Physics
Grade-9
Easy
Question
To increase the efficiency of energy use, we could
- Turn off the lights when not in use
- Keep the car running as you go in the store
- Water the plants in a drought
- All of the above
Hint:
Turn off the light when not in use.
The correct answer is: Turn off the lights when not in use
Incandescent lights should be turned off whenever they are not needed, because they are the least efficient type of lighting. 90% of the energy they use is given off as heat, and only about 10% results in light. Turning lights off will also keep a room cooler, an extra benefit in the summer.
Related Questions to study
Physics
Which reading is greater?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANoAAAB9CAYAAADEBH2NAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AADrlSURBVHhe7d0J0F1lfT9w3LXjqHWrdbo4OmqXUWtr26l2tW6tU8daB621FvuHikqBAQEBkSVsYc3CEpJACIQkhCSEsIddVpEdwYVFBUQBQbaQjeT5v5+T9/f6vCfnnHvvufd940zvd+bMfd97zz3P7/ntv9/z3HO2SUMMMcSEY5yhrV+f0rp1o/90ifUjX9q0aVPx98aNG4tXiPe6xfPPP18cEwnXz2n8dcaGDRtG/2pGFZ/NkVy2FrqVPTq7nefWQuhlv7o5ztCef37TyMR7M5CcUb/85S/T9773vXTnnXemb3/72+ncc89NF154Ybr00kvT8uXL05VXXpm++93vFp9///vfT6tXrx79Zkpr1qyZUCPI6XzqqafSD3/4w4KO22+/PV1xxRXpggsuKOi8+OKL0/nnn59uu+224vMf/ehHBW1bA08//XS69957CzpuuummdNFFF6XzzjsvXXLJJcXrddddV9B/xx13pB/84AfpmWeeGf1m94Y6CKxduzY9/PDDY7K97LLLCn5eddVVxSta0ei4//77Cz0JTLRzzUHfyB3P7rrrroKP6At6yT/m8JOf/GScftLNXoNHjoGkjohiWBSBQV177bXF/z/96U8LRaUsmHv33Xenyy+/PF1zzTXpzDPPLP6mQI888sjolSYW6Ln11lvT2WefXTAWjZSB8H/2s5+lW265JT366KPFed/61rfSDTfcUJzHQTC8J598cvRKEwvjo23VqlXFgRZGhc94xah+/vOfF0rjs6uvvjotXbq0oBPN5jAZ4AgobTgotKD7gQceSL/4xS8KZ/rYY4+lH//4xwX96OR88fTmm28u5jMZhoYGsl25cmU666yzCr1DJ930GcN66KGHCp7STfPgHJxH7t6HfgJBz4bGqsOyCZ0iYBwBY3wOni6IDmJzEMZ3vvOdYkKUJDyI67edlO+WhcfI0UkZKEbuUQM33nhjWrFiReHRyqC4DJQHzOkcBNAa/BRpw7goQhWd6KcwFKAMEY1C+z46XQ+CJ4PKGJ577rliHPyimBxDGejzOXrLkNaKbuTBOeeOIedHv3j88ceL64cTePDBB0c/+RUYYB2djFAg4BxkPU888cToJ72jVUTDKN6KhxKC61Irng2BhGJCdXj22WcLr+J6vBxG98PsdaOFpvSJ4VA6rxSkDlJcRk8gdRDRGBwPLkUeBMwTnfh5/fXXF1G/ic4zzjij4Cnh14HBUXRKdt999xXvMbJBpJOiP8coIlHEMkJ2nKv5MPo6cMSuZz70I/SoH9lD6Ce9I/dyAMjBaXFqdK8O+Gm+5iKbaMPHng0N0XLaZcuWFV4gvGTV4DwKb7Fo0aKCwDpEBOLBMV10DGNpC8bLaBiZtLCTNzenxYsXF8pRhrnlwsf4iOKDoNOY55xzTmHonUAxTj311ILeTuAYOBB0Uup+IDqKXsYly07z5gjmz59fOKVOIH+Rw7l0ph/INsgdPxlvJ7kzHvpZJfcyyAovObCqbKMJHQ0NoaFkQmfUVeow9ZgUAOomxLPwrk0TDkMjPOdikOv30oRw/VCmSMHuueeeIq2hmE31lflJXyh6FQNz2v0tUlM4vOA1CaAXxPUYLMHhodSVcorsTbxCp+9URZNAyItnx09KxOG0NTZyN1+0kdEpp5xS8LYKxnaoeUSKbtItfHB9hkbuTXNrglKEkaETP9XigkFT2hzlC/1o4jvINFybo6FfvtstGg0Nw8JzKWjlul6BsZ188snFe3UIA+oW0ohZs2YVfyv0KVS3xoZWjCJYSuX7wENieBNTemmFG0cjh7KJvlIzUaNXD0ewGjEUEghw3rx5jfzMgY46/uKDz0Xy2bNnF/OjHJSwV2MzL0oVcoclS5YUDrRKMb2XRzt0OJrAWYl+HJc6Cp1hoN3qkEhGHhpvIGVcsGBBoQtNNMQcfI7uJlo1T9AJHB5ZddvI6yp1NHnKlId1ikzhvCJ2EPk/o5Lbx2QxK5TDe1WCzUF5NSyC2eCamN2Nl+xmHgTPyTA06SMwFsoY/HFOlcCCfnSal3o0gI8LFy4ccxCDgEgxZ86csYirrhQ5mmrAHJRdlMnpBO9xioMChyBtd+CRcRlNtxFDBkPGebODY5ESDpJOcpO6BzT4crk3oaOhsVx1VnSwApgTDYFBGRrPq+h0PYpKYYV+qU+8VwfjUyLNhBy+xyvnXrYfuJ60SZ6ed1J5NpGTZ0W388pAPzpFMhEhhxSXY2maY6/gZESJvEsqTZWedRon6tCorfPz1enh/AYB9FFYsgu+BT87RWDn46eMIOA9Roef+D1IOqXDENdEp5S/k351NDQFcChvHcEMpJf0qw6uj+C4XjCJdysrZhlqESlIHbpNQboB4UeqiL5QBpEuGhpVhgaEj6d1qPteW6CvLDcGFN3IKuBVrHkCOZBL0OZz73Uygm7BIYhiZR1iPJ2aFPjN0HLkSo/WfnXTXKOECT3KHY2eQqdGVqOhxcLt1oTJSPtEkJhsGaIu7zeoqNUWxucUor4ow/u6Yd2mbhMFKRBjq2t7mwcvvbXoDEN2KFksIVVBNJFtoZcxlR3KICBzU+uVM7ocUnMli3Ohio5aQ3OyVEz9wZNNxCQ6AcMZl7F5NykP+D/ocY6aoclDTyaklZo4VfxCp4Ia+uFnP1EvxhX9o1FQhvRSdN5aML+IHIxJZC0bvc/V81GDMcp+eFoFncu/+Zu/KZayOoEzwNM6W6k1tFhIDKH2G37bAgMB8RjL8P0d76sTmxYbJxth+NFNDGjQ5HS2NRZz7ydlCzlyYOgsN4m8L0r0umQxkaDAUtlcgcldFKlT7H6hFHn729+ePvShD3WdKakzq3bJQKWhUWIDKfxMkmW3VYx+Qamkr2hR24hslDnoQR/vi0aNkzDAyYZCOdbE0KkWy2EO6PQqpzevreG88Eemgp/oLWcCse6Gl2qffheQ24BsHYwJDfiG5lwH1UTm4DM0D7JssGz1jne8I73whS8sSpYmGJfD0sQTeb1WodLQtFV9WRpkXcuCbz/5ej9GalxrOOjh1eTsUYiqNXgRtY9FZKlQr+tZgwBa1DvWWLSUpYfoinnjJ7rRP3369GIDsPMjPZpM4B36KC6lsBYUERK9FJuTwFMbEurqo4kEfqJFPUvp0SmbCTo5i3C+lkTU54OIwMY99thj0wte8IK0zTbbpK997WsdHTdDiw0M6IklnzIqDY0nodhau9Y2rB1o97YB4vspVH2Ph6W4gMGxXoJOdRuhmKBUt+04bWE8wtCQsTNcE0HaLdISADAw0cN6FMWQmjm/HwfUFsYUBciX4nIAsXYn3Y2mkyhhLvnSgPOj4J9IoJETMr7D/lIRLPiJTmk4PfCTJkddA6pbWKrZcccdCwNzvO1tbxu3LlcH8qeDnAKa/V3VL6g0NKmPaCZiUF5M3xpKAYyUN6Oo/sZkaSLI0UU7CsAhEMjWopOxocshCnNS0R7nkSmJKOY96a/zO3nLiQAeUkwyNr6IFcsN6kieGbxybnmkYIAnnXRS+vznP5+23377Qi/Ma9DOjQxd05IOGqSvmiLRQudgOVZzEYE5sn6yAwb10Y9+dMzIHAcccMDop80wLiOL+hs/yssNMM7QTM4hBCIeTDqONmCs5cZALwghUgo0iBbBcEobu0B8Joy3odOPFvfZZ5/0j//4j+nQQw9tHb0h6DVnDgI4gPByOX29GBpls0XrYx/7WPrc5z43tpDcK4zvoKSQdxjVjowH4pyyAmueTJ06Nb3pTW9Kr3nNa9Jv//Zvp7/7u79L//M//1NEdI4ZPxlopFW9GgEeBp+CTsbg2kA/1ZDQj4Fx0nvuuWd617veNc7IzCnfXdQJaAg6XbMqfRxnaL7AG1OQths7c4g4//AP/1B0bwgiWtv9QFdHLQbSil42dlaBAD/wgQ+MY/RnPvOZwkH0A8qmxgF8aEsnntlG9f73v38cjYp1CtcvOC7pOEh7yk2cOogwe+yxR9EwyOn6jd/4jfSe97wnffzjHy/4+Ja3vCX913/915jjbgtywkdAZ92m5m7B8f3pn/7pONpf/OIXp5e//OVFet8W+KkGL2OLiCYNs4ex3y6OIpvHyyfyvve9rxBQP5BLC9VgfSMK5Lb4yle+UtAWBXC8Hn744aNntENsXePZ8TOPZN2AwPbff//0R3/0R2P8C/pe8pKXFH9b4+kn+gLHFfv3pD9RB3ULTvnDH/7wOBqrjj/+4z/u2oirIKJLcfFTJiMQ0NfIIHqBTOILX/hCQRdehsxf9KIXpb//+7/vq/FH7lWbK7ao0YTAfhXYNUSynNFxHHXUUaNntYNiPDe0fpjCmbzxjW+spPODH/zg6FntoIkg8lJkdHaTJjJGXlv0f+tb31pJV3781m/9Vt/NCZFXqmNsr72kswFzVdO87nWvq6Qzjr322mv0G72DQYngakoRg445enVgIFt55StfWUnjpz/96dGzegcaOQJ1ZblcqjQ0E+knoplIMJ23eMUrXlGEZf+/+c1vLkJ/W1BckQIocNlz9AKpsvQGXbyZV3RKf9QhbUH4eKChIALjZ1MtIS3SVv7sZz9b0NDpCFq/+tWv9lWjAEPVHKEkFKSfCCki/tM//dMYndLKl73sZWPppSjSJgIBxx+dWxGDQvdzrU9+8pMFTeiLiOZQo7cFuWt4yebKpVetofWjwLzil7/85THiX/rSl47L5UWR6G71Ckpp3QTUQOWI1ivzpUp5jUaJMX/vvfcePaM75ONiOAWWVuFFeOAczpcOfeMb3yhqmhjfwdjf8IY3FBHrta99bfE3nr3qVa8qPuONOQhpSr/geaNLpmPaSxOgCgxghx12GJtLpLmO4447bvSsZuBNWY4cltSRY0EvPcjPKZ/fCVU1Gp7myxltEPpZpmcLQwOeSRHuZJ65TTrBov/lX/