Is their any merit to Kaiser Bengali statement that PKR value will go further down to 200 against dollar around end of this year.
It will be big mess and people will lose hope, inflation will be out of control, GPD growth will go further down, prices of electricity and gas will be increase massively, crime rate will be much higher and middle classes will be on sucidie watch.
I voted for PTI to think out of the box solution. Currently what they are doing is by the books and simple basics, which can be even done anybody.
It will be big mess and people will lose hope, inflation will be out of control, GPD growth will go further down, prices of electricity and gas will be increase massively, crime rate will be much higher and middle classes will be on sucidie watch.
I voted for PTI to think out of the box solution. Currently what they are doing is by the books and simple basics, which can be even done anybody.
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BvwqCT8co86vUWsp7XPmxFq2OSE+c/6elSgtwE8CtZ2XvYueyAeqO7rGf3at8SZV7ke9ov8ieW7eZqFw1ctosu7EW05wB1AfD3m86n48hVXTq21zR2kiAPGAB+/WqKIMp/Z98rEDfqov4o09JY+Vc4mym/hrayeju3VB7RlAMHmQTv3mucDQi+qsdYuEnvI96fz+tRcbiAMThANBae6zHwK9Ud06eRqaQmaDit8pZKj3vpD4ANmB+QrCYhwilR9aCe0848BWk9qMQ1qySR17130RVUgDzAPlWWtiWCmCe/auX1s91FHS6OOzY/hfFMi59cwbKgGyggh37WfWB2SecVe8KwOcm4xhQQWJ5AkdYk89d6z2KtZGMiY0VRprzB7AOZq64fjekAtwe5RJBeIzRzO0dm3fVVUs7Musi+UWWOxHSHo0zJYEaAauV2JHJe7nz7KvLNpl97QlJyjkFZTHjDfGqfpehWLcXLpXxW1IBBPa8aR39m8zgmbRixeSQbjjViQRA7gQB2bdlboP6t+f2MNi+nbj9yP7KW4tXVP1MXG8aFba/Imre0dVY7q1xdexhM/xj0qp4HoMao3F+R4m3mB+Aqw4mJt3Su+XpBv9ZCPkg9a0dzMFhiAtufqXGTXsztb5/dcHwim3QSYn3rDA+I6MfMmgv6i4FMMRnjsOUD5qp86ktq1t+TK3owLj+UUhAMcxaI1ObxzW2ifJRUbCtnNxe3LP7yBW+S+tROG3Ml5Aditm2e8gFJ/l9afwv37i9hH8Sg/O2B50wINi4MHebDtphrzlrJO1u6dTankrbr2GRV5auqjQTvA8x/WoXG+HLibFywx1GoJGoI6ykdsSR4aVn+F8SuvbQXCS1vPZu6T1rRENPerD8pqq6OVlEoPfBd+1eN6