Multiple Candlestick Patterns Part 2
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nop6LKE5Ts8fIsNBSNEb7uA8raQNgUGNw+WXuLb6c9mtccFz+r/ADN8UvBk/q/zN8VKjTU5S1liStDkpynj93kWWlZmYoSSCA+5sQcslIrmiRrSJsDBm4g+cOlUnBc/q/zN8UcFz+r/ADN8VxVCmlG01hyOK+nSSja+HkWmmJWuhbhcD5TTkdi505I0xNs4HyxqIOwqt4Ln9X+Zvijguf1f5m+KqFKnHV+9YO5UPp8o6ueDvkWegpW70W3AdiJ6rCxT9HhjLg+YPebE3OobFS8Fz+r/ADN8UcFzer/M3xWTo05Sk9fPkZU+nynKTxx8i10ZI0Pnu5ovJcZjnTeiZGiWou4C7srkZ5uVdwXP6v8AM3xRwXP6v8zfFa6VN633rG34NegSetnil4cCx0bI0VFQS4AE5ZjPMrqilaKmclwsbWNwqzguf1f5m+KOC5/V/mb4rZUqbv8AesVYS0CTvnirZHOkSDPIRmMSjKZwZP6v8zfFHBk/q/zN8V6Y1KcYpayw8z1QozjFRs8PIhp6HzG9A9ye4Ln9X3t8UzD5jege5dIzjLJ3NcXHNHaEIVEgmZMynky/WsZqG8KUBdLjfQCBtKkodsuAu3PFk02Vp1FaByyAuYTlmnLIBCE05OlNOQEeOnGJxPHknRxcRXbSuXawplkasxyl29SkKPS7epSFsMiZZghCFZIIQm5p2s842QDiE1DUMf5pvzJ1ACEIQAhCEAIQhAC3VH5g6/esKt1R+YOv3rm+8XJ9Dotx811J0aeATMaeC6HMjz6SponYJKiFjha7XyMaewlccNUftdP+NH4ry/df/mVT9ofCFUMaXEAbSAgPaRpuj9rpvxo/FLw3R+10340fivMKvcrURMkdjheYwXOax5LgBrNiAqJRCcZ4xdzFJPI9s4bo/a6b8aPxRw3Re10340fivJ3aCmDC/EywgZUazfA7UNWvJRq2kMEronOY4ttmw3bmAcj1opRbshc9h4bova6b8aPxS8N0XtdN+NH4ryEUZ+T7/wCTg3zeufFhxcWq3OnKKkM0rIm4cTzYYtWq+eS26tc2561w3Re10340fijhui9rpvxo/FeWx6PJZM+zLQlofxkucWi2WeY5kkcTOS3sC1NPIXPU+HKL2um/Gj8UcOUXtdN+NH4rzWOFnIb2BSo6ePaxn3QtsD0Hhyi9rpvxo/FHDlF7XTfjR+KyNLBTXAc2AX4wxOVMtA3K9LcZG29rML2FzWwaWpZHBjKmB7jqa2VhJ6ACptl5tFU0hqKdsW94zUQWwsz+tbtA4l6UtAWRZCVAJZFkqEAlkWSoQCWRZRNJ6TipWY5XW12Azc63EFi6ndzUPcTBHHHGD++C9x6cxbvQG9ISELKaM3bRljhU5PGoxtNnDtyPXZXei9NQVYO9OzGZabB1uO19SA70p9SelvxBeZw+Y3oHuXpmlPqT0t+ILzOHzG9A9y5rffJdS3uLm+h2hCF0IBMya08mJdaxmoRxyTdkpKQussKOiznQGLnGF214Qw6C6uuL3XSAQrgrsrkoacONhdJfUlcL60EalEsikOUu3qUhR6Xb1KQqhkRLMEIQrJBVkEQmke53mjUFZlQNE+Y7p/RajRuqhELmvZkL5hTn1DWloP72YTGlD9H1hM1TMT4WnaM0zBKhrWPdhF77L7V1UVLY7YtZ2BRa+MMMbmixvbJcSStFQ4vzAAA7EsCfBO2QXamXV7AL567WtmmKORpnfg80i6NHRNOMkA52zSwJsMwe27dScUHRgtjHE5TljMBbqi8wdfvWFW6ovMHX71zfeLk+h0W4+a6k6NPBMxp4LoczyTdf/mVT9ofCFVU/1jPtN96td1/+ZVP2h8IVO1xBBGsZoD0GpZG+qq2MhfHM6FzTUeUWEYRlY5DYMuJQKeAb7EcAtwWDqFr8fSqCo3RVkrHMfOS1wsQA0XHFcBcR6eqmxCJsxEYBaG2aciLWva68MdHmo2v+X/ehxUHY0kvo7/8A+ZT/AKqWDHHVVIsInF8DWymLFGfo2/Rniv0jWFizpWctLd8yMTYSLN+rbqbqT0W6CrZI+RsxDn4cRwtINhYZWtqWvR5Y4/2H6NcGaSnkfSxluCLE7SO9kBt2hrmNvhB1Ze9V1GAzTO9tADRO+wGwZ5Kl4TntbfCfpd/zAP0nKuuW18on38P+lxF2Kw1nbbUrVFq/mjVBmrfNDLT1zaeEseJIGuxPJD3Gaw25Z37VNqLOEYcYy6OsgYRHGWtZci8dz5wsVh2V8rWyNDyBKWufa2ZacQN9mfEpU26GrfbFMTYscPJZkWm7Tq41D0eV8H/WX6M1GaWmrpHT1LyIY4opGwNdvZc76w2aGg6zcXPQnZHNge7BHH5WkGRZtBs18bS63Ft7VkKbTFTE6R0cpaZSS+wGZzz1ZHM6kS6YqHm7pLnfGzea36xoADtXEAmzO/kOzZrPIkewb1G0Q6Q3lga0DyA05dZzWO0mLVMwHrZPiKcbpeoBuJMzLv8Aqb9ZytXPq1KJLIXuc5xu5xJJ4ycyu1Kk4MqMbE3QHp9J/wDIh+ML3BeH6A9PpP8A5EPxhe4LuWCVIlQAhCEALiaVsbHPeQ1rQXOJ1AAXJXazO72sMdEI265nhp+yAXH3AdaAxmlNMSVdS+UAkEERtLb4WbOvaedR6akldkwOJPvVzoHRRLbuIu4m+Wy+paqClZG0ABcpT4HWNPiec1VDLCPLaR0gooqt8EkcsZtIw5HjG1p5iL5L0CvpmSxlrgsFpKlNPLbYezWthO+AnC2KPSZ6ps9I2VnmvwEc3lC46jkvOofMb0D3LU7m6gu0fIw/uS5fZc4H33WWh8xvQPci33yXUl7i5vodoQhdCATE2vqT6anGoozUMlN73c5nWuyuSpKFbFz6uZdYAU3icnGuQw7C6K5CCUApXC6JXJQ0GpZRbCnoxYBNT6wsksAniFLt6lIUel29SkJDIyWYIQhWSCq3ONPITa7XK0SEX1rUCsdIah7QBZo1pzSBIkjwi5F7BTw0DULKJVA79FklzRiSbf3sa0EAG5Xczt6nxkXa4KeGgagggHXmlwRqSd0jnG1mDVxrjRnmv+0pgFtSWyGELR2uT7Smpmpm3ttwL59Ci8JHkd6xspRbxRYKxrd1zqWV0Iha4NtmXEXuAeLnWe4SPI716jo3RVNJC18lPC95vdzo2OJsSMyQuTf/ALFyfQtxag78V1MW39oLx/8AjN++fBdj9or/AGVv4h8FuuA6P2Sn/BZ4I4Do/ZKf8FngupyPMa3dDS1Ehll0cxz3Wud+kbe2WoWCY4Vof4Yz+4m8V6rwHR+yU/4LPBHAdH7JT/gs8EB5VwrQ/wAMZ/cTeKOFaH+GM/uJvFeh6doqSnjieKama0zwseXQx2DC6zr3GWW1Q4GUcs7wyOlMXymKNhbTxPDgYcTm3Ay8q+fNZUotq4MRwrQ/wxn9xN4o4Vof4Yz+4m8Vtqyp0e6Cc09LEJGwyysc6maGuDLDG0kWcLlWejqbR9QH4KSIFhDXB9O1hzFwbEXsQbhHFpXB5twrQ/wxn9xN4o4Vof4Yz+4m8V6twJR+yU/4LPBHAlH7JT/gs8FIPKeFaH+GM/uJvFHCtD/DGf3E3ivVuBKP2Wn/AAmeCOBaT2Wn/CZ4IDynhWh/hjf7mbxRwrQ/wxv9zN4r1bgWk9lg/CZ4I4FpPZYPwmeCA8p4Vof4Y3+5m8UcK0P8Mb/czeK9X4GpPZYPwmeCOBqT2WD8JnggPLqXT1HDIyWPRrA9hDmkzyusRqNjcK6+cuT2Vv4h8Ft+B6X2aD8Jngl4IpfZoPwmeCAw/wA5b/ZW/iHwR85cnsrfxD4Lc8E0vs0P4bPBHBNL7ND+EzwQGG+cuT2Vv4h8Fotye6g6R30Oi3t0eE5OxAg35ubvVtwRS+zQfhM8Fjv2dC1VXgart+JyA3yyu7yn3yOly1zYDzAtJJ/KtUqTdTSb7FDsaybG7o3t495CxmrMi6OMOTWvbci9r5qxdGAMyAFmBveNm8QYTa+OxzHH158+SvKi5jsb35lxdkehXYxU6ShBsHtJ5iCs/uop98ibI3MXAJ9ytfkToi0sgjeLEuu0BwN9QPRzKRVUjXwltrNcCLcSYLFGYtWZSbkpTvVUw8cDh94g/oqaHzG9A9ys9yrvLqG/6Gd0g8VWQ+Y3oHuVrffJdTk9xc30O0IQuhAJHNuLJUICGdaWycnZt7Vw1SUhbcyLLpF0NEXN0rnJvEhh3dJryXGJdRecENJSZn1hPpifWEnkZHMKXb1KQo9Lt6lIWQyEswQhCskEIQgBCEIAQhCAEIQgIukfq+sKsVnpH6vrCrFEj00t0F7Tob0Zn9XxFeKr2rQ3ozP6viK5rvFyfQ2ruev7JyEIXc8oIQhAVum6N07ImtaHBs8L3A2tga4F2vXlsUA6HeKhzmMa2P5VDKA0gDAIMDjb7S0KRUpNKwMLTxyzsbTsMT8NBURROjkBxjFG0OPJvbUeIrWUdM5tRUPI8l+9YTfXhbYqHp6mjgo6mSFjYnuwlz4wGOJxjMkZ7T2q6WynfICoQhQAQmqidkTHSSODWNF3E6gE3PXRRuLXvDS1oeQdjS7CD25JYElCQmy4gmbIxr2HExwDmkbQdRQDiEIQAhCEAIQhACwX7O/S6/pHxOW9WC/Z36XX9I+JyA3qh6SF47HabdxUxRNIn6P+oLJZFRzKtsGobL6tSkSx2tkVDqTisASLW1Ejn2LoxOe8OMj8uIlvaNq4WPRclMYCARmCL5JqqaAE9TnCMNshqTFSbo0LlJQaIFPeQG734muzOTS8EWHUFmofMb0D3LZveb4c7Cxvz31e5YyHzG9A9y2k7yfp1Iqq0V69DtCELucAQhCAQi4soJJBsp6hTDyisZqE31JjKS6LrCguhCUBYAATkbblIGqREywWoxjctWxjsLrjbqXMjw6xBuE1pSK7Q7aDbqKapRYW6EnkI5kyl29SkKPS7epSFkMhLMEIQrJBCEIAQhCAEIQgBCEICLpH6vrCrFZ6R+r6wqxRI9NLdEXtWhvRmf1fEV4qvatDejM/q+Irmu8XJ9Dau56/snKl08+SSWmpI5HRCYyOe9hs4MYASGnYSXDNXSp9O002Onqadgkkgc+8ZcG42PFnAE7cgerqXoWZ5kQafSDqA1MUz5Z44jA6NzvKkwyuw2PHYjv6lLG6Nu9vJhlEzZWw7wcOMvcMTbZ2sRc3vsKqa+CoMM9VNGI5ZZqNscRcDhayUYcThxkkrur0ZUT75Uvgc12/wvEAlAeY2Mcw2e0ix8snXsV2XiC0fujbhhwwyvklMrRGA3EHxmzmOubDbnzKw0dWtqYI5mAhrxex1jYQetU2jtGyMlpH7xvTWmqc9u+F5aX4cOJziSSbZ22qx0BTuhpI45BheC+4uDre4jVzEKXawG91PoE/Q34wrZVG6kj5BP0N+IK1xDjCkw6SIBQgKzdA3faOeJhBe9hY0X2lV0kpBM8xaZDGInb2CGlrXE6iSdZKn6R0e43fG53KLRrvxjwVZBS4vKLg7ntrJ1qJSdrHWKWZJoqwuaAcTTa2vWEaEjfBO2n350kYpwQ1waMBY4NAFhxEdaIafDcbTldSmzwwyB8rmsOEtDnG2sg27u5IStgxNK1y2QuWPDgHA3BAII2hdKzkCEIQAhCEALz79mkmOorX2tiwOtxXc4r0Fedfst+sqvsx+9yA9FUPSY+ivxEeH6qYm5ow9padossZqzMvUZ5YsIyubbF3DFs327uMcXelMJxOa7WDYp6Oia0+S2y45HckxmwTUzkkjsOSZdJiIA1kgIzUOvpyIS9w14bZ8bgbrBQ+Y3oHuXpekxaEjiLfeF5pD5jege5VBWm+S6nObvFc30O0IQupyBCEIAUJzsWalSnySoVPm3rKxmo6wowLoLoqShsNTjWpWtS2ubBaBYm3N9g70+kAsLBcyvwgkqiCJXyamjrTNNtTT3XJJ2p2HUVM8jY5kyl29SkKPS7epSFkMjZZghCFZIIQhACEIQAhCEAIQhARdI/V9YVYrPSP1fWFWKJHppboi9q0N6Mz+r4ivFV7Vob0Zn9XxFc13i5PobV3PX9k5CELueUaqKZkrcMjcTcTXWz1tIIPaAnUIQAvPN24/wDO/wBtn6r0Neebt/Tf9tn6rlV3T3/T++9DP2RZCF5T7xu9wXo0v80/C1ahZfcF6LL/ADT8LVqF7Ke6j83pffSEWM3LVgxPhccwS5vRtC2a8sjmdHIHtNnNcSFNR2seCpPUkmb+QWcqLdMzFHfWQb9X/SpVHpmOZlr4X8k6+rjTekalkcLnvGVrW2uJ1BY8T04Tg+Bo9G+jw/y4/hCkrN7kNOioi3l5AmjGQGWJgyBHRqP/ACtIuxzQIQhDQQhCAF51+y36yq+zH73L0Vedfst+sqvsx+9yA9FQhCApNPAxlkrdZ8k/p+qrTpCQ6hbnurTT8wO9xbTif2WH6qnFLfO+S4zdmd4K6ODM52sqVRU7nSNtruDfittRBSDzjqCvtH02BuIizj3DiWRV2bJ6qKet03G+aWjLHslYWm5AwuFwQQQeLjWEY8NY25AyGvoWjraxs2kjI3zQMAPGGg59pKwjnk6yrW++S6nJ7i5voWprY+PuKQ10fGT1KpRddCCxfpIbG9pUeSue7UbdCipdiAtaaP6IcZzTNNqI5ypcXcALKHGbSSDn/RYzUP2QAhF1JQoT7G2CSNls9q7VIlsFArpbnCNmtS55cDb9iqSbrTAT0OoplPQ6ipnkbDMmUu3qUhR6Xb1KQshkbLMEIQrJBCEIAQhCAEIQgBCEICLpH6vrCrFZ6R+r6wqxRI9NLdEXtWhvRmf1fEV4qvatDejM/q+Irmu8XJ9Dau56/snIQhdzyghCEALzzdv6d/ts/Vehrzzdv6d/ts/Vcqu6e/6f33oZ9CELyH3zd7gvRpf5p+Fq1Cy+4L0aX+afhatQvbT3UfmtL76QLyd2s9JXrC8ndrPSVFXwPm6R4CscQQW+cCLdKNM6S3+QAHyGZDiJ2lMVEuFvOcgoDStpLxFC6T8yRTVL4ZGyxnC9huD+h5l6vofSbKuBkzMr5ObyXDWF5IVabndOmimzuYn2D2jucOcLsehHqqFxFIHtDgbggEHmXaw0EIQgBeXfs/0pDSmpfM7CCIwAASSbu1AL1FeJU7MLAOs9KA9Edu6ps7RTdjP/AGVdV7vZCCIYGt/1PcXdwt71jnFDm+QeMiwA13OQWmXPQ61rw+jfI7E9zHsecvPsHEZdB7E4Gc+Sj6blvDSPGtlU5ruoSNJ7VZUtNjcAdWsrhNfcd4P7R+hpsVnO80ahxnjUfdRpLeKctafpJLtHMNp/TrVnTyEMOOwLLg7BbYexed6Z0iampfJ+7qYOJo1duvrXaKscZSvicaN+tHQ73FZVarRzvph0O9xWVULvHyXUr/C5voCRCFZIAJX6kBdRsxPAOrb0IYW0Dtm0Naf+9ihnKd/Pb3KVTi5c87dXQo8zbSX41jKRIsnI27VwE+0ZLEaxuMm5BTq4eNRXFTLhZfacgqJIVbLidYagmAkKEMFTsOoplPQaipnkVDMm0u3qUhR6Xb1KQshkbLMEIQrJBCEIAQhCAEIQgBCEICLpH6vrCrFZ6R+r6wqxRI9NLdEXtWhvRmf1fEV4qvatDejM/q+Irmu8XJ9Dau56/snIQhdzyghCEALzzdv6d/ts/Vehrzzdv6d/ts/Vcqu6e/6f33oZ9CELyH3zd7gvRZf5p+Fq1Cy+4L0WX+afhatQvbT3UfmtL76QLyd2s9JXq68odrPSVFXwPm6R4EStjJ8rYP8At1DCtlX1MGE3Hmnu5ltOfgKM7rVZy0rgZuPNkgHJDNfWV2O56FuR3QRyRxwOOGRrQwA6nWFrg8fMtWvEsRBFsrG9xrXpm5nTzZKIPqJWh8eIOLiASGm2IjossNRokignTVN8nNQJQYgL3GvXa1td75WWfqd3URp3OhYRPezWSA2Av5xI5tl9fahpoNM6RbS075XawLNHG46gvJQLNCnaW0zNVuaZnDyRYBosBxmygO1BaScKfoqLHUQga98BHVqPaoCvNy9OTWU79bbuB5sv+UBttK0d4GRMHkxgOPMGkd+tTNGfvdSmWG3oUExljDGw3e7IkbG8Z6lDjjc6KX2tFXuo0gGU5DT5UxLB9gecevV0FYgq13QVomqHYfMZ9Gzis3b237lUrocx/RbyagC1hZ/wlZwrSaN9Ib9l/wAJWbK5LffJdTp/hc30EQhCskUJ6lHllMjapejxcoYWTRYKJI25B51LcMlzIzybBGahtqkKO1PudYXKxFM5JubdqgVsl3W2D3qWXYWFx1n/AKFWFaQIkSoQHJcn6bU5MOT9PqcpnkVDMnUu3qUhR6Xb1KQshkbLMEIQrJBCEIAQhCAEIQgBCEICLpH6vrCrFZ6R+r6wqxRI9NLdEXtWhvRmf1fEV4qvatDejM/q+Irmu8XJ9Dau56/snIQhdzyghCEALzzdv6d/ts/Vehrzzdv6d/ts/Vcqu6e/6f33oZ9CELyH3zd7gvRpf5p+Fq1Cy+4L0aX+afhatQvbT3UfmtL76QLyd+s9JXrC