PLAN 1 They terrorised opposition workers by shooting a few
PLAN2 Kidnap a few of the polling staff and the. Blame it on the government.
then hue and cry of voting fraud, have their dogs in election commission give verdict in their favour (PMLN only asked for repolling on 20 polling stations, the commission went even further and voided the whole election)
wh PLAN1 - PTI workers and polling agents will be scared to participate fully and will not be challenging PMLN terrorist
why PLAN2 - The RO’s and polling staff will fear of being kidnapped if they don’t allow PMLN goons to cast bogus votes.
I hope government can deploy troops on polling stations, or ask Election Commission to do that.
PLAN2 Kidnap a few of the polling staff and the. Blame it on the government.
then hue and cry of voting fraud, have their dogs in election commission give verdict in their favour (PMLN only asked for repolling on 20 polling stations, the commission went even further and voided the whole election)
wh PLAN1 - PTI workers and polling agents will be scared to participate fully and will not be challenging PMLN terrorist
why PLAN2 - The RO’s and polling staff will fear of being kidnapped if they don’t allow PMLN goons to cast bogus votes.
I hope government can deploy troops on polling stations, or ask Election Commission to do that.
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tbr7eFJeRcDI1grTbp8607KcpbaTCRFFJx6xWzEuIWR/aJuJAUANjyPOqj6dWGjmhfpBt9aIfaQ2E5guLbEfypJ+tCWcR+7cCtrExvvVl2A1fq0EuHcwRg3NaGG3HCQdbgKuz0xZF+6ZvO9bXnuaFjDOOwT3SEnxIhNjvJIrEWsJK40kJUUb2Jkd4j1k0xYjOHMVimUOOHs0K1qBMISlInYdAOfjWSNuVAzY1GEWhIz/L0sqKB91ROo3Kgsagonn09DQYvw5q8AKJYp95xoLeWVqVOkwBCRYAADrPzpdxEzVMjTlwzK6sL4tQWAUHSZvXMKHiYUqUxzO9CA6akGLNJYVNotYprQoEbzVt/EEmKFpxF5NPH2SZOnE49K3Y7JhPanVABVIDY95V/ponOX2D8FlhLOsgdbqgDqDbe1Dc2QezCkkRNwOnL0p1xf2f43E4p7s0hDBdWrtHDpQQVk90C6t+QjxpiXwjleXsOLxKi6dJClrsBIiGmx8S+kya5pFPk5SMQKtRE1bcWUQUGD5VBicOW1FPQwCeYqJbhpUJdFv+03vxH2Feqy3w5jSARhnYIBHdPOvU+ouzNIzXCFp5SFDY28iJB9jXNEinL7SMnkJxSPuDS55E91XobevhSMlysWVdPS/HnvEtYXEJbUVqHwiB6/0Kge