Christmas 2017 - Part 4

  • Comments posted to this topic are about the item Christmas 2017 - Part 4

  • Cheers Steve but  a bit of a typo in this one too, cut and paste have a lot to answer for!!

    ...

  • Very hard to know if 'Adult' refers to the Age or Genre for the movie "'s a wonderful life"...


    Just because you're right doesn't mean everybody else is wrong.

  • Hi Steve,

    In the 4th row number of values is incorrect as there are only 4 values in it and there are 5 values in other rows. So we got the following error message:

    Msg 10709, Level 16, State 1, Line 8

    The number of columns for each row in a table value constructor must be the same.

    If we insert an additional value (an arbitrary one) after 'George Bailey' then the query will produce the 'George Bailey' as a result in both cases if we order by genre or age.
    See the attached screens:
    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
    So I think the "genre" is also a correct solution.

  • sandor.reti - Thursday, December 28, 2017 2:58 AM

    Hi Steve,

    In the 4th row number of values is incorrect as there are only 4 values in it and there are 5 values in other rows. So we got the following error message:

    Msg 10709, Level 16, State 1, Line 8

    The number of columns for each row in a table value constructor must be the same.

    If we insert an additional value (an arbitrary one) after 'George Bailey' then the query will produce the 'George Bailey' as a result in both cases if we order by genre or age.
    See the attached screens:
    data:image/png;base64,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BP6cVZaCJ4jGGDnY2dLPNb4djOsWmjD4wgL1nXb/wzl8aa+8IP8jR2oeh3UEUQooUQd6c6epbT9Xtx67f8d2u5h/vFxvnH2rKMF12/X320b4KLkTzl09THaVTS8q2lo1sv1CO6IXnu8mcV1t+w/oWWWj927tYy1YsLX75jepRXt1TWYicHv66CL4dA15mFZVvS3Veh3vWnSVu/t5T6nUe76mc97I7d8KHgXKCFEveonGnr9rkgJymQSZTj/LcUWetP0udLaDnWn3q3L61+taz8NsqVV5+T8+ddL4BEbf9iiaWw6wy7we0f2wvZecjfiLPUr91jQctVHDs3JQZaenLSECPWqH62pLHr4IJeqDT6OjKdnoBjL770gzXpBlvnhoUIsSIFJ+Vass5vBV4dQJl6178UVpnigpDlIvwQbEf55HXEDrj+hQPQ7ooeyVj7uzaVDuy20uMmLFu9ZllSS0ssLYeKO82aFl3o1rH+1PLLsv5V7PaB+PKxOrsh6YJyBbMAqJmBBkqs9bj1H/AAloH2BVHWZOw6c9PrDLvB3aUpemwvcEQjnvAaJLpOcA0tWdh1yNDdrkdZoDaVcDPHC8+h9jREReu5BWGFKMv51FM+1SpeBNaIbkdwUWYBTbnpzhVsXPN/JhnmXxRAacmVLxLrXX8aXdeid8DOBC0Gceu3eXSnZqlAFjFP769cvs04rRdvtq1ZxkvVXcX9FoV4DSqfmcOyb98+2dfwt4dtW2KCvPD521ps++sp/0YI33/zFr07oCcUP030jlGN9w5CVtd63L6O+u3Yq2oKyrT+BGnll2X9taTV30ZpVv305RPeMbOTt9VZPbRS2eOp4YeDuVuXl1fTjr96ZT3/LbH+r/T6k6be7UurX60qv+hVgqvlyitdb7VlW3+BNpifny/mTXpdFKSSvXv3uq7sjh/YW7zntOvJaXa4WOzRVDar/eWrtmJxWPtNIRym0/vu6lSYKE1vJgrBuB43UNk6w3nC5GcP1+eTz0teuctnWDNbvfIo6QaZKHM6TSGcTrur8xcWZDh/uHzb4LCgwo1Mmt/EFVDFjlSJ8+tKK4a7FOy72uLmz7D95eVnWH9cJalnfI/mr7oC1SrfDE7fs1eP1wPF4+fdgEYp58eXaVheMeWcJKn8U+tfuL4glcs3YXxYflnKtuIE4caH+81OJn4ay5fPt+Wj4hjVbn8s+jzWuW8jifVX1Vy//lMeF6Rw/pr1N2H+5VI/vfAcVHHuyZD/in2vqeD6q89hNTR1+yr2ve7bimMu4/6pVX9MXP2PZFh+rfqT9fMlRdPKt3rfh8lvQ73bl1a/WlB+xfPHiwcOHHc9izX9+ARWkA4Lilw8ldm6dVe4LlOa3e5M7NmzJ+rOzO5ozGyUPdtzfrvEWkH5wO6Uy6GGPpZz4uA+OXXdXXJn1t8WAFpotddPjr/monzrM3N4n8xs3CNJlx2UL7Cgve9EbdwuWx89xrfAJKF81ib7BiZ7hMaSfUNaI99ruHBCTp3bLFv4AMRytNrrJ8dfc1G+9dHyO/bo1sQAivIFKrW3JQoAAAAAVpgV+e18AAAAANAuBFEAAAAAkANBFAAAAADkQBAFAAAAADkQRAEAAABADgRRAAAAAJADQdQyd+LgwZjfiZos/YZQ74jrd+a03/++UDkNupENMGjL69X1uP449uOwft0jtSbMImE7m67Z601Y/qTuK192Osmi/pUg/I0rn+quB6tVg+uZP/aaXVfCfTyodbTlx2e7pe23Bu/Xasu+/Ju8/UnL92XiP/MqPg9TPrdaKfocdal6G3J9fiaVc5vK38Sd/y0N6jyrRpvKdzVcHzREjfK/cEIOHjzhelqDIGo5mzksD161RRb/rl2fSI/rDHXuFJkoiBQmRIrFUtLOhgVSo7q8uPWGdp4srXc4bcIsdDuLtgGtllC+DZOw/L7RUrlNaPnpJFG/35/WvxKctP2lefb1z9L4jnwXML0p9TVt/IqxxPqdtP127DXkuKvBLvIGZhf2rYyVhq8paeeHtPF1yFL+bT8+mrj9kYTl27HUM6x/9bxp7PPQyqjHzkd6bDTwN8uXzAIo+1D2+29gvPJiMNfnZ9L5o03lb0768nbbZ2lW90kjrdX6vRquD0zd+69G+a9/rWy56kE5POP6W4Agahk7cexh2bwx6afDVfcG11FDdOBNl+5qVd+p9nfEbJy/a9fr74RpRS/f6aiq9LNu2ijp9HkukKtby6rvJlSPj7vDUnG3qypvfly4veE0aesPZSnfeixl+eHdJ0vVdyvTtr/W+HLZBPvUT1OrnNIMaNLrvrKk/efXP6UXhuXxmnwdSBtv0vZvWvmkqVX+fnnWOlCepmrZ1fmLq99Jsmy/OROuI2X99exXYzdWTurFaihp/5os5V99p97OSb6Y692/jawfacdv0viwfGzb6tkHYflnrR9J+2cp9bdW3lt+/tSLq+6hyu2143Vgl+tR9ez/8rw63NdHP02WfWjzT2tAMRpc8VrQVJ3nWqrzX2u+lpd/FSsbK0cLZv0213P+9Nteq36nfT6apOMv7/5td/kmSTq+I1pY5XG2f1x5WTn5+cJWQ38u9ttfz/VHlv1nkvZPtYTy2fi6rfLosda1RhFELVszcv7cZkmMobo1beoqdafZoBOf1qvY6jvV9gFsdzKMnejsjtHUVOlOh93g6tcU3RXTIKxc0XV8/7hOq8Oju0x6hdxVfaDWsCOY11LFnThdSVc4XjPRb5kI2AEW3om1fIYHmd0Js20a0rIZ17z5aXz+a64/kKd8l6LW8vuDk0i/nnAqptu2kHdL4zouPAmlbX+t8b4lc/jQwl1bqzN2Z7H6QjkPLWLxm1Br/1XcOXbjLflrjrTxJm3/ppVPqhrl748v3WXl8f4GRkQnTKvftWTZfjMUrKNi/Spr/U9i22jbXP6Qq5q33uMz7k69nnLK6t2/jaofaeeHpPF2YRGWT3e4cRnUKv8s9aPW/kmtv2q5nz936WfYkWBnHdH83x40QdWz/+s9Px7VdQ3c7noC23T+M1UXo7E0E1nPH+0q/4i7SB6Kq9t1nD8znf9SPh9rHX959m87y7fW9UHa+bdX64td39k4u3Yb0vmHdfqdusGH9NixVq0wyLdrxILuk0N+++u4/siy/7KeH2uVz/r1ctW5UzGvwTTJ/Px8MW/SbQtSyd69e10XGuL88eKBvfcUT7vezCYKxWJhwvU44bDhHu0vdUZs3PBsqXt2uFjs0WSS5unRfV61+EXLNDbML9ez5VcePi7pukyYFy/Mk3VXb5sp6LrC2eKWY9LWvxzU2j8mbhuqiyRp+7208T1BeaRNu4hmpjp/fv6s+y9cf5yk8Vn3b+5tCqSVf639F7deW56v31nVKp9a689aPnnY+hp1fFrGa5VFvfu33vkbQrex1rrzCsvfq3V8pO2fVtefZuhx22P5DcumUft/qedHK9u4aeOWETdt3HTV27gc+PKJ24a4fRDWt1r1z6t1/ktbfpbjb6n7txXSjs9ax3dcXaneR37b7TovmlaXl3YMVa8yrcxq7b8s+yeD4wf2Fu/JffG8NLRErQVnpht416RnoVUhr84NOvtwxSFSSu4Z9mZr9/rrVn0nUlPYstgouzX5u3/7Ndldqlyq7jTlnn+Jmr5/W1T+zdKM8tmplWXqtOtpsnrzvyyO/77KdVffKc5rJZV/q+zuFjmq5y9r+dkdtCA0Kv9LPT/ePiAyftT1BI6MiWxo0TmylawVp6Jsmn3+zLL8DMdf3Z9/K4g9pRTq1mvFOWs20uOkW8ty8oz+1eMm0orPvwafH1uAIGq5siZJ11kfrfhDeqCEJwL/6IA9o2rNwblMiewIKrUtw5YfNskm0ons+e/w8ZBQ3zZd1t2ux7lbp/esOXhaz2oVs+v2TeuHU6bzXMr6s5o5LPv27ZN9rXx70czpCa0n2Nao7HM+DpSFvUc3rvuh+n2CemXef3Yid53RM9jVj4smjW/Q/k1Sb/mn1e/M0sonSb3lo/uq+h1IK5OCbpdpyvFp6+yI/tSf/ybXjyzC97u8zO8+pJR/WUL9WCvnz+g469JU/bnUoPwv9fxo5W/rD985sceX7D2pinwmaNT5Y8V/fiXU7yzLz3L81fv5167yTTu+bbw9Wx+O3191/bdNj5m7j+h2317q3q/Tb3OVs9n7z9R1fvTsVZir5corXW+1Ru+fuMf10pIGiEEq4XG+xsvdJBnX1GopbG6tmMaacgul7oL7G3XrDNYka93WLGtNvn6czWPNw2F/ueW2uinWp6omWWsqThrv1+uTz5dvUq7ZnJyw/nD7Ta31Z3D6nr1a3w8Uj593AxolLGfLc1gWvnk8aV9E25i2/WnjA9G685VLpKJsw7rhZH0coDw+Jg9p4xP3b47tT1Kr/LPsv4q8a6qu31kkbX+W9Zsl1/+48tN1hvu4Gcdn2vi8+7eZ9SPNksvexOWvqvxNreOj1v5pev0padr5M2TbEuY51Ij9H5VNvu0uKwTLrjjuE9Yfrqdi32pawvmjqeVfUbYxdbPe86epVb9rLd9krbt17N+2Xh+kfb5Wj7dHX8OyjcbrsGiQzli9D2uWr03vxwUpXL+ptf/qPLdE7FWYA8ddz2KN3j8dFhS5eCqzdeuucF2mNLtFdnv27Im60SAWMc9slD3ba3xDH1ruxMF9cuq6u+TOxd89v3rYHaIzu1b3owwAWm5VnD9X8PlxTXx+1auO/buiytdaQuXQqvqcnzm8T2Y27pGky+ZG7x8e51vONm6XrY8ea923jCDdhRNy6txm2bJaP4D8V5raY572SEzw5AkA1GWlnz9X+vlxtX9+1ave/bsSyte+wc+20ZJ9g95qulGq5X/s0a2JAVQz9g8tUQAAAACQAy1RAAAAAJADQRQAAAAA5EAQBQAAAAA5EEQBAAAAQA4EUQAAAACQA0EUAAAAAORAELXMnTh4MOZ3oiZL3/HfO+L6A+FvAIRpcCX9oEWN7WuI1V5+CeyH9eK2rUOHzwXjm72pYRkPDjZxP7dLG+uv/52TMC2l7lYvp6XVv13l54b7VM/6rfxG7KBazlLKYSWXf7OE59C4/Zs2fkWosf8vnJCDB0+4HgAEUcvZzGF58Kotsvh3wfpEelxntZNFHVcQKepfn2aH3cgW6dUL47rU2L6GWO3lV8PwbGmbdBNlwm2fL4udJ3V8Uwu+dJEx4PJgScZKw1eVNtbfUVeuth/9vh7V6fOY04unaa3zfh9ZyrmImlLrd7vKT4fbttrx3qOpe7x0c2EpbD8060csG3Z+sO2dcN2hVVD+zWLnSMtj0nkybXwWzTz/Z1Jj/69/rWy56kE5POP6gTWOIGoZO3HsYdm8Memnl1X3BteRwC5Y7W5Y586FCynfCmDDy3fNqk7aFa0xMSf0cHyvLsPfsbKLLxs2pRfG5fk1TZZGl8f7lg/j8xB31ytt++q12suvmn3Ax13YndTh4eAzfj2WqvJfzoNLWdZbi11sntTyNX5brHWqvI6U8gvH++Fhy0t1i4qVt59v0q8nWEZ5mEvh3eSs+fPaXX+rZcm/lVfXkNZBTX6acB/XUz5p9btau8rvqF6879Y6ua1bu3Pufz+NpbBs/LbXU/+ylF/a8Vk9PqnszXIr/6zizq+NKP9my7J/zVLOf1YGDTp/bXzdVnn0GK1RgCGIWrZm5Py5zZIYQ+nni2zqKnUv4k7CQ1OuP2AtLRMFHafzjg+U7prZzUh/3rUTcdhSYOPCD2I7EYfju4N1WLBhw6pbclz8EY23dQ8fWrhotwt7m95fSHs1t68BVnv51WNIL2Jm3bqHpysvJHYE4ywNaH/1hVotlt9xLTv/IR7Oa+PsDq4Wf3n51euvVb6HhkUKOiBsebEgraDLtDzbHe4pLW9rgbP5+jX5dZSvO7YtLNuS5dWPy5I/r631N0GW/Ft5+ZYAP01F3aqjfNLqd6id5TeuIy1Pfbqt40dLw0yW8rNpouE6Xci2vd76l6X8ah6fuqCucLxmot8yEWM5ln8WSefXRpR/s2XZv0s9/x3SZTfq/LV+vVx17lTMawbA2kMQtVxduCCPus5YNR8XcSfh6g/ykD3q4y+O+kZLJ2q7E9atJ+FwuTYufKxi5+5SAOEvgsdyXsDb8sbvdj3K7vwN7HI9gZrb1wCrvfzqMaEftn4TNtinqWPbZxchXS7vlizQnDrtJsjIAlH/IR4XhE3oNnrV669VvnYRMn2kNNwuNqLl6hXQtAa7fhYLDvw1RkEvmKp1nVnYNkvuGqxCUv5Cba2/KbLkP0mjyidNu8rPjqduXy+0onQPLb6Irmf7GlH/kqQdn5N6bIQ3YCwjFljEWc7lX0va+bWZ5d9sjTj/mbrPXxvlyqvPyfnzrhdYwwiiVjO789TwD0L9BPIXwJb0nL7oIjiNfs6V737t19TMD+t6UH6VOjeULkLC/Ecp+FDOyy568gZhtXRP6wWFXXVpPu3iYlIvijI/lqTzVdyp11QrkF5z1kD5HBnTC+/+4CLchuW5iq9HneXbjOOz1eou/3rOr6ugftd1/gOQF0HUcmVN5q6zZaI7WXpV7ltNInpCDu9k2TPlFePVopO0nchdZ/SMuaaQb01ZaivKzGHZt2+f7Ftub7eulPJbMndnOO7xj0y0LML3ucycfsjH3RGOk6V87T2Ku49oudxe6t6vFxLb/K3nFJaXnmBZduc37pHOei3X+pumYeWTUr/TNK38rC7FBCH+7n6zZS7fpPJLOT7t8bihoBXb3K3T57Wcyz/T+TVBq47/VAn7t9nnv8zsVYOr5corXW+1lXp+A5Zifn6+mDfpeS1IJXv37nVdaJTjB/YW7znterLqKX/0aOopFmfd8MhEMC5IOrhsdrj2+IrlWyq4EYEJHVZrvImmSRiX4vQ9e7W+HSgeP+8GNNJqL79h3aak9YfjLM9hPoaDgsiyDbHiyi8o4yzrTyvfaLxfpq3PdYfzFXS4X7Yt16/XllNRPtpdSBhn/Unlk6Kp9bfg8hMm216TJf+L9q0mP79pRPmEw5dQh5tWfuU86XZE2dWNCIf5bbUUu33h9GHS6RpR/7y08qt1fFbMq6ng+ns0fxm1rfyDKpQoadsbUv5hfsLkyzdtfEa19u9Sz38m6/GZ5vzx4oEDx13PYk09vwHLTIcFRS6eymzduitclynNbnce9uzZE3WjQeyOzsxG2bO9xjf0rVR2h+3MriU9inbi4D45dd1dcufi735fO+ooP7QX9bc+lF97Uf5r28zhfTKzcY8kXZZQP7CW8DjfcrZxu2x99Njq+hYc/5Wr/WMSvQA86YZndeGEnDq3Wbas1RN0veWH9lrr9bdelF97Uf5rm+7/Y49uTQygqB9Ya2iJAgAAAIAcaIkCAAAAgBwIogAAAAAgB4IoAAAAAMiBIAoAAAAAciCIAgAAAIAcCKIAAAAAIAeCqBXuxMGDMb8jNVn6LaHeEddfpdf91pCfZrBXZM6NW8lGdDv8dpXTErfNfo9pJGbGcB1x4xsiZf/VLevym52Ppao3X2nz1zu+HVyeouTqvP0gsx82qOMbronl4H8Pzaes2a/n+AzLK0ranyTp/OAtNf+RJpZrJGn5brhPqetfQj4bcv5sV/mo8LMzTFmPr7Ttb3b5XDghBw+ecD0A6kUQtZLNHJYHr9oii3/Xrk+kx3VWsw/3gVmRYrGUBsZFxty4lW7nSZFh3fAJt22WJrpFdizhw3ZU593Z6XoCtg5brq2naWrsv4bIunydrjjhupeTessnbf56x7eD5mmioPXSjm2to1Z1+0ZLdbVHM7tLxzecLrMZ9WNOj9fp4VLefcqa/XqOT19eBZ131tar/UmSzg+mnvxHdOKm1q+k5dv+1LzOat57NHXrZ0PN63ibPuf+z7J/emsEr5F2lY86qXnv0eMs3LdWXlmlbX9DPl9q5H/9a2XLVQ/K4RnXD6AuBFEr2IljD8vmjUk/Ha66N7gOx3+4hx/+0Ulbkx9k0/g7YUl3syruxlV94PlxdhetfFctnMbdJYuSjh9xd3/9Xbcs688rLIfqu83Vd/vqvRNYK//lcboOv2i/vrjtrN5/jRa3/Or8hzdYfV79MH+33crJz9fry0/LuVzW+jdtvGl1+aTNv9TxFS29mv88dTitftbStUnktAZRxvJQnrd74fg2ScevL+vBMA/BeFOrfpjq8dXbnnZ+sDrVNSQypal6GbXqX6uU85yw3lr5N2nlE6q3fqdJWv5RDZ527xTZpvXmaNU21tr/9e4fv+ypsYXlh8ur1q7y8Wx7bds6taxGNXAx9Ry/WWU9vyTkf+Prtsqjx2iNAhqBIGrFmpHz5zZLYgyln3+yqavU7c2eFhm43fUk2KEfoNFdWJespSo8SdsJPGzJshuR4Xi7U2d3xId03eMDC9P4D8Lefu13887q+CH9wLS75z6wS1t/Fv3Bh4yurvwBF9m2sGxL45rP8EO63juBtfJvH7ZRa8GhhYtaW5/d2Typ40Jx+6+RYpevBdEV5l93XL8VoGN5DcvF7sbb9hjbNrsjOzVV2r+2z23WqCyndVzKeNsHrSyftPmXOt4urMLjo1u3N5eU+plm+oz+YzPofho/6ro1uPJqHb9+/1rLtB9v+6Z8IZhSP0za8Zt2frA65VtC/DL8vq9V/1rF8mB5Sjo/1Mq/yXp+q7d+p6m1/HEdaafMPq2LUR3yUvZ/vfvHjn9bbnVLT3j69tpZPnaA2GfLUNyxXefxmybr+aVW/tevl6vOnYp5DQBAXgRRK9WFC/Ko64xlH2BJj5tE9MzuAw1L9ky33Qm0i9yuYLh9UExp8GVsfLd+cIbLtUdg4h77sMDIXzzYNPZBaPOLXlz4D0X70Aw/dNPWn1XF43zaH7ZsdOlFpl+2pYTPoCXJkn8ri/G7XY+yO5cDu1xPIHX/1Slu+ZNHdH8EAYztqDyPqhi7ePT7t6AXFNXSxreqfNLmX+r4nbtLAYLf/2MxAWAt9dTPTnfn2fbjgO5HqTousx6/EzrM22BXY05a/chz/MadH1a7POVTb/1Ok7R8O966/XGpO6V7SIe53kacHxqlXeUTcUFeXCDdzM8Xk/X8UjP/G+XKq8/J+fOuF8CSEUStJeHjPvYB6AMNewfA3pmwi7DwDmo5BRdVjRZepDVj/XaBZp/z0WZX30nVlHRHeSmy5l8/B8t39/draubFwEq0ossnOK4sWRCfuSW13vqp6xa9ID8ypseVltmA9t6tF77NfuzJa8f5oxXs7r8PJOqxEsrH6s5Yf3CRbsMasfGrkLW8VZybmvz5Eqnn/AKg0QiiViprknedmVnLz7RelYZ3nSvoCdruPCY9xx07v35wTOvVWpbrXJu/+u74fvuU9lLWvySaP12k2JMNc2f0IibIq90ZtjvBDZMx/761JamVJc3MYdm3b5/sa/Tbwfb4zlDQCmTutsKrcsZtn5Vff7j/GmS5lk8W9o5C9e7PGsQ0pH5O6/+FqCrK7bqsMd0//rGeeo/f1PrRjOM3RrPrX9M0qHyaVr+tLsQEedMaiJuWnR+0DvsisnNA9Xt5adp1/Df980XVc34ps1cBrpYrr3S9AJZufn6+mDfpeTVIJXv37nVdaJXjB/YW7znterKaHfYfjQupMOFGOj1V46XgRqi4+cuza0f1uIrxqnr+np5icXjWjXRqrb+WYV1WxXwuhcuvmEa7C64/ymNC/svrTxvvZMn/hA7Lul1VTt+zV4+3A8Xj592ARoryFeS94Pp7dL+Ziv1n+86N99NF3VpOfjlW9tX7JWl8tA+c5Vo+aZZad72a9TODgk4bHs+Wn7D+1zp+w3XbsLAu+GWk1Q+TWAa60IrhLoXbtmheTeH2JNW/KH8Jy8+6D6q3LUxRFjIsPy3/ps460rT6Xc6Plmu0u8PtdcPS9n8j9k/FOqrGZdDU479i3/lyCjT786XOuhM5f7x44MBx1wOgHh0WFLl4KrN1665wXaY0u9352bNnT9SNFrE7bjMbZc/2Gt/Qt9zZozJyaO090mZ3WM/sWtJ2nzi4T05dd5fcufi77VcPygeIRf2ujfKpbebwPpnZuEdW8mUDsFzwON9KtnG7bH302Mr7lp3wK1rtG7rWUgDlv/bXHnOxF4Qn3fCsLpyQU+c2y5bVeoFA+QDJqN+1UT61afkce3QrARTQILREAQAAAEAOtEQBAAAAQA4EUQAAAACQA0EUAAAAAORAEAUAAAAAORBEAQAAAEAOBFEAAAAAkANB1HJz4YQcPHjC9eTnf2YnSvY7tjHs923L0wzqPAnTtcKJgwcX/c7VSG+H5s2lwUHN34gb01yTWni2zt6Ruah/TguqnI8W5aEeg1Fee8Vlv2RysCn5t7Ly5dQ6k24bl/c+qai/msdJPcBaXlTN4OtSOQ3m/hmveoXH5JLqX53nVwAAPIKo5Wb9a2XLVQ/K4RnXn9NoUaQ4K9LTIzLRrRd0VdcZc3rdab9vW7TpNE3osLHSqNabOSwPXrVFwt9FtIuk8YFZzVsxShOau1blr08Lb6KgBTd+d3Rx2LnzpJblsJblsBRP7ixNtIyNWl5lSobuXri0nTwyrfkvyESD829ldbLlP5Lcp/Vb64XbJxPd48suOLHgMqy/swPj0e8Grwp9o6VjUo+R4VnbvlHdI60VHZNWrsN6nC5FnedXAAA8gqhlaOPrtsqjx5Z+t3TuqEj3br3m2abxgHbXotdFGiC4niyq7kbX0xpx4tjDsnlj7Z9Ot4v16gCm4k6/vxuu0WGv9ff2utYKHV7Oa3DH3E/nU0xrxoAGmf2DCffYk7a/geuvS2FChqePlMtkv+wW3ZwKseWnfEucpWi7wm11+UxtCWj29qm5o+Nav3dq/e7W+l2dh7C1qldGRkrbsGg/+dTI/Fl5Tw9XBJeli/6TUh5UY/2+bAcHwzoW1B3l951tz8K+aGH9yiCpfnlhPbP8jegxU65K9Z5fMmx/vedXAAAMQdRytH69XHXu1KLH3LLSa0zZZreINXVrd6hT45EBHabXF6WU+1G+bTLh7rJbGhjvkqR4o7YZOX9us1THUHbRactMugiyC7TwTn9xQgMem0Y37KS1UExNiWawNLzfOu2u9bQccXkc2TEuA9Fd9FKyloJFF1q3j8qEhh/x128J29/I9ddppwbQ+zXzk3cPSXdUERYklp+ygNXu8PcMz5YCAWt5mChEgZkPZNNaAlqxfUfHu1393qb1u/IuwUhvVOil9c8OyPjQ2ML22Phm5m/2tB5ct7ueeLXWb2Vr5To2Vqo30XitO7YvvZ0ndbjuk6mhLukaHygtR/dhK+tXLbXql7EAql+PrjB/Q3rILKjv/JJp++s8vwIAYAiilqWNcuXV5+T8edebh15wDHVH8VNkm3ZXX4TotZpeYJSSXmfqRYYbkUXXGdnvAxxNlRdAOVy4II+6zmrRhWLcRdDciIx3T1Q+RqYX+hWPdfUMy6jf+MK2yseNbH4Ncoa6FvLfZRswdXrR3fK+XXoBviPm4jNt+xu0/rpYcKEX2f3TQV5MhvLr1Aise6j0OKMZ2T8tw7sqtiJZK7ZvclDrty/XPq3fQwv129YvwTZrYHsoDPZaVf6Rqve3LJMZ11+YWHhMrnODHsAxLDAst9DqPoy2uaXbF8PWX7N+TcoRrZPFoFIuaqmr5/ySefvrOL8CAOAQRK0