{"id":7488,"date":"2026-09-11T09:00:00","date_gmt":"2026-09-11T16:00:00","guid":{"rendered":"https:\/\/www.fusenpack.com\/blog\/?p=7488"},"modified":"2026-09-09T19:32:15","modified_gmt":"2026-09-10T02:32:15","slug":"restaurant-profit-margin","status":"publish","type":"post","link":"https:\/\/www.fusenpack.com\/blog\/restaurant-profit-margin\/","title":{"rendered":"Restaurant Profit Margin: Why Published Figures Disagree"},"content":{"rendered":"<figure class=\"wp-block-image size-large\"><img fetchpriority=\"high\" width=\"2001\" height=\"1125\" loading=\"eager\" decoding=\"async\" src=\"https:\/\/www.fusenpack.com\/blog\/wp-content\/uploads\/2026\/09\/restaurant-profit-margin-hero.webp\" alt=\"Restaurant operator reviewing a cost report that determines the restaurant profit margin\" class=\"wp-image-7484\" srcset=\"https:\/\/www.fusenpack.com\/blog\/wp-content\/uploads\/2026\/09\/restaurant-profit-margin-hero.webp 2001w, https:\/\/www.fusenpack.com\/blog\/wp-content\/uploads\/2026\/09\/restaurant-profit-margin-hero-500x281.webp 500w, https:\/\/www.fusenpack.com\/blog\/wp-content\/uploads\/2026\/09\/restaurant-profit-margin-hero-1024x576.webp 1024w, https:\/\/www.fusenpack.com\/blog\/wp-content\/uploads\/2026\/09\/restaurant-profit-margin-hero-768x432.webp 768w, https:\/\/www.fusenpack.com\/blog\/wp-content\/uploads\/2026\/09\/restaurant-profit-margin-hero-1536x864.webp 1536w, https:\/\/www.fusenpack.com\/blog\/wp-content\/uploads\/2026\/09\/restaurant-profit-margin-hero-600x337.webp 600w\" sizes=\"(max-width: 2001px) 100vw, 2001px\" \/><\/figure>\n<p><em>A guide to reading a restaurant profit margin figure and the method behind it. Published 11 September 2026. Reviewed by the Fusenpack technical team.<\/em><\/p>\n<p>Search for a restaurant profit margin benchmark and the numbers come back scattered from 3 percent to 15 percent, presented with equal confidence and almost never with a method. They cannot all be right, and the disagreement is not sloppiness. They are measuring different things, on different populations, at different points in the accounts.<\/p>\n<p>Working out which figure answers your question is more useful than finding one more number, because the wrong benchmark will tell you your restaurant is fine when it is not.<\/p>\n<h2>Why the Published Figures Disagree<\/h2>\n<p>Four differences account for most of the spread, and none of them is visible in the headline number.<\/p>\n<p>The first is which margin is being reported. Gross margin, operating margin, EBITDA and net margin are different lines. Therefore, a source quoting 15 percent and a source quoting 4 percent may be describing the same restaurant at different points down the income statement.<\/p>\n<p>The second is whether the owner is paid. Moreover, in an owner-operated restaurant, treating the owner\u2019s labor as a wage rather than as profit moves the margin by several points. As a result, two otherwise identical restaurants can report very different net margins on that choice alone.<\/p>\n<p>The third is which restaurants were counted. A survey of businesses healthy enough to have an accountant produce comparable financials is not a sample of all restaurants, so reported averages skew toward those that survived long enough to be counted.<\/p>\n<p>The fourth is where the costs sit. Rent, delivery-platform commission, and whether packaging is booked as a cost of sales or an overhead all move between line items depending on the reporting convention.<\/p>\n<h3>Labor cost by segment, profitable against loss-making<\/h3>\n<table>\n<thead>\n<tr>\n<th>\n<p>If the source says<\/p>\n<\/th>\n<th>\n<p>It is probably measuring<\/p>\n<\/th>\n<th>\n<p>Use it for<\/p>\n<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>\n<p>60 to 70 percent<\/p>\n<\/td>\n<td>\n<p>Gross margin on food, before labor and overhead<\/p>\n<\/td>\n<td>\n<p>Menu pricing on individual dishes<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td>\n<p>10 to 15 percent<\/p>\n<\/td>\n<td>\n<p>Operating margin or EBITDA, before interest, tax and sometimes rent<\/p>\n<\/td>\n<td>\n<p>Comparing operating efficiency between sites<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td>\n<p>3 to 6 percent<\/p>\n<\/td>\n<td>\n<p>Net margin after everything<\/p>\n<\/td>\n<td>\n<p>Judging whether the business supports its owner<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td>\n<p>A single national figure with no method<\/p>\n<\/td>\n<td>\n<p>Nothing you can act on<\/p>\n<\/td>\n<td>\n<p>Nothing<\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>The practical conclusion is to stop benchmarking against a national net margin figure. Benchmark against a line you can actually measure and change.<\/p>\n<h2>What Moves a Restaurant Profit Margin Most: The Labor Gap, and the Condition Usually Dropped From It<\/h2>\n<p>One figure from this data now circulates widely enough that you have probably already met it, often without the qualification that makes it usable. In addition, the <a href=\"https:\/\/restaurant.org\/research-and-media\/research\/restaurant-economic-insights\/analysis-commentary\/elevated-labor-costs-had-a-significant-impact-on-restaurant-profitability-in-2024\/\" target=\"_blank\" rel=\"noopener\">National Restaurant Association\u2019s analysis of 2024 restaurant profitability<\/a>, reporting its 2025 Restaurant Operations Data Abstract released in August 2025 and drawn from 2024 financial data supplied by more than 900 restaurant operators, splits respondents into those reporting a profit and those reporting a loss. Notably, the gap between them on labor is stark.<\/p>\n<p><img decoding=\"async\" alt=\"Grouped bar chart comparing salaries and wages including benefits as a percentage of sales for full-service and limited-service restaurants, showing profitable operators at 34.2 percent and 30.0 percent, all respondents at 36.5 percent and 31.7 percent, and loss-making operators at 42.9 percent and 34.1 percent\" 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uiomP14n\/fsf778WdflSTdctMA9QruWmSdUypeeyx\/3dWvsq+WrVynmNPxql41QPeOulXNmzbSgUPHNHfhcp0KjZCPt5eGDxtU4DfmUsdPhOnkqXDdeduN1uCLlHcPaXBNXa3ftF1nEpOt6377Y7FMLibdf8\/tNvfXpk0aav7ilYqMirG2ZecvWqnU1DQ9\/\/TD1uCLJDW7cB+KiIpRFxUegHGE4pzblPOpGvP0K7ppcD+5uJi0ZfseJSUmq0oVP90woJfdUX3F+U0+cuyk3nj7Ez324F1KPpeiteu3Ki7+jB4afYeCu3dySL1QynvX1LyFK7Rn3wElnz0nf7\/K6te7uwYP7GVzz\/7qu1+1Zdtuvf36C9bp5tIzMjXj03dkNudq3catWrthm+LizignJ0d+fr5q2fxa3X\/P7Y7\/YACUGAGYq1hYeJSCala36eGUX4MLFWNLQ9jitzmL1aRxAw3sFyx390o6djxUazdsU\/LZc3ruqYclSS2aNlbfXtdr9dpNumXoQFW\/MC2FZZ9Hjp7Qth171b5NCwV376ysrCxt2LxDM36YJS8vT+uQdymv19aqkE16dfyTurZxgyKPKfRCr9N6dYPUoV0r\/T5vqc6lnLfOB1xYkMERxxQWEVVg\/uqt2\/fos69\/Vp3aNTV0SN4P9roN2\/XBx1\/rxWcfszaeUtPSlXAmSd7eXnr\/468UfH1ntWvTQtt37tPKNRtVO6imTRBl\/YZtioyKVecObeXv76fEpGStWbtZ7330pd55\/UXrFCFR0bHKzc0t1lD40PAoeXt52lSsJGnfX4ckyVpRskhMStYbb3+ijIxM9QruomqBAQoNj9SS5SE6ezZFjzwwUlJeI2PSmx8qIyNTwd07q3q1AJ1PTdOJE2FKTEqWJHXu2E7nz6dp+6591imOJFmnk9i5Z78OHj6utm2aK7CKv1JSU7V2\/VZ9\/Nl3mvjSU9bRJOHhUTIMQ\/XrFpwzOTQsUrVr2\/aGCo+IloeHu954Z5q6dmqvkbffJFeXvEZTSb6j4RHR8qvsq8nvTFOXTm01YvhgHTx0XJu37VZAgL+14d+\/9\/XKyc7R0eOn9PD9d1q3b2ansXupWX8sVmCAv3r26CwXFxdV9vWxznGc3+q1m\/Ttj7+rbevmGjqkr9zc3BQXd0Y79+y3Vmz37Dug\/30yQ40b1dfAfj3l4eGuM4lJ2r33L11oC0qSfpg5RytWb1CH9q1052036XxqqpavXK\/J70zTlNdfUGXfvMas2WzWZ1\/\/rC3bdqtVy6a6ffgQmc1mHTseqmPHQ637s3eNFOezzcnN1f333q5fZi2Qr6+3hgzqIylv+iwvTw9FRMYoO9t2ZFtGZqbe+eBzhYZFqldwFw3s20OR0bFaFbJJsbHxevmFx23KJUk\/z1ogb6+8UR7p6RlatGyNPvnse3303qsO7fWzZ98BSRfvHZK0KmSTTCaTTcDYolLFijp7LuWy+7UEQlo2s30oc\/JU3rtfJr45VRkZmfL0cFe7Ni1014hhdudhvlTs6XhlZmYVuG9mZWXp8NET8vT0UM0attM8rN+0XV9\/95saNqirmwbnfQ+3bNut\/30yQxOe\/4\/12r7cd\/Fyn72U19j38\/NVn57d5O3tpfCIKIWs36KomFi9Nel5a8MiNCxK7pUqqeYlU1JERscqOyfH5vtjeafFlu27lZmVreBuHeXl5akGFx7OLFu5ThkZGerRraN8fX10+nS8Vq3dpHenfqH33nzJeg+z\/OZs37VPmZlZ6ta5va7v2kErVm\/QNz\/M0rWN6iuoVg25urjosQfv0lff\/aomjRtaeyN7F9EDdPO23QqPiNYNA3oVeo93cXFRndo1tW\/\/IcXHJ1obfeER0crKytbHn32n3sFd1L1bB\/114Kg2b92lnJwcPTXmPus+9h84oqnTZqha1UAN7BcsT0937d57QF9+84tMJpN6XJhKMT09Q\/HxZ+Tm6qr\/TZuhXj26qGun9vLyyvuc\/m7X+m9\/LNLiZSHq2qmdunZqL5PJpJjYOB04dOyyPbdDL0z9WdiosAbX5F370TG29avifJfr1K6pm28aoHkLV1ycQlZS0IUHBdExp7UqZJM6XtdKXTq1k2EY2r5zn2b9sVhurq4F3vdQmMXLQpSdk6Obbugrk8mkoFo1FGHnNycmNk7ZOTkKC4\/UkaMn1Du4q7p2bq816zbr6+9+k4+Pt3VKvVNhEXrj7U9Uo1pV9e7ZVb4+3kpKPqc\/\/zqkjIy8IO4tQwdqwaKVOp+apjtvv8maT1CtGg75jlmsXLNRP8yco1o1q2nwgF7y9PRQZFSsdu7erwoV3C57nguzcMlqeXl6qnewbUeNy5W9uNdZamqaziQmq8clD8y+\/u43rdu4TZ07tFWXTu2UnpGh1SGb9Oa70\/TOGy9aOxNlZGRqzvxl6tC+ldq0aiY3Nzft\/+uwFi8LUVZWtkaPulVS3u\/6O\/\/7XJFRserZvZP61+yujMxMhYVHKT7+jDXf4tYFJWnHrj817YvvVa9ubd1x2xBlZ+dq6Yq11t\/E4o4G27hlpyIiY\/TUY6MlSbWDamrPvgMym822dbwS1gkXLV2tX39fpOZNG+vuO2\/W2bPn9MvshapVs\/qFay8vQJSTk6vIqBi77z0IDY+0SVuc83i59kVJ7L5wLvMHN9Zt2KrsnBy7136lShVlGIZSUs7L37\/w2Q7i4hMUFROrenWDbIILJy+8W+6Tz79XRkamKlWqqOZNG+nuO2+xHsel+Ul5QTtH27PvoKRL61YbVTWwijpe18YmrZubm1xcXIpVt7JXZ7PYtmOvFi8L0ZOPjVZgQBXFJyRe9mG2JJkNQ48+eJcWLVmt1PR0azuhTu2aio6JK\/A7V9y6hEVx60WWus7SFevk4mJSj26dJBlavDxE07\/8UR+9+6p1mtqyrutLhd\/f7Ik9Ha\/Xp3ycN7Vc\/57y8vLUxi079d6HXyo9PcMmiFPc+56j2qP2eHp46LGHRumXWQvkV9lXNwzsJUlq3LD+ZeucxW2PWfazfdc+GYah67t2UE5ujhYuXq1pn3+vEbcO0dwFy9UruKs6Xddai5eFaMb3s9S8SSO704tanArLG5Vq751EZxKTJOWNkpCkhIRE7f3zoHp061jgmYLl+rdcd5mZWVq\/abuaXNugwLmrdKGeda4Y1+iVKP65zQvyr9u4VZ4eHurbs5tcXV20Ys1GfffT7woM8LfpXFvc32TLtb14eYhcTC7qFdxFbq6uurZxXocgR9ULJ787TS4mF\/Xp2VWVK\/tq\/4HD+mX2AmVkZtp0qAgPj5K7eyW99tbHatWiiW4fPljZ2Tlyc3PVtM9\/0M49f6rH9Z3Uq0cX5ebmKCIqVqfjEsr0MwJQfARgrlJJyWd19lyKWrVsUmgaS6PEnO+JrGEYevu1520ePvTp2U0uLi7auGWntQdVwwb1rI2AQf2CC\/Smbd60sd6dPN5mWe\/grnpy3CTt2XfA5uF2aFheY6ZuMRpmYeF5D9iqVwvUde1aavbcJdq99y9rIyk0LFIelzwUcdQxhUVE25QxMipGn8\/4WW1bN9dTY0ZbGyzXd+mgsS++oUVLV1sDMJYK07lz5\/XmxHHWSmv3rh30yJMTdPJUuE0A5uahA2x6iUh5PeInvzNNBw8ftz68u\/giw6J7FZrNZkVERqt+vdpKSTkvKa9ytPVCw6J500Y27wIym80XhvRX0GuvPGPzwktPT08tXLJKo+68WV6eHtq2Y69OxyVYe6\/a06JZY63fuE2enh4F5pCVpB7XdyywvFvn6zT2hde1d\/8ha0XDEoC7tIKYk5OjyOi8xq\/FmcRkpZxPVVp6hiY8\/x81uSS4V9zvaEJCotLS0mU2m\/Xay89YH3D2Du6qYydCdeJkuHX79m1batGyNQqqVb1EU0GFhkVqw+YdGvf0w9brsnZQDev3Jr8Fi1fZ7aGb\/0HWoqVrVLdOLb3ywhM2Dx9uyzetRMi6LVqxeoPuGjHUptHeqEF9TXn\/U61dv1XDbuwvSfpj\/jJt2bZbD9x7u\/r0vPg9HdgvWFnZ2dZ\/X3qNSMX7bCtWqKDOHdrqq29\/UZdO7Qqcu4vzRV\/c9zff503n9dK4MTaBWw8Pd81buEJHj520LrdcJ+3btLAek5T38H\/ewhVKSj5rM9XFlTh6\/JQWLF6lqoFVLjR0866nXXv2q0H9OnYf2KampV929N\/Zcyn68ttf5OrqanMMkpRrNuvWYYMUVKu6cnPN2rH7T226MOLvzYnPW3u9FsYycrBa1QClpJxXrtmsmNg4zV2wXPEJiXpotO1ogFNhEZrx\/SwN6t9Td40Yal3eO7irXnhlipatWGdtzBbnu1jUZy9Jzz\/zSIH7oa+vj\/6Yt1QJZ5KsPcTCwqNUt26tAr1zQ8MuBO7rFHzYUbFCBb06\/qkC5\/\/B0SMK5Fk7qIY+nzFTp8Iire99sFyj3l6e+u+LT1rPdVCtGpry\/qc6FRqhoFo15OOTN7IiN9es9m1bFOv+sHb9VplMJvXvU\/Rc+pdOX2F5wFHBzU0Tnn9cjRvVl5T3u\/fWe9O1Y9efyszMUqVKFXUmMVmffPad2rdpqf88crf1M+rTs5tef\/tjLV2x1vpgODwyWoZhKDn5rCa98kyBXsp\/p2s9KytLy1eu14C+PQrtgV4Yy+9pg\/qFT59lOY9G\/oi3ivddrh1UU4EXXtDcq0eXAr+r1aoG6MN3\/2vzPe\/X+3q98Mrb2r3vQLECMElJZ7Vo2RqNvH2o9btfO6iG1m\/cXmDqIMs5NeeaNfnV56yjPrp0bKdnX5qs1SGbrAGY5SvXy8PdXZNeGWvzvbwl3zsvunVur19nL1TDa+oW+PxPnAq74u+YlBfs+GHmHHXv2kEPjh5h0xHpzttvkouLy2XPsz0xsXE6evyU+vW+3mYkiVT09VGS6yzMUq\/LN1J1xer1Wr9pu8Y+fr\/NFLId27fW8y9P0aatu6wj2d3cXPXRexNt7vv9el+vt977VHv2HbA+iDx05ISOHQ8tcoRuSeqCCQmJ+mLGTLVt1VxPP36\/9RibN22k\/77xP1WoUEE1CxnZkF9mZpZmzVmsgX17WB8Y1g6qoa079ig2LsHmvJakTnjseKh++2Ox+vfprnvvGm69fmpUr6pPv\/pJNapXtX6mUTGxysnJtfswMjQsyiZtcc7j5doXxRV7Ol4\/\/zpPnp4eNjMX7Ny9X5Ur+9jt7GMZMVtUHSMzM0vTv\/xJublmmwd1kpSWlq6bBvdTndo15ebqov0Hjmjthm06eSpC77zxYoF3zGVeeEeKayGd\/0pryfIQHTx8TB2va20NfoWGRSo+IVE3DupT4Hc\/IzNTubm5l61b2auzWYRHROvLb3\/RzTcNUKcObXTw8DFJl29zSXmjbbp37aDf\/likRtfUs7nXbdyyU5Lt71xx6xIWxa4XWe8nNfXAvSOs58nL01NffferIqNjraOyy7qub1uey7dbP\/nse1WqVFGvv\/KM9WF28PWd9Oz4yRfO38V9FPe+56j2qD3+\/pXVqUMbffXtL+rW5Tqbz3zLtt2S7Nc5S9Ies9Rd\/f0qa+zj91ufPaSlpWvxshAtWrpGb0163nqP8fXx0bQvflBoeFSRARiXC50Tk5LP2Sw\/FRqhQ0dOSLrYYWjH7j8lye60YampeaPIPNzzju\/PA4eVmZmlLh3tpE2zTVsWSnJuLddgtcAAvTTuP9Z7fPu2LTVuwlvauHmnNQBTkt9kS722amCAnhozukDH6CutF2ZlZ+v9j7+We6VKmjjhaWtAqW+vbnrj7U+0ZHmIhg3pJzc3N+Xm5ioy+rSys7P1xKP32nyGcfEJ2rpjj3U0GICrEwGYq1RR02NYnLvwID5\/DxaTyWRteGdlZyszM0syDPn4eCk3N1dmwyzJ1ZpHYID9OVwtP1qGYSg9I1O5F3pNeHl6KPvC\/1tcOrz\/csdVp05Na+O5erVA7dy93xqACYuIUr06QTYVcUcck6VnY6frLs71Pn\/xKplk0gP33G7TW8zLy1N1atdUTGy8TbklaeTtN9mcb8uPcMWKtg\/QLD\/EZrNZ6ekZMpvN1spa\/vMXFhElV1cXBdmZZi6\/mNg4ZWVl6+ixUxoz9r\/W5RUrVtCtNw\/S4AG9L5miYa9OngrX2McfkEmyBm0kWQMQp+Pi1aB+XWsF6vjJsCIfYISFRxXaaMl\/vBkZeY2mChXc5OrqYu1xY9mHvV7HlikT6tppzAzqH1wg+CIV\/ztqqTgNHdLPZkixyWSSq5urzWdnGIbCI6ILvBPgcn7+bb6aN22kNq2aWZfVDqqpA4eO2YzwkvIa0\/FnEpV89pzNdym\/1LR0paalKS7+jN0XVJrNZs1duEL16gQVeFjXpHGDvJ7gp\/N6bp9JTNLiZWvUvWsHmwaZheUhm71rRCr+ZxsRFa3cXLPde1Z4eJRNj9Po2Dht3rZbA\/sFFxg1Z2lIxpyOt3koW6tmdQ0d0s8mrduF69ZR8y8fOHRMUz+ZIU8vD417+mHrNRsTG6+0tHS7DTfDMHT6dHyRD6YSziTp3amf60xiksY8fHeBh0KPP3KPzb+7dm6vjz\/9Ttt37dOffx2yO8VEfpb3WXz\/8x\/6\/uc\/rMvr1K6p58c+otYtm9qkn\/XHYvn7+WrIwN429wZJqlWzuk1Pqct9F6WiP3vp4ncoJydHGRmZMgzD2hC0XKuWB272pmMMu\/D9qZ3vvSuW6\/qRB0bafUBzMc9cZWRkyDAM64Nnm3tSRLRMJpMeGn2HTcPf8v\/57w+W81ycqTeysrJ0\/GSo6gTVVLWqRb\/4\/HRcgkwmk7V3s+UBx8B+wdbgi0Wzpo118PBxnUlKVq0a1TRv0QqZDUO3Dx9sbThb1K1dy\/qgKK\/8eefs9uFD7E4R83e61jOzspWdk6PomNNKS0svMJVUUSy\/p0U9hEuxU7+SivddlvLOtaura4GppSTZBEcyMjKVfeHBmK+vt3Kycwqkt2fWnMUKqOJnM61NnaCaMgxDEVGxNtP0WK6V0XffanOeKlf2Ub26QYrLN1oiNS1NmZlZioiMKfT9Likp55WYlKyePToXWOeo79iPv8xV1aoBBYIvku39vqjzbM++\/Xkjhq+zc08tquwluc4sdRfL9ysjM1Nz5i9Xx+ta69pG19jcc729POXp4W5zz81\/vJmZWXkPTg1DfpV9FBVzcapLSzlOhoarfdsWdkeBlqQuOH\/xSmVlZ+uuO4bZ7Oua+nXk6eGu6tUCizXSdNGyNcrOzrG5hi0vRo+IiLY5tyWpE\/4xf6l8fbw1csRQmzZCkwv3kfzXc1iYZTS97T3KMAyFRUTZ\/CYW5zxaylpYm6k4wiOi9c7Uz5WTk6txTz+sgCp+kvLuARFRMWrXpoXdqcFiT8fL19e70KlJU1PT9MHHX+vEyTDdNWJYgSlE771ruM2\/O3VoKw8PDy1ZHqLN23YVeIl57Om872KVIkbblJRl5NK1ja7RI\/dfHHF1\/MIDyYYNC9atYi+0waoX8ftZWJ1NyhvB8+H0b9S6RVPrC68tnTmKO31WSsp5JSWdVb2etukv\/Z2TSlaXkIr\/WxIeHiVPTw\/dky\/oKEmul+y3vOr6l97fCrN1+x6FRUTpkQdGWoMvUl7brdGFgGb+81fc+57kmPZoYSKjYvLqN5fcOwqrc5akPWbZj4uLix4cPcLm2YPlt\/mekbfY3GMsebm6Fn3vtbxz8ve5S+XvV1nVqlbR4aMn9cusBZLy6heWYKvlurt05gwp734jyTo67sSJwtPGXEhbLd9Iuvx1GgvDbCgrO7tAe8PDw73QWV6kkp\/b8AvX4MP332nTwaJa1QAFBvgr4UxiXhlL+JscHh6lShUr6uH77rBb3iutF27cvENxcQka+\/gD1uCLRdMmDXXk2EklJp1VtaoB1tF3nTq0KRBAswTrw8Kjrpp3EwEoiADMVcrSECyqkmgZVp5\/TvSEhETNW7RSe\/88qOSztr0gAqr42TZcI6IK7QG6a+9fWr5yvU6cDLPO9W7R\/UIvv5JKTErWuZTzNiM1rmvbUivXbFR6ekbeaIe09AKVHkcck6Vno+WBUW5urnbv\/Utt2zS3P8WPIZsf7\/CIaLm5uapdW9uGTVz8GeXk5No8fM3JydWqkI3asGmHIqPzKnL55X+IGR4RrZrVq132R9LSw\/3Wm29Q44b1lJ2do78OHtXyVesVGxtf4CVwW7fvkSR9OP2bQvdp6bGSNxXJFn3742wtXLJKHdq3UucO7Wwe\/GVlZyvmdJz6tyjY28gwDG3YvENr1m5WaHikcnJybY+32sXjzevhHmSnh3vBgKPlGiisp3lxv6OW3r+dLpneICsrSwkJieqQ70HM6bgEZWRkluilyzt2\/6lDR47rqTGjrRVXKe89Ann5R9m8aPXmoQP02++L9PTzr6tFs8a6rl3eNDRe+R6MDR3cV199+6uef3mKmjRuoPZtW6pbl\/bWh4EnToYrMSlZN97Qp0B5TKa8z6RSxbwK4fad+5STk6sB\/XoUeRyXXiNSST\/bvPNcr17BcxcWYdvjdOeuvN5X9qYHkfJ6nFvSJpxJUmpams3LIy2iY07L29vLpnFXWus3bteMH2aperVAPT\/2EZs5uOPi8yri9oIsMbFxSkvPKLRX3anQCH3w8dfKzMrSuKcfUasWhY9qzK9d2xbavmuftcFQFMvIwrFP3C9JSklJ1dKV6xQaFikXF9tzlpJyXn8dPCrDMKzzW1+q8YV58aXLfxfz8i\/8s09JOa8FS1Zr5+4\/FZ9geyyuri6qGpB3niOj8qZjLGwqmurVAm16mIVF5I0IzN+j1CIjM1NLloVoy\/Y9ij0dX2AUQ43qFxuL4RFRatywfoGpXaKjT0uSata42FCyHmcx7g\/JZ88pN9esqoVMcWWRlHxWEVEx1oecljJJsnnpsoVhzvs9ca9UUWazWdt37FNGRqaee+lNu\/u3+ZwuBPy72un1+He71n28vdS\/T3etXLNRTz43Sa1bNtV17VqqU4c2xZp+TCq6g4tlWsD89avifpelvGuydq0adhvrR46d1KKlq3X46MkC72YqzsiqU6ER2rhlp0bdMcymHB7W74\/t+6DCI6JVrVqgdVRbfiaZrNOISNKg\/r10+OhJTZw8VdfUq63r2rVSty7tbYKIlgdRl76rz7LuSr9joWGRio45rZG3Dy3y4YxU9Hm2xzL9VKN897jLlb3k11m0daS3lDea53xqmrbt2KttO\/ba3d49Xw\/iiMgYzV+8Un8dPFpgGqj8nVFat2qqhg3qacHiVVq3YZvat2upTu1bq2WLJtbrp7h1QbPZrB27\/lSbVs3sTktlNhvFGuWemJSsJctC1Lf39TqXct7aUcxyjYdHRNu0AYpbJ0w5n6oDh45pYL8eBerLlvpf\/vty6IV3aNYJqmmT9nRcgtLTM2yu\/eKcR6noNtPl7Nt\/SJ98\/r083N31yotP2HTCiE9IlGEYBaYJlfIeZkbFxKp1y2YF1kl5dZP3P\/pKcfFn9NiDdxW7fda+TQstWR6i+ISkAuuOHj8lT0+PQqdnLAmz2azvf\/5Dq9duVsf2rTXm4VE29+e4Cw857QVrT+R7N549RdXZzGazpn3xg9zdK+nRh+66OM2p9d5fvHcZWdPbeRif\/3dOKlldori\/JTk5uYqKiVWnDm0LfO+jY07LZDKpRvW8c1dudf1L7m+F2bZjr7w8Pe2+BzPXnFc3yh\/IKO59z1Ht0cKE2WmPSoXXOUvSHrPsp3HD+gU6d8TExMnDw73Ae6OiYyzfn6JHHwbVqqH777ldP\/82T29\/8JmkvGDCLUMHauasBTZ1mbi4BPn6eNsNJp84GS6TyWSdzu90Ee2fE5YAaoOL98VvfpytzVt3FUi7KmSTVoVssll2uferlvTchkdEq8E1de22CwzDsAaxS\/KbbBlx0rZVM7ttTUfUC3fs+lO+Pt5qf8kzpryC5\/3Hcq+x1L\/s1RXr1Q3SdW1basPmHdq1Z7\/atWmhDu1bq33bFpd95xWA8kMA5iplfVdKIZVEs9mszVt3ydfX29qLNDo2Tq+\/9ZEqVqyont07Kyiohry9POXiYtK0z3+wCeacs\/Tq6VFw\/4uXheiX2QvUvGkj3XHbEPn7+cnDo5JOhkZo1h+Li\/W+EnvC7FRkr2vfSktWrNW+vw5Z3+2Rf72jjunSvOPizygzM8vui8rNZrOiY06rZb4HpWERUaodVLPAEFPr9AkX9msYhj769Bvt239Y3Tq314B+PeTj7aWKFSto7YZt2rp9j81nGh4RrTatbHun2z13F3ptde3UzhrAademhc4kJmnjlp26ZehAm8ZSeESUrm18jbXXlz2WyrO\/X2W9\/foL2rf\/kPbuP6TNW3dr2cr16t+nu3XId0RkXiDJXkDwh5lztHLNRl3XrpXuGTlclX195O5eUXv2HdTyVetVt65lTu4cRcWctjsdz\/GTodY5Uq3HHJH3zps6doa5l+Q7atnPpb33IyJjZDabVS9fQ9jed7QoOTk5+mX2QknSx599bzdNeESMTQDmxkF91LF9a+3YtU97\/zykb3+crdlzFuvVCU9bG6HdulynZk0aacfufdq3\/7B+\/X2hfp+3RC+MfVRNmzRURFTeA1B739\/I6LyeYpbeYeER0XJxcbH7YDs\/e8de3M82b\/tIubm5KqhmwYpveES0WuR770lEVIxMJpPdBw6Wl9lbvmuWymb+Cr5FaHiU3YeAJWEYhn6ft1