Through explicit teaching of knowledge and skills, we intend for our curriculum to help pupils become successful independent learners, who have cultural awareness and a strong sense of the world around them.
Intent
- Our curriculum is taught with the intention of moving learning to the long-term memory.
- Our aims are to ensure that all pupils experience a rich and broad curriculum that equips them for success now and in the future. Pupils are exposed to a wide variety of subject areas and arts; promoting character-building qualities that lead to creating well-rounded, global citizens which will enable them to interact with others leading to meaningful qualifications that will open up doors to paths in later life.
We use the following curriculum drivers to create our broad and sequenced curriculum which is planned for progression. These consider our pupils' community and backgrounds; our school values and our understanding of a high-quality education. Our curriculum drivers enable all pupils to see themselves reflected in our curriculum.
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)
Implementation
At Dukesgate Academy, we aim to ensure that learning is securely embedded in the long-term memory. To achieve this, we plan and teach our curriculum using Rosenshine's Principles of Instruction as well as interleaving and spacing, and blocked practice:
- Review for remembering - the struggle to retrieve is beneficial for building fluency and confidence, therefore we interleave and space previous learning and vertical concepts on a daily, weekly and monthly basis to ensure that it is embedded.
- Questioning - asking more questions in more depth encourages our pupils to understand at a deeper level.
- Sequencing concepts and modelling - to ensure mastery, we use blocked practice to teach some subjects and topics thoroughly before moving to another. We ensure that each concept and element of the curriculum model is well sequenced and planned for progression and depth.
- Stages of practice - the use of Kagan structures during guided practice promotes co-operative learning and communication which boosts pupil confidence and engagement. Independent practice leads to overlearning which is essential for new learning to be recalled quickly. This also ensures that no overload on the working memory.
Review
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)
The struggle to retrieve is beneficial for building fluency and confidence, therefore we interleave and space some subjects using previous learning and vertical concepts on a daily, weekly and monthly basis to ensure learning is embedded.
Questioning
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)
Asking more questions in more depth encourages our pupils to understand at a deeper level.
Sequencing Concepts and Modelling
