{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "Online reference: https://root.cern.ch/doc/master/classTHStack.html" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": true }, "outputs": [], "source": [ " THStack *hs = new THStack(\"hs\",\"Stacked 1D histograms\");\n", " //create three 1-d histograms\n", " TH1F *h1st = new TH1F(\"h1st\",\"test hstack\",100,-4,4);\n", " h1st->FillRandom(\"gaus\",20000);\n", " h1st->SetFillColor(kRed);\n", " h1st->SetMarkerStyle(21);\n", " h1st->SetMarkerColor(kRed);\n", " hs->Add(h1st);\n", " TH1F *h2st = new TH1F(\"h2st\",\"test hstack\",100,-4,4);\n", " h2st->FillRandom(\"gaus\",15000);\n", " h2st->SetFillColor(kBlue);\n", " h2st->SetMarkerStyle(21);\n", " h2st->SetMarkerColor(kBlue);\n", " hs->Add(h2st);\n", " TH1F *h3st = new TH1F(\"h3st\",\"test hstack\",100,-4,4);\n", " h3st->FillRandom(\"gaus\",10000);\n", " h3st->SetFillColor(kGreen);\n", " h3st->SetMarkerStyle(21);\n", " h3st->SetMarkerColor(kGreen);\n", " hs->Add(h3st);\n" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true }, "outputs": [], "source": [ " TCanvas *cst = new TCanvas(\"cst\",\"stacked hists\",10,10,700,700);\n", " cst->SetFillColor(41);\n", " cst->Divide(2,2);\n", " // in top left pad, draw the stack with defaults\n", " cst->cd(1);\n", " hs->Draw();\n", " // in top right pad, draw the stack in non-stack mode\n", " // and errors option\n", " cst->cd(2);\n", " gPad->SetGrid();\n", " hs->Draw(\"nostack,e1p\");\n", " //in bottom left, draw in stack mode with \"lego1\" option\n", " cst->cd(3);\n", " gPad->SetFrameFillColor(17);\n", " gPad->SetTheta(3.77);\n", " gPad->SetPhi(2.9);\n", " hs->Draw(\"lego1\");" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": true }, "outputs": [], "source": [ " cst->cd(4);\n", " //create two 2-D histograms and draw them in stack mode\n", " gPad->SetFrameFillColor(17);\n", " THStack *a = new