Categoria:

How to Predict The Market Trend with the Coppock Curve: A Technical Analysis Tool

Autor: Prajwal Wakhare

Learn about the Coppock Curve, and its practical use to predict markets, how the Coppock Curve illuminates Nifty 50 and Gold Futures trends?

The Coppock Curve, a technical analysis indicator, is a monument to economist Edwin “Sedge” Coppock’s inventiveness. It was first created in 1962 to assist long-term investors in navigating the often-muddy waters of the stock market. Unlike fast-paced day trading strategies, the Coppock Curve looks for big movements in momentum over long periods of time, such as months or even years.

How is it calculated?

The Coppock Curve is a long-term, smoothed-out variation of the Rate of Change indicator. It requires two essential ingredients:

Momentum is defined as the percentage change in prices over a specified time period. The Coppock Curve has two rates of change: a 14-month and an 11-month.

Smoothing: To prevent being thrown off by short-term volatility, these rates of change are averaged over a 10-month period using a Weighted Moving Average (WMA).

DSIJ offers a service ‘Pop Future Swing Trading” with recommendations for stock future swing trading tips based on research and analysis to help subscribers make healthy profits. If this interests you, then do download the service details pdf here

This combination gives a clear and unambiguous picture of the underlying momentum trend, assisting investors in differentiating between transient blips and actual market direction shifts.

Interpretation

The basic signal of the Coppock Curve is simple.

Above zero: Positive momentum, possibly indicating a buying opportunity.

Below zero: Indicates negative momentum, possibly indicating a sell signal.

However, keep in mind that the Coppock Curve is not a crystal ball. It’s a tool to be utilised with other types of analysis and basic study.

Considerations

Timeframe: While the Coppock Curve was initially created for monthly charts, it may be converted to various periods, such as daily or weekly, by adjusting the parameters.

Crossovers: While crossing the zero line is the major indication, some traders search for divergences between the Coppock Curve and actual price movement for further confirmation.

The Coppock Curve, like any other technical indicator, has limitations. It can occasionally provide misleading signals or overlook true trend shifts.

