STI Timing
Updated on Mon, 2014-12-15 11:03. Originally created by jwebb on 2014-11-26 12:29.
12/15/14
Comparison of the simplfied IST model to the full IST model. We see a speedup of ~2x with the simplified IST model (native STI implementation). n.b. This is run against 15 GeV Monte Carlo.
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)
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)
12/11/14
Comparison of the 9 cylinder model of the SSD to the 3 cyl SSD model. Full HFT. 3% speed difference..
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)
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)
11/26/14
Data sample:
rcf14023
200 GeV AuAu
60 cm wide z-vertex distribution (gaussian)
Generate / reconstruct against library SL14i
Simulation was performed with the y2014a geometry.
Reconstruction was performed on the above data sample with the HFT passive. i.e. TPC hits only in reconstruction. We ran the reconstruction under 5 different conditions, modifying the HFT geometry to evaluate the time required to propagate through the dead material. The five configurations run in the simulation are--
1. TPC: y2014a minus HFT
2. TPC+HFT: y2014a standard geometry
3. TPC+PXL: y2014a minus SSD, IST
4. TPC+SSD: y2014a minus PXL,IST
5. TPC+IST: y2014a minus PXL,SSD
Figure 1 -- LEFT: The time per event for TPC+HFT vs TPC. RIGHT: (TPC+HFT)/TPC. HFT slows down the chain by a factor of about 2.
![](data:image/png;base64,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)
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)
Figure 2 -- LEFT: The time per event for TPC+PXL vs TPC. RIGHT: (TPC+PXL)/TPC. Pixel detector adds 25% to the chain.
![](data:image/png;base64,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)
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W38/1pQG7xGvmu6w6t7lzu6emE8QDDVyhSSsOvv/6avn//HqILuyiKEPXgeYrit5RSSj//VN20/e9/dCmllIbhlzuVCF7Hb+i2rP0++r4/9JQYFQ8AgQh2AAhEsANAIIIdAAIR7AAQiGAHgEAEOwAEYoIaAC5ammVuPAFNnllt7rVzz+XH8kQ20/092jXzts+9dm4Smmv2d8t2awh2AC5q2/Zkbvg8J3yeQKVpmsNKbtNwz8/l8M4zuOXpZlNKh/uPnnFuuq78mglg5uZ4n84DP7evXN9xnZqmOZlPf7wwzlfpigdglfF8513XHUJs2vqca8mOgzSl4xDPt7quTwLv3sbzuw/DcHFZ1bya3ZK8n3wbv8/0AGL8XF3XR9vds8Uu2AG4m7quT8KsaZrZleCmmqZJ+/3+UUU7vEdd10f358J3bPz6bM1c8EthnXsuHkWwA7DKOMzG58unIVWW5cm59Gn3em6d527q6cIwjzIN8Uvv1zTN7GvGC8Dk23Rd+nMHNLvd7rDdvess2AFYpW3bQxjtdrvUtu1sC3sc1CnNt1Bz6zyv356D7hmrop0L6muUZXnoSq/revac+5L9fn/YdmkJ3FuFDPbxEVS+AfA14zAahiHt9/vZMBufWz7Xas2t2lvD8VZfGc2eTQ9ecjCvOUCYnlO/99iCkME+HcxgCUKA+5uupz6Wu+OXLn+ba3BdE463WnOuf42vlPHRvRIhgx2A18qXdJ0bKLZ0Xfgjz7NPLzWb9iisDd3pufe1Zc+X+U0fmxugdyvXsQPwJXOTt+T7Sy3k3I0/bbk/elR8VVWpLMtUFEUqy/Jw6Vu29lr6rutOTvWuKXtVVamu66P3nw42/CrBDsBFS6c0p9dun9tmfL+qqjQMw8lI8mfI1+HPvedcPXNZp8blXyr7XA9Avm7/UT0Ugh2Al3nmFLKPeN+v7OdRdXeOHQACEewAEIhgB4BAnGMH4IhJvd6bYAfg4NMm9CqKIlyddcUDQCCCHQACEewAEIhgB4BABDsABCLYASAQwQ4AgYS8jn1ucoVo1ykCwJyQwS7EAfhUuuIBIBDBDgCBCHYACESwA0Aggh0AAhHsABCIYAeAQAQ7AAQScoIaeIWi+O1L2w/DL3cqCfDJtNgBIBAtdviin3+qvrT97390dykHQEoba7F3XZeqqkpVVaWmaWZf0zTN2ecB4JNtJtibpkm73e5wv23bVFXV0WuKokht2x6en1vFDQA+2WaCvW3bVNd16roudV2X9vt96vs+dV2XUkqHFvowDKnrusMKblruAPCXzQR7SumohT5trbdtm8qyPHqsLMtD8AMAGwr2sizTbrc7tNhzsJ8L+6qqUt/3zyskAGzcZkbFd12XiqI4Os++3++PXjMN9iXXnHvPXfoAEMFmWuxFUaSyLNMwDGkYhlTX9aEFf628jzU3AIhkE8GeB8CNQzw/Nh4c53w6AJy3iWBfMh4sNzdQruu6kwF1APDJNhHsS63zvu+PnhsPlJs+DwBsaPDcfr9Pu93uMAFNSinVdX00Or4sy6OBcWVZrh5QBwCfYDPBXlXVYfKZfH8qXwo33gYA+Mtmgj27FNbCHACWbeIcOwBwH4IdAAIR7AAQiGAHgEAEOwAEItgBIBDBDgCBCHYACESwA0Aggh0AAtnclLL3MF4oJhuG4QUlAYDnChnsQhyAT6UrHgACEewAEIhgB4BABDsABCLYASAQwQ4AgQh2AAhEsANAIIIdAAIR7AAQiGAHgEAEOwAEItgBIBDBDgCBCHYACESwA0Aggh0AAvn26gI8QlEUJ48Nw/CCkgDAc4UMdiEOwKfSFQ8AgQh2AAhEsANAIIIdAAIR7AAQiGAHgEAEOwAEItgBIBDBDgCBCHYACESwA0Aggh0AAhHsABCIYAeAQAQ7AAQi2AEgkG+vLsAjFEVx8tgwDC8oCQA8V8hgF+IAfCpd8QAQiGAHgEAEOwAEItgBIBDBDgCBCHYACESwA0Aggh0AAhHsABCIYAeAQAQ7AASyuWBvmiZVVZWaprnpeQD4ZJsK9qIoUtu2KaWU2rY9WaXt0vMA8Ok2E+xVVaWyLNMwDKnrusMKbV3XpZTSoYU+fV7LHQD+spllW/u+T/v9/uix8fKrbdumsiyPni/L8hD8AMBGWuw5nPO586Vz6FVVndzv+/7xBQSAN7GJYM+KojiE/Nw59Gmwn9vP2hsARLKpYK/rOnVd9+Vz6MMwrL4BQCSbCvZpiE/PoTufDgDnbSLYcxf7ueCeGyjXdd3JgDoA+GSbGRVflmVqmuYQ3l3XHY2Ub5om7Xa7w+unzwMAGwr2rutOBrTVdX1ozefr3MfPl2W5ekAdAHyCzQR7Sn9NPpPS/Aj4PLAuE+oAcGxTwZ7S5bAW5gCwbBOD5wCA+xDsABCIYAeAQAQ7AAQi2AEgEMEOAIEIdgAIRLADQCCCHQACEewAEMjmppS9h/FCMdkwDC8oCQA8V8hgF+IAfCpd8QAQiGAHgEAEOwAEItgBIBDBDgCBCHYACESwA0Aggh0AAhHsABCIYAeAQAQ7AAQi2AEgEMEOAIEIdgAIRLADQCCCHQAC+fbqAjxCURQnjw3D8IKSAMBzhQx2IQ7Ap9IVDwCBCHYACESwA0Aggh0AAhHsABCIYAeAQAQ7AAQi2AEgEMEOAIEIdgAIRLADQCCCHQACEewAEIhgB4BABDsABCLYASCQb68uwCMURXHy2DAMLygJADxXyGAX4gB8