Maths-
General
Easy
Question
Describe how would you solve the equation . How is this solution method to be interpreted if the equation had been written in radical form instead?
Hint:
Rearrange the equation and then solve for .
The correct answer is: 3/2
Complete step by step solution:
Here we have the equation ![x to the power of 2 over 3 end exponent equals n](data:image/png;base64,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)
To make the power of the equation as 1, we have to raise the equation by ![3 over 2](data:image/png;base64,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)
Related Questions to study
Maths-
Determine whether the data are best modelled by a linear , quadratic or exponential function ?
![](data:image/png;base64,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)
Determine whether the data are best modelled by a linear , quadratic or exponential function ?
![](data:image/png;base64,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)
Maths-General
Maths-
Neil said that – 3 and 6 are the solutions to
. What error did Neil make?
Neil said that – 3 and 6 are the solutions to
. What error did Neil make?
Maths-General
Maths-
The owner of a farming store tracks the cost of bubble wrap for packing pictures like the one shown. How can you use the data to estimate the cost of the bubble wrap for a picture with a length of 75 in.
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)
The owner of a farming store tracks the cost of bubble wrap for packing pictures like the one shown. How can you use the data to estimate the cost of the bubble wrap for a picture with a length of 75 in.
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)
Maths-General
Maths-
Determine whether the data are best modelled by a linear , quadratic or exponential function ?
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3jADmFJehGJBF1G9KhexJ1bVLpDo142K7p2NwNuP7FKURnK6B58eqXraCreJxxNE9pEBAHXYI4pIBUjdjkPtye3OfKNhFQk5KwOGrTevhoWldk9QCoYyD80Fwbfl5Y4ZwAqKMIqSCYnAipIJicCKkgmJwIqSCYXIVDahgGLpf/X70RzBRFISQkxNfdEMrgcrkwyrmGscKnYNxuN++99x7r16/H6/VWWueEqmG32zlw4AAffvghGzZsEDU0EavVyvr163G7y74vssIhtVqt7N69m4KCAjRxJ7TfURSFs2fPkpaWxpkzZ0QNTURRFDIyMujQoUOZ7RUOaU5ODm+88QYPPfRQpXVOqFrt2rXj/vvvFzU0oSlTpvDRRx+V2faH9kkVMSuXX5MkSdTQpBRFKXeftMIhlSQJVVWvvqJgWoZhiBqalKqqSOVcHSVOwQiCyYmQCoLJiZAKgsmJkAqCyYmQCoLJiZAKgsmJkMKVj2wKhHkghYAR3NOnnCNxlL2rFrL81xAa9OpBp5bRiFsJTK4kldULlvFrelP6PdiDRi5bwH6ZxZa0KJtTm77kP6+NYvRjL/DRkjRyfd0n4XepZ/ay46cPeONvjzLu8amszikikG8XCNQfnwo7u2AsfcbNZvtRFYggzGkRE2KbWdFJtk65nfb/2ETpJIEh2OTArlgQb0mzWPbCjQwd9zmH29zPiA61qYl65fSQgmnkHV3D/43uzR3v/ErkiL9zf5PS5YF+CCFIQ6pBznpmvfU96fFDePjR+xmaXINwVPQAL7j/yuHE1iV8+fkOlL6P88yjN9OhVqA9mqlswRlSw4AzGZxy3cgTU77l1b7NqOHUKfJ1v4TyaXkU53qwJj3K6x+/ybjONgrVMo7MB6Dg3CeVLBB3N9O33441TAZKxDDX7JS6NB82npmDwGEFrTgY4lkqOEMKoDgIreY494/gKbj/klHsIYTaAXTUIKpZcA53BcGPiJAKgsmJkAqCyYmQCoLJiZAKgsmJkAqCyYmQCoLJiZACEILDJiEjY7U5uORpKcFzOs6PyFgcDuwWAAVHSAhOX3fpGgreixkoInvPYU7poLgL2XO4hBJ0TmTsZfORcOoUyziialCnmiuY/0gmoqMW5nL6YCZnLBJa0QEOngLIYe+2LWyOduOwhVMjujqRDmtAbX2C9PtnAIf55V9v8E1xCR6Hk33LTpOLhY0LP2NixhzC7PVJHHQLo4ckU93X3RUAL/kZ65n/3IcscjmRvSpbdwHs4ct33mSnA/To7tw2ejjXNaoZUFvWIA2pDhxg4YzpfFqiXnLDcOa6+cxfBxBPh5zGDBMhNYkisk9s4ptvvmb+Jct3sWP2LnYAcJL4Ll3pJkIaCGSgKYPfmEi8R8UrgWK1okgGhqahaSrekkjqJbWlpq+7KpzjJLJhH+57WaaH3YosSaU1Q0Pz6uiGSklhPF0SA2/qmyANqQTUp/ej4+h9tVUNA8p5RodQhQw74TEdGDa+7McDXrpuYNUskPavr40AKrZf+yNlCLCaiZAKgsmJkAqCyYmQCoLJiZAKgslVOKSGYeB2u69lX4RrTFEUXK5AO0ERGNxuN0Y5c5NW+BSMy+Vi6tSppKam4vF4Kq1zQtWw2+0cOnSITz/9lB07dogamojNZmPNmjXl/oBWOKTn3ygzMxNdF1Pr+RtZlsnJyWHr1q0cOnRI1NBEZFkmMzOTLl26lNle4ZDm5OQwceJExowZIwrsh2RZJiUlhfvuu0/U0GRkWWby5Ml8/PHHZbZXOKSGYWCz2S68qeB/ZFnGarVe+H/BPGw2W7n7pBWulCRJeL2B/OyqwGcYBqqq+robQhm8Xi9SOVdKiZ9TQTA5EVJBMDkRUkEwORFSQTA5EVJBMDkRUkEwORHS8oipPH3MuLIE5ZxH/P1a+X8hg3T6lFK6kcv2ZevYvP8QhV4ViQjqNmtJ2w5NqRNiKa1vYN3k7ydK//AS+WSnrWLZ2jNQux29+jemWlmrS1CwaxUbN6axL6+YQskgIjSa5m26kJQYjd3PCxmkITVQ80+xbusS/jP+XWasW4eGDjio3+ku/vzSWEb2SqKu/9bVz0mgeSnOWMx3057m7xOPEN73TWaXE1JvwRaWT3ue1z5YypqS0oiHWOtww33/YOzTo+kcp/j1kDEoQ2qoJRyecRc3/W0Zp/Lq0uC6YaTUOc6yOZs4+PM0nhyvcWLCS7wxMNrXXQ0+5zd6W97nsadeYeqyU0B94kPLm/D6NPP+fAtPfbGP/bXq0bF1a5IKCli9cRNfTh1PxplcXp3xND1sVfkhKldQhhTDwJO1D6PXfTwz9Aa6J9clOkTj0aHzmPTcu8xe9yMbF/flwMBbaeDrvgYbycvOL/7J2/96nW+t3enYsxjvmoN4danMAWv+6km8s3Af+2NH8vSztzO8TTxur8SI7V/zxqS3WbxmOZ8vH02P/pFV/lEqS3CGVFao1u4u/tJ1JA/2bPLb5NdNIzm2chVrti4mY88WtmTdSgMxM3YV28UPU2ew/FQDej07jkFnf2Tur7vZU+ZNOwXsmPMFazNlqv/lXh68ZQD1z82K3aS1kzMZv7Dipb38Mm8zav8+fvtl9+eh+v83SbFRa8BzPH1xQAGIoX69GjSyQ0FJPvl5PupgMMvdx+GCZIaMn8n7Dw6ma7RKTolRxiydpY8KWb82HZ0mjL4+kbBLpq1PoH2bjgx3ZJK7biu/VtkHqHz++uNyjejoaKg6RITVoY6Yvr7qhQ7ixQW9kELCCUUlUy3vuKwBHCVju4Fa/zpax7kIv2wNV2g1omJKKCpJ53gB+OvU9kG5JS2TAZDP2RMF5HkjCHPXprqY0qnKGbKDsOrVCA2RAf13znLqcCKdXYU6JDQizmW/YosTGh5NrRgL+YX7OHz0mnb7mhIhPU8CtG3sTNvPHupRPa4+9X3dpyBU4bNeBpCTyynZgAg3bunKr7Ld4cIV6sLrPUPu2crsZdUSIb1I9g8LWLx1N2qzljTt1OSK4ZNgMopSuvXUNLQytrmGrqNrOpKkoChV3rtKI0LK+QvHfuHDGT8xd289eg4Ywt0Da/u4V4JQSoTUAIk8Nr3+AZ//dxd124/kvrsHkHSuTTAxTUMFUBSUMgbKkiwjKzKGoaFpVd67SiNCKkHh4S+ZMukzDiitGf7EXQxsFYZUml7BzEJDiTQkOJtPQRmzH3q9RRQXFWKxhBPqp0d2QYQUSGf2E8/z/QmD5PEvcEf/pHPnTkVCTU2SoE4czW0y7DvM0RIPl28sc04f41i6F7crgXoxPullpQjykBay6LGbee7ro9R++BOeu28gbSN83SehYmQghtgkA3nfUU5pGpfOyZ/LsQP72b7DgdsZR3Sob3pZGYI4pB62fvQ4Ez/biG3ovfz1z7fTL/7Ktcq7hVG4Ri75e9tw2hUUWUJWbFxyQRESUI+2neJQWMrcNacoubi5ZBc7Ny5jJbUIadWSVte+59dMcF5xZOicSZvFh69PY2FeGMP7DqO5LYMjB3WKNJAMA93iICwiiuhqIb7ubXCRvBQcPc7pAg+Eaew+kEteiU5h3lF2nDqKlOdBD4sipkYYdkJpeUM/Gk2exrLPPmdmjVvo0zgcJ/kcWz6Dr37cC/E30G14Kxy+/lz/g6AMqeYt5OfX72HKPqDVEFj3PZM3z0Y9f+xB91IclkC3gTczZlCSL7sahM6we8aHzN62n8zQUE6uS2WfXkzRvh95+5ndxBouXG1v4onRvYgHwvrcyYjo73h78Uv8OX0TPds2pEX+T6zYkMa2E43pcfvNPNG3lq8/1P8kCENqYOiH2LsFVAPYPIPZm8tYzd2W7Oo9uG8Qfv0r7H+Os37B10xfuZNLruRLX8riaQBuwhdGMPxcSKEdj302EddHbzN+1k8sT9NZjg1rzW7c8crD/P2hYTT0waeoTEEYUpAt1eky7nX+dQI01YOqXbYrpHvxOOJo2rFBMO+0+0gtUh54lKd6ZJJjVbBYLCiKjKRrqF4VTXcQEprCb4cP7IR3v4GRrkjC2+7geE4huhFFRGxTug5IIbGavfTAQjmPcPAHQRhSCdkSTfu7/kr7iqzu5wX2N4YRTbs7R9Puqity0VmyasS2vZ4H215f1hv6ff3EhuJq/LzA/qbCf+4Kr+f/9RMhFQSTEyEVBJMTIRUEkxMhFQSTq3BIdV3H7Rbzifgzi8WCy+XHt4MEMLfbjV7GnTzwB07BuN1uPvnkEw4ePEhJScnVXyCYisPhID09nVmzZnHo0CFRQxOx2+2sWLGi3I1ghUNqt9tZtmwZu3fvxhBXnfsdWZbJysri559/Ztu2baKGJiJJEidPnqRXr15ltlc4pNnZ2fz73/9m7NixeDyeq79AMBWbzUZKSgr33HMPjzzyiKihidhsNt59912mT59eZnuFQ2oYBk6n88KbCv5HlmUcjtIrkUUNzcXpdJY7uqnwgSNJkvB6vZXWKaHqGYYhamhSXq8XqZyro8QpGEEwORFSQTA5EVJBMDkRUkEwORFSQTA5EVJBMDkR0vKIC3LM6f+nLn5+dVUQTp/yG13PY+eaX0k9lEGhV0UijDqNE0lum0C003LZFB1C1fFwaPs2tu5II6ugEFlyUS26AUkdWpAQdensuxSmsXTBrxwrKMRrcFGIdTRvOLUbt6JLzwT8ec7z4A2p5yybti5i6tNv8ematajoQAgJXe9h7EuPcEuPZtQWAa163iLS0tcxY+IHTPtiHsc9hYCMu/ZAxrzxFPfe1oOmFz/G8PRC/nn3WFYUlrW1jKP9sBf4WITUD+keWPMSN414j6NZNYnrO4S2tY+zbN5m9q2ezLhnVDKfeYFXB0T7uqdB5+yipxnz9Kcs3mYjKqkLA1IMMjdsZtuO+bz5QjZrz37Mqocb//YCyYLVbiOxRlfqt4jC6dTPjW49lBQ1olWXFuee7eO/gjKkhq6RmbqMova38uT1g+jRJo46bpUxg+fxzgvvMmf1Bnb+spezA6Lx40eI+KWSzB3kxnfixhuHcVuvFsRXV/AeW8e30z7gzdkb2fX1f9l077O0vTAZsoShqdQd8iCjbm5OXJgHrwZgoOtuwqNi/HorCkEaUiQFI643Yx+/izF9m1Pz/PKkmpz6eTVrdmwn68B+9tPdr58h4o/sCf25fVRrOvfpS/vzQUxqQo38AyyavYMDOxex/MiztE347TWGpuFqnkJKt4Zl76L4+bGFoAyppNiIGfIaz1/RUpeG8bVoYllBbuFJsovgsqcECddYaI+neOyKpS5CajWgYwzs1M+QnQVcFFJJAr2kiMICoKz7pv04oCBOwVxGQVFkFB00VbvieZeC7xgY6IDd2pD6sZe3gSQpWAJ0kyNCejFtC+t+TWWVoxn1UzrQQWxFTaIYb3Eep4+CTW5AncseCOyQZE4XHObAoUyOpR/k4OnTqBe1+/lp0uAc7l5QksPZEhlDKqIkN4fjSz7l819OQdc7ue6GDoTi97szAeI4x/ZuZjOhWOOTaHpxk6GienX2LJ3BJyfrEC178EZE0jC+Ka2atqdR0zhq+vnRv+AOafoqVu70UiIdJWvtAt74z0L268nc8Y9B3JxcunMjAup7JTs28/OPCznkjqX10A7Uv7hRduCsFU3Rsi+YtUICJNA9eDUndZJG8dzE5xg9INJHPa8cQR3SzFWTefjp1RzPK4ISDS/gbhFDfGg9rEDpnpAkguojpaOYw/yy/BvenuMhKnEYLz522fNia93MB8t7UehV0TGQLQ4KDq5m8oQ3+HD127z/gU5k4jvcUtcnH6FSBHVIXSn38tTTvckvBqujCG/malauOMTcCc9jzXqI++/tQszV30a4BkofhqaSuXQ2H7+ygNPujox95gH6Xr6iJYza8WGXLqt/M09lp5Nzegf/XbGKb+Yf5KbR9f32y+6v/a4UYckjGJt80YKiJcSPf5m/vjWDtz6Ool6fLtxTz2fdC2qSBEbhar6Z8h9+PKbR6fHR3HtrHParHiUwABsNB/ViyJrW/HfSSY93aOcAAAweSURBVHZu2cZZ6lOtivpe2cTR3Ys5+3Dbk2N5cFg9sndtYe6SNF/3KIjls+b995nx3S4s193L/Y/eSjPg6kcJzrVbQ7CHROBExmK3+fUX3Z/7fm0oNmSrDU7nUJCRSbGv+xNszp0u2TX977z8ytccSrmdx599nZHxv/+yK97CYsNutyOhoaqlt0/4qyAMqYHmPc7qydPYcKjwyuYTW8k6ug8cNnS7E8eVawjXyrmR7LEV7/L+pCnsjW3FnU+NZ1Rnxx/aL5MA7871rF+ynMLQcOo2SvDboS4E5T6pga5msvKd59l3XOFMzzYkxEVgtdnw5qezdfYcftkGNGhGy3Zxvu5scJFAzV3F15NeYfoWjQYPj6Rns2qomekcLDFKB7KSguKKILZ6KHCGfdt2Ukgobncosqwgy14KPSdZNe0zZq/Ix9WlA9f1aOLjD/a/CcKQll5C5q5xnM9ffoCPX2zK8OEpRMdUY8/3c9iYnk4OSQzqdSNjete8+psJlWr75IeYuuI4Z+P64j6dwYK3JvDt+eszDR3NFkZk25uYeH93YB3vPj6UjWeb06BpMk6HC7s9ncWL17N7dxaEd2Rg/zu5v5V/DxiDMKQyij2BWz/6CmnyR7w/7we++XY3hg64Q4jp+ycevu1+bhvckT+wGyRUilwObD/BsRwgZzFr0pfxM9ql+5PW6tQ43pqn7u9OLTox4vaHyZ6ygtmzZlKonrsY0CERetMDPHnvWEZ1aUKIDz5JZQrCkIIkhVCz8VBGPliNWh06sWNPEZ5CDSMmmkbNu9Crc1sauJTzJ+t83d0gotD05glMaH6KMyU6hq6jXXzdraGjW8IIbdISOwARtB00ivuc7Wi0J40CjwdZB2pEUa9jXwZ1bEm0Bb+vY1CGtJSFmom9GZHYu+zm0lsrqrRHQc9wkzhsLInDKv4SR+1Eet6eSM/y3hLKfcaKv/Dvwfq15N919U/X4G8eCGUUIRUEkxMhFQSTEyEVBJMTIRUEk6twSHVdx+0ua5YnwV9YLBZcLpevuyGUwe12o+tlX2Fc4VMwLpeLmTNncuLECUpKSiqtc0LVcDqdZGRkMHv2bE6ePClqaCJ2u50lS5aU+wMqGUbFpmnq378/ixYtonr16lTwJYKJyLJMdnY2drsdp9MpamgikiSRlZVFv379WLhw4RXtFd6S5uTkMGnSJB577DEKCgoqtZPCtedyuWjbti133XUX48aNEzU0EZfLxVtvvcXMmTPLbK9wSHVdJzQ09MKbCv7HYrFcOK4gamguoaGh5e6TVvjAkSRJeDyeSuuUUPV0XRc1NCmPx1Pu5YviFIwgmJwIqSCYnAipIJicpbxxsDhELwi+J0kSFhFGQTAvwzDEcFcQzE6EFCh95ksZS8Ugw8fKqUvZq/7h9/EXQTx9ysUkpMJD7Nqwiz3HspFjmtM8qSUJkeI3zLckJO9pTuzazvodx1EjahLbshspMdZLVzs3X29JxlZ2bN3Hgdxiig2QQpyExzcnsVFT6vvx4w9FSM/b/QWTH3mN91JzsXQexasT3+XJTjZf90rIXMviN57gns/TUGsmcus7q5k1MuLSdSQDTT3I+k9eY9Lb37HwdDEFABFOqg95lL+Pe40n2vii85VDhBQAlV++W8DKfbkAhNisWMRG1BQOblrL/GVpqIDNbsOqlLXWHj4edBsvLzpGQcvhPPBoRzo21Ni5eymLMvazK30XtGlWxT2vPCKkAPv/jw/mHKVG22Ri0/eTrWoBMYGV38tawpw5K0mz1iOlk53Nh/QyJnAsYNunLzB10XYibnyOsQ/cxOAWNakVbtChQ3u6nSzEUbu6L3pfaURI0Umd/gnfZcbz+JhkIlZkM6dQu/rLhGsuc+kc5q3NwZkymKENdrNx7/ErVzLS+P6tL9gR1ZvnnniYR7vWuPClDguPpn7CudX8eOpdMahjOV99vIui1jfSu008cUoxquGn1QwoO1g+dx07va3oeH0vUuxnoay6pK9maZpCw3v/xpBmNcrd6vhrQEGElD2TH+OTjKY8MGYgHVpEUuwRW1EzOPnDJGYuOkHCwFt4cHh98gvVMtc7tXYpqcV16NChEbWjynkzfz7/QrAPd7VUZn60nZy2LzKwdQJ25Re8up9X1M+Vnk05weLZK9nmbM7I/t1p5E5nWzl1OZq2gXytJbGuQ6yatYL1azaScTYPSapJg+Tu3HBrH9rUdnHVB4SbWBCH1EP2kil8uacu3V/tT3JN4Jjq7z+6fk8CtO2f8/16jcjug+jXJRLO7i3nIcBFZKQfR5Eak7rg/9i1P4t1O/eTr56m6FgBzui17JM17r9zMD0i/ferHqTDXQP0g8x8eTJ7G9/PmKFNibUDYqRrAmdY8P40Vhe1YuDw6+hTHfAYZWwEDeAIxw5bkZWlfP3eDLYpTbjt1XeYPvtj3n6+D431n/nspVd5ZvruKv8Ulcl/f17+F7oEW7/gX2sNOrx4C82iwvx1JBRQDEA6NpePlu/B3u4RuiQ3rMBWRMej9mbEpPE8NqQlTWq6cFglpJaJxEdFMuGvP3Bi0RYOPZbkt4+yDMItqQHybub/8wvSW9zNUzcnEn9+uh+nFYsiIckKdoftt/WFKiFxhs0TP2OV0o/ht1zHgPMPWg+xY7dJgITV7rzoFQaGbqARTUqfzqQ0qEGkO4QQuxOnsyGtWqWQVPM0WYeWs/aMDz5QJQnCkBaTs28ub323m5DE62ms7+dYRjqHjp4kd89JcvIN9OI8Mg7sIzvrNDmFYhtbZYoWMWXGSgrCOpJUTSf/xGEOHjlO1u7DHDmpgu7hZMY+TmYe5VSeBIQQ4jaQOIOs51B8+fspDtw1IL94J/v2+eDzVJKgG+7qhYWkfzWTxUD7PQuY+OoirFYDQ1ZwHDnC1gMqWFOZ/dFreLe2o9PQ0dzU2te9Dg5Zs//LQt1LzKlN/DQ1i7VhXnRJwXomm7SNeVCcz8qv3+Ol3S6aDp7ImL51qdfQipVdpB8upqgFhF602dF1DU0FRbZj8+PLsIMupBg6WmEOAOs3fML6DRc3ypQOb7exZ/5WJh88irf9PdzU2u6DjgYfvfgsZ/Pg9OkFHNh/cYt07j+d3KVTmLy+Br2bPcWYvrWoG5+ERV5PZpaBxwM4fntVUUEu2cfAGRVDnegq/SiVKuhCKtlcxAz4OxMsx9HUErTzR3QVK87Tm5g9bwnbtKb06dWT3p2SaZHg0+4GFXf7B5nwSg+O5xSBYZTezytbsRUcZNvahXy7TafldbczrG1N6rYt/eGMrROPrqxnxcINHL+pAXUvhDSDgzs2seBECGFtWtNShNR/SNYQanUdzfNdy2g89RUndq9jW0k3RjwziQebli725+s+/UlIyxGMbVlGg7qDH5/dzbf7PXR46C0mDPityd6oDU2ivmLTj7P4fn40YT0bEY4Fbdf3zJ63hlP25gzt24vmVfYpKl/QhfR35RZQ4tVBLaEw1wOU7siIgPpYTh75xSoYGiX5OcBF95O2up1HO0zkiQXf89IdqWy4vhMt3CWsWLOKDUeyaN7/HkaNaoMf75KKkF5CK6EgLxvDU0Bx2ZeKCr6gq3gKcyHbQ4Hn8lNiMdz49nT0iGd589NNLJy/n58Aa1Rj+vx5AmPvHk5vP39ipwjpxaq3ZfjDE6intqBLvTLvLhZ8wVWPFoPH8XgdjY5JzssaZcLiBnLj6EJCEn5lc1YBZzWVGg1b06n/MLo2r4bDny/cRYT0IgZGVArDH0ph+PklYl/UBAwMVxwtbniUf99wfsllkTMgotNwRnQazogyXu/PAYWgvJihPNIVpRQBNYMy6nLlKr/7en8nQioIJidCKggmJ0IqCCYnQioIJlfhkOq6fuFR7oJ/slgsuFyuq68oVDm3242ulz3/xB86BTNr1iwKCgooKiqqlI4JVcflcpGWlsY333xDYWGhqKGJOJ1O5syZU267ZFTw2Yd33nkns2fPxmKxUN4zTQXzMgwDt9uN1+ulpKRE1NBEDMNAVVWGDx/OZ599dkV7hUOan5+Px+Op9A4KVed8MMUzac3JZrOVuUtZoZAahiF+eQWhCpSVtQpvSQVB8A1xCkYQTE6EVBBMToRUEExOhFQQTE6EVBBMToRUEExOhFQQTE6EVBBM7v8BqeWHs9mV5q0AAAAASUVORK5CYII=)
Determine whether the data are best modelled by a linear , quadratic or exponential function ?
![](data:image/png;base64,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)
Maths-General
Maths-
Do the data suggest a linear . quadratic or an exponential function ? Use regression to find a model for each data set.
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)
Do the data suggest a linear . quadratic or an exponential function ? Use regression to find a model for each data set.
![](data:image/png;base64,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)
Maths-General
Maths-
Determine whether a linear , quadratic or exponential function is the best model for the data in each table .
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)
Determine whether a linear , quadratic or exponential function is the best model for the data in each table .
![](data:image/png;base64,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)
Maths-General
Maths-
Determine whether a linear , quadratic or exponential function is the best model for the data in each table .