TzF61U86aN9PTjD9gEwyRZH5JeulyStu3cJ0l2GxG79uzXp1\/+JG9vT706\/km73+XC5ObmNRx9vC8fXAq9MLIw\/\/esebPGGvvCG5q3aKXN8oioWBmGodtuvkGN7PQ6lfKmPLC43HdRKvyzT0k5r1cnT1V6eoa6d+uoBvXryMvLU66uLvph5ly5urpYg8fWqasueaifnZ2jsIgom9Fllh6c9obYZ2Vn6813pikq5rR6dOuoYUP6ycvLUxUquGn+olUKC49U1cC8e2VaeoYSziSpg50Rb6HheS+9t7wwOW9ZpKoGVrH7PSgo74FP1iXB4UutWbtZhmGoV77RBOER0apUsaLd6\/vEqXBV9vWRv19la8Cif5\/uuq6d\/VFS+aeGCA+PUp3atQpMOSP9Pa\/10aNuVe\/grtq1Z7927f1Ln8+YqT\/mL7OZ7sQey+9p\/mO61IYtO1TBzc3a6aIk32XrSMoObQrsd+v2PZr+5Y+qX6+2br5xgKoG+svDw0OJScn66ttfi9Uz+6df58kwDP306zz99Ou8AusjLnnZeXhEtJpcW3AUaU5O3rXVuUNb67IWzRpr6tuvaOee\/dq3\/5DmL16lOQuWa8xDo9T1wsvBiwpgOeI7Zuk0UdgIHIuiznNhEhOT5evrbXfUXGFlP5OYXPLrrE7NfO9wyDueZ598sEAveAvLw63DR0\/onf99ocAAf93Qv6eqVw+Ul4eHcnJzNXXaNza\/z+6VKmniS0\/pwKFj2vvnQe3c\/adC1m1RuzbNre9GLG5d8Exiss6nplnfZ5BfZFSMMjIzi\/XQ+rffFykzK0tLlodoyfKQAuvD8303S1InjLA8NLZTjzl9oeNL\/imRwiOi7T7osvT8zt97vjjnsaj2xeWsXrtJ3\/88R0G1ql8Y+WI7XWr6hXcr2RvFt3P3n8rNNdutXxw7Hqqp02YoJzdXLzzzmHVazeLIsdQvfGy\/60nJZ3UqNEKdOrS54vfqpadnaNoXP2jf\/kPW6U4v3af12D3s1K127FOlihULTMVdnDrbgsWrdOxEqMY9\/bBSUlKVkpL3QP9UaIQqV\/ZR2oWZCS7XeSfMOtrjkhEwl\/zOlaQuUZLfkuiY08rJyVUjO7+JYeFRqlY1IF\/HjfKp6196fys0n4ioAu8jkvLa2KdCI2wCAiW57zmiPXq5cl9a9yuqzlmS9phlPx3sjMAMDbd\/vsIi8t73cbmAlyT1Du6irp3bWYM2dWvX0s7d+5Wbm2szhVh6Rqbd+01mZpb2\/nlQTRo3sF4b6en\/b+8so+Oq1gb8JBN39zZt6u4W6g4VKNBCkSK9uBa4ONwCF5cLXNwpBerumjSVuNctmYm7yyQz8\/2YzEnOzCSZ+QhQuPtZi7XozMmZc7a8+937tQYUCoVJyk6A+KR0\/Hy96RneWntp4TUzmHyV3BD86Zc\/MaB\/b6ZPkddd60zfsaZtDcbKKRNNnX0qK6spKS2XUpNbsyYbIk4G9DdND9lVeqEqJ5+gIH+zMjcnrwBPT\/fWOjct0Xf9zTjU2NrasuKR5Zy7cJmUtJMkJmdwLDaJnuFhvPzcYybOugKB4M9BzMQrlGxlLr4+XmY3saDPy19UXMrNixdIAnX7zgPUNzTy5qtP4+3V6oFz\/kIWNbV1Mo8rg4et8UFzY6OajVt3M2LYIJ589B+y7wwHjeZyKluCOU+iPr164OHhRmJyhqRctFUeu+KdQK\/AODo4SIfwBsXR3ozXZEr6KWpq6xjdkhO0uVlDXl4hkRNMvXik+jctSsTpsxdJSTtlkqtUp9Ox6pdN+Pl6S31qODyzxKswS5mLo6ODiUfalInjSEzOID4xlflXz5A+r69vxMXZWXbw2hF2dnaMGjGEUSOGcNtN1\/H6u58SdSRWMsAYlBXjti0uKWP\/oaMyY42BnXsOyzwQCwqL0Wg0Jod26qYmklMy9R7uTnIvIXN9ae0YzW5Rao0xNp7J3tNCI+PeAzGUlpZz\/\/JbTJQ4rVbHJ1+uQpljWgcmMMCP+VfPYP7VM4hPTOXjz38kMSldlrLD29uT2TMmM3vGZC5eVvKvf\/+HY3FJ9O\/XC5uWw11zylTMsQRsbGwY2ZKGor6hodONEpjOEWv6FvRtFxocZFKvxFDLp+3Gxwa9omisbOp0Oo6eSCQkOEAyRikluSGXO42NavILihgxbCD\/X5qamvn6+185HpfMxMjRLakjTNvUw8NN+k3jZzgUfZzQkEDJEG5gz\/5ofl67le7dQnjq0Xs6LJ5rjuTUkygUtibecMaUlpVTU1NL9zC5Uu\/p4c7woQNITM6gvKJSkp+GA4+Q4ACL5UNHYxHa7\/t9h45SXFLGay89ISs4XFpWQX5BkcyDKzdP781pXEA7Je0kjY1q2RyWPDjNzOvYuBQuZ+fw6AN3ymqVqdVqslVyb2tDAej25EO3sGDZZljZSd2Qtvj6eOHk6EhOXoFJ4WkDObn57Nx7mLCQIFnuemVOHja2pnM2r6CI9MwzzJo+ERsbG8kw6Ofr02lfGrz4IsePNPnurzzXu3cLoXu3EBYtnCMZ5jNOnSNynOl7GshqSQMRFhJs9vvjccmcOXuRmdOukrxUrRnLhUUl7R5Yr9mwne7dQlj5\/GOysbVt5wGgc\/0qPjGVs+cvseyWRWZTWH63ar20joH+4KGyqtrs+Is+Gk9DQ6MsIgHAzc2VqZPGM3XSeIqKS3h+5XscORYvGWCUqjxcXVxM8tF31RgzyKjO6Kid20Oj0Zo40nT27NbMM8MhUNuIL8Pf9+nVo9MD3w1bduPi4sRrLz0h04eOxyWj1WpNDldtbW0ZMqgfQwb1Y+nihfz3ix9JSmmV+Zbqgoa6H+bYs\/8I0Plh2cXLSo7HJXPdgtl0DzOdWxu27JaNTWt0QsPaa06XORR9wuT5cvMKzEabxiXoI4KMdbzO2rGj\/UV76HQ6fl2\/nV17DzNkUD8eeeBO6bC8LYYUtcb6hU6nY8+BI7i7ucqMpPr3SOWLb3\/By9OdFx671+IUfAaSUzMBGGYUWRNzLAGtVsuUiabpBa2htKyC9z\/6mpy8Au649QaztTqg1dnDOIo9KzuH02cvMG3yeNl8tVRnS00\/RWOjmtff+dTs76545jWunTeLxddf0+F7ZCtzcXdzldLFGd7NeJ2zRpewZi2RHFPMRQYrc2SRIX+Erm9OvrWH8Xg2cCI+hcqqatne1xq51xX70Y7QRykEmuh+7fWvNfsx6T5G67y6qYn8gkKz80SpzDNJzd4RTo6Okp6q0+nYtS8Kfz8fWZ0TD3c3k2gNgMNHTtDQ2ChLBezh4Y5Wq6W5uVk215JSMigqKmHJDfNk9wgLDZZSThqws7fDz8fb4j2HAWvaNr9Ab6w0l6pt78Ej6HQ6yQhlzZrc0RzsKr3QxsbG7HlUZWU16ZlnZAatbFUu\/m0Mr+bo27snfXv3ZMn18ySjZFZ2jklKY4FA8Ofw29xbBL8LdXX1FJeUmd3sNDdr2LpzP+s372Jg\/z5cM3uq9F1pWQWuLs6y\/JG1tXV88+MaQH7QXFysX3gNnsAGamprUaubCDaKFkhNP0V0TByuLi6yMO\/ikjLyCoqwhGwzKQFsbW0ZMWwQaRmnuXgpG3s7O9lGoiveCfTKcVhYsHQI4e\/ng4ODPWcvXJZdV15eyaoWT7UxLflx8wsKaWpuNutVlK3MlW0Sy8r04fzGobrrNu0iL79ItoBLi7oFXvHKlggc40OUQQP64OBgT1JKpuzzgABfzp2\/RHlFpcm9qqtr0LaksTHOxwp6RUen08kOjItL9Dnijdu2tJ33PRR9nIyTZ2UeiAZlvO1Gy5CeoLqmVuaRaPASMncYZc0YNXilmS3EqszFwUFeVLa4pBRXFxeL6glUV9ewdcc+JkaOZmLkGMaOHi77b\/zYEXh7eaJS5QN6RdhcexsKnRrybVeZ6xPpGi+gNXf72fOXZNedOnOB\/YeOMnXSOKn\/Avx80Wg0nDx1zuS+zUZ5ptvOEWv6FvSywN\/ftECkdHDRRp6FhgSh0Wi4dFkpu3bbzgNkZedw3fzZbf4+Dw93N9kG2PC5sUdsQ0MjG7fuMRv+bkx1TS1vvv8Zx+OSWbRgNvcvv7XdNDYhwYHY2Nhw+txF2edrN+6goqKKpYtbPTsNY3r1mi0MGzKAl559pF3jiyFXsDEHo46RnJrJrOmTOt0cGAzb5vJhjxg6CJ1OR0pL8WCAwBYjbmw7YfeVldXS\/1syFqH9vi8rq2hJkdE6V9VNTXz57c8mm1lJPrTZtJeXV0oe\/ubSE\/Y0M69LyysA+bjVarV8++M66urq5QbXHPP3MRRpb\/t8zc0ayssrZetfRygUCiaMG0F5eSX7DsaYfJ+Tm8\/7H3+DvZ09D913u7TB1Gq15OYV0tDQKL0n6A+If16zBScnRykdg5+vNwqFLQlJaZJMb0vbvjR48Zlbx\/5qc13d1ERDg+mBscEg1FntAqUql5DgAJNNvU6nIzomjq+++4XQkEBuXrxA+s6asWw42DBOP6fT6Siv0Ofxbnu4czlbxdad+4GOD3ibmvQRl4MG9GH2jMkma87Y0cMJDg5AlZMve1eA8xcuy+R9ZWU1W3fsp1+fCKkehrn57ujgiEajNZrvpfj5eZtc21VjzOBokpZ5xuQ+bd+hvXbuCDc3V7MHgx09u3XzTH8I1FYeG5yLzMlcrVZLdZt0O2VlFfh4ecoOIUtKyvh57RagNUKwpqbW5Fns7BTY2ICjg4OUWsZSXdDP1wcbGxsyT56VXXPhYhYxx\/UHXZ0V3f55zRYCA\/y4fuEcs2OzR\/cwSsvKqa3T56m3Ric0jIkzZ+VrcGr6KVLTT+FmdEjeqFab9HPM8QRS0k7h4e4mrcmWtmNH+wtzqNVqPv78B3btPcyUSeN46rF72j0w8\/P1xsnJ0eTd9rSkEb1x0dWy8bB910E++XIV3cOCWfnC4+0aX9RqtRRJ25aUtJMcjDrG6JFDTApB7z14hJ49upkYr1Q5+WzcuodzRnsmc2Rl57Dy9Q8pLC5hxcN3t2t8AQhrqX95us27q5ua+H71BlycnVm0oDVyyxqdbdHCOTz+0N2y\/xYv0htbJkWO4fGH7pbVz2qPbGWOiW5lbp2zRpewZi0x1LQwNhiWV1RSWVktk1d\/hK5vTr61h5+fD5ezVbKaWdXVNWzcshuQ66yWyj3omv1oe2i1WpQ5eSaOkR3pnNbsxwz3MY7mNUT1GB\/yG6IELTH8mttLrNu0k8tZKu649QaZvhMWGkRFZZUsbXZhUQmbt+2jd0S4rLZIWGgQOp2OM232P9U1taxes4UAf19mz+g45d1vwZq2VbboPWfPXZK1RV5+IfsOxjBm5FDJSGLNmmyIODHnmNkVeqHhPbOVuTS0cYRobtbw1fe\/AsgcepWqPLOZH+rqG2gyqiFoY2Mj6ZqGdlI3NZGXXyjTWwQCwR+LiIC5AslW6T1ptFqtVNizvr6B\/IIiklMzKSktJ3L8KJYvWyI7kO\/fN4JTZ87z0Wc\/MHzIAEpKy4k+Gid5b7c9hDYcnmzcuodRIwZja2vL2NHD8PH2wt\/Ph4NRx3F0dMDT04PzFy5z4VI2Tk6OJkrAS699gKODAx+9a76WgOy9lLmEhgSaKECjRwwhOiaOk6fP08Mo\/LYr3klha0tOXiGTIls9ERQKBfPmTmfztr18+tVPDOzXm7LyCg5GH8fWxpYVDy+XnqNVYTJvgBnYv4\/07969eqBQKFj1yyYKi0rQanUkp2VKh0XyiB29F09nETAlJWXU1NYxxozC6+DgwIB+vUnPPENlZbVUz2b+3On894sfefm1\/zBt8ni8vb2orKxCmZPHhYvZfPzevwB9KpOLl5WMGjGYAH8\/mpqaiEtIJSs7h4fvW9bati2K7s9rt9C\/by\/sFAomjBtJt7AQXFyc2bxtLw2NjTg5OpJ56hylZeXY2NjI3jc4OBBnZye2bN9HfUMjCltbElMypLzG8s1M++kmrBmjSlVuu\/fJbkk30nYO+fv5UltXx5r12wkLDcLFxbndAugbtuyhoVHNwmtmmv0eIDDQjwsXs9BoNJSUlvPMS28xcvhgeoZ3w83Nldy8fKKOxNGzRzfGjRlBU1Mzjz31CgMH9NHnCPbyoLColOiYWPz9fJg5TZ+qo2+fCPr368Xmbfuora0jKDCArOwcomJi6dOrB7cvXSQ9w7QpEzgYfZyPv\/iRGVMiCQz0p6KyivTM01w9awpjRw+XvH\/bzhFr+lbfdj6cOn2e3fuicHd3IzjQn14R4WbTHUyfGsnu\/dF89NkPzJ4xCRcXZ1LTT5KSdop5c6cR2SZntCGNgTHmIpiylDls3raX2TMmye5hjFqt5pU3PqKgsJihg\/sTGOgvK6IMMHRwf8kz1cfbiwnjRnIiLhlnJyfCu4eQknaKlLST3Hjd1Qwf2uqZ\/+W3v3AsNokAf1\/Gjh5GYnKG7L7h3UKltCr7DsUQHRPHmJFD8ff3RaNpJiX9NBmZZxg+dCA33zi\/3XeQ2seQTinMtI2GDRmAjY0NSSmZUlHWsNBghg8dSHxiGm+9\/znDhw7Ezs6OktIyMk+dY9CAPixdvNDisQjt932\/vhFEH43j\/Y+\/IXL8SCqraog5Fi8ZONuOoV4R3TkYdYz3P\/6GcWOGU1qqT68YGOBHWXmFvMCyytR4asDgEfr516uZNmUCDQ2NxManSBElbeV4tjLP7H0MRdrbji07OwXe3p4kJKURGOCHs7MTPdupQWPgphvmc\/b8JVav2cLZc5ekiKELl7KJT0zDx9uT5556QJaaLr9AfxAc3i2UD\/77DXNmTkahUHD0eALKnDwefeBO6TDcxcWZ6VMi2X\/oKCvf+IjxY4bj5ORIaWkFZy9cwtPDnUfuv0NqM+P3N\/BXm+vnzl\/mw0++Y\/SoIXQPC8HJyZHLWSqOHEtgxLBBJtFobTGsp4EBftKcb2xspKi4lJS0U\/r0owP78tB9y2Se19aMZYORbteew9TU1KJQKBg2ZADubq707R1BYnIGP6\/dSnCQP9nKXJJTT+Lm6oqnh3uH6e32HoimuKSMe+9e2u41QQH+nL+QRUlpOX6+3mS3pHzy8vTgrfe\/4Krxo6iuqWX\/4aMAPHjvbdLfvvTq+\/j7+TKgf298fbwor6giOiYWRwd7FlzTGmHr7+dLXEIqW3fux9fHGx9vTwb279NlY2zIoP6EhgSyY\/dBKioq6d2rBw0NjVy4mIWvrze33Xxdp+3cHmGhQSSnZqJWq2W1KDp6dmvmmbnD2cjxo9i26wCr12zmcpaKXhHhqNVqiopLSUrJ5O5li6U1pF\/fXsQci+fr79fQOyKcvIIijsUm4ubqSl1tPWEt8mb3\/miOHItnzMihBAcFoNPpSE0\/RXrmGW5ZslDSqyzVBZ2cHBk7ehhxCan6wuWD+5NfUMzh6BM4Ozni7OzUoWNKbEIK5y5c5t67l7abuiqw5ZBKpcqjf79eVumEoSFB9OnVg+ijcdjY2hDRoztZ2TkkpqTj4uxsYhzq1VNf5HvVL5vw9\/Ph3PnL5OYX4u7mKltLLG3H9vYX7dVvfOuDLzh3\/jI9e3RjQL\/enGipxWOgb++eklHJzs6OOTMms3Xnfj75chWD+vfh7IVLHD2eyNRJ45kxtXWtXb95F1t37MfD3Y0pk8aRYWQwCwrwk+obJaVk8su6bYwbM4zAAH9sbW04efo8CUnp9AgP45675HJk974oqqpqeOS+O0zeJzElg83b9nZqhMtW5fLvtz+hobGRubMmU1tXL9OtbG1sZDJ\/zKhh+Pvt5Oe1W6iqqsbZ2ZGoI3EUFpXw+EN3tR4aWqmztU1ZaqCsXH9AP37sCLPfG6OPvCxm+BB55KW5dc4aXcKatcTYya+jZ\/gjdH1z8q09pkwcxw+rN\/DGu58xdfJ46urrOXj4uGQMansPS+UedM1+tD0Kikr0Edcm9V\/a1zmt2Y+1d59sM\/sZ6Lg2ojEvvvI+gwf1JSjAn\/qGRhKS07icpeLuZUtkexSAubOmEBWjH4Ozpl9FXV0D+w7G4OLixCMP3CGLtpk+eQLbdx3k829+Zt6c6eh0Og4cPkpDQyPPPvWA2YjSrsKatlWq9JlCGtVqPvjvN4wYNoiS0nIOHDqKt5cn\/7jzJulaa9bkbJX5OQhdpxcunDeTN979jDff+5yJE0bT3NxMzLEE8goKefi+OySDkSH6ztx4iE9MZc2GHYwdNZSQ4EDs7e04ffYicQmpzJo+ET9fvdNMWsZpPvr0e2687mquWzDb5D4CgeD3RxhgrkAMilVaxmnSMk6jUChwdXHG19ebUSOGMClyjFlFYsE1M6muqSU2PoWTp87RK6I7D913OwejjlNWXinLOzx4YD8WzpvJkaPxJKdm4ujgwFXjR