THStack(\"a\",\"Stacked 2D histograms\");\n", " TF2 *f1 = new TF2(\"f1\",\n", " \"xygaus + xygaus(5) + xylandau(10)\",-4,4,-4,4);\n", " Double_t params1[] = {130,-1.4,1.8,1.5,1, 150,2,0.5,-2,0.5,\n", " 3600,-2,0.7,-3,0.3};\n", " f1->SetParameters(params1);\n", " TH2F *h2sta = new TH2F(\"h2sta\",\"h2sta\",20,-4,4,20,-4,4);\n", " h2sta->SetFillColor(38);\n", " h2sta->FillRandom(\"f1\",4000);\n", " TF2 *f2 = new TF2(\"f2\",\"xygaus + xygaus(5)\",-4,4,-4,4);\n", " Double_t params2[] = {100,-1.4,1.9,1.1,2, 80,2,0.7,-2,0.5};\n", " f2->SetParameters(params2);\n", " TH2F *h2stb = new TH2F(\"h2stb\",\"h2stb\",20,-4,4,20,-4,4);\n", " h2stb->SetFillColor(46);\n", " h2stb->FillRandom(\"f2\",3000);\n", " a->Add(h2sta);\n", " a->Add(h2stb);\n", " a->Draw();" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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v7kazmayN7k4/TVhrpS9gUQAAuAKmmXanCQscD99Yl9NBnVsJ5KL3CAouAQCA\nvzR07WlEQRZEH3dnxrjB9NkO06dQgDgAANjE9xmH+Tg9nqzYJdTQXhiQWFnh8/1HXBjzqJ7t+qqs\nwniyKlQkBvH9orsAYhScB1mFABjCRyu0NHdDF01U8BEbSlaSwpU2NJ2EiS2X4eNFdw3EKLhNeCoB\nGZIA9EE+L7H3GgzAF2BRcAWNmzaU3IHw1A/whGAC4IUmCvwOnSgAQd+TB0Q/XqHutBRm9z+Yi94j\nsCg4gZMqQeyA2reOggqgGkwzXbS1qyH23FckLW+oq3pKonbngkBT0IurCbtaOtu1vOedmjd8vOiu\nAaHgHk5Y5je5f7vVCrmuBAyRsHvbNrQfR6VJnsbSx/lu5yM+UnDiP57Hk++uIhUaFWpUhzcWgPmm\nnQJCwTHqynkDmLUcNAdaAXRNqAHwbW8cxcNJ+YFcbBINO6ur9AchocOwaSHUi24T1FFwkn5UQv7f\n7vmIEbIQGOtkl2Ynxtgyvp9FI8ZYmp3WyU5cwhh7mG+y/ftTfLeM763tW6hWaB2R/Tmu3yS0/sXv\noKb4QHhF55xKEHfDHdEf6kW3CeooeEEXD/rORAxAKwREmp1ekrfj4TnNTo+LLd3jj4vtl818Fo3G\nkxV/8xTfvW4X48lqNh1x9QA4nScp8Jsub07gHx2+5fekMZrbkVwkRpoGLUHWg+N0NFGClkrANC2g\nAU/xHWNsFo2i6W2anci6QFLgKb5L9ydajQwJXzZzMjbYAQHwZdBc8FcWglXJp4U4Mvm1CC56exCj\nMDQKJMIHi2+uy54USQRXQhmAy8yi0Swapdkp3Z+y/fssGq2TXTS9/fx0Olonu3R64ksYY9n+3dru\nBWGFvtx9x0P96aTzBjz12F9xIMIXGxk8ih9Xvp+suFfEyHzTQVz0noFFYVDId+YHixuZDZxxWwC3\nIXOCPuLskdKLrzCQN0y4MY+Hb+PJX/P2xXobvGE