tag:blogger.com,1999:blog-87763381010083022732024-02-07T01:42:38.978-08:00Η "Πρώτη" Διαδικτυακή Τάξη Unknownnoreply@blogger.comBlogger148125tag:blogger.com,1999:blog-8776338101008302273.post-22642714700079769342015-09-11T05:18:00.001-07:002015-09-11T05:18:30.642-07:00Πάμε στη Β΄τάξη !!!!!!!!!!!<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: blue;"> <span style="font-size: large;">Στη Β΄ τάξη θα τα λέμε διαδικτυακά από <a href="http://bdiadiktyaki.blogspot.gr/search?updated-max=2015-09-11T09:24:00-07:00&max-results=7" target="_blank">εδώ</a></span></span></div>
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<a href="http://bdiadiktyaki.blogspot.gr/search?updated-max=2015-09-11T09:24:00-07:00&max-results=7" target="_blank"><img alt="Η "Δεύτερη" διαδικτυακή τάξη" border="0" height="180" id="Header1_headerimg" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh588coKQfknuKv8CRoOaVxUxZFdbLtuznwHat-2ugWVSTfnwLtWZam4PLZm5teIhMr42YMcajBEZNRWG5KoC2KYy_bq-jHYkI1Wmqk_D7ZFPB_kNZIcNVaUeNXFDXfJ-QGyxGYmJml21w/s640/%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1%25CE%25B3%25CF%2581%25CE%25B1%25CF%2586%25CE%25AE5.JPG" style="display: block;" width="640" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-88617023832125162012015-06-15T05:28:00.007-07:002015-06-15T06:55:51.210-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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DpDpYwO1MgHv1WOrjz0ZcWy4VA0NiJl0xHZMwNvh2Qf2p3MB1A7wu3xF8MhvfoAUuVHMLxmJIqGx1Iyg24AyJHBG8JiBUaHCRvG5U4vBgsdAaDlMGOG/uHgg/IFYtcWGRewJmCADcxuIvonHVhkk3aYpVOLaXJ0neUxneVWXRM2jW6pfjmCJdc6DaV2uSXbIKLZpLuJTOcd5VDMaHGAdpGmkGLq4uvHEiwvZZU4vlBpYsx3qQeotbeCUiyFpNMTVE6dS401HtXh/J/nP7G+169upsEi20e1eI8n+c/sb7Xqef8bHHs9J5m/sHfSMT9s5GqlSBKB80D+ru+kYn7ZyLYgZmwPHcdirJiijVh6kq97ggOGx2XqmxGoUeUOUjlNwEtSoaTsL1qlhBQp/KMuyzb2oNguVHOcRcjKetoAdFDPedeCi5/RZQp8nZcmVofGxw9Y0UOUeTqYrsrFutnQXBpJ2uaDlPaQhvJ1bMINvu4rocPWFRuR+vt4ha90aMP8Ai7OV5Z5svGc4d9w7M1j48wiYbUF9bX36rn8BWxDwCaFRl9H5QDNpLXXERM8V6PWaWNOYggCGuvIm0FDB0b+rbiJvwU5RT7NxyNI5f5cOjq5eLhmt3X+5UNfD779JJjx4e3gurxPJAc0wbwYJFpi0hcryhyXWoySC9pJMtaTljeBeFiWNx6K48qb5DmAqeB8TunjZneCitOIkfGgXM8i4fEOIOQhogy7qyNRAN/8AKO4UuP7hA3usNd2q1F26Qm/ls5fnHzcL6pq0mznYM7Nhc0kZp2GMt+HErLyTWxWEaWPwtR7AZEMlzQdcpEyD390rvm0YGvbsVmHOz44e1WUaISyWA+Sus0VorsmZphrmuO4QbDbtP4b8GKpqMIBp0mCp8k4kue6q8O6TOTs6wA/5zfREnuEX7psqqjdvftjUTfvW2SsHY/DUwSTmkkmBBN7rKG0nRA01BM+PtRN+GLxLiIiwO2dpVOK5GpOAlkHe3qu4QW3CnKLfRSMkuzdyW8OJYQIINr6H1eCzVuTocWg2/wAW4JsJgzTIio8wbZspNosSBJ12re10mds3sdfuRGPFMJS5tAp3JE6u+O3wTHks6B4nbIkfF0V12fHaq6lr32X3WWtCEps5HE8gYprjkZh6gJlpccrmgRDQC2N4292i38kNq03EVGPAvG1rWyS0ZtHbBw4o8ypBOlrEjfskbNi0tYHaW3QoeNG7iU33VMH4jFPayWMLjewkjSbobU5dqB0FkaEAtuW6umdCNyNYguZ1hcKk4ptRsPAJg2cPVdE4SfUqCMl9Aqty47LbLdsHWxMzobRb+iwcmuLRJaGwRwHdtA0udbKPLVemQ1jAWmTN7BupgO2yPiVVhajhS0kNtvOUuFoBvEHXv0XFNvVTd0dKS08BSpXe8kOdOXUWiP4e0GdqfCmk45c3VvF41dfrHeVmJY5j21LtdJzNkO1A6rhfUEz3LVh+b9FkEPqkAWl9t52SqYY63zyZk1Ejyxyq2jNOMpDpzaTO0nsIWXypZTc1z3NiIgEGNxRerhKZMvZm0uZMgCPu0WGtzawZknDUTb+EzOz44rrcH8Eozj8hTC44VQKgeMpEtIIIKuo4o7VmwOFp02CmxjWtGjRpGvdv71raAAY7DvWduV2ha4mrDV2kt2XHtXiPJ/nP7G+169loNAIjeF41yd5z+xvtet5b23ZLjVwd3zZqO6FwBH+oxH2zkUfJtJlDeazJo1PpGJ7f2x/BF2CCbEj7yeOzarSXJlPgH1