Academy for Creative Teaching, Bangalore a premiere teacher training institution in India will be
conducting a two-day pedagogy based training programme in Mathematics, Social Science, Science
and English.
The aim of the programme is to upskill the teaching competency of primary, higher primary, and
School teachers. The training programme will enable teachers to adopt and implement various
teaching methodologies and techniques in their classrooms.
Kindly refer to the below programme schedule.
Creative Teaching of Mathematics 24th and 25th July 2023 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EDv6D10LGE+09dh6n5O1B0qQvFV26hwnILBWfbMHYR6UxchIgtR1Ftu4UGSw9WHOrAq/GF8Kc8i3ZcRMnFHrzNgHsxLA/f7GlFvfUm5u61wBjJjGXAeTIJPcLoI7bu9Jc7/eXJz1sj/TdyxsbHDj7T1YfQrG3QM3q8+ArziKyjY6vgwUMedK6b9MMr4Tu9DL7MuI/FwfSklOiE9dUwfBqPP6dnY9/N27j8AxCW3Qzj+JV4PTIbpSyV57kvZEUBPklfi5brd3DuO+Dv8wrx4sR52HC8FVauz6vdj3ejl6LoRCvucVx54gp+H7Mav41fiRYK2cO5yI3b4f3FLExZ04CL3wOHKPdnCYvwceoqFFxmFSo4iPeZVQWHW9HL/U2tXZi4shp/ml+BMdFrsablElo5P3vrbvwlbhEaW7txiWOR1zRxMb5cWoGLdKjotfnYJcyrb8Ghhz8i62g3hoSxDIdVw4cZog/biM++qcJ57u2WvcevImpDHequWHCH48ITFoycmgXTpLWI2tyCC5yrudqJPyctw9TVhcoeh3oe4K+pWaxOa2i3+7jJuWW7TiJw0jy8n5iHI70P0cm5KFZI3dh0xBY14TjH47Lq4RuaC68ZfAfQP568TsVHHjOqCfYjqqCjv16cvgHLalmixcHnVIluhCGM9Z/e94qqh2dEDbxYqr25WfVJQEeivoyuT78uw6mbP6gsqf32GlbuPIzt1us4dOMmEvIbMSp0DXQTliBh814leOOlq/hNSALGTIpH4YGTqnwurz+Cj1JzcOLOD7j0448YtyQfAWNjMKd4B/q4XnbiEoZPWoQXg+Zj21WbMlxsTgMMn2UipfSYcsK5W3cRs3oLRk1IxquRKzCaZTpgwmLMrTyqHFx+pg0jJi+DbtxSfM6MucCguPzgO3wa9w1e/CycMjSrwMk93o5hQQvwQUYeTvPVKYaNWFfFa2YOPvqmDn+Y2wC/MH5jzmAFiaqCz7Q8/I6V6XjvPVzn3ujsaug/icPs0t0qOHe19eKN6Wvw2ows1FzuVXsyuWYeNxejQhah+nyXssGy7ScR8FUC1uw7q2yZ13IGI8clIWp9jZJBZMtqPo5A7sms34/8ywy0GXzb8H73kopKnwi87D7yZOtFJ/vS6SOY9Uur5RVNB5+13UTY6gbeCZvUv174RDWwltcyWmvgK/8qYu/rSNR7ah4dXI6ztzUHl504hy2nLqCD/YPtXRibsgoBU5ayzKzC+r3fqpJ9+vZ9FJ22Iv9kJxptd3Dq/g9Yuesc/pi4Hjv5wLvGPeHrCvDil5FYWrdXKbb24CXeaysxKmwZM7FDGS6e0ez39wX4Y0YJmtrvqey58iNQ+m0b/rawGEN4F/pPWoX5DWeVUcvPWDB6ejYME1exjO5WMtqYdZWn2rHpmAU1127hGGXJ/rYdI6cvxceZG3Hm1kNcJc2vVlTCa/JK9QL35UNQF8FsYfnzjqQR6eDfp+XjWO9ddU1NXkYjf5KJJAa0OK6ZpfSt6cvwh+RcHOu5r+wUt3EH3xqrEBi6DtkHLim7lPL6ME3MREhOvXLogY5e/DVyDrKbTuEgE8bKwG+4fA2fpi3hlXIb08sO8MG1VsngyUxV/omoo3/Inz5yJKRuehVGhNLBlYdh7b0tDu5F+Ko6+FEZnxm1dGojD9arf77SHEwiM0iM0eLJ2v/Z/Gqc7ftRGWxmXjlenZrK8tStMm/7+Xa8FcnyNHEZchiRokjjRRuCVlTgi6VN+GLxNnzydTXeTy3DkKCliMivxaXvfkDdpVbMKmrE7q57aLD24YNvyJvf2S9F0sGWdkV7Zk4tTLy75R7+C7Mtq/kUTt25p9ZO3OTrfUEZhvHV/XX9typIylhdXgpfAd/xixFdsEfJe5blMHzFVvx9aS0+X7INHyyowTuZpfAPW8XHYyGD8TtV/r9aRaPxOtKrwJZ/FuX9G10Fb2awFzPod6kbcfTmPc3By+vh/skcJG7RHLyXGfzr8MUsv+LgB8rBiVuamECrERi+BmtbziuZ5X3gF7wQv0nKxtFb99H6j4dYXtKIon2XkZpbyQC6w0S6jZwde/k52oe30/jS5zXqGd1AZ1Iu+kcXWa85mH3vKJGT87xOh03LwbLKI7CJg8/zkRVGBxv54vOeTodGNWpZrLKZB6O3wTe6Hgbezzq+DMcuqGak/6AMFluwA8Yv0xC+tgFdvH/FoWmFzdB/noavaw8ohbfz/vl16Dz4jk2D/qs5eDFiDUZEZ9NZS3i37MIO6y2kb65DTHY9QpbX4NfROTDwVaqPyMNL0cuxjRksJTcyjw4OWkSHlODtmPUYPXE2xmVm4ZCtU/FZyDtnRPB83p0n1NVQf6ENr05fCP34+ZiwuhKXOXeeRvwodR10X1Ce8Uspw2oMiSqAHzPrf+cW4xgdLFfGeMqh52vWELmdcjD75N9po2nIqAp408H/k1GAo33/UO+HYAaDzxcZSCxuVnLsar2ON5nB71LGXRbtwTe3eh8r0kIMn7qIFc+ibPf17rPw43f+MAbyml3fKplbH3yP/ObLeDt0IaovtOMGZWllAixs+BbGKXx9R/EhxYewVzQTgFepL/2k/Zt0PefEX0zEsCoMm5rLDGaJls8kcXDoylo+7/n9OZ1pHk0H06ny4PLmIe/Y7ep1bYxhlkdswbhVtTj3ECp6U6oO8xNkBd6IyUXdhR71mbSzvQ+/46fN/2bk4uDNfyhlsnaf5MtxMybl1WPVhVv4hJ9lb8SvQ3PPQxzuuo20nEqELy5A6JJSTFi6Fe9lbEYAX73vsIzvvaE9stKrWjAsbBEWH25H8aU7fIRl4TeR81DNO14eTzM27VVGnFnaomQ7c/cB4gsaEZy3Fx/MLuS+G+ruLmaV+duKMnyyshILDncjqOgSP5PW44uV9TjJ7L3CPeEb9zCYN8F3ZhODexf0UTtoTDEgHRy+AR8sqcSp77T/FhCZvx3GiXMwp+GoclILs/a3yfkYGrwM8+tOqf8+UHmtmzZZibHz83Ho7vdovvkAv5tXBOP0zTDy2zlk9TZ1VSl6eTv4ZbKQTj2p9L5IW3+ykI9ZPvR8Y2vhGlcLz9g6yrYNPjO307F0LvveM8VfzGI6eMjUHN7BR+lgZvC59h5MXc4oDMrjy5ktN+vitsOHTvUlAZ/YHSTQwH4V/PmtmLjjAuqpRCM/KZYc68SrmRXQTcvCtLz9aOy4j8abD5G28wq/ZXMxmUYrP9uB/Xe/Q+31u9hw7T5m1JzGqPg8vmxXoPFyl3pASRBINshddIVGrqFBPuRLOzSvhZ9J97CLj581p7vxduZmhJYeREXXQ6zlnb7saCtKO+4go+kiXksph35GPt6bV4rckzYcvvsQtbYHyNzOayO6AJ/P3YqCE1Y0P/gnqvvuYaPlJlKbzrP01bBEb0Rs7Xk09D5AA/XK2GPF8BReSQxqr1g6OWYndDHboWMWG6KLEFF3AQ20we7rDzCv6TJ+wzK/7IgNuzhX3fEAU4tPwj88l9/hGzCn8QzKbPeQdboN+We7sOHbG/jb6ib11WKkXU3hZXg3tQQlzPZy6228l16uvtk/WVyD3bf+gazDNoyKKyNv3rOxDXBN5CM4jldoLK/SmEZ40U+eTEJZ86KTPUMr+K2djWV8ZFlv3pL/VNmFYPmvT0H5/Dyq5qF6GBNYmuJ3wxDTDN3MXfCOY8mOr4E5fisdWo03Zm/F67NK8Vom631yJfyiSjBkZgnGpFbgrcytXK/D8Ph6mGYU4aXEIvx+YSX+SIFHp22FMaoYhhkF+H1mIZraurG/vZPlfD/m8PW7tu4ILvJTSkpdJsevJxbinVlVeHd2OcaQlzmpHObEctIpx/sLq/CXxbV4c1YZ+RdRTt4/wjNW5CjG+/MqeLYSI2PLMSSyAgERJXg5oQTv8TPvD99U4td0SiArkpl37LCYaozJqMRbsyuoVyVGz6pFYCK/KWlIHY2op5P1cZqTTbE11Hsb+VbhLe4VvJJUSr0rObeVbTXXGzAkdivMpD8kaiPezCjCn5j1v19QQXuUsfTzc2vmThhim+HHZApIIN/Z1eRdjcBo2jK6HCNiSvDWnFq8nFoNP2auLn4HPOMb4Z7A6hrXpGTRi5Nlnv7yStjBasu1UL5FgtZhBatre08PH1ntvQhiBnsG58KFH8s+sbxvk3bCJ7GZjt2joteHBH0T+VBIEIXld1giIKOZWe1HI5gSt1NYrkVJhFcq6DjvTYPr4uW+KKNjyznPT4qYBr4AyxBVe07di4tqd2LYhDQEjp+Nl79MRunB87BwPqLkBA1RTD41MNEB3uTrldQIHWXTx9TCEFHKK0OMVUXjU7m43fCRoEzYSScwSEWWGN6l8Q3QU3lfwieOATyzlHKyPM6sgIHGNcTvpfw74RfD8cytnKN+1MtI2Y3xvJ5id8KXzvUlbV1CMwzc6z1T3iZCS3gw8OKrVKuP1c76kq+BNvElbwNLqmEmdWcSKB5xLK2k5xW/h05phg/l1SVQL+qkZ4n15/qQxB10Ouc49uU16RtPngl74Jm4Gx4Ju+ARv4v6MOiUXk3wTmqCT3ITs5gPvrASBISs5R18CBZ+utLBfQhaxs8CpvXg0BIakqU5QQhRgCTeRUk0WuJeOmovncwHRxKNkrwLfil8TFE4YeBLBvokPrgYBCYyNXCfMPROpVB2GsZ4CRAqw1ZHQ3yQ1YyGvn+yJN5D2raTmFl1HAubz2Fb7/dYeqSVWcDrgneNjrz1wkMUSCa/JN6JpKmnjAYGoUBHWXWJwod9wpC4D8akfWrNN5l6JO+GO2XyJg0doafj/CiTL8940sg6oSe6MRN01ENHPnry0Qlt0vGlDL6yT1ru9U6kgbnuI0bmOQN1Vq0EH23jS9rewlclCjOVjjGRlp+SlXO0l1eyyKOtiwOVTpTHwLM6OlFag8ggtKirN/XySd7LM3vhqWiL/Bp0Sp4mXim1cAnlo5GfqQsrDqJN/rHhPL+/QvnK9J6yBq5hpaquG6iMEPROoWNpHAP7+gQSF4FTKBDnfAhRVFpRROZkrwgnQokAHkktdPIRGpF06AQVEGLIpAaWnVKW7jqE81GUuOMUYnhXRfIl/Nk6+TloAYwsrTpRnmf1oggVEMP70oBeHHsl7YVPaotSWsc5vThORTKjncHnS976hBYaT3OIt5KZ8qos55k4MTaNJgZMpq6EBLRqaUBlTBUg+0ibTuZeCXwd13xTNChHy5wEl731FUeI7QivlF0McAY1A8NAWfQJpMV5HZ3rm8oMT2GyMCkMlEkqppeSQZNVyZC6j/aWIOR+0lK8hTb9Ik72Jj89zxnIW5LHl9XRedom+AUtw8LyA2jruYsBbXylzi4isQlLIf94reNT218iURlVsna3Fl2MZC8RXownjpQIZutLZj4S5cktKtq1KBRI5O/n+iGiBcYUCpHSBL9UoccIZfTrWF79ZvA7lA8X/zg+kiLLWKa2MtJZVlkp9FTCQLpGOssQ38Ks288xZSKUc5WDGXzCj8aWiDewavimiYMlgw9yjk6m3HJGnKUTGjKfeIDnOEcD+ogO4kShK85LpRNSGVhcN3DewFbpxQDRkb5meJ5V/DXdhZ8P93nLOGU/bbWPwc0xoQUhHcw5oamjDXW0hySEkbJJtdEnHSAd2ov6+IqNaTNlV/IxUh693SdSTYWO0JRAkipjjG/mNcEzkQ2QX9+YJizEsvIW2Lr5mdRx4y4K9l5C4JQlcJ28Dh7hRSwn22hMIag5SpUpMvcRpmIoVTqkbNLBynBUUClAR3BspCB+NLqRyuloBH0aSyYNZ6SBhJ4hmQZOPsTxfpiosJlZ5CdnODamHKCT9jMQeDdSMZMER9Ihrh+jckfJ4yANc4B09yvoSd+PBtUggUT6dIBe1rhPySaOULKLAelYBp1O+tyrOZNn5Cz3GdPoVM4ZyN9P5FA0qRON7kfn6tO5P53BLDzSyCNNZNGco0ulbNLnOeHnS70FKlh4XpOL9lByE5RZ6crWSL2MdLLwFQfrOKejLaSVOSOD3cTgMTNA/RJJg/TFtr50sJl292cyeYTVwHVCDl6c8g227DqFzu5eDGi33cLh1rt4n9+czhO+waCQfJax7TCnH6BCB2BOI2NChNdzTp9BJ6aLchRahJdsoUE0obSIF2MYU1k20xml6XQyoXcYUZxLh+nYioNEQTMVMZOXH3kY0w7BQH4mCu9PB0hr5Lxf6jG2x0jnMNe1PUYa10CZDNLaYRQ6ElBpIifpc07JLeAZcYrBAeqipy4GOkw5k7zkrOO80HpMm/vVXq4JOFZ7hKesK10crR1qD+lyn0no2s89pqnRlcAy0ZESzH4SYJRH1vTUU59Oe1EPo5znuom2MpGPBIeOdCXQ/KmbZLFzUAlc/7YM/xOzBkfbemHrlL9NsnSj9dZDLKjcD7cv0tUPxwaG8eWbfJjMDilHmzNozFnMuEwynk2lMtmfdZigwWbRSJmMbEIMZszgGqGMl8kotcOQQSEorCn9EJXlHnEM9/iRdgDv6QBxqhia8yb2zVTQTKVMGTTKLBpWeGfyDHkKXzknkL7MPeIziwbNYNCQtpl9kd1EeRRfQtFX6wTXTZRL0XkKBtE3g8GUcZQ4wjH7nJO9ckYDzyudHBAej8dmjs3phxVMpKXkUPahLUhHk5/OmyUyCKg/7Slj0Un4PYZDNo2H9HXkbxDb8F0k/1zoMjEXXp/NwdziZlzuuY1r7Vd5B8tfpXV342TnHXw+ewMGfbIATlNK+E3cyMxqUX+/Y8pgeZpNQWhgcbRf5nHOnaQwzCqOjTSsrJtoBHPGCeIU57iWeYRgoGRSGZ412WG2t9ocFec5EwPHbw7LNGHKZHkkTaPw5LyBrX7OYehnH+E8FZT9hJ8YSxSfzdaO/usajiqYKavANOuIfd6xT9b7z2nwE7m5Jrr6KV2OKn38uFfNqzXRTeCY77dGmDLIM4PnZx2nnCd5/gTR3y5MEjse0XpE+zEdsbOJZ01KFpGV9qae5rm8snhtuM5g5gZlw23sPHyclqv9ndKNXly1tWHA1Y42tFqvobOnD9uOXsPbYcvg8sVi9Vtdz9ByBPDeDGSUmAQ0oP/swwiYcwwBZOhP5v4Uyn82s5AIJPMhs04QJxFApQKoYKCAivvTgLLPn84yzxHQkHMo7Gwago4zyXjufrUuNE2zGUTkY56j0fanYfxJM5B0BP5UUGCmTGaeF/gLKIPgiTkiQOSWeQkA9tWa7HW0CiKj6Cg0HXtER0LREb4yR1kEMlbgfgax0DaThgJ1DqR9hojuPCu6mOYw0KivwCGXA2IPs1qnzoTMBZBuAGkGkFcAnRsgZ5kU/plapTOy0rmGV2HQxPVw+fsCjAqZj8oTrei8/QDXLDbtrwuvdshfF8rflFrR3n0bRXvOYEzIPLh8nAaPcfx0mrwJbuGV/DjfzkfATj6EdvIe2M3sZqbR+Sa+is1pe+DPSArgfRBIDJG/ROTFH0AE8kEgrT9hlocKn/tyP