<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7710649680053805112</id><updated>2024-08-30T23:29:01.016-07:00</updated><category term="2019"/><category term="CHIP"/><category term="Excel"/><category term="Indian"/><category term="Indian Numbers in excel"/><category term="Indian numbers"/><category term="Linux"/><category term="MS Excel"/><category term="PICO-8"/><category term="PocketCHIP"/><category term="console"/><category term="crore"/><category term="crore number system"/><category term="excel crore rounded decimal"/><category term="fantasy"/><category term="fantasy console"/><category term="gameboy"/><category term="games"/><category term="games development"/><category term="lakh"/><category term="lakh crore excel"/><category term="lakhs and crores in excel"/><category term="next thing"/><category term="next thing co"/><category term="pico"/><category term="pico 8"/><category term="pico8"/><category term="reduce to crore number"/><category term="repositories"/><category term="repository"/><category term="sbc"/><category term="single board computer"/><title type='text'>Android Soultions</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://android-solutions.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7710649680053805112/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://android-solutions.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>abhay</name><uri>http://www.blogger.com/profile/15932262191841500395</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>3</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7710649680053805112.post-5965501180056356838</id><published>2020-07-31T04:14:00.000-07:00</published><updated>2020-07-31T09:41:03.548-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="crore"/><category scheme="http://www.blogger.com/atom/ns#" term="crore number system"/><category scheme="http://www.blogger.com/atom/ns#" term="Excel"/><category scheme="http://www.blogger.com/atom/ns#" term="excel crore rounded decimal"/><category scheme="http://www.blogger.com/atom/ns#" term="Indian"/><category scheme="http://www.blogger.com/atom/ns#" term="Indian numbers"/><category scheme="http://www.blogger.com/atom/ns#" term="Indian Numbers in excel"/><category scheme="http://www.blogger.com/atom/ns#" term="lakh"/><category scheme="http://www.blogger.com/atom/ns#" term="lakh crore excel"/><category scheme="http://www.blogger.com/atom/ns#" term="lakhs and crores in excel"/><category scheme="http://www.blogger.com/atom/ns#" term="MS Excel"/><category scheme="http://www.blogger.com/atom/ns#" term="reduce to crore number"/><title type='text'>Formatting Indian numbers in Excel </title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;h2 style=&quot;text-align: left;&quot;&gt;
Formatting Indian Lakh and Crore numbers into Microsoft Excel&lt;/h2&gt;
&lt;div&gt;
So, you are working on a excel sheet and calculating the amounts for a client. But the problem is everything you are asked you have to check the commas to convert the millions into crores.&lt;/div&gt;
&lt;div&gt;
It&#39;s a big hassle and a problem if you make a human error, luckily you can convert it into native number formats and this will not only make calculations easy but also look good.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;h3 style=&quot;text-align: left;&quot;&gt;
Let&#39;s see how&lt;/h3&gt;
&lt;div&gt;
Let&#39;s start with a basic number&lt;/div&gt;
&lt;div&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Right click of the cell and select &quot;Format Cells&quot; or check Ctrl + 1 after moving to that cell&lt;/div&gt;
&lt;div&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAasAAAJBCAYAAAD4JpoUAAAgAElEQVR4Ae29f5BcV3n32X/mr5T/WG2ltipb2t33XVNLqnb+2kIkZIe8CnHgLXaSZXlN3gQ3QSiCWEObH7EwBDohkcQPQSPiIGJkNQoEYQRuZJgRtgwt27KELcs9tjSakWypLUa2bI+kxsaOGEy+W8+5fbpPn779457Tt+f27e9Unbq/znPOvd/z3OfTz72npzPPX/kFopaXbv+/8Mrj/5D4Mv/5t+L6N/83zJrn+qO/xNvf/Pt4++c/NtTz37p1K1555RV85/A5vPDSr1jqGtxz9JmR0kTOV8aRhRok3Qck5tx9z0FVfvLgMSw8dUHF+uO7s7g+eyeOO8T+qKzwqX/nzIkWNmWeu/wyohYFqxN/h1cSXuY/J7B6J2bN8zz4HgWrj+wd7vkTVuGAJqwY9JMe9Ef1/CTmfO/ArCr3P3AU82efUbH+ka8FsHrEIfZHZYVPfYGVaZ+5+OJLiFoUrB77JF5JeJn/7B/j+je/A7PGec5++Pfb9g3jOggrwmpUgx7PezQ/UEjM2f/9GVUOHX4YJxerKtYfu+MmXJ/djWMOsT8qK3zqC6xM+8zSCy8hahFY/eLRTyS+nPqMwErg1Fre/pkPDf3cCSvCikF/NIP+qI6bglVpBvtLM7iv/DCeXKyqWH/sX25qi4nXv/km7KhEZ0FUdkSpL7Ay62cuXPo5ohYFq0c+hl8kvJz6zA24/s3/L2bN8/zhn6vHgNf/2Z/jlLk/5nXCirAa1aDH8x5NyErMuevuH6ryox8/jLnT51WsP/rVm3D9Tbtx1CH2R2WFT32BlWmfqT5XQ9SiYPXTv8EvEl5ObRdY/SlmrfMM9t+A238wvGswYSWTLNJW5N2Ta1kNLVzPVewYvEczeI/buEnM+fb3fqjKwfuP4PH5cyrWP7QrgNVDDrE/Kit86gusTPvMuYtXEbUIrF4+9uHEl1Pb/wjXv/lPMGOda7D/j3D7PcO7Bg2rcbtheL0M7PSB1fEBiTnf2v8DVWYOPYTHTj6tYv0DXxFYfQ0POMT+qKzwqS+wMu0zTy9dQdSiYHU0h5cTXk5tE1hNYablPLP4sLzDuiU71PMnrFbnhmWgpO7j6gMSc/5t/z2q/PC+B/HYk0+pWK9g9e6v4QGH2B+VFT71BVamfebshcuIWhSsHt6MlxNeTm19S8iLxN/H9bl3D/3cCSsGzXENmrzu1fF9iTnfvOuAKvf86AE8OndWxfryP9+E6999B8oOsT8qK3zqC6xM+8ziM8uIWgRWLx35AEsEDQir1blhGSip+7j6gMScf/32AVUOHDyMn1bORI71UdkwyPoCK7O9zOnzLyJqUbB66K/wEkvfGhBWDJrjGjR53avj+xJz9u77viql2cM4emIxcqyPyoZB1hdYme1l5s+9gKhFwerBDXiJpW8NCKvVuWEZKKn7uPqAxJyvf6ukyt0zZTz82GLkWB+VDYOsL7Ay28ucfOp5RC0Cq58/8B6WCBoQVgya4xo0ed2r4/sSc4r/drcq3/vBT/DQ8YXIsT4qGwZZX2Bltpd54uwlRC0KVoffjZ+z9K0BYbU6NywDJXUfVx+QmHPnN+9WZf89P8YDj56OHOujsmGQ9QVWZnsZ2RG1qMeAMsmCpW8NCCsGzXENmrzu1fF9iTm3fuYOVf7u9m9j576fRI71UdkQZ/0MHP4qpy86WI23CWG1OjdskgLlk6fPI5cvIrulAFlP0rnpc3n0yZ9hS+FwIs9Nn+MoLYulCooHjSLbpXJr2VdGcV8ZBV2KZRSKJVV8rlViTrlcVmVubg7Ly8sjFYRtzhBWQxo+woqwElCdPXcRS8++gGyukEgg5LaXMZUroXLm+USenxm8Z2dn8ba3vU0VWTePua6HtRm2r9/2BVbyV7sWlGoNqF4CSuUq8rtKLcekjnl84oas1zURVgBs4g0p3o90N+MGq0wmA5fSbxAw62U35dRNHXVptjGMdcmozj7zHArFMrKb8sjlS3jm2Re9AtIgz/uF5ZoClcDqrZu+uarnVX32Jey99wVkt1c6nscHPvAB7Nu3TxVZH4QWYW2G7eu3L8mqBELlSlWV0rGqApXAKre91Dx2rIqyHDOOE1atT/CYWQ0Jgf3C6rrfug5h5bf/82/jzq/fiWefe3YgN6V9s01MTMAudh1u+2WHAqv8rrLyuKlNeVQWqirDOnv+uVjGNOp4ffprP8Wnv/ITTGaLmJgqYPbwqaGf16nqL7Dlaz/HVL6KqS1VHH2ysza//du/jYsXL6oi61GvN6x+WJth+8Jsw/ZJZpUvlBpFAKVKvoSslC3yWLiIqVwRU5t0KWAyWwBhRVgNCU+t3fQLq58++lOsXbsWU1NTClpyA9x3/31Y+7q1CiYCrLCbwnffuXPnMDk5qYqs+7an7fvNrnR9l6XOqGzbqPtt+0Funzm/hFwheOxTqVQwlc2jfCx4RCTruV0V5ApV3HPspYFpH/X8JZt6/sWreMdH9ipY/dGGrw39XBSk6qCamMpDlRsLmLyx2HYuPhDppE1Ym2H7Otnb++X9VN9/9UeFtRpQq9UIK2tuBDOrvj3Jr2K/sBJnv+6665C9MauW2vkl2xKAvf71r2+7aXUdn+XhHx/G1A1TkKVPO7Rtz74UqPIBqMSL5OX5VDaHfKGoglK5UsPkVA7ZQg1vvfVBHDo2/MkXpZ+cwns+frca+wcfO4+JGwsKWA8+enao/nDq6Sv4wrdPYzJbUv0ffay1/9tuuw1SxM98Hs+ZftqrTZ9+ZOKE/ScgKhQKyGazmLpxCsV9gR8IpKqXaqhWa+qRIDMrZla27wxlOzKssk1Y3XefkVndGU9mJXCUYt7EPuv9ZlR2PZc+o2ZQneq79N3LRkAlj3nMP8msBFTy7kpAVTxYRWFfRX2SnsyV8c4PHRzYOPQ6P31cQPXE6YuNfn/3PbcrWGQ/NPzsSs7p+eUasp/ch9991+2Nc5L9Jlh8Jj7o6+6nTZ9+BFbVahWF7QX1wUT8QLZrl2pqe+1vrcXUjVm1T4Mqn8+jdDDwB/M8o65LzOFsQCs9M29Erocr4AIreYckWZY8ApTl+973Pjz77ODfWT388MPqU96hQ4daAkPUmyON9d/5t9+HXaJcp7yLCPuTT9c2qN5164MQWE2EPPIK69M+L9kOq9dr37kLL6jHbO+Y3ot3/NXtkKVAYuKGPNa+IYczTy9FbndQ59br3JN+XKaj57fk1VMR9U74dROoXauhfLCsAHbdb1ynsqtKtarq5XK54N3x6yb4GNDiDB8DhkWSGPZFgtVvXAf5xCWOLDfjfT+6T8FKgHXnHYPPrKQvKXHc+Hbm1Gnbp2+dKUVd9tPnCy/9sgVWst2Pna5z5qnzmLyxoCZT4FrgWGGgeuLUWUzmKgpU2U/+sK8+fM9Nn+OWL9yrspjjT5zFT44+iQePnsbjJ88FsJrM4T0f+mpf56Pbk+Wgzk23GZbdhO3T9Qe59OlHHvlWL1Ux8boJlT2JBxSLRQUvya40rOTRX0XKQk3VlVmEfAzIx4AxoKh3k5FhJdlUHVZy48m6TLx4/X8a7DurA3cfUKD6ype/EjkgDTIgJLktHXijgkpf06kz5xrA6gQqqave09xYxOPG4zjdRqel77nJhAp55Hfp+ctt4/+JLxxQmdXv/Jdb2451Oh9zv++5mW2FvTcK22fa9LM+tb2K7PZq1+vz6UdgZf8VdxXVRCbJuCbeMKHWC7uKClSSbcs0d5lFSFgRVrbvDGW7X1jN/mhWZVGTb5hA5jcy6ibS+yT72XXHrq43Vj83qK5zZvGMApW0e/zR4wNrV9rvlEH12q/PLcpSZ1S2TdT9tr257Qoq3caphQBYwX8zaL6jkoxK15HHfx/b+ZPGtt7fa+l6bueeuYTNn74bv/unW/HW97QC6RulB7D2DVmsncyp8jv/ZROeez76d8Jcz82+5rAZeWH7bLte248vvqymyU9uqaqJHed+ttymv08/GlaSXUmRDyvyzqpUKqFUCv67ROlgGaVyJfgelvy3C/VfLggr+/u8fAw4FFQB/cKqUzD/zd/8TezatUt9p6TXDdjPccnSwko/tqzTPuOvH00EWDIVW0+mMEEl9v/4tSOQmXj9tDWIOpdeuKIe9x2fO4vjcwst/T73/LLad/zEKfz0xCkcf/wUnrsUHVaDOE9pIwwYYfv67U+y2MlN8t86ypjaUqlntcEMSLsNn34EVvyelVuQJazcdPO26hdW9o0y6tud4Gvv97nOqBlUp/o+52DbAtfBp9jtjeO2OfMv7FFc2L6oOsl/9ZbvcMmXoOV7ZbMPBl+E7tV3v/3ozCrs3y3Jl4PlTx/jv1tqDbOEVaseQ9saV1j1e1OnpR4gDysGVwapCzIZDLIM8tzC2jKBETbJIWxfWDvd9r3n44fU5JLHTz/Tkln26rtbm+YxgVWnf7ck/8GicYz/bqktFhNWbZIMZwdh5fbozLzxO63bWVo/253a8t0/SFBJW77nY9oPElTSltk218P9W2AlEyVci4+uEnP4PStr/vtwwv1o90JYhd/MPjdjEm0Jq/EY5yT6nn1OhBX/67oTNQmr8QhihNV4jLMNhiRuE1aEFWH1CgNSp+BEWNE3OvnGsPcTVoQVYUVY8X0NfSDxPkBYEVaEFQNV4gPVsD/Fs7/kZZSEFWHlBKsvfelLDHCEHH2APjA0H5CYw9mAnA0YGVh33nkn7r///qE5Kj/pJu+TLseEYzIsH5BYIzFnrGEl32H5P1/3Pzn/77d+vgOT1jriPPJpR9JzFmpAH6APxOEDEmNMUAmwnnzySVy+fDnyh+zVNGj7UrDsiFIEVCz+GvzO//5beN3/+j/if/uf/4eeZffe/WChBvQB+oCrD3x/9kE89MhCpFgfhQvDqBv5H9kys8oMLasUkIneOpXnMvgv1f3qIDd2v3VZr11b6teuSRQ/SYp+x48fx4ULF/Dyyy+vZqIUuW8BoPnnBSuzIa5HU+DatWu4cuWKcqKFhQU88cQTmJubaxSB1PX/yxoFK3M/15sa9dLirtKhhp696vJ4u67Ur12TKH6y2vpJTJHYIqCSWCMxZ5T+CKuEjNZrr72mnEc+7Vy9elU9T15eXoYuAqvX/+ffUrDS+7hs6tOPFoePnmzo2U991mnVl/q16hHVP1ZbP3lHJbFFYoyASmLOKP0RViMyWubj1hE55cSdpu3siTvBhJ8Q9fMbIOo3WP34GNBPz9isCSt/aRks/DSkftTPTwE/a9v/CCs/PWOzJqz8pbWd3b/F8WqB+vmNN/UbrH6ElZ+esVkTVv7SMlj4aUj9qJ+fAn7Wtv/FB6uZjcEU740zIWc8g42Z1ing7dX6qdNs+uwX1wX9rfsizjZ3Y2Zjaz8CASnt/aG9rq509otYZ52vbsduq60/63zk1Ow6675onnFw8tKu/vK1cTlcjaCA7ewRTFmV/1bN2wfof34S2vrFAKuz+OI6AxA64DfOOzhu7tbB295nb2cy6xAS1wEFk3XYuHEdMhYcVNvWvsapNFbq59yzXsNArQSA3AiN4+A6mttAHbhGu2116lC3gUVYtWrtsmU7u0sb42xD/fxGn/oNVr+BwyoI4AKVOgBM4nQ693rmYgfsluod6wT9iK3q2wCD2PcDKxs6Lf123KiDqHF94dfb0naHawg7R8Kqo/B9H2Cw6Fuq0IrUL1SWvndSv76lCq1o6zdwWDV7DQ/ezePGWocgbtSoZ0/tj+9MGLjBqgm7lv56bAT9tmZ67dCxNKhnUQ2+1fswr0F3S1hpJdyXtrO7tzSeltTPb9yp32D1SwasOgTx5qXWg76VNQWP/5oA6wgr631TawYXZEjrNm603ku1gqh5LrJmQahxUL9nE1u9bjwWrEPZhhXU9bf2R1g1RHVeYbBwlk4ZUj/q56eAn7XtfwmAVT2o2yDSQGiAxgj6dQ1UJmNE/jBY2XIFWUwGTWCF9V+HUaa9T9VeV7hqSIVN5AiDru6LsLLHynfbdnbf9sbNnvr5jTj1G6x+qw4rBZxOEyeMa22DjAJGK0z6gZU02fq4LoBLE171TjsCKQw4gY0+R81PvZ3RO1S1VphJBrVxo8ycbL0WZlb1cfBYMFh4iMfZgH7iUb+B67eqsOoXVMFV6wwkCOqBrTHrsJGBBfva4GNIF9hqOHSAVddHds1Hj41mO7136wi9hmXoxBDCqqmP6xph5apcYEf9qJ+fAn7Wtv+tGqw0bFqSjq7X1jmj0Wb9ZVZ2O/Z2vTUFmdZHc3KkFXS6Z3Ug/PtbnaDXMA36t+FKWDUEcl6xnd25oTE1pH5+A0/9BqvfqsBKPx7rDCrJdnTmU7/geoZiB3VTjjZYCSisd2GhfbdlP/VHdfYJdsqe1EnUbaz+OsJN2XQAJaDAxy8Fm6MbfZ3BIrpmpgX1M9WIvk79omtmWtj6DRxWGgaSGbQWDZ96UG87LvWbmUxYOzY7zAuT9TZYtU3SkD70ebRat/UX0ll38Eh7YdfW7I8/a8+fMY/jZ8zZJv3K9AH9s/atEW70tmKH1ehJMpwzFlDdf//9eOWVV1ioAX2APhCrD0iskZgzyn+E1SqNnnza0aB6/soVDLMcOXJE9b2ysgIWakAfSLcP6DgjMWeU/wirVRo9SdPFiYYJKd0XYZXu4ET4cHxtH5BYIzFnlP8Iq1UaPcKKAcUOKNymT8TlAxpWtVqNP2vfOnnCnkzBbVsfwoqBKa7AxHbpW7YPaFgtLi7iwoULuHLlCq5du7ZKH9Xdum3LrGRHlCLTqVmia0BYMaDYAYXb9Im4fEDDavfe/fi3/bM4+JNH8fBjZyLF+ihcGEZdr6nrdvbA7c4ZJWHFwBRXYGK79C3bBzSsyuUypCwsLODq1atuKc4qWQkAzb/IsBJjuxGzQa6HKxAVVsceOYl9pdnGhIzLP/85qtUqit/6bmOfnkDRa8kJFgxmdjDjdrp9wobVk08+icuXL4cHp4TutTlDWA1poKLCauH8BRR2FXH2mSUFp+WXX0WpVMYPf/wQYcUp+PwKAn2gqw/YsJqbm