Real-time examples of Coppock Curve

Nifty 50

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×3/8h3riTZs2Xb9+fejQod26dRs2bFhiYuKlS5eGDx++du3aK1eu2NnZ/c///M97770XHR19+fLlL7/88k9/+pP64/J29qnjigyWeGsbjByXHxglQuPKvojGZnzDezlguuxrQhUgAkSACBABnQmoTzz4H9qTCCNm48R+ZnCHXqhyi1AgOHAOAqNg7hZc16C+aYU999oBqbf5izLm3fjLMNYbzR49D92CVOu596GuEcqqUPK4kw837kFKFpxOg+V7cXpj5QSfeoJnKMRfMabB8sprfTRO9ngI0ARPXg3aRWvbjyebjsKoX/CPZdxyOHShi9mL8fiVbHQVZOUEdgtR02zTzW0c9XNB22b8+PEMw9jYfCyQHCDfbG1sPmYYZvz48YLyZzPXUBM0Pvr5+ZWUlAQGBv75z3/+3e9+N2XKlNzc3AMHDvTp00ddyBg5cmRycvLFixfff//9P/zhD2+99daBAwdu3ry5bNmys2fPpqSk/OMf//jjH//4t7/9bdu2bTdu3LC3t7ewsNAoSykrMgDg2PD5/SbRerDOu/fhixgP/C/brDpPSimIABEgAkTAXAi0n3jw1+zQBfhkDr7lf+ujKVIMnobXrZzAxgPsl8GsTbgqOyjqN//WHISxSzDNiNmw9qAg6zvaVJB+DzbEwPe+GESj/08we7Mg3gcLy2HfaVxCbz0VvvHpcEkCP09Z3z18EZtyaxxfJWiCx0fH7O51NJ6cz8DdGVZOGKt142GJbtq6+QCHNXZwO3Vdv7ahfq4fLz1Tx8XFsVPZtLR0+YoORrc8LS2dxRIXxzsK60m7o+QaaoLGx127dhUXF8+YMYPdS/LZZ59lZGRERkZqCBmOjo43b948cuRI//79//M//5NhmDVr1ly9enXbtm3p6enx8fFDhw5l/WIsWrQoJSXl+++/V7SQUT1o5A9++DpFBz+Biatg/jaggZifEt0lAkSACJgZgY4mHvzVjLuMSsHWOPQbGnUB4i/DmTRcZ6Gje7/cIlhz8On6jrFL8PGrd6Cukb9MLXdr6uFhEbrnvJT19J9HCLz/RE8ZPQ+W7oZT10GE7aVVdeCzCx0czgpR0A8n1+6iE4S5W7W0i/oleq9Qp2H25/zjSXkN7lMb9UQJtV8GMUmS4FFeA5uPPbVqfABcvGWIVdTPDaGmzzNDhgz51eVnSMgmo8sB8s0wJGQTwzBDhgzRB6ThaTWUC42PWoWMCxcuWFlZqa/I0CpkZGVlxcfH5+TkJCQkqAsZ6enpS5cu/etf/8pKHlyJClqRUT1o5N18XPeYmWt4y5n9k2XV+LPVlWwSMsy+qamCRIAIEIHfEOCfePwmqQAfft1j4rUDN32wSzk+9QSPENRHHhZpKSynAE5exYnQnFDcLfLO5KdPse45bTzgy0W4rX13IhSUaXlc6EsPizDOS/+fMJZtvf6ijNDmGTf/wnL07jlpdee50gSvc0ZmlEKX8USlwg1o0zei9mc9FXx3m8aDhkqFgVTdN6AeN2gqapFdceRB/VzoXhwUFMQwjK2trXx1B6NbbmtryzBMUFCQ0PDZ/DkdQeuJhpDR0dYSDSGD21qisSKDtpb8pk29duBqMTo6IrA1DkbO7ugmXScCRIAIEAEiICyB2gb8IXRrHAoZn3o+Uyi42CLsyduu8NViXGUZfBgSUtFpxaMSQ5ZyCFeZlCz45wKUZliHIE4r0KWITzgupz94Huv4sFi4wkXK+XoOvPczOCw3f71GJKBKLaa8BgOaslvV7JdBdBI0tQjOIushOvEJisaRxMoJvlsqD88dgnORfAElJSU9evRgGGbz5lCjKwJyzHDz5lCGYXr06FFSos1ttQANqlW/4C6Sj4zOkVdU1url7JPLsaoO3p0CRy9xF+jkNwRGz8M4c3QQASJABIgAEZAIgbpGKFXzsnk5W9d9K1Kwv6EJbj+CczdwecjqSFRn7JfBsJnPBJqhM8DeV9PJyI9+4LwCpgbiFpUF23FrzOpIzEFSx8mrGKPEfQO0tErKLjJGxgSSM3GZ1UBX9KAhRIiTxGu44OJf3rhgysoJPnDHxURrD3ZpCYaMccvWdDc3N4ZhBg0aJEfdweg2Dxo0iGEYNzc30dqT0yy0nsyYMaOoqGjfvn1c1JIHDx7MnTv3hRdeUA+/OmDAgGPHjt28eVM9asmRI0cmTJhw8ODBjIyML774gotaEhsbO2rUqD/+8Y8aJSpoawnXultiYegMMbRerkS5nGTm4tabogq52Et2EgEiQASIABGQK4GHRbgu4+B5XKOh4Qk1KAqVC9/dsHA7ahlTA2HCSlx77xiAmo4Ujj2J+MKwIkIKtpAN5kagoQkXZTitgDedUfjr+gKNhibUAdkVH44BqFycuAqPTbHvzNyaykT1SU5OZie0fn7+RtcF5JWhn58/iyI5OVm01tBQEzQ+Dh48+OrVq3l5efb29t9///2tW7cuXLjw17/+9T/+4z8CAwPLysoOHz5sZWX1+9//fvny5Xl5eWFhYW+++eaGDRuysrLmzJnz0ksvzZ8//+7du5GRkdbW1suWLcvIyPDx8Xnttdc0HGQoKPyqetO2tMLwWbgYlQ4NAsv24I9CdBABIkAEiAARIAJSI1BQhr4/PpyO/lBNeKhUsGwPzjD3SGyFiAmZUNECESgsR++bn83HLVoLt8PlbL3LKSyHgP3o+eLD6SgO5pfqnQM9IE0CY8aMYRimT58+2dl35CU9GNHa7Ow7ffr0YRhmzJgxYjaThnLR/uP7779/5cqV5uZmAMjJyXnjjTdYN58aQgbDML6+vgUFBW1tbfX19atWrXr11Vd///vfMwwzZ86ce/futba2NjQ0bNq0qV+/fn/4wx/aF6TEFRkAcDwVBrhAWbWYjS71slrb4AM32h8o9WYi+4gAESACRECxBJpbwDscfXKHHDUNg6YWmBKIy/LPppvGACpVmQR2J8L4ANwMMnwW6hH3C7VjKCyHa3dx/3joMXR+4bMLH5mwEuIua09PV+VLIDU1lQ3G6enpaURpQF5ZeXp6MgxjYWGRmpoqZlO2FxRMdUWhQgYAuvzsNFSYmH3C5GWdTsNXk0bUzuggAkSACBABIkAEJEog/jK87Yp7+ytrxbbQJxy9e964J3a5VB4RAICqOtyKxYYEGuDyzNGMhifg96eh/86fg3DpUEeSB/E0AwIBAQEMw1haWqakXJGXAGEUa1NSrlhaWjIMExAQIHJrmkq2aF+ugoQMjUBQmbk4At7NF7nppVvc9I3gGfrMPAof9YwFnREBIkAEFEBA41tSATWWcRVzi8BuIdh5wYWbItVCpYLFYegc8UEHP4Z3age9V3SKyJwSCDqe1DdCShZcavfvbr7pf5Cjfi5mN2bDjrq6TjaKNCCvTFxdJ7NhaMUEzpbVXlAw1ZXFixcXFhaqVCqhIegeZoTRxRTds+Nyaz+kfuODnrToAIDqepR1LmU9g0ED8TMWdEYEiAARUACB9t+SCqi0jKvY0ASBUfjd7bZeDLeF87bCxx7wsMhwYvReYTg7GT6p2PGE+rmYvTUpKalbt24Mw+zZs1deMkQXrd2zZ++vDia6deuWlJQkJnC2LFPJFhrlWlparlu3rqxMDLe9uisP4gkZ+89geCcRQlWL38P0LXH/GYzkoq5n0UCsL0NKTwSIABGQNQHFTjxk3WqPSmDiKnT7FXwYmlsEqUqbCmOsjpzd1aBm9F4hSPNINVPFjifUz0Xukt7e3gzD9OjRIz4+oYvqgFwej49P6NGjB8Mw3t7eItNmi9MQFEzy8fnnn3d1dU1NTW1sbBQBghSFjPpG3GV6+KII1Zd6EfbLYN2h3xhJA/FvcNAHIkAEiIC5E1DsxMMMGjbxGoyYDaPmwMVMI9empRW9e9p6QlmXw77Se4WR20ba2Sl2PKF+Ln7HtLGxYRimb9+35KJEdNHOvn3fYhjGxsZGfNRsibm5eaYqmi239ckhwo4SrppSFDIAYN5WcPTnjFToSV4Jrk3NK/lN9Wkg/g0O+kAEiAARMHcCip14mEfDNjbD+mhcZzppNew9hW4Ru340tWCoCLuFUFHT9cyA3iuMAFE+WSh2PKF+Ln4nvXjxIuv2csSIEV3UCKT/+IgRI1gXpxcvmuyneJMLGeL3MdMLGVrrfO0uvOGs9LDSG2LA3lcrHrpIBIgAESACRIAIyIbAjXvwy2YY6Iq/T0wNhHhDo07WN2IAy/enwdeLodoYmohsCJKhRIAIyJBAeHg4u8Hhu+++l74YYbCF3333PVvN8PBwE7YSCRk88IXykdFRkZ96YkhqJR+fz4edCUoGQHUnAkSACBABImA+BBqa4HAy+s6wcoJ3JuPW0aBo2HgY9p+B02lw8wGUVHZY2eo6CIrCGKsDXMAn3DgrOzosjG4QASJABIxEYNGiRewk38dnqcFKgZQfXLrUl63gokWLjMTMwGxIyOABJ7aQsT0ePpoObYLHbeGpsilv5RbhmpTSLu99NWUdqGwiQASIABEgAkSgHYHyGghLgKW70VunvS+M+gX6/4TqBvtv9Dz4OQjWHISYJMh4APWNELAfV3O8MxlWRkBZdbvs6AIRIAJEQMIE7O3t2al+bGyclCUJA2w7diyOrZq9vb3JW4CEDJ4mEFvIqK6HvhMh8RqPSeZ8KzAKxi035wpS3YgAESACRIAIEAGOQGUt3MmHczdgezws3A72y3ALCSttvPczOtowin8Nrjg6IQJEgAiIRsDa2pqd8JeWlhmgF0jzkZKSMrZS1tbWopHkKYiEDB44YgsZADAjGJ1yK/P4ZA7sOqnMqlOtiQARIAJEgAgQASRQVgWpd3BRBh1EgAgQAVkTYB1/Mgxz+fIVaQoTelmVknKFVTEsLS0l0i4kZPA0hAmEjAs34U1nKO54yyiPubK+lZVH+0pk3YBkPBEgAkSACBABIkAEiAARIALPCLz44ovs5H/fvgi9VAOpJd63L4KtyIsvvviseqY+IyGDpwWEEjJ4AkGpVDB8FoQc4bHKPG+tPgA/+mmvGoWP0s6FrhIBIkAEzJQAz7ekmdaYqiUqAXqvEBW3qQtT7HhC/dzUXe9p+WPHjmUlAD8/f6nJEzra4+fnz1Zh7NixEqHKmkFCBk9zmEDIAIANMahlqBTm8tPGA6PNaz1oINaKhS4SASJABMyVgGInHubaoFKrF71XSK1FBLVHseMJ9XNB+5Vema9atYoVAlxcXHTUDqSTzMXFhTV+1apVetVahMQkZPBANo2QUVyJu0suZvIYZm63bj6Av0/o0KcXDcTm1t5UHyJABIgALwHFTjx4qdBNoxGg9wqjoZRDRoodT6ifS6p7hoWFsXLAqFGfXLp0WTo6BY8lly5dHjXqE9bssLAwSfFkjSEhg6dRTCNkAMBPa8AjhMcwc7u1MgLGB3RYKRqIO0RDN4gAESAC5khAsRMPc2xMKdaJ3iuk2CqC2aTY8YT6uWB9ysCM4+LiWJcZffq8GhERyaMgSOFWRERknz6vMgzz4osvxsXFGVhngR8jIYMHsMmEjIRU6DcJqut5bDOrWzYesP9MhzWigbhDNHSDCBABImCOBBQ78TDHxpRinei9QoqtIphNih1PqJ8L1qcMzzg1NdXGxoZd4+DqOjklRYrRTFJSrri6TmaNtLGxSU1NNbzCAj9JQgYPYKGEDJ4iuVvDZsLhZO6TOZ/cuMe3r8Sca051IwJEgAgQASJABIgAESACREBJBLy9vbt168YwjKWlpafn3OzsO1JYglFcXJqdfcfTcy4bNbZbt27e3t4SbxYSMngayJRCRlA0jPpFES4//ffBRMn5juHpFXSLCBABIkAEiAARIAJEgAgQASJgIIGkpCRbW1t21UOfPn2kENDEz8+/T58+rEm2trZJSUkG1k3Ex0jI4IFtSiGjtArXKZy6zmOemdyy8YAD58ykLlQNIkAEiAARIAJEgAgQASJABIhApwQCAgIsLCxY7WDQoEGbN4eaZGnG5s2hgwYNYs2wsLAICOjYc2GnVRI3AQkZPLxNKWQAwC+bwXkFj3nmcOvaXdRrahvMoS5UByJABIgAESACRIAIEAEiQASIgI4EUlNTx4wZw4oIDMPY2toGB4ekpqaKoGikpqYGB4dwC0MYhhkzBFD8LQAAIABJREFUZoyUPWK0R0pCRnsm3BUTCxm3csHKCXIKOHvM8GTZHgzRQgcRIAJEgAgQASJABIgAESACRECBBJKTk93c3Hr06MEpGoMHD545c2Z0dIzRFY3o6JiZM2cOHjyYK6tHjx5ubm7JyfLzzmiYkFFVXfPL3EWv/m1g9x59BloPiz58rLq6RqVSVdfULvVd8ff+g//c89Xn//LK8395Zbn/mkePCtra2tr3ycTEs3ZfjfvfXm+M/PSLqJijVVXVKpUKAJKSU8b9MKnXK32HDv9s156I0tIy9nr7HAy7UlFZW1FZq8uzJhYyAOB7X1i0UxdTZZlGpYIh7hB1QZbGk9FEgAgQASJABIgAESACRIAIEAGjECgpKQkKChoyZAgnMTAM88ILL3z11VcbNwZ3xSdodvadjRuDv/rqqxdeeEE98yFDhgQFBZWUlBjFfvEzMUzIOHnyTOD6TY/yUaE4feb8z+6zLySn1Nc3sEJG0IbNubl5ra2tPNU5mXjWx3fFycQz5eUVUTFH53v5xMYlVFVVnb9wyS9g7ZFj8cXFJfHHTy5asvzAoRjjahmmFzJ0DwR17BIMcIEaM43Dmnob+k7sfF8JhY/i+UOiW0SACBAB8yOg+7ek+dWdaiQCAXqvEAGydIpQ7HhC/Vw6nVBfS+Li4saPH//yyy+riw4Mw3Tv3r1v374jR450cHDw8JgVELAyPHzX8eMn0tMziotL09Mzjh8/ER6+KyBgpYfHLAcHh5EjR/bt27d79+4a+bz88svjx4+Pi4vT1zCppTdMyFCvxaP8ApcpM3bviSwtK6uqrlnqu6JTIaO2rn7jpm3bduy6fz+3paX1Yd4jH9+Vm0J3ZGXf3r5z96bQnVnZd5qbm/MLHq9euyFw/abs23dbWlrUC+3KuZyEjNY2XLOwVfbdTHt7TVwFbuu131K/SgOxOg06JwJEgAiYPQHFTjzMvmUlUkF6r5BIQ4hjhmLHE+rn4nQwQUu5du1acHCws7PzW2+9pSFG6PvxrbfecnZ2Dg4OvnbtmqA2i5l514WMzMzs4aPsNoXuKCktZYWM2XO8vhz7w7ARn+/as7+0TMvGkPsPchd4+W7bviv/yZqO0tKyFasC1wWFnEw86+27YuOmrffuP2htbS2vqNgYsnXF6qC09IympiZjYZGTkAEAwYdh2Exow003ZnXklcCbznA5u/NK0UDcOSNKQQSIABEwIwKKnXiYURtKuir0XiHp5jG2cYodT6ifG7srmTi/ioqK2NhYLy8vd3d3R0dHOzu7YcOG9e/fv3fv3s899xzDMM8991zv3r379+8/bNgwOzs7R0dHd3d3Ly+v2NjYiooKE1svTPFdFzL27T80ycXtfNIldmtJyKZtEZFRD/MeZWZmf/2vH1ev3djeR8bVa2lei5dFRR8tK69QqVR19fXbduwO3RoWFX10yVL/PfsOFBYVt7W1NTQ07Is4FLJpW0ZGpnKFjMpa6DcJTlwVpv1Nl6vPLrBbqFPxNBDrhIkSEQEiQATMhYBiJx7m0oBSrwe9V0i9hYxqn2LHE+rnRu1HlJkUCXRRyLiZmf3xyH8uW76KXVuhXsOmpqbtO3f/MndR0sWU+vrfeHnQKmSsXB0UvmvfoiXLNYSMgFWBScmX6up+k4N6Qfqey2xFBgDM3QqO/vpWU9Lpq+rQ90dsik5G0kCsEyZKRASIABEwFwKKnXiYSwNKvR70XiH1FjKqfYodT6ifG7UfUWZSJMAvZNx/kPvVNz/+35et2BAkz//lFdvRX1+9lt7U1AwAVdU1c+cv+dl99o2bmc3NeEXjOHw03mvJ8uRLl/mFDG5rycFDh9VXZJjt1hINTJ1+zCkwtziswYdh5Gwz3C/TaVNSAiJABIgAESACRIAIEAEiQASIABHoIgF+IYM/8917Ir/81w9Hj8XX1GDs1faJOxIylO4joz2pTq84LIcF2ztNJY8EzS3wgTuEn5CHtWQlESACRIAIEAEiQASIABEgAkSACEiKgMFCRsbNWx/Z/GO6x9xfVYm2tjatlTp8NH712o0ZmVka6zWKi0t8lq1Yv3FLzr0HbNSSNeuCIw/G3Mq+vWrNhtVrN2bewkfyCx6HbN6+a0/ko/zHHRWhtVz+i6bfWsJvn9a78VfQU0ZlrdabMrsYcQasp0KD0by3yqz6ZC4RIAJEgAgQASJABIgAESACciGgUqlOnjz54YcfWlhYjB8/vrS0VC6Wm7edhgkZTU1Na9Zt/GG8y8XLqY2Nz2ak1TW1xxMSHz0qaG1tffy4cPYcry3bwgsKChsbG3fvifjJdXrM4djKyqqmpqbIg9FzF3gnnDhVVFS8ZWv4ytXrr6XdqK2tPRobv3CRb8yR2PyCx3v2HVixKjD5oubOlC62iCyFDACMXbL5WBfrbvrHVSr4x1xYc9D0lpAFRIAIEAEiQASIABEgAkSACHRE4ODBg5aWllykz9dff33GjBn379/vKL3418vLy+3t7b/55pvi4mLhSj958mTPnj1ZDj/99JOG0wThyu0o59ra2jVr1rz++usMw1hbW+/evbuxsbGjxKWlpZ88OTrSX8Rh2JF5XblumJBx8uSZQe8P/3PPVznfGcNHjTl19kJ9ff3BQ0eGDLX9y/++9vxfXvELWJv/ZDFFc3OzupChUqmam5sjD8aM+vTLni/97at//Xjq1Ln6+gYAaGlpiY1LsPva/sXeb4z+5zeHj8ZX19R0pYLtn5WrkLH5GAyf1b46MrtyOg39fZRWycxsMpcIEAEiQASIABEgAkSACCiKQHh4OKdicCfW1ta3b9+WCAcRJuG1tbWOjo69evVKSEhoa2szYihNwxjW1tZOnjyZaw72ZPny5S0tLVozJCFDKxaZXpSrkFFRA3+fAKfTZIr9qdnm5OxD3i1B1hMBIkAEiAARIAJEgAgQgY4JsEJGeHg4m6SqqsrLy4thmODg4I4fMrc7d+7cGThw4PTp000uYbBk2UaZOHFiQUGBSqVKSUmxtrbu2bPnlStXtKLvVMjQ+pQsLhq2IkMWVevISNMLGQYHgvIIAZc1HdVLBtez8uANZ7j3WD9TKXyUfrwoNREgAkRA5gQM/paUeb3JfJEI0HuFSKClUYxixxOj9HMNIQMAzp8/b2ZChkqlioyMLCws7KjDXrlypWfPnkuWLOkogZjXKysrv/76a2tr63v37nHlHjhwgKdRSMjgQJnBiYyFjCvZKAQUlMm1Fdw3gOtavY03ykCsd6n0ABEgAkSACJiIgGInHibirbhi6b1CUU2u2PHEKP1cXchQqVSPHj2aOHHi2LFj1af99fX1GzduHDp0KMMwvXr1mjRpEudEo76+/qeffurXr19WVhbX67Kysvr168d5mliyZMm0adMePnw4b968Xr16WVhY2NnZpaSkcOkBoLa2dteuXba2thYWFpaWlmPHjo2NjW1sbGTNYxiGyy0rK+u9995LTk5OSEgYPnw4wzCvv/56QEBAbe2ziAnV1dV+fn6sg4nhw4f7+/v369fP29u7tbVVvVAAYO1X38TBFcQWHRYWduHCBbagBQsWsOEt0tPTnZ2de/XqxTDM0KFD1R1YsOYdOXJk7dq1rAGvv/76ggULbt26tWzZMvbKhx9+GBMT01Gci1u3bvXt21djeQh70dPTs30VAIBfyGjP8Pz589bW1rdu3dq9e7e1tTXrhmPr1q3qW1fa2toSExPt7OzYFhk/fvz169e1BjHVQGrcj7Qig4cnw3OPu6W7LsI90pUh9ZM5sDqSy0lOJ3kl8KYzXM7W22ajDMR6l0oPEAEiQASIgIkIdOVb0kQmU7FyIkDvFXJqrS7bqtjxxCj9nJvlcpP5uXPnlpeXc82i1V9Dr169Tp8+zQkBnQoZlpaWL730ElcEwzDqjxQWFo4dO1b9LsMwI0aMKCgo4Mzj9AVWJXnllVcsLCzUH/H19WUn+axPDfVbDMN88803FRUVXKW4k06FDCcnJ1awYBgmOjr61+AMp0+f5q5wpUyePJlVUljzuOsdnVhYWERFRXFmqJ+wK2I0loewm184COrpDRMyGIZ57bXXNMzjdhi1tLQsX75c466FhcWuXbtE1jJIyNBoa/WPUhQywk/C+9OgVXu8W3XjJXfuswvsFhpilVEGYkMKpmeIABEgAkTAFAQUO/EwBWwllknvFYpqdcWOJ0bp55xSoD5r7devX1JSEtuLQkNDGYb54osvbt++rVKp6uvrN23aZGFhMXbs2PLych1XZDAM89133+Xk5KhUqvLycldXV26jRGNj48yZMxmGYRd6qFSqpqam2NjYPXv2sAawyw24OTyrFPTq1SssLKy+vr6trS0hIeFXYWXYsGH5+fkAwO7CcHBwyMvL4xxMWFlZZWRkdPR3oVU7YMlYWFiEhoY2NjbW1tbW19cXFBSMGDHiV11my5Yt9fX1KpXq9u3bo0eP5oQJ1rx+/frFx8e3tLRwuHr16hUTE8NeWbp0KcMwGmsuONtYYzhNQSsELrH63U8++aSjqCUaDNkiOCNbWlp27NhhYWHh4OBQXV0NAFFRURYWFt99993t27fb2tpaWlqSkpKsnxzqG140zBDiIwkZPFSlKGTU1MMAFzh6icdsKd6qbYC3XQ002ygDsRShkE1EgAgQASKgjYBiJx7aYNA14xOg9wrjM5VwjoodT4zSz9npOjdtrqysjIiI6NWrF7sgorq62sHBQUMFaGxsnDZtGut7Unch4/z581wnOnPmDMMw7KIDdubPyiJcAvUTjUk4m57TNQCgrq5uwoQJ3BKPJUuWMAxz5swZLpPg4GCGYY4fP85d0TjhETLmzp2rvuHi+PHjDMMsWLBAfYvHpUuXevbsyQoT7c1rf4V/eQVrjIaz1eLi4hEjRqjXWr0K/FtLuCUb3OPt68vmz0ohbJva2Ng8evRIvRRWIWKXpahfF/SchAwevEIJGTxF6nJrwXZwWK5LQgml2XsKBk2BFs2tZxKykEwhAkSACBABIkAEiAARIAJEgCOgIWQAgEql2rBhAzvzZ2fIX3/9dWVlJfcIALDSwPnz5w0TMtQn0uz5qlWr1PNXP+9UyNCwwdfX14hCBifxsCaxuDQm8/n5+cOGDWNlgvayRfsrGjVSryznbFVja0n7TNSf6rqQoZ4De66+Qkf9XAOIuhlCnJOQwUNVokLGnXywcoLcIh7LJXdrzELw2ys5q8ggIkAEiAARIAJEgAgQASJABLQSaC9kAAB3kZ3TykvIOHHiBLtLgt1akpaWZm1trbGoRAOFurDC3eIgcFc4MoIKGaxfz8mTJzc0NHBFs3FVfH19uSvqJ+oyhPp17pxNwLMiQz0H9lxdvFA/JyGDoyrQie7eOSUqZADAWG/w2SUQH+Nne+M+Ki8POoxqZPwSKUciQASIABEgAkSACBABIkAEukKg/XRdpVKtXLmS9W3Jbi3RCAXKroB47bXX0tLSWltbPT092XPODHYqzk2b2b0e6ltL1IWDtLS011577YcffqiqquJyUD/RmIS3X5ugsSKjpaXF399fwxXo8uXL1XeIqOff0SKI9mQAgN1asnLlSnWfl2fOnOnZsycbUqS9ee2vaNRIwxh2l4c6c/U1MhqJ2Y/qMgRPAq5F1Pm3z4FtdFtb25KSEq25iXmRVmTw0JaukHHwHLw7BRqaeIyX0K2F22Gc3PbCSAgfmUIEiAARIAJEgAgQASJABEQnoDFdr6ysDAsL69Wr1wcffMDGWGWdfU6cOPHRo0cqlaqqqiogIMDCwsLR0ZGN08Fu5Zg7d25VVVVbW1tWVtYXX3yhHjCVX8iora11dHRkGMbDw4MtoqWl5ezZs0FBQawfCo1pf3tdQEPIAICcnJxvv/2WXUdgbW2tHh5VK+D2E3tu8YXGAgTW2WevXr2io6Obmpra2touX748atQoCwuLEydOAEB789pf0aiRhkmtra0LFixgGMbV1bW8vLylpSUmJobzWqKRmP1oXCGDq/v06dNzcnLa2trYuLyrVq1SD8qr1RKjXyQhgwepdIWMphYUMiKe+anhqYWJb9U3opvP6Ke+jU1sDBVPBIgAESACRIAIEAEiQASIgC4EWCFDfe8AwzCWlpZ79uxhFx1UVVU5OTlpJHj99de5FRaXL1/WCEf6wgsvWFhYcL//8wsZ7OT/gw8+0CiCi0KiMe1vrwtoCBm3b9+2sbE5f/58W5uuMSB1FzIAIDY2VqO+DMO4u7vX19cbRcgAgMzMTGtra3UglpaWMTExHTUoi0g9PXfONpMGw/b11ZBCamtr3dzcuEy4kwMHDnRkg0DXScjgAStdIQMAfHfD5/N5jJfKrf1n0M1nU4tU7CE7iAARIAJEgAgQASJABIgAEeiUgIaQ0atXr+nTp2dmZqpvnaitrd2wYQM7tWYTsIs12MxVKtXp06c/++wzhmFef/31ZcuWnT17tl+/froLGQBQXFy8bNmyAQMGMAzTq1evH3/88dSpU+xmEI1JeKdCButOgpt7sxl6eHg8fvy4IxrtJ/bcqgSNFRmsM9Tr16+PHz/e0tKSYZjhw4dHRkY2Njaymbc3r/0VjRppter+/fvTp0/v1auXhYWFnZ3d6dOn1VtE4xE2Q/Uqc+eGCRkA0NjYGBkZaWtra/HkGD58eGBgYEfhXTXsMeJHEjJ4YAolZBglEFRuETqeSL/HY78kbo1dAkt3d8kSo4SP6pIF9DARIAJEgAiISMAo35Ii2ktFyYwAvVfIrMG6Zq5ixxPq51o7zq8bXry8vFiVgZvPMwzD7YXR+hRdlCYBEjJ42kXSQgYAOPrD3C089pv+VnaeEdx80kBs+oYkC4gAESACIhJQ7MRDRMaKLoreKxTV/IodT6ifa+3ntbW1s2fPPnLkCOvCo62tLS0t7b333hs9enR5ebnWR+iiZAmQkMHTNFIXMk5chY89IDuPpwomvrVoJ3y3tKs20EDcVYL0PBEgAkRAVgQUO/GQVSvJ2Fh6r5Bx4+lvumLHE+rnWjtLfHx8++UYFhYWgYGBPLsztGZFF01OgIQMniaQupABADOCwcYDKmt5amGyW6ybz4PnumoADcRdJUjPEwEiQARkRUCxEw9ZtZKMjaX3Chk3nv6mK3Y8oX6utbOoVKrMzMwZM2a8/vrrrIMMZ2fnpKQk3X1/as2WLpqEAAkZPNhlIGQ0tcCXi8B+GbTq6nmXp75GvhV5FuOVdN3NJw3ERm4Yyo4IEAEiIG0Cip14SLtZzMc6eq8wn7bUoSaKHU+on+vQOyiJvAmQkMHTfkIJGTxFGnCruBI+cOuqQ00Dyu30kX95w5KwTlNRAiJABIgAESACRIAIEAEiQASIABEgAnoQICGDB5Y8hAwAjF3SdyIcu8RTF7FvsW4+pey/Q2wiVB4RIAJEgAgQASJABIgAESACRIAIGIMACRk8FGUjZADAvtPQbxJk5vJUR9Rb3uEw1lvUEqkwIkAEiAARIAJEgAgQASJABIgAEVACARIyeFpZTkIGAHiGwkfToayap0Yi3SqvgUFTIPKsSMVRMUSACBABIkAEiAARIAJEgAgQASKgHAIkZPC0tcyEDAD43hecVvDUSIxb5TUweh5MDYSGJjGKozKIABEgAkSACBABIkAEiAARIAJEQFEESMjgaW75CRll1bgo4xsfyCvhqZeAt8pr4B9zwWWNFKOoCFhtypoIEAEiQASIABEgAkSACBABIkAExCJAQgYPaaGEDEEDQZVWgaM/vDMZYpJ4qibILYFUDAofJUhrUaZEgAgQAakSEPRbUqqVJrvEI0DvFeKxlkBJih1PqJ9LoPeRCcISICGDh68shQwAUKlgaxy8NQmmb4S6Rp4KGvOWQCoGANBAbMx2oryIABEgApInoNiJh+RbxkwMpPcKM2lI3aqh2PGE+rluHYRSyZgACRk8jSdXIYOtUtZDGDUHRsyG6zk8dTTOLeFUDBIyjNNClAsRIAJEQD4EFDvxkE8TydtSmuDJu/30tF6x4wn1cz17CiWXHwESMnjaTN5CBgDUN4LXDrBygs3HeKrZ1VulVejdc/K6rubT0fM0EHdEhq4TASJABMySgGInHmbZmhKsFL1XSLBRhDNJseMJ9XPhOhXlLBECJGTwNITshQy2bvFX4G1X+GkNVNfzVNbAW6VVMOoXYb170kBsYNvQY0SACBABeRJQ7MRDns0lP6vpvUJ+bdYFixU7nlA/70KvoUflQYCEDJ52EkrI4ClSoFsPCnHRxMcekJlrhBLqGiHxGq71GDEbl3sItxbDCLb+/+2djXsUVZ7v7/+Qu7fv7Oxe7tM6zzg+Mo+z7rIzOyu7j7O462V2xhVdvOusqMP1FZ0dmIysjAZcBDG0qFFABsQwIMsmYAAhE0FxEpEEIxpelNgJhLdIEpLuvDQhnXTXneaHv/l5quqk0i/VVd1fnzxy6tR5q8859Tu/861T1SgCBEAABEAABEAABEAABEAABECgsAhAyND0Z+EIGYZhDI8Ypa+mvgC6ca/mkm1P9ceM5tbUL6H867Mp8eJb9xl3L0u9sZIVZcS2VpwAARAAARAAARAAARAAARAAARAAga8SSE/I6B8YfPyJhVdfc8N//59XlQSCJYHgytXrei5cSCaTIyMja1/bMOWvfvA//vgb986e03LkWHx09Kt1Xjl69936W2f85OuTrp12yz/V7NjV3z+QTCYNw/jgwMGf3H3/pODkv/nBDzdtrrpwoZfiLQtJIzISHYpEh5xkLCghgy54a4PxnQdTeyh6osbZHuPISeP9oyl54vU6Y+WO1G+dbH7XeHO/Ufeh8bsWo/6wsWaX8bOVxrTLOy++dZ9xa5mxcIPxzqHU1zfwHwiAAAiAAAiAAAiAAAiAAAiAAAi4TyATIePVNeu7unoSiZT6QP+NjIz8el3l0mUrjreGI9H+50IvPblwyeEjx+Lx+JdJrvz7zrv1i5csf+fd3/X1RWp27PpV2eLa3+7p7+9/f3/TsvIX39pd193dU/f2Owuffnbrmzuyq2UUtZBhGEbrmT8IE7S3wu7/1802fvSk8cQ6Y+M7xsdtxiW1E5U+xSEIgAAIgAAIgAAIgAAIgAAIgAAI5JxAdoWMzi++KFu0ZNfuukg0mkwmG5s+fHx+Wd2edwcGBuWuiqHYxVVr1q+v3HTy5KnR0bHTZ84uXhJas7byeOvnr294Y83aDcdbw/F4