How to use ATR for stock selection, trailing stop-loss and profit booking?
Profit booking is the most significant part of short-term trading. We make a profit or loss not on our entries but on our exits.
ATR: FOR STOCK SELECTION
The nature of volatility is cyclical, it rises and falls. It moves from a period of low volatility to high volatility, and vice versa. This means that when the market is in a low volatility period, we can expect volatility to pick up soon. By using this concept, we can find some explosive breakout trades before the breakout actually happens.
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)
In the intraday chart of Havells India Ltd given above, the stock is trading in a narrow range for two days. The volatility is getting squeezed and the ATR has reached near the recent low. Thereafter, we witnessed an explosive breakout in price.
ATR: FOR PROFIT-BOOKING
Profit booking is the most significant part of short-term trading. We make a profit or loss not on our entries but on our exits.
For profit-booking, ATR works like a fuel indicator in a car. The fuel indicator in the car tells us how much fuel is left in our car. If we know the average kilometre the car travels per litre, we can figure out how far we can travel without running out of fuel. Similarly, the ATR helps us to understand the profit potential of our trade.
Daily ATR (DATR) gives us an average daily range of that particular stock. By using DATR, we can easily calculate the profit booking levels. ATR tells us exactly how much we can expect the price to move on any given day based on the recent price movement.
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rzVZebPii06fAY/hcgIfQS0OfNh97u7FlOD1KcOLcU/wCVPE7ttuLftS2+4SduMb07eDr79y2ow4eMYn0xJG0gdi+el81w22tX2mXUPSt7C3ddTXlS6jI2Mlcem1taUf2HsXhaLresefdC+NsZxo01veGJ/Tc6UPZka4Y0ZsMn6l9F5tB/01rh7Pl8wrx6b01uUdUG0l3VaVJqnDNHJPb3o7tbW4nacLkYz+mWpPCUVRulMz0NK1Wy1qxj1LTZetaylwZJlcypY4sdyvDTtC6xWp2L4792MsUfkzTWSPa1z33AY1xALj15NgO1e/r+qSaNpc+oQxtlkjdG1rHktbzvbHiQDszKY3F7SuzwWjXLwVKstv4Q2t/cwbejbzuLU8XotNqrp4I9Pm4JzcFyaTeu1LTLS/ewRuuYmSuYDUNLhWgOC7FdNNJrg8TGLUkpLg1VfEnNwTm4KopJJzcE5uCqIDEVx2bVebgg7fSqgJzcE5uCqIDE1qNivNwQ7QqgJzcE5uCqICGtOxBWg2KnYg2BATm4JzcFUQE5uCgrU7FkoNpQDm4JzcFUQE5uChrhs2rJQ9npQDm4JzcFUQE5uCY8FUQE5uCc3BVEBObgoa0OxZKO2FAObgnNwVRATm4JzcFUQGIrjs2q83BB2+lVATm4JzcFUQE5uCc3BVEBObgnNwVRAYitTsV5uCDaVUBObgnNwVRAYmuGzarzcEPZ6VUBObgnNwVRATm4KCtBsWSjdgQDm4JzcFUQE5uCc3BVEBia4bNqvNwQ9npVQE5uCc3BVEBObgo2tAslG7EB5MDNSdp9l8NK1pEHNRoAJo0s9fN2YFaXM8x40eP2vVMY/awpmB/Rwr2r09N/y+0/uY/6oXUgPKc3WTfBwIFr1G1bVnqU5uytP01rTsXV75da5PfIDqqN6VG9VEBCRQ4pUbwh2FVAc8MUTYsrA1gzl1GgDY87lq1axZqul3mmOl6QvIZIDKAHFvUaWZqYVpVdqJTChKk1LWsGnVH49rmhs8u6v5D0cTfEi2upHdYtDCepdwy+rV1KZqbV+oazpkes6fNp8kphbIWO6jKEgsc14wdhtavhv3g0/wBZ+TK7PiR/j26+t8vv8wOuNRGtgCJsoFnTp+rV9fuycMuT1lzQUdd204txk1HhWKjoWDO77rc93bbD3k7j3Fq/rdMG5Xrjlqy1Hx0jZtN/eZ5e0iG5ldawae2PIXkNfljuRmexpDamg7F+mB7XCoOGI+g0Xk6hoOlSX/8AqJ8H/wBrawPjguQ94ytyvHqh2X9t3Z2r5D92/mOK38pSah5i1Mtab18LLi8lLsTFG8MDpCT7RV4/5cnB8JtyWSjFJUJuW1uNrbuWI6VtYWtvKNMZzm7kk4044I/RqjelRvUbI15o3EZQ4OGwh1f9yyWx55KjelRvVRAYgjHHtVqN6Dt9KqAlRvSo3qogMSRUYq1G9DtCqAlRvSo3qogISKbUBFBiqdiDYEBKjelRvVRASo3qAipxWSg2lAKjelRvVRASo3qEjDHtWSh7PSgFRvSo3qogJUb0qN6qICVG9KjeqiAlRvUJFDislHbCgFRvSo3qogJUb0qN6qIDEEY49qtRvQdvpVQEqN6VG9VEBKjelRvVRASo3pUb1UQGIIqcVajeg2lVASo3pUb1UQGJIwx7Vajeh7PSqgJUb0qN6qICVG9QEUGKyUbsCAVG9KjeqiAlRvSo3qogMSRhj2q1G9D2elVASo3pUb1UQEqN6jSKDFZKN2IDzbPULSDTrMySYOhaQWguHIGtd6oOwlbH6zp7HOb1S4tLmnK1zhmacrm4DbgfoVsoIZtPtOqwOpAwCu5zBVZO0rTXEk20YLq1oKVJOYnCmNQgKdTsxcC1Lz1S4MAyupU8aUpjSu9PfLL5fZdYT9FvVDg8PxrmAoCsffIDrRTm4JzcEAOwqqGtDsTHggKinNwTm4IDwdb8qWmu6rpOrTzyxS6TJ1Yo48uV5zsko/M0nbGNi9uMEOkqNrqj0UCz5uCgrU7FCSTbSxlxLyuTnGEJSbjbTUF+lNuTS+LqSaPrQyRVp1GubXdUUX415y8sO8o/u/i0yS6F0X6mJuqGdMc1u9mXKXP9jev2fm4LVcWsF2wRXUUc0YIcGSNDhUbDR1VS7aVyLXB0cU8tXE6thvp7S7Ca7oK5C5KHDU7VdPdR0+pnzWleafifNdz5W+Ey/B2scvxfUrmoyJ9Onlw+/wDa7F9WvzHS5Yrf97OvzzvbFDFZZpJHkNY1rWWtS4nAAL9Itrq3vYGXVnNHcQSYslicHsdQ0NHNJG0KLUnJSq+E5JeSY39iFqVn24tKe3szlxffctqUjcinNwTm4LU4gO30qrEVx2bVebggKinNwTm4IAdoVWJrUbFebggKinNwTm4ICnYg2BQ1p2IK0GxAVFObgnNwQFUG0pzcFBWp2IDJFObgnNwQFUPZ6U5uChrhs2oDJFObgnNwQFRTm4JjwQFRTm4JzcEBVHbCnNwUNaHYgMkU5uCc3BAVFObgnNwQAdvpVWIrjs2q83BAVFObgnNwQFRTm4JzcEBUU5uCc3BABtKqxFanYrzcEBUU5uCc3BAD2elVYmuGzarzcEBUU5uCc3BAVRuwJzcFBWg2IDJFObgnNwQFRTm4JzcEAPZ6VVia4bNqvNwQFRTm4JzcEBVG7E5uCja0CA59N/y+0/uY/wCqF1LyLdupnTrL4Z7AehzUaKVo0x+sd2BWuQ+YC5xiBDCXZQ/o5gM2Gw02fqr20QHtrk98uZx1k3oygC06jajk9SnN/Kp+utOxdPvkB1otXRj9p/iP7ydGP2n+I/vKO7JdStZZLr6Gw7CqtJhjoeZ/iP7yvRj9p/iP7yd2S6issl19Dai1dGP2n+I/vJ0Y/af4j+8ndkuorLJdfQ2qDaVr6MftP8R/eUEMdTzP8R/eTuyXUVlkuvobkWrox+0/xH95OjH7T/Ef3k7sl1FZZLr6Hy/m/SdMh0jzFq0VrGzUJ9OlZNdBv2jmlhFHH/y2/Qn7s/8AsnTP/P8A8eRdPnGNjfLOuOaXEixkIq9zh6r9oJNV8Fpk88Plryh0ZpIupPPnEb3MBpdtbiGkDY4rlu3Paua3HBQ4L+KaX7Tu3G4la+zTuzWpR3dmP1Y91uUVx5Kp7fkfVJz5k83/ADG9ebW2uaR/ESkxxAzTto3qOytGAGC/RGPZIxskbg5jgC1zTUEHYQQvzPzx5a0zRfLfmHULLqGfULi3fcCR+dtfiGy8rab5Dtqvo/LGqaSzTdC0eS6azUJtPt5WWokc1xb0g6rWg0pRpP6Fe3KUX7UqVS1Vr+qTojXe2/etre2I0jJq1oSpT2bNvXPDNtn1Q7fSqvN02+0zVY5JrC567I3lj3MkfgaVG0jaDVdvRj9p/iP7y2TbVVRrwZ5ak2k40afNP0NqLV0Y/af4j+8nRj9p/iP7ynuyXUmssl19DYdoVWkwx1HM/wAR/eV6MftP8R/eTuyXUVlkuvobUWrox+0/xH95OjH7T/Ef3k7sl1FZZLr6G07EGwLSYY6es/xH95BDHT1n+I/vJ3ZLqKyyXX0NyLV0Y/af4j+8nRj9p/iP7yd2S6issl19DaoNpWvox+0/xH95Tox1PM/xH95O7JdRWWS6+huRaujH7T/Ef3k6MftP8R/eTuyXUVlkuvobVD2ela+jH7T/ABH95Qwx4cz9v4j+8ndkuorLJdfQ3ItXRj9p/iP7ydGP2n+I/vJ3ZLqKyyXX0NqLV0Y/af4j+8nRj9p/iP7yd2S6issl19Dai1dGP2n+I/vJ0Y/af4j+8ndkuorLJdfQ2qO2Fa+jH7T/ABH95Qwx0PM/xH95O7JdRWWS6+huRaujH7T/ABH95OjH7T/Ef3k7sl1FZZLr6G1Fq6MftP8AEf3k6MftP8R/eTuyXUVlkuvobB2+lVaRDHjzP2/iP7yvRj9p/iP7yd2S6issl19Dai1dGP2n+I/vJ0I/af4j+8ndkuorLJdfQ2otXQZ7T/Ef3k6DPaf4j+8ndkuo7sl19Dai1dBntP8AEf3k6DPaf4j+8ndkuo7sl19DYNpVWkQMqeZ/iP7yvQZ7T/Ef3k7sl1HdkuvobUWroM9p/iP7ydBntP8AEf3k7sl1HdkuvobD2elVaTAzDmft9t/eV6EftP8AEf3k7sl1HdkuvobUWroM9p/iP7ydBntP8R/eTuyXUd2S6+htUbsC19BntP8AEf3lBAyg5n/Xf3k7sl1HdkuvobkWroM9p/iP7ydBntP8R/eTuyXUd2S6+htRaugz2n+I/vJ0Ge0/xH95O7JdR3ZLr6Gw9npVWkwM9p+32395XoM9p/iP7yd2S6juyXX0NqL43VLu7h866ZYRXMrbSWNpkhEjsriRPWuP8gfQvrehH7T/ABH95Z27utzSX+nLQ6vnRSw6mdq97juxjGntT0Or56VLD+8bVG7Fr6MftP8AEf3lGwx0HM/xH95ad2S6mlZZLr6Hh2fmry/b2kEE161ssUbWSNyvwc0AEYN3rf8A6v8ALn/XN+pJ3F8UzQdUZW6ZNaiO7PWZzkYNNNjGEA89Cut1tqIa2N/woMWwsklDszcNojxHsjZl4LyI7v7i61sKP/jm/wDuPDjvvuzrq2yjl/lTf4TPqv8AV/lz/r2/Uk7i6Pj7T8UbPi9h+5/E2L4g6Lqgh+VH4TNzRij31LpKOBcenQ0PbhjQcF9P8suv5P8A6H4Hb/a/R6vFWW7+4aG/YVVSi9ufNOq+ryxLLe/dfblJ7dalpovanzTqvqzpifRoiL1j3CHYVVDsKqAIiIAoNpVUG0oCoiIDg1PTodWtL3TLhzmQ3cHRkcygcGvztJbUEV/QvDj8kadb2Gj6eLifp6XI90TqsLnmSQXDg/k9pvZTBfUhpEjn9hAH0E/70c3MWn2TX9RH8apK3CX1RT8/Ov4k3G52nYl3W3KM3B/TrhwlTNHFrOj2Ou6fLpmoMMltNlLmtc5hqxwe05mEHAgL4V+jT2f7zdJ+EtJhplpp4t458j3RtbHDNG1rpTUVxAxNV+krAg9Zp/ZykV41CTtqTT5pp1/ldaHTtt3csqcE6xnbuQ0tvSvdjplJLOiPxXVLnWdC8nmW2kudNuJNTYwubnhe5gtXVGIaSMzfpC/a4yTGwnEloqf0L4X95Wiarr2hW9tpNsbqaO9Mj2BzW0ZllZX7RzRtcF91GC2NjTtAAP0LLb2nabtptxjGKi38alI2rNn7XsbFtpztyvKXDXp7NGqnxoZIiLoMCHaFVDtCqAIiIAdig2BU7EGwIAiIgCg2lVQbSgKiIgCh7PSqoez0oCoiIAiIgCIiALh1XV9M0a1F3qlyy1t3PEYkfsLyCcuFexpWm51yzg1aHRHOcLy4ZniOQlgqHltXf+W5eBqXlPUvMXl46X5i1JskzbvrsuLOARjKAY8hY9zq4ucaqjnVS9ukmqrjwlkzTbexcuJXbmmEZxhc09041xdFmlyZ9ixzXta9hq1wBaR2g4hZLzLV+rRai6yfbwjSoYWCG6ExM7nAAUdD0w0Dbjn/AIcPTV0Uap8VXB14hERCCDt9Kqg7fSuPV5L2HS7uXTW571kTjbsAzEvAw5e1Q3RN5ZEN0TeLoq4cTtXwrtb1O1drN5q9pJJBazRxWTKSW4cHzPiFH7HANDTUBaNTd5iu4fLk1zFctuuvJ8UImPZQCePIZWxYCsYJx7Kr7DXNJZrenv0+SV0Ic5j+o0AkFjg/Y70LnlO5cU3a1QlBVjqVFOU4VjWuTePicU53L8Z+ypQlbjWCmqRnK5brHUn+lvHxR4bfMei/MdI0qWG4Zd6xbsuYQHucxoe1zg1z+oPYdsavpPgLbc/xJO8vzbVrRth+8jyjYscXttrNkIe7AkMFw2ppvov1Ja2pylrUv3ZU+SZ6252tu1a2cku69t1cnWn1+5ODp4dpzfAW25/iSd5T4C13O8R/eWy6uYrO1mu5yRFAx0shAqcrBmNANuAXwmt2mo+bb7yzrWhBz7OxuXOvS9/RcAyaHNyE82EbtimdzTgsZcdNcaVo38KmNi3YuXlZnOFpuM5VlThBV4eLpH4n24sLUk4Ow/Mk7yvwFtuf4kneXzD4meSbTXfMFxM+8jkka/osaGubnkNMXvIOM9OzAL6PSNSj1jS7TVIWOjju4mzMY+mYBwrQ5ahTGbeElplx01rhWifxKQszdlX52tEXNw5Nao40qvCjNnwFtuf4kneT4C23P8STvLpWq5mNvbyziJ8xiY54hiAdI/KK5WAkAuPZirVI0R/SuhqNhbYYO8STvK/AW25/iSd5ePJ5x0y3fpUF/Dc2V1q7zHa208X2gcHti+0yFwbUvFMdi+gBBqB2bVCknwdacS87Dgk526KVdLawlR6XR88VQ5/gLbc/xJO8tE8el2sfVuphBHmyZ5Z3Mbm9mrnjHBeVd67fQ+b7TRGCP4OaMOfVpz1LZXVDs1P7Idi2TeU7K7sH2OtTT61C64FxGL0trGfUozoNiwyuO3eqq6palDFwk4uuHckn+0pYe3uymngrc9EqRxrRN0rRc1zOjV32un6be3kA6s1tC6ZsRlkxoKiuV1aL5l/m2CzstClurB80uszyW9YZ5GsZ05mwh3MXE1zVX18Oj6ZBqU2qQ2cUd7LE2KS7awCRzRy5S7aRRjfoXWI6Nia3ZGRt3AEI1ccqqelUpSlca8a+WBaFu3G/Gcl7ltQaduijWbWEtSq+35nmWV1oOpXN3Z2NyJ7ixd07uJkslY3VLaO5t7SP0Lu+BtAQ2jqnYOpJ2f0l+b+Rr22sPMnna7un5IY7rncAXUrcXDRgwE7V9tceZ9Ih1nTtJfI83WoxdW1AjdlLH1LS5xpl9Q7VFu7qgpSoqtrpLSjq3Wxja3MrFqLuabULj7aukrSuSeHJVPT+Attz/Ek7yfAW25/iSd5dKLQ49Ef0rocUljbh0YAfzOoftH7ifaWq++WadaS3l0XshhpnIfK7FxDWijSTiXBeX5mu9ZttR0dmmCQ28s1LrpxdQUzxto92V2UZHP3fqTSfK4t59YGoyMvLXUZQ7oFrqAB75hmzE1I6g2blm7knJwhF4YOTwiu3Un/EuWBg5tzlbt2sYujnJJQTcNUX/Eq4OgboGnavqFj5ktbmQwNjaY4uajwBJQ5nkPb95s4L3mWVuxwe0OzNNRV7z+ouWdvbwWkEdtbRtihiAbHGwUa0DsAW1WhFRq0knJ6pU5ypSvyNLdmEatRipSeqTS4yolX5BRuxVRuxWNTisreGbT7TqMDqQtA7MHNGbZvR2j6c4kmAVNSeZ3ac2/8A2GGxbNN/y+0/uY/6oXUgOX5bZdYXBi+1Dg8Oq7aBQdqnvl1rk98gOrm4JzcFUQENaHYnNwQ7CqgJzcE5uCqICc3BQVqdiyUG0oBzcE5uCqICc3BObgqiAnNwTm4KogMWilQABiT+kq48EHb6V+ceXnvP72PMTS4lotsGkmmy17FSc9LiqV1S0/Jv9h0bfbu9G/JS0+xa93h9XfGFP8R+j83BObgqiuc5ia1GxXm4IdoVQE5uCc3BYTzw20MlxcSNihiaXyyPNGta0Vc5xOwALVY39nqdqy9sJ2XFvJXJLE4OaSDlIqNxFEryJo6aqOlaV5VOg1p2IK0GxU7EGwIQTm4JzcFUQE5uCgrU7FkoNpQDm4JzcFUQE5uChrhs2rJQ9npQDm4JjwVWiW6tGzNs5Z423EzSWQl4D3De1pNSg8xb3dvdsMlpNHOxpyudG4PAI7CW1W7Hgvy/zpDc+R/LtszQLye3fc3/ANrKSzOWiF7Q3BgFKRtOxfqDcWgncFnCbk3GSpKKTkk6ruyZp7F2O2sbi7pXvOa0xblpdumrGi/VgObgmPBVebfXU13ZXUWhT281/EQzK9+ZjSXUcH5CSDlzU4q7dFUyk6Jvjg8FxdMjmufLzLnzBa68Z3NfbMydAAZXUEjQSdv9qfoXsmtDsWmx+M+Dg+YZPjMjfiOjXp56c2TNjRb3bCojGKq4qmp6n4vgVhCMdTjHTreqXjKiVX0OHWY9Ql0m+j0t2TUHwSNtH1DaSlpyGrqgYrk8qRa3DoNrH5gk6upDqGaQua8kGRxj5mAD1KL2l8v5i81y6Frmh6PFatmZq0vSfKXlpjGeOOrWhpr66iTUXrk2uXhi8jrsxuXYvb24Rk23crRKdLcJOS1PlSrofT83BObguO01bTr65ubO0nEs9octxGAQWmpb2ihxaRgu07FZNPFOvkcyakqxaa4YeB4/mGHX5rJjfL9zb2t0JmmR90wvYWUIoAAcc2Upay+YDrdxFdRwjSWxgwSt+8L6M28xOJz/ALO5eX5F1S/1WzvH6hMZ3RzNDC5rRQOY15HI1vaV9Ys7co3YxuwckpYpfmilu9HcWLU4VjGrmsEpSrhSWaMSCaE0wxCvNwVRamh+a+ZP/wDVvLeyvQ//AGV9n5f8yaZ5mtpbvSnPfFDJ0XmRhjObK1+x3BwXdNZWcszbyS3ifdRNIiuHMaZGDHBryMw29i/GvKGr3+jeT7i406QRyyao5jnOaH8otWyUo7i0LlncViUpSfbLVN0WK0qKO/c3rM/tk91cUo/8fbtWsHVSVyd2cpU6UPvbOy8y3PmzW4dW6j/LVxbmK1Y57MhLxG0hgYeoDTP/ALUX0unaba6Vats7FmSBpc4Nc5zzV5zOOZ5J2ldTCXMa47SASsl0KCTrxeOL40k60rkcd2SuTjcduEZRhG2nGNMIpKr8ZUrLNng+bNHn1vy/qGl20jIpbnI4PkrlGR7HmuUE7GLwtO1q78t6t5d8hywRz57JglvGvcKOa2X1GFuI+x7SNq+5IDg5p2HA/pC/NtfqP3taBl2i0OUcct1RZ3e1xmsG5Qg/5XI7thS7C7trndbhav34rhS7G12yqsf3VgfT+dtT13SdGbc6BafGXZnYx0XSfNRhDnF2SMg+sAF2Wdzr0upmO5tYmaaYGPbMHHqdQtaS0srhzFw2dieXJ9cubKR/mCBkNyJSGNYBQsAb7L5Nj8w2r18ozF3aQB9H/wCVePdSdZJOna1Tqmed7quWbSjBwcZOblRxnJSSpCafBKh4955e0vVrjTNRvoTJc6cRJaPD3tDXcr8WtIDuZgOK+OvbPWvJDPNXmqOeC4ddzRutIXdRwYJLjHqN5P2JaYFfpNAKAbF5+t6PZ65plzpl61zoLjKXiN2RxMbg9tHeloUTt1TccJYtP+KlE2dm23bhOMLzc7LcIzg+7/KVxXJRjXhWnKh8hpzdV1jXvL/mGS2JiuLGGW4njFImvdFPmbiSRi8fSvv+bgufT7GDTLG2061BFvaxthiDjmOVgyip7V0patK3qxbc5apV/VRLDocKtW4XL0rddN27K5R8q0SS+CJzcFBWg2LJRuwLQsc0Wn2lu6eW2gigluTWeWNjWue7e4tALtvavkNe0PVbv94OhaxBbl9haRUuJw5oDCDNgWlwd+2NgX3KjvVPoVZQUkk+TTwzTqbWNzOzKU40blbnberHtuRcH8ngfn+m/vLk1mBwsNMDLpr3h0c04EYija1xkLwwY81KUXvO1duteUr/AFCJnSJtrlkjM1cr2Mc12Vzdo3FfC/u00HTdb0C/bftcDHelrJY3Fj6PiiBZUbWu3FfWnUtFEGr+StGikF5YWUxMIYSHZmD1X4lziZQtFd28thbwavyrqlyfHhj5civ3HZbm19y30LSrtrUXpiu6UF2qrwrxfFvmjf5EBPl2GuOWefLw53BfTgUJIpian+BfO+Sbee20CKO5ifDIZpnZJGljqOeSDlcAcV9IufaqS21lSqmrcK1410qtTi2Kktpt1JNSVqFa8a6VWpObgnNwVRbHSTm4KNrQLJRuxAePEdTbplmbUNJ6HMGAE7G5C3qEY0rhvWoy+ZOf7MD1qZRGabNlXY0/Z39q9TTf8vtP7mP+qF1IDyXya38S0MjAhrFnwZT+XQl1aVrX9FO1dmH/ABl1Lk98gOuo3pUb0oEoEBCRQ4pUb0IFCrQIBUb0qN6UCUCAVG9QEVOKtAoAKlAWo3pUb0oEoEAqN6VG9KBKBAKjelRvSgSgQEBGOPavzXy8R/8A1rzGK4/DfxWq/SgBj6Vg2FrZnyhrQXADMAKmldpVJw1ODrTTLV8mv2nRt9x7MNxHTq9+17XGmnvjOvj9JsqN6VG9QEOAI2HEK0Cuc5CRUYq1G9QgVC0Xd7Y2DGyX1zFbMecrHTPbGC7blBeRUoSk26JVZ53mwj/S+tCv/sbj/CcvG/daR/oqw/n3H+PItXmTTdWY7zFqUk+bS36ZcNjg6jzRxgDR9kRkFHNca17Vt/db/wBlWH8+4/x5FzqTd9Vi40hJY86SWPxO2zJy+036xcab22lXmlbudy8GfYkim1ARQYoQKIAKBdBwlqN6VG9KBKBAKjesczRUkgAbSsqBeZrups0fTZr58RmDSxnTaQ0kyOEYxO7MolJRi5SdFFNt5JcSs5xhCU5OkYpybfJLFs9Oo3rz9X1zSdBt2Xer3TLWB7xEyR9SC8guy8oPY0rwIPOVxceZtL0WOwpaalZtvDclxzML45JclA3LhkA29q9Dy1rQ8x2lxNNps9iIZ3MEV4yhcaB+doIHtUVVNSwi8eHDI6VYlGEbs41hKMZ9so1cJ1Uc6fS+R1t8xaI6+utNF7GLuyiNxdRGo6cQDXF7nEZaAPB2rp0/UbPVLSO8sbiO5geSBLC4OYS00cARuK8XXtF0y3sdf1iG1jZfXGnzxy3IrncOkag9n7DfoXwHlq/vbPy75YZaXD4WTXlyJmsNA8fExMo7fg8j9KyuX/afeqrw44yUY/iNxGxa2E96nN+3dsWXF0+q8pamvBSXQ+z07z9a3c2uMurd1pFo87bfqgmUyOfJJC2jGNBFXR17dq9CTRYNX1jTfM8F1SKOJjo4un67SJHNOYkFuEuyixg8laFCdVywv/8AtZmz3OaV9C9jnStcyhBbR73bF71vbw2sEVtA3JDCxscbcTRrRlaKmp2BWUJywu6ZJNSVK11xlVdMDHdwtXb79uCVhRtSgpV1q9BJzbx4alVHmeYfLel+Z7aG01QPdFDIJmdN5YcwBZiRwcV8ZHqRtP3q6p8TdPZYW1gZpGOe4xsayGFzn5K0wxOxfpdAvF80QNPl/WpWsBkdYXDRRtXH7N+7FWuQrSSwaak/HTXA69ruHHVZmnONyErcU3hbdyUXKcVjj2nOfOekFumPt3OuotTeY4p4QMgLXthdm6ha7B79y5fKGlX+m3+sy3sPSZcTAwuzNOYdSZ9RlJ7JG7V4Hkfy9HqflnQLq4kkgfY3Fw5sYaOf/mDNzZxXbENi/S6BZW4yuSjduJLTSVun8UKS1fFs4d3tXD7hfjJ1htb842Gv3o6dDc/mKjeoSKHFWgUcBQrpLFqN6/Nf3gEDzr5Mx23Ap48C/SqBYuije5rnsa5zMWkgEj0KlyGuOmtMU/7rqdG03H9Pe93Tq7LkKVp/qwlCvw1VPE0bQG6Xqmp6gLky/GvLumWZclXum9bMa/eU2L3CRQ4qPORjnAVygmnoXlTa/aw69BoDopDPMzOJQG5BUPcAebNsjPYi9u0klSKcsP5puvzbOJK1YgkqQjKdF4zuSr82z5/92uFjf/37P8Jq+3qN65LHTrHTmSR2VvHA2R5e8RMDASe05eC66BV29r2rULbddKpUrtbLsWLdlvU4KlRUb0qN6UCUC1NyGhFDsK+L1XyJZR6QzTPLzY7OM3RuZRK+R4LnxmCoJLzhUYL7WgWEjatAArzNP0OBVLlqFyLhNVTVH5PjiVux9yzcsSb9u6kpxTaUqcK0yK2jWtbXYAFlUb0oEoFcsQEVOK5JdM0ya+i1OW1hffQNyQ3TmNMrG44NftHrH6V1gCpVoEJTa4NqqphkzBgytoSNpP0klZ1G9KBKBCCEjDHtVqN6hAw9KtAgFRvSo3pQJQIBUb1ARQYq0CjQKBAWo3qVBwVoEoEB4en+XNO0KzfaaLmsWSztmkyO6hJJa3/3HUpgBsUsvLGn2XmO+8yRPlN3exiOVrnNMVOSuVoaDX7JvavcLWnAiuw/RirQKuiOGC7cV4Gv9Rd725ybupxm28ZRbTpJ88UiEjDHtVqN6hAw9KtArGQqN6VG9KBKBAKjeo0igVoFGgUQHn2d9aW+nWhllaKwNcKc1QxrQ6mWuwlZnWNMoT8Q0gVxAJHLStKDHb+lYWlnbXGm2jZWYCFtMpLSMzRUgtIx4q/JNMAo2HKKEANc5tPRQ9nZuQG52pWLZRC6YdQ5KDHHP6uNE98sTpdiZBKYznbloczqDJsFK0psrvoFl75AdSKc3BObggB2FVQ1odiY8EBUU5uCc3BAVQbSnNwUFanYgMkU5uCc3BAVFObgnNwQFRTm4JzcEAHb6V5nmRzmeXdWexxa5tlcFrmkggiJ1CCNi9IVx2bV5nmav+nNY2f+iuf8JyiX0vyL2v8AUh/MvxPC/ddLLN5OtXzSOkf1Zxme4uNBK6mLqr6bVNTtdIs3Xt44tiaWt5Wl5LnHK0UbU7V8p+6txHk2yAHrT3A/4jz/ABLi1/zTZ+YdJ1iytYZYn6TeQQzOlDQHkzOZVmVzsKxHauZ3va2iuYOStOUU+bjDUbfe1ct3vut+1Cq20703h2xpJ6a05Voj72G6iuLWK9hJdDLGJozQglrm5hgdmC+f0690zzppxmvtNjkjt7hoZFdNZMA4hrg9tRQHLJRejo1f9Paf/wDDi/wgvn/3btzaPcg9lw0/pEMRVpXJe7ZhhS5CbfnHTT8Tzf6i5Hc7aKdFchclKnGsNFKP4s+h8zQTXPl3Vre3jdLNLZzsiiYKuc50bg1rRvJXk/u4s7uw8o2VtfQPt52unLopWlrgHTPc0kHeDVfVc3BQuoWgn1jQfRVbaFrU+aTj1PQW4kttLbUWmVyN2vOsIyjTy7jI7EGwL5Hyd5pv/MV7rltdxQxs0yfowmIOBc3PKznzOdj9mNi+tFaDYkZKS1R4Y/LArfs3LFx2rqpJJNqtfqSkvkyopzcE5uCsZFXgeaLeTV9IubHTclxdNkhLoWvYHDJI1zq5nADBp2rq1HXrPTL+y064DzNfODYixtWirmxjMaj9pwXy/knRdU03zR5qvb21dBb3txmtpXZaSDqzPq3KSfVeDisbjjcTs/Up1hOjxjqjXElWLO52+7hO6ou3bUXBNape41FxWTUZauB9ZolpPZ6Vp9vcDJNBbMiljqDRwa0HEYYUXoNaGggdpJx4mqc3BObgtUqJJcsCsVpiorgkl0ObU7M6jpt5p4f0zdQSQCSlcvUYWZqVFaVX5zceWbvy/beWtJDnXpguZXyTxRODR1LiCShAz0oAdpX6fzcFDmwWd6xG6qPB4YrwkpfsF/Xd2s9o5uNudy3caSX12nWL/FGSKc3BObgtSSopzcEx4IAWglp9k1H0U/jVU5uCc3BAVR2wpzcFDWh2IDJFObgnNwQHDrWmu1fTZtPbdzWJmy/8zbOyStyuDuV3GlDwXx/wxs/PWkWbpn3Bt7WOIzzHNJJkhuG55Hdrj2r77m4L4i+r/wD0ew/uW/4dyuXdpUtPn71pf4zk385e3YhXBbq06eLkkfbjt9KqxFcdm1Xm4LqOsqKc3BObggKinNwTm4ICopzcE5uCADaVViK1OxXm4ICopzcE5uCAHs9KqxNcNm1Xm4ICopzcE5uCAqjdgTm4KCtBsQGSKc3BObggKinNwTm4IAez0qrE1w2bVebggKinNwTm4ICqN2JzcFG1oEBz6b/l9p/cx/1QupeNENU+WWZtS0u6HMGBta0bky9Q0rSu3CqxkPmQl/Kxoxy9IsOGVv4lOatadm/sQHtrk98uR51w3LcgAhrHn+7p/LpU1pWtf0U7V2Yf8ZAdSIiAh2FVQ7CqgCIiAKDaVVBtKAqIiAIiIAiIgIO30rj1izk1DSb+whc1st1bywRufXKHSMcwF1KmlSuwdvpVR44Exbi1JcU6r4H53pXlPzBpemeX7GKdh+EuJZrwwzPYwtkmZMMKNz8gcKELR5e8n6hPd+a4NVilsra/vWT2s7TGS8MmmlBaKvwo9u0dq/RnBrTE1uADqAf0XLasP6a3zq1SmlusaadFKeRpK/Kb3/uJT/5Fp3tXD6lLtXBVpicdtats7a105ji6KGHohzqZiGNawE07Vy+X9At/L1rJa280kzZJOoXS5ajlawDkDexq0XuvstfMdlopty91wzMJw4ANz5zTLTH7rf2r3Vde3KVVRu3WP8taNr8Dkj7U5uUaOVluFecKpNx6UC+X8yQ+aZNa0J+hyFunMnrqrQ6MVjzsJqJOY/Zh/qr6hYlocWkn1TUfQR/GryVVSrXDh4HVaue3PXpjLCSpNao90XHhmq4eJ+b/ALr/APNvN3/zB/i3C/SM7QQwuGYiobXGgXzPljyr/pm51m8fd/EN1KbrhojydMB0j6es7N95w2Lz9R8v6rcfvG0rX4omnTre2McsudoIdlnbTITmOMrVlbUoW4pxq9VH4KUuJ3bt2d1u71yN1RgrKlFtfVO1aj2Y0xbVD7hEXxN75q1DT9b1xjwyaz02zluY4KZHOMUcUlDJjtMh7Fe5cjDTq/elpXnRv9h5UpqMrUHVu9cVuFP1yTa/Ax82/wDdPl7+e3/HiX2waA5xAxdQn6KL8ydq0nmK48pawLcwid5aY2EyBvSumR+uGjsZVfpw2lYbfG7uJLhKcWnmvbiY2rU7W839uacZRvKLXjG3BP5oqIi6jpCh7PSqoez0oCoiIAiIgCIiAKO2FVR2woCoiIAuN+l6fJfs1R9ux19E3Iy4I5g2hFPocfpXYihpPiqkNJ8UnR1xzRB2+lVQdvpVUkhERAEREAREQEG0qqDaVUAREQEPZ6VVD2elVAEREAUbsCqjdgQFREQBERAQ9npVUPZ6VUAREQBRuxVRuxAc2m/5faf3Mf8AVC6l59peWtvp1oZpms+wa4VPYxrQ44bqrY7VdObXNcMGUEn0CmP68N6A7Fye+WTtQsmyCF07BIcgDa/ier9Kx98gOqg3JQblUQEIFDglBuQ7CqgJQbkoNyoIOIxCICUG5ABU4KqDaUAoNyUG5VEBKDclBuVRASg3JQblUQEAGOHalBuQdvpVQEoNyUG5VEB4d55ejuvMFnrhnc02zMvRDQWuLepSrto+9P0L26Dch2hVVjCMXJxVNT1PxfCvyKRtwg5OKo5y1S8ZUSr0RKDclBuVRWLnLqMksNlPJb25uZWtOWBjmMLq4GjpC1ooMcSrE9zmQzTxGBxiLpI3Friw8pLS5hLTTguhwDmlpFQRQhBsCE1wpTP5nn6ZrWlavaG9sLqKe3bIYjKw8ucUOWrqY0IXy1ixkn7w9SY9ocx0Lw5pFQQY7baFx/viYG+U4G7f+dafpjmK93S9Du4vMkmuOkjNtNbMaxgLupV0cLMRSn9ie1ct3VO5ailX27kZyfg4zRG/2cnZ2O6t1cZbqdY84Rsw+rVhWutcj6JsMVuIYYWCONpIDGgNHqnsGC3ACpwQgEgkYjYg2ldQzFBuSg3KogJQbkIGGHaqoez0oBQbkoNyqICUG5KDcqiAlBuSg3KogJQbkIFDgqo7YUAoNyUG5VEBKDclBuVRAQAY4dqUG5B2+lVASg3JQblUQEoNyUG5VEBKDclBuVRAQAVOCUG5BtKqAlBuSg3KogIQMMO1KDch7PSqgJQbkoNyqICUG5ABQYKqN2BAKDclBuVRASg3JQblUQEIGGHalBuQ9npVQEoNyUG5VEBKDcjQKDBVRuxAeda2NtcaZaMeygELaZCWEFzQSRlpjVU6LYmuYSHbQmR1RXZQ1/Z/Z3Lfpv8Al9p/cx/1QupAcR0mydKJS12ZuWnO6gDNgpXZgK76BZ++XUuT3yA+P/enJq0WlaPLpImM0erWr5G24e6rGNkd9oI9rMwFa4L41nmz95mnMstTuXzajbfAWeq39k2xbG8CaV1vNaxlja5m1a89v6F+xfMbX83wZe4nzG1/N8GXuID8etPNP70Y9SisdSkENw1kTxG+zdJDPFNCZXOa23ic