yk0f0n7GFliZ7H2PMhiWwlqmCXmdku8jSC8Ouqju9S303ISO7qC806iKwc4N02/tNLu8LKebdDrsA1wBusKKho87tz7P+uvTJ6MTEEt+D6pNdvuUsClh2L1zgpmnB9k0esQrdX75ILtXv5NpREYQ0O39dm0ROz7oe9/6WpugdIgtEm73+ltWvSvZYYZ7WomQr5fgCAIAgapmyR92uliuvdL05HJleaGXySa+Jy0HIoAZWwdNBegUkMl2wS74M5s7IdM9AxfsdO3LdKg7YIzWuc4Hdva/6JjNbp2/R0cBmYLr6MTu7ux3kqaZSy0XW9ywsgJOhISlvYd3bn3H9M4dl3759su9wHW+/9/Ut3qcZyy/a7v0j+VqhIs3ePteSEV0YL6TyO2C2fVL5ZRMj+zXKKmty/mLLN5Sv/uXXwvoVJ7V+xeWv1GIXBWGtOr7qOL8CAFA2Pz9fzJsqr2FK9u7d67pQt/PHiwcOHHc92fXo7vCh0/BsaVihaljYHw7Pana4R+cRl3qKhUKpvzDhJsjh+IG9xXtOu57IhObPL3thHRX5mx3W7aycJlp3ONwGTBSi7h6d2efZ53FYC8rPW0oFXbPNsjDM5ovYcnqGS90qcfuH61+/d/qevXo8HSgeP+8GZLRQLq7MKsrKrSOp/KpEeV40Im7/WKrMf8u2ryI/cdus5d/Ts7AvnWblLxJTvtXlmLT+sG5Fs7g6ZKm0DfHlX72bmrZ9QX6qUzkPGepXdf7C8YnHVzRNY+rfUs+vAACEOiwo0g+aXNatu8J1mdLsdmdzz549UTfqM3N4n8xs3CPba39x3cpnd8RnNsqeVb+h+Zw4uE9OXXeX3Bl+9/sq0srts0fNdsihyvd0UlD+q9uaOb8CAJqKx/mWmwsn5NijW9fGB/zG7bL10WN8S1ZI9/+pc5tly2q9wG3B9oVfsW3fYJcngKL8V7m1dH4FADQVLVEAAAAAkAMtUQAAAACQA0EUAAAAAORAEIUye4cEAAAAQG0EUQAAAACQA0EUAAAAAORAEAUAAAAAOSzLIGpy0N7PcanXDTSTwfC48XMivdXjNelspdEji8dFyS8jbfkpkpY/ovmqHu+Hjejyo2G6zQAAAACWv2UXRFkA1a9/i8VSmh3QAMMHMn3aPyzSo8mPn+jWwEmDk0inyMkJ/VtYGF/U/n4NUiyQ6ty5eP7irPZHM6u05afwyy/oOsvL1+6hHQvjrd+W73//c+du/cfyO1rqBwAAALC8La8gak5k/3RlQGGBhwUyg745qUrfLv3ndKk7lguM9scEQoMWnFngdbLUHyd1+Vlo/ss0PwPjC9szqBHjRJ4ASqNM+xY9n3p9k1bZpAyWx/fKyEhp+vJ0cyPSWx6vKWuECAAAACCyrIKouaP6z0CpO9S3TWT6jOupMrJDYxQdX0vnBpGpIBCaGio9Qjfm+mvJsvxqYxoY2fKjFBMk7bSgTYf3WhA3EcVVOWyTiWJRii4NjHdVBJgjvbZCN352QMaHxqRneFZOuqavkR3jMjC7MP+sRnQEUgAAAEB2DQ2i9u3btyg1gw+CLI1r0DWaLwopP65XcP3V6l1+9eN89jhhdYPRqA6f6s6/bOk6I/s1Y74laWjKDTdzIzIuwwvL7Nwph4bLDyuWxk9NyVDXwvxdtgCNMBMa+gAAAABUaVgQtWfPntiUR+ft+s94qTs0eUSke4PrUeV3liwQ0YAnLQCYO6PzbHI9gdGEx/jyLr8mDWjsccLTs66/LpMy2FXVkhQGSTE6NwTPEnZukG7dOD/vQhrN2RoGAAAArF3L652oTpHdes0fflOdfaNd/3RCi40LUPpTvtnubg2Edu90PTHsG/JiA6WMy09j69/U5XrqodHgdM9A+UsprHB2hE1RnTtlQKPQsNVrZH/40GKfbOseinmPCgAAAEBWyyuIUn2j0WtC0aN0lrrGRYq+xUgjnS4NSKLH7dw39tkXTwxrkBX1a2xgrwTZy05+fkv+vSMLyMrzB+PLcUja8lP45Ve8E6VpWgOxhcDHfQ17kM+kL81YxB7Ps3eYdKYoaeF0F3p0fR3lZew8pGFU8Lje+MJ3D0b6RkvvUZWXEaXB+lrbAAAAgDWkY35+vui6M1u37grXZXLPjhaaG+mVHXKo/MUStVhAZY/3AQAAAEi27FqiUL+R3oVWpq7xgUwBFAAAAIBsaIlCGS1RAAAAQDpaogAAAAAgB4IoAAAAAMhhiUGUPfLlE1YLHuUDAAAA0tESBQAAAAA5EEQBAAAAQA4EUQAAAACQA0EUAAAAAORAEAUAAAAAOXQ8+eSTfCUbAAAAAGTU8a1vfStTEBV+/fWP/diPyXe+850o/fM//3M0rKOjI/rr+emrhwMAAADAUsX9LM9LX/pSednLXhalVujQQCh3S9RznvMc+fKXvyxbtmyRK664gt8XAgAAANA21rBz4sQJ+cVf/EU3pLk6/vEf/zFTBFTdEvXZz35WduzYIZcu2fCiji+N82iJAgAAANBoYVxi3ZcuXdSuDvnLvxyXN73pTaURTdZx7ty5ogU6PjPPfe5zo5amixcvyjPPPBMNq2ZB1Pj4uPzmb75V57ukGb9UsTEAAMS57LLnaCp9p5F9diR1lz4QAQCozRp0nn32on6GdMjnPndYtm/f7sY0V0UQ5QOot7/97fLJT35SnnzySTdZJR9E/cZv/GYUbJU+8C65sQAAxLv88sul77Zb5brrrpMPfujDi7pvvfVWGXrXu+Xpp592cwAAkMyCqIuXLspzNIj6/Oc/3/ogygIjC6Be9apXycDAgPze7/1ehiDqN+QZjfwuuUAKAIBanve858m73zUkr3vd62Tbm7Yv6r7jjjvkl7a+Xp566ik3BwAAyS4VNYjSWOS5P/ac1gdRvgVq8+bN0R3BN7/5zVFKC6J+/dc1iHrmmXJrFAAAtTz/+c+T9//BH8hNPT3RlxNVd99y663y6le/Wj9/CKIAAOn8E3HPfe6Pyb333tvaIOoFL3iB9Pb26ofb8+UNb3iDvOY1r5HXv/71qUHU9u2/Kj/60Y/k6aefkWeffdaNBQAg3kte8uPysY/+URQ4XX/9DYu6LYjasOFn5fHHf+DmAAAgmQVQz2gc8sIXPl+OHzvWnpaod77znfLzP//zUWtUj36opQVRb3rTdnniiR9Gz64/8wxBFACgtnXrXiIHPvGxKHB61atevajbgqhrr+2Sxx573M0BAEAyC6KeffYZedGLXiR/9VfH2/dO1Mc//nG56aab3OMUtYOobdveJD/4wb/IU09ZEBX/TX4AAHhXXLFO7rv3iHRv3iyvfOW1i7r/11/4Bbn66p+S