tag:blogger.com,1999:blog-67500171020102440882024-03-13T07:09:38.863+08:00MY FUN PHYSICS WORLD...where students will enjoy learning... sharing their precious experience & upgrade their knowledge...Unknownnoreply@blogger.comBlogger73125tag:blogger.com,1999:blog-6750017102010244088.post-51234084741673638362017-02-02T23:01:00.000+08:002017-02-02T23:01:15.658+08:00<div dir="ltr" style="text-align: left;" trbidi="on">
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Inertia (Experiment)</h3>
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<span style="font-family: Georgia, "Times New Roman", serif; font-size: x-small;">Essay Question.</span></h3>
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<span style="font-family: Georgia, "Times New Roman", serif; font-size: x-small;"> </span><span style="font-family: Georgia, "Times New Roman", serif;"></span></h3>
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<span style="font-size: x-small;"><span style="font-family: Georgia, "Times New Roman", serif;">In a supermarket, firdaus help his mother to push an empty trolley to carry the things she intends to buy. After shopping, he pushes the trolley which is full to the cashier’s counter. Firdaus noticed that it is more difficult to push full trolley compared to an empty one</span>.</span></div>
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" 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<span style="font-size: x-small;">Based on the observation,</span></div>
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<span style="font-size: x-small;">a) make one suitable inference, [1 mark]</span></div>
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<span style="font-size: x-small;">b) state one appropriate hypothesis that could be investigate [1 mark]</span></div>
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<span style="font-size: x-small;">c) describe how you would design an experiment to test your hypothesis using an </span><br /><span style="font-size: x-small;"> inertia balance, G-clamp and other apparatus. In your description, clearly state the </span><br /><span style="font-size: x-small;"> following :</span></div>
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<span style="font-size: x-small;"> i) aim of the experiment</span></div>
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<span style="font-size: x-small;"> ii) variables in the experiment</span></div>
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<span style="font-size: x-small;"> iii) list of apparatus and materials</span></div>
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<span style="font-size: x-small;"> iv) arrangement of the apparatus</span></div>
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<span style="font-size: x-small;"> v) the procedures of the experiment, which includes the method of controlling the </span><br /><span style="font-size: x-small;"> manipulated variable and the method of measuring the responding variable.</span></div>
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<span style="font-size: x-small;"> vi) the way you would tabulate the data</span></div>
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<span style="font-size: x-small;"> vii) the way you would analyse the data [10 marks]</span></div>
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<span style="font-size: x-small;">Answer :</span></div>
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<span style="font-size: x-small;">Option 1: Using an inertia balance</span></div>
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<span style="font-size: x-small;"><br /><span style="color: black;">Inference : Inertia depends on mass</span></span><br /><span style="font-size: x-small;"><span style="color: black;"> </span></span></div>
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<span style="font-size: x-small;">Hypothesis: The larger the mass, the bigger the inertia</span><span style="font-size: x-small;"></span></div>
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<span style="font-size: x-small;"><br />Aim of the experiment: To study the effect of mass on the inertia of an object.</span></div>
<br /><span style="font-family: Georgia, "Times New Roman", serif; font-size: x-small;">Variables:<br />Manipulated: Mass, m<br />Responding: Period of oscillation, T<br />Constant: Stiffness of the inertia balance</span><span style="font-family: Georgia, "Times New Roman", serif;"> </span><span style="font-family: Georgia, "Times New Roman", serif; font-size: x-small;"><br /><br />Apparatus/Materials: Inertia balance, masses for the inertia balance, G-clamp, stopwatch.</span><span style="font-size: x-small;"></span></div>
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<span style="font-size: x-small;"><br /><span style="font-family: Georgia, "Times New Roman", serif;">Setup:</span></span><span style="font-family: Georgia, "Times New Roman", serif;"> </span><span style="font-size: x-small;"><br /></span><br /><div style="text-align: center;">
<span style="font-size: x-small;"><img alt="" height="170" 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6XM37P19ZfN9o2SwX4Grg/bUNiv638btH/R77ddwrDfyj4K13d3rpE9ZfzuyLn1N8ZYrcY2DLf5u8Mq6G3jfiTMhXIVJXaVzrOcLmdyQogT38M/+xcLxJHisNublAJlr9mNxl6UU9jFB+kE/k7Oqr+7uHpn7o6fwNgBnQ39kd5ZkgopEayzsRzipVvj1uJrwKlwJGD/urdOM1nZPS/uhVH5nV35HTCfOu9+McYp9feYyssfoebxbLuwHsiNgd4bBA/w6pYjl0sgwpJ+wmnS/jGoMPsfWGrZRxEp/jeMRDjUwZqE81yz7y779d2IjN99OZP+wsiqYDEhh3hOiqolE2Ph9/v9er0s4RWbQtrr8/n8/f3FcJy2mK2F5bcfKXaa5XThAJ1ioviOjXSZ5h/bj9frBYHGid3YpCwgKZm/SyokJXMqNqjvNdY4mLtzDv01U7GazQtZmbkK3Agw+mxd1+MEaxE+a+TLsbWI0SLiqgS5SHV/lq47dnRjtirsd5fhBqVGfxTM/H0t3znELhulWg9eS52Z1axjdbsdgRPob+Uc4mZ5bIDJEIPxINjpyXYWf4OzcMd+tcZFMhqz9rC1bdsMjeXlDrzp139oJ/0PgbwxWVpYGms8R1NUUEbbKb+wS+x0zn0Cn4nM5EIcWn/tWa2WQ7za3oH+pmKKf/EsNf2R3tuu4iqebbN/24Vu7pCvh62dHSCMA+cIM0gGfrj4s7EqGQfHyWKdneI0cuXoXJudXgYmQqSOjWofBF/CQfW3mpXkJGP1dmAnwv5tKac+Ul9cSwobqfMNy5jvYr6/JeTrYWvJ1TPHOHL+Bya1/VlKzv4MhySasOZ+t5cznu5249vJ3Vepbb66DaI9oP7iZVthX7BDs9xGoT/CMVu1zhY2deYP9rbvAZwppmy2b29/u9A5y0rNL7CQuB04/7i9XJ+7s0/raLGdz6Y/ouD8dccuMQxeTJm4FUPnTTpURMe5OJb+ppe/6I4KvcADVc8Cse/hZXdEoHQ42M7TRAooztLmuLyHM3buadi/baetTos5/xhel0sCLeYXUgVi12cYZjipB88/7kk3feZR4MpqqJFFHEV/q9m8rLwVIn7cN7jdo+h/m/O0OGzM5uyuwKZplp4NfgdwhltIcN6JC+svs5ddzG/0QT11E22Vsau/ouWwzfEtuGj1r2J//Y17jEN80vczbJyMG1wt5Sy4boSL2O+KdOr8JfrLxIpVKZy7FlJoXyHu5IdPX5wbW2tfP67yqgA762+oFd3S7J1ztRE0Pte5wmO5+unCo8ve3lR8+d/L+x/mYG+jclocqZ8TRijefIF6z+Zc/Yz+QLSBW5Vly+dlT/2FWWQjMIYuYyqjHFvmFdLPcm22GhgKM+N3HKf2bdyIDdAJC9f9RZYXxt/EsWQ5kAvgEuFW36WWoPjz84OMR3uOOLXy9XpZvqX9y5fDHpDB566cA8HaUO7ZPwV76u9gPyxe3ds/WELXD3bG1yx70HJtE9ZHroaBtMLvmHfipJejGs50nXOu4NLhzEmmJWdRm8Sbxy4mcjAusJqVig+ma5RUnsnh9NctYN7hpR8soWR4Q2lMrfIqL7plNvry+JUAKQ8U/4C//NizOqvU93xYj5qR2Bjc5KHLXG/7UY8tPUctBTu6BWzLqeLv9b6MFNFxYS0+tP66heE/mojvgeV1UldvzN0biZM2+PTOJ7WdGwqqS+Mf2BxGNnb4ys63LECP+D2K95k9HYP2L9Q5kBe+JQm2BdA7556a3bWPH/zr2cWn0d/BdfkNGbrEqpMqL+6wjO42vIc2mr1haLwlGGVOf1mCnRxfIPPtCMDCsPOPr5AJ/0PsapK0/ZjItru+FteYPpJH0zunxXs3Zytn1d/BTeEhP9pNM02kUIRczY6bwxuMiRudB79I9Zcfchm/5UA4QexXfWr7Se2xs46huW0//d2u4AHt3wnQ5vPaxRfR38EtN1TpvMRetsMvjLzb3G4dfLytUfwh1VlWYdhl6nkrgfkfAnV4sJHbkkce3mE2e0Pn0LPKTefSX4a/CU5kGl9Tf5n0whzh2vBnVMb7O4uax/5oSdb/k2ZUNxRY6io8OC3GOGyZjlL8Dy4hDXsQIQS4jjFGrnZi8UX45IJ1fF79ZU70pXV9/R3cadN14mX85J9PCeWNnZd240ZYeWG04ull8OgGqr/OZq/923T1WXIdqQCRStAF8v+2fY8cWx4hcVC4b5RT6y9eMNLfz+yivwwivaqFHEIlsytvszk7DhYuP6jtUAwZOxzCkP+BabL2KAomdp1vdlH4LcgXq+363zCrTcrv8QiqvIt0yjEJ1LsbzxPmuH/+W809TvN+vy1GssSWQ5dllPGQOQlttfJaNtTj8UCWWjqA2+B0JCzxrNAlcYXcpSqEw119G3WQ097c37+/PyyZzrURC9NLFo5dQAevDW6k5ZLs2Kr5fLX9m5K9j4iN07w2b5Zt8vfaWAxv6Ef4Dlq+z656oesFEiUI5OWH0ReGetjYzzAY/8DWcTvS/3ZYCR57wcekzNBhkf72yHjZCilvrvqTTitDVwqAFZklleOs4bzG78HRkUV2XJZw7OdftMmQKzw99T+k6sz3VaR0R/b+H8EdHD7V7ZL9+5kL6y/swezW9HYPRuxKrYd+WAgsXKfLoYvk44WdFZzp+MQUYah/lZ2eg/nHADEqLaWJurm4aV3/MH/9NAQ2WI0wo2xblP93DgfU3+1qEgv0sLVkTW/5EoTtLMU8FxOiw1HYbtTt2O+Ccz2obV+m7b5iYZ1ojP3APYkqV0Xvqzg7hFz6O4sD6u8WbYrkcMjaqKkktPkEdYidkDg5XDTmxn4UdttZEvyv8w6zpwI/VjuRYhLotmIjExu3Lc9fXvr7mcvoL998eU2AkMODbLfjtL9MHI04r5JJ6n9wEtwmrt52JP+4Hep/W4dJ8NgYSItY91hJfz8Tj9dNuVTpYj/0NWNLInlpt2ykkEkuyrHokrn+t1RhWZ1T50Pbrw5R4lZx3QzzH5O4thag7N9ZHFB/F90lWYzTlFxeWtz3mdolajCnf4lBIBoU1pm9RqAqoJgCCW7JOzymv67/jQc3minZ2C+nOw1+ky11OKRIfz+Di3Gc6CXclE2XNTvYqhgjxjDO24CYI8JBNu8ZiZPjEI8BIYP/t+1uY9y9qSMCko0bfiz+11oFL3P6YohdbDgKSsxsuTUvrbC+9A00yO12O4W3bf/xjw2kUVn2FEZsq3wSeQCuv78/5IYhde1ZZjQ57CiE8Hq9Vm/k9/cXI4BlbJ4oBw/xt2L12+02luHm8twswy1NgTN+f39tEDk0A61adC/hNl50FMjly3LrKv8tD7Gr+T8x4EVepncBmyKv2yGLo0A27xnZft0bqmHm6j/AvG07KzWSa5hntd3YcTCZN1qgiz5nQ4HC/NLfzMAtAOdRCa2Zr6rP/ijiq3eXJbxBUb2nI8tXdjuef9EmfXGL8o+369fM90qh8bClv2UJXZZO3hH61j0S1oBFRnoW0YwKbzghYyMNrwOe2XZy/OPYH3+o7YfutIn9W0F/w6cc4i3I/1sVuAXQJ7t6OxsFET6TCQt9+wdXpNz81RsR9QmbazQ7cA+EJMIhUvdaGB8dznDjb270isTJ0KbYxVZu2cU00t/dwA13u91MB+crXUavrjXDvRJsysbs5OwOaFGBWGYEJh5GgCvYtUkVCFi4MIp5SVMrGA1xMu9umjgefhvLhBinyP9wFGAaz0lnKCdq3HG3+v6LXdyblPdEFDX3UP+hJf9DO9TJNu0dHoz/XerdCpM9yaVtXrevOjvayPX1l4FpPJZnUceonGjAx7XkcDgRFcw9l38B2W3pZk7VGas4dU7VM/b9aVjFgAfZBpQbvJ8rV30KmTo26/Bd+uvg8athmZYLrkiJSTrQ2GKKcDgX1S7ZRP9bm1R4YAGFLWI/YP+OWa+Rgi/dIzPhaQ0FagGOUc25kZGv1l+Ae5H7K5DhVu3uCV01P9xDUf1sJ6SmCYZbNA7F/zLs/+XFnHW8secN1FTDMyqvIf39AL/z62gxnpNqo4KKXMQYLSGtwr74tmwpw8JZuICrU8bEBTyWf7yCaTs6L3FzpYh9kf4uwFI2TZF/fn4wAGXRnSIt2/ZbPydbfAQ5xBWUFzeD3QbIP07H37RWIbMf2cmYyz/styUBb2nbR49ELp7P58/PzxltXkb6ux58vtU0VO2hKpoEKBZR8xslzRZruoH42hn5F23fIxyHeufW2ZKxTHTd7vsqjfQ3A/CpuU/C0sTJWA5Rmsrd+oM5Bfj6jkn99djvgmPvROp/4PGHFjUsxlhtXJV4Wj/vGNLfTeCGcPeEjb9Z00S1HRWqiikcz+cze8mYMcJktuRg/EPbd/62Q/XXXUfcx/iHsbY1VcZVQdsuZmRIf1cCP8C02Dm7GHd/UWyP24fPEINYjEqFHc0x91B1N/ajGtIpZuHGBPY/zL9hpt8KeanWm1cf6e8a4toq6RxhVu3elRbnopoJNv9D28U/tP2RNzGr7SyGSD7fdf6HuCE1eSn2HXkxm5eR/i4jdvEuW3q6Q0dNH4U9Y828PGzhCLWSD5EtNmfh2PVEGWn+Mdu56H8DLUkw7N+JXc9/K2ThGzxp0t8FhM2FbyJlefBmI+VZ1I8evfxdvoWaomPfVYvurjT/2GmrU9jYj38A0/7f+jnE1UzsfZH+ziJuTieF8obJ6MhII8vV8VHgqUOtuG+47+dQWXnX7csKzcCHO+ECnh4dI3QlI1L9DSGsG4d4Bd+jvIb09wMxRwYwlHfRjRWrBxfDWSy7uJqrt902ChHayTbsoAnM/W/tUHWeVHxj+UK97kC+7ZaT/o7yer3CtqQmHlpxY4wOsuAs58f+3bLBj3CyX+jy/S6feodLtnoU1PnkyhbDdh6PhxtVk/9Ns+NsRbuvfn9/oX3vbhz7Cmr49/dnO6rjdjsa0t8BYld/Z7X5g+i0QgYUvBkcflRiR+lO0YN3sY/EWLGSQKF7g2tI2jViR5b9sClcLpKbUfMktHWrox0T6a9njpd2mthlBFW7sULXmVaz1l+gHrxTGy8T/U4lqHmN4OeFCk+8qmv2sNX0bBwZ6e//wHO4+rbAFvbSI3jx4DKuZheftFpbTT9vqJUttpS4PO5iy76kvED627bdZ9eW22K7dmeHTdRqDXM9eEfWYouGrtm5dMCzUdP2r/ydcQqkvxk6XsPmuODSmCH8eDxqum7hcKyZ7zeTpmIO8ZwkdfYSOMq1rb7tX2FH5+Kr9RdVclZv4fjKmwJ3wWAPTAnQn34Eu7ia6MQZIb2hnwUTkyhdLJC3wTWVt2atotPxpfobu1EFN0Y4HPOjcj78hNexB9td++7qXK85OcRLv7rs7bX9XM15K+TC9nXqvtnSfKP+ZnE4WJZaxlbtjllelU1U0986O2Uvf7kdRcorG8TUed3tt6XlW/a7gprRFOflu/R3u7sAttsBe7Ez4kzU2FVvKYrzUWRXikilD+zrJ++O4OqdPlcbvzPWiVrN75sLfBdW4yv0l4fnWv01ZGlCdcb4OhR20izvDmfAEqjK7RTZWT8/P9Z9tz37zm4DN9GOLnRpisbz+VyU/7aor+zn52dBoxMGj2KMmgOy2fBxlR1KZ+f6+pvF27B7r9GhiEkiXM0RELbUz5zjMkLH1xyvyIqv7I3yNPM+rOnnfb/fCuldx8X117y0W7wNqpY7jfuWrxbDH/o122auuOI62tXnKAVMX3drbbmdzJ6dXibWzSGu6dm4HpfV3+39xeHLSuFtxzlwK2tx8ynlL64d3DfdF8purNtOWBUMaxHcEwssqt2+nXihcYj34oL6iy+vLWavHA4b4U/4XapSpF/f6H/LuC8uc7NodY75nV4Sb7XpXcQY7/f7ojaspqZz49pcSn9jvgIOurcy4qpS1Dm3sRtvibW40K7N6OZ9zXTRpi8MYK+uOf7lmg6HgyivteECMUjX0V/cx+tWl/LWIUs32uqd1tnd6kjqSPlvM1ep7Oo9yDFQk6kAAAxdSURBVEchXgM13+gluIL+hm3xCZFKox7h3voezAC0vrsK4pjX/zAT3FrZ3zc11XBjP3YJ7M7Bw3uE1PYVnF5/N1bahdV8rst2PerYxfsaSrnyPmraCmHXeqrTwFdjZwO/m/PUpD6x/m7/opTNe0z4WbK+uyzXaHv8Q0Zc2MZMG6JmDvFGh14F7GzAjY7bhnX54EbxKfV3e3yCXL1ngWunbbeLj6kmUJDb7WYpZIPLhBCq1cwMJykX6XQWKmyxeizKxxTiM+kvDwu4ruvTslrv93uF8StFCXhIUBs1cn5e8pzkhd35+/vDfY6U6Gp5vZZkv/r52gVLiHeWL0YUBRjB1ub+/f3t3fC2PZH+bn+DHf97SizFRpyc+aW5S/9bFip4yTAayOkeEPTf2NXnf1P7F7/3bvU/TqC/8HltUd5LDtkrHO5rNDUYz6u/pbdvno1zGSjs/3X+B0fTj60+zjEeXX/x8bVu9e3aLU4KJ+CFLi/5OA/eIso1G9bi8/k8SG7FTODhddrKDgf85g66Q90Gx9VfvMdWu6I2are4DGdPrimhFzFGK29imNP5UNo0wZjmYnpq8Lol9z6CfxxUf/EJuW51uIFO1I0gKnCcB28ReTUxkDvOvgvN/m3P4H9gVwNHOIwpL9u/vMDex/GPw+lvLuU9zikWByHS+EPnuj1yaSJ7GKC89q/1ZB7Z/mXlDV1WiDlPuMNtmqO9YA6kvyFThMO5Hi1RH8TSnkWLs0iGZYrC7OW0Bfh/zTTevq/shH6SWxjpZ8NBDXJAB/ch9Hf7WMIHfLOJU4Cv1yMXENh4Y8NajEO0nf8hHjLtYkxP2RZ2LohpDnWA++tv2NZLZr2cW7RbCAPWU7N8ZI2irJYMNhvNw8ua29JgHOZ/2LKvOSw9n4hhSFXYuXRTFwSyVzj4Qfr7Dx4Tc9FYh8BuqZ+fH2WyiexYHhpnTG0cv3ULSwurc6YoBkvlH4abiOzQQkfRdsbW/EPgUV95gNTQz3BLR1ANIWAuriCWLHeAS9lBf7cHA8VuWLaDmCfiS0APFazjOnfgfJMNDxfbuc7C5VmwguvEP8AOnV5sLIZhrJ+t6ee/wb+PuWwmf6/+svKuu3Ej5RdmbpwQS8DNjMe73L5mamIgRxyEFf9aLCbkb1CdY+H4h4ay1AYXiEkmG/sN8Dv9kcoxMqpZwY9mtNXTX5yadatHqnift2FCbMdZWHkf8o/3PCy+NjFvAWpl8KxA8Q/t2oFB5+Mk0h3C/A40WxL5bzEZDsPmskwf03SrpL84KatXP2zftBAON/7Q6tseTKgGywpiGJzzwX4j/iH0Q9Bsiqlzaf8DAv6c0LN0zhfiadK+u9LW/QqK668d8+q6pTHGA459IsRM8NhDJVfkZA6qhvtUh4WbGr/WDPgfMKUlBwW8w0Xjf2FFsUGWTozkxmXbtunnX7gfTm1NN9ysL9Lf7QY/XyQhzg68BEvdFKlqhL4/tCUPL09pR/rfIL5tp8gV+t9SEzX2vbexK0kBYeUYsnTh0LeanTSbzef2+BX6GzcnAeNkyewVV8Vu8jl5H4Of6vYvaui01IfmrOCWKjykDgq3bjmFSh0LzueQmqtclTj0TV2ekkozH4WzlAsd3Try6+/G4+TX2vbGCHEKcNujpgzPbbp4Mot7c7MwN3T2LCQp9nvYsBg02s0NJfOPA5mx+GtHxN4G9hG7kF7Iq/2Ah9fpcpzs2St0dOvIr78bHQ5SXvHlmExw9x3UOfUdw2MQuj40lle2hV3+cdv3EVeIfwiJr3YQlstB/Q3kYYj9vrUx6Qik+IWObh375x+3bft6vZDfsksDhDgmyMEb67XDcG3v9/v1erlUN05se71eLueNf9u6oeQQnzbuImeyYQQ/TDFzGIatG+7PUhCRiOgy3KY7Nh+PR9HUvnXsr794j9XftRBnh33HqKHeJp1vIYl/iP0EDVjHpfvfnK82zVIbnDu4blj4uXy0zrd2X/3F6VOVdCHWAQGKlOHmnAyhn+HmJNj+RexEOZGa43yAqjqpxRTeyFK77YBG3j76G6hkUZ09CnFJnP07qK3tkDoHCj5rqXOsUP9bTIIfUmM2NWyd/YuDvYzdVlt/8RKT8gqxHdayNMIsDkU4xD6hi/Qqrb9oKpu37OHlBSaU2kLuSjSyPrX1185g6b0I8SXAJIxDEWYtWbhubtv3VLjcjewM6qnF2znB/eimKNG8vdi//00IsRqWWvbwhn4KHCssHA5tv/560Q/TQSWN3RjyMfHtMpxqUaJtOyL9FeLcQDedwjr7d6L+b+wyzcp916ddamOK7H5Dmgs1bF+kv0JcgaZp7vc7cuHYEDZ4/CEnbRVGM0B/uzNsuUrZoP1rbSvXsH2R/gpxEZD/1nQEihng6bxAnbZxYR2G439jUsa3XDLIQZD+CnFZ0i96+Bzqt2QO3NrBfOuLIf0VQpTFhvV0UmueB4ywyeawzfqGcXWlv0KISsCwnbZ8Zf8KIUQp0jiHQS5vAkt/hRC7gfgHLvsLUb58ZS7prxDiELDnAT6Kq0b+GtJfIcTh4O64C5vA0l8hxEGxrOgrFdxxSH+FEGIfpL9CCLEP0l8hhNgH6a8QQuyD9FcIIfZB+iuEEPsg/RVCiH2Q/gohxD5If4UQYh+kv0KIreQdSsMGwsi1tYm9zF/ydruVaIP0VwixlbyjtFUou/N+v+dLKobLy94M6a8QYiunK9Fg4z3PXLicPS79FUJshf0PE0I8PfrctIKPzf04qB3qu/NEqzucrmUTXd1301/Zv0KII2KFIu/3++PxwGhvmGtlzGyZx+Nxv99Z4DDdZtnC9/u9bdvf399HBypS2qy2bf/+/jALm8WQRc/nE2uZ2j4eD8z9+fmxplpLsLBNsbluUyUGQ5L+CiG2YhXT8S9Gkh+c66ZgwAvMtZqT6V6cX9gU020WU1ILl3dqcwdXNNijUs4fLf0VQmwl1S988g96Wi2iwAQuVbdBvUudsDCEGWz2+Xw6EefNfvT/sstC/gchxHFJ+9+gyGNKt0h/UwWMMQ7qL+83fSVAkcfeCqEbntl5tKW/QoiDMvj9Dh0cdCZM6y+v4rwZ4KP+Tti/Lv4Myms/zAct/RVCnIA0/nfa/mVJ/Wj/3m63wS2k+subTffr9JfnDnqocUTy/wohjktqn2KKKZ0zHlnRpvU3DR3jxVIPw4SHd2xuGqAm+1cIcRom9LftrEvol5OzCf01lUSEr8UzINoXHoOWNJTjHz7avwiQcN7ex+NhG+QVpb9CiCMyEf+Af5umud1u5kxIZ7l1bYpFmGEtg/v6TMqxTZbIVH9dGQf0s2E72JTZv2wgq/6DEEJcCumvEELsg/RXCCH2QforhBD7IP0VQoh9kP4KIcQ+SH+FEGIfpL9CCLEP0l8hhNgH6a8Q4oiEEB6Ph/12+cqLhs7kDRYqo7Ma6a8Q4ohwBrOrRjZWkcfh8obnr1gN6a8Q4ug4/Z1p/5ar25AL6a8QIg825AQGtXSzMDcdyNJm2VxMfL/fr9fLfvOAnk5/rVYOtoCN//398aia7dCIGE+CW/V6vbAKmj14OLzHFUh/hRAZMBPVipA5T2vohvMx2Ji1OpCoXuYq/8L/y/Xd09rBqEvJJShRdxh10Vyr0v3CWWzaykfEbYby2k4Hx+aYifRXCLGVdPwIFrsmGboNBmw6hjGPS8T9b4P2bzruHM+d8P+mtjAvnI6dzDpr1YEnjn0+0l8hxCbMAzA2wgUqnQ+uOziGELYw1v/GlXnd6rwWrFT8y7qfrttMjpmEt0jGOArprxBiE24sS9D0R3jD5zwvMziGpjFh/6a2NnbB1uiE/Zva3e3k2J0t+UBQnT09nKVIf4UQm0i/5duhMdPY+QuJ3Ki/qbKH8XErPu4X2j1m//JhOtEfO4pppL9CiE1glDaeaNo3OGZaoC64Qf8DPvOn/Q8fR/acGGgudZi0M/wPg9au67tbhPRXCLGVVJugnuadcPLEfVluRZiT4VP8w6DuO/9D0w/DgDmcug7YWTytv6nvWPorhNgNZwMOGp6D/zoNHZPIMfs3tXbDUJBZ2m/GvYIII8Pcaf113XryPwghdoaHIm66QeMxF65SWyANR7NZLlzhY/yZG7fY1mVz21a05Z00W9iv7dQ1aVB/3Wax30FXxkykv0KInEzkg73f7+m52fd4cKS/QgixD9JfIYTYB+mvEELsg/RXFOe87jkhiiL9FUKIfZD+CiHEPvw/m/YcWXrWneYAAAAASUVORK5CYII=" style="background: rgb(255, 255, 255); border-radius: 5px; border: 1px solid rgb(204, 204, 204); box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 20px; padding: 8px;" width="320" /></span></div>
<div style="font-family: Georgia, "Times New Roman", serif;">
<span style="font-size: x-small;">Procedure:<br />1. The inertia balance is set up by clamping it onto one end of the table as shown in </span></div>
<div style="font-family: Georgia, "Times New Roman", serif;">
<span style="font-size: x-small;"> the figure above.<br />2. One mass is placed into the inertia balance. The inertia balance is displaced to one side so </span></div>
<span style="font-size: x-small;"> that it oscillates </span><span style="font-family: Georgia, "Times New Roman", serif; font-size: x-small;">in a horizontal plane.<br />3. The time for 10 complete oscillations is measured using a stopwatch. This step is </span><br /><span style="font-family: Georgia, "Times New Roman", serif; font-size: x-small;"> repeated. The average of 10 oscillations is calculated. Then, the period of oscillation is </span><br /><span style="font-family: Georgia, "Times New Roman", serif; font-size: x-small;"> determined.<br />4. Steps 2 and 3 are repeated using two and three masses on the inertia balance.<br />5. A graph of </span><span style="font-family: Georgia, "Times New Roman", serif;"></span><i style="font-family: Georgia, "Times New Roman", serif;">T<sup>2</sup> </i><span style="font-family: Georgia, "Times New Roman", serif;"></span><span style="font-size: x-small;"><span style="font-family: Georgia, "Times New Roman", serif;">versus number of masses, </span><i style="font-family: Georgia, "Times New Roman", serif;">n</i><span style="font-family: Georgia, "Times New Roman", serif;"> is drawn.</span><br /><br /><span style="font-family: Georgia, "Times New Roman", serif;">Results:</span></span><span style="font-family: Georgia, "Times New Roman", serif;"> </span><span style="font-size: x-small;"><br /></span></div>
<div class="MsoNormal" style="line-height: 19.5px; text-align: justify;">
