Chapter 4Factors underlying the current rental crisis
4.1This chapter discusses the key issues identified by submitters, which affect the affordability, the demand and supply of rental housing. It also explores the operations of tenancy law across Australian jurisdictions, and measures to further protect renters, including rent controls and oversight of tenancy laws.
4.2The chapter ends with the committee’s concluding comments, which signal areas that will be further examined in the final report.
Unaffordability of rental housing
4.3The thrust of many submissions in relation to rental affordability can be summed up as follows: ‘Rental housing has been unaffordable for many for a long period, but affordability is further worsening at an alarming rate’. Ajoint statement submitted to the committee by over 80 organisations stated:
Too many renting households are spending too much of their income on rent, leaving very little for other necessary ever-increasing expenses.
Cost of renting
4.4The ANZ and Core Logic Housing Affordability Report released in May2023 highlights some of the affordability trends that have contributed to pronouncements of a ‘rental crisis’ in Australia. Examples include:
median weekly rent value across Australian dwellings rose by $115 (to$570) between September2020 and April2023; and
‘growth in Australian rent values has gone from low, stable rates through much of the 2010s, to unprecedented levels in the past year’.
4.5Anglicare Australia’s 2023 Rental Affordability Snapshot assessed that the housing market ‘has never been less affordable or more volatile’. Surveyingthealmost46,000 rental listings available across Australia on a sample weekend in mid-March 2023, Anglicare Australiafound only a tiny fraction to be affordable for each of the following cohorts:
15.9 per cent were affordable for a family of four on the full-time minimum wage;
0.7 per cent were affordable for a single parent on the full-time minimum wage;
0 per cent were affordable for a person looking for work on the JobSeeker payment;
0.4 per cent were affordable for a retiree on the Age Pension; and
0.1 per cent were affordable for a person on the Disability Support Pension.
4.6On one estimate, only 0.9 per cent of Greater Melbourne’s private rental properties ‘are affordable for households receiving income support payments’.[5]
4.7The Australian Housing and Urban Research Institute (AHURI) described poor rental affordability as ‘a long-term issue, including the shortages of social and affordable housing’; and argued that the COVID-19 pandemic had adversely affected many renters despite efforts to provide some protections for renters from the impacts of the pandemic.
4.8The City Futures Research Centre provided the committee with the graph at Figure4.1 as evidence that ‘despite considerable sector expansion, the shortfall in private tenancies affordable to low-income private renters has deepened’; andexplained that graph as follows:
Over the past 20 years, … the distribution of rental price points in the sector has shifted dramatically up the scale. Whereas in 1996, the most common rental price points in the market were around $200-250 per week (in 2016 dollars), by 2016 the number of properties in the market had not only grown but moved up the scale of real rental prices, with the most common price points around $450-$500 per week and many more dwellings than previously renting about that.
Figure 4.1The changing distribution of private rents, 1996-2016
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)
Source: City Futures Research Centre, Submission 40, p. 7 (citing Kath Hulse et al., AHURI, Thesupply of affordable private rental housing in Australian cities: short-term and longer-term changes, December 2019, p. 28; Chris Martin et al., AHURI, Regulation of residential tenancies and impacts oninvestment, November 2022, p. 11).
Price of rent relative to incomes and CPI
4.9Some submitters argued that rental prices have in fact not kept paceover time with consumer price index (CPI) increases. The Real Estate Institute of Australia (REIA), for instance, said ‘rents historically have fallen well below CPI and are expected to return to this trajectory once inflation has abated and housing supply returns to adequate levels’; and provided the graph at Figure4.2.
Figure 4.2Weighted median rents versus CPI, 2014-23
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAjIAAADcCAYAAABqHUuCAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBD6fLggAAIABJREFUeJzsvWmMXNd59/k75y619b6ym90k1dRCaiclWpJtWTa02HJiC7HiDOIkTpAA8w6CBMkgxgySzAQzQT6MEyBG8E6+xEbiF7ADD2TLliVZsSzKsihZC0VSEiVu4t7dXHrfarvLOfOh6l5WcxNbJsVu6/kBxa6ue+65t24X6/zvs6pS8ZiNIsObO98mmyug0GA1oLBYUAiCIAiCIFx1LDHd3c2s6u3G8zy8zIByTaw4dmSUyek58mULaLAOoEAZ7HmmOZeLqZ3lNP58Y1f6eLn2V2+8XPv3H/9hn+dH8Rovl/Hy/+Hqjf/oXPsgKLP1uZ/wv/3vf4WJYwBcz8tgDdz78U/T0dWNsg6QWGQMqAt9GV2Ij9L45OIvZfxyOfeVPl6u/dUbv9RrfzmOKePffyxLHL9czn2lj5dr/2GOL5cX2Lf3DaIwJo4jAFylYhzXQfs+KKcmXBRAjMJpmHgpyPirM7eMv3pzy/gPxnI7x4/S+OV0Lh+18cvpXFbYeK2xaDzXx8tkAXABsKCUQml1ngkux5eVIAiCIAjCr0bN1qJJPEfUnwmCIAiCIKxIRMgIgiAIgrBiESEjCIIgCMKKRYSMIAiCIAgrFhEygiAIgiCsWETICIIgCIKwYhEhIwiCIAjCikWEjCAIgiAIKxYRMoIgCIIgrFhEyAiCIAiCsGIRISMIgiAIwopFhIwgCIIgCCsWETKCIAiCIKxYRMgIgiAIgrBiESEjCIIgCMKKxV3KYGMMSimUUlQqFTzPwxgDsOh5GIZYa8lkMoRhiOu66c8oivB9H6XU5X83giAIgiB8pFiSkAGoVCoopfA8D6UUxhhc1yUIAqy1ADiOQxRFlEolcrkcSilc103HCoIgCIIgXA6W5FpKhEgURYyNjTEzM4NSiiiKCMOQcrmM53nMz88TRRGZTIbZ2Vnm5+fRWqO1Jo7jK/VeBEEQBEH4iLFk84hSirm5OQ4cOMDJkye577772LZtG01NTbS0tLB582a2b99OtVrl3nvvZf/+/Vx33XWptSZxPwmCIAiCIPyqXFTIJOKj8fcwDGltbeXee+9l69atjI2NMTk5yY033sjg4CCzs7M0NTXhOA4zMzNMTk6yZs0arLVUKhUymUw6l7VWYmUEQRAEYZmznNfqJQf7Oo5DHMdEUcSRI0e44447eOihhxgdHWXr1q185Stf4fTp0wRBwPHjx3Fdl927d+P7Pq2trRhj0FpjrSWO4zR4WBAEQRCE5UuyXmu9vBKelyxktNZ4nsfTTz/NbbfdRiaTYXBwkHXr1hHHMblcjsHBQebm5mhubub06dPcdtttaeaS1pogCKhWqwRBANSCg5fbhREEQRAEoYbneTiOg+/7V/tUzmFJQiaTyVAulzlw4ABr166lq6uLMAwJgoAwDHn77be54447uOmmm9i2bRvXXnstIyMjzM3NoZQil8uladm+76eBv1prscoIgiAIwjIkCStZrgaHJQmZRHi8++67nDx5kkwmw3333ce+ffswxvDJT34SpRTFYpE1a9aQzWbJZDLs2bOHz372s6lJyhiTxseIa0kQBEEQljdJfCuciZ9dLmv3koRMYlb63d/93VSIWGu58cYb05oyANlslra2NrTWPPjggxhj8DxPxIsgCIIgrHDOTgS62lxUyNTExhnBYa3FcZyGbYsV2fnMTo7jpPuIC0kQBEEQVjbLbR1fkkXmg5z8clNugiAIgiD8+nDFhQyImBEEQRAE4cqwPEOQBUEQBEEQLoEr3sFRAnsFQRAEQbhSiEVGEARBEIQViwgZQRAEQRBWLCJkBEEQBEFYsYiQEQRBEARhxSJCRhAEQRCEFYsIGUEQBEEQViwiZARBEARBWLGIkBEEQRAEYcUiQkYQBEEQhBWLCBlBEARBEFYsImQEQRAEQVixLLnXUhzHWGtxHIc4jnEcJ+2lZK3FGIPWNX3U+Bw+ePdsQRAEQRCuDMYCGFBx7QWrwThgQWsw1qKd5bt+L9kiY61NnyulMMYQhiHGmEXbE1Fzvv0b5xAEQRAE4epg6w8DWGKwEWCxFmwMWIu1Bpbxur0kIWOtTS0sURQRhmEqTBJx4jjOOWOhJnqstURRdLnOXRAEQRCEXxkLCrAO4GGNBmKUE4Iq4zhFLPGi9X45GSSW5FpKLCxa69S9pJRCa00Yhnieh1KKarUKgOd5xHFMHMf4vn/5z14QBEEQhA+MwqKUQVkF1gWrwBqUCrAsUA1nUFrhOgM02j6WU6jIkmNkABYWFpiamgJgcHCQarXK3Nwcvu/T1tZGpVJZJHCiKML3fZRSuO4HOqQgCIIgCFeEGKyDsjWhojAop0IYT1Esn0Bpn9am/qt8jhdmyaoiCAKGh4d56aWXOHHiBH/+53/OK6+8wsTEBKOjo/zZn/0Zjz/+OK7r8sgjj3DgwAHWrVuXuqFc101NUom7SSm1rNSdIAiCIHw0qEXIWOukMTFKh2AXCMMpFFXymWbgzJqdJPIsl3V7SULGcRystfT09PAHf/AHvPLKK5w4cYJDhw7xJ3/yJxw/fpzJyUluuukmSqUSp0+fZmZmhiiKcBznHNfUcvKxCYIgCMJHE1V3LQHKYlWRKJqkuDCJiV3ymSbi2OI4y9PwsCQhk2QntbS04Hkeo6OjDAwM0NraiuM4tLW1USqVOHbsGLlcjhdffJGuri62b9/OfffdRz6fJwzDc+JlzpfdJAiCIAjClUcrUKZmbUHFWEoYM49ShpzfjqaDKLJAjOd5wAqOkUliXJRSbNu2jf7+fjo6OlK3kVKKXC7Hli1bOHDgAHfddRfHjx/n5ptvxhiTupYqlQrVapUgCBZlOQmCIAhQSyGB2i3ypY5tRL5PhUtHK40yHhgNah7cUwTxGFiF52Qozhq8Alin9rlqzEheDixJyGitcRyHnTt3smvXLr74xS9irWViYoLp6Wn27NnDli1bcF2X3bt309vby3vvvcf4+DhKKZqbm1Oxk81mMcakZqrlpO4EQRCuCklRj4uhkqofupZhcj4ho+z59c1l5nw3oEv5Lr/YDeyvuiZc6s3x+x3nUua5kutXY222s9fKS7n+lzLGGEMUGxws2vGJAp+FYpaM30I+10MctmA9H63Vefe/2ixJyARBANQEzY033sjIyAjr16/nq1/9Kr/4xS/o7++nubmZmZkZNmzYQGtrK/39/QRBQGdnJ9ZagiAgl8uhtV52qk4QBGF5U1c6qlHxqEVP0+3q6ny/LnWRSxboX3WeD8rlOs6HIWYu5TiXch6LxBBgHQ02QqkyShUxpgzGQZNFKR+tXbTrfiji+IOw5GBfYwy33HILnuelVX2ttTz66KNEUYS1No2ZCcMwHZsE9yb+NUEQBOFsDDYpE39BFCxarKIzAoYk3jCx1nz4vJ8F4+xF+UIL79nzXA7LyeXcb6nz/Krnf6meiyW/HwvaKqxVoCLieI5qMIfra/xsHqwPanmv20sSMp7nEQQBWuvULZTJZAiCAGstvu+n6jqfz6dWlziOMcaQyWQIw/BKvRdBEIQVTU17vM9iZRtESjo+ETD1vncGPqw4mfdzdZxNclOb7He+xfmDuKwu1z7n42LzXCkXVmOZkku19lzoXC62v6L+ebGgVJUwmicIFijk29FeAWIPvVxNMXWWJGSiKMLzPMIwTOvBRFGUxrskueVaayqVCp7nEUVRGlsDpNV/BUEQhLOwCotzzsvpV2bqUWr4DlWaWsVVm2qX2ncxqZW8sbmvMSb9Xk6s5cl3e9IIOKkVkvwMgoBCoXDOQpnc1DbGbySNhaMoIpPJoJQiiiJc1yWO47RHnzEGx3HStQFqTYmTm99SqUQ2m02t+MnNc2MZj8YkEoBKpUIQBDQ1NaVtcuI4Trcn+yfvIykFAotdXMn5VqtVHMdJ90/GNLbgSbwSYRiSzWbTeZNrHARBepPf2Ei50SCQXDelFEEQpNm9yd8kuXaN17CR5HrGcZyuycmcje89EZHJ+zbGoFVNGGtlsaZCFM1hiXGdLMpmsbjgLFuvErBEIZNckMb06eRDePYHMpfLnTNWEARBuDjnXTDOe6Pd0O7PKkCDqVs56kJiz549RFHELbfcwu7du4njmFtvvZV33nmH9vZ2Vq9end6Ujo6O4jgOnZ2dQC0mUinFzMwMhw8f5s4778T3fUqlUrpYNtYDc103DSkYGxtjfHycG2+8kWw2y6FDhzhy5AgPPvggxhiOHj1KEASsX78+tdIn4QpRFFEul/nGN77BX/zFX1AsFunr6wPOCISkJQ6QVpEPgoBvfvOb9Pb20t/fz5YtWxaJjcYCrIm4O3XqFB0dHangKZfL7NmzB6UUt956K1u3buVjH/sY3d3daWhFIj4SoXL48GF27drF/Pw8N9xwA3fddRdTU1N0d3czPj7O8PAwd95556L9GsVcIugSA8Dzzz/PqVOn6O3tZcOGDQwODlKpVMhms6l3Izn/5HfP8xgZGeHUqVNMTU2xYcMGTpw4wV133ZVW189kMmm1/cS4UBNZGRwUShuCYJ5KtUQu24TvtWFjD6U0Vl/og7k8kGhbQRCEq0yyoFkTgi2CXTjzYAEonvVYADUHzICdRbGAsgHKGlQEcWRSS8ILL7xAFEW8+eabbN++nTAM2bFjB01NTczPz7N3714qlUoqRIwxHD58mMnJSUqlEmEYMjc3x6FDhyiXyxw9epTvfOc7HD16FN/32bdvH8ePH0cpRalUYt++fenY5OZ3bGyMbdu2pQv4Y489xtTUFFprTp06xcmTJ1lYWEApxb59+xgdHU2FQjLv3r17mZmZoVKpEIYhR44c4dSpU6l1YX5+nh07dvDwww8zOzvLiRMnKBaL7Nixg2KxiLU2za4dGRlhbm6OH/3oR+zcuXNR6ENnZyeZTIa33nqLMAwZHx/n7bffplwuo5Rifn6ekZERoihienqaF198kfvvv5+vfvWrxHHMU089xb/+67/y6quvEoYhU1NTvPvuu8zNzRFFEaVSiQMHDjA/P0+lUmFubo7Dhw8TRRFBENDb28vv//7vc88997B3714OHDiQ/l0mJydTa8zo6CjT09O8+uqrVKtVKpVKKlSq1SrVahVjDLOzs+zfv39RmZR3332Xffv21a9nGWNjUBWiqIyjHXy3BWgFm6tr5Igz7svlhwgZQRCEZYAxhtiUqVaHCavHGh7HiYKGR3SYKDpAFL5HFB0kig4TVo8RB6ew8QKoGOXULCrXX389MzMzxHFMd3c3GzZsIIoiurq6cF2XH/zgB7zzzjs8++yz7N27l+npafbu3cubb77J448/zpNPPokxhpdeeol33nmHb3/725TLZWZnZymXy2zbto0DBw7w2muvcfToUX7+858zNTXFSy+9xPj4eOrSampq4p577iGKIo4dO5b23nvrrbf40Y9+xLPPPsuBAwc4ePAgb7/9Nk899RTj4+Ps3buXkydPMj8/z/Hjx/nZz36G7/t87WtfY/v27bz44ouUy2XK5TK5XC51vSSunu9///vMzc3xL//yL0xNTfGd73yH0dFRfvrTnzI5OcnIyAiVSoWFhQWq1SptbW2sX78ez/PIZDKMjIzw2GOPceLECZ555hlOnTrFf//v/50TJ07geR7Dw8OsWbOG5uZmHMdh1apVvP3220xNTaWWrh//+MccOnSIJ598kjiO+c53vsOhQ4f45je/ycmTJ/nGN77BzMxMaj1SSuF5Hi0tLdx666289tprbNu2jWq1yt///d8zOjrK8ePH2bt3Lz/5yU+YnZ3lZz/7Gfl8Hmst1WqVKIp4+umnmZyc5K//+q8ZHR3lb//2b5mamuK5555jz549bN++nccee6xWG84x2HiBOCrjaA/P7wCagSxGGQwV7DKuTSQdHAVBEK4iiXvGWkscB5SKo6CCdLs+O41aRaDCMynY1iEOPXynSj6ncTyNxsOEtazSz3zmM7z99ttkMhny+TzDw8N0dnZy8OBBjh07RmtrK8YY+vr6cByH73//+3zta19jfHyc5557jkwmw6ZNm/jCF77AN77xDZqamhgaGuK6667jb/7mb+jp6aFUKtHZ2cnk5CT3338/7e3tTE9PU61WcV0Xz/PI5XLs2rWL6elp7rrrLiYmJqhWq0xNTVEoFNixYwee5/HII49QqVT4u7/7O9ra2tJEkpMnT/Lmm29y5513MjExwcMPP8zu3bs5ceIE69atY2ZmhjAMefPNN5mdnaW1tZU33niD4eFhyuUyYRjS3t7OZz7zGZ599lnK5TIbN25k48aNFAoFfN8njmOCIODll1/my1/+Mvv37+fhhx+mt7eX733ve5RKJT75yU+yZcsWAE6ePMnQ0FDq5srn87S0tNDc3Mwtt9zC2NgYjz76KHfffTe7d+/m4MGD7Ny5k/n5eQ4fPsyRI0fI5XJs3rw5jZVJrFCJAPR9n7GxMcrlMps2bWLbtm1orWlvb2fPnj20t7cTRRHXX399moxTLBapVCrEcUx/fz+f+9znOHXqJMPDx9m/fz//7b/9L4yPj/G97/1/eK4LlGvxMXGE52XQThPEmVpwVlq3SISMIAiCcAGSBQx8vExnTaw0bl/0W0OxO+tgrYNSGtctgJsBx2CiOI296Onp4fnnn+dTn/oUYRjywgsv8KUvfYmJiQkeffRRVq9eTRRFHDp0KD2XxAWRxHP4vp+6XnzfT91WGzdu5Dd+4zfSWJrh4WEymUxqjXBdF60109PTbNiwgX/7t3/jzjvvZGBgII0j+cM//EMymQyO4/Dkk0+msR+tra2USiXy+TzPPvsst99+O1ALCPY8D9d1aWlpSS0Z2WwW3/e59dZbU7fNvffey/3334+1lkKhkGbaJgHNSTBycsxqtcqbb77JHXfcQVNTU1rNvjHYNwl6NsYwNDTE66+/zsDAALlcjlOnTtHX18fw8DCu62KMwXVdMplMGqPy+c9/Po3fGR8fT+f1PC91DSmlCMOQV155hU2bNrF//35+8YtfcO+997J161aKxSJr167ld37nd+jv78d13dRVl5xbYp3yvSyu47Bhw7W1WjFaoZSLtQ6un6Ualcl4c5TK08Q2TzbTRqRctBuAddDGAxyU1ss2TkaEjCAIwlWkMQNFOxkKhUHOH4/QeEecVPTV9a7FFqU8tHaxVtcX51oSRnt7O0eOHOH3fu/3GB0dZWxsjJ6eHrTW/PCHP6S3t5e+vj583yeKIr7whS/w5JNPMjExgeM4iwJN8/k8hUIBgB07dtDf38/LL79MW1sbt956K9dccw2PP/44c3NzrF27Ns1CstbS2dmZBv82NTWRzWbp6+vjhRdeoK2tjS1btjAwMMAPfvCDNJg1EUSlUon9+/czMjKC53lks1kcx0nPORFe2Ww2nf/UqVMopfjFL35BU1MT9957b5pJmyShDA4O8uqrr/LQQw+hteapp57ihRde4OMf/zjt7e14nsfzzz9PU1MTq1atSgVJIn7Wrl3Lrl27+P73v58GP3/xi1/kySef5Nlnn+XOO+8ESN1d/f39vPTSS7z11lsopbjmmmvS/ZJMrT179qTB0LlcjqGhIXzf58c//jG/+Zu/yTXXXMPAwABdXV384Ac/oLu7m1tuuSV11/m+T0tLC1D7+7e2tlGthuSyWVpbW1gzuIb/8T++QxTFKFVrBGnNDLEpot0M2s1j8UHVkndqzSTPzaRbTqigcsK+t/8Y/WvW09bWwRnJZQCHZSvBBEEQfk1Is3+sQan3M+E3VPW1te9opVQtc8mqeh6TITZRukAmrhZjDKdPn2bNmjUAHDlyhCAIaGtro6mpCdd1CcOQ9957j9OnTzM7O8sjjzxCqVSivb2d8fFxfN9PM43a29t55513KBQK9PX1Eccx4+PjWGsZHBzE8zwcx2FqaorOzk4WFhbSwNpqtUomk2F4eDiN22lpaWFkZAStNdlslvb29vQ9nDhxgmw2m2YD9fX1pQGuSUPikZER1qxZkwYpx3HMxMQEhUKB9vb2VIwVi0V830drzdjYGN3d3WnA8Pj4ODMzM9xyyy1orZmamqJardLZ2UlTU1Oaip5YPaanpzl69CiFQoHu7m5aW1uZm5tjYmKCwcHBNGMoGX/8+PFUTHV0dFAul+no6EjTok+ePMns7CxNTU2sXr0apRRzc3NUKhXa29upVqsUCgUcx+Hw4cMYY9JjJ8HE2WyWqakpenp6mZ6apqe7m2Jpup6irTj03jDTM1M0tXjcfc/NRMFeKtVZvEw3ufwg1rbiqFzNIpMUmdHOWYUYrw7l8jz/77/8P/zVX/2v4Cgcp0uJkBEEQbjKnBEy1AreXXx0vYpZ+hvWgkKhVK2TcWQMljhdRJOsJGNMGguSpDpns9nUnaGU4r333uOJJ56gra2N3/7t36ajoyOtXVIqlVLXSuIGSawiSXpxuVwmn89TrVbJZrPpol2tVoFamnWyLVncExdWIj4S909jXZQk6yZxJRljUktRci6e51Eul9N6LkkNl2q1uqieWbItl8uloiYhimpuvWR88r6SeZJrCKTvI7G4JNfJ8zxmZ2fJ5/NpXZsknb3xb5C858Qq05iKHoZhahFLehQmx0nOK7kOyTVprNOTpMV7no/WFtdVzM7M8NK213lz527a21v54//5fyIIxjB2H8ZUKTQN4XvriE0rjsoAFk09Y0l7LIf8IBEygiAIy5Az9VgU6n2/cy2ohkq+FowBlK4JGSCMIxxHp0XRgHMWu+TRWOROa50WgWvcp/F5smAnrzUW2ktqmgCL0qeTeJ2khsn5isElcSuJKyqJ9XAcJ50rmS+KojQjqvE4jcXikrijRBAktWIa68gk59AokJL30ujyS47XeG7JHElAcxIT1FgwtnFcIjiS65e830bh4bpuKm6S65i49pJrn1yTarW6qMBso6BJCus1tgSyhGirCEOIghjXNWi/TBSOUSy+g5vxKBTWo9UAxrSglUsqZFQEKsNyFTISIyMIgnCVSUUFBojeZ7QFYtJFRcGZNbjmWnK1g6pvTwJVE96vWW+yaF7sXM83x9mvNS6iybZGy8f5RFLjMeBMwdWzC6s2zn2+4zTSuO/Z16LRQnOx1xvnOLuq7tnX60JFYBvP7ez5L3a8pLhscuzG4OYLzQ+QyWQAMLbmbNRoFArfc/C0B1RAVQmjOTRZfKcVrQqAC0ot9iItA5fSxRAhIwiCsGywWMz7JLoqOE8bg2R/AL2MU2WFDxkFxlITMvU4KlVPqTZhCRMV8dwuPNWFogVr3ZqvUsOZeKyrb4m5GCJkBEEQlg261tvmoiQZSwlnixaLvQQHlfDrz6LWXLbhRQM4FhOUiMMKucwAjupBkcGisKlV0C7uor5MP1QiZARBEJYNF7O21DnH2KIW/TjrqbBiSRTH2TQK2cXb7aJAcZVOU/MMxQ0i2QBljC2CsWinGeU0UwuXijgjgRqPtXytMiJkBEEQlgn11o/vP+jskjLnGSKsdCw1UXG2OEn++JqaIDH158k2tejzoVFgLVYHWOWirAVVJjbHCKJxsl4HKpvH6loHdaU8XMUZm55K/1m2iJARBEFYRlzSkrG81xXhsrHYOmdTN49q2K4bXjt7e/JrvaidrbccUPNUyhPEBtzsKpTKnEewrJwPmQgZQRAEQVh2nOtmtOeGQ52JYUnSzjX19HxbH1KLc1E2U99eJoxPE0TzeG4n2u3B1retVETICIIgCMJyw17IIpI0CzVpZef0ZZU8MWfGKVsrsmg9FBFGT1ENTqKUJZvtwtpmrF3ZweFLEjJJkaA4jimXy2kvjKSgj+d5BEGQNhdLKiM2FimCxUWUBEEQBEE4P9YmlphaRWelLNbGmLpY0cpjcUpSMtamNhmDRRmL45SJqqcIKjM4XhOu1wGxrne4XrksScgklQKTVuEApVIJrTXlcjltDHb69Gl836e5uZlisZhWYNRan1OQSBAEQRCEi6ASK4vBYlDa4liwNiKMggbDgMLTdStNXZsYa8HGOK7CxLNE1Qk87aNVN6hmjGtXuo5ZWj5VUmY5jmP+4R/+gd27d1MoFPjpT3/K4cOH09bpb7/9Ni+//DJRFLF9+/ZFDbqCILhS70UQBEEQfj1ItYmhVsk5wtgQY6vEpoqhgqEEzjzKKeK6Aa4bg4o542dyatYcZbGUiIPTxNECWbedrLcWYwtYXcbq8Cq9ycvDBxIy1lr++I//OG3WNTo6ynXXXcfQ0BBzc3N0d3fT3t7O7Ows5XKZ1tZWgLTxliAIgiAIFyPpqWVqP1UMKsLaiCAsUSzNslCaJginCOJpIjOPsRVqosfWs5Q0SnkoFNXKNMXiaRxtcJ12tNMNRmOYB1a2gWHJfh7P87DWks/nyWQyBEHAxo0beeWVV5iamuKhhx7i0KFDKKU4efIkURTx3HPPce+995LP54njOG2olXTvlJgZQRAE4SNFGvdSEx7WxhirwHpYNMqCk3QBpQTMYcJporBEHAZEQYyxITZTQWlFrHy0ypLLdKBpBtWEIovjzBOGY5SLsyjr4mfWg9OHxa3F2dg84F3kREk7czuOc8H+VFeTJQmZpDNqEvCbBPhu2bIFrTXPPPMMhUKBlpYWisUiTU1NlEolBgcHqVQq+L6PMYYwDImi6JxOpYIgCILwUUBZh5qQCbAqrHXZMi7YDNb6tXIvZgGlF1B6Bq2mgQW0iXGMg4uP1Yo41HVrTRHLPNVwGvBRNodSPlaXCOM5TJTDd3uJTT/lIIOhiFEWq0BTQVG56PkmnbZXvJBJ8DyPTCZDFEUYY9Ium0lA7yc+8Ql++ctfsnnzZl588UVaWloIw3BRm3LP8xa1SrfnJMgLgiAIwq8nyjj14nQKlMZaD6yPRYEKgSKumiEK5iiXZ6kGFbLZJlwvj6sLaCcPNo9VGSAEp4hVC5QWRmvxM6aIMTEq8vGcVpqau9C6E8iTdfMYpbDKYpVFX+LymyT5JOv1cjFALEnIJO7sOjxWAAAgAElEQVSgxCXU0tKCMYbnnnsOay3t7e14nsf8/Dw9PT3k83m6u7sZHh7m9ttvTy0wiZhJspkEQRAE4SODpV65zoJTL3xnMyjjYYiwegb0acLiKHEU4+oMmaYOPK8Tx21G6TzoDBgXFdbTp1UTSmXJN/sYVcLYCtaEaJPDVe1otwXIg81irYNVYFQMytS6Yl8kZDYRLo1CZjmt3Uu2yCQipLW1la6uLiqVCp/97GdTs1MYhrS0tJDJZPA8j7vvvjtN24Zz42GW08UQBEEQhA8Dq+rFeJPWAFahsGgVYtUs1k5gTQmMh+PkyeZ6UU4XkMNqTaxqtWKcpIqvcoAWtGpCJ8XwHFsTTbEirAJoXFejXIVStl4MWGENyYlcEKXUOR6U5bJ+L0nIJNYUIHUn5fP5RWOSrKREuADkcrlFcwCpn225XAhBEARBuBKcL3TCKgUKtPaAGGMNEIGdo1KeplyZwTV5mpv60NlVYJrBZjFK1aw2hKAMVut6vI0DNlcvnnemjoyqixrXa7C4nN2KSWvUJVhkEhLLzHJhyRaZyyU8RMAIgiAIH0mURemYmjXEQWnQuoIxM5SKY0RRGV91kW3uR3vtKApY62KpuZE0BktccwlZv6FVQcO6qmpp29ZqFOcP0K25lOpupYssyWev18tt/ZYyu4IgCILwIVLr9VjG4qJNFiKDVXNUw2HCaBqXVnL+anS2B6O8uh8KlDJopWq9k0zmTGsBxVm9meo1aHSINS5W6fow0zBG1x/LS5R8EETICIIgCMJlpdEVcz6hYEFFYFXNbWMjonieUvkEvueS99rR7iqq1iXG4ChwHY1GoawG49QDhmNw58G6QAbw64euBxAbjVVgVc29lAqZVPSsfBEDImQEQRAE4TJiqVXXNdTiVpwG4WDPWFFME9bGOHoOE41Tnh9Fmzy5fD/a78NaH0cpNBptLSp1HSnQyXwayNYzoFRDB2xodDUpGvdP9vv1QYSMIAiCIFx2Ll6cReGCDYkZJwxHiOMKTfkBHLcfVBPGWNzzxbboRiuKBnLJhOc1sOh0I5DM9+thiEn59ZJlgiAIgrAsuNDyajjTybpEuTpOuTqDcjN4+dUo1Q7WaxgnvB9ikREEQRCEK46lJkxiFJbYhFg7RxTPYp2YfKYDZZshcsEB7fyamU2uICJkBEEQBOFKoiBpDGmtQekYZUtEwTSWED/ThHZaiGMvLYyn1PktOmfXdFluqdBXA3EtCYIgCMJlpSEwN6ngC9h6tpK1ITBLtTyNS5Z8po/Y5rGOBq+WXX3BoBfhHMQiIwiCIAhXhMaS/jFa1/oVRqZCVD6NsgGe04tiFY7XjKm1jEQnReqES0KEjCAIgiBcNtRZDwBTb7RYcwtFYZUgmMJzPTynC0sHkdUYVcXB4NgM1rg42opR5hIQISMIgiAIlxmb/ntG1NT6HgUYWwYiPK8V5TZTiV1KGIyu4KgA11pcmyd7lopJbDSLXq0f4mLJ3u+nhc6370rSTyJkBEEQBOFyYW3toSyxghgX1yq0ccFUwIwTRUeJoiYiZxWjc9O8e/oQpysB5bCMJiQH5JXLQNsqetq76GptJ+P6aGPRgIPCxjEmNrUGzrZWcy/GUuvgVCNpQuBcRJZYIOKMmEmaFqTNC5INy1jZiJARBEEQhMuFot5MydYL+iaVfCPQYa01gTbEzS28Nz3NO4eGmShbmjtX0eo1kfcUulqiWlzgjdG36OzsZk3favo6u+luaiXreGhrcbWDSY7TcOwPFlljF+kUVZu2VoiYC1t7lkvGlAgZQRAEQbis2HoPJV3XNBZLALZCGIWUAjgWzPDWodNknGY+vmkTrbl22jN5fAXKVFkozXOsUubo6DDvHtzPyMgw1w2so7+rm45CC0q7oGt9sOuHRFvOpEjVUek/F0Zbm6qVs1pPnhExZ6mZ5SJiQISMIAiCIFxWEgFgrVNXBiFaVYhNkYVKkcmFMu8OT5PJdXPjmg0MdfaSMxkyOGgbY5VHptCG39pFX0cvY5OnOTE8wjsH9nHk+DFW9/Ux0D9Ae6GFjHLQtu5GulBs8EU0h7Kg44Zek5x5nryPs0OXlxtLFjKVSgXXddFaU6lUyGazhGGI7/sAVKtVPM8jjuPaAdzaIbTWBEGA53nLSskJgiAIwmVHqdTVo1WM1RWiqMhCpURoPHTV5c6bb2Ndy2oyEThBiOtprFYYx0VhaLKKJi9Le+8AA+1dHBo+ztHREXYePsChuXHWrOpn0+B1ZJQL1tTiWszi41+K+lBKoeouqkTExFhCE2NVbf3OWL1o/HJiSULGGINSCsdxKJVK5HK5VJwEQYDjOPi+j7UWz/OAmrAxphaQpLXkxQuCIAi/3ti6P6fWcdqgVASUCOM5jGMZOT3NYNsAq7xW8lbXgnHrqdlGW0LAosnFGmsNrtK4bpaN11xHZ3cP+0YPc3pqkv3HDpNVLkN9g7hRTLObwW9oNGnrYuZ9ZUddmFgMMRDEERUT4Xs5SlGZjPXxdK3lpFJqZQsZpRSe51GpVMjlcpTL5VTMOI6DMbVcea015XIZgEwmg7WWKIpSS43jOMvuQgiCIAjCZUEtDpZVKiKO5qmGs5RDw+Rsic9sup52v5U4iHAdF3wNGFDgKFV7WjePONbiK42xMQOtXXQ1tTM6dZJDw0fZeWAPk9NT3HHdjVilMbXDY1RNUCk4Xw/tc7BYDJbQGmJHgeNzdGKUA0cPsaqrmy3rNl6xy/WrsiQhk7iLrLWUy+XUXaS1plqtpkotiiJc18V1XUqlEr7v47quiBdBEAThI0Fj1rK1MWG4QGyrjE/N0Ld6HW3t3eA4GGsxbk2kOICONbqee2Qci0Wh0DhAQWkwioLRNDf30HN9M784uofjY6dozzfjrhqgI9dc27emhS5JxCTCK8YSYVmoVDg4cpzhsZNUTcRgIX/ROjVXmyUJGWstcRwThiFPP/00d9xxB+vXr2fPnj289957ZLNZHnjgAV588UUKhQKbNm1iZGSErq4umpubU3fT+eYVBEEQhJWPxVpNTYJEYBSGiMAWQTuU5jXX37wBR3m1cjOurtVxMQatnZqEqScRxWkxF4VjwUYx2taicHPKoyfrcud1N/FO9A5v7n2HGMOt62/CxZBB48a2Fvvi6FTY1IJ3a/MpayE2tewnDRVjmAqKDI+fYs/Rg7Q0N3HD4DWsae8BExPbWryM1npZGSaWJGQcx8FxHOI4ZmhoiIWFBeI45sknn+RP//RPOXz4MIcOHSKbzVIul1lYWODUqVOsWbMmfePJmzfGpA+x1giCIAgrlbNvxm2s0SpCqzLWZohMwHx1ioWiprNwPT25PjIkC3B97XO8WkxNgwnFWZT/DMrRiywjjlEMuc0Urr2Z1x2H3ePDzGc0G1cN0q/zuNVaSIixBuNAVA/iVYBvFa5REBmsB1VrGJmd4K1jhxibneKadWu4ZXCIXrdA1mpQioaKNfWWC8tj3V6yaykJ3O3r6+Po0aNMT0/T39+P7/usWbOGAwcO4LouuVyOF154gXw+z2uvvcaWLVvQWqdvPomlcV23lmMvVhlBEARhhXHeBV0lRVliUAGKCK08ZmZm6e/rT6v0GhMv3q1hnksSCvWsqLZCMzesGWJi9w72vfsu/flWutsLeL5C21rIsWvA0aRixIQRkTE42iXUiulykYNHjjA/PcW6Vb3cMLiOjkwzvgWdZCw5NYNEkvizXFiSkHFdlziOiaIIrTWtra0EQUAmk8F1XcrlMr29vYyMjDA9PU1vby+jo6OsXr06tb5Ya3Fdl2q1SrFYTF8XBEEQhJXIooxcC9a4oCK0nsNEAbGdwrgKFfsoa5iYmMSGEbXSvBeY5zy/n7NWKoVVUDERju9w/apB3jtymJ073qB8wwZ62ztxigEtxkE1VOkthQF4Gus5GEdxcmGWYydHmZycoH9VH+t7BvCKAcXiFPPlKp520J5LoVAgn88vKxEDHyBGRmuN4zgUi0XCMKSrq4vh4WGiKKJSqdDa2srdd9/NCy+8wE033USxWKS/v58wDGlubk7n0Frj+34633K7MIIgCIJwKZzjUbAOCoNWEMUzRJHH1JzDQN+1ZHM5tC6gsuCcteydLVzOcVmd5b2o9VeCLBaroT3fTFdzK+++t5+3D+xjcGgtN6xag7J+zSJT10GuUyD0HMYr8wxPnubQ8FGIDDffeBNDPQN4xpJ13JrVyPFxPJe47o1pPK/lsm5/oDoySUZSLpfDWsumTZv4x3/8R26++WY+//nPU61WaWlpobW1lWKxyFNPPcVXvvIVoijCGIPv+2SzWbLZ7JV6X4IgCJeNS3V9f5hf7I3ndCnHTcpgJLXAPsi5JgkfSUhAYzHUq8HZf5ertbCe+/lQEBuUzuDEEcXJWTJOK73da4lsHlQe5zx9kZZ6/iZtEqnQWKyFjOOQvTXH6/vf4b2jRwiCgBsHhuhpbsdYA9YSxoZT81PsPn6QiYU5mrI5bly3nvU9A+Rx8CKD59TkgSXpGXWu0FoufKD0a9d16evrIwxDtNZ85jOfYd26dfT09KSKbcOGDSil+OxnP8v8/Dy5XI5KpZJW9l0uSk4QBOFycXaMw5UgmTdZVJZynF814yS5kU32d5xLSu69YjQurB9mnOVFY1kamhPZKMKYObSOyHrdaHI4SmFsUljuwvO+H42tA7QFbWvBuAU3A00ut11/I3uPH+L48DDTU9MM9K4i6/ooC7Ozs4zPTFG2EasHBrhp9Tp6sq1klIOKwsV9lern2Xhuy239XpKQ8X2fKIqI45h8Pk8URWm8zNDQUFpTRmtNc3NzraxxJkMul0v/AyQ1ZgRBEH7duRKL6yLXwiUmSiTjGkXMBzm3xqxTay2O4yyLRI0kgeTDPN6Fsah608goDKjGc3g+ZJw2sFmUDmvxKokS+VWo91hK4l9qAsQSB1UGWrpo39DEwZY2jp4Y5cDBg1hr8V2PrOvRVmji9oFB1vQOUkCjIoNWEY7rYawlrp9bOvcy5gMXxIPaH9P3/bRNQaKOM5kMcRyn25Nspaut3gVBED4oaYGzC62Xl/Jtf5597Xn2u6Sp6q6darVKoVC4hD1qBEFAtVoln88v2VWQhBdUq1WstVc1PCAMQ+CMlQmWk6WgVqE3DEOCqEgulyHrtaCsh1JRvUv1r3aEZPfk82ipfZa0cij4OawF381y89prWd3Tx3y5iPZqLsGc8mh1s3RlC+iwVnLPxoCriI2hGke4vp9WBV4uV/VCLOlTnKRL+76fihqAbDabipZE5DiOk37Qkg9/EtgrCIKwkjDU6m8Ya2ops3FcezGMoRJAaGu/v988UYQNo5rLIYw4ceIEcRwTmJh9xw9TwRDHMePj42mfujAMWVhY4NixY8AZ60ry+s6dOymXywRBkI43xlCpVAiCAGtt+jMMQ8rlMjt37qRSqVCtVgnDkIMHDy6a+4033qBSqVCpVDDGEARB7fyNoVQqMTo6ytGjR5mYmFi0vVqtEkURpVIpjYlMMm2OHj3KD3/4Q5544gmmp6ex1i7aF6BUKgFnbporlQpxHFMsFqlWqxw8eJCtW7cCNUG2a9eu9LhxHKfnXywWsdYyPDzM9PQ0UHOnjIyMYIxhfn4+PWYi7BJvQ7VaTbclMUGJ9yE5t1p5l1pRf7CYOMLGpp6FpIjikFhNM1s8hkGj3FaU64JyUTaP0pfSAOn9WdQTsv7ExDG+0mSUxkfRhEtfrpXrOvq5prmHtU1dDDR10O7ncKyqnYsG5WmU49Q8KZ5XqzLM8hcx8AGETBLfkgT8JkFjTv0CJD8Tt1JSRC/ZTzKUBEFYaSRxCKpecTXCUgkqBMoQ+g4VIoIoIAzD9BFFUbqwJo9AQ+BC7CiU5zB8/Dhjp08zNTHB00/8mNHhYWZnZ/je974HwNTUFHEc43kexWKRUqlEHMeUSqX0BvHEiROEYZguukml9SQgt1gspoVMgyCgVCpx6NAhSqUSjuMwPT3Nj370I44dO0axWGRkZIT/+I//oFQqobWmUqkApEIpCAJmZmaoVCqMjIxQLBaJoohyuZxWb3ddlyAIUst8GIbMzc3R1NTEtddey3e/+11mZmZSYVUul5mfn8f3/TQj9vTp0zzzzDPEcUwmkyGKIsIwpKWlhX/6p39ifn6eiYkJisUiSqn0ulSr1bTf3+uvv04QBFQqFY4dO8bbb79NEARplm21Wl20RiU34jMzM1Sr1VQgFYtFtNZMT0+jF92MW87Uy619UhS1btdzM8cI7SzKyeC4bVil6qXoXLQ2aG3SdfEDx40qBbomRtK1uWG9VUrjWEXGKrJWkbeKZuWSQeFqXbMGurr+cGpzKYWjao0sHX6Fc/sQkWAVQRCE90EbsHWLS6Qg0FB2YXJhmnIcEmJQJsZt8BMppRYtehaoBAHaKpr9DO25AoWWJo4dOoxjIVuKGXvvCOO5DD09PYyMjLBz507iOGbLli1MT0/T2trKyy+/nFosNm/ezOjoKFu3bkVrzZYtW3jrrbfSxIpdu3YRxzGFQoEbbriBffv2sbCwwMF6vITjOJRKJebm5vjlL3/Jl7/8ZQ4ePMiqVasIw5AdO3YwNjbG/Pw8Dz/8cHqcw4cPc88996CUIggCtm/fzuTkJKtXr6a5uZn9+/dTLpdZv349n/jEJ9LFsLe3l9bWViqVCpOTk2zbto1yucymTZs4ffo0ExMThGHIxo0bqVarPP3009xwww0MDQ3h+z7d3d3Mz8/jOA6+77Nr1y6q1Srz8/PcfvvtHDx4kCAIuPPOO1m1ahVBEDA9PY1SKp37yJEj7NixA60169evJ45j2tvbGRgYYO/evQwODrJ161Z6enrYvHkzr732GsVikaamJh588EGsMQ0mgJpNROmaCLLE2BgsVU6ePE5HTx7PzeM5+XoHx0af0pUXB+/f9frcQctbspwfETKCIAiXQGKNQdXEzKn5Kd7Y/w5TpQVUxiO0ZlEJd6Bmtk+wkFUO5alZOnJNfOLmzXR197B7+04WJmbYfNsmDuzeQ8vqXm688Ub+/d//nS996UsMDw/z+OOPc+2113Ls2DE2btzI9ddfz89//nPm5uZoa2vj/vvv58CBAxw/fpy1a9eSy+WYnZ2lWCxy11138a1vfYvZ2Vmuv/56BgcHmZmZwfM8giBgYWGB5uZmDh8+zNTUFLt27aK7u5upqSm2b9/OAw88wGuvvcaTTz5JU1MTDz30EK+++iq+77N3715uv/12br31Vnbu3MmePXsYGhri1ltvpauri29961vccccdFAoFFhYWOHz4MCdOnOBTn/oU//Vf/8XatWsZGhri61//Og888AC33XYbhUKBX/7yl3zyk5/kpptuYmBgAM/zMMZw+vRpXn/9da677joArrvuOh544AHGxsb49re/TXt7O5/+9KdZs2YN1lpmZmZ444036Ovr4+DBg+TzebZu3cqjjz6KUoqvf/3r3Hzzzaxbt46BgQFOnDhBa2sr4+PjfO5zn2PPnj0sLCywceNGtm7dygMPPEAU1QJikyXfKlV72Jg4jjA2olqeBh3hOhly2TYgw6LeAyr954pztjVlOQRnX25EyAiCIFwiyQ2sZ6Er38INq9cRKEPsKKomwi5aNGp1PRrJaBfbF1BwPZoLBfLK471DhxgaXMO6a4fY9c6beOUSa9asYXZ2lsnJSdrb27n77rsZHR1Fa01vby+e56VWl2w2SyaTYWBggCNHjqTxiidPnkwX8/vvv58wDMnlcmmQb/J7JpOhvb2dtWvX8swzz7Bx40aUUoyNjXH69Gmmpqbo6ekhiiIGBgbS4yWupuPHj/PCCy9wxx13MD4+TiaToVAopPsksSfZbJY777yTUqnEG2+8wfz8PDMzM7S2tvLVr36VmZkZOjo60vTuOI5paWkhn8+nCSWDg4P80R/9EX/5l3/J3Xffnfbqa2pqolKp0NbWRnt7O8YYHMehp6eHe+65h87OTlatWsWuXbtQStHS0lL7C1mbJqTEcYzv+wwMDLBx40a++93vsn79eiYmJiiXy9x+++31Fj1ePSsJbD2KJImWMcSEVBmfPkFTs4dSHq7Tio2zKFUXMsqkn4sP4rE5O2vtQkIlaSXQmKafWMaSMXEcn+NWSz/ry9yd1IgIGUEQhPchscSgFBpFxkK3V6Bz9XVYVfMaOOYiGU31OSpu7aem1hBQxxE3b7qNbD5Px7oBWlavoqnQRC6XY9OmTaxbt47Ozk6MMYyNjTE0NMT3vvc97rvvPt566y2uvfbaNPYwiftoa2tjenqaTZs28Z//+Z9s2LCBsbExxsfH2bZtG4888kjqWkoqrPf29nL77bfz2GOP8c///M+8+uqrFAoFrrnmGtauXUsmk2FycpInnniCwcFBXn31VR566CHy+TwTExNpIPHY2Bjr1q1LY1oaq8EncZW33HILP/nJT1i3bh0zMzNs3rwZrTU/+9nPcBwHYwye59HR0cHU1BTFYpFCoUCpVGJsbAxrLT09PWmQcmI5uvHGG9P3k8lkCMMwDViO45gwDOno6KClpYV3332X5uZm1q5dy8c+9jFef/11Ojo6eOedd/j0pz/N5s2beeKJJ3jwwQd58803GRoaIooiPM+rWWQctxYdY2sCwWBBGUIiiuU5hk+8x5pVORzHgziDdgoo5WHVr9aOJ4mDAlIx6vt+GlCdZAgDaWxSY7mTs+NdkrmSGKpkexRFV7XQ4VJx/s//46/+r6nJWZpbO8hmc5wxdyX/3VaOKhMEQbgi1MVKYpFJ6oBoWxMwjkmKkl34oSx4CnzAoy5kULR1dLB63SBuNkd7dwere/toa21l3bp17N69m6mpqTS2ZOPGjXR2dtYXU4fe3l6GhoZobm7GcRyampro6upiZGSENWvW0NnZyauvvkpbWxsbN27EdV2OHDnC/fffT19fX9o/r7u7m+7uboaGhujr66O9vZ2enh4GBgZ49913cRyHa6+9lo6ODvbv388dd9zBwMAAHR0drFu3Lg303bx5M729vTQ3N5PJZGhpaWHVqlVptmt3dzcAXV1dfPzjH8d1XYaHh+nv78dxHLq7u1OLTmdnZ5qB1dnZSRzH7N+/n1KpxMMPP0xzczOrV6/m6NGjdHZ28uCDD9La2kpXV1daDqSzs5Pu7m6y2Sy5XA7P87jtttsYHh5mdnaW3/qt36JQKDA1NUWpVOKuu+7CdV127NjB5z//eQYGBli7di379+/HWls/f4vrJtVinFrwt7HgWEJb5uiJQzh6lp72DIV8P77XhyJXM7+oxsDgpRcmPLseUJIKn1hVqtUqMzMz5PN5KpUKhw4dYteuXRw9epT9+/en1rVKpcKJEydS4ReG4aKg4+WclBNFAa+/9hIf//g9oBV///f/+H+roHLCvrf/GP1r1tPW1sEZ4WJYGRnkgiAIVxabuInsGSFT35D+jHXtcTE8u3hfY2KiOMZoqMYRnudjo5CM56eLeLJwJYv+888/T39/P6VSiS9+8YsEQZCWvtBap3fnSYPeJG0YanfsSVZPLpcDainPSePf5JjJnX1iAchms+lilxAEAblcLt0nsbok7p7EIpAUzUtKcFhrKZfLGGPI5/NUq9XU0pHJZNLjlkolcrn/n703i7Xsusr9f3PO1ey1u9M3dU71VXaVXeWK4zh2EkiDQ0AiiECABxAQhIQE5AFdEOKBJ94uL0i5/P+ReECKkAApKEKKeIAkhJBcJ3FsY8eO43KVq686fbf71c0578Nqzj6nqmwnjuOK2Z9UtffZzVprr25+c4xvfCOg3+/TaDTKqMrw94pIVJIkt3npSCnLlgzFvomiqBy4h7ezqAALw5BqtYrWuiQLSZKUEZ7s8wbXFVgrMdZFW4sRlsgM6PQ3eOaFb3D2/ibT1YRa5SyuOA7WBWGxMsnIjJWA+wOThSJqUhyXIpLS7XZZXl5maWmJlZUVHnnkEU6ePMlzzz3HxsZGuS8mJyd597vfzdbWFv/5n/8JwIEDBzh06BBHjx4tTW+LSq57EYNBh//vM/+bP/3T/wVKoNS0GKWWRhhhhBFeF7mdfN4+2IjcgIzh+XUWaXktFEVNBZkReYmrQgIGZSxayHLgd123HKySJGFxcZGPfvSjhGHI3NxcOZhZa0syMExmoiiiUqmUni2FdQbszu593y8HuuLvOI5LK40iRRMEQdlnqTDUGyYDhd9KMasPw3BPqqNYB4Drunt6P0khs9eMIYwi/Eql1PIULvJFpKAgS8VAa62lXq9nLXOUxFEO2mi0MZm9vhTo1GTHx3NLoua4LnpouQBBEJBqjZuXrhcamjRJ8T0frdNdC10ryodIa6yUXLpxiUogcTyLki5SOmAkRoP8EYy2w6mfXq+H53lEUcS3vvUtVlZWmJ6e5vjx44yNjSGl5IEHHij31XCKr9ls8vjjj7O1tcXy8jJPP/001WqVhYUFBoMBnueVRPcnASMiM8III4zwOhhOuBd/DPGa7O83auU+VH0rpESozHvEc/zMg4RdXUkxYx8mIEeOHLlNtAl7HW4LIlREFoDSV6Z43N87Z7iP0rBTu+d5pV6ieL8QyA47Aw+3PxBC4Pv+besYXncZCUEgtcj2o4JKIDFSlCRRkHmaZJqUvIGhkhgyR1qvViUxBuMqkIpECExOBqVQpFZjHYGQMk8BZcszNnsulCqPnZKKlDwKVtRYG4vnOEhrEUJhiNDGILVPEhl01dAWIZeXl7i1vcbRmQ6BEyCd4wjRxEqDNSrvHrAr+MVqrN0b9TDGlPqUQr8yLNrtdDpsbW1x9epV1tbW+MhHPkK9XufQoUMcOnSII0eOUK/XSwLZaDTKZRRRqeL1er1e+v9sbW0xNjZGu93mySefJAgCTp06RbPZLAXl92rDSBgRmRFGGGGEN4zXdAB5AyxmvwtrNkyLPS8VQ9sbadK3//VhIgHc1tfutVIZw6mE4ed3+k7x/htd3vCy9pMvikxLzmF6KWIAACAASURBVAyFlFkdkLFYrVEiJ0zGIF2XBENPJ4RWkwhLlKSEaUIYhaRJmqfjssogrXVGDh2HiuvRrFTxhEIpie94eK6LEmQ1RwawMZ5wkEJirUEYixASISXWFNRKMTAJnjU4gaQdRyx31nj+pf9mth4zO9FEagcpxhC4uZsieYlSFnnLcLsyfH/ErCCHg8EAay1f+cpX6Ha7NJtNDhw4QKPRoFKpcObMmfI7dzs2w+dGQY6UUtRqNer1OpClCycnJ1lZWeFrX/sazWaThx56iCNHjtz1ON8LGBGZEUYYYYQR3jYYmfnywG41l0LgCIFV2RtaWCJpGOiEnV6HzV6HyzevM7AJA53Si7NWCr7aTe4VmpxCZ2S0RmmLY8FzPaYmJhlrNmnU6niug+d6uMqhohwcofAdD9dxyigZKiMeFkVqA1IVYrTg+vIqz73yXZpVw+JcjaryqcgplHKxQmbRnjfAfIvUX5EqLFpVaK05cOAAGxsbZVn7Aw88QKPRKFOIRTugH7TSaLiKqdAHPfLII2xtbbG0tMSlS5cYDAb3rPC3wIjIjDDCCCOM8DbCorOHrJmiBZ0mWCkxSrLdb7PU3uLS9io7rRaDbh8BNCtVqr7HZKWGCsbxKj6NZhOZOypLIVEqS4cUzTXbYY9B3hZhq73DyvoqOk6yz+Zps0hZhJRIqXCH0muNRoNmvUnVCVCJJhwss7W2w86OYWKizpmz89RlCzfxqVYXQQTYXEdTJMl2cTsxKCJVYRhy48YNVlZWWF1dZTAY8PM///M0Gg1+9md/dk9Eq9AaFSLpYd+Y18P+9GTRALRSqTA9Pc3MzAynTp26LUV4L2JEZEYYYYQRRnj7YMFJcmM2AGMQjkPfJNzaXOXlW1e5ubmG8R0aQY1jc/McaE4w4dWoK4+68vBUZtBjFMihKEOmx8kGdmMNXVIiLKnWhOGAOIpJTWbYl+qUxBi2zIDEWnRu5DcY9BmEEa31VaJb15GxoG4cglpI1Q84euwo9x2ewfOuQpRS8xeQYgKLynNmWUQma2FgkEJgrcAaQ5pmfbS01mVPrU6nU7aZKIS7ExMT5e4aTtkNk5Zh0fIbwXCqqdBSFUSo0EgVwuoRkRlhhBFGGGGEu0BakFogtMa6ikRY1jo7vLpyk1duXcV4DgcXD3L/7CKTtSY1t4oLSGtxIOvgPNw0aLiUjOHniqaQWYm8BNwqtpGZ2RljMNZiMAjpZp3OMRhrSLUm1glhFBFFIToFVyikH1ENqoz7Y/hskvT7GC1wnBrCVhBDuphSryPA2kLUa1Eqa67Z6XR45ZVXOHbsGJOTk9x///00m03Gx8cJgqAsM3+ryqKLZe7X1+wXdN+rGBGZEUYYYYQR3kYIhJJYo4mF4fL6Mt+/doluFDE1Nc2Rg4c5PDbLZCpRSGxsSHWC9DysEiQyb9zI7QmbPX9bcAw4mlJYbDN1MUiZVTEZi4qyjlnWZl4xwnERXhXrWmzNZu0IXElkNYnVKLsD4S38NEHIJkrVsThDKaXsUSmBMRpjQMqsA/alS5dYXV2l3W7TarWYnZ1ldnaWo0ePlgSmqDS616MibydGRGaEEUYYYYS3DVZYUqmJFFxrrfLc9YusbW9y9OAhHjv1EFOqikoSlOMAAinA85y8NQCAICvitrx+7EDcsbjMDlv3K5uZ8OayllSnmCjNO15LlEzxUpCiiiNTJH2SeAlf+yh/AusGGAHCFGVYBmPSsqJIa0scZ+0knnrqKYQQTE5O8qEPfYgDBw6glML3/dI/CChL4ke4M0ZEZoQRRhhhhB8Kd2stdRtZsHvfGDYT1EBbpKy0t3n6+y8w0AnnHjrHkel5xqRLRVssLokjMo0JZOJcIzLv+VJQ+waQ98va3UBLYk32RhGlcbLXrbBZGwJHYYRC5zTJGlCpRgkwJiFJNjFRH5wGQjax0iP7ptyzhzqdNleuXGVnp839959mYmKMc+fOMTk5yezs7B7H3sKRuej6PWwqOIrM3I4fisgUjoewa+Djui6DwaB0kVRKEYYhjuPsybsVTa6GD8Y7sa34CCOMMMI7GZbM1TaFPZGQYa+dwmiujIOY4sGQAKmUtE3I99dvcOmVCwRa8sGTZzg+s5iVUgtIJKCKwWqICZXb8YOOH3s/r/axK4EFoQGDFQZjQVqJI1xAInFBKLCrOPIWYX+VJJlCjj9AIsYxxsGYFN/JRLRRFPHtb3+bGzduoJSiWq1iraZarXLu3Lm7EpPCT+ZeGSvvZQL1piMyWms++9nPUqvVOHHiBEopdnZ2OHXqFMeOHeOll17iXe96155+IKN83wgjjDDCOwAWlNj7937TwEQA1uKa3NDWaBAW4zqsh21euH6BG8tLzDYmeGDxKEcnZqkqF4HAFO0gZEGKhlb22tXMbxhyz1hkEFkxOJlId0hYay0ZEzMYGYHt0mlvYLWg0ZwHESCVh7GGra1NttY3OXToEJCVSZ89e5bFxUWCICj7Qr0RIe1orHx9vGkis7a2xv3338973/teXNfl05/+NH/913/Ns88+y7Vr1zh27FhJXoqmYCOMMMIII/xko2g5JO4QJBhu6WBFpmWR5AOOFKTCstnf4fzyNa4uLzFXG+P04WMcnTxAxYBODa5ykHnG58cWiMjqv7MnxoU8QZR1P0+ACMsAbXfQSYskMQTeFF5tDmMqrK6sc33pOlevXiXsxzQaDQ4fPsyjjz66p0/UiJz8aPGmiczVq1d57rnnaLfb/NIv/VIZ+lpbW2NqaopvfvObpGnKgw8+SBzHP5BhzwgjjDDCCPcohjuBi9veKhM4ymRvawGJA5HRLLc2OX/tEmutbY7OHeDsoePMVMey7uDG4MhM2Fv2syqYzI9h/M9oV77+ossnBkQMogu00XqNTq9PUB0n8A9gbZ2d7S7feeZpwmjA/IF5jh89yezsbNlqwPf9Pc0vR2TmR4c3TWQefvhhDh06xIULF/jnf/5n/viP/5gvf/nLuK7L9evXeeyxx/iHf/gH/vIv/7JshQ4wGAyIoggYhc5G+MnFGzl3RxqwEX5SsP98fr1zVxhbRmSsyKp/lJK5iDcvZ04M2lp002dLJFxbX2FpbYWkN2C+McGD0weppoKw1SHRFgVIuyuVLbS8RRHQWwuDcAzCSqSpAC5Wp0gV4no9tNkk0dvE6RZh6JLEDdbXdqj4EuV4jI9PMjc3zfj4BL5fodfrlURmMBi81Rv/lsJxHBzHwfO823p4vd1401tTq9WyNudpype+9CV+7dd+jSNHjnD+/HlarRZHjx6l3W6Xauyi/0XROv5e2yEjjDDCCCO8AeQRmUJjYgAjbGb4Jsi6ThtLxUpSY3i1vcbzt65wY3uNiufxnmOnODNziAnh554uu/0Vi+UP63ANvOVExlqDEWlGzoybR5wMEGNMlzRpEcdtvKBKLTjAN795kQsX1nnXw4/wnve8m/e//31IIUniFMf70RvXvV0Yrpq6FzMqb5pFXLx4kZdeeonBYMCnP/1plFJcvHiRM2fOMBgMeOqpp3j00UcJw5BGo0G/3y9Zv+u6b4lL4QgjjDDCCD8eZL2qyciItQziQSbQFSAcxXq/z9rOFi/fuEy73+XkgUUWJme5b2aRSaeKjFNEMQ4UldT7CMsegvMWwwoPgc1FvwkQYnWPsNfCmj6ectnZSPjeS8/S7lV46N2P88DZUyhPYlKDkgpVcfLGUe8c3Kl66l7JprxpIrO4uMjc3BwA1WoVrTWPP/44xhg+9KEPYa0tS66LzwyLnUbCpxF+kvFG0kaj83uEnwTc6Vx+I+dugsGQCXK1AMf1MVKw1Wnx6pVXubi9Qi+NmQrqPHb6LCdmF6k7FYQxpGmCVBKvsPMg64ZdaGwK8nInQfFbAQsIoTDWIGwEdDB6h2iwSRy28T2B49R55eWb9Nrw6GMfZOHIQbSI0MS4ysWmhSfNO4/IDPewupfwpolMtVote0BYa8sGWEDZhGpY4FuY/Qx33Xwj5diG/dX/w3+JHytjH+F/CErF4q6vRNZARWJMpgOwMqspzV61WJubVwlBoRPMZnf5DQABKEDt8Qh7veEiN0bPbTjyMC8CaQW709+yR12J4cvKUnhu2KF1/liEByPcaxj2YdnnJyfJyqSz9+we37DhUmWBwFpQFlCCgU3Z6ve4tr7EWmubzfYOcZIwPz/PA+OTHBqfZr4yhmcsjsks44ySWCGxZterTgrQNh8zbObWOzyGFH5kRZpjeFB93bRHma5KKE1tcLA2X441pFGEdGKM3SGK14jCLSSWzc0OaaI4efoUDzx0jGP3O0xMzpP1hvQRpEihsFIgpYV7MAXzZlAEHe5FU74fisgMMzOgjLaUCx3Svew/sfZ364S7mUZzm+mRFXd8K/u2EHs8DIo39vPGe2v3j3DPYth6NH/BohHC5q6dNg8+x1iR4uaqRGEEwoKVApuTGWuTvPSiIDHlPLMsK329+0JGY7J/Vph8wifAqswK3YBVheqyXDwlUclrWE1OzKRkl1pZxZ4rY3SRvPNRiE5yDpydQhlpsJa9RFfs3qNtrsC11pJaTZokxDqlp2Oub61zee0Wm702ju8xMTXO7OQ09zdmmXYCHKlwhEQ6WZPHgrgUK9xDpiygDWEYUqlUgKxAxBiD53llp+hhX7L949IdfzP5+qQBIspJhS2iDClKtbCmQxiu0A830WlKvwcvvbxKRR3g6NE5anWfWjPfKzL/NSIbB6Wzu9/eSbiXZSD3ttJ2yIxAmTu8P3TDFsWV9w47eUZ4myBsFm1BYI0A6yJwwWiECBFygBQx2qSgJVYr0C4IH6EChHEQFowQaOEgbUE8JLK4jdsU0NnJK5zXZDPK2KxhHrvRHosglSLnRRZFhBBp/o1i6ulknutGZeu22cUihlzZd3GHOtoR3rnI+bQAHLvXq8UWBCO1CAmptYQmxboKKxQRKTtRl7XWFtfWl9ne3sGkKTU/4D0nTjNfHWO2Pk7VrWBNFk+XUu6eXWL3Yb8mppyYAr7vMxgMePXVV1laWqLb7VKr1Zibm+PcuXNIKdFaY0zedWnfNbTn7+G3rAIqWWNIJFIIhMpqrQbhBknaoh/2SFOHVy8ssXSzQ7N2mMff/7N4QXU3bVRkke62nhF+LLi3icwQbks33ilFdwciMzqnRvhhkJV7asBihYu0WZgbm4JtY9nA2BY6TbOwtHEw2scRVaSqgwwQjo9yXFIUxjpII8sbd3azTkGEWCRGBGSzwztDijzak2+cINMSIDLnVI0hQOQX9G7Y3BqdTaONO+T3MdQpuLxATP5PMkrSvvNhh4iEKKz5bVFCDbEkK522GqXcPLXpMECzHba5ubnKzdUV2r0ucZrgScXxo8d4YOE4c0GDmpWIBIg11pFYZ69Q9PVSE8VnHMchiiIuXbrEYDAgSRLCMEQIQRiGRFGE67r4vr8nBVZg73qKzk4Abh5xtdmj0hgTEyddEAPSNKLiNdho9Vi5FbM4d4ZH3v3TNJrjaC2QuTnOvVjB8z8R9zSRKSP7Ipcm7Msn5VKEciJr70RiRrmlEX5oOPn5Z0CGYGOsaZMm28SDDZK4hXWKtJFEWoW2EoSLX6nhO1UcUcdhAkOAoYrGzdNOYISDzddRhNrvBiEyK3jXisxgLB94pAWFBmEQ2gPrgoxAhGSEppBMZg1rRE5WREFWhoMworjRj0Kb73QUuhhhb6etqcj6J2khsJ5kkPZY39xkZX2VnX6X7qBPmCb4lQrHJ2Y5OXeQ8eY4Va+CFCC1JjIpUgiUJ3NNRb7eNygStdZy+fJlNjY2OHv2LE888QRaazzPI0kSkiShUqnw7LPPcuvWLQ4fPszp06ep1+uvvWCR5sS+fAEhNZaYOOnTbre4fOUia2vrPPTgezm08DDTP/8ufK9OpVLNvuHkRGx0idwzeNuIjDGGOI5xXTcPs+e5TikRUhAmMY7roo1BSElkUoywSCXZabWQUuI6Dq7j4jouSkiE0UgrcJUi1SmOULuMOdcG2DtEz9+scOmHVXC/0fXuEdu9zgzgjW7LG5kR/aDfeWdBoJMs9OGoECu2SPUGYX+HZBDhUKFaPYLjO+BkoXNtExITkpqQ2PboR9uYrmG8dhipmux0oZe4bA40HW3oJCG9pI9JE7wUhM3mvdaC57r4vkelElDxK/gVn1pQpeZWacoKvgWpLY41OCJBmSQLlyuwukeid4jCHbRNUMrBkRWk8PHcKYT1s3y+8PIZQobhWfoI7yzsv55t7l+rEJlxHRaNxQhBL4lo9btsDjqsdVtsbm0Rdnr4rosjJLO1cWZnZpifnmHCr1IVmd8KJhvcNRarsgomDbiAkxd33O0ekqZZSlSIrNHi1atXefHFFwmCACkljUaj1MAMF4lMT0+zvr7O5cuXWV9f5+GHH2Z6ehrHcfY0NhZCZIJhkSLIIqhCCOI4RDp9BoNtLl2+ytXLN+gO+jTqM9RqxzC2SWOsgk4TUhui7QDfq2CsTxwluK5b3pPjOC6jSIWGp0h7FXoeYwxKKZIkKd19i/2SpmmpASo+W7gAh2FIEAQkSVKKnYuWB/1+PxtH82UZY6hUKmWhTfH9QmtUrC+OYxzHQUpJmqZl+wSlFFEUldtXvAbZ+FOk9wCiKCrJped55T5wXZder0cQBCilaLfbBEGA67rl8S46fN/JS+61GmXeaWx6W4hMmqZIKfE8L2tRbjQyv6FGYZjNWGVW6xGlMd1BH+N53NxYZmV5mVa7jTGaIKgyMzPD1OQUi9MHaEgHAfTCAa5SoNRu6LD47T/hkcC3s+zth1n3vUJ+fphtd6UFMyCN14iSJeJ0kzRJqVZnqHiLKGcSq/2sesMxWBEDA7B9krRNHHYwIqTbWSfV61y5tcHNrS6tRJK6TVI3QDs+rlAE2UaW29npdzHWYk1WBWWkxvE8JhqTLE4tMtOcZMLzGVMCRYoQMVa0ieMWg36LRPcRQiMdQ2o0carBKirxIkEwg/Qm8uvCw1qZlYqMKMz/GAgE0lrCJEK4LqmAnolptTtcu3GNjfV1emnMQEGzXufo0aPMT0wxXRujJh0q0sFF5pHFTOCucgGxk59HDnkxXZ4Cfa17wXBF0urqKt/97ndxHIfHH3+8HIDL4pD8UWvN8ePHmZ+f5+LFi7z66qtcunSJ2dlZOp0OQgg8z8PzvLzaRmTC3U5It7XNzs4W7d5Nzjx8kE53h8uvnmeseYRHH32YalBnfHwMkze59HwH0LnGTCMQ5UCslEIpheu62XhmbUkwfN8vSUNRsVtc48ODudaaSqVSps6GiUOxvDAMy0rgYnJbEIlhsuE4TumgDxnBKraj1WrRbDbLCuNho9qC+GxtbTE9PV2uZ/jR9/1SbK21LknPfpJUkBljDDs7O4yNjaG1Jk1T0jQtP1/sk/34Qe/XbwuRKVi31prz589TqwSEgwFxkjAxNcnC4UM898J3aXXadAd9hKNom5jYaFzHZTDoI4Qk1h02d7bxXJfl+QXOHj7B9PgkynFKYmStLUsJ87W/HT/5R4a3y7fkrY46vdX44UhYC5uukAzWSXQXpKRRn8XzDiDlFGkSYIWHlYLIWrqJoJckdAaG7e0endYONuzw4FyFybEqB+ZrjE15RNZBeeO4wSy+P4NUPoi8coLsBqXTlDhJCKOQOIrohW22ezvstLfYaHcIKlUWJsaZDzwW6h5jNUEcXiKMtjHaxXMaVCoNpJIYHZPqPsbERIMVHEfjKosUk2AlFheMwAqVpWp/wq+REV4fwuyKajs65OrWOtfWl+h0uxAljNdqLI4fZHxykonmODWngiPAExI3jwaiDakE4zmovCBDDE0a3+ilX9wjoijCcRyuXLmCEIJz586VkZg0TcvZfIEiguB5Hg8++CD33XcfURSRpilPP/10GcUAmJiY4MyZB1m+eYvvPvcig75ByIjm5ICtnQFBpcrj73svM1NniWKoBBWkEly6eoHLly/R6bSZmBjnZ37mI8RRijEhruuVYuOiDUGBghQUv60gJMNGckKIkohYa4njGGstnueV+0JKSRzHbG5u8oUvfIG5uTkmJyd53/veV/Zu+q//+i/e8573UK/XS3IB7HHSL8TQr7zyCo888kgZKSpK2Ivt6HQ6fPWrX+WTn/xkqU8qPleQsGJ7i8/+zM/8DF/5yleIogjf93nggQf46le/ytjYGLVajccee4wvf/nLHD9+HIATJ06gtc6yKvuO6d3u0683jrwtREap7OB0Oh2++c1v0qwGGJ0SVGucdE+zyGHCKKI96NPtdTFYhOdy4uhR5ubmeOn7L9Futwn7XYSQVPyAtaVlvrOyyX0nTnL88JEsGAOUt+U7pJRue2m/yOYusPkCh4JfQ++KfX9nX9ivzIc7CJhvW08eQt1bB7y7IDu07uEfafd97g5/2juqpYe2Kc/BFdu9fwv2L/KOv2Xvzh36/04fsEOv3P76HRZ4B7zWDt0fWt9d5q6Wyu4VVsWrmMFFdJjie0282gzSH8fQIMYjlYKUiG4Sst7e4dbWOqvbG7Q6OzhC0qzWmGos4Fd9Gs0KdTokSZskjnBFTEX2cWwPi0fk+llRd14GqnyV+WxYg9EpUqQYadlIUl5ZX+Xq6hLPXz9Pg5gTEzVOH5ykIrfxHEG9Moej5hFMIoQPKsWVEZYdbPoig3CdNLUEgYtUblbVJMDm5/9dL4PyVLN3ORT7jttrnt/izqmst0LTdrdL5w6rea1Nfos25fY397/xZorJ7B2eF+e4ye4CF65f4b9vXKKrI6Ympzh1/ATHxmYYdwICFEYn6CTFd71cPSWQSoISeILMA8ayO2EUgMzE6ClFgfNrbOJQykUIwYEDBzh48CALCwslObibd8nw667rEgQBxhhmZma4du0a29vbe5o01mtN5mfmmJycwa/GjE/36Sc3cKTL2OQkrvDwGpLEhBgEl6+8zJmzD7G4cJh