/FznFyteXFnxyprWz9tGbbZ1pAGo2IUMwzBil4yWduN0lzGYg89/ptElyAICIAACIAACIAACIAACIAACIAACDglkImTMf2LhP976f//mBz/csXM3SRUN7zf+/BdPvPe792OxWDKZDIdP/HzeE5u3bO2+cCGRSHCTTnacerJsyfrXN50715lIJC5c6F3+fMVLL7/6zrv1/7Fk+ao1r5042TE2NtYXiax69bXlK15uOXx0ZGSEs2cYgJCRIUBkBwEQAAEQAAEQAAEQAAEQAAEQAIG8EUhbyAi98Mq2mrfOd3UdOfrpD27+8Zq1lT0XLlRv3f5k2TOHPm4h3eH8+a5nlobe3P5Wz4VeKWQc+rilbNHSmu27evsiyWQydvHi+so31r72m5rtu55+5rnNW7ae7+pOJBLDw8Nbqt58dc36o0c/LSgho2h/CCq9YY6fj0qPG3KBAAiAgE8JYJb0acf5pdnwK/zSU1lpZ9HaE4zzrIwfFOJlAukJGfKKRkZGXln169L5T31y+OjmLVt/9VUh4/EnFq597Tdnz3WOiR0ZlkJGaMXLGzdtWfj0s4qQUf58xQcHmmKxrL0Ekf8dGUVrUuW4cR6GIXbOCilBAARAoAAIYJYsgE708iXAr/By72S9bUVrTzDOsz6WUKDXCOiFjJMdp2bMnPXH/+tb9NMkJYHgP0y//dDHh0dGvvLdxy1Vby54anGLSciwe7VEETL41ZJtb+6UOzIK9tWSojWp6Y1+GOL0uCEXCIAACPiUAGZJn3acX5oNv8IvPZWVdhatPcE4z8r4QSFeJqAXMhy2nIWMd/fV4xsZ40MrWpM6PhqrFDDEVlQQBwIgAAIFSwCzZMF2rTcuDH6FN/rBpVYUrT3BOHdphKGa/BHIlpARWvHKiRMdxz49/vCjv9hWszMSSX38orHpw2XLX2g62Hzx4ldeDOnu7lm8dPkrq9a1n+igXy154aXV1dt2fNb6+fMvrFzx4qpPPztOv1ry6q9f37S5+uy5L+QnNjKkhVdLMgTodnYYYreJoz4QAAEQyCuBol145JV6EVUOv6KIOtswitaeYJwX1TgvzotNT8joHxjc+VZtd3dPIpE8e67zwUfmvrG5+kJvb//A4DNLlpctWvrZ8c/PnD33y/ll69Zv7Ow8f+nSpTc2Vz3w0M937KyNRvtHRkaqt21/4sn/2LN3X1dX97rXNoZWvPJxy5GhoaFdtXVPLVyy463ac51fbN6ydfnzFQcaP1R0kAx7Kv9CRoYXgOwgAAIgAAIgAAIgAAIgAAIgAAIgULQE0hMyDMPY9EbVd/586h997eqSQPDVNesvXOhNJpOGYQwODj3z7POTv/P9P/ra1b+cX9bWdmJsbCwej0shI5lMxuPx6m07br7ltq/96TUz/nnWvn0NFy8OG4YxOjpa+9s9t95+15/872un/2jmzl11A4OD2e0dCBnZ5YnSQAAEQAAEQAAEQAAEQAAEQAAEQMA9AmkLGe41Mds1QcjINlGUBwIgAAIgAAIgAAIgAAIgAAIgAAJuEYCQoSH93zTn+JRzXYSzIAACIAACIAACIAACIAACIAACIAACIJAeAQgZGm4QMjRwcAoEQAAEQAAEQAAEQAAEQAAEQAAE8kAAQoYGOoQMDRycAgEQAAEQAAEQAAEQAAEQAAEQAIE8EICQoYGeKyGjaH8ISsNacwo/H6WBg1MgAAIgUHgEMEsWXp966orgV3iqO3LdmKK1JxjnuR5aKD/vBCBkaLoAQoYGjnunYIjdY42aQACvVwM7AAAgAElEQVQEQMADBIp24eEB9kXRBPgVRdHNX15k0doTjPMvhwD+LVgCEDI0XetUyOhavmpgyjRf/AUqg/hzgcCpU2fwBwIgAAJeIOCLuakAGumFvs5jG1yYWIu5ijz2rKy6AO5Tv1wCRrsceAiDAAgwgY5TnZHokEa/4FMQMqB6pEmAxxACIAACIJBfAn5x3P3ezvz2ct5rL+Z1lwvXnvf+pQb4/Sb1UftdGFSercIjox3N8AUB7MjQdBOEjDSX8Z41jq41TDOqcAoEQAAE3CTgI9/d1011s089WJdr02txVuSRHvf1HeqvxhfnOKer9shoRzN8QQBChqabIGRAyEiTgGZU4RQIgAAIuEnAX+67f1vrZp96sK5iXne5cO0e6XH/3p6+a7kLg8qzVXhktKMZviAAIUPTTRAy0lzGe9Y4utYwzajCKRAAARBwk4DvPHifNtjNPvVgXa5Nr8VZkUd63Kf3ph+bXZzjnK7aI6MdzfAFAQgZmm6CkAEhI00CmlGFUyAAAiDgJgE/OvF+bLObferBuop53eXCtXukx/14Y/q0zS4MKs9W4ZHRjmb4ggCEDE03QchIcxnvWePoWsM0owqnQAAEQMBNAj71433XbDf71IN1uTa9FmdFHulx392V/m1wcY5zumqPjHY0wxcEIGRouglCBoSMNAloRhVOgQAIgICbBPzryvur5W72qQfrKuZ1lwvX7pEe99ct6evWujCoPFuFR0Y7muELAhAyNN0EISPNZbxnjaNrDdOMKpwCARAAATcJ+Nqb91Hj3exTD9bl2vRanBV5pMd9dD/6vanFOc7pqj0y2tEMXxCAkKHpJggZEDLSJKAZVTgFAiAAAm4S8LtD75f2u9mnHqyrmNddLly7R3rcLzdjAbTThUHl2So8MtrRDF8QgJCh6SYIGWku4z1rHF1rmGZU4RQIgAAIuEmgAHx6X1yCm33qwbpcm16LsyKP9Lgv7sTCaGRxjnO6ao+MdjTDFwQgZGi6CUIGhIw0CWhGFU6BAAiAgJsECsOt9/5VuNmnHqyrmNddLly7R3rc+7dhwbTQhUHl2So8MtrRDF8QgJCh6SanQkZv0ydXSomPjqzdSGZ07OAhLjpxosPOto4dPDR28BCfHS5bluzuGS5bxjETDcQeLk1298S316aKil1UGubQbLVGw5vCWzhxqKWiY+D0jLq7OCbtwKbwFsbSGTvPZdrF21XUGg3L7HbJxo2v79zfGg0HKoP1nfu5YRTDeVujYTrlvMa5pQtKAkH6q6qu4ZIRsCNw5Mixu+99sCQQ/Mu/+ruXXn51cHCIU/ZFIs8sDV1/w43X33DjM0tDfZEInUomk/UNH0z/0cySQPDmW27b+MZ/jYyMcC7DMJLJZGNT8+z7H+3tu5JFni34cHmoorGpmS8z3NZetmjp8PAwxyCQHoHGpma+u++48x7vjy4nk4h56lHmJieFaNLEt9deoS1mSZqtKF7Og5bl0Iw2bjLLvDIyVU4kOrJ2o+UUOTBl2h+aahjJ7p7Yw6Uyuyac3nBKL1dVdY2cWXr7InNLF+R3KPKMaRmYUXdXZ+y85cXWd+63zDKhyFBLxeHeo+YsrdFwPBEPtVSYT3HMnIZ5rdEweyMcn15gU3gLuQp2ToVdvL46S3TuR2rGvzylWA+zeZGJ0wvHHi5NnOiQ3jLfucnYRRnP5UuDw+g097hDmxPfXkuF2Ln9sl7nFsxuPGwKb5G3jBxOhmHYuan1nftlrjkN8zpj5+c0zLOrxWH8uKNd3viyAfryuXeyGxgeHoZzPlGkfZHI4iXLr/7mn139zT979Ge/bG8/ySWk7ZxTCa2fh2++5TbppnLJEwpAyNDgcipkRPoGSL9IWbHLXhq7SgNTpulNYeJEh5Q5RtZuTMYushrC9td5gIWMsYOHuOSxg4fIsuttB50luyMtzqbwlsH4UOYmj0omiYTCJBnYxWtam10hY07DvN5LfeTrzGmYNxgf4svniqiRdpOE0tS5pQtoxbi7ds/vF5CaQYZThmF8/Mnh62+4kReHJYHgkwuXkCoRi8VKH39Knnr83xcy20lXTZanVq9Zn0wmScI4dfrMU4uWTrpqsi+WmlkfBjRhy6VOY1NzcaLILttwW/vUm6bT1NvbF9nwm83ZLT8XpTmZPsxTjzI3OSnELk1qgfGlfsGz5MCUaWMHD8W31447S1Kx+pnUrmpzPM/OllMkT6ADU6ZRmKdRc1FKTC76zq7M8lBFeaiCz4bb2m+fOSu/c40yCWoO6zv3Z8Wj4CpCLRXxRFx5AuF8yqbnKPLhDZecRoCWdi8dWWXpVGicDX1d3Nf5DShj3u5QsR5m82KX0WE83ZtSsBguW5Y40UGyI3u8SmkTvaMd2hwSMkZe30wKqdmgTcjQcZstxwONVXZQ6SGck7upNRqWN0iopWIwPqQX+CwboETqRzs1j+4sxbVWylEOczTIy0MVcM4nxDYSjd43e450s//PP95x6vQZwzDSc8659u7unp/Mur8kEISQwUycByLRoUj0D497NRmdChl9HefI9NhZvcSJDkvR12yLSdAl347N2YQCVKZSwsjajUZ8NL69VjEWlodkbuSK3ckzDcui9JF23oxdvCyN9QUZmUaYd2TIvFw4oWD/ZlN4y7jPdqgcuYDUjDCcIgKDg0PLn3/5QOPBRCLRcer0j2/7F15yv73n3UlXTV68ZHksFotEo/8299+v/fZ3PzqU2gPV1dX99OLnjreGE4nEx58c/t5f38xTVG9f5I477/n+1L+fetN0LqqoaBMBBmIYRnmoYupN0/O71CmALqiqrvHdiHIyg9DDTH5aSHOZ5bTlpDQljVzVTHSW5KLsMnICh4FUOZd3ZMj0PEXKSJJa5GJJOascuja8SaaU47CquiYrHmEmlyDnUH3YyRSvL0Ge3RTe0nupr/dSn1ynOV/gkd5hGIaSXVYxoTA/o5a52KmQkYHKoF28kixQGcyka7KYVxnzloe58GxlRXQLJ8522t2bdrdzToUMZeuWndtvFy8vkMLmMVDfub8zdl4+aXM4zmmQS72D9nGwc2uuy2GMj0Y7OUVwzidkDRKJxPadu19bv3H48n9PL36OJ5r0nHOqXYogEDIm1COUOAdCxqdtZHcsreQVm261Q5U8M8MwWHdInOgwDEPxJqndbLK5FlI9FF+TznKB1DByUh0KGfRwg1fsPM2zyaPlPbWK9Y5QS0Xvpb66M3spnrNrrGFrNCwNK6e0i+cEcvpXVF552BoNH+z+iLezWropZiFDPsZRlAsiwxxke5SwfFZGQAzDoGe5JG3yCpMiy0MVSjznKrZAf//AvT995N6fPtLfPzASj//qqcV/8