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
Variant 0
DifficultyLevel
617
Question
? + 65=617
What makes this number sentence correct?
Worked Solution
|
|
? + 65 |
= 617 |
? |
= 617−65 |
? |
= 612 |
? |
= 2 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | ? + $\dfrac{5}{6} = \dfrac{17}{6}$
What makes this number sentence correct?
|
workedSolution |
| | |
| --------------------- :| --------------------------------|
| ? $+\ \dfrac{5}{6}$ | = $\dfrac{17}{6}$|
|?| = $\dfrac{17}{6} - \dfrac{5}{6}$|
| ? | = $\dfrac{12}{6}$|
| ? | = {{correctAnswer}} |
|
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
619
Question
? + 94=914
What makes this number sentence correct?
Worked Solution
|
|
? + 94 |
= 914 |
? |
= 914−94 |
? |
= 910 |
? |
= 191 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | ? + $\dfrac{4}{9} = \dfrac{14}{9}$
What makes this number sentence correct?
|
workedSolution |
| | |
| --------------------- :| --------------------------------|
| ? + $\dfrac{4}{9}$ | = $\dfrac{14}{9}$|
|?| = $\dfrac{14}{9} - \dfrac{4}{9}$|
| ? | = $\dfrac{10}{9}$|
| ? | = {{correctAnswer}} |
|
correctAnswer | |
Answers
U2FsdGVkX1+1Cf4brK8aDpDdaCkOYZlNUX8XjvnBWmNLXT4Z8soh7/xQPkAfQaXyxrUMDOpbw+fL9Tg2p+A4dlvFqRgiYb1XHKzDuI8iuSrIwmxy7qOY0t9nwotdD6LsNXiWeHv6XYSgB0uhHfBOgNMimHO1rwfB9DZVRlrPwy2eskyi5pQ/IBW8BKReUI4lar4WIAadymPbUJpCzQsEZS7zngMTueXUJOMcJU2wI5STSDWcrY+CmOyrcT8C5TA3YU7lLPeANptCs4wLxN3Fu1KE8UKKpcJ4fNhq6HThPH8ZpZPbVpygqATSI0Wy+2LJvEPY3uyC9k1OThm7vEdoKpa5aCvR4nuB2bQucMja4rKNbtTktdRp+cjCHr/iDwMt2jWEfXuADG1JiFStQE4OE+PVY4GKzPF1oU09w3wC+0O9yJ5AICudS8V+5r3MT5uWe4yizhOlIFXrAKVXm45kZQynr8KQc5Y7oZL1DDxLHrZBnK2DZTlAZkHWyTddeYI+kEu2VWeTqyqRAA60gbf0Hl3dDtgfR+LZAnKJuEysUotj65EcBhXpG8XikVCRBw9Dz9k1kkjGF6muAaK4+vkZ/S6zfgdfdS1zwoN1QkDc/xRueMCQnse+XDAUHVl0EDeoMUXaq7ZTPQBEtGps6Tw2ONBEgYhbaOfl4xQM3vBymVUXwQ/RgRgrNQuYKuMoGfMyxsdWpHFP1gPXQ2UHtrEZst/JdSpXmNNFRJ5FDo5Tvb4Rc2Le62CcnZD5eATe/TehsvKEP2VYDlNtGJnB+EnShkQOcHPnW4MQ2k6Jl69zRG9H+vv7qHOS4A0TfLP4fPZ6PT+O1iAqeMi3vWttGmsymj5wkT8D5t+ZOUzVROPrBD1UYqoDi8H2lrcdUg0yNhTDyNEmgbkkDD3Ft2iAj1l2dc567C3y+kStjT1Jvim/YJoNEVwfZxOt9Fa70EPFtftNGzCDXxcSOPNfD3ITWG0ahvyly0xfUtAdHD/X6dg9t22WreZBluf4BwW8Z+PlfhLuO/TcoWoWKfR1QcpMshmJqL+IN4zUWKMRcM3S1WSU9B6MESkP8Hpy/tHCZk3gzJ/aVD8dPCgkQmVnieK/3SRifr9GR56TynvhTtd9mNXQl8lc+JNmoBTkBbnQFbSCw71dz17tinvH3I6f80jRy6yedusgx5uWA1hoqpR6qGH7F3GIdzy65UdMpdklnmh4hjplDmI+EG7Q758s0ukKI1Is8lGZ1fEEiNrC5w0WlB3zKAqeoBaPk/4TlT/EPd9rrdk9UmSd4a/SdXfyqrU1CHUNOhAwfBogLRNX0aCbwNxnRzSFnh5V498bFNIejcCvl2tRODXdjN3RQ+GrONfE4839cQzcxfm2MqaSaL9voseIDSs0Xk133Ar6bmC054ybGSGWU+s3j+ziXtRYMScw9yyRkEXMryhuLSJfYy3vPDdvddp+UChgHgClvLFv1FW9YN6p+nBTAwQGlFLyl/7DzDqE2XUGJZn+vvDDM1qNAn7VWZx5Kz7XZaTkvI3vcsFSF1Z9gXK7LR2Fg2LX/o9GzaMFARd6QWRzW4x7+20811miWYnRgJPb1zn2cPvWJIZeQSp7XsBcDjKY/H7xjGOqao16k1BVCO4BQFbMH546Pp/1fD9oUABoH6CJmc/ApmbWILcaJ8NXApkIzqZqH6esUh3YcTEYEQ+qdFK+Q/rvIQp07Yv+uC4siG0VN5jav8GrFMIfScptaJKibC7nkH17hlkZi/5Xbah0iNInh8Gy28L9+cC0TLSf9Vwyvh6Htb+ZU+WCruXiRZUQ5JVcOmZSFG4W5/EBn1up1Vb+INsdyeg0YcvwJ0KgpQUkb6ongZZHWC9MahybGMsjvSVdZ7Hm5gpRSB/TZBMkcokS9Bqgdf2fPlftlXBeM6PtGQhNtWHOxGCmg8XgAxV6zjUmv+kGkOqw2BAc9CCxp3+OpHxUXD/NKEwb+tFR1c6oZKiLzw9jrbNM+DI/C1zA8+ueBGVzRcKKEG67nmuRCvF23bxa0fVg0eUN8eWFH/LrITJe/Kgx6vemty2pPNvHE6NejYYqSjZNrWg2LDCQuVuKFUUfvNt13S6UdSrHh+DagtZe9EHZ9yT5wwv3DzquUfwOydxE8i60hj+jNbZ13O91ml/WWRpaj3JzKbZQ+RhWUAAnfDU6gt0NDnhhQUg2tNZy0C500B21RZGFN+EnahYmSbY2uSPkRaLyg5y7r5cHDd84i0VjJzPMchpdxe6BggqUsVpcjAEVXpJ/k+HKzZgo/Vvsg7zbTYJiLCYVowVCHp1xKmPS4l46hs62DoczFQsOu7khU4ytQc1EuhORFADMUCGxibkLyB9UEo/U/XDHubPdbl1H3fdjJug7NxQNusOOD39h+XksjfwSY1yHovfCbeHZVkkQlJUsEqNAKPh+ehhvZ3YYDl/lm74P0iesxOBSjwlBwOabq5Xb6iVEORX1ciuFsPAcHa/BsXGI978v4qLGADsjgfw6lNGPLEhArxSptQezePuEWLjrWASqpdfr5sjgfi6/FDXuBSA5jZK0ecjomviJb7ZNG70ncAkLbajY8ND4VygPKOXknVtg8T9FSq0wMVspTYpXJxZsW4CDsm/p3cF6GTXc11ATsAYnOltUE7mGAKj+jPH+c7GtxPLtGL/r7jGfTrSQpcZO98zi75vY8JWLJsqOxkDycu0XP4hMf4z4fsO9BaSqM8ipz7knDg+zDfoTHdlj5HnhkFPzsGWyFZ479m178sOV4NDAJmbZw6AuXnFjHUE9wgqXXY9dNBCAHmtdO7GTx8nX60jWrJcGVG9IoP82VpwNgw+GmmooMbzxTl0nlfj/Kty4WIam+V/ApQJfpwe6fjGavLXdmV/fHmgbHDykLiZ3eNHXDFcz796eXFF4y1dWFkb7HUBr5J6V7ATj4+z1xGkJt/1vr1Z7k6aZoyfv2ebHDw5ASI0tVZb4V/y0gy1gwe2rOXx3BNe9uv6gjs2dapItk4q8KQYyvvA9vrhXvwwaNa/yp4RAJdWzKVMlwslyPa/L3PcFRu9cq7sw5Rn//hLyWR7NmKSVzdViVh5vcqad8F25AyoDHFlQDQpYcfEWlit/GovfU75A3TuC5ODGgL4BtSRt4boe08k0dDeaNTFj9X+/0NXPn14OT1vJXrUE86JQVyqxyDfxv+uFQbincODe0LfSBQ7ISHmTatFLsIEgn5lLuxMYhi8CqenuzsASaji/ca2RxZVQoa5TW66NfFHAqHw7wSLkHbpkaq52OeFzrecfEC26hsb4doxytA9tXICywlYeF94w/UF9PEFFYUm/7f9RHUltFmbmdkwzCHb2OXrMQuyYSuKUTs+WjeLn97xVVbSMcuhiYhQrXQ5j88nmNygMTPahRXBp9UW8tyW0Cgw9khjBRUWJGjmAbQiDfnxGmbz4NTUz6ZxwgGR0N5tQp2cU4bCRdvYbZi/a72HbKW1VSbJ0IVeDRBBtQ/AsIVpaeLiq+BM5NgIPvXc6UvaDqYp3ux0yJEn3WOOEsLPhKcrr2Mlp4oTcnxmvLumD5Mpeixpdmt4rt2aUYUH6B0gxY4bK3jwEN+mFSdYBV5qFL0KQm+/JOE3O71bpY/smTihVZp5dNBwt7kpJ8f0XWzOLaKHKaBgoJE9tZQ3tw58Il9XwXDgJRNlUxTrpkncRr3GkU8n83FxkFVpGSGE6/UZ/OmQO9cW5VYePlTUeMTsFhYAqD/5E/qz6k9AM08LUxFhvbtc1VRIEv/vL1iAuB6qoeIuzoMRZU9CEcHj4zfLhBFCnPYB4GVyxhIYrVXlYozbh9PI90I4caNjlVjl64EL0Zhu7MZD4jlZ03V5BjSYQeynTSwvnSfWABHGNRYW7csJWNxakdrmyW/7oFV2Js9S9EFjePiKV3G4ZvgRkaZ5rU795XUQP3L/ZHlYvMi5z/q6O/60z+6ucumfktj/NbRqCIJqloH+qrC/4ARmtA35478+HScaui+aItHSUk+aGSzMackuT6R/INdgMskVvl7eUPOjMVJRISDf32ZdNHcQQ2po/FpT0zet3Xy+9bd0FKNKrQ7sVV/Sn+qyUHU8gR9mdveSDhgw2WyId3nIxdSbh9cMD6PI1yXSwzmq7S87msDfqjj/CgRpUIOcuwnqedvxjs7KmrXh+/ZPpaGvR1YQmj5C6P1bkVJ1pDxdPrR2EXCmJeDmMtv+EGJITfich6LUC43ON8l6A7fLhqXPKY4A5BmOyu7JS4iOE10SyUyzrTbslwxVrWO5UJZcN/TshXBQdvvRY6xlhPP3Q4QZlHP+w0zI6TZp6+H4mm8Ww93Hht2kTYPcMtZQ5IBu6Wbdo4a1ep9IKvuehH4/DeEGMmP1SgJnVDm5Y4i+8qmDkhhGu1KbafxIJXbhnMiJJhAegZfhvfCV6eF+6Rf6uDggm7W8I4ggTMxmw4Eg13OJyhuWWgeZYGwQo8UjzpHKkiK7A9SfdVm/rY1JpnPna8w9PLvOheIqiyw+CSnZUn7Mjcr0jMtkyy6hV2qhOXrJAZmuieYEBIfM57pOc1tbHasFW6qOht9kVGSuxd1+5E60+2+3Z2p7+xj9vaN7yHus2OYQLuNvXZVcx8yIKV4BYye6tGL97un+6J1stf4ATTzpbuOZLgzR3URxL8z5j7lFRd6pFRX6gRPdEEramOI8Kz3u1nY4S6f2G/SpCFLbTQKy0oRZ+7kdn3SyAoDireRYmL6E8vtC/nTeJ53Cizprhev3R9BV/NkasMapvvh/Sap/9LOtBNHdnOYRZ49p++8OglVRZFlPj0hqPUsVnE3mhQNrzaZdKWHkQe4oxde8+QlWT/k2K3iKKamf7TSPgzGwhpHf3LawBS3JM/i7S6qgUvgRpxpwQB0dAwt3NTwGBLS4GWjv1cllU7xdgylQCnHrgL8kFsEXP4xbM1Z5mdvKmoGI48S0sfLQbjcDjMLI0cPNmkuQB34J7ERYX+N3XdpRRy3DxAGXRjLUpk22LTe9Dks0BJl7OyTd3eUTvWNZoGCovax5YaoySNlsqENwgzuS843p8I3s+nNzBT8F9H2aaeHTIsIxZ5yPnH92okCEtfzZDA2dQeKt+qbUXGx7moHd/XIEZQv0/hiKNNwys78uO2wYtByQAsHWrZIKFk82oVhhBax8UJkTGSq/SVBQUL6oFC+cWj2dtE2LyfMzBniubK+tbKd8mRwL5dU1sNMAwxIKILS7vDnWQTnWJNvSmg/j5scZaPzPdR4LQpdk9Kln9MSuKfoTejhqLS8XYXD9vMphT1yXwjhYoau4ly4uTDogPTl7BVtnQEpiWrjjoxqfeDOA1ytw7yzqXJdk5gy+KCl2M8xAbpVqOpohLFWwk5IBmznls4QnKBlk9dFssvVP+LXfSe4dlsWTnjRy9visl/YGHZvHz9NlpAU6bEEbz6rVvO9ItZjiBLC3XF6UbkHsIQSKfxuRlZiGzq270LutGokB3ZU9ONV2kvTxqSTDxHtH4ypYqWLeMSjd18gbuzgxJlRYM0kxCFDQc2OIINvuCFshi0AD9oOVZdEA+Frz6v1tz3hUd6IcBve5vj+W9NMnNrB5t0vSJaHXYC08FLNkaAgL5PNiTDiCNkYqVgSmFcV+PGGsm6ywPveQaztlPcAtnR6fpV3DoweB+tqgT59NZoy8qP9JM0kYY4JCHQiHSAMrhnPMBeUdQC6SfBZ7H8RfIamBu6vbx45Z4Zki/Lv1lg4gSCFV3PDOUaB8aKTgSzmJ6frCijcHmLTAjEZ+Dg5RadKVAHmcVe957/znLLlrfhxQVhzgINeiIe/uFvLVo1pYmdIs5l160xMovs+rhtrLeqTdfK+5iMmxurd2A7u4p2Rj991tXa0gxhvr7qeYpZ4ObHF0KYFUCA/Izh9WyUTNzDbYInoEjE97DZeFrleRzNC1DhjSdvvT4eVlY7UcA5wWesg2V/lHjTu0TqW/wxYWqSjswCBWKh/bE66SMoaGBYFkdsiNxvCt9HvHajtJbAWzzVDJQAjYyttGJkUASgjXJWMqZKflRwbTwSDvAG5+Dt5F85D9pIrNRhNe9v7VX081DjOyXOxvYX0K2NfkxM8O+zFfwo5YdMXp1yajw92o2gK3U/uz+thJPCSbNjbxYyG5ITohMb+kAQ3DUONmBWFnOuOGs1YVUGXlRGNoJmuvRjmGmkgQiL+Jb6QjOPdOqyJAWl65DkdFqZKl2SY8Gz3TSQvYnj2d/ZkCLZ7Z9aYARJ2GUm36qvrYrtZpCnk59plDZYMFvpGeiIs0At9IFZtS127XcPAUzIO/+u8G2cCiYqphbnH31rECmWvdrEW/pXDCqlC/nI+0hv1WtsMVC8Es2zmkLyO4Yr7DcZOh9Su1Pu83mEUQexRuttcUK3RwKK5iweSAmDovQ0RH8W+HfFIzcuewXZtzy9px1W+ig4rrxzZfpzQAzrLiVPXe0pPrl5/sfuF4QJfprsmi0AFRhPcm91yR/RbQYAGYrm3Ti7ZR5UooWy6FLt/Rnv87BDM8CpFzxjE8tQvSC7xxNbKyrNiQ1iGaEar2/KuVULMhApxwglf/PVf+JAzh0Qm9D+CXAgPpamnmPkDrbR/ZXA4mIJLQglPLWRZK5kJFO54ymUamvp/PdmGiEhHr/my9c19R3KuVfBaDKpMAsCR8dasIM31nyoDgUJCOfHlcxotXq3bdnkkF74yh77dH/AceBBg4CT0/RAICtlOACQzCuYe7qC3OO/4J3cXlsjtps76rLxDA8zdU19P9jDgKpOdb0NEOKf2VhpTMwkdu3S8ty5pCtUlhWk5frE7uNlMQwVEYw+S1/udInA++vv2DteeURfYZMZga8Uwiej+0AASCUP2kT75jQqyOOE295pODpEyrUNieMZyM+xwfU7h8wIISbgEO62ljS/fHFnkXNq05cE4q2C0V2C5sX1+vsvfnbdWkvkvMBJwG3eEy7cCE7rZdI1NNCojZclqrEtnFFdE2D8uYokFAKWlJCSAs7IQQY0z4f/WQz5rEhxyfFWNEUcTU9cVvnqFrKoBLrVIcHAWZhw2d4zPWs11RVpQ8hrez0FnykFCa5Tbppw4ZaqqjK8c65ohRBXOLvUKYHISaMv4Wm1L/BzneLxDA8VDw4udmVdseqF+sZoAfdFwuQQRdPu2i2tqhRu9afcFu0vgEMzR9tG5+GSjKFuqE7Qi9gL0/2M9bEktMGNH+8VS6mrUTWRF0nqE1OTnnpM4+TRc4/hyzozkwM402XB5pbKkjGycBpO1pp2DSxXnFHm8bk9jHhEw4aNe2v3vkyoLVF3u3r2AbZkNRfeh+gwki9h+kx8EkUdTFcT3pUpQTas8whh/rlk/Tvp3uZHi9HY/jDAwm5JiALBE+YGGMAuzUgXUj3TR/5VY9wHEkqxe0PZSgrh3x7lhjKWffzJqgV1WdLzCODLrSQszi3mQHcYBisW7EZydpjJxACTZGFqQvRfQpAFCuOOz+r6psLcxqPUEb9t3Bef2vWX+8CmwoaAwEjLBMhRDB+mTLhEs6w9TRJQA9LTJIFE4qJrf48wl7mVaQKrbG98sZC43q9YS0/0C79+hJRIPEH9q/3QdRxi5rSwVm0Vaeq7CgNYeT0cRdIP8Uro79HvJZbu1d/OvUvmiDeSq5f9nEvbKRXMMU7nmTTUvfwC/oy0AOKTurfn/sIYRUouHopewyR3nARTbvDNneWdr8FyYIpU5k3pAcbVMtfymq3EawVxxk8b71ZFDFnopn+roQHHT06oFHuKGjxYig7hUusXRCEdbzT5v4M9/ogEFYmu+qz4SLf1EjF60/cFWNx6nTQXoTKnFM+Fj6QQtlbFjrLEP2pztrpwL52h5pIwRtJhA7VWu8lFv7Q4wRXwUJ4x/Q18hwW3sdptpjkTfDj9hmGqITtjIztB0aGXUV8c6Bhp6NF/FF/pmvYawKCz5heAGiix2+6PQbe6YCxnfbrEXOB+OD/DFO+QDMazbTdNBPE/YjEF3NUJUMYvI4b32Wsvh47ryKx7uKenoxt8GWZSzrcNCjUfekQsKuBoCBKsqftwyjFas+LXo6F+/hSpDmLN/3Low83NnT1AxdNNcJQxA6uzGojpuJhxvpBnfxyGdLuK61JT7cmdqvcuO0PzkBhVgjMLdaeBDsYQmYdwgnOhzQubaJTnLAZE7vK5iyxRU7A6KS73VllXuTX/YzaokH4+3UTn0xX74fwHrzZojifEdmLbbPZowb1cEUft5mVF+t/zzjk/Fo5tz2Wt6OcBCMbYnDQaEpSyueUfe38f/+YkIPRbmyRSca3JJ6U2twDm39CDJ/uZZGm4GRk69V9Mm7auOZKK8Hll8oHvL5oMwA4IWq9AztwFILIYXscid08kWNvPkvnDtsZobIQuaUlBC7+HqkeZ3evvKmRRrZmUMMsilqGksM4QS9QNM8MXvWr/Nv4CwAx3Nvqm4Cej2Bm5WWBWTa7ty5ijWfpi4aUg6guUBWuUaZhR1tEGjJwM6kVP/3gJzbSrPg5UurtB/JqwttbYPysNciKPNJIiu9sq16KDNTjfnIynBemCX/nD97+8tsibpO2lNcCG47pcE2B7HqHSeylCwVESsqgxWp22rJue5wX7e95bP4aMnxF4ezZyAg0UPmO2LvSl4mj+st/sDnjJZA40XMmaXFplmkw84ogA9h/T4FueRqd+s6pWqEvQtlJ+1ld8xnMQvL4QdujJUT8JlIMvDVVBFL23ZeQ4XpLrouzLYStYYBTRi5DiL07KtdcDLNZxiuq9JNMdUws9/1SJk4IXDywEHn63HrqFoJ4IzkP3efbfO0PDIxjchyEnKBl8Bh4/RQsdY09yX3NJkOJHuv+PdxFcqPdNYu2VCg9XA99PigwjZLLzQMtR0cdGMeftKegI62XdW4aAnARTD9sdcTe4V6ch8x1kIX5WLdxMW0JD1klL7aItrDcFGfh+F4cMdHknm6ariUbhxHvCvRCl0c9tBEEkOO3nTzoDjt+3oqZEPZsFD+7j+0/bLB/GiAwqHKE0D4CTgz4TEQBZLdULGpxICaIIbA3WsLxPQ/nFUgPnlFwoC/gPoq13fLwbRgfB1HirBt06BpTpeYx4HBSrZogjp0r2viLFm7KrLmnw8AhDlbq+GKV88QvopKt5Kd5R1xnXPwLD+yMQNNLJLX8kAjk3aEduN37i6KBYbeiLV+mjWiA/dl8Q3IAPDiOMdL6a6Nuxnb7OVNfrlAPQlbEd+6DHi3jI/sAuWD7yIQR8zjRvUz7CyVcMD9rDYb9Q3dLYnvG6DWhbtYXXlyBtPrKssiTFfRojnw8tM+etfkY4Z8bzQCbab+XrAl8fhEfee8QguvbUE5PnQ9f7sdZ1eQ35gLuJDArnF85fphnOykejonkJjRpirSGiE1VYE5IrmJ3Jg+WFTEG2oUp6Yvjfd26VGe9eQALvcZFf791yW1DIZmaVkC4XnP+BDgYqSiF4keT5wyDGKy2h83nmwgP/pEqOgSQyvOkHhFT1kWt/v0VvoFVmt/C6BT55GU23GEIWQ/MgrQlmRWD72BHP9way+0c5Rk/JCgwalkx4rgPk00aoMX1Gn3Xgv3QSOzzcXN1L1iHKztJc8xcGU5qc0H7S51TF8JhABhXwLEu42vHZnQczk07Avp8EsS0ePIm0ZGyf+zpXwd37m5nt9l3FZUN29v9gtKuLtRoDfm6WgYKARO3d3IJK9GkDr/j21y5y8FdBtAzSsCm6Mg9FUD9NvnM4b4eR7BULGBgwmgWl74r2XyuM+wt6D1yKdxL2AHbqWGub0D9CsjgoejixG5XizU7p5GdT/DdTZZHaAqOa5GgBceGIpg0Sv9L5omEqq5eLjCKQCZxafM7pGQF1mKINAW7MLFy1d8Lx3lHrqHUIybkb5QU+G3S4AybheTwq97u+9+l6m1P5S6XJP8HS0amRZQjZ+S0FwgSgx6gm+lu9ffCK+1WnwBQ0i8LuTr7syyi9pJlCVcb1Qpb58yj5tDbyckSTpnqKPUHRfsRtpT6ORJN3+CaiYO0Da7fHPiKNuaz7BPEuerz5HDCngGP7IJFxXwEacvrs2Fju29aAfyYWmFWqmFSNcyvAjWRrGZPJGLHk3TMmElswY+k109+U0XxROzFaRzWU0Xb22s1hCi0Cun1pIMNK+TbetYjSaKneInDXqXiMjj46RYTy4NwbMpLutT+F0ImfHfvjJRunUHVK510nLwKi1JVGhnNHEcTY1w4whJ9/c3m6neHFnbQqdwnhBYhJKIcnt0gP14/DGtNDFxAvHnRTqE0zlhY9lOPE9qXWTTecR31Ev1i/6lw36RdkpfN7ejPfdW6RKgK6YSWf5JY3Iw1tD0Wyt9puhaaqeJe5N1d6vlJAex6paWgUQ6+0W66FDloM8L6tBeBVwzJJOqE8a2WGUo90wdxqwwwd9hsSLatXLJIXEPNwsOT7iguNkC7DlX/uFLPoI1I5xyJPtXmLppS7u5aaNmzZPxVenGP66QNU0Dc7l5QEAlTYTaS4m2Smf+fdJvfE+JL0vo4n31mw3NM0gi96lUnz/mPdgBInBdNHVWiv7u/x9oojj3Tl5ZFpeJVt2kj95lLotiHLFzcRCwDP+NhkjO1QPwKzEa6bz2nxyK7CqeX5EXPNdl4MSJ6JYfj3gfg5GZ3JJ+3W43UnXIbmjun7ycG3/G9uQOABF/Mq2CWtlHF09TPtxXa8eN1UQ9il+1O1ilVpMngt8deQk2kVGh7OeDHrP26aLdTmUKLa2fyeWLE5Cahbg7+p+KuQfEBRPT34FjZ+P0j5Qvs/2e252GdguYIPnx8y5GgjPy6RVzV4H2tq4a3cVar5Rmxk4fJ/qakQECSDjGN7YMwQWr371DxmLrqaqSLvHbLz5dotATZn6m1rlHVD7uyyYC5O8wGIW8KRLCVOWHwPMJ69U5wNi+YCdTOjKJeUXvlaRDG4+zvB/ilA3zoudr954DIIXQKTPnr0N6Ue5YhtqKxFcuixxnrvIsQSH5weWose+oTrb/WAFWB+969HGCbCMFvEYz31cMjfgMRPvazqkLPiM2E76kVOFzVHrMCT+V2f8EpHTZh6Gi0+JvSK8AAPDjdiWGRbdTFvRGnQsOG3Mb8hC78Rx1nDtSUtCz5msaa3xYkPq3ScCoArLjHE+qdkZjj1ObnsyP0GuqRuqvVQSAkpcV2IJGrFIMwlLa1Ytqjg2+12z2BRGZ9cslU50jBve10palEk8Ls4UwvmOEsXoAdro7e/OjJuWR3/SjuV0wYtYXGTfmLsyhCoE5GUlpMRKqAnxh5GeMO918xxP4tbjDdag2UxFF62JLAcn8GGhllhciflchMLKyPfmU9Q2feKr3zCm0fy0D2vy9Af+irCrfO+zsU7n153HC5G0MA95h2vMEKewIyIqHq0MVuPc+SV+VGCEKqDNh64ttbVpOwEDDsFEXwuvKea5oSBE23aPofEuv4mEY87X63XNqkEVra3QHDZwvafgcPLK1PDW3gf/XC7lR5rDuJHyqHcwtKYDS2NPvc2KHe4e9lS9sGZdrrf8ij58iPp7eaoObdm6oI8um2K2SSmWVi0fdA/8xmYQlarDlpMHizGYjTaG5KTjFciw8EqJ/BJumfgY5Bph8JCNwG6dW98m84SdZZLRvTVkuCvMk463wr79DJs4MQqKBXpt3LoAiXp/bUiIlRQYk6+pzitT6uwVzZdSUgS4mlXiVhF4HR2COvYoVhnQ4ViEb9IB6KtMr88j3NRSN6JxIFX1XsKw3ucIZOp9FwcMm6jghggFzxLIS1Zc5d1FdJMIJa1K1mZbK35N4pNraLF5rOuEVwyTBiAT7HHRK5nnbdFdI3ItZIO10Chu3GAmbeofWtnYBiG+AE3NNUkX4aHcm+U9kxTN9nUxxDrd63hxa0mVmStqVrhbpTkT0rwjsC38K/SrsJmFl5NNRIndyQ9jbyfdzH+/oiOjYlGt2hmdnPhrgDCVM9TECF9It3+LYLr9kldiTt+9rcOacruAM1x33I5VKpFpJpqAV5Rfuh8hIOIrsIG/fAXKlO1FDDZQfjLAPbr2CPtjaC0B3f/jV/V8X8tlZJRSolBMtrcsBqLtoZWdoSLM3bhZ/qBXdwCRjVKEbzVYaFzZN+OF5xHZ2wYsTLRqD7onh/DT02s0moclRCliHKb6HH4ql4D4VWSXyri4Meybjf+POwVGX0IZHpKZvBerA1C0MKlnpWnF5fWLtn4gTN6ZRlwSFLMG8ocVki/qq1m9CSCAWN+Z62lRdhaH70grgd2THZ/jmTnbsd5GogiFblmFH7y7CtuViGv5Yu6Py5jYr4koInRIyCbZYU6DGVIDpVvxZdnGB/I04QjZ5pO24ypSdNNHs5cvB5RhU7RRTDscM1gSFgRpuIjqsSKt42tFmaOIQQcFOx4e3J1dhCZpfmCsQnQ7Q/a927WpG0oB7tBVA3nW3m9rKnXymAmDBL0NMMvcqa0e1YtuK3d2GLMDeaWJYqoq/WTyQ416RfmOTGe91gd5oaV2Vxz5mbt4uKhFsU4jpshzy06zQdY2h6tdNt6dVkFNbep4MD/5eyUK9ejuOvmZEZ5c9VnWiV6rBYf897dWkY61L2hMBSYEuWJVSnzIyhifn4srQySUxCPmebcN3NP11eXTWfIZXV1jAwWWh0+P0L3H/9TZdiW5J02teQHI39KQtEFF7cFJ/yh+dyRhN/nlHMUqbOWzilKkWkofKwtuekpctUTSYsCBXPApUltc7B5yARh1vp0DrlWABkWVRSUlbB+