Physics
Grade-9
Easy
Question
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.
- 42%
- 23.33 %
- 50%
- 100%
Hint:
- Energy input = useful energy output + waste energy
- Efficiency (%) = (useful energy output ÷ energy input) × 100
The correct answer is: 23.33 %
- Energy input = useful energy output + waste energy
- Here useful energy =140 J
- Input Energy =600 J
- Efficiency (%) = (useful energy output ÷ energy input) × 100
- So Efficiency =
![140 over 600 cross times 100 equals 23.33 space percent sign](data:image/png;base64,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)
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What is the reading in the fourth dial “D”?
![](data:image/png;base64,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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,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=)
PhysicsGrade-9
Physics
What is the reading in the second dial “b”?
![](data:image/png;base64,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)
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
Physics
What is the efficiency of a halogen bulb?
What is the efficiency of a halogen bulb?
PhysicsGrade-9
Physics
What is the cost a tenant will pay if the meter reading was initially 0000 and now it is as shown in the image? Cost per unit is 8 Rs.
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)
What is the cost a tenant will pay if the meter reading was initially 0000 and now it is as shown in the image? Cost per unit is 8 Rs.
![](data:image/png;base64,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)
PhysicsGrade-9