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)
Determine whether a linear , quadratic or exponential function is the best model for the data in each table .
![](data:image/png;base64,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)
Maths-General
Maths-
Give an example of a radical equation that has no real solutions. Explain your reasoning
Give an example of a radical equation that has no real solutions. Explain your reasoning
Maths-General
Maths-
Kiyo used a quadratic function to model data with constant first differences . Explain the error kiyo Made .
Kiyo used a quadratic function to model data with constant first differences . Explain the error kiyo Made .
Maths-General
Maths-
Determine whether a linear , quadratic or exponential function is the best model for the data in each table .
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38iqOpPoaRyw/hJvJ7JiI/A8UvIET7PalX9s9jxQfFqV3I9PGbdq3sqN5nAdP3BnI1JIyI6BC89i9j4/tVqOmgm/gwKka592Yz6VcvrvoEEB4kb3J+EpFfRhH5vWxEfgaJH4FBSq8u8BKHFg9jeFWN7rsTbDAu0Zie3+1j7427BASEEqoIMtRzH8dW9qJrxfxY63qHltV60nXSL/x+0Re/EPkOjycR+WUUkd/LRuSX7fHVfm9vkP81gt23sHZMKxpaPJ7h1Zg6YdvoUybuOIOH8rcK9A8iwE/9AqPzeBydwVfNylNB3U+NeTmqdJjEzD+ucE4ZPsu3tz2OyC+jPCW/3TOZ2sKWStpaKoam6mhGLBP5PR+RX7ZH6akF3yLg2hkubhnEmKYFHw931djWp8qwHaz/y1sp0gBFfH5Kb86PkCg/vK/sZvvQprTVvnTycYzLvE3nRcf55XIoYYG+8r29SkR+GeWx/EJuXefsrsl8Xd+Ikto6skJTdhiDFh3ANVSRnyx1+Tsiv+yOr/qcZRTe7sc5MLsV/Wvmw0xjgrGxCQ4NetN32UX2Xw4nPPh/35j15EvLzy8fwtgW9liZGGOsMSafSxvenPo7P54N1N73C8zjryBSI/LLKE/1/PbOZnrrwlQzN8HEpAQmNcfy4Qrp+T0fkV92R5Gff3A4XpfOcmztp8wa1ZNeffrQR8lHUxez5qg/F73DCfbz/vutGr7+Yfh7Xcfn2Fq2zh3OwL7q/u/Sd/TXfL7uGPtdfQkOUM6bh185/iQiv4zii68ykggI8cLjrx/ZNuUDPuun1tFI+oxfzYp957gc6I+ffCfM3xH5GSBqEXorMvO8cJJzJ49y7Phxjis5df4iHtf98PJRivCZY9Thr3LcDQ8uu53kxF+P9z9+6gynL3py9brSpvQSZcJD5Pei+Pr54HXtEpfOneC0to5OcvzMRS5euY6X+rSQ3Df+OyI/Q8TbWykyP/xDbhJ+K5ro6MeJvBlGWKAPfr7ez67bU/dXr9yBoYRERBIV9Xj/qNsR3Azx197r85anPLQR+WUetU58/YMJVurolraOIom+FUpooO5JIamjvyPyM0h0MvMPJCBIKUTlg6kmSH2dvSKyDHtwfgH4Bwb9vX+w+iosf19Flnr2zaMR+b046pNF/oFKvWnrSKmnIPUCKrdMno/IT5KrIvKTZFdEfpJcFZGfJLsi8pPkqoj8JNkVkZ8kV0XkJ8muiPwkuSoiP0l2JVvkpx7s5+fHnTt3CAoKkkgMFrVg79+/z3fffUeZMmWYNGmStu5u3bqld3+JJKOodaN6q3v37i8vPzc3N2rWrEnPnj21xZeYmPj3mjaJxBB58OABKSkpLF68mLJlyzJ9+nRt3T18+FDv/hJJRlHrRvXWu+++q/WY6jN96JXfxYsXqV27Nq1bt2b//v2cOXOGw4cPSyQGi/rky/nz5xk3bhyOjo6MGDFCW3cnTpzQu79EklHUulG91bZtW63HVJ/pQ6/8rl69Sv369bVF2L59e7p06cLbb78tkRgsHTt21N5mqV69OlZWVlSuXFlbd+p2fftLJBlFrRvVWyVKlNB6TPWZPvTKz9PTkwYNGpA/f37Kly+Ps7Oz9qdEYsiodVa0aFHMzMwoXLiw1J3klfKkblR/qR5TfaYPvfK7dOkSdevWpU6dOsyYMYOZM2cya9YsicSgUetMvUltZ2dHhw4dtP9bak/yslFrRvWW6jA1qs/0kemEx8CBA4mLi9PeQJRIciJr1qzBycmJuXPn6m2XSLIS1VuDBg16+QkPV1dXatSoob3pLAg5yc6dO3FxcWHVqlW6LYLwanz44Ydaj6k+00emPb/BgweTnp6u2yoIhmfTpk3a+zULFy7UbRGEl0f11pAhQ16+5/dEfu+//7527ZUg5BQbNmzQym/BggW6LYLw8qjeUjtvIj8h1yDyE7IDkZ+Q6xD5CdmByE/IdYj8hOxA5CfkOkR+QnYg8hNyHSI/ITsQ+Qm5DpGfkB2I/IRch8hPyA5EfkKuQ+QnZAciPyHXIfITsgORn5DrEPkJ2YHIL6dIuctDbzeuHfqTw/v28csvv7D311/Zf+AY7pcCiHyk2094ISK/FxHNo7AzuB09yMEDl7gcdJ+HylZ5Av9ZRH45QiLxvn9yatYwJrVtQtv69alXrx71lJ8tmndk1CdL2H36FrfTdLsLmSLyy4w4iNzH6Q19Gda+JS2bTWLyj574Ki1SXs8i8jM48cT4HOD4vMF8UrsA5TUaNErMTE2x0v5ujH3x5vT5eDXbzwQQkaj8n6I7UtCPyC8DUiKI9vyJ35e8y6j21hTW1lcXesw9ibvSnPp4L0GHyM/ApMRc5dzC/oyp5UApKw0mtrbY1a6t9Pia8061apS3slEK1IYipRrS+ZN17AxM4q7uWEE/Ir8MuLGNX6e1pXWtwpQoqIrPREkP+sw7hYfSLPJ7FpGfIYmPJMptMXM6OuCiMUPjWI+6A8fw8aJFbFi3jh3z5zNtWA8aVyuIiXKVzl99CIN+DeNGrNydyQyR37MkPwwh5OxP/PZ1B3o3yI+pY3mKFVcutua25DPvx6DFZ7ms7CfyexaRnyEJ+4uLi9vTwUkZ5lpUxerdpSw+dBWf8HBu37pFdGgogRd/ZtOMtlR1VK7UBZtRbuJRDgQm6E4g6EPk9zTJ3PHcxY4P36BLmYIUrVyVsv0+p3/3lnS2s8be8j36LhT56UPkZzBSiL24ih/7F6a8pSI/5760WufP9Thd89/c4fbFbxnbvjiFjcph0WoZy05HEatrFf6JyO8JygghNRjP7eMYUcKcsrbVqfvpTL7+7RjbpvdmRFELilr2ovf3Ij99iPwMxgNC/vyGWQ1NKKaxoFS7KUy/mECUrvVpkqMOsmNsbd4wKoBNyU/4fK8vobo24Z+I/J6g6CzZjTNLRtDLsS5te33HMu9gvO754ra4B+/bm2NnLvLLCJGfQVDv2YVxdcuHjCpugq1xJRqO3safd9W5Xz3E+3Bxbkt65jfBLn8PBq2/yBXlFHLnTz8ivyekKZ/ga1z/dS0LPl7M6r0+uotmCNeXdaFPIXNszXrxrshPLyI/g6CWmSfnFvfhXUsbLAp04Z25p/BMykBo8TfxXtOBIWU1FCrYlC4LTnAqUYo1I0R+T1CvkLHE3blFWMAtIh8k69by+eGx+LH8Cor8MkTkZxAUyyWe4ODUt2lhao9xudH02+RNZEarTOPvELFzIJ/W11DQ3oXm3/zBb9Haswh6EPm9gOQbnF8o8nsRIj+DkAD3f2fPhGZUyVcETZ2vGPpzCHEZyS/pPjH7xzO5tTG2dkWp+ckutgepz4UI+hD5ZU56sheuIr8XIvIzCHFwZw8/fdoIJ2tFfo2+YcTecJIzqr6kB8Qd+YYZb5so8itI5VE/stlX5JcRIr/MEfllDZGfQYhX5PcLOz9rjLMqv4YTGb4njMQM5Xef2MMTmd5OlZ8dVUfvYIufyC8jRH6ZI/LLGiI/g6DI7+4+do1rgosqvwZfM2x3KAmZyO/Roa+Y9pYqP3uqjfmJrf4iv4wQ+WWOyC9riPwMgiq/xz2/Crqe37AX9vy+lp5fFhH5ZY7IL2uI/AxCHES/5D2/o0/d8/voRzbJPb8MEflljsgva4j8DILS87v3Kz+Pb0olK0V+9R7P9sZnIr9Hh75gWltVfoWpPnYnPwSI/DJC5Jc5Ir+sIfIzCEmK/46xf3I7mpjZY1xhNP03exOV0Z8p4QFR+4byxRvqOj8nGn/1G79Eas8i6EHklzkiv6wh8jMISpmlX+bM973pYW6LeaG+dF14AZ8M1vmlx4dzY9U7DC6vPuHRiE7zjvOX0nmUv6p+RH6ZI/LLGiI/g6A+xBbM5Y0fMKKwFTYm7Xlr4l9c1LU8Syqpce4cHdeYtgWMKZivCwPXuXFJEWVGa6LzOiK/zBH5ZQ2Rn8G4R+CvnzO5ljVFjGpRZ/AO9j7SN5R9SELYJlZ0dMFZY4OV/SjG7fUiSNcq/BOR34vww31JV/rZqfLrTZ/FblzTtQj/Q+RnMJKIOb+EjT2KUNbSjsKtpjDZI4n7uta/SQ/mzuEP+bCmDZaakhjV/56FJ28Ro2sW/onI70WE4LmyOwMV+RUy60P/5ZcUHQrPI/IzIOmBf3BqZkMaF9FgVOotWs76iz9u3OX2/VhiYh7w6N5Noi9uZd+EmtSzN8aoUEvKTNjPbz5x8jqrTBD5PU066SlJJD96SOyDB8Q8fMiDu+4cndWRHrbm2Jp2o9u3Rzj1MIZ7SlvMo3hik1NIkQIT+RmUR94EHxzDsAoWWGkKYVPzPbp8tZZZWw6y++ef2L9hIks/bsU7FU0x19hjV3s8I48F4xsjd/syQ+T3NEkk3PIl4M/fObp9B7t//ZWfd65l9nuNaWRhjpVxcxoM+Y7Ze3ez85e97Nx/miPeEYQnpeb5e4AiP4MSw8PwXWx6txmt7W2wsciHpmwTSr05iG5d3mFAUwfqOJpjmq8g9o5d6f7pXg4+TFaXSAuZIPJ7mvvK6OFnfv5gIGPadaDbu+/SpUtnGpdyoJD2qysdKVC1JQ16dKVTzx50Gvg1Y1cd58TdeP0v1s1DiPwMSjppKcH471zImsHNaVnWVClGIyUFsbQww1ZbnIWxqdGVAd9s45cz4fK1lVlA5Pc0YQTsn8nkcsWpZGKKpbU1FpZWSl2ptfUkSt3ls8TcKh/mto2o2WM1W4Lu//P+cx5D5GdwlCHsPS/CDi9j+fjutGxQFecKFahQwUVJU6o3GcmgGds54B+Z56/EWUXk9zThBP21iG+b1KWZtq50cXHBpWJFKlZUfro8tb3CO7zVZyM7gx7wQHeGvIrIL0dIVkYnvvi5HWDv9g2sX7OSVatWs3KNMiTeeZrjV6XH9zKI/J7mIfdD3DizdSNbV69W6mqVtrbWrF/Phk2b2LRJ+bl2DWuV7avVrPyJHXsu43U/QX3lbp5G5CfkOkR+QnYg8hNyHSI/ITsQ+Qm5DpGfkB2I/IRch8hPyA5EfkKuQ+QnZAciPyHXIfITsgORn5DrEPkJ2UG2yC81Vd4UJuQcGzduFPkJ/xrVW68kP1dXV+1Bw4cP120RhJxhx44d2qcVVqxYodsiCK/GiBEjtB5TfaaPTHt+Q4cO1W0RhJxh27ZtODs7s3TpUt0WQXg1hg0b9vI9Pw8PD+rUqUOLFi20xahejSWSnMjIkSMpVqwYAwYM0NsukWQlqrdatmyp9ZjqM33olZ+npyf169fHzs6OWrVqUbt2bYkkR1K6dGksLCwoUaKE3naJJCtRvWVvb6/1mOozfeiV39WrV7UHqVfgpk2b0qxZM4kkR+Li4oKlpSVOTk562yWSrET1luov1WOqz/ShV37u7u5ae7Zr146DBw9y5MgRiSRHMmHCBBwdHbXDX33tEklWonqrffv2Wo+pPtOHXvmpsyM1atSQ2V4hx1Hv18hsr5AdqLO9qsdearb3yVIXdbZEEHKS7du3a+W3bNky3RZBeDXUztsrL3WRJzyEnEae8BCyA3m8Tch1iPyE7EDkJ+Q6RH5CdiDyE3IdIj8hOxD5CbkOkZ+QHYj8hFyHyE/IDkR+Qq5D5CdkByI/Idch8hOyA5GfkOsQ+QnZgchPyHWI/ITsQOQn5DpEfkJ2IPL7L0iLJzEuhpiYWGLjk0lJB+U/IYuI/PSTlpxE/KOHPLh/n3v37nP//gMeKDUWl5CCfEL/icgvx4ki3u8n/lg/i9lT17BuzzV8ElNJ1rUKL0bk90/S0+7hc+4o2xcvZOpXX/HlF1/x9ddTmKLU2Ppd5/G4GUuSbl/hMSK/HEPp2yVFExP4E0eWvU2/N4pS1LY1bYfvZv+jZOJ1ewkvRuT3BKWmUuKJiwnF/dweFo4bSZtKNShsb49d4UIULFgIK+s6NOj0JTN2neX03QQepekOFUR+OcdNHpxfydpJ7ejZKB+FjTVoNNWo3m0zu2OSidXtJbwYkZ+O9BRSQ09x/qfJjB7Yjvqly2GqsUdTQBFfqXyYmag1piR/Ner3+ZIhP1/j3C35mtkniPwMjVKgybF3uee6hX1fvkHjavYUsLXCWiu/xjQesJ1flZ5fnG534cWI/HSkJZB0Zi5rRzhTskRhChSuTOlqXXhz8HCGfdGPXj3qUqqYNfnMzTEpXA3rPqtZcCKSJLnHrEXkZ2BSE8Lw37+EtYNb0rGKKfmqNqBs3UY0KmZFYUV+TQbt4DeR30sh8tOR8oi4P8Ywv19RCjdqTYNh05i6cjc7jhznuNsB/vhtGYu+7khrFxvlQmuGpmQfBq1yxSsBucesIPIzKEnEhh7gp+Fv0K6ALQ4Vq1Nr3GI+++ZjxteyxUlTlwb9d7DvocjvZRD56UiJJf7Et/w4rx/9lm1nsUcENxOSSEpJJTUthZTkW8R5r+X7/rVxUIe/GmdaTNjOntvIbRYFkZ9BiSDy7Hy+qFaKStb1af3VShad8eHIzmnMaWhLOU1t6on8XhqRn460ZJJDzuJ18QAH/G7io3cy4yJHpnfkzfwaLDWmVBy0mKVecF8mPkR+hiWA2ycXMaltT/q8t4hNvvFEKVfkiEOTmFk/P8UV+dUX+b00Ir+nSEslTUnG0xgBuC/vy2AHDQU0xpTvv4iFV+CezHuI/AzLHR4FnePott/4/aAPodpt6UQf+Zrp9fJTTOT3Soj8XoZQrq4ZwIeOGgoa21Jt2GrW+UOMzHiI/AxLOunpacrFWcnfxfaQ4P1fM7VufhxEfq+EyO9l8OPC4t4MsNdgq6lIs/E72XcPWVeqIPLLce4T8KfI798g8ssq6o09D/6a2pFOFibYaJrzzrQDnEiW2V4VkV+O84BAkd+/QuSXVZSqerCLbUPrUlNjicayP/2XX8BLaZH5DpHff4DI798i8ssiiRE8PPMF37S2o6D65Ef1KUzYE6xUoCxyVhH55Tgiv3+LyC8rpJIWcYyTU1vQtpQGjVU9HMb+zKbLD3XtgsgvxxH5/VtEflkhnJsnZ/NlYwfsjaywcRrJB797ceWBrHF5gsgvxxH5/VtEfi8ikbiwvfwyqQ21TS0wKdSEFkN+4tfbsfJkx1OI/HIckd+/ReT3IrzwWDeKEZULYaMpRJl3pjDrcDgRcqPvGUR+OY7I798i8suE9CjuXl/CgnYVKK/RUKBkVwasOsn5RPUuoPA0Ir8cR+T3bxH5ZUxixFEOTWlOhwJGWOQrQ71RP7P5+gNkmuOfiPxyHJHfv0Xkp5+U6OtcWDuWjyppKG5VkvLdxjPl6AN85f31ehH55TgxBD0vv0cp8rjRSyDy00cUgftmMLNlWVxMNRRrMpwR26/ifl99sZqgD5FfjpPIrWOTmdVAfatLXRoO2sNB+fO9FCK/50i6S5T7JtYNqk2zAqY41mhE7+WnOBGjaxf0IvLLceIJP/yN7pVWdWg48Gf+VC7NcjM664j8nuWh/wF+m9CCTo6WFClejhYTV7HNJ06WtbwAkZ9BSSc9+RGxYSFEXL+Br68v3n6XObJyFB9VsKGwphpVuyxmicc1Lvn54OUfjH/kfe4mpYgMM0HkpyM9nYTb7rhuHMGIqkbYawph06g7Qzce4Zh3MMH+vkrN+eDjo8TbC2/l5/WAUMKiY0hNlad7RX4GJZnkB974/LiRn6ZMY97cuXw7fy7j3mtPcysL8mlKUbTOQHpOm8nk+d8y4/u1LPzlPKdvxshVOxNEfjpS4rl5eBpL33WkvJX6CFs17NsM4/2v5zJ/0fd8P28Oc+fMYY6a2TP59ts5TFm6nR+O3+B+rNwJFPkZlFjiIv7klyHd6O/kTPWqValcoyZlC9lhof1OBSXmjthWrIRzjSq41GpHg3eVnuC5EG7qziD8E5HfY9ITb3Jl8VsMcdTVknIxNXFqQvWadahfsypVlXr7O5UqUrlKVZyafMB7cw5yLVqm2ER+BuUBMSHbWN2+Nm+YmmJhYYG5ZT5MNca6YlVjqgjQHDNLNU7Yl5/ApN+8CdSdQfgnIr/HpCV4c25OewY4PKklK4ys7LCxtsba0kJbb3/H3AxzcwtMi73DG5/s48RNWVwl8jMoscRGHeW3b0bzcZcudO7cWZsu3brRvVcvevXqSc8eXemmtHVRt3d+n3f7rmbTGen5ZYbI7zHpScF47ZnL0hG96K/WU89u9Oyq1FGXx3X2bB7XX5c+U/lklSuX7ibqzpJ3EfkZlFRSk+4Q6XudGx4euLu7a+Nx6RKXr17l6tUrXLnswSV1m7btKpcvhRJ+Lx4pzYwR+elIi+dRZBChN65yTa2nK5e44vGklvTH47IfN0KVEUmyTHiI/IRch8hPyA5EfkKuQ+QnZAciPyHXIfITsgORn5DrEPkJ2YHIT8h1iPyE7EDkJ+Q6RH5CdiDyE3IdIj8hO/jX8hsyZIhuiyDkDJs3b8bZ2ZlFixbptgjCq/HBBx+8vPxcXV2pUaMGI0eO1G0RhJxh165duLi4sHr1at0WQXg1PvzwQ63HVJ/pQ6/8Lly4QK1atejTpw+3b9/mzp07EkmOZMmSJZQtW5YZM2bobZdIshLVW3379tV6TPWZPvTK7/Lly9SrV4/KlSszevRoxowZI5HkSNq0aYOtrS1NmzbV2y6RZCWqt6pUqaL1mOozfeiVn6enJw0aNCB//vw4OTlpb0BLJDmRIkWKYGZmhr29vd52iSQrUb2l+kv1mOozfUjPT/L/KtLzk2RHXrnnJ/f8JP9V5J6fJDvyyvf8ZLZX+K+Q2V4hu3il2V5Z5yf8V8g6PyG7eKV1fk/kJ094CDmNPOEhZAfyeJuQ6xD5CdmByE/IdYj8hOxA5CfkOkR+QnYg8hNyHSI/ITsQ+Qm5DpGfkB2I/IRch8hPyA5EfkKuQ+QnZAciPyHXIfITsgORn5DrEPkJ2YHIT8h1iPyE7EDkl0MkxEQTcuMaF8+e4dTJU5w6dYaz5y5x+VooEQ+SkL9g1hH56UiLIybsBr6upzijral/5uTJk9qcOn2aM+fPcf68Kx5X/Qi5n0ic7jR5FZFfDpCceofLx/eyeNwnvNvhHdq2bkPbNu1o334gg8csZ91hpYAT00jX7S9kjsjvMelJwVzfMYV5fdvQsU0b7XsOM0rbt96iXYcOdOjQlYGjv2eTezShuvPkVUR+hiThLg+C3Tj82womDu1N3SJOmBjlw8jKGGMTDRqNKSZ2LWg/ah7z//Lj8r1U3YFCZoj8VNJJS7jCmQXdGeJsQkEzpZZMzbRvuH4m5uaY57PB3MwCU83jmrN3+YCvj4fhqztTXkXkZ0giznJly0g+6FIT5+LFleIrQ74yNajUoipVqhVQClEtRhsKOTWkxuiNfHvyDslpumOFDBH5qaSRluSJ+w9jmdS5Ok3q1qRGrbrUrftc6tWjQeNm1HBxxkFbb9bYVRzP7Iu3CdedKa8i8jMg6Z5bOPSFC9UrFcLKpTF13vqI9yfN49uN8/hu/ij696pPlVLWGGuM0FR4j7fnncUnJo0k3fGCfkR+Kor8UsMIu/wLB7YuYMXShSxYtET7luuns3TZMlYun8PkwW9TO78VGuPqOHVYx86gGB7pzpRXEfkZkDSPdRyeXIcWfXrQcsZm1hx158INf/zC/fEPuIDbse+YMag2JdQrslk5qg9cyU8BidzVHS/oR+Snkk56ejzxD28RFR5AcFAgAYFBBAU9l+BgQi//xN6Jbahonw+NfXtqTTjGhcgk8vpNFpGfAUkLOIznnil89/Ne1vo94p5u+/+4itvawXS002CpMabkm2P55vQjguTPmSkiv5ckdCsHP6tEyYLW2NQdS59dwUQ8kuk1kZ8BSY+NJOaWN/6RdwjX+ye6T/Af3/B5dSPt/ZhCDQcy6vcYvOJ1zYJeRH4vR/yZKSzvZE0x6+JU7r+SZb6JPJS5NZHff0si4cfmMr+5KWUV+dk1/oCP/3iId4KuWdCLyC+rKIZLDsd9RU/eK6chn80btJ9xiHNKfSXr9sjLiPz+U+IJOzqb75pYUFpjQsnWnzP9XCwhclXOFJFfVomB8L1sGlEXJ4v8GJcbxsitnkQoLTLoFfn9x9wn6M/JTHbJR1FNQSp2/I4V/vFE61oF/Yj8skZ6fBDRRz/k08ZFMDEvQ5FOG1h4Jkq55AoqIr//lAA8t33E8PxWWGsqUvu9jfx0J5GHulZBPyK/rJEUcZbzs6vTwcEEk+INeHO2B/sjUqTXp0Pk919y/wBHZrSgsZEZmnxtafLpIc7Hp8g6vxcg8ssKKTy88RNbOxekipExNhXfZfSBSLyluP5G5PdfkfqQ+DOzWNTLngKm1miqjKb3mhvcTkqXK/MLEPllhduEnpjFNxUKYK8pRunGM1ns9UBuqTyFyO8/IRVi3Tk3tzPvlFMfOaqI8+D1fO9+nxSZ7HghIr8s8PAcbuu60amQOZqCzWg8/ACHo+NJ1DULIr//iHDuX1zE1A7lKWhuhXmhQQzbfBH3uDSZhssCIr8XkULqlTVsG1mW8jZmaOqN4oMtYQQp9SXl9T9EfjlOMnGhv3Hgs7Y0KmSExrY+jQfs5Gff+3n+/WpZReSXGargwgnZMopxNc2wNipNmcFrWOmTSpyMKp5B5JfTpHtxecvHfFTUhkImNpR+60tmHI0kMFmuyVlF5JcZiaQnHefPca1paWGGmVFHOn/3F+eStTdbhKcQ+eUosdxxX8qSzpWooNFgWaEjfRaf4Hy8rLh/GUR+mXEfItaysIczRTUF0JSYwLidAdzRtQr/Q+SXY6SRcPsUBya1pnMhC/JbFaXu2G1suBaf518t9LKI/DIhIYCEw+MY3dQWE9PymHRZw+Iz95TqE55H5JdDpEZ74LZqKCMqm1HU3JEKvSYx7XAEvrLu6qUR+WVMUuQprs9qRftSGkwc3qTOd6f4I1zGFfoQ+eUA6cmR+P46g1ktbamUPx+OLT5gzO4IrjyUyd1XQeSXEYlEu69ldZcSVDI2wr72cD47FIa3fDz1IvIzODHcPLmaFe/VpamthhL1OtBv7QnOyVj3lRH56UO5jMb5cH3HR3R3scRGU5yyHeez1TdWHpfMAJGfAUlPTeJR2CF+ndCSDgXzUcDOnnqfLGTd1WjuJqSTnJJMSlIiiYmPk5CURFJKKmnp0h/MDJGfPtIgdDeHJjeibEETjMxa8cZnf3AyKlFGFxkg8jMgSeFueGzpx0f1rCmizrxVakuHKWvYcvg0Z04c5tjhQxw6pOYghw7u57djZ/jrSiDRMfLejcwQ+eknwW0269+1w8ZMg0WVMQzaGkxAvCxwyQiRn8FI4+6ZJWzsY0plS/URNkc01brStOcHDBs6hKFDBvH+oEEMUjNwAIP696PX8K8YtfgPXP3vytU6E0R+z5NKekIU3pv6M6qaIj5zC5wGrGL51TQeyDRvhoj8DEYcwXs/Y0pVpRi1XxlojMaqLLZFHHG0s6WgbQEKFHiS/BTIb4Nl0YaU6bWMLa43Zd1fJoj8nieGlLAD/DCiqnb9qKZAQ9rPO47rQ1nYnBkiP4PxgKD9s1nwtgN1HItRrHgJipcsTcmSJSnpqAjQsTjFiz+XMm9Sue86NrrdlgfQM0Hk9zzRJPltZvmQJlQoXp2SbWYx80CQutxZyASRn8GI567vSU5v+Z7VC+Yzf95c5s+ZyexZM5gxcyYz9WTWt6uZv90Nt9BHyF80Y0R+z6PUS+RZTuxYxZw5a1iw/RJu4XLf+EWI/AxGOumpKY9ncxPUJJCQEE98fGZJID5ROSZN7vhlhsjveZR6SUsmOVGpn4QkEpLTkRJ6MSI/Idch8hOyA5GfkOsQ+QnZgchPyHWI/ITsQOQn5DpEfkJ2IPITch0iPyE7EPkJuQ6Rn5AdiPyEXIfIT8gOXll+rq6u2oOGDRum2yIIOcP27dupUKECy5Yt020RhFdj+PDhWo+pPtNHhvKrUaOG9mBByEl27Nihld+KFSt0WwTh1RgxYoTWYy8lP3d3d2rXrk27du04ePAgR44ckUhyJBMmTMDR0ZGRI0fqbZdIshLVW+3bt9d6TPWZPvTK7+rVq9SvX59ixYrRtGlTmjVrJpHkSFxcXLC0tMTJyUlvu0SSlajeUv2lekz1mT70ys/T01N7kJ2dHbVq1dLaUyLJiZQuXRoLCwtKlCiht10iyUpUb9nb22s9pvpMH3rl5+HhQZ06dWjRogXbtm3T3oeRSHIi6nBXvWIPGDBAb7tEkpWo3mrZsqXWY6rP9KFXfk+WugwdOlS3RRByBrVonZ2dWbp0qW6LILwa6mqVV17qIrO9Qk6jXrVltlfIDtTZ3pde6vL0IufUVHlZtpBzbNy4URY5C/8a1VvyhIeQq5AnPITsQB5vE3IdIj8hOxD5CbkOkZ+QHYj8hFyHyE/IDkR+Qq5D5CdkByI/Idch8hOyA5GfkOsQ+QnZgchPyHWI/ITsQOQn5DpEfkJ2IPITch0iPyE7EPnlIOmpqaQkJ5GUpCaZ5OQUUlPTSde1C1lD5Kei1E1aivazl5KaRtpLF1Ea6SlKDSYlkpj4JEpdKjWZopwsL9SkyC9HSOVOyA1O7d3FusWLWTBvgfLBXcSSJZvZuusMbgH3eajbU3gxIr84iDqO2+9rWLtsG9v2XcP7UTJJutYX84DYqwdx3byUDd/NYc7s2cycNZtvv5vPvC3b2XougEvRkJCm2/01ReRnUJTrZ1oCN29eZt+6eYxs/zbVypanZKmSlCxZguLFa1O31cd8ufYQx27GcF+6gFkiT8svPZGU+yfx3DOUz7u7ULFUK1r1+4HdN2OzdgFNi+NhwAH+mjmIzxtW4o3SZShXtizlypWlbIUylGrbmqYzd7LwYiqRibpjXlNEfoYkOZJYrz9Yt+BjujevQxFNETRGNpgWtsDcUoNGo8aZah2GM3TjSfYFxClDGd2xQobkXfnFkeK7jz9WDmZMFwcqFFDrpzQlGy1ifehD7uv2ypj73Hbby84v3mNw1dJUMC9M8WKVqVGnPs2b1qJmraLY1XQgf/8vGbg7BP+Y1/tzLfIzJPfOE/zjcLo2L09BOwdsCjakUuuedBnZg24961CmRH6Mjc0xty6BbYcZfLQrmAfJumOFDMl78ksnPSWRxKDjXFjSjXebFaewnSVWxqr8qlGpzXK2hj/KXH7p8aTGH+X3r7rTvXBBiheoRPHa/eg+Zh5L1mxkz66VLFv8IcNGteGNjycwfJcHfvezPpDOjYj8DEi63w7cvm1InSbVcWj/Pv2+WMbCbfvYc2Ifv/y6ggUz3qNLw6JYqD1Aux60+uYU1xNSkb9m5uQ1+aWn3VN6bDvZN6kPw96wwK6CCwUrN6B2MSuKaWpS/e1V/KDI74Fuf30k3bvGjb2jGFs1P8U1hSnf/guGLPuDXad9CAy7xcMHIQT7n+DYoY2s/GU3P7r7ExUnPT+R3yuSdn0H55Z2Z8DkyYzYc4Ezt+5z72EssQlxxMZFcS9UKbJJralpZKpcwevRYNCP/P4giVjd8YJ+8pb8UkmOucjxmT0ZVKYQpRwLU7r/V8qF9AvGvVGEqpqKVG63ii1hmckvhbueP7CpnzN1LMwoVqU/Y3Ze49z9OB4lppKWrt5sTiMtNYGE+BgePHpITEKSdtb3dUbkZ0DSI9wJPL2VPecvcuyeWl7PE4bPzlEMLGlJfk0xqnb6njXB8dzRtQr6yVvyu0us72YWtKlIDU0ZavWZwIR9bvzyyzKWtStGNU15Kr71IvndJnD/RMZWNsfOpir1xvzM7xGqVvM2Ij9DkpKo/BdLfHJKBssQ4gg/PJ2Z9S1x1JhS7q3JzLsSx01dq6CfvCW/cB5eXsXsDh3p2Gw8c46H4hOfzK3zi1n+VhGcFPlVepH8ki7gtqoPbzvaUqTuSEbujSJcPrIiv/+WdCJPL2BFCwvKaDSUaDmB6W6xSn9QyIy81vNLCD3FwTU/sGXzOTzjH2+N91jE0raFlbp5kfyU8UbELvZ90ZhqdiVx6r2UFUG6pjyOyO8/5QHBf3zN13XMKaKxoXznb1muVPdtXaugn7wlvzTSUxNJiI0nPj5FN1RNIcp1IYvaFKbsC+WXSsrFBazp60TJgrVpOGYbeyOTuPvgLtEREYSFhhIaGkZY+G1uRcXw8O9/4/VH5PdfkuiO65JuNHc0w7hAIxqO/4WTN5NlwuMF5C356SOBm+cWsjBL8ksh5pAyXH7LnmIF3uatz3/kl+un+WPLSr797DNGDBvG8GHKUHjUV3wxdSs7jvkQ8Lo/2qFD5Gdw0pX/lGtpWirp6eozmMmkJccS/yCEyFPzWdi3IhZ2DuRv+RUf/hzI/UTtEUImiPwSuZVV+aXHEfrzB0xsZEVR6zY07fMVUxaN58OeXahXvjJFSzhS3LEIRQoVxaFEKzqOWsLKM75ci1Of8dWd4zVF5Gdo0pW/Tdwt4qOCiYhQhhgR1wm59icnf5rD7GHNaFauMJqKbWg1/3d+Dnm9F5VmFyK/l5Bf2i2ure/Hx9VMsDMrjaNTVeo0qk6dxh2p06Y3LRUJdurWmMYu+bDXmFCwXGOajl3J5BMRRMbKUheR378hJZbUwENc+X0Va9cuZ8XqmSyb0Z/R71SmdAEjNEYOFOz0OVPcQgjVHSJkjsjvJeSX6seFpe8xvJwRBTQ2WNqWoHTNJrT/cA5fbPqTH/46yJ+H1rNuRg8GNLSjhLU5FuW6U2fyaS7cTnqtRyEiP0OTeIfYv2axenQT6tepQc3aztRwLkAxM92zvablqfbRStb5yeLmrCLyexn5eeG6uCeDi5so8qtKySYfMXDOejYd8eB8yF0i4mK4/zCUEM8/+W1xPwZUMcdG44JDhy3s9I9BN7n8WiLyMzSK/GKOz2LxsHpUcXHG2VmNE+WdHCntmF8ZhlSiQe9JfL3FjTOBMcSmyT2/FyHyezn5uS3uxoDC5tgad6fFhBPsi07lnyPaNB74/MQP/ctQ06gQxap+yYwzEYS9xlO/Ij9DkxpPYtBJzu5bzdLFi1i0aAmLlixh2YpJLJraiYFvVaRamXrUbT2EsQv/5HR0uvQAX4DI72Xkd0Pp+XWlbyELRX796T7/Old0Tf/gnhsnv6hMa2ull1jqHQZs88YtRtf2GiLyyzHSSU9Xo/6m/r38eRS4kZ+nd6JzCVtszG0o22o8X5+MJjBJ+n6ZIfJ7GfkF4rGiJ+87mFLItBPd55zCXdmsbyI35ZYHZ6dXoWMxDRaO1Wm74BIHXuNFpyK//5Rgbp5bwbYPalOxgAYjh3bUW+DGiQiZ9c0Mkd9LyC/tLj5bB/JxZSMKWzTgrUm/czwevY9bJt+8xPlZVehcXIO5Y0VaznHnj9f4WUuR339NvCf3dn1A5+qWaMxrYDVgO9svx+i9MguPEfm9hPzSk4n87ROmNzemmHVJ6o3dzu4opex0zU+TdNOVU5Mq095OQ74SdXlnyRWO3NU1voaI/P5r0gJI3j+KnnWt0SiFbNRmMSvORL7E9zHkPUR+LyE/5TIaf3IWS7tZUbyAFc7vr2RdADzStT5NXOhh/vyoAk0tNOQv8xb9t3hx/jV+lb3Iz2CkEBd9i0j/IKLvxmX8vGTcOW5u7MQ7lc218jN+cxFLT99WylvICJEf3PNYyrJ2RSincaZK+3XsiErJoGbSSLu8gq2Di1EkvzF2rb5h0rFEPa9NS9S+PWZ+J0fKa8wpWHUYXx0IRvHka4vIz2A8IPDoLvbNmMve39wIiNNtfp7wrZydVJZmxTVoLGpg2mMTGy/ey/PvWssMkZ9SXZeWsby9Tn5vr+enO6kZjBbSIWAbv4+vStECJpg4vEunBVe5/vzXJaTeIGTncDpXzU8+TVmKt1vA2svRenuIrwsiP4MRyaX1XzKtQTXe7/c5320/wamz1/H1DebmrZuEBgfj436SE6sHMfFNDSU1Jpg6dqXWnJMcDUrQnUPQR96SnyKvtEQS70ZxV6mZcPUtLBFBXNwznW8a2il1Uxan5nOZ7+aNZ3goIeG3CL/3kPtJT97OohwffQLXJV1p4GCEkaYiju/MYv4+N657BRKhnC/c1wfPA9+zckhl7M2NMSn4Di2nHOPkrdd5ibPIz4BE47n5Y75wMaJK0XJUadiZdzp9ytSp37Np6yaWL1rIxAHv0atuCe23cBlryuHUciZTL94iRF3pLGRI3pJfquK+cMIO7+PQwkWsXb6C5evWMOvj/nR2yE9BjQP2lQfSa/ZC5qxZzpI1W1n9pxunw+/z9xK9pNsEH5rJ+DesKaExQ2NfkxrNh/HphLmsX7aUNZMnMrprY+qUMEGjsaXcW1OYdiqa8KTXuw5FfgbjIeGnV7NhaE1aO9tT0MJYKaxCyoe2Bi1bt6R+7VqUsLTE1NgaqxJVqdRgNKPn/sXFlHTkC9wyJ2/JL5Hkh2c58c0IPq1Zi2b1G1C/aVOqly2LnfarT5WYlcG+Zl2qN6lP3SYdaNLne+Yd9SNYOfrJitFHwcc5PO0dBtcoSintt77lo0jhyjSvV5cmpUpgZ5Efo0JOlKvxHh8tO8xpZbz7ut93FvkZjBTio73wPbGM1V/2pPMbdhQqqPTwTI3IZ5UPU1PlKqv8NKvajGZDZzFz2xnO+NxTv4tfeAF5S35xJN77jZ/6t6C1sTFWpqaYWlgqIwWd+J7ExBRjc1NMzIuTz2EEH228yHXl6Cd9t7TEu9y9sYs/p7/LCJd8Sg/w8XGWyvnMlZ8mtuWp2OVzPl1yjKM+dzKYOX69EPkZnNtEXNrDzhWjGDu6Fe3at6R58+a0ePNN3hw0gL5zVrDq0DW849P/vkoLmZO35Jeg9PxOcnD6KEa1bEGrFi1ooaSlUj+t2rShTVslrZXflbaW2raOtGo9m/l7r2tnap8duD7k4aVdHP5mCF+805oOb7bUnkutxW7DvmTmDmW4HKbqNm8g8ssB0hOiuB1ymSuXj3H8ryMcPnSYw0eOcFT5G7r6hRByXxna6PYVXkyeu+eXHMlNTzfclJo5clipHSVHjh7l2IkTnDjxFyf+Un7XtR05/JeSa9wIfaCdqf3HBTU+kvteSq/w9HFOHFNqUT2fcq7T7tfwvRXHwzx0BRb5CbmOvCU/wVCI/IRch8hPyA5EfkKuQ+QnZAciPyHXIfITsgORn5DrEPkJ2YHIT8h1iPyE7EDkJ+Q6RH5CdvCv5acerL6eXRByik2bNmnlt3DhQt0WQXh5VG8NGTLk5eXn6upKjRo1GDFihG6LIOQMO3fuxMXFhVWrVum2CMKr8eGHH2o9pvpMH5n2/AYMGEBsbCyJiYkSSY5kzZo1ODk5MXfuXL3tEklWonpr4MCBL9/zu3TpEnXr1qV27dpMnTqV6dOnSyQ5km7dumFnZ0f79u31tkskWYnqLdVfqsdUn+lDr/w8PT1p0KABBQoU0H0Rt0SSMylatChmZmYULlxYb7tEktWo/lI9pvpMH3rld+XKFerVq6cdfvTp04e+fftKJDmSN954AxsbG+rUqaO3XSLJSlRvqf5SPab6TB965XfhwgVq1apFjx498PHxISAgQCLJkaj3+kqXLs3XX3+tt10iyUpUb/Xs2VPrMdVn+tArvyezvSNHjtRtEYScYdeuXdrZ3tWrV+u2CMKr8a9mez/44APdFkHIGbZu3aq9X7N48WLdFkF4NYYOHfrys71P5CdPeAg5jTzhIWQH8nibkOsQ+QnZgchPyHWI/ITsQOQn5DpEfkJ2IPITch0iPyE7EPkJuQ6Rn5AdiPyEXIfIT8gORH5CrkPkJ2QHIj8h1yHyE7IDkZ+Q6xD5CdmByE/IdYj8hOxA5PefkAzxUdwJ9sXHywsvLx98I+5xJy6dNPk6lBeSV+WXmhTLnfAQ/G5cx/PqVa5evcb16774Bd4m6mESL/4UpkLCXe5E+OF9/QpXLl/C49JlLl/xxCsgksiH6eSl8hP5/Rckh5HssZmdUz5i6IABDBg8gjGrjvCrTwpJabp9hAzJm/JLJPjaKX6cN5uPBw3k3V696d37Pfr2/YjRn69h0xEv/BJeUDxJYdzx+JkdC8cxbEAvenTrSpeu3eje812GfrGO9ceiuanbNS8g8vsPSI8+SdCyTgwoZ4mRRoPGJD/F+i1n5slE4pSLs5A5eUp+KXHER/tz2W0vS6eNpUPlWhSyKICJlTnmFkrtaCwxt2/J26O/Z8lJX67EpOrtvaUn3uTO8c3sntyLLvXKkS9/IWyLOOJYrAiFrY2xLdOaVqN3scE1kluxeaMIRX7/ATFXNrC3vwM1VPHpYt19Id8cTyCP1N2/Ik/J754XQb9PZ8qIN6lbsRxWGgeMbJ0oVrMc5ZwtdfVjTUHnhjQcu5Zpf0XxKEl37N/EExPwK7uHdKRX5aIUsiqDWbnmNO06mA/6dKVT7cIUzl+AfOW60XTMTrZdiOYfp3gNEfnlNAn+uG8ezdjqlrjY5id/AaWALe1w6LuMWdLzyxJ5Sn7BB7nw7Ru0rpUf8xJVcKrRi3eGfc24hVOYPH0I3TvXpnxxG8xUCTor8pp+gstRyc/IK/XRJS79OJwhRS0obOlAkTof0u3LDWz4/Ryux39n3+JPeL+pIkBTpRZL96HnwhNcepD62t+CEfnlJKlxpFxbz5rhjamvDDnebN6Ypk3LY17QgaK9FzP7lMgvK+Qp+fnsxXVmHdp1aUK1UXOZvu0wB89d4ZLfNa5dP8PxQ98xc2h9yqnyMy1O2a7z2eT5gEjd4SoP3JeycWhZqhppsKn6Lj3nn+NXj1BC7yhD6pg7RPu78+est+lZVj2HIw69FzD/bAyRCboTvKaI/HKS5GBCN/RnYM0yFCzzDp+NH8n4wXWwLlycgsqwV+SXNfKU/EJO4bNrHLPWr2DW+TACdJv/xw08d4ymZ8l8WCoCLFpnIOMO3uaG9iOp3v27h++G9/m4igbbAg7UGLWFbYHKAERtfoqHFxawoa8dTtaKAGsMpfvGEPwevN5zvyK/HCOZ5HuH+GNwbWoWqkKh9rPYvH4WG8bUpGCRYth0E/lllTwlv9jbxIRc5FpwEF5xj3X2LPFEn/meqY0KUEqRn02l9gz4MZwLj9Q25XOZ7s7xL1vztqU5FmV68O4ad3z0DWcfHcV1QRtaFjNFU7wr9edd4Wr0612MIr+cIiGAsJNf8EXl0jgWf4/WC45w+cQK9nxUkUL2RbAW+WWZPCW/F5JOtPt61nQqRBVVflU7MHB7hE5+ii0f7WXb4PpU0xTBotokxu0L5IH2uOfxJuDXjxlQzg7jAm2pMukvzt1M1LW9noj8cohE/5858E0NmuVzxrn1MhZeDeVRwGZ2DHXG1q6wyO8lEPk9zWP5re1kr5Wffe0BfPJHJNeT1bb7ELaepb2rUlRTDJMaU/nityAeao97nptEnJ7OBBcHbEwaUuGjvewPidW1vZ6I/HKER4T/PoHJjY0oatuONlMvcS1FuSrf2sz6QeWxKSTyexlEfk+TyG035WLaxJ6yGjNKNpzAzAt3CdW2RYHXEr7tVgFLRX6ampP5Yl9ABj2/+9z2WMy8BiUpoamEU7d1bPW5/1oveRH5GRzFZkkX+WvuO7R3sKBIw6+UK3MsCWpZKVflNYr8rEV+L4XI72miCD42nYlOdhTWOFC+xXes9I/hjq4t3Wspc7q7kE+VX41JfP5LRvJL4Z7XFtZ3LktljSOlG81j6ZUo7ulaX0dEfgYmPe0OMR7z+a5HVUoXa0CTz/exJ0RtiAff1ax5X+T3soj8niL+Ipc2vUf3gpYYm9amUu/t/HY7Xr3bpxBDetgO1g6tQzmjApiWGcKIH24QoW37J2m3f2fvYGfqauwoUW0689xvcVvX9joi8jMwKQ8ucn5eB7pVKqP0+j7ni1/9idDej1Hkd2OVyO8VEPk9IU2poQ3s+tgFJytTNI49aTLtHNfup6otCkqhxbpxZMbbdMhvgpVVQ96ecYCTCdoj/0F88B5+GuhEbY29yE+HyO+ViSPRex3fd7KnTNEqVBp1kD2BivS0xMI1kd+rIPLTkR6M/9aRjKxngkZThKJvzeSTQxHce1JiWm4T+MNQPnPRYK6xoVTb8Xz982Xcgu5zJzaVuLgHRN/04cqJA/z8/Rg+alSE0sqwt1T16SzwuMUt3VleR0R+hiTuOhE/j6B7FVNsqnSl79YoPB+PRxQU+d1YzdrBT+S3iG9PJxH/mj9SlB2I/FQekBryE+uH16e82uvTtKPT9AMcuJdMyjM1pFxQT85mZU97CptqMCtYkWpvTeCLlYf47ewNzrke45c9C5kyrDsdlNFJ2YLm5NOUp0ytmSy5dFt6frqfzyDyexHxPLy6hd9GNKKcc1Wch61iV5B2sKtDqdCgDWwa5oyNXRFsei5jwUVdk5ApIj/lgxvjyqWlg+hZ0RKNSTmcmy9i8akw3UTHcwQf4uyagfRtXZLS9ho0ZsUp0/g9ug35lA9GDqTL4Ldo1KQ6LsWK4VBEkZ9NVZxaLGStZ3QGkyOvByI/g6Been24un4Eo51Kkq/GYLquvUzEM2tGFQ16r2Hdk55f98XMOZuiXKeFFyHyu0XIiXnMrlOKUuYabKv2ZeTmG1x8mKz3dVYk3iMm8CiHNwxieE87ijmYYG5blMLFS+NYrjT2TetRd9BAeg3sRpdGhXEoWYcKvTezw+dBFl6QmnsR+RmC1FgSw3aw7aNa1NQUwLrWeEaudeOa51WuXVXfnHuFKx7n8PxpOpM7lMOygB0Wrb5i2Do3zl26jm/wQ6JiFIW+3o9WvjJ5W37pxAXu4edPWtBIo8G0SE1aTdjJb7fT0D7UkSGJJIX9ysFdnzFhQi969+xC186d6NyzJ13Hf87EnT+x6UelHtuWomSJN3AetY/9QX/fo3ktEfkZgoQoHhz7iikd8mOjMceuXHd6fTCLaVOmMG3qN3yj/Jzy9ZdMH9SLTi6OmFjaYFypM7X7fskXU+ayfOd1TvtBskx+6CVPyy/RD4/VQxhZwQY7RX6lu09n5vE73MzKhTL1Hg/u+uHvf4Wrlz3wcL+Iu8clPHz8CLjjx40Ts5lapzj2RdpQbcopzt18vd/qJ/IzBHHhRG/vx8h6Gt3LJotQyqES5cqWw8mpLGWdnHAqXRZn+5IUNrNBY2yGxro4JoVLU9qlDm+O/ZkVZ1KIlz+rXvKs/BJC8P9jBtNbOVLBxAKHJn0YtuUSrsoo4d9zm3uHP2ZIWSvyle5F+3VBeN1/va++Ij9DEH+Tu3tH8WW7ApiYGGNuZoVNvvxYWVn9L/mssDa3xNzYBI2RERqlmI3M85GvUAlcBq9hrvpiU/mz6iVvyi+RqItbWN/PmUa25ti7tKTbYlcOhCX94/VUr8TDU7gvfJt6Dvko2GIcXx5PfO4e9euHyM8QJMcQd2UH+5Z+yocjhjNs6GDl7zSQQYMGMXDgIAYNHMjAQX0Z2LUhjZxtMDW3wLR0Peq+3Z9+H3zIx6sOsc87mURZ9qKXvCe/FGJu7OeXzzvRrbiG4uXq0nryZnaHaZcxZwMRhOyfwsS3nLAsVInqH23kF+Xcsa95/Yn8DEF6Kmnxd7kfGUpwcBBBgQEEBPjj7/9U/K7gf2AGs3qUxsq2EFZvTWT8jht4+gYSdPsB9xLkaywzIk/JLz2d5EdXOLtoAB842VI0nzEufT7n21PBhCs9s8d+Sld2SyM9LU2pGfX3ZwsnPS2FlOQkkpKUnynKfrp91O1pKVEkBW5n/ahGuFgXwdh5KO+vdydQ+Ui/7tdekd9/yc0f2D7SBRu7oti8t4bFnrrtQqbkJfml3lMunIe/YuY7pXDWqI+w1aHxuMWsPeaOu/t53M6d5exZNWc4e+YUJ85f5PyNYCIfPFlRmsZDn4Oc/nEBqxZv4cedRzjv6oar6zncjvzEoR3TWPF1O1qVMkajccJ5wDbWXr0nX2CkQ+RnEJS/md9a1r9fFov8BbHouoQ551//q212kHfkl07sjV/4fVwpWhVVJ87s0FTsyBvvjmHMZ58x/rOP+WTsWMaqGTOasaM+ZNhnk/ls2e+c9IrUrflL5daBr1nQy5EaTnVp8uZAPh03gXGffcKEgS3o28yBCiUKYWttS7HKfRizwwuPxLwx5BD5/VekP4SrC1nSo5BS1EZoWs9m0jH56sqskHfkl0zUyQUsaqahqHbVgBKbChQsUQGnEsUoXrQoRZ+kSGGKFrbDVukZluj8HUuOBOomQtKIPqIMk7toKGCsnsMKh+IlKF68GCWsNFip57RqQPUOHzF+4W6OhcWTLZPHuQCR339Feix4rWfjiOoULVmGon2WMf+svNggK+Qd+SVw8/QylnW0p7atFfmUEYKNXTHs7ItQ2K4QhQoVpGDBZ2NbuCZF233HnANBfy96TvDdwS/ft6RDK1vsixVQjlOPVVLAgUJF3qJm12XM3HON63cfaZ8tzyu3mkV+/xXpSRDpyoWfFzB1xiymbjvDX8EpJMu494XkpZ7fg4BTnFw7nYWTJjLx6y+Z+Pk4Joz7lM+UYe8/M45x42YyYfFh/rx+5+8lMOkP/Qi4vI0d275h8pTxyn6Pj/90/FQ+n7KDFXsCuPo6v7U0A0R+/xnK9TU1gYRH97h79y53HyYQn5yeZ666/4a8dM8vLTme+Ad3uX/nDnfuRHMnKpKoyEgiM8wdou7F8igx9X+1lK7O9j7i0SP1HFH/2zdK2fdOLA/i0l7rZ3gzQuQn5DryjvwEQyLyE3IdIj8hOxD5CbkOkZ+QHYj8hFyHyE/IDkR+Qq5D5CdkByI/Idch8hOyA5GfkOsQ+QnZwb+W39ChQ3VbBCFn+OGHH3B2dmbJkiW6LYLwagwbNuzl5efq6kqNGjUYMWKEbosg5Aw7d+7ExcWFVatW6bYIwqsxcuRIrcdUn+kjw55fpUqVaNeunfZ3d3f1FTsSieEzceJE7O3tGTNmjN52iSQrUb2l+kv12Ev1/Dw8PKhQoYL2AekOHTrQsWNHiSRHohar+oYTJycnve0SSVaiekv1l+ox1Wf60Cs/9W3Effr0oWrVqlSuXFkiybFUqVJFW3fqT33tEklWo9aR6jHVZ/rQK7+YmBgOHTrExo0bWbp0qUSSY1mzZg1bt25l7dq1etslkqxG9ZfqMdVn+tArP0EQhNcdkZ8gCHkSkZ8gCHkSkZ8gCHkSkZ8gCHkSkZ8gCHkSkZ8gCHkQ+D+h37yw8lCFcwAAAABJRU5ErkJggg==)
Determine whether a linear , quadratic or exponential function is the best model for the data in each table .