<div style="color: #333333; font-family: Times, "Times New Roman", serif; font-size: 13px; text-align: center;">
<span style="font-size: x-small;"><img alt="" height="65" 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aoN6EEjMWehwF9qBfwlAMvgzLVupg6Om5NoevpMPZFRr6d8ACkoA1Ub0IKmYs4Cgb/UCvhLANom2jklPqe4PmeudbPy/prRBGKMjM8AqjZAnoZjzqKAv9QK+EsA2mXiDgfpCaz1GR/ZfWP64tBoihhfNgsqgaoNEGcRMWchwF9qBfwlAFoQTLxn1taDsr3KLtzhVtGJ5KAQVG0AtAP8pVYolosBAAAAACwD+EtNYIyh/5IcUSNv2W8BZgaqUQSqUYRa1SYOdOX7FjUJPy0ztZtV50D/pVZQK4QgDOEvyQLVKALVKEKsahP7ujPGph2fMTPSbvCM5U5b6BDwl1pBrBCCMAzhL8kC1SgC1ShCqmp76zm7I/9cOj6nyYNbA2/v69FJEPIDCGudKb1Q4C+1glQhBDHwl0SBahSBahShWrXFZ2vNdmJCZaK9b6VzQTsG/KVWUC2Eqw38JVGgGkWgGkWoVm2Rv0yd+Nogkb9ckHltAPhLraBaCFcb+EuiQDWKQDWKEK3aghOnbyzsbK3gV6e/0eUjfOAvtYJoIVxx4C+JsgzV3nr2p8ZghE0v56YJ1TILLAowtkfjdmr+t579qaKTLPBdxzL7jq+6JvpPgzHGNkzLcWc5CSbwXccaDMvmFE5c27JHjS1t7lDVllm7UyT+YDQOz1zr1kxna1VIWPHbiTvsiZVDDSd4I8BfakWHCiGoDPwlUZagWly3dXdErPs0oFqkgmFaT35w/fNkjh1LZsKNvf2habD2mgHBkb25np6EF78DY4yZeX8ZHSvK4q6vyUvb3GBVDxusempU4B8MzQ3D3D1qYul0Z6q2YDzajsXfc/0gDDx7M7aUn9re22TnoBuD0euJO9ycoXNxxuO4JofW5l+dEyFZswneCPCXWtGZQtgsweRot7+tbZ+Ntv5y8tLu/62tLpwl0Lpqcd3W5Rn93ae+aoFn35Rq8azDCMMwPD9x7vadVzUfVPT8TDwMPHtTPHrsjexBT+phy/vL2BDfGIzeRP+OPdN0MxRM3GGPbZj2y0r9ZLFzbWB3ns5UbW89uy99fjQDkjHGRP9x8KvTv/vkv57dHzxKMsmZ6/yo7EVOmDFhg5PR/fv20Ti59oeRfxGGTSZ4I8BfakVnCmGDjD1nuydCoYbo6C+DiecMeobeI7ltqxb86vQ34sqsM1UIOWqrxnefSf6ZdxhheOE+frSQPuZ8PEwPjvt7g8E3jj3oFfpL3koRm+ZcuNZ6yh+rCU6cvsFmWa0S2aYqznUKXanaAs/5eiT6F7Nd1xET9z8e7vz7BhNMaRDOmLDnJ86d1BC9uLCxBG+Etvyl75giMdZN51U4OXIGm4wxZpjDw0gv3qVv9AaPctNBxt7IsQebPEUHu4dyN3LgH+4mN7T2vbH3aJs3HwPf3Y3K24ZpPfPGv9jbe1KRCybe8yfxTBSjN7BH8m77U66dTuC7e47zxDKNuPTynf2bn/bblULYDMHEG8WKtzeTaQno5i8n3iiu3nRuFYSt+0upn0z/tF0cDaumdhiLoCAeKgbHwzCcuFbiMLP+kv9X3l+WfkLcvJkx48XpU7ey62bVpuq6DsPwzLVushSliTZbwsYOUibVjG8owRuhxf5LMSt23bS/teQOfPap7b0+svvyn1IGPBIgniAixBO/iX5g3HFOzpN5DOtm7C8jsx8ndzRHQSpy8UyU+NrJodUzmNFPep7Lr50KbylG3225F3zD1cgkN7xtQTcL4Vy8csx1OTvMNEuaFhr5ywvf2UpFPq272dpV7cy1Bt84X3OLmeuiyCV+bCDkv2850ThaSaM61RfQs9wJP4xOmtoVTLznUidZUY9AeqCWI4ffkrb9YmhWtQKHoUTyfGVwjWQK42F6cFz1rGyFxW8lrkr8pXKyZvyhia3JPqusZycMRf9uvcqOdbFqU3ddz8jcCTvtrRa1KdIMtOgvRRZmsYETwz1Gz9waDA/8QOr4FU205I+xfZTvFBfFuJAnPwjDYOI+GERi5O385NAaJH2QietNdsBPimWkTfm1FUnitTHYPzl6bH194J8nHwB/WQYPkZqvZtDIX4Zhxb4QLWhVtfFocNP2Annlcr5cyANncndIMB5tG2IBR3mjWu4L6FmHL8WgfPzE6Cmb26OTQO5NEeE3DIOT0famItTLv5n6GouhUdVmchh1/GVYEA8LVo6X+EtRfYoHib8VHgWTZLzMD8p6djIPrNXj3sWqrZmu6/kTtohGErwRluIveTKpyoBoPfPcL34WSVDoL5nquHeRCTZM65mX6k3h0YG/Em/rbzn+Rem1FeFdmDcGzve27U6kt218dloXC+Hc8MTvQDtsoejlL3mZ0rxVELbqL89PnO3t0Zv0kIiqVpMb7aLL//zE+WrIDykub1SHqVjd27xrH42jk+ii/st4rhhvdSsCu3jJJMSpViZNfY3F0KhqvC9w8a0pZTxUD46HZf5SNB5m8Zf8F+m7lfXscJI6vc4xhl2s2oRXqRHr6iTstBdb+rmRJPxlvFaAN23z/lIygiw3WCM1MRljvcGuy+dtlmxjFg0tlVxbkeQRxmfb33x/NAmkezbfvOhiIZyXnAuXh/mqtuRIoJW/5CVRjD/wCcfMMIf7ix8AbY32VAuO7Jv34/SM+vniUJeflyx3KCb/GxzZW7uJKZnWqA5TETbfBs56EUVgF3GV13C5EdgKr7EYmlRNeLWFt6aUvRIFg+Nh8/6S18tKG8RUPTvTrp2J7lVtUkuvTouoTsLOeM/2IeEvOee++7092Lo7+MzI/Yaf9Z7ERWmchQ/WxPBdAMSklkKnX3htNfIBSFEBN0b3CuHcFLnwKM/AX3YURS2Y2Y5YoxmZbakWTNyv+6KPSm70qtqo2WG7YOI+3BaT/ac2qpWxWiJemplEwhn9ZZIxKrzGYmhOtVkdRp3xcWU8LBocDxsfHy+coFnWs5PA6/Qa/Wmsc1Ubz8C1uq5rJWwRTSR4I1Dxl0kXiNG3j8aK/suIZB46U5R5ab9ZxhK3J/xl6VC18toqiFGh9HTsqU+ck+4VwnkpdOHwl10mXwvyzVz4yrbFuoc2aUu1N6PBlhxzUgvJFfZCmoW5aXvBm9H2V1IhqtCoFhG2TKzAd/fsbfPu3SQ2Vhkf5xmjwmsshuZUExa5WjCv4S+V8bBwcDws85fCuKj8ZUGPF/9BXqyynp2pF1emc1WbaDbXGoeslbBz3LRdSPhLPuITX1joL8MwmQmr/t94Abi4ldwTILvGYPLzs9HJeem1VeCD43wWBX/iTYtPh2qOzhXCuRGLojKBG/6yyySmQdk3H1ds+szLbEm1KefRqdJTrvyefGsN5b0XKjSqp/rLuCW/YdovJ8rOTrG+J1q789I2Nxgzetv7yQSjim375mlMtYYcRiVU8bB4cDystj9Rfv14YVfcFANa1rOjZf+l1HVdbxyyVsIWgf7LMAyr+ktpuKdnHU5Sm0vFJSTwvr0vBoAS7SPhg6Pd+3tiI484KMQRIdUT0Nt2vHEYBhNvz7LdSRiWXsuNbPGBTjwAiZ39k29Zt9zzV6O9/262J6djhXBuSs4pgb/sMPkMLxNlfo1Wa7Wi2lvP3srZl9QqH9XWXYogKd1wWqO63F/yCaBR0C4cTJeb+swwrSepw5FnaNs3S0OqNeYwZnmWHA+D8WjbKHx0ib+ca3/16VP6int2NJx/OWvXdTF1Enb+e7bEUva/5IVEmoIT1zry3qG5CYvx1X37xRPRoI/ax75jiiXeUWzlYfeVY64nCwuS+4tJYOPMvpss9b8l18obkqnbr4l5VSyZZL27lvWo8YloHSuEc8Mzxqe2N/afO1J9A3/ZWVK14IX/46PRKzl/BydO3+jErr9N0YJqwYnT31TNWE2t8pE3/Uku5PNwcid5TGlUh+X+UvKFvaE7uZAitux+zv3DB6byzau/xmJoSLXmHMYMz5Lj4ZvR4Ebxo0v8ZX5D7wrnQxYucy7u2eHot368wa7rOglbxMqtH0/t2csYWzedX7KTUdatFy/EFplSdJN6Ci3H9c+TM7Kks3/8Z/botXS8gWk5fKX3qz37x7E4U4TfhCPvA5zZh6jk2ng+mdHr/UUtpGqjlrhgG72BM9duR1PoViGcGzHZyLQe7+4+l4Me/GVn4Rl+w7R27d0f0536Z651S7NN8hesWnLGpnTUtURqN3XDfHCYmf5fdihIeaNarj7z7YH0lhpsw7T3HbFSJzmKotJ5d9NeYzE0oVrqmIwCgZpDGQ/Ho4FRbG7iCQlRkn4xyi0NiQSKDWV8aLXiZxIF2zSW9ezE6Lb/ZWrJ74zrfRXMn7BFrOT+l7py4VrrXbE7HSqEtUhG9xQbQsFfdhY++JA9uzX6r81uHInbIItULXcYj9S9IR9VIZEpFNGe6kV2rbhRne0LyPWsJDPRk1Z8sn+cmCmUP0mI28eBvScX6ZK2/aKoqVq1xG+WfDwsHBwveD2mWo2QHA+j6HNRkPQ3p8fQy3p2IpIGSb2WQzeqtqIVWrV21Jo3YYtoJsEbAf6yJsHEHfZU41NLoRuFcKHAX9Ij8PfvDx4lfTxnrvPjcmcFNYXeqtUh2YNdyZIPdoJqc5IMvs0mn9bnjzfDfAlbeLfVPH9cQ6J9i6Jz0jqBzoUwIi48Wp09qLm/FCfKdMJeNIjOqtUlOftRyVKXHUC1uYmbDbN0jEWdc2UzO6uhd9U2R8IW3qqhBG8E+Mv5uXAfbFmPR106j0TrQpgfdFvsOR+tobW/lBcyRyx/VlBT6KtaTeQDymVi09nyhkQZoFoNojkwlScdxjM7G7BNWldt4cwJW0RzCd4I8JdaoXsh1BOt/aXOQLUCokZFbj5ltFByyjqShQPV6hE1Eop35eO/8w+G5oZi5dlcrEDVVjVhC69vNMEbAf5SK1agEGoI/CVRoFohge/uPYmXJvCJEab1xHnewgqecqBaA0y8fWswLNtIauIOBzMfnF3MqlRt0xO28MpmE7wRyvwlAAAAAAAA86H2l9eAGlCNKBCOIlCNI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style="background: rgb(255, 255, 255); border-radius: 5px; border: 1px solid rgb(204, 204, 204); box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 20px; padding: 8px;" width="400" /></span></div>
<span style="color: #333333; font-family: Times, "Times New Roman", serif; font-size: x-small;"><br /><span style="font-family: Georgia, "Times New Roman", serif;">Graph of </span></span><span style="color: #333333;"><span style="font-family: Georgia, "Times New Roman", serif; font-size: x-small;"></span></span><span style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: 13px;">T</span><sup style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: 13px;">2</sup><span style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: 13px;"> </span><span style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: x-small;">versus m:</span><span style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: 13px;"> </span><span style="color: #333333; font-family: Times, "Times New Roman", serif; font-size: x-small;"><br /></span><br /><div style="color: #333333; font-family: Times, "Times New Roman", serif; font-size: 13px; text-align: center;">
<span style="font-size: x-small;"><img alt="" height="169" src="data:image/png;base64,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" style="background: rgb(255, 255, 255); border-radius: 5px; border: 1px solid rgb(204, 204, 204); box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 20px; padding: 8px;" width="200" /></span></div>
<span style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: x-small;">Discussion:<br />The graph of </span><span style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: 13px;">T</span><sup style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: 13px;">2</sup><span style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: 13px;"> </span><span style="color: #333333; font-family: Times, "Times New Roman", serif; font-size: x-small;"><span style="font-family: Georgia, "Times New Roman", serif;">versus m shows a straight line passing through the origin. This means</span><br style="font-family: Georgia, "Times New Roman", serif;" /><span style="font-family: Georgia, "Times New Roman", serif;">that the period of oscillation increases with the mass of the load; that is, an object with a</span><br style="font-family: Georgia, "Times New Roman", serif;" /><span style="font-family: Georgia, "Times New Roman", serif;">large mass has a large inertia.</span><br /><br /><span style="font-family: Georgia, "Times New Roman", serif;">Conclusion:</span><br style="font-family: Georgia, "Times New Roman", serif;" /><span style="font-family: Georgia, "Times New Roman", serif;">Objects with a large mass have a large inertia. This is the reason why it is difficult to set</span><br style="font-family: Georgia, "Times New Roman", serif;" /><span style="font-family: Georgia, "Times New Roman", serif;">an object of large mass in motion or to stop it. The hypothesis is valid.</span></span><span style="color: #333333; font-family: Times, Times New Roman, serif;"><span style="font-size: 13px;"> </span></span><br /><div style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: 13px;">
<span style="font-size: x-small;"><br /></span><br /><span style="font-size: x-small;"><br /></span></div>
<div style="color: red; font-family: Georgia, "Times New Roman", serif; font-size: 13px;">
<span style="font-size: x-small;">Option 2: Using a saw blade</span></div>
<div style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: 13px;">
<span style="font-size: x-small;"><br />If the question asks for using jigsaw blade.</span> <span style="font-size: x-small;"><br /><br />Inference : Inertia depends on mass </span> <span style="font-size: x-small;"><br /><br />Hypothesis: The larger the mass, the larger the inertia</span> <span style="font-size: x-small;"><br /></span></div>
<div style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: 13px;">
<span style="font-size: x-small;"><br />Aim of the experiment:To study the effect of mass on the inertia of an object</span></div>
<div style="color: #333333; font-family: Times, "Times New Roman", serif; font-size: 13px;">
<span style="font-size: x-small;"><br /><span style="font-family: Georgia, "Times New Roman", serif;">Variables:</span><br style="font-family: Georgia, "Times New Roman", serif;" /><span style="font-family: Georgia, "Times New Roman", serif;">Manipulated: Mass, m</span><br style="font-family: Georgia, "Times New Roman", serif;" /><span style="font-family: Georgia, "Times New Roman", serif;">Responding: Period of oscillation, T</span><br style="font-family: Georgia, "Times New Roman", serif;" /><span style="font-family: Georgia, "Times New Roman", serif;">Constant: Stiffness of blade, distance of the centre of the plasticine from the clamp</span></span></div>
<div style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: 13px;">
<span style="font-size: x-small;"><br />Apparatus/Materials: Jigsaw blade, G-clamp, stopwatch, and plasticine spheres of<br />mass 20 g, 40 g, 60 g, 80 g, and 100 g</span></div>
<span style="color: #333333; font-family: Times, "Times New Roman", serif; font-size: x-small;"><br /><span style="font-family: Georgia, "Times New Roman", serif;">Setup:</span></span><span style="color: #333333; font-family: Times, "Times New Roman", serif; font-size: x-small;"><br /></span><span style="color: #333333; font-family: Times, "Times New Roman", serif; font-size: x-small;"><br /></span><br /><div style="color: #333333; font-family: Times, "Times New Roman", serif; font-size: 13px; text-align: center;">
<span style="font-size: x-small;"><img alt="" height="150" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiIAAAEBCAIAAADKBll4AAAgAElEQVR4nO2dW5qrMA6E2dlZmnfG0jzzwERT6GZxDaTrf+gvDcYWhlgqy5CpE0IIIafyH2D6tjGEEEJ+DboZQgghF0I3Qwgh5ELoZgghhFwI3QwhhJALoZshhBByIXQzhBBCLoRuhhBCyIXQzRBCCLkQuhlCCCEXQjdDCCHkQuhmCCGEXAjdDCGEkAuhmyGEEHIhdDOEEOIwz/PyobW2/NtaWzZGn5eSqnz7gJ+HTNP079+/1tq/f/+Sz8uHpfzy9xtdNYBuhhDyYmRklxEWx9xl75SylEy2S51uYdWc+qsOF2PQPDwFhTod26Ld+J3LkEI3Qwj5PzZOr8TyFrV9GQEl9LaxucTvalc0oAtuGdwuRy1b5nmejCCQ7RWdkdNjTbP8VU27R+G/0s94jaRmVfjfv39X3yE7oJsh5E1MJmbvXvzeRhF6hDuUS7u4ZVjVtI7oh4XlEHVG2Lrqgbt7fy/N0yLLLvekXMeTnLjskt5+FHQz5MfBWLKb6LKbufUjTBAmq2n0ZkL44YBry9hj1WdV/2KVtWFah+1LCFw8R1VSJTD6OqWBMfifon3uMeVBp2lCddI+ikf97caXYMluBJNsnB45b0Y3Q75GW8et0Rb5PJWDaIUcXinpfhb6em7dbi8a45617YFpHeqS5+Ne7jrRLdFTxTOBmjnlLM6FboZo2noGJl/oola54JYJom9bp9RgsdE6zqHbSoYR9zAq7+uZ9KUf8jVF/W9H60SQLJT4leWeVNmUts6yyJ3WPG3djTq06gePbetkzx2nvQW6GaJRbqMSldsDe+82Hlclv3N6hGwkulfli7B8UHuVt1Db7eetoGPDL+buCq+DboZodih9Qv4IKFxk6Vo3U1uuFnGzL6hpepyz6Z8vppo2UOLpmV9euhmieWZARMgXsdJh2a6+LK5SiQR9X2dW7PSAajpRTsIzBQ3dDNE8MyAib+Fn8lXyhM0E+cVInVQ0yiY109bLAkWyuLqHaoa8jGcGRIRY6jfqppJF6XCESPdgigXNUD4JtZEVRk+DboZonhkQkb/MFTckpk9kzaFavoglcy0iVdm/Vq+oLe3zxJUST8oAtx5lwDNjRLoZosFgiv6G3MZF42NSLQoFlA6ytwdawe5yMzFDwyyuke7nTjVD3ouEdRO8Y2rhZ6bdX0Sxz68ICNSTH5fWX99Vr9btE3V7y/ItK1lwiZfd6DZRycEo1aImxOb4LRWofrB8Z26GvA4VVbmTxd+z7k9wYg/fFt7eH0fXewn1SqIbkmNVWxUd44ohlWvppt/cmhPDFFQz5B0sEVZf38f4qDO++/YtKmffwL11IKtwel9d5/VPMTWa89lqdsUYKzXcO7aXkyhoaqJR3AqldWkaMy6uIlmqElfh1qkMFrOpZsibsNPTwwDNzmuTOl8fFw4a8MCLrlSLCptc2RHVs6Pptk759ECdoBlq6iwy2H4B1Tf0gdei080Qi1IzlcX+Mt/d4Cm2TSrHliweOzxw9xi6I3x22WFApTeGTSftRrtOMXU3mwy2SRFUD239oAmaOkyfJCVb8ByMyHqlXaJK8KgOusQ1Jv8azvOMu+TL+yjoZogGZ67r33yMpyZ45uAtKueK+bE7qfTwPVfhyMxYUlXEZIjqsbNSkThwdY/d1dYvEztxwir6ckVmU82Ql5GoGTWL3deBmAq4pmma4ecCUeVs/TbuVjZFbvMcNgav7004UVJsbWhf00cMllsoesQkuVfVdlciKCNtmQYvF7eyyW1OfZXUZIAyKdFMUlukZpibIe/AFR82ElQkYZR8JdR0+TMjr1N41Fd9hyQdHng6qq1olgxvHiub8tPZbUyHfL66jV0DEknkmhr18/BLZ3nm14puhmjwvbMYi3Uvvktmt9s6N4Ml1e/NSHyKsac6yrI1Ij6lfDLyuuWv0xl5zfnerWfhbs+lmN0SiYbEnlwNJ/de9BdFQCQm0CppEVuXtpIvgrJKfY/QZSbl7Qm6ColqhryPFr8xqe8KzfL73k6sV74nlTJPC+vq33+3pOr5b5EonhMHOJtxqdyBW+/V6KTU3ZiM3apy+9lWHhmsvnfRSdlTw/N1pyK+Dt0M0TTzJtoeR4i9HEv24GuDU9IL7otpj5xRJULfGptX6re4Af7Bs3MNi05nq+Sqi8ucoZHzZ6FUgyddROP2+L6q3IeuYlAl8bF8N+lim3PFkGoLDZAtiRmJ7lF73W8oJ83IO0hyJ9HguzWWTOJKrFklck78Cg2bPqWerbhn98A5EEtFIkTl23q91onxeEVGKLVkRYnanmiLHbgaqK6Q7HwD3Qx5B/adSxPMSvfRMv998SZuUWWWpif4zY/Fnsrharu71y1zEKwtURJDmZWY6vZVvZ68TyKZVZdfiVJcmmvrt3upm8qG9sO7yNU9Sg8p3WxVS3LH1m9mbA5LuupneApzsDJNdQvVDHkTKpxs5uGASOXkIV4UJ/aC7lF1WntODIEVlZNKynxFi6j+fBTuvSR/JZrZdG8kd5rabm+bYiuumqmbajvBGrzpVonuMboZ8g7cB4nnz/x1/9zK+Mscc/B0go1Do5JbQ8X+CVQbTOXjy6S7+d4m0sGWrCierS6kLgLckolq2WFGdC5JLw3rUZdPPstlkoAguvSqleTeSMq4d4iSTfmxiZrphZvTLVlptK575K/axbcAkHdQDIhw1MDPSSxZNMDqHmxUtttg1jWp2OjpVILZypm6e5MWd5SpR9wu7t3SIFUwvBZubF5XGFYS9fXNoMTukYF43yWr6x5ViVvSbV0qoZshL2DTnSohVftMteMXuxg5qiCum69cFNAlFWIYO60fzcHDsbnkBCudYD8ncqpugCKJ5aOSkQ5wD0w0ilutKtmCx6E63Co9vRmKCsPubevnsdTbAaKmld+yd5ochQbMwYoydfgmNdNNSj85/UhmUc2Qd3AwIGqjFWKV0GwHSdjbzRuoIqlhFVKlxd0kEbpb5iIzjjMZlu1uFN8PX2515yQXty4jKiVPMdhWHhnTA6HmlkQNd8TUK6CbIZpTAiKUFDgESLyJhevhHoZ4bvzY4yjS2iMjVCI7ciPVZ+sS8hi8mwFoGMUnvaRMdU8HI3S3gKrEPV8pMKVZseGpua3Yi2gPXBpyn3HZ1GN5SfU5OlwN9NHdOKwhOmV7bF8LfTyLgzHiRdDNEM0VdyqGYxh79losKYYl/yZEGqV5wiupIW/R7r35C69i/D7qT9yVVGXLY1/h4baXcjWT+CS3KqVadkTuQwGR9Fv95kzut03W2hoi4/FfuhnyAhqsBTodCd+m9ZPeNhrN43QMA9Vfq3LwEDeMlemI+k/muObZAupzJcB3z9Rud/fWWxnGy2iAhMnq4XzV52hAJYrvZqxUsfnyV2Vc5GK5laBJ0R1V1D3YittviRmV83V1D37G/nf3WguZmyHv4OaASIXGk1kX1MEZdPgaDyNidXi+Be1Bq5q3VCkBLUmCd7fR4YnUDaijYnNlqpIOW/Wc25Zb3sbm6hLIsXVJVDdsaCpWkui/RBJVyrjXYtMp7FB4N0A3QzQysB6pZIcYah+S9UKJmunlqDmPN/s6umwmAzHBOwiUVXawq4S6qqR7pu5RVkyogSnqELdyOaRBykrIDcibw/J5/D7PM3q15d9TLmte0jVe9W1kua02MqNyM+woif9SzZB3cLOayc1QkiIp3OHbqGLDYhQZlRFUcH1K5FgMjSMjz0Kplm76zZpa6c+iwUrO5ocMe6xvvwFUPfZzkbxyW0b+Jga7HeIqnk2y+07oZoimjXIzya7h3r7924sqR8bBf//+yW+tbw1mXYNzMeEKAtE64n4k8HdFg9UcbtSchMb2qOhEktPHeFx1KdpfiaN3R+VR7ynpkFeLteVmdG9wd2tL+naoMJLLvVvNoI9xO8SeBd0MeQFD6aAKH29x6xdjMtSP3apm8sgUj1LC6/i3fbeReYTe1ku2DhppmxCiiBtdi7rTxM/ZSs4lb8Xt2333xj4zbKiRqBncSDdD3kGiZoZKJS+TiImoZFLbHD/tLzHg1ui7m++z2mtLqvrVIK4kQtKcu101utVUYYIVfdI5wwDf7TdrMB7bggfppVvwxWK2W1SjyVlHpiqD7XZ1KYetSMlNBmBJ9z6pGOyeQtSWdHU+FfEV6GaI5oaA6BQNpJhM1uRgtO5KhGlLpqd76Zzk8NPBdsWYrWcRRda9EMXba5GfrIrNIzNyEXCc5LokfbVDE7u9eoQTFeqJ0M0QzXUBUV3NFPfaAvKtxuBdvUy6exF6JWasxKquVfP6jVti3jzPalAYNtdNCNzXHbvUiaJK2kL1YHssMqAHI2YkI9C35QsFbVy/o8OPlEzMsDXYe8ZWHpGbahvFMuqq2XZV4enwMtHToZshGuVmktHTTiyoqpJjsYZhPfW9LjKsT+blKNbIyojT03ENq40KoEkymyQb3eYSX4g+dYLFCMloZQfHZCCT7e6Wtv5d7WbClMj4pK18l3sfFi/Q8OJGplqir0PuVHKD1c2jytuboa+/Po25GfIKbgiIbOVqS30axC1QmczpJh2dH7LJyGXLZNYE54XRpOJZtPU84fAUorPYNOEjBts5sU0kfZ4YsMNUN5rZbepwOjE3GCcPzzV78lZVPAG6GaKx0WhSEv/N1YzFjVI3fUOODxwSfasfDJYvfEVMuDFmHjXbMnPwstFmwDfiqJ+Vi4xs68x8ci7WVIyy0TYlv5KewcOHasaG8FHleRncIgzrjAxTu2y1eOvW+9aWl11FU2eYI5W7pT8MuhmiaeZHmnFvJWhNytQFwfDYpMCORKt8q1WE3s6YhRgGvNHe7okGK7/yk9phqjUSeyOK4nsqOBTHe9WarSrPzXDLJJ/PHb7dHktuBnvDqHv1gd5FoJshGhWiWipCxy1ZCffcknnNw8K25LDyts43iNbp3rgTnY4Ke204XA9jUcckUsD9q+p0m1O9MQevy5RfcKjLgq2mJgXUsDuDShuakTi8pKS9CpvOxZZ0b4l6DXJRnqxdLHQzRJN8IfNDevm95ZVYfoeK2kEx7lbfbRvR29D4uP22hkhGVMSEKhntskpu30AW1V/XPW6Av49hj7kGuD2mPrtaJBJGu0mE7CugmyGaZYi0MWkkGpIIMSKpvCI4sIwtEMXU+efiSbV1amQyy7pcq/L42sbsVljMnzdaqpJR/aoVGQHnebYGiFJRMXLUJ1iDMtuejmpr2CHu5cDzdZtwTU18RrEGd2+yq36+FdWCrwKSy9RfCN0McbAR06X3d6Jp8jL3EAXUKt5HBdDNWSQBb9SQ7YFhaD9Uk8owtFmOrUvM4yQGJ5psd8ki7rFJ5UP5mIsn+TuZpYMXifiboZshmlZ7dWYlaJXyLV6cU6yhexFuZIBbxn52S0YzHnlo3MwCsOEPtdXja3EJ8rZQ2egqG1dk4N7JrKw7aGrSM9a8/O9WhZHcAEOD3f7Bverz1kumDo9K4hWZ3pNxqUM3QxxQzURDbc4935Mk/HdlREU2uTXb+oeGYXDazHK1YcCrMjGu4KgrvMkjKRxVm/dqRUyce2MklylXk/tqPo6q9veEiwvdDNHM5rekFhKhUBETxaAvCqttvFmJpiMDojLulk2RqToXCVTbZ6p92Tiv103lFcpfVDN5SSkvQ5iIVHU6bbT2qZtePSuKj+qU3rP3gKtIsJ6tN0DFYBSOWAxNdQ93VV2DaTG1dPBXoZshmrZ9fVEyoTSUEXnwexF54B+VOWhkW0+79yDdEvVVomas7hH9tPVSHse9oK7Bbvlzrc1F1dY7cKskwuamdd5law2vhm6GaObPc8XyrzsQuAoj+ca6saR834Ziwg0Y3V19HaFH8fJWMeGWSUrmfSIjToNHc5rJV1n/EZnRzIvFFmx/RmdhL3RS0u3bvMcUya2yVRJFe4vHRqaqkskuu71/ki6YcVkukD3fn4duhjicGAIPswhR2JvEmzYYzK3ddC6VhEeSjbDupGLAtF7uFUW7rvRRYXLeIvqeRBLhlsiefXfIUCMmVzwRQ6fjtjUU5X3vi+Z+G7oZomnrSbOhznC3FwPhulCwrUS7kggaS7qzNLmRbpmopFsgMW/+6LO2zuLIq8NkzMJ/JeuztUOGfRXdAO4QX9c9yWfsBFuty/AOHJK0Vekxue72ohQN+AvQzRAHFcoV8yv7qAuRilD4ShJoGFxXNFkkJjCLY1XLPdTV24m6JzHDVltp4jrdM62foCIKuhmicdVMEsILm1SLu93d4m5Pwt5cDEUGJ6a6Jef4Nz96mptJqnXPdAmT53mezPuYoxNJTl+24yVQxqABiZS0DOP3ikxJ7o0eXyxbbeVedc1Oahbzop/2IS50M8Qhj8tsFKki9HrwG9VzBcqM+tont568lePmLRtV/I7/5mIi0ka5hZsSCbnBiQGXKp66qcqYocGT4TqDfwy6GaKZPyvNlhhtk0axJaMmdteJcaV7uBI6B8VEYqTVAba2vJJNPdDgGU93UN4axQ+rikyKqq3fAK7BS53J4a4PGN4nuTrJWb4FknHhtNg+6GaI5vRZ5