Kl3xABCIYAeAQAQ7AAQi2AEgEMEOAIEIdgAIRLADQCCCHQACEewAEIhgB4BABDsABLLZYK+qavbxpmlSVVWpaZqnlgcA3sEmg72qqtT3feq67ujxoihS27YppZTatp1dxQ0APtnmgr3rutT3/cnjuYU+DEPquu6wgpuWOwD8ZXPBvtvtUl3XJ4+3bZvKsjx6rCzLk1Y9AHyyTQV7VVWpruvFVvj0vHvusgcAfvj26gJkTdPMnlcfWxpQN3XNuffcpQ8AEWwi2LuuS23bpv1+f5f9CWsAPtUmuuJz13u+lC23uHe73VEr3fl0ADhvEy32pmmOQruqqsNguRzscwPluq47GVAHAJ9sE8FeVdXJ+fO2bQ8t+JR+hP9utzs8ny+Lu1f3PQBEsIlgX6OqqlSW5dHAuHGLHgDYcLDPDYDruu6kyx4A+Mtmg32JMAeAZZsYFQ8A3IdgB4BABDsABCLYASAQwQ4AgQh2AAhEsANAIIIdAAIR7AAQiGAHgEAEOwAE8nZzxa8xXgEum1tUBgCiCRnsQhyAT6UrHgACEewAEIhgB4BABDsABCLYASAQwQ4AgQh2AAhEsANAIIIdAAIR7AAQiGAHgEAEOwAEItgBIBDBDgCBCHYACESwA0Ag315dgEcoiuLksWEYXlASAHiukMEuxAH4VLriASAQwQ4AgQh2AAhEsANAIIIdAAIR7AAQiGAHgEAEOwAEItgBIBDBDgCBCHYACESwA0Aggh0AAhHsABCIYAeAQAQ7AATy7dUFeISiKE4eG4bhBSUBgOcKGexCHIBPpSseAAIR7AAQiGAHgEAEOwAEEnLwHJ+nKH57dREANkGLHQAC0WInlJ9/ql5dBICX0mIHgEAEOwAEItgBIBDBDgCBbCrYu65LVVWlqqpS0zSzr2ma5uzzAPDJNhPsTdOk3W53uN+27ckqbUVRpLZtF58HgE+3mWBv2zbVdZ26rktd1x1WaMst8/zfYRhmnwcANhLsXdellE5DuizLw3Nt26ayLBefBwA2EuxVVc2uod73faqq6uh10+36vn9w6QDgfWwi2Ke6rjucPx+34qfBvqQoitU3AIhkc8FeVVXa7XapLMvZVvwawzCsvgFAJJsJ9nErfb/fz547dz4dAM7bzCIwuZW+FN5zz3VddzKgDgA+2SaCfTwqfi7Y84Q04+vcu65Lfd+n/X7/pFICwPZtKtjHwZ3llnpVVaksy6MBb2VZrh5QBwCfYBPB3jTNqolm8uQ1mVAHgGObCPZrCHMAWLaZUfEAwNcJdgAIRLADQCCCHQACEewAEMjbjYqHqIrity9tPwy/3KkkwDvTYgeAQLTY4cV+/qn60va//9HdpRxADFrsABCIYAeAQEJ2xY8XismGYXhBSQDguUIGuxAH4FPpigeAQAQ7AAQi2AEgEMEOAIEIdgAIRLADQCCCHQACEewAEIhgB4BABDsABCLYASAQwQ4AgYRcBIb3UxS/vboIACFosQNAIFrsbMrPP1WvLgLAW9NiB4BAQrbYi6I4eWwYhheUBACeK2SwC3EAPpWueAAIRLADQCCCHQACEewAEIhgB4BABDsABCLYASAQwQ4AgQh2AAhEsANAIIIdAAIR7AAQiGAHgEAEOwAEItgBIBDBDgCBfHt1AR6hKIqTx4ZheEFJAOC5Qga7EAfgU+mKB4BAQrbY4RMVxW9f2n4YfrlTSYBX0mIHgEC02OHN/fxT9aXtf/+ju0s5gG3QYgeAQLTYAymK4qOvCPj9j/9JP//0/19djJd4Zd2/em4/+8o5/k/+2//kuqek/nO02AEgEC124C5uPdfvHD/clxY7AAQi2AEgEMEOAIF8fLDPLRizhW1ueY9bPKNct2zz+x//c/U2z3iPZ2zzjLrf8j7P+h6f8bfv3/0267LV7/7dvNXgua7rUtM0KaWUmqZJVVW9tDz85dIlT/e6JAq2ZM3f9ZrXmM6Xe3qbFnvXdWm32x3u73a7Q8gDAD+8TYt9t9ulsixT13UppR8t9rZthfvGzF3y9PsfX5/2FLZs6e/70t++S/14hLdpsaeUjkJ83CUPAPzwFi323Epfe0792vO5t5z/fcY2kcrF9t3rfPE93n+rf8ePqv+z6/6sbSKV690Mv/7665BSGrZqv9/Pli+lNJRlefKYm5ubm5vb2lsEXdcNw/AjA9+ixX6NwWIAAHywtzrHPsclbwDwl7cI9hze+Vz73HMAwJsEe0oplWU5Oyp+HPpVVaWqqmYPAN7dtfXLrx3fPuEKgsh1XFu3T/rux/8uItbx2vr57knpjYK967rU930qiiIVRZHatk37/f7wXOTJa26pX9/3Dy7VNrVtG/LALqX1dfuU775pmqN/F23bhpou9Jb6fcp3X1XVyWej9/bY5kfFj+33+2G/3x89ltLx6Pi6rt+mPmvcUr9I9b9kv98PZVkeRrhO/z7e2S11+5TvPqU01HV98bF3dUv9Pum7H/9byFdORfq3f63xqPi3abFnuetlKvrkNdfUL2qL9ZyqqlJd168uxkNcU7dP+e7HM1COjWenfGe31C9CvdeYm9dEa/3Y2wX71LWT17ybW+o33iafuoj6+aSUDufYIh3IZdfW7VO++6qqZi9t7fs+RH1vqd8nf/e5nhHre4u3D/Zzoh/BXqpfVVVpv9+nuq7D/OCxzqd9913XHc4/RzzAu6Z+n/Td54OYvu8PY6744a3OsU9dMyvdO7pX/aKNO1iSAp9nu7Vu0b/7PAYhwr/3OV+pX/TvPsv1jPpvf423Psd+jchHqildV79zcwEQW9TvftyK3e/36jcj6nc/lXsxotdzrbcP9nN/uBGC/Zb6NU2z+Ace4TNh2Sd99+OlnKPVLaXr6/cp333TNKEua3yEtw/2lC5PXvPu1tSvGk1cM73uPW9TluWDS8orfOJ3Px413nXdye3dra3fJ373+Xdv/JsYfRD1tUIsApO7rMZHcZEGUlyqX56859zrU7JATkSf+t3nH/JpkKUU45K3NfX71O8+X/7Ztm1q2/bweF3Xgv3/FOnH4Ln0/fv3t/8DiH7Udm39pkf2fA7f/ef6pO8++m/+Nfq+T2VZ/ji4S4GCHQA+0TjYQ5xjBwB+EOwAEIhgB4BABDvAF4znKc+j0pduKf11Hfb0tjQAbG6/Wxr1f27g2vTa+q7rDo9d+qzydpeeH5vb77R8nzDQLsTlbgCvMDe/REo/AqZt29lLsHIgTS9Zzeutjwcxj2eey9es53Xa82Ovdm6holzebLfbHeo3rn++rG/82Lhu089x7jNomuboM8/lymu1j+cGGN/VAvGWAAADBklEQVSP6q3nigd4lXRmfvKl5/Lc71PTNcXPzfO+tI9XOVfOrK7rxfnuy7JcfG7pc0yT+fPTwlr1c2u1n/ve3lX3KXPFAzzKo6+hbtt2cda4pmlSXder9zU3DWtu0ab0o2dg2uMwPXWwtG1Kp7Nj5u3Gn03btnddeW/82eT9zu0/T2gzVtd1yFUAx7TYAa50rgU6DNe32KePL21/ydJveRq1aKe9AdNVJNOk9Xtu2/zY9LOY3j+XMde22HN5c5mu7cFYWjXznY1b7M6xA9wgn8+91dxCJl/Z3yX7/f5wLrtt25Pz2WVZHlrY0xb4uW3z9uPpXVNKJ9PdfsXc1LoppZNeg7W2MDbhkQQ7wI2+EhBz4fhI4znWlwb15YONYTIL6aVt5/Y1Pkjpuu5Li9Gsec9bRF0ZULADvMCaQFkKnrySWz44mLZox70B05DO299qzbbnlpC9RR7lfu75aY/BWFEUIRYHWsvgOYAbPTIoyrJcDKvx0s1VVaVhGNIwDIegz/fHoT6+BK/v+5Oy5+74cZf82m2n98fd8Oceu5e5pVyzc4McI7bWU9JiB7jJo9c5z13j02uum6ZJfd/Pno8/F1S73e5oNPj4mvK8z3w/j5Ifv3Zp21zW8f9Py3apRf1V+aAkX7M+/hxyb8bc+u2RGRUPcKVLI6vTlaPiz73H9HZpNP6a9xzvZ1rWcd0ubZtfMx6hvnTd+dIo/1uuY1/az9znNd3+0hUN72g8Kt6yrQA3ms4U9yhbX2N9/DksjQs4d635vV36vPJ1+Fv8LG9lPXaAO3hmWG3VeP73S551IPQu5bgn67ED3EGei/yTXTMCfgszvlVVdXKpYTQGzwF8QbSW37WuGYj26lBP6TMGzmmxA0Aggh0AAhHsABCIYAeAQAQ7AAQi2AEgEMEOAIEIdgAIRLADQCCCHQACEewAEIhgB4BABDsABHJY3a3rutT3/SvLAgB8UZFSGj592UEAiKAoih8t9v/85z+vLgsAcAfOsQNAIIIdAAIR7AAQSJFSMnIOAIL4X0l1Ww8VA2z7AAAAAElFTkSuQmCC)
