Wednesday, March 16, 2016

[UVXY] update

At the backlink I was looking for a reversal soon but with a primary path (5 as opposed to 5') of having a final low.


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xA7TwFmzRGV1KDhDwGUFXfDf3PkwjEsTePmwt0hS3Pk8BQUoMkVZqmWpPJUpmxxvywTZPgz2JIJ7UGrzaPATixA0I6qTWYPAZQxQ4I6aTWYPIYQBU7IKSTWoNXm8eMNeaHbZoEeQzppqvBaRNrOf1RVTf36gArxd4H6aaowWPEVeTSCqXHvvCAMAaWgB0Q0uWcx4XSijwG1oEdENJlmsd7vVFa5ZjHjDXmh22aBHkM6TLM4+KUxNtthnkMwIkdENLlmcebrdZa6x15DKwFOyCkyzCPz8hjYDXYASHd1Hk8PLc6LCfHPGasMT9s0yTIY0hHHqdB/xiYFzsgpCOP0yCPgXmxA0I68jiNiY9ao9XLy8vcq+D18vLy/Pw891rkhl0P0o1bg+0kXkMej9ouMNYY4+XlRSn1+fPnuVfE4fX19fLysrp6bNMkyGNIRx6nQf94UZ6fn5VSHz58mHtFHJ6enkw9WebqycWuB+nI45TI44Xw5fHPnz8Ph8Msq1R69+6dqScPDw/zrklm6rvefrs5NxSb7d4qviuqTYmrRF1tga5WpbUA0II8Tok8XghnHpuD2O/fv59rrbTWDw8PZe39+vXrjGuSn8quV89aOyFr0RmTyY431BuW1gJAO9l5vLTwm2CVGGuM4czjnz9/KqXu7u4SftDLy0t8h9uEsRk8Vkq9vr6a+WzTJMpd75iN5zw08VzGrXm9nr6miCdCjwss33GM+3Pp1gJADNl5nGo9U1nmWq2QM49//fqllLq+vk71Kb9//768vPz48WNM4cfHRxPGX758UUq9ffs21WrAOO16++2mmbYmL0/xuCscWVkv0vZSfVZrASDKPHk8JLTIY7T69u2bncda66urq8vLy1RDyOZM6aurq9YFvry8XF5eXl5ePj09mV4yg8fJ+Xe9YOf3yJHitbc3XqrNay0ARJHRP07bwx7PktdtOfqdVNXpXX/99ZdyXe9kzqVKeO3v/f29Uurp6SlQ5nA43NzcKKUeHx+11m/fvlVK/fz5M9U6wLB3vfOgbmswBiLb2dWtzmwtAMQhj1OaYN2kjzWak6o+ffrU6V2/f/9WXU7F8vVBzbHihBcamQUGvs7T05MJ4/v7ezPHdKmrZaRv04Wwd73aaV2hSG4fPbbeXTno3VoAiHOuwdVGIdW0L4+HL2e8dR7+fZezPgucNiO7d3d3nd57OBz+9re/KaV+/foVU77RD64u55/+6Z/KQ9Zd1/8f//hH2Uc3883FxGXWlvNfXl4eHh7evHljqsT9/f1///d/69M5Zf/6r//a9XdjunU68KewdYZXVeNsL/ebyWNMgP5xSktet4Uo87jrG1t7olWBceL379+r7tca/fz58+7uTinVOHvLfJ37+/vn5+evX78+PDx8/Pjx+vq6rKi3t7fVz/r69ata6o3DpAvuep7Dx80To6PfyvFqjIA8TmnJ67YQnfK4OmZsTmaOOXnKnMns+wiTiJ0OWZvRaKXU9fV1Y9z3x48fzhp+e3v78PBg30P78+fPPf4aQIzwrmd3V0+jy62ZyflcmAh5nNIE6yZ9rDE+j+17UMecPPXx40el1OXlpe+krfiToo0yjB8fH51v+fjx493d3adPnx4eHh4fH5+fn3///u1bmjmQ3gh16dt0IU67njMJm93VmI6x773WLK53QhrkcUpLXreFiM9j+xpiE42Bru3hcDBZ++PHj8CSTa7HnGVtPvHy8vKvv/5qLRzj5uYm4QVXqCp3PfvsrMYdQILDyQ7cDwTTII9TWvK6LcSQPG7t2pqjx+/evQsv+c8//1TWSLCtDONwjzze6+urUur29jbJ0tBQ2fVc98s8d4Vdrx4dE9Q6Q4v7ZWIKc+ZxfHoFFrIoi12x5RiSx1prc1KVr/sbebaUuVHX5eVl4MCyOXE6YRjrZT91KgP1Xc//PIlAHHvzuLlAnieBMUjN4zHXur8J1k36WOPAPDYXFn/58sX5FnMm159//tm68A8fPij/2dpPT0/mLtNpT7wyK28f+pa+TRdisc0CEIk8TmnJ67YQA/PYdFt9XcxPnz4ppb59+9a6cHO29uXlpX2frDKMk9/S0nTuuTPXSNj1IN2INdgXxj2SlTzORvxDlpx5bIZgfc+EMLeiNPcMaWUuPareykNr/fXr15HCWLvuzIWE2PUg3Vg1ODKMyeO1MWO3Mec0+UZbA/d/7hR4h8PB3LjDHEB+fX01B7EvLy9jjnh3FXmuGXpj14N05HFKE6yb9LFGcyfqmIce+vLYnPZsnx1tet6dAs98xNXV1X/8x3+Ye1u+efMmfK1Ub4GRb+nbdCEW2ywAkdLUYDuHxsvjJCs8kuWv4RIMzOPD4WBuh/n6+lqd3+9WlH//+9/LqvXhw4fGMhPisU5jY9eDdORxSstfwyWI/JUC+WpuwtU4qmxO5up0RvSvX79ub2/N+vz7v/97/Bu7MkcF3rx5M95HgF0P0i09j/vl91yWv4ZLYI4Mt/ZEzQMknEO5zkPW5uxl+5bRPt++fbu6ulJK/du//ds///M/qzE7r5F3IMEQ7HqQjjxOaYI1zGCs0dyusjX8TCfYeTsO+6qn8k6ZMStwOBzMydXq1P822T/eyVbmbwXfHToz2KZLsPDGAWg1fx6H9yLyOD+RB5bNgKvzFlpmaPn9+/flnG/fvinr4iWn19dX8wfB1dVVeaXy4XAwvfavX78+Pz/H3No6njmlnIPVY2PXg3Tz53HMksnjnJiDt4+Pj+FiV1dXvv6uefTTzc1NOcc8NynmqQ/moqabm5vGkW3TRS4lPLZs+uI883hs7HqQbro89s0PZ1hOeayUuvjjYsr1WSZzJW61d2sLX6ZcdmdNB7e82VbrmLTpRr9588YuaQ5i393d3d3ddXogYyuzqvED2+hn4Y0D0Io8TmmCPM5grDHmMUett/EyZ1/f398fDgfTOW69o1aZ4q2Ho2MetBzJ/AXw9u3bQJkMtukSLLxxAFqNm8e+6dXmcZJIzsCbN28uLy8DBcwIcWA8+HA43NzcKKXM7S2vr6/D3dlfv369f/9exT1eyXfLkR7M9VQxt9TGQAtvHIBWkvI4yaqOijyOZDqggRtNm+5vODtfXl5Mz/j29jZ8tvbPnz/NpU3OI9W2w+Hw+Pg4/PInc2SeBx5PQ0QTAQQsJY99SZZHHle/BXms/U8erL4aKNCVuT7q9vZ24kHc+LPMMJyIJgIImCKP7fnxkSw9j53fcUgk5zHWaALy/v7+2WKOKl9eXqaNsST93U7Ke3K1nheWxzadnYgmAghYVh6HyydZ1VFNkMd5KE+tchrvoQ5TMpc5tV7WhVRENBFAgKQ8Xv7+Zq+q75sSyT9//nz37t1d3bt37x4fH533ABHH/MER+TBmDLf89gEIS5nHdg6FS4bzOCatl4Y8hmEOyAeu10Jy9SZiv92cd7fNdu9/365Qqti1LLy2uJP6u2pFWhcI2JaVx+EkS7Kqo4r5FkbvPGasUQQzCu58GIaNbZpEpYnYFW3h2SjZGp+uJVbf5chrIhldTZ3Hdnlf7vrmL1nMtyhfpYucK/Nwi5j7hSGhcqc7ZuM5D02YWp3kSoa2Zed+uwn1so9LKgvEpjxQkz6PzV5BHld/hxHyeFdodaEvzD+lQ8fjMDFzg+7xnhYFp1MT4chOk5eVeCy7u5vttohIzl2wkLV45yygzSh53Jqga8hje066PN5uKmF8iuTNNtG3wEDmnlxpHxKFVv4mwqRvNRx3RRnZ4ag1WrrHu0JZL7vmAWHkcUqd8lj3iuTv3/9zq5WVvsWFvlCav8bnZ+4s1umeXIwfJ2E3EecD0oFgjMnjY5nKIHJ1gc6+MB1kdCcjj5Os5AQmyGNzpNqK3v1WK6XZ+2f2+/dvc5lTkmdRoBO7oaidhOWL5Ig8dp5cfV6iu/cck/NAzbkGV/9I7zrtS52u5X1JNmTdppy21zk+j4etg+k0b/fL+B1WO914ZMXs67OqaTuPS9YZXhURuWkf7651f8ljJLLE/rGyzoRKspITCHwF5y+jkl2IzPHq+ZlnNkc+sgLJBRsK/+Hjvrl5fh/Hq5HIPHkcflfX5SxH12/UI49dY43mCDa7/vz63SWb8eMkwg2FN3aH5zHncyER8jilHnncI5LrTBhzcjXW7rRbOZNwSP/Yv8DjTK53QhrkcUqT5/F2QxgDWutK/9ge7jXp6O6t9hs/rmc09wNBEuRxSvHfSFUGmPvl8V5vLvQFh6kBo9JQuO5u2eX8ausMrdYFcr9MJCAjj1sXtSjxX6ecjo9kM9Z4CmOGp3LA+HES9VYi+nkSUXncXKArbHmeBIaSkcdJVnIyo+axPocxezxwJq6hABrI4/RGzuPanavrt8zkj/IM/fjx4/n5+XA4zL0iSyeuoQAahtbgITlKHlenoyO5cIYxeZyl+/t7U0k+f/4897osnbiGAmgQkMcD13B6o+YxY43J/fr1a94V8G3Tp6cnpdT19fXDw0OPy5rXRmJbAVQtPY8Hrt4sRs3jlfv9+/fzSZLbYJnMu7+/H76o5P766y+l1KdPn+ZeERmENhdAiTxOr18eayK57uXl5du3bw8PD+/evXv79q39G378+HH4p5hnIy4z9sxzlB8eHuZeERmENhdAiTxOjzwe4nA4fPz48fr62v7Rrq6u7k7evXs3/BCuueP0zc2NeSjTt2/f7AIznktl+sdJ/uxYA6HNBVCaM4/DSxi4YjOKz2D7m7ZGcvbjx+YRSUqpu7u7h4eHP//88/n5+ffv30kWbvK1/K95VvGHDx++ffumlHrz5k31g37//n15eTlBIvq26fPzs6o8LQphohsNQJPHYxg1j/N2OBxMLo5xjtXr66vJ1/v7e9PlNR1QE3gfPnxQSr1//74sb+JQKXV9fd3vE19eXsJ96/C1TORxJ6IbDUCTx2OIz2DyuOHnz59KqXfv3o2xcNMbNh4fH7XWDw8PSqkvX75orV9fX81R6/Iw+MePH8vyPf4+eHl5UcG+9Y8fP8zCb25unMsnjzsR3WgAegl57FvOwBWbkf1F7AwOfNM1R/J4CXQ4HMypW58/fy4j/927d9UA/vLli/n0379/mzPILi8vzcRff/3V9RNbv4v5a8D8EeD8E6T65wJaiW40AE0ej8H+FgnzOO/x4/Hy2GTt27dvzUfc3d2Z4eE3b96UZV5fX00GX11dKaVub2/NOd79VqkcnPYVuLu7M38N/O1vf1NK2WPk5k8BrjyOJLrRAPSS81ju3jVqHudtpDw+HA7lsegyj83h6MbVRKbHrJT6/PmzGdY1Id1jCNn8BeC7WulwOFxeXprFmqHrRhfcnPtd/XMBYXJbDMAYN4/j95Bswlh3z2P7+642ks3dOaonVSVhuqrmmLDJY9MDbpxQrbV+fX19fHx8enqqzjT91K5DyOGjzWbw2KyS6YI3vrV5+wKvil4s0Y0GoJfcPx64YjMij3sz50C9efPGXOZk63cpsBk5Nlc6lWdNl3Na9RvHNf1v38CzObXb3JXa9JWvrq7Kb1deasXB6niiGw1Aj5fHw5c2cMVmNGoe5z1+rLX+9OmT7ydSvfqLpid6e3tb/e/l5eXXr18jl2AivOs9Nc1R6EZXu2Qy/s8//9Raf//+3Tw3orwhiclyzqzuRHSjAehl5vHAVZrd8DzWK+4ia62fnp4+fvx4V2f6uHd3d12XZk6oNhc4GX/++eePHz/il3A4HK6uri4vLzv1zs3pWr4uuEnrMoBNd/n29vb19dVE9eXlZaq7oKxEBk0HVi5NHlenyWPyeAzleVhd32huvTnwBiPmrmH2DTUDytOnY14tL8cyLi8vfR1r+GTQdGDlyOP0kuSxJpLr+uWxOTr99u3bgZ/eevGSLXwWmPkrofqIqtfXV5P6Nzc3kQPbqMqg6cDKpcxj35whS5No1DzOfvzYp18e2wer+zH32ry6uop/S7hfrpQql7babZpWBk0HVurnT3046DHyeDlLm0u/PLa/OP3jKpPHXW+lmeRgtREeD+700cSHAiMAACAASURBVOVzpYavFUr1PWi/3Zz3rM1273/frlCq2LUuvrZAV/nWAoDLy4tWSn/6pMnjMYTz2C7j+9ZKKSK5ZI4Ydzq/2twNe/jBasM8jTj+WU9mPDiQxz3GwhFQ2Yl2hb2DuRPyWLItPmtZ61peawHA4/lZK6Xv7jR5PAbyeAzmzlmd7iNtItxc4zvc79+/lVLVq4TDzCVMzv40eTyGcic6ZuM5D03oWp3kSoaGs/NYsFyAFeKtBQAv8nhsF39chL9LOI/LmXYer3OssXz0QqcrjszgcY9HQfiYiI28cNlc0eQs3MjjdW7T5E470X67aYavyctKPJYd6M12W7Qlp/Xu5qzWAoAfeTwBE8m+VyPzmC7y4XAwZx1fXV11vQTIdKk7XWocZq4SjhzDNvevNr3zl5eX6kvmrG/6x2n5dzeTvtVw3BVlZO9a83hX2L3r2rzWAoDfr1/k8ejCUUoex3h6ejJnRd3c3DQiLcbNzY2qX1M0kLmxpXI9i8lmRq+vr69N57562Lz3tdQIsJuO8wHpQDC25rGzq1ud2VoACCCPJ0AeD/Hz509zcFgp9eHDhx6Zap7LlPz5SM6nQvmYnr1R7dyTx2Owm47aaV2+SI7LY+vdlbe1FgACnHlcHcSKnzZVvd971zBt0tT3u1VVyzTml5H8/fv3sthyvmPa6e12Wybxv/zLv5RHm7su57/+67/U6ZqihOtper1v3ryJKf8///M/X758eXh4eH5+rs7