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zMjRp+rpxZCMU3Djdb2eBcH27d/ExRn2/e+pAnuFw2q3qu1miJjL6+Vnd2nFRdC2e7hr11YD8nS5aEn2O7e7JTXKgnIPl+d+UhxBLmR7310PKjUl8+RxFZ8GdiSR1XE6CiophVzmle5Zw5fYmYqK94Cman1tmugwPUt6iYuFVDmwMt+9s3/E/iT20s2t6GSB7qa+INkSJsDs4ch1/fcHv53APGGv16h3gREvNMd5LaRk5jAm7u0H6jR4+bPHvd/pMHp9XJlnhm2nBnefuGjeo17LD0tommiKy12zTIdHdO00ohTQctvxhpfism0Twunxadow13l3ZoUL9Rg/bL76C4jOLI/AOyfnz9OubG9ef+ZapVKJnt4bVbX1+9UeQNDLA+TSdJ8WDnlL5dw1qHtez2951Eh0yWy99I8XD71P6d2rZt1ar7agfLcoDMZmdLOsNNn8GH8+W/j8ynqD98+MZNlymD5ddK9tIYyVt5Vz7Cle1G2qtCaQA3d+2+o8aMnThv7d4zB6fUtdnTkPjbtzjFCyhbyufxjZtq9c0bj9OVLudnPhM496M7Y+J1cMRm94zzXVUROPe7Kw+ZrVbb+hnvzG1evlKL/nE/Ks0hrOuIC8fVRFyta5jddXAoecv+McyGSOlPsTk4O/r6VNSRxRtfBbbv08CXRAfX/4XVy3RnXpMKVZoMWHHB4TZyGhMQ6fyr1q1Xv25oxYKZcFySCDd7hTYdIzp17Dhg3LRRzfyE2erNPHh026xu5Q2np/05YvtHO/OkUMTEzVaxdSe02M59x80Y2cyfw8vvn49+//TE1QdZS5TJnLd0EeLulbPPP6T3D8jo9CsmZLy3YuDIbe98K9auW79WcbQZ7XLtGxnvrhw0fNu7LBVD69UPdbgsB0h7W9IJbo5azSpqdw7v1Gdwn4hxJ+X1W4fGxwTJXtp3rLwrH+HKdkv+qnoEwiegap0G9evUqhiU2e6eZoewRPnixP2bt2/fuEeWKFfcpX/2c3ZGW4l3T4s0+vv+VL+98pDZ6s/cf2LrjL/K609N/2vodrY4nmvH1R+S5Dp4DnsHZwdfn/QuWsaf9/Lq1Q9MAIBmmn7o+ObZ3csZTs3sNmzHR/vtBT/w83C5XNI7oFrDRo0bo7+GtYtnYhYmzl6mcY9pM8KDdE/uvXAwz48ieVwS7QcNmWU2atwotHgmDkcUEJjjw4W9tzhFS+flCYuUCfp4af/dL3kCrZ+MT5L6ycOXwoodhv/Vvk3bxiXs1l2Xv5Hm8cNXogoRI7uHtw1rXPI79oOEWzIJ3Fwtx/cvp3z5SejfaNym3VNCE69Wspb2fSvv9COS2G4URVuuLJK3qmkBQZIckwnH9SYK/d+87WTBZQt+uXXo0O1vhcsFS8wTE0rUDvBjO6P9dTBL9Dn2dk9r8Pv+Ur+m8ohzlGnUa+r0COZHZebmoc+0nHJcOK4mYF5lCv9zCq06k7dh28qVcB0cIM2bI8Gyk1yf78flcTkmI974KcXRwdne1ydzhfVrku7CkrknovBXFuco3bjXlJntg7SP77+wfwfn+zeHwC8gL/Ho1IFHChPHFPvu7sMPJkrx/sUnNcUxfnny8gsnXcYMduZh/7UNgs/j0Ypvn5XR0Wq2yBFBAf98nIenDj7ES73ziFkqL1dAft21qx8KlimCgl5ZqVL57l25ncE/0Ds531Ao95Lo3jx7raU07+4/+8zWaYKHV02BVs31byTwQst6+/yVDi3rnmVZtgg+n6SV71+8/fj61slzjxXmqm6zJc2zOkN9OXXwgs7vf392Dq9V0Cfhl07+0lxdeQs7H4F/0a/mzWavtuB/p/zyKUanfn/h4gONNLOvjJPsVU0D+Hny5aSf/nvyhdqkenHy/FNOrrxMMZkxuGzep7v3PM0fHGzVKoQQ6Xy86A9PH33TRD+/euGRwvz7JWNntMPuOuDPeWL+nCuXHsbgz7G3e8ZJflUEP+YXVB5K8S7uR33xheOTEX1m3hz0k7OHnyn0uqj3nxR8u8dVh/h58+ain54//hKt8vPjF5hVNq8zy26ts1kHB/DmuGBe9ovj/5qXbfUshTWS+Zz/njyM0kS/uHLhEf6c5OHnZjbEuSNPFXpt1IdPCnRMZA72z9HB/uapc4+VNnGN9bmGLTJLcA6yc3B2/PUl5bv+VUWzb9aKmxoq5t1Ly85HoJ3P/hf//piAW6Dd0B6Fn8+qWzrAL6hw1Yjpp/5TX1nQKqSYn1/h8v3PZ+vYP9zPzjyOjkPC0qE1M92dVrNEcO/dX5xvfW6B8GF/FX42u26JQgX8i1cJn3HyP1QqCEC1lgwsU0rGzOJbqkROUlAgoECyniYQVmzTruDL+Q2KBAU3nfdC4IOvW4VlalXPdGdGzWIVeu2KzufqNxKGtA4r+HJB3SKFSzZb+Fzg7eieEjdXuSr+ppOjapcL7bb4CeFlnk+XeEuaZ3WG9C4cXEhwcUzlYkUrNuo67egbq5t2yV+aqytvYecjhKVq18h4Z3qtomX77vxC2K8JtOrMuJrFAotW7LxTV71f92qS5K9qGsALQhcFQQ8m1iwcVPiPiQ8Kdh/e3lzOzVOudCaNxrdM+ZwJ925B0cYtS6t3dClTpHSzKXeJdOapydgZ7bC7DoIijVqWUm/vVrpguaaT71k+x97uyYLf91f7BZVHd3V+6yqF/AMDKww8n63DoHAOLzBsQHi26+PrFA0oVKL2uJMGu8dVh3hB4SP/CnowoVYh/+J/THhQ8K8h7a1uP9mvdTbr4ACvYPvhPYIejK9ZzK9I7fEPCvYY3s7fwcMUgqINW6HP6Vo2qEyLSXeJ9Ak3k0t4gW0HtMt2fWKtYgUDS9YZc5Kbs3xlf9OpUX+E/NF16WPCy+b0a32uiX9KPGF5bAXbg7OTr09ma9ynrd+rTTM2Pbo8P6xi4aACQZX6oZ1vYFsHT5EQNG3bBpMMlObru3dRhE/WrJmkzCfoYz68+aQR++bI7m25R5V4Hoc0X169ixFlzZMFd4fiHLPU998In2xZMzpfajKZFO9ffRNky5VJbP2DaT6/eqewrJqr38ik+PDymyB7rowJlmVLH/32rUKSI0cGYfx89rZkUnRfnz94eP/yljmzLxaZe2Z+nbhuO75raa6ufBx7H8FsNvSL5mV/0QTbjfq8MTxkpve0A0MLx+plWXNnkeNN+T1fPC0wqT+/+08tyZojk8SVoxOl/vw2ksqY01eaYG6Xd0a77KyDk8+xv3vC7/sb/OzKo495//aTRuSb0+pH1UW/e/PZ5J01e2YZmtn+cdUJk/rLu/9UDlbZ3graWwcHmM3xQS3NliNjEpuDUke+jaRtNkTy6NDh/TPlxW4IfLDPniODyMGGSHiuiWddbufg7NLXN8+kRTtfNscz/WhMAFIf3YmBIb3edDu2uVN2F3e/3wLHBOlmX1hQV8wWAQAA+J1S80kDJIP++rI+3QaOGjt+3MDOkw9qC1Wp8B2PNQIAAEjL4LzhIbiZC5YOysDTaymfku3n71rdIyj5LcO/FikuUDOic53An/ZCHAAAgOSBewcAAAAAYEA7AQAAAAAYEBMAAAAAgAH3DgBIKwyXLhtv36WVsYREzA0M4FetbLeHOABAmgUxAQAejjaZdJu36dasNz1+whaZkblyCtu1EbVvS4hEbBEAIG2DmAAAT4YCAlXfQfo9+9i8DV6FcvI1KyAsAAAgEBMA4LESBwRiseB/oWTOnHRkpP7gETomBhdDWAAAwCAmAMBj6XbvVfUegNOC5k0lY0aQXnKcpbVazbyF2kXLcFY8dKD4rz9xGgCQZsETRgB4LN2a9TghaNJQOnOKJSBACJFIMmSgqGc3nNWt30SzA+oCANIuiAkA8EzGBw+NN24xKT5fMmIoQdgZjk7cuyeRLh1KUO8/GE6cxoUAgDQLYgIAPJPpwSOc4FcOITPZH1GeEAkF9ergtOnRY5wAAKRZEBMA4IFovd545y5Ok76ZccIuMosvThgfPKBVKpwGAKRNEBMA4FGo//5TT58VXbaS5WEC6v0HnLCLev8eJwwHj0QHh6jGTDC9eIlLAABpDbx3AICHMFy8rF2z3nD0OCfR04Jcrs+FU2TWrGzWCq1WoziAVijZfBx+5RBhRDt+9arQ0SEAaQrEBAC4PerjJ9WQEYZTZ9i8GZElC4ei6MhIlObXDpUtXWB7gleNHs82J8jlRPp09Os35mIWr2Rx6ezp3Hx52TwAwNPBRQAA7k23a0/MH3WsAwJe2WAUAfhcOCWdMBqXGA4fje3em/rExAcYFR2jGjHGcn9B0q+Xz9njsvWr+TWqceLeUDDeuBVTq7521Rq4cgAgjYB2AgDcFfXlq2rYKMORY2yewxG0aCbq0oEX4I+zaO9WoxP/hn9wlsPj8cqVpfU6UiIxXLzM0elwMf+P6rKlCwk+H2dNr99o125gwgWjEZegIEM6ayo3V06cBQB4KogJAHBLplevFc3D6E+fcJbMmQOdtvnlyuKsReKwwEaigMDCeP+Bqt9gywuKhFwm37iGV7wYzgIAPBLEBAC4n0QBgbBta8mIIYRUirOJoH1cv/+Qbs0649XrbJEZNyhQGNFO2KyxbUCA0QaDZu5C7eJl+KFFCAsA8HgQEwDgZhIEBCKRbOkCQfWq5ilJQJf+iobNOXo9SsvWrxZUqYTLnTPevKWM6EpHRaE0hAUAeDZ4xhAAd5IoIJCvWeFiQIDwChXkxDUJuH5e55UoLt+8DneBTCtjlWERxlu38SQAgIeBmAAAt0Hr9bGdu8cHBH8v51coZ57yc/GCAhOEBV3+oqLZcZYBAJ4EYgIA3IZmznzTk6dMSihkAoKK5c3FvwIbFvj4oDT9KVI9ZgIuBwB4EogJAHAPxpu3tEtW4LRk2KBfGRBgKCyQTp+E0/pde/RW70ACADwDxAQAuAFaq4vtP4RDUSjNKxcs7BCOy38xQe1QQaMGOK0aOpL69g2nAQCeAWICANyAZsEi6vkLJiWRSGdOJeK6Gvz1JONHE+aBFumv39QTpuBCAIBngJgAgNSO1mp16zbitGTk0N/bnyDp4y2dPhmn9Xv2W/eXDABwdxATAJDa6XbtpWMUKEHmyils0xIX/kaCalV4waWZlNGo3bjZXAYA8AQQEwCQ2llGKhKGh/3I4MXGh484RgNO63bsMt64idPfQdi+HU7oNv5DG9hlAgDcHfRjCECqZrh8Vdm8DZMSiXyunCd9vM3FyUAbjfqDR5i+ja/dYIvicAsVFLUPEzRqQIhEbJFr0DKjy1ehzTcOpAtmCxvWx+UAALcG7QQApGq6TVtwQtio/ncEBMbbd6LLV1X17GsbECCm+w9Ug0dElwnRnz7LFrmG4PEEtUNxWjVoeEy9xrEDhxnv3MMlAAA3Be0EAKRGxtt3tWvXG2/doV68xK8gSsaPFkWwLfYuQgGBMiyCVijZPI/HK1+WYzSSuXKiQsPJ05bhkjkCgWzlEkHVymzWKdObt6pBw4wXL7N5K9zixaQzJlsGawYAuBeICQBIXUyvXsf2GWi6eYvNWyHz55POmMIvXZLNO5UgIJBKRV06isJakebXCDEqOka3ZZt26Qr6q7mbAdfCAhQQKFu2pd5/YPM2iPTp5ZvX8QID2DwAwH2k0ZiA1utNL19Tz59TX75w9AbafB1mD0EI+IRYRKRLzytelMyciS0G4Odghjhq0Zb++JHN25JK5etW8cuUYrMOoBoeXaEqHfkZpQkfH/mW9bygQDwpEdO798oWYdS790xGJPK5fJY0j2tgF/Xlq6J+E0tAwK8dKmzZjMyRnf4Uqdu+S793P27SQGGB155t3Ny58GwAAHeRhmICdOI3XrthOHJUf+os9fIVHhI+WcicOXglS/BKleCHVOAWyM+WApBC0Bk3pk4jNiBA4WijBsJWzVGto7980e3Yrdu8jW3ql0q9dm1xfiGu271X1XsAk0Iz79zsKCDATG/fKZq0xA8MiocMEPfohsttqWfN085byKSEAtmKxI0Khus3le06cmJjUVrYro100jhcDkCKM715a7xx03jrDv0titZqOQYDx9G5jEty+AJ0RcctkI+bPz83wJ/MmIGdBGykiZiA+vpVu/Jv3Zbt9JevbNEP41etLOrW5deMSgfSCM2c+Zo5C5gUHuIopIK5mGV68lTRqh2uw4KG9WULZuPyRIyPHhsOH9UsWcHRaFBWPKCPuE9PPMkJ3dbtqoHDmBRBcEuX4pcuyStTClVygsczT2cwbQ/lKuMVkM6YLGzZHJdb0x87EdvJHFJIJOmunifkcnMxACmAVql023cZzv2LooEfOZhzixYW1AoV1P6D61eALQJxPDwmoD5/0SxZrtvwDwcFkgmR2bOR+fNxc2RHx1+Ok3e+9Xpao6FevzHeucvR6dnCONyiRcQoMqhT60feGgcAoQ0G5u0+c2u/ozOu4co1ZbPWTIrP97l0lsyU0VzMoHU65uGAlWuoV6/ZIsRmNkdorS46OISOjmbzZmSO7KLOHYStmhMSCcpazveEr6/PxdPW4YK1mJp18OCNjr4FAMmFjuTav9fq1m/CnXelFF5waXHvHvzKIWweeHZMoNu1Rz16vHUdIjJmEITW5NcO5ZctQ4jFbKlr0CHbdP+B8fpNw78XDSdOWbdT8cqXlc2bRWbxZfMAJJ/+zLnYdh1RgsicyefiGYLPx+WJKBo1N95gHj9EkSi/PNNMRRuNxitXDecvcJRMo701fq0/5CsWs5mkqEaPt3SOlIBIxCtbhl++rPH+A8O+g6iA36yJfPY0PNGWevJ07VJm/EYXmygAcIL6+Ekzd4Fux67El2QyGa9EMV7JEtxcOZmDuUDAltuiKRQxU2/emZ4/Nz17gQ7jHKORnWTGLV5MMnwQv1xZNp+2eWZMQH39qho6ymA1lis3KFDc+y/+/1Lmgt708pV22UrrakqkSyedNVVQszrOApBcuq07VAOHooST+wKIauhIS48FSeLXryNfNI/NJEU9fZZ24VI24xSvXLDXVnb8BVuWZw5EfXpKBvTBhQB8B/3xk6oBQ+moKDbP4ZC5c4ki2vFCKnD9CnzfwZyKURhOnNQfOspc2lkFB8L2bSXDByf3WtHzeGCLt+n5C0X9ppaAgMyRXbZiidfhvYK6/0upFn5u3jzSqRN9LpwRdenIMY9Qh2ptbMc/VWMn0vrE9xcAcAkV99Ar336bPEYbElziJCE5M7u+ZBQTsyl7LG9RfkcPSwBg6MpeNWYCOqhaAgJu0SKyJfO9zxwTdYrgBfh/98Gc9PYSNmkkX7HY++xxYbs2lgYG3doNMaH1jLfv4mya5WkxgeH6TUXjluyLVSj0a9PS++h+Qa2aP2NsWTJTRsmoYfJ/1uGhYxHd6rWxXf6C7t/BdyDSpccJ47UbTlrvqMi4cQi9vNgEwuVyS5YQtGohbNsa/fEsbyomp8digsvFCW6hgng56E/QphW6Jku0HPpTpMFer4gIisgNZ88zKYLg16hmLgMgeUxv3ioatdD9vQ5nCV9f2frV3vt3puB1HcLNkV06aZzPueP86lVxCfX6jaJFmP7kaZxNmzzq3oHh0mVlu07s+1oikWzhXEFoDfOUn4uKilINGGo4fhJnBfXrShfMTsG6C9ICWqWKKhOCX+STrVkhiDtOWTO9eBlTrVaid65QBCCdNY2bJzebRzvChUvKVuYeD2Uy5uF/qdRc7AxNUTEh1XEwLZ0zQ9i0ES7HmJtx/YcYTp1h8yggzpXTa9tGMmtWNm+GdgRly3amR49RGh1n5WuYpwoASBbqv/8UTVrF94FRs7p01lQnfWakCN3WHepxE2n8RA6XK50yXtiqhXlKmsMdO3Ysm3RzpmfPlWERHJWaychkoq6dCLHY9PAR+uPmz+voGekUgT5I2LA+rdcbr15HWdOTp3TkZ3i2ACQLIRBQnyJNt+6gNDqpo/qT6DhIffsW275LolewRH/9KZ03M9GcZI7s+r376ahojl5PZvXlFSvKTnDMcOwk83oOWo106aTTJyfaXwiJRNCoPimXoRXDvRLRMQrdvoOEWMT1y0/w+bROp9+1V9V3EPX8hfkfENIpE7g5czBpAFyGok9Fy3boep3JCASSUcOkY0f+gnv8vEIFBbVDDSdOMf1+0jTaHcjs2VAhOzkt8ZB2AqZ7tYbNqLfvmIxQkOgJVZ9bl8n0bMPsT6UaNU63dgNOi7p1kQwfjNMAuML06nVMrfq4XwHC2wtVIWHrFqjq0mq1bsdu7eJlCXoUJghmBIT2bdlsQtrVa9VjJ6IEkSWL9/6dzrvgpGNjFY1bmh4/QWlR966SYYNwuS3mZcjW4Uz/MBZcLpEhPRN/WApRQDBjirBFUzYLgGsohVLZsi3zXgDC48lWL3NxAI6UQkV+VrbvbFkB+dqV/EoVzVPSEE+ICdBXQMcpI7qCQbhc2w4Kf1lMgNZE1W+QfucenJWtW/WL6zRwd4bLV5ThnXFYwJJIOGpz61dC0oVzhA3qsRkbtFLJ3Ikw/0Myfz6vLRschQUoIFC27YDfb+SQpPf5k0ynHY4ZzpxTRnRx2A2oQCCdPB4CApBctMmkbNnOeOUqkyFJ5s5vvf+Zp/xSaMdRNGtjevgIpQm5TL5zKy/AD09KIzzhnrdu3UY2IECS32NxCiLQFdKsaZZHq9RDR9IqFU4D4Ap+2WD5upWE9b0AewGBeMQQJwEBQsjlsplTmRAZXf08f6Fo3EK//xCd8LVsFMLqT55WNG3NBgQo/BgzwnlAgPCrVJItmovqOpuPQ2bLKh48wOfKOQgIwHfQLlvJBgQo3p028bcEBAjaceRrVxC+TGcztDJW1aNPWnuVzO3bCUyv38SE1ktwXWXjl7UTYNTXrzHV/4dfoRGGh0knesgTG+CXYW7P7z2gXbvedOceW4SQJL6XL2zbGl2L4zLnUBwQ26ufJVBGRzphk4ZENubBQPrLV/3uveyNWzPJuFGiDuFsJinaTVtQyMtmOBzvK+dIX9+f8XYPSAtML1/FhNbF93zF/XqJ+/XG5b+L8cFDRaMWuPdbUc9uksHmoUPSBrePCZThnQynzzIpdDhy8FV+cUyA6HbuVvVlb8rKt//DDy6N0wAkC9Og2qGrEddwM26Av9eBXYSTXtsSYsKC3v0TddxmK1kBARYdWpd6xDyCwBHw0927QSTnvUcALJibv83DcCMBt1BBr307HD0SThuNdFQ0kTFDktGn6clT3c49hFAgaNmcaw6CnUAXlrptOzk0JWze1PL+juWJHA6X67V7G69YEZQ03r2v37uf8PZmBifz0IGU3DsmMFy8rGxp/xkra78+JkCU7Tvjd7fQQdz72AFcCEBy6Y8cj+3Snc2QpNf+nbzChdisa6iPn7Qb/tFt2mw7bAzhJRe0aCYKD7N+ldFF0ZVrWsZWEP3ZWTJiCE4DkCzadRvVI82Nqejsu2+Ho+qtP31WNWgY/SmSzJtHtnAur4jDvcBw7YaydTvc6sAM2713OzdXTjzJlvHxU2WTFuxbiFKp145/eAWDUDJBpFK8mPfe7foTp2I7d8etbmS2rF77d3lkWODeMYGiSUujg75TrP2WmID677/oarXxzWD5prWJxrgDwEWUWh1dsAS+a8CrWd1r9TJcnly0Xq8/eFi3cbPxMntBJgwPEzash8c3Si7D+QvKNu3ZDEKS3qeOcPPmYbMAuIbWaqODK+HBt0R//SkZOhCXJ0LFKKKDQ+LvEZMkx9vbUWsBrVQmeDVGJHJSyenYWI71EwMCASGTsWnKREfHsGlUiD7d6nk156OKuy83fsbQ9Oq1KwHB70JmzSps3gSntX+vxQkAkku/cTMOCBD6w3848R0IgUDYqAH/D7YXL165YFHrFt8XECDaNXF9zGU2d+JJUdq4t3ABcJ1+914cEJDZs4n79sKFtoy3bid4aAztEVFR9Ldvdv8SBASIVptoBuu/BAEBotfHT7UEBAgKHRI+wJ5gqgdx43YCzeJlmqkz2YxTv6WdADE9f8H0OocQhPe5E07arwBwJKZOQ9M98wvTZsxL2z/QHZZm+SrNxKkoIewUIR0zAhcml/HefUW9JjhSkUyfpB5sXo7LfSYCYBFTqz5+8U88Yoj4z8640Jbp7buYkOocy9lKIGBez3HwCIv+8DE8MicmGTcKPw1gl/7kae38+LFDicyZZPNnWZZMKRTM+ODmoUD49esa9sXdBSZJr307ndy/cF9u3E6gP3CITSUlpnbDqOBKUWUqRpUqH1WyHPNXugKTDa6k7NqDnekn4ObPx8Mjc9O0pS8jAFxnev2GDQjimklVw0ZRv/