A Digital Learning Framework for Post Primary Schools was rolled out to all schools in September 2018.
This new framework "provides a common reference with descriptors of digital competence for teachers and school leaders promoting innovative pedagogical approaches which embed the use of digital technologies."
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)
In practice the framework in this school will support high quality education mediated by digital technologies promoting active learner participation and engagement in a wide range of learning activities.
In Mount St. Michael to embed ditigal technologies in teaching and learning we have two fully equipped computer laboratories, a mobile bank of ipads and students are allowed to use personal peripheral devices under the supervision of a teacher.
![Mt St 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8lXO5a1CsqGt35UZHw4IAQ2Nv21lAjBeeisMoPVeXZhBU55KMetLrPc1pZyWU98ikS/KciE45IpXGjJ2gAcYGBV8gYWUQnbSQbClSLk6uO2U4BHNeUXGSsjgDnNIo7u1ny8cpFK2EgtE7cGk7o2svZFNJd3T1b5Mhaf1gOe1LjMc85IdV37UyxZCABtVgjvXsqddkJUVdu1AvhBdZRDXUE7zZgaON3BGaUWOatWVhRwQRTDdXFhAIH9GvtmlrUoN57A1W7HBhVjX05OXh5Ur/GAj85HxDh/ZXU62hJiJyn0FcrvDqrd18ij1Dy//AK11QtpAiJUs4AAOafn/ADAP9o+izmd1H91CessK5RLTC1Lpu3PybrAeKEpYlpZW4ypJKkbVgocyUp+VRTjkhST3bWtb3mNZ7fcJGn0h+c0kmJIkpZfSsjOz1QSOf6Q7cZqV6p1PZJDa7Kl3c6hafMO39X6j3xn0qK6wsel722mwz4jVzhOhDex8JWMAZBI7gjHf0OKV5x4JAT0TTR282Etadx2Wydam9WNYuFjejHGcqcbVz9ClR/bigh1o6Xw5a2NOQY7SESEF1SlNJ/o57njA59/oBirEaW0ZZdJWtES1W9qG2MkBsHkZ9SeTTbqONFl3CEwpDS5UyQ3HaSpOc7jzwOcAZJ+gJ9KFitjuKMbozIY2RlSdlXDp74fNEQ7Tp+8agceS2Lm1InTJbQZZkYSvbHLSh8qMpbKSFc85zmi30jjyLH1y1pa2VoECTN+J8toAqcW835oUQgEIbCccrOVKUCOTiiL1Zh2jSPh71Wm9JZcAtzjQUUDBkuEJaUkH1DikKHqCAfSgn0E1JdY1tTdmpyUN3daClW8gpLbe1RI2bT2T+udw442kEvsjGfBHEXu4nOO/p3WYM8WRK/lN4QBQ+lq1qmGyOE1oU0gDHIprgaimLSjz2W5KMZU40rav/g7K9yQR9E+lLjdIzqA40StJ7EVGeRmOOKQ0FRHG+Q00WvDjRSfle/GqU+NXTD9ovzWqGGAtiU0EPLSOyx2z+2rmSLq0ns2aB/ikRAuPTi4vymh8qPlBHr6YpVPnQPoMdZtMIcSRvEXihS503XV9zh2eQiMVBTisgD7Khd2euDWmYc6Qslcha1Hntg1PHdPypKZHnsbcpykf6KaZNSQENaPiNSEgFpawnPsa0OFLAxzWsAsuF/ApdK15G/khVartJi3UzEk8g7vspTP1F5zwIzjCc0422yMSErCEFbjp2ICBk1P9PeEfqzqq2SNRIsvwcBlBdBdUNxSOe1aaTJxGPL5TVJWIcgN4Y9yShzHvS7hLW6M+U0jcr7qyiEx00jWdD1rakNuLeaGV+oz3H41lLvvLCJ2NDsi2wTge11TZDlsoIZcudvQRgKQ5KQhQ/wCIgftqSQ1wlpSoXmy4x/SusZP710K7xGCLq6UDIIQofXKRn9ua2xWt3PYVOXT4ZGh1nddOrzxvLKGx9f1RcbZbWtJTd7KR64u8U/8A6U8JiuOM/wAnkQHVY7NzWVfuUaDTbRyPSlbSCCAE5x3oCTSo3V7RVzdemHVo+aLDFh1Ate5m1Snc/wCqbK8/8Oac4umdWF0H+Dl1x9Ibh/uoQJaQCcoTx6EUpS0yTw0k/XGRQ79LY7+r5furG6/IOrB8UTLoxNiPGHc4b8Z1tOS262UKAPI4PPatNnLbK/MUc8EAUltLypOl7epxRIjrfipyewCg5j/5afNKaVvWqbxHsunra7NmyThtlsZz7knsEgcknAA5NJZ4hCXRWtHi5AyImznawpD4S9InUPWG66suM34CyabQZM2SodyrIQ2D6E4Uc+gSa6C3jUTKFLZZdSqKEICcHcEg+5Hb76AcXp5b+kPThGl7RNQ5PW6uXcpCQdr8pxGFcHBKAkJQBxwnPcmt3TnXjGptHpTLdUmTEUuG40o5KVNqI27hjPABH0UKaObx+2B5D5LO5GQJJCO3ZFOLI6dNXprU/ULWTVns8T5nUFp15yTg/wA2ktpOE5Aye/tychsidSenGutfXlvp3qwxIanx5MCUy3HccRtSS6wh0bi0SSBxxjBSOMwK8xYt1juW6ahJZUk5C1FZB59zgevr2zQjunTyXH/kKG97cdYVEexuUkn0BxlOc44PNfPgjyIeU7Y3dqOLny4M3OZvYojt/wCq1etOsGitBwkRL5qWIqX5alNxmnElxYT3wkHgcjngc+lMvRTqJpm9dTfM1vcHI2oJ8LzdP2xxBDUaOvJBWo9pDyEbwCP5sDBG/Bri0vWU6GbY7Liahetillt55DUyZbnf1CQr5nW17SQdyV4IQpHP6rHE0Jqy7XdN4du06JcGn0yG5a3ll9LqSCHVLUrJXkdypROBk8ACOLpseNLzXvuun6onL1Z+TFy2Nq+qtl4uLyu5RrLoBKy4ZAVcZLA+UFIy2zuIPYq8047koTQ0tl2/gtK+Dg7pDen4rNtb8tWQ5NWlKnEgFakjanZkDbgqIOCk1suPU2yzrg/d9XXm03jWFsiRI6obRLZfcCP4v5Ek7OT5i+QBv4ACkiotMuO34eVOcS+6h9UuQlsFAW+6sqWpIPOApXAOeMDPFWS3kTgn8Lfqf2+qCYeVF6lGrS8+8ISUTry85MeBWvkFtr2Sn7OOc1PLZqBsTG7b+kWnpa0gqCz8qjjsdoOD2559O/aq7/wjVCtf6flKc2SFeTAjoyVOrAypRAVykD6c+nrU70VdLTpmC1c9V6giW6RKT5h+IWQU55x7nHP419I1rmFkgsHsuskIcHNNFEvUGvNO6avUex6oeNtkSk72PNICXk5wShXY4OAR3GR7igx4l+o+jFWdq12yWiW03h18hW4Z9E+3fFSq/al6L9crQ/oPUM8XwsZejSIra23I7qRwpt5PKT+wjggg4qCaT8MlrmRvN1m+4q3tOn4aMpeVLQD8pV7kj99ZqXSRA/hZuHHuN2j3/smo1Ayss7EfAqsVqhai1bb7tc7Fp6