sK03yjvF5i2z4lYcVS7uMT4CF0LYdGsa3F+/v2pNoSIvrt4bZ2LLjZpSOWfVDRAa87bN14lxgIc3E4o+bSaO0l1r3kROi7Lomk6dxBkHQzvHneCqfT6ptEGLESQIIICxoN62BMDWxEAmhN46j23P8A0uiPFHmYioIDmhpBsc152RG1SpPaWSY3kgXvsI2qhuIzTlMu1uNPiCk9MVbYanLgINxj3D5R0gHq2jYZmNq5R2Ld+kFzQcn7xnLHEF0Tt8US5QxYbMkNaAIM6bXWJ00XM/8AFGvrtY12pM5ZkDV3CI2Eb9ZXLmzKSpIrihT5O3wePdlgmQf3tm2dvZ2ErfhWFxzF2+ezgNoghDcLg5YSSAA0knY2CXTwv4wgTOcjRGYubJBOZrweMGI2HhcqKnNr5o04q+Dti20NsI1OsDX1Kl1YMBFoAEfcDPeh/J/LraogubJMbPEjt2LTlaC0ak6HUbYgeK7sU4vhHPOLXZKlUdU0ECSJOpjcNy00aGXjppvEfuyrmUwInUi8xc29k+xVPP8AS2kaE32WVyZsaJF4j4lC8bVhwaJFzPEDRXOqOBgGZ2bDe8DsUGnMR3zsMjZ2z9ybEjUHkiCIEWd+ITdE65BkST3T7dbqxhsD227LKVIZZtAkxGkb+EoFZQG7LGfbN7qT3AXNuP8AlWyN39OPEKDmgC0ew22eCYEMPExOuzaDp4KVcETui+7+iztpZHg/xfu7Ji9+5bcU0lto026JAwa8xJi2YTwEA7uxPQxMaDef8ql1cZgBIBzaRw9WnC6qNCLcZBAg6bwO1BoL0sW2oALS4Wnasr8FIykRudqsmAEy4iL3t7N39UbY4PbIvOnZYhFWK66OXxHNd5dm6Rpm92mQQLECY3WO4FEcByDTbTDXS4gRJcZ7oNkWm9+875P+EwNt8+tYjhgndGnkk+LOcq8gljpp1JEeZVGZs7DIuD3FasFh6rbOgiSbGdTuNxa9kYcyRv2+pUileQf6X2evxRsxT1IN2TVMyGjB0i+YjZO/coVOHq+OEQiOWRHis9cRFtuzW29UozZgZUy8D3gR7FppVQ6etB2G5HZCpxgi8wOyc1rWPxvUW4Z0To3drtGg2JUOwjh2mQDNiL6+v7l4xyb5zuxvtevX6VQh+u6B2Hf8aheQcmm7uxvtep5vYxx9x3/Nj9g+IB6fE8bdM7j2+KMsDnwYtOmkN2g37UF5rUCaTzMfrGJHD9sbLqaYAnQTEibH8VV9mV0VijlAHhw7CovZBB7tvGNCtTj8cdFS8bfw366pADXggTGoAAmIJtcHZ/VQLjF7ySf5Y1ExtSxVB3WmzQWm8kmLESCt2FwrIzTmMRew3wkaMLMPmJJ9dj39q20cBTP7jTEi7d4BOvYNE3ROMyI1gzcwNkbJKJUGACBcjie9OkDZy/OPAiLAaWtv2T3DwQHkHk4Co0m+weINiIvAhei4rCB4vr+H+Vip4JlIWAF78JNiB3qOTFq6NQyaRPDQ3LJhuUuJ/e3A77aoTjaTcwGUOBAOUibTtFo2GeCI46pILIkyJFoM7J+NqHsJjKD1pgEGTrpBB2Jxgoqgu3ZOjhwX6NLh5sgE8SHRrACPUaOUX3j44LNyVhbyYFtPx4zKKuEW4qkUYk/gyuYTBOwyeME39niVVWuJ1nbGwebI7ZVoqCcrTumLHuWHlPEwRTF3anfDb7L7U+BGZxzDq7HQMpOsRM7r+tEKNKNbdsbdJ4qHJOCAGc7dJGkbyt9Rk9k6fehIGyubdm3ZNp9vqVtO83G/wP8ARZarg24mBPEmfG2qelX60nd6r7eCYi9zRu2W77LPUBubm0DLZ0RdbXMnf8XWfE09mwH1aWKBIGfpZJadRc+aZju9Y4Ditx5RYWxN9og6nRBnsBDiQJaTEQCQRxsdt1RVc7KCDodsTroSDqLBZs3QRwIBfNzJ7gJuLdo9aKuw4N5Nr2+PiUN5J1nTdpOyTIRs2E71qKMy7B+IYGi0C0aIdQxhbEHbBgWaWnrXnU+pE6pDiWjXfp3SEJPJlVpkvbEiTtMGRNoOg8EP9DX7OhY4OAvfX/PrTCjB+NJlZ6dQDQeHrJVwq7vjitIyPV4ev4voVmynQDuI0/FaOkDu34soOo3GU23Hjx3oAi4xaO/xAWKrjQ3quI1ETN7x+CJZeGz7v8rDiaAdEGIcZmRruQxoTXNkmT2WI4kHjZWAt0Dhug2uOCyspPE2N9NCOAt33snawakbL2IMSdfUhAyYEEdUm40ImJ3TK8c5O85/Y32vXsGGpAuaZPnNEi15B1HcvIOTvOf2N9r1DP7Gah2d5zUa40qkR+3xMDb+1cCUYLy0tPGCYdIvBJGw6IXzUonoXvGvT4kX39M6CEXGKk3Eff2HZtVX2JFnTuIMaX0vFjqDxUaONdAzNubECxPG+zapU8pOZsT4+rXirXgTpMbDqe1AxqdcS2TAJiDFjGhO/Rb3V2zlbcnw4obULYcCNBv7JidiuGWxEgEACeE/HggRpfhp17gNlt/j6k1V2WwtafCPV+KhTqOEBtxtk9Ybj2aJG82MQBBEj+ljsQAzsabb/uO9SYS49+p9iy1GZjrqJcNDGkmRqe5acOQTY7ib2iAPu9qBmyphQ4QeHt3hD6mEayQBB37Y3DjqizRpGxVYxgLCCJt8exNoymBqtUtIM3/e1nQA9hjgiPJ1Y1Gyb6+GxA2tzOgGLCLDadCOyUewtMtABAHZ8a6rMXZqQ7cMxpJjbm1NiBEqnlCwBB2jZfW0fgtsDxWXHslp7za+wx33TozZVhsQS0B2sTbaJW2m8ARs0WCnYNjT4ud21KrVEAgwL7xIP4IGWY6kHZSwyb6axtt4fBVGBw7wQSNu6C0bAo0TmdxE3juj1+xF6Q2dh8UVbBuiTHW47imf8dydzJ0ss9STxHt4exaMgTGUc5OWYaInu2HbrKy/orgbg2I174MmyJurRDTLbbZIGzKd526rLWBzP3lognTZed02nZKw0bTN+AoljJkTJncDuKJtqTrGye1CcK/q5gDMRIu0jx7R4q1tTedNb7LkW03StLhGWbamGjQa8AsxqdHqZAJHqsCraeLabWJtoVbXpB4uNZ0nht2JiKMoNxrpaxG0/iqwCHETYA77m0EetSfSyHqi0QANnYNosEs4MSfwnju0QA4Nu+e4z6lYzXXd2HgFheDB2