b2bjh77jDjse6+hJBD8zy3bFCynz5y95Ye3/+qpxSPxuGEYkWh0y39tu9DbN7d0gXT3lVwFfEjjipUL3lHJcwatfGjU0dRunub9uGjPdZ9WVdcwVVkXEy4JBDkBIS1btHTqTdNLAsF8DUWzi2yOUWYTWgnwpKO8cMEzFG1qoGkrtRPKfprjLDx/KW0Y179XhAxqMHUBF+60PSYhg6dIi1bZbFNXUg5MmSbHQ07DNK7YoSSZsiQQZB+dE/Coo/EpJ6bGpmYeqFlprTIJag6lkKHMqvKQfY+Uj2TzesichnlNXc2UUk7xshxNSwKVQXZdpDeiZJeH8jVYS/nDvLSTToVsjF28TMPhrPRR5oWYh705ZlzPlowANYaNDMkTo/UHjPgonVL8WK5o7JOjw2XL7LZdDEyZlp6QwXaMfXK6kGS0/wq3L7eVcUsowK+WcDxdoKU9HNfQcSHc9RQItVTUndkrXVyKp7uJHF15C8js7LSz+0pvTPPODk5gGAbdCOZ7SvGHqXzno1367bJtluHMB6q5BLKK0gZyGjjnjEIfWLl63bXf/u4nLUfSds4NwxgdHXuxYnXp4089WfaMnMX0VWvO4tUSDRynOzJ6mz5h0yMfPVEkmVT2tDglWdtk7OJYyzHavJoymt09Y8fDbP54Q5o0i1fCsYuj9QdkaZpwynRe9sYsTYYSSS+SHO49SjaOPpDRMXCaTCTZOwrLaZhmetY1xn3OIMuRDbCLl2mkQaT0ijmmQ7LUZLilI6IUpRxSSipB+luByiDVxTOBklEelgSCLFXQCCNDSctI8ikpAQsZlMxumaQZpgV26oMDTdd++7v0ksjg4NBDc+bddse/XrjQS5dJnycwT0VV1TWTrpq8u3aPpEGc87V6lC1xP0wvkqxcvY7WNvSBjLJFSwldb1+kPFRBb+gQUhqZVdU1PG7NKx/3r8KDNfISkSUhwzAUVnwXU2JGKlG7eWmaqYFPpWaus52Js538mmRqJopdpLWEXOfLGY3UBJrdyOk3z3TmRYXdLGm3bqFGyvLlNnLZNift4UuWAZ4iZSTV6MFXS+hFksoNm/l2nlu6YOXqdTzSqqprzHON8nKZ3GWdldEoZ0B9WE6sytTMh8o6qr5zv52WEagMKon5MXU8kdK1DcPQzNr0MEOZ3LkZdCF8yIFAZdByXWd54ZSLvRROYxfPCWQgK32UeSHyBrEL04skdp6t9GYHpkzjW49uN9Y1NDoF1atJYCcWUNWWd7TMwiZFsQBkXvRmitomjaSkZDaG8qwSlr3PYcXjpaF+uPfo8paXpEPO6SlAL5Ic7P6I3fjO2PnDvUfZY6/v3E/3iCxEeal8XK+e64on4najXXMnyjZnPlAtS6DnN2wnKQ2cc0tW5siengt33X3/fbPnRKLRtJ3zZDJZvXX73fc+2N3dQ09wpStlrtRJDIQMDaU0hQyWIfglWzbNip1K6biXPcVkJDpctoxk3dG391mmZ6utTANKmeZDMsrkX0pLYRem3WtvntxJNo6meYqcUXeXdEHoaUY8Ed8U3iIneCdzvN3rKnbxSmvZpCpmXR5yGktHRymQDsmI85MZ5WJl4ZbZOZI/B8hLbuWVZn4aJm2oYRi08uEHa5rRWZCn6K25n8y6v7u7h2lIJcJSyKAvBpU+/lQsFpNYilnIIEli33sNNGdXVdeUhyqkTsGg5JCTb9r39kVmP/AYXkVhUBygcSV3XihLREbKAcqr6B1cYK4D5klBiaE5hbYzjB08RIepmai7hw+l98+TEQeoQLkY4CrMvruSLPUg1OZRJxdifu2cT0mBw0l7OCMH5BTJkbTEctIwzpLrfuTyabylvmT8wGO9fZHGpua5pQv2vdcgTSUn5n1VNBqlwJG5B8m1GIbB09+4ATmxKp4DHyqLKP3kqwgZdMjCh+YTGFQsLa7YyZGODV0Lt0q2XN8khqA4FePGcwIlIFHnMcyjXRPQe7ap203c73z/coBKNtsNpUblZpe5pLGSuciySXrkGCuf8KBk9CXR1LPGL7/Hz/GyTHOYkpndeIeGjgtUBgAd6ked3VCnu4lewprTMI+2Ubx5cif7urIuHuTy7qBhPK4MYTfaHTr23AzZR9kNwzlPjydto7j+hhv3f9CYiXO+/4PGWfc9dPrMWd5ImPk0BCFD06cTFjLMZk6v4KYM8eXfKKHnYPSdZ8WkUgnUSrKM5lrY8JkDNDewtsJmQhOgbwLxN43pF0zYq5DqAG9SqO/czzM9lax/WGH+XhHnMgzDLOWaW8vNUMy6POQ0zoUM5b1BNujUAOUaza3iGOovXnWTBym/l8OrIEXIoHtbEYw1Y7SQTo2MjDy5cAkbSn7Qrd+RQd8iuvmW21o/v/LjMsykmIUMEs74twzoF0zkelsZk6SdETEK0+oIv3LCw0kJECvanM+vhsl7vKq6RhEyDMPgVaVSWk4PzfOCEkPTRHx7bXx77RX3nSamy9+iVhYYV14zubwUUdYSikJBtSgLEsv5i6qwW35QOUoz6JC50WLDSXssr52nSD5rp25wAnOAG5PrACmSv/+NkrJFS8Nt7fQLJlKFpJHGo5EFDtbTw23tJIJksak8/Y0bkBOrMqvyIf9YmGyhnW9AyyfeV68/lM2TG+Pl5w+5GZSYD2XLpbMhy1TCilPBZ+3iOYESkBzyGDYPe3OM3rNVblI2CMoNrtgN61psXvtKuc1CK+G8XBfHUEC62czWLGQ4/GiOxu13Yui4bcoAoEP9qOOBquQlkW5Ow7yOgdOhlgr6BRM54GlnB187Cxz8iVB6A2vcT/5rRjW1nG9SpYXKIbckRwE45xMFu7t2z6SrJr9YsXp0dCxt55weOvLExIEMtQwIGZredCpk9Nl8I4MMscY54x22KQmj5RjJGWTpaPeaVHDZ+tvZYjZ/MiBLGJgyTTEW5kPyAMhdaI2G687spZ9oYpMn1YH0hAwyZ7yljdtgF88JZICboZh1echpHAoZNAdIO6vIMXaThGwYhXlU0bql7UTHHXfeY7nPQhEy8vXMlhucrwDtN5OG0jAM82t4tb/dUxIIbqt5i9pJIvGkqyZXb91Ov1ci21+0QobUI8pDFbtr99BPM/JSh0Yd70uXg5P1C9rBIXkirBBgncJulz4n4Ix2KTlBLgJyRrAMs3qemn26e0brD9C0RQuS1Nf4xWPJiQoZyvrEbv5SntOa2ynLkXOrjOdZkrJbCitKycoUSWepTLO6oeRVDnPRd5Zlsh5RVV1TuWEzyRk02MgjlF/2ldoZ6xe0Rcuy8LQjzfOgXYyUA5RZlQ/l9G1XDsfrlQvlrJJLuV5yfrgZlJgP5RNvxT3gYmWAMkqnQhZojpd5lbDSznwdKmPe8lDv2So3KRsEeSNrvnPBNSrlcDxvhTb73lyXTKyRJ5QmXUlp9SUgLlCaJo6UgXENHSdWBgAdShfXnIAHqnKK9Yj6zv0Huz8iOYOKok0WcseEcnv2Xuqb0zDP/Dk5pQrex6QZ1U5uGSrWheEN59w5ZBIgeK902s65/DQbqxiZfyYDQoamKx0LGV/91RLSIMhiWqrCZKekiSTbR24TZRw7eEgmkG8S2tliNn8coGdK0pqbTY8SI+0gzdlkldjkSRtHr5DQC6gyo/7VEvnpClm7XbxMw2H2chSzLg85jRMhg3wd3oxKFZkvioVqbollgEcV2crOL87PLV1guc9CETLMKx8uqrAD+z9ovP6GG+++90H+HAZdLxm+FS+uHBkZ6erqnv3AY9/765s/O/45/cZq9dbtk66azD/IqiAqWiFDDip+8sC7ARubmpW1zdSbprPKRiNwd+0evFeiDCfzId+t/FEMJQ0noPh8yZQ8I9gF5JIgtbD/8vvTtEV85PX/THb3yHkkJRBcfhYqM16ZpExevjJh0bxmfs98XP9eToiyXpo909uRYZ4iCZGEYAfNHK/0fo4O5aCiO51mFpYvZQLa4sc7MihN5YbNc0sXZPgQzHx1llOhZaT0IpRJlg/1H8VQijVLFbxy08z+/HiGS+O3S7gZdEoe0jNnunz9TntLp4Lbozgb3Aa7gBl4XmLMw16JkfeppWer3Ol8/8qMLgsZZAfMRklpkmLKlAtnAUXj9ksV2JxdibEcCdLFNScwD2n5uJG1BnqOSOOzvnO/Uqb83D6loa/mpzfaZSM9KGTAOR/XjNAb39ffcKMyZWTinFOl+EbGuPDtEmT/V0sifQP0gTT5/IcsI79cp1goxUyzeEHJUl5adw89ByP3MbXj9/JvTY2s3TiuMaVCKJnynp60KZZhaWjIurHx4ldO+MefyMaRTZQzvUbIoGRmydYuXjaShQlpdmUb6COg/HIKp2fXwVwvl2/5tossXFbKuewC9GUB6VDSepKXi7tr91AaueZUnE67EVx48fyD0lKjpf0CnZ3nf3zbv8h43ttmuUuNCfPmN3biC4+b3RXxF1ikeEGJ6VkuL7yHh4dpjwB/zIVfXLTU3exqLJ74cFv7ytXr6HpZD6I7nYmF29rpu7PSAtBu/+z+ToRD7ObZR4lRZi6eNciPp1dO2DvnhYf5SaYsR1Yhd3pzmtjDpfxtUTsRRC4k5PqHC0wVcvnXzWmilAKHXZncMMspkqdmKdxwFn3AYXdkmExOGSxe8ICcW7qg84vzd9x5D93Rv3c9yxYtvX3mLP7YDXmfubCKdrOhOV4KGTSx0tRMEy49GqF43rlJP9lgLopiKKOc3+WKTno1sgSWLTiS3RhNq2iPKmfRBCydCn78Y/eajF2BGQ6bbGXX3wJ8+8jneewGk2d76cVXpTCaun8vq6LyZlfKsaxUudnptThKSTbKLEzYOc+KKUj9JMonR/m7PGwKpAmybJKl2+/E0FmWZjkSzI5o3Zm9oZYKSiydXs7Oo5o9YR57dAu8dGTVYHyIbp9N4S0dA6cH40NcJil34z7DsxztM+ruot0fmuZxO2UgW8NVKWfl6nVwzhUm+kPa9Sw9cP4lrEycc6oUQoYevuZs9oWMvk/bqD7F/1MawdacbJZiE0frD5AaQpItFUXm2DAMsqS0Yc/OFium0PzWXzJ2UVoKy7D0MAKVwaauZn4pjmd9sqR0ddLPoK9+UrGWrgO7KZJMazRsF6+0UNaruCz8cfK6M3tZZ5E23ezoyMJlydw2svWybbJSmd0c5tterqvJAaVTsx947FznF8pvspYEgnI9yS0p+ACpPAyNAoyivf3kw4/Om3TV5OtvuHH1mvX81QbLXWoSOHn5uXDZPd4jvMCmdm74zebfv05PYf7eJ00htK7mV04ojSK6efxiXW6eHHVyaNFgo6E79abp+95rYBWJBzYrHS63WZkalENlQmEnnh8w0sxFPjq1nOcyZS3BIoVSBUkelJdnSS7/SrxpKwcVIuuVKxPaNEHyCr8a47w9skncHcnYRdp+wjEU4JWM+bpkjJIrR4dSpjQMgzVxwzD4Izg815AV5VdReMZh65rFRprnQbsYxc2gJRD9xmrdmb3sSMjJN56Iv3lyp12BlvM7F2v5qyXmBSEv83hFR3DiiTi3yuwq8JMepW3mlPSIxS5eyW4+zGJPZVKUHPCWYSeeLdkcagYbhAyFjCubHb68NmkruJ2KreN4ClwxKZdLGK0/EHu4NNWky78keKVUq+9ucCHU/i/rv/IvmcqvXK+NoeNyOGAeA8r2CkpAOgXVxw65zKt441L44I/fcSE0+OWGJjql9341o1rexZbNk03lsIIxK4f0XIGnY+krssEsCQThnEvaCjSix55P2s45VQEhQ6KeUDj7QkbX8lVsejweYDOBQE4JOB+R8vGa81xICQK5I8Av0ueuiiIpWdmRka+r9visVDDNy1f/Tqje3P0aUU6nVG8WLjfh57qFE+rl3CUumLvV+xeS6xHlsPw5DfN6L/XxBg2HuTJMlrsB7LxkOOfOWeU3Jb6RoeHv9BsZEDIytFmFl10zqpRTsJUKEBzmnYB8fpv3xvi6ARAyvL9ayGILfTFWeU9W1ltbePO4+Ypm1N1Vd2YvxdOjZucPmc2lTSgm6/2VXoFZvF9QlJ7AhIZH7hLzXuzcVWEuOb3Bmd1ccM6zyzN3pUHI0LCFkBE02xfEOCGgGVXKKdhKBQgO80hAfhk0j80omKohZOg99QI76/FxS3NN7t5vcjIz+j2NfF3FMAzXVIxAZdAjo6vA7lkvX07ebxZ6qcTNQc6X7IXRDufcC73gpA0QMjSUIGRAyEiTgGZU4RQIgAAIuEnAy856IbXNzT71YF28CEEgFwQ80uOFdMN6/FpyMYr8UqZHRjua4QsCEDI03QQhI81lvF9sZe7aqRlVOAUCIAACbhLwuL9eMM1zs089WFfu5lOUjB0ZBWMlnF9IMQ97D9o3NMmzBCBkaLqmAIWMGYuvK2bj6M61z3x7lmZU4RQIgAAIuEkg9uh8594zUqZHIPbofDf71IN1zdwzy50Ztghr8Y5TAWOSnn2YaK5dM75fhOOcLtk7o92DZhZNMhOAkGFmwjEFKGQcvvlvoWXkdHqY+fas9oGTPIYQAAEQAIH8EkicPovlx0QXEhNKH3t0fuL02fz2ct5rbx84OfNtaBnZ38fqKacCxmRCliG9xLtmfP8vX/pmTj1VzxbuqdGed6OKBjghACFDQ8mpkBGJDmlKwSkQAAEQAAEQAAEQAAEQAAEQAAEQAIFsEYCQoSEJIUMDB6dAAARAAARAAARAAARAAARAAARAIA8EIGRooEPI0MDBKRAAARAAARAAARAAARAAARAAARDIAwEIGRroEDI0cHAKBEAABEAABEAABEAABEAABEAABPJAAEKGBvoEhIxIdAh/IAACIAACIAACIOCcQLQ/Rn+cxS6GE0SiQ0oWJzE5LTbDtlH7s1JItD+mlCMPvV+RvrWW7Z9oFnMh5hgFozlBtmJyV1EusJivOkftp2LTKDyNLOaLMsfkqFjXKir49qcxIxB8hYxyaNlBShqHVevvR4eFWFbdcaqTCs+kENk8pRzl0I6bZdvGLVbmmmhFGv2CT0HIgDoDAiAAAiAAAiCQQwLSlWGHTHGA5KGlc4kEZizmGJ+i1neuctZ81VlJoKBTDs2VjpsgK61SCjFXigQKATo0g1JilMM0+nfcEswNM2dR0iCBXfcBlEJgoqDshhbHc8CyIvMNYk6W9RJYrdAEHAkZmvw4BQIgAAIgAAIgAAIgAAIgAAIgAAIgAAKuEYCQ4RpqVAQCIAACIAACIAACIAACIAACIAACIJApAQgZmRJEfhAAARAAARAAARAAARAAARAAARAAAdcIQMhwDTUqAgEQAAEQAAEQAAEQAAEQAAEQAAEQyJQAhIxMCSI/CIAACIAACIAACIAACIAACIAACICAawQgZLiGGhWBAAiAAAiAAAiAAAiAAAiAAAiAAAhkSgBCRqYEkR8EQAAEQAAEQAAEQAAEQAAEQAAEQMA1AhAyXEONikAABEAABEAABEAABEAABEAABEAABDIlACEjU4LIDwIgAAIgAAIgAAIgAAIgAAIgAAIg4BoBCBmuoUZFIAACIAACIAACIAACIAACIAACIAACmRKAkJEpQeQHARAAARAAARAAARAAARAAARAAARBwjQCEDNdQozP8v3cAAAeUSURBVCIQAAEQAAEQAAEQAAEQAAEQAAEQAIFMCUDIyJQg8oMACIAACIAACIAACIAACIAACIAACLhGAEKGa6hREQiAAAiAAAiAAAiAAAiAAAiAAAiAQKYEnAoZ7+9vtPs7euwzakXzRx/v2v323nd+99nxz7ldHxxokhnb2k7wKQRAAARAAARAAARAAARAAARAAARAAARAYEIEnAoZJYGg3d8dd95jGEZjU/Pf/f2tlGbWfQ91dXUbhnHww0NKrpoduybUvjQSNzY1T71peritPY28yAICIAACIAACIAACIAACIAACIAACIOBlAlkTMu6572GpWTz73ArDMP7fgz+TkddcNyWRSDCO3r7IHXfeIxNweG7pguHhYU45oYAUMqiK8lDFhErgxOWhijvuvKe3L8IxhmFUVdeQUJJh4bJMhEEABEAABEAABEAABEAABEAABEAABJwQyJqQcc11U1iGKAkE7/3pI93dPYGvf0NGhla8bNcmqT7YpXEYL4saHh6eW7ogbSGjsam5JBBsbGrmqqlA0lkyLJzLRAAEQAAEQAAEQAAEQAAEQAAEQAAEQMAhgawJGbPue0hqFi+/smZZ+Qsy5mt/ek1f5CtbG2QTpfog49MIZ7Eos1QRbmufetN0KW2k0UJkAQEQAAEQAAEQAAEQAAEQAAEQAAEQSI+AUyFjWfkL/Df/iYVSoaBvZBw4cJBfJJn/xML29pPKHo1HHv2FpomK+kCHlRs2U0W0pYL2R1CM8u6JfEtl9v2Pylc/SgJByk5p9r3XMLd0gSyWWkUKBV8Xv1FSVV3DYXqvhA65RrndozxUwSVUVdcYhmGWQlauXsff76BCKKUGDk6BAAiAAAiAAAiAAAiAAAiAAAiAAAgQAadChuR14kQHL9dLAkESMgzD6O8fOH++a3BwaGxsrKq6RqYpCQQPHz4mC1HCZiGDSubvU/T2ReaWLqBDWv+zgkAaBB/yNywMw5ApKczfAaVcJCLIfRaUrGzRUqpLnlJUCVk4nWJ5RTZJSiEyC30hldujAMEhCIAACIAACIAACIAACIAACIAACICAmUA2hQxZ+s233CaFjH+YPkOeNYcthQzNGxxSHSgPVbCCoKgDUjigMG9/kKqELM0wDOUbn+WhClJJpKihqCSNTc1y44bcuyFzVVXX3D5z1uwHHiOVRGm5GQtiQAAEQAAEQAAEQAAEQAAEQAAEQAAEJIGcCBmHDx+TKkZJILh12w5ZqzlsFjLMWxVIieCS5SseLE9MVMggBUQvZLBIUVVdIxUTqZLIl0qUFpIyUh6qIOmksam5PFRRVV1D2TVijZkSYkAABEAABEAABEAABEAABEAABECgyAnkRMh4aM48XsyXBILXXDdldHRMD3pcIUO+rCH3Oyj7LNITMuSmCSlPUJsphj6uIRUTmVLZxKFcLEkhu2v3kA7S2NQ8t3TBvvcalE0cSi4cggAIgAAIgAAIgAAIgAAIgAAIgAAIKASyL2T0RSLKr64uK39RqdV8OK6QITdN0NYGUgHkGyJUrCxKag0UZiWCMvIOC/lRD/7cBreTXgm5feYs/k6n8mqJ/DAH5+IAVc2/5EpV81dIORkCIAACIAACIAACIAACIAACIAACIAACegLZFzKWP/+y3I4R+Po3urt79I1QtlGYD5WYquqa8lAFv3tCGgQrFFJTcChk9PZFZj/wmBQplAbTlg1WPeisLFxqK/RjJeWhCv5Sqfm7G1JtUerCIQiAAAiAAAiAAAiAAAiAAAiAAAiAgB2BLAsZiURC+dXV+x/6N7u6ZbyysFcOKSV/h6KqukbZiCF/mZV/flXZNKHZkcE7JliCUTZlUHXK9yykkMG/tMol8O+eUOPDbe27a/fwJff2ReirGRyDAAiAAAiAAAiAAAiAAAiAAAiAAAiAwLgE0hEyxi3U7wnkJzP8fi1oPwiAAAiAAAiAAAiAAAiAAAiAAAgUEgEIGaneHB4ertyweXh4mLqW9nco+y8KqddxLSAAAiAAAiAAAiAAAiAAAiAAAiDgUwIQMlIdJ99MKQkE+esbPu1UNBsEQAAEQAAEQAAEQAAEQAAEQAAECpUAhIxC7VlcFwiAAAiAAAiAAAiAAAiAAAiAAAgUIAEIGQXYqbgkEAABEAABEAABEAABEAABEAABEChUAhAyCrVncV0gAAIgAAIgAAIgAAIgAAIgAAIgUIAEIGQUYKfikkAABEAABEAABEAABEAABEAABECgUAlAyCjUnsV1gQAIgAAIgAAIgAAIgAAIgAAIgEABEoCQUYCdiksCARAAARAAARAAARAAARAAARAAgUIlACGjUHsW1wUCIAACIAACIAACIAACIAACIAACBUgAQkYBdiouCQRAAARAAARAAARAAARAAARAAAQKlQCEjELtWVwXCIAACIAACIAACIAACIAACIAACBQgAQgZBdipuCQQAAEQAAEQAAEQAAEQAAEQAAEQKFQCEDIKtWdxXSAAAiAAAiAAAiAAAiAAAiAAAiBQgAQgZBRgp+KSQAAEQAAEQAAEQAAEQAAEQAAEQKBQCUDIKNSexXWBAAiAAAiAAAiAAAiAAAiAAAiAQAES+P8dHlQ5BlfwrgAAAABJRU5ErkJggg==” style=”width:602px; height:306px” />