6JoHr7X9OU3k8fGON7IvibvDtqDaYfyh35Fo4\n8qZHbtrrICkoSTNwKewY0bpcxDj5Cy83s8Fn9wKVwN+rLAo3ygKrzXbseh9yKR5wSXI8vUHS7MTv\neuoHyIrwul2wc5zjMr7n4QvUXdCnFg7ZrwD464kV/ppfoa5F4TPLkdBTDAXJCGJMw/WdWze2oHD9\n74Vx8auZ0+jTRe+3CRVtLQrjyWoZ3x8Pzy/JGz09PC62y/j+dbt4XGxpyZHlUXEAACAASURBVHiy\nmkUjcR2gpKbk1+ZqhM4bEsR/7YUm6Hk9gUek+xOPOeDRCdy5QDJCDF1M9yebkYweWaG/n6zoPm12\nP/JYgQ4jBq7zHep+u3AOiy7w6KI7S6sYhTQ7RdNbus/58wG7Dlyi92Lg0msED3efqPodK/oA9RkD\nZxnfjycr6gey/TuZCp7iu/FkFU1vC5eE3cN2Q+2bqGAkPtdTKhykG9j2rko91q/IJOwG5pt2jnZC\nYX9i126FdH9yJ3DJf8wrKnNqgLqqBnvIv6KsUQ8HhNdQbiQ7PzAwxpbx/TK+F70S+SV28NcKXaus\nYbuGxDLMlwO5+CAs7MRlBy6H3Lhb8Peiu0PbrIds/06J0Q/zzZrVS3NSxWgEfLq1aS8R7CQptCnt\nvDhvQQYlGn2ncPjPL7RfPmE4VmhlGkJuaoaSe63wQI5U0fncCl9+ERC8IlNuHVa0vGsBNJyL3h1t\nhcJTfEd3O+VE0VMCfcQTpkUrgmhdCPvM9kd+6DVm7c8nUgIAuuDr4TIes0nxOnUl9dFoASUwHFoF\nM86mIzE4kcKU3AlcGiSGIwDyQY6No6uqWordmA0L9Ek+H9L49rvYbC+tVOzDj6vPe6rFbVXrQI7/\neG4Qm0xpk9Ubb2FiHM5F745WFoVZNGIJk4KSELjkCDSciwaAZgM86jMCa3TdP7hvhe7kcV+Y9bF0\n9meZwgOpuYWKAf54eC7K/Nyw656nTeUl9y+6+7R1PbxuF84GLnlBR2ZAfo9hmAcgPMIO4vk8OoXD\nBdjHQGVGyb/AF1YuAXAWAmAT363QVNPwePjm4IFcVWTS9npYOBAHz5V3YK4HAMBQcN8KXZStICYW\n/aLZxCU34Xq0rhn8WJT1YNSYcTw8jzu2HLh/0d0HQsEN5MrNAIChc05SaLeVXD6kZfLzZUsrqEpE\niHkfqLzUL31OCtV1hDMAAIi4b4XWrNzs4IFwt0h3TTTDwXPlHX1aFMK21QyGNjWXlKBE4zARe9su\n+odgrNCVTRiJf2p2IGJFpsoyji6cK49a6Qu4HkB7OtEKDCUah0fYvW0tblhyDvvXKo6iowx6v6EK\nW8/vOe1nrTxM0Cl9uh7AFW0DFDY251syn3VJh4+aS6BLgrFCu3wgtYwZAz9XvgCh4AYGVIJtOtQK\nkAugG9y3Qn89PN+wRFUoXZhkoSrroVHEQG4jJk5XabYkXA9eANeDg7Q143tVZAkTTwNgANFWL+qD\n3iz22nK/ctYo0DuwKLhGK5XQ1UQM3dLd5JYAXOGVFXpxftVuYjz5jr/a7EGzA6llycg3Ie58/tVg\nf7y66I4Ci4Lv4HEcAF0ctEJrDH6L4+GXyibGP67YB2PMZDmWMPwCDl5074BQ6AdDxZuhEkBQdJ0e\nGR5C4eRe96Mcrl1ydSfhX/ACFFyyTXt7oAoPnQ4AXHE8PPNXF9sPxgpd1oQQHNByGG5zIJdZp0st\nHPkmpACL9vEWwVz0HkHBJasUS4SPuKW10A2JIJo3EHYAXMRBK7QqCJGx4sLGWk0I80rr70ntVkxQ\n4EO5mnX6l+8nK24raTbZtIMX3TvgeuiPoJIAN7l/zWgFFFoBYdNyILzoDP6w4XDHIlVSqnVrCxWo\nan8XtARZDz3h8M1siEbxE0WGSkzGDUzhshX6hiX64f28ifGPK/05nevS5nSpDkFajoJLXgCh4C/9\nRzJKLo+cB6TpHt4kAxBSoAc8skJLBYyrm+hg7tlOTtd1/SVkPXgBXA+e0r9KIPJaQVVUrpSiskut\nQzcACA9ZNOSTHfqeV7qQYy7fQb3mJThjPPmOFfUn8DtYBhYF73EjkvFC0/1R1pYBw6HrTCgHrdCF\nNZsdGQhbZT2ca0jzzAXFjFC6TfDZt+v2MA5edO+ARaFvaj80Xz15u6YSAGhD1/Zbl63Q4r38lT1r\nagVxTmf6isFJF82erktJqM6aKMTli+4LfQoFFFdpqRJ8gHYYpgIAzNA4a8AhhPpL+Q8RvOwgqKPg\nFPUGVH/MCcayJYH7pNlpnewYY7NotIzvxSXL+H4WjWi1h/km278/xXe0jh3Gk5WFbkenFdVw+OmD\nOOcB5qXA1XO5YE5gHeQSWzhdpU2InUbzZyR3Lrq/wPVgiSqZHJREaBrSCELgcbH9spnPohGZDJfx\nvbiEv3mK7163i/FkNZuOuHromiFYoQ1qhU4ORDCjUqzieFKytvA9sUupU1BhCBe9axDMaIMBGtPM\nzmPZXd1rYJZ1snuK72jgf4rv0uyUZifG2GXJ/kRrkiHhy2ZOxgaQD2ms+kLi103xWdS5cjUh/lFa\n2NmugQogFPoARQIa4Ve3OEyW8T13Jbwkb8v4Pt2fouktLZlNRyQd+BLGWLZ/t7Z77gTA52c0yA+E\nPDhRpxBTF0OpU5H8jW9/dy66v5gRCtwHSe8f5puH+YaeJIiH+WY8WeHRoUUBtY2HkYwtoBKNUFR+\nkmYnci7U9SmI6ZHSi6/Q5o3YUHdvyApdvs73k5WY7DeerM4D4UJ4FXCZbKkIs4dzPDwb3GBupC+4\nu8/aiFr/5dzvbVQq4Xj4ZvkoVG84Fpqwz42hImKraHr7ul3Q+0J/5DK+50tY6KEfEsJUsNf3xuVu\nL49RkCWC4zEKHMGUqhmEUVR2iV1O1HDMj/7eIA/zDWOMegN2foqgf9fJLs1OFLVARyd+6u8hN+B7\noff/+iksuFD45Hj4hYm9x+fCgspFXtwXuVJRRULheharQn1wlUc6mB8M6/UGMWBReJhvuCER/kgL\n+KISGoHkCL+hHoCrBMbYLBpx50KanWbRVehiuj9Zi2RkflqhJSfF1VNHZ7M8EP0+yxaqhAaSyMeL\n7hptsx7WyY7uc+ogJH/kOtml0978kY7SYpI3nyWCfkGFhbA+8Ix1ssv277zTJFPiU3xHRsds/04a\nQlxi8yHJxwB4KR/S4JYrMXsg0hg/br0F7W/5d9Fdo5VQoLik1+2imZ1AJcFCPuOiZ3GIExmgoELg\niLYEDkU4kjlBtWRofD0IJRCu8gMhkSXEX9Qvve3FsGklFOjpgQqn0L8U1Uyfcr+DaEUQrQshCwLA\nGENBBSCQ1wT2VYLbtXf4iFikFW4SdvUUbsO42OnpOl5Xi/rk2s/CGMtXWRA11pFV2xjcvuh+0Eoo\n8KcHHqPEGMsWrvgj/aFeJKNfkLsEcgG4gDtWaHWy30ZcR2VsPx6e2T+EjXQTzOjmyFe3GKU7F91f\nzFdmdMcf6TZNswCGBpIkh8Qg53+p6AqKn7z9p/CgGlShpu14kffhL2aEwjK+55Yw+CNFDN7hPkcy\nitQPUxhiMMdA6XVmAW9aORcPuKqF3MVI6YI5/Xj4pWUvGsZF75eu5npwwR/ZO1AJCnS0wgLWFGAc\nd6zQfFwfF0UyiqP+Zzci2tX+8Xw8PGtOkdAG10a+Zj2qOxfdXzAplEU+4joPx0ENk42iGqEVQDjk\n6yb1tSeOIGdLns+P5Eoorcl4FaxQuFlgBMz1YIXaRVECHCCNGEUwOxRog4O1d8RCxcIWKn7k48mK\nzxDR3YRJFk5X4yZ4DezumqgFCi51xSADlyopkAhh+R0I/fpLBXTkkQXB46MV+jNLsMsm1E133kqd\nJq6LW2t7XoI5Vz3Sp1AI+8w2wtc5HZrCjxdVmEDgqGYo0LSQXeU+BKmSBZurOONDUTAHzRH16coc\n7NQPNoHrwV3CUwnqI1K5WiAggEnct0JruhLcPxD7TdywpHA+7mDOVY8gmNEWdXL8wpMIHH5o2rGN\nmPphQHTtjnTBCn3DEn2zOSdXZaj/A0ET9lvpCwgFK6ASQA5UbAR5wu5tC1EZDxC0K9G+oAJoDFwP\nXVH6m4ZFHYAe6NEK/fXwfMMSU8o4GHM6b+L4j2d2k3y+KlgIL0ZnVTqx14UoAjlXPQKLQieoVQIk\nAgC94ZoVWj95J7emWwdioYlKc8JVVCMTwyEDOVc9AotC92Cqgg6AERL4hWpqA+UXqPjKR8w+4iEk\nA0tBGPmYxEKGcGZcAEKhY6ASdKkdrgitAOrioBW6WQ0xBw9kyE1Ya6UvUHAJuIPGHBD1ymADcEUw\nVujhHEhR6et6UY3BnKseQcEldxhiBmCTOSAErYAZZgMj4IcH/iv9frJCsk+eS2GlH4XfQNEU27lM\n0c8vfmWXlY8MfYJJ4HpwhCGqBKJe0YiioGj4IILheHjmry6274IV+oZ9XMftLwqVbnkWgAsH0nkT\nN0mtW7twjqiKJswB1wOogfzLrm8nD7jaEgD94pEVWvXcbLCJSlxwPahKO5tswgSBGcAkYFEwSftH\n28GrhI3CuJKLXag9IScAIASkEteYUdYCEApm0PuxooiCJiqtgBMIWmHfCi1m+umMZ5prBmNOzzdx\n8bnUfBhQzbsdzLnqEbgeDFBwV9Pv++J3KBnhhhudwGkS0ghAfWxaoVWDfa1SxKpA3WDM6fkmjJsH\ngjlXPQKh0AGySigBKuETTP0ABkJhGD8yd8rgfenVWbo8fR0Pv/D3RemUoC2oo2AUbihrlOs/+AAF\nMHS67hPGk1XXXY00UF3VFdZpWi92z8KB2GmlugmhL22mqII5Vz2COgoWqPasQyLUBmWXQqTrPsFm\nn1P3pv5UGB9aKwdjTs83cZECVUUUGjfRBWEPZ3A9dA3i72yAykvAF+hXikD9SpqdIq7PyI95KcGE\nzqEFyHqwz0adBAg4TU4ROl93eJhfLl+anR7mm4f5Js1O4grjyWqd7GzulYXQ9A8W06tqvVZzPgUT\nyd+4iePhF6f6UmQ9gDJqDk4bxXtQSH72h4Vw3hY4hw6SZqd1ssv273zJ42L7ZTOfRaPxZMXfPMV3\nr9vFeLKaTUezaGRn3+zbh6/icydFz7U3yZje5COc1AIiGHN6jSauozfKC1LZB66HMqhTYIzNotEy\nvheXLON7fv8/zDfZ/v0pvqN1ggGPsGYpypMs1ApKXOgyBk66P82iERcKZEWgruApvqNPGWPUFXzZ\nzNfJ7jXy3kPHuwIeY1CYwnPpMVSxCK1j94JBOvZx1frnc/t5AmuHkQI1bV0Pj4vtMr5/3S5ekjfS\nB3zJ42JLfcR4sppFo+Ph+SV5E22PocGzIhFn14Iis209swHUW78s43vxeSDdn6LpLb2fTUdpdkqz\nyxLGmGh76Jo+7MOLLmqFwfXgGsEcSCGthMI62T3Fd5dnheyUf3qgNcWnh7a77CyQCOaonQaCcs5B\nMJ6sVC++Qps3YkNm33BuWEIv5UFSaAKf8IkHKygobPRc08nwUUhvjodn15oQiM8VGHmQx0Ily7o+\nCjtt9ciNKc8KeR/T/SnNTq/bBTv7IJbx/TrZ8SWPiy3/iQfg1Kl6eBV/r8rHYuRGqhB6W9UD2fms\nXhe5CsBg6/sNwvef+gHqAdbJLs1Oy/ie9wPip14f8vfn3rz6R/txw5jgYlAUXwngN2wWdaXL8/zU\nk78KizfhuR56vEEMBDPS8E+mBW5C0EEllLzoLEolQr6DkFUCxEFN6AR678keILNolC0u8Qqz6Cp0\nkYcs2MFrLSISTBGh7poQjTpH1rnqCuanVUhboUBJUPwEkQ+S3nPRIPogRd+kv6dVrRK0RjKohKbk\nAxuLQVkFp3iK78aTVTS9zfbvZDwQl9jsByy09cHir59GU76sSOZ+xIyi9xu1MsSsh3qb/SalReRX\nMN2ir8OZDq2EAmkCuvMJp54eHAQSoRYtJ4saeNB4v4j9JoU3UoegWhIuOZ/jzcdl4eEbPA6aXFwM\nPwp1voUq17Vm2wK1aCUUKFuaexAo+9Gdpwcb1Jj/CTRBd7IougQUIwacJK8J7KsEO4buc70ESSIU\nRCk1HtjgehC2UHAOxYX5x7MuJp+D60GJaEvgDO7pASOTO1AMObtcFPgggEg3E0318BQL14PGls93\n/UT9kcnmglUJrLvKjC48PdgAKsE2krs3V5yRawUB+CB8IcAZZavAL7MhNwnTqMIEjIASzgaR7Csb\nxXLQHlEuLIQljLGzVoCG8xD3Dd15RMv2DUuOh2/jyYqxZ7mw4LXhoaU+GLTrofTW7kt4wfUALmjn\nO2BOB5Mooho3ZaYFhI+AHN1PY03B9glPebiMW6Khq/XPEq6H4hJVN0lRFy2f7S6yJQNWCaxfoeCd\nmREhtT0izR57RjItQJMBtyic3AHuho6QsiJVwBdZlz6nmT4envmrx90AflGUYlqkD1BRG+SwUg23\nk8kdJIY818O5cnPh1r4T5+9mjFm4Fuem+y+03B1wPRgBdZasUl1fARIBFGHwmUR4cr1KjLzQ5fwj\ncD3UoSwx1ZRpIezHXQgFXRQWrQqJAHHQEbr1Fc7A2AiMIEwnXegLY8py4+L80fA+tKfyYeBzhcKg\n8k3dDmTg9Ol68AhEJ3jCouRfXET3yU8XaXz7XWy2iG7DZYbsemhPF89vcD0MmvqjC+Lp+gXJqB7T\nfVZC2+0XjTELxs5zQjJLbi+4HpQop+UsMC0YtOvA9TBcjMwiDaygNb0kCjWCzlFMG03gt2eK/Jn8\nnAMif9qNJqYOE7gemiFG0m5UKgEBCtbRkmvwQQwWg/bhG5bQy9QGawHXQws2/NqNJ9/xV8uNwvUA\nSqr3FIxM0AfWKEp/0J2KGgyQNvZhGks+KtezAlwPSmrM323SJAzXQ1e4XHCpQGDKKkH+YUEf9EJR\n9LJCK6CuM2iBOk5+w1iRa/wjZjcJfA29QPUxP//Ry1OFX7KEPoWCa+KAA5XgHdWVFdh1fho6hUFi\ntCC/6HwUsCJGBz3XgwrVmVdekUtgU/tsScz1ACTkUsFQCS5wrRV0gxWgFZyiayujiW0q9IFd4Hpo\njhzbuGEmCioErBIYhEJNFlLoIiQCAAbxqbe9Hm+gOHunrK5zGVeRCt9PVoyxrx79Dq2ArAcZdQVG\nzDnkOqW6rbjkOzIgBkWD0PTvJyt63Xywmw/GPm4uJRM4H/H4x9Vnel5AyQKhHEh8PHy7ngDCPMh6\nGBC1hg2YExxEuig5i2KB2oMDYjjkLRbfC/174XPkzSXRQdAHea1Q2opx4How0sTx8G0sTM/Rpkv3\nyRhWHwgFHehJFB4Hr+GpEPLVZDmBCN0AxpO/9r0LoBuuJ924+oQl1Ld/rzAPDNYlAdfDJ4qaG3xQ\ngdMhAHQvIvwRoaJjHyZHQ/W