dYAxcRBiJ4x6lU7FZTHWcARcDYTs++CgdBbLpb4+5PVGmmxYcPiySIMyNNII1lEWGWgprkyzGKcS3KIvpMA9g7kqDxESRGw3jSyuqiNT4DZ8FUVjbW+ydu3xhAyTB1hDryCJAOp9i8S5O85/Y32vXuVFklp4jdpuleHcnec/sb7XqPqPxmsfuD1Hl/E4UupUmMc3pKlQFwk/KOLiJ6QbTuTjnhjPm6X1T+anSXKvUTasrtoj5W4uZ6KlMROXZ/5Uw53Yz5ulO/Jr/7Ukk9+QaESPO/GfN0vqf3VNvPPGRHR0iOLf7qZJLyJhoRDyvxkz0dPSD1dbf8A6qY5543bTpn+X8KqSSfkTDQh389MYYmlSsZ8z+6pUee2MbpSpanVukmfnd6SSPImGhFvl9jvmqP1T+aoVufONcI6OkOxv91JJHkTFtoy4fnVimaUqU7Jabf+1azz6xvzVLWfNOv/AJUkkeRMe2h/LvG/NUfqn81Qdz4xp/2qX1f7qSSPImLbRDyzxnzdL6p3z87fvVNXnZjHXNOn9X+7dJJHkTHoRop89cY3SlRH8p/NVh5+Y35qj9U/mp0keRMW2hDn9jvmqX1T+al5e435qj9U/mpJI8iYbaMmJ53Yt4g0qYvMht5vf9rxUKPOvGN/dYRuLRHZ+00SSS8iVj0I0DnrjBPyNG9j1P7qoqc7MYYhjAAIsD6yaslJJPyJhtoro85sW3SnT2/u3v8A91bKHPfGt/26Z7W/3UkkLPINCLKnPvGnWlR+p/dWdvPDGAz0dL6p/NSST8iYttE6nPXGEQaVL6u7/uqs878XM9FSvr1TrvjpdUkkvJmPbRKlzxxbYijREadTT/2q7y6xvzVL6p/NSSR5Ew20M7n1jT/tUvqn81RPPjG/NUvqf3UkkeTMW3Emzn3jR/tUvqn81c9yXg6hLyRHmjUXiSTANrnRJJYyZ5SjTHGCTP/Z" 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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="background-color: white; color: blue; font-size: large; font-weight: bold; line-height: 24px; text-indent: -18pt;">Η "Πρώτη" Διαδικτυκή τάξη</span><span style="background-color: white; color: red; font-size: large; font-weight: bold; line-height: 24px; text-indent: -18pt;"> ολοκλήρωσε τον κύκλο της</span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="background-color: white; color: red; font-size: large; font-weight: bold; line-height: 24px; text-indent: -18pt;"> για το σχολικό έτος 2014 - 2015. </span></span><span style="font-size: x-large;"><span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="color: lime;"><span style="font-size: large;"> </span></span></b></span></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: medium;"><span style="line-height: 25.454544067382813px; text-indent: -24px;">Το ιστολόγιό μας</span><span style="line-height: 24px; text-indent: -24px;"> </span><span style="line-height: 24px; text-align: center; text-indent: -24px;">θα παραμείνει ανενεργό </span><span style="line-height: 17.27272605895996px; text-align: start;">καθώς
αναστέλλεται η λειτουργία του. Δεν θα γίνονται νέες αναρτήσεις και
επίσης δεν θα είναι δυνατόν να ελέγχονται οι ήδη υπάρχουσες για την
ασφάλεια, τη λειτουργικότητα και την ανακατεύθυνση των συνδέσμων τους. </span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: medium;"><span style="line-height: 17.27272605895996px; text-align: start;"> Στο εξής λοιπόν οι χρήστες θα είναι αποκλειστικά υπεύθυνοι για την
περιήγησή τους στο ιστολόγιο.</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: medium;"><span style="line-height: 17.27272605895996px; text-align: start;"><br /></span></span></div>
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<span style="font-family: Times, Times New Roman, serif; font-size: medium;"><b><span style="line-height: 24px; text-indent: -24px;">Τ</span><span style="line-height: 24px; text-indent: -24px;">ο υλικό που είναι αναρτημένο είναι ελεύθερο προς χρήση για εκπαιδευτικούς σκοπούς.</span></b></span></div>
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<div style="text-align: center;">
