cameran et al - 2013 - are there adverse consequences of mandatory auditor rotation - evidence from the italian experience

... factors.Identification of patients with the most rapid decline in lung function, particularly in the early stages of COPD, would require a study of reproducibility ofFEV1and its decl ine in individual patients, ... rate of decline in the SGRQ totalscore increased linearly wi th each quarti le increase in the post-bronchodilator decline in FEV1(Figure 3). The range was from an improvement over time in Q1 ... mortality in patients with chronic obstructive pulmonary disease. Thorax 2005,60:92 5-9 93.16. The Lung Health Study Research Group: Effect of inhaled triamcinoloneon the decline in pulmonary function...

... R66Method ModuleMiner - improved computational detection of cis-regulatory modules: are there different modes of gene regulation in embryonic development and adult tissues?Peter Van Loo*†‡, Stein ... to apply the algorithm to gene sets obtained fromclustering microarray data. In nine out of ten microarray clus-ters, ModuleMiner succeeded in finding similar CRMs in a sub-set of the genes. ... play a keyrole in other co-expressed gene sets as well. Examples are GATA factors, NFATs and HAND1 in heart development; HNF-1 and HNF-4 in liver-specific gene expression; PU.1 in lymphocyte...

... Do Investors Really Value Corporate Governance? Evidence from the Hong Kong Market Yan-Leung Cheung Department of Economics and Finance, City University of Hong Kong, Tat Chee ... on the firms’fiscal year ends. Firm market values and other performance data are Do Investors Really Value Corporate Governance? 97Table 1. Variable DefinitionsVariables DescriptionsCGI Corporate ... (ROE) as the dependent variables. MTBV is the market value divided by the book value of common stock. ROE is net income after taxes divided by the book value of equity. CGI is the Corporate Governance...

... RetVar.E. Engel et al. / Journal of Accounting and Economics 36 (2003) 197–226210sample, features industry-adjusted market returns of 8.5% and industry-adjustedchange in accounting returns of 0.2%. ... properties of both accounting- and market-basedmeasures.To test these predictions, we devise measures of the signal and noise contained in accounting- and market-based measures of managerial performance. ... legitimateretirements in the broader sample.E. Engel et al. / Journal of Accounting and Economics 36 (2003) 197–226200driver of both sets of findings, and that our proxies for signal and noise...

... International Accounting xxx (2013) xxx–xxxPlease cite this article as: Bandyopadhyay, S.P., et al. , Mandatory audit partner rotation, audit market concentration, and audit quality: Evidence from China, ... International Accounting xxx (2013) xxx–xxxPlease cite this article as: Bandyopadhyay, S.P., et al. , Mandatory audit partner rotation, audit market concentration, and audit quality: Evidence from China, ... International Accounting xxx (2013) xxx–xxxPlease cite this article as: Bandyopadhyay, S.P., et al. , Mandatory audit partner rotation, audit market concentration, and audit quality: Evidence from China, ...

... The Ultimate Form of Mandatory Auditor Rotation: The Case of Former Arthur Andersen Clients Jennifer Blouin University of Pennsylvania Barbara Grein Drexel ... represented the ceremonial nail in the coffin. Supporting this position, the Wall Street Journal stated “In the 212-year history of the U.S. financial markets, no major financial-services firm ... Tyco) as part of the national debate on mandatory auditor rotation and the quality of financial statements.1 The primary tradeoff involved in the debate on mandatory auditor rotation involves...

... data. The analyzed articles on this topic are grouped on the basis of the method of analysis used. Archival analysis Riuz-Barbadillo and Gòmez-Aguilar (Riuz-Barbadillo and Gòmez-Aguilar, ... was expressed by Assirevi, (Italian Association of Audit Firms) during an Italian parliamentary hearing after the Parmalat scandal. More recently, Assirevi issued a letter against RR. This letter ... independence, chapter 5: quality of audit, chapter 6: cost of audit, chapter 7: audit market competition and chapter 8: reaction of the capital market to auditor rotation) and then, in chapter 9, the conclusions...

... Mandatory Audit Firm Rotation and Audit Quality: Evidence from the Italian Setting Authors: Mara Cameran Università Bocconi, Milan, Italy mara .cameran@ unibocconi.it Annalisa ... Italy annalisa.prencipe@unibocconi.it Marco Trombetta IE Business School, Spain Marco.Trombetta@ie.edu 2 Mandatory Audit Firm Rotation and Audit Quality: Evidence from the Italian Setting ... surrounding the MAR rule. In particular, we investigate the effects of mandatory audit firm rotation on audit quality while taking advantage of the unique institutional setting provided by the Italian...

... market regulation.preprintaccepted manuscript1 Are There Adverse Consequences of Mandatory Auditor Rotation? Evidence from the Italian Experience INTRODUCTION We investigate if there ... manuscript Are There Adverse Consequences of Mandatory Auditor Rotation? Evidence from the Italian Experience by Mara Cameran* , Jere R. Francis**, Antonio Marra*, and Angela Pettinicchio* ... Keywords: auditor rotation, audit fees, earnings quality, audit market regulation. preprintaccepted manuscript Are There Adverse Consequences of Mandatory Auditor Rotation? Evidence from the...

... Quality? Evidence from Archival Data ABSTRACT We examine whether and how individual auditors affect audit outcomes using a large set of archival Chinese data. We analyze about 800 individual auditors ... of individual auditors in determining audit quality. For example, Chen et al. (2010) perform one of the first analyses of how economic dependence affects audit quality at the individual auditor ... of audit quality, this finding suggests that the documented effects of individual auditors indeed capture differences in audit quality across preprintaccepted manuscript - 5 - individual auditors. ...