OykNAa7BjmoBMeExVj7P4gXLQKtmAMA847PWax/tRczW0H3ifHQCfjWg/wBn1rLYbsL/AByrpWVPc1SjirP6miKVkfaHHOb/ANE8phyudBIJuFvjHV9TVxjuPm3feyEno7YfUwWJBICnYDSsRg8S7YtncBelbMyjbwPlHnTYqoPln0d7dJZKmPSWqeDPkg3LZqO1s1Peo7UDyGtNWkrTVNIBytzNYHFYnpHuYge85yp3AtlU+gU/umtX7Q38uHcAwX6g8G94/lDVkLcF1U6KozHsEjQeSg/nFW1oTJODulHRV91QCRylhA8wo+NXuJui8gZNUZi3lbhVHqAfKszavwjXT7zkx2gt3fdXl3Vb8OxyphrjRItdUD75ggerKPKtCIsRMXjcnTMlqe4HrH4XKqOEWelxb2zOS2LsA85YAE920d3jU/CYNna2lw7DMRz6xyifHrnzqPf4h+zYzFuE9/o+i7DmWST3baCm5qCbYKLk8If7d4xWdEkQii4x+8wGUenzFZLpDmkdUKQWO57QKZi8SSSxJZiZM8yTp5VEdJEakLJaDuTua4d1qslk7NVbrjguVXpoKnVmIPPff4xVrh7PQllRoMEZvrcpK/Z7J33rP8H4itpv+H1djHKtfgVS9czxKArM6bkCP776lSnJ4XIWtRWXwN4Pgy4DuAqBgDr73WUGD2QRJ8qvLzZbTRp0TSAOUZbgGneTQlY6a2NNAwiIEqVEDxSmnri4B9ZFb8wYfIiurCCijk2WObyyBhbZXE4tY0cWrg8GQp80NS8QgANtCWH7Ocs7kBVAnvIJ9aG2/wBJm5vYtz+4wP8A+prmEf3NI6txZ8Dcj+Sp/qVhMkXs45WtfNkH6GoHEcaVtWxbMOnSBJkglC9uG7BHfU8Lq1zuW3+VmYeoK1V2WtuLKMwBAcluzMzMASdNyKHwNDsxe3busuVkIzQQV98OCGEiYj1o+G4wG7dMQQEYjvVnMj0qJh3awwtXNUa9J7wqpDDzUyO6kZAl05DILgBxuUCByCf3mGvMUAaLiYyywMGIX8WhHwHzFZ72bsh72MQjQtauAdhKkMPUn0q14xiM9tVB1fK4/dAJI7wcnlVdwJgmNusNFuYa3c9Sy/CPhQ1mAlyV/tLAudGo0VQDpsSc3rEetWXstxbo7TWUWXAZlDGFJAiZHeKz2IxJZi7almJPnJoMJfZXDjZYB89652cSOr6adaTJB4g74hbt1iWJCEnYD7IHKDTv2R3xwW2NGGaTsA3vN4aUv2ksnOlxdRcIbQaArvt2yPjVxhsZcRcwChiBJI1jcDfTcmO+iKyyFklGOxry1KZ6yzcZv/d9DQni977voauwzFpNK5pLGs23Gb33fQ0k8avfdp4YYNSGrvTgUtMH9pie4CP60ni+JXD2i4AznqpOpzHY69mp8qSi2LKKT2i4gLji2D1Ukny1J+H8J7ap11Qzvdbb7vvEflCrTsJhw69f/EMa8kGrGeWg9XpCXka7lVgwQZTlMiZl9R5AGtMY4RFsk3DA01KrPcXcgKD4dWe41I9n7ki3hVBOZ+kuE9itJPmQBUO2JkswBZsxC9Y7EAadmn5a9xW70dl7lpirno0kIV0LhTqddAzc6k5JRBLLJnFuLrauXDbhnaQDuEHur4mNY5TWSv3iTqTJ7d/70rm+g0/vtpVy0edcW/qJWvfg69NCrW3I9cFn1JMdo1rl/CNbGmXXv1M03h2LyGILA7jl41eYHCpcYOyZbZYL4zp5iYB8ajTVKb0llk1BamUXBcO1xtidQCY6oJMCTsK+gYJFS09oHrSVJ72QQfI6eVQ4zI9saBWOUCAAHGYacgGDDypN28HcQNbltXPiGX01Zq7FPTRr+5yrr5WfY0isDcU/+5a+RVt/3mr2Ef3VPKys+XR/1pGBaEw+8gNb9Ff/AMBTcOIZR/yrv8LoB8KsKBdtdbRnXoXUjvXo59MhrmFHuydr1wAfjzaf9Su29rZ7HvL5N0kfHLXcMkAtGhvqQeX+EG8gUI8QaYhdm71Lvc4b+AD5rVdc4SDlNs69ACy8mbKkHuPWanLc0xOuyj4dKpPqKsUHXuiPdS2o7PfYfDKKbAoLGJDWhZubqbrW2O+gugofy/IVEssApfbquR53NP4TU3iuHAFu+ggm2S4/EywfH6TXyqoS51CsxItr4ZgZPmYqJIvLxBuWwxP0aorHYLntiD4aoD3xS8P/AP331B0/ZUy/hYXSYPZmJNd4riQqtYXVrySY1yZVg/mA08PCqTDX83ErxB0tjL+7bQBvhm9alL2kVyIt2Sx1o8Y+RSo3OlcxGMySoOoJE+BjSjwdoupkAltAOck71y5Lc7CksE7hykoC31TpOum/9Kk3cRNTcIbdlMsEn6xjc/oKJ+KW/sn0FJTnHZRM08SfJVtdpbX6s24na+yfSltxO19k+lP17fgQ0R8lW92l9NVqeI2uz+Gg/wB4Wez+Gj17PgGiPk1wr537Y+0KtdKL1snURRrmYkZiAN9PlV17ZccuWLQRVCtd6qmZKjmeUdni1Yng/D4uG9ci4SNATDKDp7ukbHn2VuhjGTLgsMN01y25xBSTARFzDKoIYgsOZIWfwjXebbCYM21ChbYMSZzbkAxOQ9o51Q4sZm0tkDYFj37+9V9bFy5YFy2ysyDI4+0BqCRsTHL48zYnkCUL1z7Safef/wAai+02f9mJYgg3LezE6SeRA5xVanEMpKXbCk7kxr4/6x41M4pfRsCcq6q1vUagjpVHIkbHtpTX0slX719zOowrjtroaFT2efZUa5iOkborRjXrPyHcvaxriQrcpYR2pTUVll3wbC9PdFpDoCBdcRCAnQDtY7d25rcYjCqbJtoI6OVUDlADp+lYz2ZuhD0SLAK5hrMsuup56ofWtox1cg6FVYeR1+DCu1VQqVjuce652yz2IGIOS4WJ6ty2TP4YuCPV/Sq7gpLXZPNX8h0kgUXFsRIs2x9VmU/hXMq/A/Cu8AHXH4Lg9GJ/SrWVGlwvuJPK9cH8bqP5vjTMPJYE9l9f+o3/AIihtE5Y7Ly/F7Z/WiQ9dB/zLgj8XSE/zCogKDQFP2cRr+F2UH4PXWYgXLYk9UOB96Xkd0kA1HxhItXyNCr238gFn+RqlXo6U66Mj/B0I+BNPAivKfTXkiRcWRHYLgb5OT51Nu3DlvsDzgeSMx+LVEZ4xNh/tW8vraB/7fhTrjqQ1v6zXfdOhiUSfDqt6UADxK1mS7b0EWQBPI9aI8DbFYyWVwjyCLqqQd+pln9a2ly5Jcxo11V74GWdeUZn9KrPajDh7QvBZe2WuSN8uYoQe0AQfKlgeReBxdtbt17gkxoREQWaPQAa9xrP8CuK/EcQUgqwvgHtHRGD5xUS9xbOHCAAMQv3xOupGp0Dd1J9nLptYovlkagSQoOZI946c6c5JPAktsj7uFYsGaAH1BLAQNZYwDAAGs/aXtFLxy37JUMxAYSgzawNDKjb+++FcVuHDA6lh1RlJ0gsXurmUz786jkF1quu8TN+4brGJOg00GkAEACNezXxmuZ1C2fk9H/TnusYxjcsrWNurqLjep+VXnCeK9L1LgAfkdg3+dfMcZxG7cuEW3KqCQuXSY5k860XBekgFriZgQQScrabSKUK7YYl/wAJX9T0vUt1tYfaRunWktVoli1dAKXhJ3EiR3UR4H98+ladSOCUzUNXB4CPtmh/3CPtmjUgyd9ucCRaW9aRSUOVwROZG8dyGj8xr5zw/FP+0n3sjCCJkgrzg68zX2O86Xka0dA6suveIny3r4zhMORegt1lcg6CJBiN5+NXR4wVFut1DdUFjGbkq6VacKBtYi7YkAsSUOuRh72Rl5aH4VVNdbpSZDACYBJnYbECpt+10oF7Dt1kiFB3CmRlnUMp+qfKpRBlzlFw5dAdwjnTTnbuDl8qrOJLktYhXzJ9FnKsJkW2D5g2k+7vrThiyydMBmWfpreXr2rg3bKNYO8iK9xTFC7g7yWW6TMuRV3cFyEle2ASeRgGTVvKEtmYQY1730dvRPrE9nae7urV3OENh8NbYgBcz3D9oHKq2w57YzNHLNHKSHAuFWbGVHKG8dck5gkfXaAZYDYeg51Nu8ba50toKWtxlVnE6hXkg7Hca7aaaVVRSq3qLrrnNYJfs/YVWdj9ULBJ+qS4J8z86sf982QLYDFmKG2QonkRvtvbHrWWbCqrBTeBXozIJ2MKQPzT8aLCXrKZeuNLjHyMGfWanKyPkrUJdkTnvF3LkRN3QbwOjQx8akcOvMCuUxPSfHPVWnELWhzj383lkVZ+FOwvE7KsmZ9AW5Hnn/qKrdsPKJqqfh/gvMLi7kn6RtL1rnpr0Z22q4wmPDkA6OLq+BnoySPzVlLXHcOs9c63Eb3TsuX+lA/H7BnKzSHVgQpnQL+qil6sPKD0LPi/wbLFp1cQp1mxt/8AYCaNrsvacD3lPobOcfFRVIvtbhySTn1VgerzJBH60HD/AGrwyJaW4HJS2qmAPeChd52ifhR69flB/b2/F/gs8cCLmHbkGAPkXT9akYhBcBnUr1FJgkZgpLDsIE1m8V7UWWVRlc5WDE9Uf4hc8++mJ7Y2MxYW33DAdXkhXt7/AIUO+v5Ia6a1/wCLLa1hpb6N2QKVVQSXGZiQxg7wGHP6xqs49x23ZDWnIYlDbAU6wYk7aHT1moGM9rFKZbKsrQQGaNCZzNA56n17qx9zBlzma7JPOKjLqqvJJdHd8Rx4koGW2iqNpIDNtzLTT+D37BdrmLuAqgGVI95jsIHIRVf/ALnXneM9mU/rTrfCLcS1yQSI0MiPCo+vB75E+mt+JtB7TYMO4VQLS6K+gAjQlly7dwrKe0WGwmNJbh5HTCSQqlEuQCSApAhtDqN/jXrHBcHLZxdfOSY6TIok7EZDPrUbjl1cM+HSwFBWLhCZsoMgkkE6HqgU4NS2bCUJQ4RibJYNK+VWQx18aMh81Nbe3wC3rcF3LmJfKEJAzGYkctau+G4G1hovWrvTXI910ZAoIIJ7zRmafGxc6aNGdT1eMbHzLD8cgjQiDyb9K0eG9vLiAQdJAiY0561rcfxDB3TF3D2rmms24PkTWf4zwbh76W7DWydQyXGgfumRRKce5njVN8ErD/7TBmAuWhlncNrHLStpwnilrEp0llpEwRzB7DXyHG8AsBraozjM0HY6AEk67GrzA4g8Oh7LE2rgi4G6xDicr907VDMHwSdU48o2WGMuc2vjrVDH/qrw5Zzpy2r1eqS5ZDwVPF1CnMoymdxodxzFXFtQL6ACAyvmA5xET2xNer1Sq7hIapi8GGhJgkbkQNCeYqgwml/ERpluOFjSBnOg7B3V6vVZf7GKv3Ifdut9o79p7aUXOsk7mvV6uXNvBuSKjHH6U/hX511ztXa9VczfRwv9gKd68x3/AL5V6vVUa4cjbWu/f8qGyN/D+tdr1JjXuJCUVer1VMfcLkKO2o7OX9a9XqUho9GlEu/nXq9SXJKXtGGjT9a9XqvhyZp+0NhtWfxom9fnla07tRtXq9XRp5RzbeDe8IUZLZj6ifKtR0S9F7o93sFer1bJcs57MXj7azsOXIUAGnl/3VyvVns5NtXtKjFf8az4v8ql45QbRBEidjqN69Xqyx/n5L5fz8H/2Q==