<span style="font-size: x-large;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="color: red;">Κ</span><span style="color: blue;">α</span><span style="color: lime;">λ</span><span style="color: #cc0000;">ό</span><span style="color: blue;"> </span><span style="color: #45818e;">κ</span><span style="color: orange;">α</span><span style="color: blue;">λ</span><span style="color: #6aa84f;">ο</span><span style="color: #e06666;">κ</span><span style="color: #c27ba0;">α</span><span style="color: #6aa84f;">ί</span><span style="color: #cccccc;">ρ</span><span style="color: #6fa8dc;">ι</span><span style="color: blue;"> </span><span style="color: red;">σ</span><span style="color: blue;">ε </span><span style="color: #e69138;">ό</span><span style="color: #674ea7;">λ</span><span style="color: magenta;">ο</span><span style="color: purple;">υ</span><span style="color: red;">ς</span><span style="color: lime;">!!!</span></b></span></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-86994822856017877992015-06-07T01:56:00.000-07:002015-06-07T01:56:02.321-07:00Χαράξεις σχημάτων - Παζλ - Πλακόστρωτο<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<img alt="" class="alignnone size-full wp-image-457" height="383" src="http://www.protaki.gr/wp-content/uploads/2008/08/th_611.gif" title="th_611" width="425" /></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-49819747624178057042015-06-07T01:54:00.000-07:002015-06-07T01:54:14.045-07:00Βάρος - Λειτουργία ζυγαριάς<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1081,3983/" target="_blank"><img alt="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1081,3983/" class="alignnone size-full wp-image-454" height="422" src="http://www.protaki.gr/wp-content/uploads/2008/08/th_60.gif" title="th_60" width="425" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-90799892589389694612015-06-07T01:31:00.005-07:002022-05-18T07:44:42.323-07:00Τα τζιτζίκια - Κοχύλι<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A110/717/4750,21393/" target="_blank"><img align="textTop" alt="Tatzitzikia" border="0" src="http://www.grafoulis.gr/wp/wp-content/uploads/2007/12/tatzitzikia.jpg" /></a></div>
<div style="text-align: center;">
<br /></div><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/Z3i7Fxuazi4" width="320" youtube-src-id="Z3i7Fxuazi4"></iframe></div><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-53959900677993407702015-06-07T01:28:00.000-07:002015-06-07T01:28:22.891-07:00Η μπουρού<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A110/717/4750,21393/" target="_blank"><img align="textTop" alt="Impoyroy" border="0" src="http://www.grafoulis.gr/wp/wp-content/uploads/2007/12/impoyroy.jpg" /></a></div>
<div style="text-align: center;">
<img align="middle" alt="Αποτέλεσμα εικόνας για μπουρου" border="0" class="iuth" height="281" name="imgthumb3" src="data:image/jpeg;base64,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" style="margin: 0px -8px 0px 0px;" title="https://mariahistory.wordpress.com/2012/01/29/%CE%BC%CE%BF%CF%85%CF%83%CE%B9%CE%BA%CE%AC-%CF%8C%CF%81%CE%B3%CE%B1%CE%BD%CE%B1-%CF%83%CF%84%CE%BF-%CE%B2%CF%85%CE%B6%CE%AC%CE%BD%CF%84%CE%B9%CE%BF/%CE%BC%CF%80%CE%BF%CF%85%CF%81%CE%BF%CF%8D/" width="400" /></div>