Figure 3 -- LEFT: The time per event for TPC+SSD vs TPC. RIGHT: (TPC+SSD)/TPC.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfYAAAIOCAYAAABKwi9VAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3c+uI8d5N+C3P/haJI2CGUv7AGxegCNotEigKICRhVcBslCkSIkEkpACCZZnESTrbGwL2Vi2kwtgE/A+igRLtm4hF9HfYtxUk4d/mmQ32VV8HuBg5pBNnuK//vGtqq4uIqIOACALP4iI+P3vf3/rdgAAF/qzP/uz+H+3bgQA0B/BDgAZEewAkJEf3LoBAJCi3/3ud523/fM///OT7vPQ9se2UbEDwMjs+9LQ5cuEih0AztSlEj+1sm+2/93vfrdx/+37OfR3D1bsxxpzSmMBgON2hXnXUI84EOy77uyU6wGA85xTqTf2Bvu+O93+/Sc/+Um8/PLL3VoKAHSyHeJdJ+Ad7IrfDvfmp/GTn/wkIiK++eabzg0FAI47VFQfcnRW/L5vCEIdAIaxr/u9S7h3OtxtO9yFOgAMY1eonxLunQ93a6bgC3UAUjPEYjJDODRR7tChcG0nHcfe3IlQB4DhjgzbF9rtcN+niIjaaVsBIH1O2woAmRHsAJARwQ4AGRHsAJCRH0RE/N///d+t2wEA9EDFDgAZEewAkBHBDgAZEewAkBHBDgAZEewAkBHBDgAZ2Xt2t7Isd15eVdX6+l3/79OxNuzavu/27bvtNR7/Kbafq1PaM7bH0rRjn0vaN5bHB+SvS36cc/tjDp629dAdXmvneO7fuebO+9ZBsevFP/cNcevH0mi3QxgDdHd2V/yhiqosy/XP0Pb9neay7X9PVVXVg9tuB82u67fbtWubQ793tS/0ttvdfh72Xb6vXbue4333t327IR16n3V9D17rfQqwT5f91bF9btvBiv0cu0JvqGpruwt5lybgrlXxXfPxn2r7+aqq6uDzc+yx7Lq/Q/8f6rEc+5tdHt+YXifgfpySGV33WQeDfTssb7Hj2xXYXSrUsTklQIdsw7XvL5WwTKWdQFr6zKWu+6mzx9gPucUDGVI7lLuE8Ji/YFxD+0vWGF6/fVJpJ5CufcXcod8v1XtXfISdZJfgv/YQwbWl0sWdSjuBfPW97xn8OPZrVa9D/51zg7jdru376CPc9w1B7LrfXF6LvqTSTuB+dJlAd0zvFft20Fz6TeTQGPt2V+qxJ+Ra49h9Pv5z/ua+v3uo63nX83PuY7lGF/ehtnVtt6544NZO2c923WcVEVHbqeVPVzNAurruw8uy3F2xHyv3rxEQKbThWu0AgK52BvsYwkobAOB0g0+eYxx8SQFI1yn7cMEOABkR7ACQEcEOABn5QUTEf//3f9+6HQDABX72s59FRGtW/LNnz27WGADgfO3JdRuHu9V1fe22AAAXWq1W6/8bYweAjAh2AMiIYAeAjAh2AMiIYAeAjAh2AMjIzrO7wZj967/+60nb//3f//36/++9997e7T799NNO9/fZZ5/FV199tXHZz3/+85Pa1NUbb7yx8fvLL78cH330Ua+3+4d/+Ie999MseDGUf//3fz9p+7/7u79b//+f//mf9273L//yL53u79NPP42vv/5647Jf/vKXJ7UJxqh+++2364ioIQWvvPJKHRGdf3784x/XdV3Xr732Wqft9/npT3968HZvvfVWb4/x0aNHB//WBx980Nvtujwnb7/9dm+Pre3VV1896bX8t3/7t7qu6/r1118/uu1LL7209+9+8sknB2/75ptvDvJ4YShVVdV1/fzzrGInOT/+8Y/jyy+/3Ljsyy+/jC+//DJeeeWVeOWVVzau2/79xRdfjJdeeunB/f72t7+NiIiiKB4s1vTZZ5/Fu+++GxERT548ibfeemt93VdffRW/+MUv4he/+EVEXF69v/HGG/Htt99GRMQHH3ywrrQ//PDD+NWvfhXffvttfPzxxw8q8HNv1/jRj3704LI//vGP8d1338WzZ8/iu+++i//6r/+66LFt+9u//dv4n//5n43L/uM//iMiIl599dV49dVXN65rV+wRES+99FI8evTowf3++te/jj/84Q87X8tPP/003n///YiIePz4cbz55pvr677++uv4/PPP4/PPP48I1TvpUrGTvKaKb6rzXZqK/cUXX9y7TfypYnvttdd2Xr6vKm9X85c6dj9NVf706dOr3K7ZPzT7iqE1VXxTne/SVOyvv/763m2aNv/TP/3Tzss/+eSTnbdrV/OQinbFbvIctLz22msREfGHP/xhfdnf/M3fRMTzSn1fNf7OO+/EkydPNrY/x4cffhgRsbMKbXzzzTcREevq/JLbdfGzn/1sXc2ndMKo119/PSI2H+9f//VfR8TzSn3ffIv33nsvHj9+vLE9pESwwxFNF3u7+32X//3f/4233nprHfCXOBa+H3zwwTqo+7jdMU0X/Hfffddp+6IooiiK+Ku/+quT/1bf2s9J08W+Pflx25tvvhlvvvnmOuAhJYIdWppKfdcY/DvvvHP09j//+c8PbvfDH/4wiqLYe317/LsoinUlfmi7S253jkOz6Mfk17/+dUQc7sXY57333otf/vKXB4+igLEyeY67tGuH/Zvf/Cb++Mc/rv9/Kx988EF8/PHHERHx8ccfx8cffxyPHj2KR48eHTxs7dzbdfXCCy90rtjruo6PPvpo7xeMvnz77bc7D3v74osvHvy/OZxRFc49MHmO5J0yee7Yzz/+4z+ub9NMinvy5Ekv7Xzy5Ennz9rTp0/3Hr62PQHukttFx4liL7zwwlUm0J0yee7YT3viXDMp7vHjx4O2H27B4W7cvWaS3LbtSv2dd96Jd9999+iY7BB+9atfrf//4YcfxjfffLOuPr/44ot44403Nra59HYp2ne4W8Rm1Q73RLBzd1588cXButp/+MMfRsTziXTt3xvNF4Tty5vt92l3o7/xxhvxxRdfdAquc2+3S9MNP/RqdKd49OhR58fz3nvvxfvvv/9gpbl9njx5Eo8fP3YsO8kxeQ46+uyzz45e/9VXX21U983vxy5/9uxZRDxf+vXQ5LqI5xV5U6U2Y9jn3u5eHVs+uFlqtuuXABgTwQ5HNIe5NYe97bPrsLi6rjd+mkPhti9/++23N+7r3OAdKrBffPHFiNi9Ol1KmlXmmsPe9mmuN9GOFAl2OKJZlOarr77au/hM+8Qwlywp25y8pZndvsuHH364Pja76Wo/93Zd/MVf/MW6G/6UJWX7OLSub023+tdff7138Zn2iWF0w5MiY+zQwU9/+tN4991312vCtxeiadaKjzi+iM0xH3300Xpd96Io4unTp/Hyyy+vr29PhHv69OnFt2sriiJeeOGF9e/bh7Zt9yoc0gwL/P73v4///M//7Hy7a/jkk0/i/fffj88//zy+/vrrePz48boyby6LiI015CE1DncjeX2tFX9IH2d363q429OnT08+S9u5tzu0fUTUP/rRj44/OXvu8y//8i9Pvm1fa8Uf4uxu5KZ9uFvxp2CPZ8+ePTgLEvDQ9vnYnzx50mlVusazZ886V7/N4WqNrgvNnHu7e7N9PvZDa8jDmK1Wq5hMJs+Xcw7BDgBJawe7yXMAkBHBDgAZEewAkBHBDgAZEewAkBHBDgAZEewAkBHBDgAZEewAkBHBDgAZEewAkBHBDgAZEewAkBHBDgAZEewAkBHBDgAZEewAkBHBDgAZEewAkBHBDgAZEewAkBHBDgAZ+cEQd1pVVczn84iIWK1WMZlMIiJiPp9HWZZD/Mm1oigGvX8A8lLX9a2b0Kveg70sy1itVhERMZlM1qG+Wq1iOp3GZDKJqqr6/rMbcnuRABhGjsVgr13x8/k8VqtVzGazqOs6qqpa/9R1HcvlMlar1bqaBwD61WuwLxaLmEwme4O7LMuYzWaxWCz6/LMAwJ/0PnnuWDU+9Bg7ANwzs+IBICODzIq/tX2TIUyqAyB3vQf7sUPahp4RHyHAAbhfvQf7arVaH+4GAFxXr8GuUgaA2zJ5DgAy0nuwV1UVZVlujKWXZRlFUURRFA53A4AB9doVX1VVTKfTjcvaq9FFPF/EZjv4AYB+9Brs0+k0ZrPZxiI126vRlWX5IPwBgH5cZeW59mVNV7yKHQD6N+jkuSa8jasDwHUMMnmu4SxuAHBdvY6xTyaTmE6nsVwuo6qqjUlzjaZ6H7KKt6QsAPeq91nxRVFsTI5rqvb5fL4+Xetyuezzzz4gwAG4V70vKduEanM8e6P5v+55ABjOYGd32+5qL8vSJDoAGJiV5wAgI1aeA4CM9FqxNyvP1XW9rszbK8/N5/NYLpdHT+t6aBy+Od/7fD735QAAtoxy5bnFYrHz+rIs1zPrm94B4Q4A3xvNynPN2Py+Y9CbLv26rqOqqqiqamMNegBgZCvPlWX5YEGb9v1OJpMHl6nYAeB7vQZ7s/JcVVUPJs019q0814yb7/sysFqt1pPumm0BgE29BntTPU+n0/VYeHvluaIoYrVanb3y3GKxWM+6XywWURTFzoq9ObSu6w8A5CK5lefay8U253bfXkLWkrIA3KvBJs/t62q/xHa3vu54ANg06Kz4tku7vLcnzkUcPmQOgPEx/Dm8qwX7pZpj2Nth3ix+A8D4CfXrSCbY5