kTxJLonKonlK6vCdhgZxd2JOLOnkyu8HQxXkUUGq89DcXlir9ZrwDJ1uXNcUkRtUbicCN0M0czw3IxSBnnQOpvlW3P5UQzBLYlb+nrEcUPXvCElJlTTtoaoZN5KYv9WU2VLNMOTH2tLKqyRFUkUCY7olIetJBYmjqqoS9yS9u6d1k8dUbucAt0MccA4bhj8nsImoSB/d6yAsqew76Qq4myrbnNNHYb5x9mkNr6VWVEMU2tRSbd+pV3oXc6FboY4tM9yJrWiZo7fOSYHdghpozK2nm5G1WErWw/H7cXmotMZGulqmh1qRpladzPD0+9mOE5kRF1MRHUmbkDVkFxx95DcAJflZp5ggXjz1u+Rs6CbISXcqeok7sYDbcnTqQezQ92T1NzjoHirzqhILvV3mCQ4q2/r51K5Ab5FdDeKX2HS5TboZsgGlMSZPk9yyFe6njNwSxZlCiYAdmiarbIJT1/9TU58Nm8ksyKpaICrZipRvBv1W9USiYNE30RUFNLWkpZN1Yp2Ubq83hw5CN0MOcRwQc5QRthJ/0iaDIPlRE5Vyif5ldzUoTY6Jcx3daStfyi/rtYc+VU4/SIm9ahcy6PE1p+CboacAMaM8rOMonLqYgK35CVFTNjKI3Gg/u7WPXhSiZF1STSsSk4qUTOKYrS+Va8kSqg+iNfrz4WX3d4+oHBJjiL3QDdDTkZEwLR+B9fwwHoSJVcYePhZRBIh0TG4sS6JcuOP5BLU/F5U26Y5sYPsqM3tq4kvRX42dDPkQlR0iSpnKDt6msVRmYath1uZ5eqbyrGqFSW2cvtVlB2VaZ91UNEAivXsiNzndJHVVsWjjlInlWDrTA6Ruwh/ZSc/EfIt6GbIrWDImYybyeHdEwe5RHDL5E3vSwYUC7jCKz+d3VZdTaTzhuw+F9ErjS9Ffgl0M+RuGjyUIyNF/tuRVgEk4sCVCJXy9TJK8bimKi0i9tjttnLXANcr17WLLZnojB2SaPdR1h5bbVuvb0Q1TJ4P3Qz5Mg2eYMC59X1RarJcLaqwIiZ2q6KDqCawrfx0ki13hv+VhFN++AQ/5fJAMUcq0M2Qp9AADFoXuon63cxKcbutoadqBo3MS0r5iiSyprq6R/7mc0TXRfduo1FzxzWN8i7q6pPXQTdDnsu0BufiZeA7GC+rYyOlUsz0KPOSSuyZWmOGxbZyiho4S1LYeo5rWfJM6GbI00lyOX1LZiXXN5Ua+nr1gWwfii132spNjeS6Z4eaqY/XBw8flnQzQEq8/vv3b+ZqsZ+Dboa8jGbepxvJha2KpNK03ZhkaLauKBumgn4mPyFqDy/fb5wasdDNkLcisbA4Hne5Wh/lwOtJFPxsMzcqxWIzLrZa/DcRRrJFNNxxLkp1RObJlZKXREzTxHTLH4FuhvwOrsTZml/ZVNKWL5IXjprG86rXdhtJSmniS5H/MHQz5NdQM/69d/kVd3f4znVMVGY2z/+rknP83I/d7oowrPwUNbP12EhtqO22Wul/7PmH+EJyP3Qz5MdRcXQSUCs1oz6rFWW411U8rsTZEctjDTdIgYPOQPUzXQvpdDPk7zCvl6tN8Wuko7RKsvbM3VsUT7m+QeNPH7h3ZEdsZsvVLqeZSN4P3Qz5u0Qr1vJD8N8kK+MmeOpJoMTgyqndQDMvRaZ3IS50M+SvgyvW8Mdy/v3719dpEnf1mrgHUUVS8qwkkPzN1QxKkysWcUkviRbktBipQDdDiEatjDoymOYZmkTNuLrnW1JGab72K4/vvIv39jndDCE+SS5HtIub10FZI7XZ7Ev3NE2U2umfSap71MNsnklaPl8hkn4Pq/mO99urXTvdDCFVrMrp5m1mC+7ysEr2JeI2NdP4UuRj2PxZPfOX8OprQTdDyDZUmG9XrNkkTZKJad4TM9H2rWqmGERjXmo5L2ya1Im0yzzPBzXNbW7miotON0PIIVDWKAUwXFdmGa40O8/w/1U4rZ8runNq7vdILtAmQWP733UzkeJssKZRJRfddKOV6efeaXQzhJwDagLMZ3RvWRr+i5kY+yTNUlLUzPHvf4NnXBYjpVGxGfMKmIsiCe2zOvFgDXgXqcwclsRLo9yGVCKaeDK/UYu1SRoSzTjR09DNEHIJmN6w7gGjy56uK7Nx6BF7ZDxSkssWRgOmk9bd/TbHe2YyGT68JfBK2bbU3m5eZmHvwKjys05HoJsh5BIwopzWSBAavTigGx0zf95ptsnNoMASe1C1YMlkUh4TRbbCJ2idJ6SR3HFZROow1xWN9XJjyF61iLEbIWWrsncOlnHvq+PiTKCbIeR8GmQ7+lo62Hlz9xtuP0/lpV/TOt1iY1sbNbv2VxqyFI89i3ZZRmErrsJQJIfnrjrpVXWzdW9ydZ+aOas/6WYIOZkGi7V68A1Hlu+zfY20VTmRmlGPuWDl0iL+RVFlq0q2RPG4GNnWP3J6g9BRPXlpWzmumhGUeSqHt/XwBlkc6faocB+pmahpqhlCnghKB6Uq8qMqkW8UpUqj01otSRn1V2pDKWAj8c0nH5zUpZ5GTv8JaiY3QPkJtTd3k1Z8qEupKt+qZlxrz7pwdDOEnAO+NWCe5+h5l3yCfoYXHuMwvSCPX8gWfDFB/j60DnmCRTyhzSKn7Ooy1+DiAIT1V8rbw/s6saGeKJLK5aRagJwULuVC4TXcUhl2cz+R/1yQ20uTl5txHdIRN+M6yOm8nzelmyHkHJSwkI29pgySiHIyuRbcvsPU6EClbyx5nUPjr8B2OzaKvaSG2mmt+U4h6aVpdLEiT2CNtyVVuzvUjKpheLk3QTdDyAlMH32woN4FkAwx09otRWBUjnJEmutr1RKpmUVmiT32AR2sUEmBCRRPrnX6Ol2EYsJKE7REqcBhNI2HD8fxG7Cr+FDjDlMdbf1oC6of9ApKuqECs9LHHm634AsgxHkf7QuAboaQo+ArRtTwjSOClB9GtXkZNZZZp6K0lC2D40gzb8Tp3viu1iOI8yj+brTyi2cRKZXvIqO/6p/ZLES2oHu2VyTfomzYZPClvUc3Q8ghhvMVEiFGh0c1y0ihpneaN02U1GZHHAldsxMbmYfGDAe1cydhbNNX1P93oJsh5NFgQI1x66I5OqRS7LHJpFA+cCeTZknyv8N7RHCSJH+pzHDmajjES3Sf17OVGd5HWRRVxIVuhpDnYmN5taUY7FdwM7SumkHdg39RV1mbLZHZavvwBK+Y7u+FtVKkyNUemm6GkP1gmgSDa8n8T/DKQnUg/osyqMdpEvmMk/7usWgYLvNdXjYjBawkUnkXdQo2u5Dn3uf1c6OD3tyIrAB+VGKGWOhmCDmEVTMdJtCizIE9ZCsVAZFolLrCyLVOLiOk5BVqBqUMZ8yeDN0MIftRaqavH4FEWVCcgFKVR7smeL4S68EWO7y+Uw6UNIxVM0NEzUgrbg1KLYk3Oj03g27mimVs5CzoZgjZj8TpKqiXaZxpnQhxA3/X07jqB+tRzfW1QFGZmL7O0GCBymlKycgA96SmdTLpXMGBJlHNPBy6GUL2g4/RSQ4Do3j78IRQ1zG2pMTv0opqGlMmDZjnGQu7I7UU7vDAoPsqGqXkFqQk2j+d9+YS2wN0Mw+HboaQQ1gB0WHyCjm3UZUmwRmkHisb1F7qM27JVdoQ19oTT79Dt19ROTkXuhlC9oNCoa8npjD5MXyqA/fK5+QBb3EJ0nT/pEOWMRdfKDl9kjGYXMG0zQRpJNnbPyO4+zgOSh85QWwarT09cYInvvu9nOQ26GYIOYQSDRhinx5xK8ExNAC3WMOsmsFKprVIWoi2VEw6EaXe6GYeDt0MIYdo8ExJX780TMkFPCp5IZVSM/P63YsoX+SzLYkCBZfAoUkd8ijT+l36srd/RJJrWAdH0rwfb0Z/g5YfRCxso7frkydAN0PIURrkMHBUlY1qEgmPteJA7Z0g14LN2Xk2pZ+ikqhmutE3eKAVCiiMKk1jJVgG29qBMn5fJeQ26GYIOcq8/nEwCe3V3157ElMC/2UMxWNneIu+bJFq1cM6WE+H1WgicbCJbparTfBojm2og27Dsxb71asHlFVojCSQ0GZ1porp7NlIcil0M4Scho3fW5DksLR17mRapzq60T3TeiKrryUC7kWxgsP9FKRtrMpxTY1kU1snTrqnY+xnrKcbMTSt5Rf2TMVzk+9CN0PIybTP4ykoC9RoqN5UprQL5lqsmFCSQpWZYPpLrS7DIVuem1HeRWkaPKluUkptnYMRAzq8bqB9skFK00xrZYOVuArMvmBN5asS9UO+C90MOcowTv/LTGkKQWkdKZMLCKzcLWnVjxIo03rSKZIOkxFGSYW4S+kVW4/SMcrx2HOxZ+2a7TpO8nXoZn6cNnpqoTKfk+MOdmQB0za4BeN3icQbvALZ1TFWwWBJ+VeNvw1et64TRs0AABR0SURBVPzv3z+VF5Fr12BZGj5Vo56VmeB5/mayLN24DTSgf1TOgl3bJjXj2ck5qn5QvdTWuk0ppAuuLalCN7MZG7h90ZgKuQ+gm7kB7GQba0eKJNI0+RZsoq/n0NABDC86lpmMPJKmp7Vckw9KtUygXdzt0kXqhsQCyrxu9J+SR0lPkjuhm9mGEgenP958OkMvgjHsPvg1HmIfKBlG5R0eTOlrSSHqp6+HV6xBHoXBz5vcTP9cWSWbullppgSEPdlopZmVHcPeUEpOGYOP8szw66W8P78L3cyPMxxQonDYDSHlEBXq2khTBex/GaUnbF/ZUCCK36OLorraKhh319Bya3YkvNCBYf0oUFDuRFpH5Eik23B7vTd4H34XupnNqDVC7l6My9ReFY2qXbg+R3Y1k19xRytXkcgQJjPg6lilZpp54kFVO8GbcdFgZZtEndNf/S0QO0bbuDvJr3QvfndVDqoBJRdc5dS3jLxyJ6DTwrtUPmCjcjjeAPJ5MpqmwYyZ/X7Z5W1qC5aRU8Meo5v5LnQzm8kDJfw22mgLt9sAdvImmm2jzUw3t3RmzO61teEu68DyhvAQNw79a19yvAfsXry4NjZXJVETSOXJfaXEgRyrbq0jAf60lkptrWA2VWu/LLjL/pv0py2MPfDX7sCnQTezGbxl1QqiaS0pMJbsZgie4RdBZB5ZUAM6PnixfMAt9vCoHrtRFWhGZuVOqIO+iQrkXnA3KthXn5eetymNHHxEw27JP9vBt3vaZTZrqBqoDbXXnlRf/zAlGtlArbqdgxWeckUaiLC2TplsrWcCEdy9flONdqNm2tqD4rF0M9+FbmYzatiVz+7djLGnOwQnrUSVN4gfk6ZdIyPDimZEVcl2+SzfeVsJnlRfh7Q7wMG9WFLOWrb39QVSn7sXMqsTwYbsObqH2z6xjU6edmlGQEzxNZqMmsF+eBT2cuDeqCfVFttj05bvHbkCupnN4N2PksI+6d1NpI+PF1gwNpzMM9jS7r/1e3P7aMGbHVAa5GOUCHMj9KQqPEcZ/lzsgVZkWGki23scmyfnfinSV3LWsstG5c2snmpGoygfY7Mp8/ptzdP6ZWJ5VgPbymOLb7GcyD/zegL3af/I6yhfZb9K5H7oZjajht0JAvlh+SgCxV19LQWwHrXdbhkagG3ZEad5kqviZv5U5NiMfpLtPQi67bDuFkPloS4KtoV/K3GA5ZlqxmWKn/nHr4y6ELjxLWf6w9DNbAbv2k1qBpE4S+JQWyxyMzYRkgdrdi8qIVQzruxAz+FGwXiOzXvpAGawXo2ExsqbutLB5hWUdpE65RK0dWJJLdCSe2aCl5IlBvS1ipK2ZliO9SKm9RvPUARP8CqBaZ02e91p/iR0M5uJgsdoIgIjfVsVqvukIWwCS8qgkxtsQ2lXwdj6lWFuVK7qd08zMe8VqCBatrs9JjojKaYKJ83Z7kUJqyQpXlb3r3x43UXBvsqNtxMD5LvQzWwmUjB2yJjNQwMqkTCtn0FxD1RNT2Yxm63WPUqC6OY92SA1oMFLSdUExpLywX1UQv5+MX1yBOmBySTVmrfYaekKlC9tnYPBauWKKz9hsy94X6Eukei+ezqmG++iMjSvczOoZphreRd0M5vJFYzdiyGYRFhq+OigS2wxVQabq4wXWFulBrekigqHEurV2KuA211RYrdExdyexPsBm7DXCw/MTyH6+1I1g9+jH773fhK6mc3kCqatp+9tpN+8J+e7CXI7TKyr+q1JdbnwUmFxG6jSRME0swSur1MsKvmBtUX5GPRYDR6EUvdGcrnV4W29Hq97Pqa/Vs00yFS5Lpw8GbqZzSQBpluYX4lXECVCbMlIlLjF1BYlbUW+oI5B8TQ0uFJSGfxGNZNIfPJ86GY2E80LL0GWzb5QQDwWJS6VjuyeUOhrBZOoHFV4gvSYDJqY+JGmI1PVXhl2l39d1WKzNYthrxusxdqfWbX4p6Cb2Uxyl0/BoiPyNDD/pCb9lURwx2IRH6rO7o37E6wNEyrZF3UvWRtyU5WRuHeTIv86aoLxRZaTBbqZDUjeJSmgcjN3mkcqyDVSKRC1GKyvpYNVMHKU1TriVKR+FEwNXsEgrUdNq1tIqRnXDw3XnqnUzvOReYLXiTCyQDdD/gQoI6KUhkqqYxk30WK3qLyOoq9TMm4lW8/IGok6Cf/iXmXGw2mwBu9FZhOBbob8MrN5aDzJsvRAwSz/RtpFapAUS/s8b9Q/4zs+P5Tk6hLtYj9PZqWZNdvVNK9TM5wxezt0M+Q3afAwijscL7jDlpUF7nSNrRlVi1UPeaPYtMItfySuf5cmsL1K3gXdDPkpMP+xfOhBikLG2UiddPAfVkxIQ3392jGRL8qkyVtzGOVg8hNcPiyDb5KDUcbL33epGVEww8woeSx0M+RHUImQSBYM8y4qpYElZbzrRi2piR1V547ZHmUAmoHnG5k6lG4vUjNKVn7XGLIDuhnybhatoH6MRPai8sBD3EzMMNWhRnlp0b72zRrpFojyNInuQQMqaqZ7cg3n9x7OtP41oySzRR4L3Qx5Kzbvovba7W447OoP91jRSThGV8brqIkhSc1ql6t7XMep5gwfjvTbW/wisdDNkJcxf95qJe8cS7IsPc2vuAqmwYvI8PMEr51u5lV1Q5uLkXhd38jz8Db7UpFlr5iAQgXD5//fC90MeQ2umFhINE2lpJsIweba+mmbrWN0ZIZt1C3jEkX3iSzD3NIrxAF2/vOtJRF0M+TpNEOHqHy4TszulWrn9XMwbf0aYPxBRpXd2TrkKTWT+I+64sEXSHdPruFeafR1agYTYN82h+yEboY8GtEZVg1U8jGbVI5kX1SLx0NpO6y7Q/ymVrDwsOaDbX0LvCivMJi40M2QxzHDi5Pn+MH7pbAE6WqoHa4l6+sAX/1EkEqlHFzglKsZ97yieuQz5mby2pTImz9vRnjLwF3pGfJk6GbIg4jm4l1REmVZKtqlmxdknahdLK4BlaPsZ2Wnm+1XqaakDCE3QDdDvo/Mv8/wuyx9lHqprCWTuTWpHLfjyrFoDuoUsOlNUXliiVIzw0RUN+rt+bkZ8hvQzZAvI2MlDvSRKLGHu1kWtyEV1E/3PpBRP6N6hRWzXU3DbAe5E7oZ8gUw+yI6Jkqo9HXqBUsmIfz8ebxGCk+ft41J09KKUkJXnO+UPjdTydaoMslzMz147bTNRR06K0Jq0M2Qu5FQOs8TRKkXt1h0uM24fCX7rVaaJee7tc7dNVDNkNugmyF3sKgK8S5uzsCNypO9trDNxGD2BUfhmx/CUDknS6JmopLJb9hEPYY9TzdDboNuhlyLmwYoZinqKgdTDph96fBrMYdO4zC5mxliz1p6NV9RJoVtVV/vE/JHoJshl4BLuTBBUlkeNgc/96JqmNcPumPeRU1SKSlzP1bN2LO2n3NcNeN6Grf3qGbIbdDNkDNRY707gCbOYw7eE+N+lom4Biuhm1kV/QSs21s+VBYFRGXs45l2Ao1LAMgToJshJ9CCl4K4k2PFpb3RNBrO9kzwLOeRfPgNHPd86gTVDGGHU65MplHNkNugmyH7aR8i7RJpFFUmmd5Rf9HN4CD78IcN80kzAfshUTMiR4ZTi+5kGtUMuRm6GbKTBi+GkS22WHHxruuH1BalmXLZ9CgiDafK7KjT3eUKO6oZ8i3oZsg22vodLbgrj6bzKBu3Y9CN66nQn/3796+eLf86QzVT9DF4lH21aF/roU41Q54B3QypIhoCI2KlNtwDE5WTJ1SUdqm09VgSNWPPuqc9Iz4jUS1uzaoVuhlyD3QzJAMXdMlAWVzRlGdr1HY5cNFJ8hlD7xfJF4vqPWHoL6Ozxv5xVUuS8WrmdTuEXAfdDMlo8atZ3GxKEolX8jGY72nmZZoHz+W7nLjGWqkZd72Zu/bMPZyQq6GbIRqULyIsehAj41H4b6Jd2vqVJ0tz8+fdMH2taX4G181UVtkppDwuK3A1jVsPlwCQ+6GbIf9HZsbsAJQokrp2sSV/KfuSc9tKs6HKpJohN0M389eZ14/TL3TvzS54SPfUjFtGjXry+pm+XitlR71XZ2IskZopHm5LYm5GLlmiO1VmiLkZcht0M3+aCZ6idwu4Iba76smtPG/OJgx+GDeD0re8HtSWOZLvoZoht0E38+cQySLyRe1VosRdFeauJcNK5LNkWebPT5n1TyiN2Zcf0y6WrWpmmOuK9J/7F68XLt7bfTqE1KGb+Vu4i7hw73BjMjbZkph96euh9q+NcUXlUVcn2LGqV6VvE91JNUNug27m95nhF5FFWCy7omVjPc7NNO+nlDuMYjg7JO86sxl+t9EfJldvVhcO+2qGH37O/6raUAz9/FwleQK/72b++BcJA959j6Fs6kCVd/lT2Zec09fRuX7CvcRLGat7qGbIPVzrZk4cWdwJmcqBf/O7lGRfpMDyIUmuqBDbXUuGv388f559EfHk5nX+JsMngaK+iqQnrjSb4WmkRM3gYjM8nJBLudbNnDjEK79yUTD+KDCxUVl6tICPoajabP3u4e7GqGkxT6V8OPWvqKuHYrF9s15Kzbz320FexDvczPyN30P8VqDX1q9AFl2ybBGBogJeKePuVfVHmRgsE5mHUflknts/d17ol7Bqxg0dhiv3updccVeUqe0qzUY1Q27jHW6mXlUeRMuuPJSLBMEN2JSGWwZVTsXayVt6ZPe6ZfL1Y8y+FElyM7lUTba7l7W4MpByk9zGITeD0ZMNors3fi0B7zI82UhqidZVRgGPkibsl1aOUmGjfJZd0/rJc5V+kCaWz7e9WQstr8SYMzyGYhMw+VoydwFSNxP6y2f8ZUzpvclbFc3QOGHa/pxQvvxPTZopXzVce/YDL70mb+GQm5lgCRNO2qgCC3ZUUrGw6znwc71m3JI04dqQVHUdSSv5/JV0e1KmaEB0LF7lvK9IwrndNUE+rK99jP3b13JWdvHykXs45Gbc1UQYsuF9bH9sEbe4oXEzr/J1j3V/xhHdjMxfWzeDesXVLvd8G+W3IK2eGKJ8sFUtUW3RXpQvolOVxNxqJLH3nlBJnvVgpZnc21jG1TTu4byI5AYOuRl3CFYBb3K4VSTDyH1HK2Kk2wRukXgTZZmVaKdzPM4d9p5qrlibOver++G3kats+3BfryqPMmxdjkI1wwtKbuComrG3KW60I5okPOxd3j4rrJYyNs0TqZmhM8vVjPoGWno5cm+wwmf5jH+lCckMoVCQc5cekAdQXJllT7PiP+xGMUbVs/z9sR99+SJTOTcTXaa+Vi1WzVjtMgfP0/QrczOzt+BNfUbzKlB4vZqjuZm6mmkwud8gnrLVSklVVVurGZwWS4yUo6xjUwU2qQo08iBYm+qlaT35nlM33h6IrTfKl2twO1NdNXW5o29Tj9V5YsBkkm32ry0zgcS/DgywrGFR75FXcP6kWaQz7FcicjPuIVOqZlTNGD3l46aywdoTGZnEiZsoRmp5AXumWL8tj2eEz+i4Wa7cMFKkIkmHI6lKvKEs6EbHYJ0iC/79+yfrOaf1s1kLSmHgsWpvpFRUVpWQ+3Iz+QgeVRV5iOVLEh2LJXGvOxDjsfneK3Atd/20wvUo7gmq8m6oOGyOHATv2CL2NsDbw0rPpGQ3N8wwyCPkLI66mWYeOI9WmqkRrX2yEXKg1SvqcPU0jBofZX2UFSgS3w3djBzevLdync7SgYvxuOCtcqAtiSvEcO8Mr/JFB2OzPpWmyT5EHOCW5YNdaRZVEiUs7fLCHviYBmnCJCgh5EROUDOTyS5IASUU3NlYlBpqr2oOt0exvKuZtp5XvyWulzPtJqNbxwazbs9IgaGCJNeR6+atuDeMUjP4GT1N5zvNyI2co2bUdK1gpYCN6dyHBn777sceUxtR07i6BLeo7TLuYOXtk3HBvdjipWdKhFZ7o4Srnt3LJOrcvRkwWWL3dj43Q27k/NwMGRIJF9Q3+5BqpR5VIa/XtzhRanfzFoBKbUrNcNKM3MYJbwG4wqwfJvfNbn4lClTV327S+yq9ZOUmuQ173SONkpRRORhMWCZqRm1hbobcDNXM3eTfbZU7cf/mx9p82Clmk+NE1yLKr+Sgn3Bvktyr0c2Q2zjkZji5v5XhhPgy1e7+MEmPH4+Qv2rg4AV6DonLH0rMSKng5Y5yMN3cKjO8bJu3B7mBQ26GbGUoLyI1o8osH9ySlC/P5GDWzRLJEXV7JDcJ3Qy5B7qZW0kGGnfG3J0McbMybf0cEnkaboSRryuzT8NEuZloRZmVvB1uJ7oZcg90M/dRjGcrX3532p0+5uEUczOVQ/peP4ERDN0MuQe6mfuofKsxeWP/4lMv6qjiYxnkWyg1k+fnbBlbfvbeadZG7wjHA+lmyD3QzdxH3c3kS4/UTJosXz7bXnImiZYdPvsSrRnDOnPd083Ua2duhtwF3cxN5J5A5tbVe976enq9myFDno+51HhyCqeHAu6DUPmTN8lGQi6CbuYm5JVieQEsJp5JrQtiCpcQ8iLoZm4if9HI8oZmUSfLRnexECoYN5glhJBHQTdzB+68vJ1Yl3ea2Rm2Zt5vfY/lhBByELqZm1ATXBP83AvukochJkO0zIwQQp4M3cxNiKvo6+Vhw5wNIYS8GrqZ+0Dvgk/J0ccQQn4Yuplb4eP6hJC/Bt3M3VC+EEL+FHQzhBBCLoRuhhBCyIXQzRBCCLkQuhlCCCEXQjdDCCHkQuhmCCGEXAjdDCGEkAuhmyGEEHIhdDOEEEIuZOVm/kMIIYRcBt0MIYSQC6GbIYQQciF0M4QQQi6EboYQQsiF0M0QQgi5ELoZQgghF0I3Qwgh5ELoZgghhFwI3QwhhJALoZshhBByIXQzhBBCLoRuhhBCyIXQzRBCCLkQuhlCCCEXQjdDCCHkQuhmCCGEXAjdDCGEkAuhmyGEEHIhdDOEEEIuhG6GEELIhdDNEEIIuRC6GUIIIRdCN0MIIeRC6GYIIYRcCN0MIYSQC6GbIYQQciH/BTHQK1U4FA3MAAAAAElFTkSuQmCC" style="background: rgb(255, 255, 255); border-radius: 5px; border: 1px solid rgb(204, 204, 204); box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 20px; padding: 8px;" width="320" /></span></div>
<div style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: 13px;">
<span style="font-size: x-small;">Procedure:<br />1. One end of the jigsaw blade is clamped to the leg of a table with a G-clamp as per </span><br /><span style="font-size: x-small;"> the diagram drawn.<br />2. A 20 g plasticine ball is fixed at the free end of the blade.<br />3. The free end of the blade is displaced horizontally and released so that it oscillates. </span><br /><span style="font-size: x-small;"> The time for 10 complete oscillations is measured using a stopwatch. This step is repeated. </span><br /><span style="font-size: x-small;"> The average of 10 oscillations is calculated. Then, the period of oscillation is determined.<br />4. Steps 2 and 3 are repeated using plasticine balls with masses 40 g, 60 g, 80 g, and 100 g.<br />5. A graph of </span> T<sup>2</sup> <span style="font-size: x-small;">versus mass of load, <i>m</i> is drawn.</span></div>
<span style="color: #333333; font-family: Times, "Times New Roman", serif; font-size: x-small;"><br /><br /><span style="font-family: Georgia, "Times New Roman", serif;">Result:</span></span><span style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: 13px;"> </span><span style="color: #333333; font-family: Times, "Times New Roman", serif; font-size: x-small;"><br /></span><br /><div style="color: #333333; font-family: Times, "Times New Roman", serif; font-size: 13px; text-align: center;">
<span style="font-size: x-small;"><img alt="" height="90" 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" style="background: rgb(255, 255, 255); border-radius: 5px; border: 1px solid rgb(204, 204, 204); box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 20px; padding: 8px;" width="400" /> </span></div>
<div style="color: #333333; font-family: Times, "Times New Roman", serif; font-size: 13px; text-align: center;">
<span style="font-size: x-small;"><br /></span></div>
<div style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: 13px; text-align: left;">
<span style="font-size: x-small;">Graph of </span> T<sup>2</sup> <span style="font-size: x-small;">versus m:</span></div>
<div style="color: #333333; font-family: Times, "Times New Roman", serif; font-size: 13px; text-align: center;">
<span style="font-size: x-small;"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANQAAAC6CAIAAABZQvRlAAAJMUlEQVR4nO2dWZajMAxF2VmWxs5YGqc/1FE5Bozn8d6POiQFtoCHJA842wnQiK21AbAuiA+akUd827bt+56lKFiHVPF9Pp993/d9l42Uoo7j+HxJtAqGIIP4/srakkrToo7jSCwKhuD9Hh9fzG1xcvq9bLs9n+55i7hP3UZ8K+AlPgmFEluFbdvM+GhK55Z9393is6rzLBaGJszB3DYstm17dVSeGrqqDfFNTLD4rG98XJqnAzN9npLejoFuCRDfNRUTuUi2Z+Z/FpakrDiuhZu7kf+tQMB9vcZcs/3haHCY6pGWrMpUHZt4RynE8nZ0Is5Kkvg8jzLFd/Vkr44N8c2Kr/jEY0WIwIqnZ6CYouuF/vEVn4bF0Aqu4pOcTyTlOZjBmMeUBIgvLvF3K8ynWDzfrPjqKbrJec35LCUhvmUJEF+0AqzWrukIb/v2MlYNPRMQdqPrsOSlw3QyRuc+lkkGE1Pjvr7OOXBAU2NiKjmVOA2lqBb6p5L44uanoLy5qZdOxfURFjAEeoFcHpqB+KAZiA+akUF8EckcwJlFfMz3hDhSRSPjY7zpAxGkik9k5/MOEYBFhpfG9W0Mkj8IInWNAVGe9RovgA/x4tNsT/7qa0T5bIPJiRefyE4m24nzo9kBQcSLz5SdbDPrE4KIEZ9M8DRXbxEV6hTR7FbClMQIRdWmCZ+6QNVldkNhPoLFJw0LbeGq/qSrxVoEA8BBsPisJE+7l82uZloe4EOM+BRd8ke0aA61IT54JUPjgBYGxJFBN7RwIY48U6rSC4EFyRN28XwQQR7x4fwggjw5H+KDCPB80AxyPmgGng+aQSczNAPxQTMQHzSDnA+ageeDZiA+aAbig2YgPmgG4oNmID5oBuKDZiA+aAbiqwQLKV1BfDU4jkNkx1CQCeIrjq7xgPIsEF8NkN0tiK8surRDa0N6BPEVhAVb3WT4KQTEdws+7xU8XxHkmnBl3OD58qPRtrUhvYP4cqIZHsrzAfHlRPM8Uj0fEF82aF6EkuG31xDfaSzY2tqQkcDzpaKjZ7i9UPL85GkWU0ZE0juUFweeLx5VXmtDRoVO5njIdxPB80WC20uHnC8Y0Rw/bp1Ohq6WpcSHw8sIOV8YdOZlhLAbAENneSHsemH+3FxrW+YBz/cOQ2eFQHwvEGrLwcQCF/i8ouD5HiHJKw0NjnvE2yG+oiC+G1R5rQ2ZnAzim/ImTZzI9gOe7w9dy2fKx6lDEN8fKj7yvDogvv+I5rZtQ3nVIOc7z+9ZkOdVBs/39wZQa0OWY3XPR09yQ9YVn/nKI+JrwrphVzWH8lqxqOcTm2lhtGVF8Wmoxee1ZTnxMWOgH9YSn1qL8npgLfGdzFXpiVXER09yh8wvPpaq7ZbJxacLDPRs5LJMLr5z9lechmZm8bGuSudMKz4xbNChv0WYUHzMGBiFVPF9Pp+uxGe2MFBe58zm+XqzBxxM5fnoVRmLecQncZYWxkDMID51eM0tgSBSxbdtW9tbrpqjJ3k4MoivbaOSHwAalwxht9WNp0tldAbO+VDe6Iya89G8mIAhw664W3ze6IwXdom20zCS+HQJszrVQWmGCbs6YwCfNw0ZGhxZ7HCjL9tWqAuqMYDn09d/8HmTMcAIB7Kbla49H2MYc9N1zkeSNzedhl11eOhvYnrs59u/a/kQbeemO89Hf9469DWxgOkCS9GX56NtuxS9iA/ZLUgX/Xya5CG+pWjfz8fo2bI0bnDwyuPKtMz55Fii7bI0E58sLUC0XZk2OR9DZ3A2yflYYwCE2p5v56en4EtV8dGrAib1Ghwy/6Vonoemx6KS56NtAVdqeD6zJxnnBEpZz8dLGOAgSXzHcbjFd/u+LUIEoZT4ZHlk3B44KBV2W60xQMtmIIp4PnF4EQvDR/tInOuIpIrPUpjIkQEM8CGn51PNBcU+ZLosSeLbf3/KlmmhEEQ2z6fv25bWXzVPGXEiNb14899auiZdt/s4rsm7+BwHS6tC5wrg9mry+Xy2bWv4UxSe6nfslsHzaWfeUtlb85PVbtSIFUuyvHDoKT5HMMyT80XM6kuptzSmeYmmljvT7YvchfQ3uc5fa1/HrvyrexdfxNMgp925kjJS1Nv5Fy57ypXX4Puqv9vy5SjxnVqC3lZHgZY0JQaqMVYycKvj4zgyhF09c91QC+QbndVifm8aam1bR91iBR1Fp0nrtj7T5jdyafQCxXUSOS5LeiGvWNdZhRjkDqysUe6R+fE2tkot5tWzjrLmOj0lpn9tVU9zzT31Tp+X1q7ZBFFlmNuemNrSS6wb5kfB9AfmM23K+onrf2/3379OwvQ61t9rvdYDdn1srI8+V0ZP1rwUZl3u27pfVCIlm/f3SXzm99ZR52Wi3XWH/7tdJXWleXJdjd1oOZnb1gN2Gkt87L8PW6iAVKb7rzu3HrDdiLDWx+u/zELcnRVXF2Wq5PPQlLHEd93NqvdFfDAcpifejajymq5ZJVjfmB8fRfNb+LWu60fENxVmzP0Y2Z7lh1x9vL+i2X/Hq87nBu/1QHfYfTIJ8YVhpbwNDVAPp6FWvvHscD0uM5L23+bF/jwvyZKpVdTV71pafBTfq68O2g3KYXm+PXDS7vE7ImW1WM+7YGr919KTtrf277iXufP9Kfib2xWjqL+cnfu30f10a4vylMYJm990kyJ2l45HKeW/9j7EHV7olN0Z21b+55+eMCVlBXorCkvsdvXz6WGvtWY5W0chPXfrRNj2dMityoPKNxOyiEci/TrvRl+9pptWi+dwTjcZNez6EJoD5S0wCzVrDHoezO5PPfyaerpbP8EjHGsy+vXp0/4Mnu81TxqlcZCRyqc86C2IFF/ek7l9LrMHzaJYBjS3RyhnRnTJP10wNSvOXkiFWvLa6S5teslaJE2jr0+ox701PqPb7uriJFI/NL+Ir2gfaaGS52OgaxXU412vq6XD/MNNdIdzLoLK71yg753Mjv2CCjUJuii5UqIeoqHa0IMxfZL0DoebCS56oVNILLarhzBlqGbmEQ5PugpYXRnjIIudLyMczQdh+3Sf7ktfwuZWeW1ROvJ8NbsPQ5NLa7wypepClJNRxvOyikoVX/rgRArm7Ik6NaZT09TOL0ubeYi320/fZKyuRPk9UH9sN0uB/wBtYdQQqvJm9gAAAABJRU5ErkJggg==" style="background: rgb(255, 255, 255); border-radius: 5px; border: 1px solid rgb(204, 204, 204); box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 20px; padding: 8px;" /> </span></div>
<div style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: 13px;">