+fnH3BwAACS7qEHUxWeflZe85MVy8uRftT6ICr+d7+TJk9HjfWlB1K/8yjZ57LEfRNMRRAEA0vyrf/VSmX74/5V//dM/rd3rF3W/8ppr5EUv+nH5/vf/2c0BAECyUkvUs9FNuq985WR7giiT53eibn/jHXLh/PfkRz96Mvq9KAAAarHHLew9XGPv1CZ1P/HEE9E0AADUEn3FucYtP7H+pfI/v/qV9gVRWfgg6uabb5XvfvcfNPMXo68XBAAAAICW0PDDYhhLV1+9Xv76r/9n64KoCxcuZIp+wiDLgqgHHnhAXv7yV8jllz8/iv5oiQIAAADQDvZFd3NzZ6LfG2yFju9///u5W6Iuu+wy+fa3vx2l+fl5NxQAAAAAWu/yyy+XK6+8Un7hF37BDWmujkcffZTn8AAAAACsCnkah5aq40//9E8JogAAAAAgo475+XmCKAAAAADI6DL3FwAAAACQAUEUAAAAAORAEAUAAAAAOXT84Qc/zjtRgcG3/7rrAgAAAIDFOoqt+A7AFeIDH/oEQRQAAACAmgiiAhZEYWkIPgEAALBWEEQFLIj6D0ODrg9ZfWh4lCAKAAAAa8aiIGpw7OuuK97XE0Y/NHq961q5LIj67cJvur4Ff/M3fxP9ffzxx6O/oe9//3HZvv2XXd/a88IXvpAgCgAAAGtK7LfzXX/99QtJ/9Mh5VQxzqXV7pFHXixbtmyRO+64oyLdeOONMvXUE24qAAAAAGtBbBD19a9/fSHpfzqkclhViiapZW5Yejo6pKMqDU668fWy5fcMy5zrrYc1zFWnkLVGff17usmaHvi7y6Ntj5tnLSUAAABgLVkURFm70mjh+nJ6x6uL0V97XM/Sh97yL+Xuk3/ULTpKjdk/td30EZkNL75nPyIP/35jAp+yBgRTYXDgk/fNb35TZmdnpfjth+TMtx6TH3yjtKa4edZKAgAAANaa1B/bfeKJysfV/HtBTz31VJTM5Zc/HP3NpfNnZfNXZmTW9S4XSYHC2Ne/HgVQ1vB26tQj8vTpL8jznvfNaFzcPKnp7Mfl5iuukCt23h8MPysfv1mH3fxxORtOu4wTAAAAsNYsCqIsMLAWl4ceekiOHTsWDbO/Ppmxsa/L/fffL5/73H1R/5LMPSIP37RRuqLu8HG/Hhl2TUlzwz3lR/96bGB1S1NF/4zc/dZ3yVe+8i7pcsMWzZ/BpUuXFiVTuP766D2oQuF62bHj16N0+aY3yjve8WqZnO2Q8bNno/T9738/dhmLkgUhN9wgN5w6I2f9sLOT8rmv6cpsXDjtMk4EUgAAAFhrYluifu7nfk5u0At8+zIFY399+sd//Nfyb/9tV9Td/cZfL7fGpLLgxgU0UeqakfdNDUmnhjvDbx2XgVnXujE7IONvtSBoUu5+12aZiIZ9RORdd+uQWjbKrk9/RG6yxwaj5eadvyRsZfHJfPe735Xz589HyVqj/tvXHouGWzn9b69ZFwVZ9n7UwMAfyvz8fOxyKtIlW+6vyK9sOiKTZ92wuTMib32r3CDFUpC1AhIAAACw1iwKop566udc12L2+N5P/dQ/RN2zz7wk+ptZxTtRs/KRm8bkiEU1c1+Q8a98Rd7V5YMra00aly/MdclGnabfWpG+8EaZKo5KX2lJGS1t/uogwZJ5+umn5fTp01H6l385Ji/+p+Pyg8tc69bYmKbS70sdPPiOKJB67LHHYpe1kKLJ5Zb+TfL5L52Nhj0wcVp+pT9qmytNc/aA3LZ+vayP0m1ywAVbZw/c5oatl9sOlOaNG/bAu/28pfTuB9y6K5ar6bYDpccHc6zPJwAAAGCtWRREXbz419E37vnH9x558YvlvvvuKz/CZy1Rf/EXszL9hf87Sk8t6Su+O2XofQUZi6IoUyi1GJXTlAx16jRTpf73zXRpgDWYqSVpwdLmt3e+qpO55pprKlrk7NG+skJB06i84Q0vlTv/+I+jQRZIxS2rnJ54Ssv6KXniqpfJxcP3ycOP3ytHHr5Neq9ywx9/WEbuPCy3PXhWzp7V9OBtcvjOkWi6j7yvUz4VDdstF9/3Ebk3dtjj8po9bl43/OE/tPltue+Tzk8tDP/53Otb2I5nn3022l4AAABgrYh9nM9++8kHC/aI2i233FJ+hM8e37v+V6+X7u7SO0EXL16Up5/e7ObMoW+bFMaOyGTnG2XAt0qZ6P0oDXiiv6X3o/pGreXqYXlEqr6MYnZGvuI6F4mbP8NrUXHv/XgWNNhXm0eP9OnfMmuFGhyMAq3rr/+6xlQaVF0fv6xyumjLvSQXf2aL9OkWfev/uV/+YsMr5Gf88G89IEe/8Q3Zv/VaufZaTVv3yze+cVQe+NbL5Jqf/wt5mw578wNbZHz29+V1l+KG6Tq+9Sl5s83r5/fLld+Tt72uKh+51ufm1QQAAACsNbFBVMge3/Pfwld+hO/vRM5cKr0TtHSlx+2OTFqL0YRIv3+cz96PGpW+ziH5tL3KFD3m1yXjA5+Woc4+2fWRh6NH9KJpf/9hucktLRJ945+9e6VBWOz8broaFlrDFlLoZZfOy3cuu7LUowFmpDAqMjoaBVn/8Q3jpe+J13FxyyonnUT/6D8vl1/qe0Q+9rFH5Nduft3CcPsrvyafPHNGzpTTZ+Tfvfzl8u8+U+q/6+zN0tW1W47pMhYPOya7b56Qvv/u5v3vvyev8st1K6nIh/3NvL6F7QAAAADWmtggyh7j84/w+cf37Jv47PE9Y4/7zT/051HKRAOaqejLHkKlx+1GoxeV+mS0fGFuj/JFE+hsU+WL9Sk3MBxWnJoqLbe8fL+c0vtPcfOnKbcUxbS2WDBZDqA0kCwbtJaoG6Ig6g8fGHADU1qioi+WKEbdP7NFc/u3G+T1/yYYbi1Ur/qM3P9lN/23/0QGNuyWL0d/B+RPvn1J/s2+L8n/+apH5OyXY4Zpd1E2yCt+xs8/J3/rlyv/l/yxX+5S1qfdpXn5dj4AAACsPR16EVxxFXzgwAH5sz/7s+gRPfv9p+q/Juz2pjSgWek+8KFPyB39v+T6Fpw48cPoq83tMb4oiNIAakxukJ7pd0VfdW5s3Pe+9z05d+6cPPLIizUAHdNyHIrGxfrOp+Ut7xV5/5+/VV7mBkUqhp+QvZsGZTwa8Sp57xf/XN6qE3/n02+R297/t6Wh7/2i/LkOTBsWedV75Yu2XFvHbe/XoMrxw3Osz3v5y18uHzvwpzL49lI5AAAAAKvdoiBqLbMg6vbbSl/rHjp58kl59auL8jd/01F6VM953vQ3S0HU4A1R/0PvOCh3/vGdUrh+NAqiDh36nWj4snZin3Q/uFWm97zWDcjnFa94