Pemindahan Pointer
Pointer atau penunjuk sel dapat dipindahkan menggunakan mouse atau keyboard.
Memindahkan pointer dengan menggunakan mouse dapat dilakukan dengan mengklik
pada sel-sel yang diinginkan. Berikut ini uraian penjelasan istilah yang berhubungan
dengan pointer yang perlu diketahui.
1. Penggunaan Mouse pada Pointer
- Klik, berfungsi untuk meletakan pointer pada sel yang diinginkan
- Double klik, berfungsi untuk mengedit teks atau rumus pada sel yang
diinginkan
- Drag, berfungsi untuk melakukan pemblokan, memindahkan dan mengkopi
suatu sel ataupun range.
2. Bentuk dan fungsi Pointer Mouse
Bentuk pointer mouse berfungsi membantu anda bekerja dengan Microsoft Excel.
Bentuk dan fungsi pointer mouse akan diuraikan sebagai berikut :
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArUAAAEBCAIAAADpccroAAAgAElEQVR4nO2dsYvcOvvv/VdccJ12uu1O5crNFvc026RwMc0ptjiQwjBFIMULuWAYCPdAOAuCIRAIdzEMHAJheMW+HAI/Bkw4EMJgCD/Cy2A4hN+7GBOWIQjfQpItybLHMzuzO7P5frpsbOmR9Ej6WnqkcUoAAAAAAB3nvg0AAAAAwMEBfQAAAAAAE+gDAAAAAJhAHwAAAADABPoAAAAAACbQBwAAAAAwgT4AAAAAgAn0AQAAAABMoA8AAAAAYAJ9AAAAAAAT6AMAAAAAmEAfAAAAAMAE+gAAAAAAJtAHAAAAADCBPgAAAACAyeHpg5yGrtOGG0wWBbtvEwEAAIAHzmHqgzOS3mh/ZEs68u9QHOQpncYk9NwRzfeZI8uSOApcLn2iOMkOQfuwZTx0HXcYL3duTZHS+JKEvhvSfNdpbwb7Eg8HjnseL1f3a8juWC3jc9c5jZLrjd7KkrfxZRS4JyH9eovcWZFe7SKdA4ZlyTS+jAJ338PCfuF+MhjGX0QZWJZML0noOz5JWftjO3OV4+LuHNsceA/A345CH1wn0anjjZM7Egc3KTmT6xX7bBj2JR56w/gLK1mxmASu4zgNYXQfsGw28tzd6wO2IL5YGjoAfbCkI/+H1wcspyO5Wneb4W9X6RwyX2l4chfDwt5ZZfSZV0/8Srl0faA/9iM0cZM7LbU+8B6Evx2FPuAVdxKQj8WdmrHXhmE5HSnCcJXRZ96Dmq6siP52//oAVAjddvvhj49oRzN5sOW7ydVmprKU+EevD5rIWVDTB9YHd+Uqx8W9Ofa9+9tx6INSSITTEd39mne7GXttmK80PHlwA81aoA8Ojx9UH1wnUbCpqfc+Xu8JUS7oAzvQB4dDiz4o71gi7Fsf7F1/HCbQB4fHj6gP+I7exqbe+3i9J6APOoE+OByEPvh7MXkxWRiTCO/V/l1IBOiDvQB9cHj8ePqAb/RuYeq9j9d7AvqgE+iDwyGnoes/CR+7juO4Q3JfEqGav6+XnUcMWJFSEvo8jMQLCU2FwSxLpvHrKBi4Ib3O3o+DgeP4I7pknQc4Hcf1yYKVWjRf5R9qmjnLkknoOY7jDILoXaoHbyoHIxw3GM9SoxrzdDYOXPlu/mkyvlLsbgYzWyqoNYWuaqn1wXVt4SCI4iTTAy+KlBJeupYH1paxK4VVlryNSeh1BYTKMyzOGUn/TikJPddxHMcLJ5ZjJnn9gOOHhMrm0EK+WTaf8Dpxg2iWFqXeyqLClfBYOST1aXf5zInwHy0dUUwx3PAaqySaOegrgVFrxiZWpO+iYCAaYP7XzBxG1Woxu09/Z5Yv7KSuqlhgpYjhH/N+dWWO13pfblG9eUqnMgr9u15jGSvLskhndUcwyt46vJhx9Woi4/cZK5UeqvUOliXT+CL0Hkk/UcqldHnrY6qrqM4sCtLqJNvYKVB7sRcSmhaKfbJWb7LkFXezKgWl+bpG1Habux27a3jZ2LHr18yBt7e/rbLkD+knt+5oCoepDxzHe0azIqPPPO8ZNSeGO5EIQh/8PHxO5tmqLFmRxqHnijlePLTK6DPPG8VpXj/AYwyVhnSDp4T++3s2G6mdrbl+wE/cVd5cljIiXT6mpfmPC/I2LVhZ5gsydLW3+DkZ1xvNMiYD9St8kjKW09Gj4Ld5tirLkmXvx9x1yrI9mNmgI4XOaqn0wePz5y/k6BCPPIe3uGzo4iMJBvI4Ky+ged5yTRnzjhTUmOQ2faBOPP6TiEzVshhnBNiSjk69MObNwYvjDuMlUzMaBM9fkumikKVTspatrI4Ly3joOmJI6tPu9TNNT9CLKdysQx+UZU5DPyTT7uO2PL7dD2NeqEU8+jV4PFDSyRdk6AqJL2flKgK3tzMbme6grsrS+kXYp64a33Msp0/98KK9qtQo9CC6jKdJppxX+jmKLwmZqUZ60VxGYa/vR3Jyes3Tla7l+tGbmLyapUrN8/NfbX5i6IOWx6SrqM48jzy3vR9tayd/OZuNvNPawULfEecptFp9fjGZqilUpVg7orb42DrH7hygtnRs+8Dbz9/yBRm6wk/qihLh/FvaIzhIfeBXU8Xq3iSCbf1fjCDSg9kyHrrqVGEsnos5xn5Q0JI+f97Wb+vHZJrKl0pD+zciH3le2gM/Gbmc1gn2CWbuSqGzWqz7C7zTViNj4xlLXXWXsUcKott0Hii1PdOo7dUyPne1w7f63GNZkjUb2rK6a77Vp90t/iPTUYvQSErPi2XvX0RcE3fBlvHQVQ/HV9UlbTbrvDkl9ylUI9/d1JVtxbhHXen9cZXNSSRkbmddibfU00ncgK5Jet3wUs/WSivYOq9ZrvVZtz3Wx5lt5d/KTvYlHp4oasn0KMvau1nSPiNqw9i1jr1+eNnGsa110sffWEp8YxwTwqhynu3sKctD1Afsf7K/1bGJiyNDIvDTgM3dh91hjw9Qh5WblJyZAkJrTkurdKZ/O31grEF1dBv+z0pvlmXJFuruwHrX6Uqhu1q+2+MPjJ6/jIdq7Fhz4F5XxvUpWCaDBlYNYatMvTh6G7UOqY1ZZ7s5z/SNW+kDls2ehq963EJ2nUSnnb1DDFKKwU3z+hTKZEd1dXt9cJPRKOx54nqbzr52eLGXonf9rNUHHe60RuQ12MZOlhLf3kDqA9ZBoEdJWx2sh2OvH162cWxrnfTwt680PGmO1fxF80t1Q3vKrfSBvj3pOGY32z2GRNi/OCi79QF3uGY9VHBHORh9YPp3tejneral0Q2kriWF7mr51qUPLLN1ntI3YiOwWx+0xhC1pLC1PjC+qzqiSXgFHo8+eEImI+9xrxu61qtnFVakV5cyhudB6INfyeVTb200X1d1re3sa4cXeykeij5QNyYMhEl70QebOXbZMrzsXB+0+5u5NmwtyAPXB6UiEW6KZLx3cVC2OYricNwXu+r3nvSBaKDGXKjltaoiehzHDAvqt/TUksKaamk5v2D5vufBh4MgekMX/9UYuHuUsTuFHekDXadbS3ws+mAQhOee0+snTloGl+YwusqSOAoGbhBd0r+Sh7N+8Dh8omzxrmWLzr5+eLGX4qHoA55s18yyD33Q27G7h5ed64NWf2sdqzX/uVN9cF/kCzJ0f/K8R/sXB2UfIdl+wRH7Vny7v/2FUt7TKeIHjXtSVcTw7Th6WFDPw072FLqrpd/+Aj/uUa0Y2eby7jKuT+G2+kDbZbc2MSuKb2WvIfUw9MFJSD+LEDke9dlOr2GUZfNx4NbxvA9rf2H5F6lOJHVVVVmWt1g/6Bpe7KV4KPqAf0hY9cH3olAOmNyHPlg3vOxhf6HN39rOyXOT9GM+D1sflGWZL8iz8WY/P7N1VrZ6t4gyV4ug4U99/vDhHuMPyrIsVxl9GUVPPP51bxzJ06MNZPC/4v094g/aU+iuFrs+0L/CW9YGzHm6o4w9UrilPqhqW6TT/NWDm8/Jp6OLP5CRTVY1qWCvPXUY5eN7Uw08FH2QMxGt3OdO9K3jD7qGF3spHoo+kA80f3aHfUk+/E+jujYsaZuDrXfsssfwso/4gzZ/48Y0xp+chm7lPD+KPrhDLF2aFclY+0gVB6JcL3yVVLERyeuIJG2t0pl+05t5jpvqg9UyPn/UveJ9+qviZKZU7xWf2J5CZ7VY9xd4TJD0+15zeWcZ+6SwrT4Q5yqVQ2jixJTjhxN5DJxlyeQF4T12O30gjo3tQx9cJ9Fpqz6os+7+nSfr7NWI3r0bfbBNXfXUB2Zd6enI7rn2p+O2+hhYN7zYS/Fg9EF1uFSV/iybT6JX4vjYNvqgOaIarHXsPoPJXvRBi7+JP5rHv1Pi10oC+mDnyLOzsnPy88fGb0TxZW2detFJHMq39ZzqRW0UlpKZp5Cns1dkLL+P9aBIxRsqj7ecLNeRF5KI0wey13E7a5+TE17HqLcuhY5qkaNeNZvmaTzSA0pkF+Wr3EU6I8+H4oz134vp1We2tozrU5BmdM6CMhfXuOnB2KE3bl9wHEddoheJqF/kctapf8iVjy988ZAV6YyQcRXb4fgkZT3a3X7SrFkVF+OwsvaMpDdyfq1/qc+8q8CKOMIub1lh2fzFs+HjgayA0Wz+u+7Mk2joOY7rk0/5YkY/35R9nLnN93ZTV4Nh/IWxf9PpX4qg76irb4107JdzGBaLt1Rnq25WaBpZP9Y5vJSVMLKpVbUCjceqka37LctjZcNVSoszN9nOzrK65lKlWmCXAYyWFJRPuPUjatPaNY5N82/rhpetHNsy8DbfsvqbvDlDXMHCpyr1hwi2s6csoQ86UWNT7aH+2ga8couW8EtlwjBvRrL/7yqb/xaIjwZC05ylxHf8kFxOk+y7meZJOLuqbwSr06kSaSIiKyfjK/36QnmRlnrFGM/CGh/UkUJntQiKlMpwdsfxQ/JH4/JEfsWHI28C42OQ/iHVXcauFHKupusX2j59REv9HMVVWdS7EdUK0a5ylLeX3RgZOe5oNr/QG1EeyBQ3bMpL4tiC+I+88CKeJstFz3ZvOYku4gAq47+l5MzxQhK/bVaF445o/rcegNweI6ZcIecG41n6mYYnbhBdxlfqVVHSAW7k10842cCZbd63g7qqEtFdt6Ouln/p6ThuSHOjL1u+xhrR3P7FfGZE5jeNrHyyrR81w/vPyPwPY2DR74W04Y7ofz4168dsHeVksvrHNmdW22pLO+tQJFvHMocpWwriK7xrRG1VdGscu2uAmv/z/27j2M2Bd/avTfxNvahUv8b3Fh2thD54iKwy+nJsCZvK03i0waGsg+ZOytjnDqUDosdNNQAA0BvogwcGKxaT4S8ta3351XjyACaPuyrjUeqDH+23cwAA+wL64IHxlYYnLQvmrPjwjq6NtT4C7qqMx6gP1gUcAQBAT6APHhg8VmUQRK+1DbYipfGUmr/ieKTcURl7xTDeM/ywZRDN0oJ9iYfemnOJAADQG+iDh8cqS97W8X+O43ghqSJrHgh7LqMlAKrj+NY9UsUAWn98HAAAtgf6AAAAAAAm0AcAAAAAMIE+AAAAAIAJ9AEAAAAATKAPAAAAAGACfQAAAAAAE+gDAAAAAJhAHwAAAADABPoAAAAAACbQBwAAAAAwgT4AAAAAgAn0AQAAAABMoA8AAAAAYAJ9AAAAAAAT6AMAAAAAmEAfAAAAAMAE+gAAAAAAJoeuD1j2fhwMnDbcEc3ZfdsIAAAAPDQOXR+UZVkWH0lw4o1mma4EWEr8femDPKXTmITevvUHy5I4ClzHcRw3iOIkOwSxw5bx0HXcYbw8BGssrLLkbXwZBe5JSL/etzHbwr7Ew4HjnsfL1e0SylM6vYwCt6evsiyZxmue7/PMocGyZHpJQt/xSXokJgNw4ByDPijLsphH3iMvmhfK3/amD25ScnYX6xPsSzz0hvEXVrJiMQlcx3HOSHqzr+z625XNRp57qPqA5XTkiuY5an2wpCP/1vrgKw1PNvHVPs9vmuYhoNgMfQDAjjgKfZAvyND1ntFMG0n3uX5QljkN3b2OjyynI+X7bJXRZ94OviaPjtVy+uZq00pmC+K7x60PdsiGvspS4q+b+/s8c2BI4Qh9AMCOOHx9YBcH5dHrg680PDmq8Xc/FPPIf7pxJUAfqEAflGVZ2Qx9AMCOOHB90CoOymPXB3vXH0dBviDDbTa5oQ9UoA/KsoQ+AGDXHLI+WGX0mWcRB6xYvIkmH3Pog+NmldFn3naTEPSBCvRBWZbQBwDsmoPVBx3igIfyDYLwfI/nC6ox93rZecSAFSkloc+jubyQ0DQX/5El0/h1FAzckF6LU5r+iC4ZT7n9yKZPFqyspkAtTExNM2dZMgk9x3GcQRC9SwvNLuVghOMG45m0qipeOhuLaozepfmnyfhKsbszDlw1TDyjRHSKOVs7YsCy+YRXkRtEs7QoS7FyoBX8JJz9q0fKqg3VX5TwtLZZrUhpVXV18R03+G2ercqSFem7iJ+krY1UqouS0OO2+SGhsrZZkV7VJymKdCbqfBCM32dMrWejFVZZ8jYmoadEpPZv3NKwf/FW1weqT1q8Vpn7b7LkFS+XrIfmM6wsZXeoKjikOa9Swo3kdsZJlYJ2AkLNpemKZjOJOnSDaJbm6ZuxJgFbu1sJfQDArjlMfcCD9YZkYQwlXBz4I7r8ns1Gnrv/7/ufh8+JnD/i0HPFHK/a6Y3iNK8f4DGGynjqBk8J/ff3bDbyHom5v7R98/EDb5U+KMuyXC3jc7caprU0/3FB3qYFkxOt+hY/oOiKE6E8Tr7CJyljOR09kvMBv2FCjPh948ClYcoz/FSk45yE9G/liMEgeP6STBdFyc+pDrQzGpYP3+6U2/RBWeY09EMybTkhqlVddBm/TbJVrVH853E8IVwTCCNPo+S6yp6OTr0w5rWdxiPP4Yc/mVbM6HXMcxcpuH70JiavZtw3uKj1xknB9CMYsjZ6N65oUMXrRk+Gj+tq5HkNAvJRKc5gGH+p3UPM/cHzi8mUJ5KMPaPOzfUDltOnfnhRV3DxkQQDN5gsajurM7HqCQglF14JXX71lYa+lFarbP6bfoS1vbupNkMfALAjDlAfrBcHrPrnoztd/xcTlRjl+T+ViUSO+3KuFd++9oOClvT58/pMbw7TMk2RhfJMPSw2Ih95XtoDPxm5nNYJ9ooDt4zFxpxt2QJoFNBayWtTbvyFZe9fRGRuC1JRsDWHmJXVY6WGkatlfO7KFq+r1yymOgHbKlA81tBGlqy7G3e1jM9d7ZyLzE5Uo26e6ZNKmpo2Nc3Tn1llcxK9eK9or0ayjabsk4tJTkPXqJBfqkZf192gDwDYMQeoD7gOUAeCshSH8k+Vb/eyLFnx+fO+bhSy7+mqg+9NSs7sc5v4o2W470z/dvrAWAruGJf5P8V3mHig3l/oN87eQh90TSq9Utb/wrLZ0/DVwlyBt5jcnCltM5ZuJFsQ39Vb0CiFMR9vWoR++qCqomIeea7pUVo1cgHRmKe71gYs5ml7EDQK+WqEWpvLeOh2FadPLgYsJb7jyqUa/pdqf2Ftd4M+AGDHbKEP9L1ex9lDmBhfG6iXEGziYM906QM+hTfroYKPkgejD1q+KR3H9dQVYyPBY9AHT8hk5D3ud6nUVvqgI1hEWHiX+sBWhJZqLMuyLFJ6KYNQttQHv5LLp96aGTdP6RsRunE7faCMLX5I/ki0BaG13Q36AIAdc5j6oBR7ou6QLHKWzUbeSdD4gtkv9jFXmcL5YNcVAHFP+kA0kDLxWExdVSFjTiNq7Hj0wSAIzz3Hkbvg3WyjD7gx9hYU3KU+aPGo5to+j051g+jyapFc3GL94HH4xHecgb33iWwGQfSGLv7r9usHIs2JGvMoYzPXdzfoAwB2zAHuL1TwQISfvJ/uXByUffYX2i84Yt+Kb/e3v1DKC5JFBCI/RqhFqElWWRKLLz9li/149MFJSD/zCL7mz3M0Td56/cDagqwovpXl4ekDHtZXV8ht9xeWf5Hq6I1afH4kpzphtIv9BTV1efzGlbeqr+1u0AcA7JhD1gdlWa6se593gVUfaB8xYjo3fhWiLEv2+cOHe4w/KMuyXGX0ZRQ9Ed9hXjhRNxH0aAN5wKExNxyHPvgqz31YBZBm8tbxB9pxBvnY5+TT3ccf2JtGrUYzFvX28QdMhOVqQZEta1S3jT/QTjMy7YzS2u4GfQDAjjlwfXB/WKYufgysnofkuTvXC1/JvdJVlryOSFKU5S70gTx4tpk+WC3j80cdS+JsQU5/bQTA31ofFPPI248+MFJuJi4eaM7imsnb6IPqvKXjh5O5EFksSyYviMjrbuMTrXpFqcZWNXALfVD7YbXI1DR+R/GJp9phH23NYF13gz4AYMdAH7QgbyOQgxE/b23sdMgbAFXqFVdx8YBNH1QvagO9GOBECnk6e0XGcg1AD4pUDulVGkJ+3rWG1MlLe8T5BbmoIM7TV/sLckbUDvU164eP9XzZmRXpjJBxFdDg+CT9DzdD/ay/TqJTzXixHnMeL1ds+ef0w3WvlFklCKrE5dn6rh+4ErlrOyliyrEYqcyF+gUSjuOo2xnCEvW7trq1QjGm8ZjMWnWAHo1bl1Rc4sSy9y+enz+W1eM++T/PjdqLfvF4veWfpvS/mSVNW32azxg3HMiveV4PRTojz4ce1wd/L6ZXn6vLIbpyafiUOL8gpn+WzUbar7Z2djdrtQMAbgH0QQdqYLY91F/bwleukBMzvTKjmIf+7f/LN495doSmOUuJ7/ghuZwm2XczzZNwdlVfOFinUyXSRERWTsZX1/UFi40oMDWL9q1isQPtOI7HbxRcEP+RF17E0z//+fuZnu1oNr/QjecfmtJU/crC9pSTjKk3KorEaf63HjPbMNusc9cnVzMjzNZiZLUWot1GKa8jVK85koWa/2E0rhv+MTcNPo+e/2/9Gfqfvo1bltodgoMgepcuZ6E7CKLXMU2L+iIvaamYlfn6hxlcbDHPexx4emWFNDcq0B3R5ae4uhMzTjLGdZXrha+S5V+65bZcbF/5LH0zpsu6Q1kusrR3t4bf6jdKAQC2Avrg4bHK6Mux5SxonsajdWfVAAAAgLKEPnhwsGIxGf5iu7GxLMv8ajzBdxUAAID1QB88ML7S8KTlvD4rPryj2JoFAADQA+iDBwaPIxsE0WstWqJIaTyl3T+dBwAAAEigDx4eqyx5W92r6ziO44Ukvmr8RjAAAADQCvQBAAAAAEygDwAAAABgAn0AAAAAABPoAwAAAACYQB8AAAAAwAT6AAAAAAAm0AcAAAAAMIE+AAAAAIAJ9AEAAAAATKAPAAAAAGACfQAAAAAAE+gDAAAAAJhAHwAAAADABPoAAAAAACbQBwAAAAAwgT4AAAAAgAn0AQAAAABMoA8AAAAAYAJ9AAAAAACTI9EHxUcSRjRb3VV+eUqnMQk9d0Rztsd8WJbEUeA6juO4QRQn2T4z6wtbxkPXcYfx8hCsacCyZBq/joKBG9L8vo3ZClakV3F8EXo/hfRr+2OrLHkbk9Bzzkh60zvtLJnGl1HgbuS6271lYSubAQAHyTHog+IjCU5+8n5yvWd3IhFuUnLmcPaqD9iXeOgN4y+sZMViEriOcxijKstmI889UH2Q09CVjXOc+oClxBclOGnXByynI1nQ/l7xlYYnm7vudm/tymYAwIFy8Pqg+EiCE280y1i+IEPXG8XpnUwKfB7aoz5gOR0pn2urjD7z3PN4eWdrJAfCajl9c7VZJQsBd6T6oCxLOSV36IOyLCsxtNlcK/THhq673VsWtrIZAHCAHLQ+YNn7sRAH/A98Eh2Sxf7nhb3rg680PNnv+sRRUMwj/+mGlfDD6AO2IL57ZPpgK5sBAAfI4eoDls1G3klAPhban+9KIuxbH+xdfxwF+YIMN9/zhj7ofAn6AACwCw5UH7SIA86dSATog72zyugzb5s5Cfqg8yXoAwDALjhEfcDj4+wBU2L04f+1T4lQzd/Xy84jBqxIKQl5wJnrhYTK8Ag1zP46ez8OBo7jj+iSKRF2NlyfLJhZUlEJWug+y5JJ6DmO4wyC6F1aaHYpByMcNxjPzKCNPJ2NA1e+m3+ajK8Uuy9J6Ds+Sa0zhWqYeEaJ6BRz3ipL3saXUeCehPQry+YTXkVuEM3SoizFyoFW8JNw9q8eKZcNfaCGxTntk26e0qkM0f9epO+iYCBqZ56xsiyLdCZqrFmfeUpJKHzSDwmV/8uK9KoqppbC+H3G1Ho2WqHSB8ssiStLTPdqnWtXWfKH9DrzPXOm1/2tTVT1fqsr6w6bWZZMCXfX5mu3aRoAwL44QH2Qp3Qacy6j4FFTH5yG5FI8EF/ta7AQ+uDn4XMyz1ZlyYo0Dj1XzPHioVVGn3kiZFI+wGMM1TD74Cmh//6ezUbeIzH3l7b1A/YlHg5qfVCWZblaxuduNWpraf7jgrxNCyYnWvUtfkDRFXEbbElHfj3S+yRlLKejR8Fv82xViiCP6qygEsrepg9Uw5Rn+KlIxzkJ6d/KhD0Inr8k00VR8lDTgTZzWBZRulO26gNu9uOQ/JG0Hm9RQ/SD6DKeJplybOTnKL4kZKbWpxfNC5k9HZ16Ycz/N41HnsMPfzKtmNFrnqgsputHb2LyasZ9g2fkjRPhrtyewePhsxdiClzEoe84rhJt0zbX6oG64sVBtdjWWAlgOX3qhxfTztOz/d5ak3WLzbz4fhgvuDQUdRhMFgW7VdMAAPbJAeoDhZyGFn3w+C6WLm3r/2KikqM8W8ZD9zRKrqv/5xOGnLfkNGY9KGhJnz+vz/TmqG1ZWhfP1BNqI/KR56U98JORy2mdoJz2uvRBM9NqYpCzuPFPawGtlbw2ZaMSWDZ/EYlZthNZmeohET452epcGLBaxuduPa+X5taAsG0wjL9UesZSgeasadtfEAJR8SibPmAp8Q3FoL+o+8wqm5Poxfu1tdPnrbVZ221mC+I/UmtYqsB6pt+qaQAA+wX6oD1rS3yAOqzfpOTMPreJP3Zuk+9cHxgrw9rKhD5k83+qJ0XZot5f6DcK30IfKMbfXh+wJX36tO820xZ1zhbEd/UWNEphmel7FMEaf2DoS6s++ErDk2bT8Bz5i4r9NxmNQnsQj0mPt9ZnbbOZF6qxRcIf63DaXt0BALBHttAHynqgYF2Y1dYcqD7gY1azHir4aHgw+sCcjaqFcdezLTsfjT54cnE5OtU/TDvZos47gkWEhbvXB/WLTX1gLgVZiibt/5VcPvV6f2qvf6tH1jabeUmbIRR6DUAfAHB4QB+0Z23RB8qYZXwAWbgnfdAckS2mrrLklQy4MwMYj0YfBE+eeO4GYaqb17n5cWxhh/qg8WJDH7Q2jdLE0v7H4ZNGcEA7a9/qk7XF5tYQS17z0AcAHC7YX2jPes3+QvsFR+xb8e3+9hdKeUGyiEDkxwjVDfKKVR08r2yxH40+CGdLEffX7+LtbdcPrC3IiuJbWd71/kLbsVj+pE9Spti//PwlUgAAACAASURBVItUp2bW1c36t3pkbbO57SQnr3n5GPQBAIcH9EF71s3RUPtUEuNXM5qaff7w4R7jD8qyLFcZfRlFTzy+PuCFE3UTQY82kAcc6hH8ePQBzeV5h16/FrFt/IEWfydf/Jx82nX8gf5JXdr0gXixYU9OQ1e4orb+wSNqe9zb3eOt9VnbbOaip9lNvtLwpFal0AcAHB7QB+1ZmwMWK5Kx+iEuz925XvhKnqxbZcnriCRFWe5CH/AcN9UHq2V8/qhjSZwtyOmvytDPR/Bb64NiHnn70QdGymY610l0ahVqJttMQvK8peOHE3lGgmXJ5AUR0+Tu9EExj4yfxbKeFUzGXkMPsZT4cjrX7ZcupB3BsNDjrfVZ223mzWeoDbYg/km9pgV9AMDhAX3QgryNQM79/HoD40pHeQOgSrXWLS8esOmD6kXta0wMfyKFPJ29ImO5BqAHRSpjdKUh5PjbGlInL+0R5xfkogK3s54J5IzYPaOIaYCvQrMinREyrgIaHJ+k/+FmqPsafCJXjBfrMefxcsWWf04/XPdKmTXSEVcOWPdQaotFRWmH8Xgr2+qzesy4QMJxHPWWAqFdVHVS3VqhzIjmY1Uly1YoFnHoyysBpHVCgBrlktcAiCsZuGeeyu2Ahj/Iq6g6l1h6vtWddZvN1fUP6sUJp8pND9s2DQBgnxy8PrBMdXd2dWue0jdie74l1F/bwncGQRTzhQTlN3zV2b2tUNX/rrL5b4FYkyA0zVlKfMcPyeU0yb6baZ6Es6v6wsE6nSqRJiKycjK+uq4vWFTupFPvRuRZtEeeMnEppON4/EbBBfEfeeFFPP3zn7+f6dmOZvML3XjeiNLU+l7F7pST5aJRCdp1TI5jF2SNoFr/Yj4buUZSZn3WVyyot1HKu/+Mexsdxzkj8z+MxnXDP+bErA3xjZ5eXcpUHS8kmnupF0dyg9XlHPU+R+XWTrP5HDekueFvbQEEfd9qyXqNzeo1o7JZd9I0AIC9cdj6gGWJvEpRYW93Jj4QVhl9ObaEpOVpPOp/4A0AAMCPzGHrA7AxrFhMhr+0rCTnV+NJ79sCAAAA/MBAHzwwvtLwpGXplRUf3tF1cewAAABACX3w4OARZIMgeq1tZxcpjafU/BVHAAAAwA70wcNjlSVv68A3Hg6GoA0AAACbAH0AAAAAABPoAwAAAACYQB8AAAAAwAT6AAAAAAAm0AcAAAAAMIE+AAAAAIAJ9AEAAAAATKAPAAAAAGACfQAAAAAAE+gDAAAAAJhAHwAAAADABPoAAAAAACbQBwAAAAAwgT4AAAAAgAn0AQAAAABMoA8AAAAAYAJ9AAAAAAAT6AMAAAAAmEAfAAAAAMAE+sBKntJpTELPHdGc7TEfliVxFLiO4zhuEMVJts/M+sKW8dB13GG8PARrLKyy5G18GQXuSUi/3rcxW8CK9CqOL0Lvp077V1nyNiah55yR9KZ32lkyjS+jwN3Adffs7exLPBw47nm8XO0+cQDA3jgufXDzmc4Wxb5nrZuUnDmcveoD9iUeesP4CytZsZgEruNsNBPsDZbNRp57qPqA5XTkiuY5Sn3AUuKvt18tZn+v+ErDkw1dd//ezpZ05EMfAHB0HJk+SMmZG0z2LxHKMqehu1d9wHI6Uj7yVhl95v2IY+hqOX1ztWklswXx3SPVB2VZyol8nf3cCTdUjUJ/bOS6e/d2AMDxcXz6wHGcu5AIex8xv9LwBCNyWcwj/+nGlfCD6ANRTOgDAMA9cHz6wA0v/4sMH+1bIux7xMSIXJZlmS/IcJOdcgn0QcdL0AcAgF1waPpA2Q1twQ1pXuaLfUsE6IO9s8roM2+7bW/og46XoA8AALvgEPWBG9J8/ZN7lgjViHm97DxiwIqUkpAHnLleSGgqbGdZMo1fR8HADel19n4cDBzHH9ElE5vKrfrHJwtWVnODFjimppmzLJmEnuM4ziCI3qV6PSgHIxw3GM9So0bzdDYOXPlu/mkyvlLsviSh7/gktVataph4RlV1fM7TjhiwbD7hVeQG0SwtylKsHGgFPwln/+qRsmpD9RclLq9taixSWlVdXXzHDX6bZ6uyZEX6LgoGupFKdVESetw2PyRU1jYr0qv6JEWRzkSdD4Lx+4yp9Wy0QqUPllkS1/ka7tWmD1iWTC+kPYMgipOsDlsx9YHub/bO1dfb1XrQH1DPTVwv5+PAdVxvNMuY9RRGXdtuMJ6lf6eTC0gTAA6N49UHZVleJ9HpvmIRxIj58/A5kfNHHHqumOPFQ6uMPvO8UZzm9QM8xlAZlN3gKaH//p7NRt4jMfeXti82fgys0gdlWZarZXzuVmO9luY/LsjbtGByolXf4gcU+egso8crfJIyltPRIzEvlix7PxazZqlNtG36QDVMeYafinSck5D+rcTeD4LnL8l0UZRlWXwkwUCb7Syfrd0pt+mDssxp6Idk2nJCVKu66DJ+m2SrWqP4z+N4QrgmEEaeRsl1lT0dnXphzGs7jUeeww9/Mq2Y0euY5y5ScP3oTUxezbhv8PMp3jgRvsrrefB4+OzFPGNlWRaLOPQdR7aaVkxdHxQfSXAi7am8bkgWUuCZ6wcsp0/98KKtbpSG6PZ2vhnEM5IlEhG16rmJxyNytfy+pCPf8X+fz2ynMHIaPgrGvOAsm483Oo0JALgjjlofiHFtg+f7Y1txFROVHOXZMh66ykQiz6RJe2Q0pfWgoCV9/rw+05tjvUxTKbJ4pp5QG5GPPC/tgZ+MXE7rBOW016UPmpk25mzLFkCjgNZKXpty4y8se/8i4hNbB7bmsBwQMIxcLeNzt57XS3NrQFgyGMZfKj1jqUBzprftLwiBqEqTpj64ScmZ0TSmW2o+s8rmJHrxfs3FGj28vfGMWQSZb+MMjlnJLKcj16ic081jVAEAe+ao9cEdrB8YnzXqmHiTkjP73Cb+aJnLO9O/nT4w1pO1lQl9muH/FMse4oF6f8E6Qze4hT5QjN+FPmDZ7Gn4qocPGOrNVjNNI9mC+K7egkYpLDN9jyJY4w8aFjbNy2noah6imCTVUu0PNxmNQvJR3yuxsd7bhXxRqsJ019a4B7MU/EU/jBdFlRT2FwA4PLbQB/per+PsNEzs8OIPLCMmHxOb9VDBh8KD0QfmbFQtjLuebdn5iPTBEzIZeY/7he9tpQ86gkWEhbvXB/WLpnn8gaY+0Iom/eFXcvnU62zEmvXermVXpFeXMkphc32g1KrXviUEALhvDlEftIzHgns9v6BM4XzU69o3vSd9IBpIGY4tpq6y5JUSaKYFMB6PPhgE4bnX9z6MbfQBN6ZTsO5QHzRetH95NydszU7pD4/DJ77jDILt1w+a2a14NKUbRJf0r2TL9YOyLMs6ZNWxBoQCAO6fQ9tf6Obe7z9Qh/X2C47Yt+Lb/e0vlPKCZBGByI8RqhvkFas6eF7ZYj8efXAS0s88PFML62sxeev1A2sLsqL4VpZ3u79gK0Kdo/Cc2h+Wf5Hq1Ex33fTaX8jm48CtU9t6f0H5n/qUjRrHAwA4CI5PHzh9vxdvh3XE1D7ExfjoRXPj04d9/vDhHuMPyrIsVxl9GUVPPEes4k7URVw92kAecGgEmh2HPvgqw/qsAkgzeev4A9vsdfM5+bTr+AMtjMBuHq8xLV6yKpowUvUHEWO49t7u9d7e3Nq4RfyBFm0grsHYS5QxAOAWHJ8+uL/fX2BFMlY/xOW5O9cLX8kD6KsseR2RpJDW3k4f8Bw31QerZXz+qGO0ZQty+qsyYfCh/9b6oJhH3n70gZFyM3HxQPc36Fb6oDpv6fjhZC5EFsuSyQsi8tqdPijmkfGzWBbzrpPotCGGblJyVr2o+4N0IVNS6Kz39qZz3iY+cajZv79TSACAW3Bk+uBOfr+xLMuyuo1Azv38RPiJvpsrbwBU8Z5RrhXkxQO2ga96UZvSxAgrUsjT2SsylmsAelCkMotUGkJ+I7aG1MlLe8T5BbmowO2s5w85I3bPKGLQ56vNrEhnhIyrgAbHJ+l/uBnqTMbnNsV48YV6Hi9XbPnn9MN1r5RZJQiqxI3j+FZE7tpOilB4FiPrx4wLJBzHUbczhCXqMlJ1a4VijPlYVcmyFYpFHPqG9rWZV92vUMX/52k88iqva/qDvOah6wc5e3h7wzkn0dBzHNcnn/LFjH7O227DlKWoXF2eXxB6i/cF7C8AcHAclz64Y/KUvhHb8y2h/toWvnKTnfIbvurszlNtzt/1afts/lsg1iQITXOWEt/xQ3I5TbLvZpon4eyqvnCwTqdKpImIrJyMr67rrV/l+kX1bkSeRXvkKROXQjqOx28UXBD/kRdexNM///m7HmTqjmbzC914/jUpTdUj1NpTTjLWiGB1RzT/W4+ZbZht1rnrk6uZEWZrMbLeeldvo5S3Bqr3I8lCzf8wGtcN/5hbDGb6KYBmJH+jmNqCSkoJvzrT0e5zNJvPcUOaG2Vvjahd6+3ibijp5zdyZSKczGe/6/narr+U9vD9Be2ixub9ngCA+wf64OGxyujLsSUkLU/jUd8DbwAAAH5soA8eGKxYTIa/tKwk51fjiXk0DgAAAGgCffDA+ErDk5ZQL1Z8eEe749gBAACAsiyhDx4cPBhtEESvtf3jIqXxlGKXFwAAQD+gDx4eqyx5Wwe+8di3+Cq9m3MfAAAAHgTQBwAAAAAwgT4AAAAAgAn0AQAAAABMoA8AAAAAYAJ9AAAAAAAT6AMAAAAAmEAfAAAAAMAE+gAAAAAAJtAHAAAAADCBPgAAAACACfQBAAAAAEygDwAAAABgAn0AAAAAABPoAwAAAACYQB8AAAAAwAT6AAAAAAAm0AcAAAAAMIE+AAAAAIAJ9AEAAAAATI5GH7CU+I7rkwW7i9zylE5jEnruiOb7zJBlSRwFruM4jhtEcZLdSenWwJbx0HXcYbzcuTVFSuNLEvpuSPNdp70Z7Es8HDjuebxc9Xteb6n