2K8Jql14npNPdod6oMz4+Tq/XK1MxzWaTwWDAysoKhw8fptPplIQkDENc1yWKItrtNnNzc9y4cYP5+fkyFbSxsUG9XqdarbKzs0MYhszMzLCzs0Oz2eRXf/VX+dKXvkS32yVNU+I45syZM2W6aXt7G8dxmJiYoNfr0W63WVhYKH3ebt68ySOPPEIcx2xtbdFoNBgfHwdgeXm5XE6326XT6WCtZW5ujsFgQLPZLL8jhODixYucPn2a5557jnq9zsc//vGSIF2/fp2/+Iu/YHV1levXrxPHMVNTU/zt3/4tf/Znf7aHEP0o8NYTGbvvqTBYNJ4vqVuXJz70OKl5hcATjFXn8Otj9Ek48Oh76d68zPrllxl3HD5w5qdpVGr4FYfF941hbZrPVi1K+FgjePbJp3nh2y9y6fxl5g/Ocvr++6h6Ck+AFBYdJYhKDU2KlBYjLVZbBC5K+lnY8C6cYfi5wYBIc+GkzkiBFQgchPVyrWSXbPf6FOLJYtEGg7Ki9Gtgz8AwTI9MRmZESSmwNguPCitQjoMgQpCQVdNYEAqED6kHSSYkNW4x+8rCvFZaLCk2k/SRtWlzUWQ6DfIbkzWA69CPU1IF64Md2lGIdSW+6zFdHadqBWIQUXcq+awj/z3l5MSUj1leXpO96bB3+Mi2ReIgbH5aluLTYr/k+9HsvaHZ0i5RD+0+MzQjlBgMAonIVeNpmmAEuNInjgyuI1HCAhHoHnHYQsZrCK1wVQPrzhCLWWLboGMFa70W7V6H7fYm3V6X1vYOcRgxUatz38xBDozPMD8xzVg1oEKEIyO06SBVDWQLbEKYbkK8iXADAmcKRQVUDahj0yrYbF8IPExqsY7FlZrGpOThmSbrW1dYW36FiSAhSRNCbwYpJpn056nIJjJRSKNwRYAwVazxqDQeIYyX6fVWSEyLRuM4ShzE2hpKZyRGF145UpCmBseRWCOy7JMt9m2KsRalJFpblHT2zjYxu1wmJ8Vi6By3QmKQey6vonKmPCXIT5UfYBC/7cZYXlqinGNYYcsarWJV7u6VeMexH7LB+AflE8Vs3XEcUp2SGovjutl1RmaUGIdZaD5Nkmym6jk4KivfLzUE+Ya8UR1Tud9NPuEyJguRSInVhkQY1nSf7736Ctdu3mSsFvCBMw8z0WjS9KsEwsE1AmUMrnJhqOpod/aSE5jitWG2kl+udzt8RUomSZIyxdFqtfA8jyNHjmSLyKMJ+6Mdw9gTBbEmPycdzp47y+kHThFHMUoohJA4wmNqao7xx32E3KE32CTRfWqVg/juAVw1DcbS7rSpNaq0Wi263ZDFhUOkqabeqLK2ss7Xv/ENmmMBL7zwAr/7u7/LX/3VX/HBD36Q559/nj/8wz/khRdeKFNN//Iv/8Lv//7vs7Ozw7/9279Rq9VIkoSpqSk+//nPc/bsWZ588kl+8zd/k7//+7/nxIkTPP/88/ziL/4in/3sZ/md3/kdZmdn8X0fpRS9Xo8kSahWq/z5n/85f/Inf8IXv/hFPvWpT/GFL3yBhYUFfN+n2WyyurpaRqd++Zd/Gc/zUErR6XT4u7/7O06fPs3Ozg6f/OQn+Y//+A8AOp0OSimWl5e5fPkyOzs7HD58mPPnz/PRj36UL37xi/zRH/0RxhiWl5f54Ac/yHe+8x1++7d/m3a7TbVaLQlbYVq4uLjI0tIS9XqdmZmZMrVUSEy01qytrZXfLa6XiYkJjDFsb2+XUaXsehC7/kGZMdaPKSIzNKMwZHl/JS2eJ1hYnAWzgbSbCD0A2UJT4XsvX+Dy0jLzY+O87+zDzAVNXAChCfxcJBW4GK2wxsEaweOPPcyzLz7PRqfF6oUWN9ZX+YUnPsrW6hZjQY1KUAcKAbDFpDFSKiQKk9p8J92lKdZQoMPuSt7zn6UQQmXGYpbMoAwHcDBkWp+scKQYsJOMPFiPcgAul5ZPZ8obq0WgMFgwWYmgFDHIEG0jTLQNNsqIiTVYI5EywFVNlDsGykMKJ1umVRibPWaJa5VTBoyinAAAIABJREFUAEVWxWLKO7m1No84QB/DhWtXuLJ6ne2oTyqzG8iRmXnedfg+DlTGSAYRnuNnREHsj/gMDxmaO9/aMopnrb3LTXp4eXrf33sOBiCxWpbyKBC5XwSQ58od6ZEaC1bi+5lQHNvFsIM264RmDSMFfnUG6c8wSAJ2enBh6VU2eh26ekA36iCw1CoV5mbnOTp/kMWxGWo4VJVCphaTpCi/CVYjqeE6YzheiKVHFLUIozY6bRFtbeC5Ab43huOMYU0VaWsIUcXgYXPlQUXEeM4A4UQ0x10WKgtIadjYafHMyzfQTsjJoz5H5gPqShFImbukCgR1dCJxnZTU3SaN2yT9ZVRQRTgOBp/UFlZ/2QmvFGijSVOLo5z83BAIJJnxqkQIizYpw4UcOlW7hFNkY6hSwyFBseea+rEms4ZSH8O86U6BkOLfm5HWpWmaDcpComQuDNc6W2Yh5hwMULnPihCSQTig4vqYNMW82UZ9ebdFmxq00BhXsRMO+N6ty7xy4yrHDizy4NH7mK2PZXctnR1bKQRS7oul7Ne6vMaB289t9mM41RJFEd/61rcwxvBzP/dzVCqVPbqZOy5/WBCa/xMi0+1IBK7r4aos/SOsyKwIRILQHcJoCUMX16kTeAcRTCNEAK6lEgRYIwjDBNfx0TpbbprGaBvx/g88yuzsLEeOHOGZZ57h5MmTfPzjH2dxcZEnn3ySKIqYnp5mcXGx1MYIIRgMBgRBwMc+9rEyJfb+97+//N0vvPACjuPg+z5ra2uMj49z5swZPM8jDEO+/OUvs7m5yaOPPspgMODkyZMcPHgQx3F4+umnWVhY4IknnkBKyWc+8xnq9TrWWnZ2dlBKobUuycWJEyd44oknuHjxIp7nsbq6ym/91m8RRRGf//zn+cxnPsOHP/xhVlZWuHjxIp/61Kf43Oc+x+/93u+VKSchBJVKpfT6GR8fL9N5vV6Pv/mbv2FxcZFf+ZVfoVKpIISg2+3u0f2kaUqv1+Pb3/423W631AJNT0/zxBNPsLGxwVe+8hUajQZhGOL7PkeOHLrtXHjLicz+lIpEkNqsMkMqj1pzjKR3DCVnGaRdOvEaSbrBeLrEB4/McmzxAep+DU9F2YyQLPJRDPZKgZXZHak+W+U9H3wP337+eTZ3Wjj1OuvtLlev3WLt6i3qtYBaw+fAwkFOnDwKxsdaUc4MlSMxErTcmwYRDN90TRlexbpg3SGDs4IpGoTIdq2QaeYGazWYbPriZHaWWJHm+2f/NLQY+LOSXmEy0yZrNY6KsWwRRrfoDzaQpHm0JrvojQGBQikHlToI6eG6TZRTQ8lxJDWggjU+wkoEbuZwL8FYReagbEmEwSjJrfYGr1x+lfW1VcYnJzly8AhWwebWJus3lni+1Sc+fh+Lk7OIxOIKm6vnM8c1cdsIsXvs9iIjVnuGDCuyCNP+ObLMjeTINlyUREyUU9aSDhXZNikR1qDTNIvOKIAUaxQoQS/uEMYbpGyRmA2SdIuebbDVEuzsrBEOFGnq0ekM8H2PowdnGG8coVKpEtQC6m6ALzKtgAMYm7nnKsfNiaPKz4kKghQhx5D+FK4TYXQbna6T6oRuv4NOt/ErFRxHIZWLlAptPEwsMVYDGhOlDAYDwKNeG+PAzEHOuIrLS1ucP/8K67eWmZ+ZY3p8kolmE1+5mDQhkBKlxlCVo/T1Cu1BhHF3cF2fxNTBemR7PNuDVliEtbiuROZmezoliz5KgTaWVGusIZsEKAHWIpVldwzcS1cKcrkbjynMzIY+X4YQf5g4yF6UV/PQaSTJI47Flg3lRstVv0l9V6GTKELoURThez6khiSM2Ol0aLVaVPwK8wcOcOPqVa5cvYpTqzA1NcXRI0fwPT8zlBND5zPk4uy7/95iuqDyFwQCowRaCraiHs+9+jKrWxucPnaCE4uHma2P4xmBsrY8Lrdfu3fBXT7zWl8tKmyklPR6PZ566iniOOahhx7C9/09LQneECwIK/Pdk5Ldp4sJpgURYuU2JukTxluEcYzn16lU5nDkBIgAIRSGrHJIa83Y2BiDQUin00FKSRAEZcSgqN4JgoBGo4G1lkqlgrWWX/iFX+CZZ57hX//1X2k2m2it6XQ6pGlalo0nSUIQBFQqFZRSpGnK/Pw8P/VTP1WmwgqBbq/XQynFRz7yEX7913+9rAian58vU0G1Wq302gmCgIMHD3Lu3LmSVBWRj0JH47oujuMwNjZWRkgcx6HT6ZAkCadOneKhhx7iAx/4AK7rcuHCBaamplheXubIkSN4nlfqd6rVKl/72tf46Ec/iud5tNttarUaf/AHf4Dv+0DWykhKSa1Wo+i/WKTTKpUK7373u8tUWfFZpRQzMzN86EMfKnVSQggqvnvb4X/rIzJi32zHZoO+tdngYpWHVzuCFjGt7hXWklXGfM25xRpNt4rnJqAihE0BD2GDbGAYYkiZq6/F9wOE5/LYe97Fy5df5vqNyzz7vWUeOH4Mx4Vee4PNTkT/6iaLB2dwVYWLr1zHr1QYG2tQb1SRlaz3x/BFWF7Y+f/CCiSS0j0KQKQYG6LNAGsHSNsDmc1shVQIWwFbRdBA4GZflUWaJd815b3U5Oslm0lYjSAC+uh0kzBcJtYbKJlQcacQooLABTKLbGMiUtMjSnoY20LFG7hOE98boNQUSkwibRYxKrx4rM3LJYUgFZYQw9LWCheuv8pma4tjBw9y/5ETTNTG0Sah25hmKRjj0vWrPPXS8zzyrkdYDCapSw9HgjWW21hsOXgNzdNscQBV+Zk9sHmUSkARiRFGDn2+iLwUN3qb778uViRZ9MwarLFIpVC+JE0T4mQAMibUcOXaDTa2d+gNuiQ2BCfG8Sxb8YCduIMjqojUwUXz3nc9zNzkGGnSx1cSKT2UcKlID0dkpnkCMFqTYnGd3LPCZIOyQKJThRQ+UjXwHLDODNafAxOi0z6p6dEfbJHqEKE6KMdipSJJDdYKpHBJYoHrNmjU5nDUGFEEB6cDmo0Fbi7f5NbSLV66cJ7mWJPDhw8zPTlDxXFwlCSKFNZMkgpDKtfo2236G9u0Oz7KjiN0VsFw6NAhkjhifWMNx5WARinJ+MQk1VqTXhiSxAZH+Sjl4ZBFbHQKVsZIpTMjv5xqG2sx+bHAStysVis700tXtiJNWJjzvTlbdCuyKHBxrsmcIwkrhnRdNjMX3HMG3kXy/ANym2IwNsZk4tQ45ebVq1y/cYOdVovBYMD8wgFmZ2fo5ZrAuN/h5q1bXL9+nY985CP4ro+xdjeNA+wJf73mDhj6jQK24z4v3rjE5Y1l5mpjnDt2moZXwQWUtaiiHN/mR+0tLhyw1nIr/60nT57k2LFj5b76QSDILv0sypVROYFCmIyMW9ok9gZh3MNo8LwqlcoUrjOLsDWKNgUIUZrrARw7dox//Md/5OGHH6ZerzM5OcnXv/51Njc3+e53v8snPvEJbty4geu6VKtVxsfHuXz5MlLKXGB8hueee46NjQ0ajUZZjpwkCb7v0+/3qdVqOI7DwYMHS03NwsICR48eLdNBUkpmZ2cJggAhBI1Gg8FggFKKyclJzp49y/LyMi+++CK1Wo0TJ07w4osvcvz4cZIkKaNfhVZouPS7iAI99dRTrKyscP/993P8+HFu3rxJu93m8OHDbGxs8Bu/8Rv80z/9E4899hhSSqanp7l48SIf+MAH+NznPsexY8dKgjU1NbVHxN3tdmnl57vjOHvaHbiuy8LCQlmuXrwXxzFKKU6cOFFeR9Zaut3W7cc/DpfsxVeusXD4BOPjk+xeHZnLwJudDRW3pdxFHWFB2xQrLbFJM5cv43Flc5nvvPpNtF3n4cUpTtXr1LRLJ9LQmKBen0faOoIaWD8bGMokrc2IhApJbUhoevTibdq9NfqDdaoejNcDEg1JGuBSZ278BEs3dnjqyRfQKJTrIj2Hxx5/lPn5OXrdLkpIqrUqUsgyF2eMxe66O+U9a0Ks6GDsDkm6RZp2SKLtLJ0gHZSqUvHncMQc2BkEQdaHx8llvPu7tgmb3aeMxZoEqfrANnG8Qb+/yWDQp15vUqtNg5gFW0MKD2EdrDUYG4Pqg22jTYsoXiWODcI2sKZGs7mIoxoIPKwRCOlgpCQBIikIBWx0d3jmpf9mp7vJ2Qcf5MHZYzRUhTSM8KQEIRiYlIurN3jm/PdoTI7z/uPvYn5sAlcIpDHZTF4pMl3UftGDKE9M2Dcbz9mvMSBlNqgKCVLqLCKh8wiMzJQO1iYYG2PRaB0DIam+irUh1kh0KtGpADxarT7ra5kgd/HoLNXqOC+8+CrdgWCQKJAelXqDxtgYwvHo9iK6rT5plFJxXN7/6KNMT9R45ulvsrO9QdVv4kqPmZlZTp0+RavT4ebSrWybVeZ19ND9D+A52U3LmCyPD+BIlyCoEkcJvU6XbneHXn+LVHc4cmIR39dcv36Rja0lwqRPomOmpmY4cew+BgPD1csr6NgHU8Xx6hw5fR+1yTEuXb3C9aWb9KIB3X6fVEBQq1KrVhD9HmHb4FgHYTqcPt1gbk5x4fxFVm5EOMwSxR7Vao0PffjDRFHKN77xX2TewTGOK3n44TPML8zy4ve+z/LSOkoGBJUGc7OLnDxxAqUM165cJ4pDhMjSIuPj4ywcmKPX6zMYhFmazPWQSlKtZzd3m0dixND5Yq3cU10x3FunvFzy0tE7duYVgsSaImaKMFmESQqZ6ePy71onu5dYY1EyO0cFRVQmi6Ca3Odn+KZa3ufy9Rezda01YRjS6/XY3t6m2+1y+NAhmpUaz377KdbW1zl45BBzCwtMzExTrQbEaUqqNWGasLK2wq3lZR5773up+gEOAqFtRpaFxaq7N+4rk9XWINLs91oh6NmEF29c4tkr55k4MMdPHz/LpBugLFSkg46TLGLEUGr4DpGf1/L42P8+UFaoFK8X5bxF9eqLL77I9vY2Dz30ENPT03tKeF9rubf5i+Q9x4RKQUSgPUyqEColtVcI01eJBjGemqRancNxZrAmn1gi8vNv9zwqqoiSJGEwGJRRk06nQxiG1Go1arUavV6PWq1GFEXlcbfWMj4+Xmo8CrIgpSyJ0mAwoFqtlqRmMBiU65mamqLdbjM+Pl5G87TWVKvV8neHYVimnYrro9vtUq1WcV2XVquFtZZ6vV6KoDudThmNKchiEVnpdDoANBoNXNdle3ubOI6ZmJgoS9mLUuskSej3+/z7v/87n/jEJ7DWsrW1heu6NBoNoiiiVquV10oYhmVUZ3FxsdQ/FamugmQVRGbYX2a/58xg0OX//z//mz/90/+FUALlzIgfi0amzF+WmRMLUoEQxMay1F7jxVuX6aSSwwfPMT49jS8NNmohnDZds4YYJLiijqOaOKoJqmhUmQKZk6mN1rEmgjTCMwPG6DNWB4FGD7bQEozrEcct2gPNwsFFPvzEGW7e2mZprUWYarqdNnpsnKe+/n/RWnPk8GEa1ToH5uZx81CfsSBdkQ2koo+xLcJomTBeJY7XUY7Ak3Wko8AYtBmwvX2DwI1wRBffncKqACszQSdkt0qtLUJBEsd4ngQrMSZBqA6t3mXCwTr1aoOGM0utdgJhxjFxZmqWapnNNCpgtYcgINU+rjeGrNbpdtdwZIVBL2bQu0Gz2aQ+PoFO++jYBVEndV1ixycRDi+88jKtTofFAwvMTkziSYlrBRXPR5LdgKTyOTS7wEa/w/mrl/geF6g99Ag1pahJhU1SkHn3XJHdGo3OU2H5ybDr+pm5z6ZpmA9mDloLHJFV1KQ6RqERIgVhMSZCYOgPtrGEKCci1h2MCYnTHtgeSkiM8dCJSzxwWF1uc/3aBkkMju+jllNmZ33q9YP4gUtzYp6gPkFjfIpGo0ZDSmRo6Xb7dDptUh1xaHaWVA9QxpJEEZ3uNo5wqbo+Fcfl2sYmN65eQ1tDag0YzYGZJkEl4Dvffoat7W3iOMV1fBYOHOR9738f127c4OXvnceYFG0SIMarjHH46EFu3vw+mxsWZI0oUaSRy8mjC2xvLnHtagusB7YPdpv6xDj1eo2la9dYX1sF18UIi/IUxmjWNzaI0xDSAF86NPwG1ptkfKzGwnSH+UDiubMkzhSTk/OMjTWJI3jk4fcRJQMgxXUF440xKs4YNsqO8SDZIOyvEUe3OHbMo9sLeeX8S/S7u14Whw4dYmZynFe+/zIXLl4EY/ClR6NR530/9X5QkstXrmKxTExNMjU1hes7OCoj9UW4/04mYsVjcdN0HIc4jgEyQbyEJM2cZl2pSNIURzl5mi4nBiIzBbPWIpJsWMNkDXGFhTAKSW1m4mmMIQgCqtUqy8vLbG1tldsTBAEnTpzg2rVrPPfcc/R6veyWZ7KU9EMPnOXEqfu5/6EHGZ+ewgiBEZZIgVYKbQS+cDlUO87CseMgBFeWb6IsHJyZQ7mVjOFbmwcz76IfsRZjLMZqrMjSSputNtdXbuEguf/gMcYqNTwrcGwWKXU8f3dGIUQZLH2zMZli4C2OX/FYmKedOnWKwWBArVbbQ0Z/0NTS7mRQIKzEiBgrNELGxL0dojTEdWtUKhO47hTGNDCpg+MVkf0iapqh8DoJgoBms1muqqjyKdBoNMrPAbe5C8/Pz99xk4vS42LALohRgampqfL5nSJUxfeL9E2xjALF9hcoojd3QhAE5fYXmJmZKZ8Xx7D4TNEo+mMf+xjWWoIgYHp6ulxntVrd813P8zh9+vQeAjW8nALFMR9+vXhePEo51CC08Bb6cURkUvIaFbMbAuzrmFRJXrpygRcuv4ytOBw/dJL7Fo8y41bwbRf0FglbpHQYtFo4VuK