<div style="text-align: left;">
Η Μπουρού (Charonia tritonis) είναι ένα από τα μεγαλύτερα είδη κοχυλιού
που συναντάμε στις ελληνικές θάλασσες. Το μήκος της φτάνει τα 40εκ. Το
επιστημονικό της όνομα προέρχεται από το Τρίτωνα, γιο του θεού της
θάλασσας, Ποσειδώνα. Ζει σε αμμώδεις και βραχώδεις οικοτόπους, μέχρι και
50 μέτρα βάθος. Τρέφεται με αχιβάδες και αστερίες, που αρχικά παραλύει
με το σάλιο της. Η Μπουρού είναι προστατευόμενο είδος.<span style="font-size: small;"><span style="color: lime;"><strong> </strong></span></span></div>
<div style="text-align: left;">
<span style="font-size: small;"><span style="color: lime;"><strong>Το χρησιμοποιούσαν παλιά οι ναυτικοί για να
στέλνουν ηχητικά σήματα . Αν φυσήξεις μέσα σε αυτό δυνατά, βγαίνει ένας
έντονος ήχος . </strong></span></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-87330569042837068562015-06-05T00:56:00.003-07:002015-06-07T01:17:15.459-07:00Στη σπηλιά<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A110/717/4750,21393/" target="_blank"><img align="textTop" alt="Stispilia" border="0" src="http://www.grafoulis.gr/wp/wp-content/uploads/2007/12/stispilia.jpg" /></a></div>
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<h1 class="resource_title">
Σπήλαια-Μαρία Παπ.</h1>
</div>
<div class="separator" style="clear: both; text-align: center;">
<object classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" codebase="http://fpdownload.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=9,0,28,0" height="370" id="onlinePlayer63643" width="425"><param name="movie" value="//www.slideboom.com/player/player.swf?id_resource=63643" /><param name="allowScriptAccess" value="always" /><param name="quality" value="high" /><param name="bgcolor" value="#ffffff" /><param name="allowFullScreen" value="true" /><param name="flashVars" value="" /><embed src="//www.slideboom.com/player/player.swf?id_resource=63643" width="425" height="370" name="onlinePlayer63643" type="application/x-shockwave-flash" pluginspage="http://www.macromedia.com/go/getflashplayer"allowScriptAccess="always" quality="high" bgcolor="#ffffff" allowFullScreen="true" flashVars="" ></embed></object></div>
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Πηγή: <a href="http://protakiakallikrateias.blogspot.gr/2014/06/blog-post_2.html" target="_blank">2 Δημοτικό σχολείο Καλλικράτειας</a></div>
.</div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-65437941914068684332015-06-03T22:47:00.002-07:002015-06-03T22:49:39.637-07:00Αρχαίοι μύθοι<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A110/717/4750,21393/" target="_blank"><img align="textTop" alt="Ihelona" border="0" src="http://www.grafoulis.gr/wp/wp-content/uploads/2007/12/ihelona1.jpg" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-29310238455177188102015-05-30T13:13:00.000-07:002015-05-30T13:13:12.131-07:00Επαναληπτικό<div dir="ltr" style="text-align: left;" trbidi="on">
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<div style="text-align: center;">