/xz/+oU43xF7DNp1mOvCnvHWGVwV5jHmZPL650UvrH2fJ2cGt/m7h/vF6ushPT0/mGl+l1O3tbaebU9rGO4fZXMg0cPU+fvyYcGAbuuV+IP7DxxyvxrwOB62Uvr7W5PE07ECNz+NyCbn+zq+vr58/fzbjxEmS2BjvmLB5XDFHm5cmvIN4Y5fzuTC7y0utlCaPpzEkj8sucq6/sxmRLaW6XHjUMdqEt/1CKqcdxJmEA/rHXO+EsV1fa6X06yt5PJFGJPvy2E7iRh7nd63qjx8/7u/vzUMV7+/vUx3FNdcUdX1ocST7lOkh8tumsyh3IvvyJpOO7t5qxDgv9wPBuN6900rp52fyeDrVSO6ax2o1o8gJPT4+jjRG+/LyopS6vr4eY+Hop9IQue6X2eX8ausMLe6XiTE9Pmql9Jcv5PGkykztkcf8zotiLm7mkPVy1HeQ6OdJROVxc4E8TwIpmVt0ffhAHk+KPM7Gp0+fVNKbcWIgdhBI9fu3Vkq/fUseT81Ecu88ZqxxIcxZ1vGPewpgmyZBQwSpTB5fX5PHM2g8bYL+sUTm/O0PHz7MvSI4YgeBYNfXCWowOdFP+Nwu8nj5yOOlYQeBYA8P5PGcAmPJ5PHymeupyOPlYAeBYIdD5/Or7VQgJ3rrl8eMNS5Hqntesk2ToCGCdLE12NdLI4+HqJ7bFWPu9QWWix0E0pHHMyvP7SKPgSHYQSAdeTw/XySbV4lkIAZ7B6Qjj+cXn8eascYcsU2ToCGCdOTx/NTpcRExeQzAiR0E0pHH8zO/oR3J1Vf5nYEwdhBI1z+PyYlUyp+xEcmNV/mdgQB2EEhHHs/PzmPnq4rx40yxTZOgIYJ05PH8qr+kiWTfq3OtIbB87CCQjjyen6qr3tpa8zsDcdhBIB15PD9laUSy5rw5oA07CKQjj+dn57GuPwBKV/KYscb8sE2ToCGCdOTx/DrlMQAndhBIRx7Pz5nH2v+MZAA2dhBIRx7Pz85jO5L5tYGw+q6x327Ou8xmu7eK1woUu5aF10q739VtgYCtZx47wwP9+MLYcD6TcaY1xSgYP06isl/sipbwdMRrOEFdS6y+pfMCAVufPA7nB7qKz+OZVhAQoNxBjtl4zkMTpudO8rFAOeMYtoEA3W837l523wUCDuTx/Fp/T/vyJwANpx3HkZ0mL0/xWP+fb1bNrgi93GOBgAN5PL+Y35NIBsL8DZHprpbhuCuU1dl1zTtr6R53XyDgkiaPieQhIn9GE8mMNeaHbZqEvfucB3Wrwejsuob7s8fucWUQeeACARf6x/PrlMcAnOzdp3YSVpmg7s5u6Ii08+Tq8zK6LxBwOtfg6h/p9nQ4j8PvXcf0rtDqf/2/Pu+189hXvhrJc39fpple1nTgz9naGV7d47NxvPu8xL4LBJzoHyexK7S60BdFrzfzSwLDBXefSn4mOrx8zluOVyMR8ni47UarC30xTR4z1pgftmkS4d2n0l1Nc/pV8gUCQ/N41JVbvGO3WOnNVhf0j4EZnXYfZxJax5c7XJ7kX+BxJtc7IQ3yeIhdodVGm/20fx4DGK5sjuzhXpOO9TO6Oty+wzF+XM9o7geCJMjjVMhjYE4qfL/MWge35faW1hlaQxcIxCCPU5kojxlrzA/bNIl6czToeRKuM6briesIW54ngaHI41ToHwNzojmCdORxKuQxMCeaI0jXXoN9SUwe15HHwJxojiBd/zyeYOVEYfwYPbFNk6BRgnTkcSr0j4E50ShBOvI4FfIYmBONEqQjj1Mhj4E50ShBOvJYGMYa88M2TYJGCdKRxwByQKME6chjADmgUYJ05DGAHNAoQTryWBjGGvPDNk2CRgnSkccAckCjBOnIYwA5oFGCdIPuXz3B+gFADFokSEf/WBjGGvPDNk2CRgnSxeZxdZo8BrA0NEqQrlse++YAwLxolCAdeQwgBzRKkI48FoaxxvywTZOgUYJ0ffIYAJam3kztt5vzyS6b7d4qXitQ7FoX31q+6wKBJvIYQA4qzdSusC8IqSVkLTsjErS1fNcFAg7kMYAclM3UMRvPeWji+dxJPhYoZxzj2xugreW7LhBwIo+FYawxP2zTJE7N1H67aR6hNnl5isf6/3yzgi8OWyDgRh4DyIG/mTLd1TIcd4WyhpRd80Kv1eZ1XSDgRh4DyIHdTJ0HdavB6Oy6BvqzreW7LhDwII8B5MBupmqndZWR7DiefSrrz+NQ+a4LBDzONbg6iFWdruaxrwzTk02X/13I+jA9fJptmmQ60G2oneFFHmOp6B8DyEGwmaocPuZ4NZaKPAaQg3AzVemucj4XFoo8BpCDUzPlTMKW/izXO2EJyGNhuFY1P2zTJMpmqnF5kz6lY/2MLu4HgsUhjwHkQIXvl1nrMbfc3tI6Q4v7ZWIK5DGAHKh0z5NwnTHN8yQwOvIYQA5opiAdeSwMY435YZsmQTMF6chjADmgmYJ05DGAHNBMQTryGEAOaKYgHXksDGON+WGbJkEzBenIYwA5oJmCdOQxgBzQTEE68hhADmimIB15LAxjjflhmyZBMwXpQjW4ei/WyVYIAHqgmYJ05DGAHNBMQTryGEAOaKYgHXksDGON+WGbJkEzBeli85i6DmDJaKMgHf1jADmgmYJ05DGAHNBMQTryWBjGGvPDNk2CZgrSnWuwnbskMQApaKwgHXkMIAc0VpCOPAaQAxorSEceC8NYY37YpknQWEE6dx5zJhcAWeqN1a6otmKb7b5ZfL/dBF8PlD4pdt4i9ZeAKOQxgBycGytneFYzNyJdG+rxbr/DsUQiGV0189g248oBQKRTY2Wisd7jNXF6TMhTdp6LHOf4e8n77ab15UqBY3qTyOiGPBaGscb8sE2TODVWu8IRhSYxzdxd4che58z6q954rS7cPwtoQx4DyEGwsap0cD1RGYrclu6xK8vD+Q64kMcAchBqrGrHq51R6TrKXX97sasMIlcLOgOeDjK6a89jIhnA8vlbqloan8ePK2F5Slp3HrvPDysLu3vP4UPcgEN7HlcHt5iefbr870LWh+nh02zTJNOePDZRW49L19nQW/8x6Uaen5dgZpHHSITj1ZKwRQAfx64ROm+6efC5a36ey3O8GokoHTxSTeu/KGwRwKexaziOSod0Pv+qkt+cz4U0yGNJ2CKAT3XXCF5Q7Dq+7DgkXX/Nef7XcSbXOyEN8lgStkiWuP44iXLXOIaxPwybQ8qnQ9e+dzjCup7R3A8ESZDHkrBFAB9VvR+IWxmQjjLWFUzVGa5l1nrM3C8TCZDHkrBFAJ/jrhGI41pE1sq5TsZqHKGuJ64jbHmeBIYijyVhiwA+7BqQLpTHc68bmtguWWL8OAl2DUhHHkvCdgF82DUgHXksCdsF8GHXgHTnPD7+nzxeMLYL4MOuAenIY0nYLlli/DgJdg1IRx5Lkmi7FBf6okiwOsCC0GRBOvJYkhTbZbvRijxGfmiyIB15LMng7bLfanWhL8hj5IcmC9KRx5IM3C57vVF6s+V49cIwfpwETRaka6Yvebxkw7ZLGcPkMTJEkwXpyGNJBmyXXaGV0uamuuQxMkSTBenIY0l6b5edVkqXt7gnj5EhmixIRx5L0m/r7PWmHsDk8bIwfpwETRakI48l6bV1thutNrr66DjyGBmiyYJ0qtHEk8RL1iOPTefY+U/pzXbU1QUmRMMF6dz943nXCT7kMeBDwwXpODothqobsCSOVy8L48dJ0IhBOvJYBmUZsDDyGBmiEYN05LEk5DHgQyMG6UhiSRLlMZAhdgpIR8suiZ3HZHMGGD9Oor4j7Irq3rLZ7pvF99tN8PVg+fLeOl0KAC3obElCHgM+5x2hloyuzHUWCEWo4w314q0FgHa05pI4GplgHpPWWI9TVTfRWO/xmt7yMSFP2Xkucpzj6yU3Xz72vc+B21oAiEF7LQl5DPicqvqucEShSUwzd1c4stc5036vc1ZrASAK7bUk5HGWGD9OIljV99vNKW49UemM8fMrjaiuzWstAEShvZaEPG6qP7hKa10orbiWa5VCVb12vNoZla6j3NVXGkldndlaAIiTe3udl/g8jklr8fZ6o8hjHPmrei2Nz+PHlXpzOhvbm8fWC5XudGsBIM65va4eNGN6mdO+PLbL24G9hPVPO73daFXP4+/f/1+Zx8tZT6anmfbksYnaely6zobeOlNVk8eYTtb9p+zQPy7tt1opvd02+8fbjbynZDB+nISjqofOm65coLzZ7gP5yfFqTCXb9lqa/Var8slL9ccVn5HHR+WwsTV+vCvk5TGSaFR1x1HpkMD5V5zPhYlk2l4LsysqYXx6GKK3GSGPz4PEVh5jtapVPXhBsev4cmOI2S7P9U4YX57ttSzmEcWVAN4VWgUeThzTS844j82vc/yxyGOclFX9GMb+atEcUj4duva9g/uBYBoZttfSHEdCa6eb6I3vEUzfv3/35XF1U8b0oSXaNwaMs8hjxo+TOFXy+p2ra8qa4ihT7TBbPWjul4kp5NNSZ8T0AL27c2sYO8tMsN6j2+tN47hBFnmMJI6VPBDHqn6mgT87XUe0eZ4ERpdLS50F0y2+0BeN7nLDavPYdI59/zh1ZuXyqORYs0xa6jzsKmd1teYLebyuPOZIQJs8KjnWLJOWOjPWGV5n5VjjCvPYIYuUah8/dt2JDA3ZVnKsRr4ttWzN85Z8yOM1pJR9JzLYsq3kWI18W2rhIoOGPM4+pXx3IkNDtpUcq5FvSy2GOZvaetpM6jxmQ4vkvxMZGqjhkI5men7mNK7q1cZm/Nh518zGWKMdt84kZisvWWD8mDuRxaOSQzpa6iVw3i+zw/nC5HGWuBNZJ1RySEdLvRBRz5Pw8eWx79WE642RZHknslFRsSEdNTgH5HFuuBNZd1RsSEcNFsY51hg4Xm3Podlamos/LhpzVn3nk76o2JCOGpyDmP5xHnksff2dyOMk8qsYWBtqcA7IY+nsSG7ieHWbLCsGVoUanAPyWDryeLgsKwZWhRosTKfxY3uO9FSWu+YB379/J4+Hy69iYG2owTnol8cS2y+hq92qPY/RJsuKgVWhBucgbf94yZkn+o+JMCJ5oPyqBNaGGpyDcOLmmseLXcl+yOOBMqsPWCFqsDCB8ePhebz8qFv+GvZgtil5PFBOVQLrRA3OQThr++XxMjNvyes2EHk8UH5VAmtDDc4BeZyBiz8uiOQh8qsSWBtqcA7I4wyQxwPlVyWwNtRgYeLHj8OvZpDHy1zDHsrxY/J4iDwqA9aMGpyDcEqRxyKQxwPVK8OuqNaSjX3P71oBx+t1++3Grnv127PUinDnFvSQT3O2ZjF5HJ4Ts5x52esWXs+lrX8rE8ZEcm/nze0Mz2rmRqRrQz3e7Xc4lkgkoytJDRZ8wvkUM8e3nOVEmnPdWr/1or5CGHk80GlDm2is93hNnJ4S0vzvXOIYpoEA3W83oU70cQFlgWN6k8joRkZThVLk+LH9anhOzHLmlXEeV68/Jo97O23oXeGIQpOYx7l2iZa8dS/TvXDvLKDN0psqxOiao+TxApHHAwU3dC1wmz3o1v5xS1zvCmW97JoHhMloqhCDPPaVnHfNI5VJTCT3E9rQ9ePV2jHe2z56XOwqg8jVpHX2hekgozsZTRVidM1ju+SSk4w8Rph/Q1tp3PH0K/f5YfXuttUVDh/iBhzONbg6MMn0YqfL/9pl7ATyLadrki3hu8fksf07NL7IQr6Lc5te/HFRHUheyLoJmlbuPG6evGWffeUq41iEd3yYPEYiMroOiOGMn9aSYdOseYz4tV3ytwiodovpIvfg2NB28upkh5fPecvxaiQio6lCWvF5vIQ867qqS1v/SOTxQI0NfTrIbEViou5s5Q2cz4U0ZDRVSEtuHo+x/kv4jpo8Hqy6EZ0d49prHbqzzmitpjrXOyGN+ZshdOK8/rir5eexL33HWP/Z89h+/jF53EO5EdsuX/KNH3vf4Rg/rmc09wNBEuTxGknP467fIuazZk/lRgYTyV2dNp/z1pbGKSDb7pdpHdJ2LbPWY+Z+mUiAPF6j+CSbK6Wqn+tbmVTrP/uXNcjjgY7bLhDHtYgMPU/CNcRcT1xH2PI8CQxFHq9RTIDNG1HVzw2vSeAr6Lhj0fN+U8NOX/K4qxk3H5AENViYJOPHRkySzRVUzj8LAnlcnRaXx9+/fyePhyOPIR01eL3i83gh6xYo6XyXFpLH2pO+RHIn5DGkowav1zLzOLxW8e+tzun6rumRx8ORx5COGrxe5LHvXdMjj4cjjyEdNViYWcaPq3NSfXq/tYp/b3VO13dNzDl+rMnjjshjSEcNXq+YHJKYx76lxXzi0LXvyxe9RHI88hjSUYPXq2tWTZNb4+WxbyHDP2U48ng48hjSUYPXa215HPOJ/T5lOPJ4OPIY0lGDhUk4fhxDVh6HlzakjF2+3/o4+caPDSI5EnkM6ajBaDd7HidZ2pAydvneq+REHg9HHkM6ajDazZvHqZYZ84nDl9YPeTwceQzpqMFot848Ds8fvlZV5PFw5DGkowYLM/H4sUEeV19K/guEx481kRyHPIZ01GC0I49j5g9BHg9HHkM6ajDa2RnZL5P65eJw4UyNyd3qq+TxMpHHkI4ajHbhPLazKryEyE9Jvv4x3yhcJv67dEUeD0ceQzpqsDALGT8eO4/HWP+Yb9RaZoz1bB0/1kRyBPIY0lGDESsmlaXncbVkv2/aD3k8HHkM6ajB6IY8HiOSyePhyGNIRw1GN10jKj7DkodcYMld54waxpo8ToE8hnTUYGFmGT+2xWdVfIZNk8fKMwY8Yx7HjB9rIrkNeQzpqMHoY0ge+5JsjCS216HfnJhvMWT9yePhRqo8wGSowegjPqsiw0wvKY/jpVp/8ni4+o+/K6rbabPdN4vXCjheb9pvN+fyxa5HAaAFeYw+4uMqJsmqyxx7bWPmdH11+PqTx8Odf/xaMpYqmessEIpQxxvqxVsLAO3IY2EyGD