8Py8vKQot1guiGsBqNj5FaiwkqypcKuEr5//1G8cPUqqpeuIpvL47EnniCsGKi6BipmTenOmvoZX8KqHqJt4kWO3GNo4AKre+55AIVCEU+dO4fysQqmsjnCiqAiqOgDPX2AsCKsnDHrAquZ+0+oR4Hf/O49yOULeNe7NkXOqiRDi/bOagk71k8js0aXPTjQMzicwIY127BjkZ9o+/nUyzr0k7h9gLAirIYKqyfmzyhIyeM/yao+8vF8zLAS6Exj3c6l5ie3xVnsmOkVXAiruIMP2+/lgzxu+ghhRVgNFVaSFW26dasC1dSmPO4+GH1yRZTM6sBmC1QtGZUNpPr2zCzWNbKwaWQ2n2iCrsWewcQMJlynP8TpA4QVYTU0WD1+5go++62rmMpX8amvLWJqSwXv+uQcPvOvZ3HPg+cjZVj9PQYU+HR75NcBVurRn32MgSjOQMS26V+9fICwIqyGAisB1abbr+JdW6v44+w38Jb33oE/vvUBBazJTWV8ZvfhwcNqUTIkwqpXEOBxgmIUfICwIqyGAqtPfWsJU9urmNxUwsRUAe/Pf1eB6tT5F/Dt++bVPnm8129hZsUAOwoBluc4OD8lrAirocBKQHV88UX89OQFBaanly4pWB0/fQl37n8IE5O5vkHV/zurYBbgho6TKexHfea2uT64G47Bi1rSB9x8gLAirIYDq3wVAqZvH5QsKpgBePOOY5jMljAxmcXrf+d3Y4DVClZm9qgp6y3AaswGDGCmZwrO79yGTGO6OmHFoOoWVKlbPLoRVoTVUGB1845TAZimCnjD29+rwCSP/974B5vw+j/YhK/suz8eWMnsPfXuSn/HahqZ9bOY17P66jCT72Ct2znb8t2qAF6cDcjgG0/wpa7RdCWsCKuhwErA9JYP3KHg9JVvRgNT2Hus/t5ZRbsZGDyoF30guT5AWBFWQ4FVGHB89sUNq+Z/uwgyMgax5AYxjs14jA1hRVgRVvqRIJf88jN9ILE+QFgRVoQVA1RiAxSzpvHImvoZZ8KKsCKsCCvCij6QeB8grAgrwoqBKvGBqp9P3qyT7iyMsCKsCCvCirCiDyTeBwgrwoqwYqBKfKBi1pTurKmf8SWsCCvCirAirOgDifeBVMJKfqKeJX4NXH4p2Oe7VaZt3N+z6ueTHuvw0z59YHg+oGG1e+9+SLmrdAiHj54c6VifcUkVBG78i6YAYTW8G5VBkVqPuw9oWJXLZUiZm5vD8vJytKC1yrVtzhBWQxoQwooBdNwDKK9/ePcAYVUP7DbxhhTvR7obwmp4NyqDIrUedx8grAgrZ2ASVgyg4x5Aef3DuwcIK8IqNliVylUEpYJSuYLSwQqKpQoee/JMpJ8DMSdW6HVOsBhekGBAptZJ8AHCirCKFVZ248VSGdl8EQ+feNILWIQVA2gSAijPYXh+SFgRVjZP+t7u9RhQsin7r7CvjPKxCrK5ghewCKvhBQkGZGqdBB8grOrRlBMsbKz03u4Jq4MBrMoLQKkCVKo1FIollI7VUCoHpXiwhkIpKA/Pv9B3tkVYMYAmIYDyHIbnh4QVYdWbSh1q9IKVPPJr/F0DajWgeqmmYNXYX1/J76thYlMZ9x6/0BewosFqCTvWGz9rv2YPDvA/FiT+PxYQBMMDwShoTVjVgyUzKxsfvbd7wmpfAKviMaBwsIZ8qYpcsYpiudbWeG5XALGJG0u499i5nsDqH1YnsGHNNNbtXGoG58VZ7JhhIBiFAMVzpJ9qHyCsCKs2cPS7oxes5P2U/NVUVlVTWZU8CiwerKr9hRIgpbJQQ7ZQhYBKytqp4sBgdWCzBaqQjErqNH7Gfv0s5ht1BHTbsGNmFuvW6DrNrKyt7Zk9yLTYM9DoQMMlfcHXBwiremRmZlUXIsKiJ6yKJQUqnVFJVpXbVUFhXwAr3ZXATB4Plis1NbV9cLAS2DThEnazzO/c1gIYBa7NJ+pZWJCVmQBqqS9watRdQRu8GtBjoArTnvvoF1F8gLAirDQzIi/7glUtmFhRWaiiXKmifKyKfDGAlbynyu2qqqxqKl+BFPke1tobBpRZLUpG1A1W9cxp0QwaJuA6Hd+GHcrGrCvvxbr1ZfbB9ShBinXpL+IDhBVhFRlS2qAfWE3ckIVdcoXmlHaZdCGPBiWrkhmCMilj7Q2FAT0GNGESdsOHHTcBZa5re4GShlWQTW2Q918CRiPLYoDVenFJXxiMDxBWhJVmT+RlL1jp/zZhL7PbA1jJeyqdUellcd8gYRXMAlQwCX0kFwYjE2C9jq9gpf4oUB4Pdu5nMDcrgx51HGcfIKwIq8iQ0gausJraUlbvsuSRX7OUIaCSSRlrJweVWdVhsma6FSTGbED1jsqYFBH6zsrImFqPS/A8gQ3r96jC6fCEyTjDJO5rJ6wIK82eyEtXWE3myi0z/2RChTz6U2WygLWT+QE9BqwHT/XuSs/mm26ZUCE3mAKQnu1ngEuBSGYD7tzTYbZg0H47wBi04w5cbH/8fIywIqwiQ0obuMLKfizost3/96x8buqwx4Dt7Qms+AiwXRcChZoM0gcIK8JKsyfyMumwanx3SmdN1rL3jdQHrHrOOGTA6q0zNaJGvX2AsCKsIkNKGyQdVv4BoDusgseHzZmB/v31vmHZBzUaVx8grAgrzZ7Iy/TDioFxXAMjrzt5vk9YEVaRIaUNCKvk3dAMshyTtPoAYUVYafZEXhJWDIxpDYy8ruT5diphJf/njyV+DQir5N3QDLIck7T6gIbV7r37IeWu0iEcPnpypGN9JnKKAKgLdrEbZxvCioExrYGR15U839awKpfLkDI3N4fl5eWRCsH2P0wnrIY0fIRV8m5oBlmOSVp9gLCqB3abeEOK9yPdDWHFwJjWwMjrSp5vE1aElTMwCavk3dAMshyTtPoAYUVYEVah/5GdQS+tQY/XNZq+TVgRVoQVYVX/ZeTRDGKEz3iMG2FFWBFWhBVhRR9IvA8QVoTVUGFVLuUhpVTM44knKz1/CqTTf2Qfzn9dH49PrMxMOM6j4AOEFWEVG6wef/whlPYVGqVYyKJ2qahKdaGA3KZJFLbnUNieV8snTp7oG16EFQPsKARYnuPg/JSwIqxig5WAqlYrAbUSarUiirtyark1vxmVY3nkc1PIZydQK2dRO7gWuewUYcXHUYl/HEUADQ5AUbQkrAirWGEloJJS2J5F5VgBtUsFVBfyqB7LorRrCtkbJ1HMr0WlkEHuRsIqys3LuqsTNKn76uhOWBFW8cGqWFCgQq2IQj6LfE7KFHKb6iU7hdyNkyjkAlhlb5gccGYlv0dl/Jy9/ET9os+N1v33rRjEfLSlLf2nuw8QVoRVbLAqaljJe6pqAbVKDpXidc2y6zqVUUlWJWXyDRMxwKoJqPmd25BZP4t550dthBUDaveASn3i04ewIqzig9WufDChoppHbSGHWmUKtdJ1KBRLKOwqIV8oIb+9iFy+iOyWArK5QqywWlmxYDOzBxkj89owY9xoLcf24ID6+XojS9t8ov5uZQk71uv9TTAyaBlaOn84YBv0o6YPEFaEVbywkoxqIYvasSnUyhMBrHaVmn1eA2q1GqqXapjalMdUNt8XsPqbDWjBqQVWS9ix2ciyFJz24IAKrGKn15s3SxvsVlagftpeg0uA5pW5mX1xnYGaPmD6AGFFWDXBEXGt1/8GLBYko8qjdmwyANXB61AtZlRGJV0VS+Wg7CujUq0pUJWPVTA5le0JLBdYdX8MaILNXDcDhr3f3pYsi9mVGWC4bvoP1338gbAirCIiqlm9F6zk+1PynkplVAevQ21fJoDV9iJgZFSVhRrKlSqmbswpUE3eMIXJye6TLfqHlX5EJ8vWbEnBy3gMmGmZgCEgCmybjwdtODXrNB8nElY+AYm2BFonHyCsCKsmfSKu9YZVDrVjOdQEVKXrUN2XQWVXRvdc/5UAACAASURBVL2jkkd/ZmYl77FK5UrwPqtYwuTE2q7ZVf+w6gAPeezX8sjOBpEOGuZ+c12O29vahstOAYf76RuuPkBYEVYREdWs3hNWeQFVMC1dz/iTpUymkHdUOqMqH6sqUJUOViBFwDVsWAVZVhjYggkUQXbVDqeWd1acSMAv9NIHYvMBwoqwatIn4lovWD3xxAn1/Sr5zxTZqUlMTU4oCMmsP3lHpWYFyszAkBI7rFbMWXzTWLdzFhsajwEFSs3Hh+t2LjVuwMajQz2pQmVXzbqt2Ro/Rbt+iqYdfcf2AcKKsIqIqGb1XrDq9E9oZdafwKhX6WQv+/t7DMgb3r7huU2fGFUfIKwIqyZ9Iq65wqobhPo91g+smpMejMynnjGN6g3L8yZsxtUHCCvCKiKimtWTDqtxval53QRaGn0glbCqnL4Ilvg1IKwYFNMYFHlNyfRrDavde/dDyl2lQzh89ORIx/pM87N//2sCN/5FU4CwSuZNzWDLcUmjD2hYlctlSJmbm8Py8nK0oLXKtW3OEFZDGhDCikExjUGR15RMvyas6oHdJt6Q4v1Id0NYJfOmZrDluKTRBwgrwsoZmIQVg2IagyKvKZl+TVgRVoQV/+tA40vPDNTJDNQclxUQVoQVYUVYEVb0gcT7AGFFWBFWDFSJD1TMLJjxEVaEFWFFWBFW9IHE+wBhRVgRVgxUiQ9UzKyYWRFWhBVhRVgRVvSBxPsAYUVYEVYMVIkPVMysmFkRVoQVYUVYEVb0gcT7AGFFWBFWDFSJD1TMrJhZEVaEFWGVSlgFv3a8YaZXkJN627BjsVc9HicwV9cHCCvCKsWwav15+ox3UPYM7IuzWFf/8Uf1w5CbTyQgo/G8plSCfnWDMqEYrj9hRVilHFbNrGF+5zZk1s9i3jnAegR2BarmuUhAmt85iwPO5xJ+Q0cPdB7XtOrnPigN2E50vxm+ZoQVYTU2sFpZsQLzzB6oDKee7bQ8Mms5tgcHOmZFS9ixfrreTiuMWgKA2HcEZf28ZszMa48Fsu79HNisz2Ea63Yuof9rtTQhgBKQ7Q4fBC2+mlAfIKwIqzGF1RJ2bDayLAUnDQgJ4HrdDBztgV1BQj/O6wqkOmxCgSXtTrdkfXYW2K2f1rpLODBjw6rXtXaBbEID1ygEV56jee/4rxNWhNXYwKo1qNs3jwkic92sZ++3twVI3QO/OgcLTG1ZkAKE2ba5Ludj9mMf0+fbab8cN4+Z69qWS4ImeT5AWBFWKYdV8/FYxsqWGuBoTHowQSNBPLBtPh60A3uzTvNxotlG5xs+6Ftnb3a7YmcDybwOWdf9iK1ux+yvtc3O19paj0Ha1JDrSfIHwoqwSjmsdFC3Ao889mt5JNcpaJv7zXVpz962+uj6CC14LBiAMKwd2achFHZc99XpmLG/67Ua9bqer+6PyyQF8HE6F8KKsCKs1My8bUa2Ygbk7lBpeZfULdjP7KlPfNBtm5CQ9Wlk9LuvlRXY7drbZpBqPRbyzsqCVZBlaYjb59Frvz5/Ls0x4Hr8/kBYEVbjCSv1mK35aG3dzlnjy7F1eNQfAwaz64KbsfE4rQGW1rqt2Zp5AwfQaz4unEbb48WdxuzElqxP2unWT2vb7dla6/H2a+0FKBNo5jVxnZAang+kElaV0xfBEr8GW7duVT81/fyVKxh2OXLkiOo7HcGCMEjHOA4vcI+jXhpWu/fuh5S7Sodw+OjJkY71GZdUQeDGv2gKEFb9Byczo7LX/d599X8O4xjgeM3p8Q8Nq3K5DClzc3NYXl6OFrRWubbNGcJqSANCWA0qEDCzIlQG5UvpbYewqgd2m3hDivcj3Q1hld7AQHhwbJPmA4QVYeUMTMKKAS1pAY3nk16fJKwIK8Kq25RzHuP/yqMPJMIHCCvCirBiMEpEMGJWlN6saBBjS1gRVoQVYUVY0QcS7wOEFWGVWljJd7FYqAF9IB0+QFgRVqmFlTg3CzWgD6THB2RSF79nxS8FR4YWZwPyHcMg3kWwDfpRPz7AzIqZVWRIaQPCikGmnyDDOvSTQfgAYUVYafZEXhJWDEKDCEJsg37Ujw8QVoRVZEhpA8KKQaafIMM69JNB+ABhRVhp9kReElYMQoMIQmyDftSPDxBWhFVkSGkDwopBpp8gwzr0k0H4AGFFWGn2RF4SVgxCgwhCbIN+1I8PEFaEVWRIaQPCikGmnyDDOvSTQfgAYUVYafZEXhJWDEKDCEJsg37Ujw8QVoRVZEhpA8KKQaafIMM69JNB+ABhRVhp9kReJh9W8gu8e3BgaP+klL/4O4igxDYItzAfIKwIq8iQ0gaElR1UCKuwIMN9tp9w28UnCCvCSrMn8nK0YFUHycws1q2ZRmbNNDbMGEFjZo/aJ/szLdnYEnasD+pn1mzDjkVt095eYFuvu/lE4n9ywSVg0EaPP5fD9gXCirCKDCltMHqwmkZm/Szm5bGggpN+RCjg0eutQejA5mlkNHgWZ7FO26+IjdGeetRYB1gDaK1tDfvmZn/UP00+kEpYVU5fBEv8GowerEIyIwWWTpCx90uWpduwj0lgDNvHgJmmgMlrWT1/1rDavXc/pNxVOoTDR0+OdKzP6E/+UZYCN/5FUyA9sNKgsR8PCnz0I0C9JKwYsFcvYI+z9hpW/D0rwioaqQCkC1Y6AJnZkbmuj+tl2LGwfbo+l+McaHnt/v5PWNVDNDOryKxKKayCCRV68kXLO6uWKfBhYLL3mdud1v1vYgZCajgOPkBYEVbRKVW3SE9mJSDRj/mmsW7nkjGTr/VYY4JGh/dT8zu3BbMK1aSMToAy9zPQjkOg5TX6+zlhRVilGFb+NwiDDDWkDyTDBwgrwiq1sDK/98SAk4yAw3HgOLj6AGFFWKUWVq43Be0YUOkDyfMBwoqwIqxaJk4k7yZl4OSY0AdWQFgRVoQVYWVMKCEYCIZk+gBhRVgRVoQVYUUfSLwPEFaEFWHFQJX4QMVsJ5nZzjDHhbAirAgrwoqwog8k3gcIK8KKsGKgSnygGuYnePaVzCyOsCKsCCvCirCiDyTeBwgrwoqwYqBKfKBitpPMbGeY40JYEVaEFWFFWNEHEu8DhBVhRVgxUCU+UA3zEzz7SmYWR1gRVoQVYUVY0QcS7wOEFWFFWDFQJT5QMdtJZrYzzHEhrAgrwoqwIqzoA4n3AcKKsCKsGKgSH6iG+QmefSUziyOsCCvCqiOs+Iu+DNzJDNzjOC6EFWGVYlhZP0mvfrp+G3Ys9huA+oVVv/X67Zf1xjEY85q7+30qYVU5fREs8WuwdetW9Rszz1+5gmGXI0eOqL673+AhEJnZA/kF4Q0z3W+MoN0Q+9AsrN96/fTJOt3HlPqMqz4aVrv37oeUu0qHcPjoyZGO9RmXVEHgxr9oCowkrAQ2Aqz1s5hvgGcJO9ZPK4hl1piZlw2hkHqLs1inMra6/eYT9fc/IXUb/THgjmvA5XW7+76GVblchpS5uTksLy9HC1qrXNvmDGE1pAEZWVittELowOZpZDRkBD4NkLnVk4DUuU33m5WBjtqNsw8QVvXAbhNvSPF+pLtJB6xagbSyIhmRzq7MY+a6BM1O9eRYt7oMuOMccHnt7v5PWBFWzsAcbVjtwQH1WE7Aoh8B6mUnWOnjehlWT8NK19FLXdf9ZmWgo3bj7AOEFWE1drCa37mt+divLQsyA6KZIZnrZh1Zt4/Z23Z9bo9z0OW1u/k/YUVYjRWsFKhaJlFY75daJkG0QqflPVSXehKM+qtrtm+uu93MDILULc0+QFgRVimHlX4MV182Jk+YgU1AYdRr1LEB0qneCgIIGhM1VLbVq02zfXPdPDeupzkA89r692/CirBKMaz6vxEYNKgVfSDZPkBYEVaphZV8+bdXYYBKdoDi+HB8tA8QVoRVamGlnZxLBjz6wOj7AGFFWBFWLZMlRv+mZmDmGKbRBwgrwoqwIqz4EyH0gcT7AGFFWBFWDFSJD1RpzBR4TdEyYMKKsCKsCCvCij6QeB8grAgrwoqBKvGBillItCwkjXoRVoQVYUVYEVb0gcT7AGFFWBFWDFSJD1RpzBR4TdGyRcKKsCKsCCvCij6QeB8grAgrwoqBKvGBillItCwkjXoRVoQVYUVYEVb0gcT7AGFFWBFWDFSJD1RpzBR4TdGyRcKKsCKsCCvCij6QeB8grAgrwoqBKvGBillItCwkjXqlElaV0xfBEr8GW7duhTjQ81euDL0cOXJE9Z3Gm5LXxMBMH2j3AQ2r3Xv3Q8pdpUM4fPTkSMf6jEuqIHDjXzQFRh9W/HVeBsX2oEhNkqmJhlW5XIaUubk5LC8vRwtaq1zb5gxhNaQBGR1YLWHHevOHGPfggHr0N2xYdToPn+AwqGsYVDs+10JbgrKzDxBW9cBuE29I8X6kuxkNWEkQnsa6nUvN9zKLs9gxIzfFMAN0t/PofIP2Dl6DuoZBteNzLbTtPd7jqxFhRVg5A3MUYHVgswWqlskUdoA2M59t2LFoBIaZPcisaWZnGxTs5Hi9jZlZrJPj62cx39JH0Eb382jWafTR0o7Vx5ppqP4X633q89p8og7kTtcRsZ2Wa9bZqKFJyHUy2FKfuHyAsCKsUgwrCc7dgmw9eNehJEDJ6IAvIGgAYwk7NhsQUkFctyttdIZUcOP2Oo8VzO/c1gK6lnNRQDT6aOu/Fawtti3XYZ1r13Z6n3NcQYntEnhhPkBYEVbphZXKPDRUwgKABGQd6M11qSvZiT5m25p1zXW7Xn070nnoNqRdfe52H+a2uS629rZ5HfYxc9tcD2tHnxeXYYGU++L3C8KKsEovrFTg1gE/7GYyA7SsNx/zBY/jmrBSmU/LcX3MbCOsD9kndXqdh33cbNdc1+116l/qdrqOKO3ofoK2mo89O10j9xNY8foAYUVYpRhWwbubzoHWDN7munXTyeOyxiNBOWbWNdctu8Y7nSjnoduQdjXA7D7MbXPdPjfdll52q2sf0za92jTrcZ3Ais8HCCvCKsWwWsGKei9Tn5Cg4dFhNmDLux5dV5YWrIIsq1Nm0+Fm7XoeK1B9G0BsPRcbJOa2uR703Wprno9d19w2100bWe8FW7s+twmtwfsAYUVYpRtWAhv1zsh4NNaAgh2gZTusXhCs9Uy9dTtnu7zr6nKTdjyPwEZBRvffOEc5FnaeGpb1yRlipyeHqPph1xGlnVYtWqb+myDnevMrEdQiVi0IK8Iq/bBiEIk1iDCL6PIBhb43MN8jrAgrwirhAUVndGFLgoKgGBcfIKwIK8Iq4bAal2DE6yR4u/kAYUVYEVaE1cAe1XQLNjxGGPn4AGFFWBFWhBVhRR9IvA8QVoQVYcVAlfhA5fOJnLbpyOgIK8KKsCKsCCv6QOJ9gLAirAgrBqrEBypmR+nIjnzGkbAirFILqyNHjoCFGtAH0uEDhBVhlVpYiXOzUAP6QHp8QH5Djz9rf/qic9AeV8NR+PFFn8cOtOWjJ/pAcnyAmRUzK2fWElbJuZEZVDkWafcBwoqwIqw4wYITLOgDifeBVMKqcvoiWOLXgJkVP82n/dM8ry85Pq5htXvvfki5q3QIh4+eHOlYn3FJFQRu/IumAGGVnBuZQZVjkXYf0LDiBAvCKhqpABBWDJBpD5C8vuT4OGFVD9HMrCKzirDie47Ev+cgbJIDG9+xIKwIq+iUqlsws0pPIPANJLSnL8TtA4QVYUVYMUNihkQfSLwPEFaE1RjC6gQ2rJnGhhn5NCzr27BjkZ+M4/5kzPbH28c+8MkjXkAkrAirFMMqgJL5c/Drdi5ZN4wJK3N9vAMLwcLxH7QPCKze+d6d1v3Xv86EFWGVclj1yppMQJnr/d9Eg76p2R61T6MPaFi99R0fdgIWYUVYjSGsTCjV12dmsW7NNBpZ2OYT9RtqCTvW6/0m+Cy79bOY53sPpyCUxsDMa2r/wGHCavItfxbZVwgrwoqwaryzMiEW3GwHNk8jo8G1OIt1DShJ3WlkGtvtNycDFjWhDzR9gLCC+m8bZsDlf7Aw1YhxPflT1+tAMTKm9kkVJqDMdbnJ7G3JsnR2ZR9r3pQMUNSCPtDuAyasXPRhZlUP5vxScHSqjQasNFzMm8cETad1qS/H9CNAvdTtmXZm21x3CUS0Sb/faFi5jjVhRVhFp1TdYjxgpeFkBxPCyjXo0M72pfHYFlj5jD1hRVgRVv2+s2qZQEFY+QQe2o4HoAY5zoQVYUVYNWC1gvmd24IZgXpShf0osDGhgrAaZCBiW4RXLx8grAirFMOKAaBXAOBx+sio+ABhRVgRVi2P95rBq/Gdq7ZJFtNez95HJTjwPJu+QC1WXwvCirAirDrAigFq9QMUx4BjoH2AsCKsCCvCipkifSDxPkBYEVaEFQNV4gOV/nTN5fhmWoQVYUVYEVaEFX0g8T5AWBFWhBUDVeIDFTOq8c2o9NgTVoQVYUVYEVb0gcT7QCphJf/njyV+DZL/75b4aVR/KuWSvjDqPqBhtXvvfki5q3QIh4+eHOlYz/+67pwrRTMkrBgARz0A8vxHx4c1rMrlMqTMzc1heXk5WtBa5dr2P0wnrIY0IITV6NzoDMocq1H3AcKqHtht4g0p3o90N4QVA+CoB0Ce/+j4MGFFWDkDk7AanRudQZljNeo+QFgRVoQVZ4IlfibYqAdanr//hwXCirAirAgrwoo+kHgfIKwIK8KKgSrxgYqZiX9mMuoaElaEFWFFWBFW9IHE+wBhRVgRVgxUiQ9Uo54V8PxX8IFPHvHyM8KKsEo3rBZnsc788cTGz9W7PFbhT9kz6Lr4DW3EbwRW73zvTmdgEVaEVXphpUC1DTsWm8FifucsDjhnUoQVYdX0JWoRTQsNq7e+48NOwCKsCKt0w2r9LOa7wOnA5mk0fr6+pW4dTDNWZqazNK8MLdpNzqBIvdLgAyasJt/yZ5GBRVgRVumF1coSdqyfRqYFQs3AN79zW8sxBa4GhARWti0zqzQETV5D8x4YphaEFdQ/3TUDLv83oKlGjOuj8h8sFJT6Ao/AaE/9MWEYmML2rc6NP8wgw744xoPwARNWLu0xs6oHc/5vwOhUGxVY6RsjgJYJI72ug5EJI3M97Ljex6XWl0v6Qjcf0LDqVqfbMcKKsIpOqbrFqMFqpf5YcMOMBJVOMNIA63S8dcJGt5uLxxi86QNNHxBY+ehBWBFW6YXVzB6s27lk3CCtAFLvqIz3We3vrGwwtdr73Hi0bQYxakEt+vEBwoqwSi+s9AQLPYNvzTSCrKoZHHrOBjSmvcsN1Xj/1ZiI0WyrnxuOdagXfcDNBwgrwirFsHK7KRhMqBt9IHk+QFgRVmMJq8Z3q4ysy9zHYJW8YMUxGe8xIawIq7GEFQPfeAc+jv/ojT9hRVgRVl3+wwWD2ugFNY5ZOseMsCKsCCvCypgxmc5AR4CN/rimElbyBV+W+DUYve9Zjf4Ny6DLMRxXH9Cw2r13P6TcVTqEw0dPjnSs579bcs6VohkSVgyc4xo4ed3D930Nq3K5DClzc3NYXl6OFrRWubb9n5IIqyENCGE1/BuWQZKaj6sPEFb1wG4Tb0jxfqS7STqsjhw5AhZqQB9Ihw8QVoSVMzCTDitxbhZqQB9Ijw9IzOFjwNMXnYP2uBomHVbj+riE181HhWn0AWZWzKycWUtYMSimMSjympLp14QVYUVY8XtW/J4VfSDxPkBYEVaEFQNV4gMVs51kZjvDHBfCirAirAgrwoo+kHgfIKwIK8KKgSrxgWqYn+DZVzKzOMKKsIoNVj87+jdYXvgcfvn8HaiW1uKXz38RyxfuxNKJL+D5K1e8inx3RpyXgSWZgYXjwnEZtA8QVoRVbLD6xYU7UT04AdQKqJazwfLgBJbP3ekFKgEdYcVgOOhgyPaS7VOEFWEVG6wkoxJQ4VoZtUsltZTt2kIe5X15lIpBKe7KoVgISmF7DlJ6ZV6EVbIDCwM/x2fQPkBYEVaxwaq6by2q5akAVKippWxLtlWrFVG7JKWAWlVKPigLeWRvmOwJLMKKwXDQwZDtJdunCCvCKjZYdcqscCnfEVTlg1kFKwFWt+yqP1idwIY1e3BgaBMopL9t2LHY66Zfwo7108is0WWY59jr3KIc7/d6o7TJuoRmuA8QVoRVbLBqvLO6lEf1WPOdVa2aa82oFvLq0aB6PFgSWE0oYKUTVhLgp7Fu51JzcsjiLHbMhN+gyQ5chFWyx2cUfarzORNWhFVssPrZI38fQEpgVZ6EyqiqObXPfOwnkKot5FCt5FDel8XUpMBqYsCZVT2wzsxiXT2j2WACYmZPh0zHzILMrKm9vWamNI3M5hNNGBmZ3YHNFqiMYzrwSZ1GW+tnMd+o096nugbj3JvXFKWuBIj+r1P1sdjUUZ1rh+vV18Rl5yBMbfrThrAirGKDlWRG5YMF1Gql1kxK3k81sqkAUgIqyb5KxSkFKwHWYDMrCd7TyOjgrwK8fvwmx/R6642jwKEDsQRobb9itaeAUgdEx8eAnfvRAWt+57bmOa6soKV/u08NKX1+bddkX68B0Za6Vj/drrPFrtf1tmqpr5FL6uLiA4QVYRUvrEr191N6EkUDUnmVSQWQyqmp7ZWDWZR2TWLyDRMKWIOHVUhmpMDSKeja+yX70G3YxyQAhe0zApPKRsKhGNy8YfayT9vYx7ttdztmn6tdt9t1mnXNdeM6G5kg97kEZdqE+w1hRVgNCVYh2dSxJqRkunp+Sxa57BSmbphQwBoerHTwDh6/tT5KMx7JqceHHrBSMNPgCbshJfjbx00gmOv6nPX52NtR6/Z7nWa75nrY9XAfwTM4HyCsCKt4YbVPpqQH361qvJsSSB3LolLOonJwCpXSlAKVZFmSVeVzE5icWBvDY8BOgd28ocwAbK6bdWQ97FjYPtMueC/UhKF5rFubGmB2+922ux2z+7LrmudlHzO3zXXThuuE1OB9gLAirGKFlXzxV2AlU9LLpayaQCHvpVTZNYliYRLF7RMqoxJQFbZMoJifwMTrVgtWrUBpfWdk3oBhgTpsn2mzgpX6e6YWYBmzAVV/jfdi1rukNkDa/Znb5rqcQ/ft/q/TbMdct66TjwJDJ9gQYu5+QlgRVrHDKpcVGE0gd+MEslPBTD+Z7SeTKKSod1Q3TCC/KYBVYctaTKwdJqwk6DYfg7VMK1dBvnmsMUGjLfgHN6GaICFt6UkPYUHbnklnwEmCmQKHPp+WYzYcum13O9YJXv1cZ2u7fV1vmAbcR5hF9IFUwqpy+iJY4teg318KluyqH2DJoz/JqARUa3/rugE8BnT/FMdPwNSOPpAsH9Cw2r13P6TcVTqEw0dPjnSsz7ikCgI3/kVToF9YdZso4Xqsv/9gkaybzTf4Nb57pbOuLkvfvmifLt9Jw3hqWJXLZUiZm5vD8vJytKC1yrVtzhBWQxoQwooBLQ1BkNcwGn5MWNUDu028IcX7ke6GsBqNm5zBmOOUBh8grAgrZ2ASVgyCaQiCvIbR8GPCirAirCLOSmJwG43gxnFK1zgRVoQVYUVYcRo1fSDxPkBYEVaEFQNV4gMVs6R0ZUku40lYEVaphZVMb2ehBvSBdPgAYUVYpRZW4tws1IA+kB4fkEld/J4VvxQcGVp6NqCk9GdPfJWFGtAH6AOx+IDEGGZWzKwiQ0obaFgtPvrP+NUvrwD4FQs1oA/QBwbqAxJbJMYQVoSVZk/kpYbV6aNfBrACvLYEvHYReO054NeXgF8/71heAH7tUl4Efj3ssgz8epjlMvBrh/IflwGWwWvgMhbKZpg+I30N+76Q/lzuYbGRuHEpiCOvPatii8QYwoqwigwpbaBhdfLBLwL/cQ1YeRr41XngV1XgVxeA137mWAR6LkVA6VqeBeTGiFyeq99Uw1rKTcwy+hoMy190Py6+rW1c7ymXe1hsfhbEDxVHzqvYIjGGsCKsNHsiLzWs5n78OeA/XgV+eQr45TzwywXgl2eAlaccy9MB+AR+kco5YMW1nAdWXEoVWHEpzwArQyy/egZwLhfqwSPNS0d9hjmGqi8XXxMbF9/WNq73VNT7V9d/KogfKo6cVrFFYgxhRVhFhpQ20LA6ce824Ne/AF59FHj1MeDfHwf+fQ749yfdyrWTgFOZB665ltPANZeyAFxzKYvANZdyFrjmUH55FnAuEjxGofhc45l6gIy4vHYGcCouYy82Lr7ma+N6T50CrjkUFTckfkgceUzFFokxhBVhpdkTealh9cgPPw289hLwi8PALx4EXjkCvHIMeOWRtvLsU7M49pOvo7SvgFKxgKKUXXkUC3kUtudx9MffQPFgEcVyCXjleMRyAnjFsbxaAYZa5oBXXcoTwKsu5Ung1VEpJ4FXXcpqXJ/LWIiNy9iLjaufPg686lhc76lXHgOcyqPAK0eDOPKLh1RskRhDWBFWkSGlDTSsjn0/D7x2FXjpIPDSvcBLh4CXfgy8dLhRnjj2TQWoYn6tWtaq8nP39bKQQ62SRaWUVcASUBUrBeClByOWh4CXHMvLDwNO5Sjwsks5BrzsUn4KvOxSHgFeHnY5DrzsUh4FXnYpw74+6c9lLMTGZex9bFz9W+yOuJXI96++3yVuSPyQOHKvii0SYwgrwkqzJ/IyCqwkkzJBlbtxMoBVHVS1Y1OolSdROziB/L4c8uVsRFCJozuCSuycQCU3sguoxMY18LgGx9UI5C6gEhsXUInNalyj63i4jr+rHWEVOcDFYGD/FBV/fDEGkcOa1LA68r1PACsvAFe/B1z9PnD1HuDqD1A8WGmWUqmRUeWyUwpUCliVLDSoqqW1qBTXIrcri9zBKeDqjyKW+4CrjqV2P+BUfgLUXEoZqLmUw0CtU/kWNq75WxQqctxc71S/z/0/fwAYhVJ7AHAufWrRUfuo9i5jLzYuviY2h9yL6z0V+f7V9/uMih+4egC4WlKxRWIMM6t6FLaJFxacua9VAQ2rB+/6GPDLZ4HL3wQufwu4/G3gxD0qewAAIABJREFU8ncUqMSiulBpAVW1kocCViWLXHYS1dIEKrvWorR9LXJTa5HdPoVsaQq48v2I5QBwxSy7sdH66fc3fn6fVUfX/yFwxaXMAleilD3YuObjKDx+ELjSrexH4Q+m0fwp+22YUfV/BFzpVIr1tuW4uS7b965CuQ+4MsyyGtfYaSx67Y/iM2bdGeCKQ7n8A8C53ANcdikl4LJL+R5weX89juxTsUViDGFVj7+EVSuI+tnqCatSRTUjjwA1oMoHSwpU1bKAako99pt43XWYnLgOsvzsx96ByS2TyO4bFKxuQ+FxDaRuSxdQiY0ZSPpZ7wdWApppvPHz+5tAe/yfUPiewK1bEDQBZa4TVvHButt4dDvWj6+E1XEAlcDNGVQCORdQiY0LqMSGsOoafwmrrvKEHtSwOrzvVuCXPwNe3A0sF4HlvcCL30CxVFZ2tUtV5LdkUa1WUQNQOVZWoKrsm8DkG9aiWCxh4oYs8OK/qfKdg7dhKj8JvPjtiOU7wItm+Qo2rvkYCsfNfc31mb8yMpc3fxFnX/weoMpXA7vvfBFvlMxMHbP2rZnGxu98D/jOPzSyn43fKQEv1ouxX7Ijdex4IWhPZ3t/tRt48UBbkfN642f3te1v1t2Hwpv1ud+GwnHdhmSSettcPwB8Z2vjPDNrtmLmxXuAvssPgReHWX4AvDjsEkUPs+73gReHWe4GXnQp2rddlvuBF11K1PtX15c48A3gxa8DL+5RsUViDDOrehgmrEJ51HWnhlX5W38DvPRTYH4dMP9mYP5twKl3KFgJnNrKNaCsgDWJSrWGcqUWwOrUnwOq/CVefvwm4NRfRix/BZwyy/uxcc1mFH5k7gvWz35yMzK/99c4W68/c9M0Mjf9NTD/fmD+r4PHh793M86q7ZB9u28Ogv9NN6v62L0ZmTWbMTMvbdyMwk2bcVat/zXsY+qc7hW7sLJZnfNM6LGbgdPTCM51Wq3j3mm88U3TOHs62JaMrHBv+PrM6Q8CTiUHnHYoCx8CXIpLX8qmrkldC9Gq7zK/GXAqYWPYz74PAPMO5dT7AaeyETjlWt4LnHIoJ28CXMqpG4FT/w9w6g+BU29SsUViTCphJeBhiV8DJ1hdA6o1oHqp1gBV6Vg7rKKDSsBmQ0lgpTOQYLnxa1InBGIKUDdjpgGrzSjcK5DSRQBm7tPbAqcAUMFxvW0ub67bmvU6BLR7N+ONCnodjp+eVtekgSTBuPCmzoDS9QKIEVYd4eUEKgFch3Hqud8BVAI3J1AJ4FxBJXYOoBIbF1CJTQ9Y7d67H1LuKh3C4aMnRzrWczZg13xocAdbYXUMmH8jMP8HwPx/BebfieK+ssqqivtK6lFf7RpQKJZQ2NVaiuVqkFnN3wSo8j5g3qVosOilBore1kvZr8Gk90lGI0Ffgo+5roORvU9vNz+9m1nN2XwrJOVRYL/gkHY6ZkELuTYAZ9Z8EIX7bgHUsbB1OXZLw27jnR8GFiKUxY8ATuWjwKJDccnGlE1wnXKtkYtTxinwb45/pHVnOJofgqKsbwLmHcup9wFOJQuccil/BsxPAfN/CMz/HvDSMaQ2s3IJx3wMGF21JqxuBV56GDj9e8Dp9cDptwPzNzZgpR4DdsioBFTFg3VYnX4PIMX1pjotj8nMooFi7pP1sP0fVMFcQyIsE7H3Bdu3AKelCEQ+iMK9twC7P4jMm3I4q/Zbx3S9+zrB4kMqU+oIlMUPB/0cCoOAecxcl7q31stHsHFNDoVDeruf5RZg0aGc+RjgUhrn2s+5mXXCNOlzXxR4t9QdkUedPTM9/aEsbOkIufn3Ak7lvwPzfwLM/xFw+v9WsaX8Lb6zakRowqohRd8r/cJKMiyZRCGP/sIyq0Jp2LC6OXjv86bNOFuHW/AeqPmYzAaTvOux9/ULq7P5D0JlPwKynrD6MHBnTr0PawHWfbegIBnR4kcxk51GJhust2YuJqDMdRNWH63DUIK8Ca5O61LPAVRi4wIqsSGsurwjdM3kwiDU7z7Cqu+g2KOizRk+Buwh2KAOa1gd/vaWemY1CZy+ATj9p8DCX6AgjwF7ZFQCqsK+OqwWNgKqbAYWXIr9+Kee7ahHZPaxWwJg6Xdab/oQzjYeWdmBXoK9vU9v60D+0XrGItt/o4CgvyP1xrzUlWwmqHs2H8Aok/1o54B+/0daZw6+6SM4q4L/x4EztzYe6ak+3vRRnD2j9+dQuD9svflY8o1/dxtw9m+Bs1uwcc0tKPy427oc+5RjyQNnXcongbMO5cwnAOdyG3DGoSwKXF2KmRFGWF/4KOBU2v2/70elro86T28CnEoWOP1O4PTbgNNvVrFFYkwqJ1i4BGObeC5tjJuNhtUD37kt+HdFi+uBxf8KLP43YPEvUSiW1bsomZbeT8HizVDlzEcApyKf5h3L2U8ALuWpTwFO5e+ApxzK058GnMo/Ak87lnNbAaeyDTjnUFzP00mXup4uY6FsHMdffViQDwJRy8eBsw7F9b5Qdo734+IHAaeyEVj878DiFLDwFhVbJMYQVnXCEFbRUdsLVg34aAj1u3QCldxQraDSmY29tOupbRdQiY0TqCTAOYBKbJwDsiOoBBxOoBLAOYBKbAirLhBzAJXAzbo3om0TVtGjY7iFzRk+BgzXaeB7Nawe/N7fAr84Apz5Y+DMnwBn/wI4+37gqQ87ltuApxzK03nAufwD8LRDcQ3k57cDTuWzwHmX8nngvGOp7gCcyheAqkv5PFB1KOc/BziXzwDnHYorkM/JhwCH4vphxflDlXyw+rhbOftRwKlsBs78JXDmncCZt6nYIjGGmVU9hNvEG3hkT2GDGlYPf//vg9+eOft24Kl3AU+9D3j6FuDcx93K+U8DTsUVANvdgqMKqC7B+AvAMwXHshN4xqFc+CfAudwOXHAp/wxccCmO5/rMlwHn8iXgGYdS/SLgVBw/ADjD2OPeOPdpwKn8LXDOoTz9UeDp99c/9P6Jii0SYwgrwsoZoxpWjxz8LPBqGXj6HcC5dwPn/hqobgGqn3YrFz4HOJUvAhccy8++DDiVfwZ+5lCWdgFO5V+AJYdy8Q7AuXwNuOhSdgMXXYrjubro0rBxHA+XsVc2twM/cygXvgw4Fcf7Qu6nZz7rWP4ReMahnP8EcD4HnHsv8NSNKrZIjCGsCCtvWJ0o7wJe/RFw7l3A+fcC1VuAZz4FXPiMW1n6EuBU/hlYciwX/wVwKi5B/GvAs3c6liLwrEv5OvCsY3luL+BU/hV4zqG4nqeTLlpLx/FwgrEA3BXIXwWWXIrjfSH308++5FacPnB+DnhGPuTeCpx/P3DuL1RskRhDWBFW3rB68ti/4VX557XXfshCDegD9IGB+oDEFokxhBVh5Q2rlZUVnK7cw0IN6AP0gVh8QGIMYUVYecPq+StXMOxy5MgR5bzixCzUgD6Qfh8grAgrworAI/DpA4n3AcKKsCKsGKgSH6iYOaU/c+o1xoQVYUVYEVaEFX0g8T5AWBFWhBUDVeIDVa9P3Tye/syLsCKsCCvCirCiDyTeBwgrwoqwYqBKfKBi5pT+zKnXGBNWhBVhRVgRVvSBxPsAYUVYEVYMVIkPVL0+dfN4+jMvwoqwGlNYncCGNdPYMNPtJpc627BjsVsdHusfFEnUsx8/4Bj3P8bxaUVYEVYphlUQiJo/vhgVPP0GV7ufaazbubQK2Ur7eWQSBdt+9Ywj4Pn07WMbx7WMZ5uphJX8NhVL/BronwgZ9r9akv76+3dLrUFmfuc2ZNbPYr7vx36t9p0/XfZbL+4gE3IeM3sgsO6eQcZ9Xrr9kPPreyx0G65Ln759bF3Pl3b2/aZhtXvvfki5q3QIh4+eHOlYz18Kds6VohmOGqxWVsygY64HgeHA5mkV2CW4B5lRa53g+B4caAuwrfWaN1l9/8ws1q2ZbgGl2VcrQC0bDZo6dLqDp8N5iG0D0lb7jf0riHJOmTVhOrQHWLPNdTtn2x6rmseb5xicSxOw1nUtzmLd5hNojKfWV2vVNj5yXlYbjTrWfkNndY3Sl4ydLqrf9utsjjmPxaWFhlW5XIaUubk5LC8vRwtaq1zb/pFfwmpIA5ImWLVmXUs4MCOP8ZqBTB3vGKia9VpvVNnfCik53tpXHRKNti0bHTz1cbXdCRTdzkM/ArXarwftSOcUcg2t1x0EbLtNtW08lrSPK3CZ16nXF2exYf22xqNVsWt+mDD0HYg2Ydp20pVgChv3uPYRVvXAbhNvSPF+pLsZNVi1BkczAJnrZgCq79+5BxkdOBufyO16xqfvxif8sHY77dNB0j7ea9s+Dw2lTvvt9qRep32dzsm2Efvm9QcZUac29fl1Ol7vUzKaetYn47Zhp86mBO6d2ghrU+vQ6Zi531zXdva1mvu5HheYwtolrAgrZ2COBqyaQbT10ZUZmGRdB2YzAMl+sQ87ZtfTAbTX/rC+7HMx2zKPSdv2dq/+tI2+hjB72aeP6/bMeua6Pr6EHevN89T79bKfNrv1qduXpdTT7eml9GOfl72tzyWsrj5m28h24DMdH0OGfmDR7XEZBppB7COsCKuUw6pTQDWDlLluBpv6fvVOxA6sIfXapriHtdtpn27fPt5ru/d5qIyykRna7Yl9p32dzknb6OPmOej1Tm3q8eh0vNmmPBbcMHMCG+rnrjIqGYuO1xLWZrfz0dehz0nXtfd3a9e04fogoNSpDcKKsCKsVuz3Ru3vrFa834c0A5l6N2NPbOg7AHcLnO3HFKiM90ThYKpff9dzmm55FNryfqlDpmHXUdvGuXTXYQWi+TrjXVUwBubMRvt67e2m5p2uu/N+yeh0X3a75nandbNvrncCUJT9hBVhRVipYBsEJz3rK+y9SxD4dQAzA5AZsPrZX4eDfs9jQKI9eNpt29t2f+ZjT2PyQQMone0DmNTtw85J3t2FnrN5Dua6rWl73537lHas+mpmnpkFWcft+o1r1m21atOcpKHblPaadczvyumxD95dmv12Wjd14HoUKHWqS1gRVimGFYNEpxs/2n4zIFPTaNpRr0HpRVgRVoRVyyfwZnBpZBHGp23ZN6ibb3TaIaxGZ6ya/pu2cyasCCvCqgOs0nazu18PYeWuXXrhMWxNCCvCirAirMYwWyREhg0b3/4IK8KKsCKsCCv6QOJ9gLAirAgrBqrEByrfT+W0H/1MkrAirAgrwoqwog8k3gcIK8KKsGKgSnygYmY0+pmR7xgSVoQVYUVYEVb0gcT7AGFFWBFWDFSJD1S+n8ppP/qZGWFFWBFWhBVhRR9IvA8QVoQVYcVAlfhAxcxo9DMj3zEkrAgrwoqwIqzoA4n3AcKKsCKsGKgSH6h8P5XTfvQzM8KKsCKsCCvCij6QeB8grAgrwoqBKvGBipnR6GdGvmOYSlhVTl8ES/wabN26FeJAz1+5MvRy5MgR1bfvDUB7BkH6wGj4gIbV7r37IeWu0iEcPnpypGN9xiVVELjxL5oChNVo3OQMxhynNPiAhlW5XIaUubk5LC8vRwtaq1zb5gxhNaQBST6s5HeYwn7aXYLXKP1GU/06Wn4EUv8UOwNxGgIxr6G3HxNW9cBuE29I8X6kuxkZWK2ZxrqdS9Z7mVGDlQWnmT3IrNmDA3zfZo1r76BHMIymRoQVYeUMzNGAlQT5IDPZMGPepBasVPCfhv4p+2bder2ZWayrZzbqmFG/WVfaX8KO9bodCzA2WIw2pN/Wdrqcq2rH8/yNczmwWZ+vQH0WG9aY5x3heow2CQRz/Lg+CH8grAirMYDVClbaMhEz2C9hx+ZZzOtg21JX6hmPEjVgNp8IPtG31F2BCvz62OIs1q032tXtq2W3Pu3gZp5rcGx+5zZkdD8CyEjn38zIVDvGOaptA1b9X499ztweRIBmG00/IqwIq/GA1coKWgNzOwCagcE8Zq7LjdNt2z4mWYmZpTRvvGZfep9tq/frPpvZj2Rh7Y817fq6X7tdc9tc1/bmPnNdjke5Ht0el+1jTU1cNCGsCKuxgZV+RBcE+tZAHGQUJhD6CfYSdMx2ZN1sQ9Z1O+0BqnOfdl2zDxu6Qd3ObbXatp9vM8sKAohZP9r1uAQg2thjze1OPkFYEVZjBCsJBDoY62X9EaHxKKxZx6yvg4hhpx7nmdvmuq7fYSmPDzv2adu0t9vyeK5rW7atuW2u6z7Nfea6Ps5lp2DK/fH6BmFFWI0ZrPT7KyPrsYJ9kKXojMgO2N23WyDS8o7KupG79mnVbQDW3G+cR9e2jHptcLXesa3Ut41ssPP1mO12WjfPl+uEmZ8PEFaE1fjBqi0omzPe7BlxZiCWm62fbeNRYEv2ZN6s3fo064X1GRwPoCqP8bq11et8W203zITVD7ses16ndfs6uE1gufsAYUVYpRhW7jfG2AYVmcHI72/xu1vdngqs0jHCirAirFbp5usXiPq7X52W/bbTu149y2pMiSfse2tGjYalEWFFWBFWCYdVnMFAvZMyZzASVMyqEno/EFaEFWGV0JszTkixbWZEo+