4kc1d1lUdSP0r06iT41K6wuO4QKEW/orKNs+MLxato6g0VGQY0m0fWiObcVM4xgoLakuBSSmRsZAm4tYmhmCwL5JhaT4E1zMsMUaVEAKBG3MTerqUkiUscdkwzw4BKATsqSfnQjiniB5BbQ2kGEFU7xrUY+SU+9WcC7AMc7e4v8AKaWcWzi1qddACEQTqWJhKRAsfACjDwTKJud41bzzjizKlRP+kBNvamjg1ptlrtXDGvYbk+AHOlIJ1aib90n/ALp1wOFV2CNG4TY9LUZMz4Y3Kwt/exCT/guR1j8qK5XxA29ISFAj8Qis7fyx4kFRVNtUne94A2tTjwbl61LAO1D/AIXjd9L+YcTJaVpKVKi/dFV8Nx+NQAwpIn7xg/KhvFOTudooAkD1NLwyRZVIJ8Bty6+dOtkLNN+HeL8Wl7HLcSNKVKSQDy7iAfzrUcqxWtltX4kJPrEH5g1j2d4dbbpSsypOkH1SD9DWj8AvFeBbk3SpxPsskfJQp52lYMf+VDcw4IvXEYpIVJIuYA5mqk1Hi8IlQBUAYuJ6jnS72ijihifzRtSOzKgknYnYGqGDxECFbiQfQ0vOZQHVpUoSQbHp5UUKdNqZSfoNUgi9jgNrV1nPFbTQR8k184P4pOwv7Xo7NgcUIH2g40uYsnxP/iPyoczdKhv8P/IfrVHO3yrEuEme99b/AJx6VdwTa1HSgErKVaQNyQCRHjatEF+oq+xqexLZabKQrUlJkq5eCZ5AzVfCZBjMQezQypDbmntHnDolMyoISYUpIFyBOowNqSuHOJn8M4FpXNo7wC48RqBj6jlWxcFOhbK8Wt8vOuygyf8ADAMx5qsZ6AeNZ4+8M2TI5KhB4vx7bz6uyTpba/coTtCWpRy6kE+tLGIZFEMakpxGISeTrh/mUVD61VeE1NjJKgapiK+QwafMm4DcU2l/FuDDMq+EKEuuDfuotA8Ve1PeR4TImk/4WsgmVPALJjnEwB6CuoR0jD2cGehrYPsdyhrS4pwIJJEJVJUoAWgG2mZ5T5c3XDqyZWwwg8ClCfqBV97h7BPoBShIG6VsnSRFrKR9KN0K2muFDOc40OFMwAnYbe1Yp9p2ZOOuJ1aggA9nOxndY6yRE+EVq2fcH4iD2a+3bNiFwl5I/hcFlEdCKQ/tMwaUYJptST2iH1FKgCO4pJ1BU/e1QY/hNOkmrDa8FlGXKxJQhCdS16YA8tyeQ8aesj4QweXfvn1DEYgXCSP3bf8AlT94/wAR9AKFcEPdkwXAkKdWClPPSlO58JI+Vczd5e61EqPI7ppscOBySQxq4/xHJlMcvLlyr1JXbnqPnXqroiVml8Z5gvsG0E91ToQY2OhpS4kb97T/AC0k6qa+JwXMvWpN1Yd5Lh8iCD8lUmpcm/WsH5CPS/F4iVL0Gpl42qwqVKBE1js3Lp9ftIPOvt3EBzuzM70Ix2IA86v8G5C5jcSlCtQZHecVt3R90H8StvKTyq+NNkcs4xQ8cOcNKdYUsHTKSGifvH8X+XlNJvHT7jOHWy4kpWpSU36A6jB5iBv41urTYSAlIAAAAA2AFgBVbNMpYxCdD7SHU7wtIMeInY1oTo815m30/J2CTKlD+A/UVonDbg7NI8B9KeMx+yvLlL1N9owr+BUoPhC5j0IoO7wFisMP3ZDyR+Gy4/yn8iaEv9FcE4p9OjCNG5FXchKUrBsBypeexSknQoFJG4VYj0NUltrC9aFq8BNvQUmzTNTih5zxKAoOABSFHST0JFRNYVgd4C/SljL2SkKLjiiFcibDyFT/ALWeRqvyMRQEPjlzVjMQYiVD5ISPyo79lmMGl5gm4IcHqNKv+Kfel7ixJGJcnc6T7oSfzodkuZqwuIQ6JgWUBzSbKH5+YFWmriRvWRs+MJ0nTvypHezjFreKXEadJ31QD5GLU8YLEIdSlaCFJUAQRzBrmKyoKOoC9Z4xsupCU/mr8ykRB/8AsB5cgBvRPh/O3nlFLiFAJjvEbzRlOTqJ2+n6Vfw+XFAvz61TVgbPiKDcU5oGGFkbq7o9d/lNX8ViUokk7UgcY48uC5