/P5etZ9M+ltMpmo2gESI+CHNdjZ3SIevnjt3w9NcNt33fZx604oA5AGYX49gwZ7O6CLoojlcnlxGAtzgPQVReEIpoFctSteKAPcH9X6dSUzxg5AXgT+MAbtim87d7U5gDHSldyd5+m6rhbs17TvW6A3F9AHlSZjNsjZ3YqieLAqXHOY2jVWi6vreucPQJ8EPGPU+0lgptNpTCaTBxPllstlTCaTWCwWJtEByRLmjF2vwd6E+vYJYCJifcrV2WwWq9Wqzz8LcDOCnrHpvSv+WFd7c70V44DUCHFS0Huw62YH7o3AZ0wGmTwHkKN9E3PHNjnXF4371muwNydpOaR5w6nsAfon1On1OPbmULfmzGvt8faqqmKxWESExWoAhmYBnfvV+wI1dV3HfD6PxWLxoHp3mlWA4ajWiRhorfj5fL5zDEqoA1yPoL9Pgywp2wT4rcbRLSkL3BshTqP3YN9+c81ms6ssI9smwAGeM9Z+f3rtim8q9OVyubGELADDSuVQPIbXa7CvVquYzWZRluV6CdkIx7YDwLVYeQ4AMjLIrHgA4DYEOwBkpPdZ8buWlN11mQkdANC/XoN9NpuZKAcAN9RrsF/7eHUAYFOvY+xFUajYAeCGBllS9tYsKQvAvcoy2AU4APeq92Dv2hVvIRsA6F/vwb5YLDqtD6+qBoD+9b5AzWw2O3gyAiclAIDhWCseYGDOlc41jXJJ2S7Hw8/nc8fNA6Mn1Lm2XoN9Mpn0cj+LxeLgJLyqqo5uAzAmYw74MbeN0/Ua7FVVnd0V39y2yxts19rzAGOTQmCm0EZOM6qu+LIsYzabHd1mMpn01jsAcC1jDtExt43TjGaBmrIs19X+vsPl5vN5rFarqOvaJD1g1FIIyhTayOlGE+xdLBaLWC6XR7c79c3q8DvgWoqiuOk+59Dfv3Xb6EcywV4URcxms06VujcmcGtj3A+1ix7Ver6SCPZm9nt7ct5qtYqI5134ZscDdHco1FXt6Usi2HdNqmsHOwCHbYe58M5XEsEe8XDRmqZKt0gNwOlU5vka1eFuAPTPePp9GWXF3uVbpHF1gMuo2vM0ymAHoD91Xa+rdkGeP13xAHdEt3z+BDtA5oT5fRHsAHdG0OctyzH2fW9aY0vAvRHi9yfLYBfgAIeZEZ+vLIMdIAd9hK/wvj/G2AFGSBc65xLsACMm4DmVYAcYGWHOJQQ7wMgJek4h2AFGRIhzKcEOkACBT1cOdwMYEYencSkVOwBkJMuK3ZKyANyrLINdgANwr3TFA0BGBDsAZESwA0BGBDsAZESwA0BGBDsAZESwA0BGBDuQDeupQ6YL1Fh5Du7PNUK9KAr7EUYvy2D3wYP7NVT46g0gFbrigeRdM3QFPGMn2IHs9B2+wpyUCHYgabcIXUHPmAl2IEt9ha8QJzWjDPb5fH7wurIsYz6fR1VVV2sTME51Xe/9GZLAZ6xGGeyLxeJBaFdVFUVRxGKxiLIso6qqmE6nwh0Y1K2+OMC5RnO4W1VVMZ/PY7Va7by+qeLbH6ayLGM6nfqAAcCfjKpiL8syZrPZzutWq9WD68qyvEKrACAdo6nYy7JcB/VisXhw/a6qXDc8AGwaTbCfqizLWK1WsVwuH1x36qQWXfkA5GJUXfFdzOfzKIpiHeq7uuMPTXYxAQaAnCVVsTdV+mw2O3hIHADcq2SCvZkxr8IGgP2SCfbFYhGTyWTnhDmz4wHguWSCPeL5IW/T6fTB5ap4oCvnVCd3owz2XR86H0TgUpaB5R4kNyse4FICnpwJduAuCHPuhWAH7tLQQe+LBLci2IHsXTtkhTq3NMrJc5fa96EyAQ9oG3qGvBn43EKWwe6DBLRdc5+gWufWdMUDDEjQc22CHaAnQpwxEOwAAxP4XFOWY+wAt2B+D2OgYgeSoOqFbgQ7MHpCHboT7EAy+gh4XxLInWAHRq3PIBbq3APBDiRF1Q6HZTkr3pKykAfVOpwuy2AX4JC3PtZgt447ucoy2IE89BW8qnXuiTF24G4JfHKkYgeycKhrXZc790TFDiRP5Q3fE+xAErqEt4AHwQ4k4FBgC3PYJNiBZKja4TjBDoyaah1OI9iBpKja4bAsD3ezpCzkoUu17nMNm7IMdh90yFs78C0NC5uyDHZg/LoE8r7rdbXDfsbYgavrO5gFPXxPsAOD2xe85wSyEIfDBDswqO0gHiqYBT48N9pgn8/nB68ry/LgNsC49FW113W99wcYcbAvFouoqurB5UVRxGKxWG/jWzqM17WqdeB7owr2qqqiLMu9H/6mQq/rOqqqWn9DV7lD2gQ+9GdUwR4RUZZlzGazndctFouYTCYbl00mk52VPdDdEMF6aKEo3egwnFEFezNufqgCL8vywe+r1WrYhkHGrl0tq85hWMktULMd7LucMxkH7l3fK7j5XMFtJBfsXdihQDeqZ8jPqLriuzCeDsMR9JC+pIJ910S5qqoeTKgDjhPikKekuuLn83lMp9P171VVxWq1iuVyecNWQV72jbU7ixqkIalgL8syJpPJRqUxmUw6TagDNp0S0qp7SMdog33fTqeqqo3ueKEO16Nqh/EbbbAfIszhelTrkJakJs8BtyfoYdwEO7BX1xAX9jAegh04WTvIhTqMS5Jj7MccOvkE0N2pM+d9xuD2sgx2Oxe4DtU6jI+ueKA3gh5uT7ADZxHiME6CHeiVwIfbynKMHRieuSwwTip2uFMqa8iTYIc7JNQhX4Id7piAh/wIdrgzwhzyJtjhzgl6yEuWs+ItKQu7CXHIX5bBLsDhNNZ5h3xkGezAbu3wFuaQJ2PskKl93e5FUeiSh4wJdsjQoVDvsh2QLsEOGRPccH8EO2Sma7V+7HIgTYIdMnet4PYFAcZBsENGzq3KLw1loQ7jIdjhztV13dthbwIebs9x7JCRWxyXLsxhXLIMdkvKwu1Y+AZuK8tgt1OB61Ctw/gYYwd6D2iBD7eTZcUO96KPbu9LQljvGIyPih0SpcoGdhHskLhLAlmYQ36SC/aqqqIsyyjLMubz+a2bAzcxVCALekhfUsE+n89jOp2uf18sFlGW5e0aBCNxTiALcchTUsG+WCxiNptFVVVRVVUsl8tYrVZRVdWtmwZXM3QgC3xIW3Kz4tsVumodvnfqDHkz2iFPSQX7ZDKJ6XQay+UyImI9xi7gSd0poSyQgUOSCvaqqqIoio1x9ibk207tSrSj5JZ0fQN9SmqMvSiKmEwm67NRzWazmE6nD8bYm+u7/sAYCHigD8kEe9Pt3g7x5jKHvZEqE+GAviUT7PtMJpNbNwF602cQC3W4T8kE+67qvKqqWK1WKnaS1CV4+whnAQ/3JanJc8vlMqbTaSwWi/Vls9nMrHiy0syQt1QscI6kgr0sy6jrej3OLtAZk6GOI+/rDG4misJ9SCrYGwKdsRnTmdZU63DfkhljhxSM+eQsAh/uQ5IVO4zJmKr1CAsuwb1TsUPPxly1A/nLsmLftwNUydCXPmau7+N9Clwiy2C3Y2RIXY8/9z4EbiHLYIdrEN7AGBljhxMY5wbGTrDDBQQ9MDaCHTq61truAJcQ7HChJsyFOjAGJs9BR32t7W7SHTAkFTv0oGu1rqoHhibYYQDHAlzAA0MR7Ny9S0NWtQ6MSZZj7JaUpashw9ZYO3ALWQa7nSWnuiRku9xOtQ5ci6547tYYzsIm8IG+ZVmxwzn66BrfFdTNZXqSgGtQsXOXhq6Udy1aozoHrkGwQ8u54VsUheAGRkFXPHepz27xfYG+r1telzwwJBU7AGREsMMFzul+12UPDEmwQ8+OdbXrigeGlOUYu5XnuIZDlbf3GnArWQa7nSp9OWeymwlywC1lGezQh2Nj4cIbGCNj7LCDhWWAVAl22HLKcekAYyPYoQOhDqQiyWCfz+dRlmXM5/NbN4XMHAtwAQ+MXXLBXhRFLBaLiIhYLBZ2tJyl7/eN9yEwFkkFe1mWMZlMoq7rqKpqPSu5qqrbNoykXDqGvr2dUAfGJKnD3VarVSyXy43LHHLEufo+T7rj14ExSKZib6ryZmzdGDvnOLZa3PbPsftRrQNjk0ywN4qiWIf8vjH25tzYXX/Izymv66lhfyj0vZ+AW0su2GezWVRVtTHGvl25H9oZn1KVkaZrHYcuxIExSi7Yt0N8MpmYPMdOfVXtQ/5dgL4lE+xlWUaEGfAc1qVbvS96gYAxSibYI55X5+2KvaqqWK1WJtGx162qdoBbSepwt6qqHkx4m81m62qe+9Y1mFXUQM6SCvaIWC9OExECnU4cXw7ck+SCPUKgc5q6roU7cDeSGmMnf+eOcx+6nbFz4J4IdkZj6AAW8MA9EOyMTjuAu4SxwAb4XpJj7Mfs29EbYx2vfUsDb/9+6WtorB3IXZbBbsedvlOq9ub1VrkD6IpnBK69iIwvAEDOsqzYuV+Hqnc9OcA9EOzc3HbgHquod42TnzrhDiBXuuLJiuPZgXunYmcU2lV4uxo/dG71fd3uutyBeybYubljp1o95/6EO3CvdMUzGud0leteB9gk2LmqXYvOXOPvANwLXfFcTdflYU/pRtflDrApy2C3pOy4NeGtqgboX5bBLsDH59TV5byGAOfJMtgZP+ENMAyT5xicLneA6xHs3IzAB+ifrngudqxbXZc7wPWo2LmIqhtgXAQ7vRDwAOMg2DmbMAcYH8FOb5wyFeD2BDtnOXXBGQCuI8tZ8ZaUvZ32crHbz7dFaQCGl2WwC4/hHXqO21+sVOsA16UrnsHsCnVBDzAswU6vBDfAbQl2rk74AwxHsHO27YDuOmnRHAiA4SQd7GVZ3roJd6trqB+7DoB+JRvsZVnGarWKqqpu3ZS7VhTFwUp9V3Uu6AGGk+ThblVVxWq1unUz7lbXYBbgANeXZMU+nU5jNpvduhlcQOgDDCO5YC/LMmazWczn81s35S6dE8hNl/z2DwD9S6orfj6fdxpXPzV8hEz/PKcAt5FMsFdVFYvFIpbL5dFthcpw2s/tsZnwXgeA60umK77pep/P51GW5TpUptOpw96u6FhviK52gNtKpmKfz+cbXfBlWcZisYjJZCLYB9SuvJ3cBWD8kgn2siwfBPhisVhX8Jxv36lWm/A+dTEa1TrA7SQT7AxjX3gfI7wBxinpYBcul9l3WtWmej92W88/wPgkM3mOfhkjB8iTYOcBS8YCpCvprnjOc2kg64IHGC8VOydTqQOMV5YV+6HTiN67Ls+N4AZIV5bBLsBP12WWe5fZ8gDclq74O7MrvNtLwB5bfGbX/wEYD8GesX3Hqe+7TFgDpE+wZ+oaIe2LAMD4CPbMde0+F9IAeRDsGeraBX9Ml1Ow+kIAMC5ZzopnUxO+XSbI7eNIA4A0qNgz02d3u2ocID0qdiJCRQ6QC8Geme2A3q6691XhTsMKkIcsg92Sss/pSge4P1kG+70FeF9U7QDpyzLY71UTzMcCWngD5Mus+ExsLwurGx7gPgn2OyT0AfIl2DNwalDrigfIl2C/M0IdIG+CPUHnnBf92JrvAORBsI/MsaA+d3zcuDrAfXC424icEupdjjlXoQPcHxX7CHWtroeq7gFIV5YVe4pLyvZ1VrYxP0YAhpdlsOcQbu1V5ACgK13xI3DojGt93RcA9yHLiv3e5NBDAUA/VOwj0ATzOQEt1AFoE+wjoPscgL4kF+xVVUVZllGWZczn81s3p1fG1AG4VFLBPp/PYzqdrn9fLBbJB9ul7dcVD0BbUsG+WCxiNptFVVVRVdU61FKp3PsI8e0fAGhLZlZ8VVUR8TDEJ5PJ+rox2xXqp5zABQC6SKZiL8tyZ8CtVqsoy/L6DTqTcXQAhpRMsG+rqmodeNtVfFEUJ/0MzTg6ANeSZLCXZRnT6TQmk8nO0Ns1Fn3o59pO/UKhYgegq6SCvV2lL5fLZMfWjxnDlw8A0pTM5LmIWFfpKQT6Jbqcax0Adkkm2Nuz4ncF+5gm0LWDefsMbcfO2CbQAbhEcsHeXqCmMaYqvkvX+6FwV60DcIlkxtjn8/neyW9jCfW2Jri3A7z5fUyT+QDIRzLBnoJ9IQ4A1yLYb0DgAzAUwd4TYQ3AGAj2G/FFAIAhJDMr/hT7QnOIiWnNLPbmvgU2ALeUZbBfa2b5uZPlzHwHYCi64k9w6NhzlToAYyDYO+rrULZjK88BwCWy7Iof0rkndbnk9gDQlWDv4NIw33efxtoB6Juu+CtSrQMwNMF+xLlh3OV2gh6AvumK79GhrnUhDsA1qNhvTOAD0KcsK/Y+Vp47J3APTYgzUQ6Aa8gy2C8N0UuOUQeAW8oy2K9NoAMwFsbYtxjzBiBlgr1liIVoAOCadMWHMXUA8nH3FbuudwBycrfB3keg+1IAwNjcZVd8E8jG1AHIzd1U7JdW13VdC3UARu8uKvZLKvQIVToA6ciyYi+KYuPnEtcO9RzG7VN/DNopkVbXAAAGXklEQVR/e6k/htTbH5H+Y0i9/ZfIsmJvh7EqHYB7kmXFDgD3KsuKvWHWOwD3Jutg70KQA5ATXfEAkJHkgr2qqijLMsqyjKqq9m7XtRv+1O76obc/R+qPQfv73f4cqT8G7e93+3Pk8BhykVSwV1UV0+l0/ft0Oo35fP5gO28AAO5VUsE+nU5jMplEVVVRVVXMZrNYLBa3bhYAjEZSwR4RGxV68//m31MqdUvEApCjZIK9GU8vy/Li+xLoAOQqi8Pdqqo6qVrf3nZskz7OmSMwtjbZPq3tr/E3bJ/W9tf4G2PbPhdZBPspVOsA5CyZrvhDVqtVp+2EOgC5SybYm7H1Q8eu79JMkhPqANyDZII9ImIymeycFd8O7+0fALgnSQV7VVWxWq3W51lfLBaxXC7X13VZkW6s2u3ftehOavo4euEW5vN5sq9Byu+hQ+0d+2vSte1j3i91eW7n87nXICH122+/XUdEnYrlclkvl8uN3yOinkwm9WQyqSOins1mN2vfqWaz2YP2p/R6bGseQ/s1SkHzvKf4Gux6D00mk1s3q7N975cUXpNdbW/2Sc2+aOyfiWNta+9jx2hf+9ufhbG/Bpeqqqqu6/VnJr1g37b9hmt2cqnY9UUktS8njfYOLaUPUPPBb0vpMWy/X5rXYcztXy6XG4G93dZdn+OxfC6Otb257thlt3TsMbS1v2CNxTnvn12f81y0gz2prvhDDq1IN2ZN19B2W5ulc1MznU5jNpvduhknW61WD16Duq6TGlJotzWVdpdluff9slgsYjKZbFw2ps/FobavVqsH143xNTn0GNrbTCaTB6/FGBxqf1VVD9rcLEd+D5Ku2JvKZFuM5Jv9uVJs/2QyWbc5Rl4ttrXfQ023aYrPffOctyuZVOx6v+z6DIyxN67re33Mr8m+x9B+vsdc7R56/zSfh9Q+06fKsmLfJcVvZu1V9FLocWjM5/OdVW9KiqJYv2cWi0VSq1Y17Z5OpzGdTmO1Wq0nlqZsjFXuOcqyTPI1aU9QTtFisVifEbT5TKeYC6fKOthTU5bl+gx2dUKH6lVVlfwOICJiNputu+qa5z+VLypFUazfN3Vdx2w2i+l0ehc7sTGbz+dRFMU61FP6olIURcxms6TavEtd1+vP9GQy2Tj1d66yDvZU3pDtKn25XCa3M27PaSjLcv1YptNpMq9BRLrzHJp2t9ua0jyTQ1J4/vcpyzIWi0XMZrPk5ms0z3v7EMrVahWr1Sqpx7E9/p7656Gr5NeKb69It/2GS+UN2D7PfIq2jw9tdmiTySSJ1+DQeyhlY5zsdIpdn4ldE6LGqBmaSqnnrW3XpLRm6e5UPiO73iep7mPPkfTkubp+OKljjBNs9mkflrTrJ1WR0OS5un74HkrhcLG2SPBwt7Zdbd2eGDvWx7SrTfGnQ8NS+Ux3eV5TmzzX5ED78uZ1yVF78lzyFXvE913Z7clOqYz3tic9bUu5ik/NrvdQSuOLy+UyptNpLBaL9WUptX+X5jCr9muSSi9QxPMKd9fnuk60ik9N05PYfg3uZZ9axPOKPZ49e5b8G655wVL54DM+qb+HUm//LtvDPHCKe3n/rFar9RfhLCr2Rs4vGteR+nso9fbvkuNj4nru8f2T9ax4ALg3gh0AMiLYASAjgh0AMiLYAbi5ZtXKQz8R3y/Tu/2zb5LcrvvN/ZC3rGbFA5Cm9nKvzfkndq3F0IRye62SZvuiKDYO224v1V2WZVRVFfP5PKbTaXJr959CsANwc+2QbZalbtap77J9cxKtZmno5otCO+ibcG+2TX3tln0EOwDZac5Xscv2+S1yI9gBSF5Tobcr+X1nczvUE5ADwQ5ActrnEGhsn5HuXgl2AJKzfaKvnCvwUzncDYDkNN3ph7rV942jN2dzzHWcXbADkJ3JZLJxGuO2XePxORHsAGRn3ymM5/N5rFarrMfjjbEDkKXlchnT6fTBRLvJZLJ3xnwOBDsAo7Nv8ZhTxsXLsoy6rjduk2v3e5tgByBr9xDmbcbYASAjgh0AMiLYASAjgh0AMiLYASAjgh0AMiLYASAjgh0AMiLYASAjgh0AMiLYASAjgh0AMiLYASAj67O7VVUVq9Xqlm0BAC5URES977y3AEA6iqJ4XrF/8803t24LANADY+wAkBHBDgAZEewAkJEiIsycA4BM/H82fCMMpHbScQAAAABJRU5ErkJggg==)
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)