5+/9nvM6yZHpJQt/xSSrqbZUlb2MSes4ZSW+6Up7Gl1Hg7tvZTPKUTpV8+1l72LAsmcavo2Bw/w62K+7SPTbtFBvzEHzshwL6oMlNSs4czl77JPsSD71h/IWVrFhMAtdxDqPbsGw28tzd6wO2IL4r6vXeh2+2pCO/71BoaSnH+V/qSPqVhifCZ4Q+YDkdidJ2Navy4p3qAyPf7/2sPWxyGsoy3L+D7Ya7dY+NOsXmqT8EH/vBgD5ogY81e+yTLKcj5ZtgldFn3h6V+4EgxoijGr57tpQc/ur1g2rGWjMaspT4d60PyrJsOHk/a++Q1XL65mqzOhHi/qgcbA335h774OB8DHQBfdDC3vXBVxqePJA+vwHHqA/6tpQYx1V9IJZMjkQf9LP27ijmkf90wzqBPjhsDs3HQCfQBy3sWx/sXX8cJkeoD3q3FPTBTskXZLj5pjv0wWFzWD4G1gB90AL0wV6APmh/EfqgZpXRZ942dQJ9cNgckI+B9UAftFANndfLziMGrEgpCX0eQeSFhKZiXFJDqa+z9+Ng4Dj+iC6ZEkVlQ5ZRiearhgYtPJtlyST0HMdxBkH0Li00u5Rwe8cNxrPUGC3zdDYOXPlu/mkyvlLsNuLw7RXUmkJXtdT64Lq2cBBEcZLp2/lFSgkvXcsDa8vYlUK/OGpbS7khzVte34U+uMmSV6HnOo7jBr/Na4PV+jQccZUlb+PLKHBPQvqVZfMJf8wNollaNIokW81xg9/mi7e99IFak15IaDNZvSBr3HitwfmCDNu7iDBPyUtVA4Y+UGPiHMc5CelXi91FSutTD3oVZauyZEX6LgoGtlrt1f27u2pZrrIkFulb+7KhD3S3rMvOsmR6wZ3HdHh5bsjxSZpXrel64auNO0VZlkU64/3ODaJZmqdvxkatdjgM9MFRAX3QgtAHPw+fEzlGxKHnijlePLTK6DPPG8VpXj/AI9fUUOrgKaH//p7NRt6j2v7mVyk/XKSVcbWMz91qaNDS/McFeZsWTA6mWs2wZTx0XW80y5iMSa7wScpYTkeP5PTDsvfj+jxYMw7fSkcKndVS6YPH589fvM9YWZZ5Go88x3G8Z7Qezj6SYOAGk0VdQPO85Zoy5h0pbBhHbbZU6+u31gfB84vJlFdaMvbqpPihiUFAPhaychxnwM9TKMYMgucvyXShPKPny2tJaZfRk+HjdfqAZbORdxrGPNlFHPoy67bCdLvx974GNzoIP3arPSPy6tAHZVl+peHjkPzR1JdaRqJbRZfx2yRb1RrFfx7HE8I1gTDyNEquebn6df+uriorR4wq/OhQNfXzJxvrByynT/3wYqp+qxQfSXDihXFaMMWYIVnkmkTzfo2kMbLfjZOCbdIpvtLQD8a8866y+W9c5/V1GOiDo+Lw9MGaz2srLZ8FtzdDX9MTI5ToUfyf1WBRNhbP5VBlPShoSZ8/r8/05tBgWT5tTEuNeDqel/bAT0Yup3WCtjh8k64UOqvFur/Ah0jXi+aFpRqtddVdxh4p9I+jtu4v2F7f5f6C9iIXbZWTN0onHlZ7QdOXVsv43NWOXciG7tAH7Es8PJHt0l4bGj3cuI/BFgHdrMxmd9D/wrL5i+jFfO21Irauamlizci+3b+rq4pcXLP3ddTeKpuTSGhr3X69w+qDlbVTt9T5+kU1o05+qdtxrcNAHxwVh6cPWjiM+AN1pL5JyZkpILSe3LkVunN9YCw/dgys/J/iu0c8oO4OWEYxg64Uuqvluz3+QLeZLeOh+lHSHFPWlXF9Cv3HKasnWD+1d68PeBH41K58SRsZtU63Sj0X88hzu6u9aS1LiW+Ib0teBrfRB52SblN9wJb06VOy6BOHYJOta7LbpvvbVgLMfJtepG0/0Sjky0gqOQ3d5tjIDeCVbBf9LY7U5a58HJYLFfwv9f7CeoeBPjgqttAHyhL0/j7fGxySPuBmNOuhgnv/weiDlg9Qx3E9Y5VSTXDd/kJLCt3V8q1LH1hGjTylb+TWbKc+MMu4LoVj0gcKRUovZczFBvqgJSx0jT4wNu9VOnriYeiDJxeXo9Pew8UW+mCb7t9HH1g2VsRbv5LLp56lV1qWHBqJtywKGv2ul7tWBfcbuzY9HAb64KiAPmjBrg+UsY87+vqF1jvXB6KBGnOhlteqioNzHDO4r4c+aE9hTbW0TFSW73sefDgIojd08V+NMaVHGbtTODZ9IErjBtHl1SK52HD9oMUV1+gD9QO0P4ehD4InT6oN+PVsrg+26v6Whjb3/sQztrceh098x5FhKGZGlrFRSWqH+qAs63BLRw+o7OEw0AdHBfYXWli/v9B+bQ77Vny7v/2FUl6QLOIH+VExa0yZEjgtgypK6zzXSjOF7mrpt7/Aj3tUEYutcXOtZVyfwjHpAx4FJoMxt9lf2E4f8EnFOtx/L4q2Eh2GPghnS34Tthr32sq26wcbdn/bSUXhuiLiz3bDcf3W8i9SHYPqNr5+kTdEpz7YLjigPj5kRA51Ogz0wVEBfdBCx6yg7S+6WjAOf+rzhw/3GH9QlmW5yujLKHoiNL4XTtQtAD3aQAb/K5+qPeIP2lPorha7PtC/mVrWBswxpaOMPVI4In3Q8om5UfyBvU17xR9o2lFa8CX58D8tpTkQfUBzeW6ixy+JbBt/sGH3t99kwJZ0HEX1IclXxlEL9S0RdWhc783rymwmXigeQdmlDxqBrt3xB9ppRnHgolL2ax0G+uCogD5owTIr8FNnykeqOHCldulVlryOSFKU5S70gTzntpk+WC3j80cd98OwBTn9tRHHvpk+6Eihs1qs3zrXSXRaD3m95vLOMvZJ4Xj0QWvA2kbxieIZNd6+x+ejPECoyi+WzSfRK3MCqOnhxjvTB9dJdNquD6oHLLO40QKb64Ntur+tob/EQ797B0d/S1amNgfzYhprhDcpOTPP9GqdmusnxSX6xSeeanpLX0dZ6zDQB0cF9EFbfuIYt+z8/Ejxib75J295U6nXtMWhfJs+qF7UxmupvnkKeTp7Rcby+1gPilQ+iarBV86vrQdEqzVMfvpAdmBxLL4abuRp9eZHQG3omhQ6qkWOqn44mdf3H2j7xPLLjC+nF+mMPB96fEz5ezG9+szWlnF9CtIMfb600NJSlterU/71t518rPPCgGYLluK4gXhRDKl8VZkV6YxEv3h8rM8/Tel/yxu31FzkxKn6CV9vlzf8sOz9i+fnj2U1uiH9j81a/UQ+x1jfbpRnrRv3MVis1Z3HyxVb/jn9cG1zjItxdWeUmHIa6WjXRbQh3tJ22Sy1YTzW2f37dNWOgD43GItjmc23bDeCiGL64uIB3q1qY6qMBvrVBVo0Q59OIc8vCEnEstnIe6TKr26H6dcjwKEAfdCBGvpuD/Vv3H0m7ixTL3erh0WRanNuq/6Xd1qeHaFpzlLiO35ILqdJ9t1M8yScXdU3n9TpVIlYRh0eWTkZX+nXF8oII/UqFZ6F9cumI4XOahGoQfiWKOjqWhVHXhQovwLVD7XuMnalkNe/381faFuHsLfUh0XzdbPeLI+1rMeY0b5u+MfcfPH3ZBHLSxWjOMmYUA9+OLn65+/6w+5oNr/Q/aSOJ1Au+xsE0bt0OQvdQRC9julfSbu1+j2VzStEm3S48X+b1dJqsExEvbKQZXNxt6EfEpoW31Jy5nghid8m2arR6U5C+rcxAVva2mxl1ydXMyME22KkDA3p1f3buqpaoiZnZPFBf8txQ5obBlff7tqFobx+apkn1w+ex+9kftrNhjc9OwVL34zpsi617ZrOFocxs+gX4QTuk6PRB6A3q4y+HFu+8PI0HtnORx0jP0IZwQ8AW9LxS0sEZbGIw/7nM9dn0+PSMwBMoA8eGKxYTIa/tARk5VfjyV0uwOyJH6GM4EcgX5Bff7GvtLOcXkx2tkkPfQC2AfrggfGVhicta4Os+PCOLtee9Tp8foQygh+AnIZu220B1x+mf647dtEf6AOwDdAHDwweuzQIotf6z7ekNJ5S81ccj5QfoYzgB4AHFbpBdPlWCcFhRXoVx1eNn3m8DT2CjgFoAH3w8Fhlyds6/o8HIu14uLl3foQygh8AliXT1zLC0eFx0HH7L2hvk4MlbHPv192ChwH0AQAAAABMoA8AAAAAYAJ9AAAAAAAT6AMAAAAAmEAfAAAAAMAE+gAAAAAAJtAHAAAAADCBPgAAAACACfQBAAAAAEygDwAAAABgAn0AAAAAABPoAwAAAACYQB8AAAAAwAT6AAAAAAAm0AcAAAAAMIE+AAAAAIAJ9AEAAAAATA5aHzid3Ld1AAAAwIPloGdZ6AMAAADgXjjoWbZNB+xfH+QpncYk9NwRzdke82FZEkeB6ziO4wZRnGT7zKwvbBkPXccdxstDsMbCKkvexpdR4J6E9Ot9G7MFrEiv4vgi9H7qtH+VJW9jEnrOGUlveqedJdP4MgrcfbsuAOChA33Q5CYlZ2KNYq+DLPsSD71h/IWVrFhMAtdxNpoJ9gbLZiPPPVR9wHI6ckXzHKU+YCnx19uvFrO/V3yl4clduC4A4AcA+qCFnIbuXgdZltOR8pG3yugzzz2Pl6v9ZHewrJbTN1ebVjJbEN89Un1QlqWcyNfZz51wQ9Uo9Mfh6QO2fDe5OtL2AuBH5LD0Qc84g7sIR9i7PvhKw5MDHMTvmmIe+U83roQfRB+IYj4MfXCdRMHRthcAPyLQBy3sWx/sXX8cBfmCDLfZKYc+6HjpEPUB30E73vYC4EfkEPXB3by1BuiDvbPK6DNvu5kM+qDjpcPTBzyi5ZjbC4AfEeiDFqr5+3rZecSAFSklIQ84c72Q0DQX/5El0/h1FAzckF5n78fBwHH8EV0ysanchuuTBSuruYH/TYz1apo5y5JJ6DmO4wyC6F1aaHYpByMcNxjPpFVV8dLZOHDlu/mnyfhKsfuShL7jk9Q6v6iGiWeUiE4xB2hHDFg2n/AqcoNolhZlKVYOtIKfhLN/9UhZtaH6ixKX1zY1Fimtqq4uvuMGv82zVVmyIn0XBQPdSKW6KAk9bpsfEiprmxXpVX2Sokhnos4Hwfh9xtR6Nlqh0gfLLInrfA33atMHLEumF9KeQRDFSVaHrZj6QPc3N6SGK8iCiOK7wXiW/p1OLmjO9PoXZijxlWpqakdQy1LF3mo2/KdOpMvhG2YqpzOul/Nx4DquN5qJqq7byKzL3XWcsqPLA/DAgD5oQeiDn4fPiZw/4tBzxRwvHlpl9JnnjeI0rx/gMYbKoOwGTwn99/dsNvIeiaGwtK0fsC/xcFAPl2VZlqtlfO5Ww6WW5j8uyNu0YHKiVd/iBxTluMmWdFSN53zeZTkdPRLzYsmy92Mxa5baRNumD1TDlGf4qUjHOQnp30rs/SB4/pJMF0VZlsVHEgy02c6yiNKdcps+KMuchn5Ipi0nRLWqiy7jt0m2qjWK/zyOJ4RrAmHkaZRcV9nT0akXxry203jkOfzwJ9OKGb2Oee4iBdeP3sTk1Yz7Bp8jvXEiZiNez4PHw2cv5hkry7JYxKHv1LOdWkxdHxQfSXAi7am8bkgWUuCZ6wcsp0/98KKtbkT9PArG3BKWzcfa8UhZ/4oZwlcrfcALOAjIR6UOB8P4i8zRtl6y1uFN1NMZj0fkavl9SUdcyPKNKl4JsraraN+ddZyyq8sD8OCAPmjBtv4vBko5yrNlPHSViUSeSZODpvj2sh8UtKTPn9cHLHOsl2kqX4HimXpCbUQ+8ry0B34ycjlVPgTFtNelD5qZNuZsyxZAo4DWSl6bcuMvLHv/IuIyrgNbc1gOCBhGrpbxuVvP66U51QlL1LnQVoHmTN8xX6rSpKkPblJyZjSN6Zaaz6yyOYlevO+8WIPldOQa1p4qQaNtZtR+aBTH6Agt5e3l8A1bxQP6lGw6UjO7nXSctV0egAcF9EEL9vgAddy5ScmZfW4Tf7QMSZ3p304fGOvJ2sqEPr7zf4pvIPFAvb9gnaEb3EIfKMbvQh+wbPY0fLUoApRVzgAABfdJREFUuiZA/o5lKF8787EF8V29Bbunxp5FsM6XDQub5uU0dDUPUUySaqn2h5uMRiH/pu+Cv+6H8aKo/iL2F/rVEldR6pKDderdpT7QH2Bf4uFAaaZmyrvoOOu7PAAPii2mVX2v13F2GHbk2Nj6sVvRpQ/4uNOshwo+oByMPmj5vHMc17MtOx+RPnhCJiPvcb/wva30QUewiLBw9/qgftE0jz/Q1Ada0aQ//Eoun3qdjVhTFdOz7dGs1wcKRUov5Qb+nekD5f+L9Ermf2t9YJq9tssD8KCAPmjBrg+UEY0Pml3fDfekD0QDqbvFTVNXWfJKCebS4rCORx8MgvDccxw3mOxp/YAb07l6vEN90HjR+v1q0QeandIfHodPfMeRMQFra6eKIXUaEZr99IGI7HOD6PJqkVzc6fpBWZblikd6ukF0Sf9Ktlg/WNtx1nd5AB4Uh7W/YNCtD/ab9/r9hfYLjti34tv97S+U8oJkEYHIjxGqG+QVqzp4XtliPx59cBLSzzzKTAvrazF56/UDawuyovhWlne7v9C6281S4kvPqf1h+RepTs10102VTh293yMMQtlfyOa/BW7dCne+v5DNx4Fbl3Sr/YX1HWdtlwfgQQF90IJVH2gfEGIM8qK58X3GPn/4cI/xB2VZlquMvoyiJx6vKS+cqGvGerSBjNOux+6j0gdfZVifVQBpJm8df6BNlvKxz8mnXccfaGEEdvN4jWnxklXRhJGqP4jQxTUB9nq0gbyXoisMwroLo8bx3ak+aG67bKkP1nSc9V0egAcF9EELlqmLFclY/Z6Q575cL3wlD6CvsuR1RJKiLHehD3iOm+qD1TI+f9SxJM4W5PRXZcLgw+ut9UExj7z96AMj5Wbi4oHmLK6ZvI0+qE7cOX44mYu5gmXJ5AURee1OHxTzyPhZLIt510l02hBDNyk5q17U/UG6kCkpVG5SMtQSNFZNWs3QdzR2oA+aDm9im9Tb1MCm+mBdx1nf5QF4UEAftCAPZ8uBgJ91PtF3c+UNgCreM8oHDnl+2qYPqhe1KU0MWCKFPJ29ImP5KaMHRSqzSDWkWk5768hLe8T5BfltxO2s5w85I3bNKNWcwVd0WZHOCBlXAQ2OT9L/cDPUmUxOKpXxYj3mPF6u2PLP6YfrXimzShBUiTeOvFsQuWs7KWK4txhZP2acg3ccR93OEJao35TVIX7FGPOxqpJlKxSLOPSNQAqbedXtAtVxgzyNR17ldU1/kNc8tP8gpzy/IAQQd07VM+V3My91kc7IxbgKVnDOyOKD2WTRLx5vrPzTlP43EykMhvEXxv5Np3/xuurh8Ab2Ozcb6Uyioec4rk8+5YsZ/XxT7qTjqAZYuzwAD4sj0Adt7D//PKVvxPZ8S6i/toWv3GSn3jFnDnaWYag+bZ/NfwvEBwqhac5S4jt+SC6nSfbdTPMknF3VV87V6VSJNBGRlZPx1XW906zcIqfeYcezaI88ZeJSSMfx+I2CC+I/8sKLePrnP38/07MdzeYXuvH8Y1SaqgfEtaecZEy90U8kTvO/9ZjZhtlmnbs+uZoZYbYWI6u1EO1SvepmQOV+JFmo+R9G47rhH3OLwazUIu2bBwcaxdQWVFJK+A2Ajnafo9l8jhvS3Ci75dP8Jp1c6PeENu4NFBv8VXbfUnLmeCERN01Vt4fJ6hF6qF50kW1qXFnY5fBmX2uUTqkTcW+V7IM3ctUknOyw43R2eQAeHtAHD49VRl+OLSFpeRqP+h54A+CHAx0HAA3Msg8MViwmw19aVpLzq/GkuWYLAEDHAcAE+uCB8ZWGJ62/wfPhHcVF8QBYQMcBwAT64IHBg9EGQfRa28EtUhpP8UNzALSAjgOACfTBw2OVJW/rwDfHcbyQxFfp+hsGAfiRQccBQAP6AAAAAAAm0AcAAAAAMIE+AAAAAIAJ9AEAAAAATKAPAAAAAGACfQAAAAAAE+gDAAAAAJhAHwAAAADABPoAAAAAACbQBwAAAAAwgT4AAAAAgAn0AQAAAABMoA8AAAAAYAJ9AAAAAACT/w9Rf18bzLcw8QAAAABJRU5ErkJggg==)
3. Pengaturan Letak Pointer dengan Keyboard
←↑→↓ Pindah satu sel ke kiri, kanan, atas atau bawah
Enter Pindah satu sel ke bawah
Home Pindah ke kolom A pada posisi baris yang aktif
Ctrl + Home Pindah ke sel A1 pada lembar kerja yang aktif
Ctrl + End Pindah ke posisi sel terakhir yang sedang digunakan
PgUp Pindah satu layer ke atas
PgDn Pindah satu layer ke bawah
Alt + PgUp Pindah satu layer ke kiri
Alt + PgDn Pindah satu layer ke kanan
Ctrl + PgUp Pindah dari satu tab lembar kerja ke tab lembar kerja berikutnya
Ctrl + PgDn Pindah dari satu tab lembar kerja ke tab lembar kerja sebelumnya
Pointer atau penunjuk sel dapat dipindahkan menggunakan mouse atau keyboard.
Memindahkan pointer dengan menggunakan mouse dapat dilakukan dengan mengklik
pada sel-sel yang diinginkan. Berikut ini uraian penjelasan istilah yang berhubungan
dengan pointer yang perlu diketahui.
1. Penggunaan Mouse pada Pointer
- Klik, berfungsi untuk meletakan pointer pada sel yang diinginkan
- Double klik, berfungsi untuk mengedit teks atau rumus pada sel yang
diinginkan
- Drag, berfungsi untuk melakukan pemblokan, memindahkan dan mengkopi
suatu sel ataupun range.
2. Bentuk dan fungsi Pointer Mouse
Bentuk pointer mouse berfungsi membantu anda bekerja dengan Microsoft Excel.
Bentuk dan fungsi pointer mouse akan diuraikan sebagai berikut :
3. Pengaturan Letak Pointer dengan Keyboard
←↑→↓ Pindah satu sel ke kiri, kanan, atas atau bawah
Enter Pindah satu sel ke bawah
Home Pindah ke kolom A pada posisi baris yang aktif
Ctrl + Home Pindah ke sel A1 pada lembar kerja yang aktif
Ctrl + End Pindah ke posisi sel terakhir yang sedang digunakan
PgUp Pindah satu layer ke atas
PgDn Pindah satu layer ke bawah
Alt + PgUp Pindah satu layer ke kiri
Alt + PgDn Pindah satu layer ke kanan
Ctrl + PgUp Pindah dari satu tab lembar kerja ke tab lembar kerja berikutnya
Ctrl + PgDn Pindah dari satu tab lembar kerja ke tab lembar kerja sebelumnya
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