwxMwPShEaIWAMcV8zSObhQAFk26FFQh4XHib7p43RGFfdFgRaXV2gRIRFHgYBHGJrhCDe1BQCkGhBWTYsybjIrY31aWPzcZEbMT67vwXEm2Eir6byINOKeEkr9oVdpnBNNaX0VktAKWXREqcurHuv/NGt+0bSKOfQuhiNHHVfTH136QNb9w2PwdFZ4ROd0sAb/9Cf9aoeV9gm6aIMh9jAIAEk87C/Re3LGGKzGpcX6dPIEMNMG0y3GpooiQcpxvrHkqyP8AVL7fD4SRqVfksDYGrI//wkUChBUSFOBec6wEBj6akJFjWOrT6TGmdSE8xgsA3bZJzv0kb7tPH5WqkXORWY62B1HNX+FjVVgIOtyCxqbhcssPtff6kl4eu6RgmpDxxfVtN/wZo/0fYFeRlqiBiH7vq1hiMfVP1yzXazCq61fsbcogiYKaA08smn6mgbGlWg2iRdVmCuA6QKYIAAEy2gr1mNaYHeJpDEwwwbzLUb9GSWDaTwah+TmmCBKQIcZIVZdmSTtEIPGO0KzJ9Do3dkWhoApVSPhOtLXcDnJE5Zd8gw0wZSBZhoqCHQxwziTIYpTuLhUDuSZG2YR59coD1TqI30YrcTmRwwlQd9zSCRBynMG5L0Il/EaQ6WL6WUEgxv6pdECZ1t+0fPKX9s697hOtG09iWOiJpQ7XLd53PKH6vZ6YHIfxsQEEJoZMN6OMaKRhQAu6RLCsxhp1QC6H8jBHFmgx2IMcRDbGAAr/Yxqf0sMMXYECG7pBV71VHO0LLF7YEAX7tan++A+W4GAciwgoEtQJDMwxw7UhRtuFefUqA/XaCN8GKXgvIccAAP+loMemiIDQmSXpwfkU2h9WvpLSsharPIBQIAACAASURBVI01SmnNLt+c8sc+++IZnWiMc2hT+JqO/KGz5TUDFlb/uSFwMir8jkdsEkIIBUdPRCa48Ph81SZriowsorEXS7SABDPbBBgMcX8LC48yGOKhdjCQZ1snmMLDNAEOsSNBxF4XGuPx/3Mae8nWxqDrlNKG6RMjLofuchJJRkPtYCAPk3jQ7xbh97PAITZkl7Qitz4xHz9biMf4sM+FLCIcJIC+ZtDfDAYIMMOGzKLmcSOfveHf/2hJ+Ow48tDRWXMqfrJiSxbzjNpk2Rq9IWIUm6ULq5/8aNXvTp1fS6P0RIcMgmEKImpgcqk+tSisyFCUiSSBDKuawhuzMOqQR3rnqfEmmCagXAejx5BDhrwIM60MKmNfkGmDJgf2uFGBPfDvF5gIWhpTzBuqL3GpbkVXFM0hgUw7GCiA6BpQb1RDKNeBFQWP8GrTivQXi/EYH/K6oEUEqQJIsNyohryqyxIy1NDN3hBLt1gfOLlsQ+Ki6icRbu+1jOjHCaVU0+CHK369cM2fzl/ZcRsQUO1afWB8vj61KCzLSFKIKIN0K0gxDgqbQgD6muAgATE2WpSRQ4IWEWTYQN9GCOAQGzQ7sM8DfXxw1hvs9VuHQLted93nAB6XriiaXWKEVPMQJPMoz4GdTjzSq00v0l4owqN9yOOEZgdIiUKQyjZlkl7siyjm8IZm1FBMXHX1hxdV/2XZhkSEwy3luLm1sSW0ZrtlbsVPDx6ZYXxbxx0iXdeorgf+OU171hfxuVSHRBQZZtnUVB4k8aCfJdLEBkT6mEAKb0TJijIWZSRIMNsGEi1qHzOLnAIZVpjrQJKilbr8Y4qiAQJteUPTJ4Zlu6Y4dUmC2Q6QxsOYN9RU+AlmmG3HkoxLPdozBfpLxdqEfFTghoIIBlnVBAvoZ7lBDeXb/a81o4ZodCuggvoNO13vLf8/jNtpz+xtooaMph/49vVZS3/0yYEJmg47YY1Zp5qO/OO8eKwvYpeIS9EsDjCQB0kW0M+s9m1k6Q1lnG6FgohcTuxzYW9TetKs9jODFAGkC3CoA0lOXCgFX3oW1QcpbfEgo9EbGuYCHoU4Zc0hwSE2dSAPk6LcUFwjDGqiBWbbkazg4V5tWqH+QrE23od9LmR2wIE86Gtu3JTxklboU93mcNXNm7KmrtCBb9+cU/7Yii1ZtIOZNNiXYA3sOfTCO0vv3/PVi0yvdRQCnRBKCA75A6NkPCafQYDNDpDKw+YgMKyxVWqEwCHDHAdMEdR4s9rfAlIFMEiAOQ6kuFChI/DaSzikthJN3qiGChzQ4yJOWbNLINOmpjYPAUiywKF2pDjxCK82vUh/oUgb68NeJzKJzCFt3JQJolacH3abIhvXUkqb0hNNIdj15fQ55Y+u/dRG251NlH2aEP342Yp5lT9btS0XQH8sErX9jbkEhFL/y1PwOGdYVHSnolvZCQnTAmY1GiwS6Z0HEixwoABNIlIU7HNhnwsrCjI5YPTIHAzgQXRDgItcwfHF4NS51gOMo5uyiWHFrrucuijBoXZ1oACTLWqCOZJgAXFmECXm1AQLyLQhh4RLPNozBfrfi7VJ+bjQjQQJpgsgwQz6mY1NmcnBNmWBN19uVvjM9zl9oeb9yp8vqv6zUemkHQLkmv5hJFJSa9+v+sWCNX+6XHeARjVc+w0C0XVKSeirL8GUfFDgUhkvkGVnDrnKWKE4gyFT40xqEo+y7OwsRhvu1Uq82OtEvAgzrCDeBPo1OaiySvowDxjjC67dQkjzW9OYRLRwuL7QBT0KESWdOaXsmKafYYpj5ggkmNEQO5ZkrdSjTyrQni7Eo7zI64JmB0jhQTSwHWbZIC/qxV413x5auZIQQqInZYbi0zVKSFitXb3dNHv5/zl+rqqdpuBGCDCltN5/Yk75T8rW9b7ecCwGQfu/hHUZ2rcbTPCAfBcQJSJHqZlEXu17MwQgmUfZduSQcYFLG+7TSr3Y40QWEaZbQR8T6G9uhMAm6SO9kTH5oe27SQvsQAwCXFdX73ZAj5OIki7KMLtlCPpZUJYdy4qxL55SgEd5kcfV6A0lWcBAAWbZoCDppb5Ivi28eTMhjacEUQgwISQQOlu5OX1uxeNnLm6MbnXbGXlsPLZ0fd8Pqn753ekllFJ21akjLq1OdaKeuxB5aSwsliOiTJwKynWoadGgwb4WEMfiNk1qnEntZwaZNmSVsMepDffgUo+W70I2CWbZQELjQRUYYke8qBW40TiPf+7HlBCCW1Sv7KSs4dmJEcWuyzKRZZTnAOlWyG4I9LWo0WMyxo7DdBu2y1qRW5+Qj58uxGN9qMANrSJIY66oBaTyMNOGzKLmdaMSyT/jzabCj704IUTT4PbPx76z5L7Pv3lV00DrHGKs3ewN6bqGcPjgkbdmlt2964vnGK/RMZPODgvnLdSe8UU8Tk1RdFGGmXY1hW9kiG9wyC0wx45lRSv16OPz8RgfKnRDuwyybGqCGfQ1G1og04Z4URvmU3320NIKSpsh6hvnAaU6woGX/4V8sibKVFFgrgOm24xdYV9LpK8J9M4zdubspMwq4QK3Nsanj8s3iAmLCAcIsdNimONAooyLnKGnx4DDJ+iNp0UxSuLIyYVzK35SsSm1nbviG0QXNSkQ+fccenFmWa/9h//NgOzYqSUhOqX+d+ZqT3sjbqeuKLpDBhk2kBINXbsJggEWmGvHiqIN8+jjfXi0DxW4oU0CmVZ2ZGtogSE2JIjaiPywxx6urqGkDQi0YCQw/QXklTVRoYqCcuww3doMBHEmtZ8ZZliRTTJOCcbma8O92KkgkwjZoWojBAoulkNTJ4KT51uC4Ivv3p1T/tjKrdnRwXTgTgyj506dXztr2UPrd0iMIe0QV83ogsDqzejZYrXIiRWFyDIcagepPGh2T9TfArNt2CFrRW59rE8f58MlHijLYKhdTbSoxvznYYYVmR1agQeWSIF/vU4pJS3Ei9BY3NDcj0CBgkWZOhVsccDBVpgqwCQeJJgjfU0gzsxOitV4E0gTkEXEXpc22qeNy9dG+bDXiQQJDrSq/cwqi2DMtkObjAuckXGF4a27mhO+Tim5VLd//srfLFj9v/X+47Tdrih3098s/dClq/ver/r5R6t+f63+SGy71p6vo1E1FFi0HE32qrJC3E7NJqFMmzrAApN40LcZhhiZHMjtxKO82tMF2tOFeJgHyQrMsYOkJgdVGVYkSHqRB+SLofKVtHVTrOuEUvDN4QCfR2QXUWTEi2CITU0VQGJsV2LEbkXiTIB5xU4Fl3i0YV5c6MaSjPIcMIlXkywgRWBxA9jjYhtjohOCmwb1GGoiAupWbct9d+kDp8+v13XcflbiRggQpfTMhZq5FY8vrP6zP3guhnF7v4IQndLAhx+jCR4DAqsEM6yAQXArQzyAR2YH8jjxaAZBAS5telZoadwTWSW9xBvxieF1m9uAQNMIoer+PUFzDlHcRJahRQSZBgQqg6CPCcSZIr3zQB8TSBOgWUSuKAQFbiTKaKgDJlkMCDKs0CRinwd4hMDsGcwaNxUv8xkD4fMVmwfNWvbwhdpdess5nlpqTIGqsGHhmj/PrXzixDlWT6UDOLLLboGaT9HUUtUl626n7pBQtl1NaaRmbmaIh9qRouDhHm1ygfZsoTbKi1wKNDlACq/Gm9R+ZjVFgOkCsoiax4VK5MDrMyilrXlD7Iigvt7vk3WHRBQZ2ySQZY8SI5bY/GdLQE3mYY4DSTIucuNhXlzsxoqCzCJMEUCiBaQIgNkASdFKlIZxwwi6ga8kJHrdldIte4e/s+Tez7/5t6aB9juSN6ihGDeh6XD/4X+9s+TeTw9OpCxqVm+vJjJiFpZVoUneiCjrHifmRZhpg01M8c1qyCxij0sb7dOfL9afK9JGeLGioFwHTI4eVMW8oSKP6nOEllbSG7emNzVd0wgl6OLFBo9PcylEUbBdhjkOmG4FTLKMJoxtDZJ5mGVDdgm7Fex1YreCrDLMtIJE3rjdl2VHVgkXuuEIZ+C992mTyxxNd15HTpW9V/5o1ZYhwfAFQlpMedma9GIQaHDHwSnvLn1w96EXaHR5tBcCQgilgYWL0Th3RFSI24lZxFZLEKTwhjEc49NfKNanFmnDvVhW0FAHTIpCEPOGSrxhryO8tqYNCLBGKYEnTvqdLt2tEEVBNgnm2GG6cZnjRgjMYAAPs+3IEYXApUCrBAfbQCIPUnmQboXZdmSTcbEHDHMGFy5tDgKdUnro6Huzlz+8Zjuvwuux/+yI8KmmY13Hpy9seGfJvWs/dbBrye33RpmPENy6C04tjSiS5nFqNhFm2UCqYKihWw+qchzY6dSGe/XnirTni7UxPux2IrMIU9lBlQUY5+UOzeOCxVLg1Tdoq94Qu8Gja7hh7ASsSERRsEOGeSLMaJz/RkBGvDnC6NEMGxIk7IrOf4cMs2wgmQcspH6IDfES9jjxGI9/mlHUMya02J8Xr+758P9l77rjqyqy/6V3RQHFXlZ3LairqyIWeq/peclLD6EoINiw66rrrmslpBdKel5L7xUISUgvpPfek9ffbXPn98fcd3NTCSFAcH/n8z58wnu3nDnfM2fOnDlzJuypgJhX2ruz4PWccTLcG4L6UaW950pw3Otnwp5s78mC19MN0DV0d7fiPTudhSVja0WaWLL72t9mYdC9NmRSRhoIKOQNfX2A/uoAdcyBtLdhvaG3jHRvGxEbTcmd5qSJJThsjx+2UoXFjJya8hng/HN1VLRKYMDsdyCFQsLEktxlTmw21a01xt9Gk2RD3RuG2tcM8DcM2XR1c0vSUkiaW5KGFsQmU93bRvgWU3ZDjbU1/a6N8oQT2d7F6O2//o2AYWiNtkucuN5dtLy6UQL1+wMm4Q1BNkLENHem+Ue/eD7yuZ6BUng9aSyokD/V0ix3ssQtrRgbK9LYktjKW6haPRSCdUakoYBC3tA3B+gvnaijDqSdNbHHHH/bCH/LSPeOEbFJH547Yq89aK1OTL82BDQFIVQFB2ssjBhHe1IoJIwtyF3mxCYTFoI3eRCsMSS2mJIGPAgMBMRGE91aI