2aB7zooj6UCz2gRyIsolPZwT5kj47+a+H55vPRZdXq1aC4KYvg4l0\nWu3vhsZgUByUAHOCXxTFM2uFm/RrVwg726qQXg5ZpQmUw4NiTgdYoXzh0vNL6Q9X/15d/Y+z16lf\ni0KPfULIdRQKT2udh0WtYgk33Rdrs9CEnVZ6aUJRvbGaktiFAY7idug6PTJ/4XjXX2JFOB5+YdwZ\ncfPxuUStDDwrP9BrK/ab4Df1ld+hdZBj2H3CsGIUGpuUYUXwGq1yTEWgLpNlLHS1quhF8Rny4+Yq\nXPFzRPlYHf8R7EgASriYlyZXy0lBDoHwhQIXB427e6iEAOAXsYFiaP8TAr2jMhhcghY/LivcODKj\nA+gSkn08qfUKVVbLUH8ZwQoF6txFE0KDoARIhPBorxggF7zmuqtffeqDoQ4A4Ar6GZTkvl4iVD7Y\nx83FeXHzwdhqPPlrqDYGG1kPaXZ6mG8e5ps0O5WvmQ8cLQwlrVxYqgkKx35aKKqEOK8SylKnq1bT\nXKjZhP539Re2+a6PB1J0iUt+GxfyGpQ1/aGWrBY2+T6BnvjzGQf6fcJ48lf++n6yGv+4GtPfH1fj\nH8/lkgq5KRob9H6XmtfOzs/DVP9Zqwn9hW4eyPEfz/zF2I080qv6HekHQ/9+3Hz+3j5/h6vvr3+W\n1O73wosxRmvyFWodhTVsWBQeF9svmzm9MeWDFLvpS3CKdghCY6c1CAxRK9zU/GHAJdEYnT7h3G9+\nPqiJJmLZXHzzwdjqqu/WF6oCeVu0GJQwZm713cBd6Kd4Q9pUDnYpsGmdVxlP/sp/xuMfV/wX3Xv9\nhs6FwjrZRdPbWTRijEXT23WyW8b39JHYz/L3PNRcXFLeRLMQRWmEkD5q1M+AEGgwj1yhjUH8qHJh\nofANlZI+wQU+5QJD6OJAkdQh/7c4mmEY2LAoUI8gvpHIWXF7KHeDcAQgIoQy2GYI5Z4q+4ROoa6f\nDL8ITgCaqAxOQxAQnRdcWic7xhg9MayTXZqdXrcL5p4PBgDXCDUtG30CAM0YSsEl4QECIQIAlBO4\nD4LgfUKowggA3+lcKMymo8fFlp4eXpI3imBiZ0dsmp3S/akjDyU9rDDGlvF9dxbONDvRE9IsGnXt\nan2Yb+jZyyz8EDo9UURHh8BsXQg7Pyr2eThd3Rr9ouoTCPQJtUCfUEJ4fUJ3t0Y53QuFaBRNbx/m\nG8YYj2DiPC620fS2i/CANDu9JG/Hw3OanQxmW+Sh+O1ZNCLDaUdXkX7x2f69i413kZaSp9NDYFYu\nhLUfFevy1ugd9AlGQJ9QCfoEU9ioo/C6XSzj+2V8L8nGh/kmmt521+5TfMfOvVJlCYdmrJPdU3xH\nPd1TfNdRK4yxdH/qSKvyEHQ6USTAu6C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D46rcgqk9MbKdc12mwWkFCIUQuJr8ifgwaTwo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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "cst->Draw();" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "ROOT C++", "language": "c++", "name": "root" }, "language_info": { "codemirror_mode": "text/x-c++src", "file_extension": ".C", "mimetype": " text/x-c++src", "name": "c++" } }, "nbformat": 4, "nbformat_minor": 0 }