+2X7Wnx1tne63i1zP+u3QSOX6sieSg049vorHe4zWd4VNCmv+dSxzD1Bugx9fLNxy71ufyrQWAGOQx+gjnU9ecs6fHW2ffZ/X7FqnWnzwe7vTj7wpHFJrEPM61S+y3G/9B69p7XbNaCwBRyGP0Ec6n+CRLlWfx6xz+LN/qhb+Xb5l2GR/yeLjgj1wL3GYPuqV/vCuUFda1ea0FgCjkMfqISdlw7obLjLfO9nT4e9nzw3N8SwuvW3zQEsk+oR+5frxaO8Z7/V1ZZ1e3OrO1ABCHPBZmgePH1Tn2q+Ek85UZb53tad/38q1zzC/gK+MUP36syWM//49spXGn06/cx7Irx7xbCwBxzjW42tAzzXR42k6aahlf1trv9ZUZe519n+X7Xvb8mPWP/14mZWO+SzWPl1MfljCt3HncPHnLPvvKVaaCPMZU6B+jv2o+2fNt4Vd9S0u7tuHP8r3a6Vv4PjGwbvSPh3P8wnby6u6HlzlejamQxxhLfnkcXlr4m4bXrVPKEslOjR/5dEjaisTO3VnO58JEyGNhFjJ+HCPvPPYts8f36jR+rMljj+qP7OwY117r0J3leidMhDzGWMLZNn0kx+dx1/kD81jTP06h/JG73t6j9f4d3A8E0yCPMZZwDk0cxs5PHGOZ/VKZPB7u9PPW71xdU+/Qel7UjkPa3C8TUyCPMZZwAsVnVdr1Sfuh3pbfz7mcrhFLJNuOv20gjmsRGXqehGuImedJYHTksTDixo/DryaMxsj1SfuJXYLY+4ldx481eewyQRUCRkUNxlhi8jimZNr1GTWPnZ8S84nk8XDkMaSjBmMsy8zjtJ9oZ204j32fSx4PRx5DOmowxrK0PPZ9+vDlTJ/H/d6SN/IY0lGDhcls/HjK9Rnv0315bM9x/hXSY/xYk8cW8hjSUYMxliXncVqB9LXn2HncL1nJ44ZsqhNWixqMseSUuGHh/rE9v1GGPE5iJZUNGaMGYyzryeMq37dOnsdD3pilFVY2ZIYaLEw248e5Io/nssLKhsxQg4GUyOO5kMeQjhoMTCdtHg98b2bIY0hHDQam4+wik8dJkMeQjhosjKDxY9joH4+HPIZ01GBgOuTxeHwj9Hmb+1dHSmxOYDrO9nRgphLJxvRZuARz/+pIic0JTMfZnpLHSUyfhUsw96+OlNicwjB+LJqzPSWPk5g+C5dg7l8dKbE5gek421PyOInKj1rsqi/stxvfSzW7wpN5m+2+rXRtsbUPHFmqXw9LwOYEpuNsT4cHKpGsy9/WGZ7niOyTx873nEtHxPV4ev9cWCA2J0ax15sLfdH4V8y9VrNztqfkcRKVbKx3UE2c+gPSvKfldX+f1yz+/PoxnicK5Pl+b6TH5hRGyvjxTivy2FZtQ8tp8jiJczg2ozAYuG1p7Flm6OWWAE9q1p8cibE5MYb9ViulnUcOcVS2p+RxEv7MCuRjexq3pmuzS07/GH2xOTGGXaGV0v6hOiTN41QLEc0bWf7j1a6j2+6374rKILL1BmsEearRY/I4L2xOjGG70Wqj6R6HlE0qeZyEJ7ACo8fFTrcfV3afH1Z7m6PIZIE88o+KSbE5hREyflxc6ItC74rTKDLHrm1lk3rxx8XwhpU8dqVV81wr+8XWYV5HntcOch/DuLKc4IemNtevjTGwOZGe8+RqpTfbuVdsUcr2NFWUrjySm0llB2Vdy2laQef3OgegI0alU5nzF0dqbE6kZ06urp9Nvd0wolyXvD0ljxuBGIzEIXHczGMr8wctvJM5f3GkxubERHZaKR24G8PqJG9PyWOjrWOslIpPTOdB7UoI0z9GOmxOYYSMH2t96hGbf5stedxUtqeptil5rKKvNoq/RNgxflzLaN/48USndM31a2MMbE4ktyt0USbx+V9RcFbX2NYcydUsdLEj1Z2YVlS7ltlyejX3y0Qf581Z/SOdaaaHTP/v/7NXSqviPL9QWqn9m//7n7OvW97TJo+Xsz5TTvui86SakKHuseu1euQ6spbnSSABNifS22602mxV5ZaZartXSr/naPXIVt8/Xp25f3WkxOYURs748X57vvj4ePiaOHZKuE3J47WZ+1dHSmxOjMjcxlopbtY1ndVG8tzJOI+5f3WkxObEiMxtrInkKZHHqzL3r46U2JyYwrGjzAMXx7fmPNZat98D5GRXNOeU9ttN/Rwu/8Moqu8IfBgQgTwWRs74cRM36PJJu03XnsetTzI+sjJXh1+rJ64jbGsFCGP0QB5jIjyCcTLrjGQO3kI6ajDSK1yjxfSPJ0MeAxJRg5Ge6QrXDw4e75qJCZDHgETUYGGkjB8X9v0yV3Z+9