8vjecvrtAy0NSVwQ+Z/PN7Ppr7y5vzFbXEonvYLU/Dyvks3OjgMbYYnEGUZSHs5K+t2r9wOo21P7XwZe4nzG1/N8GXuID8Z0zzT+834CDUBm+wurGzGlvshGyRlxadWWR8mUOa1kuFdg7V6/kjzv5hvtSnttUupLwR6ZBdyRz2rbbp3c8xjlaDE0l8MYaaO7QF+nu1C0cC1wkLSKEGGUgg/0FwaZa+XdGEo0mwZZCY5pfh7V8eYjZmyxjZ2KEkkklRLBJBuuLOR3mLUS4shsWyuAe7B0gAEbc+Y1j2S/2f617djPPcQdSeMRyhzmuaKkcri2ozAGhpVT5ja/m+DL3EGo2tT974MvcUg6ubgnNwXL8xtfzfBl7ifMbX83wZe4gOrm4JzcFy/MbX83wZe4nzG1/N8GXuIDq5uCc3BcvzG1/N8GXuJ8xtfzfBl7iA6RXHZtV5uC5RqNrj954MvcT5ja/m+DL3EB1c3BObguX5ja/m+DL3E+Y2v5vgy9xAdJrUbFebguU6ja1H3ngy9xPmNr+b4MvcQHVzcE5uC5fmNr+b4MvcT5ja/m+DL3EB1GtOxBWg2LlOo2v5vgy9xBqNrT+18GXuIDVq+i6drts2z1W3bcwNeJWscXABwBbXlIOxxC7WRiMAMAAADQODdgXP8AMbX83wZe4nzG1/N8GXuJRVrzZLlJxUW21FtpVwTfGi8Tq5uCgrU7FzfMbX83wZe4nzG1qfvPBl7iEHVzcE5uC5fmNr+b4MvcT5ja/m+DL3EB1c3BQ1w2bVzfMbX83wZe4h1G1/M8GXuIDq5uCc3BcvzG1/N8GXuJ8xtfzfBl7iA6ubgmPBcvzG1/N8GXuJ8xtfzfBl7iA6ubgnNwXL8xtfzfBl7ifMbX83wZe4gOrm4KGtDsXN8xtfzfBl7iHUbWn9r4MvcQHVzcE5uC5fmNr+b4MvcT5ja/m+DL3EB1c3BObguX5ja/m+DL3E+Y2v5vgy9xAdIrjs2q83Bco1G1x+98GXuJ8xtfzfBl7iA6ubgnNwXL8xtfzfBl7ifMbX83wZe4gOrm4JzcFy/MbX83wZe4nzG1/N8GXuIDq5uCc3BcvzG1/N8GXuJ8xtfzfBl7iA6RWp2K83Bco1G1qfvfBl7ifMbX83wZe4gOrm4JzcFy/MbX83wZe4nzG1/N8GXuIDpNcNm1Xm4LlOo2uH3vgy9xPmNr+b4MvcQHVzcE5uC5fmNr+b4MvcT5ja/m+DL3EB1c3BQVoNi5vmNr+b4MvcQaja0/tfBl7iA6ubgnNwXL8xtfzfBl7ifMbX83wZe4gOrm4JzcFy/MbX83wZe4nzG1/N8GXuIDpNcNm1Xm4LlOo2uH3ngy9xPmNr+b4MvcQHVzcE5uC5fmNr+b4MvcT5ja/m+DL3EB1c3BRtaBc3zG1/N8GXuINRtaf2ngy9xAcMbtTbplmbUNJ6HMGAE7G5C3qForSuG9a3S+Y+b7MDB3qhh3erV2NP2a7ca9i6tP1C2bYWoPUqImDCGX2R/IXR8xtfzfBl7iA5Hya38S0MjAhrFmwZT+XiXVpWtf0U7V2Yf8ZT5ja/m+DL3Fq+Ji/lev1fUf6v1dvDagOebUtQ+Jlgt7fLHHIxjZZGPcHtIPULaZfVcKLGPVb86fHNJbBt3IJPsiHAAsjdK0Ecx5qdhK9pCAaVFaYhAeXa6ncXF5LayWxiawHpucC0uytYS4VFMtX0Xa6WUWz5SzpvDScrjWlB20W4gYmmNKVVoCKHEHaEB5gu5wH/asdRhcMB2Ec2HZisnXU7Q+jw4hoIFBX1g2uGGIOC7hFEK0Y0VwOAQRRAEBjaHbgEBy2c8ssj2Pe2QNAIc3AYkribrVyXub0GZmlofGHnM0OuPh6+rjhzL2GsYz1WhtdtBRUbSoabpR0NLc4RrrhrrSmNOHHqeRcaxLHcCOONhgLmhs5cTVr2F4cGgCtCMaVwxXRp17cXTpI7mNkcsbInuawk0MgJLTUDEUXoIoSdauVfAtK5bcNKtJOiWqrbqufxJimKqKxiTFMVUQGIrj6VcUHb6VUBMUxWPWhz9PqNznANqK/Qs0Jaa4mJrUK4rQ4uuHljHFkTTR727XO7WtPYB2lOi6Dmtxy/tQk4Hi0nYf4VFSdK4N0eX5s34pitXxMeQObVzicoj/AGs24g7FKXhxrEzcKOf+urUr8RofPt8zca0QVoFo6lzH95GJG+1FtH9F38RWTLqBxDC4scdjXgsJ9GYBKoaJcsfLE24piqlRWnbuUlSYqCtSsZJoonNa91C7Z/vO5Z1AqSaAdpQmjww48BimKqIQTFQ1w9KyUPZ6UAxTFVEBMUxVRATFMVUQExUNaFZKO2FAMUxVRATFMVUQGIrj6VcUHb6VUBMUxVRATFMVUQExTFVEBiK1KuKDaVUBMUxVRAYmuHpVxQ9npVQExTFVEBMVBWgWSjdgQDFMVUQExTFVEBia4elXFD2elVATFMVUQExUbWgWSjdiA8RtzqUVhZNto8zjbguysMjaAAN5qs5qY5f1rZ8XrXRr8OOv1cuTLy5KbK5tmb9r9S7tN/y+0/uY/wCqF1IDxIrzXHPjD7fkJYHHJTAnEnnNKjb7PGq9H3y6lye+QHVTiUpxKVG9KjegBGBxKU4lCRQ4pUb0ApxKU4lKjelRvQCnEqAYnEq1G9ARU4oBTiUpxKVG9KjegFOJSnEpUb0qN6AU4lKcSlRvSo3oCAbcTtWqcuOWCNxD5Nrh+y0es7+ILN8rImue9wAGKxgaRmlkwkkxI9kdjP0fwqHkWjh3Plw8yi2gDOmGAMOBFBisPh5fVFy8M7BRpdT+cQSt9RvSo3pRDXLOvnj+Ji2NsYaxmDWigCypxKEioxSo3qSpOmwOLwOcihd209KtOJSo3pUb0AIw2lYljXtyvGZpGIOIWRIptQEUGKA0fDvj/wDTyljfYdztH82uI+mifCMAzNc4SjHq7XE/yt44LfUb0qN6iiLa5Z+vnma44cocXnO9/wB47sPCm4LAWkWajsz2N9SNxq1voH+9b6jegIqcUohrljjxOeptsHZnQfsuGJZwd204re0teA5rszTsINQVajetLmGJxkgxBxfFv4t3H+FOAwlxwefJm6nEqEbMTtUbLG9nUa4Ze0nCnA7lBLE+gZI1xr2EFSRR44cOJnTiUpxKVG9KjehApxKU4lKjelRvQCnEpTiUqN6VG9AKcSoRgcSrUb0JFDigFOJSnEpUb0qN6AU4lKcSlRvSo3oCAbcTtVpxKAjHHtSo3oBTiUpxKVG9KjegFOJSnEpUb0qN6AU4lKcSlRvSo3oCAYnEq04lARU4pUb0ApxKU4lKjelRvQEI2YnarTiUJGGPalRvQCnEpTiUqN6VG9AKcSoBgMSrUb0BFBigFOJSnEpUb0qN6AU4lKcSlRvSo3oCEbMTtVpxKEjDHtSo3oBTiUpxKVG9KjegFOJUaMBirUb0aRQYoDx2ac+70u0aydzSIMtXEmoeGmhyluylAr8muOh0fizXq9XqAOzerlr6/rdu7gt1pqFnbadaGaZrQYGkEY1