最美的遇见——记静宁县16位教师参加真爱梦想第47期“二星教师”培训

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<p class="ql-block" style="text-align: justify;"> 2021年4月23日—25日,我们静宁县16位梦想教师很荣幸在教育局王国安老师的带领下,参加由上海真爱梦想公益基金会主办为期三天的全国47期“二星梦想教师”培训。</p><p class="ql-block" style="text-align: justify;"> 此次培训有来自新疆的、临夏的、江西的、甘肃的、四川等全国各地的梦想教师,他们和我们一样都是为了孩子们能有个自信、从容、有尊严的未来,不远万里,长途跋涉,因为自己之梦,孩子之梦,教育之梦,我们汇聚在一起,为梦而努力。这是一件非常幸福的事,我们静宁县的16位老师为能来此次培训出行学习而感到自豪👍👍👍👍</p><p class="ql-block"><br></p> <p class="ql-block"><span style="font-size: 18px;">   预习</span></p><p class="ql-block"><span style="font-size: 18px;"> 报到,领资料,办入住,进入预习状态,这样的画面,静谧美好,眼里有光,心中有爱。</span></p> <p class="ql-block"><span style="color: rgb(176, 111, 187); font-size: 20px;"> 开幕式</span></p><p class="ql-block"><span style="font-size: 18px;"> 培训负责人姜珊致开幕词。</span></p> <p class="ql-block"><span style="font-size: 18px;">   本次培训分为了真爱和梦想两个授课班级,我们几个有幸成为梦想班和真爱班的一员,开启了为期三天的二星培训路程。</span></p> <p class="ql-block"><span style="color: rgb(176, 111, 187); font-size: 20px;"> 团建</span></p><p class="ql-block"><span style="font-size: 18px;">&nbsp;&nbsp;&nbsp; 追梦,从这里起航!虽然我们来自祖国各地,彼此陌生,可我们都怀揣着同一个梦想。紧锣密鼓的开营仪式后,我们进入了各自的小组,很荣幸结识了来自全国各地的小伙伴。在小组内我们相互交流,相互沟通,进行了小组团建、自我介绍、分工合作、为小组起组名、口号等,渐渐地由陌生到熟悉。</span></p> <p class="ql-block"> 课程</p><p class="ql-block"> 课程理念<img 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PxXnyREXjzpYAJR1QZNgIR2gMPphLxyCcIzDKhVT18Nt3REa8qKoIazcWZOW7QIq/bsQd/ERDw/gBkzYGyCaOzUDfv24e158xAVHIxci0VF5QY/8IAK8DNFB8BSIYS66BargajsnO1HjuBvX3wBi8WiXIXangZ4CCC1wE5rALFeBrySVB8JvgaIK+kOhy4gGNY2nZHn4Y2s3FyIjIuI9gkC4toAZhVEKhOaqfaiSRNPKsmAKOmkGTNUVgfDp1q4kwjqkH98+SU2HzqkYHNfsxnP9e+vYhhaXHqxEIJRs1seuvlLZi9ngEpLwaHZr6AkCcR4GfD7Br6IDfDGpRt5uFBgR2qeFWnmQKQbvXA1OxfWQivGde2A1on3AyblvH0thHi8tGfXiBWhMYJvlM+E4v/+5BMcTk3FMw8/jIEO+EJl8j0/eTKu5uQg1N8f4wYMQOv4eB20+1wIUVIWt5M2rl75b2fMQEpqapFIHfUuV0WnIBPMRuBsnh2ZhXbkEHyVUgFYNE3JtBHJD+PR+x+AmQq7AvlYNWJFaMxQOan0Kd5fvBhxYWHK0yZCStjij7Nno3ZwMF4cOFDpD8YxAMwWQowoazZq4c5ruQUFGP3uu8i4fh1MNnM9KB+NQsCqwd38VYf1CLHzM7RbNwzp1k3PwypVObuPqSYxglD0UdY6MOCTmZODvwwfjnaNG+Oz5cuxcOtWPNerF/okJekWVblLsqSU/wIwiIEpBojOMMGshDTNkhjKFBtvk0nhYNRHvo7EggplJtYY0aStCKfSZsDo2+3b0blxY7wybJgi3skLF/D++PFoGE2YqGjQpRQFTYeRJmubrOxshcgy77WQZqt20a0YQgZwFtePjFRMaNOo0W2tBH1sNWZFuCptJhowO4Oi4pXHH8ebc+YoIsx86SU9S6PM9Ewp5aNalp/XkbNn8eny5TielqY86bYNGqBdkyZYu3Mnjl+4ABLd9WBSckytWgrLYrJ0SGCgLgpvO/2ypjHCAQTabHhz7lwVgasXFqbwIKZBvjNmjDPFvrQKHikl0yyVJbN6xw7M/f57pN+4Ad63d/v2aoYzJ/Z6bi4OnTmDlHPnkMGEBiGUP9IoJgaNY2IQ6Oen0GAtnl1uUViiiCtLkVW333Ug8MCpU8qCYvCIirNXu3Y6IHjLwkQpJXPoyYTO2bm5mLtuHVbv3q1Ksbiihnbtit5JSfB3pN2og7lRFptNPYcHUz9NRqOqRtUYwK/vuI6uRq0ITTwxHlnAYpJ3588HHTlaLIxrD+zShae8JIR4z30CSSn7a5G6IEbcPlmxQs32gsJClfk3slcvtImP1+U89QZj51MAlGZ1Matj3J3Wz9UoZV1ERmvF6yyrepWrQkr84YknFNDHUl4hxCK38+cw45vfURl/tXYtiOha7XYVQHq2b1/UjYjQa66LyHkpJSP99GP0zABiW4yZF1QGA2qkstYHLaWkJ7eBheu/nzlTWS+TX3hByW3X6h0pZX0t7tyR4odAHv2Q7Px8dSuaukMffBAh/v56JO+O5PydiPEaJ5o08USx8RHj2VMWL1ZxipmTJukQd0MhxAkpJZOAmYXheyI1VaXNUBTRaQvw8VFxCVo8WqEKb1uuovc7IXZp19ZURvydBeizV67E/E2b4CElXh85Us9fYvHjWD0bmybo3A0blCiiCKsXEaE6DiTUq6fjUFTerAotVux+t4j+b2E1aSvCWfK1avduhPv7K2dOq0RlAUhLOmi0ir7fuxe0kGh6Mkz6dHKyKlTXcqTKxKHuFTNq6opg4sATrKH+4eBBxIaEYMbEiXpaJQ6dPq1SZo5duID8ggJ4Go14rFs39O/cWYkireVDkZTHe0XwWz2npjJCRdJYhLL58GE0CA9Xico0aZdt2aL6bhCJJXDHbL8RffqobHIfRwUoj5lCCC2ZuKpZ4Hh+TWUEq/x/w0DQxoMH0ah2bfx+2DCVs8TuM4yy8SD+80yvXiqBWWsHxJXEmoTihddVzI+ayggVKGJZMKtA/T09VRzi3JUrygsmBvVIp04qXhHk63tHpqnWl8PmnhBW2XyrcYyQUjJ9knXRLf65ejXmbNjgKAwxGBRiGurnhyeTk1V0ToOkb8s0lVKyJQHxKL2GehaAvwBgTTAzyrjsWGTCZihnhBAO5+Q2jxrFCCkl+10oyIEVox8uXao6klEXEOZoVrcununTRxWzayn19KifqohpKqUk4ak/VBF2vsWilLsWaCqNzBwbay6+v51uaDWCEVJKZmzNIFjHWMGyn35SSWNMEKaCJvhG1JQtI5gooJXelis6p1NWSuZGKkKyHQToBG46cAC+np7o3aEj/Ji/mpsFZF0G/AMcSQEGJo+ZHTmvRdUtdRGtshKz1mukH+HaRohgHWsaWNJFsI5xgkBfX4zo2VPFBrR2P3zPcncp0PwShtVYN9GG9XuExQkmUtlPHDgI/qwQStkBpB0DIqMcmXy+foCVQWuKRRNg8AKM2seRWsljFYDpzDYpC5eqtitCSsnQKJVyd4qe77Zuxdz165GVk6MSv9hdpklsLMb07Yv60dG6g0Y5Pro83QlcZ6WUUqVZMkA0ecECXMrORuu4OEwaPBj+qYeAIz8BnkagQXMgIsaRu8S0Dr31kIcRYCFKIZ1zD0dFkNEfMBSpICoVKq+WjHBt4Xb+8mXlnG1PSYGFreBYfM66pw4d8JuHH0aAn98dOWj6imP6/2uffoqMnBw0i4nFn4YNge/RzQAZERgGJLQGvPwclaMF+Y60Sk9vjRkuZDQZHJVDFpZy+WsMcYquW7acq1aMkFI2BjCNs5MplKz8YSr91evXUVhYCNY8O0VR69auCvS2HDTXNBq2f9h+7BjiI6Pwp18PRdDPayCunQPM3o46h9wc4EaWI50yug5QN17LcXUvHdVIypR870CgoMBRF+HQId63sq6qDSNcdUFqejq+XLMGWw4dUhEyMoWiqGlMDMb074+4qChXUTTqdh00KSUto59YyvXyzJkqVDqoazd08LEiOO0g/KQFfh5GGJm5xKSl0NpAwwSgVm0tjVJr6aCZz05xx3O9PYFCA2AO1WuqS4XYq5wRUkpWk0xmbRx1AVcB0VLWJ6hVYDQq0dO/UyeVzc0w5p1gRVqzElpGTL9U2X9ssMXuOOx05unp6Sh8txTC1ygQYhKIMAs0CA9Bp06JiAsPAXKzgRx+bjgmeng0EBruEFPUF2SE8NXKeJ2Ku9ROmFXKCL0vK4nBDpLMwt6RkqIYoK8C5rIOT05WXYtdrKIKiSKtXQPhcWaBO5uVsCkvi+vJiNQrV9AoOlrR1fP6JXjarfAxAEFeZoR5GRDrKRDv7wl/9ttlvxA/fyCyDhBdF/ANcBBflWhRXwcARj+9TIuvV2ZMu0oYodUh/A+AdkyjXLF9Oxb88IPqhaHrAsIUPZlO37WrynHV+jXRKipTFEkpKZTZnofF2Z0BOOvjaHXRGdx2+DD2pKQg22JRea5cjWQ4kweMO1fAkHGMmQMQBgGDXUIQOmHdNcVSVB1HASP1BxnAPExmhAsfwBQICPoWirQMTLHxYpndku8pI6SULL2kXa1SWZimwlXATpKFukVkMKiQJ8VQq4YNlULWsiVK9A2klGwJxNR9Vg21JnMBMFHAeVzKzFTQ+O5jx9S/Cpll18rCQgWFUOyxQuhoWhoaRkaiS1ws2mQdQZQ9F4LACUt569QHouIA/yBHLQQlDtM6Cwo1/8EPMHIoTpKWmQHuOsZ7xggpJcObf2YNGdFRNlQkZM34MVsD0SIiTvRI585IbtfOETdwtG1QSxvA7wklsXkWAKbFMEuPxGeNRJGDK4tpkwdPnVKzn15yod2ukoUL8/MVNJ7UrBm6tmiBBtHRCpllNep7CxbgWFqaKrsyWyxo6GNAUz8jmgZ6Ia5uDMLCQh2WEuuoacoGRgC+oQ6/QXnXzqNCopNX3XVGSCk7AWBoU7UM3XLwoPJcz6Sno6CgQCljs9GIh9u2VTOTddHMG9IOtoTgKrplu7YCi0Up9nPp6Qp3Yur+6YsXlePHGUtLyFpQoKDwhLg41eu1SZ06Km7NBo6a4leVQcwqX71zp/KqWajCCUMRGezjg1axkRjStgXiQvwBnwDAJxDw9tdEkJOMBCOfvx0r7q4xQkrJSvP3AaiqwnOXL6se3Zv273ckbFmtKoeIDbEGd+mCurVru4qhIjOc8psEJ3FZ18bqUBKKCp5Ndi9dvarS44nAqnNzcxEREoKGMTEqA5Ddz6LDwhQQyBCppm/0Z7A0jM6AChRxbCxSIdTB53FVsikwm6OYjQYYnN0FaBkVYQDzm8rsN+i+evX/3xVGSClVvIAPYeUO4YmlW7Y4lTG/JzE6JCQoa4iRM4J3/FBZs/c2r7uRk6OIwcbo17OzcT0vD3lsfqiJLHrZtK5sBQUIDw5WYqZpbCwa16mD6PBwBdgRAOSz9JmvvThnLnvOFuqzV0o2UgJXoGpHTYbqrhqvdcnqc6UlReaEO2HAXWGElHIIAHaubMelTods/vr1OH35Mgry8xXRXA/OTjbCdZlZzkZTvN5Zg8C/tXbQFDVMAiZhWjRogM733YcGkZEqlYbxBxKehHOb9XwsZ/4kTvrSCCelZDyVK9l9PwkSnW3ftKZ81PdlW0O3WgHu31fKipBSsnKfylSVzLKRLRlAn4Cz3L3oQyd8sVkmpZLVPN/DYICXpycCvL0VnsS0SPZZ3XrgANKzs9U57Eb828GDVRuHEgjP2U3Cq6rTisptbd8InT6VSvSSmHNHjJBSshUwe6yqLgAEzhgnWL9nD/KpB2w2FcZk+x3KWhKXBKNjxg/r2yi3qStoJRFHoufMmc2/qVDJDD3jmjOdOoK6hi0daNcH+/riub599Z5/HAZ9jecqEgwq76y9m+fdFiOklOxjyrY7ypphQTmdMja6upGfrxRegJeXasXWo21bFazhg7gC3FeB+k77TZlx+v+5NYDL9zoRuGIYHNp++DC++v57nM/IUJYN02WGdO2qe9+sNB2m7wdxNwlYWfeuECM0ETROx2ioSNfs2oUVW7ciIztbiSEfk0ntqdCnfXslTtzS129n3JTNr2iymT2/lRHANHlG6Jg68922bQoUbF2/Pp7r10/v68rTGJhhp0ZuDnISAFtHM858vjIU7O28zG1bTdpuJ+zoyD6nCiogRrNu925lc18mRE1T1GRSUTLGCdj/yL1+QNMh1NbOqihtUPp37v8qpeiuEDXrhsxRLeeIzjKn9Z9r1ypnLMTXVyG0iU2auFtK7jSg5cQuNOxOU6RlT2USuLz3uuWK0MQPTTlnjz3a7Gt378aGPXtwhbiQzQZvDw/FAMaMqTSpB9w84kqpH3B/IW2C0BIawdXBQsSV27Zh/saNKoxKAI/6h7qH/floVbFlKP0J+gRuyp16ZVpZjRvLS9TbOa8II7R0d6KU3LlQecJ8SbYA5Qpg8hbte+oAiqDubdooBtAbdmMACTS2Ms27W72caxyD42JE7/2FC3EiLU3B2ezfqspvtf6r3JuC3WmY8cE6OXrZLhkaFa4GvR2il2o16TUH+kmEDLYdOoSNP/+szFHKYB66Eu6blKS8V7eDDOAKuKeZdFqkjeJKOWNcsW8vWFBin29lDGh7BHHfIfYJJMrLDpdaSuZ+rQNlmc3gK4sJykhxsUa4z9rf56xdC3YGPnrunALK9IOyt2f79qpFj9ZghD+t0MxFpqE4vdTKHGBF7iWlZKXKOW498Nvp03E2I6PUvSB4b2JdZEy98HCMfeQR1esVwAEmsAnBVsb35nBlhMqwfmvuXGw6dEhhQSr4FBioxE+PxERVWaMdJPwHrn1L781wy36KlFK9B+FuboWQU1Bwy60IXO9G9Jfdj//y1FO4rz4LjcpuZFL2aMp/hisj6NJ/SJOQLT6pG1ja1LVlS9cqS9amzRBCrC3/I+79mVLKvayR2HX0KN75+mtk5eWVuTI4SorfRlFReHfsWB0BLrW1T2W+mbuyJqEfZdSMMIQLHM2m57QqNvjYc5cAAAFQSURBVFfmw+/WvTQRtYE5quxIMHXRItXjlTrBfRs01zFQf1CZs3Be03/1hRCn7tY4izzb/SGucWRtXzbucUAFVqMOLUmAu/Z2ZjcBxqW/oWlrtRbbo0J/MTKC8MoHkybpLYjKbApfWUQp0Y/Q9vmkM1Vi6+fKevi9uI+UkvszqIxuto5gUIq7+KrYhfumIdw2MzBQrQjNgrpn2ytXCOK4F4S7G8/QoJm/aokEKnb99bp1+PmUQ+roGwZSYSfExuKd558vVyuJyhzrL4IROsGklBO4LRrj3YTRGS1k9ghDrMxJIiNcOhiUmQLzH0bcAQU0scvAj9rTjlgVA1hsPRRXuzZee/JJvbaivRBixx08qkKX/qJWhCtlpJRs7MQ9gkrqtXHPy35/sYxwEVdkyNtaMhqtw01CiLcqNJ0r4eRfPCMqgYaVcov/MKJSyHjnN/l/dPc6Lo9DHcoAAAAASUVORK5CYII="></p><p class="ql-block" style="text-align: justify;">梦想课程的三大理念就是“全人教育”理念的落地,真爱梦想给我们提供了促进专业成长的学习平台,为学生创设了开放、自主、多元和宽容的课堂环境,让学习在快乐中发生,让梦想与现实接轨!</p><p class="ql-block"><br></p> <p class="ql-block"> 教学评一致性<img 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"></p><p class="ql-block" style="text-align: justify;">教学目标由何而来?制定教学目标前我们应该对所学课时进行背景分析。怎么进行背景分析呢?我们可以从本课时与课程目标以及与前后课时的关系、学情和资源这几方面着手进行分析。</p><p class="ql-block"><br></p> <p class="ql-block"><span style="font-size: 18px;">  一份优秀的教案,主要包括背景分析、教学目标、评价任务、活动设计和课后作业几大模块。梦想讲师引导大家,进行教学目标和评价任务的再设计。小组合作,根据教学评一致性对梦想课时教案进行设计,小组展示。