100%. The Clinton Foundation took Billions.
There was zero collusion. You have zero proof. Repeating it, doesn't make it so....
If you don't have evidence, how can anything be 100%?
And even if CF took all that money, what has that got to do with all the corruption Trump has indulged in? Is that how the justice system works? WHATABOUT CLINTON !
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7+kfGePZI/TmI4jpBhzYTA7t4nKN/R+la2N9o7EZrAB2LjDYznFLapJU9ySBkz21tweLMvZWKfemunes2hSRwtvMeVxeNB7cOBhh2gH7KvRvrB/Z+i1bE+0dhmszuG2RixQFTHSliRcEsoWJa4pBzzfxjp2XjACBMzW6T8KaVaEX3qS2rZh7aIY8fCYd7cOCvKD+z9Fu+J9o7DNZnsLsrFAoMyYVUqcgWBG/yc9pFj8ERK2FiVJXVOVWoISFJtSEzKlMzXUP7aRpjj0AOSw4mw8zDPvWU9NaXtZ+JaI9H6V7qb7R2GazOTNl421M0BgRxe5IJ3XsGGeQOpcdTsrGhExImpchAlluyQ9RNtbcco0vtyeMN+8EORUHDesT6P0fefaOwzWZ+XsnFVoKplSQoqIyzllLWFw5e5s2ukX3XjUIUErqNLJcuaisFw4Dbri5OQyjSL2igaiGq2gNLw9H6PvPtHYZrM8NmY4p/igEg2IB5i4SGawNjqdWD/ALqxm7746VWGV6m3c8m8YOJ2jfKIsZtcIS6gRws/m2UQ+QUeuJ9o7DNYFTsrHWeeOwATSO27k9nLTu84kk7KxKQfeFyhYJJffNkKDpsyQLXHI5m7L25a7PwC0n/MTL2ukEDev8pIHeRlGMuT8NbWTX4RX9icxgPFYHaDbi0khCmZrqsU2Ke8ZsGc8ImVsrGlKgZzOCxDONwgXo0UxJ1bIZEmvbUkduYgXyJaOTNsIKTSxYZAuYPlXBpev8o7DHIoT9l4qtSkTCArQsafdhIYFJ/E50ze+UaCSKZbKt3xn14iSpQVNTNCnzZQYtxEXpG1MM1pqd21zcW1fkPSNOAocDQqKpCrd2trZeXwXkRJyatYupwyCGUhJs10g2irsvAIIXUgfxZjMXYVWG6wHdmHi7LxKFdlST3GGbNP8Tst1impL8M7li72+mUe/CpCfqtMysQT8fY+5mEC7sAGZ3dSg3/mK68ZIIpmKRVnQFV5G3Zzy9OUcRstZpJTJBbMhU1Wr3UQ+evdFgYBmeapPGhkA2vZrZE2PGLgqTEy0kkSFqsbsALqdTlRGag5fOzu0VsROSGBlykOSRWuokl3VSkF3OrxcPstRuFk6OqZlvANcWIcCLeFWFOWKAD+JNJbMBs274rKSisUnZApK2cVJetKQpiKEDIuQ9T/ABcBrClbCcPNWSou4Mw6/lYA93mYsJkqLHr0nI2RzdxfhYd7l8opbR2etaQnriVCreumxSoAWN2JBdTndjy+O5tRoU1KEoyd7df5+ReMG2Xk7IluS0u5clnJPHvzhw2algNxgA2rNk0Ajs3FEKCsQGKWDDkASbd+Wt4erAT1JYz95K0rcWsEsUkBrFQJb6x5PpHLyj3explBw4IPmjJobO2cFIoqSA4O6WIYu45vAOVszE79U96pZT3KuxsBxzHDxhbQw+KrWUTkgEEoFrGwAuLvlwBvyiV9opt2Sj3ewygorY3/AMyue8C+ebpPFoZL2GUtTPpbJkoyYMCKRlp3wMThsQWKcWCC9gzEFIpANN8lX5vyhTNn4pyfaQA+6O8KFzTcuoeQtE+kUvao95bDKNBI2ckJAVMCjxZI7rCJBgZfHLugBP2diCpKkz2pSgF8iR2iUhLXHd4Q/C4KeELSubUVCynO6wYMGGmZ4xR/aSVr4Y93sMkPHCS+XnDhh5fBPnGdn4HFFSinEBKSVFIYWcWdxp+ph68POM0kTwE1AhNuyDcZW4Z+WUPSSfux7vYZJouql8vOOGTL4J84y03ZuIBUU4mlyc726wqSxILEA065RNi8FiSVFE8JBJYEZAhgMu4u9m1eJ9I5eUe72GUaMSENn6xBPwEpRfdcalifWAMvAYkJLzxUVJJVpSlyQAzB3Hkb3sxeAnPLbEsQhAuXqKQupTEXqcP+WHpHLyj3ewyjSHCIOa1f8m+kPMlPxeojOjB4hkD2i6e3YGouSx3eaeFgeMRew4r/ALkAsQmwIq49m+p8uEPSOXlHvLYZRpF4VJDFQPF2byhicEhPZoHgB9IByMFPCklc+oDNLgP7spOSQ+8Qf7RHhdn4lPVhU8FKaX4liAxNNwznxbnB/aOS9ke72GUaLqTxR5whhEkuopMZ6Vg8US6p7JJyDOA4s9N8i3B9Yh+78YkBKZ4ICQnm7pdRJSXbe538YlfaKV7Wh3ewyjWDDS+UdEiXy84AHZ+JpO9UoJmp3SM1KTSTkHSAfOGyNnYutJVNBAZ0ggVU2V+HXMjiwtnHR4txlv8AJ+UvpIwR8zRiVL+WIZ2Dlq1buUR9DGeOy8cSWmgDwL7723bECz+msOk7KxhrKpoNUspTTalVRKVO2gLf3aJfNeMX+18p/SRgj5hj7rluallQIyUUqGfMP6xNI2fJRZDJHAMICTdl4opFUwOJhU9VIp6sgAsm+/vMRyeK52di6h/qE2qN6XIPZtSzOEufzXgua8X/AMPyn9IwR8zTKwko5se8xWmbEwqu0hB/fKAytl4mpakTmCiSASCAa7AuCyabMNYkmbLxRloSlY6xFqyokKszqSAHLvZ24vcRlLmFeVr8On/1l9JOFeYT+48O5IcE5ssj0dolTsuRrvfmU+kAxsrHazwA6cgl2AY5ozJ1+kSfd2NoA6xNVRcsCKSBlbMEEdytTGf/ANNRP/TR7S+kmy8wpiNhYZYAoSCMimxaIE7EZ99TFSiGUoWJJuxF4l2PJmywTPUCXNxwLMGAEExiE/sR63BwXEU3KpTwu9tLq9uj9jM5aPRjIatAOYB7/KKB2ochJmd6mQBfio8ibcOcVFbaWbDqArhWqYW7kIzbR49UoHIqzUm44xJJm7oUVC4cOKdHyJfziI7QknKYk5ZF83bLuPlGdalGrTdOXRqxKdtTO/cUpK0j2lSWRZFQSKUkFT24OL/EoiJPuRJloSnEkhDhwqsqrUFb2drfsO5qXiErUAJUxi7qKWSBfN76eoi2iSkZAR5b5LQbvil3WxfMZm/uFJIbELBqft3Vd2PdeOfcstbqTiAKqlNVSRUsqJbPNRHi0aYyQdBDfZ08BDwSh70u62GYzNSNkCYkITiVlyZtTlylQAaojSzgcS4vFodG7rPWllNr2QFpUwPw7rNzMFpWDSHYNpbg5t5k+cNxUk2oCarsFEgZcojwOh70u62GYwUroyDkv+X1YNt3dSARwNvWOYzo1Wt1TlDsmmrddJSxbTsn/keUQ7Y6TycKCJrdaM0S1BgSCUgqVSxIbTWPPsb09xS09YDLloJIAdrZdvNgc8jwivg3Dxekpd1sXTkz0eV0bUkLInFSlJWApRG6VUkENwKX5uYkkdG1JIInLIBFiXcBVTHxs/AAR5BgulOJlzEzeuVNKd4pSvdoJaopJLozB1DgkQTw/TTHS55KnmJO8Ja7BlFxSsdm1rO2oMV8H4d6Ny7rYn7x6QnousKCuvUWLsTZqyojnYlN+MSz+jJUUnrCGKzY51zCsj1tDejW2pOMRXLdKh2kEhxzBBunnBn2cRp4Jw71xS7rYzdSSA8rouRU81aqkgGpT5KCu67cPxHjDV9FlbrTVClCEBiw3CC9OV21Bg17PzML2cQ8Doe9LuthmMA4fompLVTlqISAXLpLcj5h9bxxXRAsffLqckEm4dgQGFrP5mDvUB4bPw+6Wd2s1z4A2i3gtC/rS7rYZjBWJ6MVzCvrVBxkCLGpJqFs91gdHMcT0WNAR1irLCiai5ZNNN33bm3OL+FkLNyuaGOpRe2TJe3rGN6RfaRgMIqZJC5s+alwpMu6QsfhMwkAXsWdrveK+CULWxS7rYZjD+M6NAALVPKKJaUmYVAEU/iKzxFvEwBn7X2cmkfeskUJp3ZoU9zexOhI8BmwjxTpX0qxWPWTOU0sF0yk2Qnhb8R+Y8bNlGd6oxHgvD9MUu62Jxs+mdk+x4lTSMfLmndNCZoqt8rve+msGdndHVSlhXXKWb9tT5lL2dnYM/Ax8lsQX1GR4Ru+iX2qY3CEJmK9olC1Mw74Hyzc/BTjuifBOHejlLutiMxnvU/ZPVlNM1Qa4pFORJ3mO8S9yc6U8IrysFQDSpZNC0BTkkVkEqHNwD3xY6N9IJW0MOmfIUCg2II3kKGaVB7KH0IIcGDJTYDmP7x7JmBMFsuYkkmbNIKCjeWSQCpwRftBLJc3s+ZMclYcJJQJhpsC00OyeKSLNyMH4BrxgUFFKipwWAVLUMjooP4RlVr06SvOSRKTfQkXstar9fVYvUM3DC4OXhHE7PmJJ3ZagzJZSklgd0EsdNeMDzMSDeXSLOepUk+cs9/nEuC2qEKVvIL5J686HRMwBje7FrCMIcfw0+k1+n6k4WWpmHIzkLIBJDLSXswLEi5EPMyWLKRNTaokpVo5uQ97fSJkbXB/lq70lKgbXZlOfKJvvKWzkqT+ZKk/Uco6Y1IS9VplbFZE/Dkn3qX5qpPq0WzgxoVDPJRGbcDyEJGLkzMly1eIPpFkGLgrycKBqo95J+sT0x2Khwi9J8weCD9UwAEWBYpCSpIHZkqnKzJstdiL+pid1IO8pYAsXXLlpY27KQ+RfQ5RYUiQAa55mA6KmOLhmCUt9IelUrNEhSiGAPV3ycbym/xAESOoBFSCqYGJYKmsogZKI7r/AOYudapNpcgtxdKB/f04QvaJxG7JCfzrA1yZL6X8Y6JU4k1TEpGgQm+eqlHhygBHrz/TRbmsuw/KOMRHDEA14hTcBSgDXg47nh42c/bmzVFvipGTZJA4xLK2fKSxEtLjIkOfM3gCGRj5ICUpmV5AM6z4kP5mHJx6iHTJmn8wCNDoovmG8RF0BsoUAMkE0hwxu4d2vx1jP9Pdu+xYSZPDlSQyQFUutRCUuGcgEglsmjQy8hHmv29V+wymBp69NdgzULZzn2m/bQZKPGtobSmTVKWqYd5VSlZkqvdXNi3dAmfiFrFLkpCirxIufFh5R7B9mnRGTiJKZ01NQL0jQgFi/G/0j0XD9DcGkADDSw2W6I51U10R0OCXVngeydmqXL6wiggbpLuq17gWSzBmji8XNlgJlykhIIAmCoWz3iSQSXctyj6Xl7HkhFHVpI4UiM/0i6KSpklSEJTLP4TS4txSCLdzRDcl1RKcHojxjA9KJuBny5qHWlJdamI6xC3Blm1rux4pHdH0RgcR1iEzAxSoVIKS4Ug3SX5hjHzl0gwgCZqapaqVAUocEbzOoEhr8vGPS/sgxU2ZhVYdU9aTh10pDJV7svSLh7KCk/7RGsGY1Fqekwopqw85i08Po8sW9e6OJlz3/iSyH+Agsw+Znd/SNDMnE1100qDA3I3TcZGJJiXBHEERDJ6x9+hnDFL8GLg84sQBn9p4w4fB4qckMZcmZMS0oyxUlBIzLku0fLGzpZWtnck+Zj6T6cp/9PxwBS4kTdVrNhd3sLeUfPnRJvaEP4ecVk7ItFXZ7Tsb7P8ADDDpStLrUASTxb/MB8d9lyanSbPlHpOzVOhJ5CLkwiOVedzqb9h8+7a+zvEIUyEkwAxHRLFIBqlkR9GYtDgxnNtSQRFZV5RNI0YSPOvsV6Qrw20E4YuZWJNCk/CsAlCgOOaTyPKPoxWY/f7zj5x6AYcffkskFkKmrICSo2lqAYDmRH0Vh51e9SpOdlBjnwPdHZF3VzhkrNodiVgIUSWABvwtxjKTMLZ0qC7BnRLXY2d0qCjZxGoxx92qz2ycDXird84Cq2eJrJ6sg6FctJADFxUhQa5Fxx8vM5jwM+JawqPTq73XbQmErAhUsJUk2SxB/mS9A9g6W5RJKU4aonN2mpmXbJljugrO2KtwRmGG5OXLFhexChwiCZsma5G+18+rmDNhmArV/A3jwZ8l4pexP8TXMiDuqKjdLBgN6SGzc70tVi7mEieEfiADn+bMl8LMoEcP2TFhWzyC9IBURnKWk1O11SyRxvaOykEkDrAEmzicbMA+5MF/8vHNLgOJg9YS/D9icSFKRNUAQJqxm7y5qfNgdOERJJQDUkAkj+SuXccVILMz+cG5GCmJfqsUCOBSkgWt2WiVsWn+ivvdP949KnwvE04/edRP4ar9Sjkn5ASVj1A2mNbITndxm0waZ+AiyNqzMve2190X14xfXNm/zMIlX5VBWnMDuiuJcjM4MgnMdWP0tF1W4mGmd+aL2YsvIubKlkKUClVtTLSgFiRZi54vzglFSbKnElpiUp0ZDqHiS3HSK+IloA97iV3PxBGWm6Adb+EfTmISUoC5LDnFSbtWSksZiX4DeOT5Jc5RVCMNpL6wj5SsuQDYq4hosCeth1cjSzkIbRiLnygCfCYoTBUkKA0qSUvzD6RPFJScQR2pSf8AapTW41AG+reETJmBAZcwEklnZOZsG/eUATwopHakpnSSvhQkqfyHI+UJWNWexIWbZqIR6Ev6QBbl5DuEZ3pxskYrDTZVCVK6sqQ6CTUk1Bl5AuGbnGjTkIo4xaesAUoAU394pKmubIFjAIxfQraiJWGky5UtamQkkhJpS97njd41uF2qZyDQ1acxwjIbN2ViUhEmViepkgWVLAUuYXuzggIbl6C+y2NggjrDUpRIAUpRBJbiwA1jhgm3ZHoVFFK/tKWGxS1KB9oSgaA3J8HtBRZKxSTpZQ+sD8XsHDTiXlS15EpWG1cEeMFcFs+XJSyE0jgCW8jFoxl7TKpKHVfoeO9OeitMwpKAAt1CYHvqXbI8oM/ZHsjESZ01cwAS1yk0EEEkVggkOSCxLPpG+2hgEzu0AWdgcjYhjyMM2dI94F00bjFPBi3jrFoSakl7BJRlBt9QrChRVn4iYk7skrHEKSPQx1HIWF5eX1h0NNxwcfpDgYAzHTVYGExgWrd9nndqYALyVZIAc+MfN/RPAKnYqTLSWKlBzwD3j6X6WIWZSkpAIXShVSEqRSo0mrVXdlxjzrC9GJeD2nKMpKuqUle8QGrSm6Q2Vi/nwjGpO2h0UqV1iNtiMb1CAlJSGDAqci3IXMZ/ZvTOfMnmSTh1HShy/nryjYzsDKmAFUtKmyJDtzED8J0dw0uZ1qJSUqcmwbeOZ7zxjCzsdCcfaR7f2r7NLqWLnIc+EYKb0tnTCpK8OgAcJgCv+BvGz6a4dKhKK+yFXfnAPF9FpK1mYoCokEr/ABEgMC/GMpNXaZrCOiZmfswmH7+LDOXNfkDLCh6tHvgzPhHhmxeskbbQvDoCqqJSgfhWTUe8JQS/KPdE69/+I7aUk4qxwV4OMrv2kGO7LB7nSn6KsYEYmVdKShgbn3Khr8UpVjb1EFNoJcAM/wDtC/QkekMRKmoAo6tmNqSi92ydrs/jGpiVBOkElsQtBJqLrI04Ls18ouJwkwDdxCi4tUlKtM3Yd8Iz5rb0gK/IsF/BQTCGPYb0mam7dmr/APJNoAcevGRlK73Tb15w3rJtwuSki+SwX8FAZxw7XkiypgT+cFPD4gOI84tyZyVh0qChxBceYgAWuXJPbwpS7F6AdNSh7hyPOEPZ3stcsk/EtN3bW2ZHnBeFAA6QmoDq8UVB+KF65Oz6HziUS5/9SWedBH0VEk3AyldqUg96Qf05nziA7Gkf027ioDyBaAO45Mmr3ii6gwS5u3ADMxHKmS2eXh1G9twJ0AfebQAPyEEFIuC5s9tC/GHQBSRNnn+WhH5lPrkyRwbWEZE4kPOSniEI7nuonXlrF2FAFI7OBepcxQOhWQP/AKtEknZ8pHZlpGuV374swoAQhszI9xjq1gXJAHOKp2hKO6laVE2ASX+kAW4HY5ZJUEldgzJWjMp+FVwf8QRgVj5AUpRKHsGPUhfDI5mAB6cYQggdpzYs7vq1vKACNpY2XNMtKApBA33yJzcd8W5aFiZMSntAVJBQZYveyTkBcRW2TKxKlOuYhA+FJNXiSGfwMcEm8Vj2aeHBfToaGZh59AmKXVNTlSKQR8LOYuydpiYgEZ698DZeDnP/ANSKTkgpqb/cSPoIsyZAA5vfv4xa7XQwkotal2XOziyMXK7QWm/zDSKOjRlcf0+wOExAwmIlLStgsTBLSpJqL8agX5aRpSlrY5qsdLo3aJ6TkpJ7iNM4kEBZWJw81IWMOpSVioHqXCg1jVllzjqJWFJtKKWJHYWkOS2gY5C8dJzBmGoy/ekCZIwqgKVEZCy1p0sM++CGBmJUl0F0ubl3d7u984ArbXkBTWzBD9WVnwI7MBsehQQH0VcNkSH/AGIP7SakEtnqpSRl8tz3Rk9q7MQmf7RKKklSAmcgJUJayGomAmwWACjiQRwjGtG6ub0Z2eEI7PxemsST1KLkFizJYO3NuMCcLO3niebJC3JXM/KlVNuFr+sc8XodVtTPdJ5c5VKOuX1abKcBRVY5lh32aH4zGhEgMolkgOc7BrxQ2nIUZhHvkNkTMe3iIoY4GYuXh5ZKlrUE+Js5+p7oxlq7HVZRSC/2bYJS8aZ+gQp+/sh+ZCi3cY9Ul5CKey9lSsNLolICQ1zqogZk/vOLwEehShgjY8qvVzJ3Bm1UFRDAEAayusYktYguPKBvXsSXQCXJZU2TcOBmCB3+MW9pywZhJTk1zLXcfnQeJ8L98V5eIF2mAMBlPL2sN2Ylrlh3mNDEcnETG3FzFZvSuVM15sTYjJtIml7QmhKSp87lUhQtY/hJaz+MV6VKF6lEDVEqa7nUIYm1J7ucNoShb0oRfOmbK11Z0nTkYAuJ2sSQhpKlFxSJhSTlklaQ/d3cYs4fHWDSVgfJSoD/AIq/SB3tROSiXJ7E5C2LuS01INifBhHJuHckGXrYmQFAs29VLOvcM4AL+3o1qTdrpUNAeHP6w6VjpauzMSXD5wCsOyQlz/Vmyi5PBQIcuP8AMTFZUQd5aTmkGVNTmCRoqzHzgA+kvcXEKM3MlhLOhIsX9zMQKXsklBIBe/McIsyMXQCHl56z1cOCkuO6AC8+ZSkmkqbQZ5xRmbTILFKZb2BWtLvpugv6xfny6klJa4IvlA+TskpZplLH+WhKXvkSxJgCIY6ao2LgZ0SlEjxWQLsR4iJFbVUx3Ep/PMSPMJcxYTs1DgqVMUQQd6YohxydvSJOpQi6ZYc23QHOlyeXE6QAO9tmqO6tLb10SlKy4kkAHhxcNHZUqcpbL66m4KqkoHglIf1ghWsj+G3Coj6JeJ0uwfPVoAqJ2XJserBI1U6jmTmX4mLNAAYAAWyDaw+Gr/UfWAHQE2mEmtwjRyRMSbKGak/UfSDcZ3bXSGVhErmzFJO8QE9c5Ny7IIsQ2Wl9IAE7UxaUKlKC5Tp3WC1KUoKTWXqDkAuQecQiXhpxC1Fwc2LMRHi/SfplOxeOTiSopCFDq0g2Sh2IHeMzrHoaKVACoy1DOnI82yMcVdWeLzPT4R3VvI9EwSJKU7ht3vDkYsKNg40OhjL7FwSE5zFr5Eskf7RBqbjkgMP33DjGTmTOFn5l9U7hraPE/tLMrEbST1SnMtCUTD+EKCiWB1IBY8IM9Pumykk4XDK96d2ZMSf4Q1Sk/HxP4e/LF4AJQBYkl35OI1imtTOybse/fZ5PBwSEA3lukjgHceF/SNLHi/QfpSnCreYT1dDTAA6rGyqRmz5DiY9hwWNlzUJmSlpWhWSklwf88o6aTvE5K8bTJ4anM+f6fpDobr4fQ/5jQyI8Y9BYkdygn1OUD1IC5SgFBSlWbrOsek1Z6G/qIs7Z2hKkSVzJ0xMtABdSiG8AczwEeL7C+0pU3bEubNURhlBUiWFMKErUkpWoAAVFSUvwB5OYavoyU7O5s8fKUh1oD/EnUcwP0ivL6ToQnet4RuNpbKTM3kmlfHQ94/WMXtvo8HPWIpf8Scj4xySpuDv7DthOMzI7X6TpUol3L2YaRc+zAGbtBK1DspWoct2l/X1iltPYEqWKqieR/SCP2dGaMZ7mkAIKVqUCUgrIpTbM2Ks/wjjFYWc1Y1m/8N38j2JeXl9YdFSVKmgiuYk3ySikZHionh5c4tx3HmFabgEKJLEElyUqUkkgNoYiVs29p00XcgkKBu7bwLCL0KABMzY5uypZfjJAPK6SI593LD0hIsBuzVoybS40gvCgAHNw0yzomKu5/hzOAvUAfLnFYSALGUE3FzJUi7s9UtRGunONLCgDOpnt+MAi3/UKF82pmp5jjpDpuHUrNBUCKhVKRMBJAFigg5a8BB9SQcwD33hANYQBnpjZjdDuQRNkkCwPI5Wh3tZDisMD/wBwl/GoAg8o0EMXJSblKT3gGAHwgIUU