8ujS93Jcu/I3W2/o03q4cUMSqLj+RiSM4F8zAXwcabo8bFhFr7Cn7z9SMfEl6c81hT4yDNxj3oH2PkpOVnGTKQj5+SMfMebydfMvvAwqTFb0Ydw0PZTjxtC+Chaojf3qTk73UeQsR1c91fYRbry3w00KLlJQ/56xMxXsJm0zBz7iU3IU5NZk8Ofc/48o/Yq8JMqaRt84xrgOr2a12kxXMbRuZ/Nw8vTFiG35QIs935AG50rfw5slb8ubKNzrSzTVvnTUVs3Lnf0oeLAeXyUsAI+Hyfy0v4GgydkY/Ak+S3uBpaCTYT2m11n9Rte+T0zxwqF2m97ice//X0MZ/nzFwd4XlrHb44HB8mP1R3zsreQfbacd54i0Hhqv6XWoP1OWaMr+x9Do/Po98yKj/x2Wvry+2kNGl35nbK2Lr9Z7t9qv7t+CuqMnU+/ecdvnp/ua/Rk7jEenRNaj8ZP9wV2Wzjkk9+KB+Vh0PgNcPpqPVzHLoTHh3H4U8wSbD12Ge3//BFXu/imamtDexsz2dLKRxYHba1tsMhdbLWxbnfBdvMBjly7idTsOrzFyPD7ch48xn4N57Hz4fQp7+hP6fTPlmj4fCkGf8GWcBpLSJ/twM8XP4mxT40f4ZufYNBYtp8twgtE/1atCx1FfwkG2TGQMgz6fNkjyFhoD+LepzFQaD/F74Un2sXk11++J+HgqfHtN0+ZBP+q3x+OecdZbbyY9lukMFiBNpa1TxcrO4v+g8cuYMIt4ENqHsxfzMEbQfOQkleLk6y8HQ++w5XOLlxRfw4sCdtGB/MOtrI0W5nS1nab9n8DIH8nbGvX/pi45yF2nenE8qqDmL6iHJ+n5+Dj5Bx8lJSLj5LziHx8mJKLD+z4MJngmuAD9n82+tH4f4Fy/BR5hKz9DDyL5n+LR3TI99F8/34/PIPnh7Srhmw7pC+2FDvnaXMp6/F5Rg4il5dhRXkLdpxm1b39HTr67vK+pf/oUHk0W+hg9f/aIH8frJwrf+HPgfyxktzHNqa2jZtttk5Yu/twtec+zl+/h2+tN3GqtRcnWm/iZNttnLDcwXHLbeIWcZPow/HWPpwkTrXeJqT9d7htp/NTHG8jradwoo38+X13qq3n34Mynmq91Y/Pkzx/AkX3GXR+NkSm/wY/pSE2deAY5VGgvAKx6zGxO/edbr+Fi9106I17aOu6pZLRYrkGS9sVtPOxbLNZ0N7OBJX/GwdrB/4PxBdlcRI87VsAAAAASUVORK5CYII=)
| Creative Teaching of Social Science 26th and 27th July 2023 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)
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Creative Teaching of Science 1st and 2nd August 2023 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)
| Creative Teaching of English 3rd and 4th August 2023 ![](data:image/png;base64,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)
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Programme Fee: Rs. 1000/- per subject per participant which includes hand-outs, lunch and High Tea.
Venue: Seshadripuram Educational Trust , # 27, Nagappa Street, Seshadripuram,
Bengaluru-560020
Session Duration: 10:00 am to 4:00 pm
Point of Contact: Mr. Sandeep, +91 7892417316, sandeep.gn@actedu.in