<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1080,3980/" target="_blank"><img alt="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1080,3980/" class="alignnone size-full wp-image-440" height="428" src="http://www.protaki.gr/wp-content/uploads/2008/08/th_571.gif" title="th_571" width="425" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-57971489907757898812015-05-30T13:12:00.000-07:002015-05-30T13:12:06.078-07:00Εισαγωγή στη συμμετρία<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
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<div style="text-align: center;">
<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1080,3979/" target="_blank"><img alt="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1080,3979/" class="alignnone size-full wp-image-435" height="409" src="http://www.protaki.gr/wp-content/uploads/2008/08/th_56.gif" title="th_56" width="425" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-24003884641025038012015-05-30T13:06:00.000-07:002015-05-30T13:08:02.833-07:00Μέτρηση μεγεθών<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1080,3977/" target="_blank"><img alt="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1080,3977/" class="alignnone size-full wp-image-429" src="http://www.protaki.gr/wp-content/uploads/2008/08/th_54.gif" height="334" title="th_54" width="425" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-87383969592617457302015-05-30T13:02:00.001-07:002015-05-30T13:02:51.291-07:00 Η χελώνα Καρέττα Καρέττα<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A110/717/4750,21393/" target="_blank"><img align="textTop" alt="Ihelona" border="0" src="http://www.grafoulis.gr/wp/wp-content/uploads/2007/12/ihelona.jpg" /></a></div>
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<div style="text-align: center;">
Κοντά στην παραλία του Λαγανά στην Ζάκυνθο μια χελώνα Καρέττα Καρέττα
κολυμπά προσπαθώντας να φτάσει στην παραλία για να γεννήσει τα αυγά της.</div>
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<br /><iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/H60FHT-eU6Y" width="420"></iframe>
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Η γέννηση<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/VMpBw-XaEX8" width="420"></iframe>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-30705148146033572332015-05-28T10:42:00.000-07:002015-05-28T10:42:26.973-07:00Πολλαπλασιασμός και διαίρεση<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1081,3982/" target="_blank"><img alt="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1081,3982/" class="alignnone size-full wp-image-451" height="439" src="http://www.protaki.gr/wp-content/uploads/2008/08/th_59.gif" title="th_59" width="425" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-1254605970710755602015-05-28T10:16:00.000-07:002015-05-28T10:21:09.777-07:00Οι αριθμοί μέχρι το 100<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1081,3981/" target="_blank"><img alt="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1081,3981/" class="alignnone size-full wp-image-448" src="http://www.protaki.gr/wp-content/uploads/2008/08/th_581.gif" height="351" title="th_581" width="425" /></a></div>