8me4XOe0qKvgfN0jwBI9oIIOpGIcaC4cYXA8hH0roySlcwPzbIxr2O2OBA7xfPq41E2jrW/0vA6sjpaGNrMW8MnfI8HyGizW4bbSbjousHVQPikdHILPY7C4c4XtWR9LwGgNqabrPHcdyecmSLX6StBI57ZoLtqbEnGucVug9yAdecwU6So19Q7E+5AIVp9xsn0zW8ZPu/4WYWl3Gx3qAb+bY26b/wDetAeh2VdpyrFNSyObk4jC23KdlfqzPUrILH7uaq7oYQdQMjh0+S33OQGWKbcbLpxXAFzzD3rTCXohv0wJ1kO+ErNFajRf1w6He4rMWXJb75Lqdf8AC5voIhBQrJOmi6maNGtRYdasKRlkMJiEiChpwxlie5cym5De1dm55giwaCeJAQ6+TMNGzMqIle7ESTtXKGAkRdCAE9TanJglP04yKmeRUMydS7epSFHpdvUpCyGRsswQhCskEIQgBCEIAQhCAEIQgIukfq+sKsVnpH6vrCrFEj00t0Re1aG9GZ/V8RXiq9q0N6Mz+r4iua7xcn0Nq7nr+ychVsmn6Jri11VCHNJBBe24I1grn/EdD7XB+I1dzylohVf+I6H2uD8RqP8AEdD7XB+I1AWi883b+nf7bP1Wv/xHQ+1wfiNWH3X6RglrMUcrHt3tou1wIvmudVXie3QJJVrvgVCE38oZyh2o+UM5be1eXVfA+72sP+l7m/3Beiy/zT8LVI3TxzE05ZOY2umjjAa3PE4nyyb52tqVVuL0xSw08jZaiJhMhIDngG2Fuanab01SSCmwVETsNTE91ng2aL3ceZelL7D4kpf/AFNriaOEODQHuDnAZkDCCeO1zZLvbeSOwKu/xHQ+1wfiNR/iOh9rg/Eaup4MxuVg4UiyHos2z/8AZErXe28kdgWck07R8IxSfKYcAppml2MWDjJGQL8dgexWX+I6H2uD8RqAhaUqRR17amRrvk74N5c5rS7A5ry5t7bCHEdSyunqF0sRrN7e2SepfgaQcW8iPIlvH5BPQVt/8R0PtcH4jVGq9LUEr4XmshBhfvgtI3M4XNsfvFVc08sJXIOZC3+mqTRNW8yfLIopTrcyRlnc7mnX1WWM0pQNhPkVEEzdQdHIL9bdY71JNiEkISYhxjtQ25NhmTkAMyUArNY6Qpam0u5ite0yGLe2tBdeQhpIGeTdezaFButMYitdAVu8VULv3S9rHdBICq05G/CQ47CD2ID2QLzLT1Xv1ZM/ZiwN6G5d9r9a3+k63eaOSYHMR3b9o5N7yF5bewQCvds4121Mh23j9y7DlphP0Z9cOh3uKzC0mi3fTt6HfCVmlyW++S6nX/C5voKUiEKyByI5qxozdVjFY0WsoCYlSJUNBRa+SzcPH7lKVXWSXkPEMkAykQhaYIglCTWVgABSINRTCfg1FTPIqGZNpdvUpCj0u3qUhZDI2WYIQhWSCEIQAhCEAIQhACEIQEXSP1fWFWKz0j9X1hViiR6aW6IvatDejM/q+IrxVe1aG9GZ/V8RXNd4uT6G1dz1/ZKMLOS3sCy8ujpK6WqkjnfC6CQwwNaQ1mJrWkl4scVybdHGtYszV09dBJUspImvZUu3xsuMN3l5aGuJB16ri3evSjynRrW09RWulGMMjpA1jRe734xZg4ybJ3hyPezemcJxK2DeDgDsbm4h5RNrFoJumK/RNQ6SokYA9w+RSRlxaN8dC5xcDxXvzDNM1GjZ5455pqNrzNLFenMgxtiY0tDmvBAx3JOvVktwNLCbS7WsiIo5DLJvh3nC0PaGee43ytqtx3FlZ0ropomSsa0se1r2nCNRFwsq7QtQ2Kme6GSYs+UN3r5QWyMY9wMYMgIvbCAc9vMtToyn3qnijwtZhY0FrSSGm2YBOZHSsdjCBuoiaKCezRqbsHKCtd5ZyW9gVbup9An6G/EFbKQN7yzkt7AjeWclvYE4hAN7yzkt7Ao000bJ4YTGCZRI4GwsMGG9/vKaqDT2kIqWso5Z3YGBtSL2ccyGWyAJWpXYLN9FDv7JSGiTA6NoysQSCctp8kJ7BHxM27Bs1rIaXnhmlkeLvmljpjQuwuvcOJuzLIh1ieayjaSikE80TQcLZH0w4rVmN1x0Es7VSgDdCFnJb2BG8s5LewLpjQ0ADIAWHQulAG95ZyW9gRvLOS3sCcQgGjTs5DewJt1GzY1vYFJQgI0lPdjhxtI7QvHW6h0L2peKg3seNDGdBI7UehF0LTDW7oNJl2j6KP8AekjZI/oDbAdZJPUss43Ntms+C6qawyNjxZb1EyIdDb+Kjtce3NASQUWTbCuyVoJeifSG9D/hKzyvtDn/AMhvQ/4SqJclvvkup0/wub6CIQhWQdBWdI2yrArOjfcDoQEpKhCGnL3WBPELqmJurHSD7MtxlVqGCpEqRAIUoCQJVoFT0GoplPQaionkVDMm0u3qUhR6Xb1KQshkbLMEIQrJBCEIAQhCAEIQgBCEICLpH6vrCrFZ6R+r6wqtRI9NLdFXtOhvRmf1fEV4qvatDejM/q+Irmu8XJ9Dau56/snIQhdzyghCEAKLo+sE8W+BuHy5GWJv5j3Mv+VSlkaXSTDRz0cZf8qPy0MaGPGZfI4Wda17c61K4NBXRRVUDot8GF5w3a5pNwb2HPkpbZWm1nA3uRYjMDWsUDGGTVFFERFA2kfhDC0GVj3b4ACPO3s2JVhuUonRSyRuBtTxtia46yZHGV/vZ2KnHAGoQhCgAhCEAiVCEAIQhACEIQCISpEAq8SgN2N6AOzJe2rxCk+rHX70MY6UgKVNvuNW1aYcnynW2DWpDYkkUYaF3vgQC2smXuXT5E2AgJ+hPSW9D/hKpFdaE9Jb0P8AhKpFzW++S6nT/C5voKkSpFZB0FJoJLPtxqMF1EbPaedAXiEgQShpXaQfd9uIe9RUr34nE8ZukQwEhQSgBAKhCEAJ+DUUynoNRUzyKhmTaXb1KQo9Lt6lIWQyNlmCFElp5S4lslhsC4+TTeuVkk5Cr3wStFzNYBMxyPcbCfPZcEIC2Qq2ZkrBd01hq1FOfJpvXICchQfk03ru5Hyab13cgJyFB+TTeuR8mm9cgHNI/V9YVYpr6KVwsZbjoTfBj+WOxS1c6wqKKsRVt6jdrLSPNO2na9rLeUS65uMX6rJcGP5Y7F6fRHyB1+9Ra1Rcn0KlPWg+a6mY+cef2Vn3neCPnHn9lZ953gtrGU8CupwML848/srPvO8EfOPP7Kz7zvBbwFdAoDA/OPP7Kz7zvBHzjz+ys+87wXoAKW6A89+cef2Vn3neCX5x5/ZWfed4L0G6LoDz75x5/ZWfed4I+cef2Vn3neC9Bui6A8++cef2Vn3neCPnHn9lZ953gvQbpboDz35x5/ZWfed4I+cef2Vn3neC9Cui6A89+cef2Vn3neCPnHn9lZ953gvQ0IDzz5xp/ZGfed4I+caf2Rn3neC9DCVAed/ONP7Iz7zvBHzjT+yM+87wXoiVAedfONP7Iz7zvBZSjaRGbgjyjr6AvcFhv2it+kpjxtkHYW+KGMxy4cDcW1ruy7i28f8AxYrTCOXEnXddAp0sAFlzvSAb1rpwsnDZoTDnXQE/Qh/8lv2X/CVSq50H6S3of8JVMua33yXU6f4XN9BUiEqsgAumGxC5QUBfN1BMVr8MZ58k5AbsaeZQ9IyXIbxZoaQkISEoYGspbpAEIBbpVylQCp6n1FR7qRT6nKZ5FQzJ1Lt6lIUel29SkLIZGyzBCEKySBXeXIyO+Ws/96ktTo9uH6MWcLbdaR/pbej9CpznAC5NgtNIGkb70zFruL9imTTNjbdyi6V8xv2v0SVQxzxtOq1/+9iAfp61khsLg8RRUVjYzY3J4go9ewMdG9osb2yXNS8xTF+G4cB7ksCbT1DZBduzWE1LpBjXYczbWQuaaWMh7mCzrXIUOmnjawhwJJvfJLAt2uBAIzBSqJox14uglS1hgLdUXmDr96wq3VF5g6/eub7xcn0LW4+a6k6NPBMxp4LoQdBdBchdBAdBKkCVACVIlQAhCEAIQhAKhCEAJUiVAASpAlQAlSJUALHftEZ9FTu4nPb2gH9FsVk92tFLUPp2R2wtEjnEmwBOEDn49SC1zE0lFLM2QxsLt7Ac62ux4ht2rqhoJZ3YYmF3GdTR0nUFqtA6JNK5zzLixCxAb5Per2JzSMrKHMtU+JlTuX8nOYY9tm+T0KtqtC1EepmMcbDfu1reOYCuDGo12dOzieZy0cozcx7Rqu5pAXLafjPYt5p2mxU0nMMXZmsSusXc4zjqkvQ0QE7bDY/P+krPLSaJP07eh3wlZxSt98l1N/wub6CJUiVWQCChBQFrQOvEOa6rppMTi7jKkwvw0zukjtUNACQcaDxJUAqEiEAISoQCJ+m1OTF0/TanKZ5FQzJ9Lt6lIUel29SkLIZGyzBCEKySFpCN12yN1t1qNNVumAY1tr687q2SAAbFtwQNIswxMbxEDuXVe0tcyUC+HWpyEuCsMpqJGgCzW5lOz1RjkIeLsIyyU0CyCLpcFfRNDnvc0WYRYJuKpMLXRuGYvZWqQgJcDdM5xYC/IlOoQsALdUZ8gdfvWFS8JTesPYPBc5KWspR8+hcWrNM9GjcOMJ4OHGO1eZ8IzesPYPBHCM3rD2DwS9Tgvf4FocX7fJ6cHjjHaug8cY7V5fwjN6w9g8EcIzesPYPBL1OC9/gWhxft8nqQeOMdqMY4x2ry3hGb1h7B4I4Rm9YeweCXqcF7/AtDi/b5PU8Y4x2oxjjHavLOEZvWHsHgjhGb1h7B4JepwXv8C0OL9vk9TxjjHajGOMdq8s4Rm9YeweCOEZvWHsHgl6nBe/wLQ4v2+T1PGOMdqXGOMdq8r4Rm9YeweCOEZvWHsHgl6nBe/wAC0OL9vk9UxjjHajGOMdq8r4Rm9YeweCOEZvWHsHgl6nBe/wAC0OL9vk9VxjjHajGOMdoXlXCM3rD2DwRwjN6w9g8EvU4L3+BaHF+3yeq4xxjtS743jHavKeEZvWHsHgjhGb1h7B4JepwXv8C0OL9vk9W3xvGO1G+N4x2rynhGb1h7B4I4Rm9YeweCXqcF7/AtDi/b5PVt8bxjtWC3Q6akFVK2Jlw12EHM3tr77jqVNwjN6w9g8EvCU/rD2DwWPXeaXv8ABq1V4v2+S2oo9ITAElkLeN48q32fGy0kRY0WxC9uNYXhKb1h7B4I4Sn9YeweCnVnwX96HRTh5m4NRh15jjvZc/KHnMBoHTmsTwlP6w9g8EcJT+sPYPBTqVPL+9De0h5/3qaqtqMTHtPERYbelYgsdyT2FTeEp/WHsHgjhKf1h7B4K4qpHh7/AARNwlx/vUNENO/tuDqfsPJKzy0J0lP6w9g8FnlcVLWbl/ZnOTVkkCEJFZAqEiEB2JDgw7MV+5cpFy47EAoSpEqAVKkSoAQhISgBSKbU5RlIpdTlM8io5lhS7epSFHpdvUpCyGRsswQhCskEIQgBCEIAQhCAEIQgGopw5z2gHybXTqh0f1s3SP1UmaQMaXHUFoO1GUcVkgs97foyrTRtIJpLHzQLnn5lM2oK7NjFydkQ0K8knpWSb0Ym2GRdhFgenWq6ana+bDB5QOY15ceZ2LjCtrZpo6SpauTuREKwOhpv9BPEHZpinoZJA4tA8nIgnO6tVYNXuS6c07WIyFNl0XKxheQLAXIBzCSm0bLK3E0ADZc2v0J2sLXuOzne1iGlVvpGlaynYcDWvuwOIAve2ea501TsZvYYwAku80a9VlzjpCk0l43/AAXKi4pvhb8lShWDdDzEX8kHiLs1Hjo5HSGMN8oawdnOuiqweTIdOSzRHQpsui5WtLvJcBrwm9lLo9Fh0JcRd7mnBnkLjI9KmVeCV7lRozbtYp0K1oaYgSNMTHlriCSbWy2ZKHSUMkwu0ZcZNgtVWON/Ax05YeZGQpVVo+SIXcBbjBuFYaUoh9G2JgDnEjIW2bVjrRureJqpSs/IpUqeqqV0RAcW3OwG5T2iY2vmAcA4WdkVbmlHWWRKg9bVZDSLQ73CZjFvA1XxWFtV1XVGjiZ3RxDIAHM6geMrlDSIydnhhc6SoOKusfAr0KdLomVrS7yXW14TcqVQ6LDoS9wu5zTgzyFxkelVKvBK9yY0Zt2sU6Fb6P0VdzjKLhpw2B1ka7qHNQvE29htyfKAHFdFWg5ONw6Ukr2IiFPfoiYAmzXW2A5pqnoJJGFzACASNed/+lUqsGr3J7Od7WIqFMOjZBII/JxFuLXsXY0PMb5Ny4zr6FnbQXib2U+BAVSrcixIOsZKoXU5gkSpEMBCEIBCUjQjWuwEAAJbISoBEJUhQCFcpUIAUil81yjqTS6nKZ5FRzJ9Lt6lIUel29SkLIZGyzBCEKyQQhCAEIQgBCEIAQhCAhUh+lm6R+q60lnC63N71zLo5rnFxcczfYnKeiawOFyQ617qsAN1rx8n6Q23aFaaGqAyWzjYOFr8+xVbNGtDgS4kDUCnFzqRU4uJUJOMk0Xk2iC+cvJGAm5Gd+hMw0cfyksY9wAbc2dY3v5oIVYJXWtidbiubLkG2rJcFSnazl4WOrqQvdRNJSRYZX/RYRyy7E5//Cb0bkaj+Y79VQmRxNy4347m6TGeM585UbK2nd52L2hJqyyLrR7y6jlLiTlJrN/3V2GOmo2NiOYDQc7atYVEHECwJtxXQ15GokX12NlT0fFtPxuYq+CTXhYu9LAimYCbkFgJ4zY5pzSTw2anc7UHOv3ZqgLja1zbiuhzidZJ6Ssjo1rXfH8h173w4fg0dRETM17YQ8gZP3wi3NZRmSyOqjgEYcGBrml9wc9hA1qmErgLBzgOK5suQbakjo1lZvwt/YiVe7wX97GgdTscyTfIt6tc4gRY8+X6prRd30r2g+V5QGerLJUzpHO1uJ6SSka8t1EjoJCbO9Vq47daydi80QxzWTNd5wcQdudlzRjfKIsjNngEHO22/eFS43cZz5yka4g3BIPNktejttu/B+xirpJK3H8ljU0kscHly2Gre7326v1VxUVLYsGIeccN+Ln9yy7nE5kknnN0OcTrJPSUlo7nbWfE2NfUvqonaYpSyUuzwvz69oSaF+vHQ73KEXk6yT0lICRqNuhdFTfZ6jfhY56619dIudI6SkjlLG4bADWM8wmtFR78973vdiyya4tvzmyqySdZuhriDcEg8YyUqglDVjg+JTrNzu8VwNLQx4Q8b0I+bFiJ5yVF0Rd1K9oPleUBnqu0WVLvjr3xG523KGvI1EjoNlz2Z2eOdvwX26usMrlzoUObJKx58oWyvfp/RLQNMdQ9sh8pwu3O+VzkqUPN73N+O+aHOJNySTxk3VSoOTbvmiY1rJYZGgjY6N8jmwNbc5uMp8rn1FN6Nk+hneMvLkcLbPJBVI6VxFi5xHESSkDiMgTbpU7NdNN8P7MraLO6X97E/QriZ7kknCdZup9K9xq5gSbADK+WxUAJGokdCUPN73N+lXUoa7b4qxEK2qkvO45WfXSfbd7yqNW5VQvRFWVjjJ3dwQkQtJArkrpIAgFaF0i6S6AVF1zdCA6uuUJEAqEIQApFL5rlHUil81ymeRccxyaqdFbCBnxpvhWTib3p6Sm3y2drLjg0co9iQyEszjhWTib3o4Vk4m96c4MHLPYjgscs9iokb4Vk4m96OFZOJveneCxyz2I4KHLPYgGuFZOJvejhWTib3p3gocs9iOChyz2IBrhWTib3o4Vk4m96e4KHLPYjgocs9iAZ4Vk4m96OFZOJvenuCRyz2I4JHLPYgGeFZOJvejhWTib3p7gkcs9iOCRyz2IBnhWTib3qeo3BI5Z7FJQAhCVAIhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAKpKtlUlAIhCVAIkXSGt18YzQHJQiyWyAEISIYCELoBAJZCUrlACk0vmuUZSaXzXKZ5FxzJse1OIQshkJ5ihdBIhWSdIQhACVIhAKhCEAJUIQAhCEAKVwLJymd/ghC8Wl1p0tXV8bnr0alGpfWDgWTlM7/BHAsnKZ3+CELxbbVPVslMOBZOUzv8ABHAsnKZ3+CEJttUbJTDgWTlM7/BHAsnKZ3+CEJttUbJTDgWTlM7/AARwLJymd/ghCbbVGyUw4Fk5TO/wRwLJymd/ghCbbVGyUw4Fk5TO/wAEcCycpnf4IQm21RslMOBZOUzv8EcCycpnf4IQm21RslMOBZOUzv8ABHAsnKZ3+CEJttUbJTDgWTlM7/BHAsnKZ3+CEJttUbJTDgWTlM7/AARwLJymd/ghCbbVGyUw4Fk5TO/wRwLJymd/ghCbbVGyUw4Fk5TO/wAEcCycpnf4IQm21RslMOBZOUzv8EcCycpnf4IQm21RslMOBZOUzv8ABHAsnKZ3+CEJttUbJTDgWTlM7/BZdIhe3RK0qt9bwseTSaUadtUVCRC9p5BV0UiEAWSFCEAlktkiEB1ZBKRCA5JQkQhoqk0vmuQhTPIqOZ//2Q==" width="603px" alt="bullish harami candlestick pattern“/> With that said, we can see that the two patterns are a complete mirror of each other. 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