MAysJPoWof5dbHQwlBxdWelhNJeIgvldcLBnssHOdAnOOc9Kmbn0U4hgPG4IvaV8kRkWrPYEGda0A+hAw54B4S6GESrrWfFLKT6zQBiW1J14d5VNZK8qoWuKFZUk3kgeheZTH8XK9ytDrU6L1Ic147OX7agqDm6pA9lU3CGue21aOfo4piLgJSL6klJqfk2KN94oZB7n4am52gdDY/aSykUHRBU/gmqrBpqBg0EB9OJPIOzoUo8cMIKSdIM9UdIcOpO/7sIltwaoor1LAjqIoVj9LHgr0OoggmY/TkDFaNMW0qZB/6rnWX/kTyLsQutsJmDjzPjLI3/Yv5myViN/Nr8OeB3WKuVw0UVAqSO1m15MjVRP1mwLL5wOdmeS5ZBu4FUHE9gb3U2DyNqIO8migc1zTQ2tpg1CRglLJ3qS6+s2n22vurbeI0z70n9weOv+QJxiTsxJDgAC1xwe+C7XWe6/5CaPh6lnbDAcz/J+GJIUiPgxQuOYXyyP6wPZxDsdGxsG9I5it449eYQzmcUsdymTFIjUGfRkKdKIL7H5RcF59Xn7PB4JCQK2mwi8GpdpB9S3rD0Afrm4BgRhY5wZK/o0i/8HALQeAAuk3lSxcesLCd+/DParfDMzuLHBkr8zHas/ZWcZjHt78K+yQfDcEDhXPV9Z0/UyKuDN6L9Ulz3Y0qBCszRGVpR1UutoSbOKErQLabHtSVX9yrgP4w4kVcEaB7PgIFwRSd70OdMZJ6T4148uQEZYvg/mPrzflDstZ6/bxsWbe8Av1tVD//J+zb7r/RICu8lE6i5XzG4b6DaNFmIVO0Uokrf30PdG+xjNgscTaDUxSIpym5qBPb0UK0W+f5fpwzsmQu9yHdsV1VJjwYYHbdrK+3xEw7BHp07o8phmoM6oyh9QI6gVRt0JXbyTCUW6Ciap2lfRpwmBiuSFDPI0fwjMpCkJOUtgk5cHr+kwOCaSMLJbJVLnDOdJObLb+pfNQBs7+nOb6GGGFSEY3lUcvWLqdbrEzisjPySaOaTQyzReS5LpLZSkL6GqCyaPdT/0LOaXWKSRVLRAVJo+k1+VyMSq93g8KM4/fsV2b+eQx5hrM8jzUFg+VSf/fYQrZmyuYd5E6EQ66qjHIGofx5o0n44CTwmx33LQfzZy+RG6sg25ZKLdprF5Az/9ajP9fsPZjwCFUcC/NIUEaEU2EB6FbD4e1baEkbfYwQXDeCyNc3Cp214J41yrvWkts8i1/sLJBEQvPpwkFAHwgE2m2cu0N24YRc89+zcDJlnYDxj0OyaQVsI/AnGLsR+LlLOp032AjedqqrnLvP9lNEOdIP3Nmoq0LlvdbZ6ZAJLwpJmoPtNeXOKlobL17+XqIP/GdoYfvWSy0KTkEg3Pu3ManPDQ6Y/Dgje6DlxvXFzCQJE6kjQTIONjS3iRP/IvwHqmRm48YDNG9MVGmcIPWRcLIJwUrQ0puUnwsj1ys3/P8tH9aE8M7xu93QngVsbrk5+gN9tmc99EzinnYXXV9FTfPuM1Aivd/phF0c4Awx+iw2QBDEBK5BnGQrNXrVfy0WiZwUqUSIFLcCN3gkGGY/XzKM3DBH8PX9tOJ+SLJwyYpfvRWSPPt8QG1z40KBW+laxuntkClo753Gw6BCF0T8v+jaPTAu4tQwqyzmKQSdMvB8kbS94Q+0APjKuHcEKwbIoLh2tldKkuo0xCyu1RgNhEoDU0FS98cOPuVebG1ksFvs9VscTNLnghtQo0B4CQb7tw4PQZXNpg0NCHhgp7zN2gB9JX4gZFB0jo2Hnh1g0Iy/7PwOUXSIkj7hI+SAL2QhJB8HylCGgW65ELIKYd2cD+yagj0gRyykh4GvgmG8qC431DJNQq8fXS3QDffymIleV2COoqJdK4Rj1F3ZBuBjZkc2c6MfaRWef7ksZHfqm2x0YS63IZgv3eo7jwZtL/klodDr5AlmZHZ3jj811lQTEYQ4p8gg4WRzDFkTM8BOhNr7vsjsBkDtpjviD2mZM4hKOYktnFRAkD1iuU9qJAbT00cQILuUN5QFH/ENfzzWhhxlnlfe9ZpImBWSgJRmpn+diWPLISljxJNbD17JNWFHO1j/bbcFaC0X8eD+TjHvBoSCF5gwKlbd/xlqnze3I1mOmnMT7giMq9cQkseT95E0XWP14yuSad4JhpvCuXyxP2obEgG8sA/KMjUlms5O61+xedBIyTj21Dam3pBIDMaI8RjBQ1HYehT2gdHIh5LwAf7y74UaJsIxLNYHhNy2hI+MOKeNFmqh3gG/O8gGCyJmXtQO0RZ9CbBBVYlRu2JNcxJEArPuwZcfC+YbrennwyLDbfXFrGQ8Bpc0jCwVVD9wOxY5z40PsRNAWYStXmLyl2mzdJi4bGbJX2nUN9++BDnXP3/9U5ekc5URlS27MyVwZ0K5f0vnBJEH8N3809xZc3D33Fas/qISiZTzcDGAasVLs9NhmLfkUzsJl4kQ+BFFF7Nn+pTelNjqe3KyfNiVvdId516VZRAvqnEICP/YIXpqhdu5tAnBFSaz7vPQUNrY6+LACcIcGr2k/N2GBEn8dTTwDe3xvGG75GIRtwQGEd79YR3Ziqi4wFyGUzBzA3gYi1e4oR9RMwGEGucGmexmyJa77aNBQw/xGSIG6M3wKtvqzQ5JMrkyMiL4+Qycph04dMErS9kjmtOtHOifMNOHRudJlwdU4elAD3L9c+3tjN4K/21FQjKAgH6WGhzZct/Rjat3Wohfkj536yd3oYdmBycpZHpEx0cIUKVIju+svzjabkaPJ5m6MHGscJCCOvQkz2xfjHbi8j66WraqW5Pj7Tt+cyuzMMEPCDAesh56fB60QKlmGdmKwfnACK2ZkLLL7Pf0C4V5eQYruIszvJb8GBZYwVW8X7GSzWHK33ub15KqYzW6x3SxycU/c6JndZguKQAjGXiYfnzA83gl11LXm6FcDa/kPX0TTz2jx8m0cADgKtcYrl12X5O1YBDp52xillap2OTtLVJnKTzqciWyJwnVjE5rMoIO7vRSnsLYrTRXhg1Bk2zrGetakaDbk/VA7cCCMX/F9IKhhxoaPQ43eOOSbk0hw6eT1s+ucwixsocDeNlZheUKpZHqyTe8SgRX2tKxoWd0Y2bjXbE1vxJlpP6mWFWSMdVPF23Pqc6CoLcYctJkw+4ex7L0CM9PALRUpfptqbfaKWEQIM/lKB0wDernw2mqCz3P2NV/5hhJMxJLQNXk2/PsAy22X7k9xsGBA/4awFU6mLf6J6JtAREzh+g4yZDXTsD1rJdkmRdwuTrecL16yJKhaVkuFIjUpg9FbOEN2rnUDs+nMAlXKc86JLuAxsUpSUH464rQxv1XDNkE3OMEh5VzC79ZoPQoktUvQHc7rlJL/4C8y2S2pinHzMJUqmJS3a0aRCZXorta6BVHxfxQfAxg2oojV/XHdoXCjYQ1ApqNt4BB3kKk0wff5uXQxqIiGodKxPkd2RblWme0h3QiB8YCrLhxpqP6/1+876CdadpU0FGTgxGIMJ6TOTp0XMZx4h4x3BL+shXDrp8sLt6jxRA05Vd36VEuvwZ3vdiui96kUKfheGujS4Czt+t3X9jnWYgxh9chvdj7FjHCIcwE9Xl1+FefgK8R2lRz/PHd4ijEhlnYXHZSLhDJ4a9GESKDs7wRTfuMjjIGQ+6kkpBUSETzA7E5eoX0r6MjmX5xdwtPTySgjm1J7SeEYGCB58TNAq4Su2X1Apfk7lc5wQCphEbrt2J3ZMtvV6+qOa5JwaINNFQ37lfaSUdK+6gleDZxxm2CGqju1WnHdNXZLUMEEaKoPTRLD8bRlm6eUE1gCElWyEu8dWGvIsFDhuVcVGP9CrmYfkK7K1QtLsmjikuUvIcWej/H2kS6l0ylMoeG3n0bOPUrRjOgroUeZg6/6ER/rPGTwxdg95GRxff4/JDNU5JaoSF3uCUN+xiZiNRrszK3uNxWJP/mHFW+xFiZb9TPRMuWULTdfdriAat9I3SeIY51Cy9Q3WGlDROhdYgnkCGCZuH+wntNe484lo8qODSTe0XGgiSz2rmsvnFo9OwxRp4hiuq3uDRpZVM+18WXHmLZ/O0i4gPQQGo1YxBlvewN1/44b2cOg10bjZlpKGtQHym98x3V/H6jEN4wBxC8TqEWerJSf0aVdpGhCT8qj+Dxw4/pk3ZFu7EyqwKW4MQ9/OIfXXXyaV1LSGe3Pm7NVz9EJZU9FfIJIQgCQuhMi1hE6zcDuq4BYok3hsvWDltNkDTHB2ZOBe0XVvP2Q4hDRQCkfjjPCwtiIa4dr2AoIAI0mKJJza//LELSLFJajBsq19/FKa7ZOk9PV21GAbR5jjzGnaAmnJeiA9oMWNLICOpx3BpYyakOrbcSHnwRdHNf9KU4PBSaOaFb1kdo3/A7gFNaU7mZgWKyOVtCda4psYDlJB97zzNcXXFX9BB+MXEuWHuhTket/MPTu0RC77qASBoKSW3XUHWQoXTahYr+KV0H2B9tVQMuBaH9m9u5xfqwAHya7siDSXzkyoVUHcftqgZ30SLiKkLu1+NOs+yXebZUREPjT0swNDvKm96CgOeaKfYrPf9aIjuJ9mB4SKkHggLAtToU2DFvtjOq68YfRsTe/RTuju6zXHyRUO0U3wWMPwo0xyOf4Wr2imsN7Yj55+223LnRDws+R/Tm8FJAWxYS4X6gMD52ckvCdhYEc8J3ub+iM4BdEu3amPYLnV17PBV/B9rqbgw7fqWyPN2vJKPRDiGpCCTMXDVgKk0UPkrdLFVAYA7u5THs0hhz0cdEhasQBn2UDKO+S2m3ajxe5TnMx1PiahCtjfQ7pezCOg0BncAMPFM1ulemQq4+Kaxayw1EX2u33G7sx5bfIPuCg9mxCbjbIfCuaimqMEfgfQEm4Zy9oV3pubsBTK4xPH154OkG/2z71D1uD7Ou06YjDIj3WxPY+v5Ukysk+0dY+DAqNXO4hoNhVIZql+MdNrfDf2DQwjALLvyQy16NvmPFKV4PQ6t3/LWTa5BvM2QSSbfym0tiDOeRRMS7DX4U7c/Jdfl/iwmj4VbdBCaPL6acjEqRhljiN5aXtbHIAfEObylKJcU8IH4pFhjTsSk86EcPIobIvknAKw/ONc79+cQ1wLrFOeW/yMXjB8ZeL1hQNZibBSuJSFZQwIo5UVTnqe9X6i5NRx5UgvYDCc1bQH5Ap14hf6p38Q4BGTYFFMh6Mx/wRkrzrANqIL9UKxANPJ7G7CrejtRenWWktJEbjjs/NankpmcQDUiIL2AN7EHVvtEYcVr97/mT1G3uDB1abkGdnectqoLrDG9xZQqdl4DTNLH0F4zutOoCXEqsr0tiTdpmEZN5vq1QS0Eo9e7TsLxpOrfHReER9Yf+ZJ6GNSmp5h/ArBOuNa5Rk6ZQVb1p2Zvl1diGiu2IEXqQrVy4g4IAswo4JZroz91wDaprh54PlJn9xOsFC2o5RHeNQ/XuoAYcCB4vA2nBXUQu0nw3XW6+510wUUnIz3dutY1NE6/pERCK3SvYnsYs99sQNfpZ9ZHwO+P1YUUXpg7gbTVEm+n9RXSC+QrNGVMKBaxDrFSqQbXgPK3ahMA/rxsdY9/c5YnPvcKjDvz5vbaGnmFhkb08h3q0+oXYU16D1ONaJ/mwfUFlC3zqdL5LcVmn4wliyovKqzMbsMtyYO+hDKR7euzVZaoPj7R+zAQqNcTexPMkwdhV9LruLppeqKPhoG9AFWlJ6vTmHdORngM9UZ3LWv0outXflHQzgthgLS5Zdm9N5lbrPXa3eC/1bU7rSnpoHhYjMWGigW4YqGz0LNd0gG7heKHEXd6ofxscDBd3venEv8CJKBm+L5tON3jpTZ8Ks2dPqNC6AuMFlEEkKQ8ssC3qZfwyrfUgh5Hv9oumulafo+JjZCbyv5y1AGZzhMrdY+Vjhln9hLm9rWTNmfLjICavPfb7KD50uxiXsTirVd/Vy+kyU5BIN0qNATQ1aInlbQwaWYYuXgdPALiKqOtnSdX6yi8ah+EcL3WO2WknlXzyb03mcMCVcA3GSCoaN4yXzTFu2HRXw3x3DyxtUkx+i6SWbka+lhgu8F/SBekznZ0/8iSHo74ateA5V/PRhyUX4BnZriLw/2BqYaq5bpV3NGmsrsB2jxhWDRWjo0p1doULlBdICR+IsjlvOhGiX2+vOl3znHdP1oX7XvBU7PL+BeHsst6S41if48Sd1vW1rq3D+HiLKCd8Qbgdj2pPWXP/IgWR747dDBzRyRHjHVJP/DipN6UidCLVs5Fosp74uXJE6uk/cQVOWFl05yprMfdLH+ySO7axffWH7p9eYLZEMmXv4pKTvYf4kK084eE/s6RD8NZQg8HMY1ou0oFNe1XnLeOrVfVaGpEJcqXdz+BauTYGWBYkpoObj/aa8RRP3fhDO0j6DnCCR/TNQo7wachD4B+XN4zgdjfX/SBaWYpOn+G/MbTpKKJSSv9ynzkEb1MUo4j8vWHXmRMR1+VFfNmTmz6DtZLJXVaQOvb18CfeS51uY2cllFtTYSeU2pQANEvBmZolh0aOsdcpCQwFVoOUj++Oz/l26Tq5nWMdKTjVQBj11PclcN2LVfUArFfh8nju1z4MQMv5xuqFkM6xkFUyiw3/kPFpIF7/BLO7Uhd0HUVOaNphWqKj0/lWBXK4MYpICk+5iKKRwvbAGpFgTosKM0ST4UDRG6OQYxHCI4W6b+ioINiF0SULiO8GJMO129cqJVT0w4eCx0dwx1A+rKtlGjEDyWdNM3tJoEvOraxxPXqB5pD/Yuzj2eDGNxEI4mor0eQF1kLPhVEflEVv3G0uNgbDDr20Mlof2lbeUkVkXwmkxAzax9C8Uu8WGTkZRTsyFgKTWQ6CQ2IBmXFQe3gau7RTtiZ+iOI1SNqYLPZjs8p/2AStUsFzsQsbQeN04AlXx5uIuOTFJikvXR9GAzuN4JXqJwXzsT9hlwRpmlPJzdJkEHoaiosJYnbBll7D+SzzG1Po1EGnQD40H0bxHDE7Mktn5GDazyooQlf6/oiYkeZYIrkySMg45Vsap43f+Ec5Txd5oW21z5ki/tKaf/Fg/e3kDFDh+UQRCwbgI6fGqsweDZgYn95YUkO6aNupM/F6Emwx7hKmyHRoZYN+1hqusXqlST9AcNf69WF18I8cPa5NPzoor9ZLWvUPkSF+xcwswS2BmGCxqYwT4bNu5qKsDUGGbQBD9lx58jFsfWkt+GtFs0cRPJlXjAI0NDn21ycxEz8/foqHgL4zPzzdjW0gmTQBEkNCM3jiTATMEJ4Kn7v62XXX9R2GUeBzaiXef8qh7u0KNKCXKcDK9O2lkBL9Bi7+UICxtVcKdY80EiJNzoB3/DF4bSdnYpx4E7mU9V3QQnPliyQ1iMmwXx3RbR1mqKdyFAYLqVBtk+LaCsIqsRkzcT8sVXVw7Ezcw/G0G6MX4dqGx78LuHYeJvmK9xaUHr62J5uTvbIk1sGjYCcIRyfeZKVrLBIg2kR3o35cQDtIIWJtsxrYYwzJNkARmbzOyinlVgF5X7fNz8ApBgInbGpeBSIPY7Upq/y/tJAlf4VM43fMS18nr0JpvYXOdAm6Ni53SAYgvFNQTz/BneS8ou/4Xj/cClp4AiaIPkw+QewnG0uuVa8tOan5N96e6O7DPlM2GiejeJ4Mh+vddkIrvYQ6+hIQyfDBLjqe7/P+IIP/fwfoNeyseH47uIuv0tXFSnReh0x004tSBq8c1QkwKhJgtvovbLu4dlpRAIJ8AK2wfsdSGppf3RcGZNj1U1VR+AYSqKTQ4bGzFwAqEoFwlP5IKoaXP16cv6gk9XRY2IZUSOKPWajCKxhbJF9/Y/YpPuZvIdHh7BWVzFL+1O38OThTlLKb5OECh7t18OEojr83msTCWwohppp0daNQAQ7N3awnyBhHwWEh6czPIuTy7XG/NLVkidpjd1NdpXEroeFb/xgC09d1NhxmCPUORXUUp4WZ+fzb08p0Yh6VEFwQp8QBH3lmCi55s/lyvpGDo+oYDiF18KNyEp9pW3mtzJlmHxN8CC775herJaUvtf3J/CRuXkoOIS8pPfKKHP2/Hg4044dZEMLKdae/RnAUMEqF0PIGMuH9VQ+gL56R6CvY3uKzKqGQMNibAxonkkDuWKIe2bVMKpgXYPdony+1SdRypML6zZSK37xECLEn+yiWyKcDccqvVvF7QKvqNu8dFMfLmli6JO8nT8B9Q3X5JFXvVeeycCAFIf++q+mTJEcsSiHKVv8emnsCzYHzRtr+/wLQh+KV5hlmZL+yM/SVKkh++/TBw+zF4ndcpXBTz9XW/i5lj3w8lZSNfZV/tSJUSoGOV4oNSGvs0wsuxw/cV73WrIbfRgNZubnhDjbiGTd74OdKMHdJBSbI8MZ9yhFKQCNm4TYKbQX7c2sXhEeJ59hB4TcWf6X2eZpv8/8AikFy4eELypC9YwGn8g2EsFNDukppluveu1xKakAZk1JyEpmm6otMT005L8LdPpI7rY0qldG/7P7BqKljkb41z7T6gVeTYkI7DqcdyWuoYDVFp1Aab7gY0rTwthpA2mvzaCxayRScOISCl1dVmgqIfWQFJea7SilQeNO3mqGgFhkk9lABMlakQhwr2ftWk3hjEiBN0UVB0ZULb1FcWD6nKFV8/g+Pzc40hHoqVT1+m7f7wkiyOZHcF0ILLMZVQDGiojYmyspc3Tj8qgd3CEX/m/59YpSELfVTUTGmapS4HAgWrhUfu+AZgZ4Tdiwcl7VagOF1crncPFKI+S8uo+nF5/qBs1JkHtZBJj4TR7N1GXCcuBw44FGH/udUwoCKrv3ACBtPyBXeA9/jczKfprCdqqRsYq6MhXTTi7/dJEju6W9osAKh+BQ3PBvxtC4Q7LGM6Vkkk07VZELq6gVAm17yCERtxNbS2FKWJgfFver2echLYn/U8mcRmmk5HjqnS8REIKbWFzh+mWoHEZfjymqWrIe5y7FDtgmjqMd2SsEkc1YLufz/+HNnZ4u7pKc4e3mVNj8zcIShT8YeUCdYCHwVWmxVajmrlTBc3xgrMyahh0MdTRKWQmbvZNP9dfvDR5ObgmzCUmueFKAwzSfUtrbADs9u74IUEh2bfuziDuswp9w7pS4TXdkg98rpCdFpRJ4xkVSbpc/r5NFEMgiwgt+UQm/5DZhOIPeUfpKcZg/o5ehsCo/6+aRG/8PX1MWlxaYijJf4LFDs57POoY3bkN86gyRa5kPdikg0rCQABYNToCKN4umoiOG3dUfSTkhYoZfevYxeIuGMHC44dD9StL/wAlF7Zo56WQ74rekQEfXWW+2IVOwpxzvkKYXw0AUXiPJEK8P4l58ojrbDGU3BZ18M9k0VHTHWGIcNpe1DlPhIgrCB6zgJunVUcmqllxK7cmr/OtzenL9/CEzHfc55ZxIY9YoRA2a3GdR53ekAT2VXh8Tr8OBqBT5ZMEeRzvxZzFvTmNPBVXSwmbnVPhLM8220eLDsm8h8u1CCrsKbF+emNCy/SM7mLFcm8Chrd1XAEQ9ns+rb9rCqVbBq929UzEFywvreRytgovzOKAs/TI9GOfhOlvlK2ZLd0U2HJ80uKz+oaijPyiP0KiDu4TdZRFT2CvPhbapL/yxqr4bDIX+5nGe4JMHih1fIVAO24vIRCqKtq5G0eX1DEaPRSNu6S59K5DC7WPzEy0Cvm9w4v64j+x/e279LHtkCp8hWSnrmklQXNH/8hx1XMM0TCJUNkwKQO3Hh5djSIsSJILwLI+txbp9vR+LoXAqVJVTE0v44qeKshoUuLBepUa5Gj22QRW7+HCd60IS/FYoRWCxkfEX8hkuOxzseE4sMZ1vFC7riZ3MOGY8PWUnpCc7d+El4cSR0YtRxI8DrBMmYVfNZp7ymyw67ba5Ecx/GrbVFEoCHxQMarMe6MB1aF+sJWHEXl1wyVDeF8F/erEMBlc+L8BMTFctiOZh3oEM8eAW9RF1VSWY8GUPwMivWo5k9bEsIES+ig8hCeK3MYuMiYpObkwea5/eCw43sKIpCjbzke2TFOZR8/fkrdgIpmpGw+i3t47aIyjJCkHcLg8YevGM0273HPaC0PC0DAt0s5eOyWT9wY5hy83XmCpK40f+3HA00zeOJUVGkYtMfVeC7Mj0746jgsZZMVv2/t/nqmUxYzak1GTm2VH5/nN/o1k64WodC9kgPhVG3K0z0CTpfEfWD+qmfFolcFIqj4lGmfDYI0ol7ILCXfFe1jVViTWXgTq4dR1x/GNWmgdLaHICHfRRc3xMV+FbO7UEIdRZR77oTjV12WVGLUiDEjAtur22OF8NaiavHnPRG4KLwokvc0QRny+fXGizyYBiAKLfA69QFyOD3AMLOJk8fA1PF9WBXGipYWzfNXoP8+FRINPyRwLs+OS0LoZJnKuNzL8NYQ0VePOTscGvg2M1dev0k+WbvLZHWsY991zPxna+DdMTixGOYWeGjgdG5N6vu+IPn7c753SMVGfcHPl6iwX7ZJjsvyiEeYGZeBJGPgAigk7eYiZqZ6lUdF7uT3PYdkLEOUwIxI3T6W1SOhGHqHuH2Rc4UncLOUPHraW/s/U0kKqDji5ajpNTgDGFsokobPas9MG/qVfrK9xKh0csadN3zZKjAslLNuQb/cmGM9wKThyqR1cnWeO6UN0W90RrfYSu5jBi1Oey4zeH7AcbxcOPFHA2uwhkEdp0mZSXgS3Tu5awQJkqyFL1BxWOdO62n+rg3k9m2ZnQBXyKI8BZ0qh6Suh+5NVRK9ex/ayOOIvtFcSF8BgMNKonIV9oIevgx9lDNIGphOTiI1zfFZAesi4B86FUi/EIG8OcYmPW7piVXk/dIqMReVl6YTKxBIDiIB1fqZP64eZ862N8iubno0g4J5qsgz6+oglFq2cpLPbchuajPOsfJD5iG5Z+Gg0VzdfQw4eQJ/woWzsgaZSM4ajKi4OH0yGsAewjC7ZGbOY3O0PON5y4hDF+7Tq4BNzMhinGqexsx6O0G9v0ucnsmABt7JfxxgXufbPsCZvRqb0dTb/xDmEn8abHsiOqnbjMW7l4iWKwGa8Ct5TdU6FDLSaPrA3j40oxbuGPM5BtIAXh/T/ezGskLR+QxRxq7aXHflIovAFVaIQtzcau+drwJlvgxTKpjmCqHBITRrI2w04H7fuEaZSXATbqD0aBfk+PRQFaz3ADgZia6MVDl9btsf13uuWU2Fk8Mnj2X5L4DZeY1tpy+HdGiPaEGBbQgLMiPNlphKB8Oej4hNlKBONayUhR6oyq0uZZTGe7GqUapxlBL0t6SPnkczotistaYmK20eHwC4EWBgxM70G1ucF9I5AN8Qq3XAiAXqGTBs+o3/Zu5lj+I5V7AniMjyhpDEju9B9vbgqjyuKzGyQLH33YXCaWvNiA8zfkHuZW+UWnHX0FU8VW04O9EoGMY7TQYP0vpRRxjVkjUAU2ZFFRln/xirTC0L7vBJeRD7sTVL8s9dKLaKOs3xdWzPTD1kkfA22ROskRDcuV/FYjmKWVEURAbF6W8ui49PpEa4d7b5iGWFYAtmRbwVn2nzXVBbiYOVOG4FlI9l0ylkHbfjey5Dwc1F1gLOKIE5DpkwYqJk9TwC1uxgJf3CIToIFb9OaxHUpTYvBwBxHPvzBwaz2Jg9qPvS3vkDvc3UWZC9w4N8mi4iHOzIPmrrNas2XdxnNyKh
Variant 2
DifficultyLevel
621
Question
? + 118=1120
What makes this number sentence correct?
Worked Solution
|
|
? + 118 |
= 1120 |
? |
= 1120−118 |
? |
= 1112 |
? |
= 1111 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | ? + $\dfrac{8}{11} = \dfrac{20}{11}$
What makes this number sentence correct?
|
workedSolution |
| | |
| --------------------- :| --------------------------------|
| ? + $\dfrac{8}{11}$ | = $\dfrac{20}{11}$|
|?| = $\dfrac{20}{11} - \dfrac{8}{11}$|
| ? | = $\dfrac{12}{11}$|
| ? | = {{correctAnswer}} |
|
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
623
Question
? + 52=513
What makes this number sentence correct?
Worked Solution
|
|
? + 52 |
= 513 |
? |
= 513−52 |
? |
= 511 |
? |
= 251 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | ? + $\dfrac{2}{5} = \dfrac{13}{5}$
What makes this number sentence correct? |
workedSolution |
| | |
| --------------------- :| --------------------------------|
| ? + $\dfrac{2}{5}$ | = $\dfrac{13}{5}$|
|?| = $\dfrac{13}{5} - \dfrac{2}{5}$|
| ? | = $\dfrac{11}{5}$|
| ? | = {{correctAnswer}} |
|
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
624
Question
? + 97=932
What makes this number sentence correct?
Worked Solution
|
|
? + 97 |
= 932 |
? |
= 932−97 |
? |
= 925 |
? |
= 297 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | ? + $\dfrac{7}{9} = \dfrac{32}{9}$
What makes this number sentence correct? |
workedSolution |
| | |
| --------------------- :| --------------------------------|
| ? + $\dfrac{7}{9}$ | = $\dfrac{32}{9}$|
|?| = $\dfrac{32}{9} - \dfrac{7}{9}$|
| ? | = $\dfrac{25}{9}$|
| ? | = {{correctAnswer}} |
|
correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
625
Question
? − 31=35
What makes this number sentence correct?
Worked Solution
|
|
? − 31 |
= 35 |
? |
= 35+31 |
? |
= 36 |
? |
= 2 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | ? $-$ $\dfrac{1}{3} = \dfrac{5}{3}$
What makes this number sentence correct? |
workedSolution |
| | |
| --------------------- :| --------------------------------|
| ? $-$ $\dfrac{1}{3}$ | = $\dfrac{5}{3}$|
|?| = $\dfrac{5}{3} + \dfrac{1}{3}$|
| ? | = $\dfrac{6}{3}$|
| ? | = {{correctAnswer}} |
|
correctAnswer | |
Answers