hXz84CGCKAAAAKwZqe9ErTX+MbUwGfvWvampj0bBkU/ef3v7/5CxwmgUZFkA5X87K25Z7U/HZW93t3T79NuPyK4dvTHTZUsAAADAWkNLVMBaom67+d+4vnTf+MbD8tGPHnd9i/3X/3qX61q97BsJPzH6aVqiAAAAsGYQRAUsiLrl9T2uD1l0dnYSRAEAAGBNIYgKWBAFAAAAALUQRAEAAABADh1/ec99BFEAAAAAkFFbW6J+8IMfyI//+I+7PtSL8gQAAACaj684BwAAAIAc2hpE8TpWY1GeAAAAQPPREgUAAAAAORBEAQAAAEAOPM63ilCeAAAAQPMRRK0ilCcAAADQfJc9++xFefKpZ1qeLl68pH+flrj1f/7tHdLRsZDefq8OP/1huemmD8sHg3HRcJ3+1Id6ysNu+tCMPHnvO7T7HfL5aHn3ydsrunvkg6fd8tw8HeGwm94hb7/Jhvl5Vkby5QkAAACguS6ztgtrwWh1MpcuXZK49d/ysafkhz9yafqDcuoP/kjmbJ6v/geZuaN6+KR8+D3XyRE3TN7zYfnSLe+WD9w4LWfmdHlfvFc+JZ+Ue7+o3XNn5NSNvyq3XTMnH33bX8r2ab+sX5V73ubXMS0/+0kb/nG5JcjTck++PAEAAAA0V9se5+voqPH42dmPytYXPE9eaKn7PfJVN1hu/KC861bXXdYlP3fjJ2WbTrt1sl8etOBHrpUN131Vvjkncv990/KBIx+U0/d9UWTumyK/2i/Xnp2Qw1/9qvxud7COr35WJnV6ufHN0ndtackrSc3yBAAAANAwl+mVd7k1o6VJV65/on8qx31R/o/uz8r2h5+UJ36o6eEPyo1+2uivn873XyN3PVia9j/ObNKg6J3yJR158x1vk9NnPir3nnqz3HZLl2w6NStfOjMtm7qucfO+TT5nyy+nL8tdLniqzM8KSVG+S/kHAAAA0DzL9CvOr5Mu3xp0dmahJSrO2Y/J61/4i/LxsyK3fOyUfODGUzKr3XLLL8um332PnN7eJ9fKrXLHpvfIm373OrnjFh13bZ9sv/FTct/90RLcMu4S3wsAAAAASdr3TpT+H/9O1C0y9IFT8qYXPl9eZGnbp2yKqJklmjqYNuq/5i4Z+4DI72626a+Tz27/pLzzGht/rfzsjeJankotU/K/3yE3R/NeI+/8H0dEtrl1bP6svOn/+1g0rnodKyVZtnknCgAAAGi+jieferr4zDPPut7WecHznyff/ft/kJ/8yaulHetfbXx5vvxl/4sbAgAAAKAZLis1vMS3bjQzWdNJ9LdN619tqVyeAAAAAJrqMr30XnRB3pKkKy/9DYaRlp5ceQIAAABoro5Tp05x5b2KbNq0yXUBAAAAaIaOZ555pm1BlLWcdNgPHKEhrDyf+9znuj4AAAAAzXDZE088Ie1KP/zhD6OLfuvmb/1/LQEAAABoro75+fniunXrXG9rPfbYY/LkxWX6U1UrzPOfc0natR8BAACAtaTtEcxP/sRLXBfqccUVV7guAAAAAM3U9iDqn773uOtCPebn510XAAAAgGaiJWqVoCUKAAAAaI0MQdSkDHYM6r/NkdoS9cDOKNAqp9s+IX/nRrXNtz8hbwzz9BNvkLFvu3G12HxNyj8tUQAAAEBr1Aii5mSkt0M6OvplzA1pBgtCElkA9Wsif66BlgVbUXrPI3Ljcgik5LcW8vXQdrn3t2vkqYnBk0dLFAAAANAaNYKoTtl5sijF4oQU3JBmSG6JOitjHzwl//mhEdnqhkTeMCL/9MV3yitc77Lwyk7Z+LVH5Fuud5FXvlO+0OQ80xIFAAAAtEYURD377EV58qlnEtKzclEuydOx4+pLJrEl6ttfkntlu9zyStcfp+KxuuCRuorhO+VBP+y2nbLrNjesYhpNvqUoaZm1fHtOZl7zs3KNdj747mCZmnY9YONt3VUtUTHrieZ99/1uglL/Gw+edX210RIFAAAAtEYURBUtFa3VKSFFE8UMrzOZ1HeivPDdqCggOStjv31Yfvmh6kfqbPh7ZeNnSsO/+l9OyVt8YPK1U9J1wIb/jswF0/zTQ++XG6IJkpYZ50/kLT4/N+g8B0otTVs/7OZ1y535YNz88eu55t9rPg4dLQV9cr9MHvotefed10Z9aWiJAgAAAFojwxdLNJcFIZnYY3xhwGMtVV/7a/lPN/hA5r3y0NcOy/0PWAvW++WuN0RzyStu3S43nJ4rBTKvcS1bUSvXwjRlScuMbY0K3on63u/K7A1Bi1c5uNL5o2mrJK1H3inv3vEnMmmtVw8clT/bcXvlo4w10BIFAAAAtEYpiIppJVpI0QQxw+tPxoKQWK+8VX5ZkgIYLwxkLD0ghWwNNzXELLPWI4WRa6XrNadk7tv3yy5rlSq3MPkWrjjx69na/1vyZxP3y4MTp+Q///tb3LTpaIkCAAAAWmMZt0RdK4X3XCf/ybfwRCxIca07FmS9xrXamKgFSKeNgq/3ysfd8L/70mF5aFNn5Zc6VE1TlrRM15soalm6TjqjYMv/VWcfiW+JqrWeN9wuv3nozfKW0ynvg1WhJQoAAABojUzvREXTxAyvNxlrhUlkj/B9RhbePfqJD0jXZ3zrjgZZX/ysyK/5R+KsBci+yU+HH3i/zLjhNx7ZLl/9cHWLTuU0C4/dJS0zTvhOlL1fZdPdInfZO1h++K/9iZu2Wq313CJ9O0Ru2HZrrm/zoyUKAAAAaI0OvfguPv8FL5RnnnnWDWqdi88+HbWg1AykWsG+tGLidvmnRcFWO9wvu37iqPR9Lyl4i2fBmA9MAQAAADSPeyeqOS1Nacm0J4CyQMW1AkUtRvneP2qa6BsI3ywz/+V3cgVQhpYoAAAAoDWilqjnPf8F8vTTpd9taqXipWeXR0vUKkBLFAAAANAaURD193//9663tX76p39anrzY9u+2WBWe/5xLsm7dOtcHAAAAoFmiIOpFL3qR622tJ554gpaoBqElCgAAAGiNqBnIgpl2JGPv8lgAYC0p/F36XwIoAAAAoDU69OKbq28AAAAAyIgXkgAAAAAgB4IoAAAAAMiBIAoAAAAAciCIAgAAAIAcCKIAAAAAIAeCKAAAAADIgSAKAAAAAHIgiAIAAACAHAiiAAAAACAHgigAAAAAyIEgCgAAAAByIIgCAAAAgBwIogAAAAAgB4IoAAAAAMiBIAoAAAAAciCIAgAAAIAcCKIAAAAAIAeCKAAAAADIgSAKAAAAADIT+f8B5yUEhBc/3hsAAAAASUVORK5CYII=
    So I think the "genre" is also a correct solution.