VNSs+W2GW+/wBAe1DfUfSPrTqe5t2uVpt2DFb4ShShnH29q6j2i16X0db0WyyWpiOyhOEpSgUwpRarnclypCAVJJxzim2LKdPfxRNBJ6X22QMgGQKcSAPmqF6Z6SXvQSY8uRYw9IZxhK1A4PvRFj3zqRNaXFe1LOiRZaChUdoJCAnHYccVaS/aN09cEKfW2A4fc0NdU2u3WdoJQlKg2CUYoDLkyS4yu3JRUXKoMGwVZ7x0IuLznx1sv6my4SPmVzWUVS+y66XmshOeU54FZXYtWlDaed/cP0XXYrb9lUquzaRIZUTwWu/13GvDTeVDByDzSycU+SwrbnLjie3sE1ob+VYHHb0rftd7AWXzG8M7h6pay0raCB6Z+ylLaCBkcE96c9O6uuOnbdc7XCRGcZuzTbb4eZC+EK3JIzxnPocg+oNSrSl90k/HinUsqJEcS6WJAFnadJjBCdqkkIyXM7gST6J4OSaGe8jsqRuoSDu7cY/bW9sEIwAACe9ervdk3OUlYjRGAhPlj4ZjykrAJO4j35/d7VqbIzjck5471ErthFnpFoTUfUiOjTem4apDzM1b7zgB2MNLQ2C4sjOEgt/eSAOaur07j9KOiFqd0lLekRr3I2ibc3mRvdPcDgnY2OMJB+pJJzVH+mmtNXaW0rqZrRd2NtmSPgy8+kc+SFkH7sqBqTTNMdTdSbXdRdTJ7xcAJS1uAPGPTA7UNFpE2bO6VtcPztMH6qzHxWwEmx8K+qsb1MmWxXxki3awtL0OcQvC3R5iFcHBBPHHrigFozXEbQWtLq1edR29NtllEne0+h0F0AJVx/WSEcYx8ppvh9B4UtQcu13uUw+u93Gf31K7T0M0DEwpVnDyge7qyqnMOguaCHP6pRJqzSbaFKZ/iY6WsqOZjk4pGENsQlYGO2Ccev1qLz/EzaZKXDYtB31/ZlXmE+WkI9e27ipzZunWlreEfC2CE2fQpZTn8cVKm9LQnIimUxU7XUFBTjAIIwauZoMDfxOJVDtXkP4QglrqyxZdxs/UOxeY0zfYqHy42opU29gdlJOQSMeucpJqXaT1lq6D5XnzWLwy2oK8i6s+eDj+vws/eT9lfOmlnj3bRd60DdX0tztMXGRHY3nAwMra/FB2ilNqsy2FJHlkDseKzOQ3ludE7tsncR4gJG991JI8XSmp7leNSiwtWvUqxHfleWUlMlrHlJCCAkhKQByQSCcEkKGNVz0o1JDshlYG1sr2IIIJ+vbj29KZ9Us3m22lV609Jbi3GGgo8xxG5BaURncByQCEq+6t0To31eZdZuep+tVoYiyQlxBgWJbyFpPOd6nUgcHjII9aHga1rdnUPI/QbdFeXkmqsqBzesFps0huTe0qJs0OQAz2SkoSCMA+pAJ++mTQt7h9Rozuudf3gKU8sFthbmENpJ+VtI9h+Joj3vwy9PtY3+3yrzrWSuNHWoyWDDShUsEH5S4hwbQR3wnJBIyO9FrTvh66S2t2FLsemLauHEUlRT5YCm3UcoUlQ59Oc5ol08LGezfEVUGSOO9UpN030xYtOWGPNhxm20Op8xexOC4oZ4P2f/wpZfL3IUlUxbu3/Vo9qQ6n1dBshaYS2PJHylKRwkVFLzqSHMAcivFaVDn6UvNuNlE8QGy2va2fZcW1JWFBXGfamFnV/wALc1MJfB83lJzTRcXGtqnFLH41Erpb3JCviW3/AC3EnKOalyg7dcEpair/AAifeWULk7ifQGo3qJ1qQF5O7AqDRdRXCClQdVlSOCrPeth1MlxwKkEbF8EZqLoTXRTbILu1Gr/MVGkqRGBAHt61lKb45b3GHnWlblnlAHvWUC7Fju3IgTuGwQBY6UdRZLfl/wCDe4H5t2SsccYPr9n4UsR0Y6hEg/4NZp/tB+dX2Y1xZvhU/wCVYXn7snZHJG3H2e9TTSeq9G6qmi