Figure 4 -- LEFT: The time per event for TPC+IST vs TPC. RIGHT: (TPC+IST)/TPC.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfYAAAIOCAYAAABKwi9VAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3c+u69Z5N+BXH3IPvYTknB479rwAqUE7NWyPbDhA4EFGATow7DaNA0mo67RxPSjacScJkpGdFp11IgrI3K6d+iTX0IvQNzihTGmTEqVNUuTi8wAb52yJW1r6x5/exbUWFxGxDwAgCd+JiPjf//3fe7cDAHikP//zP4//d+9GAADdEewAkBDBDgAJ+c69GwAAU/S73/2u9bZ/8Rd/cdVtntv+0jYqdgAYmaYvDW2+TKjYAeBGbSrxayv7cvvf/e53R7dfvZ1z93u2Yr/UmGsaCwBcVhfmbUM94kyw193YNdcDALe5pVIvNQZ7042e/v6jH/0onj592q6lAEArpyHedgDe2a7403Avf0o/+tGPIiLim2++ad1QAOCyc0X1ORdHxTd9QxDqANCPpu73NuHearrbabgLdQDoR12oXxPurae7lUPwhToAU9PHYjJ9ODdQ7txUuKqr5rGXNyLUAaC/mWFNoV0N9yaLiNg7bSsATJ/TtgJAYgQ7ACREsANAQgQ7ACTkOxER//d//3fvdgAAHVCxA0BCBDsAJESwA0BCBDsAJESwA0BCBDsAJESwA0BCGs/ulud57eVFURyur/t/ly61oW77rtvX9LdDPP5rnD5X17RnbI+lbEeTx7RvLI8PSF+b/Ljl7y85e9rWczc41M7x1vsZcud976Coe/FvfUPc+7GUqu0QxgDt3dwVf66iyvP88NO3pvspLzv991pFUTz429Ogqbv+tF1125z7va2m0Dttd/V5aLq8qV11z3HT7Z3+XZ/Ovc/avgeHep8CNGmzv7q0z606W7Hfoi70+qq2TruQ65QBN1TFN+Tjv9bp81UUxdnn59Jjqbu9c//v67Fcus82j29MrxMwH9dkRtt91tlgPw3Le+z46gK7TYU6NtcEaJ9tGPr2phKWU2knMC1d5lLb/dTNx9jPuccD6VM1lNuE8Ji/YAyh+iVrDK9fk6m0E5iupmLu3O+P1XlXfISdZJvgH/oQwdCm0sU9lXYC6ep639P7PPahqte+7+fWIK626/Q2ugj3pkMQdbebymvRlam0E5iPNgPoLum8Yj8Nmsd+Ezl3jP20K/XSEzLUcewuH/8t99l0v+e6nuuen1sfyxBd3Ofa1rbduuKBe7tmP9t2n7WIiL2dWvp0NQNMV9t9eJ7n9RX7pXJ/iICYQhuGagcAtFUb7GMIK20AgOv1PniOcfAlBWC6rtmHC3YASIhgB4CECHYASMh3IiL+67/+697tAAAe4Z//+Z8jojIq/tNPP71bYwCA21UH1x1Nd9vv90O3BQB4pN1ud/i/Y+wAkBDBDgAJEewAkBDBDgAJEewAkBDBDgAJqT27G0zNv/zLv1y1/V//9V8f/v+3f/u3jdv94z/+Y6vb++STT+Krr746uuyXv/zlVW0656/+6q8iIuK///u/G7d58803j35/+vRp/P3f//2D7f7t3/7tqvv+8Y9/fNX2TW6935/+9Kdnt/uHf/iHVrf39ttvH/3+0ksvxU9+8pOr2gRTsX/vvff2EbGHqXrllVf2EdH654c//OF+v9/vX3vttVbbN/nFL35x9u/eeeedTh7fn/3Zn+0jYv+Xf/mXD6578uRJ4/0/efLkaNt33333qufp3Xff7aT9//qv/3rV/Vaf8zbbvv766433/ezZs5teW5iSoij2+/2Lz4uKnST88Ic/jC+//PLosi+//DK+/PLLeOWVV+KVV145uu709+9+97vxve9978Ht/ud//mdERCwWiwcLOH3yySfxwQcfRETEyy+/HO+8887huq+++ip+9atfxa9+9auI6LZ6r3r69Gk8f/48IiI+/PDDQ4X+s5/9LD777LN4/vz5UdtfffXVePfdd49u44svvogvvvgiXn311Xj11VePrjv9/VY//vGP44svvnhw+b//+79HRDxoU939vv766w8ue/78efzhD3+I3/72t/HTn/70QfX+0ksvxe9///uIiHjrrbfipZdeOlz3d3/3dxFR/9rC1KnYSVJZxZfVeZ2yYv/ud7/buE38qbJ77bXXai9vqsqr1fxj1VXsH3744cXbL6v5Dz/8sHGbsorvqjq/Rpvn59I2r7/+eu02b7311j4i9s+ePWv827Kaf+utt65rOIxMtWI3eA4ueO211yIi4g9/+MPhsh/84AcR8aJSb6rG33///Xj55ZePtu/SN998ExERb7zxRuM25XH3ctsUff7557WX/+Y3v4mIiK+//rrxb8vj7uW2kAJd8XCDsou92v1e53/+53/iBz/4wSHg+1B2xdcpu+brBtF14eOPPz4MbtuPqDu7DOxnz56d3e4nP/nJ2eCHKRLscEFZqdcdg3///fcv/v2l4+vf//7346uvvro6GD/77LNYLBbx/PnzePr0abz55pu1Ad5XqI9F3aj5MqxPR8LX+fWvf915m+CeBDv8Sd20t//4j/+IP/7xj4f/j80bb7wRn3/+eTx//jw++uij+Oijj+LJkyfx5MmT+Oyzz3q//3IA2hDqAvz58+fx29/+NiLqB9fBHAl2iIg//vGP8U//9E+N1//N3/zN4f+ffPJJRESv3ettleH95ptvxvPnz49+FotFRByPlu/DUOH+8ccfN173ve997+hYezkSHuZIsMOflIPkTp1W6u+//3588MEHDxakuadqdf6zn/0svvnmm0PQffTRRxEx/S75por8yZMnD6a5PXv2TLgzW4Id4sU89r662r///e9HxIuBdNXfS+UXhNPLy+2vVQ3wN998Mz7//PP46KOPJh/sTaPfz2kzMO7tt9+Or7/+Ot5++20r0ZEEwQ6P8Mknn5wdQFe31GxTpX96+aeffhrvvfde422XXe3nBt2VA+zmplyYpk2wm+pGasxjhxuU09zKaW9N6qbF7ff7o5/yWP3p5edCPeJFF3TEi653jpUj3S91x//85z8//F+1TioEO9ygnML21VdfNS4+U63W+1hStgz2c6Pfhwj9jz/++OzAtnt56623IiLO9liUA//KbSEFuuLhRr/4xS/igw8+OKwJ/8477xyq73Kt+IjLi9jcqjqPfbFYxBtvvBFPnz49ur66jnwfqgvUDDn1rY1f//rX8fXXX8fvf//7WCwWR2vFf/3110dd8OaykxLBDjcqj62XJ4Kp65Z/5513ejsBTMSL7vvyRDCff/557QCzvqe7jVk5KO43v/nN4afq2bNnVp4jOYt4cRKY+PTTT0e1JCRMyekguZdffrnVqnSlSwPl2iinuZWazsc+Vz//+c+PQlyVTkp2u11kWRaLxUKwA8DUVYPd4DkASIhgB4CECHYASIhgB4CECHYASIhgB4CECHYASIhgB4CECHYASIhgB4CECHYASIhgB4CECHYASIhgB4CECHYASIhgB4CECHYASIhgB4CECHYASIhgB4CECHYASMh37t2AqqIoYr1e115etV6voyiKyPO8dnsAmKtOg70M2jzPb/r7oihit9tFlmWN2ywWi4iIyLIsNptNbDab2O/3D64HgDaqGZKCToN9t9s96u+Loogsyx5U6KWyOj8N8vV6fVS5p/YiAdCPFIvBUR1j3+12Z6v9zWbzoJo/90UAAOam82PsbUO2KcCLojj6BrXdbo+2Pf27PM9js9lc2UoASFPnwV4e977kXHf5druNiBdd78vl8mjbNsfvr+1a0XUPQCo6D/bVanXz4LnTgC2r9zzPr+puF9QAzFXnwZ7n+c3BXuf0mHo5zQ0AeGg0g+eaArs60r5uoFw5kh4A6DjYHxOweZ7Hbrc7mrZWhnh52Xq9Pgr6ct67RWoA4IVOu+LPHQcvrzvXjb5arR4Mvqses8/zPLIsOxocl2WZrnkA+JPOj7GXy71WV6A7HaXeNLitXGjm3JeAoiiOvkAIdQD4VqfBvl6vD4vIlIFbdpNXp7AtFouzI9cvhbUwB4B6nR5j32w2sVqtjirqatBXp61ZLQ4Autf5qPi6gWwGtwHAMHqd7lYGuq5zABhG58Fe7WI3xxwAhtXp4LnVahXL5TJWq1VEvFhcpvx/qRwhr4oHgO51WrGv1+vIsuwwFz3LsqPFZcpQt5Y7APRjsNO2lqPiVeoA0J/Og73JkIHedNpWPQUApK7TYL8mvPucxy7AAZir0ZzdDQB4vMFOAgMA9E/FDgAJGSzYmwa0AQDdUbEDQEIEOwAkpNd57Kfd79XfTUkDgO71WrHv9/vDT0TEdrs9+h0A6NagXfGWkwWAfjnGDgAJGSzYt9vtUHcFQA3TjudBxQ4wA0J9PjoP9qIoYrFYHM7DXloul7WXAzAcAZ++ToO9KIpYLpeRZdmDgXLb7TayLIvNZtP7ILrFYlH7AzBH9n/z0uk89jLU604Gk+d5FEUR6/U6NptNl3f7gOl0AM0Wi4X9ZMI674q/1NVeXu9McAD9U63PT+fBbq46wPgJ/HT1MngOgHGorgB6+kOaOg32LMtiuVye3ab8lqiyB4DudTp4rpzqtlgsIsuyo+PtRVEcBs1ZrAYA+tH52d32+/1h5Ptp9d40Yh4A6EYvK8+t1+va4zlCHQD61UuwF0UhxAHgDjrvij+dQrFarSwjCwAD6bRiL0e6b7fboyVkAYBhdBrsu90uVqtV5Hl+WEI2wtx2ABiKlecAICHOxw4ACel88NwYNK2BbAlFAFLXebDXLSlbd1mfISvAAZirToN9tVoZKAcAd9RpsJuvDgD31engucVioWIHgDsyKh4AEiLYASAhnY+Kb9sVbyEbAOhe