YDhBVhRVgRVswm6AOJ9wHCirAirBioEh+oRi0L4PkOPnMlrAgrwoqwIqzoA4n3AcKKsCKsGKgSH6iYqQw+Uxk1TQkrwoqwIqwIK/pA4n2AsCKsCCsGqsQHqlHLAni+g88ECSvCirAirAgr+kDifYCwIqwIKwaqxAcqZiqDz1RGTVPCirAirAgrwoo+kHgfSCWsKqcvgiV+DbZu3QpxoOevXOlanl56FocffQLfOfggbv/GPbh99z0ofvdB3PvQo1h8Zqmrbae2jxw5ovoetU+HPF9mCPQBNx/QsNq9dz+k3FU6hMNHT450rM+4pAoCN/5FU6AfWD1x5pyCVOFgCYVKCYWFIgrVPHLlKWQLBdy+97t4uDIfGViEldsNz0BJ3UbVBzSsyuUypMzNzWF5eTla0Frl2jZnCKshDUgvWElGJdlU/mAB+YU8SrUyKteqyO3Lo7CQQ7Y0icl8AZ/9yl6ceroaCViEFYPuqAZdnreb7xJW9cBuE29I8X6ku+kFK3n0ly8WkT02gUI1F8CqVkHlWg3FSyVkd+UxuauCye15fPPuGcKK700S/96EoHEDzSB0I6wIK2dg9oKVZFXZQhHZg1PIL2RRrBZQrOZRqBSRLQqsapjaXsXEril8ZOtXUg4r+9d0p7FhpteNb9r0qsvjgwiIbCO5fkRYEVaxwUomU+QKVUztyiJ7bBI5KcUccgpUFWQLVUwUilhbnMQfv+vWGGDVKdh32h/njerSp4tNnNfAtgmz1fMBwoqwig9Wu+9Brghk83lMFicxWQomVeR2VRWoJKtaW8xi7S6B1SbCqu0xIGFFOKweHJKmPWFFWMUGq+KBB5HbVVNlKpfF5K4sJktZTBYLyG6vYipfweSmKUxsmcT7P/65VYGV/FLuup1LzXclM3uQWT+L+ZU6KGZmsa7xS7p7cKAFKPWfgVfHt2HHog4slq3ZnqpjQsiqu8Z8PGjWW0Hwq772Oeg+uUxacOX5DNYnCSvCKjZYyfeocoUysrsQZFJbspgoTqmytpDH5BaBVQ6TN2bxlW/evSqwWhE4GT/l3oSXgGK6Dq7gppvfua1lW8FD2y7OYp2CktRttw32aaCZELLqyvms0UBq1lN9675agDnYgMAASz2T6gOEFWEVG6zkC7/yPars9oqCVn5XETmZcLGlgLXbJzCxKYepTQV8cse38fm9s/j8HbPY/b378eNjlZ7g6m/qeh0EjcxoGpnGugkODQfJlPR6ExTNm9fcZ65LgBNbs029roOfWb/TutQNObazFajN89Ftc0lN0u8DhBVhFRus5L9P/ODHD6O4r4zKQhW1a0CtBpTKFeTyRUxtyqMQckzg9aPDj3YFVv+wsqFhAyF4vKZm5kl21MheTGjoQGADyYSfrOu+wmzNfZ3W7XOTetKuBqg+Dy4Jp/HzAcKKsIoVVvLeqlKt4ZM77sDrf/ddmLghi/yuEoqligJV6WAFt+9/AH/4rs3404234avfugfFUhkfyXefyj5IWOlHgfKorTmd3ASKDgyyT4Mj7LhZT4MrbJ9pa65LXXO7vq7em+l+dXtcEljj5QOEFWEVK6y27r5Htf9/TL4XDz/2JL573ym1LVlW9RJQWaihXKlh+u//Ccfnn1KPA8uVKt741u6zAwcKKwHE+j2qNCdQCCim295n2e+3zO1m8DSBowOKua/TutTtcKzDu6yO9fleqzlphlqkQgvCirCKFVbyD2sFPjvuuAc3b/s6vvz1+3Dd66Zw3esmG+Utf35L49g373lUZV7vzuWH9hhQINMyWUIFtzo05H2Rfs/VmEBhAsh4FNg4bgLHrKuzLfO4ud4FVisrUJMs1GxB06bTuu6Xy+aHCGoxyloQVoRVrLB68MQpNXFCHvsJtErHqsgXSnjHez+Fnbvv7njsGwcODQBW/QcngVXzEaDYmRDov51RDgY8d45zkn2AsCKsYoWVTLL40cMVfOaf9ilAveX/uwUf+PhnoWHU7VinnweR/f08BmxkRDozClmqm1MmVjTeRemARVglOXDx3LSfjs+SsCKsYodVN+i4HusHVv0ENPX4rzGLz7zxCat+9GMd02e4Hqc/EFaE1VjDKs6bi20zeNMHBucDhBVhRVhxtlgqZosRDIMDQxK1JKwIK8KKsCKs6AOJ9wHCirAirBioEh+okvhJn+c03EyOsCKsnGH1pS99CeJAUlwnSrjaDWqCBQPOcAMO9abeLj6g44zEnHK5rMrc3ByWl5ed49dqGNq/SJ9xOQm7EZc2xs3mzjvvxP33398AlnYoLgOAUwfqQB8YnA9IrJGYQ1idvjhurBnI9YrzyKcd+Yl7FmpAH6APxOEDEmNMUAmwnnzySVy+fHkgcWxYjdhJUUZ2sAxfg4ceWcD3Zx/E7r37WagBfYA+EKsPSKyRmDPKsZ6PAYf1McHq5+WXX8aFCxdw/PjxRqquU3a9FJDpdS6DZ+9RdKB+0TUz9aV+6dBPYozEGok5o/TXllm5nLzdiEsb425z7do1XLlyRTnRwsICnnjiCchLULPcVTrUsm0e43qrVmF6UL/eGoXppvdRv9HWT2KKxBYBlcQaiTmj9GdzhpnVKo3ea6+9ppxHPu1cvXpVPU+W2TpmOXz0ZMu2eYzrrVqF6UH9emsUppveR/1GWz95RyWxRWKMgEpizij9EVYjNFr2YI3QqSfiVKmf3zBQP+rnp4Cfte1/zKz89IzV2h6sWDtLYePUz29QqR/181PAz9r2P8LKT89Yre3BirWzFDZO/fwGlfpRPz8F/Kxt/yOs/PSM1doerFg7S2Hj1M9vUKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2P8LKT89Yre3BirWzFDZO/fwGlfpRPz8F/Kxt/yOs/PSM1doerFg7S2Hj1M9vUKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2P8LKT89Yre3BirWzFDZO/fwGlfpRPz8F/Kxt/yOs/PSM1doerFg7S2Hj1M9vUKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2v4zsYKEG9AH6AH2APpBkH2Bm5Qf/WK3FcfjnrgD1c9dOLKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2P8LKT89Yre3BirWzFDZO/fwGlfpRPz8F/Kxt/yOs/PSM1doerFg7S2Hj1M9vUKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2P8LKT89Yre3BirWzFDZO/fwGlfpRPz8F/Kxt/yOs/PSM1doerFg7S2Hj1M9vUKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2P8LKT89Yre3BirWzFDZO/fwGlfpRPz8F/Kxt/yOs/PSM1doerFg7S2Hj1M9vUKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2v4zsYKEG9AH6AH2APpBkH2Bm5Qf/WK3FcfjnrgD1c9dOLKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h7H5kgvAAAIPElEQVSsWDtLYePUz29QqR/181PAz9r2P8LKT89Yre3BirWzFDZO/fwGlfpRPz8F/Kxt/yOs/PSM1doerFg7S2Hj1M9vUKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2P8LKT89Yre3BirWzFDZO/fwGlfpRPz8F/Kxt/yOs/PSM1doerFg7S2Hj1M9vUKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2P8LKT89Yre3BirWzFDZO/fwGlfpRPz8F/Kxt/yOs/PSM1doerFg7S2Hj1M9vUKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2v4zsYKEG9AH6AH2APpBkH2Bm5Qf/WK3FcfjnrgD1c9dOLKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2P8LKT89Yre3BirWzFDZO/fwGlfpRPz8F/Kxt/yOs/PSM1doerFg7S2Hj1M9vUKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2P8LKT89Yre3BirWzFDZO/fwGlfpRPz8F/Kxt/yOs/PSM1doerFg7S2Hj1M9vUKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2P8LKT89Yre3BirWzFDZO/fwGlfpRPz8F/Kxt/yOs/PSM1doerFg7S2Hj1M9vUKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2v4zsYKEG9AH6AH2APpBkH2Bm5Qf/WK3FcfjnrgD1c9dOLKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2P8LKT89Yre3BirWzFDZO/fwGlfpRPz8F/Kxt/yOs/PSM1doerFg7S2Hj1M9vUKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2P8LKT89Yre3BirWzFDZO/fwGlfpRPz8F/Kxt/yOs/PSM1doerFg7S2Hj1M9vUKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2P8LKT89Yre3BirWzFDZO/fwGlfpRPz8F/Kxt/yOs/PSM1doerFg7S2Hj1M9vUKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2v4zsYKEG9AH6AH2APpBkH2Bm5Qf/WK3FcfjnrgD1c9dOLKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/I6z89IzV2h6sWDtLYePUz29QqR/181PAz9r2P8LKT89Yre3BirWzFDZO/fwGlfpRPz8F/Kxt/yOs/PSM1doerFg7S2Hj1M9vUKkf9fNTwM/a9j/Cyk/PWK3twYq1sxQ2Tv38BpX6UT8/Bfysbf8jrPz0jNXaHqxYO0th49TPb1CpH/XzU8DP2vY/wspPz1it7cGKtbMUNk79/AaV+lE/PwX8rG3/+/8Bw7KuiuDS1DIAAAAASUVORK5CYII=&quot; /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
In the format cell window, you will see various options&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
If you select Number you can format it has a number and select the decimals and commas&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
But that will give you the numbers in millions and billions&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
to convert to Indian system do the following:&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
in format cells select &#39;Custom&#39;&lt;/div&gt;
&lt;div&gt;
In the type cell delete whatever is written and paste the code given below&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;[&amp;gt;=10000000]##\,##\,##\,##0;[&amp;gt;=100000]##\,##\,##0;##,##0&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
and press enter&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Now you will see that the number have changed to Indian format&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
If you also want to add decimals then use this code in custom type&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;[&amp;gt;=10000000]##\,##\,##\,##0.00;[&amp;gt;=100000]##\,##\,##0.00;##,##0.00&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
If you want to add the rupee symbol &#39;&lt;span style=&quot;background-color: white; color: #222222; font-family: &amp;quot;arial&amp;quot; , sans-serif; font-size: 9.5pt;&quot;&gt;₹&lt;/span&gt;&#39; as well&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
use the below formula&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;[&amp;gt;=10000000]₹##\,##\,##\,##0;[&amp;gt;=100000]₹##\,##\,##0;₹##,##0&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
for both rupee symbol and decimals use the following code&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;[&amp;gt;=10000000]₹##\,##\,##\,##0.00;[&amp;gt;=100000]₹##\,##\,##0.00;₹##,##0.00&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATEAAAEKCAYAAAB62GIGAAAgAElEQVR4Ae19aWxc15Vm/WxgBgP/CdCYwQACBg03GhiMf3QHUdARZM8kUeIlytKx4yQ2E6cVx2nbcjvxklg2bSexHcsRY1uLHUmmd1neKNmiRK0ktVE7Je7iLpKiSIlUsUgWSZHSNzj3vVt16913a7tVdJHvEPjw3jvv3OV999yvzr1VrApdwzW0tnfjbMc5tLQ5x7Ptznlzazemp6/iioup6auYujIjrqeuXMWd9z+NntpViHa/DgyWAoMbXawHBtcDA68DA2sdTPWiZmsxznSPM+YZB/3DE/jocAfqusKoaRkS2LyvDucGx2LXH1Z1YDAyHcdHv0AoFMJPP1Jsp1biGbqme/+yEjWuf81zX0Eo9BU8c4p8P8NPjechhIo+i7XxfpF6rZaTbfrZ5L35eJyKcZMwFpFpfHa4G9oYufwfeX4h/vn5Jt+yye5528jXdejaNeDatWu4evUaZggzVzE9c83B9DVHsEjErpCAXcXklRlMukchYqdWItpFQrUBGPibi3XAAGENMPCqg6keHN7yFOq6xxnzjAMpYvVdYRxpGRL4wBUxee07QU6txD+HQkLMSNDiwtWEZ/4lbv/n51YmES6PuD3niGNifV7xkwIVNBGTz60f57iIXQNlXE2t59Aoj2ed84bWc6hv6UFd6znUtZxDXVM36prPYXJqBhNTbiZ28gVEO14B+l8D+te5WAP0E8j+VweT3Tj06ZMsYPNMwOhFiUTsw0MdyFjE1MyMz30znXxlL956k4mY17fQrkMy+5oR2ZeTbVHGRctGyrpIrKKTMw4mZjCuQGRiJ55DtIOEai3Qv9oFiRehBOh/ycFkJw5+soJFjEXsC52shTYBC6U/c17EMs3ExqMzGI9OO3tiLGKBF2bOxPTlWaGIU7r9mNsi5mZgV2ZoA/+as98llotu9kVZ2MS0yMDGJqYxFp3GqAuRie27DdFT3wOafgg0/cDFUqCJcAvQtMTB6Ekc+PiJwE/4+bgneMFdTjZ0hXG0ZUiA9sR6Bsdi1757YryELJisdE6LGG3iZ5qJjY5PgyBEbO8tiJ5cCjR+H2j8rovbgEbCt4DGbzgYPY4DH/0e9d3jjHnGwYXLk9h8qAMN3SM4dnZY4IPKOvRcHI9ds4gVdrY2x0VM+QgF7YNRFib2wCj7mhbLRsq+xqJXnAxs/AoiQsSuOCK259uInrgNaPgu0PAdF7cADbcAjUuAxv/nIHIc+z/8na+AlVV2wUEtyiprUbajFqVltdh7tNPXn4WwsF4I/ERsE4tYwWRZ6Swp57yIZZqJRUjIxlwR270E0RO3Ag1LgQY6Er7t4htAw/91EDmK6s2P+4oSCZj3r7SsEkXFpdh2oNm3DAtZ4QgZi1hhZ1kBELH4Z8HoXcmJKWcvzHkX0t0DczMvEi4SsJGxKxgZlSL2TUSP3wzU3wbU3+LiW0A94etA/U0OIkdQ/cFjqO8e00DZl/evZFMlKmtqUbS8xBUyvZxfXWybfZ5YxFjE0hHKfPmEpsWGvvtB1tiG/jTGJx0BE8vI8WmReZGIjYxOITx2BeHRKWc5uTtDETs3hnoPaPlIf5XNQFktUNsVRklpGcpqwiirdFC6I4ySMgflJ4a1Orx1xq978GTRi/jSTRJl+Jun/biv3je+l5oTErEPDraj4dwIjrUOC7xPG/u0J+Ze855YYQvdnF5OPrmqFL/6/V+EINFGfabooeVk0kzsRqD+RiBSg6pNj/qKDy0dY3+TQDgMdF0ICxGL2d2T4k1h3HBvJTbvP+9bV6LonMFdN72If13bE/c9UoUnt6SemIn1sH8yPgZcEWs8N4LjrcMCm/bVoffieOyaRIyRfw5IjLJFoY+P6blCPTu/i0QsRc9Oie+gZyfhVhe3oGfXzS6WoGfXEgxWfQuTJ24G6m4D6m5xsQSoI6jLycNmEdvkiFhpDVCyI4zisi4sL+1CaWXYq2FYvs4RtxvuKMPmfefi4uSTXf3tCY+AGXxiWVpRFXbEfEgAN+DJLVX4V58sTqt7Sxm+lFA+OMKXjohJceOjI/LMQ+54CEWP3g4HdyB6lPBDBf+G6FHC9118D9FjEt9B9Nh3MHniVlw9fWsaInYIle8/4is6tP9Ff2GRhYVFFkZLytIdzoZ/SRlAqG0Oo6ikCyRghAVLS33rc7IGEqHkS8cdazckCA8J05eeOOPW6WRxqjAl+JNoxXzHoIlaTAznv5gNhJ3lZGPPCI63DQts2leP3kvjsWtp56PDD/OQOx5COPNjOPgJcIYgr+8EzvzIxe3AGcIPgbp/c/F9oI6w1BUwNRP7FlBHUDOxA2YRKy0TAiYzMMrClq+rRcmmxHctSeRomVlZGxYfwUgqYkcog0omYm6mdUQVGVX4TPc34ElRRvWlfbdkbaltzL9zErFNB9vBIpa7ickilz6XORCx7yYRsW8o706mELGws6Ff29yFytouVNZ0objUETHaB1u+rktkYUuLa0Ggz5EtWGKTiakiJIVFFS71XN4nsZIi5mRfd9H+GgmmkpUl2z+aj/dYxNKfcCxOueeqYETshiVF8GJ5SfyjF7TZT0tMysLoHUt6M2DBkpIky0nnXUkhMr5LOz+RUoUt1f0x1LtLSlpmmtuRAjh/j0LEDiRmYu/v4eUkC1buBcuP0xDqfgIHPwXqCD9WcCdQR7jDxe1AHS0pCXI5mW4mtl8sJxvOjSFdFD3viBjtg8kMTB5LNzkilrQuEpmbXhQCE/Nz352k6/W0B1ZUhQq3T+L6iTNu/0jEnD0yWTbxPj3HGdxVVCawPoPnkvXNl6MjYm1o6hnBibZhgXddEZPXfHR4YR5yz0PIES4Sr7tcpCli9T8ABL4H1C91cStQT5v8ck/sG0DdTQ4i1RmL2NLHKsVeGS0d46gECRi9GbBgcUlqQRR7Y/IzYomiFRMy+e6jImhCoOjdybWOEIp3MBPuO2KsC1v6Ij2fROz9AyxiLFC5F6h0OA2d2PM8CMf3vCAgr0/ueQ6n9v5JoHbfH0E4ve8POFP5jEB91dMgNFQ9habqFQLN1b8HoWX/4y4eRev+37h4OGMRW7y8MuGdSNrIpyWkwOISLFhcnFrEss6Q4svJZGJDIkZLyWQ+8/0eZWIsYl/MBE5nks93nxDGWiAwfhYQaAHGydYMjDU6GK0HBM4AkVoXJ4EI4TgQOepgpAYQOASMEKqBcKWLfRmL2Bc7+dMQMfcd0CAvJWmMSMTe28+Z2HwXi0J9vhAuHwYu1yiQ13T04hBw+WAiwgcAgf1AmERLogoI73OxF4jsReX7j6KhZ2yOwBWxo/79FctIWm4a7s+d5/R/vkz6L0TsQBuae0Zwsn1YgPbE+i6Nx66lnY8OP8xD7ngIIXwE/qgBwl4cBsKEQwoOAmECiRkJmQSJWDwLEyK2aS6JmP3kzkQI5rLvwMgk3iMR6x3ByY5hgXf31qNvaDx2Tfa/7ehizBIHchzUY6Hyr/ZRnmfSV0XEjgJhgp+omcRMFTSvkFFGRkLmZmSR3aja9NgcycJYwDIR1XREbN32dnxW042GnpG84lDzELoGx/PahvoMs92e2rbpnHgmvqUg0HG2+Df1yWTPRV9DGDkKjBxTQNcqjgAjXsi9LzoedkF7YAeBkQMu9jt7YrQvNlIFRPag6gMWsUzEYa74koi968nE3vFkYq9+1oK2gTHUtA7nFXvODKKxN5LXNtRnmO321LZN56e7R0B8qyI2W/yb+mSy56KvX4CI0askYz5xEBexCE52XBaIi5hzveqTBnQNRnG0LZxX7K27hKa+sby2oT7DbLentm06b+wdBfEtx4KOs8W/qU8mey76GkrMwtSMjM7L8eBNa7C60ZSZeTMymY3JjIyyMTcji+xC1ebH0dQzzphnHAxSJra/DS29EZzquCzwlpuJyeuVm8/g3KUJHG0fySv21g+h6fx4XttQn2G221PbNp239I+D+Jbc03G2+Df1yWTPRV9DGDkBM3a4IuYVNz9Rk0tL+fEKKWS0vNwPRHaievPv0NQ7zphnHDgi1o6WvghOdYYF3trbgL6haOz6ufdOoXd4Csc6RvOKfQ3DaD4fzWsb6jPMdntq26bz9oEJEN9yLOg4W/yb+mSy2/b180MdiIvYzjeVbz99ExWNH+Pr8pPsdHy63N03q8Lqn8tPwFOWJvfLWMSCKtAkYu/sZxEzTdTZttsKw2z217avy4tLEaoQH1iljOstOOfyQ6x0lJnYCSDioOJpV9Aix4DGj/D1ez5Eu/iwK4mZd3lJ2ZibkY3uQPWHnInNR6FLR8SeefMo+sNXcKxjLK/Y13AZzecn8tqG+gyz3Z7atum88+IkiG81E0vFf9G9ywVnmR5NfUjXnk1f1bqLHitBaHXjKSBSgQdvWovVjfLT+GRT7VLYvKJWhdX3UDZ2DCBRk2IWkYKmLC2FiP2el5LzbClJokwi9rabidV2hkF4e28Dzg9FxTldP7nxsPgJs2MdtNTzx3V/fx388D/+1//EH155A/tO9xvLyjr3NYTRfH4ypZ/0l8cbbrgBXsh7yY7ptOd9JqrPz5asnUzu9Q5fEXzLsUiX/0zayJWvbV9dESPhOg2M7sSD7vLxwV1SzKS4qaIml5LySCJGWRr9+5EUMvo3pCPie/Xpu/UROQyMlqP64ydYxOaziJ2PiK9Loq9MEiI2HI1d//5vBzA4Mo0j7VEj3tt+FAsWLMDSpUvFJCff1z/cjQX/uEAIzLMvv2EsK+vdUx9G0/nJlH7SXx63H+nE4sWLBehc2lMd02nvvW014pnoueic6vSzpWor3fs9Q1dAfNM4SKTinzIwv/oztfvVkcyWTV9lfbtP9mF5SRllYlLESMhOiw34eFbmJ2IkWjIziy8z0xaxvnE0MeYVB4MRysTa0NIfQW13WODtfQ04TyLmXj+6rgq9lyZQWT+UFNdddx2K7igCHaUvZS0kAP9w/T/FbPKe97j9xCBqOyMp/bzl1m/ahaVLloKO3nvJrtNtj+omqHX52dT72Z63nh8H8S25p2O6/GfbZrblsu3rtpoOLC8uE19rH1rdfAYYVXEYq+95EQ/ultnZWqxudgVutBYVz7yILz1TAYyecnESGHURy8ZkRkbZmJuRjW7DgU+ezMnkPXi6H6+u3o+S5yuxq/psTupkYc3+xUWIWHWiiL25x0LEiuIi9spb22KZ2Io/v5YgAn4TJ11R8ZYl4SR47amu022PRJig1udnU+9ne56NMFDG5ddepna/OpLZsukrCVjRY6WxHxEKrW6uA0Z3x5aS9L1ZX6efHRolex3aS9c671o+s8vJ1JRlp/iOrXs+QXuCoJ0ARgnHgNGjLo4Ao5/jwKdPWQvO7oPdKCmpRElJF5bfW4bl9xZb18kClr2AEXcXKROrbsPZ/ghOd4cFpIjJ69+u2YfOgTHsrh1ICpGJFRWJ5SOd01KSjktvL8KW/a1Jy1Ldnx/tx4m2yyn91H688dFeFBUV4bV3t2VULpP2lt6xFAS1XT+bej/Z+Q9XbIEX0p9+/5P4ltzTMV3+ZR25PHr7Sdey/mz6unR5XMBIyUKOWMmv2pFHR8CkkMUzNZmRyWOtkpFRZkYZWXIRa+4bR7o4dOosysrKYtixvxElz5ehpKQWRUW1WPyVEiz51r1p15duu3PPrw533/Qi7t6aPre5fEYSsbeq29DaH8GZ7rAAiVj/cDR2/ciafTg/PImquktJcd3fXYcFf78AdCTfV0s/FyJGQvbkn15LWpb8tx8fwOmOkZR+aj+oPYJqS/c83fao/wS1Xj+bej/Z+WBkKkHE6Fr6d14YB/Etx4KOqfinjIvKZ3qUbSY75rqv5QdbsPiOEtDvcWCSRGysAf6oB8ZcuFlZclGTgiaXlyRmx11QRrYVB8qeTltwTtQ1CfHq6upCbU0t6FhaWoqSdZUJArZpS5WhTmdii2zRfcPia+t6Db6zNfmpTxtQfNzUnrfPyXxNdSSzp2o/WVnzvXRFrHswiuqGoaQQIkbZ199dF/MTtgUL8A8L/ilmM9Wz4+QgTndFUvrJ8qte+0gI2O+efjntMrIsHdNtj55BfSYq62dT6051LsWBjqpvU++or4ilw79aTy7Pc93XjyqbY0IWin3x4VgTIOB+EaL8QsQEkVOETQhcHTB2xgVlZ1LIvFkZidmnOLT12ZQi0tg9hAMVq1FZVoyuZicLC9PPtJGQNXehuLgYRUXFIgMzCxhNuPxMWLsMJlWfEu/vWuf8LuauDLLX5P1LrD+5r1m0vOVIxN6sSp6JPbauCt0XJ7C/8bIRL7/1mchWFn/lBoT+LiT8pI0ypcefX20sK+utOHURZ7pGU/qR/yd7G4SAUd3vbK1Jq4xsRx7Tbe9fv/pN8Wxr3tou2qEjZWI3/O+FWbUr2ydxkOfy2Nw7DuJbzcRS8U8ZmCyvHjO1q2W957nqq6z3431nhZCFMN4MB+43usaum4BxKWzyKAVOzd6ksElBOw2MSUGTWRkdN+PQ53/0FbHGzj6cPrUNtQfWo3JHMcJheteBflC3El1dZSIDo0ys+PkSlG0qExukK59b61tXfIIln7AbV8iPiDjfux8XCrfc1ip8jTK4oirskoIobXLptjX+/fsJSznFTpmguHfcrc/NCr+0os6n/94+e6796hUCp/p5+p+y/V4UF0ku1MzPU4/gwV/YciVioVAIfvgv//W/4fE/rkZ5TZfvRJNBTcd0RYU+yuEHta50ztNtb/Pu01jygx8JcSaBJtA12dNpJxOfbEQsk/pz6WvbVxKyWRaxP6G5L6qhq6YUXc2lwKQjXFLAxHGyDLU1JSh+rBil60qx/LFiLF++HIuXLtXqSay73l266e05GU41drl9EYK2ot6tj8qReMXvN/d5bFJMZBlxXYaNor4+FK9QyibcM/fJ6bv3vnqdbr1+fZV9U+tzeEl49uPV+FrsuT31+Iyb5PtSZEpkYm39o6g7NyLwFu2JXY7Grp9Yvx/dgxM42BTOK3aeuoT67rG8tqE+w2y3p7ZtOqcPIBPfcizomIp/yrj86svU7ldHMlsmfQWugx9C4vv06Tv1Y9+xT9+1L7MyeZTZmpudjTcCErHlppqRUVZGGVmti1PA2Ds4XP6Cr/C0nylHV20JwhfiGRgmy4BwGcJdJQg3F4sMjd5BcpaTRVi8ZClOtl70rS8uCDLDcI53b6WJq09kx2ae6HoZbx3ea1U41XvqueojzxPve8VWikb8+Shz8j5TYh2JfU92j+rpQ3GRX52yf/5HPxETG/uKiD1VeghdgxM41DKSV+w6PYT6nvG8tqE+Qzrt+WWXXptap+15Y884iG9VxGaL/0z7nk5faes+GUKOeLUCURfjrYCA/OEQ9egnalLQ5BJTFTN3aSnEbCNqtq/0WUI5S5TW5hrUVrpCNlmJ8IXSmIB11S5H7Y4ilK4rwtI7HAHb9JlpQ18uedQllrTRkewkWF6bXEr5lfPakl8L8ZHLRnFMVre3H6rwJvYzvXqT9c3vntoenafb13i/L41OobS6DW0XRlHXMyIQEzH3+o9vH0Xn4CRqWkfzij1nhtHYG81rG+ozzHZ7atum84beKIhvORZ0TMW/V1TTuTa1n4k9nb4mEzC6F0K0Df5QhE0KXPQsINACREnQKEOT2RkdSdAaXNQD43UuaI9sLY7sLDGKGO1lHTu5U2RcXc0lCHcViwxMCljlpsUoK7kBSxffgO17jiWtx9kX805YOen87GSTgmG6Lyc31eP1Ua5p+Ziwf6Tc08rJPsmj6itt7jHter11qNfqOdXrvVbbTHZP9RtHOiL2/KYT6BycwtG28bxib10YTX2TeW1DfYbZbk9t23Te0DMB4lsVsdni39Qnkz2dvs4pESPx2fv5mygtWY6u2mJ4BWzxVxZg/fqNaQhY8gkq9oEUoXH2heRGu9/k9dqSXHvExsmepAB6yyWKQVJRSbtebxvqtXrutJ347Gp/dN/4myaqnypiY6jriQi8IfbEJmLXszWJZltUZrs9kxio9rgwOGNBYzJb/Kv9SOc8nb6mIWLtQNQPfhmazM6UjCy2fyazMmV5OU7ZmJuRja7C0d2voqVvPCV2bPsAxcuLxBJSZmBSwNIp7/jUochdGvmVEZNXLvmKqrA71i+/cl5bsmv13b4X8bV1VQn92E0fm6B2V9T58OCtV+UqWb1qOfWcyide6+3TfWVJGeMisZwfh9ImMrEqWk6Oob4nIkAiduHyROz6pY9Oo/PiFE50RvOKyoYwzvZP5rUN9Rlmuz21bdN5Q+8EiG85FnScLf5NfTLZ0+lrShHz+5cATHQAE+0+kMImxYyOrqAJMZNC5rO0HH0Ox/auRcv58bSwrexNLL93KUoeWwwhYBs2plUu3frZL71xSIcnErE3qlrFD4HU90ZAECIWnhDndP3KlgZ0XbyC2u6JvGJ/0wjaBqby2ob6DLPdntq26byxb1LwLcdiNvk39clkz0VfQ5g8lvDvC3RdCCJGk2fLts/wy6If4XeP3c8Clqb4pyM6ufZJR8TWbWvGntMD6BmazitOd41hMDKT1zbUZ5jt9tS2TefEM/Gtiths8W/qk8mei76GMNEJKWSOgHVC2MguQFmZhMzO2oAJQmsc6oa/2PSX2Zi72T/2FI5Xvs5iVMBilK24pSNiNKHWV7QxZokDVcDkeaHyL/unHjPpawgTXRAQGZh7LmxSxLxH71JTEbQEIWsGok0uGoHRx3CiipeE2QpFIZcbcpeT7QNjaOiNCMjlpLzmo8ML85B7HkKY6AYmPSCbFLeEoxQ0NTOTIkb7ZcoeGWVjURIyV8xGH8KJ6jfRcj7KmGccDI1ewRtVbWgfGEdD76jAG3sacSE8EbuWdj46/DAPueOBRWyeCcoX8SJBIrbRI2Ib9zSxiLmCzoKVO8Hy4zIUz8LOAZMET1Y2Sd/ZoyC2V0ZZmdwjo6Nnj2yC3rV0PxRL2djor3Dy4Duchc1D0Rwau4IN1W1oHxxHQ9+owMa9roi519LOR4cf5iF3PLgiJgVMPXrFjK7lnplcVtLRsLRMELEWYPTnOHXoPZw9H2XMMw5IxDZWtqFjcByNfaMCG3c3YSA8EbuWdj46/DAPueNh9kWsP4qzjHnFgRCxKlfEzo+h8fwYhIiNTIpzumYwB/mKgZCzhFQzMO+5mpEpy0qRlXkzMbmslEvLswBlZBOUif0UtTWb5tXkZTF2XpBYxFig8iVQ6dQbwrUh4NoocG1CAV2TfQi42g9c7XIw0wLMnAamj7qoBq7sdPEZMPURMPWug8k3gMnXHUyswcWunag98iHO9k8w5hkHQ2PT2FjVjs6LUTT1jwu8QcvJkcnYtbTz0eGHecgdD6Haox9httB6YQKM+cfB8Pg0NlS1o+tSFM0XxgU27G4C/ZSbvOajwwvzkHseQiwq809UZntM4yI2gZYLUQFHxKZi19LOR4cf5iF3PISOd18BgzmwiYHBCH3Eoh3dQxM4OxAV2LCnCSe7RlHdMsJgDvIaA6HjXVfAYA5sYoBEbH1VoojR58ROdoyiujnMYA7yGgOciXEmap2Jx0RseBJnBycE1u9twfGOUVS1jDCYg7zGQOh49zQYzIFNDAyOTmN9VQfODU+h9eKkwIa9LTjROYaq5giDOchrDISOn5sGgzmQMbDsL5/CBOnjPZKIbajuQM/lKbRdmhRwRCyS170Q3m/j/UaKgS9IxLrx0H0VeOEUiQedb8ZDu9MRErVcOv758CmEPuTjuZw6ScCuXYMvvOIlr1nEWEy+yBeUPIvYEF4o3oxF90kcQqnI/LIVgmzL5XLSF0Ifcvk8iXVJEZMClc7xolhOdqInPIX2IQcb97bgWDstJUcYeePgLO6PzS1njt3+dp8l31Tndjx7eO6MW+h4zzTyA5rsm/GjD4bi9dfW44U91J4rBLWZtp1tuUzbSeZfCH1I1j+7ezER65mOLSspM6MYUe+pMXNxjPbEOtETuYL2yw427j2LYx0RVJ0dYeSNA1dwanLJcT7qzGX/9LryJmKlr3oELEEsVSHwOd9Tjx/FXmEOoTRW1vU13ncmMLUdy/6K61EeKz+N43sOxe/RMlaIKpXz1K2UU+v70Qf1zlI4YwG2ExdVNPJ57idUZJOQgqb2gURsQ1UneiPT6LjsYP3es/zuZN7flVQEx6et1/6qzIMnT+HjmI9brvwUbnfn2f3lI6iqiV+L+fPXs3l9VzFX71znScRIEFTx8U5gH+ESokD2zVikCEj5BxXKdar700j0n4YQoFe73WxwCC+8qoiaEDTZT71umqje+sQ17eexiMUybBaxL+pjJGYR+/id7VikCJcQtJgoUbnN8fvl1Vh0XzVeEyJnrjNXopPrekIneqaRc9RSJuWIg3/d3fjP+yrw51pq23Qu+5WL+6a+ZFK3X3+kbf4cZSamjpvMwvzukZ8QsepO9I1Oo3PEwYZ9Z3G8nTa8w4y8cdCCB2IrFifreqCc+CZ7Of5Qo3JPNhIqv/uqv3quli/c89Cp3mnkHt14+L5DeMtYN92vwIunqW3TuezXEF4s9vM13fe2q9Y/jQrK7BIGPlndfs+RWF/uuZPP9cUfVfGS57Sc9D7zJVpOVnfi/OgMukYckIgdbacMJczIGwctuP++cjxb4+WY7I5gxflXfdVzKqteq+feegvzOk8iRsKzGQ/vMU1EVQhM57KsKiSqbxb3aflYXI+KmLiq9annat1S5JLZ5L35efR+5MJfxLpcEbuKrpGriIvYF7XUCkK7pqWfn51spiWj6q+ezw0OQ7V9M8gL9job6A/vVeo/XY+V4toRjJWn6Z73fDMWre6O9ent1eo1+arXM0i8716TULnPlXCf+qTcq9hMWVkF9H7E+5xQvs+tP1Ym7pcXDvM1Njmu99LYDDZWd6F/7Cq6I9cENuxrxVH6iEVsM3luTIi51V+z4Ig9sKR7YtvxLL2rqe2DmessVG5Cp/tnkDfU1eNOdS4t8gIAABuuSURBVOlWXI+doj1XuOqobZ/zD5V3EGNlFF/jfedZ3lmjvCuTUH4YK5XPrd35Yb1Y1q7U+qFykljm4X1qf1W/4J47ItaZIGIbK0nEwqhqZuSPA3fpd9if48R3J0/i49hYeMslXn/8drmz5fLXljkxfqG6gRkUDrrxm/sq8FJDIfWJ+5IqPi6Nz2Dj/k70j1/FudFrAiRiR9rCqGxmMAf5jYFQ3eAMCgeKiBVUvwqJo8LrS4KIjV3DubFr2FjViiPtYVS2MJiD/MZAqOHiDAoH3fjtfRX4S2Mh9Yn7kio+esIz2FjViQvjV9Ezdk1g4z5HxOLvjhXmO1vcv7k/LiF6FWUUJgckDnMB6ys7sa1uIEHEdjVcAAlZZfNlBnOQ1xgIbajqAoM5sIkBR8CuoX8c6BmLY1fDgBAyEjMGc5CvGAhdHLsGBnNgGwODY0B/xB8jE1fBYA7yFQOhyimAwRxwDHAMzNUYCK3ZfAAM5oBjgGNgrsZA6L3dLWAwBxwDHANzNQZCW2r6wWAOOAY4BuZqDITuXfkpGMwBxwDHwFyNgRD4jxn4AhgYGZvAe7tqxQvomk8Po7K2A83nLgp8Ad0JTJMkVPPtj0Vsvo3oHHieQ/XdeGRNOd7fcxrhsUlMTV9NwJWZq2DkhwMWsTkwQbiLhc3Ah/vO4MkNu9DZH8b45IwvolMzYOSHAxaxwp4f3LsCZ4AE7OWPD2HgchQj49NGRKLTYOSHAxaxAp8k3L3CZaCqtgMr1u/CheEJXIpcSYrh0StgJOfgbGcfCEdPNmTEFYtY4c4R7lkBM0Cb+A+9/Dmae8K4cHkqJQbDk2CYOfjNY0/hJ3ctE/hp0S+x4unn0+aLRayAJwp3rXAZeHPHCWwsP4neSxNpoW9oAgx/Dl59/S3cfufPUN/aJ/DQb1fgDy/8NW2+WMS+wHnSWvJVhEIhD76KklZvp8qxzOO3rNzrw9ezxQBlYf+xaivazo+iayCaFroHo2D4c/DKa46I1Tb3grD8N0/g2ef/mjZfWYlY+TJn3vlOpHTmWzo+8YhsXbXQaW/hKqjTu3yZd/671/GihX3miNgyqHrkPJQqZK0o+WoIKtfywVVbYT/p/OodfZyi5MPDaDs/7oum7ov45LM9ePv9Mry+cTNeXfcuWnpH0H5hnOHDQdE99+FXDzySNTeZiVgrVi1UhEObRM591ew338im+yzEKlWhZNi3rsLC0EIsW7YQIT8R89io2Jz5nJifiKG1BF8NhfBVPR2TlCAtn7g3n+WYgXVlNfjkwFk0945qaOgcRuWBo9ixaz8+2boT72zagr+VbsbGd8rQ0HUZLX1jjL4xPPzo0wK0jJS486e/ACFTjjIRMScjIrFxxUxVIlOcCBEKYaGvQrmFjD5OO1RWtO0RLCGQHhvVOC9ELCm36QidaUDY7lm+K6/KypI9GU0vvFuFHcfPoa47oqGhsQ0nautRffCYJmRbKg6j4VyEoXDw4ssbhIi9umFT1rxkImLxcc2PiHnnrSOazmorMCLmpK6JS8w48e6Zu573Eqb5scHIgL4XGRczYyH3xu//VoHq+gGc6hjR0HmuD00t7b5C9s7mcpzuHGEoHDz42xVCxI40D8R4qTzRga17T4jrqhMdIJRXnY7d93KYdxFLOd9cQfRmVG52JuepUcSUF0+KS8ra5lgmFp88cmIlXUrC3VD8aknCBmGqicf3dQYk3+pR99Itj6zdjuq6QRxrDWsYGLyE7p7zvkK2uWwXjreFGQoHD/zGEbGDDRdivOw+1o5Pdp8Q17uPtoOwdV9t7L6Xw/yKmDvfvAIFV7hiAqQnHiIhkQoG+C4nvdHlZG6huSZinod3l4ohg0g5mZq68e+lga8zYSBTAaO6//jWXmyt6cbh5ssahsIjGLw45CtkFfvPoKblMkPh4Cd3/xJ3/+J+wcmvl/8OhLvv+TVeWvsuSl7/AP9+38MCDz36tJG3fIqYM98MG/ZKoEnxie2biewtcW77ZWJKFbFT0WbsqsBPfDf2SbHFRy90oWIBy8+AkpBl8vfKx4fw/t5W7G8Y1lDTMIxwZFQXssO12F9/EQcahxmNwyg/eFaANvUfeuwPgpOtVU0grPjTq2KJefcv/iMtrvIlYukKmBM7MjNzhMspq6+y5ItmTOx8Am/eipgkRclOfR6fTbPBwI4jLVj5QQ321V3yxcHmSxi+HMGFgUugPbL6xlbsOzOIyrpLDJeD5195GwQSsT+vfjeBl+WPPiPsjz/9Ej470CqQjLt8iFjm882wL6YEZHqZmFuPUq6gT/0zMXcNrqiV45f4uZSCfrB53rn+oQgefGUbdtZeTBu7T18EI87Bg488CwItJ4mXX9z3MH714OMCL7+xBT/79wdx50//HT9b9qBAMu5yLWJyaahMQU9E0xxNXCrC3fxPlmFpIkYb/569Ntl2ZmsDT/dm81KKk0wxY8cE9lxRi20gqimqvuSczf4HuS36mMVr2+pRfmIwLew4OQhGnIMHHnkWhB/f/UvByz2/ehj3PvC4wKoNW1DkiljRsgdBSMZdJiIWEwltPklRSjbf4ntjfvUkTFufyaGJmPbmAM1tpx9zRsR8npNNc4SBnoEwHnx5Gz6tOY+tRy+kxGfHBsAYwB0/vgevvLMTPyn6lcAzf3lT8LJpT3PW/GQiYnMkvObOu5NzhVDupz8D9FXUxaXV+ORwf0p8WnMBjAt4eMVK3P/IH/DUS28I5IITFjH/+GQrM5CSgSvTM/jLB/vx4ubj2HzgfFJ8ePA8GPnhgEUsZaiyAzNgZiA6eUV8bmzFxmq8s68H71X1+eL96j4w8sMBi5g5PvkOM5AWA5SRrf/8GB56dQdKPq3Hm3t7Nby9rxeM/HDAIpZWmLITM5CagdrW8yjeuBsPra7An947gVc/b8WGXT0Cb+zuASM/HMxLEaOHYjAHHAMcA3M1BvgjFqmTBvZgBpiBAmYg1HR+AgzmgGOAY2CuxgCLGIs4v4hxDMzpGAjN1XUw95v3cDgGOAYoBkL0U1peTM1cBSM7DiKrv4ypljcYzIEWAyI2eG5lrS2kU366FGrojUCi7NSEELSJKzNgZMcBBepk03oGc6DFAMUGz6vs5hXxRiLmx1/ogwMDkJAiNj41DUZ2HAgRa3wNkwzmwBMDFBs8r7KbV8QbiZgff74iNjpxBYzsOBCvtg1rMMFgDjwxQLHB8yq7eUW8kYj58ecrYpHoFBhZckBLhvpXGMyBFgMkYjyvspxX0SkhYn78+YpYeGwSjOw4EJlYXQkmGMyBJwYoNnheZTeviDfKxPz48xWx4dEJMLLjgAI1euYlBnOgxQDFBs+r7OYV8UYi5sefr4hdGomiMHEWf/3ZIlx/4yIs31mYfRQidvrPiAYUTS/dLMaHxiiOm7FmV3A5kbFAsVGY8yqKSw1v4NaEMVuEWzecLaj+koj58ecrYhfD4yhI7CzG9TcWY3nxIlxfvKcg+yhErPY5RAOKppUkYndgh/L8O35DgnYz1uwMLi8UDxQbhTivymg+icRAnfctImG4ZUNLwfSZRMyPP18RGxgeQyHiUyFeuzFQ4YjZpwXYTwrU8VN/CCwaV34b1994O7arHFT8HLfduAi3rXw8sLxQTFBsFNy8EnNpER6sKMw5r/JFIqZey3NfEesfGkXhYTceuHERHqigvjnnt6xvLrh+ChE7+TTGA4rGF0nEfojt6vPv+JkQsd+8FVxeKB4oNgprXjXjL0WLcH3RRhwtyDmfqEMkYn78+YpY38UICg7bnezrQ7dvHz5F5G9ATYH1VYjYiScxHlA0/vlbuP7GH2C78vzbH6blSqItiPxQbBTWvNopEoPrn9pZYP3y1x8SMT/+fEWsdzCCwkIjXqJXjCd3xvtVTqJ2N16qLay+UqCOHXsisGh4gURM3dR3zm974T8Dy4mMB4qNwppXO3H/jYtw8+uNBdYv/zlNIubHn6+InbswgoLCqQ24+cZFuP9ztV/uALzWUFB9FSJ29HGMBRQNLyzB9Td+H9vV59/2E7GcvP7On6BBtQfsnGKjoObVBWcOUXJQWP1S53n8nETMr5++ItbVH0Yh4cC6u31f3Z1X/KewqYD6K0TsyCMYCyganicR+x62e57fsS/B6s+Dyw3FRiHNq67+Bvz57kW4/u4NOFBAc8jEEYmY3z1fEevou4zCQT1eIKKfqND7tPUpIW6/3lo4/aVAHa15OLBoeP6buP7G76Lcw4Fj/yZWfxZcbig2CmdeOXOmeq2TIBTSHDJxRCLmd89XxNp7h1Ew2OIK1Ra/PlXg17T/8kRFwfRXiNjh5RgNKBqeIxFbivKE5y/CwzRODxUFlheKB4qNgplXsTlejxfucvYtf+2ZY+89sQjfXltfMH0mEfPjz1fEWs8NoVDwzu+J4CfxjqFPqe7P9nMIETt0P0YDioY/fcN/6b/8rsByImOBYmO24zHd9irX6Fs231pTV1D9JRHzex5fEWvpvgRGdhxQoEYO3sdgDvQYWP1lnlcW2kIi5qdLviLW1HkRjOw4ECJ24JeIMJgDbwys/jLPKwttIRHz0yVfEWvsGAQjOw6EiO3/BSIM5sAbA6u/zPPKQltIxPx0yVfE6tsGwMiOAxKxkeqfMZgDLQYoNnheZTeviDcSMT/+QvS9+irI8UzrBUaWHAgRq7oLIwzmwBMDFBs8t7LXFpM2+f5kGzkzsuOAApXBHJhigOdVdvMqGW+h3ksTUEHO/Jc9A7VNfdkX5pLzmgGODbvhNfHHImbHq1baRLTmyIbAMcCxYTfkJv5YxOx41UqbiNYc2RA4Bjg27IbcxB+LmB2vWmkT0ZojGwLHAMeG3ZCb+GMRs+NVK20iWnNkQ+AY4NiwG3ITfyxidrxqpU1Ea45sCBwDHBt2Q27ij0XMjlettIlozZENgWOAY8NuyE38sYjZ8aqVNhGtObIhcAxwbNgNuYk/FjE7XrXSJqI1RzYEjgGODbshN/HHImbHq1baRLTmyIbAMcCxYTfkJv5YxOx41UqbiNYc2RA4Bjg27IbcxB+LmB2vWmkT0ZojGwLHAMeG3ZCb+GMRs+NVK20iWnNkQ+AY4NiwG3ITfyxidrxqpU1Ea45sCBwDHBt2Q27ij0XMjlettIlozZENgWOAY8NuyE38sYjZ8aqVNhGtObIhcAxwbNgNuYk/FjE7XrXSJqI1RzYEjgGODbshN/HHImbHq1baRLTmyIbAMcCxYTfkJv5YxOx41UqbiNYc2RA4Bjg27IbcxB+LmB2vWmkT0ZojGwLHAMeG3ZCb+GMRs+NVK20iWnNkQ+AY4NiwG3ITfyxidrxqpU1Ea45sCBwDHBt2Q27ij0XMjteE0qFQCP/nH/876MhgDrwxIGMjIWj4Im0GjCLm9/t45MzInAMKUgZzkCoGeG5lPreScRZCw0tQQaLGf9kxwJkYZ1/e7Eu95kwsu3klS5GQ+f2xiPmxkqVNFbEsq+Bi85QBjg37gWURs+cwZQ0cqCkpCqwDx4b90LOI2XOYsgYO1JQUBdaBY8N+6FnE7DlMWQMHakqKAuvAsWE/9Cxi9hymrIEDNSVFgXXg2LAfehYxew5T1sCBmpKiwDpwbNgPPYuYPYcpa0gZqOXLkn4IduGq1sQ2pP+y8kS7uCrHMs+Han3dEkpmVqZ11UKnvwtXwdOzxFqX+X+0wq8/5V5fPyeqvXUVFnqej/iVUItpdfr01+ujcZ3wRPGLGAeybbVh1y0dn5SxEW+SzwwMsIgZiMmlOeNAdUVKn1CtWLUwPmFD2sRx7qtmOUlVm/fZyEe975RZCK92inJCRBZi2bKFCPmIglq3qCeFD+A+U0o/tWb93BGMZZCy7jxD/BpwhVppR/Mx8p7YntOWyo9bt0JiOj5Ua8axkdgVvgLEB/D9iODPifmxkqUtZaDKzEq+qnuOUsziE8Od+MqkMXbNzVxkHUY/9YaxjNMu1SX6ogiCWlyepyNizjOpYiNLZ3L0iog/PwltGZ4xdZ+dtrx8JtTtCmZyH+f5UsZGJjQE1JczsVkY+IwD1TDB4l31n6Tx+8pZyroUX3nqlvFqpDpRxbm1iMVFUTadzdHpl5oZAboYeThzXziSPaNvXwzcQK0vHR+38oxjw7dTwTayiM3C+GcaqNoyR+ujZ0Jq9xWDOrkUs/nUrdsrUJ6JmbaIGbJKp303q1m2zLPPlShI5r7SHRMXbnYWorrkuZLxeZ4n1obgK0n7pvtqfen4uA1mGhuxfvJJjAEWsRgV+TtJGaiu0JCfgFdAtK6ZJq7X0Z286dYn2w8pk92tUgirkrakI2Le3jgZUwjxZZZf/9xn8+mDtz5x7XKndE1xk+Ll8Jro4yfWsm0WMYXEgj9lEZuFIUopYgl9cCde4oxL8DBnH4luTkaXZEImuseuNLERQpEobNmIGDWQuMxznjUuam4XkgpTrJvxLMxHpOUzSBrldeKbIYkiR+O0bBm9U5z4rGqLzrLRh1POxBJoms0LFrFZYDszEYt/jECb3LG+ps7EshUwpwmZkTiT2alLeVc0lrE5NnM/Yx2OnTh1SZEwiJgqCLGSPicmsXPLa/0y+StVpxRnU99E3a64pePjtplxbCh95VOHARaxWYiEbAJVZg4yk0jsZnIRk6LjXzaxJv8rt36fDEf6p5zs0jHh6K3Xe+06q4KQUD7xIlEQlXsmsTKJS6yo0x9N/GL36cRfeJ3xSi7OiT5OpdnERkJ3+II/YjEbMZBtoBonqXEzmz4L6nwQNamAJYgETUo5+Vw2XBFINpl9RUytlwTDI4K+fdMEx13iqQ+g1isHzBUk/z66dXjaN/NJlfoLqlMmcfmo2Xz6ko4PtZptbEga+MifE5uVGMg+UBMntBQBqi8RUoRcf+0++ccnolOP9zqxTlVD/EjyE7HEel1RSOiL7GdijdpzeRpPrNcpm1yQyMePC7V9n/552hW1iP8kiHMle+60H+fMT0zT8ck+NmRP+MjLyVmIgUILVDG5PFlKLmiYa/Xm4plt6yi02LB9ni+iPIvYLLBeWIHqZCg+SYclE3OtXsvHzVHxwoqNHD3ULFfDIjYLhBdSoIqlWe4VzNmLm0P1zsKwp92EaRKmXUHAHU388f9O5jAwCknEcvhYXJUlAxQXamzQOf9lzgCLWOacZVzCG6gyePkY3xgPGhcURPKZ5a8d0TX/Zc6AUcT4dydz9xt4qX5vkO8H7zcpaeL5jTvZGbnhgH8BPPMXBGMJeoVVX23lKzAfORPzxoYxiPiGkQFjJtZ7aQIqNpafNFbCN1IzYCI6dUn2mK8MyBcx9QVuvj5rPp/LNLc4E8sx6yaic9wMVzcHGeDYsBs0E38sYna8aqVNRGuObAgcAxwbdkNu4o9FzI5XrbSJaM2RDYFjgGPDbshN/LGI2fGqlTYRrTmyIXAMcGzYDbmJPxYxO1610iaiNUc2BI4Bjg27ITfxxyJmx6tW2kS05siGwDHAsWE35Cb+WMTseNVKm4jWHNkQOAY4NuyG3MQfi5gdr1ppE9GaIxsCxwDHht2Qm/hjEbPjVSttIlpzZEPgGODYsBtyE38sYna8aqVNRGuObAgcAxwbdkNu4o9FzI5XrbSJaM2RDYFjgGPDbshN/LGI2fGqlTYRrTmyIXAMcGzYDbmJPxYxO1610iaiNUc2BI4Bjg27ITfxxyJmx6tW2kS05siGwDHAsWE35Cb+WMTseNVKm4jWHNkQOAY4NuyG3MQfi5gdr1ppE9GaIxsCxwDHht2Qm/hjEbPjVSttIlpzZEPgGODYsBtyE38sYna8aqVNRGuObAgcAxwbdkNu4o9FzI5XrbSJaM2RDYFjgGPDbshN/LGI2fGqlTYRrTmyIXAMcGzYDbmJPxYxO1610iaiNUc2BI4Bjg27ITfxF6JfN/KCnBnMAccAx8BciAHOxOxeHLTSNOj8xwz4McCx4cdK+jYTfyxi6XOYlqeJ6LQKs9O8ZoBjw254TfyxiNnxqpU2Ea05siFwDHBs2A25iT8WMTtetdImojVHNgSOAY4NuyE38cciZserVtpEtObIhsAxwLFhN+Qm/ljE7HjVSpuI1hzZEDgGODbshtzEH4uYHa9aaRPRmiMbAscAx4bdkJv4YxGz41UrbSJac2RD4Bjg2LAbchN/LGJ2vGqlTURrjmwIHAMcG3ZDbuKPRcyOV620iWjNkQ2BY4Bjw27ITfyxiNnxqpU2Ea05siFwDHBs2A25iT8WMTtetdImojVHNgSOAY4NuyE38cciZserVtpEtObIhsAxwLFhN+Qm/ljE7HjVSpuI1hzZEDgGODbshtzEH4uYHa9aaRPRmiMbAscAx4bdkJv4YxGz41UrbSJac2RD4Bjg2LAbchN/LGJ2vGqlTURrjmwIHAMcG3ZDbuKPRcyOV620iWjNkQ2BY4Bjw27ITfyxiNnxqpU2Ea05siFwDHBs2A25iT8WMTtetdImojVHNgSOAY4NuyE38cciZserVtpEtObIhsAxwLFhN+Qm/ljE7HjVSpuI1hzZEDgGODbshtzEH4uYHa9aaRPRmiMbAscAx4bdkJv449+d5N/Y5N8Y5RiY0zHAmZjdi4NW2vRqoTmyIXAMcGzYDbmJPxYxO1610iaiNUc2BI4Bjg27ITfxxyJmx6tW2kS05siGwDHAsWE35Cb+WMTseNVKm4jWHNkQOAY4NuyG3MQfi5gdr1ppE9GaIxsCxwDHht2Qm/hjEbPjVSttIlpzZEPgGODYsBtyE38sYna8aqVNRGuObAgcAxwbdkNu4o9FzI5XrbSJaM2RDYFjgGPDbshN/LGI2fGqlTYRrTmyIXAMcGzYDbmJPxYxO1610iaiNUc2BI4Bjg27ITfxxyJmx6tW2kS05siGwDHAsWE35Cb+WMTseNVKm4jWHNkQOAY4NuyG3MQfi5gdr1ppE9GaIxsCxwDHht2Qm/hjEbPjVSttIlpzZEPgGODYsBtyE38sYna8aqVNRGuObAgcAxwbdkNu4o9FzI5XrbSJaM2RDYFjgGPDbshN/LGI2fGqlTYRrTmyIXAMcGzYDbmJPxYxO1610iaiNUc2BI4Bjg27ITfxxyJmx6tW2kS05siGwDHAsWE35Cb+WMTseNVKm4jWHNkQOAY4NuyG3MQfi5gdr1ppE9GaIxsCxwDHht2Qm/hjEbPjVSttIlpzZEPgGODYsBtyE38sYna8aqVNRGuObAgcAxwbdkNu4o9/d5J/c3BO/+YgBTYj2BxwJmb34qCVNr1aaI5sCBwDHBt2Q27ij0XMjlettIlozZENgWOAY8NuyE38sYjZ8aqVNhGtObIhcAxwbNgNuYk/FjE7XrXSJqI1RzYEjgGODbshN/HHImbHq1baRLTmyIbAMcCxYTfkJv5YxOx41UqbiNYc2RA4Bjg27IbcxB+LmB2vWmkT0ZojGwLHAMeG3ZCb+GMRs+NVK20iWnNkQ+AY4NiwG3ITfyxidrxqpU1Ea45sCBwDHBt2Q27i7/8D9mfsKEB7oVQAAAAASUVORK5CYII=&quot; /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Now you are done with formatting you number system&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Finally, In case your client doesn&#39;t want to see such big numbers in and wants you to round them to Cr value so that the numbers are only given as their crore value and decimal.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
You can use the below code and paste it in the custom tab in format cell and it will give only the cr value&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;[&amp;gt;=10000000]#\.0,, &quot;Cr&quot;;[&amp;lt;10000000]0\.#0,, &quot;Cr&quot;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
And it will give you the lakh and crore values in rounded figures with decimal in place&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAADZCAYAAAAJ1C2lAAAgAElEQVR4Ae19a2xcVbbm+dnSjEb8aelqRiNFGl3l6kpXw69WEzFRwo9p+nJvKzNzdYG+QMxtOkC4gNOhITQkMQ3dJASagjxIIE6cEIIxDXFCYjsvv5M4duKUH+VH/Cq/33a5yu8A32jtU6dqV9U59XSVq85ZkT7OPvux9t7fXt9e+5wqygrcN1CR/xoae90hyMsvB/3LqwFsJS7kFDqRnedEXrlL5Mv/yT7sQmGNC/c/VoivSntDbMn2P31jHx48FLnOTx/aB4HN5Sjyjc+OJx/Kxc7CcjyolT90Bp96y0NsF57BTwPah85THpuZ0n3jc/i6uhPtA27c6pgSyC9rwsD4nO9ey+eryo9ZeVDgvo7yL1/VFabNK3TXIuByueAcccHudCGvxCk0bisECPY2F7JsTiFyEvqaTXm69lQRkVD9wtQTVtGh3ABxknh/+obda5Pa7wsoD6hPwvbVdSNE+L4Nw/yC9wl90I1bnVMC+WXNGJiY891r+XxV+TErDwrc1cZCzysEiVyL5BTNsw/bYctXha5FdKpDm0C53YW8Qnt4oddQJA4ndG/ErpGFKG8ORuW52CnayHV7sXNzuL7kPsyXJqEXUERnoVt+Y4ssdBdEFLe3OVFud6K8xomcPFXoOfkuZB92imi+KccOghD6w4lEdFmomvhkcctprZwErQldjeJPFrrRSJuKFN31Tg9mzmOhmztKx3L6iCj0+x/OQjCybXYtmMPl3QgomheWU0Qvx5qHbWGO7iTKfRBC1D1G6wlZFn+kcjcavcd3OtIb96NtEua9ktC/CoroX17lo3ssAjFLXQXuKnF0b+p1I1pk7VGFTs/lWiTXrvQCj4Qe1hYJ8SFV7L56NeXYWaiO4TN6Jt9cjmLvmMT9G3avTRK6+syutQ0sJxt2PLn5jMBnMcxLs2eWa//4HPKrO3F30I3bnVMCX3iFrt3zVeXF7DwocFfGLPRNO8rFszsd0/0oB4mcXuCt2RBB6CQ+8azufavufbmmCZuEJsSrvVWXRC9ETG/dD6mbhfZWXm7ra+/bHKLfxMwicpoHCf1LFrpvkzO7mMPNT+mo2h6z0Ddklwe8Yae37BTFBTbYsGZDTviInlCU9R/dw4mSNgo6toerY/YyFro1onU4gWtlClxlMQt9dQUShdC9b/atfGynNRJCr+Kju+bsVr4qcJei/MvX0NTnzhB4hX5Tf7yfvUmPA7nYaVCeOfPUn18s4++fmEN+VSc6htyo75oSoGf0wYk5372Wz1eVH7PyoAo9P5OEnrgAYhFLJtcNEHr3FOq7p/BFaTMGJ+dEmu4Jn5U4GSniQONcvqaCfwXuK6jI35Eh0ZxFHsvGE43QDxd34buaXjj6Z5KK622TcI7NJbUPeQ6p7k/u2yhNPBPfsshTxb8C91VUfMVCj0VAmVKXhH66qkM9unuj96mgiH7gu3Z0js6ipmMqqbjaOIaWAXdS+5DnkOr+5L6N0g29MyC+ZaGnin9J6B409THMxEH/xLxX6B7Ud08L+IWu3n/4rQPOsXnUdrqSitKmCbQOzia1D3kOqe5P7tso3TLgAfGtrQVdU8W/AvdlVBS8juY+D8NkHAyQ0Cs70DnkwZ3uaYGT3oiu3b9f0Ii+iQXUds0kFaXNk2gdmktqH/IcUt2f3LdRun14DsS3xj1dU8W/AvclVBb8Ac39HobJOBiYXBARvXPYgzs9LoGTpQ4MTs777t89fQcDU0uo6/YkFWWOKbQNzSe1D3kOqe5P7tso3TW6AOJbWwu6pop/FrrJxC1v2CT0L6o6wEJP7iZmJOzg/NUVuqcElV9zRJcFYpZ0NEL/44laDLuWUdc9m1SUOabRNrSQ1D7kOaS6P7lvo3TP+CKIbzmiR+I/67lswVms1+AxKBBCf4OP7SaM7CT0U96Ibu9xgfB5qQNDk/MiTfe7jt3AmPse6rrpWK2P+/7mPujhv/2P/4539h9HWcOwYVvNZpnDhbahxYj1tPra9f7770cwtLJw12j6C54T2dPLC9dPLGUDU8uCb20touU/lj6M6irwFKHymzdZ6GYVenUHOkc86m8KOL1Cn5r33b/xWTXGZu7hZte8IU4X12LNmjXYtGmTEALV/fTrK1jzd2uECN/++LhhW83u1WYXWocWI9bT6mvX4ps92LBhgwCltfxI12j6O32hRsyJ5kVpsqmXF6mvaMv7J5dBfNOvNGmIxD9Fcj37seb7hT7gQTPDVBwMTC3glCb0XhfsvS58XubAEAnde//a4QoMTCygvHkyLO677z5kPZYFump1KfqRSP527d/78rSy4Gvx7THYe9wR6wW3O5p/GZse3gS6BpeFu4+2P7JNkG3p5cnl8aY7huZAfGvc0zVa/uPtU2unwHMBVd/uWhEHr7QP4cCBKtj2lONiZduK2OTNJ/4NWAidPl6jiO4V9omrCQg9yy/0/Scv+CL6zveOBAhFcy75Gq3w5DaUps2FEJwf6T7a/mijIsj29PLk8njT8QidIrdef7HmK/CcR/WZ3XAMeBLC5eoe2GzlsNmcyH6uENnP5SRkL9HxcHsPBimiV3aga8SDhl6XgCZ07f73h8rQMzqLK/bRsBARPStLHNUpTcd2um56NAtnqzrCtiXb52uHcbtzOmI9eRzH/1qKrKwsHPniQkztYulv02ObQJD71cuTy8Ol/3XnWQRDq+/omwHxrXFP12j512zEe41L6NX1bSgsLPShqNIB255C2Gx2ZGXZseHnNjz8y+dY6AONeOqhfXjqbGKbaLyb1pBX6N0jHjT2ugRI6MNT8777Vw+VYWhqERVNE2Fx30/uw5q/WQO6Ut0DeeeF0Ensu/58JGxbql98axQN3TMR68njoP4Icl606Wj7o/ETZLt6eXJ5uPSYeylA6HSv1e8ZmQPxra0FXSPxT5Gb2sd61frUrgo851Bd+FbUoqxrbBECdzqdsNfYQde8vDzYDpcHiPx0YZmBTdX5fb/Z/tA+PHi4z6BuqgRCY8rFrjqj/oLHHK6ukY1w+ZH6D9fWuCxaofeOzaPSMRkWQugUxX9yn6+eyFuzBn+75u99eUZ2SurH0OB0R6yntf/wyF+FyP/w1sdRt9Ha0jXa/mgO8pyorV6ebDtSWhM7XeW6rQMeXaFHw79sJ560As8ZXD/3dkShNTnHUXXxIMoLc+BsU6O5i37imcTe5kROTg6ysnJEJDcWOTllcpw63qintos0psDyi4dz8dOsClxM8HHHP+ZA+/58YxFHU4eE/nllB8JF9B2HK9A7voCqlmlDfHzyOxH1Nvz8fig/UUQ9LY8i7ut7Dhq21exevDOORqcnYj2q/22pQ4icbJ86VxNVG60f7Rptfw+u+4WY26GTxaIfulJEv/8fHoirX61/ErmW1q5tA3MgvuWIHol/iuRae/kaa74CTwGun/+TrtCbu/vRUH8e9uqjKC/JgctVCID+eks5nM5CEckpoufssaEwv1C81Nj37iFdW37HDO/UR3dKvyMXICZvu7MV6l9oEWVBedox+az/9+QCjs1SPp0oRFmd1572+3Q7G3XGHzzmoHs9u2ITkOsZjNWw/z7sytK4kE8QQXYCOArcGFZK6IqiQA//6T//F7z+p4MoqnHqOqPsmNEKjz7G04NsK5p0tP0VXGnAw//yuNjAaBMj0D3lR9NPLHXiEXos9sPV9Qm9ZXAWwXDW5MHZlgcsquLWRC6ui4Ww19iQsyMHeYfzkL0jB9nZ2diwaVOInUC7jdj8UC523wrt75I3Ul7yjiWXRL+z0WuP2u0TkVQrbxkMyjtXqP4JJ62NuC9ErrDXj907K+BrG1BmPCZ17MHl8n20dvXGqo1NtqfyEjD3WxV4MEsbe5AdnXXT+B6aVr8w0z06i6a+GYGT9Iw+Pe+7f/NoFXrHFnCt1ZVUXLozgebe2aT2Ic8h1f3JfRulWwfmQHxra0HXSPxT5NazF2u+gtlTuFG0V1ecnY0X4LTb4BrxR3IsFgKuQricNrjackSkpzej6tE9Cxse3oRbHaO69vyi0SKVet18jpw71NnVPGMxhLYJthF8L28ucpmcluto6cDy4A1JE5Z/ftpGJreT08HzDVdGdfuxO0vPpjY+/aue0MXLOEnou/Ouwzm2gOvtM0nF5YZJNPfPJbUPeQ7R9Kd3SgnOk20mmm7pnwPxLQs9VfwrmD2GmuL3DYV5t60G9nKv2BfL4RrJ84ncac+GvSQLeYezsOkxVeSnvys3tBUqBNlBydk1UWv5sgDktF455QXXCbwXAtWO6OIarXjIjrw5BY4zOruBYwkcq16Z3B+lox2rxs0sSOjiGX1sFk39MwI+oXvv//R5LXrGFlHT4UkqrjZOoWVgPql9yHNIdX9y30Zpx8A8iG9tLegaif/gjSeae73+FXg+wc1LtrDirK2/KCK3s80GlzNHRHJN5OX5G1Boux+bNtyPoqu1Ye1EFrrmzJqzkgA0UQWLIbKwA8RER3Xf8Te4rZ5tbQzBdeX8WbREbTe4D/leTkfoL2QzCxqPdJSPRuh78m+jZ2wJtZ1zSUVpkwutg4tJ7UOeQ6r7k/s2Sjv6F0B8y0JPFf+S0OfQMmiM0vMnkGfLhtOeg2CRb/j5Gnx29FjY9n7bTd5n9NC+xHOpEKNapj6nNnnt6rULzgtz7xOkaluNwrSx0H1wu+CxhSmP2m6wDfleTuvNXR5PaF0/t3K9OQxNL+IkvXUfm0NTv1vguHhGX/Ddp8rRUi28VPdnJG453y90dS1oTVLFvwLPh6i9cgCtg3MRUXzhK+RkZ4njuhbJNZFH016tozpqzi39/oS4tWOyV/TG7YJthbsfQI7vLfY+/K/DFWLD0cbhO37vbNLhIdiuPPZwduV2cpraB96H9k/l0vHdx0Vgu3C8D3uF3jM2h+Z+twAJfWR6wXf/wV8b0DO+hNs980lFucOFu8OLSe1DnkOq+5P7Nko7BhZAfGtrQddU8a/A8y7qSj8RP/NDP/UTCecLTyD7uU2w7dgAIfLcYxHbRLLJ5ZF5j4ejYdciTlR2oGd8Ds0DbgEhdNeC737/WQec48uw9y4kFVWtM+gcXUpqH/IcUt2f3LdRumVwEcS3thZ0TRX/MQudHK7wwnd4NutxvL7jRRZ5FJtjPCJdiTbRCP3whTZcbRhF/+S9pKLBOYsx9/dJ7UOeQ6r7k/s2ShPPxLcs9FTxr2B2N+rKP2XBprFg4xV9NEInpzt6sZORIg5kkWvpVPCvwLMDtyr4+B2vmNK5HQmdXsY5x+fgGHALaEd37Z6vKi9m50GBZxtuV57giG7SiH6ystMrdPXrscevtmDEtaDzNd/Ar8/6v7LM+WbggoVuQoFrpwyK6HlVgUI/drWVhb5i/zNS5myCCjzPo/7a5xzRTSj4AKEPeuAY9OBYqVfo3nvKY5ifAwWef0f99S/QNjTHMBkHIxTRKzrRO05fpPEIHLvSilHXgu9ey+eryo9ZefAK/TTahucZJuNgZGZJFfrEPFqGZgWE0GcWffdaPl9VfszKgwLPk7DX5LPITSZy2rhZ6OYWbyybkjLuvIg7NwtY6CYV+onKLvROLqB1eE7gOB3dZxZ991o+X1V+zMqDYq/9K9pH5hkm5GDUvYS8yi70TS6gbWROIPdKK8bci757LZ+vKj9m5UFpH1kAw5wcjLmXhdD7Jxd9G7kq9CXfPW/y1ghySl3PIhjm5IAETkf3/qlF3B2dF8i92op6pweV7TMMC3HAQjfxRkdCz6sIFDp9jl7f7UFlm4thIQ6UWucSGObkoG9yCcdJ6NOLuDu2IHC0tB23uj2oaJ9hWIgDFrqJNzoh9MpuDLiW0DG+KJBb2o7bPbOoaHMzLMSBUte7CEb6c7DlL2dgBKP1o2fzvMpuDLqW0DmxKKAK3c3P5xZ6Pqf3MUFC78G2rSXYW0+OT+kCbLscjQjkdtHUT0addBhDMual2iSR//gjdMFC5xeLkV6uKuu3FmD91ms43ruEul6nV+iUjgXxtoulj0h102EMkcYYf7km9FjWpX9qCccruzE0s4yuySWBY6XtqOuiY/sMI2kc3MWLQlekLRWPfj6YIN9ksxhv34hv3RThOPVN2HuZnDBescTbLn7HD3X4dBjDSs4n0JYsdO0ITxGeeJDLZF76p5dwvKoHQ55ldE2rOFZ6F3XdblTcnWEkjQOvKGtWkuPEbKpC90VvWSw66ctNeNy3U2mnAGmDMCxXnfb4fv8Otz6nCRd8/S6h7vI13+5Hu+A2sfHo2JbayfYez2+K8zQSKChZKOmU1hOzJni9Mhq7X+j30D2t4mjpXX7rnvS37ZIodfo68pGkg1138I2vjrdd0R086tXZi0UzqKjx34sTwkd3Y/7EJAahF0AW54X8EumeNoVw5UsIrL8EIdL9Tu8jwiT27peEL0SvbSShtsmJg+2Je/F+ITOEG+smoidmFnq6fkRoLPRvThVjvSRuIXqfcKldgb+8qBLrt1biiNgIjG1G81GpcqtvCX54o/gdyjNKa/VXovwa8gL6j8e2XhstzzxXTej+tVKP7JrY6Rgvl1F6YHoJedU9GJ69h54ZFblld3Gri15euRhJ46AdL/lOvmr0fqmI+Kb8IrxTI3NPeSRmvXK5vpyW20eXVm73L8EPJ363tQTv2SnPKK3Vn8R7OXp1jcqvIc+wryUUf1UScHRfrzsOzTaNLbw9/5y0Nua5auKWryT04DnT0T2vqgcjs9/DOaOChF7bRZHQxUgaB+14cWsR3q4J5pjyVVH7+ZfrymlqK9/L6WC7ke8TELosNnlT0AQVQ/nVa+IxoNi3Ecj25LRsW9tkwuVpZea8Bn/cpi90J0Zmf4BzRoVf6Ol67DXDuIyO2Xr5lGd0PJfry+nYOVLqB5ZR39CE964uo37AK6oGvXQB1h90QtQfWMaJg/I9tZPvg8u99zlNKKH+gttfvS6ErpWViOhegvdCxqG2DWmv2aNTgGjjr6eN14rXftcy8qqcGJn7Ab3uHwVyyzpQSx+v+V4Axe403DYSZ8aiFM/kYZ/Ri/E2va0PeS43thnNeqifo5MAB5dRPygJXS9dcN1/vPa1kdoZllMdr9i1Z5eA9vQY4H8T+XhBk/oIQaINGIdqh2zVDwa2+V2pPHa5nnXT/dPLOFEdKPRj5SR0FyraGMnjwHvMvqHPceBb93p841uL4HaB9998XqTq76P2mNdPaRhaRmQ4sX1rCd5vjKYu14nMZ2o4GvAKfXTuB/R5fhQgod/sdKG8jWElDpSG4WVEhlfoTdHU5TqR+UwNRwMuNaKPzv+AvtkfBY5VdOBmlwvl7QwrcaA0jSwjMpx4ZWsJPnBEU5frROYzNRx1TahCH5v/Af2zPwocK1OF7n/rG/mNLdfNfI4U+l8YGbFx0DWxhEzAsYoelDjGIAv9smMEJPbytmmGhThQTlT3gmFODkoc4xib/xHDcxTN4cNlx6gQOwmeYQ0OlMm5H8EwLwdjnh8x7IYuZhZ+AMMaHCjlSwCDOWAfMLcPKIcKqsFgDtgHzO0Dyukr7WAwB+wD5vYB5WzNMBjMAfuAuX1Aee79M2AwB+wD5vYBBfyPGZAYmJldwOnLdrH5HzpzA+X2brT1jQtI1Ti5wgzQRpvMfyz0ZLKbYbavN/fi1UNF+PJqA1yzi1i690MAlr//AYzkcMBCzzCxZOpwvy5rxK7cy+gZdmFu8XtdzC99D0ZyOGChZ6pyMmjcJPKPv7mO0el5zMzdM4R7/h4YyeGAhZ5BgsnEoVbYu7Hz6GWMTC1gwr0cFlOeZTDCc3C3ZxCE2npHTFyx0DNRPRkyZnrxtu3j82jrd2FkeikixlyLYBhz8MqO3XjiqS0CT2Y9i51v7YmaLxZ6hogmE4d5ouQ2jhXVY2BiISoMTi6Aoc/BgU9P4tFfP43mjkGBbb/fiXf2fhQ1X2kv9A7bOiiKEoR1sHUEu34RtgTV21IUXIfvU8UARfP/+PAcOoc8cI7OR4XesXkw9DnYf0QVur1tAITsV97E23s+ipqvuIRetEXVna6QgvSWqGOpQt8CWbNFW0j4stg7YFunQB6PWicwL9GxcPvoGaCP0mxf30Dn0JwuWnvH8e13V/H5l4X49FgBDhz+Au0DM+gamWPocJD1m614/qVX4+YmNqF34MMHpOAqC0u4gFouZyf8Obqe0NFhwzpFwbrQsO73xGjq+GtzaoUZOFxYg2+r76JtwBMCR88UyqtrUXK5Ct+eu4RT+WfxWV4Bjp0qhMM5jfbBWcbgLLa/9pYAHdk1/PrJZ0CIlaNYhN7x4QNQlAfwYYdX8LKiDfwkqUIP2z8L3WBJossOfVySdnjvI1I4S3u/qEDJrT409bpD4GjpxG17Myqv1YWI/ezFG3D0uRkSB/s+zhVCP5CbHzcvsQjdv66rLHT1WB54nPcPzpvyPl+E3QxCGnGGzEA4scv19NJvfHYRlc2juNM9E4KevkG0tnfpiv1UQREaemYYEgcv/36nEPrNtlEfL+W3u3Gu9La4r7jdDUJRRYOvPJjDDBF6aDQJe2yH90XBOhtC3tnpeSXnGTKgJ3bDylLBq58Uo7JpDHUdrhCMjk2gt39IV+wFhZdxq9PFkDh46RVV6NccIz5ertR14dsrt8X9ldouEM6V2X3lwRwmV+hFSOrRXTEQcujLOskDORkzA7LYo238p5OlOFfTixtt0yGYdM1gbHxSV+wXqxpR0z7NkDh4YvOz2PzMi4KTF7L/AMLm37yADz75ArZPv8Jvt24X2PbaW4a8JVPoQm/ROoZRPd2XcQDUfPnNu2qBRW7EZGL5JPZY/u3/5jq+LO1AlWMqBDWOKbjcnlCx37Cjqnkc1S1TjJYpFF27K0Av4rbteEdwcq6iFYSdfz4gjvObn/mPqLhKltBVvT2QpIhuIHS1U/5ILRZBJqtuyc12vP9VDcqaJnRxrW0CU9NujIxOgJ7Zm1s6UNY4hvKmCYaXgz37PweBhP7ewS8CeMl+7Y8i//W3PsB31R0C4bhLhtBlvcUWBnS8Tj+ie5/BpTdtaj0WuQ6Fq5I1POnGy/sv4JJ9PGpcaRgHw8/By6++DQId3YmXZ7Zux/Mvvy7w8fGzePq3L+PXT/4WT295WSAcdystdPUjOL/eVkjooS/jFEnk0F6+BX0zTn22DD3er4rnW7BT+ojtyIVmFN0eiwol9WNg+Dl46dW3Qfi3zc8KXn7z/HY899LrAh/mnkWWV+hZW14GIRx3sQhdE7H8bkZNa590BX0rjnRnQf/mKXsZ6B914eWPL+BMzRDO1Y5ExHd1o2CM4rF/+w32n7qEJ7KeF/jjX04IXvKvtsXNTyxCj8eBWejxsGaiNvSzUTl5lfj2xnBEnKkZAWME23e+jxdffQe7PzgusBKcsNBNJKp0nMryve/xl6+qsK/gFgqqh8Li62tDYCSHAxZ6OqrDZGOaX1wGfa6+81glTpX143TFoC6+rBwEIzkcsNBNJqp0nQ5F9qPn67DtQAlsZ5pxonQgBJ+XDYCRHA5Y6OmqDJOOy94xhJxjV7Dt4EX8+fRtHDjfgdzL/QLHr/SDkRwOki506oDBHLAPmNsH+K27SSMzT4sZkBlQWocWwGAO2AfM7QMsdN7oeKO3gA/wH1nkdxT8jsYCPqAsff8DrAD3wZ9hqf04gzkI8QHhGybXgbKw/D2sAFrMxdajDOYgxAfIN8yuAWVu6R6sACH0liNYZDAHQT5AvmF2DSiehWVYAWLXdhzCAoM5CPIB8g2za0Bxzy/BEqDjWfN+BnMQ4gMkdLNrQKE/eG8FiIjeZMMCgzkI8gHyDbNrQJnyLMAKoMWcb/yAwRyE+AD5htk1oEzMzCNx3MVHT6/H2o3rkX1pJeytvA0h9Ib3MG9RtH7wiFgfWiM/HsGhy9blRPMF8o3ENbDyPivG5DiOfw5Ys/X459y7MY9XGXfNIWFcysHajTnIzlmPtTlXE7e3EmMKsiGEbn8X8xZF6/sk9MdQIs2/5BUS/SM4dMm6vJA/kG8krIEgf1sJe4WkJxE8ZY22i6D6T7ntMY1ZGZ2aRaI4IwR+BaMXVcGfWQGbiY4puD0t5tyddyyLlvf/EWs3PopimYOL/45fbVyPX73/umV5IZ8g3wj2l1W/F1paj5cvJq5PmosyPOlBYriClzaux0sXyY6a/qejbQnaTHRMoe2F0OvfwpxF0bKPhP6vKJbnX/K0EPorJ63LC/kD+UZiGgj1t8TsteEvWeuxNusYahPWpzo2ZXDcjYRQrEbxr712vt5NA8xFTaJ2V7i9EPrtXZizKFre+yXWbvwXFEvzL95OR8PAPCvyQ76RkAZW2FcHxy+J4Ll296UVG5cyMOZG/GjBB7Tz7Lrkt1FEwt+MD+yJ2F35trSYs3VvWhaOvSR0+UWcmv7V3t9ZlhPNH8g34tfAyvvqwNglvLhxPR75tGXFxqX0jcwgbtzJxSMb1+PF87IN7yCPOOK3m8iYDNoKode+jlmLwrH3Yazd+P9QLM//whPi6L7210/AIedbLE2+EbcGDPwtMXuqhiiAJmbHr0vFOexCvKg+vFk3SqiRYzfyE7Ad75iM2gmh33wVsxaFYw8J/f+iOGj+av7DOHjeutyQbxj5zerkO/De5vVYuzkX1SukIaV7cBrxoRl7aTBvXgxtf2632ABeOBev7ZVvR4vpqdluWTj2/AJrN/4fFAVxoOb/Age/sy435BvxaWDl/VQbR+UnahBdKQ0pXQNTiAtnvWI+q9f+Il6g58E3L8ZnO94xhWknhH4jGx6LwvEuCX0TigLmn4XttE7bsizLC/kD+UZcGgjjb4nba8bep9T3KC8Eaez0m+vxj580xzRmpaNvEvHg1Bs0iF04ZdA+Unk8fSbSRgj9+ovwWBSOP/9v/ces7Kcsy4nmC+QbifhWMtuWHwp9PP7loaaYx6u0907ACqDFdF/bymAOQn3g4M9MrwGltWccVoAQevWzcDOYg2AfOPgz02tAaRggAWkAAAaFSURBVOkegxUghF71DNwM5iDYBw7+zPQaUJo7R2EFkNBnKp9mMAchPkC+YXYNKI0dI7AChNArnsIMgzkI8gHyDbNrQDlWVA8rgBaTwRwY+YDZNWCZv71mbx2U/xQVp5kBHwNW8A0Wum+5OWFVBljoJlp5KyymiZYrpVOxgm9wRE+pS3Fn6cgACz0dVyXOMVlhMeOkxvLNrOAbHNEt7+ZMAAvdRD5ghcU00XKldCpW8A2O6Cl1Ke4sHRlgoafjqsQ5JissZpzUWL6ZFXyDI7rl3ZwJYKGbyAessJgmWq6UTsUKvsERPaUuxZ2lIwMs9HRclTjHZIXFjJMayzezgm9wRLe8mzMBLHQT+YAVFtNEy5XSqVjBNziip9SluLN0ZICFno6rEueYrLCYcVJj+WZW8A2O6JZ3cyaAhW4iH7DCYppouVI6FSv4Bkf0lLoUd5aODLDQ03FV4hyTFRYzTmos38wKvsER3fJuzgSw0E3iA4qi4H/+3X8FXRnMQbAPaL5hEnfXnYZCu5nZQQvJYA4i+YCZdWCJoztHdI7iwVFcvrdERNeN8ybLlIVusqnxdBJkwCq+YbmInqBfcHOTMcBCN9GCWmUxTbRkKZuKVXyDI3rKXIo7SkcGWOjpuCpxjskqixknPZZuZhXf4IhuaTfnybPQTeQDVlnMlC1Z0Rb1i0dbinS6LMKWoC8m6VYLaRlvOwAdNqwL6nOdrSOkB70Mq/gGR3S91ec8AwY6YFsnfSYfomC1XM4u2qLWl/P0jFM9uY7abh0i6VXfvjqOaMTOQtdbjQzNs8piJnt5OmzroCgkPq/gZWUade6NttGILsBENO28J4tohhFgW7qxim9wRJcWnZPRMpA6oRuL2DuGdTZEOqSLqL+lCFr0V6Q2LPRo1zwD6lllMVO3FDEIPa6oG42Ivc/0xjuBjw6fwHXqWsU3OKL73IET0TMQrdC9YpQiqHEfXpu+l2pboPeqz99etR3NI4EqdH17LHQ/oxmfsspipm6hohO6KrDIL9T0xq2+D1BgLOQYI7pONKd+reIbHNH1vIzzIjAQWeiJiFztXIvw+pEY8JZHcVoQY2GhR1hTExRbZddO3VKFF7oq8sCPy2IfW2Qha1HfQMO+LlnoAEd0nztwInoGjIUejfhCoz0dw4Mit/clnvHRnUbrHYcSuqlQH1pbFjoLPXrf5prQREwnpEBoIvU+N4eUU33/s3qo0OnLbfQZfaDdSJFaWxK9tprIqQ4LnYWu+QpfLcqAVR7r+OhuUQfnaasMsNBN5AlWWUwTLVlKp8I/95xSupPXGQs9edxmsmXyC9k3KG3Wf+admbRiwYupLTBfA19+WYkPcg9tvtqvwNK9Wf/x77rzb75b8jfv6biu9zvvZv1td/NuYdLWTDu1vGtrOzlfOaIH+4bkNqZKWkLotGJWeOFiKs9MwWS0jV4OAinodlW6YKGvCu3caToxYIUgwEJPJ4/jsawKAyz0VaE9OZ1aYTGTw5z5rVrBNziim9+PeYYRGGChRyAok4qtsJiZtB7pNFYr+AZH9HTyOB7LqjDAQl8V2pPTqRUWMznMmd+qFXyDI7r5/ZhnGIEBFnoEgjKp2AqLmUnrkU5jtYJvcERPJ4/jsawKAyz0VaE9OZ1aYTGTw5z5rVrBNziim9+PeYYRGGChRyAok4qtsJiZtB7pNFYr+AZH9HTyOB7LqjDAQl8V2pPTqRUWMznMmd+qFXyDI7r5/ZhnGIEBFnoEgjKp2AqLmUnrkU5jtYJvcERPJ4/jsawKAyz0VaE9OZ1aYTGTw5z5rVrBNziim9+PeYYRGGChRyAok4qtsJiZtB7pNFYr+IYlftedFpLBHFjZB/jonk6hhceyKgxYIqKvCrOr0KkVFnMVaDVFl1bwDY7opnBVnkQiDLDQE2EvzdpaYTHTjPKMGY4VfIMjesa4Iw80WQyw0JPF7CrYtcJirgKtpujSCr7BEd0UrsqTSIQBFnoi7KVZWyssZppRnjHDsYJvcETPGHfkgSaLARZ6sphdBbtWWMxVoNUUXVrBNziim8JVeRKJMMBCT4S9NGtrhcVMM8ozZjhW8A2O6BnjjjzQZDHAQk8Ws6tg1wqLuQq0mqJLK/gGR3RTuCpPIhEGWOiJsJdmba2wmGlGecYMxwq+wRE9Y9yRB5osBljoyWJ2FexaYTFXgVZTdGkF3+CIbgpX5UkkwgALPRH20qytFRYzzSjPmOFYwTf+P+iUwQ+VwjgEAAAAAElFTkSuQmCC&quot; /&gt;&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Through this method you can easily convert all the figures into Indian number system format as per your needs.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://android-solutions.blogspot.com/feeds/5965501180056356838/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://android-solutions.blogspot.com/2020/07/formatting-indian-numbers-in-excel.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7710649680053805112/posts/default/5965501180056356838'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7710649680053805112/posts/default/5965501180056356838'/><link rel='alternate' type='text/html' href='http://android-solutions.blogspot.com/2020/07/formatting-indian-numbers-in-excel.html' title='Formatting Indian numbers in Excel '/><author><name>abhay</name><uri>http://www.blogger.com/profile/15932262191841500395</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7710649680053805112.post-4886664633774924821</id><published>2019-01-11T22:41:00.000-08:00</published><updated>2019-01-11T22:41:01.758-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2019"/><category scheme="http://www.blogger.com/atom/ns#" term="CHIP"/><category scheme="http://www.blogger.com/atom/ns#" term="console"/><category scheme="http://www.blogger.com/atom/ns#" term="fantasy"/><category scheme="http://www.blogger.com/atom/ns#" term="fantasy console"/><category scheme="http://www.blogger.com/atom/ns#" term="gameboy"/><category scheme="http://www.blogger.com/atom/ns#" term="games"/><category scheme="http://www.blogger.com/atom/ns#" term="games development"/><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><category scheme="http://www.blogger.com/atom/ns#" term="next thing"/><category scheme="http://www.blogger.com/atom/ns#" term="next thing co"/><category scheme="http://www.blogger.com/atom/ns#" term="pico"/><category scheme="http://www.blogger.com/atom/ns#" term="pico 8"/><category scheme="http://www.blogger.com/atom/ns#" term="PICO-8"/><category scheme="http://www.blogger.com/atom/ns#" term="pico8"/><category scheme="http://www.blogger.com/atom/ns#" term="PocketCHIP"/><category scheme="http://www.blogger.com/atom/ns#" term="repositories"/><category scheme="http://www.blogger.com/atom/ns#" term="repository"/><category scheme="http://www.blogger.com/atom/ns#" term="sbc"/><category scheme="http://www.blogger.com/atom/ns#" term="single board computer"/><title type='text'>PocketCHIP in 2019, a good idea?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