2KzKb7TnDC0oGys6UNC5ckjVDdbf46TBgCAYYBC1RAct9pTfB86kgylwl0vBMiHUqqbI9P3uYfeW9EQBHkD/jVvZ9uuI5T//ERjZgZsrSlzS3yHObHJhF0v59J22EmZIbHbnLKyot61o79wor85QJ9wJPfbEkYCfJ2x7i0j/G1jYoMxscOcNLSgHW3JI9YKZ49rxIaQ+8xAvOSqXGAEDzqQlkLSTEjuMce3mOrWGROc/q8x0r1moF1tQGw0IfYISDNL0lJICoSksQWx1VT3tn4yvk9AWgrBEXuVkylecpU/9OpfR5GUNvaS0F204nLRl3BiuVocDTdDrDvHpnJ94YHqAVIqoC/geM3nsnCRRP9hG8LcAloJKYElsdOcXahaY6hdrdd+FKJ7h5czctKR/syJOmpP2lgRe83xd4zxt4zQrgJitzkhENJOVprPjmtHhGZGZ4OmyeYO5ScfkTam9AEH0kJIGFrg283wDSZohqjTWyLdqwb4WmN8hzlpICCNLAgDC5RnhDAg9qGokB1+wlbl6Qp5Rllv8gCEMLPwK/fQeyPTDdTadgCoCW4BHYVzZMdpEkKYcuVdD/Hy5KwDFK1Dq2YTggBxpVL025uTAiG0ElLmlvgO3kLVG0MgwNcaE3vNSWsr+og9OOkIPt1PHbEnra2I3ebIXuMonX+POWlpRR2wUn/1sa625doQ0DRD02Rtk/L9o5SdgHKyJwVCwkCAbzPF1/MgWGOoQwvY60yInTwItpnh643xjSZsJUBLK/qgHX7CRu13lns1wyMIYXrucdfQu+IzbLS6HgCoSdSc5+t/VaPIQ7xClLBWre3k1isnNAzQFIRQ/t2nGmMTaGVFW1gSe8zxTfqFKl4Ss+41A92bRvhOM9JCSB+yAx87Up85gfcd2BWSdcb4m0b4WmN8owm+E+VSW+s+2K9OvXxt4QPAAACUatXPv+GWBvQhR1IoJIwsiJ1slRXiHXaDMb7GUPeqAf62Mb7NjNyHhC8g0AwOzUL2CAhzIbXfljxuq/zxa5QvBnhlapG5L6s9hxbI+uTlANDXpf+jeEP6nkUpVA2hCW97Sx8urfaG+iWDayLBRohxvP/QYVxoyVgKgaWQ3CvAt5iy+4neMNS9wR8N9EnMB/UR4kN2lJUVuUdArDXG0cQYhWZsbEh7geI//wQ4OX65GdZRRPvsmxqVx5zo96zpg3akQEjsFbDJrBuN8bXGuH5Pg261AbHRBN9qiu8wI7ab4RtN8E2m7DggEFL2NszHjvKD9lTPAE/v2dUZCGFnT865yGeCY1/vV1RBCCcxHRsBAQMAPaCsCYx5xVf2WFVjKIQQXA8EtFzRb+9IWFkxlkJgISS4tUK25/MgeNuI3GVOWVpRB+3o4w70cQf6oN3gpOwtQx2KjhlYUHa2hJ2p8tQvDEkx45Yo5EOgq6xQvmdHH7GhnGxJc8tBCDYMheANQ3yTCb7VlOAg2GxK7DQjDCxIcyHlaAs+cpAfOUirdMMgQFUomzvTfMMelyRtRBVEJw0B68kBQqPrisuw8hCtuJT/EeStV44vfIZBcTFG/u13WoEZI7RihELSQL9Q9bZ+NvSaoe41vSeOkpidbOhjDjQKz9uwoRndGkPdOiMCZUtYCKkD1vITh2iliu+MjC98Sq1SfH2SPGQB3nMkLYUoPZh1jdcZ4e+gVD5D3euGxHpjfIsJvsOM3GGObzJhk8X2CggzS9LGmvnYSWVvhhddZSAc6odSDAPkqgZJ0iYf6SOopsr1Hrk6ihnSP52GEBZVunhJHhAlrO0dKONmOuMTwzAoKVslkqqEJoylFWMlJPcJiK1maEsRvsYIbSlitzW+YUhsNiWNLEg7G+qQHX3YntpvS5oLiR1mOIoQbzLBd5qRRha0ox150Fzx+7/huHU2ODYY/e477YVLuo8d6BN2lJMdKbAkDC2IXeb4FlNk7/F1xvg6Y/wNQ7by2QYTfL0x2sFE7BMQ5paUvQ3zkZPumEAbnwC5EDirkajKnCb2koWHaMWFvA+h3pGZnCs0FAIAIcwp/ben+D5ZyjZUxnSiEEAIKKA676+yNGYsrRmhkNwrILaaIocIf8NI+4Yh/joPgq2mpLElaW9NHbanDttTjrakmSWx3Qx/21jH7ucyJ40taSd7Yr+p0uv09UBAQwi18Yn4h7bguD3laMfOeTkI1ushWG2Av2GIrzcm+BAYCEiBkHKwYT7er33fUnfh4igQQHTW3l5P8X3Zxd/DG9gEwxGKazS0xp4Nf8ov6vnG9kQ4bv3AIQ1H6xUXMhWOQtpcyFixBQOIjSbEOmN8jRHaSskuVL1ugG8wIQ0sSGtr6pAdddieOmBHWgqJPeZo6xm+0QTfbkaiOekRW/nH76LRbyLCR+tFREWN5ouj9Ac29CEH0lJIGFkQewT4VlPdJhMC6f96Y3yNIf66Ib7OCN9ggm8wRiv0xF5zlE3GfOCEv2+u8TvDkCQE9JDZAKAhhJeLv/YQ3xeRvg/qI/rXJfzRzRDnbdE0Hpdh5RK8KPXKezRNTCRWx01SyLZWucAU2NgyVlakqSWxyxzfxM5LWddUX+eBWG9M7BWQAiFla0XZWZNCIWlsQWw2YZdItpgSe81JMyHlZK375ID2SgFfC68FBcMOyGkXtB840Mdt6XcdSQshYWJB7BMQO82JbWb4NjN8sym+yQR/hx2piHXG+D4BYSQghVb0u47gI0fihKX2/BlADDl5GQBA0yTDgIKKU97Sh4PjVtM0wTD0DZaq4UMAGJogFJHphi4hizMKPmP0x9dcGwKkf9WVclMjxtaOsbIiTCyJneb4JhPdOv2+ysHZgQGx0RjtX6VsrSlbKxLtQ95kwl8oJAVCysla9/l7uqIy5ItPEAK0cKmNS9Aet6FP2NGHeBDs4CAwwTeZ6J0FA2K9CY52llhZ0e85gg8d8A+E2pAgQEPu1BYOAsDQ2cXfe0kekCRtAoAEgILX2Q1Gcg31WUiZRV+7htwVnrpLre2AE0ujYycEgB44tJ8SWjHW7ArJYFxmjRF/rZbN3jSzpGysKDtr0sqKNLUgtpnq3kH1D02IPQLSxIJ0tCWOWWti4vlKeG3xI00oKdd8cYw6JgTH9pNCIWFqSaCiTtvMiO1mBNL/dcbsBPltI2K3gDAUkBZW9AEH5iMn8oSF5tRPVO8A6wrpH46mAvWtseci/uYb9tiAshZMSv/H9IagfqjX6rrDUnd6iFeU1/sj4U6kGzAAAB2udHXTWRiAAw6kpZAwYPd2oz1NKCeIzWp/y4jYZobqPFGWVoSJBbFHgK831q3Vr1KZWFK21vT7dvIPj8MJJ+NwLjRCTHcpQ/XFe9QxC/DhQfqQA2VtQ5gKcSMLYq+A2GNO7BUQ+yyInWb4DjNinwVlbQMOOIBjDrr9ZpqjthpxCNAQXBVU/WNpCGF7d1ZgzCuekpVIPtc7DoxPgKEZyChUDeLE9V6SlbUtEejLa4ZLUWiAVmmUP/+MC43AfgfSQkjssyC2mrIOIIJgDdpYYIi/bURsNyMMLUgLIWsjdgvYcXILWii0oOxt6CM28q8+g9cKTAyyMQyClFT1yQP0cUvwwUH6oAMlHA2CHWb4DjPCwJKysQUHHcH79rr9JprjDtrwMIattsOLjDI0hLCxPdE/+gVvyUO1zeHwOnO1xmce8Z+cdcBdtOxy4RcAkACQ11yu4dqrCY/WCPaBg46UUEgY67fXrzMh3jHC2ZLbRqjUDLHFDNUaJi2tCFNLYp+ALUSxyQTlDVJCIXNiv9zRilapJ9hGjkN0MV5aofrxM+I9U+bjA+Dd/ZStLWEmxI0tiH0CYq85sVdA7BUQu8zw7WbEHgFpaQP2OzDHHPGDAs1BC423C9XVz+jXwfWDC4AQqjStsuSt7qJlmcXfoFF5Evo/phlieIHS1q6LbqFLg+Je7+4r4lo1Vn9j9PNSBjJUZ4fy4yOUtYDeb8du0dhqim80YX2iN43wNYY4KrCyzpjYbk7sExAGFuz0Aa2U70AYWNFH7LVHLHWplyY+FEB+NwAAQkhU16h++l7tYKK23Ec5CMBBW9rRFtjbAmsbYG0LrGxoO1va0Qbst9JZGitNdqsPOSh9vHQXs5lhT9NjoNF2RV8wcQ6cdyn/E1QBfQptEMOGSwkIYW1zmFvI3aKEd/rZrLAJQQAhJJsale8fpGwsKEc70kJI7tFDsNaYeNsYf9MQR3sLVhuizdzDICA2mxI7zUjklRyx1x2z1mXlTdQbHSo0yAAIIX71quqHr9X2RmrLfbSjBThoSzvaAXtbYGXNQmDPQqC1MFKa7lYfOaA866vLzof6BsOhECjUjeEpu04Hzc8u/QHqx84p8Ubh4CapPm/pw+ci/lrTHMa9Ao5ridDKHSB0ih+/JaxM6f12pJUVieLum0zQzj78TSP8TSN8taH2dQN8rRGxzZTYIyAMLMh9FsR2Mx2q8rHdjNxnQVoIwbuOxGEzTUgowInr0n9GLywIIdXdq3J3Vh+wVAn3knZm4JAN7WgLHOyAtQ2wtgFWNrStLe1oC/Zb49amSuPdajsLpcsfmtgkgM5E4LUaNZCi8Qt5J1yCF0ekG2h1PcgVGl8yo9L43hCjj9V1p+UccQ+9JyJtj0bXA9n8OAjHSKhjG44OKbx4WXPABnzgQO63I80sSVT2bKMJvsEYf8eIzZF93UC3xhDfaEJsNyN2mBNbTPEN+gixoQUptKIO2FEnbBX//Bq973pTk9k/KApCSA1o8Px8PC9H4+ahOHhYLjQfMDeSm7GfATMjhZ2d4sOTarFEl5ejKy5nDdDQs0wBewwZnZ57wjVkSeqVI/pkrclgMD7zDANomlBr2xMu27qLlsVcEhAEKnVyLQj0TVbFJWkPWIEPHEkHW9LUktgrYN3S9cY6DoLXDHRrjIhNJsR2M3yHGb5ZDwFngw7akyesFf/5N3o+uM7NJRBCRr//huyR4/l5eE62+tRpxYFDckszDoIBMyO5mZHCzkH58Wea8AhdXo6utIp9yGgQkJQ2KcvJNWTJ5cIvGAYAPQRTQvr+SxGkqrDitLtoWXDsan3yBLJE4+o/oCGEeG2j6r0D4LgddcieFAhJVPYM6f9aI7bwEKqFuMGE2GZK7DAntpriG/R+0D4LwkJI7bcDH9grPz5K9vTBCbuiw7miaQghoKCuoBAvyNMEBCqOvK8QWg6YG/L031Bhba04+oHa96wuL1dXUAS0JNQ715BnidiE9QpnD/F9YSnb1doOhmGPIZhKb2iQewYwDENR2uiLJm6h96RcOazfXXBt1xRQFENSmoAQ8oQt+MCRcrAlzS0JAwGxyxzfaopvNCY2mBDrjXVrjVDhZzZCvNYI32pK7DUnjSxISyF1wJ759IDqoClRXsYdaHldjeRGD/5JbwAnqe4+qrOL6uigOjuozk6qs5Pq6KC6e6h+BcO/maYhrwNwGBRXeZwJ/8v5iGfaujLgVIRFx+YfQAgJUiVL3uYhWnYp/xM4ODse+42oM5AUQ1Aan7PkCRtwwoGytyVQDcxdZiwE601wFgL2MAZivYmOD4HQijrowJzcr3zXgmxsZOjJ1ANjGAaOgIDWEVR3Hyt2JH8Wgl5qQMm9AOVecC2CvPhjXtkvPrLH/KNf7O4vYRiG1p8pen3yvRbn+iDRV64hd4Wn7dZqe+AE0rgYBh1RReuSL+InHMHHDtQBe9JCSBgKiN3m+DZTfJMJvsGEWGeMrzMerO62wQR/xwjfbELsNicNBaRASDraMp8c0h400ibGsQd8X6e7N6j/vFx8QDNU78Ao+t/VTfXJ9efTQYgGs6H6jyZJDW1x/tEveksfuVrrC29M/69hhtBD0apBY3uiX+RzPtJHr5T8iFgZxxLxnWcGQo1fMHHMmj5uRx10IIVWhAnqCebEdnNiuFh1jgAAIABJREFUiym+2QTfbMrlExLrjXEDAWFiQQqt6KNO4GN7zVELXQpapZp89FePBFud89qX80zeIJD6LInapjC/qFVe0ofKas8hn3EsUdwg6Qd/CkJY0yw7G/5XX9njhRXOEMIJQgAhZBio8T5DHrOij9tTB+xJS32EmINgiwm+2WQQgg0muKEFYWJBCq3BMSfwkZ3mfSF++SKEcBLDwHCW0OHU11zyY8aBgIIQVtT5n4v4m6/s0eomKQA0mFSy4kQYZouHyMtECe94SR5IynKiaN34e80GeUZlSONT8BOO9HEb+t39pJUVYWqJTl4gtpsTW03xzSb4FlP8HWPdakPtGkP8bSN8r4AwtiQthPQhR+aT/bp3TTXBZ9GQc6PCZyao/2za11jC7+rNEyWsdRctyyr+ltHHqifN20S8IdYHhhBerfH1DXv8XMQzV2vPQLbE7HijAb8BWpFU/dEB8oiA+eAgfcCBsrYmUYTMQEDuNSf2Csi9AmKnGb7TjDQWUna24JAjOG6vczRWnzysTUliJjYnn2BzmAkQ/0W8QZiGELZ0XgiOfc0lZAkyB9ebJTEJnhmGQT5RQcUpb9kjflGrqhtFkJdJNF5jUbSEZjT+QeoPHKijlswHB2kne8ramjAT4kYjITAnTYSUvR047AiO2+v2G6s/O6rNuASnCwTsUrp/9ItuofegMpU3DwLOEkEIm9qT/aKe9w17/HLRVzRNjJ9Qyn3J7lNLvqD+8jhxyJT56AA45EDZ2hDmQtzEgjDkC98c32FGGFpQ1jbgoCNzfD/uZKx5314jC2WG2oIbb9F1CZ+7Hh0rMKCoCU/ddTp4YVrOUchjbNJ0bTM0yAGgIIQFFafcQ+/1i3qhgl0YAny+x2kwhFBXVKL69T8qWyOVtSF1QEgfsKb32wIbG2BtDaxsgLU1bW9D77ehHYUaM0OF2R7V8cOacBl+tQZCyNAUP058K4nXAQCEsE9eEZrwtnPQgvyyXyGvLNnNZoxhGDTgZ5d87xZ6T0DMy7W8iOk1IADs5E2Xl6/693cqG0OVtRF9QAicbGgHW2BjA6z4ENjSDpZqM0OF+R71x8c0UZFEdROEkKHoaQABDSHs6s0LjP2HS8ji0hofyJsf3STG9JaIhhA2tMV5Sx86E/bklZIf9MkZ41kiRt95IIREbYPa11Nlb6a03kfutwQHrSlHG2Cr138ra2BnQ++3AfuFOoGJwnSP6oCNJthfczmPe9ZYL7qpxAmWtad4f8xFc+fAeclZBxhU5PuGQ6ITMkN6bgBN45BhrpT+y0O03C9qVUV9ABwM142uB4M/oQixXEOUluLFhcrfTineOya3thwQGMsFpnILU7nAdMDCROHoqPjuR21SCl5ajFfXsw9Be5duflcfScNs0ICyJixlh2vIXXllv0J05MYtYUnPBqBpAgDyUv5Jd9GygJi/o7UbfoLvtSHoVeClJXh+nvKnXxXvHpVbWQwITHgQmCr2Oyl//EmXmo6XFOO1TexDhkZnbiVxbUcQdPcXixPXuYUuRcn9CIJbMAYw+vl4dZPEW/rgmbAnrpT+C/06/sIl+wS0B4KCeOlVorxU5XNG8f6HclvrIfovMJbb2ig++0oTFoGXlujKK1m7T00oe/5m0DD9xwl5Yqaja8jdSdlOFK2bqmWZiZqhwW4ACMgw2SXfI0tUXo8q71PcCsVY3QDCoRFiHUnLlXRfP93XN+TTL6c1gwc8cvPYWw8AHIIBDVkbtN1TslKcuEGpbkJDwS3jjQcBxTD0pYKP3cXLAmL+XtMkhexWm+uDgNYStFxJ94+AYEBOa3kQUNR1Hds9tTQMgu7+ElHiOi/JA2EpO7R4DwD0De6buV5mUCC2qjHUW/qw3idCCwUTED4/QkzRtEJF9w+M0P8BWqXhzYUAB9lttUEURDYoy8FTsjIg+qXWzgtw6pZlrssbGqIQnE9UXofSGq+RuTQ4JgP62ievMsPDkxPnc6qINwiTEMK2rgxJ0kbXkCWSpE3d/YVo290t5m0QAgZACDMKPvUQLQuIebmmSQYhRGnu14YATAgC5nZDwDkXnKib2hND499EOc39iiqGoSd9eMbk+EH/ouWIyoYgdnZW+gM6kpQ72m+82THDMABcOzwPp4/+sz7ggLIm9qK5a+jdATEvo0L19NTp/3WYIT5n6I8rpT+6h97rH/1CfvlvUG+hruGaTio8eetpsAMwNISwviU6OPY115C7Lhd+3t2Pcjhvj4/GEyBridxClwbGvFJc5QH1M5c/BwR6btngS3WjyD/6RXfRsuyS7/oUlfB2QMC9C5nFqkaRl+TBM+F/uZj/EU4qIIRjnU898iHTXPgcA4BdF8sPT93lHDgvKcupsT2Bf8GUvO76zBCfSzQm5JX/4iN71Ef26MX8jwhKBXmhoink8pbRoAZAtp9DBhZVuQVEv+QSvCiv7Bd0GZjqNMVJEIoTQQizir/xlj7iG/Z4ZtE3CJQ/CQR6U0vTZF7ZL+cjn3MNuau0xlt/2W2eJ6IcpdrmsHMRz3pJHoy5aCFXNUJ9ejH/yjuI+AMYmmxCCGtbIkQJa08HL0jOPoBM/5TPAyZjhjgtQd2gqNLlTNhfPMTLEzLtBpQ1kKdAU8vrzaahADAQQh3Rf6ng0zNhT3mIVxSU/w4hRHV/4O1uF+esIbuTc/XfPmGPe4rvS7lyWKVuhhAy+vpQdxaNhECt7UzNOeYre9xTshKliVCU9na5onw+GYahaRxC2NAa7xe1ykO0XJayva07E0KIQkW33aOZNDH6wAsNqMKK036RqzxEy1KvvIti0pMrJjc+Td4bgrx5Y1WjWJK0yUO0TJy4rrYlQj9c3Lbw/iRoiBfKMBDCrr786Ium7qJl5yL+VlpzBkKIQgBwerSIs0QAUAwDy+rOiRLWeoiWSZO3NLUlomvuYAgghBC2dV+OSNvjIVrmF/l8VaMIsvGv6dIibiRu786MSNvrKbk/IPqlkmoP9CXa5wmnB6vXJG4yCACN9mwr1I1pOUc8JSt9ZI9nFn3FMChWdVNaNEkzBEfEiSCE8Rk2HuIVZ8KezC75QaPthOyGg5ub0zElNOhc0ASEkKJ1pdXeAdF/dw1dGnNJUNuC9m1PqOrVrSQeBBBCCBg6Kt3IU7ziXPhf88t/0+F9EEKaHkzrmD6cj6RhEBCksqDC2S/yeXfRvXGXbZrak6A+RQtODwiG6D8DIYTZJd95iu/zkT6ScuVdubIW8twKlP98W/kdj4bNbyCE9a0xosR1riFLZCnbi6vcIYQMc30F0a+LJm+G4KBmMwzDWtCMwi/OhD3hFro06oJxQ1s8uoyvPdOqM/D5AYBd5ujoyUnJec9H9qiX9MG03PfRlWC69mQOAlSllwZEeu5xH9mj7qJlsZcsmztS0GUAUKivTHMI0JetXZcSMx29JA95Sx++XPSF/sppBwHDI6QhxdUe/tEvuAQvFiduqKgL0IfqhmR1TUP+IRvSYrNSMou/ORfxN0/xyqgLRmgw486YuUnM35AZQsSNY6gSTHNHSmS6gWvo3WfDn75UcFKurOMu49p828EYphbs3lFCkVf+W1Dsq26h9/hFrSqqcocQ0qiM1vQYgcciVpPYPcdUU3uiNHmLW8jd5yKezSz+Wqlu4S6bxhAwEEKtrudK6Y/+0S+5hS4NiHm5rO48hBBtm4DTHgLEZEfPlbTcY64hd3tLH0nMcuzozeEumObCZximrO6cJHGjh2i5r+yxy0VfEaSK0btIN5XnKTBDcMisnoYQavGezOJvzoY/7Sm+LzhuTWHFKR0+wF15sy3r+HzyABhc0QAMVVkfJEve5iV50Ff2WHL2IbmqDvJWi6dzB0DEbxeEUK3tuFTwiW/Yk56SlaKEd0qqvQhSrb8SMNMPAhoQV2t8JYkbvSQPnAl74kLeRwpVI2Rj7dNlIjYWcbyhUClF60qqPQJiXvEQr/CPfjGz6CuFqpm7kq//t0X+UL8QzM/8bO5Iib5g6it7DB2c3SevQtDcmtWAqTFDcLT4olxZH5VudD7yWS/JA6LEtVdrfDXaLvQTYLeiMMyNbRqeLIc0xyRBKps6UmIzLLwlD3mKV4oT1yvVLfqyKXfYYsdICHoGroan7j4X8Vdv6UOSpE0V9YFavAf9BAA1bLJ8iznkmMQJeUNrbNQFYy/JA57ilWGpO7R4r9763zEQcBwCQKFQEUGqkrMPBES/7Cm+LzDmH7ml/5arGvQX80sj3XLhM2w1AgghReu6+gpSc46cDf+Lh3iFf9QLrV0ZXITolo3BU2aGEOmbCiBks9abO9IkSRs9Jfe7hCyRJm28Wnu2T17OXQwAebOHO/7YSwOSC0Ao1c21TbL4yzbe0ofdQpZKkjZmFX+LEwru4julAwyjkRDUtUSJEtZ6iO9zDbk7LGV7RX1gv6JafzHbH7jI0c1kiYWA84DkqvqqxtCYS+ZekgfcQu+VpWzLKf2RonXwjoVg6GQHQgjlqrqodEMf2aMuwQsDY/6RX/57V18B1yAakLfAORrV+mvx3sb2pLScY2fD/+oSvCQ47vWL+R8OKOvg7RD+FJshOHQOjNK9VZrW0hqvjILPXIIXuYfeE5rw9pWSfzV3pHJGFzCAv02c/4TrlcJQPeCIDb8h6uzNLaw4FZ66y1N8v0vw4tCEd4oqXRRqNAUYb5vunUKDAtR7RnJlfUmVR3ruCefAee6iZeLEDblX/9vadZGrY4mS7m4NBAwD27oz88t/lSVv9RCvcAleLE3aXFzlxq85D+9YCEbqP0XpKuoD8sp+8ZI84BK8KCD67xfzT9a1ROrwft4tt07/++QVV2t94y5Z+kgfcQle5Be1Kqf0X529ucOeMIm3T5qm3gxxxLBx08GNeY1t8Wk5R91Cl7qH3usf9WJUunFO6X86enJHvZcZ1zaN/Jsn8dH3VSnVzSXVnolZjkGxr3uIV3iIlosS15bV+aGdAfBOy7KZCDFDV6AoWtfQFpeY6eAWerd76L0B0S9HXzDNL/u1q69w1HtHhYD363VDMKCqK6p0Tci0C4z9h4domYfoPmnSpsqGEG4dAwDypvplt5L0whkURUtnem7Zzx7iFe6h95wN/2t46q6Moi+aO1K48Zh/r16Mo8h/AsIfJXNVR/RXNgSl5RxFxdvcQu8JjH45v/z3zr48dAHakwhvh/BvohmCPCSQ8wkhJCmNQtVwKf+T8xHP+sge9ZTcfz7iGVnKjvzyX1u6LhKUikshH/kolKo37MMwbIXWETdAAGgakN39xUWVp6MvGAdEv+QtfdhTfP/Z8KcSsxyV6iY0/EIWgNucmHuTiA8B+psglXJlfWrOkXMRf/OWPuIlWXk+8tnw1D2FFc5t3ZkkpWEYMGqR5bEhAGNDQNE00dWbl1/xW2T6Pv/oF72lD3lKVp4Lfzot532lukmt4UNwZ6wGTJw44QNAcvtsFKqGwgpn/6iXfMOe8BSvOBfxV1HCO5nF3za2xWvxXi5GMfJRowofjH0oGAAAAHJAWXe19kxCpm1Q7Ku+ssdQZl9Yyo5+RZVK06a/kry9iek31wwh4sw2Ny9FSQqdvQXRF81kKdt9w57wEC33lj7sG/ZEXIZlftmvzR2p/fIqlaZNq+sjKc1EpENRWoJUKtUtClVDc2daYYVzypXDflGrvCQrPcTLvaUPy5K3RaYbZZX8U4v38XjjTxb+PB1gGI0GAc0wdGvXpah0Q2nyFh/Zox6i5d7SR86E/yUh066w4lRr14UBRbVK267F+yhKO0b19yFEUhqCUCAIGtsT88t/T8pyOhf5jJfkAQ/RMt+wx2TJ26LSjXOu/ocgVTze6D/rGICIaxcnfAghw9BqTXtilqMsedv5yGc9RMu8pA/6yB4NT9t9peRf9a0xfQNlSnWLVtdDkCpmAsVMKFpHkCqVpk2hauzouVJS5XEx76PguNVekpWekvs9xCskSRsj0vam530woKzm77