</span></p> <p class="ql-block">ORID<img 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"></p><p class="ql-block" style="text-align: justify;">ORID既是一种提问方法,又是一种思维方法和检测方法,不仅适用于梦想课堂,也适用于其他学科的提问和思维方式的培养,能够帮助我们提高课堂提问的针对性,打破一言不发的提问尴尬场面。</p><p class="ql-block"><br></p> <p class="ql-block">教案再设计<img 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"></p><p class="ql-block" style="text-align: justify;">梦想课程课时教案再设计,是进行基于教学评一致性的教案再设计。主要包括背景分析、教学目标、评价任务、活动设计和课后作业几大模块。先由梦想讲师引导大家,进行教学目标和评价任务的再设计。</p><p class="ql-block" style="text-align: justify;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;制定出教学目标后,为判断教学目标是否实现,我们还要有清晰的评价任务,利用模拟真实的情景,给学生创造机会,出示清晰可操作的课堂任务,让学生表现出与目标一致的能力。评价任务的主体是学生,它与目标一致,重在关注过程,以任务为导向,能够准确地检测学生的学习结果。</p><p class="ql-block"><br></p> <p class="ql-block"><span style="font-size: 18px;"> 每个小组依据教学评一致性原则,利用选定的课时,设定出清晰的教学目标和评价任务,纷纷上台展示。经过反复修改和雕琢,最终,每个小组都达成了一份</span></p> <p class="ql-block">试水课<img src="data:image/png;base64,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"></p><p class="ql-block" style="text-align: justify;">在接下来的时间里,我们进行了课堂观察与反馈,通过小组投票方式,最后由我们《去远方》2组来为大家展一节试水课。</p><p class="ql-block"><br></p> <p class="ql-block">教学工具<img src="data:image/png;base64,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"></p><p class="ql-block" style="text-align: justify;"><span style="font-size: 18px;"> 本次培训还收获了和ORID一样实用性很强的教学工具,如体验式学习圈、小小书、马路牙子评价法等,都需要在我们的教学中刻意练习和运用,最终为我们的高效教学服务。</span></p><p class="ql-block"><br></p> <p class="ql-block"><span style="font-size: 20px; color: rgb(176, 111, 187);">讲师团</span></p> <p class="ql-block" style="text-align: center;">收获与感想</p><p class="ql-block" style="text-align: center;"><img 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"></p> <p class="ql-block"><span style="font-size: 18px;">  二星培训结束了,感谢辛苦付出的老师们,虽然课程量很大,时间紧张,学习内容很烧脑,但丰富的培训内容让我们充实了自己的大脑,获得了更多的梦想课程体验。“路漫漫其修远兮,吾将上下而求索”,以后的路,我们愿意为了孩子们自信、从容、有尊严的未来而不懈努力!</span></p> <p class="ql-block"><span style="color: rgb(1, 1, 1);"> </span></p><p class="ql-block"><span style="color: rgb(1, 1, 1);"> 回家</span></p><p class="ql-block"><span style="color: rgb(1, 1, 1);"> “请把你的“梦”带回静宁,为了孩子们自信从容有尊严的成长,我们用新的理念换来孩子们更大的改变;愿与真爱梦想负重前行,风雨同舟;愿为培养出更多求真有爱的追梦人而努力奋斗。静宁二星梦想教师,我们回来了!</span></p>