8bjgi1UsKt21NmeAvAFyFAQ4ucoEVFwSPdSSbuz1TLEW4agw/CypxWlShObWualI76JYueRMAFyY7HEho7ACeGr07/8AMOjz77V+k5koGFlKaZMBMwjNEvJn0Kr+APERMVd2BB0v+0coUZGBCVqBYzTdIPBCclH5jbvjynpVjprnrJpmz1hlqKnKU50pGj8A0OXtWVh07q0rnGwSm4T3q0566CB0uWqdUqYtII4DeU/DuHpESWJ2j0/U1jaK16gGVKcmPU+ieKl4uQETJoRPl2uQCoaKD58xoe8R5/Ikhz4/oIaqQL8RryjapwqnBJilVdN3R7Dh5ZldvEyQOJWB4sTGd6Y9N5ctHU4OZ1kxYIXOGSBkQg/EeIyHp5wpgHBc8GHraIwg5xwvh4Rl1udEuInNE2HmAZByYIdaUgXvoIGylMoE6Xgls6R1y956Rm1vB9Hi6g5OyKY8KuwjgZwSLgzFFyUDjoSpxT4t6wW2FtvEYYlaQkpJHWSF7yFgZEj8KvmGXMRHLSAHSlKRkABbvhTZT6x3wpKKscspuTue2dDNuYXFSivDpEtVutlZKQeY1GbKFjFbpx06w2zk756ycQ6JKTvF8io/gQ+p8AY8VwuNnSJgmyZhlzQCApJuxDHMMoa0qcOAdIyG0TMK1LmKUtSiSVqJJUeJJuTGE4YSFqXelHSbEY+eZ2IW/wACA9EscEp05nMwKiNUdBjMsfRn2Q9MxjMP1E1X+pkAAvnMl5JXzIsFc2Osb6bLCgxDg5gx8kdHdsTcJiJeIklloLtopOSknkRb10j6Kn9IpmOwaJmz1pQJlpk1V1SLOoJl5KWMnJYHjFkyUZjp/Ow0iYEIKiq9SEgKEss9ySGOtPdkGh2w9sYVWFmSsIVSp6UTFALArUuk+8e4WcraAMzCM3tbZS5QKt6ZKqUnrFXU4/ErUuS76kmA2zNl9bPHVzFIKCFoWkh0n9b27vGMnBR1R1u7ja5r+gP2rYdSwnGITIWUsJoKlIUSR2nJ6v6cxHsMiclaQtCgpKg4UkuCOIIsRHyV0pwRl4hTy+rK94pF0hR7VB1S9xk1TaOebB6S4vBl8NiJksapBdB75ZdJ8ni6ZxtW0PrmFHi3Rv7bjZGOkAj+rJ+qpRP0PhHrWxNtSMXKE3DzUzEHUZg8FJN0nkQIkgvwoUKAFChQoAUKOEm1u/laOwAoUKFACjlId2D8YUKAOwoUKAFChQoAF9Jdty8Hh1z5mSQyU6rWeykd58g50j522ntOZiJkybMU61klR0HADkAwA4AQoUb0iGBMRh0AEgXgzsdMsISpw7Enlx+gHgIUKLrRgA4zF0EpDO5fk5+sD5s9aszChRjKbehIpUpQFQyicTQQ2TaQoUUnFFoSfQmwskqIAzP1jTYOQJbIGWZ5nX984UKNaCVrio9bFidiB4RXnzyEs8KFGzZmQLWSM7jhzirPlBaW5M0KFFWABiZJSSDETQoUcrVmWHgx6L9jfSgYfEHCzT7meWD5JmZDwVl3tChRBZHoHTJHUSJ6L0qpKDyKnbwYjuIjy7BYxUvGhWaSHN2LOMh4+bQoURLU6odDW9P9mIxOCVNlgFSQJ6G1AFM1Pkym5R45ChREehhVVpHYMdFOkk7AYhM+UosCOsQ9piHukjudjoY7CixmfV2HmhaErQp0rSFJPEEOD5RJflChRJAnPD1hVcj++6FCgBVj/wA2joUDkYUKAOwoUKAP/9k= As for collusion, what was this?