PocketCHIP is a product from Next Thing Co that is like a case for CHIP the single board computer, which include a battery, touchscreen, keyboard and a obviously the CHIP SBC itself.&lt;br /&gt;
&lt;br /&gt;
When you buy a PocketCHIP you get an customized Debian preinstalled on the CHIP which provide a practical user interface for the hardware.&lt;br /&gt;
&lt;br /&gt;
Now first thing first, Next Thing Co is now&amp;nbsp;defunct and that is a problem, as its a full pledge Linux computer with a terminal.&lt;br /&gt;
Being a Linux operating software you would want to use the terminal and obviously download new software with apt-get as well as get updates.&lt;br /&gt;
&lt;br /&gt;
This is a problem as since the Next Thing Co is now defunct their repositories are now dead, so you can&#39;t get that updates or new software for PocketCHIP.&lt;br /&gt;
Particularly if you want to update PICO-8 that comes preinstalled, without updating you are&amp;nbsp; not able to run the new PICO-8 games from the forums.&lt;br /&gt;
&lt;br /&gt;
PICO-8 is a fantasy console for playing and developing 8-bit games, if you want it you have to pay $15 for windows, mac or linux. You get it free with PocketCHIP and moreover you can download games directly onto your PocketCHIP from your Linux terminal through apt-get like chocolate-doom or prboom and many more.&lt;br /&gt;
&lt;br /&gt;
So how you can fix the issue with you repositories, well there are some mirror repositories that you can use to fix this issue.&lt;br /&gt;
Now it is not ideal as in the long run the repositories may get outdated, but for now it has the latest packages till the Next Thing Co&#39;s last update.&lt;br /&gt;
&lt;br /&gt;
So there is a mirror repository at :&amp;nbsp;&lt;a href=&quot;http://chip.jfpossibilities.com/chip/debian/&quot;&gt;http://chip.jfpossibilities.com/chip/debian/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
You can edit your repositories from you terminal by running these commands:&lt;br /&gt;
(Check the original post for this solution at&amp;nbsp;&lt;a href=&quot;https://www.lexaloffle.com/bbs/?tid=32715&quot;&gt;https://www.lexaloffle.com/bbs/?tid=32715&lt;/a&gt;)&lt;br /&gt;
sudo nano /etc/apt/sources.list&lt;br /&gt;
## Paste stuff from that post; save&lt;br /&gt;
sudo nano /etc/apt/preferences&lt;br /&gt;
## Paste stuff from that post; save&lt;br /&gt;
## Then, check for updates and install them&lt;br /&gt;
sudo apt-get update&lt;br /&gt;
sudo apt-get upgrade&lt;br /&gt;
&lt;br /&gt;
So all in all there are certain problems with the PocketCHIP but it is still a novelty item that is worth buying if you want to play around with it.&lt;br /&gt;
&lt;br /&gt;
If you can get your hands on one of these then that is up to you, if you can spare money and time for a handheld gameboy like Linux terminal system.&lt;br /&gt;
&lt;br /&gt;
You can check my video where I talk on the same as well as give my view on PocketCHIP.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/wcx9bdkqt2I/0.jpg&quot; src=&quot;https://www.youtube.com/embed/wcx9bdkqt2I?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
Let everyone know if you know some other mirror repositories or better things to do with PocketCHIP.&lt;br /&gt;
&lt;br /&gt;
Leave your comments below and thanks for reading.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://android-solutions.blogspot.com/feeds/4886664633774924821/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://android-solutions.blogspot.com/2019/01/pocketchip-in-2019-good-idea.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7710649680053805112/posts/default/4886664633774924821'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7710649680053805112/posts/default/4886664633774924821'/><link rel='alternate' type='text/html' href='http://android-solutions.blogspot.com/2019/01/pocketchip-in-2019-good-idea.html' title='PocketCHIP in 2019, a good idea?'/><author><name>abhay</name><uri>http://www.blogger.com/profile/15932262191841500395</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/wcx9bdkqt2I/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7710649680053805112.post-2673994928833223583</id><published>2011-09-07T06:13:00.000-07:00</published><updated>2011-09-07T06:13:16.047-07:00</updated><title type='text'>Android Mobile internet settings APN</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;Android OS APN settings&lt;br /&gt;
&lt;br /&gt;
Android OS APN settings or internet settings usually automatically appear in configuration as soon as you insert your sim card and switch on your phone.&lt;br /&gt;
However sometimes these settings does not appear automatically, and unlike your Symbian OS phone, like your Nokia, these setting may not be&amp;nbsp;configured by sending an sms request to your service provider.&lt;br /&gt;
&lt;br /&gt;
What you do in that situation is that you can set them up manually, here how:&lt;br /&gt;
&lt;br /&gt;
Firstly take out your sim card(which you are use with your android phone) and place it in a normal Symbian(Nokia) or Bada(Samsung) phone, then request the internet settings from your service provider like you normally do by sending an sms, once you receive them install them.&lt;br /&gt;
&lt;br /&gt;
Now you need to go to internet setting/browser setting in your normal phone look for profiles, these are your internet settings. There you will see the settings for example if you use vodafone then you will find Vodafone Live or if you are using aircel you will find Pocket Internet or for airtel you will find airtel live and etc etc etc This settings are called APN which is short for Access Point Name. These are your internet settings, there will also be some GPRS settings and MMS setting, like Mobile Office for airtel, AircelGPRS for sircel, etc etc etc.&lt;br /&gt;
Note this setting are at different places on different phones, you may need to look around in your phones settings to find them.&lt;br /&gt;
To run internet only internet APN setting are required but if you want to run GPRS services like using internet for other programs or apps on your phone(which is required for an Android OS) you need GPRS settings.&lt;br /&gt;
And so you need you MMS setting if you wish to send and&amp;nbsp;receive MMS.&lt;br /&gt;
&lt;br /&gt;
Now need to go to edit option here you will find the details of settings like&lt;br /&gt;
Access name/APN name&lt;br /&gt;
Set name/profile Name&lt;br /&gt;
proxy/proxy address&lt;br /&gt;
port&lt;br /&gt;
&lt;br /&gt;
Write all these setting on paper.&lt;br /&gt;
(Note there will be other things as well like username, server, etc. You don&#39;t need to copy that)&lt;br /&gt;
&lt;br /&gt;
Now take out the sim card and place it into your android phone, once started go to settings, there you will find Wireless &amp;amp; Networks settings here look for mobile networks. Inside you may find GSM options here click on it and you will see an option called Access Point Names or simply APNs(or inside mobile networks you will find Access Point Name). Inside this option, click on menu button and then click New APN.&lt;br /&gt;
&lt;br /&gt;
Now here you will see the same thing you saw in your regular phone Name, proxy, APN, Port, etc fill in the details that you wrote on paper and save.&lt;br /&gt;
&lt;br /&gt;
Now run your browser, I guess it will work fine now.&lt;br /&gt;
Also set up your GPRS settings also because without it your internet based apps won&#39;t run on mobile internet.&lt;br /&gt;
&lt;br /&gt;
Now you are ready to enjoy the wonderful world of Android phones&lt;br /&gt;
&lt;br /&gt;
Enjoy!&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
This blog is about:&lt;br /&gt;
&lt;br /&gt;
Mobile Internet, Vodafone APN settings,&amp;nbsp;internet through mobile phone, mobile for internet,&amp;nbsp;gprs internet settings,&amp;nbsp;mobile phones internet, vodafone live apn settings, internet through cell phone, quick settings android, Internet settings android, vodafone mobile internet APN, Vodafone internet APN, internet connection help, android internet help, android APN help, WAP set up, WAP setting, aircel APN settings, aircel android APN settings, aircel internet settings, aircel mobile internet, idea APN settings, idea internet settings, idea android apn setting, idea android internet, idea android internet settings&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://android-solutions.blogspot.com/feeds/2673994928833223583/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://android-solutions.blogspot.com/2011/09/android-mobile-internet-settings-apn.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7710649680053805112/posts/default/2673994928833223583'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7710649680053805112/posts/default/2673994928833223583'/><link rel='alternate' type='text/html' href='http://android-solutions.blogspot.com/2011/09/android-mobile-internet-settings-apn.html' title='Android Mobile internet settings APN'/><author><name>abhay</name><uri>http://www.blogger.com/profile/15932262191841500395</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>