2FjY8MTjyznh9Ub2bn3MC7OzowaMYTnnnqQFc+8JlMOSkrKqKmpZcDI9g87DNS2RPVMMlMgctDAvjg5OtLQ2GhijOiKd8rJLdAfaBnde9GC2dgA0UfjiE9Mw9vLg3Gjh3P9wjkyr3ODB1K3bvKQ2rLyCqqqa2Rh6EGB\/jx83zLWb97J2g078PPzYcrEsYSGBPH+x98YpbvKleX1bA\/Jw72djc+wIf1JyzhNctpJyaNr3JjhuLq6sG3nAQ5EHaO+vhEPdzd6hIdx603Xytq+qqaWYyeSqKmtxcPdnZ7hYax8\/jFZ4ctJkWO4dDmbpJRMomPiCA0JZMK4kbi6OPPEw8v5ac1mNm\/di5eXB+PHjmDRgtm89NoHsjZ3cXbi4fuW8fParWzbeYBAf1+mT40kwN+XM+cuyg9Y2\/ESAqwaowYjl\/F9NBoNqpx82SYE4Jq508gvKOLwkVhq6+oYNmSAWQNMTm4+h4+cIHLcyA7z8gYF+HPm7EXy8otwcXFmysTxnDl3gfTMM6DTe3VeO38Ws2ZMxN7ejrr6BmZMu4rTZy+wa18Uzc3N+Pl6M2XSOObNmSZLSfjYA3fy89qtRB2JQ93URGCAH4uvv4arZ02RGTGDgwJ45YXHWb95N8dik6ipqcXLy4P+fXvRz1A\/qsX7t21\/WdO3AHfcdgM\/rN7Ahs27aVSruXnxAv2hrCoXTw93WbocdzdXnn3ifn5dv43N2\/eiUCgI7xbKYw\/eJUWeQUskVEmZLJWUgWylPI0CQHrmGWxtbc3KmbYoc\/Ilz6\/0zDP6\/jDisw9fk\/37rttuxN7Ojtj4FI6dSKR79xBWPLKcUW3Gh1arJTFFb3ApKi7lq+9+NbnvI\/ffIRlgAvx98fb25MjxeGpr63B0dKR7WAj33Hkzk64aY1EO9uwW76xuZlK+eHq6E949lFOnz9PQ0ChtIB598E727I\/meGwy6zfvQmFri4+3FwP692ZKS2qJpuZmi8die30\/KXIMxSVlHI4+weo1W+geFsLSxQu5lKXUF19us8mdOGE0SlUex04ksn7zLvr1ieDJx+5h994oCgqLZR74SjPGUwMD+\/fmzttuZOeeQ\/yybhvBQf7MmjYRrU7L9z9tkBljlSrz92mvxsX9y2\/ll7Vb+WXtVpqam3nk\/js6NMC4ubmy8vnH2bHnEAlJ6aSmn8LewZ7gQH8WX38Ns6ZNNMmrnd0is+69eylRMbFs23WQJnUTvSK68\/w\/H5KlHAG4fekiwkKDOXzkBFu270Or1eHl5UG\/PhFMb5NGwuDFZ7yOwV9vrnt5ujNm9DDOX7hMQmI6CjsFgQF+LLvl+k5T5xj69uJlJRe\/+RlbW1tcXJzx8fKkf98I7rr9RrPF6q0Zy0GB\/iy7ZRG79kbx7Y\/r0Gq1kjy5b\/kt\/LB6A4ejT2Bvb8eQwf15+blHWfnGh0T07GnyuwYqq6rZuvMA\/fpEmH2+tr8N+poZfr7eKFV5eHq48+Rj9\/Dtj+tYvXYLDvb2jBg2iMWLrpEOOHU6HVdNGM3J0+fZf+gojQ2N+Ph4MWzIQBbOmymLLlhy\/Tyqq2vYvusgDQ2NzJx2FQP79+myMWZnp+DFpx9m07a9pGWeITY+BRcXZyJ6dmNCG8\/cjtq5PQYP7MvWHfu5nC1P39PRs4MV86xFX2ybgsXVxZlXX1zB5m17yTx9Xm\/Id3bC39+XKRPH0rfNc9x207U0NzeTkJRGQnI6\/fv24tknHuC7VesICw2S1vbeEeHk5OSTmJxBdXUNLi7OdAsL5pkV9zFkcGtdQUt1QYC7ly3B3s6O1IzTZJw8S3j3UB554A6+W7Wuw\/RjTU3NrN2wA38\/H7MFtw0YxqYyR2+AsUYnBP269cPqjcTFp5CYlM7Qwf15ZsX9vPzvD0zqmS2\/Ywnf\/rhOHxXt6sL4McNZduv1PPrUK7J3sbQd29tfmKOysppz5\/WRIpezVHzxzc8m17zy4gpZSuFFC+fQ1NzM0RMJJKdmEhocyL13LWXyxLGyv0tI0qfZraqu4btV603ue\/PiBZIBxt3djbCwYGLjU6muqcXe3o7Q4ECWLl7I7BkTZc5wJSVlbN95kBlTIyVHgbakZ57G18er05So6RlnJC9uQ+q6toSGBMoMMHZ2Cv654j5W\/byRrTv34+jgQP9+vXjgnltljgn\/H53NmAuX9FGY5uocmcNQd8gkGsLMOmeNLmHNWqLMyWPwANM2N2eA+SN0fXPyrT2mT5lATU0th4\/E8svarQQE+HL17Clczs4hNf2UdCAMlss9Q\/v91v1oexgcmoyv7UjnBMv3Y+3dJ1uZi72dnUmtk\/bSrRnT1NRMQIAvR08kUltbh6eHOwP79+Gu2xabjVYKCQ5kxcN3s37TLn5Ztw1PD3d9Wy2cY+LA4ObmyjMr7uPntVtZv2knLq7ODB08gBsWzjFJQ\/p7YHHbqvIIDQnivruX8u2qdfz06xZcnJ2YMG4UNy66WopmBOvWZON6T23pKr1wYP8+PHz\/Mrbu2M\/qNVtwdXGmX98I7vvHLXLn1A5SYYYEBTB4YF8yTp4l5ngijo4OhAQH8NC9t8vSzGa1M8YFAsEfh43OXMyiQCAQCAR\/IZqamnnsn68wZdJ4bjLKSSwQ\/FVYs2E7e\/ZH8+1nb5sUYxUIBL8NrVbL40+\/xoRxI1i6eOGf\/TiC30jM8QS+\/PYXXn7uUVlRb4Hl6HQ63nr\/c2pq6\/jX84+ZRPVkZefw4qvvmxilBAKB4ErhoRUvM2zIgA4jhAUCgeBKQNSAEQgEAsFfntiEFNzdXbl+4ZzOLxYIrlCUqjyCgwKE8UUg+B2wtbVl7qzJxBxPMMmXLrhyUTc1mXxWVFzKr+u20adXD2F8+Q1s33WQvIIinnz0H2ZTqu07GMOUSeOE8UUgEFyRVFZWU1lVbVFklkAgEPzZiAgYgUAgEAgEgiuAh5\/4FwP69+ahe2\/\/sx9FIBAIrggOH4klKiaWUSMG4+bqQk5uAdFH43B0dODlZx+VpSIVCAQCwf8OGZlnePs\/X4ooPYFA8JdA1IARCAQCgUAg+JOprq6horKKsND268oIBALB\/xpenu7odDp27D5EY6Maby8PJk4Yw3XzZ0l1jAQCgUDwv0d2jr5WjoiAEQgEfwVEBIxAIBAIBAKBQCAQCAQCgUAgEAgEAkEXI2rACAQCgUAgEAgEAoFAIBAIBAKBQCAQdDHCACMQCAQCgUAgEAgEAoFAIBAIBAKBQNDFCAOMQCAQCAQCgUAgEAgEAoFAIBAIBAJBFyMMMAKBQCAQCAQCgUAgEAgEAoFAIBAIBF2MMMAIBAKBQCAQCAQCgUAgEAgEAoFAIBB0McIAIxAIBAKBQCAQCAQCgUAgEAgEAoFA0MUIA8zfhFff\/JgXVr73Zz+G4Dfy2derufeR53+Xe\/+vjJGy8gpuW76CbbsO\/NmPckWibmrijnufZPWazb\/r7xw+Estty1eQrczt0vtqtVruuv9pvlu1Tvos89RZblu+gqSUjC79LWvYuHUPty1fQVV1zZ\/2DNaSeeocr775Mfc+\/By3LV\/B4egTfPb1au575IU\/+9EEgt8Vc2P\/j6CgsJjblq9gz\/7oP+T3fg8eeWolH\/z32z\/7MQR\/Alt37Oe25SuoqKzq9FqNRsPmbXt54rnXufO+p1h2z5Oom5r+gKf8\/Vi\/aRe3LV9BbW3dn\/0oVxSPP\/0q7374lUXXvvrmxzy\/8l3ZZ488tZL\/fPKd1b\/7R8uib35Yy\/IHnkGr1XZ6bUNDI6vXbObxp19l2T1P8siTK\/8W8l8g+L34Pc9ABAKB4ErB7s9+AEH7FBQW89Tzb7T7\/duvPUtoSCA6nQ5lTh7jRg\/\/4x5O8LugVOXRvVtIl9\/3f2mMqHLyAQjvFvonP8mVSW5uARqNlh7dw37X31GqclEoFISGBHbpffMLimlqaiK8e2v\/KlV5APQI\/33fqSOUqjw8Pd3xcHf7057BGgqLSnjvo6\/oGd6NpUuuxd7ejkED+rD3YIysbQGOHk+grr6e2TMm\/0lPK\/gjSU7NRKnK47oFs\/\/sR\/ldaG\/s\/xEYZFX3K2x9ysnN52DUcTJOnqWiogqNVkugvy\/Dhw5kzszJeHt7AlBdU0t5eSWTrxr7hz6fkEGWcebcRU6ePs81s6fi7OzU5fdX5uTh6eGOl6dHp9du33WQjVv3MHfWZMK7h+Ho4ICDvX2XP1NXo8rJIz4pnamTxuHr4y37TpmTi4+3F66uLn\/S01151NbVU1JazoRxIzu91rAXGTNyqPSZQab0mGKd\/vZnyCJVTh5hYcHY2nbuv\/rTms0cO5HI\/KtnEBToj4e72xWhq\/6d+b3lnzkeeWol5eWVZr+787YbmTntqj\/kOf4OKFV5dA\/r+jMQgUAguJIQBpgrGIPn+OwZk4jo2V32nY2NDcFB\/tL\/f\/bhaygsUAgFVy5NTc3kFxQyY2rXK2v\/S2Ok9YBLKHHmCO8eyndfvIOdQvG7\/k62KpfQ4EDs7Lp2mVHltPRvWOsB5pyZk5k5feKferijVOXSLTT4T\/t9azlyLB6NRsujD9wpHa4CvPbSE9jY2MiuXbdpFz3Cw8Th5\/8IO\/YcoqG+8W9rgGlv7P8RZKv0el34FbQ+7dh9kPWbd+Ps7MRV40cREhyARqPh3Pksdu+PIuPkWV5f+RTQqpd2C\/tjZZ2QQZZxOPoEKemnuH7hnN\/l\/qocy52EDh85wZDB\/bnt5kW\/y7P8XsQmpLJ1x37mzjQda9nKvD987F\/pqFp0bkv0n6LiUhoaGmVjyM3V5f+lk\/7Rskir1ZKTV0Dk+FGdXtvYqOb4iSQmXzWWG6+7WnaP7754B\/su1osFen5v+WdMVXUN5eWVDB7Yl4mRY0y+Hzyw7x\/yHH8Hfs8zEIFAILiSEBrAFUxWi3I5c\/pEQoICOrz2zzx41Ol0aDSaLj9o\/b1QNzVdkV54OXn5aDRaE+\/z30Lbd70S3\/n3QJWTh4eHG95ef+zB2l8FW1tbHH5nQ5xOp0OVk8+oEYO7\/N7KnDxsbGzo1q11061QKFD8zgaljqirb6CktFzm1Xmlc\/5CFsFB\/iYH0Pb2cjleUVlFWXkFM6ZG\/pGP9z\/JlbA2abVasrNzLfJm\/qvS3tj\/I1Cq8vD18b5iPOh37DnEmg07GDFsEA\/deztOTo7Sd7NnTCY3r5DYhBTpM8nB4Q\/wUjXMh\/9FGaTT6Whu1pjI4864eFlJRI9uJkb0rkDd1ERBYQkjh3W+rpeWlVNaVsHMaRMtuu+fLffacumyksAAP5M5WlNTS1l5BZHj\/76y8f+DMsdgCOlcJhjkR9t9jo2Nzf+r\/\/9IWQR641Fjo9qi6PrL2SqampsZ2F8eWflH6N8dcaXNta7m95R\/5sjOzgFgzKhhTJww+g\/5zb8rhjOQK9l58q923iUQCK5MhAS5gslW5uDi7ERwoH+H123Zvo8NW3bzyQevyNICZJ46x5bt+7icpcLZ2YmZ065i4IA+vPrmxzx07+3SActHn37PuYuX+fSDV2X3PXPuIv9++xPZtUdPJPLFNz\/z7JMPcPL0eY7HJlFWXsFzTz3IwP690Wq1HIw6zpFj8eTmFeDs5MSAfr1ZumQhvj5e0r2bmzVEH40lKiaOoqJSmpub8fLyYPDAvtx1++IO37e8vJI9B6LJPHmO4tIytFotIcGBLLxmJqNHDpFd+8RzrxPo78u182axadseLl5W0rNHN158+mEAcvMK2b7rAJmnzlFbV09QoB9Xz55qUUi7TqcjNj6F\/YePUlBQTH1DI54ebvTp3ZN77rwJBwcHAOISUjkem0SWMoeqqhrc3d0YNqQ\/S66fh3ubdEVKpWnkRl19A7v3RZGecZrC4lKa1E34+\/syZ8Ykpk2ZIHueN9\/7jNKyCh578E7WbdrFmXMXcXVx5sN3Xm53jFj6\/rl5hWzduZ\/zFy5TUVGFk5MjoaFBXL9wLgP79+6wnSx9\/yNH4\/nq+195+dlHOH3uIjHHEigtqyAkOIA7br2Bvr17yu5bXVPLpq17iE9Ko6GhkUED+nL3ssWocvM73ZAZxvFrLz9Bz\/BugH5cPf7Ma2i1Wn786j0pxUBCUjofffY9Lz37CP36RFj1TqBPJbhh824yTp5Fq9Myctgglt1yPY88tZKJE0Zz97Il0rVqtZrd+6I5EZ9CYVEJ7m6uDB86gJtumC87DGhobGT\/waOciEumqKQUdODj48W4McO54dq5Hb77m+99Rll5Je++\/pz02eNPv0pYaDA3XDuXTdv2cObcJewUCsaPHcFtN19nYtzIyc1nx+5DnDxznupq\/fsP6NuLpUsW4u3lSXFJKfX1DbIolX0Hj7Dql8288\/pzMoOyRqPhHw8+y6SrxsjaorFRzdad+zl2Ionqmhp69QznrmWLUeXkExjgh5OjY+vfP\/QckyJb27K4pIwVz7zG0sV6ubN7XxSq3Hw83N24dv5spk0eL3uf5uZmduw+xJHjCZSXVxIWEsitN1\/H8dgkjp1I4utP3+ww5YQqJw+dTkdoSBC79kZxKPq4\/j5hwdx203X06d1Ddr2lctLaOWHJ+Nl\/6Cg\/\/rxR+pvblq8A4Pl\/PkhZeSVffPMzK59\/jN69evDdqnUcaqmNsX7zLtZv3qX\/m5uvY+6sKVTX1LJr72GSUjIpLS1HobDF38+XqZPHM2t6xwdvFy8rORR1nLPnL1FeXomDgz0RPbtz0w3zTTZg6Zln2LX3MDm5BdTW1uHm7kpEj+7ccev1+Hh7mf+BlnbeuecwqemnKCgspq6+AV8fLyZPHMv8udM7TSOi0+m45+HnGDNyKN3CQog+GktRUSmenu5Mvmos1y2YbXKPtIzT7DlwhIuXstHpdIR3D+XmG+bTu1cP6ZrSsgoe++crkrzYfzCG3PxCFs6bKc3fcxcus3tvFGcvXKKurh5vL08GDejL7UsX4eioX1sslRcbt+5h87a9fPDWCxyMOk5sfCo1NbWEh4fyjztuIiRYnyZw264DrNu4E4ComFiiYmIBfYTZ7UsXWbUeAcQmpLBzj77fvDzdWXDNDJydnPj0q5+kMWbgt6zFoM+3v23XAeIT0ygtLcfN3ZWJE0Zzw7Vzpc1yR2Pf+KCsta\/K2bbzICdPn6O0rAJHB3sCA\/2ZN2cqY1tSelqjkyhVuWbTjx2PTeJg1HGylbnY2SnoFRHOLUuulaVwtFTnsJTLWSrWb9pJzx7deOzBu7CzMzVih4YEytYUpSoXe3t7nJwc+XbVOpJTM2lsUNOvbwT\/uPMmmeNDV+gvQwf371AGtYe1Mt2SeWvtugKW9evZ85d47a3\/cv\/yW6ioqibqSCxFxaX8446bmDxxLBknzxJ9NI6Ll7KpqKzGxcWJAX17c9ON8\/H38wHgRFwyn371E9BaZwhg1PDBrHhkOaA3IOzYc4jE5AxKS8vx9vZk3JjhLFow22TsnD1\/iY1b9nDxUjbOzk7MmTmZwQP7otV2fkD28r\/\/w6XLSgDWbtzB2o078PXx5qN3X+5QTwUoKi5h8\/b9ZGSeoaa2lgB\/P+ZfPd1EDhjus+Lh5azduIPTZy+gUCiYPmUCS66fR1V1Des37SQpNZPmpmZGDBvE3cuWSLLTHBcuZrHyjY+kfxvasHu3EN5Y+U+yWw78w0KCOHD4GAejjlFQWIKfrzdLFy9g5HC5Yaq5WcOe\/VEcPZFEUXEJTo6OjBo5hKWLF+LSJj2SpfshS+V9ezz78ju4u7kyZeJY9hw4Ql5+IS7OzowdPYybFy+QHczf\/9iLDB7Yl4fvWya7x+bt+9hotJfIVuVhZ6fA0dGBz79eTVrGaWxtbRk2ZAC3L12Ei4uz9PeGCMC2OvrXP6whNi5FNictkbvWyKK290xNP0VVVTV+fj5MnTSeq2dPMVnHk1Iz2bbzAEpVHl6e7ly3YDYuzvr36Gz8P\/j4S1ItwE++XMUnX66if99evPjMw\/o9aYAfz6y4T7reUllVV9\/AfY88z\/yrp3PTDfNlv\/n192uIjZe3YWdzzdL2sKQvmps1FBWX4Ozk1Kljg7VyVKfTEXUklsMxseTmFaBQKBg6qD+33nyt1MeWyD9z5BUUsf9gDKfOnKe0rAJbW1u6h4Vw43VX079frw7fA1odZSN6dmv3GlVOHs\/9613uun2xiRPBG+9+RnmFfD9m6X77wsUsduw5xNlzl1A3NREaEsSiBbMZMWyQdE1zczPLH3yW6VMmMGrEYLbtPMDFy0qcnZyYMe0qFhlFOVsjI6xtu9T0U+w7GMOly0oaG9X4+nozYtggbr3pWsD8GUh9fQNff7+G1IxT3L1sSYdGLkv2I11x3nXHrTfww+oNLFowmxvaRLeBfj\/67Mvv4OTowKttsgl01ldqtZp7Hn6OsaOH89C9t5u82+vvfEppWTnv\/PtZYfwRCP4GiFl8BZOtzCU0NIiamlrZ5wo7O5nynq3KNcnJfDwumc+\/Xk1491BuunG+XnHfH01K+ilA7n2UpcwxWw8iq8WzQ1ZroUXZ+HntFlxdXbh69hTULfUYNBoNH\/z3W06ePsfECWOYOmk8FRWV7D90lLc\/+ILX\/\/WU5M33xTc\/k5iSzqSrxjJ10ng0mmZUuQUUFpV02i6JKRmcOnOB4cMG4ufjTXVtLVFHYvn48x\/413OP0isiHNAv3MXFpdgpFHzwybdMnTSeCWNH4uqqV6IzTp7lP598S4C\/H3NmTsbFxYnk1JN89d2v2NjYMMlMOHFb1m7cwc49h5kwdgQTxo7ExsaG\/IIiTp4+L9vMrt20k359IpgzczJOTo6cv5BFVEwcFZVVPPnoPbJ+VChsCQtp9ew\/e+4icQmpjBw2iMkTx6FWq4k5nsC3q9bh6urC2NHDWvtGlYezsxOvvf0JE8aOZOniBShsFdK9jceIpe9\/OVvFa2\/9l6AAf6ZNmYCHuxvlFVWkZ56moaGh0\/6y5v0Bfl63DTdXF2ZNn0h9fQM79hziv5\/\/yEfvvixtCqprannljY+orq5lxrRIfH28SUzJ4IP\/fktefhFDB\/fv8JlcWzaEjQ1q6bN9h2IAvbJf39AoXbPvYAw9w8Mk44s175SXX8irb36MQqFg3txpODs7EXM8gXc+\/Aq1Wl7HpK6+gTfe\/ZSCgmKmTBrH7BkTKSgs4eBh\/Sb\/+X8+COgPld\/+4AtycguYMnEss4In0tDYSLYyl+Li0k77Q6nKY9CA1rB4Q\/5uNzdX3vv4ayZfNY4RwwYRn5jG\/kNHCQsNlm0aEpMz+PTLVXh4uDF9SiRenh4UFBZx9HiilEIi24yXY1Z2Lk6OjiYG5Zy8Apqam2XXqpuaeOv9z8lW5TJ9ygRCggM5deYC7\/7nS5o1Gvq0ORTLyy8yqQljSE0Rn5RGY6OayHEjuWrCaPYdjOG7Vevo27sHoSFBUnt++On3pGWcZvLEsfSO6MHlLCUffPwN3t6eFuX7Nnhi7jsYg5OTI3NmTqa2to5d+6J464PPee+N56WNojVy0po5Yen46dOrB8tuWcSqXzYzYdxIhg0ZAEBEj+6kpu3RRxe1HI6MGzOCmpo64pPSuOPWG6Sc2gP69aahoZGVr39IQ0MjkyeOIzDAl5raOi5ezKasvKLD9gLYsz+ahoYGJkWOwcPDncLCYg5EHeOd\/3zJu68\/J\/3WwahjfP\/TBoYPHcjCeTOws7OjqKiUxJQMyQjXHnn5hRw4fIwxo4YwfuwIdDod8YlprNu4EzuFgmvmTOvw74tL9OlS0jJPk3nqHDOmRuLi4kzMsXg2bduLu7ubzNBkMHQPGzKAG66di1arJSomltff\/Yw3Vj5FcIvhUdnSryfik2lUNzE5cgyuri5SqtH9h46y6pdNhAQHcM3sqbi4OJOTW0BicoY0Niztb9Cv246ODvznk+8IDQli\/tXTKSuvYNfew3z13a+sfOFxAAb178OMqVdxMOoYixbOITDAr2Vs6A8XrFmPduw+yJoNOxjYvw+33XwdlZVV\/Lp+OyHBgbIxBr99La6orOLfb39CVXUN0ydPIDDAj\/MXs9ix+xAVFVXct\/wWoOOxb47SsgpefOV9nJ2dmBQ5Bm9vT6qqajh97iKVVTXSdZbqJLW1dZSWVTDJ6DD5mx\/WEn00jnGjhzN+7AjqGxo4ePgYr7\/zCW+\/9oxk1LdU57CU9Zt3odFoWb5siVnjizmUqjxcXJx49c2PGTywH9cvnItSlcfBqGP8vHar7MC2K\/QXPz+fdmVQe1gr0y2dt9asK2B5vxruu3PvYWxtbJk6eTx2CgV9+\/SUns\/Ly4PpUyJxc3NFqcrl8JET5OYX8MbKf7bMp2CuWzCbLdv3MWv6RGnMhbYYV8vKK3jtrf\/S0NDI1MnjCfDzJUuZw669h6msrObeu5dKz52QlM4nX\/5IePcwbrpxHk1NGnbviyIl7SRAp1Ha8+dOJzY+hfikNO687UacnBzxbHnXjvTUM2cv8t5HX+Pl5SHpVvGJaXz13a+gg8kTW+eNUpWHq6sLb73\/OZHjRzJsSH+iYuLYtvMA3l6e7Np7mIED+nDDtVeTlnGaY7FJhIQEcu28We0+t5enhyQfxo0ZLh2OGZwiDHJ778EYFLa2klzaufcwn371Ex+98zJubq6A3knm7fe\/ICs7h6mTxzNnxiRy8go4cPgYBQXFvPD0Q9LvWrIfskbem8OQ3qfK1YVVv25m5rSrmDZ5PPGJaew7GIO9vR1LFy8EoKS0nJqaWrN1SrKyc0z2EkpVHi7Ozrz53mcMHzqQJTfM48y5S8QcT6C+oYHHH7pbdq2vj5fUTqBfn9rOSUvlrjWySKnK4413P8XJyZGpk8bh6enOmbMX+XX9NtRqNYvapKzasz+a1Wu2MHhgX267+Vqqqmr4ec0WwkKDsbGx6dDBS6vVcstN1xIdE8eFi1ksv\/MmAAL8faU96dhRQ2XXWyqrlMpcdDpdu\/t1Y7nW0VyztD0s7YtzFy7xxrufcc2cadyyZGG77QPW6+cff\/4DSSmZTIwcw7RJ4ykpLWfPgWiyVbm8vvIpHOztO5V\/7XEkJo6c3ALGjR6Ot7cXZeUVHIo6zrsffcXbrz6DX4uBu6N3USgUeHl6UF3d2h7Y2ODeMsYNRhpz8ylbmcuQQf2kf1u63z5yLJ5vflhLr4juLLhGrxefiEvmg\/9+y\/P\/fFBaH3PzCtFoNFzKUpGSdpIpE8cxbswIomJi2bhlN716dpf2y9bICGvbbs2G7ezYfYjeEeFct2A2CoWCLGUOZ85eaG0LVS62traEtfR9bl4hH332HU1Nzfzrucc6XHcs3Y90xXnXuNHD+HnNFnLzCk3uExUTR35BEc899aBkfLGkrxwcHOgWFsLlLJXJPROS0zl99gKPPnCHML4IBH8TxEy+QimvqKSyqprKqmoeePwl2XfTp0yQeYpnq\/Lo3mbRKCou5dsf1jJy2CAeeeBOaWPdt08Er775MQ4O9gS1HILW1tVTXFJmNqdtljIHRwcH6Vr9b+kXpH59Irjj1htkYb4\/r93K2XOXePHph2Veg3179+Tt\/3xJWsZpRo8cQlFxCbEJKZ16MLbHpKvGmHhXR44bxeNPv0pqxmlJ8VK2eKVXVFSy8sUVMq\/70rIK\/vv5D4wcNpgH771NUlqnT4nk1bc+Zve+qA4PfdRqNXv3H2H2jEncvrT9\/NY6nY63Xvmn7HBk+pRIbG1tOXoikeZmjdQ\/ypw8goMCZSknBvbvwzv\/flZ2z2mTJ\/DIUytJSTspHWCUllVQXVNLXX0Dz\/\/zQZmxAEzHiDXvv3f\/EZydnFj54uMy7xdjz5nf\/P4th9gjhw3i2vmtm+RmjYYt2\/dRXlEpFUT96rtfqaqu4dUXV0jjc\/qUCbyw8j00Gk2nBY4N3oINjY2APtriUNQJJkaOJjomjrq6elxdnFHl5HP67AXu\/8etVr+TVqvlv1\/8iLOzEytfeBxPD3cAJk4YzYpnXgPkdUy+\/u5Xyisq+fe\/npTNuaBAP75btZ5sZS7h3UM5ffYi5y9k8fhDd5t4V3eGYZx07966gTQcKlRV1fD6v56SNtYTJ4zm3kee59JlpWSAUeXk8+lXP9G\/Xy8efeBOWZHLG667Whof5urwZCtz6d49xCQ1gKT4tumzNeu3cylLyUvPPCLJkulTInn\/469JSTslu7a1pkIbxbnlMzdXF1565hFpjIWGBPHme59xOUslbfB27dVHSDx8\/zLGjxkBwLTJ49HpdBw+EmvWs98Yw+91CwvmvuW3SO8Y3j2U9z\/+hqPHE1lwzQz9u23YYZGcbNuOlswJS8dPj\/Awamr1Rv0JY0fIvHazVbkEBfpLXsKDBvThyNE4XFycTWRudEwchUUlvP6vp\/5faROX37HExIASFhrEF9\/+wuXsHMnTb9vOA2a9GG9evKDT3wjw9+XDd16SjbmZ067i6RffIjntZKcGGIMh0cnJiZXPP4ZHyyHixMgxPP70qxw9kSi1S3JqJhu27GbZLdcze8Yk6R4TI8ew4unXOHD4mLRWGA4gHOztefnZR2XzKOPkWVb9somJE0az\/I4lsg3XzYsXSLLa0v4G\/drS2Khm3tzpMg\/C8vJKTsQno9VqsbW1pVdEOMkth6xzZ0428aq2dD06fyGLtRt3Mmv6RJbdcr3U\/kGB\/nz29WrZGPuta7FOp+Pjz3+gpqaWV154XDosnzZlAlqtlqMnErlx0TX4+nh1OPbNcfjICerq63nn38\/KIhsXzpspu85SnSTbTMqcfQePcORYPI8\/dBejRrTK8zEjh\/LPF97kWGwSc2dNsVjnsJSy8grSM8\/Qt3dPiwtCNzc3k5tfiE6n45kn7mfQgNaooZzcfCnqwUBX6S\/tyaD2sEamWzNvrVlXLO1XaF3D\/P18zR6y\/HPFvSay0sPDnY1bdlNSWo6\/nw9hocH4XcoGYOqk8TKZbDjktbe355UXV0hyDMDFxYXtuw5w683X4eriTElJGV9++wvDhwzksYfukubjwP69eem1D7C3t5fmWHuMHT2MxJQM3NxcZQWoO+rnyqpq\/vPJd4SFBvHsUw9I7ztt8gSefvFNtu7cLxlgDPdp1mh49cUV0vP079uLZ156m1W\/bGLFw3dL83vKxLE88PhLXLokH5\/G+Pn5EBKs778JY0eaiV5r1WuWL1sitY2riwtf\/7CGnLwC+vfVe35\/9+M6srJzeO6pB+jb5j2dnZ3Ysn0f585fom+fCIv3Q9bIe3Pk5hWg0WjRanUyvVnfvm9x9HiidLiardTrZO0dVHY3Gls5uQU0NzfzwD9uZUjLYe70KZE0NzUTn5RGRWWVpFfqIwBb5Z9GoyEnr5BJka3rkiVy1xpZ1NDYyPsff0NYaDD\/fPxeae2ZPiUSHbB7f7RkcLh4KZtf1m1j1vSJ3HHrDdI9QkOC+PjzH\/TR107tO37Y2toyccJoDkUdJzQ0SLbenj1\/SR9d10ZXtUZWZRn6xUheNzc3k5Ond8gy0NFcs6Y9LF0DDXq8JWuJNXJ0w5bdJKVk8vB9yxg3Zrh0jwB\/X77+YQ0JSelcNX5Uh\/KvI65bONtEtg4a0Id\/v\/0Jp85ckBl9zZGlzEGj0fDIkytlnwcHBUhRLdnKHBQKW5NaRUXFpdTW1cn2Y5bsty9nq\/j2x3XMnTVFZuwyyMo9+6IlA4xhbWluauatV5+Rxu6QQX154tnXuXhZKRlgrJER1rRdVEwsO3Yf4tp5s7hx0dUyfVzd1CT9vzInj6BAPxwcHIhLSOXr79fQu1c4D923TDJmtUdcQmqn+5GuPO8KCQ4kN79Ado\/GRjWbt+1l2JABkjyypq969QznUPRx6urqpajB5mYNazfsoG\/vnlK0mUAg+Ovz96\/I\/RfFcEBzw7VzefbJ+2X\/LbymVfExeNS0Lei6becBtFotdxt5NfaOCMfOTkFYaKuXjOF3zCna2cpcwkKDTDxqfH28uOWma2WLUUlJGfsOxjB9aiSBAX5UV9dI\/wW2LGgGb67a2nrp\/m0XX0sxLPharZa6unqqq2uwt7dDobClubnZpA0XXz\/PpIbOlh370Op0LL7+Gmpr66RnramppXtYSKeROI3qJpqam8nLL6Surr7d62xsbKSDenVTE9U1tS0pm1zRaDRodVrpWqXKtLipQTHW6XTU1TdQXV1DU1MTri7ONLV5V4NCO3fWZJPDC3NjxJr3r62ro7FRjSonv8M26Yr3DwkONFHsDVEVBmX03IXLpKSdZO7MyTJlycbGhgEth7adpSBzdWkxwDToDTBHjsWj02m5umUDXFtbB8D+QzF4eXpIGyNr3ulEfAqqnHxuvek6yfgC+g14ePdQyWvV8E4JyeksvGYmri7OsvljOFwoLCqWPdulLCVabWv7WYLSjLHCME+WLl4g82o0HAI5OLRuAn5dvw17OwUP3nu77NAY5DWGlMpcvL09JaXZsEFsT87Y2NgQ1tIWJSVlHIw6RuT40TIDBSBF7rSdJ8qWv2\/rUZ+t0teJ+ccdN8lkoOH\/De\/U0NDI9l2HGDV8sKyPAfq1HKRYkl88W5WHi4uz7LAZYMigftjY2FBUXCK9m6VyEqybE5aOH9AXEgYIN+oPpSrPJL95tjLXbMqN2jr9OLzQsum1FoMcb27WUNMyh1o3Ha2yrba2nuLSMioqq6z+DQcHB6k\/Ghoaqa6uoba2Dg8PN5qbmjv569YDtztuuV5+aOnsRI\/uYZSUlkmf\/bp+O3169WDC2BGy9kenw9\/fR9avho3dvXcvNZlHP\/26GX9\/XxPjC\/z\/+ruuZdM5ZHB\/k\/QNCjsFdnZ2sjU+W5mLn6\/5GiWWrkcbt+7Gw92NpUsWyuaDNKf+n2uROTJPnuXc+ctct2C2ycFw\/3690Ol0Fo19c9TW1qHV6rh4ueODW0t1EoP8Nbx\/Q2Mjm7buZcyoofTt3VPWj26uLrg4O0nvb6nOYSlnzl4EkHnfdobBm3ba5AmyA0\/Qy1bj2gJdob9A+zLIHNbKdOvmrYXrihX9Ci0Rag4O3HPnTWY9XFtlZbMkK91a5meTkc6rUChk6c1AX1T+0mUlS66fhw3InsdwrWGObN25H3VTE7fcdK1MLvTs0Q0XZyfCQgI7jQg1vFO4UZ911M979h+htq6Ou25fLDvUs7NT0KdXD4qKSyV9x3Cfa+fPks15Q4qosaOHyYyrdnZ2LfOx8ygvgz5k7hAvW5WLq4sLd9x6g6wNFEb9n1dQxPG4ZKZPjZQZXwDJQJNfaNDnOt8PWbu+m8Owlt143dUyvdnW1pZ+fSKorKqmqWVNlDz2jdqgpqaW0rJywtvMn\/wCfQTyxMgxkvHFwNAh+n8XtURmG6Kt2zoemYtgtkTuWiOL9h2Ioay8gqWLF6BWq2XtFxYaJMls0EcFOjk6sHjRNbJ7Dhpoqnu2h06nQ5mTZzKGjMeWtbIqW5mLi7MTAf6+smtVufkmjmcdzTVr2sPSNfCaOdNY\/e1\/iLSgdpylcrS2rp49+6MZOWyQzPgCSCmuCgqKZO1jTv51RNu126B\/GHSytrLVHA0NjRQWlTBm5FCTc5q20VdZylxCggNN1kdpPLTpN0v22+s27sTby4N5c6bJ+q6hoYGQ4ECjPYT+N+66\/UaZ4VChaNnftd23WSEjLG27hsZG1m7YQb8+ESy+\/hoTBzzj3w8NCeLntVv55MtVzJgWydMr7uvU+GJoN+h4P9JV512gd7YrKCyhuVkjfbZnfzSVVdXcfGNrekBr+qp3r3B0Oh2XW4yZoD+DKCwqkdK0CQSCvwciAuYKxbBQjBs7wsR40BZDlIdhAddqtSQmpzN0yAA8Pd1l1zZrNPoi7zKvdPNeK+qmJvLyC5k8cZz0mcGj5urZU00UiYTkdDQaDbv2HmbX3sNmn9XZWb9Yh3cPZdTwwcQcTyApJYMRwwYxeuRQRg4f1OkGSafTEXM8gUNRx8lS5sgWP4CgALn3gkJhy4SxcsVWq9USn6CvG\/Lkc6+b\/Z22B9HmcHdzZdb0iew\/dJRHnlzJ0MH9GTViMGNHD5NFRpSUlLFlx35S00+ZHCD6+nhJ7VhSUkZdXb3J4WdSaiZ79+vzkjeq1bLvJrbxCjaMF3P5Uc2NEWvef+6sqZw5d4l\/\/fs\/9AwPY9SIIUSOH0mAv1+HbWTV+5eWU1tXx8xpV5koOnn5hbi5uUreV3EJqdjY2Jj1htVqtdjb2RES3LGHpiENXUNjI1qtlr0HjjB10ni8W+pJ1NXXU1dXz7HYJBZcPUO2SbD0neISUnFzc2Xk8EEY09iolnnSxcbrixz\/9Otmfvp1s9lndnbSK7ZDh\/SnV0Q423YeIDomjpEjBjN25FAGtxz2d4S5wwVlS\/7uEUbPWVRcSnOzRtrgV1fXkHHyLDOnXdWpQqzMkR\/k5+QWoNFo2vWobFvTJTElA41Gy+wZpv2r0egPYLobRcC09ajXv1MufXr1MMlFndcSMh4cpN+gZZw6S21dnVkvt8ZG\/XzrzJNO7wGaz4SxI2W5zgGpPwzPZo2ctGZOWDN+QC\/33d1cZfVmzEVHqZuayC8sYtYg076YMG4kh6JP8P1P69m+6wCjRw5h3OgRJvVuzNHQ2MiuPYc5EZ9CQWExOp1O9n1QYKtsuW7hbNZu2MFj\/3yVQQP6MGqEPp2Yq1Fbm+Ps+Uvs2H2QM+cuUV8vT5doScFUff53D7MpDXU6nTRms7JzyG85CDCOWDUQFtrq\/ZityqNHeJgsXZHhPnn5hSxdvLDDVAPW9LdhUz121DCTa\/LyC030i2xVbrspuSxZj6prajl5+jxzZk4y0RMMf2OYU12xFscnp2NjYyPTVQwYhpVjmzXZ3Nhvj+lTIklISue9j74mJDhQv\/aNGyEz9lqnk+Th5OgopXbLOHmWmto64hJSiUtINfsMTi39aKnOYSklZeUAkuHXEgyGQ+PDMNAfpPbuFS77rCv0l45kkDmskenWzluL1xUr+tUQATB8yACT+nGgX3e37TpIYnI6xSVlsu8UClv8fVvTvGQrcwkLCTKRHQZ58eGn35l9FtDLC61WS0JSOsOGDJDGaFu0Wp0s+qE91E1N5BWYpoLtqJ8TktLoGR5mdr3VAfb2diaOY21TOYHe8AEwxujzmppaqqpqOo3cgVYji79R6qHmZg15+YVMGDvSRK7l5RdiY2NDUKD+\/olJ6YDeE98UvVAy6ASW7IesXd\/NoczR74fMtb1Wp8POTiHpuQYjvJuRnmeIwGg7BgxRfVPMzDcb5PqP5ADUva2zjOkhtCVy1xpZFBufgk6n41+vf2hyLej1NEcnR2ntmjV9ookup9VoTJ6zPQqLSmhoaDR1ZlHlyrzsrdU\/9VHkoWaiyNt3rDLX35a2B1jWF9ZiqRxNyziNWt3EVDO1tQw6Y1u9vz351x7NzRoOHD5KzLEEqQB8W4I6WRuVKn1KuMGD+jF4oHlHBp1Oh1KZK4uCNGCIGmpr1Otsv11dXUPmqXPodDoeeuJls7\/ZNkWzUpWHj7eXiTNbXr6+rdvula2REZa2XcbJs1TX1DJn5iSTe7bFcAaSnHoSjUYjq8ViCZbsR7rqvAsgLCwYzYlECouKCQ0JorqlvtrEyDHS3LC2rwyR0pcuKxk0oA81NbVs2b6f8WNHSN8JBIK\/B8IAc4WSpczB3t6eIDOboLYYH6iWlJZTU1tn4rkEUFhYgk6nMzm8NLfZuJylQqPRyrxvDMrzADPF1ZSqPJycHHn8obvafVaDcmhra8uKR5ZLkQyJyRkci02iZ3gYLz\/3mCwFlzGrftnE\/kNHGTViCLcvvR5PD3ecnBxISTvF3gNH5KmVlLl0Cwsx2USUllVQW1fHrOkTGTXCfAqSzjYzAHfcegPTJk8gKSWDpNRMvvj2FzZu3cOrL67A3d2NvIIiXn3jIxwcHJgycRyhoUG4ubpga2vDJ1+sMukHkCtiO\/cc5tf12xjYvzc33TgPby8vnJ0duZSlYt3GnSZpmNxcXcwqxcZjxNr3HzSgD\/9560USUzJIyzjN1p0H2LRtLw\/849YOFaT\/z\/v3ijA9+MtS5srGc7YqF38\/H7OHFRcuZRMaGtSpIc+wuWpoaCQl\/RRFxaXMnjkZZydHbGxsqK2t58ixeLRanaz+iVXvpMylu5n6ITqdjqLiUskTEgyh1\/7cedsNtEfviB6A3uvoX889ysnT50lNP0VicjqHo08wYthAWf0Zc5irBZStyiUsNNgklFxKd9DS9qrcAnQ6nVSnoj0MHvdtx4a0yQ6Xy6WmpmayVblSLQYweLHZmt3oXryUjZvR4alxTZu6+gZKSssZPXKoyd9nKfVFWw2bDqU0N0wNQ4WFxfrImtBgk+\/aUlBYjFrdZDb1wqXLKlnObmvkpDVzwprxY7i3sSenuegoVY5+Y2UupZ+3lydvvfo0aRmnSc04zfHYZPbsP2KSusMYdVMTr7\/9Cbn5hUyKHMO182bi6uqCvb0dW3ccIFuZg79fq4fn\/LnTGTNyKAlJaaSmn+b7n9azftNOXn7+sQ6dE2LjU\/j0q5\/oER7GdfNn4+\/njbOzM2XlFXz9\/ZpO0xQa2iTczIFHc3Mz2cocBrdEDxiMHMuXLcHf33zOcL+Wg1JDRKK5dDOG+\/TqZI5Z09+GcdTbaBxptVqUqjwmjG2dp1XVNZSXVxI+yXQdsXQ9UhkM\/u3MKWj16u2KtTgnJx9vL09ZXTwDuXn5KBS2hIa2GrrMjf326BYWzHtvPk9ySibpmWfYfyiG7bsOcPPiBcyfOx34f+gk3YKl8WTo7yceWS6LNGxL20PjznQOa9Bp9QdYGo2mkytbUar00YaGmkAGKquqKa+olBnYu0p\/6UgGmX1GK2S6NfPWqnXFin41RAAM6G+qV1dX1\/Dyv\/9DfX0DEyPHENGjG66uLigUtqz6ZTMKha2kL+t0OpSqPMaMNjW0KlW59O3Tk+vb1LkwJjDAj9KyCmpq68yu8Tm5+TQ0NppEtZhDlZOPVqs1Mda0189NTc0UFBZzlZnUMAC5uQXySABVLm5uriZOQIYDtl495YdVyhzTmnTtka3MMSsfcvMLaG7WmG2bbGUuAf6+kgxS5eZjY2NDcJDpAW5Orj5tTXcr9kPWru\/mUKryCAzwN5s+6+KlbLp3a13nspW5ZvWZCxf13uVtx4BBb+gZblqE\/MLlbBwdHExqKMkiNcxEMFsidy2VRVqtFlVuPmNHDWP6VPPpZBUKfcTMhYvZeh23h5l3afGst2TtaC+KyrjWjTWyypBybdb0q0yuvXApSxZRD+3PNWvaAyzrC2uwRo4aokBCzNRxyc2Tz6OO5J85dDodH332HWkZZ4gcN5LZMyfh7uaKg4M9UTFxxMandCrrDJFixqnF2lJcUkZdfYNZ2XPhUhYeHm5SfUjofL9t2IfdeN3VJg4PBjzcW51vlao8s\/XSDLLS2BnPEhlhTdsZ1sKInh0bEAx66uSJY4k6EkuWMscqA4wl+5GuOu+CVh02N6+A0JAgtu7YR3OzhhuvmytdY21fBQf64+riItWB2bRtL+qmJm66fp7F7SAQCP4aCAPMFUq2MpdQC0L9jT1q1C1ehuY84Q8fOQHIFcjcvEJCQkwPsQweV+YKW5tTFusbGkCnTxHUmRe+gb69e9K3d0+WXD9POsTIys5p14O6uKSM\/YeOmj3g27nnMAqFQlJWDV6FkeNNF3CDJ7Sfr0+7XiuW0r1bCN27hbBo4RzpwCHj1Dkix41k+84D1Dc08uarT8sUrPMXsvRGsjYbHIOSYmjvxkY1G7fuZsSwQTz56D9kvxmXmAbIvTiyVabh7q3fycfI\/+f93dxcmTppPFMnjaeouITnV77HkWPxHSpIVr1\/O2OrsVFNfkERI4YNlH1mjnPnL3E5S8UUM57QxjjY22Nvb09DQyO790UxZtRQ\/Hz1tTQcHRyoratj\/6GjRI4fKTvYsuad1Gq12bmQmJxBVXWNbB7W1zdgp1BY3B+2trYMGdSPIYP6sXTxQv77xY8kpWRQXlEpey5jjGsBNTdryMsrJHKCmZy42Tn6gqMtG5z6hgaTa8whjeU2m+zcPL2HqHFBzJS0kzQ2qmVjV9+\/pu1WXFJGUmoG\/fq0KsRma9q0FCo1Nx+ylDl0CwuWDHSNan3KD+N+UqvVHItNwt\/f1yRFVHvva05W7z14BEdHB4YP1Y9fa+SkNXPCmvGjVqvJLyhm2OABss\/bi44y\/qwtdnZ2jBoxhFEjhnDbTdfx+rufEnUktkMDTGxcCpezc3j0gTtlRbjVarX+cNyMwSMwwI\/5V89g\/tUziE9M5ePPfyQxKd0kNVtb1mzYTvduIax8\/jGZQXbbzgNA57nKDQcFYWYMcDHHEqirb5CMF4a5ER4e2m70iAEpItFMm1o6x6zp72zpUEM+9woKi03mXquHsvzZrFmPDPLZ3Pg+FG3QQUKl94DfuBbbgJ0Zpw21Wk1cQhqDBvSVjMvtjf2OcHJ0JHL8KCLHj6K6uoaXXvuAqCOxzJ873SqdpLlZQ25+gcwr3vD+fXr1sNiA0pHOYQ2BLVFmqpY5bgn6AxrTGgjGBWy7Un\/pTAYZY41Mt2reWrGuWNOvknOCGb1636GjFJeU8dpLT9CzzaFwaVkF+QVFMk\/lwqKSdg0k9fWNuDg7dzrHGltq4pljz\/4jABYZwqTDPZMIgPb72cbGxuw8zlblkq3K5aYb5rf5LM+sk1mW0vwBm5R6JrzjZ1c3NZFfUGw2LZ9hHJqN4lXmyNI82aDXB8w53xw9kUhIcICJ80BH+yFr9UNzKHPy8fYyjSbMOHmWvPxCblmiT3HT0NBIaVk5VxnphDqdjrjEVBwc5DWADO1iYyufb9U1tZyITWbE8EGy2oBtIwDBfAQzdCx3DfeyRBY1NKrR6XR4err\/pvG\/98AR2X07IqvFqNT2QNdcrRtrZFVBYTEajYbQYHnUrLqpieSUTJO2aG+uWdMeBjrrC2uwRo4amsVcREvM8QRcXJylVGQdyT9znD57kZS0U9yyZKGsFqBOp2PVL5vMRoAZY5Ar5nREAwZDkXG0c0VlFWfOXTRrHOlov21Ys0KCAzrtP4NDrtm2zs7Fw90Nn5asD2C5jLCm7Ywjz9vDIEcWL7oGb08PNm3bS0hwoEX7eQOd7Ue66rwLkPS6nNwCInqUcfDwcebMmizV5ASs6ivQy4GIiO5czlaRX1DEwajjXDNnKn5+5p1DBALBXxdRA+YKxOBB3pnnNZh61Pj5+WBjY8OZcxdl113OVhEVE2uiFDY2qk0OtE+ePs+h6OMm12ar9Au2udQdAf5+NDQ2kpZx2uS7pqZmKWd5XX2DLIco6Bcdg8JlHJLcltKWlBnGaQQORR8n4+RZWeixwavQ3GbJz9cbhcKWhKQ0szU0Kiur230G0Cu8htohbTGE5vq0vENpWQWuLs6y+h+1tXV88+MaAJOoDi9PD6nOQE1tLWp1E8FGIdCp6aeIjomTbTINHtXtHSiajBEr3r+qJQ9wWxwdHNFotDLFzRzWvL9SlWd2bClVpt7U\/r4+FJeUUVDYmvNarVbz87ptgGUeagCuLs6cOXeRM2cvcvXsqdLnzi5OxManUFhUwtyZci91a97J39+XrOxcmQJaW1vHuk07AbmyF+jvR15BkaSEtqW+vkEyrNbU1Jr0mZ2dAhsbveHIXN2GtvcxrgWUX1BIU3Nzuzlx227qAlqiEtIzz5hcK6u9ZCaayyBj2sqa8vJKVq\/ZAsgPavz8fNBoNJw+2yrDtFotq9dsafGENvVSavv3yhyDR6b8nbRaLSqjvNyGOWQsLzdt3UtlVbVFmzlDCo5TZ87LPj9z9iJxCanMnTVF2oxYKif172b5nLB0\/IB+k9Wed7JxdFRxiT53e9uIFEDKD94We3s7dDpdhzIcoLS8ApDLca1Wy7c\/rqOurl6aQzqdzuzvKFpkvE8Hv6PT6SivqCTA31dmfLmcrWLrzv1A5wcpOS2GkktZSllu\/srKarbs2EfPHt2kIs2GnOztpRuqrGqVqYaNnfH4bHuftE7mmHX9nSc71DDQmue\/9TmKi\/Upjoz725r1yPAOZ85eNLk2Nf2ULILtt67FAKHBQZSWllFaViF9ptPp+OnXzVRUVnHt\/Flt2sL82DeHubXPwcEBrVYnrX3W6SSFNDdrZPLLcBAZa2bcaLVaqmtqAct1Dq1WS15+oawt2mPo4AG4urhwKPqEbC01oNFoOBR9nLLy1nsp2znUMzbedqX+0p4Mag9rZLo189aadcXSfoXWCABzEZ9lZRUtqa1a21Hd1MSX3\/5scohpSE\/m72\/aTgEBvpw7f4nyikqT76qra6S55+er3z9knjwru+bCxSxijieY7AnaI9vIkx067md7ezsC\/H05fyFLlo6yvr6Br79fg4e7G9NbIpElPcbsOMyRpbeSPlfpa2d0NobKyirQarVmrzPUquvWTb4vK6+opLKyWiZHQ0OC0Gg0skLwoDf+Z2XncN18fUFtS\/dD1sh7s+9VXkFNTS0FBcWytLkNjY2sWb8dXx8vKdLbkCrQeF+4Zfs+VDn5shqi0HpwevrMBdn16zbuQKPRyIqHZ6ty6RYWLDM4GNeds0TuSn9ngSxydnLEw92N1PRTNJgxsLRdYwyyI\/PUOdk1CUnpZJ46h5uri+yAtT2ylTkmzjvmat1YI6skHbpNX2u1Wn78eaPeCcnIoau9uWZNe1jaFyWl5Zw6c8GsvmaMNXLUYLQ4d\/6S7NpjsUkkJmcwb+40ybjXkfwzR1k7a\/e6TbvIyy+yqEZcljIHP19vs9G3BszNp6amZr767ld9SvjuHY994\/12YMv7mVtbQN5\/hv2RuXGQpcyR\/bY1MsKatjOssemZpnse432j4Qxk0cI5jBsznO9\/Wm+iR5rD0v1IV513gV42u7m6kJtfyPrNu3B0cpTVZwbr+spA74hwikvK+OaHtbi6OLPA6J75BUVSTS2BQPDXRUTAXIFkt+QV7SisFcx71Dg5OjJuzHBi41P47xc\/MnhAXwqKiok5loCbqyt2dgqZUtgrIpyYY\/F88c3P9OzRjazsHE6ePo+\/n68+x70FHjUAM6dFcvjICT7+\/AemThpPt9BgauvrKSwsJiE5g5eeeRgXF2fiE1NZs2EHY0cNJSQ4EHt7O063HFTOmj5RikIwR7ewEFxcnNm8bS8NjY04OTqSeeocpWXl2NjYGHlUtl9szcXFmelTItl\/6Cgr3\/iI8WOG4+TkSGlpBWcvXMLTw51H7r+j3ec4d\/4yH37yHaNHDaF7WAhOTo5czlJx5FgCI4YNklJL9e8bwakz5\/nosx8YPmQAJaXlRB+Nw8NDb2QxjoBp27Y+3l74+\/lwMOo4jo4OeHp6cP7CZS5cysbJyVHutdxByhdzY8Sa93\/p1ffx9\/NlQP\/e+Pp4UV5RRXRMLI4O9iy4Zka7bWTt+2e3pPoxxjgNFsCUSeOIT0rj7Q++YM7MyWi1OqJiYqlpOdSwJEcz6OvAZJ46R59ePejdJr+qs5MTmafOMWhAH5M5aM07TZk4ju9\/Ws+b73\/OpMgx1Dc0cDj6hLS5brthunr2VJJSM3n9nU+ZNmU8gQH+VFfXkJdfSFJqJv99byUAu\/dHc+RYPGNGDiU4KACdTkdq+inSM89wy5KFZnPVGjCuBQSdFyUc2L+1uGm3sGAGD+zLibhkmpqaGDSgLxqNhqzsHJqam6Uxo1Tl4ejoIPNy7BXRnYNRx3j\/428YN2Y4paXlHD2RSGCAH2XlFbK2mBQ5ht37ovjkix+5es5UnBwdOXYiUdpgmfdSavtZnomXJugVV7W6STaWxo8ZztqNO\/hh9QYKCovx9vIgKSVTKoxoaZoqfz8fTp+9wFff\/Uq\/vhHk5BZw4PAxBvTrLUv7YqmcBOvmhKXjR9ZmZryTjQ+mDQdRP6\/dQv++vbBTKJgwbiSr12zh4mUlo0YMJsDfj6amJuISUsnKzpEVHzWHwVP4869XM23KBBoaGomNT5E8aA1jsai4lGdeeouRwwfTM7wbbm6u5OblE3Ukjp49ujHOqGhtW2xsbOjbO4LE5Ax+XruV4CB\/spW5JKeexM3VFU8P905ryBgMa14eHrz13udEjh9FTU0tB6OOo9VqeeT+O6SDpKGD+9O9Wwg79xymuLiMAf17o9NpKS4pJyXtJHNmTpZqVmWrcs2OT4Ahg\/oTGhLIjt0HqaiopHevHjQ0NHLhYha+vt7cdvN1gOX9rdFoyM0tYOJVY0x+K1uZY3KgaEjDtHHrHkaNGIytrS1jRw+zaj0KDQmiT68eRB+Nw8bWhoge3cnKziExJR0XZ2fZJve3rsUA18ydxtETCbz9wedMnxKJQqHgRHwy5y9kcfvSRTLP9PbGvjk+\/PQ71Oomhg7uj7+vD7V1dRw9nkh1TS0P33c7YJ1OYs5YHDl+FNt2HWD1ms1czlLRKyIctVpNUXEpSSmZ3L1sMcOHDrRY51Cq8njx1feZMmkc99x5c4fv5+LsxD133cwnX\/7ICyvfY\/LEsdKBV25eAUkpmdTV10sRO6VlHXjTKnPw9HCXoi+7Sn+B9mVQe1gj062at1asK5b2K+jlgTlPfoB+fSOIPhrH+x9\/Q+T4kVRW1RBzLF5aI9qOL8Nh7q49h6mpqUWhUDBsyADc3VyZP3c6\/\/3iR15+7T9Mm6yvdVdZWYUyJ48LF7P5+L1\/AeDk5MjY0cOIS0jlw0+\/Y+jg\/uQXFHM4+gTOTo44OzuZ1MYwh74WQ6DM6NtZP187bxZfff8r7374FaNGDKa2rp7D0Seorqnl2Sful+R1e\/cxRLcNNRPdplTmmY2sNMbLywM7OwWHj8Tqo6Qd7OnfJwI\/Px+UKn0aMONUreZ0kOlTI9m9P5qPPvuB2TMm4eLiTGr6SVLSTjFv7jQiW1KtWbofsmZ9N4fBSBISHMhb733O9KkTaGrScPjICSoqqnjuqQekCBRPD3f8\/Xw4fOQEDg4OuLm6kHHyDI1qNba2tjL5XVVdQ0VlFb16dufzb35m3pxpuLm6EJeYysnT51l+xxJJpmg0+mhrc3UW2kYwWyJ3rZFFNjY2zJs7nV\/Xb+OlVz9g0lVjcHdzo6y8gkuXldTW1rHyhccBfSRDr4hwjp5IRKFQ0DsinEtZSk7EpeDo6GCxc1e2Kpe+vXuafAZy+W+NrAoODsTZ2Ykt2\/dR39CIwtaWxJQMSeeXOyG1P9esaQ9L+gJg87a9RB+N498vP9l5xJ8VcnTc6GFs3raX71dvIK+gCB9vL06fvcCJuGTGjxnBgqtb96AdyT9z9O7VA4VCwapfNlFYVIJWqyM5LVNydOgsQrq5WUNuXoHZaLm29AzvhkJhy0+\/bqagqBh1o5rYhBQp9VTbPrZkvx0WGszwoQOJT0zjrfc\/Z\/jQgdjZ2VFSWibtW5cuXqhv63aiRxsaGiksKpEciMA6GWFN20WOG8nWHfv56ZfNqHLy6R4WQnVtLafPXmTIwH5cM2eq9PuG57SxseG+u5fy2tulfPjZ97zywuNma5IZsHQ\/0lXnXQbCwoI5dfo8NbV13LJkocnaaE1fGTCcRZw9f4k7b7tRZtyrra3jny+8yaABfXjuqQc7fDaBQHBlIwwwVyAGhb6zCBhzHjUAd9++GHs7O1LTT5GReYYB\/XrzzJP3896HX8sOmgFuvnE+tbV1JCZnkH7yDCOHDebVl1bwwsr3ZAcXBo8a46KXBgL8\/XjtpSfYuHUPyamZHIo+jqurC8FBAcybM01StkKCAhg8sC8ZJ88SczwRR0cHQoIDeOje280WU2yLq4szTzy8nJ\/WbGbz1r14eXkwfuwIFi2YzUuvfSDf1LfjrWbg9qWLCAsN5vCRE2zZvg+tVoeXlwf9+kRInnbt4eXpzpjRwzh\/4TIJieko7BQEBvix7JbrZeGyC66ZSXVNLbHxKZw8dY5eEd156L7bORh1nLLySsmTqr6+geKSMtn729jY8MQjy\/lh9UZ27j2Mi7Mzo0YM4bmnHmTFM6\/Jo2ekQ3RTZaG9MWLJ++t0Oq6aMJqTp8+z\/9BRGhsa8fHxYtiQgSycN7PTIsbWvv9YM7l7s5Xy9GkAw4YMYPmyJezYc4g1G7bj6+PNhHEjaW5qZseeQ3SzOAJGHy1y9Wx5lItB4TFXo8HSdwKYNnk8tbV1HIo+zq\/rt9E9LIRbbrqW+MQ0GhvVsmv79O7ByucfY9O2vRw7kURNTS1u7q6EhQZz840LJMWwd0Q4OTn5JCZnUF1dg4uLM93CgnlmxX0MMVMo3LgtwTTFlLl5UlZeoU+TZuRN+vjDd7Nj9yHiElJJyziDU8umtG0YulKVSzcjL8mJE0ajVOVx7EQi6zfvol+fCJ587B52742ioLBY5k3XLSyYxx+6i\/Wbd7N56148PNwYNWII48aM4Jd1W2WbYHNRG0qVvvaTcfqPLDOHr+7ubjz7xP389Otmdu45hKeHO+PHjmTqpPF89Nn3JvLSHMqcPPr1juCauVP5YfVGTsQl4+XlwYKrp7PgmpmyQyhL5aS1c8LS8aP\/+5x2vZON5fukyDFcupxNUkom0TFxhIYEMmHcSAYN7EtVTa3+t2pr8XB3p2d4GCuff6zTYpED+\/fmzttuZOeeQ\/yybhvBQf7MmjYRrU7L9z9tkA4N7OzsmDJxPGfOXdBHXen03nTXzp\/FrBkTO6wVBnDf8lv4YfUGDkefwN7ejiGD+\/Pyc4+y8o0PiejZs8O\/BX2\/eri78eRj\/+DbH9fx6\/pt2CnsGDakP0tumC9zFlAoFLzw9MNs33WApJRMUtJP4ehgj6+vN6NGDGZ0mwKshtpk5lLW2dkpePHph9m0bS9pmWeIjU\/BxcWZiJ7dmDC21eBkaX\/n5Re1RLiZ9xQ2PlAcPLAfC+fN5MjReJJTM3F0cOCq8aOsWo8AHn3wTn5YvZG4+BQSk9IZOrg\/z6y4n5f\/\/YFJLuzfshaDXqf45+P3sW7TTtZu2IGDgwO9Irrz3FMPMrC\/PL2HubHfHqNHDCU5LZOoI7HU1dfj7eVJ3949efTBO6V0blbpJC2ytm26ElcXZ159cQWbt+0l8\/R5TsQl4+zshL+\/L1MmjqVviw5mqc6R1U7qp3bfceQQXnlxBTt3HyIxJYND0SdwdXHGx8eLsaOHMW708NZ6BWZSS7a2a67MeNtV+gu0L4PawxqZbtW8tWJdsbRfDe3atoaZ8bsXl5RxOPoEq9dsoXtYCEsXL+RSllLf5m1+MyjQn2W3LGLX3ii+\/XEdWq2Wzz58DdAXKnd1dWHbzgMciDpGfX0jHu5u9AgP49abrpX95t3Lluj3DxmnyTh5lvDuoTzywB18t2qdRQ4Jek\/2fMaPkxvIO+vnyRPH0qhWs2d\/NKt+2Yy7mytDBvXj+mvnylKKtXcfQ3Sbsa5rqJ0xc5pp7QxjnBwduf8ft7Jxyx5++HkjGo2GV15coTfA5OQx2Ew\/mdOr3N1cefaJ+\/l1\/TY2b9+LQqEgvFsojz14F2ParLGW7oesWd\/NYZA9Tz12D7+u38b6zbvR6XQM6Nebxx68y8TR6OH77+CH1RvYsz8ab29PJkeOYcTwQbyw8j2zKSuvv3Yuqtx89u4\/Qk1tHT3Dw3jqsXtktf0Ma1FnEcyWyF1rZBHAvLnT8PP1Zs+BaHbtOUxTUzOenu70igg30fMfa1m74pPSSEhKo1dEOE8+9g\/eev8LiwwwFZVVVFZWmzybuVo31sgqF2cnHr5vGT+v3cq2nQcI9Pdl+tRIAvx9OXPuolwv7mSuWdoelvSFVqvl5OlzhIUEdeo0CtbJUTs7O55ecR8\/r93K7n1R6HQ6QkOCuHvZEqZOGiczqHYk\/8wRFOjPw\/ctY\/1mvd7g5+fDlBYnhPc\/\/qbdtjOQm6evCRUW2vGYCAzw4x933symrXvYtHUPoSFBXLdgDvX19Zw5d1GKcrJmv\/3og3eyZ380x2OTWb95FwpbW3y8vRjQvzdT2qQ4Vbbsj4zTUitbnHxlRjsrZIQ1befm5sorL65gw+ZdJKee5PCRE7i7u9GnVw9GDh8EmD8DcXBw4ImHl\/Py6\/\/h\/Y+\/5l\/PP96u05Sl+5GuOu8y0C00mDNnL+Lv5yM5ahhjaV8ZMNSfCg0JZPoUeY2my9nW6XcCgeDKxUbXNt5b8LflzNmL\/PudT3jwntsk7yuBQPDH0tDQyCNPrWT8mOEsv+OmP\/txBO3w1Xe\/kpCczqcfvIKDg0PnfyD42\/Gv1z\/E0cGe5\/\/50J\/9KH8LYo4n8OW3v\/Dyc4+aeAcLBL83QqYL\/lf55ItVXLyczX\/efunPfhSBBfyVZFV8Yhqfff0Tr7ywwuI6XYIrDyEjrgxOxCXz6Vc\/8dRj90hRsgKB4O+HqAHzN6O5udkkl3p1TS3frlqHv58PY0aZelQLBIKuxzgvt0aj4Zsf19LYqGbOzMl\/0lMJ2mIud3pyaiYxxxOYOe2qK37zK\/h90Gq15LTkuxdYR9t6OQaKikv5dd02+vTqIYwvgt8VIdMFAjnKnFyxll2B\/B1k1Z790Vx\/7VxhfPmLI2TEn09DQyNrN+5gyOD+wvgiEPzNESnI\/macOXeRVb9sZsK4kXh5uFNYXEJ0TBzqpiaeeeL+TtO2CASC305TUzMrnvk3V00YTVCgH1VVNcQlpqLKyee2m68Tiu4Vwner1qNWN9G3T09sbW05d+EycQmp9O4VLiseK\/jforCohEa1mrDQoD\/7Uf5yHDuRRFRMLKNGDMbN1YWc3AKij8bh6OjAfctv+bMfT\/A3R8h0gaAVtVpNQWEJo0Z0nE5H8Mfzd5BVLz\/36J\/9CILfiJARfy6Xs1SocvI5HHOCmto67rrtxj\/7kQQCwe+MOI3\/m+Hk5ISHuxt790dT39CAu5sbw4YMYOH8WYSYKforEAi6nsbGRvr07sHx2CSqa2pxdHSgV0Q4tyy5ttOijYI\/jrDQIKKPxpOWcRqtTkdggB83Lrqaa2ZPE8bq\/2EMOeaFodR6vDzd0el07Nh9iMZGNd5eHkycMIbr5s\/C29uz8xsIBL8BIdMFglZUuQVotVq6CWeCKw4hqwRXAkJG\/Lms37yLk6fPExYaxJOP\/oMAf98\/+5EEAsHvjKgBIxAIBAKBQCAQCAQCgUAgEAgEAoFA0MWIGjACgUAgEAgEAoFAIBAIBAKBQCAQCARdjDDACAQCgUAgEAgEAoFAIBAIBAKBQCAQdDHCACMQCAQCgUAgEAgEAoFAIBAIBAKBQNDFCAOMQCAQCAQCgUAgEAgEAoFAIBAIBAJBFyMMMAKBQCAQCAQCgUAgEAgEAoFAIBAIBF2MMMAIBAKBQCAQCAQCgUAgEAgEAoFAIBB0McIAIxAIBAKBQCAQCAQCgUAgEAgEAoFA0MUIA4xAIBAIBAKBQCAQCAQCgUAgEAgEAkEX838xmREQq45F7wAAAABJRU5ErkJggg==\" \/><\/p>\n<p><em>Figure 1. Labor cost as a share of sales, profitable against loss-making operators. Data: National Restaurant Association, 2025 Restaurant Operations Data Abstract, 2024 data from 900+ operators.<\/em><\/p>\n<h3>Two ways to book packaging, and how each shifts the restaurant profit margin<\/h3>\n<table>\n<thead>\n<tr>\n<th>\n<p>Segment<\/p>\n<\/th>\n<th>\n<p>Profitable operators<\/p>\n<\/th>\n<th>\n<p>All respondents<\/p>\n<\/th>\n<th>\n<p>Loss-reporting operators<\/p>\n<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>\n<p>Full-service<\/p>\n<\/td>\n<td>\n<p>34.2% of sales<\/p>\n<\/td>\n<td>\n<p>36.5% of sales<\/p>\n<\/td>\n<td>\n<p>42.9% of sales<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td>\n<p>Limited-service<\/p>\n<\/td>\n<td>\n<p>30.0% of sales<\/p>\n<\/td>\n<td>\n<p>31.7% of sales<\/p>\n<\/td>\n<td>\n<p>34.1% of sales<\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>In full-service restaurants the difference between the profitable group and the loss-making group is 8.7 percentage points of sales spent on salaries and wages including benefits. The association\u2019s own finding is that restaurants holding labor below their segment\u2019s median were significantly more likely to be profitable before tax.<\/p>\n<p>This figure is worth having. You can measure it weekly from your own payroll and sales, and a share of sales travels between restaurants of different sizes in a way an absolute figure does not.<\/p>\n<p>The qualification that usually gets dropped when it is republished is this: these are self-reported figures from operators who chose to take part in a survey. Notably, they are a sample of the industry, not a census of it, and businesses willing and able to submit comparable financials are not a random selection of all restaurants. In practice, read the gap as a direction of travel rather than a threshold you pass or fail.<\/p>\n<h2>Prime Cost Is the Number to Run the Business On<\/h2>\n<p>Labor is one half of prime cost. Specifically, the other is cost of goods sold: food, beverage and, depending on your accounting, packaging. Meanwhile, prime cost is the two added together, and it is the figure most operators should watch weekly instead of chasing a net margin they can only calculate quarterly.<\/p>\n<p>Prime cost works as a management number because it captures the two largest and most variable costs in one figure, and because both halves respond to decisions made within the week rather than within the year. It also compares between restaurants in a way net margin does not. Because it sits above rent, debt and ownership structure, it strips out the lines that make two similar restaurants look nothing alike at the bottom of the page.<\/p>\n<p>Rent, utilities, insurance and debt service sit below prime cost and are largely fixed once signed. They determine what prime cost you can afford, not what prime cost you achieve.<\/p>\n<h2>Where Packaging Sits, and Why It Is Usually Miscounted<\/h2>\n<p>This is the part of the cost stack that published benchmarks almost never address, and it is the one most likely to make your food-cost percentage incomparable with anybody else\u2019s.<\/p>\n<p>Packaging is accounted for inconsistently across the industry, which is a specific and fixable reason cross-restaurant comparisons of food cost go wrong.<\/p>\n<p>Some operators book packaging inside cost of goods sold, treating a container as part of the delivered product. Above all, others book it as an operating supply below the line. Neither treatment is wrong, and a food-cost percentage computed one way cannot be compared with a benchmark computed the other.