UChdbrmednzQEBv3KIsGVzMl9eZkJsrG77LiYBgGsMl6/ggIAjEqGKZC6zj5szh7iv1bjbKDggSV7JEnb/JMMHi3r9hWeULpwr6hCeaAbLHzfA33DmPEdsjgBkMtGg/hyTSbtsFbdYUTyDoGoVflwfM9ygAPHAvnjsD2FEO48MCBB3jQlQ2Gi6e5/NJIX++JH5+xRJf/5Cf/nK/EV+ZrKo8PNndqafw/Ist27rdvq39p0A3JH+4GGc4FUsT2Rg2rpQvVWPmYALfwvNnPmmJ0+ZlEgkmTCGIAhRhHlsBeaGwnq3fj4J/GLav9fjhLBxgyRH0RT3603kzsUkpk4U1KqpjOhqMPclb5flvq2wQV2csEVrdcqOf1IfPog6Mk/G8CuUlfTqLv97ueHiZfXw0XgeRFCH7SnBcPCwuHcPXnGmp3BeUAAu9DzuGhOwY6+levzqVfGoiXSMwvTAHBED4DJLY5iwUQPpFDYU0O/ao48bCvwXM968pV3CtspKhg7EDxUKmzVmnsDiMJ0jpeZHfECqQqvVhqPHcVpoPisnCb+Cy82UUTp/Nr9yiDK8k/HGTTwpuWiDIbZ7L9ODh/KNa6zvLPOKF5MtnKvbsl2zYAkuYR7B4fNRwnTvgcmqPw9P5bbtBOax11I/dBXFDy6D05ZeugBwBaVQsn0Wcbn80JqC2qGCRg3MUziqISNNL17i9C9DRX6O7T0A3zXglQsWxrWBETKZoE5tnDZevIwTADhnvH4Td5vB9S/AC/DHhS4ieDzZornoyl7ZrqPxNjNsWLLQFKXqO8hw8bJ8/WpeYOIrfkFoDcn4UZoZs3W7mF7qSS85v2J5PCkthLxuGxPg1kt3wCvLdlhkML8DBoCLLJWcWyA/blmVjB/NNjt9+6Zo2fZXhgUoIFC0ihuwTiKRzpxq/SYYv1wwTkDgC1xkuHINJ3hl2cqTLASfL1uygFemtDIswujyfWRMPWyU/ugx+d/LecWLsUUJicLbiv7srBo4jBkIFO2ARQrjcjxOmGdz25jgsfvEBJZ2gqvsPgCAKywHIK4/OwoLigxkC+fip5zoT5G/LCxgA4Jnz5kMScpmTU30Eg0vrqdOw/Wb8NwMcIUlfLRUnuQiBALZsoXovK5s09744CFbmhT1hMm6bTtRPMEvX5Ytskc8fLCg9h+xXbobHz/lxg2D5EbXot/NLWMCCr9X6ia4Af6EtxdK0F+/mfDo8gC4IL6dwKpllV+2jHzdygRhwdNneJJzxpu3YvsM1C5ejrOG4ycN5/7Faeeoj5+sAwLpgjmCuonHp0EhApElC5NSqUz3XT06gzSLNhgsI2/9SNfvhFAoW7mUW7igsnV7owsX8eqpM7Wr1krnzkzyhV6CIKSzp3ODgmLDO+LHexFoJ0ilaIWSTbkDVLd4xZhHVRETPrAC4ALLyd5ymYLxy5WVr40PC2LqNnb+wL/pxcuYek0UDZvrd+2xBNPU6zfKsIjo6rWdP6Wl27Mv5o+61gGBsH4d85TELEd2uH0AkmRCl/U6HUqQObKTWZMYj8A5QiSU/70c7SPKVu2cx8fqmXO1S5ZLZ09z8jKCNXPAsYQjlWrGT0GVH5VQ7z9wKA9/s8Y97x24W+MkEVfpqcif++oj8CRsH+xoL82UEScs+OXjwwKOVqsePV7ZOtz07r15YgIoIGDaEu7cZfMJoZO9om1Hu2EB9fWrslsvVa/+dIy5OwSnAQFi6RbG9PIVTgDgiOnNO5zgmgcX+EGESCRfs4KbP58ChQUO2mI18xZq5y+SzpgsbNKILXIB6eMtX7eK+vIFXduxRTTbqaincs92AmOKxQS0TofqkKM/NJWdzzW0Vmt689b2io3MzB7TISYAyUDF1XMul01YQWGB187NlkcNjBcuoQt67YrVTP/tcSjzzQX6UySTIUlB00bybRvlh/bIVi8ThodxhObBFWNjUVhgfaOU1up0W7bF1KxjiOsdgcyeTb5prZOAAMFDziNQyUGSLB3DkOZnZn8cIZGgKJmbMwcTFsQNzWWhWbRUM2ueZMoEYYtmbJHLuDmyy9esjL8Q9fQeONyzncByrPxhpnsPYqrVcvSHwgJ2Phfodu2JLlU+JqR6TPXaiZ78ih9UQ61iEwAkyRR3RULaiQkQXuFCXgd3i/76EzdsclQq9YQpUWVCVCPH4rtU2nUb2IBALJZvXiebM4NfNphfqKCgZnXpxLFe+3cR+M3s2FiNuS9Y0/sP6ikzostWUg0aTn9l7zIIW7fwPnaAX6EczqKIwXjjFhU31YL0zYQTP7sfMOABqK/sEJ22Qwui8FS7ao3+zDk6bpgPC9rcbm9bjhFSqXz9ajJLFkWLttSHD2wp7s972izJxDGisFZskT20eRxFu5guC+M67aYte6WHgnsHKYP68lU1cBhu7KWev1ANGobLMcLHByeoKGa0DwBcYqnnXIf7KSEQSIYO9Nq5me1gGFGpdOs2osA0plU77Wp28C3ppHH8comfsuYF+MuWzMdp/a69ivBOMRWraZcsp6OicCG69JetXSmdNskS1Bpv3o4uW0XRsGV0mcradZtwIUZI4g6aaquxagCwh1YxA8YyEo7Cpdt7IKZmHfW4SbHtOqLAlC010x85Rr9krrXUQ0YYrtt/CIaQy5k+iDJlUHb8E5dEVw3VTJwqGTNCFG5/VH1ar9ft2osSxjPnYnv0cdQ2TIiEOGG6dRv9Vz1j7q98E/hXItyxL1Ljg4eK2mznLT+V1+G9eCztJBnOnFO268hmED4//fP4cWssQ+Dzq1aWr1uFCwFwLrrG/yjzM1Nexw4k2akLrdXqtmzXrt3APg9oBZ3afS6eJng8Np9QTL0mtk8bkNmzCdu1EbZtQ3rJ2SKzmD8axHcXxuP5XDljedbB9P5DTPkqKEH4Zk531aU3GkCaFduzn37vfpSQzppm6YcYiS5fhXmOL4738YP47hgVFRUdXAk/lsiQyURdOxG4ecyG4c5dY1wPiQiRNauTFgLDlWvGs+fYDKrUIRVso2dEs2Q5irbZjBm3WFHvfTvYjAdxy5iAVqujAu33NZGyXI8JqK9fo8tWtgy7yQsu47U9/irKeOOmolELlCD9CviccHXoJpDGWYaM89q9lVeyBC5MkuH8Be2adYbjp3CHg4igaSPZnBk4bUs9Y452Qfy4cLyK5UUR7fg1qxP2HmL4livQ+n6qfNsGfjm2+w0UlET5mx8z5PHSv4DXEYEzijbtjecvoIRs7UpBNSaUxL6hKqTVshlUwbaiCsacofXoIt76oit1SPfknqX9wGO4ZUyARFeoStl7yjpluR4TILq9B9QjxtAxMSiwla1cws2Tm52ADpexsVHFgvGo3t4XTnNzZMflADgR2703Hu9AOn2SsBUTU7rO9O69etJUwwHmIUFBy+ayGZNxuS3N3AWa2cwdBF6FctIJY7h+BXC5XYrWEcbzF3Ga8JL7XD1LWLX9fkORupppE/a+dJab7YdeMAMeDJ10ooND8JMuXof28AoVxOWIasgI3T9bcZrMkd379FE8xgHTClWxmiXMRXEnP7Sm3bAVMb54Sd2Pb6YlMqTnV2A7J7ZlfPjIummNzJfXen0wWqUynDzNZuKQeXL7nI1vjfAY7hoTKDt0NZw4xWZ+mmTFBAit09Hfvtl93VbZrqPhDNNCJRk3yjJYIgBOaObM18xZgBLCzh2koxPcW3WF/uDh2G69UILMn8/n1BFcaEsRFmE0d14kGTVM1CWJSzHq46fYPoONFy6RefNIp03gl0/QK62idbjxXyZikEwcKwoPw4UAJGK8dVvRgHn+n/Dx8bl5yfrUjg6hqM4bTp/l5s8nHtyfax4IEdMsWa6ZYm7u4nKlc2cIG9Y3FyeGzmiqfoP1u/awDVpiMUrI/1nHL2W/pY2Kjo4JrUd//ITS3MAA+T9ryQyJH3vUHz4am2hUfYFAvm6V5cFbT+KezxiiHy/uFaxUhRAKHfW/gaJanNCbL90ASJKl+8Lv61GVXzkEPyxNPX+hN8ejttCScUDAIQh+rT/MZc6QWXy9tqxN9/K+z9kjiQICRBBXyS3j3QFgSx9XPfg1qyW61keHUMnQgd6H98oWzbUOCBBx966EufFVMmOKo4AAUY8er993QDJtEs6imINfuWJs+06OOj8mfXxEnTugBLd0SXQRaBsQIJYdkCyQn1uUuUEmGTnUIwMCBGKCX0TwRw102EUJ45WruMEAAOcslfz7elQlZDJL9yyqgUNtuxKiPn9RmhsSEH6NaomGMHDC0eOKlsDXcPGy5WUzAKzRBoN+7wGctgSRLiLMYxaT5q7i7VJPnalbv0m2cI5lUC5SIpEtmsctUlgZFuHoTQE8mheZPp2jhxaNN9mhF4Ud2xMSMUoQYnN3YZ7IbWOChL29pn7oAkvQvClOqydMpq2eowHALjJvHo75Zir9KZKKUeDCZBF1ah8/MkKDZppFSylz38Z0bKx27YaYuo0tnRaL/uzMJH4MN3s2bpFCTMpg0MyaZy4DIAHt3+upN29RgvCSM01ZKUezYIl28TLpzKmC/9Vii8wIoVC+aimZKxfT16fVSw0uQrue4dx5nOYFBeKEB3PfmMCf8GZGj/2pYv/sGVPzf3b/0HmdncllksH98cu4pifPYjt3p+NeUgDALoLL5cb1OmC8yQ4Ykyzon8cPmBQTo5k2K7p42W/+RaIKllCPGkd//MjMZO60mF+WfX3gB4n79cYJ3aYt37fOwIOZnj7TzmMekUFEvXtaP6D6g7Sr12pmzJZMHCts1pgtsoJ7OSR8fFBYQH3+wpa6gNbplO07x79Q5u/sCVzP4K4xAcHnC5z2tJoiqNdv0Pnb/t/7/9iZXEZmziQZNginDWfPKyO6mMzxMgCO8EIq4ITe3K3Kd2AGTFq3kkiXjs0j1m1UUql0/mznnRYni6BmdV6likyKopThnY2WzgxAmmd69VrRpj3u2I3Mk1vUoR0u/3G6zVvVYyeKRwxx8mQrM3LBxjUcglC2aU9Fm4fwSArzuGL/Iaa4Vxh4wWUIeYLuOjySu8YEiCA5Q1mkEqL2bUV9euK08fyFmGq11BMm2/bODQAmbNwQJ/SHj9Lm1/y+AwoLfK6ck86axi1amC1Ce36B/JLxo9NdPe/iGHGuk44fjdvw6JgYZct2ul173PTlJpBSaKNRu26DokEztqdtiUQ2byZ+OODH6fbuVw0ZiY6r4qTuf5EZM8j/WUcrlcrwTnTCDojs0kyZgfY7Eg8Czpxx2J3Rs7lxTMAvXZJ0+amo1EMyoA/TQT1mMGhX/B1TuWZ05ZpGqxdqAcB4RQqRuMMAjUZ/6Ki57HsQQqGweRPv/bvSvXrsc+9GuhcPfU4eFkW0ix+JI+Vw8+dDF2SEnFkyHRWl6jNQUb+J/uBhFy/OgCcxPX2mWbYyJrSeeuQ4Otrcs7uQGdqYV6K4efqP0h89gSqYqHMEOq6yRU5xs2VFYQH17p2y45+01tkQd9q1G7RLV4gH9KFem6/ZBAJB3f+Zp3g4N44JEEHcVZR7kQwdKN+5hVcyfq+gXr3WrljNZgCwYmkqQBfcOPEjCJIkveSOXhxIKbyihWVrV7EDLKETw517sd16RRcP1q78G5eAtABdwaNoQDNpmqVTIDJrFhQQ8Mvb6Tz4OxjO/Rv7V29hy2aSUcnovYObN49801rTg4ex3XvRRiNbmpD+yHH16PHiwQNohRKX8GtUc/K+gydx75hA2LQRfsHP7fBLl/TavU22mB2BBqFheCRgj6AxO7SH8dy/bnSbCdVwn3PHmSYxPCIzQlFMp/EgzWD6YrGM4yWTiYcM8D5znB/3iMwPMly9ruzcXVCntmTyeLbIZbzAAPm6VYaLl1V9BtqOsmi8cTO2Z19hm5aiTu11W7fjQstrvR7PvWMCbp7cgno//UnDn0dQ73+yVUvZDAD2cLNnY5/ao2mN1cAEqR8hlzP9z5w+JmzHPvlFx8JY4WlJXEDAr1LJ5/wJcY9uKTU6gPHu/diIzvxKFaWzpznqVMA5Xoni8lVL9UePqYeNYovMUNit7PAnClwkE8dq12+ivzDdbBBZsvCrxw/K4NncOyZAxH16uGlTAQAuEvdiBtVE9Dv3mF6/wWl3gWIaydABbAakScLWLci4G0k/Aj9ma7hyVRkWgU7qssXzHN0F0274Byd023bihC1+xfKyxfN1W3fodu5GWeOde7qjx5XtOpI5s8sWzeXo9dqlK/Cc4p5/4iciqY+fcFud4eJlT31yljt27Fg26Z7IDBlMz55/X+evP4LrV0CY/CYKKiqK+vAfrVQylVutofU6tOaGw8fQJG7ePMK4VmIArHFz5DBcusIM+oWOQ7GxAhc6IU5d0OF18TImwedb4hvg8fR7D1DPX6CEoF4d52NruUI1YgweStF0/SbhJRcPG0xHfkY7he2fduXfulVr8L9iutkWiTlGY6J58B8hENAm2og7lo1VGfYe4BAc8fChTGcey1eZLl9lytOlE7ZpiY7bpucvlBFd8KsTpoePqchIQc3qzAyexV3HQLJmevEy5o+6eNTBX4YXXEbc+y82Y4NXvqztmza6LdtUw0aj2snmE+JXqyJfu5LNAJCQ4fIVZXNzCzxByHducTSgS2qArqWMj58wF3DmP5SgtVpl8zbMNLE4/WO2m1jg8ZSdu+ORL9DBjf9HDebQZzAwj/UZTWTmjIL6dV3vswhd+MVUr81mUg3vGxe5GTOyGU/hCTEBop41TztvIZtJBXxuXCIzJh5LQ9G0lfHqdTZjQ9CgnmzhHDYDgA3LWKBcfz+vQ3tS6vXulGW4flPZtFX8mLaJQEyQllhiAruE7cKkk1xtpWY6eWvLjFRkQWTO5OjGAdOBt/V7hlKpk1cGqG9RCXrxEgrIDBmor984OvMSeDwycybzBA6t1rCvU2Ik6fP4DilMmSckUg+3f54AE/fsRubPx2ZSK1oX35kx4etLZEhPoJoqlTK1MF9epmt6AByTTBjDDPyKrpmePNUuYe90pjaGEycdBgTocJPJ0y6qgBNcp8dk461kdH3NK12S8PFhM4hU6n3prI+DP6+tG3F/3giRKaP38YOJZrD+E4a1wnNi3Fy5REMGsgEBhyPfutFq5jNkVrb/IkQY0c7zAgLEQ9oJkPjG1VTAbjtBTL0mpjt3UcJrz7aU6rIDpCma5as1E6cwKaHAa/8uXtxgyqmHesoMbdwLh+g4ThuMHJORYzDSRiMhlYr79GAGCAVpAxUdrV25hhnxiM/cQsL3kkz3HxqvMPfpuYULeh9MRpcbxlu3Fc3bcHR6Imd2OvKLoGF92UzzvmCP/t+Lsa3DUcLn+kUnkah2/Sb1iDHcYkVNt+8QmTKJB/RWj5/MMVE4JhC2bS1N+KKj6f0HRcPmdGSkoH4d6fzZiQZ69gwe0k6A8MsGCzvCpTbwZKJO7dmBB3X62K496Fim6/jUSTyov9fOLd77dqDjvvexAz6njnjv3wkBQZpC+vhIBvaVzZ8lmzVNOm2SdNI46bhRklFD2cnJxCtejMyVCyWkY0fJli3U79ilnjwdT7LFzZ4NJ5wFBBv+QQGBeGA/3L03r0RRYfOmZNasOCAgMmcSD2WHp7FgRv7Mlwcl+JVDPDIgQDwnJkAkI4bwUvGzVwD8IHQYks6ege8gUC9fxQ74zsMrAG5NUL2qdPY07dIVmrjXBZNLu3Gzevho8cC+1o+KqydNwy9KIKLuXUkvzx/xyJZHxQQEny9bMp/IkAIvwgKQOvEC/KTTJuK04dARzTJ4VwWkRcLGDSXjRmkmT9dt2cYWuUy7aYt62CjxgD7i3j3YIhRk//dJt3otTpMBftoFS0zvP+BsmuJRMQFCZskiWzSP8109WwHgFoSNGgjjxoTVTJ2pN7+MAEBaI+oQLurdQzVkpP4I08WLi5iAYOhIcf/e4rghajHLmMj80Jree7aTmTLGdu5OazS4MO3wwHMnv0I5ydiRbAYATyQZPZyLH1M1mWK79zbeuGkuBiBtkQzsKwxrFduzr+HiZbbIKe0/W5mAoF8vcd9ebBGHQ5k7MMbvy5B5csvmTCckEtmqpdT7D6qBw5hJaYlnXk+LItoJ6qfwqPAApB6EQCBfvojMkZ3JaLWx/YeYiwFIcyQTxghCayo7dTPeu88WOaDbvFU9ZISoby9xv95skZnh7HmcINKnl69bRciZxwi4uXLKlszXHzyswV1wphke28YuaPo7h7FSjRgT26t/oj/KfQa1A6kf6ZtZvpHtwJV68ZJWsoO6ApCmECQpnTODV7K4sl1H08tXbKkNphvZwSNEfXpK+icICBAqbkxa8ZAB3Dy5cRrhVywvGTlUM22W/tQZtigNgPvuP4Xh0BH9nn2J/miFgp0MQErg5s3Diesd1kMHZAEgaWyzWc6cyjbtqY8f2VIruq3bVYOGi3r3kAzowxbZYzsog6hThKBZY1XPvqYXL9kiTwcxwW/AdOQCAAAghRASiXzdShQiK9t2oKx7IGYCgh1MQNDrL8nAvmxRckgnjyfz51d26pZGmuIgJvgdaIedvwLg3nhsRy60Pr4nbwAsaMvgAnwBm3AZrlS0g+HuSB8fr41/0yq1sn0XSqXChbptO1WDhol6dpMM6odLbNGOe+NGCKFQvnwRCghiew+g9HqPb+6FmOA3ILwcDsgBgGcguHBsAXYQgrhQwJiMkWxpmlYNHk6/foPS6iEjjI8e4/JEyCxZ5BvXUC9fKZuwoxioBgwRde0kGdQfZ20xDxh++oTTuu27cCIRMouvfMViNGd0yXKmB49QiXbdJkehibvznPEOEtGfPB0b0YXNpCpCQbpbVwiplM0C8AO+BRbjqNUo4XPvRmrodi22/2C9+cAqGTNC1CkCFwJgwQxtXzUUJQhvL5+blx2NbZhIouM5kTEjv3pVNmPD8O8F2qq7IW6xolwHI4PQFG04cJBj1QkB/3+18HsHtvRHj3Os7kpIZ08XNmvMZjwIxAS/Gj+0hnzlUjYDwI9JVTEBrdVGl61MR0WhtHzHZn6ZUrgcAAt0xmEqiflJQNmyhYL/1cLlzmnmL9bMTF1DyQs7RUjHjGAzHgRigl+LIORbN/LLlmGzAPyYVBUTqMZOxL3DElmy+Fw+SxAELgfAmmr8ZN3Kv1GCyJzJ+8g+MkPiIWRtGS5eVrZsy2Y4HDJXDkGDemzGhm7PfvrtOzbD4fCqVOLhkcNsoNOffsM/dEz8IwLC8DDCwX6kO3CEfhn/9oFs8XxBvf+xGQ8CMcEvJerSQTJqOJsB4IelkpgAHUa0cxdo5izAWcnUiaI2LXEagESob99iatahzb0HMv0GrljCC/DDk5xQz5yrnb8IJchsWeXbNnFz5sDliTA9FQ4ZgaJS3BSBiHr/JRno8AFD4+07iobNcSeGwu5dpcMSj4WIUdExikbNqfcf8KiJvArl5P+s88ioF54D+nX4NauLBw1gMwB4CuOt27HhnSwBAb9aFQgIgBNk+vTSaZNwmnr1WtGgqXraTNO797jEEcnAvkS+vCghHj/aYUCw4R8UEIj79fLaugGXSKZN0s5frFm+Cmdt8YoV5fj64rSjsbxprTa2058cjcbn7DEumh9FD40beGozGMQEvwRBiAf2k61aSoiEbAkA7ozW642PHqNDcEydhooGzQxnzuFydP0knTsDpwFwBJ19pQvn4lG/0blWu2hZTMVqyogu2r/XGS5cor6aByCwQXCZN10dnYy16zYywx8P6GPddbGodQvJmBGaiVO16zexRTacn91pkym2Rx/Tk2fyDX+TWbMSYhE7wUPBvYOfjMvlh9YUdenIL12SLQEg5fyCewfGx08MJ05x9Hrm7XCdnvrwHyqhXr7imEzsHHFE3bqIhwzAB24AkmR8/DT2zx6UvS4CifTpuXlzo6CBeXeRz+cVChL92TmmXhPq6TN0cWV7Qa9du0E9apx4UH9xr+4oa3r1OqZyTZRI/+Yp+q9m/iLNzLkoWhU2sdPnfVS5KvQH5j0F+c4ttgdq1eDhut375P+s45cqgbKKFmHGS1ekMyYLWzbHM3gYaCf4OQQCblCguH9vn0tn5csWQkAA3BT15auiTiPN1Jma2fO1C5dqV6zWHzhEPXueICAQCgRNG3nt3S4ZPhgCAuA6XoCf9/GDsuWLeJVD2KI49Ldvxus3jecvGE6eNhw5hqqfo84DEO3qtUxAMHQgDghsiXv3QAGrqv8Q/eGjbJFr1DNm67btlC2ehwOCtABigpQhaNxQ2Ko5CgJkSxd4nzqS7vEd7yP7xH17kb6Z2TkAcEOm+w84jrqNy56NX72qeOQwn6v/yubM4BUvxk4AwGUEjyeoHeq14W/vs8fFI4YImjXmFinEEdlpn6de2R/fSLN0hXrsRPRvxX/9yRbZgwJWYVjr2B599XH3uZKkXbNeu2CJdNokQc3qbFEaADFBCkCHRdm8mdLpk1EQIKhTm5s/H1wtAc9gfWeRuVM7fLB0xmSvPdvSPbjpc/GMfM0KcdeOpI8POwcA34ubJ7f4z86y2dO9D+xO9+g2ChHkWzfI1q/mOe3lQjN3gWbydMm4UejfskWOSSaOETSsF9u5u+HyFbbIMf2BQ+oxE8SD+gtbNGWL0gaICQAASeOFVBD36Snu1kXYsjmvRHFCJmMnAJDSCJJEIQK/XFlBlUp8B+8CIOqpMzVzFjAvvnYIZ4ucIghCOmMKv0Y1ZURX4+07bKk9hguXYvsMFEa0c3QzwoNBTAAAAMCd0DStGjNBu3SFdM70ZL34SnC5sgWz+cGllW07Oho0wXj/gbJzd0GtmpKxI9mitARiAgAAAG6Dpij10JG69Ztki+bafY/AOYLPly1bxC0YqGzT3vQy8TMKpjdvleGdeMWLSufM8NQeCJyDmAAAAIDb0K1eq9uxW7Z8kaDud3YtTIiE8tXLyJw5la3aWfeVREXHKMMiSN/M8uWL4sdvTGMgJgAAAOAGcG86xus30Bn9B98FIKRS+bpVhI+PsnU4HfdirWbiFPRf+brVaflxGeizKAWIRw4Td+3IZgD4hSx9FokHDyC8Uv5AZjhzznDsJErwQip4bWLGNwLgV9IsXaGZPJ3NyKScWBWZNw/pV4AtcYBWq03nL6AEL5TpucgRWqc3Xb2G9yCGTCZbMJvMlpXN2qNs0ZaOifHgPos8NiYwPnqsCHU4cFbKki2Z/92tWAD8CEtM8LNBTAB+C82ylZpJ09hMqiGdOUXYohmb8SweGxMgmuWrDUePc6jEPbCmJILglSktHtCH4PPZEgB+oZiGzU03b7GZn8lTR4sHqZzx9l1F/SZs5meTiNExnU07RmbPJl+1lJsnN5v3LJ4cEwDg8UyvXus2b6NjYtj8z0HmyC4Ma036eLN5AH4h4+Onxhs3OT/zVEXwePxqVchMGdn8T+D6qfb3vu8AMQEAAADws1hOsjjh6JyLQwFLQPC7IgOICQAAAICUZx0EoP8myqL/IoJU9tIjxAQAAABASrKc+DGUpqygrCy1vu4IMQEAAACQYvBZ1RwM0CgCQP81Go0SiQRPTeUgJgAAAABShjkSYKGAwGQyicVidpo7gJgAAAAASAE4FEBQNMB3zxfUISYAAAAAfhQ6mXrAsEkQEwAAAACAAWMgAQAAAIABMQEAAAAAGBATAAAAAIABMQEAAAAAGBATAAAAAIABMQEAAAAAOBwO5/+c74BTjGWt3wAAAABJRU5ErkJggg==)
To ensure mastery, we use blocked practice to teach some subjects and topics thoroughly before moving to another. We ensure that each concept and element of the curriculum model is well sequenced and planned for progression and depth.
Stages of Practice
![](data:image/png;base64,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)
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)
The use of Kagan structures during guided practice promotes co-operative learning and communication which boosts pupil confidence and engagement. Independent practice leadas to overlearning which essential for new learning to be recalled quickly. This also ensures that there is no overload on the working memory.
Impact
If pupils are keeping up with our well planned and sequenced curriculum, they are deemed to be making progress. We measure the impact our curriculum is making through the following:
- Post learning quizzies - low stakes quizzes taken at the end of a unit of work and often repeated as part of review and retrieval ensures understanding of vertical concepts and crucial learning is stored in the long-term memory.
- Formative assessment - evaluating whether practice is appropriate and related to our goals.
- Termly tracking - tracking of standards and standardised testing in Reading, Writing and Maths.
- Pupil voice, lesson drop-in's, book looks and monitor learning environments are used to ensure high standards and progress is maintained in each subject.