flar8q/8m+UonJ2W/JtSh4DElGDMZbG8yTWpnatVzCPx7DCSCaPIR01GBjFdhM6JDB2Hq8QeQzpqMHAKMKJu92s8ZjBqMhjSEcNFkbK+PHa7fUmeJR+V5xfTbtNw+PWGSOPIR01GBjB7piCxeSns4XHrTNGHkM6ajCQnrOTqpR23w4qqfC4dcbIY0hHDQbSs6/ANkewJziHa7VnipHHkI4aLAzjx3L57hiacpu2jVtnjDyGdNRgYCJT3MF7vnHr2ZHHkI4aDKTnvYP3yOk447j17MhjSEcNBtJzjB/vprhP2Yzj1rMjjyEdNVgYxo+liL+D99jbdCVPuiSPIR01GBhL9Q7eM/ZQyWNABGowkI+5xq2XgDyGdNRgIB9zjVsvAXkM6ajBwjB+nJ+023S1T54mjyEdNRjIzULGrSdGHkM6ajCAHJDHkI4aDCAH5DGkowYLw/hxftimSZDHkI4aDCAH5DGkowYDyEE9j3eFqthUb+Bdf6mm8N81Zb/dhMu1FgBakMcAcnDO41oy2pncI48dS6wXbS0AtCOPhWGsMT9s0yROeWyisdYjPkawPyHNe1rSuBno5+KtBYAY5DGAHJzyeFc4ojAYuOE0dr1cn9VaAIhCHgPIgQqdz7Xfbpp95tpLoejcFVZ/uz6vtQAQhTwGkINQHvuPV7uObrtKNN5bndlaAIhDHgvDWGN+2KZJ+PM4MHoc0Y11d60rR8VbCwBxzjW42igwzTTTTMua9uSxCWNP5MYcVSaPMRX6xwBy4Mjj5nnPTVGZyfFqTIU8BpCDRh6frghuO1GrPTI5nwsTIY+FYawxP2zTJKp53NYx1lrHH1HmeidMhDwGkIMyj49hHHUcOqoHy/1AMA3yGEAOavcDcasFZKB7bEU198vEgCkx3AAAAhlJREFUFMhjADk45nEgjmsRGeoeu17jeRIYHXksDGON+WGbJqF43iKEowYDyAF5DOmowQByQB5DOmowgByQx5COGiwMY435YZsmQR5DOmowgByQx5COGgwgB+QxpKMGA8gBeQzpqMHCMNaYH7ZpEuQxpKMGA8gBeQzpqMEAckAeQzpqMIAckMeQjhosDGON+WGbJkEeQzpqMIAckMeQjhoMIAfkMaSjBgPIAXkM6ajBwjDWmB+2aRLkMaSjBgPIAXkM6RQA5GHu5hQYhBoMAMD8yGMAAOZHHi/crlCq2A0pgKWJ2GS7QrFZgZUhj5dsVygVbJdbC2BpIjbZfrthswLrQx4v1alR9rbLrQWwNFGb7FyIzQqsCnm8QMculFKb7dZ53LK1AJYmdpPttxs2K7BO5PEC7QqlNtv9adKdx8ECWJq4TVa+xGYF1oc8XrbWdpmGWxzvJqu8wGYF1oc8XjbyOD+eTVabzWYF1oc8XjbyOD+uTWZO4jrPZLMC60MeLxt5nB97kx1P4tqHygDIHXm8bORxfqxNVrkMylaLaQAZI4+XjTzOD3kMwIU8XjbyOD8xm4zNCqwPebxs5HF+yGMALuTxspHH+SGPAbiQxwAAzI88BgBgfuQxAADzI48BAJgfeQwAwPzIYwAA5kceAwAwP/IYAID5kccAAMyPPAYAYH7kMQAA8yOPAQCYH3kMAMD8yGMAAOb3/wGysxezwOkMxwAAAABJRU5ErkJggg==

We did indeed get a lower low and I slightly adjusted to a simpler count per below.  If this model is correct then UVXY MUST begin to move upward almost from the opening bell.

2 comments:

Anonymous said...

What if we do not bounce and go higher. Would you suggest a stop somewhere around here?

The Captain said...

$26.37 is today's stop.

Note that if we move up today and the move is about the same length as the first wave up then I might just take profits right there because it would smell like a-b-c. But if it then dips slightly and hits a higher high then we have 5 up and that suggests a trend change.

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