<\/p>\n<h3>Where a restaurant profit margin gets reported differently<\/h3>\n<table>\n<thead>\n<tr>\n<th><\/th>\n<th>\n<p>Packaging inside cost of goods sold<\/p>\n<\/th>\n<th>\n<p>Packaging as an operating supply<\/p>\n<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>\n<p>Food cost % reads<\/p>\n<\/td>\n<td>\n<p>Higher<\/p>\n<\/td>\n<td>\n<p>Lower<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td>\n<p>Suits<\/p>\n<\/td>\n<td>\n<p>Takeaway and delivery-led operations<\/p>\n<\/td>\n<td>\n<p>Dine-in led operations<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td>\n<p>Comparison risk<\/p>\n<\/td>\n<td>\n<p>Looks inefficient against dine-in benchmarks<\/p>\n<\/td>\n<td>\n<p>Understates the true cost of a delivered order<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td>\n<p>Prime cost effect<\/p>\n<\/td>\n<td>\n<p>Included<\/p>\n<\/td>\n<td>\n<p>Excluded, so prime cost understates delivery economics<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td>\n<p>What to check first<\/p>\n<\/td>\n<td>\n<p>Whether the benchmark you are using does the same<\/p>\n<\/td>\n<td>\n<p>Whether delivery orders are actually profitable<\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Decide which treatment you use, write it down, and apply it consistently. Then check the same question of any benchmark before comparing yourself to it. That single reconciliation removes most of the confusion operators have about why their food cost looks wrong.<\/p>\n<p>Publicly traded restaurant groups make this visible. Several report a combined line item covering food, beverage and packaging costs rather than separating packaging out. That is a reasonable treatment for a business where takeaway is a large share of sales. If you are benchmarking against a listed company\u2019s disclosed cost ratio, check whether packaging is inside their number and inside yours before drawing a conclusion.<\/p>\n<p>For a takeaway-led restaurant, packaging is large enough that where it sits changes the picture materially. Two decisions move it: the specification, and the order quantity. Custom packaging at Fusenpack carries a standard minimum order quantity of 5,000 units for most items, with a small number starting at 2,500. Moreover, tooling is retained for reorders with no plate fee on a repeat run. That structure rewards settling a specification and reordering it rather than redesigning each season. Our <a href=\"https:\/\/www.fusenpack.com\/blog\/custom-food-packaging-buyers-guide\/\">custom food packaging buyer\u2019s guide<\/a> covers how the ordering cycle affects working capital.<\/p>\n<h2>What Actually Moves the Margin<\/h2>\n<p>Menu mix moves it faster than menu prices. Selling more of the dishes that already carry a good contribution margin changes the blended figure without asking a customer to accept a higher price.<\/p>\n<p>Scheduling against forecast demand moves labor, which the association\u2019s data identifies as the line separating profitable operators from unprofitable ones. Overstaffing a quiet Tuesday costs more than most operators realise because it happens every Tuesday.<\/p>\n<p>Waste and portion control move cost of goods quietly. Neither shows up as an event; both show up as a percentage that will not come down.<\/p>\n<p>Delivery-platform commission changes the economics of every order placed through it, and an order that is profitable at the counter can be unprofitable through an app. Track those channels separately or the blended number hides the problem.<\/p>\n<p>Rent moves nothing at all after signing, which is precisely why it deserves the most attention beforehand. It is the one number in this list that is decided on a single day and then cannot be managed.<\/p>\n<h2>Frequently Asked Questions<\/h2>\n<h3>What is a good restaurant profit margin?<\/h3>\n<p>There is no single defensible figure. Published margins range from roughly 3 to 15 percent, depending on which margin is measured, whether the owner\u2019s labor is counted as a cost, and which restaurants are in the sample. A more useful target is prime cost, meaning cost of goods sold plus labor, which you can measure weekly and which sits above rent and ownership structure so it compares meaningfully between restaurants.<\/p>\n<h3>What is restaurant prime cost?<\/h3>\n<p>Restaurant prime cost is cost of goods sold plus total labor, expressed as a percentage of sales. It combines the two largest variable costs in one figure, both of which respond to decisions made within the week, which is why many operators track it weekly rather than waiting for a quarterly net margin.<\/p>\n<h3>How much should labor cost in a restaurant?<\/h3>\n<p>The same Data Abstract uses 2024 data from more than 900 operators. It reports salaries and wages including benefits at 34.2 percent of sales among profitable full-service operators against 42.9 percent among those reporting a loss. For limited-service the figures are 30.0 percent and 34.1 percent. Those are survey figures from participating operators rather than a census, so treat them as a reference band rather than a rule.<\/p>\n<h3>Why do restaurant profit margin figures vary so much?<\/h3>\n<p>Because sources measure different lines of the income statement, treat owner compensation differently, sample different populations of restaurants, and allocate costs such as rent, delivery commission and packaging to different line items. A figure quoted without stating which margin it measures and on what sample cannot be compared with any other figure.<\/p>\n<h3>Is packaging part of food cost?<\/h3>\n<p>It depends on the accounting convention, which is exactly why food-cost comparisons between restaurants are unreliable. Some operators include packaging in cost of goods sold; others treat it as an operating supply. Several publicly traded restaurant groups report food, beverage and packaging as a single combined line. Check where it sits in both your figures and the benchmark before comparing them.<\/p>\n<h3>Which is more profitable, full-service or limited-service?<\/h3>\n<p>The association\u2019s data shows limited-service operators running lower labor costs as a share of sales in both the profitable and loss-making groups, which suggests a structurally lighter labor model. That is not the same as a higher net margin, since the two formats differ in average transaction value, rent, and volume. Compare within your own format rather than across formats.<\/p>\n<h2>Where to Start<\/h2>\n<p>Calculate prime cost for your last four full weeks, split labor and cost of goods, and compare labor against the band for your segment. If labor is sitting near the loss-making group\u2019s figure, that is the line to work on first, and it is one you can move within a fortnight through scheduling.<\/p>\n<p>Then check where packaging sits in your accounts, because if you are comparing your food cost against any external benchmark, that allocation is probably the reason the comparison feels wrong.<\/p>\n<p><em>Sources: <\/em><a href=\"https:\/\/restaurant.org\/research-and-media\/research\/restaurant-economic-insights\/analysis-commentary\/elevated-labor-costs-had-a-significant-impact-on-restaurant-profitability-in-2024\/\" target=\"_blank\" rel=\"noopener\"><em>National Restaurant Association, Elevated labor costs had a significant impact on restaurant profitability in 2024<\/em><\/a><em>, reporting 2025 Restaurant Operations Data Abstract figures based on 2024 financial data from more than 900 operators, accessed September 2026. Those figures are self-reported survey data from participating operators and are not a census of the industry. This guide states no margin figure for any individual restaurant or for Fusenpack\u2019s customers.<\/em><\/p>\n<p><strong>How this article was produced.<\/strong> Fusenpack drafted and structured this guide with AI assistance and generated the chart above from the published figures cited beneath it. It was reviewed before publication by the Fusenpack technical team against those sources. The labor cost figures come from the named industry survey with its sample and year stated rather than from generated text, and packaging order quantities come from Fusenpack\u2019s own production records.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Published restaurant profit margins range from 3% to 15% because they measure different things. What the data actually separates: profitable operators from not.<\/p>\n","protected":false},"author":6,"featured_media":7484,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[86,24],"tags":[184,117],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v23.0 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Restaurant Profit Margin: Why Published Figures Differ<\/title>\n<meta name=\"description\" content=\"A restaurant profit margin quoted without a method is unusable. 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