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<a href="http://ec.europa.eu/economy_finance/netstartsearch/euro/kids/index_en.htm" target="_blank"><img alt="d" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0zrjveoZC_SDwLncGRDQNK977crv646l0LTdWeFIoh8UkIFnm4hSnYFX_Zpbh3u7SoZ4ZbdwROZ-u05PPGdugjTtkJaAcqvKv04V5iQgs5Sztl2Uq7IdujIUGvCrEjr_pnQruMNbqOxu3/s400/pazl+me+hrimata.png" width="400" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-64699658584669837492015-05-28T10:10:00.000-07:002015-05-30T12:56:35.048-07:00Ίχνη στην άμμο<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A110/717/4750,21393/" target="_blank"><img align="textTop" alt="Ihni" border="0" src="http://www.grafoulis.gr/wp/wp-content/uploads/2007/12/ihni.jpg" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-80654885195007092062015-05-27T11:52:00.001-07:002015-05-27T11:52:43.228-07:00Εισαγωγή στον πολλαπλασιασμό<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1080,3976/" target="_blank"><img alt="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1080,3976/" class="alignnone size-full wp-image-426" src="http://www.protaki.gr/wp-content/uploads/2008/08/th_53.gif" height="419" title="th_53" width="425" /></a></div>
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<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/LATuj9lXLoU" width="560"></iframe></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-8733281296262997462015-05-27T11:33:00.003-07:002015-05-27T11:33:58.409-07:00Καλοκαιρινή εκδρομή<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A110/717/4750,21393/" target="_blank"><img align="textTop" alt="Kalokairini" border="0" src="http://www.grafoulis.gr/wp/wp-content/uploads/2007/12/kalokairini.jpg" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-1064000668511447562015-05-26T22:11:00.004-07:002015-05-26T22:13:05.020-07:00Αντίο, όνειρά μου<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A110/717/4749,21392/" target="_blank"><img align="textTop" alt="Antio" border="0" src="http://www.grafoulis.gr/wp/wp-content/uploads/2007/12/antio.jpg" /></a></div>
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"Όνειρά μου παιδικά", από την παιδική χορωδία του Σπύρου Λάμπρου<b style="background-color: white; border: 0px; font-family: Gudea, sans-serif; font-size: large; line-height: 24.545454025268555px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="color: #cc0000;"><br /></span></b>
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<div align="center" class="wcustomhtml" id="867245809869918517" style="overflow-y: hidden; width: 100%;">
<iframe allowfullscreen="" frameborder="0" height="375" mozallowfullscreen="" src="//player.vimeo.com/video/43309261" webkitallowfullscreen="" width="500"></iframe> <br />
<a href="http://vimeo.com/43309261">Untitled</a> from <a href="http://vimeo.com/user11459547">nikfaratzi</a> on <a href="https://vimeo.com/">Vimeo</a>.