VCh1DB2yr/W2GGEPF8yOEeY1md36X8T6IuGCdmOpwNf/pU4JzTQQs9JfcHxb4Wc9E8LedYTum/CypPldacaWiNa2iLa2iNbWiNrW+NbWiLL6/3z6/4Pa/81/Tc44mZjiHxb7mLlrkEL3QJWewSvDAsZUdS1v7ELIeSas8R/AzuRP+zdoBhNA4EJTXeF/M/jkwzSMxy9JE96hw493TwQi/JA8Fxq2MvWaTnvp979aeCylNlNeca2jgI4upbYxva4srqzudX/J5X9nN6zrGEy3bBcavdQpe6BC9Cn8j0fYmZjklZ+8vr/Ebw8z8EwTjCb2xPyCg4GZdhHZdhFRL/xqmAWaeDFniIlvtHvRCVbpBy5XB2yXcFlaeKqzzqW6Ib2uKQ5JHwqxpFBRV/FFT8cTHvo5TsQ5KkjV7Sh04HzXMNWXI6aH5w3BspVw7HX7bJLvlhJD/TZxHg1pkhRMMmtEMXbgcghI1tCcXVHrlXf5Imbw2Oe91ddM/poAXOQXNPBc5xCV74R8DMU4FzTgXOOhU4yzlwzh8BM08HLzgVOMc5cM7poAVuoUvRXv+skm8LK5xLq72U6mbu1cOc2LFc2T83jQgoACQT9KtW1wMhrG0OL632ulLygzRpc1Dsa24hd+shmM2DYPYfAUMhCJp7OmiBW+g9vrLHLxd+kVn0dVGVW2mNt0bXzb0dAAp5Yf+zEAzXf4bm+ackTRM9/cVFlS7Fle4RaXtD4t/ylKw8HTTfOWieXv9ZmZ8KnH0qcPYfATNPB80/FTjnVOCc00ELXIIXe0kfjL9sk1v235zSf5dUe3b25nMvRXkqfP2H08AAIbrVZohPfGdVf7LF4EChUDUOKKo7erLbuzPbuzM7erJzr/5c2xxeVOlaXudXUR9UVHm6tjk8r+yXjp7stu7M9u6sjp4rnb15fNcXPZNLlJgmQp8+xJ+sjYRArmroV1S1d2e1d2fpIfhvTbOspMrzas3ZqobQwkrnmmZZQcXvHT3ZbV0sBF19+cNmcFxQA/4/BEOJ0S/j0IBghkpNpWkdUNZ29ua1dV9u677c0ZNdWOFc3SQprHSubhSX1viU1nhXN0nyrv63oyebxagnq7M3V0f085+DssO4yOD0lP/tNEMccZE8rj+MGuofXYJjBFMBoGh9QcjpDMA0oREQjH7u4ARliJJS/x+CCRJP+ACZpGFD6TXvHfEl4NaF7gjhTwszxCf+FJphaMDQqN4wl9ms/3UwSQ8MvWwa+px3Fv0/BLeRhgofjCF8bhV/VOHfeXZ/2pmhUWlERGMIwTtH3Hcu/T8Et5H+9MK/A8zQ+Bj8aZCYzvT/ENxG+l8Q/rQzQ8zIGcGgnz84HeD/F3J+KYNWYabLMuQdSmNBAMeYkbFg/D8EU0Hj6v9wmXP/BUOuvPOEPy3MECdQACgAyLHio9fzQLSLlZySIyX/F2jKIQAMzYPgDusVt5g4+XDCn3iIeiy6s/T/9i/YI+M9cluNQtXYO3C1sze3vSe7szevtMa7viWqqNKlpklaVnfuao1vbXN4UZVrTZOsuMqjszevvedKR29Oz0DpgLJ22KPQSafgT52qOzkaHwK5qr5noJSDoLjKo741uqjKtapRXFEfUFLtWdccUVzlXtUoulpzBkHQ2ZvTO3BVrqof9hYaEKiaAvx/CPQ0RPiAGHbuo0rT1isv7+zN6+jJ7uzNq2wIrmmSFle517VElFR5VDYEVzWEFFe517VE5Zf/1tmb19FzpaM3p7u/aEBRPcyKsfp/u88RGIdub/rikBMHaUC0dl0sr/MvqzufX/6bNGnTuYi/uYbcdTpowanAOS7Bi/4ImOUcOPePgFmnAmefCpzzR8BM58A5pwJnuQQvPBU453TwApeQxWfCnwxNeCuv/JfyuvMV9QGNbfGocAQi/nnz/5tD9IhAgx4CCCGEJKVu6UwrqztfXnc+p/Q/4sT1Z8Ofdg1ZwoOAlflQCGa7BC9EGaSuIUvOhj8lSlhbWOFcXne+oj6wqT2J71j9j0MwTP56/Wfl09FzpbIhpKzuXGm1V0TaXr+oVW6h95xGstWn6Y7M4GX1P2i+S/Aib9nDQbGvZhR+Xl7nV1Z7rq4lmts4CfWnK09D4d/+zRwKVT1BqtJzjydctvePesE19G7noPnOQfN8pA+HxK9JzHRIzz1RUPFHfsXvNc2yupaoYZ/aprDCCpf88t8u5Z9MzHSQpWw9F/HXU4FznIPmuYXcfTb8qfjL1hfzP8kr/w0dc8jnZ7qBcbNpbAgatXhfSs57cZet/SKfcw1Z4hw0/3TQPB/Zo6EJbydl7r+Y/2FBxamCij9qm8OQ2Ot5ENQ0yQorTueV/3ox/+OETDtp8pYz4U+eCpztHDTfLXTpuYi/JVy2v1RwsqDiVJ+iYhg//zsQjC38JgDoKyU/JGUfCIp91UO03DlovnPgXE/x/QExr8RnWKfmHMkr/zW//LfKhmBO5vWtUXUtkXUtUXUtkcVVnvnlv18u/DI5+2B46u6A6Jecg+Y7B85zCV7sK3s8Mn3fxbyPrpT+yBUm5/iZPsK/6WaIL33OV0RItHZdikjbGxL/pjhxnVvo3V6SBwKjX0nJPlxY4dzcmTagrFaqm3BCQVHaibyIpnGckKu1HXJVXUvXpdIa7wt5J0Li13iJV7qLlnlJHgiKeTUsZUd7Tzbk1b74X9jaOjoEgIYQNrTGhaftDo1/S5TwjmvIEm/pg0Gxr6XmHC2qdG3tujSgrFGqmwlCwfcoxyGaxnFiQK3pkCtrWzrTS6o9U3OOBsW+5im53110r5fkweC41eGpu3sHrkL9KQOQB8GfXf4ADNnayihUjTEXBSHxb0mSNnmK7/MQLfeLfD7+snVe2S/1rdH9imq5qhEnBkhKPZG3AEARpFKt7VSoGzt6c8rr/S8XfSlJ2uwtfdhddK+n+H7/qFXS5C0VDcFQXwiJvXEalNm9RYU+uKKTJKVVqpvTct8/H/mcr+wxL8lK/6gXw1K255f/1tmTTxAq7oSMYc/RB/BG+YxV3QYAmqS0vQNXr9b4xl4SBsW+6iN9xEf2qF/U8+Gpe2pbIjQ6tigtNzP/8/UEPQQ0DwK1Qt2UlOV0PvI5H9mjXpIH/KP/Hp62u6jSpbuvmCTVgKFH5qZfCwJmbAg0Pf3FJdUe0RfMAmP+4S19yFf2uF/Uqqh048b2BLSLDf5Ja61w3ZsTPgC0Ut2cV/aLf9RLZ8L+4im+73zkc6LEdVnF37R2XtTh/ejUuZHPYRi2ePH16D+gaVyuqq9qECVnHwqJW+Mb9oS39MHzkc+KEzeUVvuote3ovtu+1ebmlz3T290BZW1LZ3p67nG30Hs8RMv8o1+KuWheUPFHT3/JqPeOU/OJ/3xmOI1Z9kmlba+oC4i/bBsS/6aHaIWn+P6Q+DXlded79UVpp9VRfFNCwyDok1e2dKYnZu13C73bQ7QiMOaVuEuWRVWuffKK0e4dr+wW//kTh0Cpbrla4xuXYRUc97q7aJmn5AFR4tqqhtABfVFaAEiG9+Q7mrgxGP2h0Xa1dl3ML//dQ3yfu+jec5HPRKTtvlL6Q1t3xqj3jip/eB3CHy5AHT5Q3xKTnH1InLjRS/Kgh3iFf/QL+WW/cHUX/1Rlz/giQwcVaLSdpTU+YSnb3ULvcg25S5y4Prvkh5bOC/w52vjqfl1vh2Ngw13T3V9SVOUamW7oLXnQJXhRSPybhZUuqCsyt/XUhKmiQRnqg6BKdXNxlbskcaNL8GK30KXS5C25pT+1dV3m6fQthaCzN6+g4o/w1N2ekpXoVK/iKje5sgH+2YrAkhBCmsIrG4LjLll6ilecDloQFPvqxfxP6ttidMQA75abKnxm6I7l+rK6cwmX7c6EPekSvPh8xDM5pf9u6bww7AmTY2BydJNK4jMQQrRjuKk9SZy40VOy0lN8X2S6QUV9YJ+8kruY71LepDbzgeHXFVFr2+taolBJfNeQJaEJ72SX/EAQSshTi5vH1c2joRBACGFNcxgqie8pXhl90byqIZTLaWDYs6dv7kmEPAhQXtLgqQTVTbKYiwIvyYOuIXdJkjbmXv0JHQx/h0Iwsg8PKGsj0/b5yB5zF90rSlhXXOXR1VfAeSrc1l94M5vJPX/omTSK5s609NzjZ8Ofcgle7B/90qWCT9DZIbde+DfxgKABZV1E6p7zkc96iu+TpWyraZJp8V70E3dAELyFSjbIIUPT+rk6QSoa2xJjLgl8pI94SlZKkjaqNO38DYS3ksMbpGEQMAzT3V8iS952NvyvXpIHIlL31rfGcFUghh0QdMs5HIQAJwbqWiKj0o28JA96SlaGp+3W4f36K+8YCDgOuQOCSFKdkGkXGP2Ku2hZcNya4moPbu18mPW/lRwiE0PzDgjq7MlJufLu2fCnPcQrAqJfbO/OQiVfoH4p6RZwONXHJTI0hFCH9yEr6ym+LyT+rYLy3ylKp7/ydp7Vx38pwzsuDgC6pjk8PHWXt/RBH9mjCZkO+oM6mNsbups48ZUMQqjRdSVnHzgT9oSn+D5x4rriKg/eFJieDhDoh1wWAhoQFQ3B0uStXpIHfGWPpeYcQyXrGH1hsOkMAccbOwuj8byyn/2iVnmIVwTEvJxR+LlG28ldeXuPS4SD8ge89WKmrTszLkOIjkuUJm8dUNQwvHklvMnyn7LDo5F1Bwxo7kiJvmDsFnrP+cjnLhd+qda0QwghA3mz39s/7efrAccMRWnyy34LjX/LPfRe/+gXi6vc0MX

6x4=24

200

Which directions do columns go?

up and down

200

3x___=15

5

200

How do you read the x in a multiplication equation?

times

300

What equation matches this number line?



4x3=12

300

Does this picture correctly show equal groups?

<img data-fr-image-pasted="true" src="data:image/png;base64,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

Yes, there are 5 groups of 3.

300

What is the equation for this array?


4x4=16

300

6x___=24

4

300

What strategy uses rows and columns?

an array

400

If I jump 5 times on a number line and I'm skip counting by 2, what number will I land on?

10

400

Do Moby and Annie have equal groups? Why or why not?


No, Annie has 3 and Moby has 2.

400

How many rows are in this array?


5 rows

400

10x____=100

10

400

Read this problem as a equal groups.

5x5

five groups of 5

500

Number lines have to show equal _______?

jumps

500

What do all groups need to have when multiplying?

The same amount in each group.

500

Is this an array? Why or why not?


No, it does not have equal rows and columns.

500

9x____=27

3

500

What is the answer to a multiplication problem called?

product

M
e
n
u