yBrXerXYTRb/mdiGGQzAMD+kXEOpmpXdsp27EB58Wh3Eb43m6qGFhLQH05TWgq87P2fSa1Xo++WDdX057mtbNzOLQ0ZXDF2A2jDju7Vn75AdSKV4FK8CgB2FVQnA4FK8CgKileBSvAoCqDaUrwKgOJwKAyRSvApXgUBHuYxpe8hrRtJWnqXEmMUYY3sdLWp9DRiP0qN+2ne5wqyEhsY7M1Kud6caLorwKjiXwjyq+OPBVNGa7btiY/wDmvIP0Ob/GnTuJfvHiJvsx4u/S8/xBb68CleBSniRryik8/wDqaWWtsw5mxNzA1DiKurvqcVvWIO3A7Va8CpIbb4tvzKileBSvAoQDtCqxJxGBVrwKAqKV4FK8CgB2INgQnDYUBwGBQFRSvApXgUBVBtKV4FQHE4FAZIpXgUrwKA1utrd7+o+JrnbyKqPtrd/rRMPHKK/StteBUJ2YHaooi2qWbw8TT05IMYiZI+2Nxq4fzHO/gK2xyRyirDWmBBwIO4g7FlXgVqkhbIc4zMkGyRuB9B7CPSnkKp/Vg8/zNyLnzXjNrWSgbiWH6DmH60+LAwfFK127IXfrZmCVGh8qPy/I6EXP8WzaY5Q3tcY3AD9VVtZIyRofGczTsIxCmqIcZLimjNR2wpXgVCcDgUIMkUrwKV4FAVFK8CtUkzs3ThZnk7a4NbX2j/EhKTfA2jt9Kq5gbtlTVso7WgZD/RNSD+lbo5WytzMruIIoQdxCipLjTGqazRmileBSvAqSpUUrwKjntaKuwG84BAZIpXgUrwKADaVViDicCrXgUBUUrwKV4FAD2elVYk7MDtVrwKAqKV4FK8CgKo3YErwKgOAwKAyRSvApXgUBUUrwKV4FAD2elVYk7MDtVrwKAqKV4FK8CgKo3YleBUacBggOC1s7a5020bNGHAQsptFKtFSMtMVt+VWGTp9HkzZ8mZ1K0psrsp2bFxxam2y0y0kfBI5vw5eaDm+ya3DKKnm7FTr0YhM3RJAl6WUOGYimatPa/koDqbpGnsc1zYeZpBBLnnFuONXY8d/as/fLz4vMLJHxs6BGcsbUPBHMaYYY/wAn2sdy9D3yA6kUxTFADsKqhrQpigKimKYoCqDaUxWD5GxAukc1rd5wQJVwRsUc4NaXOwAFSeAWj4iR/wBxE549p3I3/wAXN+pYSR3szDE/pNY/BxaXE5TtpgOxRXIuoY9zSzq8ehttGkQNc71n1kd6XnN/GtymPBMVKKydW3m6lRTFMUIA7fSqsRXH0q4oCopimKAHaFVia1CuKAqKYpigKdiDYFDWiCtAgKimKYoCqDaUxUFalAZIpimKAqh7PSmKhrh6UBkimKYoCopimKAq0vt2l3UjJik7XN2H+cNhW3FMUJTa4GnpXIxFxV24tbl+gUP61DPIwETxEDtkZzt/T+0PoW/FQ1oVFCdVeKT8lT8Ctc1wDmkFpxBGIKwkniiOVxJdSpa0FxA3kNBWDrVhJLXOjriRG4tFd9FnHE2IEMG3FxOJJ3k9qYjszb8OHzNfX63LbGvtSEGjf0HaVujjbG3K30knEkntJVxTFA3ySogO30rXJbskdnBLJNmdhof09h/SsxXH0q4qSE2sU6Git1Ftyzt4cj+6f1LZHPFKcrXc42sODh6WnFZ4rCSGOUASsa+myorT0KMeRNYv6lTxX5GBllkJ+Ga0tGBe8kAn+TQGqNhc857nK49jBiwfTtK3AUAAoAMAAExSmY1fpVPHmafhIh90XxcGOIH1fV/Uma4hwc0zs7HNoHj+cMAf0fQt2KYpTLAa3+93ef5mgTSyEiGIg9rpeUD9G0/7Yq9O6OPXaDuEfL+t1f1raK1KuKUGqnBJear+JpzXbPWYyUb2EtP0OqP1qfGW4wkd0ndrZBlK34pilHmNUXxj0dPzIHNe1rmEOadhGIWS0Ptzmzwv6TnHmoAQeJae3ioI7wf2zHemM/xPCVeQ0x5SS8HWp0IufoTev13GXfTk9GTd+vinxD48LiMspte0FzPpGI/SErngNFfpeo6FG7AsWPbI3NG5rm724hUVoFJXhxMkUxWEkzYqZzifVaAS4+gBCUm3RYmxFz9aftt3U4OZX6MwTrTScsURa7tdIKNb9B5v0KKk6H4dUbz2elVcxtGOxnPWdvfsH81owCvwpjxt3mI+zi5h9LSf4KJjkKR/V8sP7fA6EWqNk4cXSyhwOxrW5QP1krZipIapzr5FUbsTFRtaBCDzbDVNMZY2zH3sDXNiYHNMrAQQ0YHFb/muk/8AW2/is/3r8Ot/K2uG7nnk0Kd9vNKJYnsjbKcgzGjeq6lH1G1Yf6T8wmcSny9Nk6bo3RiMBuYuc4PHPtoQNq4P6y7/ALL+f5H1i/8AnNh/7GPBPjb5qtPrP3T5rpP/AFtv4rP961/GWn/UR+t1vXb93+Jt9XjsX41L5a1d7pGt8uTiJ4lP3EQdne0NYGEGrGtdVw2nsXt/6f1r/opf+2vgNn/uvwf5yt/V3P8AafHx/Iyf/wA/sqpf18cYt8bdcGsPr44n62ilAlAu0+YB2FVQgUK1ySxRes7mOxgqXH0AYoSk3glU2qEhoLnEADEk4ALR/wA0/wBVrYm/yiXu+gUH61RbAkOneZiMQHUDQd+UfxqK+BOlLjJeSxf5E57nEOdHD+yW4Odx4BZR28LHF4bmeP23kud9LqrbQIAKlKBzfBYLJftKilAlApKlRSgSgQFRSgSgQAdvpVWIAx9KtAgKilAlAgB2hVYkCoVoEBUUoEoEBTsQbAoQKIAKBAVFKBKBAVQbSlAoAKlAZIpQJQICqHs9KUChAw9KAyRSgSgQFRSgSgQFRSgSgQFUdsKUChAoUBkilAlAgKilAlAgA7fSqsQBj6VaBAVFKBKBAVFKBKBAVFKBKBABtKqxAFSrQICopQJQIAez0qrEgYelWgQFRSgSgQGp9rbyOzOjGb2hgfpbQrEWrKCj5AN3Uf8A71voFABQKKLItrl+p9TV8KG4wvfG7fUuB9IfVZxwsiq4Vc93rSOxcf8Abcs6BKBKIOcmqN/28yopQJQKSoPZ6VViQMPSrQICopQJQICqN2JQKNAoEBz6e4N061LiABCw1OH7IXRnZ7Q25dvbuXkw6XDd6ZZguLS2ABrjz/eBrjXPWoqNivyGHo9DrOydTq1o3Nsy7abaftbUB6okjNKOGNKYjt2fSub3y4Y/L0Mb45Os4lhY6mRgHKamlBhw9ns2rvr/AIyAyz3YGLI38Q8t/UWn+FPiXtwkgeD/ACaPH/hP8KnT1D8eHwXe+Tp6h+PD4LvfKKeJbUucV8Kgl1wKOa6OLta7BzuGBwC2RxQRfdMazeWgBcVzcXUBET7u3bM9rnRtfC8No0YlzhKco4rZDJdTg9G8tpC2mbJGXUJFeyZKByfBYLJHbmCZgufp6h+PD4LvfJ09Q/Hh8F3vlJU6MwUBFStGTUPx4fBd75csF1czyujjuoHVBdGWwyczWnI7EyAVDsKAoD0swTMFz9PUPx4fBd75OnqH48Pgu98gOjMEzBc/T1D8eHwXe+Tp6h+PD4LvfIDozBMwXP09Q/Hh8F3vlhKb2GN0stzC1jRUnovP8EqA6gRj6VcwXmQ3c8j2xfG2vUkJMUYjfnLQK8zTKCDgV19PUPx4fBd75AdGYJmC5+nqH48Pgu98nT1D8eHwXe+QG8kVCuYLzpri6hnjgfd2zXOpVron5uY5GZQJe12C6enqH48Pgu98gOjMEzBc/T1D8eHwXe+Tp6h+PD4LvfIDoJFEBFAuG5kvLaIyyXMLRsBMEhFTsrllNBxS2fe3EQkZcwEYtdSF9A5pyuHNKDgUB3ZgmYLn6eofjw+C73ydPUPx4fBd75AdGYKAipXLKbyCJ80tzC2ONpe9xhfQNaKk/erTFc3Er3Bt7aluGWjHZu0GrethjsQHo5gmYLn6eofjw+C73ydPUPx4fBd75AdGYKEjD0rR09Q/Hh8F3vlzXVzdWuUSXVu00Mjg6GSvTaQHuGWQ7MwQHo5gmYLmDL8iouIaHZ9i73yvT1D8eHwXe+QHRmCVC5+nqH48Pgu98nT1D8eHwXe+QHRmCZgufp6h+PD4LvfJ09Q/Hh8F3vkB0ZgoSKFaOnqH48Pgu98uW5urmAmJ13bsly5x1IntZTH1n9Wg9UoD0swTMFyRuu5c3Su7d+U5XZYnGh20NJln09Q/Hh8F3vkB0ZgmYLn6eofjw+C73ymTUBibiHwXe+QHQCMfSrmC821ubq5c5sd1buqBJHlhko6NwwdV0gH0Lq6eofjw+C73yA6MwTMFz9PUPx4fBd75OnqH48Pgu98gOjMEzBc/T1D8eHwXe+Tp6h+PD4LvfIDozBMwXP09Q/Hh8F3vlpuZrm0iM9zdQxxNoHPMDyBXtNJThxQHaCKlXMF4Y1uIOdm1K0DTQspE8uoTkq4dTDmH0Yr1OnqH48Pgu98gOjMEzBc/T1D8eHwXe+Tp6h+PD4LvfIDeSMPSrmC826urm1c0S3du0+u4OhkrkqGlwDZTXmcF05NQOIuIaf3LvfIDpzBMwXP09Q/Hh8F3vk6eofjw+C73yA6MwUBFAuSZ15BG6WW4iDG4uIge4/Q2UlYWsl7cRZmXNu4tOV+SJ5aHDaATKEB35gmYLn6eofjw+C73ydPUPx4fBd75AdGYJmC5+nqH48Pgu98nT1D8eHwXe+QG8kYelXMF5c17NG98ZvbZroXNEwfE9tKtz4Hq4uy40XTGbyZjZYrqB8bxVr2xOII3giZAdeYJmC5+nqH48Pgu98nT1D8eHwXe+QHRmCjSKBcsrryCJ801zAyOMFz3GF1ABtP3y120l9O1zRcQdSM5ZGiGSgO0etI2uCA57bVrS1sLJrszy+BpbkbXFoDcvZiTgF0S61YwvyPL9jXZg00yuGbN/RBFfStrdOtTBDDcRsnMUYizvaDUAAHbXbRZusbJzs7reMu5TmLRXlrl+iqA12mpW9690cQeHNbmIe2nbQt9I7VffLbDaWtuawQsjOUMqxoHK3YMPStXvkBurceyz6x7qVuPZZ9Y91EQHm6sbKjPmjW5KOpV0mSlMc2VtPQpo5tKT/LWimYZ8zn0pjlyZm+rt2IiA9Otx7LPrHupW49ln1j3URAK3Hss+se6uG2MHxknw7ftshzVdLkp1HZsuZuSuetaIiA7q3Hss+se6lbj2WfWPdREArceyz6x7qVuPZZ9Y91EQCtx7LPrHurVdE/Dv+Ja3pU5qOdXbhlytrWuyiIgOC0Nh8Uz4Zv2+OWrpqZsvPmzNy5qetXHZVepW49ln1j3URAK3Hss+se6lbj2WfWPdREBzTmPrM67WdWjcnM/Z1GZdjfxMq6a3Hss+se6iIBW49ln1j3Urceyz6x7qIgOW/I6TPim8nUZl6bpK568ubpt2V34LKyI6R+GaMmd2bO5+bPXmzZ25kRAdFbj2WfWPdStx7LPrHuoiA13Bd0JPiGs6OU9SrnerTHY1eTbnReqz4dsefqN6fNLTqZjTLVtNu3s2cERAe1W49ln1j3Urceyz6x7qIgFbj2WfWPdXJfGKn/NtHqPpkdJmyVbn+7bXdVEQHUwy5G5GsyUGWjjs7P2Va3Hss+se6iIBW49ln1j3Urceyz6x7qIgFbj2WfWPdStx7LPrHuoiAVuPZZ9Y91eVqh07O75m1vqNzVdLkpV2T1W5c9c2XtREB1aeYem/wCAa3pZj+1Jlr/Izt2V3YVXXW49ln1j3URAK3Hss+se6lbj2WfWPdREBw2Jg60nwbebIzNmdLky0OTJnbT6F3VuPZZ9Y91EQCtx7LPrHupW49ln1j3URAK3Hss+se6lbj2WfWPdREArceyz6x7q49TMXww+PaOh1I/VdJ62YZM3TbszU24b0RAeST5b+GFWxdD+dNs6jfW5a0zZdvZwX0Vbj2WfWPdREArceyz6x7qVuPZZ9Y91EQHFqJtso+Pa2mU5aOkrTMzNTptrtyrtBnoMrWU7KOOz6qIgFbj2WfWPdStx7LPrHuoiA578/wDKSfFt+woM/TdJmpUfhtzelZW5P2nQaz1/taudXPQbczd1ERAbq3Hss+se6lbj2WfWPdREArceyz6x7qVuPZZ9Y91EQHkagdIzH49sOfq81XPr1On25W1+7XfYkfCRfBtb0KHJVz67TWuduatdtURAdFbj2WfWPdStx7LPrHuoiAwnL+hL12s6OR3U5nerTm2NrsWixLaTfCtw6rup1HSVz9tOo2tN1MERAdVbj2WfWPdStx7LPrHuoiAVuPZZ9Y91c/2m5v3u8+t9GxEQH//Z)
For example, on February 6, 2019, Nifty gave a range breakout at 10,980, and after the breakout, the price moved higher as expected. Now, we have to check the intraday upside potential of Nifty, so we added ATR (14) in the low of that candle, which will help us to identify the potential target for that day.
121.15 (ATR) +10,964.40 (low of candle) = 11,085.55
On that day, Nifty made a high of 11,072, which is near the ATR target.
ATR: AS VOLATILITY-BASED STOP-LOSS OR TRAILING STOP-LOSS
Many traders use normal support levels defined by a demand zone to set up stop losses. However, in this method, many traders ignore the speed of volatility. Hence, using ATR to set up stop losses is the way that professional and algorithmic traders follow.
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