5l3ETyg+J0W9CKrmhAD49mXc3fPHB085zDOfTi4YMZjO2LX/ziWKRwqH96cTbGt/E0voN/fiAJ6KXQDFDEMBcHz6xd7seZNq4qwk8//fRCUATGEK0PxWG9y+eR6rUFo2cQoHsXXdzY2QKu39bZ+h6ljUgho9lpp5261iMyDBrDkUYkA/zECzwXQVxXlCordydwKuSuTNhvv/1alyFoDUdK7lHa5Kg0NIut2seUglcWfbplEpgwQVG8adOmFZPIU4o4tt12247dPcwQEaIzRgFDMRgaOikh5dOm7oXOHOjNHYOuXjddUnMlcK9qMuksvsVaD6BXc4My6JSi29/9GIvxCNfYvYAyGd+CtU4oQ4tUnpFFZ89cpECMvReYk4ORuJGQiB2Lub3A/NBF9nb7REQD65CxOUEjx9ErHwYF4+IZntLl2MVURqWhUQzeDXMIoo0HLTOW8mGaJknejdT65ZXqwIjUEDw5xlr8jTUk6z6YbrJo1N3rpzkiwr73ve8t6NLmtZ2qE9AUc8Vk6SwD4HWjpY1Ga2mA5kgpu+VpKG/AeA7vlfncCca1VmZrEyeWr0nJDsIo0Dxz5sye2+g5P9rCNcyNc7I2J0JyArGDRXSLBWLpLufW75htYVwOHj9lRngbWUGOSkNTX/BmodgmPCjw5DyV7S7RMPmP//iPWmNTh/Bkdn7wknkDhJfjTbwv4kktmoy2GzAuNRq6NBt6iZB2MsgGQOQKL2sO6DR3DmyQ/OwVaGJYsY+RwgadlEb9w7goDSXvd/2rDdDB0NCBX8CJxm/C1FGUW8fU57KHrYVwXBwUA7OlrcroKw3Nl0U1Htq6V+5NBwleP5omu+yyS+U4uoyilUjAo0V9BiIHA6M4FMbrIDybVBdNdjx0Sm1z4BejYnAcFFoc6GRo6OeNQ7G3BoxtHYpDQCeeBT9B5I29hRxc0w8eJxocqQxFisuJ5nRKz+iEoLA1+Rk6yODpZqS3ZVQaGvBksadwooFIUc0Wo6oIEu/JgylzDt5EhGSkuSD6AeGqKXX4pFC9IugMQwOLtYPYyTEoUBDRS1QI4B/HIpuJps2gYYxeHTc95LhyMDKK/euAkLOoVtbPQK2hEYQv9ruTo1sQAGWMblgZunYMKhQ3IB0TrtVygwRPr60et7/rFhooCnVelqKG8XvVYOi1uTBR4EgZVJmfoPlFkScCjIxudQvyFb3K8sVbdA5a7m1AtsoBWUtdj2CcofkCRYm1BDmnUOj9EIi/e2HUIID4MrN1oqIeM0lMR1fuLdEayl6lUJ2gRtGWLqcmdTxwHjrybqVUMej0N2E4r0rhvNert+8Vrh9RS1puLoAWqZr/0WuJoUnOVfQPCmQV8pKWRVZhTBE49o2qI6Plj5aYS0Ri/8d7EwnOQBajI16HLSKaOmLu3Lljk9Xxi+LdRIN4qUW/jYdAJ+VSL5RTOB73tNNOG/1v847uqm5PKERbhmtRVy0MVxkuGqMZElDv+LEnoEVUjmiRKyp+9lIPdouQVxwgskYXNECWxxxzzNgPZ80lGhFQ5p+5VPGgF+TX9HfoQbxyBNLb4JNzNEjsAfW3A79D7vEexBrkRCFoBJlY/LKgDlsYGuv8yEc+MrbznNfg3bwfE1Ega1CYYEysH0TEyBkVEAV4tbL3pBh+4hBOQNRzXvkX1t4Lr9cWOU2ifZUApbx4UjYWArf4zWEBgxKdI3qA70h/KX8uwH4RzhJ/g8eaB6JqeTEaLRbMY+c6Ohlk8DOMitMRtfvdQQHGRIcIRb65jIOfZXmiy8+EBANAh+gcJQ7+4aclFOn/IPmJ1rhe8NP4ZNfJSY4ztGCmn3DbaU/JXVg+z7sFc/1vd7sidVAFM+XVWs+V2PiMJMYtG6G7Be+2226j//3q3usxadc64ogjitbwIMDZ8FwMJVdUwhepYpdKGV/60pfSu9/97mI+gE7KGvWa6GGvo8g9KH7igdTXa/BNhGBkdZ1Eimn7VKRmztNwCJm4FqVijIOo3c3VnBlKblDkjZ91a3gnnnhievWrXz3WDJGy0ZOQu+zGRglLAGUH3RZkdcIJJ4yNAZwBGkKuTUY9ztBCyLxvtNwDuns8jEhiYhbo/F/l3etQNpQAwcpx3ZskNmMag1BDACZR/r583VpX3s0TgXliwsLoKVOmFAY5CBjPwjlag85YIwsjq0qn8Ak/LRsERDTNJvzUqaK8rpMLsi0oAB7Y3hX8Q7s0rLzZNQf+HnbYYen4448fmwfjpPQyBteQBlPi8u70NsADv7WTMYVxixT4EOt3VTrD6eOnznA4YfoiinEO1gfJ3AaJXvSzDmTCGdhwHPzkaPEzbuyLX1WyD2yROoIdA9aQ9t1333FfjuJT+mEtJgapQ1g4ZrlOnXchNHv91Ag8B8Vj7OW0oQpSx913333MqwDlZ6ReXa9bpaBMdc4AeHHCk7ZQWIpHAE3KC87zmy0/E8n56X2RDX2cRacNveEI8ZVCVnlQ75GP1J9R4CH6KG8ocx3M3RiygLze9b3gJxmSDwVvir5xLedX8RQfGJobGjHsaMLJFsLI6iCDEHn9pIURuL6DfqITfWq3TvwMoLEp8qFNtuWnQPhJT2Q23V4fKg0NEygoQyv/WA9z7HowqU5wHYy0qwNxVYoR4IV5Io0CEaCX1ESEUSDn36G8NvV2EhqgS6QSVZoWaJ1n3oxCtERnJ+UFSoCfFLgsHI7Cbpe69RcIRXJIgxkRfvm/jDiPx7VjQnqPP900ruJ6aDFO7rwYLyUWTcJZ5E4jBz5pVDXx03edZyzXxAdOq6xvdWCUll5iW1bolgiMPzntdUADGp3PeKv4Ca7NsZEdByQTiQwmxu2ESkMLTyV65TcpCasnZDsxeEmGVwfESw0oMUE1IaKDnFct1Ct4QhFRihsRxvjCO0UjgDoQGsVgmAyiCQQo2lIOzqMXyAIOOeSQ0f82g3B5ZfRzYFUOhkKEUqOTEYguTZBKWZpRAwU/m7x2GeojGwjII2iibP6X6tXdswSdjFppIQqgowqh1GTkmmjF+zplzxG8oPhSxPhOvO+aridbaNI7eiy9Ric9buIPB+ua0mjfY2DGa4rqOSoNLQTjIvYk8sRVEC0oHSWhyDHRgOvwUBSoHFkwx/Upru8ziG68UBOEeL8j08iJn6gApUADJlGashdCB/oYZFVDgwDQJl1QB+TrZL0AP3bddddis24VjM154QUFKdPpf40TDZ+cn6Fo5iEy4Cen1RQlmxDKw7A0VGy0zn8Q6brkTpFFlFDQoNf/PL+5RMTJgQ8hdzw3J2OW9acTzFswINugGYIOpQ2ZyTwYfJmf6MRHn6OhDNdkYBykudQ1Z7pBbeoYEPopL4bkCOHyHrpV0gohmFIzOhGKlyAMQhFlKLkJO2ypcT7FNVlCHQRE2r/+679Or3/969PBBx88pgS8ENqMx4MRAjrQGQ0NKQE6HVJPh7lZSzMHHjScUFuIXmV+Bi8BP6XQDAU9/kYHnqKTUviFORr9731Ka2lAGuQnI+YWdObX7hYUMr5nnE984hPFLhl0R6rsHPwgd/U146eUHISDETECUco18NmBNrx0MMaow41XNoRuQFd1A2fMmDH6zmYDiWtJockdnfjDoNCBbw5ODZ146cBreqGEIXf8pp+9OoEyKg2tDMbmx4kGruvimJyUQRFKEQgckTxKtMQZlrTDoXbA5NwTDQrolV596lOfKowtb9owPMos9eOt0Yk2XbrwXOjmJX2mHjOvQdKJh6Iag69LVY3nM2kVg0MLZeG4gk404qUaj6FxJv0qRB0Ykp//b7fdduM8O4WWenNInBiavJI5OjkM75mDgwKTe78OKwc+6T6r06MGxodwsoCfnBw68ZIuekVj6Gc4MZ+pwenJoOTeaGi8TEQag6oPdt5554JhPisLNZ8YIJLw1TK+n0etNp62V6CHIlLKfLwy3f4POidSWXMQukaRhhOBdyNQCs2JBJ1tIkC/oIycEkMpyzuA14wJjeRe5ueglDeHsQQDi9m6rejDnyY981ku94nUyY4RrSxMHkEkQFyZsF4UdDKVpDyW//OjCnXvDxrSEobGiKrQDR3OmUglKcN4ZF2mrRs6fN7NnNpC9mI9VtbQhie+MxG87Cp1HGKIIfrD0NAmERuf3zASuZ5N69aPpk4jnnPt2jVFNFtTU7NsWL9uJK1p3leY+9+6yDjE1sXQ0CYJm9atTkuXLE4nnjQ7nTr/tPSTBx9OP7zrtjTzxJH/581L51+0uQv54P33pDMWbl6aePSRh9MJx80o1rN8vnr9xnT9ZVemh+65K5257Oz09NoN6fGf/ih9byT9XPPc6nTe8jPT/Hlz0znnnZ+efKb+DlZ333JDOm/V1n1k8v81DA1tkrDuiQfTvIXL0s9++Vy685oL05x5p6VLr7gyLVh5VXr055uXGODiRbPT1/efmu596JF0733fT8fOmpeeffrJNH/unLRkxaXptCOnp9u/dUn6f9tvl5ZcfnO659bvpCtXXZQuveDsNPuUhenpp36Zrr3qknTPA/U7a4467LB07PQT0pOrB9+UGKIaQ0ObJGxc/Vjaeadd0ue/sF3acefd0/fveyBdc8WqtOf+R6TFZ56Zrrv5zhFrfDodM+2ktOCUuensFeek+x56MJ26ePM9Au+87c40a/qMtGjGSenai85Pl52/PC1YuCAtW7g4fevyVenEGYclraj777olzTn55HTtjeN/bxb4yfduTvMXLU2zZ89NS85t/g3VEIPD0NAmCet/+WA66dSF6fY7RtLF6cemb996Z7rlxmvSGSs2P83/yaefSVesXJoOPOSoNPuE6Wm/bx6aLrz86nTivMVp9TNPpYVnzE/zl5yXTps6LV21clm66tJV6dHHH0tf2HbbtHz5snT+8tPTkpWr0mMjkfH0+Seno088dXTkDJs2pHknzUpHHj0tHXX4Ienoo2ekp55pf3u+IbrH0NAmCeufeiRdf9PtSWP7kZ/cPVJzXZxu+s4Nacbxs9KKs89O115zdTptwbL04AObb5Zz8ch7l19ySZp5wvFp2VlL0sJFi9MvnlmXLlq+It1907fTzTdvvons+UsXpNOXrxxJGZ9Ic+aekpaOfL504Rnp9ru33Fm+5qlHR9LVq9Ljz25ezzx7xbnpvh/3/3OXITpjaGiThE0bN6/ZxRLNmrV+9bw2PfrIz4ttP48+8khasy5fAN6UNqxfm5543DarX92pat2GDWnj88+n9c//qr5al61fPvzwT9OGmvXM9evXjVvrXL/O/8M6bTIwNLQhhpgEDA1tiCEmAUNDG2KIScDQ0IYYYhIwNLQhhpgEDA1tiCEmAUNDG2KIScDQ0IYYYhIwNLQhhpgEDA1tiCEmAUNDG2KIScDQ0IYYYhIwNLQhhpgEDA1tiCEmAUNDG2KISUCjoW3cuCk999zg73E3xBD/1zBmaMxpQ+m+ln6kWPMbwgJxs8nyDSf9uNCdYt3j3H3M437m7s7rs6o71U7ETStzuH75xp3o8J77yed0urVAmc6qeU4k8rHQ4q7AnmWAPof7xrtVOfrL/JxsWgNoyfmJj17Rjcb8R6cwWXSWxwla0Ol5Abncq+g0J+/1Q+uYoYleq9f1dsdbRMX5/vYkE09scb91t4326gECXuPpI+5z7jP36M+fHtPvRLqF25Kj0yN40BH3XUefB0/EAxg8/MDnXgmizPyJBjrd496999333j3i3XvfgZ9uc+69oNPjmShLYDLpNS7Z4iOaQuboxkv33vcZWj2ExHPbBnnv/W5B34JvDrc395yAstydg6eeGoSPDI08vLZFKXXsXdHdW91TQSgA48FEDxoQzcCjiNymmRG5bzziTdjjnDxIwCS9TjTj0ekBC5hJedHp8UNo9cQR9173Xng0dPrcwyMw3227fZ4/P2BQyI1ClPIAEIrriTtuGY4O9KANnZ4wYz4yBE4DP9FGifETv92yfSIQzpC88I6yxnPY/O9wE1e0oQlv8awsd8psnvlDPvpR5Bz4FMAvt7Fn/JwqOvET3+K++/iJTt8T4czBU2cYWzztqN8b07ZuhiAKIz1EwsP/3Ou8zCiP64mni1Q9d4yCuZ8hz0dBco/cD8JYAE3o88geDCfYKoEyPl6YcpdBUTxySrQ2F4IIDCoKo8njhTy6l3HXPbUHvzkLT8MpQ3ppfhQK3ylTYJDZAkVFB7lJt6oedsEAPQwFz6rgIRiU2VN/8DwcLTrj6BcCAD4wbI6/ik6RDT8ZfRnOl14yTvOl723pamVoIhNrN4EmS5f6OI9SmHQTGJz0gvB4mn4QhkTpXBMTRYAmJmG4+fDOVYjvopMiix68IFQZbjfIr8nReEQUOsE1q+j1AAfKi69NiLmbT6Q9bZUk4JrkQ/GqnkyawyOpwnk1gYE5T8SJLIiTzKNSr0CnLMR14/lrdZCpNMkd8I6ey9jwnXPpFR0NraxEIhNvRTHj8bJ1ioY4z+7itUS3TsBgk3b9ToKsQq5I0hTejJGpsdBYRycQiue/VT35EXw3rk9xGRvliAfz9arEcb6ow6NSYAbEiUE+Xg6K63FPonQnUFbRghEHndDEhzLiXNmG54bhZ6SHTZD6esyXLKKON/n7orgISG7QC405yJr+kA+ZSsWbgOcez1sV0QI5LeauTKp6kmkTGg0NI/KaBNNYPqYTHu/KyvMaowweutNkA7yP6zIyguollURreEGpDbqMq17xnOKIFHXw3eiK1gHDHQTo0b3GwA/1RxvgJ4fFCEQzz/pmcE0gD8bYjSJybpyBDiVPHBFDSlSn/FXAz9z5eVa4uqUJ+Eie+NppPHLmjDluvO32gfFlmCfDYWyu4/FiZNQ0NjrJvZsIKpJxBoILuXMO3aLr1FG6IBUhZITzxMcff3zxXicim5Q3hzYw4wXKJz3LPXETgpmK2TwyqHU8xTHubT8IqNMYr7RDmiLK5E8V7QYKcE4lUlqekmfVJGjip8+c3w1P8ROdjNP80dlr2iPCoBMfY0z8rCsFOICcfn93MjTRWaopAsbjmJsiYRXMSxSLVFE9JfJ7rw5ojTH83YlODmfu3LkFH/CUMXcr965SR+mcI4jwKsXi1Qmwybs6t1tDM1FCDEFRYkrdrXII55Qiajxj81Zo7xTRuoHrOQiRt4y8Xp0hclAOiPPKiPc0PTioaADgn/ekuhxLEz/x0udN5wR4Xk2gmDtjQSdl7gYiDTpDeY1tDhQsUrwyfB60efWdTvI3Z+mYhkN0KUX6ujS+DJGWUyZrMK6I63o+83+dPOgYw87prgN5ceKR5dFTGYjI5vtVYwQ6GhpPK23IYQAMIchOA/QC19VAIZgwNmkZIUTjoQ6YTInyWhDjMMW1OjGxG4TS8Gxy+vyaahZOIjx/1XjoQCfnUY6wnEynOfYK1+R8gpcgvcLPTvyQEYThg2uBuYWiDQqxpOE1dAl96ERvE9DJueZyZxBoJBN0+zvoL4NBfvnLX+6qAYeP6Mmv51U62WmttdbQTJQhmYTcPr9ITrTBB2VoAdekdDGOiCRVQZP3yoI2Pg/Ya/o2aEinpWd1PDEntZLotTUQBkepm4p/tKuXogYh+1zmMBFyL0MZINqEYufj0QV0ySq6aQzVQXT+8z//844G3QR0MrbQzyo0RjREBLNdZLIQY8UrBZUGSGUwOyYTjOe1tXO3NtCDDlG5ClJLUWJrAT/RiJ+iRTRHyhB1ZTHBX98ryz+u1Q8YK4OuKw0Ykt4AQyqPD7ItNVgVfd3CPF//+tdvkbX1AnRKKTnaOp7UGppoJhWKvHdrg/LqIBFORDTMlR5IxX5d6FS78MIRPQJoFs2iSbO1QSkoaZlOwM+Jzg4o5I477pj222+/WiOhwNJAdWJ5eYiz1TjKU9s2hr/vvvumbbbZJp144omj7/SGGFNUw092U4VaQ+NFKDYm8IAmPUi4bjQDmoCBinkKIT0s7zCxTsSboNE5rlsXvgcJOX15HP8bX7rNMRBCnCMzkK55LxSojWL0C2NyTgxfA6Ec1TQHRDu1ZjfyaQN10cc+9rH0J3/yJ4XB1wEvHWRc3rHjf2kjXjrIvg0/995778LQdt1112KsNog1RVFRlHWdsgOrNDRCoLzC9oIFC4o2dkSRtjB4zgh/dzMxBbJIoNFBAXR54nuUmLJYd5GyoZlytGVYN2D02tAElHfvGJ4WdWznUVcCJUCnKId2a2UMMYQzGcjXMY0rfVVT4F3QGfB/rJfabNDLWmY3sOj93ve+t1BuNDQBv7To8VOUzZ09WTvQqC6uiyRNwIu/+qu/Kmj593//93HX7xa+g1dkil7BCcpGX2lomCsMUmATJZh+FSOiTa9g4JRb+iAt4zWiXc0bMzCTlUKoKfvdvlUHxqJO/PCHP5ze//73b5FaSW0WL15c7FXk1TiGyATwk7NQS2q3u06kPBMJaz7f/OY3t2jFi1aUwvucVygpJ0VRzIW8KXBdG79XWCI46KCD0ite8YpCsXX6OgFt9I9B4WfIFr2cgQaZJSY60SYlJ5/3vOc9BT2///u/32rjAZ3GK3ro+xyq65ZRaWiYrTNmUZXHENH6NbS24Bkor50DJiUFi+0vCmmpB8OjVHlqNihowzOgj370o4VAfvd3f7ey2UGR8CmaNlKbWNS1HkQIaGVoFEOKNmhwBtKyI488Mv3lX/5leuUrX1koag48FHnRCnakRFrGQVBuMA/zLqdAbUCPRAz8c/zhH/5hbcMohyiGBmWM86Mxpx4SRTha88DPWOvrBYzjta997RhdTZ3YOtA3uolWwP+qLmiloUl/TIzCUhLrRlsLBC2F5cHQg8mhwGo2C5I8nHN8ZuLlsN0GjMJWo7e85S3pxS9+cSGIV7/61YUCVsGYnBO+UWYMl04A2qWZ5uKnOvg5CBoDaGVQH/nIR9LrXve6gtbf+Z3fGRN+DuOih/IzTMqLj2AhPv72vv+d0w/w661vfWtBU/Dx2GOPHf20GZwcWYu0jEoUBtmEKGcu/ib3NtmSTQcvetGLCpocJ5988ugn3QMNwSs0yABkL2VsYWi+KGXg3QYBkTCvEfqFZkh4YOltXYu6V2ASg6W0hx12WHrnO985JgDHG97who41RQ4LmOoRUPcMis6A1NMm6B122CG94x3vGEfrpz71qS0WxOuAlzw7yBDa7jMsQ6qvwfCCF7xgHG1S7zbR3BJAGJrXQdB5xBFHjDO0Qw89dPST9iBn3dAyxgyNgfG4DEOqpl3uvbaQT6sP/uzP/qw4tHLLLdo24DEsOwBFG0RNJn2iAO973/vSH/zBH4wxPpTEOksYTbewABrRj+eMurIfiN5HH3102m233Yo6MSJEfnz605/uKY0SDUIxOASRmNzbyp7+7LLLLuk1r3nNFrThZ5W37wb4ybECQxOR2yAvK7bffvtx9Fm47kfngUNQp5UxztCkCZoP8mIFXdtBfW+nnXYaNwkHT1tVKHYL16UYFNffNuH224KWGkdq43jhC19YHP5+yUtekt70pjeNGXYvoOwYzmHJ4fuZN1AsdVfQ6eCNX/rSl479/8lPfrLrSBbggdU4wAg4BMrYRvayAutiQQ9H8LKXvWzs/+222651zYcuhkaRpeRt101jbq73wQ9+sKArHCpect79QPYm/S43u7ZIHRmbwfpRYIyo8raOcnHeK6RkIi5oLPRDJ6GLZFV0xjFv3rzRs3uDNJRiiMAcQz+GRngf+tCHKumL49/+7d/GfsbSC/BTRw+Cr22h8/fmN7+5kj41Yz/pHgOR4roGx0V2eXTqFRpCVXS+613v6noTexXImcMqd2u3MDSKa60nL4J5gF48nO/nxOd5sNSmLdAgomnp+ttPasqG5v1uC2PR+/d+7/cKung1R07rV77ylZ6K7JxPsVNeZKMY/axDqpd1ENGEvvDADu/b3dBrahp0UqqIaByD9D4+6xXmGFHCITMIWv/1X/919Kx2EMEYWv4LhOB3G3pnzpxZ0JXz0kEf+tmLSt4MrdyXqIxoFKOc5/fiPQySM/zlL3/52N+6YtFC7hVo0AzBcAZgMb1cWHu/l06ZBkdOXxjaV7/61dZpDogUIhno4vazPJKnOVKxXDmsTbUFBdX80bgA3TMpai/OpQz10xvf+MYx+hyWRCyO94KyvnEIcQ2KHDVaW6dgueXtb3/7ODod3/jGN1pfE6TikSHk2MLQILqOooW2ZbcpCQJDOU1EzVCVQr7tbW8rBNwNeElhOBZVGZr0gTLwwPF7I9dr22xR60VbXONjzz337DkCmTs6Y+OzFr7azt9a+jywOaCd0rh+LwJlBNKanI+f+cxnWi1841nI1LJIdB210o0DeNkmFQXNpS9+8YuFc7AwHdfsBXSPrDksfMK/aKRo2uAjXbOm2mtdGtBltSSCl9bT9tprr1YOUZYVXWX0NnYdAyalxqIoJssrz5kzp+uIlntDikXJKEREimg07LzzzqNnNYPwZ8+eXRg/hKGhkyemDBRXLWXxEs1tPDKHYmeJ1yqYf5VheE8EJXRrO9JZaY70w6IqaKGjUYdUJxJP26SSBHr44YcXKS3nEM6nW+ALGmxCiB/tagZF21zHMbINvERn22UJ/OpnA7XvcwDkKmtBB/6CtUqNJvNBp6ykDT8BjRyDubcB2aPBtjxGxtkGP3NURjSKHGGaokdbtR9QjLx1rqOnIO0EDLdiTzEoM2/BuCg4OmOvXtyzUTHaT8pXB4LsZMCimYYC2jA7fuPE6HjP+DsiyGQDXyiGbEUjiVJwBugGUYOT5dUpIJ632ZY0KHAsFt3xkxMMo/fK0EIHRDqy8f/WgOjP2PAVncHPHJWGxoOYIO9nQgrQQQAh//mf/zlmbO9+97sLL9AEHpfArWNRBBFB1GKA6KIoroFOEa5XLz9I8IwcE2PX4iV4dIocIgW+chT9/MiwX+CPGgIfKSl6cgfCqYajVQPHdrd+QF5tjMCuD/L3fUtOUXvjqegmu+FoOQzvtTU0Dqitc0YTXsm4RNqqtBEqDQ3BkUa1Xa+oA4YQYEQ3i4ZN0FixZUhzBk0iF/ocFIRxqTPQGvn81kKkSowfTWU6GaFztiaNaNFIEC3QSZFz2KfHYSgdKPogsoPckHsB2RufY5Kt5HzjyNAZTrcfnoac2sD3GJgeAXrK/AxUGhrwFrzbIBhdBZ5y2223LdrTvFUniK6YXe4yMjDt6bbCHDQoh2ghiuXCI4jYn/frAOlhfk+QAA8tgyjzeWtCGl6unRmfNJeR/TqAXJs2i29haLlhMbSqNMdF2xafOVzH7dA+8IEPFJGqCpEuqNN4jCqoeWLjc25wrm8+aB2kQNBUZzA8mmgWMC6anE9heD9ousZEAS0hXzRKEasg4tXtZM+vMRmIbiN+GTvXO1EtuteD4qfrOLpFjCnril+PVGHM0Jzg0IoN4hWd8SvriYRGQVPDJbxXLmD1nqgLoh0vHIuEQW/MKf4eFOquxZuJukEHUFq0gppSrWldbJD0dIsweCl2OQuILU5A0US7quWSoDuuNZFQ6+JnOHvjiWyxXIDPllDaLutUwRi9zgsd+NnUyxgztGAcpbDrOtYTGFr8vsY5ERlijWOiIQfX6CgzU/1gt3UYHxrVcBA0ghpzkIJogoilDsshRcbPqN9E3jziBfB9ojt85IufmiHlTIWzOvDAA8ecF7o1cMpKh7eWKjRVelXIXsFJhUwDnP9///d/j+meDKJcv4F5RJYz0RDJRLQmjItokRb88z//c5oyZUrxviaE2iKaIoxN+1JdRdlzr9gPjOu65ZSUUsYugDL233//sd9PoUNxH+lQMB6dg7zzFAXlVcOYY/7R+SynVebjR6M224LzCSZft6E8IjLa++Wn8WPusTAOQReFqDJ0EG3tjADzk7JFce9/1+VIrKuG4+gX9Eo6XU7XZFUibM6P+NuuHRuU/Y8mnce8huO0NNzwM3gxCJB9WT/JTmu/LPcyxhlanHzIIYcUOyQilVDYM7ZYHxDlrIupmfrZWhQwNgWw/ywPv4QqTUBXlQLyzJ/97GcLbwxSDcoeTKfMflvW72bZgPTKtXj6XDHQSCnrlE+k+M3f/M2CNjAfdWWklL7vF+JS6H6XJ8IB8Ojq36AJ/4wT/KwCwxR9g3/4ic5wdBonronWtrtGcuCnxhFHGDIEkV2UKqdiYTS+o2N9wgknjOmtFnvQzZHZ5MAJD0I/gUGRY97swC8lTTSUmox6XOoY1opoE/nf//3f4n/AWIRbs+BteD/n5QxqCwUvw50xY8YYc3nSaOVXgUKh13fifv1AObTSRVvKZoNzNwvj3cDcPW9APh4RXnRg8CGAUPQcHBJ+8sQBhsphuSZHZt2SUg9CMSgAj57zkxIaz7gRCaqAhmnTphVGAAzfe5Tf3xyKa5dTzzZwDb9qtlOFDoB0L/hZR6e0luNyY53Yk4s2+olORsEhuk7Mox9YCqHvBxxwwNh4xrBmFnJn7HUODMYMDSJqKO78+lRkk9MHKAElk6JhTNOFA85DVH6dMiita9rMTEnUWzxvldIGQgCMzZakiBYQdV2kkZH2NMGcKXzTmKID74vpGExxHXFtr+Vx8JSw3TfQBuA86lF6NQingkecBFTRENfmPdWc5RQmB2XATwaBn2iUXoV8yzQG4nPRhEEFjEWJ82t0kj0aGRJZxHfK4KSNZZcKPeEYZQvhHOq+532GZE9qODyIyCYTirE7gTzwyBzrxsNzGZ0ISu5293DmYWRQJfsc4wytjOnTp2/RdqeQJuMIL1QHjNxjjz2KKECJmggBdQ4vwcigbuKB+Nz3eG8KFaCsaKQgnZo2aONUpEWdwNmgT+OjrtbJwZhCKdFY/g46w2DDW1YZmrl6X/qiRuomxZSa4qeI2o1TdP0YB+84gZCZ981Z5O3UZKDg++yzTzruuOMKfXG9OtlTcBmSqCl1pvid9CRgjyOHAq7je+iMLjbn1QSywU9pJmdYxfcc9J0jEGzylLwbNBqaXHf77bev7NqpfxSBXuu8K2J4Al5LigTOLXsPSkMZMKeTUdRBaqt2mDVrVpHDB9R+lEN0i4gBmBzAZGM7L7pukNNJCM7Dk6quXRNCyfFKDZR74QCjsI0HvZHe5fA/fjJIws7pLIMzwE/zkfa0AZmYJ6OWaUR97nrGZ3TGCTrDOPDJ/HwuJSzfESqU2ffIQ4qPzrxb20nhA4yY8xKRIHcmrssQOUV0Vl0z0k3jR33nGuSeX0vAYLz03XXboNHQQDSSmuVKGjBRaY8JUUDKkiuwv3lFYbZc2CKe4vGcBCccV43RC3zfHZZe9apXpS996UtjRaqxRGYdSK+MPqcTUxX8lKPsVBgX2jgMvzx3nuu1gXGkkO6f4rplMCQKJz214x8/c4H7Gz/xLDxqgDKhk4eX2lKcfvkJxtMY+9u//duxDIYiikLo5ByMSxcCjEjqSS/KjlO0iwgmteU4eo0OOcjT3cqk/QGyZfh4wnFxFPiCn94LGI8BaWiUox/e6Yaizzxcp8pBdouOhoYYCuoWBBgcyP/GKBNBkFQFcfJ53oy3YEg8AWK9T3hqKJ85p5tcuhtgLsFivLvh+q1ReCqgDMajBJQVkzkIXg+zOQSGhEbvO0Q674uIka7xjm2UIryqqCstz3kYaQ9wShGR8AqdDB3tFBStnBR+otG5+B4G2k1a2QkxRzTKED7+8Y+nv/iLvxh3/xSGjw6pFCeFFuOjSzR0+Dx4GSkd48TjXOmNlzuVXiAqybzCqHPZxByCTrqJl3jGSPHN4XP/o9HhPPTjOboiYrdFR0ML+G3SUUcdVTCqSZBSC0rJsCgwD20SCKbEDoKIcD9RkEpKe3bfffeCaWVIvdDFEDHYgVY1FLq9H02KiQCnpOHE4PGzTpD4iV94iodoCjoptTk4JpqfDIGDsH7FqMpQX5J5OFR0OtCIt/iJTl3BNk6qDpGZ6Dx/7nOfK7rXMhn05llLgBPDS7TQRbJGb8jde/jbNuWuQ9eGhjmI88NDLdnyJPq1+IkCBSyntL1ikIoR4CUJfOrUqUUxXuXNJ2LcfhH8bCtv3xNhBqUv+XW0/TU33I6P4f866WTXhpZD16mf9ITSRxo1UTBGJ0YPIiVoi9ywKG6eRgYYWicHEedsbaUyfjd0dJpPGxgz56faqm0dPVFoZWhDDDFEbxga2hBDTAKGhjZJWLVyRfr63vulw484Kt18+11p7VOPpYMOPKRoME07bk56Zt3GtHHd6jR71ulpw/Mj6dem9em4Yw5NUw46KM05dfPdc2+94+50913fTddccWF69Km1af1zz6abrt98w5rbbr0xHXrowenEU85Iz6xu7uJeuHRBOuyQKem4WXPSw78Yv0wwxMRgaGiTgE1rn05nzD8lnb7s4nT1JeemOXNmp1tuvCHttf/hRbv83AsvSyN2lm659rL0td33Td/53kMjxddzadevf7PoSp6/4qy0ctXV6ZSFS9P5512QvrnLDmnmaSvS4488ms6YPSvdfccN6fi5p6TrtaavuTLdeMcPUm2lNPLBgTvtkhYvXJROmHF0uvz6W+vPHWJgGBraZGDDs2nxgvlp9oLl6ZgjDknnXnBhuvf7d6QpR04vDO3iK2wj2pimTzshHX3UtJFzphbKf9zpm3e4rFuzJk0/+PC0YMmKtHLl+em8Baem0xadlc45b1W65vwV6bRZ09Idd901Ms6atOqCc9LF14x/imcZR+y+ezp72dJ0xNSp6crrms8dYjAYGtokYNPap9LZZy1O51x8ZTrooIPTsouuS4/ce3s6ecnmW4bbJXLfnTemI6fsn85asihN2W+PdM1Nt6VpJy9Ka9etTQ/d/4M0c+bcdOqi5WnZ0uVp+enz09MjqecB+3w9HTft2HTpymXposuuTo8+/ECaN/f4tMPXp9YvDYxY8NTd90sPP/Rw+uFt16YpR89O6zZMbAd4iKGhTQqkjldccXn62VMb0qbnnkinzPNc5m+nXfY5sFgEXnTGgnTGsnPTuZduvpfmZeedk5acdkraa5/9RgxsRtrvwIPS/T97PC0/75J0wQUXp0vO2fwIqetWrUi77fn1tGHdmjTnpFnp8KNnFFvQRMimNvsx++2djp85Mx1y8JR0zqprRoxymDxONIaGNgmgxrGlCZ7fsD6tW7++iGQimi1sa9fl60ub0oaRz59bvbr4fM2azc0Na0Wuk69Bjq1LbdqYnnr66XHbmuqwfv264rrPPjuYH0UO0RlDQxtiiEnA0NCGGGISMDS0IYaYBAwNbYghJhwp/X9DfCpXrmIlLwAAAABJRU5ErkJggg==)
Which reading is greater?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
A cyclist puts 600 J of work on his bicycle and the bicycle gives out 140 J of useful work. Calculate the energy efficiency of the cyclist.
A cyclist puts 600 J of work on his bicycle and the bicycle gives out 140 J of useful work. Calculate the energy efficiency of the cyclist.
PhysicsGrade-9
Physics
A certain appliance requires 1,755 watts. How much would it cost to run the appliance for a total of 33 minutes at a cost of Rs10 per kWh?
A certain appliance requires 1,755 watts. How much would it cost to run the appliance for a total of 33 minutes at a cost of Rs10 per kWh?
PhysicsGrade-9
Physics
A certain appliance requires 2,141 watts. How much would it cost to run the appliance for a total of 27 minutes at a cost of Rs 12 per kWh?
A certain appliance requires 2,141 watts. How much would it cost to run the appliance for a total of 27 minutes at a cost of Rs 12 per kWh?
PhysicsGrade-9
Physics
The law of conservation of energy states that when one form of energy is converted into another
The law of conservation of energy states that when one form of energy is converted into another
PhysicsGrade-9
Physics
Your monthly electricity bill listed two-meter readings. The previous reading was 1346 kWh and the present reading is 2456 kWh. If the company charges 6Rs/unit, how much was your electric bill for the month?
Your monthly electricity bill listed two-meter readings. The previous reading was 1346 kWh and the present reading is 2456 kWh. If the company charges 6Rs/unit, how much was your electric bill for the month?
PhysicsGrade-9
Physics
What is the reading in the fourth dial “D”?
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)
What is the reading in the fourth dial “D”?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
What is the reading in the third dial “c”?