<span style="font-size: x-small;">Discussion:<br />The graph of </span><i>T<sup>2</sup> </i><span style="font-size: x-small;">versus <i>m</i> shows a straight line passing through the origin. This means that the period of oscillation increases with the mass of the load; that is, an object with a large mass has a large inertia.</span></div>
<div style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: 13px;">
<span style="font-size: x-small;"><br />Conclusion:<br />Objects with a large mass have a large inertia. This is the reason why it is difficult to set an object of large mass in motion or to stop it. The hypothesis is valid.</span></div>
<div style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: 13px;">
<span style="font-size: x-small;"><br /></span></div>
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<span style="color: #333333; font-family: Georgia, "Times New Roman", serif; font-size: x-small;">Courtesy Of </span><span style="color: #333333; font-family: Georgia, Times New Roman, serif; font-size: x-small;">http://shazillaphysics.blogspot.my/2012/03/inertia.html</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-40768897523234119982012-08-06T23:04:00.000+08:002012-08-06T23:04:40.358+08:00Takwim Peperiksaan Awam 2012<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<h3 style="background-color: white; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 15px; line-height: 30px; margin: 0px 0px 12px; padding: 0px; text-align: center;"><br />
</h3><div style="background-color: white; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 14px;"><span style="color: black;"><strong><span style="color: red;">UPSR 2012</span> - </strong></span><strong>Ujian Pencapaian Sekolah Rendah</strong></div><blockquote style="background-color: white; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 5px; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 14px; line-height: 20px; margin: 15px 30px 0px 10px; padding-left: 20px;"><div style="margin-bottom: 14px;">Ujian Bertulis :</div><ul style="font-size: 14px; list-style: none; margin: 0px 0px 14px 20px; padding: 0px;"><li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">11 – 13 September 2012</li>
</ul></blockquote><div style="background-color: white; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 14px;"><strong><span style="color: red;">PMR 2012</span> - </strong><strong>Penilaian Menengah Rendah</strong></div><blockquote style="background-color: white; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 5px; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 14px; line-height: 20px; margin: 15px 30px 0px 10px; padding-left: 20px;"><div style="margin-bottom: 14px;">Ujian Bertulis :</div><ul style="font-size: 14px; list-style: none; margin: 0px 0px 14px 20px; padding: 0px;"><li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">9 – 11 Oktober 2012</li>
<li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">15 – 16 Oktober 2012</li>
</ul></blockquote><div style="background-color: white; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 14px;"><strong><span style="color: red;">SPM 2012</span> - </strong><strong>Sijil Pelajaran Malaysia</strong></div><blockquote style="background-color: white; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 5px; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 14px; line-height: 20px; margin: 15px 30px 0px 10px; padding-left: 20px;"><div style="margin-bottom: 14px;">Ujian Amali :</div><ul style="font-size: 14px; list-style: none; margin: 0px 0px 14px 20px; padding: 0px;"><li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">~ akan diumumkan kemudian~</li>
</ul><div style="font-size: 14px; margin: 0px; padding: 0px;">Ujian Bertulis :</div></blockquote><div style="background-color: white; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 14px; line-height: 20px; margin: 0px; padding: 0px;"><blockquote style="border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 5px; margin: 15px 30px 0px 10px; padding-left: 20px;"><ul style="font-size: 14px; list-style: none; margin: 0px 0px 14px 20px; padding: 0px;"><li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">5 November - 6 Disember 2012</li>
</ul></blockquote></div><div style="background-color: white; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 14px; line-height: 20px; margin: 0px; padding: 0px;"><strong style="font-size: 14px;"><span style="color: red;">STAM 2012</span> - </strong><strong style="font-size: 14px;">Sijil Tinggi Agama Malaysia</strong></div><blockquote style="background-color: white; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 5px; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 14px; line-height: 20px; margin: 15px 30px 0px 10px; padding-left: 20px;"><div style="margin-bottom: 14px;"> Ujian Lisan :</div><ul style="font-size: 14px; list-style: none; margin: 0px 0px 14px 20px; padding: 0px;"><li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">9 – 12 Julai 2012</li>
<li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">16 – 19 Julai 2012</li>
</ul><div style="margin-bottom: 14px;">Ujian Bertulis :</div><ul style="font-size: 14px; list-style: none; margin: 0px 0px 14px 20px; padding: 0px;"><li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">16 - 18 Oktober 2012</li>
<li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">22 – 23 Oktober 2012</li>
</ul></blockquote><div style="background-color: white; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 14px;"><strong><span style="color: red;">STPM 2012</span> - </strong><strong>Sijil Tinggi Pelajaran Malaysia</strong></div><blockquote style="background-color: white; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 5px; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 14px; line-height: 20px; margin: 15px 30px 0px 10px; padding-left: 20px;"><div style="margin-bottom: 14px;"><strong></strong>Ujian Lisan :</div><ul style="font-size: 14px; list-style: none; margin: 0px 0px 14px 20px; padding: 0px;"><li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">18 – 20 September 2112</li>
<li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">24 – 26 September 2012</li>
</ul><div style="margin-bottom: 14px;">Ujian Bertulis :</div><ul style="font-size: 14px; list-style: none; margin: 0px 0px 14px 20px; padding: 0px;"><li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">19 November – 13 Disember 2012</li>
</ul></blockquote><div style="background-color: white; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 14px;"><strong><span style="color: red;">MUET 2012</span> - </strong><strong>Malaysian University English Test</strong></div><blockquote style="background-color: white; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 5px; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 14px; line-height: 20px; margin: 15px 30px 0px 10px; padding-left: 20px;"><div style="margin-bottom: 14px;">Awal Tahun :</div><ul style="font-size: 14px; list-style: none; margin: 0px 0px 14px 20px; padding: 0px;"><li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">Ujian Speaking : 20 – 23 Mac 2012</li>
<li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">Ujian Bertulis : 3 Mac 2012</li>
</ul><div style="margin-bottom: 14px;">Pertengahan Tahun :</div><ul style="font-size: 14px; list-style: none; margin: 0px 0px 14px 20px; padding: 0px;"><li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">Ujian Speaking : 9 – 12 Julai 2012</li>
<li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">Ujian Bertulis : 21 Julai 2012</li>
</ul><div style="margin-bottom: 14px;">Akhir Tahun :</div><ul style="font-size: 14px; list-style: none; margin: 0px 0px 14px 20px; padding: 0px;"><li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">Ujian Speaking : 15 – 18 Oktober 2012</li>
<li style="font-size: 14px; list-style-position: inside; list-style-type: square; margin: 0px; padding: 0px;">Ujian Bertulis : 10 November 2012</li>
</ul></blockquote><div style="background-color: white; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 14px;">Sebarang pertanyaan berkaitan takwim peperiksaan bolehlah menghubungi talian berikut:</div><blockquote style="background-color: white; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 5px; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 14px; line-height: 20px; margin: 15px 30px 0px 10px; padding-left: 20px;"><div style="margin-bottom: 14px;"><strong>UPSR</strong> : 03 – 8884 3382<br />
<strong>PMR</strong> : 03 – 8884 3394<br />
<strong>SPM</strong> : 03 – 8884 3330<br />
<strong>STAM</strong> : 03 – 8884 3340<br />
<strong>STPM</strong> : 03 – 6136 9663<br />
<strong>MUET</strong> : 03 – 6136 9663</div></blockquote><div style="background-color: white; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 14px;">* Tarikh-tarikh yang dinyatakan adalah tertakluk kepada pindaan.</div><div style="background-color: white; color: #222222; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 14px;">Untuk melihat pindaan tarikh peperiksaan, sila rujuk laman web <span style="color: red;"><strong><a href="http://adf.ly/6WJHA" style="color: #336699; text-decoration: none;" target="_blank">Lembaga Peperiksaan</a></strong></span> dari masa ke semasa.</div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-21324674707733953592012-07-27T22:07:00.003+08:002012-08-06T23:14:35.825+08:00Physics 2nd Monthly Test (August 2012)<div dir="ltr" style="text-align: left;" trbidi="on">My dearest SMK Batu Lintang's student,<br />
<br />
Here are the details for our 2nd Monthly Test which are scheduled sometimes in August. Will update the date, once it is confirmed :)<br />
<br />
<u>FORM 4</u><br />
1. Topic tested: Chapter 3 only<br />
2. Format:<br />
Section A: 38 objectives question<br />
Section B: 1 essay (Format Paper 3, Section B- Planning of Experiment)<br />
3. Duration: 80 minutes<br />
<br />
<u>FORM 5</u><br />
1. Topic tested: Chapter 2, 3 and 4 Form 5 topic only<br />
2. Format:<br />
Section A: Objectives<br />
Section B: 2 structures question<br />
Section C: 1 essay (comparing 2 diagrams)<br />
3. Duration: 1 h 30 minutes<br />
<br />
***Please <b>help to click the advertisement on this right column and on top (nuffnang)</b>, my plan is to use the money generated to buy limited edition My Fun Physics World merchandise to give reward to u :)<br />
<br />
<div style="text-align: center;"><img src="http://www.desicomments.com/dc2/02/183799/183799.jpg" /> </div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-77540769255256217232012-05-07T22:30:00.000+08:002012-05-07T22:30:07.378+08:00Bagaimana Mengaudit Bil Elektrik Anda?<b style="font-size: x-large;">Pengurus terkejut terima bil elektrik RM8,000</b> <span style="font-size: large;"><b><br /></b>Oleh LILY YEAN<br />lily.yean@kosmo.com.my<br /><br /><img src="http://kosmo.com.my/kosmo/pix/2012/0507/Kosmo/Negara/ne_08.1.jpg" /><br />DAVID menunjukkan bil elektrik rumahnya yang berjumlah RM8,241.55 di Kuala Lumpur baru-baru ini.<br /><br />KUALA LUMPUR – Seorang penduduk di Pandan Indah di sini meminta Tenaga Nasional Berhad (TNB) membuat kiraan semula terhadap bil elektrik rumahnya bagi bulan Mac lalu yang mencecah jumlah RM8,241.55.<br /><br />Penduduk berkenaan, David Chan, 51, mendakwa, pada 17 Januari lalu, dia menerima bil elektrik termasuk tunggakan yang berjumlah RM2,226.25.<br /><br />Bagaimanapun, dia terkejut apabila jumlah tersebut meningkat sehingga mencecah RM8,241.55 apabila menerima satu lagi bil kira-kira dua bulan kemudian.<br /><br />“Mustahil bil elektrik tersebut bertambah lebih daripada RM6,000 dalam tempoh dua bulan sahaja.<br /><br />“Tambahan pula saya hanya tinggal di rumah biasa bukannya kedai dan tidak mungkin kadar elektrik saya melambung tinggi,” katanya ketika ditemui Kosmo! di sini baru-baru ini.</span><b style="background-color: white; color: red; font-family: arial, sans-serif; font-size: large; line-height: 18px;"><a href="http://kosmo.com.my/kosmo/content.asp?y=2012&dt=0507&pub=Kosmo&sec=Negara&pg=ne_08.htm" style="color: #f48d1d;" target="_blank">SILA KLIK DI SINI</a></b><span style="font-size: large;"><br /></span><div>
<br /><a href="http://kosmo.com.my/kosmo/content.asp?y=2012&dt=0507&pub=Kosmo&sec=Negara&pg=ne_08.htm#"></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-16175222694950615132012-04-26T19:01:00.000+08:002012-04-26T19:02:21.875+08:00Physics Video Making Competition 2012Hello my dear students,<br />
<br />
Today is the due date for this school level competition held by Physics Department of SMK Batu Lintang. Here are the number of videos that we received this morning.<br />
<br />
<div style="text-align: center;">
4Setia -1</div>
<div style="text-align: center;">
4 Jujur - 0</div>
<div style="text-align: center;">
4Cekap - 1</div>
<div style="text-align: center;">
4 Amanah-3</div>
<div style="text-align: center;">
4 Ikhlas-1</div>
<div style="text-align: center;">
5Setia - 2</div>
<div style="text-align: center;">
5 Jujur -0</div>
<div style="text-align: center;">
5 Cekap-1</div>
<div style="text-align: center;">
5 Amanah -1</div>
<div style="text-align: center;">
5 Ikhlas-0</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
<span style="text-align: -webkit-auto;">Congratulations to all of you who had make an effort to submit your masterpiece. No doubt, making a video is no easy job. I had my own making videos...to produce a 5 minutes video actually took few days! So, winning or not is not the big point. The more important things are you had gain more knowledge and experience here.</span> </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
1. Video from 4Setia</div>
<div style="text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dyvhfPqeVAMkMrZMUJZiExTzju8mgXPoleFwGryDbgnEg8V76VqyvgN4aEh94bFSsvPZiySubAf51FAPfjHIg' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div style="text-align: left;">
<span style="text-align: -webkit-auto;"><br /></span></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-2984900018724825262012-02-17T00:02:00.002+08:002012-02-17T00:35:14.072+08:00Mariana TrenchDive into the ocean. We only heard from rumor, saw from pictures and watched from national geographic, but we never went there. On the surface of our 'small' earth, there is a great creature called 'Mariana Trench':<br />
<br />
<div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeIvGPuUl64NH8Z3cw4xEHPdDJ2SOh4obArTvQm4JlpASXKdVySkaMczGvKnRYCc_rpayrQGwd3oeBH-z0twdwr7PiWfx-IkJrm8gqNnF_gqHv3TMBpb_-aiI2kSdEiu0FpR6Kh0k7/s1600/Mariana+Trench.jpg"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeIvGPuUl64NH8Z3cw4xEHPdDJ2SOh4obArTvQm4JlpASXKdVySkaMczGvKnRYCc_rpayrQGwd3oeBH-z0twdwr7PiWfx-IkJrm8gqNnF_gqHv3TMBpb_-aiI2kSdEiu0FpR6Kh0k7/s320/Mariana+Trench.jpg" /></a></div><br />
Mariana Trench is the deepest trench in the world or we can simply say that the deepest trench on the earth. The bottom ground distance from our earth surface is about approximately 11 kilometers. Can you imagine how deep it is???<br />
<br />
Mariana Trench is located at at the bottom of Pacific Ocean, east and south of Mariana Island which is at east Mindanao, Philippine.<br />
<br />
<div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEqEPiq-pJAQl21St-JgidfJYpVomoxNQmOq_HkHDL3C3ixmSXr1j2kOgwk5yBrTS0a4fzHrUQEOR88cW5beBb55-QVTOClpo1alOBNRxrefKLND83URCgABtPpFV0D0Fbi4XXVs7y/s1600/Mariana+Trench+2.jpg"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEqEPiq-pJAQl21St-JgidfJYpVomoxNQmOq_HkHDL3C3ixmSXr1j2kOgwk5yBrTS0a4fzHrUQEOR88cW5beBb55-QVTOClpo1alOBNRxrefKLND83URCgABtPpFV0D0Fbi4XXVs7y/s320/Mariana+Trench+2.jpg" /></a></div><br />
Do you know that the deep of this trench is much deeper than Everest Mountain's height? And because of this trench is so deep, the pressure at the bottom is about thousand times greater that our standard atmosphere pressure (sea surface). Wonder if any animal lives in there. If there is, what kind of animal lives in such high pressure and deep trench. Lets keep wonder about that.<br />
<br />
SOURCE:<a href="http://combopicto.blogspot.com/">http://combopicto.blogspot.com</a><br />
<br />
<div>My comment: How do we actually measure the depth of this trench? Did the scuba diver dive into the trench with a 'measuring tape'? The answer is a special device known as SONAR is used. SONAR consists of a transmitter and a receiver. The transmitter emit an ultrasonic pulse. This pulse will penetrate through the sea and will be reflected back by the sea bed. it will then received by the receiver. The time taken for the pulse to travel to and fro is measured. The depth of the trench is measured using this formula:<br />
tv= 2d<br />
d = tv/2</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-16209827024789478512012-01-26T20:51:00.000+08:002012-01-26T20:51:29.901+08:00Pesawat AS ubah laluan kerana ribut solar matahari<div style="text-align: center;"><img height="368" src="http://kosmo.com.my/kosmo/pix/2012/0126/Kosmo/Dunia/du_02.1.jpg" width="400" /></div><div style="text-align: center;"><span style="color: blue;">KERATAN Kosmo! semalam.</span></div><br />
WASHINGTON, Amerika Syarikat (AS) - Radiasi solar daripada ribut matahari terbesar dalam tempoh sedekad bertembung dengan atmosfera Bumi kelmarin dengan menyebabkan beberapa buah pesawat sebuah syarikat penerbangan terpaksa mengubah laluan.<br />
<br />
Syarikat penerbangan AS, Delta Air Lines menyatakan, ia mengubah laluan penerbangan rentas kutub antara Asia dan AS untuk mengelakkan masalah akibat radiasi ribut matahari berkenaan.<br />
<br />
Pentadbiran Aeronautik dan Angkasa Lepas Amerika (NASA) mengesahkan radiasi yang dikenali sebagai Letusan Besar Korona (CME) mula bertembung dengan medan magnetik Bumi sekitar pukul 10 pagi (waktu AS) kelmarin.<br />