    I think if you use the corrected line for QOTD Part 3 the solution works out correct, I believe this is the same error as the previous question; the genre would then be "Classic" and not "Adult". Steve?

    ...

  • '''s broken again

  • Rune Bivrin - Thursday, December 28, 2017 12:30 AM

    Very hard to know if 'Adult' refers to the Age or Genre for the movie "'s a wonderful life"...

    Adult is an age and not a Genre. Although, some might argue that Adult is a genre, but it's definitively not the genre for It's a Wonderful Life.
    This is what I did to correct the data set.

    SELECT *
    FROM
    ( VALUES ('Ebenezer Scrooge', 'A Christmas Carol', 'Old', 'Fiction', 'London'),
             ('Dumbledore', 'Harry Potter and the Sorcerer''s Stone', 'Very Old', 'Fantasy', 'Hogwarts'),
             ('Frosty', 'Frosty The Snowman', 'Infant', 'Animated', 'A small town'),
             ('George Bailey', 'It''s a Wonderful Life', 'Adult', 'Drama', 'Falls')
             ) AS a (SomeName, Movie, Age, Genre, Locale)

    Luis C.
    General Disclaimer:
    Are you seriously taking the advice and code from someone from the internet without testing it? Do you at least understand it? Or can it easily kill your server?

    How to post data/code on a forum to get the best help: Option 1 / Option 2
  • Well, I thought I corrected this yesterday. Apparently I must not have saved the changes. Code should be:


    SELECT TOP 1
      answer = SomeName
    FROM
    ( VALUES ('Ebenezer Scrooge', 'A Christmas Carol', 'Old', 'Fiction', 'London'),
       ('Dumbledore', 'Harry Potter and the Sorcerer''s Stone', 'Very Old', 'Fantasy', 'Hogwarts'),
      ('Frosty', 'Frosty The Snowman', 'Infant', 'Animated', 'A small town'),
      ('George Bailey', 'It''s a Wonderful Life', 'Adult', 'Classic', 'Bedford Falls')
      ) AS a (SomeName, Movie, Age, Genre, Locale)
    ORDER BY

  • Don't worry, Steve. As it was before the correction was good enough to figure out the correct answer. Thanks for the question!

  • Revenant - Thursday, December 28, 2017 12:36 PM

    Don't worry, Steve. As it was before the correction was good enough to figure out the correct answer. Thanks for the question!

    Cheers

  • Nice one, thanks Steve (Glad i got to answer this after corrections applied)...

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