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)
What is the reading in the third dial “c”?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
What is the reading in the second dial “b”?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANoAAAAwCAYAAAB3wmQ/AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAEKBSURBVHhe7Z15dJzldf/dnp6etn+lp/+1p+1pmt9pFtI0zUZCYwj7ToAADSQkIUAIJIEQwCQh7LYxYPbFbDYG77vlfZG8ybbkTZJtybL2fR1JM6PRjGZG0v19P8/4isG1DMl/7eG2T953nvdZ7nPv/d57n+d9LSY1NzVYb0+X9XR3Wktzo3W0t1p0oC+U7q6O8Kwv0hMKbTraW6yrq8W6e9qso7PZurpbbSDaa5lM0sxGVEZVxlQ+TDxJqn6YR8MqcZUBlX6VmIq6j2XN0rRR66TuhlTSGi+txwkVulBSKmNMwzgRdepSi/iYjQyNWXwoY0PprI2NqEF2RNcRG80rY6PiZFTPRsUIY6iMnbhNZscsoZJKj1k2qcqEagdVYipMmlGhux5xO0QfldETc1laJSV+kipDFLUaEm+plI2lUzY8mhL/KS07ZVExH1cZGktbJqvnwxppSJMMalEpxlEZVslobMYXzxoxzAcr3Acm4DOmdoPcqyAT1cMO3YfpqiZBJfodikjVOVmP6H9T4jEBrxkby2Q1ZNYyI+rAeCwSBTAXY3GrRxKRSVSWzbGWGzf80BgjKcvKHobDmkdcbIEndBw6p9Q2oR9a72gmrTVpXrXUzNKRemRUhlWQaeZEYXxkEeStMRhUF/0Ky8ZGMCUK4qAO3QZh8YP16J5uzhOPP0xj4f9OpmxmOGCgob7W6mqPW2tLU8BHpLc7YITfYAn8gBOedXe3W09vrkwCXGWHDtjx6qrwsKmx3trbWiwW7beuTjVSJwaj8Ly9tdk6OwFau3UKcF3dbRaNRSwrY4H1MUlybIyr2M0rPO1WiWgNaSluDMQAMoqUiUBYfDAgCEBIuFkZWkya7NXiu1V6VPr0OKHHmiYn3UHNEZGCIhK5hJmMSqouK65ogkJ7JsBSgpXosepHNHnWGYBRils0heHE84j6ZGWASbWNa8CoGIiraGYNfWISDJSxMSYsHeDJeNVZ9pqVAWQFNIr6qiR1r1WqjSZPqSQp+j2sIochwcqQ1VdyHdZcw3IWI0JOWHvgV3MiDMkgWBdyjaq4xVHk3cYwUkeImrPu4HMCqPVjSCUuXoaGNZwMnrbeHxlLBrQPGNFPxOMiwoZhRbNobNVkxUhGSpVxBnRp6FD0WP8fRET7HDtjUv+o2JaDlBwySJLFZSXVYfVPDesqdyujyQqQ6VGc07AlJZNRZwb9aEDwKTGHosehbhxgOAytAz3i7FMqXPFjrGss2MMHBaecxeGocB2RTAb6IwEfgA2MALD+vt5wbRMuwFJnR9t44Ort1fNoj/UP9NgkOhw6uN+qKo+MRzU6MUA+0OgM0NpamwQ0oVYoJaIBtr7+bkum4gKLxCQBZbMSigwkv2TkhZAL+g6kK4LABrERwAOIohJ0BjWgMAl6TMpKS2opWUaujEjQo5KZoo+U1J/OBDsAAGMJDSShjkmKeFkcn2QkbZ4oCJ2rBBs0foL4KdeQu6GNt0NZjCvDHtVcgEmrEXeAJqf0lJSeUM2gCh55mKfIAUOQxr2MBKWJf40xpJGSulKI2CjSLZG2oABjox5wAsaE+iRkJUPpQTl6xfoschEPmivLXDgKhvD1YlwIhqgsoY8GVJ1ok5sq19aRcuI6mh4NP3kEW4E1rif6hCk0TlqGmNaYaT1Ii9eMeMjK0jMjcdXLlYzEZJziOptUSavgfHMidvbwC+AYDGSDfOXIdJ/RLMgldx2RjKVjyTmm0q+aHpVetSRDGo+mgMp17EWDYQNKdGxA1z4VJT6haVgW61EJa8tNfOIBdaPSmRybflAykndUQAMbRC+wASaIcuADHIEd6vnd09Vp/f09Npjot/hgn00CSKSJdPLU0aMXhXoHGoMwUQ5oim4dAp2ABmKHkjExI6EK+XjgUTGaX8KqcCNaRGtjq/rEwpr6JKVOSahDy+mV6GJjgxIvopfm8YppqYQQiLfHy5MLydOPCICDmi8n+Iw8IorS8Mm0DSfxylk5aRmE3Kb0kxO8hhyVGxtWpBlSStLcrZAf6baBZFSBRHAZEbCRuvjXBJpfnTDQQGhE9UTuEfFECQMDBaU+SguTY0mtICXuU7JxeV7qxVVQlK5ZvKQ8y4i0Pyrj54oTGtXY3f29Vt/RbH3puDLBIYuPDilrVZGxJsTbkOZD5R9YFKYKOviNpYi/MBLjp4JhJCSfBKBU31GBFHASEdPSB5nCmDzfqKKYDzXQOWA1tfV2tKHeerTOiNLKAckhrmtafI8SYRXxPtCFroo48rK6qiCvjEKqQDaqlGVkVHEqqwRZPKQ0hqQbOKag4UHJIKGSVgQfGZQL0vikmlGtqV3j1MSln+GosqCk6lIC5bAygaT1jQ2F9DsV5MC6RYQmj8xEeMKVwE22MDCWkn2lrVnj9qt9RrxnNWcwS9nHiOQwRtTHPhmS3yGi4TwVPVVS6aEANPBBcWw4PgAa2Pgw0HoFtKjKgE2iEw8phD2/ZyBHK2Ckjrakjm1tAKzVWtuUkyqqxeKCi7w7UQ2gBYXLQ+UXgDYW1Sq0uNdee83eX7rQBsV8nxTSn40Ig2zYpPEh+av2Wuuq2m/1Ozdb3Ya1VreiwI4vWGa1iwqsc3OxZY7UmXVGJFjiGoBj55ORjKSkbFTjxWQoMlI9TSj9JOVjXiIoERVz7Ukl7cY7brUnZk6zhpYa9WRXmNA4AB0gKRzEFGclyFjVMWvZvtPq126w6sVLrHLxQqvdUGCtpcUWOXbUxto61FbtSf/Um7gH4AbEQ1QGlpDxpIjqOAhSQ5yFlDqifVFWe7jO7m57e/77tnD1cqtqb1C/QUsIcCMwDA3KLHv6LdPRbq2VB61+d6EdLVhmh5eIj1WrrKmw0Hr27bdMW7NESO5IrJRRjmmvLbkOpSI2NNhr8VRMoNEK5UgGtS8bDWmumlNES5essPcXLbZXZ79tWypK5PgycoRppe5KlIcVfwAU+86WXktV1FrvtlJrXLrWat5fbMcXL7e6gnXWUbjdYmWHbbRTMpF+c+CXY9O8RHLkEVfWAy4SAtew0vyxATEQl57ickxKD0mpS1pr7fH3XrX3t6y0zgSciN+UNJoBpop9MuBUR4tFqiutYcdOq1q+2irnLbHqecusfrF0s3WXDR6uEs/ki+QRyopAkaLrUJeiTGuPZRPaH0sX6aRANaR8JSmmAtCYQo5QfXCWWEZae04CkgPKseKg8yvPudKmR7bTL3DG41GbRAcvDjIHGlfq6eybvaaGOmtsrLW2dqWYKrV1VXa0sjyAjdQRrREV/gfQcB9yNIePVtiCFfPtril32ZH6Q2ovZYxIiR2KklsL7cCLL9p7P7vdHrniEvvtdy+xx66/xp68+nv2+MVX2KOTL7AZky+y96652Tbf+YBVvT7HMqUHzbq6rHl/sbVWlUqgMetPdYfDBtTMPgCgBa+l+7g8c5+iXZc26vc9+QdbtGKe7dtbJGVIpE3HrP/QXo3XYtHinVbx1ts2/8677KlLLrWp511g0y+8xKZddpk9ceWV9vCVV9iUy8XfZVfZ4p/8yvY9Ncu6CkvN2npznl6cJKWcwbTAq5QqqX3GCCiXDEZiioIDUn5MkFfUXbt2nS1ftVp9ZHwyJDbeWTkC64tbtLzGKt9ebEW/edJm/+B2u/fcc23KxRfaI5dcYtMvvsxmiKfp515oz118ub15/fdt6yOPWc+WLQJDo6Wqj1p0X7GNRrss3t8uX5ewAUWKfiKbhEHalJEnh68hRalZs2dbJB6zrr4em7dgjmwtad3NldZ+qMSkdEvtLLGqdxbamlvutnlX/sBmXfQ9e/Gia2zmFdLPFVfb7y+8zJ5X3TtX/cgW3/pr2/nsK9a0Y5dllTlw2DOiVDcl5zgcHJLkIKCPoKBBCWVATiem2CGHFBUQS5tr7MUlc6y4rEQJjcAVFWA6tflsiVik+JDtffEtm/OzX9qMa66zxy663KZddIU9ef6lNv2Cy+2Zi66yp1VeufpGW33Pg1bx9jzr2SQdN7Zbn67x8mNm/YOW7pKzFuKzcsYZ9tI4nHGgST6qAGQBaIrwAA1AnQw0v+YDjufdYZ/WYwMD/TYpH1gUopcXD40+UA7NAlxzvTU1a0Oo1LH6+BHbVbzNeiOd4g6AkYtT8kCGUmVhKXm1ddvX2dvvv27z579hDWUyavVrWrbCVv7wdnvzG+faq2eeb0t/fLvtfGamla1aZse2bbbandvkxYvtuIBY/s5c2/zLKbbw4hts7n+ebwu/drEd+s0Ttvj7t9iiO++0dN1RG+5XaprsFeDkieFB9j1KiqBrXNGlXUrvlkHf/8gUmz1rppVsWm3DjTW28se32fqrb7KD9z5kL359sj195mRbfMttVvjYo3Z4zmyrLVhtzbt2WNOe3Va1dq3tfOMNK3xkum268Vf2xjeutGn/eYGtvOsh6y3aZ9Yto+DEUXMqV5MnhgndKmXJKJKNSLFpXYlybc2ttvC9+Tbv7TnWcVzROqUIUNVoxc+9ZS9feIPN/MpFtvj8H9jGW35jO2c8b2Vz51nDxi3Wtm2HNa5ea9Vz5trBp5+1gtvutFcmX2gvfOmbtuX6W6zi9vtt2XlXWevKVTKcIRuKtVmfMoY+RdqEhAJLGfGWEC8JOYeFK5bbK28o23jnTWs/XGFWU2OF9/3WZl/7fdvz2yfsrXOusJe/cq4tvepm2/XLh+zoS7Otce1Wa9m512qLtlvl6nWqe8/2TZlpS2+626Z+61J74Mtn27u33W11azfLcWhHFpP7G1QUS8ihKIUPJ5Fa71i/HJFkw15tUFlRuZz523Nn2441ay3T2KWIPmx9q3fZghvushlfOs9eOftqm3fdT2zXH6Zb1dzF1liwyVq2brdWAalh2Wo7Ome+bX/wCZtz4XU26z/Ot/lfvcyq73zSCq7+qS0RQFMNiv4xZS+Dyh7iAj/OEV0BNvwAfIU9Gilv7mSYA0LHgWOG3/l1Xg9+upU+dnYKQ70Rm3QywPLzzlOmjkpP2tubrbmlLgCtsanGKg4ftMQQR11syk8d0djcZwS0/u52G9aY0rDFi0tszT1TbNqXv2nzL7neqp+dZf079tlofZOEwHFkLkKOqt+ovGGQBKlpZ7eNHqq2/kWbrOrnD9lSGfg7Z/yXvfn179j+Bx/Wc3nvTMySQwNKBxQZZEwIEKDF9D8RRTSMbd/BXVZ3uNQyTbVW+uQ0m/uF/7LV/3KWLfvsZDt4xxTrkPKspdWsV4pW2pXbl4kPBgo5qLTRp7pj7RbdVm5lz8225y+/0R486xJb8bvp1n9AqUtC61fKPMqxvXxOSn0S2h8OKA1Lpjk80jiizppmO1J8MESw0neX2jRFjClnXmib5EQ6VhRZZm+1WZ3kxomkvH7IELCG4H41dlyRtLnBYsV7rFaRZMNF/22L/uUbtvDT37QV19yoKFBkY/EOiU+ppJKoGJETr60h0or4jNIiL1xett/qjhw2q2+zpvum2ruf/S+b9blv2aLJV1nZfU9a56L1NlZWm4vccfZk4oOjd+1pwgJJjfuVJDbIyDbssA2/n27PX/rf9tQ5l9umKY/b4B4BeED9kBvH+6iYQmQV4JKSB9E2Ppiwusrj1lpRY33rdtu6+6bbM1+7xF49/3orn/mWRXbut7GmdmVC0k2UbQcI0SoynHgq+pFCy8CzxxotsmqbVT8409799wvt9S9OttfPvsB2TZ+hlL9VII9LDuH4LZyGBpGGHyqyWfbfpK1Z7d8BGpEKHDhu+E2Eo457sAJmOEzsUSTv7CSq9eYOQ/JBRiMK945UBuKgJHe0WaO9WaO1a2/G/ozS1t4k21O6I0CwRzsV0EZkGEPDUnFswMbk2SqWr7XHL7zSpn77Itv76DOW3bH/gygQU5au9AZTGkbw2rzyXieZVhhX6qE8UE9Eg0lLlh6yRdffbC/8+7fsjTPOkjAnW+PL70hYgEK8DERl6PKidJHwBgWyqKxrGOAqlbJoj1W++orN+PyX7D0Z1NIzzrV1F99oVnJEihLYJRcMOaQRAllKad1IUn3JS0NuymMZTk+PDEh7oLJKW/rQNHtQ3v/Ry2+yigXrZXhqr/yfI2ReDXRoHR2pYaVwIxbXWCMYnP4/eazNlv1uht2lqPHunVOstajExrq0T5RXlFY1Fwat+dSWlIsDn7gcW0IVZAw2qvUMycB6Bqz6iZn24v/7mi1U1H/xjK/aop/+RClxowyrRwGlX2IeElbRjcAvwEeTLEYSR7ZKc5teeseWfP4cW/5FRQMZ+Ipr1b9UMumRwwmOS/qMxWR8MUsJXGIl+J7IkKKlnOhY2M9JLrGUpfYdte2PPm2PfftCe+a737eK+cukEz3HabDng3UVlsfbBtWKB93EMla9bLPSwP+26WddYXunvWyZozUCuIDFQRm8smdLD2oPHJduVUYHJeqk5CqH0i+daC3oaPhQrb1z3a0284wzbdYZX7aHP/d5q1o4TxMJRKPaTyvLGcJZADYYoIgpzsA5ysqyt5Tt5gMNzPAbbIAT7h0/gJK0sVv7776+PpvkEewDkOVeTnPvg1LYo+XAVqdoVh/enwGy3IFIi9aTCGDjxPFUQONdU7cW05sQiLS5f/WB39usX9xnkT3ssWTQMtLgqUXD2qg31DVbmRR7eFeFHSs+akf3HLEDpRVWUlZhpbVVtq/hmNVGW6xjsNUaD5fY/nnvW8Edv7bXP3+WzT73SouWlUloGq9PSonEhSkJjVRNfCTkqeIJzZmUMA6U2DNnqs83J9uKH91q5W++ZYOlSv3Ep2k9Pd2tdri20vYeKbOdBw/ajj0HbM+Og1a+86jV7am1yrJqK2urtpbhTounBQpOSZUWNW8qtmdv/Lmtfvh5gSVpoxHtP+REMGfeJ9bLINu190gpOmbiMgY54oaNe7X3utF2v/yejTQJWJx8DcdlCmnr0q6zqrXBGvbXWU3xcTu4vdx2bi+17btLbcf+fVZacdCOVJZZj3QCD6MN9Va3fJVte2K6Lb76Opv6H/9hW2ZO0zPtpUeHJGPpS2lrmhf8Q0mJaUBgkdHKUfbuP2TPnHOpvfGf59n6m+6y8hfetOQBRaLhlMXlmGqUyew5ftQKJY/C3fttd3GZle+utMqSattbUmYVVdXyDfAv+YPkhBxAX8Sad++yB79/g73+h9/ZiPYto7wr0545gwOSjXMWgd+iiza3sotBW3DvY/bSDbdZ24ZdZu1d4lnOTBG5S+6lOdJmzQoCR6orrahkl63fvc3WlyiKqhRqb1pafsDqao4rs9G6EmlrPXTYDr3wqhXdcKO9dta3bNrVl1lXbbmceVxbRDkIBYPxqIYpSv5YLi8aCCCD8eh4ZpcPNH/3TAE7lMRgVACLWI+iWTQaBWhEslyJKEWi9EUAHC/jAJzCXwcbvjaBrdGam+qtTRGt58SXIaSORDR/jwaXp3phDctxTrvk7XgZ2H7suGW6lH5oEz7GqZooJoYOSHkrV66xlcvX2Kolq233xp12ZHeZUrwaO1peZTv37rNFG9fZmwWL7Z0NS23xtgKrrJMRQDLwptVb7KWbb7e5SgXHFBltQBYsIY/Je6YHEmG/FteGP5NMWDraZ8tmzLA5d9xlnQUb5K3FD289xW1j/TErKtpkW7ZttfnLl9j6okIr3rffyg9XWVVlrR3cXW77Cvfbrt0lNmfTUlu4a41t3l2oFJpTP5EUFa1ptaj2Whw3J3tj4Z0c+qNFTDLp5yWs7kcVEdJ9MsYBAbREaZscQwgPUvGggLZVRjO3aKWt3rHZigXg3et3W8m2fVZZXm0HDpTbtp3FtmrdWluuPe2mDWutcP0aqz2m6IOjkYEkD1bYrudeskdvutGO7ipUMIgJi0OWVdQZGogrKMioIUXm4Wjc3n10qr3683usaW2hWWMHbFhCnrmkeIdt3L7F5q9ZYYs2r7PC/fttr8Y+erjOqpTKlwlwm7VHWrx0ua1YudIKt2626mOVgYcwiOyjs67auprqwulhlgwnJT4UWXE4wyrYeC6q6H+GRmywrt0yLbmUeXQooXZJOyLnPn/HWnt/1RLbWLjFinbttC07t1vpYYG85piV6Lpj315bq/nXbtpoWwsLbefOnTJ8OVfSfu2JW7Tffu7uO+21Z6Zad6Rde/rc66Ywf070KtgulstXRZnxd8u+DyM4ATQOCQEZAARktBuSo47HogJ5wjKyeaWOvJTOld4eOvNZCakk7wM61bFLgzRqYEJkvdVLUB0dzeMvrAEaR/1pQnlg07n8MAG2lBSZlFfkfZIqckX3ae2jdu/ZY0sWL7Ht27dbSWmp9uG1WkSHvN6Irp326qvyREVFGkPevadbzq3TjlQdtc1bt9iatQW2fu0aiwIsUa/aF67ZYB01DTam9GW4P25DfVHLsgFXuplN5Dbjfc1tVrq5yBLtSjFOUE93j61bv85WLF9mhYVbrbKqUnvRDosKnNDWrVvtFaWaHe3tSplSwVvVKXocUbtNWzbbggULZPwHQlsI/lFuWmtP8a5JxKlbWtGbtRBNeJmbktfnxThfqfA7qzZHjx615SuW28qCVVZ6YJ/V1ddJJxFLJpI20B+11159zZYuXSpFZkJ60tbWZnW1tTLwLbZsyWJbv6ZAma8iCyRnU6HoV1q4XTIYEriUAmuetK7D4mFU6SPvxgaa223f+q2W6CDuSkXiaf++fbZ08WIrkHHuKi62pmbt07X36FcU7O8fsNdfm2VrCtbIqJJa47ANqP54TY1t2rRJDnOZnhVYvWQ0IoNzSiQGtXYOIbTlOPFukXWMEMUlm7Sc0JiuuY8F1EH/gyPeu3ePLV253LYUbQ1OuVm8xAflLNT3kLKYF198UXKqly1ELSKZ9EZ6rUz1mzZvskXSzdbNmwN/UJ/saIuAWKOox9Ym2OMERETzfRkFgAEqQEe2x/aKe+r4giQlR+5bsEFFt1MCDXABrPY2vufiGJOX2Hzn2KwwWfsnAw3hYXAI05fUo1R1/vz5tmzZMqurq5Pwh6xLaQfCGBwcDALDsB977DH71a9+ZfUSYkrAjGt/0CUjYjxOdUoFTowcoUJj6RHtIcQTG/2ovIoAN6q6bCyhjFAK1IYgLbCFT6RO0AFFrIULF9m2bduC4bKJ5UqejUEcOXzYfve739lvfvMbmzdvXuAvEomENhhtTDwdOXLE1q6Vt33/fSk5IrkoXZXBsOak+MYgMpIDxIv8hAA2Sqqt/0vI8GgXi8dt1erVAUS1cjhpARIj7tU+MK5nyHLJkiV2//3326OPPhoAxtjwQ6F/q+pwXsuXLLW923aGtBkaUfoKqEZk3FldKRk5jFFFtTFlF4lOpb98pylizFUC1/taa0VFhdaHl44H/aAnZL98+XK75ae32B/+8AeBcFeOf3SjNvTnim5mz55te8QPvEPIAdngfAAWRs4z5MwzZDMsOSEf6jsE7Pfee89WSy44w6HEkFI5pXz9/QK79pzi57e//a3dd999QUfYCGPzDP3BU2NTo20W0N6TbpAPBMBpN6R5sM+JCKCRKp4KaICMiOZAI6IBtMaGOjtcURYi3oRAA1zNCvGdHXzT1aHOfC3CCUvjnww0hDguWBEGwstrDBuDJbw3NTWFKIGAMBqEftddd4VIN3XqVKuVx6a/GzlgOHbsmFVWVlpDQ0NQ6PaibblIIjZGObZVypbRNRlTGql7QJaSV08oTeIbwEFFh5JdxbZm1eoQRXw8+MCw/bplyxZ79tlnbf369cFzUoch8Jwr3nX37t3W0tIi718QwIiSfc0okvVwT+HePTjyoTQ2NgaDWrNmTZDFfqVnx48fD4bk80FEeGTy7rvvBrnRF+fEc2TXoShMv1pFlg0rVltJ0U6tWftHAWwoPqhUKBdBMgIxfYkYw3JCAJHDjl4Z81JlGBhma2trkC2gYT3IHl0ChrfeessWLVoU5LJYUQ+CV+eD6I7za1cGsHDhQtuwYUPoC7F27incQ/DiXxN53T5FVNaJ7pEPkZL1OZCYDyA98cQTQSZ33HFHWBvycJlQ6I+jLikpCY4QPUG0wZZ8vlPRREDj3s8xHGiUxGAsgA+Q8XvC1LG7C6TykWRL+O1t+P2nAg2DQjgsCEFhUAgRQb/++uv205/+NAjLlYnwMM45c+bYgw8+aPfcc4/2hj25yKjCOIyL0f/oRz8aj0Avv/yy0j7tL0QjpEQyIoyL+2BgSm9GpYjh4JXTtnH9BnvnzbdDf5Q2Q/s2ohYEH8wF73j16dOn22233RaiFsaA8fMMvn7/+9/bTTfdNJ7O7d27Nxghz2gLwS8ywNsHAxf5OlA4MsHxUAdQf/KTn9ivf/3rYCAYC/zxbMWKFfbkk0/aQw89FAAF8Qx+IYweB4X3H+iJWOG6jbahYG1OD+INnhPapzFWlkMLEc4Jx9Td3mlLFdl37tgZIhhR+tprrx3ny4EG4XzQG9EEUDE+jgdatWqV3XrrrUFeGDm6IXOBd/ojI2SBfPPlA2/IBzqo9PCdd94J/QHVK6+8Yt/73vfC+twOKOjh8ccftzvvvDNEVyh/HGzp3nvvDfKinvEYlywKcj1ORKcCGqlh/m+uuQPF7vBy26/D2odOADQiGIcivD/jkxIOQupD6kik6xTA/qQ92gmhYngYFJ6OBbpxP/PMM3buuedaVVVV6INwIIAHeA4dOhSEgaIxOhQF7dixw5566qngNVEmkWC2wEl7iPQAcu/JGPTlZfaePXtt7tx3tUZeLPaGOfGKjzzyyHgf2jMfRDR77rnnQlvW5EZSXV0dAEGKCy+Mz9oAPN6TcTDSYNgaj+JOx40FgOJtMSjGJErgXK666qpQ7/PRl/mRybp168bHYDyXCU5h5syZ8qjNYQ/W0dpmK5YuswOKkIwTlwzDy3yVkVH1V78wjtouWaD0ubBINpBLnzFW5iIa0R59OeBZ4xtvvBHAw2/aOg/Uk9pefvnlIW2Eb3QHSIjCyMRtgmcQcnbQ4UDIULgyLs4GR/fwww8HW0FO8AOwuY6vWZkFBB+M7+MRUZ9//vlQh51gHzgzIhu8M8ZENBHQqGMfRh33Xsc+jTbcc9QvoPEjV3p7AFuuxGPadA9FQ32nIlhdbZW1NNflfv8JQGOxLJzFYKwYIABCYQiclODnP/+53XzzzcGzQ9Qj4HwBuFG5oiE8KQpFYCgMZR2Xx5ojADU1N4X+Id+XBx/itE17ItqFvH/e++HAg0MajID5SB/x0BBKYTzmpDixHgrjOC8Y/TnnnBP2Efx24JJ+ke44ENwQ6csaGYeUkwhAOg0ftOVlJ+ny2WefPR4VPcrnywSe4YHxaANhnHh/jHNYa+uRrOvr6m2BjI06DqQyimQcAjBSUvOl+fSppNSKBLLWllbr1pzwAT84Cw6jIAcIa/T5IG9LHQUQYvhnnnlmWAvrRpakoqSCyBny9dCHtVDIeFauXBl066k58xHhGO/pp58O/ahn3W4LTvCIHSEX5xH54tAh5MnzXbt2BSdxskxPptMBjdQQsOUDjTpSR9qxZ5vU0d4UgETpFmC8EM0AG/cArKG+OkQ1QBjRs0ifJu1pC0BraKwJx/sOMo5EWTyC9UX6IkhDOLQAFHgVFssiiWIo5fDhw6GPKzLfeLi6QqhHIRD7B1ISIhrPEGJ/TELcXWwbN28KhxFZvLYMaTijlFNAw5uvE+A5KWzrVASPDgRjoz+GgNfFqOHDweCG5cXJlQxYMEhPQ+iPouGHNcMnY2Ec+QQoeA7/OB+fl/SGPRApKHNQkKnz4TLlSkEeDmLAhENjX8Xa27o6bVBOpmRfqS1dvtwi/X2hD2DjOXDrifTaW3NmW1NLsw3EosHY0Q1rIGsgA2Fe1kZx8jrnkXv6MTeZCye1/AaEOB/WTzThIAV5QL4mCm0BAI4L+yByIUOI+pdeeinwBvl6XRaQz88VOTqvxcXFwQlC8IBzZ1zmYQsD+fz5Mg5yygyPA4zCfowrAPN/owbIiGR+vM+VPrSZxNE9YKPk0sQc0ADUQH93qANoTQJTW2uD9ehZv+oj/QqZkY7wzWOdQJgMX41PDDQIAyT98ONvFoRRc0WYHslQLHUu+IkIw3JB4vVQGn057o0nBq2ru8sWLFpoR0+koqRIqTRfsIzYkcqj9v78edbWoQjeJ+EIaFEZOPMxrm+O4SPfK56KvB1KY81u9PDmxl9TUxOcAb/hk/a04579HobsBoEsfD3cQ4zhzycinsMLhCGFk79U0qIy8M5eOZ94LIBt4eKFdqiiLLTP8irhxLgrClZb6aED1jvQbwlFwZjaswbWDj8uh3yjPplcXswPz0QyeGIO9A/YnLAFUkrI5UTBSSArtgAQ4/n8yPhkR3UywR/zuS5xXNSxFniAHx8L+TIfAHRZ89wLRN9Mmqwg94LaX1gDtvq6Glu7ZnU4XSRFBGh+GMKVtvQR0AAZ32rl9l/sxyh+0khda0tDOIEMx/2dCplEtBNAa2mtt0aB7eSI5sJ1ZiFfEF6NHJ0TNRaMADAqhAxxT9/TKdSJtgiUwlwIllKjaABw9paWhKhFagjIACDXlatXWVlFudLGqpAi0TbsWzQO/EDMj+Hkr+Fkoj1t6AP/XFkTfNGf9AiPTvQmXfZ9JjKgLyecRE+AjTxwQhiGy4K5XQ60Px0FgzhhrE5EqwgGoHV3CHjwUX28Opxq8h4w9FGk7+7useWrVtq+QwetobUlfO7GM9aTLw94cH5ORYDAnQm8IxvWyxjUIRvkwakuBxEcFsEv7SD6kqISfeCVwxb2XLRBZpCPeTpyXiH6Oj/0gwfqcOxkUoB/48aNgScn+rsNhn6KaPlA83vSw4ryQ+GI3/dlHtGIZP4ie0KgcTiSO33MvU/jBJJrF/+chfRRqWNfvwbqaBLYGizFv1cKezQMI6cMFgqTXBEOAsSQABlHsD/+8Y/HhUcbhOzCYZEI43RKdSNkbE+3IMbkFJON7xEZ+mp56i6lThBpJM8RLFGGfQyHG61KZZnbDYvCuPBA/UR80AYv6YShUUcfojUnYNddd10AGAcm7BPgG6IN6RhyIe3kRIx9KikmhAyQifPAuKcjxs0HeViP7lMC0oCi/OtvvmFTp0214wI3Bx4tjYoYvA1WWw4/CrcVWenBA/bY1CftlVmvh8jPmD4/MmH80+mEdlA+LxQnDnx++MMfhnddOF5OMv3wi3GJKhxaEI1Jm3/wgx8EXbpufcyPAzTaOFi4ohsfBz7ZxkybNi0c2sADDiA/WrJu+rEWgMbXUwCJAtAAEFGL6ObAA3B8qsV3kdSRTlImBJqDLZwycqR/og2lu7stgGwg2hP+OE+79nfp8I/8WDxG9IHnDUyKWXJqcnKYR9jXX3+9XXPNNbn05oQxIRBXDH0wLPpPRN6Htty7gaOM8rJye/CBKbZVHnH3ruLwstlfFG/ftt2KthYqDe62yqOV9uTjT4R2EKdvjMlYPh48UHcq4hn8Mj/3zO3KYu8FyL72ta+FfRaGRbqEp4Zoi0zYl/FSF6P6zne+E/ZmkK/dx/4ooMEj7ZxnXtrm9qRjNiBnUFV9zB64/35bMn+hVVccscP7D0llYzbUN2DrC9YGZ9ClFHOuUuorvntVGIcxfe3Mz9qon4jQBe0xaAcYvLAGCBBxisprCw5+ysvLw0ERY9OXfSqpNH141XPeeeeFgw9PHXGobiMT6YR6xgoyEB8+N3wTvbA3nnHPi/9f/OIXgRcOaLBHiDFcr/Tjz3MAGNJFCtGKK2AjbQRggI4rz7inALpw6ng6oHmhnkIbIluX9mlEtFg8EtJHPjDOnToiZMD2YaAhRLw7R6kQ7734ygMjJLViMQ4Wv2eh3NP/dIQQaAchGH5Tli9dZtOfnGqx/gE7ItCVFO8OL2d5h7a+YI3qKiyr3+sKCuzZGU+HNIJ5OSSBGPOjDBtirvx5uWcciH0X7+MoGBNGSiTFk0IAjONr2vN1DDIBbBg8hAy8YDD5kXMioq0T43KqyCEQe7Oi7dvs8Ucetd72Tms5XmfrFi+3sWTGWuoabeOateEldZ8iytQZT9mCxYvCGMjf18fYXE9H3g7Z0Y/+FNcR0eOXv/xleL9GFAFoAMuzGV5jkPGQSgMw3gUS6Yl0rhPPXvLXejK5Dpjb+aYvY9CXesDLu7S5c+eG+Tl99PdqtGcM2ksDap8JQPO9mQONKy+liV6Aig/v/SU1ACOyfUyg8QFlDmxENv/jPJFIlxTfL8B1aY/TIYYIyQiZhX0ADhbEAkmHSJu4J13i+Jy0Da/CYvIVeDoB5hNju0BckPRFgd/65jdtxrTpSnUV4lvbrGDlSksntUcYTNiOom1Wc+y4NTc02jmTz7anpk4NRuZjOM8YihvZ6Yjn9IGPYNy6h9hsv/nmmyE9Yf3Ukyb6AQBKZQ+Cpyat5IUr7+EAIGMil6BorcnX+MeS9+Fr+muvudbuvefX1tEs/XV02YI574XP0SrLD1vR5i2WiOc8/MWXXmIFawrC3C5jrv4bfrycTM4ra/K+FOQJoXteWcyaNSsAhgMPZIDR05d7HBGOj30k7yb5ysZtxPWD03IefJ6TiXpA5feAye8hxieD4DUCusLBUXw812dujkwAD4ACbICOVBEQUc9ejCvPPKqxV6OOIqDlNmsUD4ueczKYD0w9A9OOgXp6uiWcAe13lINGeiWAXJoAUxin33vBU2FgfpqHd3bhsBgIQSBgoh/pE0eueBmOzPE6pJykY96PcfOJ365kXh/UqG17m8K70lb68j0bBwDbAJr2ZwmBDgNvFAiYFyWiGK5u5PkKwijYz7Fn8PSPNk6+Vvij0Bd+kAeGhDLZk7DRpx0HIayRdCV/jwlx74pmHNr7eL5+sgH2MfDDKR0g5vUIhwec9uWf8NEfB1RXW2eRnl7psNUKVq9WOp0JaTV7NORGX1Jc1kp/5nLjpvh6nTfWxtzIBQcBuRwo9M3XF8XTN56xdiI/czIeR+3ohLF4jp0wJ7z5OFxdP9y73LgSHdmbk4rny877cPUSDobQf2Nj4AmbwE7dSfh6c3wrAp742oNDD3ABFgCUgw5A8Qy8cA/Q/Pn/ABqNKN6A64eB1iIgtASjceMBPAgFgimY83uIRZEOYBgYAO1RkLfDg5Enk7tfcsklNnnyZPvCF75g//AP/2B/8Rd/YZMmTRov5Oy8tHSh5ZPP7eMiKAigcbqF0jgIwWti5PCez2P+/oN6VxLEiSB8OR+kgJCvG6IthTG4skYHEMpj3bwHgn+ItAmgMS+GhWHQDz7dY8MD9RDj4BBYH2N89atf/ZBs/uZv/sY++9nPBj4vvfRSu/HGG8PhCh/aeroKoTdksldGNaB7ZAH4GRt+nXwtLlPuXab85jng/fSnPx3mJ1K5zOCZNr4miCuFelJBQIZMOITwl9foBpDDC/KjP/OydmRNX+op1LkTZG/HVzSf+tSnAi9XXnlleA7R32UIMQb6YAwfk3XjxDmU8nE/xPdo9pRAAxvggpQRjFBPIKIOoNGHEv4KFoUHDjIaUwAZ1/xoxp8yaG0hop0aaL6ofKXwm68jEKYLkPa+GARLGknqxD6F7+o4QMBw3Ij+7M/+LFw/85nPBGH4HC4MyJWIECkIDK9FhOTQYUjzcY9RuTJROP3cwzrP8OhKxEl8+ctfHuflK1/5SjBO6GTDpMCX8wY/jAsvtAVoRB2INIoCjxid8w7ouHp/CuRjMTZA/6u/+qvAT74z+ru/+zv73Oc+F8B2ww03BAdGOkqaSj/4YM3oDTlyj178w250SmEe5/tkQvYU+ANo//Zv/xbmRjd+Yuq8ujz9Cg/05Rlgx6kQ0eCB8dANoIEH5MI4tKcd+vK+XF3GpHsAy2WArTzwwAPhOf25Mj/9aO9AYg7XM2snovH5Hc/z101f/kHzREDjyr7MMcQ/m6HO8UMZ/ytYHs38gTeizoFG9AOtEwGNRcBUfoF4hiLx4AiPRRCqEdapCIECCLw9qQAb6ClTpgThsc9zoJ7cH4FSTzRgDuYngmK45PkuVE4A8V7wz29XBoUxqaMtRArypS99aVyBGDEemHasBUA4sX6Kj8W48MA9IONK+syYEIDj3tM8+PZ1MQ73rMPHdXkyDjyyJg4K+OAaGZHCYSg4Adbsa3CiHwQvGDmgR9YYOaBjfndStGVOeGEdvhaIOn8OH7fccsu4kXOqCvHM23BlLZDrDmJu+ABcOALakv5i8J5e0h5+mB+wUe/EuLyD/Pu///vx+YlofFjM+nnu8oN31u3jsQZfD89xODgN5vc+kNvGRKmj4wVsgBlSRrDiGAI7lA8BzTvRwIHmIMtFs48GGkyxAO69sCg8N/kvxklOzEaUf+qBgGnvwjwVMQZtGAeiHQLzeZyYmzbwxJ4MYDMuQgegGBLF9wHwTErIkTPKpT/t3UAxAKIXCvznf/7n8KExkYc2Dop88vUyDsQ+kcMF9lA4DojUiHEhXpACWuSIDDmZ5PAEDw0PjMUcbuQUfvPMDY71IlOM8mSiPW3pz56X/S6goi28YVQ8dwNjTHghwpCB+By0YSxfF1eKz4mz+Md//McgJz749XaQt4VPeMcGkAeOl/7InYwBuUIcTKAbQIUjQn7sQwECcvexASmnuQ6wL37xi8Hh4Jxdh+gIGbrTZX74oNCGech00APzuY3SF/K+zHk6oIEVMOL7MoITddzTnhKA5qjLBxnF62njIGvjb4ecABoegiv7HhbhhsaiuEIwzT2bXRbF4hEaBveNb3xj3OgwBgTgSsm/zydfvCvf54HcGPCSpJ8onf4IlK8yaAufpF1ENH5Tf8UVVwRl8ow1QSiMlOgv//Ivg8cmEjE+RDuMMKeAD6euEPUQAOf4/oILLhhXpn8dAmFcGD9A4T0Oxs5HyXyj6ApmLoqvjXuubjzw4YZBPXUuOwpyxaABOi+KSc2RP6mzf/eH48P5oEcAz16LNcMT5HNRWGP++D4fR/Z//ud/HhwT47ve6Ov38MJekdc6nMRiCzgAbIF7yPfy6BC9IT/+WQz244QMzzrrLPvbv/3bsGfnBNM/KHdiPOaG33yAQrSDF7Il3udx2IZcAT/ZgK+LNrk154DGCaMDjSu48NSRdNEzQj/34J46yvifm/NGDrJ8dDoIuQI0DkP4ZAcDAWh4FxjNNzS/h1nuUSJGxZXnGB57BxTr7XyB7imp88XmFvyBUSNE5nShcfV5acu/1br77rtDO8BMauSEoviNAihsol944YXx8fl65YwzzrCvf/3rIcI4P8xBG6758+Xz4A7AjZ/UhhehRAqiNyDyNSM3ZIJBMxbGxb+Z4sq4jIGMGY+xfVzuIfowL0R7lx/3FJ7R3tvwT134N3OMCdiRAe3ghwwDw2at8MjeLn8f6utD5rTxNVOYE8f1T//0T/bXf/3XAUxez9XlRAEA7MVJcRmDqAXIaQevyAhHiGwgPiAmRWYsiLT/oosuCh88+HbAifHz7ZA+LiPnx4FPG8CJ7nGy1OF4qPNxPhhLOs4MB3B5lPI/yMM9IONfUxOIABgHI1zBC1fKJADkBYDR0QuDArj86BahbY/Q3Kk6eWSAg6fOX+CpCOWwEJSAcaNI0iaI3y4UxnDlUCAXEsJAUF7PlXGZ24XHPV6Sf69EKoERoUg8OPNA8ED0wKABFYBE+fRH8UQg3vP5FxoevZjDeeGaP6fzQL0bN/IhvSEawjdzIQNfK0aHwVEPEPksidTJx2dMeHbvTF2+oThRz3guI67eDuLKWvlQgBNI9oSsn4ML7we4SKPRJ2k2BkgaxTNk7O38t8/DWtE/BIg5wPIPE+DLif4Q+0gyDbcb0lTk43JEXzgn1o2eiJR+Sgvxb87gnblPJurgi3GYjzGdZ+qp48q8yJSUF/3glOEVO8EJeT/qfA3+UbFHMz4mBg9gBMDx9T6A454rbR07lFP8ubncH07lN6GRDgwISkHsAODriwQjIjVCMB8HaDzDiEkf8ZCEbaIhAkVxDjYIYTigXMH5guPq9y48igsHr8c/z0CJ7AEAtG+E4ZP52JfhPUlb3n777RBh6UuK4uksczAu/Zw36pwXiGeMzW/uUSBXCPmQ9wNU1uN7H8iNgSiC8fEbRfteBR4Bn8/N+CfPDXEP3/DpOqANEcHBiX6ITuyNkAVGjjHDnxMGzDOiK7ID8KyLMRkHfuCD3/DEHPx2mUNEg3/9138NX7dAyIK5aQ9/EKBh70x/3zeyZto4r4AevVFwQsxPPSnpyeTrdbk4X4zlTsp/wwMyZV2Mxxr51/vIhuiOfmjrFNatMbjyCRZ7NLBBASf8Bh/ghFNHQMY9OAE/PAeYlAC0fIB5Aak8ozOFFJJBQLLv0SgADUNiIfkGcCqiLZtbjJpFIwQU6IqC8gXjwkF4roh8gaJ02jshEOrgB0NjbAwbY2cc+rnCycdJUVAyY7iC8gVNHWOgFO6dH8bJv4c32tDXlesGym+esQ9Csczna+IZfGJYDkh3OBgDbRiDNoxHPzdyXwt8uDzyC3UQhuU8+YEMqTMHL/RlLtrzHKPjYASDZt0+H/w7UQfRlz4OQJcb/yqctBsQex28Eylo7+thDkDkEdzng2/SUAAI78xDH+4ZA6ItxYn+rg/uWQ99vB3885u1wIuvifHox9i8Z8Xp+XiQt0V+AI1/+gIuCDwAjD0bV7BBFMvfs4EhntOeMikfYF7pBaD5Mwbnv3S4r2SPHRdDgOZkoH0UIQAUTDSjDwtEECyEdyd4WU/XWCRtWDQC5LcLy+diPAQGD0QiniM8+tGHCMqYzAOhRJTNmMxJJCOlYhza0I/CHAidsRjHDYA+zEF7VyL38MM9fBCVMBR+MybA4ko94GYcxoN8bDw8fJLe+vysF7DhKHBMzOvzc2V85wuCDzcQiHHoxxjwB2/0BWzsGX0vQh1zQfCHIwQIzIFs4Z3+/MbzM67Ln/mppz/8QMxD6o2OGR/gcuRPFIUXxkOupK0cQvifHWAs1sCV+UlfcT60J9V1uZOFsJ/06ObrhifkRvE1MRb6dj6J1sjY52F9rIcDGHc88MwYEPcU6pNDg+PfLZLdsScDH44TD0bgiSvRzCMezyfR0EFGiPMG/KYTg3MFZPwHC0v27g5/OxBhIbx8w/44hNBI20hVXPgoiT0SL4WphxCMKzXfgCDmoiAwiD9jwH4MYiwKBo6ySFVo6+BCAYzLlQMBDAulYYD0QbDsATjN8pNG+sGHz+fEb5TiRsY7rW9/+9vh1IxnHhkAHh8N85t65uBKgQ8Mi409/KB8HBjEJh2ZsHeCMBoof/0Ur2MsJ9JEThkZD8Pz94lETwBFnRsWxeVCJGHd8IRuWTvEnpf3mMzDmpCLzw1xz5iMRX9SckB32WWXhQMeByz8IAfA4ml0MOQTYzpIcJzYCbLz54zHmji1hL+T1+wEL6wF/tGP65APlPmraxAyxv5wBEQzgA/vtKVP/tr4jxLyX7QBE+CBiMWejODj3zoSzRx4gIt2FOrATwCa55EOMu5pxNfIDFBz/JgdOVwe/jlAedlBpUENYdEONPcaH5fw4BgR3gVB4dX4G4W8p8JAUAYLdmNC0Ageoed7KATDhvb8888PQEWZKIQr+w32PvRFcAieZyiSMain0AbjQ/CshQiHMvm3crzQpQ38uJdj3Xh2rm6gXBmXkzDWQcGYMAYiNSmZpyW0h/eTlcn6aMe+hPnoywe1HNTgSHAE8MIaIOQDr8gEvqnnOcRcnMzRn8jFXIzH3pPIiSzg2WUAIVPq4BengAHiBOnLgQ2vS/howMGADH0MshCihcvC5UwkwwHyFT7Aow7dcA+I+O36ZVz6Mx/9uUcv/j4P/uCfr/6RB0BFjvSDGAN+WS/2xNj8hrgnRWUNnLzSFnngeDicwlaoo8A/czE/xH2ufiQABnwALqIWIAInYAjQ8RzscAU7/OPPqNrSflKfGlH4D6YFwAE0AAdSVd+gEHnkSIXSsHIp9ZgW0iSjzB2CUDAoBOFMno4QKoV2CJuIg1AQCJ6GEyCO/FEGQmRcBMkcGD4pjyuY5xDvu9h8U4gk9GFTS1vAw3yM4QpBkQjRDQsj5YNlvDwGjtHAx9VXXx2MkjbwR3vWC6A5vcOweObr4TmnbhgjXyZgLLTh8Ic9Ee18HBQP/9RB9IeIvvyzDbwrbfmLT0QRIgIGRF83Znj92c9+Fj6gZf/nY7I+HBnem3dh7INYO7JhbMAJoS/mdx4g6iAcjKd1PMcY+aNJ/DUrDJTxvC3y50/9sUbq4Q0eICIbzpPTVIABjzgBoiYOBfJxINcTBUKGtMVWuCfb4R/Soh8yEfoiB+QCn6SAPPM00MHCvAAbPvlzgMiJ5zgCxsammDNfFq4Trjk58TdgBmRTfJ+JU85hhsI99RSiG/hJCGTs6TyAfRhoJ0Dmhfp2wqTAVs/xJacpQiuG/8cCjWcUhILQaA8gEBhpDbk3UY70iTYIA6Bwj3F897vfDX/ABqEhQOalDc9RGgLDG+P1AA6GCSFEN04XGn24d0UACL4kIToCcoyJPYansbSjH+tF0TgDojn1AIL1sybfP/iJGcaKAfqaUSZGyBqYH3I+GJ8rxolMiPYACJmw18SgaEN/5sMb86IdB4UseM4cPj7POUlDDqyL94GMCcGPR3XGhAd4Y1z/jZfnZTGOh7FZmx9c0J92FNbHnox0G/59PfCBftALzgYe0S37YsaiL/P7eBMR8sVpMj588MqBU1GXPzwzNvMSAW+//fbxaEehDePTl/lZF3aFk6c9z+ED2THGRATQBgUc/uOCXSqOGccPuHAQEqQSJ/Z0nNIDtkmOynyg0ZDiYGOQ3D+HySGZKODljwEaC3ZDYYEQ3hdvg8fFOFgwQqFgDBQMHM9JVMP46evPaIeyEDweCuNmnHyFO6FciPZuKDyHL9/TkUpiCBgrvDCu8wLfAIgUBNDTH6UBcOed8UjnMGw//EDhAJh5uGdseHBCdi4P2gMMZIJRMXc+LxSMjzqe83W+/5Us2uIkmIvfABUDJRX0Qx/mYi3wyZz5fPDc6+AD3dAXwLJ2iH4ud/jgShsiCQ6L8ZmfNqyVsdAfjot2HiV9TfnzT0TMDSj8hbLrlfGRO2tjPtaOw8QBoU+Xh8sLQn/+l7kYA37RS75NnooAGv+JXIBG+ZOBNhHIeOa/uc8B7gOwsRAWCbMfRQiGtpAbF0LndAwjZ1PKS0rauKBQBnsi0jVyfT+BQrgIEEMnMuL5UaZHMjckDIa5XKjMB69cKfDEM4h7IgogwkDx5igSfuADALGP4oWr7xeRAYZFO3hH0ayD58zt4IOYF96Z140Z4soz+PM6wM44GBiHIRgr8+DYuAJu9hu8bEUWjEs9a0AG7KsAK/1pS73LAp25DPjNPXw6X7R1ABAFcWCkcAAPoMMD7RkHEBLl2VtTBw/wyhi0JR0mwlD89QLy8HXC9+nA5s8YD4dCtkJqixNx23Nnj854veBf8zA2NgI/pOPYB/ojnYbggX60gyfWPxGNjORSxy7tzSgedLhSAFnuP6WrfZqwQtoIMMeB5gCjACgGCw30m8509AH5zST8B9b4r4i40vMVMxGxCBbNFQCxOBTsYGAccmwUirHirfE+GDKeEgBgUAgEI8SoERwA9SPwfENxRfIbYTrIUAxzQ1xpR/HnEErB47mhEmEAEgZMZMVwWQO/cQgYG23hG1AgF8hBxrjwxHopLiuu+QrmSqGegiGxbtZIpOa4G8P3E1KiOxECGVHH/ofXCEQOUjbkx/isk/lZIzpgbO7z+WM93EMuE+cLmZF2Ee1xQsiGsZkTWSB75MO6AQC/0Q3ywPj9IAhibsZmbpc7c09E8ITMaAdhA4AWwDEHdoIMqMcmcAaMzXqREc/Za5O+kmEAfgg+mBcZY4P89vWeirJZZDcgR98eimd4XCkhpRQ2wAgBiTQzRDSCmAPNoxgDeeG3A4yBHHSU/v5cJPtjgYbCuCI07im+SO/PuEQSDJpUAQPjCggBFAJDgUQxDA1j976MDS8eKX0uVxLkSqAN9SgbRdKWZ9RD1GFEGDcvtgESRoxyMWIKdUQd2mBMRFuIcVgHY+fPhcFz74bDnBhSPn9ufLTjngKQMF4Ajyz4xAljA+DIhT0dxoQhORiZA2Is5IyuqENW1JEJOMigfB34vBB9vB2GyzqJCICf6AA/OBfmRi/wgYwwenTD3E6MgQwo8MAcyIffExE88RwH4TKBH9aInRDdWD/7SRwAMsE5oht4w07Y46JLyHlgDPQEH/DAb1/zqSh8GSJMfFygEazA0TjQHGQnA42GHtl8MICXi365/1QOxgTQEKYr9nSUr0CuLNrrEKiPwT1CZVzGxyjwPgibwrwICWIMihN9EZ7Xc0+hHmFCPp+34TfPHBQ+vxPP4MP3SCgNHuCJQnsn59vHZ01efK20YTyf29fNPBiB8+1XH58rYzMnPCAX9EChztfnxNjuPBiH316fzzPPaAMfzlM+Mba3YTyeIyvW4PO7PZCm0cbHgpjL6+ibz4/L6XTEc9ZGe+7zgek6cDvBKeEQ+O18Qz4nfblnXsbjt/PA74nIgZafOuYDDYB56uhAoz1H/5Tx1JFKHhLyOJrk6s/o6AWw8a0jC6K4kmH+owT2CX1C/1uJ/2on+ABc4CBEK2GD32CCOseRByoA1gv4BMKPBTTKB2Bj0A+fOn4CtE/o/zoR0cDExwVazIHGlgug5TfIBxoldFDhGeUD0JEq5K6kC37YcLrQ+wl9Qv+bicMQsOHbJ7ACJnIZ3imABhBV598KnxZo/KacDDj+zFwObDmgsW/4BGif0P9lGhnhUIkv/j8MNPDz0UDrsf8PRXXLCZDJb7EAAAAASUVORK5CYII=)
What is the reading in the second dial “b”?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
What is the reading in the first dial “A”?
![](data:image/png;base64,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)
What is the reading in the first dial “A”?
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
Which number needs to be ignored in a dial meter?
Which number needs to be ignored in a dial meter?
PhysicsGrade-9
Physics
Which is the symbol of the standard unit of electricity supplied to the consumer, which is equal to 1 kilowatt acting for 1 hour?
Which is the symbol of the standard unit of electricity supplied to the consumer, which is equal to 1 kilowatt acting for 1 hour?
PhysicsGrade-9
Physics
Which choice below completes the following statement correctly?
When a sandwich maker is used
Which choice below completes the following statement correctly?
When a sandwich maker is used
PhysicsGrade-9
Physics
Which is cheaper?
Which is cheaper?
PhysicsGrade-9
Physics
What is the efficiency of a CFL?
What is the efficiency of a CFL?
PhysicsGrade-9