<br />
Menurut NASA, ribut matahari kali ini dianggap yang terbesar sejak Oktober 2003.<br />
<br />
Radiasi ribut matahari tidak membahayakan manusia di Bumi tetapi ia berupaya menjejaskan operasi satelit dan perkhidmatan radio gelombang pendek.<br />
<br />
Letusan radiasi itu diramal terus menghentam atmosfera Bumi hingga hari ini.<br />
<br />
Seorang ahli fizik AS, Doug Biesecker berkata, ribut matahari itu bermula lewat Ahad lalu dengan letusan api meledak berhampiran pusat matahari. - AFPUnknownnoreply@blogger.com2tag:blogger.com,1999:blog-6750017102010244088.post-50759451922682377342012-01-24T09:47:00.000+08:002012-01-24T09:47:58.343+08:00Creative During Flood<div style="text-align: center;"><img height="300" src="https://mail.google.com/mail/?ui=2&ik=54a2ab5172&view=att&th=1350cd7afde4600c&attid=0.1.1&disp=emb&zw" width="400" /> </div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><img height="266" src="https://mail.google.com/mail/?ui=2&ik=54a2ab5172&view=att&th=1350cd7afde4600c&attid=0.1.3&disp=emb&zw" width="400" /> </div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><img height="256" src="https://mail.google.com/mail/?ui=2&ik=54a2ab5172&view=att&th=1350cd7afde4600c&attid=0.1.4&disp=emb&zw" width="400" /> </div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><img height="264" src="https://mail.google.com/mail/?ui=2&ik=54a2ab5172&view=att&th=1350cd7afde4600c&attid=0.1.5&disp=emb&zw" width="400" /> </div><div style="text-align: center;"> <img height="293" src="https://mail.google.com/mail/?ui=2&ik=54a2ab5172&view=att&th=1350cd7afde4600c&attid=0.1.6&disp=emb&zw" width="400" /></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><img height="299" src="https://mail.google.com/mail/?ui=2&ik=54a2ab5172&view=att&th=1350cd7afde4600c&attid=0.1.9&disp=emb&zw" width="400" /> </div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><img height="266" src="https://mail.google.com/mail/?ui=2&ik=54a2ab5172&view=att&th=1350cd7afde4600c&attid=0.1.7&disp=emb&zw" width="400" /> </div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><img height="640" src="https://mail.google.com/mail/?ui=2&ik=54a2ab5172&view=att&th=1350cd7afde4600c&attid=0.1.10&disp=emb&zw" width="457" /> </div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><img height="304" src="https://mail.google.com/mail/?ui=2&ik=54a2ab5172&view=att&th=1350cd7afde4600c&attid=0.1.11&disp=emb&zw" width="400" /> </div><div style="text-align: center;"><br />
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</div><div style="text-align: center;"><img height="346" src="https://mail.google.com/mail/?ui=2&ik=54a2ab5172&view=att&th=1350cd7afde4600c&attid=0.1.16&disp=emb&zw" width="400" /> </div><div style="text-align: center;"><br />
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</div><div style="text-align: center;"> <img height="261" src="https://mail.google.com/mail/?ui=2&ik=54a2ab5172&view=att&th=1350cd7afde4600c&attid=0.1.23&disp=emb&zw" width="400" /></div><div style="text-align: center;"><br />
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</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-33412091183423899862012-01-23T23:05:00.000+08:002012-01-23T23:05:47.278+08:00Melihat ikan paus di Sri Lanka<div><div style="text-align: center;"><img height="200" src="http://kosmo.com.my/kosmo/pix/2012/0123/Kosmo/Dunia/du_04.1.jpg" width="400" /></div><div style="text-align: center;"><span style="color: blue;">SEEKOR ikan paus biru dilihat di luar pantai bandar Mirissa, Sri Lanka kelmarin.</span></div><br />
MIRISSA - Laut di luar pantai bandar Mirissa di Sri Lanka menjadi tumpuan para pelancong untuk menyaksikan ikan paus dari atas sebuah bot.<br />
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Ikan paus sperm, humpback dan biru mudah dilihat di sekitar Sri Lanka selama enam hingga lapan bulan setahun.<br />
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Sebanyak 21 daripada 81 spesies ikan paus di dunia boleh dilihat di sekitar Sri Lanka. - AFP</div><div><br />
</div><div>SUMBER: KOSMO ONLINE</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-28286646150938128952012-01-22T20:09:00.003+08:002012-01-22T20:13:15.854+08:00GONG XI FA CAI!<div style="text-align: center;"><span style="font-size: large;">Wishing All My Chinese Friends & Students,</span></div><br />
<div style="text-align: center;"><img height="298" src="http://1800sunstar.com/zzC1LUV/zgfx/zholidays/new-years-day/happy-chinese-new-years-day-graphics-480x358.gif" width="400" /></div><div style="text-align: center;"><span style="font-size: large;">May this Water Dragon Year Bring Us More Happiness & Success :)</span></div><br />
What kind of year will 2012 be? Many expect 2012 to bring about the end of the world, perhaps because they mistakenly think of Mayan or Hindu cosmologies as linear rather than cyclical. From a Feng Shui standpoint 2012, the year of the Yang Water Dragon, brings many possibilities for good fortune.<br />
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Most people know that water covers 2/3 of our planet & comprises 95% of our bodies; we simply cannot live without it. In Chinese element theory, water produces wood, which signifies growth and is the natural element of the dragon. The dragon governs east/southeast, wealth accumulation & the hours of 7 a.m. - 9 a.m. Associated with thunder, lightning and arousal, the Water Dragon personifies creativity at its best.<br />
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Water Dragons occur every 60 years, so we have had Yang Water Dragons in 1952, 1892, 1832, 1772, 1712, 1652, 1592, etc. Too, the future holds more Water Dragons in the years beyond 2012, in 2072, 2132, 2192, 2252, etc.<br />
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In 2012 the Yang Water Dragon Year starts January 23, 2012 and ends February 9, 2013. The energetic high point of the year is the dragon moon, which is from May 20 to June 18 (new moon is May 20, full moon is June 4 and dragon moon is over June 18. June 19 begins the snake moon, which will set up the energy for the following year, 2013, year of the yin water snake.)<br />
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Embrace the upcoming 2012 Year of the Water Dragon! Also makes great gifts for people who are Water Dragons (born either between 1/27/1952 – 2/23/1953 OR between 1/23/2012 – 2/9/2013.) There’s even something for the Water Dragon babies of 2012/2013.<br />
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<div style="text-align: center;"><img border="0" src="https://mail.google.com/mail/?ui=2&ik=54a2ab5172&view=att&th=134a10194ca3531d&attid=0.1&disp=emb&zw" /></div><br />
<a href="http://www.chinesezodiac.com/dragon.php#personality">Personality</a><br />
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Occupying the 5th position in the Chinese Zodiac, the Dragon is the mightiest of the signs. Dragons symbolize such character traits as dominance and ambition. Dragons prefer to live by their own rules and if left on their own, are usually successful. They’re driven, unafraid of challenges, and willing to take risks. They’re passionate in all they do and they do things in grand fashion. Unfortunately, this passion and enthusiasm can leave Dragons feeling exhausted and interestingly, unfulfilled.<br />
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While Dragons frequently help others, rarely will they ask for help. Others are attracted to Dragons, especially their colorful personalities, but deep down, Dragons prefer to be alone. Perhaps that is because they’re most successful when working alone. Their preference to be alone can come across as arrogance or conceitedness, but these qualities aren’t applicable. Dragons have tempers that can flare fast!<br />
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<a href="http://www.chinesezodiac.com/dragon.php#health">Health</a><br />
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Considering their hard-working nature, Dragons are healthy overall. They do get stressed and suffer from periodic tension/headaches, likely because they take so many risks. Dragons could benefit from incorporating mild activity into their lives. Yoga or walking would be good as these activities can work both their minds and their bodies.<br />
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<a href="http://www.chinesezodiac.com/dragon.php#career">Career</a><br />
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Dragons prefer leading to being led. Jobs that allow them to express their creativity are good choices. Some good careers include: inventor, manager, computer analyst, lawyer, engineer, architect, broker, and sales person.<br />
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<a href="http://www.chinesezodiac.com/dragon.php#relationships">Relationships</a><br />
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Dragons will give into love, but won’t give up their independence. Because they have quick, sometimes vengeful tempers, their partners need to be tough-skinned. Dragons enjoy others who are intriguing, and when they find the right partners, they’ll usually commit to that person for life.<br />
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<a href="http://www.chinesezodiac.com/dragon.php#elements">Dragons and the 5 elements</a><br />
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Metal Dragons – Years 1940 and 2000<br />
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Metal strengthens this already strong sign. Metal Dragons are more determined and they’ll fight for what they believe in. They enjoy the company of those who feel mighty enough to challenge their beliefs. They’re true leaders and usually find plenty of others willing to follow.<br />
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Water Dragons – Years 1952 and 2012<br />
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Water calms the Dragon’s fire. Water Dragons are able to see things from other points of view. They don’t have the need to always be right. Their decisions, if well-researched, are usually better since they allow other’s to become involved.<br />
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Wood Dragons – 1904 and 1964<br />
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Wood Dragons also are willing to entertain the opinions of others. Their artistic side is strong, and Wood Dragons enjoy being creative and innovative. They get along with others, but will always be the dominating force.<br />
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Fire Dragons – 1916 and 1976<br />
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A Fire Dragon’s emotions can flare instantly. Fire Dragons put themselves on pedestals, and because they react quickly and recklessly, they sometimes make wrong decisions. Fire Dragons need to slow down and keep their tempers in check as that’s when they’re best.<br />
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Earth Dragons – Years 1928 and 1988<br />
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More rooted in the ground, Earth Dragons make better decisions because they act more rationally. Earth Dragons are level-headed and able to control their behaviors. They’re more supportive of others, but they prefer being admired by others.<br />
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<a href="http://www.chinesezodiac.com/dragon.php#compatibility">Compatibility</a><a href="http://www.blogger.com/post-edit.g?blogID=3232599843125456911&postID=8211056871555966173"></a><br />
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Dragons are compatible with the Monkey or Rat and incompatible with the Ox and Goat.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-11594366517054114682012-01-22T19:47:00.000+08:002012-01-22T19:47:02.034+08:00Bayi sebesar tapak tangan keluar hospital dibenarkan pulang<div style="text-align: center;"><img height="266" src="http://kosmo.com.my/kosmo/pix/2012/0122/Kosmo/Dunia/du_02.1.jpg" width="400" /></div><span style="color: blue;"><div style="text-align: center;">HAYDEE IBARRA (kiri) bersama anak perempuannya, Melinda Star Guido sebelum mereka meninggalkan Pusat Rawatan Daerah Los Angeles-USC di Los Angeles kelmarin.</div></span><br />
LOS ANGELES, Amerika Syarikat (AS) - Seorang bayi antara terkecil di dunia dibenarkan keluar dari sebuah hospital yang menjadi tempat tinggalnya selama hampir lima bulan.<br />
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Memakai topi merah jambu dan dibaluti selimut yang juga berwarna merah jambu, Melinda Star Guido menjadi tumpuan lensa kamera televisyen dan jurugambar akhbar di luar Pusat Rawatan USC di sini kelmarin.<br />
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"Saya gembira kerana anak saya sihat," kata ibunya yang berusia 22 tahun, Haydee Ibarra.<br />
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"Saya juga gembira kerana akhirnya saya dapat membawanya pulang," tambah Ibarra.<br />
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Melinda dilahirkan pada 30 Ogos tahun lalu dengan berat cuma 269 gram atau lebih ringan daripada setin air minuman berkarbonat!<div><div style="text-align: center;"><img height="225" src="http://kosmo.com.my/kosmo/pix/2012/0122/Kosmo/Dunia/du_02.2.jpg" width="400" /></div><div style="text-align: center;"><span style="color: blue;">GAMBAR tanpa tarikh menunjukkan Melinda yang baru dilahirkan di unit rawatan rapi neonatal (NICU) Pusat Rawatan Daerah Los Angeles-USC di Hospital Los Angeles.</span></div><br />
Bayi itu amat kecil sehinggakan dia muat dalam tapak tangan doktor yang merawatnya.<br />
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Melinda dipercayai bayi terselamat ketiga terkecil di dunia dan kedua terkecil di AS.<br />
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Kini seberat 2.04 kilogram dan masih bernafas melalui tiub oksigen sebagai langkah berjaga-jaga, beberapa doktor memberitahu bahawa Melinda cukup sihat untuk pulang selepas hampir lima bulan berada dalam inkubator hospital berkenaan.<br />
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Ibunya melahirkan Melinda melalui pembedahan caesarean pada minggu ke-24 selepas dia didapati mengalami penyakit darah tinggi semasa hamil. - Agensi</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-91299472261019378462012-01-20T01:13:00.000+08:002012-01-20T01:13:05.020+08:00Kuala Lumpur tuan rumah Olimpik Robot Dunia 2012<div style="text-align: center;"><img height="272" src="http://www.utusan.com.my/pix/2012/0119/Utusan_Malaysia/Muka_Hadapan/mh_02.1.jpg" width="400" /></div>Muhyiddin Yassin beramah mesra dengan pelajar SMK USJ 4, Lee Kai Cen (tiga dari kanan), Nicholas Goon Choong Ming dan Parvin Suthan (dua dari kiri) pada pra pelancaran Kuala Lumpur World Robot Olympiad (WRO) 2012 dan pelancaran laman web rasmi WRO 2012 di Kuala Lumpur, semalam. Turut kelihatan Dr. Wee Ka Siong (belakang tengah), Abdul Ghafar Mahmud (kiri) dan Pengarah Urusan Sasbadi Sdn. Bhd., Law King Hui (kanan). - BERNAMA<br />
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PUTRAJAYA 18 Jan. - Kuala Lumpur akan menjadi tuan rumah kejohanan Olimpik Robot Dunia (WRO) 2012 bertemakan Nurturing 21st Century Skills yang bakal berlangsung pada 9 hingga 12 November depan.<br />
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Sebanyak 400 pasukan dari 40 buah negara di seluruh dunia dijangka menyertai kejohanan yang berupaya meningkatkan minat para pelajar terhadap sains dan teknologi, robotik serta teknologi komunikasi dan maklumat (ICT).<br />
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Acara tahunan sejak 2004 itu memberi peluang kepada peserta meningkatkan kemampuan diri dengan menggunakan teknologi secara inovatif dan kreatif dalam penyelesaian masalah.<br />
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Timbalan Perdana Menteri, Tan Sri Muhyiddin Yassin merangkap Menteri Pelajaran menyempurnakan majlis pra pelancaran WRO 2012 dan pelancaran laman web rasmi www.wro2012.org di sini hari ini.<br />
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Hadir sama Timbalan Menteri Pelajaran, Datuk Ir. Wee Ka Siong dan Ketua Pengarah Pelajaran, Datuk Seri Abdul Ghafar Mahmud.<br />
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WRO merupakan kemuncak kepada Pertandingan Robotik Kebangsaan (NRC) yang dianjurkan sejak 2005 oleh Kementerian Pelajaran dengan kerjasama Sasbadi Sdn. Bhd. dan Kementerian Sains, Teknologi dan Inovasi (MOSTI) menerusi program perkongsian pintar antara pihak kerajaan dan swasta.<br />
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Pada tahun lalu, di Abu Dhabi, Emiriyah Arab Bersatu (UAE), kontinjen Malaysia yang dianggotai 65 peserta membawa pulang masing-masing satu pingat emas, perak dan gangsa serta enam Anugerah Kecemerlangan selain menenangi anugerah khas, Best Technical Award.<br />
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Peluang sebagai tuan rumah WRO 2012 diharap dapat dimanfaatkan sepenuhnya untuk melahirkan lebih ramai pelajar yang berdaya saing dalam bidang sains dan teknologi melalui penubuhan kelab robotik di sekolah-sekolah.<br />
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Ia bagi membolehkan kementerian membentuk 50 pasukan robotik yang mantap untuk bersaing dalam kejohanan tersebut.<div><br />
