Assalamu
alikum,
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)
Brrrrr... what a wintry beginning to the week. I want to remind students and parents that we go outside for recess and that appropriate clothing is required. Students need to wear jackets, gloves/mittens, and hats or hoods when going outside. Students without appropriate clothing will stay indoors.
This week in the warmth of the classroom, we will be doing math and science as always.
![](data:image/png;base64,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)
6th graders are focusing on review of multiplication and learning division of fractions. There will be a test on all fraction operations at the beginning of next week. In science we are looking at the factors that affect a population. We will be introducing a long-term team project on ecological systems.
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3C7V5ptQZvucjTocmPmrPw2SX48DwcOAX2i0B1gXy9QU5SaCFJNQ17WuDAqSG4xlbYc+T/xanVyIimL1gQFRvLcsFxnMtl48aNXC41NTU+uYxNNm7cGK1UouoEC7T35s29bneF2z09MdFnvrLF4xFoNLOSkiIiIjIyMng83suNjSut1hG7NNzQ8eH5oWFmNoV602QXryXNZ+DAqSGrXF3peGFTVeJKdcjcRXPDI/l8vkKhePnll3Nzc8eRUfBy8ODB0OhoNooE1eR7btxgp2oDjPSESaX5+fkrVqzg8XhTp079+bx5GUbjiG4BAUUz8h+eB5Zs1ZdgOQf7/tDCT31B9KJ6xgLBf/xiGo/Hy8/PLysrI0mS4sjSpUs3btz48HR27tzJWvGaNWu4Ns7a/sKoBVN/MWkyj4fcRRJBcOs4JSZmBKDffPvtTo+nhKZnLVvmL72ocLsjZLKpCQkTJ07Mzs4uLS0lCGJaWFgw0b+UYQo0RvMZ+OwS7PqtrWi9np8onjJ95jM/mcjj8SQSSXFxMUmSNpuN8i+hoaFe3q2yspJFs3nzZi6ahIQEhCYiIiKGFx7y3E+RJi74pXzpIqTqPAG1v4RVzxc74dhuOLab+UjDfKRJjfVdNbaD4xfordu397rdpQwzKTIycIaBpj3CpNKSkhKCIAiCSE1NHTHbX+1wLNmz56l/e2bCv//77LlzBQKBQqHYvXu3xWIJgA9JZWWlVqtVKBR8Pv8HP/hB9MIF0yb/DKGJCJ2ckRDG0iHXLWfRMB9pEBpWmY807FFy3XKiSIS0MGuJuvhFdfGLr7yUrdFo0L2RyWR/2FEwQ5DgszrpJLnSat17r2vrA+gH165t8XiCX5RR7nKFz5+PgJaXl88Ui72N0W5PIogwqXR+SgqPx1MoFFqttrKyckR8e/bsefHFFxUKBY/HCw0NeXbiT9R5AkTK9cetXoycNRtYRgbl0sCMDAYD+yvs8Kg/eUO/o+kdpb+YPCkycovHc/TeqKA3UDTqsbC42Odkuj+NU6uRkZaXlz/77LP4jh3RSuUskWgRn5+Tk4Pc3+HDhwOwO3z4MEmSFRUVCN/csFkRs38ZOvU5Zb6EqiU9HYehi0pLjGXx0ebSV2SZhSulY2FE04DGSa1WYP/aI5MBjoPBADQNOA44DvdmUF6RZZLrlvtseSut1nSS3H7nzq3bt30AHbx7d/etWyutVlynCxLlaocj22KJLy//4Y9+FBEZKRaLFQoFSZJ1dXUj4isrK8vPz+fxeIsi5+GxPGKd3PxWBVVLQhflOlEnTuQjjqyKhDEsUGp/CcUdPLZYAK0sMxrBbgeXCwhi6JBaDTgOEycCjgP61x5ND33k8YAdhQoJgbAwmDBhaD+GAcMAgMvlMiiXSoXhw6d1t3g8oampWzwe6+XLbEEeAHqcYQgAdJJPfGz7jZDJFqalIfen1+urq6sD4LPZbCRJqlSqzMzMSZMmRUXMlS4REOvkln1ax8eVXGSsVpS8WFHyopu2cXfOCp3KArXvLXoAKEnChAlA04BhEBcHBgOIxUOHECCzGe79BxIAgCAAw0DBWWkdEgIWC0yYAJMng9HIAjWbzbS5dHY8fzgNlHpzzdMb6L6+PmTD7B2QU1Q6SUYrlQsyMxfx+fn5+RUVFV7piz98OTk5PB4PT1gky0wh1sl/t0cTPX8ObavySZBV56fVgoRYg8FgNBolyzPNb1X4BGrenPsAUIYBDIOwMJg8GTBsiA6SsDDg8YAg7gO12yEkBKxWmDjxPlOZDGgaLJYhA6co8HgAQPnKKtpc6tOBojlRrnk+APRv33xDAETIZGwsKrDb+Xx+4PSlrq6OJMni4mKhUDhr1izR4mhFtphYJ6dqSabJwiWlXpUzIk3oopT5EppjSsLYheyheXNCuUC9ZocgLAwwDKxWmDABJkwAdtlISMgDlggADgc8+F2Xy4WqQ5KkTqfTbdOiOLbl1SyLLt+nA93i8YTn5hIAXkt27wM9c2+enfu1MKGQG0wsFgvCJ5FIEhLiRIujlfkSw8ZieXb664VZXi2UVabJIhEJcBxftkysXpUTGKjj40rh4gQUZ3Jzc4z6MvZQVMSsQEBJEtDfHY1GGLaqiaZpiqKsViu6svKVVQiZ5iWcKBKxOZb7E51X8gDHdvt0oKUMg8zWS+4DPcowFW43Gn9mNZ0kJRKJWCyOT0l59qf/W6PMJ7eqqFqSy85N28RJ/MBGx4Zdg8FgfU8fmKmbtlG1JFVLuk7Ucffzwmf4A+p2u9EtNxqNCFnhSqm6+MXCrCUoeTJvzkXIhvMaCnH7S9CZ4tg5eFQol6xPB1rucqG+vNdSvftAv+juHj6rgdwoilELcrK9wi50UYaNxTiOq9XqmIU856fVPgFZ39MnCoU6nU6j0QjiFnlhCl5nh/yCC/Tl3Ex18Yu5qQsRCKuhkNpf4jigGs6LNpeyCTy3/yPNyxYVqde+/4n60JG5wmX6FveOk/8kjkP2eh33u/4y0GlCIcGZ/AgKqJe1opyGq4KEWPR1h8MRoDkjo/MX04PUic885dO+vPo/5s25RJFIJlqAR4Vmra3IWLtVfejIpvoz+hb3oiWZ7MlWQ+Gv/tROHAfiOJTWMdFZSrRNHIeMzDT2NH8ZKAEQguNbPJ7PHvQ894GilB4NPvvU1Q4HuVXlVUnLPq00Iy1tiaggS+wVhcZduUBpc6nVUEgUiZTSODwqdIWiWFSkLnnXqj50ZMfRm/oWN0uHq8KUJPYKBuXSNxx/R/sL3ranl5JoW3/yH0ppHNeB+ut/o4Uzpgf/nnMfaMfVqwTArGXL/AHd4vFkL0t+pMgC66SfPsPWMyNNuK3xir7FrT/5D5/shuv2EyCOncNeQSZagBo4cRzSS8mCt+1oe8fRm8YNWexpP/vZM/NypT7Hz0poOokgtt+5w12bdx/ogMdDoE6k/8G6yGXicQRE26qoWtL6np5YJyfWyWWZKXgsD4/l+Tt/5vM/Y+spWp4ZJEdW3zh5h2t6qeJU9lB0lrLc5kLbm+rPsI6Y+VgzRzGn0FU4NS3E5yAvGrjo9Tcvf/Crrwrs9gD9ToFGQ//Jby7p/LQaRWdyqwox8vKqCBk/IV5UpGajwdZPLulb3GzrExWpgwEqFC/dex52nvKLbzcNe88/sGfH0ZsG5VL2CitKt7GHZsaJ2W357mo2xJu35CWbk5WgVIJyZu7s4aaGlnpw/5T3ANCjDIPGmfwBXWm1crsu5FYVHsvLW69FgNSHjiBFXkzf4hYuk3CJ4LG8Ee0oa6PBJ003beMCTc1cQgFQALbbsP+C90X2dcDn/wAKwHJjaI++FTbVfmLR5bNDUyXvWrlA95yFGhdY+0GQns7+imLZogKmoBzKX4fXC12F83KlxKiA3rp9e/udO+kk6dO8y12umUtFiuz7rd6oL9vWeCUAHfGr5VwoimzxGyfvBgb68q7f+syrmCYLFygPxxFQpPb/hkO9YO4Bcw9YbgD3kO02VF+Dz+5CvkbDtmWrobDcZNl+Aojj8KvP3HErZOz52akL2V8Jj3leCUo96DfBJiUop6aFDE183lvUODszk3iws+Q9fGfv7q5wu32Oj0wVRufSuVFpc9lKOj6uXPv+JwHoFOiN3NSVWCd/8+glst27MbJq7ISMV9f4zBYCAw1GxQoFO4pqUC6tdDis/WDugb1HHMUGAzqn2unUvIRzHShq715awBTMlM1MffNNlKJyc3tvoMhIM4xGdgpT5XSi8ZFoXbQSlHMUc9hukpu2pRQoDvVCFQOG0z4ArTlo49Ixv1VRYTZzzcraDx/eBHMPfHgTGgaAAshRq/0BjZp9P7EXKxSjBcoXpXJDvM3tRvvLjEa91Yq2tRYL6xa4DpSrm2DT6/B6saf4F0nTVpjN3JViPoACwBfd3QRAeG5u+ttvTxHMjdJESSiJhJIUuYuUoEw2J3P7jguiItkSNwzAgW4g22H7CSDb4UA3vLbvILcvQNWSCp0ucLUVOp3PMRSmyYJHhbIJ/BiALl58vy0LE3js/hy1utrpRNv5Gg1tLuU6UATxQ/iQBfoOvFMO5UpQ5tK5/LVrvf4p4nuSztTbG/3aa5HqyGJP8XBr58Zu6RIBe6uHa4XZbNmn5UKRKJUjAh3eHxsXoNwklC9KZfcLpNLDHg/aTs7JZvums6b9xy+lv0w2J69yrxpupGhjWuqcbn+JPVf+2NAQpYlC33kb3t4G27iX4/PnsfXUKPMrHQ5/dSApyqtzxReLA1e72GDwCZT+UxUL1FmzYURL91ILw7BJqLNmA/e+CqRSdjsFj2UdqFgsrqurKysrEwgEU8VTE42Jha5CROBdeBcZ6RzFHK9HefgGqlAoUANXghIlDUpQboft78A7SlCG5cxmQ41ln7bMaPRXjWqnk1gn53KJxwWBa15hNvscjqJqSRYotb9ktEBJimKTUKuhUEWSaP9hj4cFanO7ZaIFrANVqVTcUfOKioqUlJTpoukJZALrCmbKZgYFVCQVoXTByzaRJpAJrBE5P60WSKUkRSFl2w5bRG6aBV2USMgfESg31fUHlI3LQWqF2cxGG4Ny6W67He2voul8jQZtVzocLHTFskVVVVU+Z8O0Wm1KSsr0+Onxe+Lnxsz1QucbaEJmghKUalCrQT0caJYjS1eq4CZDrKpX5aDuIx7LEwn54twXxIkPDJUqssU8HEeq0OmQFhsM7C3J12j8Ac1Nng/3JpS42UIAraJpFUkKpNKo+TPZaCMTLahzudAJWouFvVSZ0Wg1FLr+uNW4IWvG1MksxKamphs3bty4ccPpdDY3N7P79Xq9WCxOTEw0mUzsn8x8A31t7WvccPRr+DUXaLGn+IVliT77M6NStqtK1ZJGfRl7V3xGeaqWXL2cD/cGQwMAJSmq2GDgi8XREb9U5wksunyvSXw8LoI9udhgQDHA5nYLpNJEXmhKSkpFRcXwWZ/m5man03njxo2vv/760qVLDocDTZkkJSVxn5nvG2h9fb3YKmYJ7oJdaGOVe5XIIpqnnPfclJ8/PNBRqRdQNnOkAA57PCRFKXQ6Ho7HhU/TvITb9xb5nMwYCvHJSex3E5YvX/P22/HLlj733HN5eXlovodhGBbZcGlqampvbz979uyKFSuGv37AN9DBwcHlucsz7BmIo4SSzC6cPSlsUkpKSllZmcViyc/PDzBK8ijUsk/LAiXXLddbrXqrNV+j4QkX41GhRJHI3/SGl7r+uFWiVFbRtEKnmxcT/fzzzxcVFQ2nRtP09evXucbISlVVVUpKir83OfhdfXf16tVXX311ypQpERERxcXFXitn9Hr98MHmR6rmtyq4QKXCcINyqc8JjwDqOKCSJob/21M/joiI2LZtG6qLw+Fob2/3aYxeZKurq5OTkwO/FMMH0Pr6+tDQ0JkzZ2q1Wn/rZ2w2m3SJ4HEaKRfoaJXaX6KUxi2aHyaXy4fH7paWlosXL7rd7uvXr6PJ0eFSVVUll8tJkhzxAXK+LRQ9E1Amk/nz0BRFabVauVzO4/FSBbHSJQJdqcJu3u1vnm5cgGoVqaPiaDUUKpYtWhgZrlKpuGtbuJGaKydPnmQYxu12X7ly5eTJkyzK5OTkYFAGAsrKwMBAY2OjSqUSCARlZWX+Vix5rVVKS4xTZIt1pYrhyx0eBii5bvmIED1f7LRsz5elLuBHL0TufnhpXS7XjRs32tvbm5qafFbn9OnT169fP3/+/KhQBgWUFfQY1A0bNsTGxqpUqhHXcrKIc3Jy+DHRS/F4tCTCa05/vIC6P9GZt+RJheECgcBfk+IKyoFu3rzpcrmGN3OLxSIWi0eLcnRAudLa2qrVagUCQXFxceBlYlzhrnkSLo5fiserV+UY9WXsasXAqitVDAeKkvDMxeEpKSn+PP7FixcZhvGXAzkcjq6uLvRaAofDgVBqtdoxv9zqoR7i0tHRsWvXruTk5Pz8fJ8dtcDCrouSSCSpuFC0OFpXqmBXNAYAynysIdctT46eIxaL9Xr9iD+EmjDq6ueEbAwAAAItSURBVPhr5p9++unevXsfBuU4AGWlp6eHJMm0tLScnJzAa/OCQSyXy8VisTQjTZzI15UqLPu09J+qdKWKspVCg3JpUvRciUTi71daWlr8UWtqanI6nV9//fX169dPnz7N7n94q+TKOD/7zuVymUymjIyMIG1nREHL0+Ry+fz580Ui0YjtoLm5mc2B2EjtJSdPnrxy5Yrb7XY4HDk5OSqVahzfXveoHmrd19dXX1+flZUVwLuNiwTIgVBC7tNg6+rqcnJy1qxZM+6PbX7kj11HKe2aNWuCjL+jlatXr6IcyOdRtplfvXoVxaVHhxLJ43uOPUppN2zYIBQKA6S0YxC2mTMM09LS4vMch8Nx4cKF0tLSR4cSyRN4MQBKabVabXx8fDApLVecTidra8OFpmk0cHn27FnufpvNlpOTI5PJHsNz2Z/wG7/Q233Qnx+CTGlPnTqFujpe1FhpaWnp6urq7++/dOnSJ598olAoCgoKHttrLL4Tr1ADgI6ODpIkhUJhTk5OMCktouZ2u/0lSTab7c033ywsLHzMbwT5rgBlpaenx2Qy4TgeINnkSnt7+9dff33lyhXWD9hstsdslVz5zgFlxeVy1dfXp6enB5PSIj9w6dKl4uLi9PT04U9ufmzy3QXKSl9fHzuW6C+lPXz4sEqlSk9P9/lWlscp3wOgrPT397NjiWxKi1BmZGQ8cZRIvk9AWRkYGEBjiVFRUd8dlEi+l0C/y/I/QMdZ/j/PML1xm2XUyQAAAABJRU5ErkJggg==)
7th graders will transition from similar figures to scale this week and will be creating scale maps of their rooms and using scale to interpret real distances represented on maps. In science, they will be researching and preparing for a debate on the FCC's control of radio and microwave frequencies. This is an interdisciplinary unit with a summative persuasive/argument essay written and assessed in both ELA and Science.
![](data:image/png;base64,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)
8th graders have a test Thursday on Linear Equations and Bi-variate Data.
In science, we are learning about the life cycle of stars and will
continue research on the stars of their chosen constellation.
Stay warm,
Sister Patti Picard
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