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAT8AAAFlCAYAAACds+86AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAFHCSURBVHhe7Z0HfE3n/8dvdiQhJEbEjoi9V201StVerV1qtUYHuqhNKWrvTalSVJdNbQmJEWTvBEmskL3e/3Ouqz/0JkJz03/k+37180p+5znneL3y+973eZ7zPOdcDYIgCHkQkZ8gCHkSkZ8gCHkSkZ8gCHkSkZ8gCHkSkZ8gCHkSkZ8gCHkSvfKLiYnh0KFDbNq0iRUrVrB8+XLtT4nEUFFrTM26dev44YcfWL9+/d/b9O0vkWSUJzWj+kv1mOozfeiVn7+/P3369KFq1apUrlxZIsmxVKlSRVt36k997RJJVqPWkeox1Wf60Cs/Dw8PKlSogJWVFU2bNqVVq1Y0b95cIjFYWrZsSevWrSlTpgwajQZHR0dt3anb9e0vkWQUtW5Ub1lbW2s9pvpMH3rld+HCBa05GzZsyM6dO9m/fz+7d++WSAyWffv2aYcoI0aMwNbWln79+mnr7rffftO7v0SSUdS6Ub3VqFEjrcdUn+lDr/zc3NyoWbMmPXv2JCIigoSEBKKioiQSg+X+/fskJyezaNEiypYty7Rp07R1p96v0be/RJJR1LpRvdW7d2+tx1Sf6SPDnl+tWrXo1q0bAQEB3Lt3j5CQEInEYLl586ZWdPPmzdMOfb/55htt3UVGRurdXyLJKGrdqN7q0aOH1mMv1fN7Ir/OnTtz/fp1rUV9fHwkEoMlMDCQ27dvM3v2bEqXLs2XX36prbvg4GC9+0skGUWtG9VbXbt2FflJ/v9H5CfJroj8JLkqIj9JdkXkJ8lVEflJsisiP0muishPkl0R+UlyVUR+kuyKyE+SqyLyk2RXRH6SXBWRnyS7IvKT5KqI/CTZFZGfIePrj39AIEHKB1P9cAYHKb8H+OHn64O3vv391P2D/t4/KDCAAD8ffH28/7lvHo3I73/xVesrMIjAoP/VV6C/Ul969vXx8cXXT6mnoCf1FURwoL9SX8p2vfu//hH5GSTeitx88fYPIST8NtHR0Y8TeZPIMKVAlYLz9n5qf29VbkoRBoYSEhFJlG7/yFsRhAX54u+rnu+p/fNwRH6Po9aPX0AwITejuB2lq6+oW0SEKvWl1MvjGlT3fXzh9PYJwD8onIjIKF19RRJ9K1SpL3981Vp8uh7zSER+hoivIjJvL3w93fFwPcNfJ09yQsnJM26cueTFDW9fRYBqj+7JMX7a331vXOLKxTOcUvc9cZxTZ87hetmLa15Ku9JbzKtX6Kcj8lOi1oIiuBueHlw8c4IzJ05wUq2ZU65cuHyNG75+j2vwqWP8fG9w46o7F86c0tbXiROnOH7KDbdL6v6+2v2f+TfyQER+2R6liPyDCfS6TNCxjWye+zF9+venn5L+Y2Ywet0Jjnv4EBXqh78iQO3V2T8Uf68b+Bxfx7Z5HzJY3bdfb4aNn8bc3Zc5cSWMIH8fpQf4/L+V9yLyU6SmDG0Dg6/hdmgzG74axMf9+9G//0D6v/8NczYf4qh3KF7+yhBX3V8ZGqu3WUL9TnH2l6XMHTWUIWo99htB77FLWLjzJO4BSu9Pif7h8usbkV+2R5FfQBghPhcJPTCd6X2qU0BjjJmJKaaODXHs/z3L/vAgJCSUAKWI1auzf1g4/teVXt6KD/j4zSJYmZpiYmpNicbvMnz9RQ5evU2IIj/1/p/+fzPvROTnpwx3/QkKv47rntnM7eBI9QLmGJlaYJqvFs0+WsGSc0Fc8w8kXKkZH79g5SLrx61rO9k3tydtHQtgbarUo0UJrBuOZ9TK47gFqUNif/z1/nuvb0R+hohfKCGBlwm9uIh5/atTTKPRvnVYo7FGU7kD7y8+wJHr0UpRBhDk50twlD/eV/bw4/BmvFXoyb7FKN76E6btu8x5/whlP+n5qRH5qT0/RVShAfgcWcH2oZWolv9JzVhi++Z43v/BA48b/kSHKBfXAOXCqvT+wk4tZv3oapQ1erJvIYp0/p5JO69zLVDpSSrJa7dVRH4GiTLkCPEmMORP9s3qR99C5uTXCdDIphi1PljBdwfDue4fRJjyoQ2/6YrHsVlMbO5MxSf7lehGmwm7+PWSF/7hQdohidzzE/lpo8jMJzCUm56H8NgwnD6NHDDX1Y3GuQtvfL6LA243iAgLJiA0DH//q1ze+jnTOjhgZ67uZ4q1U1O6f3eQnRcjlRGIL4FqL1Hfv/UaR+RnkPjipw4lwq5yY88cVnWvipOd+ePi1JiRv/6nvL/cVenRKfK7dZswz185tro33SoWwEbdx8gExzYTGb3pBhcVkYaF+un5N/JmRH5q/PD2DSIi+Cq+p1bx7YDa1LDWYKrWjnVlnN6ZxuIDl7kSfIuw2/4EBBzi14m96VfKAgsTZR8zJ0q2Gsv0fe64BUdqVx/kxVGFyM9Q8QtUhidBRF/5lZNL+/NW1YJYauWnSLBwG1qM3cDu6yEE3YvE/8ByNg+uSi0HY+1VWWNTmmYfr2Xl6dvcUIo8JEDP+fNoRH5q1JlZP4LCA/G5doi9E9/m3TIazLT1lZ+i1fsyfMs5DvrcIzLiEj4Xl/Bdr3rUVtpN1H3sW1Jj8Hq2nfEk8FYIfs/NDOeViPwMFmVo4htMVNglrh6cw4T2ZXA2U4tTEZyJAxU6fc7svwLxvOvHxQ3j+apKfhwt1fYiGJfvypAlf3A04DZ+/gG6dVv6/o28F5Hf/6JOlPn5uOO6fAjjGlthqfbqNEbkK9OCNnMP8eOl+0T7HMfjx2EMbVyUglo5Kj3ESr1pO+UIhzx8uHUzQLuMSt/5X/eI/AwWde2UH8G3grhxYTc/jW1MB0elV6crQLtq3eg15wi/XfiFn2Z2pb25Rntf0ChfJYq+M4/Zey/iFRGkDFkyWrGfNyPy+198A8Pw97mGzx/TmT+gAiWVi6uxWkNFqlBxwHoWHQ7G32M3ByY3pb2zWntGSqxwaPsJI7dd4ty1AG4GP15Dqu/8r3tEfgaNL35hEQReP43n6sGMblrsb/mZFqhHxeZTmL7gU778sAYllG3qkMS6TDOafnWQH84GExruR0AevBGdWUR+T0VdxqLUR6j3j+yY0YlWVqaPJ9YsipO/0jg+23ySI2fWsnqgEw0LqnVnoaQGbwxdzDJ3f64EBBLql/cWNz+JyM+g0a35873CzePfM39IXYopPTz16qzRlMQqXzPatavHm60KY2ysbDO3o3SbYUzYfpWTN25p7/X5ydq+ZyLyezrqs72+hEa5cnLrF4yrqNSPdjbXBo1ZK96duYplu+cwrmVRKpsq201sMbUbyMBZv3EkPAifUN1C6DwakZ+Bo87KBSkFGuGzn12zetGhhAZbrfwslRSkaGEb7IsqQxITMzRl29D403X8ck7p8QWHEeDrLctbnovI7+koIwt/f4JuB3H98Bo29atKA0d1aGuipBhvDhvD6Kmf0qlsIRzUmrMtjcNb3zH1x0t4hasv3FCGvHnwmd4nEfkZPH7K1Vm5woZe5fyuaczpUpaatpa6mbn/xcjCEfv2Exm+2Y1ryjG3Q/z1nEsi8ns2vr4B+AbdJOjSH/y1rAe9ahXQrSrQUKlZU5q3e5tK1jbk05hh5tiYZlN2s+lcsDKq8CPYP+8OedWI/HIgvv6B+Kmvs/LYxYF5vejhUuTvRc+PY4J5/ro0/ngjS8+GaGV5MzCD117l8Yj8no/6EoMwwkJcufrXNCa2c8FZqSn11kp+ezvsizhgbWSKkcaBopWHMHrXaY6GKn8vP18C8/gTQyK/nIhvIL5+Ydz2PYzrDyPoV6sYBZ6RnxmWBRvSZcYefvK+h19AICF+srxFX0R+z0ftvQUQckupF6/dbPvwLToUNMJUvYf8dI3Z1KfGO4tZffoK16LD8PdVhsx6z5d3IvLLifgHaZ+xDLuwk4PfvU1bF+vnhr3GmBcoT+svt7HB/T4+fkGE+ov89EXkpy++BISF4u/nxrmlw/mskS022omP/8Wiam86TjrIwcu+hN1S6lHp9eX1+8kiP0PHW33ULZDAcF+u7pnL0m7lqGSv3pR+tjiNLQtQ4Z0pfLH5Oq5+gQSH+stkh56I/PTHN0DtzfkQcHwBKz+qRSUbU90FVp38KEq5bpOYsO8aF70CuRmUd9f2PR2Rn8GjvuTAl+CbJzm4aAQjSlpRVPukx3MxMcfaoRMdPvqRnde88boVrF2GIAJ8NiK/DOKrrvnzJzxoH78u7EMXeyvstLVlhca4Ka0/WcfGG0HcCFJGFSI+bUR+ho5fGEGBNwi6vo41Y1tQXynIfGpRWhcmf6kaVC1XnHJ2ak9Qfa63DOVajGfS4UucCwkjTCnSvPaOtRdF5JdR1O9/8SPsrhsnt3/FJxUKUkb7+io7NIX6M3DOrxxVLqi+oYEE5OHlLU9H5GfQqEPeWwR6XcRz96d81amkdo2fkRIz5xbU7j+NSSO7MLhRft0QxRyryp3pvPAI+9yDlOGJLwF58PXimUXkl1H8tGv+QqKucW7PTKY0KkQl7aRHMTQVRjFi6SFcbwbhHxIgF1RdRH4GjTLcjQzH7+ph9n/1Dr0qPXmtlTV2b4zk/Q3HOfz7tywbVJFSynbtGzeK1aJi77Us3+9J4G3lKq1czfPyQtTnI/LLKI/lF3zzBuf3fsuMNoWoqn3RgSOaWh/z4crDXAwJxD9Y5PckIj+DRb2p7E94tCdXTq9kwdvVqZdPLUY1VajeeT6LLlzjxs1f2TO5I2+ZaR6/y8+sBLZOY/lswzHORYYqPce893rxzCLyyyhPy282M1o/Jb+aivxWHOaCyO+ZiPwMEm/tchV1eUuw728cXvcu/SsUpqgqNyNjCpTrR6+vD3AwOJDQ+KucXjuOzys/eaWVNcZmzWg3eTs/+ITjHxRAmL8seH4SkV9GeSK/68qwdxbT3ixEFa38iqOpPoaRyw/hJvJ7JiI/A8UvIET7PalX9s9jxQfFqV3I9PGbdq3sqN5nAdP3BnI1JIyI6BC89i9j4/tVqOmgm/gwKka592Yz6VcvrvoEEB4kb3J+EpFfRhH5vWxEfgaJH4FBSq8u8BKHFg9jeFWN7rsTbDAu0Zie3+1j7427BASEEqoIMtRzH8dW9qJrxfxY63qHltV60nXSL/x+0Re/EPkOjycR+WUUkd/LRuSX7fHVfm9vkP81gt23sHZMKxpaPJ7h1Zg6YdvoUybuOIOH8rcK9A8iwE/9AqPzeBydwVfNylNB3U+NeTmqdJjEzD+ucE4ZPsu3tz2OyC+jPCW/3TOZ2sKWStpaKoam6mhGLBP5PR+RX7ZH6akF3yLg2hkubhnEmKYFHw931djWp8qwHaz/y1sp0gBFfH5Kb86PkCg/vK/sZvvQprTVvnTycYzLvE3nRcf55XIoYYG+8r29SkR+GeWx/EJuXefsrsl8Xd+Ikto6skJTdhiDFh3ANVSRnyx1+Tsiv+yOr/qcZRTe7sc5MLsV/Wvmw0xjgrGxCQ4NetN32UX2Xw4nPPh/35j15EvLzy8fwtgW9liZGGOsMSafSxvenPo7P54N1N73C8zjryBSI/LLKE/1/PbOZnrrwlQzN8HEpAQmNcfy4Qrp+T0fkV92R5Gff3A4XpfOcmztp8wa1ZNeffrQR8lHUxez5qg/F73DCfbz/vutGr7+Yfh7Xcfn2Fq2zh3OwL7q/u/Sd/TXfL7uGPtdfQkOUM6bh185/iQiv4zii68ykggI8cLjrx/ZNuUDPuun1tFI+oxfzYp957gc6I+ffCfM3xH5GSBqEXorMvO8cJJzJ49y7Phxjis5df4iHtf98PJRivCZY9Thr3LcDQ8uu53kxF+P9z9+6gynL3py9brSpvQSZcJD5Pei+Pr54HXtEpfOneC0to5OcvzMRS5euY6X+rSQ3Df+OyI/Q8TbWykyP/xDbhJ+K5ro6MeJvBlGWKAPfr7ez67bU/dXr9yBoYRERBIV9Xj/qNsR3Azx197r85anPLQR+WUetU58/YMJVurolraOIom+FUpooO5JIamjvyPyM0h0MvMPJCBIKUTlg6kmSH2dvSKyDHtwfgH4Bwb9vX+w+iosf19Flnr2zaMR+b046pNF/oFKvWnrSKmnIPUCKrdMno/IT5KrIvKTZFdEfpJcFZGfJLsi8pPkqoj8JNkVkZ8kV0XkJ8muiPwkuSoiP0l2JVvkpx7s5+fHnTt3CAoKkkgMFrVg79+/z3fffUeZMmWYNGmStu5u3bqld3+JJKOodaN6q3v37i8vPzc3N2rWrEnPnj21xZeYmPj3mjaJxBB58OABKSkpLF68mLJlyzJ9+nRt3T18+FDv/hJJRlHrRvXWu+++q/WY6jN96JXfxYsXqV27Nq1bt2b//v2cOXOGw4cPSyQGi/rky/nz5xk3bhyOjo6MGDFCW3cnTpzQu79EklHUulG91bZtW63HVJ/pQ6/8rl69Sv369bVF2L59e7p06cLbb78tkRgsHTt21N5mqV69OlZWVlSuXFlbd+p2fftLJBlFrRvVWyVKlNB6TPWZPvTKz9PTkwYNGpA/f37Kly+Ps7Oz9qdEYsiodVa0aFHMzMwoXLiw1J3klfKkblR/qR5TfaYPvfK7dOkSdevWpU6dOsyYMYOZM2cya9YsicSgUetMvUltZ2dHhw4dtP9bak/yslFrRvWW6jA1qs/0kemEx8CBA4mLi9PeQJRIciJr1qzBycmJuXPn6m2XSLIS1VuDBg16+QkPV1dXatSoob3pLAg5yc6dO3FxcWHVqlW6LYLwanz44Ydaj6k+00emPb/BgweTnp6u2yoIhmfTpk3a+zULFy7UbRGEl0f11pAhQ16+5/dEfu+//7527ZUg5BQbNmzQym/BggW6LYLw8qjeUjtvIj8h1yDyE7IDkZ+Q6xD5CdmByE/IdYj8hOxA5CfkOkR+QnYg8hNyHSI/ITsQ+Qm5DpGfkB2I/IRch8hPyA5EfkKuQ+QnZAciPyHXIfITsgORn5DrEPkJ2YHIL6dIuctDbzeuHfqTw/v28csvv7D311/Zf+AY7pcCiHyk2094ISK/FxHNo7AzuB09yMEDl7gcdJ+HylZ5Av9ZRH45QiLxvn9yatYwJrVtQtv69alXrx71lJ8tmndk1CdL2H36FrfTdLsLmSLyy4w4iNzH6Q19Gda+JS2bTWLyj574Ki1SXs8i8jM48cT4HOD4vMF8UrsA5TUaNErMTE2x0v5ujH3x5vT5eDXbzwQQkaj8n6I7UtCPyC8DUiKI9vyJ35e8y6j21hTW1lcXesw9ibvSnPp4L0GHyM/ApMRc5dzC/oyp5UApKw0mtrbY1a6t9Pia8061apS3slEK1IYipRrS+ZN17AxM4q7uWEE/Ir8MuLGNX6e1pXWtwpQoqIrPREkP+sw7hYfSLPJ7FpGfIYmPJMptMXM6OuCiMUPjWI+6A8fw8aJFbFi3jh3z5zNtWA8aVyuIiXKVzl99CIN+DeNGrNydyQyR37MkPwwh5OxP/PZ1B3o3yI+pY3mKFVcutua25DPvx6DFZ7ms7CfyexaRnyEJ+4uLi9vTwUkZ5lpUxerdpSw+dBWf8HBu37pFdGgogRd/ZtOMtlR1VK7UBZtRbuJRDgQm6E4g6EPk9zTJ3PHcxY4P36BLmYIUrVyVsv0+p3/3lnS2s8be8j36LhT56UPkZzBSiL24ih/7F6a8pSI/5760WufP9Thd89/c4fbFbxnbvjiFjcph0WoZy05HEatrFf6JyO8JygghNRjP7eMYUcKcsrbVqfvpTL7+7RjbpvdmRFELilr2ovf3Ij99iPwMxgNC/vyGWQ1NKKaxoFS7KUy/mECUrvVpkqMOsmNsbd4wKoBNyU/4fK8vobo24Z+I/J6g6CzZjTNLRtDLsS5te33HMu9gvO754ra4B+/bm2NnLvLLCJGfQVDv2YVxdcuHjCpugq1xJRqO3safd9W5Xz3E+3Bxbkt65jfBLn8PBq2/yBXlFHLnTz8ivyekKZ/ga1z/dS0LPl7M6r0+uotmCNeXdaFPIXNszXrxrshPLyI/g6CWmSfnFvfhXUsbLAp04Z25p/BMykBo8TfxXtOBIWU1FCrYlC4LTnAqUYo1I0R+T1CvkLHE3blFWMAtIh8k69by+eGx+LH8Cor8MkTkZxAUyyWe4ODUt2lhao9xudH02+RNZEarTOPvELFzIJ/W11DQ3oXm3/zBb9Haswh6EPm9gOQbnF8o8nsRIj+DkAD3f2fPhGZUyVcETZ2vGPpzCHEZyS/pPjH7xzO5tTG2dkWp+ckutgepz4UI+hD5ZU56sheuIr8XIvIzCHFwZw8/fdoIJ2tFfo2+YcTecJIzqr6kB8Qd+YYZb5so8itI5VE/stlX5JcRIr/MEfllDZGfQYhX5PcLOz9rjLMqv4YTGb4njMQM5Xef2MMTmd5OlZ8dVUfvYIufyC8jRH6ZI/LLGiI/g6DI7+4+do1rgosqvwZfM2x3KAmZyO/Roa+Y9pYqP3uqjfmJrf4iv4wQ+WWOyC9riPwMgiq/xz2/Crqe37AX9vy+lp5fFhH5ZY7IL2uI/AxCHES/5D2/o0/d8/voRzbJPb8MEflljsgva4j8DILS87v3Kz+Pb0olK0V+9R7P9sZnIr9Hh75gWltVfoWpPnYnPwSI/DJC5Jc5Ir+sIfIzCEmK/46xf3I7mpjZY1xhNP03exOV0Z8p4QFR+4byxRvqOj8nGn/1G79Eas8i6EHklzkiv6wh8jMISpmlX+bM973pYW6LeaG+dF14AZ8M1vmlx4dzY9U7DC6vPuHRiE7zjvOX0nmUv6p+RH6ZI/LLGiI/g6A+xBbM5Y0fMKKwFTYm7Xlr4l9c1LU8Syqpce4cHdeYtgWMKZivCwPXuXFJEWVGa6LzOiK/zBH5ZQ2Rn8G4R+CvnzO5ljVFjGpRZ/AO9j7SN5R9SELYJlZ0dMFZY4OV/SjG7fUiSNcq/BOR34vww31JV/rZqfLrTZ/FblzTtQj/Q+RnMJKIOb+EjT2KUNbSjsKtpjDZI4n7uta/SQ/mzuEP+bCmDZaakhjV/56FJ28Ro2sW/onI70WE4LmyOwMV+RUy60P/5ZcUHQrPI/IzIOmBf3BqZkMaF9FgVOotWs76iz9u3OX2/VhiYh7w6N5Noi9uZd+EmtSzN8aoUEvKTNjPbz5x8jqrTBD5PU066SlJJD96SOyDB8Q8fMiDu+4cndWRHrbm2Jp2o9u3Rzj1MIZ7SlvMo3hik1NIkQIT+RmUR94EHxzDsAoWWGkKYVPzPbp8tZZZWw6y++ef2L9hIks/bsU7FU0x19hjV3s8I48F4xsjd/syQ+T3NEkk3PIl4M/fObp9B7t//ZWfd65l9nuNaWRhjpVxcxoM+Y7Ze3ez85e97Nx/miPeEYQnpeb5e4AiP4MSw8PwXWx6txmt7W2wsciHpmwTSr05iG5d3mFAUwfqOJpjmq8g9o5d6f7pXg4+TFaXSAuZIPJ7mvvK6OFnfv5gIGPadaDbu+/SpUtnGpdyoJD2qysdKVC1JQ16dKVTzx50Gvg1Y1cd58TdeP0v1s1DiPwMSjppKcH471zImsHNaVnWVClGIyUFsbQww1ZbnIWxqdGVAd9s45cz4fK1lVlA5Pc0YQTsn8nkcsWpZGKKpbU1FpZWSl2ptfUkSt3ls8TcKh/mto2o2WM1W4Lu//P+cx5D5GdwlCHsPS/CDi9j+fjutGxQFecKFahQwUVJU6o3GcmgGds54B+Z56/EWUXk9zThBP21iG+b1KWZtq50cXHBpWJFKlZUfro8tb3CO7zVZyM7gx7wQHeGvIrIL0dIVkYnvvi5HWDv9g2sX7OSVatWs3KNMiTeeZrjV6XH9zKI/J7mIfdD3DizdSNbV69W6mqVtrbWrF/Phk2b2LRJ+bl2DWuV7avVrPyJHXsu43U/QX3lbp5G5CfkOkR+QnYg8hNyHSI/ITsQ+Qm5DpGfkB2I/IRch8hPyA5EfkKuQ+QnZAciPyHXIfITsgORn5DrEPkJ2UG2yC81Vd4UJuQcGzduFPkJ/xrVW68kP1dXV+1Bw4cP120RhJxhx44d2qcVVqxYodsiCK/GiBEjtB5TfaaPTHt+Q4cO1W0RhJxh27ZtODs7s3TpUt0WQXg1hg0b9vI9Pw8PD+rUqUOLFi20xahejSWSnMjIkSMpVqwYAwYM0NsukWQlqrdatmyp9ZjqM33olZ+npyf169fHzs6OWrVqUbt2bYkkR1K6dGksLCwoUaKE3naJJCtRvWVvb6/1mOozfeiV39WrV7UHqVfgpk2b0qxZM4kkR+Li4oKlpSVOTk562yWSrET1luov1WOqz/ShV37u7u5ae7Zr146DBw9y5MgRiSRHMmHCBBwdHbXDX33tEklWonqrffv2Wo+pPtOHXvmpsyM1atSQ2V4hx1Hv18hsr5AdqLO9qsdearb3yVIXdbZEEHKS7du3a+W3bNky3RZBeDXUztsrL3WRJzyEnEae8BCyA3m8Tch1iPyE7EDkJ+Q6RH5CdiDyE3IdIj8hOxD5CbkOkZ+QHYj8hFyHyE/IDkR+Qq5D5CdkByI/Idch8hOyA5GfkOsQ+QnZgchPyHWI/ITsQOQn5DpEfkJ2IPL7L0iLJzEuhpiYWGLjk0lJB+U/IYuI/PSTlpxE/KOHPLh/n3v37nP//gMeKDUWl5CCfEL/icgvx4ki3u8n/lg/i9lT17BuzzV8ElNJ1rUKL0bk90/S0+7hc+4o2xcvZOpXX/HlF1/x9ddTmKLU2Ppd5/G4GUuSbl/hMSK/HEPp2yVFExP4E0eWvU2/N4pS1LY1bYfvZv+jZOJ1ewkvRuT3BKWmUuKJiwnF/dweFo4bSZtKNShsb49d4UIULFgIK+s6NOj0JTN2neX03QQepekOFUR+OcdNHpxfydpJ7ejZKB+FjTVoNNWo3m0zu2OSidXtJbwYkZ+O9BRSQ09x/qfJjB7Yjvqly2GqsUdTQBFfqXyYmag1piR/Ner3+ZIhP1/j3C35mtkniPwMjVKgybF3uee6hX1fvkHjavYUsLXCWiu/xjQesJ1flZ5fnG534cWI/HSkJZB0Zi5rRzhTskRhChSuTOlqXXhz8HCGfdGPXj3qUqqYNfnMzTEpXA3rPqtZcCKSJLnHrEXkZ2BSE8Lw37+EtYNb0rGKKfmqNqBs3UY0KmZFYUV+TQbt4DeR30sh8tOR8oi4P8Ywv19RCjdqTYNh05i6cjc7jhznuNsB/vhtGYu+7khrFxvlQmuGpmQfBq1yxSsBucesIPIzKEnEhh7gp+Fv0K6ALQ4Vq1Nr3GI+++ZjxteyxUlTlwb9d7DvocjvZRD56UiJJf7Et/w4rx/9lm1nsUcENxOSSEpJJTUthZTkW8R5r+X7/rVxUIe/GmdaTNjOntvIbRYFkZ9BiSDy7Hy+qFaKStb1af3VShad8eHIzmnMaWhLOU1t6on8XhqRn460ZJJDzuJ18QAH/G7io3cy4yJHpnfkzfwaLDWmVBy0mKVecF8mPkR+hiWA2ycXMaltT/q8t4hNvvFEKVfkiEOTmFk/P8UV+dUX+b00Ir+nSEslTUnG0xgBuC/vy2AHDQU0xpTvv4iFV+CezHuI/AzLHR4FnePott/4/aAPodpt6UQf+Zrp9fJTTOT3Soj8XoZQrq4ZwIeOGgoa21Jt2GrW+UOMzHiI/AxLOunpacrFWcnfxfaQ4P1fM7VufhxEfq+EyO9l8OPC4t4MsNdgq6lIs/E72XcPWVeqIPLLce4T8KfI798g8ssq6o09D/6a2pFOFibYaJrzzrQDnEiW2V4VkV+O84BAkd+/QuSXVZSqerCLbUPrUlNjicayP/2XX8BLaZH5DpHff4DI798i8ssiiRE8PPMF37S2o6D65Ef1KUzYE6xUoCxyVhH55Tgiv3+LyC8rpJIWcYyTU1vQtpQGjVU9HMb+zKbLD3XtgsgvxxH5/VtEflkhnJsnZ/NlYwfsjaywcRrJB797ceWBrHF5gsgvxxH5/VtEfi8ikbiwvfwyqQ21TS0wKdSEFkN+4tfbsfJkx1OI/HIckd+/ReT3IrzwWDeKEZULYaMpRJl3pjDrcDgRcqPvGUR+OY7I798i8suE9CjuXl/CgnYVKK/RUKBkVwasOsn5RPUuoPA0Ir8cR+T3bxH5ZUxixFEOTWlOhwJGWOQrQ71RP7P5+gNkmuOfiPxyHJHfv0Xkp5+U6OtcWDuWjyppKG5VkvLdxjPl6AN85f31ehH55TgxBD0vv0cp8rjRSyDy00cUgftmMLNlWVxMNRRrMpwR26/ifl99sZqgD5FfjpPIrWOTmdVAfatLXRoO2sNB+fO9FCK/50i6S5T7JtYNqk2zAqY41mhE7+WnOBGjaxf0IvLLceIJP/yN7pVWdWg48Gf+VC7NcjM664j8nuWh/wF+m9CCTo6WFClejhYTV7HNJ06WtbwAkZ9BSSc9+RGxYSFEXL+Br68v3n6XObJyFB9VsKGwphpVuyxmicc1Lvn54OUfjH/kfe4mpYgMM0HkpyM9nYTb7rhuHMGIqkbYawph06g7Qzce4Zh3MMH+vkrN+eDjo8TbC2/l5/WAUMKiY0hNlad7RX4GJZnkB974/LiRn6ZMY97cuXw7fy7j3mtPcysL8mlKUbTOQHpOm8nk+d8y4/u1LPzlPKdvxshVOxNEfjpS4rl5eBpL33WkvJX6CFs17NsM4/2v5zJ/0fd8P28Oc+fMYY6a2TP59ts5TFm6nR+O3+B+rNwJFPkZlFjiIv7klyHd6O/kTPWqValcoyZlC9lhof1OBSXmjthWrIRzjSq41GpHg3eVnuC5EG7qziD8E5HfY9ITb3Jl8VsMcdTVknIxNXFqQvWadahfsypVlXr7O5UqUrlKVZyafMB7cw5yLVqm2ER+BuUBMSHbWN2+Nm+YmmJhYYG5ZT5MNca6YlVjqgjQHDNLNU7Yl5/ApN+8CdSdQfgnIr/HpCV4c25OewY4PKklK4ys7LCxtsba0kJbb3/H3AxzcwtMi73DG5/s48RNWVwl8jMoscRGHeW3b0bzcZcudO7cWZsu3brRvVcvevXqSc8eXemmtHVRt3d+n3f7rmbTGen5ZYbI7zHpScF47ZnL0hG96K/WU89u9Oyq1FGXx3X2bB7XX5c+U/lklSuX7ibqzpJ3EfkZlFRSk+4Q6XudGx4euLu7a+Nx6RKXr17l6tUrXLnswSV1m7btKpcvhRJ+Lx4pzYwR+elIi+dRZBChN65yTa2nK5e44vGklvTH47IfN0KVEUmyTHiI/IRch8hPyA5EfkKuQ+QnZAciPyHXIfITsgORn5DrEPkJ2YHIT8h1iPyE7EDkJ+Q6RH5CdiDyE3IdIj8hO/jX8hsyZIhuiyDkDJs3b8bZ2ZlFixbptgjCq/HBBx+8vPxcXV2pUaMGI0eO1G0RhJxh165duLi4sHr1at0WQXg1PvzwQ63HVJ/pQ6/8Lly4QK1atejTpw+3b9/mzp07EkmOZMmSJZQtW5YZM2bobZdIshLVW3379tV6TPWZPvTK7/Lly9SrV4/KlSszevRoxowZI5HkSNq0aYOtrS1NmzbV2y6RZCWqt6pUqaL1mOozfeiVn6enJw0aNCB//vw4OTlpb0BLJDmRIkWKYGZmhr29vd52iSQrUb2l+kv1mOozfUjPT/L/KtLzk2RHXrnnJ/f8JP9V5J6fJDvyyvf8ZLZX+K+Q2V4hu3il2V5Z5yf8V8g6PyG7eKV1fk/kJ094CDmNPOEhZAfyeJuQ6xD5CdmByE/IdYj8hOxA5CfkOkR+QnYg8hNyHSI/ITsQ+Qm5DpGfkB2I/IRch8hPyA5EfkKuQ+QnZAciPyHXIfITsgORn5DrEPkJ2YHIT8h1iPyE7EDkl0MkxEQTcuMaF8+e4dTJU5w6dYaz5y5x+VooEQ+SkL9g1hH56UiLIybsBr6upzijral/5uTJk9qcOn2aM+fPcf68Kx5X/Qi5n0ic7jR5FZFfDpCceofLx/eyeNwnvNvhHdq2bkPbNu1o334gg8csZ91hpYAT00jX7S9kjsjvMelJwVzfMYV5fdvQsU0b7XsOM0rbt96iXYcOdOjQlYGjv2eTezShuvPkVUR+hiThLg+C3Tj82womDu1N3SJOmBjlw8jKGGMTDRqNKSZ2LWg/ah7z//Lj8r1U3YFCZoj8VNJJS7jCmQXdGeJsQkEzpZZMzbRvuH4m5uaY57PB3MwCU83jmrN3+YCvj4fhqztTXkXkZ0giznJly0g+6FIT5+LFleIrQ74yNajUoipVqhVQClEtRhsKOTWkxuiNfHvyDslpumOFDBH5qaSRluSJ+w9jmdS5Ok3q1qRGrbrUrftc6tWjQeNm1HBxxkFbb9bYVRzP7Iu3CdedKa8i8jMg6Z5bOPSFC9UrFcLKpTF13vqI9yfN49uN8/hu/ij696pPlVLWGGuM0FR4j7fnncUnJo0k3fGCfkR+Kor8UsMIu/wLB7YuYMXShSxYtET7luuns3TZMlYun8PkwW9TO78VGuPqOHVYx86gGB7pzpRXEfkZkDSPdRyeXIcWfXrQcsZm1hx158INf/zC/fEPuIDbse+YMag2JdQrslk5qg9cyU8BidzVHS/oR+Snkk56ejzxD28RFR5AcFAgAYFBBAU9l+BgQi//xN6Jbahonw+NfXtqTTjGhcgk8vpNFpGfAUkLOIznnil89/Ne1vo94p5u+/+4itvawXS002CpMabkm2P55vQjguTPmSkiv5ckdCsHP6tEyYLW2NQdS59dwUQ8kuk1kZ8BSY+NJOaWN/6RdwjX+ye6T/Af3/B5dSPt/ZhCDQcy6vcYvOJ1zYJeRH4vR/yZKSzvZE0x6+JU7r+SZb6JPJS5NZHff0si4cfmMr+5KWUV+dk1/oCP/3iId4KuWdCLyC+rKIZLDsd9RU/eK6chn80btJ9xiHNKfSXr9sjLiPz+U+IJOzqb75pYUFpjQsnWnzP9XCwhclXOFJFfVomB8L1sGlEXJ4v8GJcbxsitnkQoLTLoFfn9x9wn6M/JTHbJR1FNQSp2/I4V/vFE61oF/Yj8skZ6fBDRRz/k08ZFMDEvQ5FOG1h4Jkq55AoqIr//lAA8t33E8PxWWGsqUvu9jfx0J5GHulZBPyK/rJEUcZbzs6vTwcEEk+INeHO2B/sjUqTXp0Pk919y/wBHZrSgsZEZmnxtafLpIc7Hp8g6vxcg8ssKKTy88RNbOxekipExNhXfZfSBSLyluP5G5PdfkfqQ+DOzWNTLngKm1miqjKb3mhvcTkqXK/MLEPllhduEnpjFNxUKYK8pRunGM1ns9UBuqTyFyO8/IRVi3Tk3tzPvlFMfOaqI8+D1fO9+nxSZ7HghIr8s8PAcbuu60amQOZqCzWg8/ACHo+NJ1DULIr//iHDuX1zE1A7lKWhuhXmhQQzbfBH3uDSZhssCIr8XkULqlTVsG1mW8jZmaOqN4oMtYQQp9SXl9T9EfjlOMnGhv3Hgs7Y0KmSExrY+jQfs5Gff+3n+/WpZReSXGargwgnZMopxNc2wNipNmcFrWOmTSpyMKp5B5JfTpHtxecvHfFTUhkImNpR+60tmHI0kMFmuyVlF5JcZiaQnHefPca1paWGGmVFHOn/3F+eStTdbhKcQ+eUosdxxX8qSzpWooNFgWaEjfRaf4Hy8rLh/GUR+mXEfItaysIczRTUF0JSYwLidAdzRtQr/Q+SXY6SRcPsUBya1pnMhC/JbFaXu2G1suBaf518t9LKI/DIhIYCEw+MY3dQWE9PymHRZw+Iz95TqE55H5JdDpEZ74LZqKCMqm1HU3JEKvSYx7XAEvrLu6qUR+WVMUuQprs9qRftSGkwc3qTOd6f4I1zGFfoQ+eUA6cmR+P46g1ktbamUPx+OLT5gzO4IrjyUyd1XQeSXEYlEu69ldZcSVDI2wr72cD47FIa3fDz1IvIzODHcPLmaFe/VpamthhL1OtBv7QnOyVj3lRH56UO5jMb5cH3HR3R3scRGU5yyHeez1TdWHpfMAJGfAUlPTeJR2CF+ndCSDgXzUcDOnnqfLGTd1WjuJqSTnJJMSlIiiYmPk5CURFJKKmnp0h/MDJGfPtIgdDeHJjeibEETjMxa8cZnf3AyKlFGFxkg8jMgSeFueGzpx0f1rCmizrxVakuHKWvYcvg0Z04c5tjhQxw6pOYghw7u57djZ/jrSiDRMfLejcwQ+eknwW0269+1w8ZMg0WVMQzaGkxAvCxwyQiRn8FI4+6ZJWzsY0plS/URNkc01brStOcHDBs6hKFDBvH+oEEMUjNwAIP696PX8K8YtfgPXP3vytU6E0R+z5NKekIU3pv6M6qaIj5zC5wGrGL51TQeyDRvhoj8DEYcwXs/Y0pVpRi1XxlojMaqLLZFHHG0s6WgbQEKFHiS/BTIb4Nl0YaU6bWMLa43Zd1fJoj8nieGlLAD/DCiqnb9qKZAQ9rPO47rQ1nYnBkiP4PxgKD9s1nwtgN1HItRrHgJipcsTcmSJSnpqAjQsTjFiz+XMm9Sue86NrrdlgfQM0Hk9zzRJPltZvmQJlQoXp2SbWYx80CQutxZyASRn8GI567vSU5v+Z7VC+Yzf95c5s+ZyexZM5gxcyYz9WTWt6uZv90Nt9BHyF80Y0R+z6PUS+RZTuxYxZw5a1iw/RJu4XLf+EWI/AxGOumpKY9ncxPUJJCQEE98fGZJID5ROSZN7vhlhsjveZR6SUsmOVGpn4QkEpLTkRJ6MSI/Idch8hOyA5GfkOsQ+QnZgchPyHWI/ITsQOQn5DpEfkJ2IPITch0iPyE7EPkJuQ6Rn5AdiPyEXIfIT8gOXll+rq6u2oOGDRum2yIIOcP27dupUKECy5Yt020RhFdj+PDhWo+pPtNHhvKrUaOG9mBByEl27Nihld+KFSt0WwTh1RgxYoTWYy8lP3d3d2rXrk27du04ePAgR44ckUhyJBMmTMDR0ZGRI0fqbZdIshLVW+3bt9d6TPWZPvTK7+rVq9SvX59ixYrRtGlTmjVrJpHkSFxcXLC0tMTJyUlvu0SSlajeUv2lekz1mT70ys/T01N7kJ2dHbVq1dLaUyLJiZQuXRoLCwtKlCiht10iyUpUb9nb22s9pvpMH3rl5+HhQZ06dWjRogXbtm3T3oeRSHIi6nBXvWIPGDBAb7tEkpWo3mrZsqXWY6rP9KFXfk+WugwdOlS3RRByBrVonZ2dWbp0qW6LILwa6mqVV17qIrO9Qk6jXrVltlfIDtTZ3pde6vL0IufUVHlZtpBzbNy4URY5C/8a1VvyhIeQq5AnPITsQB5vE3IdIj8hOxD5CbkOkZ+QHYj8hFyHyE/IDkR+Qq5D5CdkByI/Idch8hOyA5GfkOsQ+QnZgchPyHWI/ITsQOQn5DpEfkJ2IPITch0iPyE7EPnlIOmpqaQkJ5GUpCaZ5OQUUlPTSde1C1lD5Kei1E1aivazl5KaRtpLF1Ea6SlKDSYlkpj4JEpdKjWZopwsL9SkyC9HSOVOyA1O7d3FusWLWTBvgfLBXcSSJZvZuusMbgH3eajbU3gxIr84iDqO2+9rWLtsG9v2XcP7UTJJutYX84DYqwdx3byUDd/NYc7s2cycNZtvv5vPvC3b2XougEvRkJCm2/01ReRnUJTrZ1oCN29eZt+6eYxs/zbVypanZKmSlCxZguLFa1O31cd8ufYQx27GcF+6gFkiT8svPZGU+yfx3DOUz7u7ULFUK1r1+4HdN2OzdgFNi+NhwAH+mjmIzxtW4o3SZShXtizlypWlbIUylGrbmqYzd7LwYiqRibpjXlNEfoYkOZJYrz9Yt+BjujevQxFNETRGNpgWtsDcUoNGo8aZah2GM3TjSfYFxClDGd2xQobkXfnFkeK7jz9WDmZMFwcqFFDrpzQlGy1ifehD7uv2ypj73Hbby84v3mNw1dJUMC9M8WKVqVGnPs2b1qJmraLY1XQgf/8vGbg7BP+Y1/tzLfIzJPfOE/zjcLo2L09BOwdsCjakUuuedBnZg24961CmRH6Mjc0xty6BbYcZfLQrmAfJumOFDMl78ksnPSWRxKDjXFjSjXebFaewnSVWxqr8qlGpzXK2hj/KXH7p8aTGH+X3r7rTvXBBiheoRPHa/eg+Zh5L1mxkz66VLFv8IcNGteGNjycwfJcHfvezPpDOjYj8DEi63w7cvm1InSbVcWj/Pv2+WMbCbfvYc2Ifv/y6ggUz3qNLw6JYqD1Aux60+uYU1xNSkb9m5uQ1+aWn3VN6bDvZN6kPw96wwK6CCwUrN6B2MSuKaWpS/e1V/KDI74Fuf30k3bvGjb2jGFs1P8U1hSnf/guGLPuDXad9CAy7xcMHIQT7n+DYoY2s/GU3P7r7ExUnPT+R3yuSdn0H55Z2Z8DkyYzYc4Ezt+5z72EssQlxxMZFcS9UKbJJralpZKpcwevRYNCP/P4giVjd8YJ+8pb8UkmOucjxmT0ZVKYQpRwLU7r/V8qF9AvGvVGEqpqKVG63ii1hmckvhbueP7CpnzN1LMwoVqU/Y3Ze49z9OB4lppKWrt5sTiMtNYGE+BgePHpITEKSdtb3dUbkZ0DSI9wJPL2VPecvcuyeWl7PE4bPzlEMLGlJfk0xqnb6njXB8dzRtQr6yVvyu0us72YWtKlIDU0ZavWZwIR9bvzyyzKWtStGNU15Kr71IvndJnD/RMZWNsfOpir1xvzM7xGqVvM2Ij9DkpKo/BdLfHJKBssQ4gg/PJ2Z9S1x1JhS7q3JzLsSx01dq6CfvCW/cB5eXsXsDh3p2Gw8c46H4hOfzK3zi1n+VhGcFPlVepH8ki7gtqoPbzvaUqTuSEbujSJcPrIiv/+WdCJPL2BFCwvKaDSUaDmB6W6xSn9QyIy81vNLCD3FwTU/sGXzOTzjH2+N91jE0raFlbp5kfyU8UbELvZ90ZhqdiVx6r2UFUG6pjyOyO8/5QHBf3zN13XMKaKxoXznb1muVPdtXaugn7wlvzTSUxNJiI0nPj5FN1RNIcp1IYvaFKbsC+WXSsrFBazp60TJgrVpOGYbeyOTuPvgLtEREYSFhhIaGkZY+G1uRcXw8O9/4/VH5PdfkuiO65JuNHc0w7hAIxqO/4WTN5NlwuMF5C356SOBm+cWsjBL8ksh5pAyXH7LnmIF3uatz3/kl+un+WPLSr797DNGDBvG8GHKUHjUV3wxdSs7jvkQ8Lo/2qFD5Gdw0pX/lGtpWirp6eozmMmkJccS/yCEyFPzWdi3IhZ2DuRv+RUf/hzI/UTtEUImiPwSuZVV+aXHEfrzB0xsZEVR6zY07fMVUxaN58OeXahXvjJFSzhS3LEIRQoVxaFEKzqOWsLKM75ci