58G+2WxarQ9vShoAdK/zrvjValV7LvbTHwCge9aKB4CEGDwHAAnpNNizLOvy5gCAK3U6eM7iNABwX7riASAhTtsKAAlJMtgFOABzpSseABIi2AEgIYIdABIi2AEgIYIdABIi2AEgIYIdABIi2AEgIaMO9qZTwK7X68jzPNbr9aDtAYCxG22w53keu93uwYllFotFbDabiIjYbDaNy8cCwByNMtiLoojdbvfg8rJC3+/3URTFYelYlTsAvDDKYF8ul7FarR5cvtlsHpzzPcsyp4sFgD8ZXbDneR6r1aqxCj897l522QMAIzu723q9rj2uXtU0oK7q2uPuzgYHQCpGE+xFUcRms4ntdvvo2xLUAMzVaLriy673cipbWXUvl8ujKt3xdABoNpqKfb1eH4V2nueHwXJlsNcNlCuK4sGAOgCYq9EEe57nD46fbzabQwUf8SL8l8vl4fpyWlwX3fcAkILRBHsbeZ5HlmVHg+OqFT0AzN2og71uEFxRFA+67AGAF0Yd7E2EOQDUG82oeADg8QQ7ACREsANAQgQ7ACREsANAQgQ7ACREsANAQiY5j/2SptO2OusbAKlLMtgFOABzpSseABIi2AEgIYIdABIi2AEgIYIdABIi2AEgIYIdABIi2AEgIYIdABIi2AEgIYIdABIi2AEgIYIdABKS5NndnLYVgLlKMtgFOMA4LRYL++ie6YoHYBBNval0S7ADMCgB3y/BDkDvhPlwBDsAgxP0/RHsAPRKiA9LsANwFwK/H0lOdwOg3j2mm5neNiwVO8BMqJDnQbAD9GxsgTq29tAtwQ7Qo7GE6FjaQf8EO8AAxhasY2sP3RHsAD0ZS3iOpR0MQ7ADDGSogG17PwI/TUlOd3PaVuDe7hWadfdr3zcvSQa7NzEwVkPNI3d61PlKMtgB7u0eoaprnQjH2AGSJejnSbADJECIUxLsAAkT+PPjGDtAAgyUo6RiBxipsc17ZxoEO8AICXVuJdgBRkzAcy3BDjAywpzHEOwAIyfouYZgBxgRIc5jCXaACRD4tGUeO8CIDDUf3bz3dCUZ7E7bCsBcJRnsAhyAuXKMHQASItgBICGCHaAHRpdzL4IdoGNCnXsS7AA9EfDcg2AH6JAw594EO0CPBD1DE+wAHRHijMHogr0oisjzPPI8j/V6XbvNer0+ez3AmAh8hjSqYM/zPJbL5eH3zWYTeZ4fbbNYLGKz2Ryu94EBxmK/3zf+wFBGFey73S62220URRFFUcR2u43dbhdFUUREHCr0/X4fRVEcPiwqdwB4YTTBXoZ3tUI/rdY3m01kWXZ0WZZlh78FgLkbTbDnef6gu6oM9nNhn+d57Ha7nlsHANMwyrO7VcN6u90+uO6Sa4+7O/4FQCpGU7FXlcfPV6tVLJfLq7vazw1gMagFgJSNMthL5aC4arA7ng7ci1k4TMFogn29Xl/80NQNlCuK4sGAOoAmt4azUGcqRhPs5bHz6tS105Hy6/X6aKBcURSx2+1MdwNa6SKcBTxjN5rBc3mex2q1is1mc1iAJiJitVodjY7Psuzog5VlWasBdQClxWJx1fgaYc6UjCbYI15U5Ov1unZOe6lcvKYk1IE2ugzna78YwJBGFeylS2EtzIHHahvOqnWmZjTH2AH60kc4C3zGapQVO8AQ2lTtutyZGsEOJK8M57LKFtakTFc8kIy23eO60UmZYAeScCmshTlzIdiBpKjamTvBDkyeah2+leTguaYPsQEzMA/XzFG3XyA1SQa7DyrMR5tq3D6BOdEVDyRJ9ztzlWTFDsyHahyOqdiByVKVw0OCHZike4f6ve8fmgh2YNLuEbBCnTET7MDkjCVYx9IOqBLswOQtFovBQlaYM3aCHZiUsQXr2NoDgh2YhDYB2nfICnGmwDx2YPSqgXo6b30MYWtpWsZEsAOT0SZA+wxZ4c0U6IoHRu1cRT6Gah3GJsmK3dndIF33rtph7JIMdh9oSMOlitxnHR7SFQ9Mji54aJZkxQ6kQUUO11OxA0BCBDsAJESwA0BCBDsAJESwA70zih2GI9iBXgl1GJZgBwbx2ID3BQHaEexAb7oKY6EO7Ql2YDCqduifYE+cHSH3olqH+xDsCbNDZIxU7dCvJNeKd9rWY05hyRBO32ddvOeEOFwvyWAXYnaIDGvo95svq9AsyWDnITtChnDN+6zNtt6zcD3H2BOkWqcPTe+rW95v3qPQH8E+I3am3Oqa905f2wLt6IpPkO5L+nLafa5ah/FRscMN5hROfYf3nJ5LGIKKHa409yCqVu3lv20Hzc39uYMhqNjhRnMIqTaPsYvnYQ7PJQxFxQ5XEEAv1FXopq/BOAh2eITU1we49Nh80YHx0RUPLQmxyzxHcH+CHR5prmE218cNY6crHlpKucu9S6kfnoCxE+zATYQ3jFOSwe60rQDMVZLBLsABmCuD52CmDH6DNAl2mKHTUBfykI4ku+KBdgQ6pEfFDjPTFOZCHtIg2AEgIYIdZuRSVa5qh+kT7JAwQQ3zI9ghUbeOfPdlAKZtdMFeFEXkeR55nsd6va7dZr1en70e+Na5oN7v97U/wHSNKtjX63Usl8vD75vNprbq2Gw2jdcD5qnDnI0q2DebTaxWqyiKIoqiOFQOZWVe/rvf72uvB64j8CE9o1mgpiiKiHgY0lmWHa7bbDaRZVnj9YCTIMHcjaZiz/O8dsez2+0iz/Oj7U7/brfb9dw6mD7VOczDaIL9VFEUhx1RtYo/DfY6i8Xiqh9ISdOAOBU7zMMogz3P81gul5Fl2U07o3M7Njs7AFI2qmCvVunb7bb22Lnj6QDQbDSD5yLiUKU3hXfddUVRPBhQBwBzNZpgr46Krwv2ckGa6jz3oihit9vFdrsdqJUAMG6jC/ZqcJfKSj3P88iy7GjAW5ZlrQbUAcAcjCbY1+t1q4VmysVrSkId6i0WC4NDYYZGE+zXEOZw3rXTOH0JgHSMalQ80K02AW8tB0iLYIfE3BrUAh7SINghcecCW5hDegQ7JOSxQS3oYfoEOwysLjz7DtR73CdwH5McFQ9T1XfAdjGy3Qh5mDbBDndQF55DB6rwhjQlGexNFZAdGfekOxwYQpLBLsCZgqag9/4FHsPgORiAueXAUAQ7jEwZ5kIduEWSXfEwNo/pXtc9D1xDxQ4j1LZaV9UDpwQ7TIAR9UBbgh1G5pZTrgKUBDsMoIvwrd6GMAeaGDwHPbs2hG8ZKGeAHVBSscNAuqqyVevAOYIdOtAUtkOGsMAHInTFM7AUu4yvCdQuHn9qzx/QLRU7g0m9ojx9fKk/XmCcBDuDSynwbgnzlB4/MD5JdsU7bev4CLMXvAeBviUZ7Hae45fCsfYxDJgDOKUrnt4Jum95LoC+JVmxMw1jqNrLoG3TjtP2lv936AcYE8FO78YYcNZjB1KlK57ZaXOmtLbHz88Fvi8DwD0Idkah7xC8dhGZW/+2aow9FUD6BDt3N2SoX1NhX6raVeTAGAl2RmMMVXuXq8cJfuAeDJ7jrsYQ5rfebrWrXYgDYyHYGZV7TYHb7/e9TFsbw5Q+YF4EO3dzr2r92qC9FM6n9yPIgXtyjL1numivd8/Ar/50ffsAQ1Cx98gO/rw+K9vHdoG3fe28xsDYqNgHYOd/u1ueu7bT2/psh9ccuJckK/YxrN1tx/54j30Ob/37a/7O8XRgbJIM9jHubI2Ovt01z13TcrFdPPdeQ2AKkgz2e1OtP16fAX2J8AamzDH2AQn8292yaty1fw+QAhV7D1R8j3MpoD2/AM1U7MyGqh2YAxU7o3NakdedmOXaql2VD8yFYGfUHrNQjDAH5khXPJP02MF0AKlSsTNqbapuAQ7wLRU7SRP6wNwIdibvsWdjA0iJYCd5qnZgThxjJxmqdgAVOwlRmQMkWrGP4bStDEuoA7yQZLAL8Ol67Frw1pIH5k5XPKNxa9WtWgf4lmBndB4b1IIemDPBziio1gG6IdgZJVU7wG2SHDzHtDwmhA2UAzimYme0VN0A11Ox82iPnWKm6gbojoqdR1FVA4zLaIN9vV6fvS7P87PbMKzFYiHkAUZgtMG+2WyiKIoHly8Wi9hsNodthMn9eO4BxmdUwV4UReR53hgYZYW+3++jKIrDsVmV+3gIe4D7GlWwR0TkeR6r1ar2us1mE1mWHV2WZVltZU+/BDjAOI0q2Mvj5ucq8DzPH/y+2+36bRhXqQt9XwQAhjG56W6nwV7n2hAx3ep65XPW5rkut3HmNYD+TS7Y2xAe9yfEAe5jVF3xbTiePi5leO/3+9ogP63odckD9GtSwV43UK4oigcD6hhONaiFNsD9Taorfr1ex3K5PPxeFEXsdrvYbrd3bNU8XOpav2bAnG56gP5MKtjzPI8sy44CI8uyVgPquN1pVX7NwDkAhjXaYG+q6IqiOOqOF+rD6TLIVe0A/RhtsJ8jzIdz7Zx0YQ1wX5MaPEc/uq7Eu75NANoT7DN3LoBvCef9fi/UAe5IsM9YH1PVTH8DuC/BPlOXQlcoA0yTYJ+hc/PLq/92MRDOFwSAYQl2Gl0TykbDA