</div><div>SUMBER: UTUSAN ONLINE</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-15746924163206719082012-01-19T07:00:00.000+08:002012-01-19T07:00:01.298+08:00Pelajar cemerlang dapat rumah<div style="text-align: center;"><img src="http://kosmo.com.my/kosmo/pix/2012/0115/Kosmo/Dunia/du_02.1.jpg" /></div><div style="text-align: center;">Samantha menunjukkan segenggam kupang yang merupakan sebahagian </div><div><div style="text-align: center;">projek sainsnya kelmarin di Sekolah Tinggi Brentwood, New York. </div><br />
BRENTWOOD, Amerika Syarikat (AS) - Sikap tekun dan tidak berputus asa dalam menimba ilmu akhirnya membuahkan hasil kepada seorang pelajar perempuan tidak berumah, Samantha Garvey.<br />
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Baru-baru ini, Garvey, 17 dan keluarganya ditawarkan menduduki sebuah kediaman tiga bilik oleh pentadbiran daerah ini, negeri New York pada kadar sewa yang amat rendah.<br />
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Tawaran tersebut dibuat selepas dia berjaya mara ke peringkat separuh akhir pertandingan sains berprestij Intel di AS.<br />
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Sebelum ini, mereka tinggal di sebuah pusat perlindungan untuk golongan tidak berumah di sini. Selain kediaman, pelbagai pihak turut menghulurkan derma bagi meringankan beban keluarga miskin berkenaan.<br />
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"Ini adalah perkara paling hebat yang pernah berlaku kepada diri saya," kata Garvey dalam satu sidang media bersama ibu bapa dan dua adik- beradiknya serta beberapa ahli politik tempatan kelmarin.<br />
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"Inilah apa yang kami mahukan selama ini," tambahnya.<br />
<div style="text-align: center;"><img src="http://kosmo.com.my/kosmo/pix/2012/0115/Kosmo/Dunia/du_02.2.jpg" /></div><div style="text-align: center;">SAMANTHA GARVEY dipeluk ibunya, Olga Garvey (kiri) dalam satu </div></div><div><div style="text-align: center;">sidang media di di Sekolah Tinggi Brentwood, New York kelmarin. </div><br />
Dia adalah antara 300 remaja di seluruh AS yang berjaya mara ke separuh akhir pertandingan sains berkenaan pada minggu ini. Finalis pertandingan tersebut pula akan diumumkan pada akhir bulan ini.<br />
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Garvey yang merupakan pelajar senior Sekolah Tinggi Brentwood bercita-cita untuk menjadi seorang ahli sains marin. Dia sudah memohon untuk memasuki Universiti Yale dan Brown untuk meneruskan pelajaran ke peringkat ijazah.<br />
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Gadis berkenaan diusir bersama keluarganya dari kediaman mereka menjelang tahun baharu selepas bapanya tidak mampu membayar ansuran bulanan rumah mereka.<br />
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Bapa Garvey, Leo bekerja sebagai pemandu teksi manakala ibunya, Olga tidak dapat bekerja selepas terbabit dalam kemalangan kereta pada Februari lalu.<br />
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Menurut broker hartanah tempatan, sebuah kediaman dengan tiga bilik tidur di lokasi berkenaan berharga sekitar AS$291,000 (RM911,702) manakala sewanya pula adalah sekitar AS$1,800 (RM5,639) sebulan. - AP</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-17083810742823809682012-01-18T05:22:00.002+08:002012-01-23T23:20:32.877+08:00Cairkan salji untuk jadikan bekalan air<div style="text-align: center;"><img height="265" src="http://kosmo.com.my/kosmo/pix/2012/0117/Kosmo/Dunia/du_05.1.jpg" width="400" /></div><span style="color: blue;">VICTOR GAVENKO dan isterinya mencairkan salji di rumah mereka di kampung Pravy, Rusia semalam. - Reuters</span><br />
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KRASNOYARSK, Rusia - Satu pasangan suami isteri, Victor Gavenko dan isterinya, Nina menggunakan salji untuk dijadikan bekalan air bersih di rumah mereka di kampung Pravy, daerah Taiga, Rusia.<br />
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Gavenko, 76, dan isterinya, Nina tidak memperoleh bekalan air bersih menyebabkan mereka mencairkan salji.<br />
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Salji merupakan sumber mereka untuk mendapatkan bekalan air bersih untuk kegunaan sendiri dan haiwan ternakan. - Reuters<br />
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KOSMO ONLINEUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-50917318930605260072012-01-17T04:59:00.007+08:002012-01-23T23:49:44.054+08:00Malaysian Young Inventors Competition 2012<div style="text-align: center;"><img height="640" src="http://www.minds.org.my/images/Letter-to-Schools.jpg" width="454" /> </div><div align="center" class="MsoNormal" style="text-align: center;"><b><span lang="EN-US" style="font-size: 16pt;">MALAYSIAN INVENTION AND DESIGN SOCIETY </span></b><b><span lang="EN-US" style="font-size: 16pt;">(MINDS)</span></b></div><div align="center" class="MsoNormal" style="text-align: center;"><b><span lang="EN-US" style="font-size: 15pt;">Malaysian Young Inventors Competition (MYIC) 2012</span></b></div><div align="center" class="MsoNormal" style="text-align: center;"><br />
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</div><div class="MsoNormal"><b><span lang="EN-US" style="font-family: 'Courier New';"> </span></b><b><span lang="EN-US" style="font-family: 'Book Antiqua', serif; font-size: x-large;"><u>CRITERIA</u></span><span lang="EN-US" style="font-family: 'Book Antiqua', serif; font-size: 14pt;"> <o:p></o:p></span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level1 lfo1; tab-stops: list 27.0pt; text-indent: -54.0pt;"><span lang="EN-US">A.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span><span lang="EN-US">Novelty and Inventiveness</span></div><div class="MsoNormal" style="margin-left: 54.0pt;"><br />
</div><div class="MsoNormal" style="margin-left: 72.0pt; mso-list: l0 level2 lfo1; tab-stops: list 54.0pt; text-indent: -45.0pt;"><span lang="EN-US">1.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span><span lang="EN-US">Novelty/Originality/Uniqueness</span></div><div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level2 lfo1; tab-stops: list 54.0pt; text-indent: -27.0pt;"><span lang="EN-US">2.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span><span lang="EN-US">Inventiveness (seen as an invention by another who is skilled in the same area of tech)</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level1 lfo1; tab-stops: 27.0pt list 54.0pt; text-indent: -54.0pt;"><span lang="EN-US">B.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span><span lang="EN-US">Usefulness and Application</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span lang="EN-US"> 1. Inventor’s knowledge of the invention</span></div><div class="MsoNormal"><span lang="EN-US"> 2. Contribution to health, safety and environment</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level1 lfo1; tab-stops: 27.0pt 54.0pt; text-indent: -54.0pt;"><span lang="EN-US">C.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span><span lang="EN-US">Presentation and Demonstration</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="margin-left: 72.0pt; mso-list: l0 level2 lfo1; tab-stops: 27.0pt 54.0pt list 72.0pt; text-indent: -45.0pt;"><span lang="EN-US">1.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span><span lang="EN-US">Inventor’s knowledge of the invention</span></div><div class="MsoNormal" style="margin-left: 72.0pt; mso-list: l0 level2 lfo1; tab-stops: 27.0pt 54.0pt list 72.0pt; text-indent: -45.0pt;"><span lang="EN-US">2.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span><span lang="EN-US">Functionality of the model/prototype</span></div><div class="MsoNormal" style="margin-left: 72.0pt; mso-list: l0 level2 lfo1; tab-stops: 27.0pt 54.0pt list 72.0pt; text-indent: -45.0pt;"><span lang="EN-US">3.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span><span lang="EN-US">Status of the invention (ready for production)</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span lang="EN-US">D. Market/Commercial Potential</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l1 level1 lfo2; tab-stops: 27.0pt list 54.0pt; text-indent: -27.0pt;"><span lang="EN-US">1.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span><span lang="EN-US">Market spread (what is the market reach of the product, is it wide or limited/exclusive)</span></div><div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l1 level1 lfo2; tab-stops: 27.0pt list 54.0pt; text-indent: -27.0pt;"><span lang="EN-US">2.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span><span lang="EN-US">Affordability (cost of manufacturing and/or end-consumer price)</span></div><div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l1 level1 lfo2; tab-stops: 27.0pt list 54.0pt; text-indent: -27.0pt;"><span lang="EN-US">3.<span style="font: normal normal normal 7pt/normal 'Times New Roman';"> </span></span><span lang="EN-US">Marketing strategy (e.g. branding, packaging, advertising and promotion, etc)</span></div><div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l1 level1 lfo2; tab-stops: 27.0pt list 54.0pt; text-indent: -27.0pt;"><span lang="EN-US"><br />
</span></div><div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l1 level1 lfo2; tab-stops: 27.0pt list 54.0pt; text-indent: -27.0pt;"><br />
</div><b style="background-color: white; color: #4e2800; font-family: arial, verdana, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;"><i style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"></i></b><br />
<b style="font-size: xx-large;"><u>Rules of the Competition</u></b><br />
<br />
1. In conjunction with the 23rd International Invention Innovation & Technology Exhibition (ITEX) 2012, the Ministry of Education Malaysia together with MINDS are jointly organizing the Malaysian Young Inventors Competition 2012.<br />
<div><br />
<div>2. The theme of the competition is “Transforming Society Through Invention”. <br />
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3. The objective of the competition is to promote the spirit of creativity & inventiveness among young Malaysians and to instill a sense of social responsibility and ownership to make a better tomorrow. <br />
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4. This competition is opened to all school pupils in both primary and secondary schools in Malaysia. <br />
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5. This competition will be divided into two categories – Primary Level and Secondary Level. A total of ten prizes, five for each level, will be awarded. <br />
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6. This competition is opened to individuals or groups. A group should consist of a maximum of three persons only. Each entry must be submitted through the school using the prescribed entry form. All entry forms together with a concept paper to explain and illustrate the technical details of the invention must only be submitted by pos laju or courier. It should reach the MINDS office latest by Monday, 26 March 2012. Submission by fax or emails are not acceptable. All concept papers submitted are non-returnable. Models of inventions are not required at this stage. <br />
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7.Inventions are judged base on the following criteria – novelty, inventiveness, user and environment friendliness, cost effectiveness and commercial potential. <br />
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8.Results will be announced on Tuesday, 10 April 2012 via MINDS website. <br />
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9.All finalists will be invited to show-case their inventions during the 23rd ITEX 2012 at the Kuala Lumpur Convention Centre (KLCC), Kuala Lumpur from 17 to 19 May 2012. <br />
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10.The judges’ decisions are final and no correspondences thereon will be entertained. <br />
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</div><div><div style="text-align: center;">MALAYSIAN INVENTION AND DESIGN SOCIETY (MINDS)</div><div style="text-align: center;">C-3A-10, 4th Floor, Damansara Intan, 1 Jalan SS 20/27, </div><div style="text-align: center;">47400 Petaling Jaya, Selangor</div><div style="text-align: center;">Tel: 03-71182062 (Contact person: Nelly)</div><div style="text-align: center;">E-mail: <a href="mailto:tso@minds.org.my">tso@minds.org.my</a> Website: www.minds.org.my</div><div><br />
</div><br />
<span style="font-size: large;">CLICK HERE FOR <a href="http://www.minds.org.my/index.php?option=com_content&view=section&layout=blog&id=13&Itemid=157">ENTRY FORM</a></span><br />
<br />
<span style="font-size: large;">Photo Gallery Past Year Winner From </span><a href="http://www.itex.com.my/"><span style="font-size: large;">http://www.itex.com.my</span></a><span style="font-size: large;">:</span><br />
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<div style="text-align: center;"><img height="266" src="http://www.itex.com.my/images/photo/photo_27.jpg" width="400" /> </div><br />
<div style="text-align: center;"><img height="266" src="http://www.itex.com.my/images/photo/photo_29.jpg" width="400" /> </div><br />
<div style="text-align: center;"><img height="266" src="http://www.itex.com.my/images/photo/photo_10.jpg" width="400" /> </div><br />
<div style="text-align: center;"><img height="266" src="http://www.itex.com.my/images/photo/photo_23.jpg" width="400" /> </div><br />
<div style="text-align: center;"><img height="266" src="http://www.itex.com.my/images/photo/photo_24.jpg" width="400" /> </div><br />
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<div style="text-align: center;"><img height="266" src="http://www.itex.com.my/images/photo/photo_26.jpg" width="400" /> </div><br />
<div style="text-align: center;"><img height="266" src="http://www.itex.com.my/images/photo/photo_28.jpg" width="400" /> </div><br />
<div style="text-align: center;"><img height="266" src="http://www.itex.com.my/images/photo/photo_31.jpg" width="400" /> </div><br />
<div style="text-align: center;"><img height="266" src="http://www.itex.com.my/images/photo/photo_42.jpg" width="400" /> </div><br />
<div style="text-align: center;"><img height="266" src="http://www.itex.com.my/images/photo/photo_16.jpg" width="400" /> </div><br />
<div style="text-align: center;"><img height="266" src="http://www.itex.com.my/images/photo/photo_18.jpg" width="400" /></div></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-78562983083474464822012-01-16T07:54:00.000+08:002012-01-16T07:54:00.703+08:00Kereta Ferrari RM2 juta remuk ketika pandu uji<div style="text-align: center;"><img height="266" src="http://kosmo.com.my/kosmo/pix/2012/0115/Kosmo/Negara/ne_05.1.jpg" width="400" /></div><div style="text-align: center;">BEGINILAH keadaan kereta Ferrari F430 yang mengalami kerosakan akibat </div><div><div style="text-align: center;">kemalangan di Lebuh Raya KLIA kelmarin.</div><br />
<br />
SEPANG - Sebuah kereta Ferrari F430 yang sedang dipandu uji terbabas mengakibatkan kenderaan bernilai hampir RM2 juta itu remuk di Lebuh Raya Lapangan Terbang Antarabangsa Kuala Lumpur (KLIA) di sini petang kelmarin.<br />
<br />
Dalam kejadian kira-kira pukul 5.30 petang itu, kereta mewah yang boleh memecut sehingga kelajuan 315 kilometer sejam tersebut dinaiki oleh dua lelaki berusia lingkungan 30-an dari terminal KLIA menghala ke arah plaza tol KLIA.<br />
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Difahamkan, ketika kejadian, kenderaan itu menjalani proses pandu uji sebelum diserahkan kepada pelanggannya.<br />
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Ketua Polis Daerah Sepang, Supritendan Imran Abdul Rahman berkata, setibanya di Kilometer 6.3 berhampiran tol tersebut, kereta yang dipercayai dipandu laju itu gagal dikawal lalu terbabas ke kiri jalan.<br />
<br />
"Kereta itu terlanggar penghadang jalan serta sebatang tiang lampu sebelum terhumban kira-kira 20 meter dari bahu jalan.<br />
<br />
"Pemandu dan penumpang kereta tersebut bagaimanapun terselamat dan hanya mengalami kecederaan ringan," katanya ketika dihubungi di sini semalam.</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-78868122159541652752012-01-15T19:52:00.000+08:002012-01-15T19:52:20.357+08:00Tiga maut kapal persiaran mewah terbalik di Itali<div style="text-align: center;"><img height="332" src="http://kosmo.com.my/kosmo/pix/2012/0115/Kosmo/Dunia/du_01.1.jpg" width="400" /></div><div style="text-align: center;">KAPAL persiaran Costa Concordia senget semalam selepas ia terlanggar kawasan </div><div style="text-align: center;">batu karang dekat pulau Giglio, Itali.</div><br />
ROM - Sekurang-kurangnya tiga orang terkorban dan empat lagi hilang semalam selepas sebuah kapal persiaran tersadai dan terbalik terbalik dekat sebuah pulau di perairan selatan Itali.<br />
<br />
Kapal persiaran Costa Concordia sedang dalam perjalanan di sekitar Laut Mediterranean apabila ia terlanggar terumbu karang dekat Pulau Isola del Giglio, 15 kilometer ke selatan tanah besar Itali sekitar pukul 10 malam (waktu Itali) kelmarin. <span style="text-align: center;">Kemalangan berlaku ketika para penumpang sedang makan malam.</span><br />
<img height="260" src="http://kosmo.com.my/kosmo/pix/2012/0115/Kosmo/Dunia/du_01.2.jpg" style="text-align: center;" width="400" /><br />
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<div style="text-align: center;">PENUMPANG kapal Costa Concordia tiba di Pelabuhan Porto Santo Stefano, wilayah Tuscany di Itali semalam.</div><br />