1Of8dWd4zVF5Gdo0pW/Tdwt4qOCiYhQhhgR1wm59icnf5rD7GHNaFauMJqKbWg1/3d+Dnm9F5VmFyK/l5Bf2i2ure/Hx9VMsDMrjaNTVeo0qk6dxh2p06Y3LRUJdurWmMYu+bDXmFCwXGOajl3J5BMRRMbKUheR378hJZbUwENc+X0Va9cuZ8XqmSyb0Z/R71SmdAEjNEYOFOz0OVPcQgjVHSJkjsjvJeSX6seFpe8xvJwRBTQ2WNqWoHTNJrT/cA5fbPqTH/46yJ+H1rNuRg8GNLSjhLU5FuW6U2fyaS7cTnqtRyEiP0OTeIfYv2axenQT6tepQc3aztRwLkAxM92zvablqfbRStb5yeLmrCLyexn5eeG6uCeDi5so8qtKySYfMXDOejYd8eB8yF0i4mK4/zCUEM8/+W1xPwZUMcdG44JDhy3s9I9BN7n8WiLyMzSK/GKOz2LxsHpUcXHG2VmNE+WdHCntmF8ZhlSiQe9JfL3FjTOBMcSmyT2/FyHyezn5uS3uxoDC5tgad6fFhBPsi07lnyPaNB74/MQP/ctQ06gQxap+yYwzEYS9xlO/Ij9DkxpPYtBJzu5bzdLFi1i0aAmLlixh2YpJLJraiYFvVaRamXrUbT2EsQv/5HR0uvQAX4DI72Xkd0Pp+XWlbyELRX796T7/Old0Tf/gnhsnv6hMa2ull1jqHQZs88YtRtf2GiLyyzHSSU9Xo/6m/r38eRS4kZ+nd6JzCVtszG0o22o8X5+MJjBJ+n6ZIfJ7GfkF4rGiJ+87mFLItBPd55zCXdmsbyI35ZYHZ6dXoWMxDRaO1Wm74BIHXuNFpyK//5Rgbp5bwbYPalOxgAYjh3bUW+DGiQiZ9c0Mkd9LyC/tLj5bB/JxZSMKWzTgrUm/czwevY9bJt+8xPlZVehcXIO5Y0VaznHnj9f4WUuR339NvCf3dn1A5+qWaMxrYDVgO9svx+i9MguPEfm9hPzSk4n87ROmNzemmHVJ6o3dzu4opex0zU+TdNOVU5Mq095OQ74SdXlnyRWO3NU1voaI/P5r0gJI3j+KnnWt0SiFbNRmMSvORL7E9zHkPUR+LyE/5TIaf3IWS7tZUbyAFc7vr2RdADzStT5NXOhh/vyoAk0tNOQv8xb9t3hx/jV+lb3Iz2CkEBd9i0j/IKLvxmX8vGTcOW5u7MQ7lc218jN+cxFLT99WylvICJEf3PNYyrJ2RSincaZK+3XsiErJoGbSSLu8gq2Di1EkvzF2rb5h0rFEPa9NS9S+PWZ+J0fKa8wpWHUYXx0IRvHka4vIz2A8IPDoLvbNmMve39wIiNNtfp7wrZydVJZmxTVoLGpg2mMTGy/ey/PvWssMkZ9SXZeWsby9Tn5vr+enO6kZjBbSIWAbv4+vStECJpg4vEunBVe5/vzXJaTeIGTncDpXzU8+TVmKt1vA2svRenuIrwsiP4MRyaX1XzKtQTXe7/c5320/wamz1/H1DebmrZuEBgfj436SE6sHMfFNDSU1Jpg6dqXWnJMcDUrQnUPQR96SnyKvtEQS70ZxV6mZcPUtLBFBXNwznW8a2il1Uxan5nOZ7+aNZ3goIeG3CL/3kPtJT97OohwffQLXJV1p4GCEkaYiju/MYv4+N657BRKhnC/c1wfPA9+zckhl7M2NMSn4Di2nHOPkrdd5ibPIz4BE47n5Y75wMaJK0XJUadiZdzp9ytSp37Np6yaWL1rIxAHv0atuCe23cBlryuHUciZTL94iRF3pLGRI3pJfquK+cMIO7+PQwkWsXb6C5evWMOvj/nR2yE9BjQP2lQfSa/ZC5qxZzpI1W1n9pxunw+/z9xK9pNsEH5rJ+DesKaExQ2NfkxrNh/HphLmsX7aUNZMnMrprY+qUMEGjsaXcW1OYdiqa8KTXuw5FfgbjIeGnV7NhaE1aO9tT0MJYKaxCyoe2Bi1bt6R+7VqUsLTE1NgaqxJVqdRgNKPn/sXFlHTkC9wyJ2/JL5Hkh2c58c0IPq1Zi2b1G1C/aVOqly2LnfarT5WYlcG+Zl2qN6lP3SYdaNLne+Yd9SNYOfrJitFHwcc5PO0dBtcoSintt77lo0jhyjSvV5cmpUpgZ5Efo0JOlKvxHh8tO8xpZbz7ut93FvkZjBTio73wPbGM1V/2pPMbdhQqqPTwTI3IZ5UPU1PlKqv8NKvajGZDZzFz2xnO+NxTv4tfeAF5S35xJN77jZ/6t6C1sTFWpqaYWlgqIwWd+J7ExBRjc1NMzIuTz2EEH228yHXl6Cd9t7TEu9y9sYs/p7/LCJd8Sg/w8XGWyvnMlZ8mtuWp2OVzPl1yjKM+dzKYOX69EPkZnNtEXNrDzhWjGDu6Fe3at6R58+a0ePNN3hw0gL5zVrDq0DW849P/vkoLmZO35Jeg9PxOcnD6KEa1bEGrFi1ooaSlUj+t2rShTVslrZXflbaW2raOtGo9m/l7r2tnap8duD7k4aVdHP5mCF+805oOb7bUnkutxW7DvmTmDmW4HKbqNm8g8ssB0hOiuB1ymSuXj3H8ryMcPnSYw0eOcFT5G7r6hRByXxna6PYVXkyeu+eXHMlNTzfclJo5clipHSVHjh7l2IkTnDjxFyf+Un7XtR05/JeSa9wIfaCdqf3HBTU+kvteSq/w9HFOHFNqUT2fcq7T7tfwvRXHwzx0BRb5CbmOvCU/wVCI/IRch8hPyA5EfkKuQ+QnZAciPyHXIfITsgORn5DrEPkJ2YHIT8h1iPyE7EDkJ+Q6RH5CdvCv5acerL6eXRByik2bNmnlt3DhQt0WQXh5VG8NGTLk5eXn6upKjRo1GDFihG6LIOQMO3fuxMXFhVWrVum2CMKr8eGHH2o9pvpMH5n2/AYMGEBsbCyJiYkSSY5kzZo1ODk5MXfuXL3tEklWonpr4MCBL9/zu3TpEnXr1qV27dpMnTqV6dOnSyQ5km7dumFnZ0f79u31tkskWYnqLdVfqsdUn+lDr/w8PT1p0KABBQoU0H0Rt0SSMylatChmZmYULlxYb7tEktWo/lI9pvpMH3rld+XKFerVq6cdfvTp04e+fftKJDmSN954AxsbG+rUqaO3XSLJSlRvqf5SPab6TB965XfhwgVq1apFjx498PHxISAgQCLJkaj3+kqXLs3XX3+tt10iyUpUb/Xs2VPrMdVn+tArvyezvSNHjtRtEYScYdeuXdrZ3tWrV+u2CMKr8a9mez/44APdFkHIGbZu3aq9X7N48WLdFkF4NYYOHfrys71P5CdPeAg5jTzhIWQH8nibkOsQ+QnZgchPyHWI/ITsQOQn5DpEfkJ2IPITch0iPyE7EPkJuQ6Rn5AdiPyEXIfIT8gORH5CrkPkJ2QHIj8h1yHyE7IDkZ+Q6xD5CdmByE/IdYj8hOxA5PefkAzxUdwJ9sXHywsvLx98I+5xJy6dNPk6lBeSV+WXmhTLnfAQ/G5cx/PqVa5evcb16774Bd4m6mESL/4UpkLCXe5E+OF9/QpXLl/C49JlLl/xxCsgksiH6eSl8hP5/Rckh5HssZmdUz5i6IABDBg8gjGrjvCrTwpJabp9hAzJm/JLJPjaKX6cN5uPBw3k3V696d37Pfr2/YjRn69h0xEv/BJeUDxJYdzx+JkdC8cxbEAvenTrSpeu3eje812GfrGO9ceiuanbNS8g8vsPSI8+SdCyTgwoZ4mRRoPGJD/F+i1n5slE4pSLs5A5eUp+KXHER/tz2W0vS6eNpUPlWhSyKICJlTnmFkrtaCwxt2/J26O/Z8lJX67EpOrtvaUn3uTO8c3sntyLLvXKkS9/IWyLOOJYrAiFrY2xLdOaVqN3scE1kluxeaMIRX7/ATFXNrC3vwM1VPHpYt19Id8cTyCP1N2/Ik/J754XQb9PZ8qIN6lbsRxWGgeMbJ0oVrMc5ZwtdfVjTUHnhjQcu5Zpf0XxKEl37N/EExPwK7uHdKRX5aIUsiqDWbnmNO06mA/6dKVT7cIUzl+AfOW60XTMTrZdiOYfp3gNEfnlNAn+uG8ezdjqlrjY5id/AaWALe1w6LuMWdLzyxJ5Sn7BB7nw7Ru0rpUf8xJVcKrRi3eGfc24hVOYPH0I3TvXpnxxG8xUCTor8pp+gstRyc/IK/XRJS79OJwhRS0obOlAkTof0u3LDWz4/Ryux39n3+JPeL+pIkBTpRZL96HnwhNcepD62t+CEfnlJKlxpFxbz5rhjamvDDnebN6Ypk3LY17QgaK9FzP7lMgvK+Qp+fnsxXVmHdp1aUK1UXOZvu0wB89d4ZLfNa5dP8PxQ98xc2h9yqnyMy1O2a7z2eT5gEjd4SoP3JeycWhZqhppsKn6Lj3nn+NXj1BC7yhD6pg7RPu78+est+lZVj2HIw69FzD/bAyRCboTvKaI/HKS5GBCN/RnYM0yFCzzDp+NH8n4wXWwLlycgsqwV+SXNfKU/EJO4bNrHLPWr2DW+TACdJv/xw08d4ymZ8l8WCoCLFpnIOMO3uaG9iOp3v27h++G9/m4igbbAg7UGLWFbYHKAERtfoqHFxawoa8dTtaKAGsMpfvGEPwevN5zvyK/HCOZ5HuH+GNwbWoWqkKh9rPYvH4WG8bUpGCRYth0E/lllTwlv9jbxIRc5FpwEF5xj3X2LPFEn/meqY0KUEqRn02l9gz4MZwLj9Q25XOZ7s7xL1vztqU5FmV68O4ad3z0DWcfHcV1QRtaFjNFU7wr9edd4Wr0612MIr+cIiGAsJNf8EXl0jgWf4/WC45w+cQK9nxUkUL2RbAW+WWZPCW/F5JOtPt61nQqRBVVflU7MHB7hE5+ii0f7WXb4PpU0xTBotokxu0L5IH2uOfxJuDXjxlQzg7jAm2pMukvzt1M1LW9noj8cohE/5858E0NmuVzxrn1MhZeDeVRwGZ2DHXG1q6wyO8lEPk9zWP5re1kr5Wffe0BfPJHJNeT1bb7ELaepb2rUlRTDJMaU/nityAeao97nptEnJ7OBBcHbEwaUuGjvewPidW1vZ6I/HKER4T/PoHJjY0oatuONlMvcS1FuSrf2sz6QeWxKSTyexlEfk+TyG035WLaxJ6yGjNKNpzAzAt3CdW2RYHXEr7tVgFLRX6ampP5Yl9ABj2/+9z2WMy8BiUpoamEU7d1bPW5/1oveRH5GRzFZkkX+WvuO7R3sKBIw6+UK3MsCWpZKVflNYr8rEV+L4XI72miCD42nYlOdhTWOFC+xXes9I/hjq4t3Wspc7q7kE+VX41JfP5LRvJL4Z7XFtZ3LktljSOlG81j6ZUo7ulaX0dEfgYmPe0OMR7z+a5HVUoXa0CTz/exJ0RtiAff1ax5X+T3soj8niL+Ipc2vUf3gpYYm9amUu/t/HY7Xr3bpxBDetgO1g6tQzmjApiWGcKIH24QoW37J2m3f2fvYGfqauwoUW0689xvcVvX9joi8jMwKQ8ucn5eB7pVKqP0+j7ni1/9idDej1Hkd2OVyO8VEPk9IU2poQ3s+tgFJytTNI49aTLtHNfup6otCkqhxbpxZMbbdMhvgpVVQ96ecYCTCdoj/0F88B5+GuhEbY29yE+HyO+ViSPRex3fd7KnTNEqVBp1kD2BivS0xMI1kd+rIPLTkR6M/9aRjKxngkZThKJvzeSTQxHce1JiWm4T+MNQPnPRYK6xoVTb8Xz982Xcgu5zJzaVuLgHRN/04cqJA/z8/Rg+alSE0sqwt1T16SzwuMUt3VleR0R+hiTuOhE/j6B7FVNsqnSl79YoPB+PRxQU+d1YzdrBT+S3iG9PJxH/mj9SlB2I/FQekBryE+uH16e82uvTtKPT9AMcuJdMyjM1pFxQT85mZU97CptqMCtYkWpvTeCLlYf47ewNzrke45c9C5kyrDsdlNFJ2YLm5NOUp0ytmSy5dFt6frqfzyDyexHxPLy6hd9GNKKcc1Wch61iV5B2sKtDqdCgDWwa5oyNXRFsei5jwUVdk5ApIj/lgxvjyqWlg+hZ0RKNSTmcmy9i8akw3UTHcwQf4uyagfRtXZLS9ho0ZsUp0/g9ug35lA9GDqTL4Ldo1KQ6LsWK4VBEkZ9NVZxaLGStZ3QGkyOvByI/g6Been24un4Eo51Kkq/GYLquvUzEM2tGFQ16r2Hdk55f98XMOZuiXKeFFyHyu0XIiXnMrlOKUuYabKv2ZeTmG1x8mKz3dVYk3iMm8CiHNwxieE87ijmYYG5blMLFS+NYrjT2TetRd9BAeg3sRpdGhXEoWYcKvTezw+dBFl6QmnsR+RmC1FgSw3aw7aNa1NQUwLrWeEaudeOa51WuXVXfnHuFKx7n8PxpOpM7lMOygB0Wrb5i2Do3zl26jm/wQ6JiFIW+3o9WvjJ5W37pxAXu4edPWtBIo8G0SE1aTdjJb7fT0D7UkSGJJIX9ysFdnzFhQi969+xC186d6NyzJ13Hf87EnT+x6UelHtuWomSJN3AetY/9QX/fo3ktEfkZgoQoHhz7iikd8mOjMceuXHd6fTCLaVOmMG3qN3yj/Jzy9ZdMH9SLTi6OmFjaYFypM7X7fskXU+ayfOd1TvtBskx+6CVPyy/RD4/VQxhZwQY7RX6lu09n5vE73MzKhTL1Hg/u+uHvf4Wrlz3wcL+Iu8clPHz8CLjjx40Ts5lapzj2RdpQbcopzt18vd/qJ/IzBHHhRG/vx8h6Gt3LJotQyqES5cqWw8mpLGWdnHAqXRZn+5IUNrNBY2yGxro4JoVLU9qlDm+O/ZkVZ1KIlz+rXvKs/BJC8P9jBtNbOVLBxAKHJn0YtuUSrsoo4d9zm3uHP2ZIWSvyle5F+3VBeN1/va++Ij9DEH+Tu3tH8WW7ApiYGGNuZoVNvvxYWVn9L/mssDa3xNzYBI2RERqlmI3M85GvUAlcBq9hrvpiU/mz6iVvyi+RqItbWN/PmUa25ti7tKTbYlcOhCX94/VUr8TDU7gvfJt6Dvko2GIcXx5PfO4e9euHyM8QJMcQd2UH+5Z+yocjhjNs6GDl7zSQQYMGMXDgIAYNHMjAQX0Z2LUhjZxtMDW3wLR0Peq+3Z9+H3zIx6sOsc87mURZ9qKXvCe/FGJu7OeXzzvRrbiG4uXq0nryZnaHaZcxZwMRhOyfwsS3nLAsVInqH23kF+Xcsa95/Yn8DEF6Kmnxd7kfGUpwcBBBgQEEBPjj7/9U/K7gf2AGs3qUxsq2EFZvTWT8jht4+gYSdPsB9xLkaywzIk/JLz2d5EdXOLtoAB842VI0nzEufT7n21PBhCs9s8d+Sld2SyM9LU2pGfX3ZwsnPS2FlOQkkpKUnynKfrp91O1pKVEkBW5n/ahGuFgXwdh5KO+vdydQ+Ui/7tdekd9/yc0f2D7SBRu7oti8t4bFnrrtQqbkJfml3lMunIe/YuY7pXDWqI+w1aHxuMWsPeaOu/t53M6d5exZNWc4e+YUJ85f5PyNYCIfPFlRmsZDn4Oc/nEBqxZv4cedRzjv6oar6zncjvzEoR3TWPF1O1qVMkajccJ5wDbWXr0nX2CkQ+RnEJS/md9a1r9fFov8BbHouoQ551//q212kHfkl07sjV/4fVwpWhVVJ87s0FTsyBvvjmHMZ58x/rOP+WTsWMaqGTOasaM+ZNhnk/ls2e+c9IrUrflL5daBr1nQy5EaTnVp8uZAPh03gXGffcKEgS3o28yBCiUKYWttS7HKfRizwwuPxLwx5BD5/VekP4SrC1nSo5BS1EZoWs9m0jH56sqskHfkl0zUyQUsaqahqHbVgBKbChQsUQGnEsUoXrQoRZ+kSGGKFrbDVukZluj8HUuOBOomQtKIPqIMk7toKGCsnsMKh+IlKF68GCWsNFip57RqQPUOHzF+4W6OhcWTLZPHuQCR339Feix4rWfjiOoULVmGon2WMf+svNggK+Qd+SVw8/QylnW0p7atFfmUEYKNXTHs7ItQ2K4QhQoVpGDBZ2NbuCZF233HnANBfy96TvDdwS/ft6RDK1vsixVQjlOPVVLAgUJF3qJm12XM3HON63cfaZ8tzyu3mkV+/xXpSRDpyoWfFzB1xiymbjvDX8EpJMu494XkpZ7fg4BTnFw7nYWTJjLx6y+Z+Pk4Joz7lM+UYe8/M45x42YyYfFh/rx+5+8lMOkP/Qi4vI0d275h8pTxyn6Pj/90/FQ+n7KDFXsCuPo6v7U0A0R+/xnK9TU1gYRH97h79y53HyYQn5yeZ666/4a8dM8vLTme+Ad3uX/nDnfuRHMnKpKoyEgiM8wdou7F8igx9X+1lK7O9j7i0SP1HFH/2zdK2fdOLA/i0l7rZ3gzQuQn5DryjvwEQyLyE3IdIj8hOxD5CbkOkZ+QHYj8hFyHyE/IDkR+Qq5D5CdkByI/Idch8hOyA5GfkOsQ+QnZwb+W39ChQ3VbBCFn+OGHH3B2dmbJkiW6LYLwagwbNuzl5efq6kqNGjUYMWKEbosg5Aw7d+7ExcWFVatW6bYIwqsxcuRIrcdUn+kjw55fpUqVaNeunfZ3d3f1FTsSieEzceJE7O3tGTNmjN52iSQrUb2l+kv12Ev1/Dw8PKhQoYL2AekOHTrQsWNHiSRHohar+oYTJycnve0SSVaiekv1l+ox1Wf60Cs/9W3Effr0oWrVqlSuXFkiybFUqVJFW3fqT33tEklWo9aR6jHVZ/rQK7+YmBgOHTrExo0bWbp0qUSSY1mzZg1bt25l7dq1etslkqxG9ZfqMdVn+tArP0EQhNcdkZ8gCHkSkZ8gCHkSkZ8gCHkSkZ8gCHkSkZ8gCHkSkZ8gCHkQ+D+h37yw8lCFcwAAAABJRU5ErkJggg==)
Maths-General
Maths-
Why does solving a radical equation sometimes result in an extraneous solution?
Why does solving a radical equation sometimes result in an extraneous solution?
Maths-General
Maths-
Solve the radical equation
Check for extraneous solutions
Solve the radical equation
Check for extraneous solutions
Maths-General
Maths-
How can you solve equations that include radicals or rational exponents?
How can you solve equations that include radicals or rational exponents?
Maths-General
Maths-
The average rate of change of a function is less from x= 1 to x= 4 than from x= 5 to x= 8 . What type of function could it be? Explain.
The average rate of change of a function is less from x= 1 to x= 4 than from x= 5 to x= 8 . What type of function could it be? Explain.
Maths-General
Maths-
Determine whether a linear , quadratic or exponential function is the best model for the data in each table .