4yDYE/YLadPvXUqW9eD8AC4zSTnsV/SFCRzqir7CFOLygCMX5LBLny+ZQlYgHnRFZ+gPk+V6ssBwLgJ9hnpoidDbwjAuCXZFT9nXZ4qVYgDTI+KPQF9dY/rdgeYHsE+cXXhu9/va6vta4NaxQ4wPbriE9F2wFw1rKvbCHGANKjYJ+zS0rDnrtPNDpAmwZ6oaytwQQ+QBl3xE9QmhC3xCjBPgn1iujgxS5dT4gAYF8E+YZeWim0KauENkC7H2CdEFzoAlwj2CVssFo86DSsA6UmyKz6107YKZwDaSjLYpxrgVeXx8Tahfvp46xarSeE5AeAyXfEj9JgKXXUPMG+CfcQuhXTTmvC33BYAaUiyK37KHhvAutwB5k3F3qO+q2RVOACnVOw9uTZ0hTQAXVCx9+yx67oDwDUEew+uCerHhrovBQBUCfYBNK0Q10UoGywHQJVj7B3rq4IW4AC0oWIfUDX0Da4DoA8q9o5VK+suw1jFDkAbgn1gt4S9UAegrSSDfQxnd7OCHAD3kGSwC0UA5irJYB+D8pSrTade9eUDgD4YFd+TMsyNZgdgSIK9B5aRBeBeBHvH2ga2rngA+iDYH+nWylvFDkAfDJ57hNNwbhPWKnUA+qRiv8EtgX7LtgBwLcF+xrkzst0a7k3T3wCgC7riG/S1zrtQB6BPKvYLqhV6l6Es4AHog4q9xmOOoUc0D5AT5gD0TcXeg7YBLugB6JqKvaLPoBXiAAwhyWC/5bStXQdveQKYrrYDgDaSDPahg7LN/QlvAIaQZLBfQxc5ACmZ9eC5LkJdJQ7AmMw62B+rj1BPoQdh6o9B++9v6o9h6u2PmP5jmHr7H2NWwV59oef8ogOQrtkEex+h7ssBAGMzu8Fzjw1jx9QBGLNZBLswB2Auku+K110OwJxMLtiLoog8zyPP8yiK4uy2fUxnu/Y2h/hi0Xeb+n4M2t/t9reY+mPQ/m63v0UKjyEVkwr2oihiuVwefl8ul7Ferx9s95hTrO73+6MfAJiSSQX7crmMLMuiKIooiiJWq1VsNpt7NwsARmNSwR4RRxV6+f/y3y6qdACYsskEe3k8Pc/zu7YDAMYsieluRVE8amDF2AZ93PJYxtYm209r+yHuw/bT2n6I+xjb9qlIItivpcsdgFRNpiv+nN1u13pboQ5AyiYT7OWx9Utz188R6gCkbjLBHhGRZVntqPjTuedNPwCQukkFe1EUsdvtDgvQbDab2G63h+varkg3RtX21y26MzVTnb2wXq8n+xpM+T10rr1jf03atn3M+6U2z+16vfYaTMj+vffe20fEfiq22+1+u90e/R4R+yzL9lmW7SNiv1qt7ta+a61Wqwftn9Lrcap8DNXXaArK532Kr0HdeyjLsns3q7Wm98sUXpO6tpf7pHJfNPbPxKW2VfexY9TU/upnYeyvwWMVRbHf7w+fmekF+6nTN1y5k5uKui8iU/tyUqru0Kb0ASo/+FVTegyn75fydRhz+7fb7VFgn7a17nM8ls/FpbaX11267J4uPYaq6hessbjl/VP3OU9FNdgn1RV/zrkV6cas7Bo6bWu5dO7ULJfLWK1W927G1Xa73YPXYL/fT+qQQrWtU2l3nueN75fNZhNZlh1dNqbPxbm273a7B9eN8TU59xiq22RZ9uB2drYnAAAEAklEQVS1GINz7S+K4kGby+XI52DSFXtZmZyKkXyzv9UU259l2aHNMfJqsar6Hiq7Taf43JfPebWSmYq690vdZ2CMvXFt3+tjfk2aHkP1+R5ztXvu/VN+Hqb2mb5WkhV7nSl+M6uuojeFHofSer2urXqnZLFYHN4zm81mUqtWle1eLpexXC5jt9sdBpZO2Rir3FvkeT7J16Q6QHmKNpvN4Yyg5Wd6irlwraSDfWryPD+cwW4/oel5RVFMfgcQEbFarQ5ddeXzP5UvKovF4vC+2e/3sVqtYrlczmInNmbr9ToWi8Uh1Kf0RWWxWMRqtZpUm+vs9/vDZzrLsqNTf6cq6WCfyhuyWqVvt9vJ7YyrYxryPD88luVyOZnXIGK64xzKdlfbOqVxJudM4flvkud5bDabWK1WkxuvUT7v1SmUu90udrvdpB7H6fH3qX8e2pr8WvHVFelO33BTeQNWzzM/RafzQ8sdWpZlk3gNzr2HpmyMg52uUfeZqBsQNUbloakp9bxV1Q1KK5funspnpO59MtV97C0mPXhuv384qGOMA2yaVKcl1f1MVUxo8Nx+//A9NIXpYlUxweluVXVtPR0YO9bHVNem+NPUsKl8pts8r1MbPFfmQPXy8nVJUXXw3OQr9ohvu7Krg52mcry3Oujp1JSr+Kmpew9N6fjidruN5XIZm83mcNmU2l+nnGZVfU2m0gsU8aLCrftc7ydaxU9N2ZNYfQ3msk9dxIuKPT799NPJv+HKF2wqH3zGZ+rvoam3v87pYR64xlzeP7vd7vBFOImKvZTyi8Ywpv4emnr766T4mBjOHN8/SY+KB4C5EewAkBDBDgAJEewAkBDBDsDdlatWnvuJ+HaZ3tOfpkFydbeb+pS3pEbFAzBN1eVey/NP1K3FUIZyda2ScvvFYnE0bbu6VHee51EURazX61gul5Nbu/8agh2Au6uGbLksdblOfZvty5NolUtDl18UqkFfhnu57dTXbmki2AFITnm+ijqn57dIjWAHYPLKCr1ayTedze1cT0AKBDsAk1M9h0Dp9Ix0cyXYAZic0xN9pVyBX8t0NwAmp+xOP9et3nQcvTybY6rH2QU7AMnJsuzoNMZVdcfjUyLYAUhO0ymM1+t17Ha7pI/HO8YOQJK2220sl8sHA+2yLGscMZ8CwQ7A6DQtHnPNcfE8z2O/3x/9Tard71WCHYCkzSHMqxxjB4CECHYASIhgB4CECHYASIhgB4CECHYASIhgB4CECHYASIhgB4CECHYASIhgB4CECHYASIhgB4CEHM7uVhRF7Ha7e7YFAHikRUTsm857CwBMx2KxeFGxf/PNN/duCwDQAcfYASAhgh0AEiLYASAhi4gwcg4AEvH/ASe6jBSY5TFdAAAAAElFTkSuQmCC)
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)
Comparison of the simplfied IST model to the full IST model. We see a speedup of ~2x with the simplified IST model (native STI implementation). n.b. This is run against 15 GeV Monte Carlo.
12/11/14
Comparison of the 9 cylinder model of the SSD to the 3 cyl SSD model. Full HFT. 3% speed difference..
11/26/14
Data sample:
rcf14023
200 GeV AuAu
60 cm wide z-vertex distribution (gaussian)
Generate / reconstruct against library SL14i
Simulation was performed with the y2014a geometry.
Reconstruction was performed on the above data sample with the HFT passive. i.e. TPC hits only in reconstruction. We ran the reconstruction under 5 different conditions, modifying the HFT geometry to evaluate the time required to propagate through the dead material. The five configurations run in the simulation are--
1. TPC: y2014a minus HFT
2. TPC+HFT: y2014a standard geometry
3. TPC+PXL: y2014a minus SSD, IST
4. TPC+SSD: y2014a minus PXL,IST
5. TPC+IST: y2014a minus PXL,SSD
Figure 1 -- LEFT: The time per event for TPC+HFT vs TPC. RIGHT: (TPC+HFT)/TPC. HFT slows down the chain by a factor of about 2.
Figure 2 -- LEFT: The time per event for TPC+PXL vs TPC. RIGHT: (TPC+PXL)/TPC. Pixel detector adds 25% to the chain.
Figure 3 -- LEFT: The time per event for TPC+SSD vs TPC. RIGHT: (TPC+SSD)/TPC.
Figure 4 -- LEFT: The time per event for TPC+IST vs TPC. RIGHT: (TPC+IST)/TPC.
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