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Menurut media tempatan, beberapa penumpang terjun ke dalam laut untuk menyelamatkan diri.<br />
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Pihak berkuasa tempatan menyatakan, sebahagian daripada 3,200 penumpang dan 1,023 kru kapal sepanjang 290 meter itu dipindahkan dengan menggunakan beberapa buah bot kecemasan, helikopter dan kapal lain yang kebetulan berada di lokasi kejadian.<br />
<br />
"Berlaku senario panik seperti dalam kapal Titanic. Kapal kami melanggar kawasan berbatu dekat Pulau Isola del Giglio. Saya tidak tahu bagaimana perkara ini boleh berlaku. Kapten kapal ini tentunya sudah gila," kata seorang penumpang, Mara Parmegiani.<br />
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"Kami amat takut dan kesejukan kerana kemalangan berlaku semasa kami sedang makan malam. Kami tiada masa untuk membuat persediaan. Mereka (pasukan penyelamat) ada memberi selimut tetapi bilangannya tidak mencukupi," tambah Parmegiani<br />
<div style="text-align: center;">.<img height="200" src="http://kosmo.com.my/kosmo/pix/2012/0115/Kosmo/Dunia/du_01.3.jpg" width="400" /></div><br />
GAMBAR fail pada April 2009 menunjukkan kapal persiaran Costa Concordia.<br />
<br />
<br />
Para penumpang yang dipindahkan dibawa ke pulau Giglio sebelum ditempatkan di beberapa buah sekolah, kediaman persendirian dan gereja untuk semalaman.<br />
<br />
Agensi berita Itali, Ansa memetik beberapa petugas penyelamat sebagai memberitahu, sekurang-kurangnya tiga orang maut manakala sejumlah lagi cedera tetapi punca kematian mereka tidak diketahui setakat ini.<br />
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Menurut Ansa, seorang lelaki berusia 70-an maut akibat serangan jantung selepas terjun ke dalam laut.<br />
<br />
Seorang pengawal pantai tempatan, Francesco Paolillo berkata, terdapat lubang sebesar 30 meter pada badan kapal berkenaan.<br />
<br />
Kapal Costa Concordia memiliki 58 bilik penginapan bertaraf suite lengkap dengan balkoni, 13 buah bar, lima jakuzi, lima restoran, dan empat kolam renang. - AgensiUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-35689563494139449802012-01-11T05:29:00.001+08:002012-01-11T05:29:00.209+08:00Pelatih PLKN gemuk ada program khas<div style="text-align: center;"><img height="258" src="http://kosmo.com.my/kosmo/pix/2012/0110/Kosmo/Negara/ne_08.1.jpg" width="400" /></div><div style="text-align: center;"><span style="color: blue;">PELATIH Program Latihan Khidmat Negara melakukan aktiviti kembara halangan di Rimba Templer, Rawang, Selangor semalam</span>.</div><br />
<br />
KUALA LUMPUR - Jabatan Latihan Khidmat Negara (JLKN) akan merangka sebuah program baharu bagi membantu pelatih Program Latihan Khidmat Negara (PLKN) yang mempunyai masalah obesiti.<br />
<br />
Menteri Pertahanan, Datuk Seri Dr. Ahmad Zahid Hamidi berkata, program bagi menurunkan berat badan itu antara penambahbaikan yang bakal dilakukan ke atas modul latihan fizikal JLKN pada tahun ini.<br />
<br />
Beliau berkata, pihaknya melantik Universiti Pendidikan Sultan Idris (UPSI) membuat kajian bagi tujuan berkenaan.<br />
<br />
"Modul bagi membantu pelatih PLKN yang menghadapi masalah obesiti akan dilaksanakan tahun ini sekali gus menjadikannya ia relevan dengan perubahan semasa," katanya.<br />
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<div>SUMBER: KOSMO ONLINE</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-51437560169095264742012-01-10T05:18:00.000+08:002012-01-10T05:18:32.313+08:00Stephen Hawking sambut ulang tahun ke-70<div style="text-align: center;"><img height="260" src="http://kosmo.com.my/kosmo/pix/2012/0109/Kosmo/Dunia/du_03.1.jpg" width="400" /></div><span style="color: blue;">STEPHEN HAWKING duduk di pejabatnya di Universiti Cambridge, Britain pada 11 Disember tahun lalu.</span><br />
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CAMBRIDGE - Saintis Britain yang terkenal, Stephen Hawking menyambut ulang tahun kelahirannya yang ke-70 semalam.<br />
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Pakar-pakar sebelum ini meramalkan dia akan meninggal dunia lebih awal kerana menghidap penyakit motor saraf.<br />
<br />
Hawking disahkan menghidap penyakit itu semasa dia berumur 21 tahun.<br />
<br />
Ketika itu, dia diberikan masa hanya lima tahun untuk hidup.<br />
<br />
Walaupun, dia menghabiskan banyak masa duduk di atas kerusi roda dan tidak mampu bercakap dengan sempurna, teori fiziknya mengenai rahsia dunia telah menjadikannya seorang yang popular.<br />
<br />
Hawking bercakap dengan bantuan sebuah komputer.<br />
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Bagi meraikan ulang tahun kelahirannya, dia akan berucap kepada rakan-rakan dan kakitangan di Universiti Cambridge.<br />
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Pada 1974, semasa berumur 32 tahun, Hawking menjadi salah seorang felo termuda dalam Persatuan Diraja.<br />
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Lima tahun kemudian, dia menjadi Profesor Lucasian Matematik di Universiti Cambridge yang pernah dipegang oleh Issac Newton.<br />
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Bukunya yang terkenal ialah A Brief History of Time. - Agensi<br />
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SUMBER: KOSMO ONLINEUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-83800591758256018112012-01-07T08:24:00.000+08:002012-01-07T08:24:00.831+08:00Jual tenaga elektrik ke SingapuraOleh Noraini Abd. Razak<br />
pengarang@utusan.com.my<br />
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<div style="text-align: center;"><img height="220" src="http://utusan.com.my/pix/2012/0106/Utusan_Malaysia/Muka_Hadapan/mh_02.1.jpg" width="400" /></div><br />
NAJIB Tun Razak dan Lee Hsien Loong mengetuai delegasi kedua-dua negara pada mesyuarat peringkat delegasi antara Malaysia dengan Singapura sempena sesi permukiman Malaysia-Singapura di Bilik Mesyuarat Perdana di Bangunan Perdana Putra, Putrajaya semalam.<br />
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PUTRAJAYA 5 Jan. - Malaysia sedang mengkaji kemungkinan menjual tenaga elektrik ke negara jiran Singapura atas inisiatif swasta, kata Perdana Menteri, Datuk Seri Najib Tun Razak.<br />
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Perkara tersebut dibangkitkan pada Sesi Pemukiman Malaysia-Singapura di sini hari ini yang menyaksikan pertemuan antara Najib dan Perdana Menteri Singapura, Lee Hsien Loong.<br />
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Menurut Najib, beliau yakin sektor swasta di Malaysia dan Singapura akan menggerakkan rangka kerja penjualan elektrik itu termasuk dari segi penetapan harga.<br />
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''Saya tidak nampak sebarang kesulitan dalam hal ini,'' katanya pada sidang akhbar bersama rakan sejawatnya, Hsien Loong yang turut dihadiri beberapa barisan menteri Kabinet kedua-dua negara.<br />
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Terdahulu Najib dan Hsien Loong mengadakan mesyuarat empat mata dan menghadiri mesyuarat dua hala antara delegasi Malaysia dan Singapura.<br />
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Satu majlis pertukaran dokumen di antara Khazanah Nasional dan Temasek Holdings berhubung M+S Pte. Ltd. dan Pulau Indah Sdn. Bhd. turut berlangsung selepas selesai mesyuarat dua hala.<br />
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Najib, Hsien Loong dan delegasi dari kedua-dua negara kemudiannya diberi penerangan mengenai model Urban Wellness and Resort Wellness di Iskandar Malaysia.<br />
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Hsien Loong dalam reaksi balasnya berkata, Singapura amat terbuka kepada cadangan itu dengan mengambil kira perkara-perkara seperti kewajaran terma dan kesan projek itu ke atas alam sekitar.<br />
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Beliau berkata, kerajaannya sedang menyediakan rangka kerja yang sesuai berhubung perkara berkenaan.<br />
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''Sebaik sahaja siap, para kontraktor Malaysia akan dipelawa menyertai dan membida projek itu," katanya.<br />
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Menyifatkan pertemuan hari ini sebagai produktif dan berhasil, Najib turut menghuraikan beberapa kerjasama baru yang sedang diatur di Iskandar Malaysia termasuk cadangan menyediakan perkhidmatan teksi air dan feri antara Tuas dan Pelabuhan Puteri.<br />
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Dalam reaksi balas kepada ucapan Najib, Hsien Loong membangkitkan persetujuan kedua-dua pihak untuk menubuhkan kumpulan kerja baru berkaitan kerjasama industri di bawah Jawatankuasa Bersama Peringkat Menteri.<br />
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Kumpulan kerja itu akan mempromosikan aktiviti-aktiviti ekonomi berkembar yang mampu dimanfaatkan penduduk di kedua-dua negara bagi merangsang pertumbuhan di Iskandar Malaysia.<br />
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Hsien Loong turut menarik perhatian mengenai sektor perkilangan yang menurut beliau mampu diperluaskan di Iskandar. Katanya, Singapura menghadapi kekangan kawasan dan sumber manusia, justeru terdapat pelaburan negara asing untuk bidang tersebut di republik itu tidak dapat dilangsungkan.<br />
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Sehubungan itu, katanya, adalah lebih baik jika pelaburan seumpama itu dapat dipindahkan ke Iskandar menerusi mekanisme tertentu yang limpahan manfaatnya dapat dinikmati rakyat kedua-dua negara terutama dari sudut pembangunan hartanah, pendidikan dan hospital.<br />
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''Iskandar Malaysia boleh menyediakan kemudahan infrastruktur dan perindustrian bagi projek pembesaran syarikat Singapura atau projek yang mahu memasuki Singapura tetapi tidak dapat ditampung di sana. Kita boleh bekerjasama," katanya.<br />
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Sementara itu, kedua-dua pemimpin turut ditanya sama ada penguncupan ekonomi di Singapura dan masalah ekonomi global memberi kesan kepada Iskandar Malaysia.<br />
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Najib berkata, tidak terdapat sebarang petunjuk perkembangan projek tersebut semakin perlahan.<br />
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Katanya, projek itu akan disiapkan mengikut jadual walau pun berhadapan ketidaktentuan ekonomi global.<br />
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''Pelaburan sebenarnya bergerak mengikut jadual," katanya.<br />
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Menurut Najib, keadaan ekonomi semasa di Malaysia dan Singapura akan berterusan pada paras kondusif bagi sektor swasta untuk terus melabur di Iskandar Malaysia.<br />
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Sementara itu, Hsien Loong berkata, Iskandar Malaysia adalah satu projek jangka panjang dan ia tidak boleh diukur berasaskan prestasi suku tahun ke suku tahun.<br />
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Dengan nada amat positif, katanya, ekonomi Singapura masih mencatatkan prestasi yang positif dan perkara yang mesti diberi perhatian adalah kerjasama antara semua pihak mesti diteruskan.<br />
<div><br />
</div><div>SOURCE: KOSMO ONLINE</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-38890632626692697502012-01-06T20:21:00.001+08:002012-01-06T20:30:18.208+08:00Ikan tuna gergasi dilelong RM2.3 juta<div style="text-align: center;"><img height="320" src="http://kosmo.com.my/kosmo/pix/2012/0106/Kosmo/Dunia/du_04.1.jpg" width="400" /></div><span style="color: blue;">KIYOSHI KIMURA (kanan) bergambar di sebelah ikan tuna gergasi di pasar ikan Tsukiji, Tokyo semalam.</span><br />
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TOKYO - Seekor ikan tuna gergasi sirip biru seberat 269 kilogram (kg) yang ditangkap di luar perairan wilayah Aomori, utara Jepun mencipta rekod apabila dilelong dengan harga 56.49 iuta yen (RM2.3 juta) pada lelongan pertama hidupan laut itu dalam tahun ini.<br />
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Menurut agensi berita AFP, ikan itu dibeli oleh presiden sebuah syarikat yang mengendalikan rangkaian restoran popular Zushi-Zanmai, Kiyoshi Kimura.<br />
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"Saya mahu memenangi ikan tuna yang terbaik supaya pelanggan Jepun dan bukan pelanggan dari luar negara yang akan menikmatinya," kata Kimura.<br />
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Dia merujuk kepada seorang pemilik restoran sushi di Hong Kong yang membeli seekor ikan tuna sirip biru yang dilelong pada harga 32.49 juta yen (RM1.32 juta) di Tsukiji, Jepun.<br />
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Penduduk Jepun makan tiga suku daripada ikan tuna yang ditangkap di seluruh dunia. - AFP<br />
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</div><div>SOURCE: KOSMO ONLINE<br />
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<div style="text-align: center;"><img height="243" src="http://utusan.com.my/pix/2012/0106/Utusan_Malaysia/Luar_Negara/lu_09.1.jpg" width="400" /> </div><div style="text-align: center;">Utusan Online</div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-13883423032652591992012-01-05T12:31:00.003+08:002012-01-05T17:03:52.857+08:00Two missing – student and would-be rescuer swept away in storm drain *latest!Posted on January 5, 2012, Thursday<br />
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<div style="text-align: center;"><a href="http://www.theborneopost.com/2012/01/05/two-missing-student-and-would-be-rescuer-swept-away-in-storm-drain-latest/394163_202943086466342_100002519558593_426193_1855877102_n/"><img height="210" src="http://cdn.theborneopost.com/newsimages/394163_202943086466342_100002519558593_426193_1855877102_n.jpg" width="400" /></a></div><div style="text-align: center;">Image from file - FB</div><br />
KUCHING: A Form 6 girl and a petrol station worker are missing after being swept away by rushing waters in a storm drain at Jalan Rock around 7am today.<br />
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<div style="text-align: center;"><a href="http://www.theborneopost.com/2012/01/05/two-missing-student-and-would-be-rescuer-swept-away-in-storm-drain-latest/394808_2787981572407_1044352607_3040853_1065024738_n/"><img height="233" src="http://cdn.theborneopost.com/newsimages/394808_2787981572407_1044352607_3040853_1065024738_n.jpg" width="400" /></a></div><div style="text-align: center;">Image from file - FB</div><br />
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<div style="text-align: center;"><a href="http://www.theborneopost.com/2012/01/05/two-missing-student-and-would-be-rescuer-swept-away-in-storm-drain-latest/405087_10150592592027652_676907651_10995714_1959098359_n/"><img height="216" src="http://cdn.theborneopost.com/newsimages/405087_10150592592027652_676907651_10995714_1959098359_n.jpg" width="400" /></a></div><div style="text-align: center;">Image from file - FB</div><br />
Witnesses said the student was on her way to school in rainy conditions, when she suddenly slipped and fell into the drain.<br />
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A fireman, who had stopped at the petrol station due to flooding around the city, was informed of the incident by the station’s cashier and entered the rushing waters in an attempt to save her.<br />
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He apparently managed to grab hold of her hair but was unable to hold on as the girl was quickly swept into the underground drainage system.<br />
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When the fireman climbed out of the drain he was informed that petrol station worker Herman Finas had earlier jumped in after the girl.<br />
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However, there was no sign of him.<br />
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Herman, 28, who is from Lundu, only started working at the petrol station recently.<br />
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His elder sister, who also works at the station, said she was not surprised her brother had risked his own life to rescue the girl.<br />
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He apparently does not know how to swim.<br />
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SOURCE: BORNEO POST ONLINE<br />
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More news.....<br />
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<span style="font-size: x-large;"><b>Two Missing In Kuching Storm</b></span><br />
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Thursday, 5 January 2012<br />
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<div style="text-align: center;"><a href="http://4.bp.blogspot.com/-BkTtDjmycoU/TwU-3Ur8vRI/AAAAAAAACW4/Q3hKIhRJ8QU/s1600/atthe+scene++%25281%2529.JPG"><img border="0" height="400" src="http://4.bp.blogspot.com/-BkTtDjmycoU/TwU-3Ur8vRI/AAAAAAAACW4/Q3hKIhRJ8QU/s400/atthe+scene++%25281%2529.JPG" width="266" /></a></div><br />
<div style="text-align: center;"><a href="http://4.bp.blogspot.com/-LJoMZ5-BXWw/TwU_w2xbAtI/AAAAAAAACXA/5uyS4scoASw/s1600/atthe+scene++%25282%2529.JPG"><img border="0" height="300" src="http://4.bp.blogspot.com/-LJoMZ5-BXWw/TwU_w2xbAtI/AAAAAAAACXA/5uyS4scoASw/s400/atthe+scene++%25282%2529.JPG" width="400" /></a></div><br />
<div style="text-align: center;"><a href="http://4.bp.blogspot.com/-f2U4r-RN7GU/TwVA_QTIZFI/AAAAAAAACXI/o8FvBqtvsn8/s1600/atthe+scene++%25283%2529.JPG"><img border="0" height="300" src="http://4.bp.blogspot.com/-f2U4r-RN7GU/TwVA_QTIZFI/AAAAAAAACXI/o8FvBqtvsn8/s400/atthe+scene++%25283%2529.JPG" width="400" /></a></div><br />
<div style="text-align: center;"><a href="http://1.bp.blogspot.com/-7UsQ6UJhB3M/TwVBo3OHq7I/AAAAAAAACXQ/5z25lwX_Q88/s1600/atthe+scene++%25284%2529.JPG"><img border="0" height="300" src="http://1.bp.blogspot.com/-7UsQ6UJhB3M/TwVBo3OHq7I/AAAAAAAACXQ/5z25lwX_Q88/s400/atthe+scene++%25284%2529.JPG" width="400" /></a></div><br />
<div style="text-align: center;"><a href="http://1.bp.blogspot.com/-f4x9dJui56k/TwVDOj-SHNI/AAAAAAAACXY/_joC3zxtJUI/s1600/atthe+scene++%25285%2529.JPG"><img border="0" height="300" src="http://1.bp.blogspot.com/-f4x9dJui56k/TwVDOj-SHNI/AAAAAAAACXY/_joC3zxtJUI/s400/atthe+scene++%25285%2529.JPG" width="400" /></a></div><br />
A form 6 student, Kho Ying Qi and a petrol station staff, Herman ak Sihas went missing in the monsoon drain in Rock Road at about 7.30 am. <br />
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Kho was going to her school at 6 am and her car broke down due to the flash flood. She called her mother who told her to wait at the Shell station. <br />
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Kho however told a girl at the Shell station said she will wait at the bus stop.<br />
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As the water was over 4 meters high, Kho failed to see the monsoon drain and fell into it. A cashier saw her and screamed to the passer by that someone had fell.<br />
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A fireman, Talib Alwi who was also at the Shell station to check on his wife who was stuck there rushed to her aid. He jumped from the other side of the monsoon drain hoping to grab Kho. <br />
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However, he managed to grab by her hand for a few second but she was swept by strong current.<br />
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On the other side of the road, a Shell staff, Herman jumped into the monsoon drain hoping to save her but he too went missing.<br />
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When Talib got out of the water, he was told that Herman had disappeared.<br />
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According to Herman's colleague, the missing had been working at Rock Road for a week. He was transferred from Kenayalang shell station.<br />
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Talib who later dived in to look for the missing but failed until noon said he was on night shift and told by his wife that there was heavy jam. He walked from his office to the station and the incident happened right in front of him.<br />
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Kho's mother was also at the scene but did not get out of her car. Kho has a younger sister and brother who was recently gone for National service.<br />
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The night rainfall had caused massive jam in the city causing flash flood all over the place.<br />
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State assemblyman for Sentosa, Chong Chieng Jen, PAdungan Wong King Wei and Pending, Violet yong were at the scene.<br />
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It is believed the missing could be swept to Sg. Maong river.<br />
the firemen is still searching the place.<br />
<b style="background-color: white; color: #4e2800; font-family: arial, verdana, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;"><i style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-style: normal; font-weight: normal; text-align: -webkit-auto;"><br />
</span></i></b><div><b style="background-color: white; color: #4e2800; font-family: arial, verdana, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;"><i style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-style: normal; font-weight: normal; text-align: -webkit-auto;">SOURCE: </span><a href="http://www.sarawakupdate.com.my/2012/01/two-missing-in-kuching-storm.html" style="background-color: white; color: #b5653b; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-style: normal; font-weight: normal; text-align: -webkit-auto; text-decoration: none;">SARAWAK UPDATE</a></i></b><span style="background-color: white; color: #4e2800; font-family: tahoma, arial, sans-serif; font-size: 13px; line-height: 18px; text-align: justify;"> </span> </div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-6750017102010244088.post-4027925265700456382012-01-05T12:26:00.002+08:002012-01-05T16:59:16.291+08:00Banjir oh banjir...Assalamualaikum w.b.t. & Salam Sejahtera...<br />
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<div style="text-align: center;">Today's mission. Teach 5Setia:</div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img src="data:image/jpeg;base64,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" 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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Chapter 1: WAVES</span> </td></tr>
</tbody></table><div style="text-align: center;"></div><span style="text-align: center;"> </span><br />
I'm suppose to see my 5Setia for the 1st time after a long Nov-Dec 2011 school's holiday today. Already set in my mind the first thing that they must say today is<br />
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<div style="text-align: center;"><span style="font-size: large;">"SELAMAT PAGI CIKGU...</span></div><div style="text-align: center;"><span style="font-size: large;">SMK BATU LINTANG MENJADI SEKOLAH PENERAJU!</span></div><div style="text-align: center;"><span style="font-size: large;">SAYA CEMERLANG MULAI SEKARANG DAN SETIAP MASA"</span></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><br />
</div><div style="text-align: left;">Anyway, my aim to teach them the introduction of Chapter 1: WAVES is not achieved today. </div><div style="text-align: left;">SMKBL is CLOSED! Why? View these pictures...</div><div style="text-align: left;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-g7bfn2tGcOM/TwUlxHl1VII/AAAAAAAAAug/J_01GbJwhQ4/s1600/P1050814.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://3.bp.blogspot.com/-g7bfn2tGcOM/TwUlxHl1VII/AAAAAAAAAug/J_01GbJwhQ4/s320/P1050814.JPG" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;">The road besides JKR infront of Saberkas...0635am...</div><div style="text-align: left;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-CwvteAUoLv0/TwUSVT3xwCI/AAAAAAAAAuI/-yxUUJ3_3s8/s1600/397789_2555156552511_1061853808_2157403_495995278_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://4.bp.blogspot.com/-CwvteAUoLv0/TwUSVT3xwCI/AAAAAAAAAuI/-yxUUJ3_3s8/s320/397789_2555156552511_1061853808_2157403_495995278_n.jpg" width="239" /></a></div><div class="separator" style="clear: both; text-align: center;">Outside our staffroom...</div><div class="separator" style="clear: both; text-align: center;">Adikku...sedang bermain air :)</div><div class="separator" style="clear: both; text-align: center;"><br />
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</div><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-SkG5VQExtqs/TwUSirciRiI/AAAAAAAAAuU/sHqB8VuJSOg/s1600/335597_248715198531821_100001800276878_623771_1449077374_o.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://4.bp.blogspot.com/-SkG5VQExtqs/TwUSirciRiI/AAAAAAAAAuU/sHqB8VuJSOg/s320/335597_248715198531821_100001800276878_623771_1449077374_o.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;">Inside our staffroom...</div><div class="separator" style="clear: both; text-align: center;">Kakak-kakakku sedang bekerja keras...</div><div class="separator" style="clear: both; text-align: center;">Kesiannya Pn Lee...Pn Anita...</div><div class="separator" style="clear: both; text-align: center;">"Kerja rajin-rajin ya :)"</div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><img src="http://a5.sphotos.ak.fbcdn.net/hphotos-ak-ash4/s320x320/378060_10150559976860600_214066990599_11241736_1913484473_n.jpg" /> </div><div class="separator" style="clear: both; text-align: center;">The "Quarters" Road to SMKBL</div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><img height="300" src="http://a6.sphotos.ak.fbcdn.net/hphotos-ak-snc7/s320x320/392723_2723830247928_1022259579_2831092_446992126_n.jpg" width="400" /> </div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><img height="300" src="http://a8.sphotos.ak.fbcdn.net/hphotos-ak-ash4/384796_332072396816893_100000424052690_1195882_1195832229_n.jpg" width="400" /> </div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><img height="266" src="http://a6.sphotos.ak.fbcdn.net/hphotos-ak-snc7/381506_332072283483571_100000424052690_1195881_2080418241_n.jpg" width="400" /> </div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: justify;">It's ok...since it is still raining outside, let us go to our nearest window. If you look outside, for sure you will see ripple on the surface of the water/puddle. Well, that is what we call circular waves...it expands <b>outward</b>. The <b>water molecules</b> at that particular point <b>vibrate perpendicularly</b> to the direction of <b>propagation of waves</b>. The molecule of the water oscillates up and down where else the waver expanding outward. This type of water waves is known as a TRANSVERSE WAVES...</div><div class="separator" style="clear: both; text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: justify;">This waves actually carry energy with it. I'm sure you can see other object float and move upward and downward together with the waves right. This prove that wave carries energy with it...In some cases the energy carried by the waves are very useful to human beings but in some cases not...</div><div class="separator" style="clear: both; text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: justify;">This remind us of Tsunami in 2004....Huge waves carries tremendous amount of energy with it.</div><div class="separator" style="clear: both; text-align: justify;"><br />
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</div><div class="separator" style="clear: both; text-align: center;"><img src="http://mrsmarks.edublogs.org/files/2010/12/Tsunami-102nrtt.jpg" /> </div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><img src="http://www.stangbangers.com/Tsunami2004_Pic09.jpg" /> </div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><img height="258" src="http://i.telegraph.co.uk/multimedia/archive/01116/tsunami_1116437i.jpg" width="400" /> </div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><img height="265" src="http://i.wp.pl/a/f/jpeg/26429/tsunami_2004_afp.jpeg" width="400" /> </div><div class="separator" style="clear: both; text-align: center;"><br />
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Looking at those pictures, we should thank God for our peaceful and prosperous country Malaysia. Flood in Malaysia is nothing compare to tsunami that occur in 2004. The 2004 Asian Tsunami is believed to have killed an approximate 200,000 people and left millions homeless. 1/3 of these killed people where children as they could not resist the pull....</span><span style="background-color: white; font-family: Verdana, sans-serif; font-size: 12px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;"><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-25624053355715513132012-01-05T06:00:00.001+08:002012-01-05T06:00:04.179+08:005,000 saksi gerhana bulanARKIB : 19/12/2011<br />
<div style="text-align: center;"><img src="http://www.utusan.com.my/pix/2011/1219/Utusan_Malaysia/Sains_&_Teknologi/st_03.1.jpg" /></div><div style="text-align: center;"><span style="color: blue;">Fenomena gerhana bulan yang dirakam ANGKASA pada 10 Disember 2011.</span></div><br />
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Kira-kira 5,000 orang membanjiri Planetarium Negara, Kuala Lumpur pada 10 Disember lalu bagi menyaksikan fenomena gerhana bulan penuh yang dapat dilihat bermula daripada pukul 7.30 malam hingga 1 pagi.<br />
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Menurut kenyataan Planetarium Negara, selain Malaysia, sebahagian masyarakat Asia lain dan Australia berpeluang menyaksikan fenomena tersebut yang dapat disaksikan semula oleh rakyat Malaysia pada tahun 2014.<br />
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Program anjuran Planetarium Negara di bawah Agensi Angkasa Negara (ANGKASA) turut diisi dengan pelbagai aktiviti selain pencerapan fenomena berkenaan menggunakan kemudahan teleskop yang disediakan khas.<br />
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''Antara aktiviti-aktiviti tersebut adalah pertandingan space hunt, pencerapan planet Musytari, kuiz dan taklimat gerhana dari sudut sains,'' kata kenyataan itu.<br />
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Selain itu, program turut diisi dengan pameran mengenai bulan dan juga menonton tayangan dokumentari sains angkasa.<br />
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Pada masa sama, sebanyak 1, 000 kotak tin Eclipse Mints telah diedarkan kepada pengunjung sumbangan daripada sebuah syarikat.<br />
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Kata kenyataan itu lagi, kira-kira 500 pasang cermin mata 3D turut diberikan kepada orang awam sumbangan daripada pihak Starfield Instruments Supply.<br />
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Syarikat terbabit juga turut menaja lima buah teleskop kepada lima buah kumpulan pemenang aktiviti space hunt.<br />
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Pada program kali ini, Planetarium Negara telah bekerjasama dengan Persatuan Astronomi dari sekitar Kuala Lumpur dan Selangor antaranya adalah Starfield Instruments Supply, Persatuan Kaji Bintang Starfinder dan Kelab PROSTAR Kuala Lumpur.<br />
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Pihak lain termasuk Pejabat Mufti Wilayah Persekutuan Kuala Lumpur, Persatuan Astronomi Stargazer Methodist College Kuala Lumpur dan Persatuan Astronomi Starhunter.<br />
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Persatuan-persatuan ini telah menyediakan kira-kira 20 buah teleskop bagi memberi peluang kepada orang ramai untuk menyaksikan permukaan bulan semasa fenomena ini berlaku dengan lebih dekat lagi.<br />
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Planetarium Negara juga telah berkerjasama dengan Jabatan Mufti Pulau Pinang, Selangor, Negeri Sembilan, Institut Tanah dan Ukur Negara (INSTUN) Perak, Balai Cerap Negara Langkawi, Balai Cerap Selangor dan Balai Cerap Mini Dr Rowi serta ShahGazer Observatory.<br />
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Pihak lain yang turut serta ialah Falak Online iaitu Portal Astronomi Amatur Malaysia PUSKAL Sabah dan Sekolah Menengah (Persendirian) Hin Hua Klang.<br />
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Mereka terlibat untuk mengemaskini maklumat dan memasukkan visual gerhana bulan dari tempat masing-masing semasa gerhana bulan penuh ini berlaku dalam laman facebook Malaysia Lunar Eclipse.<br />
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Dengan adanya kerja-kerja tersebut ia memberi peluang kepada mereka yang mungkin tidak dapat menyaksikan gerhana akibat cuaca buruk atau mendung sepanjang gerhana berlaku.<br />
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Selain itu juga, siaran langsung fenomena ini turut dapat disaksikan menerusi live streamingmenerusi www.angkasa.gov.my<br />
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Turut hadir pada program tersebut ialah Ketua Pengarah ANGKASA, Dr. Mustafa Din Subari, Timbalan Ketua Pengarahnya, Dr Nordin Ahmad dan Pengarah Bahagian Pendidikan dan Sains Angkasa (ANGKASA),Azreena Ahmad<div><br />
</div><div>SOURCE: KOSMO ONLINE</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6750017102010244088.post-66356515837751773952012-01-03T01:47:00.000+08:002012-01-03T01:47:32.783+08:00Berhimpun untuk lihat matahari 2012<div style="text-align: center;"><img src="http://www.kosmo.com.my/kosmo/pix/2012/0102/Kosmo/Dunia/du_04.1.jpg" style="font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;" /></div><div style="text-align: center;"><span style="font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"><span style="color: blue;">SEJUMLAH orang melihat matahari terbit pada hari pertama 2012 di bandar Natori semalam.</span></span></div><span style="font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"><br />
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BANDAR NATORI - Sejumlah orang berhimpun untuk menyaksikan matahari terbit pada hari pertama 2012 di sini semalam.<br />
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Bandar Natori terletak di wilayah Yuriage yang turut terjejas akibat bencana tsunami ekoran gempa bumi dasar laut yang berlaku pada 11 Mac tahun lalu di timur laut Jepun.<br />
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Syarikat All Nippon Airways turut menyediakan satu penerbangan yang dinaiki seramai 137 orang untuk melihat matahari terbit pada 1 Januari 2012. - AFP</span><div><span style="font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;"><br />
</span></div><div><span style="font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;">SOURCE: KOSMO ONLINE</span></div>Unknownnoreply@blogger.com1