... on audit quality. Keywords: Sarbanes-Oxley; audit partner rotation; auditor independence; audit quality; quality of life.INTRODUCTIONIn our paper ‘‘An Examination of Partner Perceptions of Partner ... Indirect Consequences to Audit Quality ’ ( Daugherty et al. 2012), we surveyed practicing audit partners toexamine their perceptions of mandatory audit partner rotation and cooling-off periods, ... Consequences to Audit Quality ’ (Daugherty et al. 2012). The study examines the perceptions of practicing audit partners with respect to mandatory partner rotation and cooling-off periods, in general, and...

... incumbent auditor TOTAL FEE = the sum of audit and non -audit fees paid to the incumbent auditor NON -AUDIT FEE = the sum total of all non -audit fees paid to the incumbent auditor AUDIT FEE = the audit ... induced by endogeneityamong non -audit fees, audit fees, and going concern opinions. We contribute to the current debate on auditor independence by find-ing no evidence that non -audit service fees adversely ... Journal of Accounting ResearchVol. 40 No. 4 September 2002 Printed in U.S.A. Do Non -Audit Service Fees Impair Auditor Independence? Evidence from Going Concern Audit Opinions MARK L. DeFOND, ∗K....

... than the related benefits of such regulations (Hussey and Lan,2001).3.4 Analytical Research Finally, analytical research generally reveals positive effects of mandatory firmrotation on auditor independence, ... is important to consider metho dological limit-ations, such as a lack of external validity of analytical and experimental research, and survey results can be biased by personal motives and experiences. ... of a disagreement (Iyer and Rama, 2004). O’Leary and Radich(1996) found that the majority of auditors and publicly listed companies wereagainst mandatory audit firm rotation due to a misbalance...

... misstatements. The auditor conducting the audit may definehigh audit quality as satisfactorily completing all tasks required by the firm’s audit methodology. The audit firm may evaluate a high -quality audit ... review. The quality of the audit depends on the quality ofauditor judgments during all stages of the audit; therefore, we first discuss audit quality issuesrelated to professional judgment and then ... amulti-dimensional challenge from both a theoretical and practical perspective. If one crossesFrancis’ levels of audit quality with the theoretical attributes of an audit mentioned earlier, the complexity...