1W1CnJSWwpYUyUg+hwSK9wi8L4c2OMiLiLfQjb37LzWXW8vmcMzQHHzC5zM9E9fLxt6cTc/wC9H50uZ6G9QCAFdNpXHu8K6fq04w2r5YCAPrXudaGIcUvIhobOUjJGftoceH9Pcat3xH6Lp1bJ8h8CuZjPQTXjiN56byTtBJ/jR2Heh7qe2RbYGC3EXFdKltOsnnapJwf3V11uF2s1tsU6UiCAWY7ih8vrtNc+7X4WeqvXu0O6+0i7a/g5Fxm4akPqQ5/PK/qlOOPekeuabjaYxj2WLJG5vt6BM9Oy5ctzg4DYdlENJ6OmaRfkR709FlxtS2VxEYxnQshSiwUEj0wXR9hSodwaJOjXXLtpqBMVuW4hPlPAKxhaPlP7RUt094QvFCufak321abuMS1R3I0Zlc4M5SpCUALWhO4gbEnOCfl+ppptWlbx041tqjprqFLaZtukNygGiS2UvICjsJ7p3Z5wPsFAaNO3mll3Y+iI1CI8oOron23R1OALWkAenvUjg24HaQnPPPFILdH5CuVfbUstTSSNyk4ArThJEoh2sKAGNoqQRbQnYSobscivsGOFoT5aOfTNSKDHKgraM7eDVbjamAg9Z+i0HVviKesEi4XWHF1HZfj0N2+Q2z8Q/HUEqQpS0nuhYPylJ4PNT7qB09T091T8DPsziIUtjzmG1uhSgkjBwtJIylQPqfTPemXrRcdR6Gt1m6raLS0i96Vm+ax5yFKbW28ktLSsJUklPzjIBH20wQ+qfi06ky48brv0INkt8GO8+zeYEaUEIOAdrgcccCUEJzuzwQPesZreG1sr5wdyOlivXbzWm0/MuFuOQNj1rf4pRqO2W1mOy5HTIMOe2tCkPpHHoQCOD3PtUa6bazv+kkXHSUhBuUOKf5O06cpzn+b5/VCkFJSTxkEcEjKfUl/DJLan/lSThO7gH3xTp0X6nOab1yhDmp12m3XloxZijGMlsuJBLRU2FJPqpO4ds9vZDFfCdrtMQWmQW6vVEKx9OJ3ULT/8KBpKbpcqUdiblta3f+FOc7SOxGQeKk0eNA0NYhZkzEvPAfMskc07XhEmI67qW9a7j3aPJbAiwmIL0VEXA9N61FeT6n8KDOr9QKlSHCl5XHYZquMyvvmCvS7+aJyRBGQIjxeZqvkteqp8eZ5oDoUD3+lDtd6VbZPw2/8Ai1mvdxue7ePMI3VELpMBXlboyO3uaPji2opc5+9qZTgt5Hn7/kxlIzTC+9KcaUSohCTge5put17kIPkyXCtsjKST2pD+nJVwuRjRm1KSDtwBxVgYR1XS+0sKXHWllSClI9+5pqUpx1fkpO0AHNTiNaHHGAhxPzqHP0pNK01HKVeWsBwfsqPMapBpHRRBqCtp0FUxIQedpNZSC/W9bL6lF/ARzwqsqHJvcLpk7IiWyQwy4l8STs+3tUmtGuZmn5qZ1pWlS0dz7iga3qB7b5YcOw0+W25vNthaHN6VfWiYpJ8feJ5HuJCqdwSinNB96ud02652/Ucpqz3fazJc4SSeCfzoqagQlVsTtIIUtOCK58wZ0nz0ToTxbfZO5JB5yKt30w6iL1vo2OmXxLjL8t0Z7lPrW38N6m/LkEE5tw3B8ws1q+C2FvNiGx6pdrxaYmiL08TjbDc5+6hr4Q+vHSfQvRi16f1NenY1xS8+46j4dSuVuqUOR9CKm/WKX8H0y1BIKsbYbmT9xrlvcJclt+G21LebSIyThCykZP2VHx22R8UDYnAG3HcX2HuRPhONks0geNqC7FRfFH0MyNuqnEE+8J7+5NVc8Q+rtDak6+6d1hom8InRr7b122dhlbe15B3Nk7kjORkfdXOnVeqNZQ78+xadQT2o6UN4QHiRnYCe/wBalPSfV2q1y3ZV2uy5braEXGEl1e5W5lfzfZkEishpuFm40seVLI0t8gCDuPfSd6hJivZJjxtdxDa7FbFdArTaN6s7e5qXQ7IkbSQAkcke9Vii+Ki5mOhVt0k2XCnlT7+AT9ABUX1P4jupFxWV/pGJb0ngIZR+qP8AzGtqchgFhZVsDyd1eiEi3xRudkspHrlY4r3J1louyNqfuV9hMJHJ3uJSPxJrnXI6tamusVDc6/XyY+SoLQzIKGz7YCB7VHUvXa7T2mPh3FPPOIbSZLwHKzhOSSTzQkmewdSAiWYjir6dQus/SrV1in6Htlx/S8u6x3IrbEBtT61LUk7cBAPY4qy/TG4arvXSGxRNV2os3Vy1oiT2Jyd5KwjYonJPCsZ++hL4WOkdq6U6Rji+foN+6ScvvyWm9zic8hO8+w49KL1y6j2eNvEImQlBwV5wjP096weo6994ScMLRTbAPc/stXjaO3CYDKTZo12/9Vebz4PdOQ7w7cb/ANSblFtrq/kY8pCnNxP6ocPBH025+ppFd+mXT/pTeo0zSrdyucso3EzcFKP6w4GD91F/U3Uq3XQMMItrciQwrzGyeQ2ffmgt1I6iIlOuILiQ7j5lHufpSuAZMkpMh9nyRc/2SKECJvtef/26Qay6mPvpzcEAqSOAnsn6UKrxrpoha1IBKvXNMmodQLlOuvrfyn296gV1uqUgkK+Y8gZp5DAAlD5SVIblqp0ElIypfYe1RK5aiaQS4+9hSfr2plnal8lpfl8u4xmh5eps91S1OvK+Y5zmmEcNod8lInWDX8Q3Mw7i5uaJwk5qwFtXpNiys3WI4wgbMqPGSao/BmpZV5hJUQeSTX28dV9QNR/0RAkKKBwMGvn4Dp3cLNl1uSIh7StPrDrlpnSbK1h1DjxGEoSck0Frz1r17qKWt2x251mOvPzkHkUHYUi5uzP0jcYzstZOfnyaJGnep0y1NJae0wpbae2Ed6s+wsxh7I4ivvtJk6mgne36h1ZLwm4MuqKv1iQaynq19X7HIUES7C4yr6t1lDPDwfwKYo/1LbGcWh4tpV8pAqRW6U6hjaFdjxWVlVlSCf7TJeW6QFlJ75FHLw63qYm+SbapW5op8z7+1ZWU10AlupRV5/kUPqYBw335KZ+IK+SR0r1ZGShKQ1CcIUDz2P5VFulfgb6Q6/6Z6a1ld518buFxtrDr3lSgEBRQCcAp45JrKyn38Rf5TscM2sH8ks8KuLea4ddk5WT/AKPLolHvctd9mXq8bXAW0uyPKSlGBhJ2Yz9uank3wodD9MaOukLTWhbXBfVCdaamKY819rKTylajnP31lZXmZyJXCi47eq1To2burc9VRWZpC3RrPITJSl4w0qCVNhTRVhWOcKpI509sbUJFyYU+kvkfIpQXtJ9QVAmsrKb/AGiVzt3FLhG1o2C9OaUadcbSzMU0hPO3yweQO9SC59OIdisUK7qnGQ7KQlaP4rZ5JBzwdxyPtrKyjcdokjkLuwVUziyVgb3KdrB4j9fab1VC0+XhMiTn2IikOLICUrO3I47irn3iUnTunY7kVhKyttONx/VyM1lZWZlx4oKMbavqtDNNJK1peb2QzuOpJkSHLlNpHmqBG4nkcUBdV6jny31JdPKlHJzzWVlG4rRuUrnJUPuUtz5hjgDtmh7qG6SEK+Q4JPfNZWU1iG6DcaTNGfWG1vufxiu/NRG7XeRLkrC0pCU9kjtWVlHQgGyVS87KN3O5Px2yhvjf6+1I7SlYeEsr3Kz2UM1lZTQNDY9u6G6uRU0XdGZS0tSbeyvA79qnYMNtCQiC2OfXmsrKz+SAH7I+I21aX3ITygn9HMgk9wP+VZWVlUK1f//Z)
We also aim to embed digital literacy and technologies in our practice through inclusion of this framework in our School Improvement Plan (SIP)