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zOT/iiqTvuSlGqDwAwdaxNtQ5LmX/gKr7pIdy4tJF1/erRylGdVquCdMG58nsM23yCAyFRhAb4EuwnC8Kfj8jxdXlajp7sntGXD8ppHr8SIX9FbBtPZIIyrb4scnwmIkcDx89fKbiQW3gdXc+WL6vSrpQ55lrxaXCpO4B+s8+y51IoEXFRBHh5cmzWOwyvZ4u5dmRpgmmxhjT8ZisrjgcSpF7tVgSp7+fk5YgcXxeR4z+JyNGg8SMgMICwUG9ObpzAN43NcbdWpWeKxtyVmoOmMvdoKJf8I4kIjiTI9wq+hyYzZ0hlShtpMFGL17Yozs2+4rNlxzjlE4h/UKC8efC5iBxfF5HjP4nI0ZDxCyLQ35uwa7/y6/c9ae9spLvYYo+mRDe6TNrKPp9g/EJDFTEGExR8g5DAbWyb0oO3bUzQPinFyBijAg1pPmI5K04HcDkgRHuvtSzr+Tsix9flOTlOf4f3y+iuVhuVx6bhBMZvEjk+H5GjAaM+idn/xnmubf+UH7oWe+q1l87YtZrG5z9d4kqQH8FK0fr6+BMQrPw5+iKnNn7NxJp2ukeaqTHGscmnDNtyFU+vECKC5MLM0xE5vi46OYapcjzM7993oX8Rje70jiuaN75k7E9HuRQhcnw6IkdDRfliA0KjuXn1FJ7zuzKyoQV22vWLGqyK1aTRFztYeiRS+1CAkECleH0ev/cjICwYH/W9HyPepFFJE50c82Hb4H36LD6Nx0X10fX++MvU+q+IHF8XmVb/k4gcDRXli/UPDsfn2nmOrRvHnE860atbd7p3707/4WOZsvUsB67d0j79JNBP9yBb3wB8/UMJvHiQ05vH893I3tr23bt3offns5i0+SwnLvtqn7Un5x3/jsjxdVHlqL6RUL2R4CxHt8xiwYjuvKvWVs9P6P/1etYdUGY4wQH4+curf59E5GjA+Pr5c/OGN9fOHeXUkT84cMADDw8PDnke5/QVH67fDNQW4t/FqBSx+pAAn+vcuHKSU8cOatt7ePyJx9FTnLjgxfUbyghTxPhMRI6Zy+ObCLy5fvE0Zz09OKytLU8OHb/Ahave+CgyuCm19VdEjoaMj7rOURnlBUcQGhlDdEwMMUqib0USrkyNA3WvPvh73aLy3+pn/AKUUWckEVGP22s/ExlGeNDjEaOPMgV/5ufk8YgcMxlt3SgjyKAwQpXauqWtrSiiI4IJDlBGjGrt6ftcHo3I0aBRi019nl4gAUEhBCvfj/odBQerV7F9FdG9pBgVofr6K22Uz6jttZ8JCtB+Rh1lyiLwZyNyzEqer8cgpbb8tXdf6W+fdyNylOT6iBwlhojIUZLrI3KUGCIiR0muj8hRYoiIHCW5PiJHiSEicpTk+ogcJYbIfyLH8ePHaw8SFRVFUFCQRJKtCQsL4/79+2zYsIGyZcvSq1cv/Pz8uH37tt72EklmEhwcrK2rgwcP8sYbb2RNjrNmzaJkyZJ8//33JCcnEx8fr5WkRJKduXfvnrYet23bRvny5enXr5+2o05JSdHbXiLJTNTOVeXUqVPUrl2btm3bamfI+nhBjnPnzsXNzY3hw4dz9uxZTp48yeHDhyWSbM2xY8e4dOnSX511+/btOXDgAOfOndPbXiLJTI4cOaKtq/Xr11O5cmU6dOig7XT18YIcly5dSsGCBbUfVO8B7tq1K506dZJIsjWdO3emZ8+e1K1bFxsbG4oXL07Hjh21NamvvUSSmbz99tvaumrWrBkODg7aelLvVtPHC3JcsWKF9kNOTk6ULl1am1KlSkkk2R619lxcXDA1NdUK8sm259tJJFmJWkOurq6Ym5trz2Wr0219vCDHhQsXagtSnYtPmDBBm4kTJ0ok2Rq17tSLguq5RnUmU6NGDb755hupR8m/jlpXI0aM0J4+VGcot27d0tnvWV6Q48yZM7V2nTNnDomJiRJJjmbXrl1UqFCBQYMGaa8y6msjkWQ1V69epX79+rRp0ybzF2SmTZumXVemri8ThJzmzJkzVK1aVXuBUBD+K9SptHresVWrVoSHh+u2PssLcpwxY4Z2Tr5o0SLdFkHIOdT1aOrFwffee4+MjAzdVkH4d6g3GTRq1IjWrVtnfuT4RI4LFizQbRGEnOPPP/+kUqVKDBkyhEePHum2CsK/Q71TpmHDhiJHIfcichQMgchRyPWIHAVDIHIUcj0iR8EQiByFXI/IUTAEIkch1yNyFAyByFHI9YgcBUMgchRyPSJHwRCIHIVcj8hRMAQiRyHXI3IUDIHIUcj1iBwFQyByzFaSeBTuRfCJQ5zcu5e9u3ezS8mefX9w7PhF/ILjSNC1FDKPyDELpIYQ7XuUE38e4rCnDz634qXmXoLIMRvJiLuEz/qJLHmnDX3r1aNB3brUUVKvfmN69viEWcsOcV75O0jWtRcyh8gxs0SS4ruCHTM607txe9p3+ZEFh4MJU/bI4zpeROSYLaSRFHGRq5u/YlbHsjS20GCs0aDJnx8rIyPyKX820RSlVrOP+GqRJ8dD7nFf+ZQUbOYQOWaCe974HpvP2olN6fGmBlONBfmthzJi83V8lN1Say8icswOMsK5uW08M9qW5k37/Fib5ceoRAkq1qlD2zfeoFbBglhpTDEvUAz3N95lzIbTnEmCFN3HhVcjcnwNKRHEHZzEnA/foFppG5yUzlmjsSW/zTBG/iJyfBkiR0OTEkdi4FY2Dq9JQ0ulKC3KULT5O/SZNIkZS5eyeeFCFo79jIFtqlLCSS1aVyq/u5y5Pok8SNUdQ3glIseXkczD0Atc2zqdZQPL8mZFRzSFyuDqVADnfEVwKPIZY7YrI0qlpcjxRUSOhub2VYJ/GcKIuuZY53NAU3s0A5d5cikwkGDlC48JCyP85kXO/DqO4Z0Ko8lnhdkbn9FrUwBhD9J1BxFehchRPxmpIXhvHscPzd2p7WyCfb12VBn4Ge82LUdDU0cKFRnJp9tEji9D5GhQMkj228mRsVVoWlAZFdrVpsTnf7A+ULf7ae4fZtfsdtRytSK/QzveGH2IU7eSkV/11yNy1Ec8qTH72fxBfZrnN6dYhaa0nLqOGdt/YfX7tehoYkMhl4/5eKvI8WWIHA1KErFnl7K6cyEq5dNgU7YP/Tf5cU7vdDkav71jGVPHlkL5KlGmw2o2BtwnTrdXeDkiR33cIsVvDXPfbkwjl9a8M+U3tgcrNea7j10f16BFPmucCn/MJyLHlyJyNCh3CD4wme+r21JE40TxlpOYf+EO+l8Pns69c4tZ29mO8hp73N6azIxLMej/KxGeRuSoj1gehe5j+5RpTB77E7/fSHm8njF2P/s/qUpDjTWOIsdXInI0GGq5BXJj+2d8WsyeAppaVBqyiR3B8aQ9bvAC8dc2sH2IA2+Y5ce55ieMOxSpLVzh1Ygc9ZFCRlIs0UEhBAXEclf3taRF7WXXCJFjZhA5GgxFgakXuLBqIL2dHDCx7sSb449yMvrlS7xTfH/n4Dh3GjlqsK3ciw+2BnNeVoS/FpFj5okP3c1vw6vSSOT4WkSOBkP5JU305Pi8rrRwssOoaB/qzbzItdiXr8/JCD3I+en1aO2qwbxsS3qu9OPoPd1O4aWIHDOPyDHziBwNRopSiR4cmdmR+oXs0JTsR4P5V/C5/bJJtULEUa7Oa0n7UhpM3Rvx9uKbHNJ/glJ4CpFj5hE5Zh6Ro8FQ5JhwEM9ZnWioyrFEX+rPvYz3K0aORHhyeU5z2pVU5diELkt9ORyr2ye8FJFj5hE5Zh6Ro8FQ5XiIo7PfprEqx+LvUH/OJbxeJcfwI1ya3ZS2JTSYlWlK12W+HLmt2ye8FJFj5hE5Zh6Ro8F4PHI8qowcG2V25Biujhyb6eT4eOQocnw9IsfMI3LMPCJHg6E75zijw+NzjqXUc45X5ZyjARA5Zh6RY+YRORoMdeR4mGNzOtOkoCJH1z7Un32R66+dVjembXF15NiMbst98byj2ye8FJFj5hE5Zh6Ro8FQJPjoDGeX9aOroz3Gdm9T+7tjnL718oWLaUH7ODGpIs0LabCp2JXBPwdxRh7T/FpEjplH5Jh5RI4GQym3DF+8fhnBRy4OWBs1ptrwnewLf7ntHl7byPb3ClLL0oiCNYYy5s9wvKVqX4vIMfOIHDOPyNGgRBO4/xsmVLSnoKYqFbr+xJbQhy950s4Doo7OYu5bNpTQFMCt9gSmXIgmVLdXeDkix8wjcsw8IkeDksCtk3NZ3MYZd6OiFKs7jVmXb+t/8ETGda5ufJ8h9lZYaspRpvUSVgfcQ045vh6RY+ZJjlSfylONxlo5juTT7b7oe4KeIHI0MOkk3PiFvcPL8ZatKebu/eizOYBLSbrdT3PrF/Z9U5PqxvnRWDWn8od7OXQrUV62lQlEjlngrgd/jKpOU0WOTi6j+HxXMJG6XcKziBwNTMat09xY0Yle5fOTv0B5Sn24gR+PxhJ1N564B/Ek3L/D/cirBG4ZzoSWFpgYWWNa/RM6r/QmMO4Vy36EvxA5vox00pOTSH7wgHglD+PjuXXjVzYNqUw9RY4OzsP4cMN5Lj58yH0lDxKSSHiURqrMsbWIHA1NUjj3Ln3PpBaFcdYYoSnZioYfzuPrlXvZsGM/HlsXsXXuu3zd2Z3qtuo7ZKpR7YN1LPC+T3yK7hjCKxE56kMxXPpd7l07y9XtO9iv5Pd9+9iy4gfGNi5FeY0l1nadafXlEubv/p3tu3ez/eAZjvhFEZGiCFJ3lLyMyNHgJJKWcIg9X3and8ECFLI0JX/hyli99Q5NO/fj3fY16VDZhKJ2FljZlaNo+TGM23QFL7W2dUcQXo3IUR+pZDzyxmvVNH58uzOD3u5Ct7596dSqOTULqOe11Y7YHee32tCwdzc69+rN20O+Y/TKYxy9kygv+lcQOWYLMUQcXs+vIzrRp6Yt5vnVwrRGY1YAe2P1ndXKf9tUoUqXMXy1+Dhngx/KucYsIHLURxJpyYfZP6oLvczMKGRmjoWNDWbGZkrtqfWni5EpGisLzKysMXNowhu9V7EhKI67uqPkZUSO2UV8KHdPb2DblIH0aF6N4iVKUrJkKUqVrESpMh2p1+NbJv1yHC9lLi2nfLKGyFEfyowl5Sh/fjuIwSVLUlFJSW1KPa67Un/nr+2lOtKq7zq2BN0TOSqIHLMNRXlJYURdP8wfv65jxZKFLF60gAWLVrNoxR4277/M1agHMpX+B4gc9aFMq9NC8D+6k52LFrF00UIWLlzIokWLWbJ8OStWrmDliqUsW7KIxep2NQs28/Ovl/G6l6SoVRA55hiKLDMy1H9kpPgvETm+CrXGno5u8188qcO/IzxG5CjkekSOgiEQOQq5HpGjYAhEjkKuR+QoGAKRo5DrETkKhkDkKOR6RI6CIRA5CrkekaNgCESOQq7naTmmpspdwcJ/g5+fX9blOH36dNzd3Vm5cqVuiyDkHCdOnKBq1aoMGzZMt0UQ/j1RUVE0bdqUVq1aZV2Oy5cv120RhJzj2LFjVKlShaFDh+q2CMK/Jzw8nCZNmmRNjvPmzaNYsWLaacy2bdskkhzNhAkTcHV1pXnz5mzZskVvG4kkq1FPG1aoUIGOHTtqR5H6eEGO6ojR0dERNzc3atWqJZHkaMqWLYuFhQVOTk688cYbettIJFmNOhuxtramR48exMbG6uz3LC/IcdmyZdpCVJ/oUa9ePYkkR6NejLG0tMTZ2Zm6devqbSORZDU1a9akQIECWjnGxOh985P+abU6jfnoo4/Yv3+/RJKjmTJlCsWLF6dNmzbs2bNHbxuJJKtZvXo1lStXpkOHDpmfVsvVauH/E3K1WjAE/+pq9YoVK3RbBCHnOH78uFytFv5zVCFm+Wq1LAIX/j8hd8gIhkDukBFyPSJHwRCIHIVcj8hRMAQiRyHXI3IUDIHIUcj1iBwFQyByFHI9IkfBEIgchVyPyFEwBCJHIdcjchQMgchRyPWIHAVDIHIUcj0iR8EQiByFXI/IUTAEIsccI5X0lAQSHsYTH59Mcmo66bo9QtYQOb6ODFJTkpVae8iD+/e5f/8BDx485GF8EkkpUncvQ+SYIyi/wA9OcO2P+Sz5fjaz5x/Aw+c2d5U9GY8bCFlA5PhqHtwO4MzuX1k+fRoTv/mGb76ewMSJU5k6cyOb91/D+24Kabq2wt+IHLOb9ESS757Cd+9nTBvkTmWHMpSq9A0T9vgRqOwWOWYdkaM+lPFgahIxMV7s37aIL7p3oaZbaRwKOuFUyAF7e2fsCzWl5aDpzN1/mXMPUkiQIeQziByzFeUXN3AXHsuHMKJzCWq4aNBozNBYfMjHW724qbQQOWYdkaMe0u6QEXiA7cvG0L31W5QyL6zUmj0aJ1vsnI2UP6u1lw/TonVp9MEUPt7jw8Vo+e6eRuSYLWSQnvyA+ICjXFrUg/dbuFDAvgAFzDXk1xTGpvCnjP39Bn7alkJWETnq4aEXCftG82nX8lg7uWDn+AblGvSm/fAhvDeyE62alcXe0gxTEzOMi9Wn4HtbWHnunkyvn0LkmC3c5daZTfz2VU8+qG2BS9lSWFRrzltlClPOuDCFXEcrcvTBX2kpcsw6Ikc9hB8idHlrenWogH2L/nT7Yj7zNuxmx7FDHD75O1u3fM+3H9TnDed8ygjSCY37BL7cEUC08lGpwceIHA1OKunxF/Gc2pN33Wwo7lQQ196f0fP7OXzbtTKtTOxxdv2M0Tt8ZOT4DxE56iHEE/8Ng/nq+1EM/Pk4e0LvcT8phZTURzxKTSE5+SZhnpMY09wNS40l+Uz78e7Ss1xWT1XqDpHXETkanNukBG1kYafq1DIqRvXOoxn1+wl2ntjJL0Nr0Ca/DYWKfcpnIsd/jMhRD3cDib38G0fOHscjKpl7us3PcHsnP3/4BtWM82GhaUSnKX/gkQDJut15HZGjwYkkyWcdC/r2onujUUze6YvXozTuh+5h9/DKNNTY4FT0U0aJHP8xIkc9ZKSRrowQU9PSXnoeMf3BGY6Mb0JnCw0FjCvR5Ksd7LgLih8FBZGjwblPavQFTm77jW2bTnP5tm5z9G52f1SJeiLHf43I8Z/xKPEaZ6e0oq+VBtv8paj7+S9siYV43f68jsjR4Ci6y0gnTe3Bn+rCE0N+Z8fQStQXOf5rRI7/kJgD7Bz1Fs1N82FqW5/2P+zHI06pTd3uvI7IMYd4GPw720WO/wkix3/CbTIuzOTbTkUpauSEpsZnfLbZm5BkuSDzBJFjDiFy/O8QOb6CDEV1aY9IT0slNS2F1EcPSLofxS2vXzk6oxPNytlhWrQxrmN+Z9O1B7oPCSoixxxC5PjfIXJ8GUo1JUaTEu1LeIg//iFeBNw4wIU9C1kyritd33LFwakkLl2/ZMSxYHweSPU9jcgxhxA5/neIHF9GGhkRxwnc/yOrFk5n2pxvmTF5MGP71uKtYiZoNEZoijal6fQd7E6UJTzPI3LMIUSO/x0ix5egTKnTr67hj2+b0bpOOcpWKEU5d0fc7NT7qh/Hslpv+q06w8kk3WeEvxA55hAix/8OkeNLUOSYdv1n9v3QgXYNqlC5cuXHqVKeKhWL4l7ckbJvtqXdqGXM2+7N1Vvx2ivVUoOPETnmECLH/w6R48tIJ+O2D4Gnd7B98zrWrVWybgPrNy5h05rPmP5xPdpWK0PxCg2o32IMk7df4pry9ck3+BiRYw4hcvzvEDlmlXjFgCcJPPQdM3pWo5KjMUYad2qPWMNSvyTuy6N5tIgccwiR43+HyPGf8JCMe+e58fNIvmjuqMjREut6nzNgezBhD+WptyoixxxC5PjfIXL8pyhDxNCf2f1FDextzdEU6k6dySe5HCPfoYrIMYeID3lRjurzHIWsI3L8F0RuYf/XtXC0NUNj2orqI/dyJFJuIFQROeYQabf2sefjx0/lKVjsc8buCSZct0/IGiLH50kl8U4kEde8CA26xcOXTkfi4doMNr5fGjsrDRqz1lT9ZC+HI0SOKiLHHOJR1F52jXgix9F8sTuQUN0+IWuIHJ8ngYize9j1zTesW7CFE8FJL7lf2pfY3/syrYUllqaKHIv0ofZ3J7kk02otIsfsICOJ5JhIYm7eJPCmL76BgVw+vJIF3cpSQ2ONnfMQBiw5wB8Bvtz09+dmSBShcQnEp2fIOchMIHJ8ngf4753L7AYV6N2gMyOm/sTGHSc4c/oa/gEBBAYF4nX+PKd+nc7yD0rRtpC6INwexxaT+OD3ICIeyAUZFZGjwUkn41EY4Qd+Zf+UqSyYOo0ZP/7IpC+G0aeCC0U15pjZNOPNQV8ycs4Mps6Zw9Tlv7LuhB83Ex7JmrNMIHJ8nnhCD81hbmMH3rKzp1jZ2tR4sw+DB49jzty5/LhgPuOHDaP/W+V5s6gxDkZmaPK1pv3E3ey4lUiiPJZHi8jR4KSQnnSa45OHMqpced4qX4GKNWtSrmQpHHW3cGk0tuRzKUPRahUpX7U65esNptuEney+9ZCHuqMIL0fk+Dwp3Lu5m32TOzK4bknc7NRXsebDpkBRqlavTs1aNXBztMdYqT0j2xK41nibpt2XsuJICLd0RxBEjtlAIqkJf7JzRDveNjbBzsQEE3NzTPKrN/4/kaOSfCYYmSn7zCwwsWpAza4rWB98j7u6owgvR+T4POk8io8k2mcHe5eO4pPulahUWoO5lQYzMzPMLcwxsjBFU7wM7p0+Ytjc7Ww+FUJInNKR644giByzgWTSks9zYvF4xnfsSDclHTt0oGOnTrzdtStdu3ejW7fOdHm7I506qPs60bH9p4z4ejcHoh5yX3cU4eWIHF9GAgkRpzixYzozf+jDgEGd6KDUnppO/d6hx7ff892mgxwKiJM604PI0eCkk5Eex51gH3zOnuWckrNnznD27DnOX7zIxUtKLp7nwjll3xl1n5rrXPO+RUxSqjyVOROIHF9BRjwPbwcTEnSZK1fOcUapPTXnLl/iYkAgATH3uS9FpheRo5DrETkKhkDkKOR6RI6CIRA5CrkekaNgCESOQq5H5CgYApGjkOsROQqGQOQo5HpEjoIhEDkKuR6Ro2AI/pUcFy9erNsiCDnHwYMHtS+Oev/993VbBOHfExgYSKNGjbImx2nTplGmTBnWrFmj2yIIOYe6qLlatWoMHz5ct0UQ/j23b9+mWbNmtGrVivBw/U9bfUGOM2fOpFSpUkyfPp27d+9KJDmaX3/9lfLly9OvXz+io6P1tpFIsppz585Rt25d2rRpk/mR46JFiyhcuDBNmzbls88+k0hyNN26dcPR0VE7tR45cqTeNhJJVjN48GCKFi1Kly5dtJ2uPl6Q44oVK3BwcMDJyUl77lEiycm4uLhgamqKjY2Ndkajr41EktW4ublhbm5Or169iI2N1dnvWV6Qo3ohxtnZWXuyUj3PI5HkZDp16qTtrCtWrMiwYcP0tpFIshr1NE2RIkWyNnKcNWsWJUuWZMqUKdoPSSQ5mV9++YVy5crRt29f7bkhfW0kkqzm1KlT1KlTh7Zt2xIZGamz37O8IEe5Wi38f0KuVguG4MnV6pYtW2b+arWscxT+P3Ho0CFZ5yj85wQFBWV9naPcISP8f0LukBEMgdw+KOR6RI6CIRA5CrkekaNgCESOQq5H5CgYApGjkOsROQqGQOQo5HpEjoIhEDkKuR6Ro2AIRI5CrkfkKBgCkaOQ6xE5CoZA5CjkekSOgiEQOQq5HpGjYAhEjtlIesoDooP8uHbuLCePn+DE8ZOcPHWOcxdu4hd6j7hUXUMhS4gcX0P6A+Kj/fG9qtTdMU88PY9wxPMox06e45JPNFEPde2EZxA5ZhuJBHkd5ecZkxjWozutW7aiVcvWtGnThS49xjF+wT48Au5wT9dayDwix1fxgPRQT05v/p6vh6l115xmzZrStFkLWrbrwaAvN7HuRBwxutbC34gcDc2jByRGeXHh+CbmTBhOh8rVsTcugMbMGGNzDRqNmhKUafwhHy/bw+aA+0Qn6z4rZAqR48tI5qHvIc4u/JRxnWtQqrAjGsuCFHRxxc3ZDltzU2zLdKP957+z5nwMtxLSdZ8TVESOhuaOFyG7vmHikLpUcXejgKYIxrYVcKldlWp1iuJgpxOktRslW3xAi4Wn8QgSO2YFkaM+0pRc59ySTxlboyQV7AuR36kWxRv1pf/Qz/h8cCfaVXHA1sYJu9I9qPfpdrZevo18e38jcjQ0wQe4MqseHd+0Jr9rZdzf7E3nD75l7MJZzF7yJZ9+3J76VVxwMlMEaelOvtazmHYglHtKJy79eOYQOb5IRvIt7vnNZkGXClRROl+rIq2p2mcm36z8E49TV7ju+SubfxhE12pmOGhs0JQdyIBlp7l8N40UKTwtIkdD47eHK7Mb0KtPY6p+Optvf/HkyIUbXA8OICDEiyuXf2H73D50LKtMtTUmaAq+zYDFxzmTACm6QwivRuT4IilhJzi/pCF9SphgbVGMyu+uY8p+P7zD7hEXn0zKgxiirv7BL6Or0raQ2jEXw23QMuadjue2TFy0iBwNTcR5gvd8x+KNK5hxNpwbGbrtf3GPRzeXM7NLRYoaacivcaPh2C38rPxdPHyhraAPkePzJHHn3Co2dC1AZVNrCtTux0c7IvF+obd9yO0DI5nZ1h5nC0WQdcbQd3MUoXL1WovI0dAk3iUhypvAiDACEjL0jwbveLDjk7o0UabW5kaWVBq2hsU+ijZlepMpRI5Po/aoEQTuHc+E8tY4aipQvM9iVnkn6qk9pcCiNrLzi7eoVkCZtZR5l+ZK4flJ4WkROf4/4NHdsxyZ2IQeVhqszQtQZfg6lt8UOWYWkePTKEWTdoVL64cwwMkBU01jqo7Yw/6IBN3+p0lVmp/mzOLetHOwx6hgd+pMO83lWBl9q4gc/x+Qcvc0h8Y3oqsytSlgUYaG435l6y2Il2l1phA5Po0ivORjnFjUgzb2tmg0TammyjFcnxzVArvBtY1DeVcRqblJS2qM2c+hqMTHu/M4IsccR5lq3zvMno/r0sLYiAL5G9Nx+gEOJamr1ITMIHJ8GmXynPAnh2d1oJ69jSLH5oocd7M/TJ8cVcLw2zmWce6OyhS8FpX6beSX4AdyMVBB5JjjxJMQtYV1PapSQ2OGlUlv+i89w0WlU5e7CTOHyPFplP//hEN4zu1MY0dVjsq0+qPf2BP6Mjk+IMJzKrMaOOGmKUOZlotZcfOu3KmlIHLMaR4Fc/vM13xTz5lCGgc0xb5k9DZf1FeIyynHzCFyfJo0ZfB4lYvr3+edktZYaspTttcKfgpM0S4L10fCtcWs7FCIsho3StWbywLv23I7oYLIMacJ8+DC/BZ0KGmCsUVlTLusYeHJ2zKtyQIix6dRphzpdwg5OJWpje0pobHAufYnfHMgHH9di2dJJOrELOa3cqK0pjil6s9lofcdkaOCyDFHiSXm0FRmtCmES35TTN360Gj5OY6EiRqzgsjxedJ56LWJnUNcqWmq3ppak/ofLmfhQS+8wh9y52ES9+MiCPQ+waEtK1jwWWe6lrXCSVOWMg3msvjGbaJ1R8rLiBxzjCS4d4D9UzvR2MYcY6NKVOz4I/N97xKVIpeps4LI8UXSw49ydW5Lulc2Il9+C6ydG9Kk/zSm/uTJ7sOn8Ti4hWULx/Bh23rUdS1IIav8mGiqUaHJfFbcvKN024LIMadI88Fv82g+bVQIK00BnN74mOErLuGtzop0TYTMIXLUw8MQ7pxazIpxzWhWwwyrfBqM7CpQvkkvOvbsT7d+7WnQtR7ValSinJsLRZxNMbetQ+W3V7IxIA65SUbkmEPEcvvGKpZ2qEI1K2MsbRrS4Yc9/B6RhKwwyzoiRz2kPyI94RYR51awbkpj2jSyxL5QAQo4FcHZpSgu5UpTpF1LWowcyZD3OtD5TXsc3JpS7YPt7A6Jf+nFm7yEyDEHSIk4wOHp7elkrsHExJUK3Rcw/2w0+r9+4XWIHF/Bo0DCr6xg/apPGDVqMIMH9qN/v770+3AYH8yaz4JDu9i0XNn3ZiHsS7Sl2lcHOR4pK2xVRI7ZTVoQ1zeOYlwtK1zzGeNYfwjDNkdyMS5dptP/EJHjq0gjPeUO9+6GERYWSGCAP/7+SoKCCYqO4U7CNS7+NIyP3ByxLNGbBnMvce22jBtVRI7ZSWo4IR4zmdWhPNWNNThUeZvOs/eyT/ne43VNhKwjcvw3XOL64k60sbfAovon9N0WRYjct6pF5JhdpCcSe3kjP71bhWZ2Vji5VaLZxH387JfMy+5dEDKHyPGfokyf/dbw00eVcXVwxK3nPGZfSOW23JqlReSYLaQSd303O8d1pGcxDUVcKlD307ksv5bOXV0L4Z8jcvyHPDzFqfl96VKlEBqXRrT8fj/HYrWLzAQFkaOhSU8l9eElTv44kA/LWlPY1Jiibd7l851XuHr3EUmp6UqTFB6lpJCSkqwkhWTlFzw1Lf3xQ1OE1yJyfJGMNKWmEuJ4GBfH/fuJJCUla78bbY0lPiDh4RWCDkxgTNPi2JgWx6r+t3y9248YKbu/EDkamNTbvgTsH8MPHd0oa6RB41CNCoMnMmXbIQ4dO8LRQx54eOjy537+8DjInuMXuRQQTXKKnBjPDCLHF0mJvobPrmks/+Fbpkz7iW3b9+N57BiH/9zFoV9msX7ee4zsXp6Sak1aNqbBBE92hSaIGJ9C5GhQMoj33sHeT4vRsqBShBoLNK7NKdv2Xfq/+x5D33+XIYMHM/hJBvSl/+D36DlqLjO2XSDyviypyAwixxdJ9NvDwQlV6FC+AEVcG9KuU1+GDh/BBwO6816rEjQsa0cBW3slpaje4Rumn7hNgCyXeAaRo0FJIebEfJY011Bc+35qJcZFMXEqQZGCDhS0t8XW9qnYWGNj64R52T60Hb+P89GyJDwziBxfJCX4DzynVqZVmcd1l8/EGqdChXCwMcdeW4uFyFe8M20+nMKPW09y+b6ca3wekaNBSST67CrW9C1Lc9eCFHR2wbmIK0WKFqNoERdcXApTuPDzcaVw5cF0+NaDE9FSrplB5PgiGXE38PP4ku9HVabWm4UoXKSwUm9KzRVWUqgqxat8xNtjdrPp4i1iklPljhg9iBwNyiMehJ3n/C8LWTt7hvK9TWfG1MlMmfwdkyZN0pPJSr5n8qxfWPWHH4EPZU1FZhA56iE1jvuRpzh7fAWrV//AD1Mm8913at19z6QfljFzqSe/n75LpJxkfCkiR4OSQYZ6tTo5ieTEJJISE5UkkJgQT0JCAvFK1H+/mGSSUtJIk8LNFCJHfSi1l6HUUFoyycmP6yo+Pl5bc/FKfSUmpfFIhouvROQo5HpEjoIhEDkKuR6Ro2AIRI5CrkfkKBgCkaOQ6xE5CoZA5CjkekSOgiEQOQq5HpGjYAhEjkKuR+QoGIJ/JMfp06fj7u7O8uXLdVsEIec4duwYVapUYejQobotgvDvUYXYpEkTWrVqlXU5rlq1SrdFEHKOkydPUrVqVYYNG6bbIgj/nlu3btG0adOsyXHu3Lm4ubnxySefcOjQIYkkRzNz5kxKlChBu3bttFNsfW0kkqxmw4YN2hlJhw4diIqK0tnvWV6Q47Jly3ByctKOHhs1aiSR5GjUAraystI+uEM9R6SvjUSS1bz55pvap2X16NGDmJgYnf2e5QU5qucaHR0dKVasGNWrV5dIcjTqxUFzc3NtTVarVk1vG4kkq6lQoYK20+3ZsyexsbE6+z3LC3KcP3++VoyDBg3i559/lkhyNOPGjdPWo3ryXJ0K6WsjkWQ1c+bMoXz58nTs2DHz0+onF2TU6bUg5DSenp7aqfWHH36o2yII/56wsDAaN278z65Wr1y5UrdFEHIOuVotGIJ/dLX6ySLwhQsX6rYIQs5x4MCBvxaBp6bKA4KF/wY/Pz+5Q0bI3cgdMoIhkNsHhVyPyFEwBCJHIdcjchQMgchRyPWIHAVDIHIUcj0iR8EQiByFXI/IUTAEIkch1yNyFAyByFHI9YgcBUMgchRyPSJHwRCIHIVcj8hRMAQix+wmI5201FRSlV/iR4+Uf6emkZaWTkaGbr+QZfK6HDPSlRpSakr9f/+rptIzeFVJZaSnk576SFeHr4lar2lqnT6uVeXQrzz2/woix2wk4V4oVw7tZ/PypcyfM4c5s+cx/8dlLFu5m73H/Qh8mKZrKWSFvCvHR0QHXOPojq2sWvAjc2fPZe7cH5Xfy7Ws3+zJ8Rsx3NZrsWTiAk5xdvOPrJmnfEatxVdk3o/KMRcvZvHiVWzafYqLt1K4rzvS/zIiR4OjdrNpxN0P4NietXw3qC+NKlSmmJsbbm6uFCvmTokyb9P948WsPH6TGylppOg+KWSOPCdHZfaRmvqQ0OAz/LpkKh+2bkPlUqVxVerJ1a0YRYtWo2q9oXw853d2+98m6gVB3iPEYzYLu5WhUUlX7StPXpriJShevDgl1D+7vkGLQbNZfv0h+lXxv4XI0dCk3yM99Bi7109kUOcmlLcugkZjg8bWEks7jfJnNWZYl2pO29E/8s2RILzuyAgyK+QtOSrT5dhr+B5ayqwJg+lUpwZOGic0RlYYO5ljZvGkpopRsmEf+s7dw8rrD3j4zNdyi4D9E5nexpGq9uZYWFpjZWWNtfWzsbG1w8ahEFb58umOaYtro2+ZfeOByFGHyPHfEO9D/IGv+bxnFRycnLGxqoRrtfY0GtCTXoOb8FatIpho8pPfxArLsq0o+dnv/HzlQZ44p/NfkbfkmE761bXsHl+PupULYWdfjAIOdSjbvCsdPuxKl+41KVXcFiMjU0ws7CjQcATtFl3CK/bRUzUVQ+SVDWz7YQAjB3SlR68+9Ordhz59nk2/Af3p17c3raq446yVY3Wq9VjF5luJxOmO9L+MyNHQRB4mdEUburUqg1XdzrT+4Hu+W7SZ9X/sYveBn1i1Ygwf96pBBe0o0gVN1Sl8uyeEO8pHRZCZI0/JMSONR0e+Zf37zhSvXhHXdu/Tf9wi5vy0g22Hf+e3nUuYM7U/PRu7Ya8KzVJp02c5m67e1dbUYx7yMPY6N8/t4/D+39m5ey+79+xl795ns3//bxzYOJWvulSjUH5LNPbdaDr2MOfjU/PEqR+Ro6EJPoTvmj589s1H9Fj5J9tuRhEd95AHiQkkJD3g/v2L+Oz9ko/qFcZYY42R1RCGrrmIl2JGmVxnjrwlx1QenZzLrmnt6fHtVD7ZdYkz0fe4+zCe+CSlphJucy9qD3tmdaeJvYnS4RpTsOb7jN0bhFe67hjq6DM9hUfJiSSpdZiQSEJiIonPJInEB6EknPiBGd3dMDF3JP+bX9J/gx/RSa++Ev6/gsjR0MTeJOr0BvYc9eD30ERefIeZosCoraweWJXy+YyxMGpBt1mH8ExGLsxkkrwlx3TSgo5y49hGtp6/xlG9l42jifhzIqOq21JIGT3alGhKz9XeeD7Q7c40d0k98D4TGllibFMG9yHrmHX1ASl5pNcWORqatEekJj8kMTmZxJd0txn3jvPnl/VpZ6YUskl1WnyrTLmVok/U7RdeTd4656gOHpOUUV88CY9etrIhmZjTi1jQ1pGKihwtS9bn7cXX8bit251JMm5f4tyMunQrlh9rl5Z0/fEkRxIy8syMRuT4/4DU+MucntyM3uYabPO70+DLX9l2BxJ0+4VXk9fk+HrSib2wkrXdClJdHTmWbU2f1Tc4lqWR4z3uX93Agp5ulM5fAJvKwxm3O5BIZU9eORcucvx/QHrMQXaNrk1LEyMsbOrS7of9HFBGjkm6/cKrETk+TzK3zixiSeuClNcY4VRpEJ/sCuTqX+ccX09G6gVubhtK/0p25DeujGvXVay4GKscOe8gcsxx7sGleUzuXAw3jQOaKiMY+fN1ApQqlPfoZQ6R4/PcI/zYDGZUL0gxjTVFq37BtyfDCdLtzQyJARvYO64CteyM0Li9TYup1zkcmZfUKHLMPjKUbjsjjQzl3+nKv9PTkniUGEdc4D7OL+hOq4q2mBWqR+GPt7HhUhxpso4n04gcnyPdG++tHzHMpQDWmlK4NZzHEq9YPRcDX0YqUfu+ZlbzfBTLlx+HpqP54mAyfnnsJLjIMTtQxZh8m9Q7IURHhhEaFUB40HG8Dq9l/Q/9GdS4JAULuuHccRRDPAK5HidmzAoix+eI2I7H5LrUK5AfjVVD3Af9xr6Q+EyeplFrL5SriwfwQUENVpqilH9nEauj1GvXeQuRY3aQkUpG1GlCDq9i05rFLFoxmyXzPmbyB41p4m6tXYtmVLQJjaf8wo74DLlKnUVEjk+RFk3sni/5ob0NBfJbYFZ5KG2XXcPnTiZP0mQkQNIefv+8MY3Uu2zM29H26wMcVT6etybVIsfsISOFtKtr+GNyGzo2rk61NypRvXJhyjipd8U8jnm1d+i/7hxnZdCYZUSOT1C61Tse7PmqBQ2c1bqqSJWBK5njHUdcZs2WFEn8pYlM7VSYQvntsag1gc82heWpq9RPEDlmBxmPSLuyht/HN6dprTK4u7srKY17aTdKFXfExdmO0m91oss3G1nhEYLf3WRZAJ4FRI6PSU+6TvBvXzC8njNm+Rwp4DKCT9Zd5JqyL3NrE9NJizrF9Tkd6FXeiPz2VSg/6jfWXs9Q9uQ9RI7ZQhrpURfx9ljDysVzmTNHydz5zPtxCotmD2Hc4Jo0rVoB95rtaN39B+b/cQNfpRrlanXmEDmqxBFzaSVrOlejsqUGo4JNaDl6H78F3M/CkrD73Lm2lp86lKOKlQmWru/wzuZrnHuo253HEDlmGxlkZCg9sPoEZl0yMmJJv3+A6zs/Z3yH8pS2N8PErBpNxm5mQ1gKD/Nid/0PEDk+4tGdg/z5fTfeVu+IsSxC5R7TmX/hHqG6Fpkiw5+A/WMYXsKeAhpXCteeybwLt4jR7c5riBxznHukRh/lwvL3GFbPBvVZj3ZNv2Ho3giiEsSOmSHPyzE9FL9tn/JlzYLaR4vZ1nmfYRu8uKIMGbM0+3hwlIvLOlPfwRSNWR2KD/iNvUGJefYBKCLH/xckgt9qtn1SGRtrCzTF+tJ45nm8b8vEOjPkaTkmxxJxajlLerhT29QM+1Jv0mbKH2wPyeq9+ck88lrJb8Or4Gprjql7fxovuMLlmLxbgyLH/y9EbmHfuDewszFDY96WNz7/k+O35AbCzJB35ZjGvStb2DqiLq0clRGjUzXqfr6RFRfvEpXFSUdGRhTB2z7huzdtsDd2wK3jD4w7HUdkct5dPiFyNChpJMXFEusfSHTU3VecGH8I12ay8X13bCzzKVOattT8bD9Ho0SOmSFvyjGZ+LCj/DG5B4NKaijqXIJq705n7nmI0rXINBnJZNw5yu5vmtLa2giz/NVoPGYru+9AvK5JXkTkaFASiLz4J39Mnc7WdXu5FK3b/AKBxO0ZwMzWNpibatA496b2tye4FCMLejJDXpRj6r2rnF/yHh9Xdaa0tQb3ziP4cp8v/v9kFvwonEfn5zK5e3EKaSzRFOxNv4Wn8VFGn3n5rLfI0aDcx3/vPOY2qc7ANgMYt3g3uw9d4fq1AMLCw7VfeIC3N1f2L2DjyDJ0LqIu3LXDrulE3v01kIgHckEmM+Q1OabGBeN/4AemtilMeY05Jm7VaDZxNT9fCSc8KoKI8DDCwpSEhioJITgsgtCYuzxIfElnG3eJ2J+707eGGZr8xbBqMpeJe0Py3O2CzyNyNCgPCPpjOjPqFKC2vdLD12hB4xZD+XTkVJavXMnqNauY/sUXDG9RkyYl81NQk1+RYxNafPUbm0PVh5nK7TKZIa/J8e65VWwbXYWmLhpMNcXI90ZP2n8+k7kr17Ju9TJWLF3KUjVLlrB00QLmL1/Hkh3HOe+vf1HOo+A/OPutO83Vu2qcqlNjrCebbibl2avUTxA5GpQkbl/bxo4vGtOzigvONqr8LClYqCz1lC+9UeOGVChaBGuNBmObIhQu15K3Ws/lxz8DCFc+LWrMHHlKjhkPCPhpMF9X02ChvfW0EJpSTalYpxnNG9SlXt061Kmjy1tvUefNN6hRvz1vDZ7Hoj98n7uCrcxM0mIJOzCNqS00FNUYY1q9D8O2R3Aljy78fhqRo0FJJ0WZAoVdXM8v099nUOsSlFB6+3ymSo9vZoaZuTKNMVGEWcgV15bvMuj7jaw+4IffneQ832tnhTwlx/QwrizuyXA3DSZaOSr1Y+qIuaUNNuYmmJqYYPIkxsZK8pPPrDjGtcby2U/XnrtYo0yzE89yZmk/Oil1qdGUw63nAtZ4x/NQemaRY/Zwj3v+Hvy5/ivGj21Lpy6NtF+6mkYd29Ny9JeMWb2HvTduk8XXfAgKeUuO4fjunM7Cgc3o1rw5zZs1pXmTRjRu9HdNPRNle6PGXWk4aAmz9wXqleOFTeP4qH1HmrT8kuFLz3MlTi4Eqogcs4u0OO5FeuPjdZTjJw5y4MABbTyOHcXzujfXw+9w53//dJlByFvT6gQeRPjgd8aTk56eeB45hOehAxz0eFxPL8YDD49jHDjlx43Ih3qn1beDLnHmyHEOeXpxOfgh8ekybFQROQq5nrx2QUbIHkSOQq5H5CgYApGjkOsROQqGQOQo5HpEjoIhEDkKuR6Ro2AIRI5CrkfkKBgCkaOQ6xE5CobgX8lx0aJFui2CkHN4eHhQuXJl3nvvPe3rJwThvyAgIIBGjRplTY7Tpk2jTJkyrF69WrdFEHKO06dPU7VqVYYPH67bIgj/ntjYWJo1a0arVq0ID1efdvAiLx05zps3j5SUFIkkR7N3714qVqzI4MGDiY+P19tGIslqvLy8aNCgQdZGjgsXLsTFxYX27dszadIkiSRHM3DgQAoVKkTNmjWZOHGi3jYSSVYzcuRIihcvTufOnbl165bOfs/yghxXrFiBg4MDBQsW1E6vJZKcTNGiRTE1NaVAgQK4u7vrbSORZDWqGC0sLOjZs6d2iq2PF+S4ZMkSbU9dq1Yt3nnnHYkkR6OeF7K1tdWe6undu7feNhJJVtOxY0et57p160Z0tP53nLwgx9mzZ1OiRAntFEa9oiOR5GTWrVun7enVHv7mzZt620gkWc3Bgwd58803adu2LZGRkTr7PcsLcnxytXrNmjW6LYKQc5w5c4Zq1arJ1WrhP+X27dtZv1o9ffp07bkddXotCDnN4cOHtescP/jgA90WQfj3BAcH07hxY60c5Q4ZIVcid8gIhkBuHxRyPSJHwRCIHIVcj8hRMAQiRyHXI3IUDIHIUcj1iBwFQyByFHI9IkfBEIgchVyPyFEwBCJHIdcjchQMgchRyPWIHAVDIHIUcj0iR8EQiByFXI/IUTAEIsccIwPSHpAYG0KIjw8+agLDCL2TRLz8fmeJvCtHpYZS4ngQHUzETS98rl7h8mUlV65y3duX4NAYbt9/RIrSLNOkxhIX5Ye/jz/+Qbe5nZhKqm5XXkPkmFNkJELUQa6sn8CE/v3pr2TA2Jn8sCeQa/qfqym8hDwrx7Ro4rx247FiPLM+eIf3u3bWPrW6U+du9O03lPGT1vDz/pvciM3sS8eieeS/jl0LhjKi/yd8Mm4HO33vcle3N68hcswpUiNJOvwNyzuXwE2jQaOmXCsazjjL/mBdGyFT5D05ZpD+KJq7p7ayZ9oAhjYpTy0HB4rZO2tfX+LmbEfRAk5ULNWCju/NZu6Os/jEPCLxpY5UhpYPggm/soads1vTr645VppiuFT8jqknwtGvhf99RI45RNr9S1yb3YYP3HRiVFOkPjUnn2J3oK6RkCnynhzjeRD2B3tH9mRgNReKWxbFvnBtarXow8CBA/i4T1PalXNWOl0b7FzfoGH/L5jlEYV3vO7jz5MewX3PmSz4tAHNq1njbK7WoxPWxb9i8rFQwnTN8hoix5wgNY7YSytY1L0sTezNsXWwwcQ0H/nKtKTRdBk5ZpU8J8ckH3z3f8Fn5RwpZmaPY5n+NBm6gOk/H+L4ieN4Hd7Apu8GM6i6K0Ws82NetAYNfzjJtqBnzx5mZCSRGO1L0B+L2DiiMnUqOWCijD6dLI2x1LhTrMpkZp6SkaPIMTuJ8uTc0r50LedKzdKVad3hLYq72pKvVHMaTTvLHyLHLJG35KhMgYN34jGlHg3sNFiWaE7Lrw6y4qg/3hFxxMc/JPW+IrRrezi0YBB9qhUgv3ExbPtuYMapON0xHpOaqHxmywRmvV2TxiU02LzRlDJtevJ2pUJU0BTHtepkpp0UOYocs41HJB6bzrIeZXFxepOGnYYw59seNKjmhMatKfWnnBE5ZpG8Jcc0kk7OYnUfO4rbGOPcfiLfn4UX33ByF0JWsbBneezyu6JpMYsx+6J0+1TieRj0G+v716SpmTUuFWpRd/wKxi/9kdkdS1JfU1gZOU7iBznnKHLMHtQ1FX54LezLkOLOyjT6Pfp/u4CjS/vRpZYdGtem1PtB5JhV8pYcU4ndN4aZLTQ4m9ni/s5iVoZCgm7v38RD9AaWv1MRe1WOTaczes/TCg0h9tRsvq5VkRoOTegyaSNrr4Rw/sRa1vcsQW1NIYpU/o7vRY4ix2wh7R5J4ctZ06c6tcyq49pvDcv+/IPAte/Qu4aVVo51RY5ZJq/JMWbvaGY211DI2Ba3bnOZewPu6fb+TSxcmcaUtoWxzFcETfuFjD/49KKcYO6cX8O8QR8z4oMVbPFN5b6yNdF7FRt6uFJFJ0cZOYocs4W025e5saED75YpSNFCQ+iz5iq+ty8S8dM7dKtsjqaYyPGfkNem1QnHp7KypzXFLE2waDiaj/beIyhFt/sJCTeJ3T6YYbVMMLIsiePAn/nx7NONHpAc68v14+c5ey6UqLTHWxO9V7K2uyuVRY4ix+wjhYfXf2JDX0eqWBeleGtlyuP1UNl+lfAN79C+gpnI8R+S5y7IBOzh0JQmNHfVYFyoHtVGrGfl4QCC41JJVpukKEI7voA1Q8tTs4gNmqo9aD3/FB6vratHxF5ewapuMnJUETlmG/4E/Kb08lXMKVi0OU1+8OKEdpZzkfD1fWhbXuT4T8lbclRIiCT48DS+b12QMiYFsCrTkJYj5rH0kC9Xo0IJvb6Wn8bXp1E5S6yKNqLI8J+YdyGWmETd51+KyPFpRI7ZQgqJwZv4bWxj3ijsTom2k/juRAIR6iwn4TRha3vTRkaO/5g8J0eF5NiLnF74Hl/Ur0A1F1sKV2pKq+HfM37+bOZ89zbdW7jgVL0ptQct5fM/IriuHVK+DpHj04gcs4P0UHw3f8gXDYtRyL07rSd5cOK+WooK908SuqaXyPFfkBflqN6bHx9yhHOLP2FckxIUd7TD1rUspStVoGIZR5zLV6HM+8uZtjecG/cUmeo+9mpEjk8jcjQ4yi/rnf1sG1GJtwraUbDtPL7+8xbq2UYtd08SLHL8V+RJOWqJIfHUZJZ0dsP1yS2oT2JZluL9f+LHww94+PzFmpcicnwakaOheRRKyolJjGlui61LJeqOP8avIU89QyruFCFrn5LjlLP8GaLbJ2SKvCnHNEg5ivfmXoxsYIODxgpj41I4Oxclv3E+RZBWWLj2oPNne9h5JpHkTD13TOT4NCJHg5JCUsg+LkxoT8MKJbFtO5pJh+OevZH/0UWiN71D+0qKHF2b03DmFY7G6PYJmSLvyfEuyWEeHNo4nHG9KlOjYhUqvjmAHoO/ZezYr3h/cFfaVS9CuXxWuBbvRZfPf2HFsQj87r7u0WUix6cRORoMdXQYStC+iUypVYKCrq2p/PU+DoemPfvw0AdnCFvXm7YV1ZFjM+pNPY9HXn0Myj8kz8nxznFubHifXk1LUqJQFQo3Hc+wuSf483Igfv4BeF/ch8f0AXxZw4KKpk44lGlDhZFbWXr6dU9mFDk+jcjRUKSnkHprL39OaUELK3NMC/eg9XcHOXD6KjeuXebyFfWJzVe4dmQj+77pSP3i5mgKv0WZEZuZv/si170DCYxM5f5rl18IeUeO6sgvmqhD01netTSO+WyVqXN/Ws86y66b6jzlCUngvZNTs7owtJojzvks0JQfwjtLzhMQ/3S75xE5Po3I0VA8uk/i6RksHVSUYiYaTO0a0qL7RL786jsmfzee8RMnMGHCBCaPHMrI5m/hbqfI0dYdyyYf8fawcfwwey1r/7yD9y3d8YSXknfkqEgv7RRHpnSnt4MVJppa1Oy/llXBCUQ//7+dco/44L3s+rIpHe00GJtWpu6nP7ND+R1/9tk8TyNyfBqRo6FIvsPD3R/zfesnVxCtcXEoR8nipZXvrgQlSpWkZMmSlHUpjqtVQSyNjNGYWKOxK45NYVfKN+hFj1nX2OurO57wUvKOHOPIuLOZNYNrUkZjjpH1O/Sad54bur0vkkDo1vcZV0lDIY0tFfouYLGf9q7rlyByfBqRo6FIuUuCx9fM7+OMo7UR+Y3NsbawwcrSCisrSywtH8fK3AILY1PyGxmhMcqvCNICE2VbgQrNaDzpONt8dMcTXkrekWMs6SErWfhOJZw1BdC4DGXgiuu8fHFDBtG7hjO5jobC+QpSqf8SVgTBbd3eF0njztWVrO7+RI6TmHIqkqcfdJaXEDkaitQEUnx2cnj1WEZ//AEfvP8ugwcP0D7GfsCAgQxUM3AgA/q0pVuD4hS1y4fGsjDONdrRqvtABo2exMTtXpx+8UF9wnPkHTneISNyHUv7V8VVY4PGcQj9lnjx8mWx6cT+PpSJ1TU4acpQ8731bFbMqD5952Uk+q5jY283qmmcKVZ1KrMu3ntl+/9lRI6GIiOdjKR7PIgNIzQkiKCgQAIC/PH3fy4Xf8FzRjsauZuiKVyHmqN/Za2nsj04jLA7CTz8X/5d/4/IO3KMh6T9/DaqKY00Zhjna02rL/fgkZJGwlNLZ7VkpJGa5M2ZBV0YXCQ/dkYtaPnlfg6mas9c/k1GhlKqSq0qSc9IIebSClZ2fTJy/Jbvjyt1qNRyutJOzfM/5n8ZkWOO482DbQPopD6yzK0Vjebd5PQD3S4hU+QdOaqLwHzxXvYun5Q2xkwZ3RVu8B4f/LqLHZeDuBmVxL27d0mMvKF0ujv57ZfPGdm+OOVMLbAuO4ahq30JUI7w+OlkiuxS7hHncw1fz6OcOXGSE2dPsWf1BL54qzAlNY44lPqQwct38uuZExw/fZbjV/3xinlAXHrekKTIMadJOk/Uhl60LqtMq12a8NbUSxzKqyd5/iF5R46qkpJIPL2QTR9UoJKzJVZOrrh07k3Xb5czd5Mnu3fu5MjGmSwe35nunYrgVsgam2I1qDbiV1acT3lqGc8jHt2/xrUVc1jx/oeMHvExI8Z8zrvd2tHAzhJrjQXGtvWp0mMI74wawfDPxjB88hoWeNzgRvJza3X/RxE55jR3PQlY0pa6zho0FjWo8PUJdqndu5Bp8o4cddy+hN/uSUx8rwlNK7hgV6Q4NuXqUaVxV9oov8hdGlWibhlrXIvYUrh8c5p88ANT/wji2jNrwONJuKWMCge2prutPcWcCuJUtCh2FtYY/XWPtgkaGwesXJxwLFwcxzLv0Omb3fxxP0XPaxn+9xA55jRxZwjZMJDObzhiXa4dzWaew0Purc4SeU6O6ck8uhvAjQMrWDl6AN3r1MFNEWTBwsUoUqQIxQo7UaJICerW68mgsWtZfchX+yDclGfmwveJj/qVn/o2pY2tLQXt7LCzd8DO1o4CVjZYWyuxscVG+W9be3WfM3aOb9N22FZ230v++8Ep/8OIHHOapBDuXdjM2nkT+Hr6SpYeCcPvxReCCK8gz8nxCfeDCTm+l98WLuA7ZUo88uOPGD58OB99PJIxX0xm4eKd7D8VTphekyWSfP8Cp1bPZf7o0YwZNYpRn33G6M8/54tx4xj39Ti+GvcFYz8fzefqvlFfMOrTRSxYf56rCY+evajzP4rIMafJSFUGAg+4f+82t+/eJy4xlUevez6A8Ax5Vo6kK7WTSMK9e9yOjuZWVCRRUVFERt0iOvo29+ISSFSGi/ovnqhXqZNIjLvDXeWz0U8SE0NMbCyxt2O5HRtDbEw0Mdp9MUTfusvduCSS5YLMX4gchf/X5F05CoZE5CjkekSOgiEQOQq5HpGjYAhEjkKuR+QoGAKRo5DrETkKhkDkKOR6RI6CIRA5CrkekaNgCP6RHKdPn467uzvLli3TbRGEnMPT05MqVarw4Ycf6rYIwr8nNDSUxo0b06pVq8zLcdq0aVo5rl69WrdFEHKO06dPU7VqVe3dIYLwXxEbG0uzZs20cgwPD9dtfRa9I8dChQoxatQoLly4IJHkaNTTO+o9xW3btuXMmTN620gkWc327dupUKECzZs3z/zIce7cuZiYmGhHjx06dJBIcjQ1a9bUPkXGwcGBdu3a6W0jkWQ1jRo1wtjYWDtyvHVL/5vuXpDjjh07qFOnDhUrVtSaVSLJyah1qF6QUaNvv0TyT6PW1JgxY7h3T//TYF6QY1BQEFu3bmXVqlUsWrRIIsnRLF++nI0bN7J27Vq9+yWSf5KlS5eyYcMGTp06RUqK/rd9vyBHQRAEQeQoCIKgF5GjIAiCHkSOgiAIehA5CoIg6EHkKAiCoAeRoyAIwgvA/wElW9xXD2YoHQAAAABJRU5ErkJggg==)
Determine whether a linear , quadratic or exponential function is the best model for the data in each table .
![](data:image/png;base64,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)
Maths-General