... src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA3YAAAQYCAIAAADNltx+AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzde3hU9YHw8ZlkEgZNIFlBEiUKq1kNchG34AJeamClxkIt2u1acVHR1RYsVhFopc+6j7gVRKkubNFdXYOGrVTxSlRUdFWgBYtF1KyiRoyaQKiEkDWTySTz/jFv5807CRhuGujn80c7+c2Zc4Y5+zz77e/cAvF4PAAAAAdOKPFfQhMAgAMiGAym+RUAADiwJCYAABITAACJCQCAxAQAAIkJAIDEBABAYgIAgMQEAEBiAgAgMaErisVifgQA+BqF/AQcoiKRSHV1dUVFxRtvvLFjx45IJBIIBPr27Tt48OD+/fsXFBRkZWX5lQBAYkKn1NXVlZWVlZWVVVZW1tTUtF8gHA6PGDHiwgsvHDly5NChQ/1iAPAVC8bj8WAwGI/H/RZ0cVVVVb/5zW8eeeSRzZs3b9++vTMfCYfDf/3Xf/29733vzDPPHDx4cCjkf1MBwMHvy0RcSky6uB07dtx4441lZWWJo+H75qabbpozZ44fEwC+gsQ0qUMXUlNTs2bNmhdffPF//ud/duzYEQgE8vPzi4qKJk+evGPHjqKiooqKin2uzLlz5wYCgenTp+fk5PipAeDgVqZZTLqInTt3Pvfcc+Fw+IgjjkhLS4vFYjt37lywYEFVVdWUKVMGDBjQv3//cDi8efPmioqKVatWrVmzpq6ubm+3kpeXd+edd1588cV+cAA4WH3pQDldWWlp6WWXXdZ2pF+/flOnTi0pKSkqKopEIsuXL7/55ps3b968V6sNhUK33Xbb5MmTQ6GQq84BQGLyZ2TZsmVTpkzp8LKeUCg0bNiw73znO4MGDRoyZMhvf/vbl1566YUXXti5c2dDQ0NDQ0NnKvPcc8+dN2/esccem5WV5TIgAJCYHP5mz55966237mGBrKysREoOHTp00aJFI0aMCAQCFRUVTz75ZCgUqqioePTRR7/0MPqUKVNmz54dCAR69eqlMgHgACamp/vQ5VRUVNxxxx17Xubqq69OvHjjjTeKi4svvPDCqqqqoqKi5ubm8vLy/v37L1y48EvviFleXl5dXd3Y2Lg/F6oDAO1JTLqcefPmfWnzFRQUJOcdEydlFhcXl5aWzpgx45/+6Z+qq6tjsVhxcfHixYvHjx+/u5VUVlbecMMNlZWVO3fu9MxJAJCYHLbWrl3761//+ksXq62tHTRoUCAQCIVCJSUl//Ef/7Fs2bKMjIxf/epXgwcPXrhwYXFxcf/+/WOx2MMPP3zTTTftbj0vvfTSHXfcUV9f39DQYC4TACQmh5uGhoa6urr58+d3JvUqKytLSkrC4fADDzxw33335efnX3311ZdccsnQoUMTt70sKCiYMmXKyJEjV65cOWfOnPnz5+9uVatWraqsrEw+5RwAkJgcJmKxWGtra1lZWXl5eWeWr6+vnzVr1jvvvPPuu+8OHTr0/PPPX79+fSAQqK6uTiywa9euSCQyaNCgLVu2nHbaaX379p05c2aHq4pEIi+88EJDQ0MsFotGo/YFAEhMDp/E3Llz56JFizozlVhcXHz//ffX1tYGAoF//dd/rampSb5177331tXVlZeXX3fddatWrdq+ffvEiRPLy8uXLFkyfvz4/v37d7jC1157raGhoba2VmICgMTk8BGJRGpqaioqKr50yQkTJqxYsWL9+vWnnXZaIBD4/ve/3/bdM888c/78+eeff/7999+/Zs2axsbGe++9Ny8vr6ysLBAI7O5weVVVVeJAuYt+AEBicvj0ZSAQeOutt9q/1b9//7ZTjxMnTiwrK3v00Ucvv/zyurq6sWPHXnHFFf/wD/+QOP8yJyfnjDPOWLRoUWLhhx9+OBwOP/PMM5MmTXrvvff+5m/+ZsKECbfccktaWur/2W/fvn3Dhg27du1KHF63RwBAYnKY+P3vf99+sKioaMKECYnXOTk58+bNmz59+sSJE7dt2xYIBDZv3vzzn/+8tLR0w4YNhYWFs2fP/uCDD5J3XH///fdfeumlb37zm0uWLDn99NOfffbZQCAwe/bs448/PmUrsVhs7dq1nXwyEAAgMTkEJCYOk1fqtLVu3bqioqJevXoVFhauWLFi+fLlyUnKhJUrV44cObK8vHzFihVTpkyprKzs27dvVlZWYqpy9erVp512WmFh4fjx4yORyKZNmyKRyOLFi/Py8lI2VF1dXVtbm7gNu8PlACAxOUwkLt9JsX379srKypEjR5aWlp522mlz5sxpv8zatWunTp26cuXKQCAwZ86czZs3v/nmm6+++uqKFSumTp06fvz4995774knnli3bt3w4cPXrFlz7rnnrlq1qqioKCUxE7OYEhMAJCaHiT2E3fLlyydNmjR06NA5c+a0vXg8xbBhw2bPnn3++eevWrUqEAgMHjy4uLg4Pz8/EonMnj17wIABc+fOjUQiicPoRUVFZWVliTM4k1/AWZgAcKCE/AR0ncrscLyioiIrK+vJJ5/cw4PLf/CDH/Ts2fO+++6rq6tbuXJlKBTq0aNHWlpaQUHBM888c88992zfvj25lRdeeOGDDz64+uqr582b94//+I8pldnY2JiVlWV3AMD+MItJV4nL5DPH29u1a9ewYcN2d1fLoqKiRYsWvfzyy8kLfWKx2Oeff759+/ZIJJKWlpadnZ1cOBwO79y585prrpk9e/ZVV12V8mzJxDdxoBwAJCaHiXA4vLu3MjIyAoFAWVlZh/OLl1xySU5OziuvvNLhOtuWazgczsnJSRTkrbfeumHDhtmzZ5eUlOx56wCAxOTQk6jAtnONbWVlZb3yyitjx46tra1dvHhx2xMoA4HAiSeeOG3atOrq6sQpmCkKCwuj0eiuXbsSf/bt27eoqOjTTz9N/Dl9+vRYLPbAAw8MGjQoOzvb8XEAkJgcbonZ/kZCCb17966oqNi8efPYsWPz8/M3bNhQXFycfPfCCy/Mysq64447OrwSaPDgwV988UXyRMzEGjZu3Jj486WXXpo0aVLv3r1nzpyZlZW1hyP1AIDE5NDT2NhYUFDQ4VvhcDh5P6NZs2bl5+e/+OKL48ePT4ycddZZlZWVy5cv7/CzQ4cObXsvpMQx8U8++SQ5krjRZnFx8WmnnRaJRFQmAEhMDhOhUKh79+4pN6pM2rFjx9atWxOv169fP2DAgFmzZs2fP/+RRx656aabRowYcfPNN1dWVrb/4DnnnHPWWWdt2rQp8WdhYWFxcXFlZeWGDRvaLjZr1qytW7fecMMNoVAoMzMzFAoJTQCQmBwOiRlo9zjypJqamo8//jj5Z2Vl5dy5c4uLi4PB4Jw5c3Jzc4cPHz5hwoSUczQDgcCVV16ZlZVVXl4eCATC4fCUKVPC4fD06dOTF54nNDQ0LFy4sKioaNCgQWlpaRkZGRITAPZTMB6PB4PBeDzut+DrEovFIpHI1q1bf/WrX911112dvGfQj370o7vuuuvpp59uamoaMGBAjx49tm7dumXLlm3btjU0NMTj8euuuy4cDpeXl4fD4ezs7CFDhlx//fUpz59MuOiii/7zP/8zEAi8//77/fr1C4fDLjAHgH3vy0RcSky+dpFIpLq6uqam5oYbbli7du2XLp+Tk1NRUZGXlzdgwICKiopAIJB4EPnQoUMHDBgQDocLCgpCoVB5efnKlSufeOKJsrKyHTt2XHTRRR2u7YYbbigpKSkuLq6urs7NzdWXALCfiemAIF1F4qaVF154YfvEHDp0aG5ubtvbEhUWFubl5a1du3bz5s2Jkc2bNyce/5MIxOeee+6TTz655JJLQqFQaWlpcXHx6NGjO9xuUVFR7969a2pqampqEjfgBAD2k3Mx6Sp9eeSRR4ZCoREjRowaNSrl3S1btpx77rkLFy486aSTEiNnnHFGVVXVlClT2h9Vj0Qi48ePT0tLmzZtWq9evRYvXty3b9+xY8fu7saZJSUlzc3Nu3btqq6urq2tTTYrALDPzGLSVRxxxBHZ2dkNDQ2XXnrp6tWr2771+eefz5o1Ky8vr6ysbOnSpffdd9+oUaOuueaaN954o/16SkpK7rrrrnPPPfe666674YYbysrKzj777A63mJOT83d/93fdu3ffsWNHXV1ddnZ2Y2NjIBAYNGiQ3QEA+8O5mHQVsVisoaFhx44dVVVV//zP/9zhpOPQoUPLysrq6uqysrLOOuuslGvDA4FAVlbWypUrN2zY0L9//+Li4rKysuuuu66hoaHDLZ555pljx45NPGRy5cqVOTk53bt3nzx58ogRI+wOANj3vnS5D12tMuvq6qqrqysrKx999NFly5ZFIpGUZcLh8NChQ8eMGTNw4MBAINDc3NzQ0BCLxdLS0o444ojCwsKRI0euXLnyN7/5zdNPP93hI38SCgsLL7roop49e+bk5Jx00kk9e/ZsbGw86qijksfiAYB9TkwHyulCQqFQVlZWTk5O7969J02aFIlEli1blrJMJBJZu3Zt8pKgfv36JS4hj8VitbW1hYWFf/mXfzl8+PCysrI99GVJScnIkSNDoVCvXr1yc3P79OmTn5/f/s6aAMA+VqZZTLqaxERmXV3de++9N3fu3MQ9iTqvf//+kydPnjZt2rp165YvX15aWppyoHzQoEHjx4/v3r17OBzu379/fn5+v3793KsIAA5YXzpQThcUjUbr6+t37dpVWVlZVVW1bt26xx9//LPPPturlRx33HHnnXdeUVHRSSed9Omnn1ZVVf3ud7/bsmVLXl7e8OHDEzdjP+aYY0444YTevXsfddRRPXr08MsDgMTkcBaJRBI3Y09MZ3744YdLly7t8Prxzujfv/+IESOmT5+eeEBldXV14hTPnJycxOSl55IDgMTkz0LyAvPa2tqampra2trq6urVq1f/4Q9/qKura38Z0O7k5eUVFhYWFBQce+yxRx11VFZW1rHHHnv00Uf37t27R48ePXv21JcAcMAT0/9npYtKXPoTCAS6d++ekZERCoW6d+/eu3fvMWPGVFdXr1u3btOmTe1vWpTUq1evwsLC/v37J2YuA4FAdnZ2VlZWbm5ujx49cnNzs7OzjzzySOdfAsBBqUyzmHRxkUhkx44dNTU1iUPnO3bsiEQiDQ0Nu3btqqurq6ysTBz4jsViiSrt3bt3Tk5Ofn5+bm5uciWJp1Pm5uYm3wqHw1lZWeYvAeDA96UD5RwqlRmJRBobG7dv315bW5voy8TtMKPRaDQaTSyWfJhkIhwT/5m4C1L37t3/4i/+4qijjgqHw7m5uYn5UX0JABIToRlJnKDZ2NhYV1eXnM6MxWKJBz+2lbgnUWKqMjs7O1GZiREnXwKAxIT/JxaLxWKxSCSya9euxItkYibeSiyW6Mjs7OyUF6FQyMmXACAxoePQbG1tTRwfT8RloM1R8sCfjoB379498TqRlWYuAUBiwl7o8FHmfhYAkJgAABwmiZnmVwAA4MCSmAAASEwAACQmAAASEwAAJCYAABITAACJCQAAneOm6wAAHFhmMQEAOMA8OhIAgAPMLCYAABITAACJCQCAxAQAAIkJAIDEBABAYgIAgMQEAEBiAgAgMQEAQGICACAxAQCQmAAASEwAAJCYAABITAAAJCYAAEhMAAAkJgAAEhMAACQmAAASEwAAiQkAABITAACJCQCAxAQAQGICAIDEBABAYgIAIDEBAEBiAgAgMQEAkJgAACAxAQCQmAAASEwAAJCYAABITAAAJCYAABITAAAkJgAAEhMAAIkJAAASEwAAiQkAgMQEAACJCQCAxAQAQGICAIDEBABAYgIAIDEBAJCYAAAgMQEAkJgAAEhMAACQmAAASEwAACQmAABITAAAJCYAABITAACJCQAAEhMAAIkJAIDEBAAAiQkAgMQEAEBiAgCAxAQAQGICACAxAQBAYgIAIDEBAJCYAABITAAAkJgAAEhMAAAkJgAASEwAACQmAAASEwAAJCYAABITAACJCQAAEhMAAIkJAIDEBABAYgIAgMQEAEBiAgAgMQEAQGICACAxAQCQmAAAIDEBAJCYAABITAAAkJgAAEhMAAAkJgAAEhMAACQmAAASEwAAiQkAABITAACJCQCAxAQAAIkJAIDEBABAYgIAIDEBAEBiAgAgMQEAkJgAACAxAQCQmAAASEwAAJCYAABITAAAJCYAAEhMAAAkJgAAEhMAAIkJAAASEwAAiQkAgMQEAACJCQCAxAQAQGICAIDEBABAYgIAIDEBAEBiAgAgMQEAkJgAAEhMAACQmAAASEwAACQmAABITAAAJCYAABITAAAkJgAAEhMAAIkJAAASEwAAiQkAgMQEAEBiAgCAxAQAQGICACAxAQBAYgIAIDEBAJCYAAAgMQEAkJgAAEhMAAAkJgAASEwAACQmAAASEwAAJCYAABITAACJCQAAEhMAAIkJAIDEBAAAiQkAgMQEAEBiAgAgMQEAQGICACAxAQCQmAAAIDEBAJCYAABITAAAkJgAAEhMAAAkJgAASEwAACQmAAASEwAAiQkAABITAACJCQCAxAQAAIkJAIDEBABAYgIAgMQEAEBiAgAgMQEAQGICACAxAQCQmAAASEwAAJCYAAB0KaFAIBAMBv0Q7E48HvcjAAB7xSwmAAASEwAAiQkAwJ+VoDPtAAA4sMxiAgAgMQEAkJgAAEhMAACQmAAASEwAACQmAABITAAAJCYAABITAAAkJgAAEhMAAIkJAIDEBAAAiQkAgMQEAEBiAgCAxAQAQGICACAxAQBAYgIAIDEBAJCYAAAgMQEAkJgAAEhMAAAkJgAASEwAACQmAAASEwAAJCYAABITAACJCQAAEhMAAIkJAIDEBAAAiQkAgMQEAEBiAgAgMQEAQGICACAxAQCQmAAAIDEBAJCYAABITAAAkJgAAEhMAAAkJgAASEwAACQmAAASEwAAiQkAABITAACJCQCAxAQAAIkJAIDEBABAYgIAgMQEAEBiAgAgMQEAkJgAACAxAQCQmAAASEwAAJCYAABITAAAJCYAAEhMAAAkJgAAEhMAACQmAAASEwAAiQkAgMQEAACJCQCAxAQAQGICAIDEBABAYgIAIDEBAEBiAgAgMQEAkJgAACAxAQCQmAAASEwAACQmAABITAAAJCYAABITAAAkJgAAEhMAAIkJAAASEwAAiQkAgMQEAACJCQCAxAQAQGICACAxAQBAYgIAIDEBAJCYAAAgMQEAkJgAAEhMAACQmAAASEwAACQmAAASEwAAJCYAABITAACJCQAAEhMAAIkJAIDEBAAAiQkAgMQEAEBiAgCAxAQAQGICACAxAQCQmAAAIDEBAJCYAABITAAAkJgAAEhMAAAkJgAASEwAACQmAAASEwAAJCYAABITAACJCQCAxAQAAIkJAIDEBABAYgIAgMQEAEBiAgAgMQEAQGICACAxAQCQmAAAIDEBAJCYAABITAAAJCYAAEhMAAAkJgAAEhMAACQmAAASEwAAiQkAABITAACJCQCAxAQAQGICAIDEBABAYgIAIDEBAEBiAgAgMQEAkJgAACAxAQCQmAAASEwAAJCYAABITAAAJCYAABITAAAkJgAAEhMAAIkJAAASEwAAiQkAgMQEAACJCQCAxAQAQGICAIDEBABAYgIAIDEBAJCYAAAgMQEAkJgAAEhMAACQmAAASEwAACQmAABITAAAJCYAABITAAAkJgAAEhMAAIkJAIDEBAAAiQkAgMQEAEBiAgCAxAQAQGICACAxAQBAYgIAIDEBAJCYAABITD8BAAASEwAAiQkAgMQEAACJCQCAxAQAQGICAIDEBABAYgIAIDEBAEBiAgAgMQEAkJgAAEhMAACQmAAASEwAACQmAABITAAAJCYAABITAAAkJgAAEhMAAIkJAAASEwAAiQkAgMQEAEBiAgCAxAQAQGICACAxAQBAYgIAIDEBAJCYAAAgMQEAkJgAAEhMAACQmAAASEwAACQmAAASEwAAJCYAABITAACJCQAAEhMAAIkJAIDEBAAAiQkAgMQEAEBiAgCAxAQAQGICACAxAQCQmAAAIDEBAJCYAABITAAAkJgAAEhMAAAkJgAASEwAACQmAAASEwAAiQkAABITAACJCQCAxAQAAIkJAIDEBABAYgIAgMQEAEBiAgAgMQEAQGICACAxAQCQmAAASEwAAJCYAABITAAAJCYAAEhMAAAkJgAAEhMAACQmAAASEwAAiQkAABITAACJCQCAxAQAQGICAIDEBABAYgIAIDEBAEBiAgAgMQEAkJgAACAxAQCQmAAASEwAAJCYAABITAAAJCYAABITAAAkJgAAEhMAAIkJAAASEwAAiQkAgMQEAACJCQCAxAQAQGICACAxAQBAYgIAIDEBAJCYAAAgMQEAkJgAAEhMAACQmAAASEwAACQmAABITAAAJCYAABITAACJCQAAEhMAAIkJAIDEBAAAiQkAgMQEAEBiAgCAxAQAQGICACAxAQBAYgIAIDEBAJCYAABITAAAkJgAAEhMAAAkJgAASEwAACQmAAASEwAAJCYAABITAACJCQAAEhMAAIkJAIDEBABAYgIAgMQEAEBiAgAgMQEAQGICACAxAQCQmAAAIDEBAJCYAABITAAAJCYAAEhMAAAkJgAAEhMAACQmAAASEwAAiQkAABITAACJCQCAxAQAAIkJAIDEBABAYgIAIDEBAEBiAgAgMQEAkJgAACAxAQCQmAAASEwAAJCYAABITAAAJCYAAEhMAAAkJgAAEhMAAIkJAAASEwAAiQkAgMQEAACJCQCAxAQAQGICAIDEBABAYgIAIDEBAEBiAgAgMQEAkJgAAEhMAACQmAAASEwAACQmAABITAAAJCYAABITAAAkJgAAEhMAAIkJAIDEBAAAiQkAgMQEAEBiAgCAxAQAQGICACAxAQBAYgIAIDEBAJCYAAAgMQEAkJgAAEhMAAAkJgAASEwAACQmAAASEwAAJCYAABITAACJCQAAEhMAAIkJAIDEBAAAiQkAgMQEAEBiAgAgMQEAQGICACAxAQCQmAAAIDEBAJCYAABITAAAkJgAAEhMAAAkJgAASEwAACQmAAASEwAAiQkAABITAACJCQCAxAQAAIkJAIDEBABAYgIAgMQEAEBiAgAgMQEAkJh+AgAAJCYAABITAACJCQAAEhMAAIkJAIDEBAAAiQkAgMQEAEBiAgCAxAQAQGICACAxAQCQmAAAIDEBAJCYAABITAAAkJgAAEhMAAAkJgAASEwAACQmAAASEwAAJCYAABITAACJCQCAxAQAAIkJAIDEBABAYgIAgMQEAEBiAgAgMQEAQGICACAxAQCQmAAAIDEBAJCYAABITAAAJCYAAEhMAAAkJgAAEhMAACQmAAASEwAAiQkAABITAACJCQCAxAQAAIkJAIDEBABAYgIAIDEBAEBiAgAgMQEAkJgAACAxAQCQmAAASEwAAJCYAABITAAAJCYAABITAAAkJgAAEhMAAIkJAAASEwAAiQkAgMQEAACJCQCAxAQAQGICAIDEBABAYgIAIDEBAJCYAAAgMQEAkJgAAEhMAACQmAAASEwAACQmAABITAAAJCYAABITAAAkJgAAEhMAAIkJAIDEBAAAiQkAgMQEAEBiAgCAxAQAQGICACAxAQBAYgIAIDEBAJCYAAAgMQEAkJgAAEhMAAAkJgAASEwAACQmAAASEwAAJCYAABITAACJCQAAEhMAAIkJAIDEBABAYgIAgMQEAEBiAgAgMQEAQGICACAxAQCQmAAAIDEBAJCYAABITAAAkJgAAEhMAAAkJgAAEhMAACQmAAASEwAAiQkAABITAACJCQCAxAQAAIkJAIDEBABAYgIAgMQEAEBiAgAgMQEAkJgAACAxAQCQmAAASEwAAJCYAABITAAAJCYAAEhMAAAkJgAAEhMAACQmAAASEwAAiQkAgMQEAACJCQCAxAQAQGICAIDEBABAYgIAIDEBAEBiAgAgMQEAkJgAAEhMAACQmAAASEwAACQmAABITAAAJCYAABITAAAkJgAAEhMAAIkJAAASEwAAiQkAgMQEAEBiAgCAxAQAQGICACAxAQBAYgIAIDEBAJCYAAAgMQEAkJgAAEhMAACQmAAASEwAACQmAAASEwAA9l8o5e/333//kUceee655yoqKoLB4J4/HI/Hv3SZg/HZzm+iqKho7NixF1100YknnmhnAwB8NYLxeDzxaufOnT/72c8effTR1tbW9PT0LpKJ+7/dlpaWYDB41VVXzZ49OxwO2+UAAF9RYlZVVZWUlGzbti0tbS8OnXfxWcy2YrHY8ccf/9hjjxUUFNjrAAAHPTFra2uLi4tra2v3tvm+rsTct8/G4/G8vLwNGzbsVUYDALC30gKBwMyZM7dt27YP0fa1HCXf95oOBj/77LMtW7bY6wAABzcxo9HoU089tW8Te8nzOPct+L76f216evpHH31krwMAHNzErK+v7+TFPQfW/uTp/ti5c6e9DgBwcBOzqanp0DrevZ9aW1vtdQCAg5uYh2Jy/Vk1MQDAISf01adeS0tLS0tLIBDo2bNnjx49kuPxePzTTz9NHEDPyMjYw8q/rvtxAgBw0BOz86kXj8ebm5t79OhxyimnnH322ccff/zpp5+em5vbNjEDgUBVVdXOnTs3bdr05ptvvvbaax988EFzc3MoFLKfAAD+XBKzM2UZjUbz8vLGjRv3ne98Z+DAgcmm7DBPCwoKCgoKBg4cePHFFwcCga1btz711FPLly//3e9+13Ze0xQmAMAhkJh7e313MPh/Hwu0hw8OGjRozJgxY8aMGTJkSPKi9bbLf+lGjz766MmTJ0+ePPmTTz559tlnn3zyyfXr17fdetviTI6kvAsAwNeTmAfwvuuxWOz0009fsGBBYWHhHj6+V+dTFhQUXHXVVVddddXmzZt/9KMfbdy4sf2NltquzTQnAMDXaL8epZgyWRiLxfLz8x966KGnn356z325zwoLC1esWPH3f//3zc3Ndh4AQNd0wM7FbGpq+uEPf8ew+/oAABW1SURBVPjzn/88HA53ZvnPP//83XffraqqajuYnZ09cODAvLy8zMzM3X0wMzPzzjvvzM/Pnz9//h4WAwDgEE7MeDweDofvv//+8847b89L1tfXv/rqq6+99tprr7320UcfffHFFx2urXfv3sOHD//+979/1llnpVxynpCenv7Tn/70+OOPnz59utMuAQAOq8QMBoOtra1HH310eXl5QUHBHpZcu3btgw8+WF5evmvXrsS14fF4fHdzkPX19c8//3x5eXlOTs6ECROuvvrqE088sf1iP/jBD/r06TNx4kR7EQCgS9mvczFbW1tHjRr1zDPP7KEvf/3rX5eUlHz7299evnx5U1NTZmZmZ67FCQaDmZmZX3zxxYMPPjhq1KjZs2dHIpH2i40ePfqhhx5KS0uzIwEADpPEPPnkk5cuXdq3b98O33399dfHjRt37bXXvvHGG50syw5bMy0t7Z577jnrrLNef/31Divz1ltvdfUPAMDhkJixWGzhwoUdXtwTiURmz559/vnnr1+//oA8mycUCn388cfjxo1bunRp+3cvu+yyyy+/PPFQSgAADtXEbG5unj59+sCBA9u/VVVVNW7cuMWLF6elpR3A+1MmVjV16tS5c+e2f/eWW24pKiqyOwEADtXEbGlpufzyy2fOnNn+rRdffPHMM8/ctGlTRkbGwfi63bp1u/3228vLy1PGw+HwokWL7E4AgEM1MU8++eRbbrmlw76cOHFiU1PTQX24TkZGxu23397+6p+BAwdeccUVDpcDABySiflv//Zv7U/BTPTlV/Ol33777dtvv739+LRp03Jzc+1UAICvPzHb3r083k5yMLHA3Xfffcopp6S8df/993fYl20XS1l5h9vaw9bb/pmenn733XcvW7YsZeHevXv/y7/8SzQa3fMKAQA46InZ9rh2sJ3kYEtLyxVXXPG9730v5a3S0tIbb7yxw7W3XazDlX+plE8lVxUKha6//vpt27alLP/d7353yJAhe9iWXQ4A8FUkZidlZmb++Mc/Thl86623fvrTn+7Ds8L3f0IxGo3efffdqf+etLRJkybFYjG7FgCgqydmS0vLpEmT+vTpkzI+derUr+urp6enl5aWbt26NWV87NixB+RmnAAAHNzE7HAK8+WXX3777be/xm8fiUQee+yxlME+ffoMGjTIrgUA6NKJGY/HL7744vZTmI888sg+zxfuz2mRyc9mZGSUlpam3KgoGAyeffbZra2t9i4AQNdNzGg0esEFF6QMNjY2Pvfcc/u84QN1cXdlZeW2bdtSBkeNGhWNRu1dAICum5gnn3zyiBEjUgZLS0vr6+v3ecP7M4vZNk+j0ei6detSFhg2bNiRRx5p7wIAdNHEbG1tLSkpSUtLSxlcsmRJyuA+Z+L+yMjI2LRpU/vBfbjIHQCArygxY7HYOeeckzL41ltvbd68uUv8A9LSVq9enTLYrVu3oqIiexcAoIsmZk5OzvDhw1MGn3zyyf2Zwgzs34Hy9pVpRwIAHEqJedJJJ2VkZLQdaWlpWbFiRVpaWhd5WE5FRUVTU5N9CQBwaCRma2vrGWeckTK4bdu2ysrKwP6dT3kAHxfe3Nzs4eMAAF1HKFl7wWAwJdSCwWAsFjv55JNTxtesWdPc3Nz2epqUNSRmN+PxePuRzldmhx9pPx4MBk844YTMzMwO1yY9AQC+nsRMHu9uf+C7paWlT58+KeNbtmxJueN6h2tIvG4/koy/zhxn390ybce7d++ecjpmc3NzVVVV4ICe8QkAQCd9yYHyrKysIUOGpAy++uqrXSfdWltbR40alTLY1NT0+eef27sAAF0xMdPS0lKu9QkEAtFotOskZnNzc/snkr/55psNDQ32LgBAV0zMg+dARWrPnj1Hjx6dMrhhwwa3XgcAOCQT80A9BHJ/VvLNb34zKysrZfC5555zs0wAgEMyMfc2E+Px+AG5wVAybVtaWq6//vqUd7du3bp+/XoX+gAAHJKJ2XktLS3xeHzMmDGPPfZYr1699nNtiUiNx+Pnnntu+xMxH3zwwdbWVrsWAKCLJmZzc3P7S7P79OnT9m6XX7qGvn37zpgxY+PGjQ899NCZZ5557bXXNjc37/9Xz8jIuO2221IGGxsbH3jggfT0dLsWAKCLJmZjY+OHH36YMjhgwIDkPOKePx6NRhcsWLB69erp06f36dMnMThp0qRTTjllP793NBq95ZZbCgoKUsaXLFmydetW+xUAoOsmZnp6+h//+MeUwb/6q7+KxWKdWXsoFHr33XdTLu4Oh8OLFi3any/d0tIyY8aMyy67LGW8trb2zjvvbH+XJQAAulBihkKh9957r31idvJIdFpa2gMPPNB+WnHgwIE/+clPWlpa9uEbt7a2XnDBBTNnzmz/1syZM+vq6uxUAIAunZjBYHDNmjUpgyeccEJ2dnYnNxCNRu+444724z/5yU/+9m//dm8rs6mp6cILL+xwEvTxxx9/4okn3KsIAKCrJGa8ncCfTrV85513EncaSgqFQqNHj04usweBQCA9Pf2BBx647777Ut7KyMh46KGHHnzwwfPOOy8zMzPRmu3XGQgEEm+dcMIJ06ZNW7