</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-22889234998977830252015-05-25T11:50:00.001-07:002015-05-25T11:50:26.989-07:00Πρόσθεση και αφαίρεση διψήφιων αριθμών (Ι)<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1080,3978/" target="_blank"><img alt="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1080,3978/" class="alignnone size-full wp-image-432" height="380" src="http://www.protaki.gr/wp-content/uploads/2008/08/th_55.gif" title="th_55" width="425" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-20342671102122548102015-05-25T11:49:00.003-07:002015-05-26T01:09:59.279-07:00Έκθεση βιβλίου<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A110/717/4749,21392/" target="_blank"><img align="textTop" alt="Ekthesi" border="0" src="http://www.grafoulis.gr/wp/wp-content/uploads/2007/12/ekthesi.jpg" height="246" width="640" /></a></div>
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<a href="http://www.grafoulis.gr/wp/wp-content/uploads/2007/11/ekthesibiblioy.png" target="_blank"><img align="textTop" alt="Ekthesibiblioy" border="0" src="http://www.grafoulis.gr/wp/wp-content/uploads/2007/11/ekthesibiblioy-thumb.jpg" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-51605048281932731962015-05-24T23:58:00.002-07:002015-05-24T23:59:13.351-07:00Οι αριθμοί μέχρι το 70<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1080,3975/" target="_blank"><img alt="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A102/150/1080,3975/" class="alignnone size-full wp-image-423" src="http://www.protaki.gr/wp-content/uploads/2008/08/th_52.gif" height="372" title="th_52" width="425" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-58376497485720226572015-05-24T11:51:00.001-07:002015-05-24T11:51:12.550-07:00Θα γράψουμε το δικό μας βιβλίο<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A110/717/4749,21392/" target="_blank"><img align="textTop" alt="Thagrapsoume" border="0" src="http://www.grafoulis.gr/wp/wp-content/uploads/2007/12/thagrapsoume.jpg" /></a> </div>
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<a href="http://www.grafoulis.gr/wp/wp-content/uploads/2007/11/thagrapsoyme.png" target="_blank"><img align="textTop" alt="Thagrapsoyme" border="0" src="http://www.grafoulis.gr/wp/wp-content/uploads/2007/11/thagrapsoyme-thumb.jpg" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-32831175643096033312015-05-21T02:58:00.001-07:002015-05-21T03:12:43.200-07:00Το αλφαβητάρι με τον Ήλιο<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://ebooks.edu.gr/modules/ebook/show.php/DSDIM-A110/717/4749,21392/" target="_blank"><img alt="Toalphabitari" border="0" src="http://www.grafoulis.gr/wp/wp-content/uploads/2007/12/toalphabitari.jpg" /></a></div>
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<a href="http://www.jele.gr/activity/a/language/glossa079.swf" target="_blank"><img alt="http://www.jele.gr/activity/a/language/glossa079.swf" height="259" src="data:image/png;base64,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" 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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-30660879970152295442015-05-20T11:34:00.001-07:002015-05-20T11:34:05.093-07:00Επαναληπτικό μάθημα<div dir="ltr" style="text-align: left;" trbidi="on">
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8776338101008302273.post-57886098587942544622015-05-20T11:28:00.001-07:002015-05-20T11:28:33.143-07:00Να σας διαβάσω;<div dir="ltr" style="text-align: left;" trbidi="on">
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Unknownnoreply@blogger.com0