In the above chart of the Nifty 50, the Coppock curve is turning below the 0 line on March 2, 2020, suggesting a downtrend as the COVID pandemic started the fall. On June 22, 2020, the Coppock curve crossed the 0 line upward, signalling the recovery of the COVID crash. The index may start a new bull run from here, and we witnessed a huge rally after that. Similarly, the Coppock curve generated reliable signals for markets to assess the direction of the Nifty 50 index. Currently, the Coppock curve is bouncing from the 0 line, suggesting that this bull run may continue and is not in the mood for correction this time.

Gold Futures

Looking at the gold chart with the Coppock curve, it is easy to predict the gold price surge and the consolidation, as recently, gold never crashed significantly and consolidated when signalled a downtrend by the Coppock curve. Looking at the past 4 years of data, the bullish signal created by the Coppock curve has capitalised on 12 per cent of the highest returns each time. Currently, gold is again in bullish mode as the Coppock cure has crossed the 0 line. We can expect a 10 per cent upward momentum again as it is already moving upwards.

The Coppock Curve offers a valuable tool for long-term investors seeking to identify potential turning points in the market. While not a one-size-fits-all solution, it can add clarity and confidence to your investment decisions when used thoughtfully and combined with other analysis methods.

Remember, successful investing requires a blend of technical analysis, fundamental research, and a healthy dose of common sense. The Coppock Curve can be a valuable addition to your toolbox, but it’s important to use it responsibly and in conjunction with other factors.

Disclaimer: The article is for informational purposes only and not investment advice. 

Deja una respuesta

Tu dirección de correo electrónico no será publicada. Los campos obligatorios están marcados con *

Te puede interesar también
curiosidades

Curiosidades

Curiosidades


Esta aventura cantábrica, además de la majestad infinita de sus paisajes —playas, acantilados, colinas verdes y picos filudos erosionados por los siglos y los vientos; calas, puertos pesqueros, aldeas vacías, pueblos industriales hoscos—, me ha permitido descubrir varias curiosidades que rara vez se mencionan en los libros de historia, y que se diluyen en la

Leer Más >>
traders-cherry-pick-latin-america-bets-on-split-rate-paths
Tecnología

Traders Cherry-Pick Latin America Bets on Split Rate Paths

(Bloomberg) — Money managers are pitting Latin American assets against each other, hunting for winners as the region’s largest economies take opposite paths in the wake of the Federal Reserve’s first interest-rate cut in four years. Mexico’s central bank is expected to follow suit and lower borrowing costs Thursday, and there are growing calls for

Leer Más >>

¿Quieres hablar con nosotros en cabina?

Nuestros Horarios en el Estudio:

9am a 11am | 12m a 1pm | 4 a 5 pm | 5 a 6pm

horario del pacifico