t27aJFizIyMlLW9l//9V/XXHNN8oj87r6b/Q0A8BUIJf6rw2vDE4Pbtm3buHHjN77xjbZvTZo06dFHH+3kE3TS09NnzJiRnp7e9uzJeDweDAbHjh07duzYurq6Rx555LHHHvvwww+3bt2a2G4wGMzPzx84cODo0aPHjRuXvFoo+dnkn7fddtv8+fPbnoKZXIMdDADwtSXmnpYIhV566aWUxDz99NPz8/PbXwm0O5mZmTfddFNBQUH7hz0GAoGcnJwrr7zyyiuvjEajNTU1yTRsf8F4isRR+DvuuMMlPgAAXceXn7mYnp6+fPnylJMmQ6HQeeedt1eHnltbWy+99NKlS5fuuUSPO+64gj/Z8wrr6uomTpyoLwEADr3EDAQClZWVtbW1KYOXXnrp3j5EJx6PX3vttTfddFMkEtnP7/3ss8+OGjXqv//7v/UlAMAhmZitra1LlixJGRw4cOCXTjS2l5mZee+995599tnt74XUSdFo9Be/+MUll1zy+eefu34cAOBQTcz09PTHH388Zc4yLS3t29/+9j5sMhQKffzxx2PGjJk3b95e3cayrq7u3//930eMGLFgwYJOXmkEAEAXTcxAIFBRUfHb3/42ZfC73/1uNBrdtw03NzfPnz//1FNPvfTSS1esWLFt27YOF4tGox999NHDDz986aWXnnrqqT/72c8+++yzUChkzwEAdFmdbbVu3bqVlZWNHDmy7eDgwYOPO+64mpqafdt2enp6U1PT888/v2LFivT09GOOOWbIkCGDBw9OLvDss89+8sknn376aWZmZkZGRjAYTMRlyk2LAADoUoIff/zx8OHDO1mEv//971PuT1laWnrjjTfuw7Rih5nY0tLS9tL1RFYe2H/wokWLJkyYYMcDABw8e3G5TDQavfvuu1MGJ02adMopp+xL23bUjunp6Zlt7K4vPacHAOAwScz09PTS0tKtW7emlOLChQv3YcMyEQDgME/Mts8lb/+Y8uRIc3Pz1KlTo9Fo2wVOOeWUpUuXJmYc2z8QvP3rDlfefoGUTbcN02AwuIcl2y/vMeUAAF9DYgaDweRzvZMCbR72nZCWlvbyyy8vWLAgZflzzjlnyZIlsVgs5eNt15yy8pQ1dLhA25HkAoE/nce5uyXbL99+HACAg56YnRcKhX75y1++9dZbKeNjxoyZPn16c3Oz3xQAQGLuiylTprR/COTMmTM7X5mOWQMASMz/z9tvvz1v3rz247NmzepkZTpmDQAgMf8/GRkZv/zlL9evX99hZd54441fWplmMQEAJGaqbt26zZgxo8NSnDlz5o033rjniNyfWUwzoAAAh2diBgKBd955Z+7cuR2+NXPmzLKysm7duu0uNPdnFtMMKADAYZuYaWlp8+fP311ljh49+tVXXx00aJDLzAEAJOZeyMjIuP3223dXmQUFBStWrLj55psTN0v3cwMASMy9qMzbbrutw3czMzOnTp36yiuvXHDBBU1NTUITAEBidrYy77zzzksuuaT9zTITTjzxxMWLFz/11FPDhg1LPH/STw8AIDE70PbK7vT09Oeff37cuHFVVVW7W37UqFFPPfVUYkYzPT19n0PTFeUAAF1Z8OOPPx4+fPg+1F7i9Mpk7SVex+PxzMzMyy677Ic//GFeXt4ePl5dXb1q1aqNGzdu3Ljx/fffr6+vTzwDPSUf25/E2cmR5OvkF0sMLlq0aMKECXY8AMBBT8x9+3DbxEwZT0tLmzZt2rRp08Lh8Jd+NhqNfvbZZ+vWrfvoo48qKys/+eSTxFRoQ0NDQ0ND+03sbrudITEBAA620EHp1mAwHo/Pnz9/2bJlt95667e+9a09L5+ZmdmvX79+/fqljC9YsOC2225zWBwA4NCSdvBWHQqFPvvss4kTJ44bN2716tX7sIaWlhZ7CABAYqbKyMhYv379+PHjS0pKli5dGo1G/egAABJzfwWDwczMzDfeeOPHP/7xqaee+otf/OLtt9/20wMASMwDICMjY8eOHQsWLDj77LNLSkruueeeTZs2mdcEADjM7NflPvt2IU56enp6evof/vCH119/vaWlpXfv3t/4xjeGDBlSUFAwaNCgnj17duvW7eijj04saQ8BAPx5Jeb+iMfjoVAoFArV19evWrXq+eefT17ck0zMDu9YBADA4ZyY+3N/yhSJqc3kardu3Zp4LTEBAA45aX4CAAAkJgAAErMj+3wEPB6PNzc37+6h6i0tLdFoNBaL2bUAAF+XUKDNKZWJbku+zsrKGjBgQPvPvPPOO//7v/+bDL4O8zG5qpR17i43U5bfgxkzZpxxxhlXX311dXV1+/q89tprx4wZU19ff/nll8fj8cQ/LeUfCADAQU/M5IRi25nFYDB48sknP/nkk+0z7lvf+tabb74Z2ONM5O7W2XY9Hb6159nNxsbG008/fdiwYcccc0xNTU3779a9e/cRI0Y0NTWFQqHm5ubE2jq5cgAADlhi7k5ra2vixQsvvPDHP/4xOfjWW291mIl7Zd8+GAwGZSIAwCGcmMmYu/32219//fXkYCgUCgaDsVgsNze3vr4+LS3t6KOPrq+vb2hoSEtLCwaDffr0aWpqqq2tzcjISK4tFotlZ2f36PF/2ru/kKbaOA7gzzlnOxvbeJWM ... src="data:image/png;base64,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 ... ...