sSAB4DnQi+isVi5qWTzJn3NNvDZjEMHo61/wA00o4b4h5imrJVQ4g9FAjzBkVtguE4eMU84aCcU+kWAecjy1mPkaePswdUkrST3SFW/wAsEfU/zGlUZS7iHVOJKEpJkrcWlCbm8TdXoKbk5oxheyZwxS4UBWtw7LUoC0g2v7RWZKmY2VeMsv0u9unZcBXmLA+ogelOX2WcFJWBjcSmUz+5QoWMH/EUOY/CPXpSVw1gsTisa2y4suNPq/eA2AQkKUrSAYSQLCDuRWv8d8TJwOCWtuAv/BYTy1QQCB0SAVegpWmHblGa/aVxOXsc4lBlDP7pMXBKT3z/ADEj/TQfL8KtZiVD+vOqvCeXh0iTebk3PiT41qGAwjSAAlIoqikMdic7w4tVwuD5fnVXLc8xeXuShagJkpN0K8xzrSApI5Un8a4IFOoCi6C8SNS4N4tZx7RUjuuJjtGzuknmOqTyP51a4hyFnFNqQtIMiL8/ONvPlX594Fzw4THsu6oQVdm54oWQDPkdKv8ATX6QU9EHrY1Omnwg+GFOpVg1LaAKFJUUwbwBsJ52585oLiMQVK8zWkfa/lgHZ4lI+I9ms9bFSD7BQ9qy/X4Vqi042BlmK9VftjXa6wUbdw3hAtL6VfC4Sk/yAVmuKy84d1xlX3FW/wAp+E+1avwsjuL8Fg/KgPH+Wodl5ogrbIQ4B0UbecH6mssqkqNeGdToQX0aRM1E5iISSaP/AN33yiVNKiJ2vHWN/lQhzJiohIvqIA8yYFZXhZ6Kyqhw4GyVKGEYhaQXnRrkidKD8ITO0iCfPwo5meLKQCkwobRRc4UIQhA2QlKR5JAA+lCsRhCsz0rU8f6qjBvs7YxtOkuR/wDmk+5VP0FXKDYB2XG/Fkg/6VgfnRVaopWjM0fOIRI8eVfbSIAHSh+PdPI1XwWYOFYSYIJAvY0adB1dFzNMnYxCdLzaVdDsoeShcVn+dfZbcqwzqj/A4q48lbe4rT6+SaUMMko+GDP8J4pokKQ6jxmR7iRVvJwhCofNkgnxVHKtvikn7ReHmlMHEJRpW0dSigfEkmFSPD4vQ0+PXZWXj+Rb6Ypxji+1xKnNOkKAgeAECfG1LjwoxnbwKhHIX96EqNa8noJO2HOC+IXGF9mTLZvpPI+HStSwnETaxvBrDUq0qChyNOmWO7eNYppp8Hxy+maP/baAN6E5nxCo2TQ2JTVd1vUoAUm7LaohxzijuZmk/iF2VpHQH5n/AKp1xjQSJ8KzvHO6nVHxj2qmP0nkfDuC+Mf1ypoy1F0/5h9aWsCnvUx5M4S4gD8Sf+Qr0MYMfguZwypt91tfxNrUg/6SRbw6VMrGAJamydJmDdUKI25bCPLxo3xZw3iF4p94d9C1aypAKinV91SRJTG0mAY35UMaw7SdOogkC2r9NhUJYnfSHwtyH/7He+/iHYI0toTfaVrN/OGz70I+2LMStzCtT8DbjhHi45A+TZ96afs6eUgKSsKGvSQDYW1Qb+dZ/wAdjXmZSZISllMc47NKo91H3o5YaRBLC4yC/A+CIb1EfF9KfcNh0gC9IGIzR9lACVMtWskjUr15VBlHEjy3AlbgVJiwisqlRoX8NN7ZtJ7xAHjQ3McxwDqSlT6AdomfeKX+MsM4lpKzMeHOaRWntBKggGN7SfnTObQJcCHEmQpTqVh3A4IJgG49Olb9k+MD2FbcBkKQ2sH/ADJBrD8rzxLpShxmOigmCPUVsPBZH7OlA2SFJA8J1AfOKaP9M2WPLLPF+A/acudQLqSnWnzbOr5gEetYEs1+lsv+GOVYG9w8+vFPMMtKWUOrT3RYALMalbJtG5p4Om0SXQDB612nlP2ZY4gGWR4azb2TXqbaIaY95fmfZtqQi7qzKRySNIGo/lVnLsApAnZR3Mm/n1qHhpkFUwDYedNgbHSszS9ZbbUBYLBOJV3jqBvqFvQjlXE8PNjEpfFoklPIq5KHTc/Kj3ZivJFC19A+RlRxomo1YeiUVwppvkYtgLDtkYlHIBKh7kH8qNumBVHEJAeb9fpV18Wrp9aZwJzArmwBHnB/SoMGYVq5jlHpv61bR3jEVYZw7YEzP0NM+DWW9UiaG4ntIJ0kxyG58r18v5yhJOmCBYRNyOlo3qoxxW0YCyGyYjVzkkCPDxoKMl2jlF/SPMcUNpWWHUrbeGyFx3hyIUDEedLvHHEzmktJEBcoULm1wZjl7biqnHLicQtRS7ZpGoQkEdwk/FtBJ9qCs4ztGU6tWltPe0rUSoj70T3UwZgTtV4Y0usKh4zL8YIWR572NqqrFHeK8IUOateu9yNrWiedvpQQ0fRmQkUy5C/qSOqbGlxQq7lL+hYPLn5VKcbR0XTNFwqgUwattsiZqlgWVQDuDBB6g0UU2dBtWfRmnYXMzdJCugrPV7nzrQc9AZYUVWJsPEnpWec6tjjRHIy1hTcmjOQPQ82f4hQRk0TwFlT0/MgfnWuB0GaXwTnasRidSoSptrS5pt2ipIB9hPmaXPtEyEDGjEDShDgSSI3WDCieQHwk1BwHiinHrHJQI/lUQKeM0y7D4shDjirnuFtUgWElQIiTt5AVbVPrLL9kAslUdaXCoEx3ilRIMRBv4fOqvF2T/wDy0YtE/vk94HktsJEjwKY9UnrTLguHUsEpAKkiIM357zYivZxhHHAlSAClkLKk/evpEgcwADPOuzxUsYdbXTMn8lcWVFUqKjPlfkaLZJw9pUlZEAER4kXpmwrqT8QFQZvmqEQeSQVQBzG39eFeXxIDxqx6x2CQ7hE6hIG9JTvByF95khYO4mD6VQVx88hI0JCwfuHYjxq3gM1cEOobUhtd9J+6TuB/DO1OppiahXKsjZYHeEHxpk4cxKdSkp239qWnsd2ouKqIxRZvqIKrAjlP/qm2BOFxNFVnSESE738SBMTG+9DsTnmm0b3mIufL60h5jmq1Yl3SQQClOw5JTJ85KveonsyXfrcWkQJO3z96QmopDv8A3ic8fY/rXKz85ir8Q9jXqAaRqHCh739dabKUuGDDnnTbSvxEJ+nCa4iuxXhSina8a9Xq44G4z/GbPj+Rq5i3AlBUbACSegqpjx30H+IUqfaBmoWP2dK7A9/TFzuEnysY/Sq1dDJFXMuJ9UhJDaPuqVeTp1CyTN5T5VUe4gUrBpVrUFgaFCwkkiCnnEavagbekzInmVKPPwj6DpVRpWrWNkq1yrqDABT1JIV7i/XTFIs6RdU7qYQStSCJSqe6DI7th6eNfbylwG1r1IbCIVYJWQO7H8Ijrc0IxALigmJBSHFEm8J1pUqT4JHnbwFTYDWoFQEICRKReYvYzAVeelz1tRv6Bq5R2TCOJdQ8kOQe5ZX8SdjIG8TMcxQ9tYQ4oI2CyAPMJMe+qusYlCQ4NSShSFRtJOk2I39KjxaEswreyFEHckpUIHqn60lgjs1RRx+EaWhbapBQogEAkRqHMQAdxz29KTsVhS0tTat0mPMcjT2hCVIR3piHHDqlMkkxp5KJMeQPlQPi/BQEucxZXkdv68aFfZzf0LJTXGl6VA19pr7W1NNVo4feDsy1Qyo9Sg/Mp/MetPLeHtEVi+UYkpUIJBSQQehBkGtFxvFzf7EpQVpfUNASm5CiPiH8POfTepuIbFH7QMw7R4tCAhoxfdSov6CaUYvVrFqBNuW95k8z61XSKZIDZ9sfFVrtInzT9Z/KqjO9fBcMgdSTTXQUw1l75SpxYtOoDxlRn0p/4HxSOzGr4hWatknarTWIWjZUetWi6KxlRtGZ5glCCrVHpPypByrjZXakmwuLWFyZ/KlR7OMQ6Q1rUoEi3Ug2FU8WgodcTEaVqHzNB5P4GWTnDUMzLbie2agfjA5/xAee/vQ9KmkoJcIE7z0oLw1mmkpbJmQdXkbfSreKYRqVqGoyRBuBHQVl/JjVSRdS2RGxmmFQsKSlSotpSjejn98WFo0aVCOS0x/1S/2LyvhSQPEgD5mrDDGIG4T7isybEkgnhMQk95Pwn5VS4hxfebE9T86pYdagsjaeVQ8Qrgo6wZopiS8JcixZW44om6lqJ5VLi372G1r3+ooDlTpAUf4jVp3EHaTH0piFlgq/q1eof2gr1cCzf8nwa23QFJI9Le9M9erlTbJN2drgr1dFAB6vV6vGuOAvE+N7Fougain4U/iUbJHvFY/hlkFxxw6lKUVKUdpJnbrc1oH2mZuG0JbF1EFUfIEn3rKVOqUUkm3ONvID0rVjhcbZWHgZw5WuYb1oNomIkCB4+NRtGXFNRsoWBHIm0+QNQ5YgOJUDOoXBHISSdtyIET+VMGRN4X9lVralZUsawTqTp+GD5G/Umu3qJWWL9qJW+GXC2l3WjSZ7RF9QQVBQ5XgySPSuZjkrLTRLLrhQTCgT3kki5ECFAgf93rr+LUhOlCpBRpPjKb1Hl7/cUFGy0ecEXBjzAtSxyOyvxKMaTFxeDIBATrJMIWhMqkiwINxvYDx3tTbieFnkslaksrhCUkEnUhIEkmBczJMEb71V4TWkqK4gpAJTuAq4EdU7keVFM+znQysqPdI02/iMbeRNVk6JqMn0UWMP2aQkTveREkib9PWoscx2iFhQsQb/AJADpRBKkqTCZULEGZO2xtIHgelCcbikgKSrvzulJAgAzdQFiSAOZifCm3iokKcmISCQSDuDB9OdW2Viu54ylLyigkoWZSTYwI38eXpVAqIpMcxwmGiDqG1eOKVqkSIECN+Y/OqmHxkWmr4bSsSParrWQaBqwQfPaugVbU31FfC27GN+lHWhaIG7CahwyCpVtuvSrbmHIELBTtuIJHhPLxqu/igO6kBIHIf1c0jpehovpcSkQLmqi3CoxNuZ/KqzKjuaMcPZaXnASIbSQVnkB+ZNcm5BXQnwrlBBVinBpZaBVJMTF7TS6p4rUpxW6iVHzUZP1o1xnxOXv3DXdZSRYW1EflS4lyRXSmrpBm0uIIZS+UuBXjTficSAsK/ElKvyPzFIqF3typsxhlptQ5Sn3AIn/dU8qvGymJkr+LUTvXm8QrmTVNupUCsFlX0ttOCZ9SaDZy/Pe8asZu/oatus+sDf3Me1La8STvTxM+R/QUwRhPqT/XtUpVVTCr7g9frUyFVQkS16o9Vcrjj9W1WdcEm8FMf7qsE0vZasrU7J+OT5dPasebJrS/osI3b/AIMCTavqhOTYsqGk8qI4helKj0BPsKOLLvCzpQcXRLXqE5JmanhcARzn8qJuqhJPQE+wpsWVZY7RBODi6Zjn2j40KedIAJkNp8Amx/P3oFws2wp9CXgogSNMxJ0kgz7W8a+eIVKcdFxJJUZ5kkEX9apoxapCh8aFpMxvCDF9+tvGvQlaiVh70cMdlqGV62iVMuSb7hWmNKj/ALh69KqZHJZdSRGlw+spSf686JYPGDQCUy26kFSD49OhB2NWMalKG0JQDEEkndRPMx4AD0FQs107sAnuakXPNPSDuPQzVnLrAa4NosLGbXFRuGasttAQTyE+1BejE+XMLbSsrnUtXxEzqCQQk+FqD8SdoUjSfhJJG+oGxtzjp4zyo4GjG/j5eFA8avS84oHugNgg+IiR0I+c1aMdrsTI9VQPeUt3s2tIC0pCpEG4BA1SNgEyZtUGY4RLSW0BzUsmHEmyUgxEHYC4v62qzj33GNYbVClhOk/hDZgid42A/qbGDyztD2zp1EpJjeSQbmefhU2uUZ6TYu5vlrjoUhAkNJAFtPeSADJPU8t6UWnJF60LDhKlBR1HuoJTqIBlOhJkXFwJF/MxdFzfC9k8pEzeem9dF0CSorONdKnwWKIMHeoEqNcWJvzqqddFD6cQFC9QuIHKhbGINWw9NaFltBsnxWJKk6CSUjYE7f5enpVHs0DkT6/9VItVRpVyO1JJ9Obs8VoF9PzNXm81WUBoGEk/Cm0kwL9aFYlnSd7HbrU+CIQde+kEgeIFvnFLbs5MgxshZBEEG4PKvls0RzI9swh4/G3pbWT98GdB8xBB6iKGIpX6LJUydumnBOyy4Omk+xj6E0rotR7hs6iUfiSoe4NOvKK42XmTVhhlSlBKRKjYAc65hW5SKZeFkBsvPESWmiR5wfyEetYoQt0WbpWI/EAh5bRIPZnQSNpHxR6yPSgmJYA2orjWSSVTckk+ZuTQt0mmaMsnfSTBr7nqasJNVMKrceNWga4FkmqvVFrr1GjrP//Z