6HkoWswadr0EDMTraQAqFEB4In6A6gVRV+r2U5aVVrm1cIXR7HFtcZLo+hdIuQWUSrzKFoUnfSIRxqXoNXn75Za5eusTq0ipKwMmjx/mpD36Yq5cuceXWMhPTDebn60xOCaJ4gyTdQcqYoOqiZICrjmNNSpr0cDzodbawJgGTzQ49fxbpLuL5TXrtkI2NFkmUMDM3QXOiQtjvcOPWJoiUKF1G23UOH56jVplg5WYC8QxJVMWrOoxNNmnUq6yvt7h16xrtTodevwUi5dy5B2iMVfjGN75Oq7WD60jiuMP0ZINH33OGm7cucenCDYRsoIMmoVeH+gSdfsjczCzn7jvBXL1JgINMbJYqyPNREZZYQUuHvHjhPNdvLXP/keM8cvI0VSHwrEDYrGezyUNyIk/9WJHpXLIbfHbMhJD8P/beJEau6zz7/51z7lRz9dzNbjYHcWoNFCXKkixLsi15iA0bQpDJzipZJAaSAFlkEyRZJovsEuCPGHYCeJEs/I/jGPHsWJ8HxdE8WKIoiRQpzj13dXd1jffec863OHWrixRlyRIlyvnyAo1uNquq77n3DO/wvM8jSOmmTXSq8LwcaWLI5SKsjbGijTZNkmSDZmMVqUCbJtJL8byU+tYKiW4R+DlWl6C22iRNJHff9QAbtZgnHjvG7Mx+JiZmGZsYRQQ+QvgoD9eh0wO6WuGcr7yW+NpzE7bXbWfRiFCi0Vhj0YnL0glriYpFms2mOxBxZRSsIZd3JZ1Lly7SbLZ643StmlM7pmls1VlbW6bTaROEIZXKEPl8niiKaDYbGK1JYonv5bBYyuUCcdLpHda9FK11KXEv8tnY3CDF0kljtAR8D6EUnbTLpZV5LlxYZnO9SeQrCn7KZBV2TZSYHq0AAYYSUTiEp8roZBDTpBHSkrY0YRSQ6g5GdNB2k253idSsUygqhDSsLnbQ6fZBVCgUGBmbZGV5gfVaDWl9dLtCFBXZecMB1tbWefLJZ1lbr6OtpFiqsGfPLm6//WZWV1dZX1/vAxsHVY9he5PPWmCz+noWJa6trRHmc0xOTrG8ssyTzzxNu9t1Y0g1N950I5MTUzzx5OPUNzYxcYoExkdGue3WIyRxzJNPPUWi0/5Be+DAAW644QaeeOIJXn311X5XycTEBPfddx9JknDhwoU+Gdnw8DDlcpl8lKMbd8FTCM8nsYYuho12nYWVZWq1Gu3NOkmakquUGJ+c5OTLL6ObHR6480PsntwB2iA95+Bf9bC3YHpOmfU92sKy1q5z7JXjLK+scOvNt7BnajehtQSWHsKsVwLsJYd172OVfeeODNDnScmi+TRNefrppxFCcPTo0X65IctmwZurLb8uG2TolaItghhkA8sW3c4qrfYmnvQI88N43ihKjGBt77CUuhdYuWDq2hfTfvXtjdqk+0D2XlbnSucpe+8gb80vWza80trtLf6/v3cZGZRAqdF3PyPzuuHb7exDI+nw8snT5Etldk3NcHBkJ8PkUKnAeHlST6CICOiQK7YwaZsk2aLbbWJtDOjexuLaanP53SgRIFUBKQoksUR6IxRKITO7NIWJTWrNeTZWz9JeWWeo4uF5lubmBptdwWYLvGgHudwoo3tnmdq3l7jZptncopwroiNJi5RGe52F4yd46eVNxsYDbj08h+/lOP/aFmGQR4mIoJBSKpUYHtlJfWOJtZUt2u0N4rRG3N1g776DJOkqJ14+x+pKEykCdJowu2uKO+68hUvzp3j652dJUkWn02CoWmRk6GYib5wTJ56gtvIaQoZ00oQ9e3Zx991HmV9+hWMnnsf3AwI/R7UySpQfJszl2bX3MBKNVJowMFjTIFfMUx0dYrfuImXEeiw5v9EgbimmxmZYvbDEY6cuMZLLsWN8nEIhzw379tGJYzpxFy8KCXIRwyrPTbN76Vo4ceY0MyNjTJcqKCSeED2wMyAsUmb1617LuDAZ0hhjFcgufk/qvNNpoDWs1uZptzfRpkmpEhAow/zFBUeqaHQvLSm54YbDvPzycc68dpEkHcZTFYaHRxB2hpmZKvkH9jFUrSDw0FJgfUGSGJTnygi+dZgOKWRvXxMYz7VxO+fNInqYHCVctkOGPVZc4yZ3FGVqv9sWpwnSD9g5u78PWHcpVYWQgiifZ6awCyUlxhqSxIHxjBUUCpUez4Zy3Wc9PFgQRoRRBD3As/tuwFiGiyW0hcRqpKcQUrn7JMrMlEaY29FgqbbGcm2TRqPJ+doitc4iK+kquybLVIIiRtRJzRB+MAxkgpYaSBH5DsgUJTuknU2SpI5Nm2jdYLPWxfMEpYJAZdE1oJMNVhfPoYRkasLHUwpfBSjfJ03PMTJW4sFPHGVzK2az3iU1knKpTKfT4dSpU5w4cYJyuUypVGJiYoKDBw8CcOnSpX56OkkSJiYmyOfzvPjii5w7d87V1Le22LV7N+VSiU4Sg68IoyIiUK5TqJDHeIqxHVOMTk5gU02kfELfJ8hH5IsFDs3NkaSOFt4Yw44dO8jlctxxxx3ccsstfbr4LNvgeR5zc3P9AyC7vraOEb6PkbDRqbNQW2WxtsKl1WXaaUwuCKlGeYRR1DpNFk+9ghEGpOWZF59nqFimnC+4MojdLmm9rgyDy1olWNY6dV48+ypLG+sc3HsDB8dnCVLjsPRiGwuUyRa4p7xdtX+zvMiblZqstf0DD6DZbHL27FnOnTvH9PR0HziavfbtgawtiF73p3Zrx9oWiTlHK1lBqWHywS6UKgMFJ6IKLmMsur0gJQSCd4jK+n/LBjOkv8jxzEpf7xZB6ntPiGdxNcEgoJ0YyuUSN990KzsKRYrGQ7ZTCARagRUhvohQKQhlsTIm8Ork7BaWLkL21EKEhyVAiBGE8BHCQwiFJwQa5aKMCIp+kUJhkp3DB7HxJUy6QLezgYx8lGdoxXUuXFqmY/IoGeKrgPHRCSrFEp5nEMkmOw9NM7uzxHrtErXNeeJkiyhXJe0GzF9YIm52aTS3UKULTE5Oc88H72ZhPub4sQXanRq5KEVIy86dAuU1KBQ6BJ5HuVglykeMjlWxZoWRYbjt9gOoYIpcUEGpiEqxiqcU+/Yfxuxro22KUlUqQ0OgYO/+3czsmgQ8Ir+MkiGe54Mv2LvvAKHvubKISMG2UCpmCEulXAChCdc7rHVqeBZu3LWHVmmc9tIajeUVTr9ykuHxUXbfsIez58/w8skTWCEIw4iRoVH233Qje2d3s7W+yfMvPE/+xluYHhoBq7EYhNEYDK1OB2sTtG1jbUKiE1rNLhvrLTY329RbK8zu3cHI8BTHj53k0sVlgsADYvxQMzMzRk4VOH1ikyQxSAKs9ZnZsYu8dzu7xm5AtC8xumOUfKlAsZAjl8+BFAyPDpHqLsrTCGlIbIz0JYnRhDJEWQ9hfMcnZASxMiQqduJ3wrrueW2QKNAOy+OgWgKkJUkTlzpV/mXzXXm9f7tgESHot/kbk6JkhDGij5UK/AyB7d5jLXgepGmMks4xTHu4A2wva2od/kMqAVIh05RAuLZTaQWp7vlbGnJhjvLkBNPjU7SMYq2+Qb1xlvO1ZxHBJjcMVWh0l+g0FVE4RrWyA8/LA5ZUdxFmlaSziDDS8aKoPGFUIC+qeFERqw1CJ4jBduscpF1XSsBaOt0GiVwi3koI/AJeWsQLqoyOVhibqGCIsNZDaMX+A/sZHhlmdXWN1ZUV1tbWSNOUxflFnnz6qV6XoEs5R9GdFAp5giBgZGSEYqHA2Mgw5UqZXD5iJDfOfmVYrm+wUFvByJTnz7xE0cszMjLMSHWEUpSnGET4QhIoDwnsvmEPAtG75w4rkyQJhWKRYrHoutR6z8xp1yS9biM3P7pJFy8I6BhNJ+2yuLTE6QvnWN1cR4QepaEKeycmGC4MUfVDhFLUO03m15aZv3iJZqvLRnOLE2dPcfvNR1zpRQwCli83ISRWWto24VJthVMXz7NjbJw9M7sItcG3imR76mRTs5/UuKxS8w4t0x8Ch5V47bXXOHbsGNPT09xyyy19zb3stW+9pOSuMrtOgUZgelQLCdo2qTfmgYRCcRdKOnyisQKjRa+EbRG9Lqf+R7oP+197ExvsLBt8xlfa1Rzta21vq7Q0mNbNLANwZdoJ2SCNMXi92tbkRYK3AAAgAElEQVR2ackh6FNjaMeO1tgX0kFOjHEBuswWmHC/d3+553X3eESEIQOOWmQPb9JbBEIM8Ii4xekiDFcaET1sjZVN4rRGo7NMo1tjq9lkK5asdXLUOhEdExC3m3jxCjMVy77JIrPFEnFsiUUOvzyFF45gbUTaEei2Jm536Oo25VKZUqlMmmq2tjbBGjxfoDxJMUpR1EmTLeKkjqWLMdplLqxEyhCK+7HeyDYPDBIpcK3c9ECjXtRjANaESBQWaQWqp9pmrSWRLlIRSpLatAeu0hhSwNI1F9jYOklIno3FLuPVWYaGZjE2xFofbQ2NZp18ISKMFEvLl5hfmKfdSqlvxihZ4PajR9nyuzz62H8Rr28wViyQs5rd02PM7t3BytJFzp5fJLVlUttFeDF7DsyCEjz73Iu0ugLPK9C1LUZ2VBkdHWNtaZ3VxRoj1RGGq0OMDY9QLZXJ+XlHEGct1gpUDzTr+z7W9OrrSvQL/G4NZViLnq5IL/7cjkd7HVW2141Gr9uh14qfzb9+4tnK/uZvXatEv+R22eGyjV3eXnTbH9hfR+6t4rL3XLHqeq/dzvZIeUXL+evAj+ayQ0pk6wKNwaKFRBvXTZTqDnFSx6NGYBbRaZO4u0VqYrxcgPACtAjQVhLpHJEOkTLECwpIv4xSOSwhlgCTaKQSvRb37GJsH9fhrq2LFjV0WodkAx07LIn1i4hwBBmNIGwBYQKkcvM/TTWddpfID4m8kGajxUptmdQkRDmfKAopFgoEYdTLVgi0TvE8g1aWhfomL52/wPm1ZYwnyOUDwkBijaUVB7RaLZS2VPJ5hvIFxoeGmBgapRSG+NJHIRx4eeDhZGBgAXgpzgmWYIRBozHSkmJoJR3q3Q7nN5ssLC2xtVGjEHhMjQyxY2SMscowOT9we5O0PadWoK1gbWOTs5cucubSOYJijpv238i+iZ3I1OIj8HvOlZtEEisFbaWppW1Oz5/n5dOvUq1UObzvEDsLQ+S1cNxZ0rh1YC2+57usHU64FyFcybSX8Rnc17O5lrHUZnMxi7iz0lC2/xtj+qKBWmuee+65PmaiUqn0RRUH7XUH36Bn1ctKOooHSwYNV0YhrMawRDe+QCfeIE4ExfxO8rlpsHmcov3AZwuL6O2PFuUoKf7XiXmdvRkD73spRfOulJYGuwUGVTOzmqjv+w4XkqHGeu2Y0lo8AYUey6Xs5TBtDyV/mU8uszksyIjmrmqX3Ut7FaBadhBJnCarj8DDk5ZCZAgDj5K3gpaw0y/QECEtDa0tid5QlFVCOdKs2yYXN7ZY3rKoSkKhqgnDMqWwSKHqEQ7lmWQIXzm2U2M1ldEqAkc5r7Vh3XZooV3Ls7RYrdjSGxgtkCLAEzk2FpaJ9foVIwDfU3jKQ0pFLooQFjwhCaSiki+S8wKUMCjlALq+BqkU1vHmEscJgR+ADGk0myzXY06cWWKyUuKGyWm8ZB1hAvxgBCvK2NRjaHgIIVJS3WVyfJLx0TGslWAD2i1NlM/hG83BXWMsqXV05wKxTGiYmFaaY6PTorbZROCj6ZIfCsgVqxQqFeY+ENHRHhubMau1BdY3a2xuthmuDHP33fcwNjxGzssRyMBlQwZKN1kqOktrusNTDNytyyeIlD2kvrVctbW3t0lmP8orEuv9BTvwTWz/5+vn4VV+dbXPE1d5z6BtOzpX0qcOfLuyq+MyN23wXapPG++Yo4XLgMgQYfMIk8OqLUJ/k9Q2sUrT6HTZbHfoaoXn5yiXqpRyVXwZYrXCEyG+jNwME1xlDHYgdgahQnxVxPebENQg3CDpbNKNO6TxMjmb4IXjIEaQwh3oSigK+TyecprNYV4yU5hBeT5Gu3WFMEgh0TbB8y3Kl9STgPV6ixdOnmV5Y4kdO6aYnJhgrDxOXoUIa2l3OmxsrLNYW6W2VWe5tsa5lXmspxgaHWayMsKocn/bUwqplAMC9+6oKz+6wM+g0cKS2IRO2qUVd1ler7G8ukqnZQhVyI7xGQ7snGG8WCSSCSEtdLJMN26C5yGEhyd8PAKmhwpUS3vIl0JOnD3PC8deIkgVU6OjCBRWp3hKgpAkVpOkhi2ruVhb4eyF8+S8gKMHb2IsX8UzFqO1AwMrEJ5zNjpd12Gltabb7dJutxFCsHPnTtI05dSpU31AdZqmjI+PMzU1xYULF7h06VI/kxKGIUeOHKHT6fDSSy/1P29paYm5uTkOHz7Mbbfd1pcTGGSD/qUtiwhs5qwbsC3SdJVuuo4xllJhhsCfAPIYaxBCI6R32Yc46orLA4z/tcvt/aKZ90b2jh2ZrD1Na91H8tfr9b7mRObFZ+mlK9sm34y98ZqacOBLt59mmRwPJZ24XiSKGJGj01nHdjapqDWqvkXnU6wMyMlhitEQq0rg0UGLJufWNukuNxEyQFqDLww+gkCFhGFEEIQoqWh32iRJQhzHpElCKnyM76FNB00DSwffl6SpRacSKUJCGSEHw9reOaC1RqcJ1liKQYQntqMhYRxCfHhoiImJSSaKQwypECUt2qYkcYyVgtRqmo0mZ8+e4/TFs6hwhOGxWcKiwbTW2No6RaHYxItmCLwqcdfi+YpAldCpwWiNH3hIKZCFLspLCETK7Qcn2NrZIdFFtE1odQS6HDJRvpXhXXcQ6pBiOSARMamX0NAJtW7CpaVlVjZaVHzFgV0HmJ2epRSVCFWERKJET1PXgFDeZQf/26mrv98X5rWwtzLGQVE7AGwZYfNY28WzTQwtjDC04y0amytcWFpmxc6TFjYYqVSZndzJjvIEoRSEIkUajU01AV4fI9P7Q8jBVl4jsbHvgM/CQ3l5/FIF2a4R11dg4wI26qKKIZBHEmKsRHkKIS0ajQg1jrfHgXuztmmMcYzKUpCahMW25qkXX6TTWODI3Cz7pqeJRIiJQSYeIRIZ+MxOlDg0OU1dd1mJWyw265yvrXBhfY1LSysMCQ8llOuayEpMFrLyhpau1JhtL8ZAu92iE6dEuTwjQ8PcuGsHk9URqmGeABCmjUg3acfz6HQJbdsksSuNSzwgwA+HyOV2cGh2F56IOHnqDE888TjTU1PcevNNVIolNpKYIAyJhaCZJpxZvMjzx19guFDmthtvYcjPodLE0Vb4jtk77nY4e/psX9Po6aefZmlpqd8uXalUmJiYoNPp9MnWMhKzIAgYHx+n2WyysLDQn0tRFDE3N0e73ebChQt9/MTs7CxTU1N98POgYvNbKyUNoo5dtiojwBMWV16kiTaLtDsbGKvw/RK5nCsnZZ9x1WTn/9qvvL3j0pK1lu9+97ssLS3xW7/1WxQKBb70pS/xe7/3e8RxzMWLFzl06FDfabnapH37AK9f1lwpxdUCtksIrualgQTiGEQMcpO07TA0DslewVejSL+Czgd0JGzFhuV6m1q9ydZWnXp9nXZzk65OaZbypNg+8FMIiVKyfw9ypkDZlsjnPPJFjyCkH90pFRIGOUJrkIP0oz1CsVRrkjhGa0OiU1em05pO3GFtfZ1m3MEKQS6fp5DPUfBCqpUKlWqVXC5Pq91ibX2d1dUVNut1AkJuO3SIvZNFRHIBz6yTNLaQ1iMMhwnz4whvh0vN9oiBtO5168gOyC5Sdonbl2jHq6TUSegyv1bj9KU61clb2LHrdoYLU+SRCGPo0ma9uc6J0yepbWxirM/QyARzMzvZUcwTKJ80MXjSQ9geVkHIt82T9lb4Lq7Fe94te6+uxfSer2u+TYGUdqeDn4tIrGJhbY0X1+Z5rb5MY2MTaS3D+SI7JycYqw4xNTxG0cvTEzEYGEBWgNkeTxxbhFIoD3yh8Wnhm3VEZwW2lki1IclN4IdD+MEQliKIgFSAlk4rzKeDshoH4MyBERhr0Ro83zK/Ms8zq8dZrc+za7jAkT1T5EyKiAW53ARCDmGNjxa+64EUAq08jPBJhKStUza2mtTqa2w0a47mPU0xWlNbX+/vhdZYIOmB2RXK+kR+npHqCLkgx3B1mNHhYSqRQJoEaWOEjZG2QdpeJe6sIEULP/SQQQmtE1KdoLXB2BxeOE4hP0uqC7x65hzPPv8MnvIpVqvsO3CIiZkZjJCsx1tcWLzIxYsXsJ2Yuw7fxp7hKWScEAUh1ho6ccz84gInT5xgeXGJ22+/nRtvvJHz58+zubmJ7/tUKhXK5XK/JbrVavWdjoywLtPTuXIeZkFVxm8ihOh3mmWssoNCkUmSvK4N9/XWgxNY6MffJsvCuLlq7TLt+FVarQ5hVKVYmEFQxlrnyAhpHabsikLE/wtBzf8ku1pp6R07Mt/97ncZGxsjn8/z9a9/neXlZf7sz/6M48ePkyQJt956a18EDFyrZOalg5tE5oouj3fPNIi0h6Xxth0ZNyrAOhUBoxG6haBDn6dbhCByWOEhjGtt1EKihYcVEOsYS0ISd7AC6sKl9vsOHw6MqKTbDEITkDOBy2gogxDW4V9w2kzCSjwsksvvjR34yQKJcEGWFpauTomNpp0kbLa3qG2us96ss7C2CjhODUco5NLGlXKZyclJZocmmcyVCEVCYFv4NLHxJs36ImncIIwiovwNSG8c4UUIo1wNX8RoUydO1om7NUTaRAiIcmVkVKZtI55/7SKvXFxFh0WK5WF0kqDThKTTJGk1ySmfmclpdk/NUiyUKPkBobB95mQpZP8AFL3nZYTt6Va9fbtM4FBcTqj2P8UyvELG3plF2r/IDALTu8/KOuyVwZAAKQKkooWhpVO2Wi1Wa6vUaitsbtZAGqQn8ZTE96PLUvjbh33v2qzFkxKkR5QrUyyVGCsWmChIhr0EFddIOqs00iZS5CgWZlDeCBanPZXKTO60iW/bPSc7B3ikSYxUFm1aHD/5DOvBGcpVj9GwSFEr/BSnu6MUIvIgrKCi/biOFb/HUOwhUoXQEoyg4xlavkaj0cZgrWHbt3T4FEXSo/j3UQR4VhEIhTKulC4kWL+NVB0wdVqtJdqtNUIvIAhL+KKADIruoLUdtGlh6NJud7A2JAyGCMMh2jE89uxznDk3j58vY4OAoFQgUWCUpdlpMlaucPOeg+yoDJNLLKH0EcbS1QmPPfUE5+YvIbXh6G23s3v37svYbLO1kBGVbZc/t/l7BjGQV86pDC+ZccbA5QzHg90tg5/5i8zigk2HcdyeV8KkIFOsiWl2TtNMXsOXIxRy0wT+BEaHDlDQE8t1sizvrBDxjsphv0KWlREHGYBh+/x/L0C8V7N3BSNjrWVubo4wDOl0nC7F+Pg4//3f/421lvX19T6PQta6mFERD5IevTc3JMPHwHZonwEs3XctU6zSeF4OYQpI6xwLKzRaOv4Tlage6M8ihAXpaOOVCtBegJKC0eSqQIHtK5EWq7aVobcRDb0v4fSa3/i+ODCzb7c/IS8VKRqTzzFVqBIPT9JMOtTbHdpxm06n7UB7ShH6PoVCkUqxTF4qfDTSeghbBVtEqgK5vCD2F7Fii0Z8Cs8sElJEysC1wNgEQwMtNsHrolQZX1VR3gSCUUIZsW/nNF5+hQtr86w3N0k9RaA8hobHqE7NMlkaYrI8TDXKY7saEoMf+L170BtqP6vch4q+KfjsrdqV2cVfZRsMEODyDWfw+y8yKxxdv7TuZ0cMZ/tlIoOhogXDNoRSSDtXZnNkgrXGOuvNDda3NmglXVpJjLXJG/4dgcbQRBtFvFXDLHhUCxVmx0fYOzZENTdBUPAw7ddoNzbBCKKghR+MIrwK0uTRVoIuAoWeY52CaKD8Bla2WF0+RbFcY7xaJAoicmIYPy0iwwArU9ps0madRK+R65bwZAFP5pAijyLCCplx3hMh8K10TQVvgAEyMsYK10knrY8yPUZw4RqapdRgt9DdGt1khW53HeVZosIwntyB0KMI3ePhEAlKtpGihZSrpHGLpFvDF20iv8LRwzdhDbSMojA8xnqzSRQqNCk7xkY5NL2Xih/hGyc7kMYxOklBOedkemqKgzfsZ3Jiot8enWlCDTomb8Sum73mao7x4O8yvOSgUzQ4D9/62ushrCy9cqLF2hhjOkg6JEmdJNkgCArkwxE8MYwxEUgPkcleWAU9rqhrYb/q+8WbWeaEZvtI5tS8Hx24a+LIeJ7X98C/8IUv8MUvfpHx8fG+6uZf//Vf8/d///eAWwhxHF/GK5DdsHffRK/DZ7CPY3tXsoAWTRAJwvpI6yN6jo+VKYbEofp1hLt1Pc9cZgrXklanQy4I8FP9eqzp4JWItKe15K7LXU6vH6LHgqvx3Gb6Rp9hwc+4nHpzK9EpVkmU56GspWghRwBhgMxVUTiOFCl62YiWcRpRpGjrk1gHvjbW4PlFrBqh09FYGhjbRpt1RwSnNVonTkTbQZAhGEKbKqLtxNNSk6ICye7hMSaqZVq2i5Ee0jgQcmAFOSFRiaETN1AWrBAkPVbWrEPHXnFwXMvWUKAPSs82219Vu5KifzAb81azTkY6hWTX+eZuuzFOQtII120YJAqMh3V6m5QQ5IrDjBXKxOMz7hluKxxd1axIScUWxkoajZT1jTZLyzVePXOe+aVlpnfuYO9ohYI3g8qtEycdRHcJYdsQb2JkFSuKpIlTJzYixlJH+HVQG7Q6S+TLBhWm+HqYoDsMskqsC1gRInxLYnNo4yN0E7+9ibANrJdHB2W6Noc2AZoIi+cySOg3DE0slthL0NIgbOoApEaAiRGyixQdhIgJzQZxZ5NYt1Eqh+cV6XTLmNQDA5LEVU2lwQgPlI9UVYSMSeJ1ErGJEimeGeLoLTfTJaTRNUxqi58P8YVTeM6nKWlziyCXo1av8/KLLyKE5Kabb+KWuZsIwgBr3dwf5OF5N+Z/dhAOEqK9nSy8c6wFwggkKda28VQLITaJ4xradPAok3TyxEagTRepOm6ftQJsBs6+dhWAbGzvSJ38fWhZs86VWCYpZV//6f3k0LxjR2Zra4tms9nPyNx2223MzMxw4cIFjh07xvj4OPl8vp+JyYSgMrnvLIX5ZiyO18IsTunamaZPoNR/gSS0BRctKlfCsBmVvvEQ1kdYMH4vW9BjkcSCU06VtGJQkQc59SanrcQbUHB2GQjZwya4jVGJXlv5L/oUc3mAqKzfw9JYtHGjDXy/py2jMUnqupyUh6dUD7AYgsz12t4NVhqMDVBeAJRAjkGyhpJtQKNtFykhH+UQhEiRR4gcsTeMMT7CuOsKhcYA3bRLoCTDqug62KRyWAZt3TWgHUBTujELqchKm85pudLRdcy478SyzccYQ6fTwfO8X/nNaNCRMcb0u0wGN6M323y0SFHCtRFLo1xGUmYlPYMVFuWBNBZtLGiDwklJ+FYghEJ5HilOZfyNL9YiVNE5WIEhrlgaUzMsbK5z7OxpLp54ieXNaQ6PTTFZHiYIFhDdRbrtMxgTYuUQwhslCCaQXoCwNVLW6KZrdNt1ANpty3BlF4GYRooSWgUkRqBxAoyRnKDAKNI0kfFrxN0mSTdGG4uX8xBe6LqCpIcyAmXe2JEhW68SsB4WhZW9Ti2ZkJg6SbyB0eso6RH5o/hqAqGqpDZA+j6x1nRaDaqFHBYFMuPIEig/hzDrpPE6STfBD8uuRO1HnDp5ivMXF9i1a4bpqWEq+ZC89FnfqHHspVdYWFum0Wkzu3Mnnu9TCCKSbkKq6FPGZ1iXd8q6+kbW7XYRQvQVnX9ZhykjHpBWIJRFYrFGY/UWnXgB6W1RKg6DnESYMYzJI41Fel2scPsZNkRajRDv3FkbdM4Gg4X/KWaModlsks/nL5MGeb/uke941t5555188YtfpFgs8rGPfYxcLscLL7zAvffey+LiIj/4wQ84cOAArVaLUqnkugt6X1EU9Smpr5YWH6zNXgvbdmR6rbci7f9fH2ibhEgrsQq0SrDCTVRpfFSvXo5K+k6QAHSiEcJDW4GXWELrEQhxGY7DZVqyMpbF9QlnqRSX8sw4Kdwb3jxqsECaVaK4XJhT0MMfWcfuKXtdI9KC0S4yEgh0EkPS63qSYGWnl4ENcImyIlE0SruTB9slzHnIguPeEEYhbAg259L8ViB9UKR4InaK5db2tEBcJkZY69jdhMBqg8YivQCr6Cn8DrpupufI9GqzWQbMvjVH5sra+2D3XBYdDjKxZpnFK8sxgw7C+2WzutpaGcQhaK1J0xTVaxMeXGNXdg4O1vw1rpwijEBa58gI6yaYI0vTWGWxwuAjCa17Hs4Lpj+lBd4vbA+xuOybSRxrrYoE5SBhtFShWMrz/NlT1Na2OGuHqFamiCKJlClaG2SaIkWbQG1gaRCnXTq2Rcc2STAkKSxerDM9so/c6CGgCMoDT4NNUNbgSw+VBnipQggfWxwBVSNtx2C3CGQO3w8QInJjk6If1Azc+OwugoDQRT+9xahBxFjRJaWBTTdc1gBFLjdGEE4jxRhp6qMsyBBM2mCzsc5w4JxqK/zeR+dQ0Sg2D3HT0ml2kbJJmC/S7cbsn93J+VfPc/blEyyfEeyZneDQ3hvptrq8evo1gkKeO+/6IFNTE+S9AKEtyvMRvmN8HhQyfKdz8WplzMGyRPZ3rswOOlLD7Vry9s+9OY0L6qQBiUGKFCM0catJnDQphDk8fxJrR1BeEazneLYUuIDId2y+1ntLe+vVxji4D2RfWdbzjcDKV66v94u9Uck5+zn7dxbgZRmZK0uDmWX76fUa49sG+2aWJAmLi4torZmcnMTzPFZWVhgZGcFay8LCAhMTE/0BZin8rDV7EDCWkS5dTQBuUBjrnZjtl5W2f9O/GX1Ogl5eRAxwX1iwupey75HKCURPQ8ISBD5pT09i8JpbrRZRGCF7arVxHKOkwvNkz7ERV2RuxOuu6xeOZ+DxXPmk3Dh6I8icQujVmLcXpRNvc11VjmvBnUYuSpN4vk/S7WKtOyA930OnGuUpfM9pJFnoqTpnYECNktKNMxujvfwK7faFbv+XHRzHG92DN18sg9FSt9vtq8tmomdCiH4UmoFgO53OZRttFEWkadqfj1k0mb3/eizaq5FRttvtyyKlIAj6oomDGLQMvJeliLPM6LYYm/t/z/e2O4wGnoft/2r7l4IeCNteeS/eyvzdxisIIDEpSZLg+QH15hZPnHqFE401dk3t5KYdu6gGinzSxE83UHoT3VjEy2k20jq6VGVZG5a3NJcubjAWTvHBg3dR9qsgZN/TFwMXLnpzUqCdjpfeoB0vECdr2DQm9Kvkwkk8OYyxEUJ5vTf21k6/I9GtY2FchhPbQFND2w3idJ0kbWBMglIhQtxMLpoAFEmcOlFL4dadlII0SQl8H2sFylOkaYwVKcbESKExJiGJzyJYwJOj5KL9WDPCxnqXV0+9ykZjiSgPh2+5C5OEbG5tUioVGBouO5JCoNfuk92Q/hjejiNjrVNxzvbnbrfbLx0NliSyeRbHcT9Dn0X5bh0a0tSVMiy6x44t+18W0FYgU5A2Rahl4vYptjrLeP4w+cINCDmKFCHgGK2dBMPgmLIg9q2PLds/svWilKLZbPZ/zjKfmbp19u9svWmtSZKkH7S/HzAmgxxv2ZkLrhSdqWc3Gg2iKMLzvD7pYabSXSgUaLcd3jKKIuI47geBV9NautZ2zcC+gw9CKcXk5ORl6bWhoaH+YTAxMdHfTDPhqCzNmD3YrF7q+z5pmtJut/uKoq1W67LD553awHF+2W+u/Gf2uv7Sty6tnkW2zWar/5Z8Pk+Spv3oPpv02QKQSvYPxOzBW9S2F3/VYb21sb7Zq7ZHMPjLyyNyz+9x/UhB2nWgvyRJ6HadM5bEMUJKpFD4QehaKAP3Hm2c45O1VYIjp9suBqntC736rb78Z/FGr/jlLHtOmbMipSSXyyGl3H4uPaEz3/dRSlEoFGg2m5RKJdrtdn9THhSzG6RSv54bUsbfBE79Nk1Tp880sL6yNtfMsrFmDl6j0eg7eFkK2fN6be6ZXcVRft2Musqzfevzd2AvQWGVBWMo5wocOTRH/dSLXDxzhtbCKkdvvAmZD/GiKsqLsKGP9C2BjuniM3/2Nc7OrzE5soubD9yJJEe3DWFOImQPXyGuGJAAjEKYIlJ45AJFFBRoNVfoxh2SZJ5Crk3gTyLS0Z5TJPpZUACbaozWoNawrBPHW3S6dZKkjbGaMMhTyBXxowrWjpEkEs9z4ppujrpyO1agtcuggluPjmAU93eloN1uEYZF6hsJxXxKt7NGlPOojBS5rXIzQh3GWu0aDzTkCgG+39OUclEMl108l+8Fv6xl8y6bi9m+n8EIsoh/cI4O6ipljrUQAqV8pzMWeBgDSmUPSGC0k9fwvBTsBt3WAq12Hd+vkCtMIWUZa33H78P28xGvwxi+tTEOZiiyNT+4p2fjyIJway2tVgvf92m1WpTL5X62JhMUvewqrrMzk3WvZudRNsZMtbpSqVwW0BljKBQK1Gq1vjZWFvQNOqjXbTzv9AMG62dp6ko1SilOnz7Nq6++yvLyMtPT09x7770888wznD9/nna7zUMPPUQURaytrfGNb3yDP/mTPwHcZlssFvnmN7/JPffcw+joaF/i/XrYYKkB3ML9/ve/T6fTAeChhx4iSRIeffRRlpaWuOGGG7j11ltptVp85Stf4ROf+AR79uzpv294eBjf97n77rvfAnfCe2NpTyn3ySefZGFhgc3NTT70oQ9x4MABnnvuOY4fP44Qgt/5nd8hTVMeffRRGo0GDzzwAL7v0263+c///E+iKOKee+7pS95fSTv+XlsGYtzY2ODHP/4xtVqNfD7Pgw8+yPr6Oj/60Y8IgoC77rqL2dlZzp49y+OPP87v/u7vEkURJ0+e5PTp00RRRLvd5uMf//h1H9OgpWnKt771rX4E+OCDD1Iul/nRj35Eo9Fg9+7dHD16lHq9zr//+78zNzfHnXfeiZSSn/zkJ2xublIsFrn//vv7B8rV2mnfK8uel7WWV155hWNnXuG1tQXGJ3YQAF/9//8VJQylos9nP/0xhiojPPv8zzl3cdqUljQAACAASURBVJGx8SnaHY+SnWL+xCobp37K4UM3sX/PHgfQ/4V/2dXNpIgQYgxknkKhQBKv0W6vs9WaJ/DqhP5y72AU/UyeMZo01RiTktp1jGgihUIon8gvkItGHOGmLAIBK7UGP/3pz9BaMzIywr333kuz2eThhx9GCMGRW29j585ZHvmv/8IYzdLSAp/5zKcoFvP85//5P2w1NhgbCbj3noPE3TZbrWW8SKFUjLUFbFpAiBBtQSqIIh9rQWvj2t2vsWX4mjRNeeSRR2g0GjSbTe6//35GRkZ4+eWXOX36NKVSiY9//OM89thjnD9/niiKOHjwIDfeeCMLCwt85Stf4fd///eZmZlx1+plB/926KkwIOpofYFWsgBSEUUTeGoUa6P+s7nW1mq1+Na3vkWj0WBoaIiHHnqICxcu8JOf/ASlFA888ADlcpnvfe97tNttqtUqn/rUp3j88cc5e/YsSZJw9OhRjhw5cs2v7e1YlmXyPI+vf/3rRFHE5uYmv/mbv4nWmu9973sYYxgdHeWuu+7iqaeeolarUa/X+dznPsfKygrf//738TyPW2+9lYMHDxJF0WXZnffa3vHMHgQQDgKeSqUSR44c4YEHHuBf/uVfSJKEp556igcffJBDhw5x7NgxrLU899xzvPTSS3Q6HbTWFAoFzp8/zyOPPMLGxsZbJEt670xrzf79+/nsZz9LrVZjZWWFV155Ba019913Hz/84Q9pt9ucP3+eYrHI6upqP+rdtWsXR48e5ejRo++rMWXZhbGxMe666y5+/dd/nTNnzjA/P893v/td7r//fpIk4eWXX6bRaLC4uMjPf/7zfpTx9NNPI4Tg6NGj/UxaFvVfL8syhBlG5PDhw3zqU5/i0Ucf5dKlSzz++OPcdtttzM3N8fDDD5OmKevr62xubvaZqnft2sX999/P3Nxcv2T4fjIpJTfddBMf//jHmZiY4LnnnuOJJ55gfn6eT3ziEzzzzDNcvHiRZrPJ2toaGxsbGGN48cUXsdby4Q9/mJdeeonjx4+/rpPwetggzmd0dJQ7b72dz9z7EczGFnt2zLC8vMrQ5A4urjf44bPHeOLcEj94+gTf/tFztOM8pWic1469xm0HDnPP0Q/ws58+4pTN5VsYkwOxYY2PTQtIhgjDcYrFCXwv19Nje4lG50Wa3RdpdI7R6h6nk54g5RRWncMLu0SFMvniKKXSNIXiTjx/AqXGwQyj4yJGK2688UY++tGP8vLLL3PixAl+9rOfcccdd7Bnzx7+/Rv/TpKk7JzZyV133Ynn+Tz99LO89toZhJB85P4HeeXl87SaEUIWsCKh3rxAopeRqovng0IghcBiSNIEi1N4v3yw1+Y5DwZ5U1NT3Hfffdx+++088sgj1Go1fvSjH3H//ffj+z4vvfQS5XKZj33sYxw+fJgTJ06QJAm1Wo0wzNFqdTGaXkZwsFxpEFKjVIxOV2nH8xjRIF+s4IfjmKSASVUvG3PtTSnF4cOHeeihh3j++edZW1vj2LFj3H333Rw9epSHH34YpRR33HEHn/70p2k2mxhjqFQqfOYzn+GOO+7gqaeeeleu7e1alq2dnJzkQx/6ENVqlccee4xz586hteYjH/kI//iP/0ij0aBQKHDfffdRLBb553/+Z6Io4tOf/jRHjhzhy1/+MsYY4ji+rkDgd/yXs7Rg9j1L5U9NTTE1NcXk5CR33XUXSZLwyU9+sn9YHj9+nFKpxKc//el+yt/zvH6G5k//9E/7ab3reYOy9Fr2cxiG7N69myAIOHLkCFtbW/zTP/0TBw8eZHJyko9+9KNsbW0xNzfHkSNH+riKrGS2trZ2VdDY1bAP75VlWKW9e/cyNTVFPp9HSsnJkyd56KGHmJyc5O677+YHP/gBYRjykY98hEqlAsDi4iJnzpxhfHychYWFvkMK1zd9mpFxGWOoVqtMTU1RqVTYv38/q6urKKW46aabuPXWWwFoNBrccccdzMzM4Pt+/56USiW+853vMD4+/jqagOv5zDJA79zcHENDQ8zOzrK2tsbx48c5fPgwuVyOHTt2cObMGSYnJ9m/f39/80qShFar1S+BZvX9692RkGWEhBCMjIwwOzXNnskdjBXKjJbK3DI3xz1338O+Qzfx3IsnOXV+mdm9hxifmGTuwBx7dswwMzbGkbn97JiostVYpBVv8LruxCvMih6nkzQIZRHCQ9giwo7g+1OUSvuoVg5RLhygGO0jF+wh8nZTyO2jmNtHuXiAcvEQ5eIcxegQUbAPT+1CiimEHcGaPBaFlIqhoSEOHDjA8PAwQ0NDzM/P8/jjjzM2NsaRI0cYGxujVqtxaO4AQ0NDzM3NkSQpTzzxNDfO3czo6AQfvPsBkqSAH1SJ8gVS2yVON8BuImSMkBYlLb4PYejheWKgmiyu+Bq4D1fZj97KV7ZP33zzzYyOjrJnzx5arRbPP/889957L5OTk+zZs4f/+I//4PDhw4yMjFAqlfrddPv372f37p0YkznSvXK+saRpQpq2MboFep1Oc5k4aeFHJccpRBEhI6eh9jqc1rUxz/OYm5vrZ5wbjQa1Wo09e/YwOzvbx6Pt3r2bSqXCzp076XQ67Nmzh3K5zN69e6lWq+/Ktb0dy85aIQQf/OAHyeVyzM3Nsby8zDe/+U0+85nPUKlU+PM//3NOnjzJ7bffTrVa5eDBg5w6dYowDBkdHUVKyb59+/pZ1Ky8eF3G9E4/YBArIIToOyVZmalWq3Hs2LF+XRHcJjwyMtIHgFUqFZIkodls8txzz3HHHXdcBgDOPvt62JUtZ77vUywWSdOU559/np07dxIEQf/gy6i7BxmMs/uyurrKN77xDZ599tnrXiMdtMxZy7Ioly5dolwuY62lWq3ieV7fURl8ne/71Go1Hn74Yer1Oj/96U954YUXCIKAbrd7XTMyWZt/BmjNsDEnT57s64INAhWz18P2nA6CgHq9TrPZZO/evX2n9P3w7LIadbaJnjlzht27d/PSSy8xOjpKLpejUCgQx3E/05lFTbfccgtnzpzhL//yL5menmZubo5Wq9XHFV0vy+ZVVuZKkpQL5y5hE8PypYuMlkpMDQ9z+4E5KkGem/ce5PAN+7nt4CFmx0YpRQHt1gabW6vU6ys0WmvEsQPa/kITGkQHK7vuZwmuqzCHMMNIJvDELnx5EE8exJOH8NVBfNH7tziAkvuAWaydxJoxrK5gTR6EhxUOeGqVY/dtt9s0Gg22trbYtWtXv4NTa+3waWmXOO7S7cY888yzjI2N43kh4GOtQqqIra2EKBrB94exaUC3FdPpbmD0GsLbAtXF2LT/5ZiIdc/5uLZBVIYbabUcbvDkyZNMTk6yuLhIsVjsY2YG94QMkuCCJrAkWJv2eKlEj7vIIpVGKY0QDdL2PCbtoKjge5MgKlgCh9/rNV9kOKhruU4zGQWlFI8++ihKKer1eh/gmsvl8DyPra0ttra2qNVqFAoFyuUySinOnz/fhyK8HywLgrKgodvtcuzYMY4cOdLPymYBYKfT6a/Jn//853z+85/HWsu//du/8Vd/9Vf89m//dv+MvJ5l92segmXZiyRJSJKEb33rW/zFX/xFH6meHSrz8/P9ibC2ttav0/3DP/wDP/zhD/nSl77EN7/5Tc6dO3ddyxTZghhkOTTG8O1vf5tbbrmlvwFlm8EblYxKpRKf/OQn+eM//mO+9rWv9YXW3i+WIfDPnDnD1772Nfbs2XPZ7zMQ7KA3H8cx7XabL3zhC9x333187nOf4/HHHyeOY3K5XN+ZvR6WAewGKdH/9V//lT/6oz9iz549feG7rMafAdoGTQjB8ePHefDBB5mcnHwPiRvfmmXZlEceeYTFxUVuvPFGpqen6XQ6xHFMt9vtR76DnSXf/va3+cAHPsDf/M3fsLCwwHe+8x0KhUL/sLleJqVka2ur/yzW1mo8+rMn+eDdHyIfRNhOm6IQTBaL7K0O8YFde7llYif+ZgfZjRmrDvNrn/w1fvbfj/Hz519gqDzKUGkY+aY9DY6WwbWXOwXtbZZJAdYHIlABwg9RfoT0c4ggQnghyAAIAB9Lj0PG8X5jcHxURmqMSLHWdXr85Cc/4ciRI0xPTwP0ubiUkkSRa/0+ceIVDh06xB13fAAQRGGETi3GSMKoRLcr8cQQ5cIsOvGJu03iZAHLGbRdR2vnHFhrr8LFdG0sc74ACoUCr7zyCk8++SSf+tSnGBkZIeOmyfYMrTWrq6v827/9G7fffrtzEDyvd33bJKJuv9cIoV0Lu16n055HCY/In8UXu4Gy49u55hSZrx8jwFe/+lU+//nPUygU+ozFaZr2D/t8Ps+TTz7J/v37SVPXgbe8vMwjjzzCZz/72Xft+n5ZGwzU0jTltddeQ2vN+Pg4sM2xle3jnufxwgsvkM/n2bVrF8VikV/7tV/jy1/+Mn/7t39LkiT9APd62buSS240Glhr+frXv859993H+Pg4xhgWFxfxPI/l5WX27dvnLqBH2JWmKZVKhb/7u7/jD//wD/mN3/gN7r77bqanp98Tsrw3ssEukAzp/eyzz1IoFDhy5AhKKfbv38/y8jKtVosTJ05c9XqzrEzWLfJ+wltorYnjmHq9zpNPPskf/MEfUK1WmZiY4Mc//jFJknDq1Ck+/OEP91sMrXVMzkNDQywtLfW1fLKo/3qTJ2Vtj9nz++pXv8rOnTuZmZlhamqKWq1Gu93u0wBcrf00U/CdmZnpv+79ZN1ul3PnzrG5ucn/be9cYuM4zjz+q6runp4ZcjgcWg9SpGWasKTs2kHgKHKsPQgIdtdGEljJLUCQU845LRAgwC6wG2ARYC++BQiQXOIAeTgI4N1LAsEPwTI28lO2RMl0LErUm6QelMgZzkx3V+2hp5pN6mFZojTDdf2AkfiY4XRNdVd9/T3+37e+9S0GBgaYmJhgZmYm85aVSqWs2sJ6nU6ePMnQ0BB9fX1s376dq1evEsdx1/OApJRUKhUajQZXr17l2NHj/OM/Pc9gbYiR4WGSZoOyFNRnL/L3IyOEjSZhK6FqCpRFiCc9Htk0yj8//wKbNz3Gk1/aTUH2f7bmkJFgCkBaupt6Zdog40wiwSBIhEQLiZESlMLI9GstJVqCkW0QTZARKLOiXiF15+81MSQcOnQIKSW7d+/OwmjGGObm5pibm6NQCJiZOcMnn3zCnj17wAhGhkc4dSqd1wsXLlAIAzyvD08NEfhbGKhsSyuFkjnqy38jji6n3hidYEzSEb40OY/M+nhlrNe82Wxy+vRpTp48yfe//32SJGF8fJyPPvqIKIo4d+4ce/bsyRKb9+/fz+DgYFaaDRGGtBGoMdrqRKBNm0ZzgaX6HJ7XIAzKFPwRpKhhTJh2G5cRWVPJB4AQgoMHD/Lkk0/y+OOPMzQ0RK1WyzxN1pv5+uuvZ/sBwNzcHK+99hr79+/Pcgd7BWMMi4uLzM7OcvLkSZ5//nnK5TKPP/44586dQ0rJL3/5S7Zv387MzAzT09N84xvfoK+vjyiKKBaL+L5PtVrNbuS7mkrwb//6L/9+9cp1+gdqhGGRXFEhq3oR3SXWLfWHP/yBjz/+mPPnz3P8+HGefvppXnnlFY4cOcLhw4d57rnnqFQqxHHMO++8w549eygWi1QqlSwvZmBgIPuguimJbBNH2+02hw8f5sUXXyQIAo4ePUp/fz/PPvssr776Ku+99x5RFPHss88ipeTixYtIKRkeHuaDDz7gwIEDvPnmm+zfv5+JiYlbbhrd0ibRWvOrX/2KmZkZPvnkE06dOsVXvvIVPv30U958801mZ2d54YUXEEKwvLzM9PQ0u3fvZmBggAMHDjA9Pc3777/Pd77znaxc3vf9rs1Z3oN2+PBhDh48SL1e55133smanP7617/mww8/5KmnnmLnzp0YYzh58iTj4+MopZicnGR5eZldu3Zl+ka9MmcAFy9e5Ic//CHFYpGpqSmuX7/Onj17eOONN5iammJwcJCvfe1rJEnC2bNn6evrY3R0lEqlwl/+8hempqao1+s899xz9Pf3Z9ddt8ZjDa0oivjzn//Mu++9y6mZ08zOXmLHjif48MgR3njtVebnL7P7q19loFql3Yq5PH+ZR8e3owLF5OQxXvnv/6G+tMQ3v/nN1KBWqiP/crtwQ6dRa15rSeSECzqhofR3K9om+VwTY9WnhEmrszvvl5YB6/SVQvC/b73N73//ewqFAn/9618pl8uMj49z4MABjh49ypNPPsnAwAAvvvgiAB988D4Au3bu4NChN3nj4EGazQZ7/+HrSGk9xQbP5uJpQ6ttiFsxUsd4nkSJALTCJGkVNyIC8uE23dHzMak3KqdsaLToSEDpjteksy8YqwcoMcIwPz/Hz372n9TrS5w4cZylxSWeeebrfHjkKO++8y5zc7N897vf5Uc/+hFxHHPu3Dmmp6eZmJjA9z0+PjHJyLYRKpUqAoUwoJTBcINWY5qofYUwHMEvjCC8KuBlOjH5HnX2M79XbmXQvfXWW/zud79Da81HH33E2NgYnufx0ksvcezYMfbt28fS0hK//e1vaTabTE1N8eijj/Lzn/+cpaUlJicnuXjxIrt27Vp1/nUzXaLdbnPt2jV+/OMfU61WOXToEFEUsXfvXv74xz9y7Ngxtm/fzsTEBD/5yU+QUjI5OUm9XqfRaPDyyy8zOTnJo48+ylNPPZXlyTyMG6E4bvP24UPs3fssSMFPf/pf/3FPgnh3IkkSWq0W586dyxamJEnYsWMHS0tLzM/PUyqVGB4ezkTjZmZmGBsbyxqX2cRYz/Mol8uZoFm3Nnn7/q1WK6v+sBvbyMgI5XKZS5cu0Wq1GBkZyVz4i4uLSCkpl8s0Gg1Onz6N7/vZRtkrpbw2LnrmzBlu3LiB7/sEQcDo6CjNZpO5uTmq1Sq1Wm1V7tPg4GAWjjh79ixSyqzTuR1bt7wyaS+oNOfjxo0bXLhwIcvdGh0dJQgCLl26hBCCbdu2ZZv4zMwM27ZtWxXzt540G1brBZIkodFoMD09DaRhpkqlwvDwMPPz81y/fp0tW7ZkuU7Xrl3D87xMH+L8+fPU63WGhoaoVCqZkJUdZzew+T42/LCwsIAxhqGhITZv3txZV85SqQywefPmbNNZWFigVqshhOTSpYu02222bNmSzdXdtJ/ItStj9Z393a85NzcjzN8Uply5fIWzZ89mn/fg4CC1Wi3zotl18fz58yiliOOYWq1GtVplfn6excVFxsbGKJVC0jU6NTBMpz95FLeI2sskzbN4ooHvV5GiilADeEEFIQOssKXwwlSV2R7hGhsgLVrXpO1cYmyPIoEPxsPoNHzWbDeREmZmpjE67XJe8ENGRkZptVucPn2arcNbGBwc5Pjx45n+iDGGnTt3kiQJi4tX6evrS9uiaA9fCYRsouMzNOvHSaTAC3fj+wP4qoAxqtO+JRW/y8q07/PUvZUhs7CwkK0VURRl67ddU8bGxmg0GszOzmbe6scee4xTp06typG060q3hfGsIJ4xhqNHj2b5qmEYMjo6yqVLl2g2m4yNjWXpBjYaUavVGBoaYmZmBiCLrNh8xIcxplsJ4q27IWNDJ8ViMYuZWaXHFTciWVms9QbYBlXWxZ8XTXpYlt7txmPH0Wg08DzvJjVDGyduNpuZgFA+nyKf2Z8XK+t2lUieer2ezYc10mweiT1mIDM0bfjMjs3OmdUCsaGmbs2bnR8bWrJiTcvLy1lM347V5m3ZMVlj3D4vb3B2M8yZx8bn1yqkWjFDe07aJGer0GmFyfIKxvk5yucUPWyskZxvtRDHMe12m3K5vCoZ2Xpu8oJc9ny1d4f2nOyl68ze3Nn10CZcttttwjDMkkqt59N6NW0ul1VTTUk9KMYkJEk7LTXHoHUboc/Rbl6gvryM1hI/KFEqb0WKKkoOIkwRYzqVPisacmswCNUC4s7DoHWnvQs+4CPwaEYRnlJ4Xto/DaDVbOL7AQiTCWeGYZit//lrEDRSGZrLbTxVxGhNoRCRxHM06mdRYplCsYZWjyFkASUDhFBpSLDT3sXyIAwZGxGw149d2+35aEUmrWBmKmKosjUwX/SRr/DtFvniDs/zqNfrmbFlvc627BpW1Jrtfgdklbj2vLR6Yg9D723dlH3vhI2fWdn3/KJiJY6BVclB1qjJVynZMm57EXczBieEoNFoZJNkT1g7qVbF0honeTViS6qU28r63tiFqxewmffWQLENPYHMwASyTTEfMrKLsF2c7fi6uSFCOie2GWSpVKLRaGTVIfZCzqst22O2r7Wbez53pttjypMqoarMy+T7fqaMbZVUrZFtrzmbcB+GYVZBsrb1Rzc3ffvZ2oRje5dnK19gZfPIK65aw8y+1s5XvkFhL1SaAdlaZo0Yiz1f7TiEEJTL5WwstpIr9dIk+J41rjteCfuvMEipEGKYoFBAM0+kr5OYRRbrS0hVoVTYTBA8AlGl0whX3N4CiD3ApCEmY8BohPQQwgfhESea0POJE0O7qVFe2oetUChgSFW/pfQQnUKPYrGYeQNs5WM7aqEEFMM+MAKTLJPoeVrRWdrxIn3FETxvhESW0dqgNXhKfqbM4b2y9lyxib02P9D+bG37D3uu2RtCINv/8hWRvYA9Dls5bI0xe0PU19eX5TsWi0VardYqsUw7d3bNB7q6n627IWMn1F6wtlrCbgz2TjJvydkN1N7527CL7Y1jjYRuhZashLu1yNfWzOel67XWlEqlVZ4cIDu5rXW7Xr2j1oP8nYU9se3GbufHXqC2P0e+xNHefdi7Eru52td3A7vw2OaJ1kOYv6O3i4u9C7aGd95rZj+HXgkpWfIeB1gJD9rF1H5vF2E7Z2sXZTtf612yei9EUZSJGOa9ftbozIck7F2y/X/t+WbHYs/nXjJAbbmyXRPsWK23zB5rXqDQnn9aazylWJmm1AiRMiA1ODRxZBB6EM+rUSqNYMw12tEszegareQ61xtX8VsFBoo7EKKUSgDfzoBNNEan14AhQQkvNXqkBOkhRIihgjAG35e0llt4BT/NK9IaTYLvKYRcuX7s+mCr05SURHELJTxaiwmlAYPWN4j0ZYQM8LwhdFJDKtKmpTYO9gAMmVud//nef61WK1tL7E13/tyyBow9N61n9G67zz8M7Dno+352TTUajUw/LI81uPMNd63n1I7FjrObe9q6r8559xOQeTHyE2gXG2vJ2Ys0b9EJIbJwQDdVcPPHYY/vTpta3vK+1Ulh/0YvnNCW/IWYnwP78/zmsNZVnx9n/g6l2/k/+WOx2IVkbYXS2mPNfwb5sfZSiAJWjuduro/852E9FL0WdrHzYN3YsGKQrNX4scdt5/RW4xBC9IzX07L2mNZeK/m5XDumbJw3Feekne3TBokSP1BpWosRYPoRlCkEmwmCG0R6llb7EnG8yMKNT1EiQCqJkqkyrsAayRptIuJkIfc+kjiJkELgBz6e7+GJrQRyB0IWwBQIi2F6jqERnko1dDpjsTej+ZsIIQRCKgQB0khKZQOt6yy3LmN0m3J5M9LrT/Ny0KjMIBL54a9NclpX8lWNpVLppnMyz9owkn1tt28S1pL3/Nlx2e9h5UbQko8w5K9N+9xu3yg8kNvMO03Y55nMXpj49T6GXhjTWu53Tu72Z93gdsfRK8d3r9zP8efDgr3E/czVRprndV9Tcv+ITtmyUQ0MCUIXwfgIXUQQEogqQWEEXVgiSS4Sxw3aUZtWaxkpBEqteM6FMITFaicHJc2XNBi0joiTFsvNFsTzlIIiYWkTQlU6+cBBJ1TVqeBi9fmWH39q9BjSPkkJUEcnC0id4MsKUlbQsgBGoJBrXnurD2L9ud1xr9fzu8FnHdtG26d7y1/ucDgcjjuQlnjTKeleYXWoxViDRsYILTFGQCIQFBAEKDGAVAG+16IQpJU2OtHZn0rtIoUnSmA80q1CgJJARBI3iKI6sblCO7qI19Z4gUaIwfS5RoKQaJOWnd95qxMIPGAZrReI29dRxifwBhByECNVpyJM3OyNEmv+d3whcYaMw+FwbCg6JdGr9EzzO7oAXUqdI0IjZQsh4zSvxfigA9A+gq2ARorU8FH5nF8brkl7K2QGhI4BqVGyhCr2E/sxjcZF6o1LhDGExSLIkLWlUCsdyG9lcdgnRWh9gziuo2QBT9Uwsj8VIkSnx7GWBxhScmwcHrghczu1yF5wRzkcDsfG43ZCpasNm/RZAkSQelVkR+ROmNRqscJ+gqwjw9rV2giz8ktIvxYC8NNkX38Ur6ipL50kXp7CLxiULCJiH+OBoU2CQaI6JtbNxy6MQcQtEn2d+vIVkBF+3ybwBxH0oRKFvF1ur9tGHDygFgUOh8PheBDYHV3e4rHyeyFYeeCR9oJK+0F1frj6sVasmI4Rk9FR/lUgpACpMMID0Yf0hgnLj6B8QdSYh2gBiFKnTqYUbI0kkxpOgo4eskYQg2gQRVdpJw1kUMAPykAIeIiOarJYe8zOiHF0uG+PTLeaOTocDscXk7tJfl773LxX5S7f5nZhm5XsYkCiZJkgHCMy0FxcxFOzyAIIUe0YUTLNcTESg1xp/WASMDHQQnOZ5fZVhBAEhQGE6O806xTY5pH30jLH8cXgoRgyLozkcDgcG4u7qhZDIkyIYBOBr4j90zSiOcJChC8FIqkBKi0NNxLTaYkgpAaTYGhhTJ3G8nk0dcLSIIE3gE5CpPAB0/HqPCj5O8f/B+7JkMkLi9mv7f+2X5I1cKxokFUAtMJAealj59VxOByOjYcQAmEkJikjlSIoLrK4fBWZXMbTFSR9q70wdHwqJiFtXNkmim5Qby8QeCFhoYZgAK0LoGQuR+feunM71o9edkh8rhwZq5Ka74EC8Prrr/PSSy/xpz/9CSEEv/nNb/jwww9pt9tMTU1lCpWNRqOnPwyHw+Fw3B2pQdLJfDECE/kor0oxrNJqNWk1ryF0HWGapOGhtGWB2TQETwAABdJJREFU0Z3eTaKFYYnl1mW0Ad8fQMkq0AciIDEabdokRpMYt290m142JD+XR8bK7ud7S8RxzJkzZ/j2t79NEATMzs6yc+dOTpw4wcTEBBcuXGDHjh2ZWqdtLJVXBXQ4HA7HRkRnWcVaSAR9hOE24iim2Wig9CwyGALRnxZKdVodICN0skizNU+SLFEOt+B7WxEMAgWQYIhBJivNIV1wqavk2xT0mkPicxkyth9NvnFWHMccO3aML3/5y+zatYupqSnGx8c5c+YML7/8Mvv27WNxcZFqtbqqGaE1ipwh43A4HBsTITRKCTIxGkpAjdBv02hdpN28TCEIUCJECA+URJoEkyzTal6n2bqMUpq+0jYEmxGmCAik1BiiTn6MjzEqS1NwdJdeM2Lgcxoy+SaI09PTfPzxxzz99NN873vf49q1a/ziF7/gBz/4AW+//TYLCwts3bqVI0eOIKVk3759VCqVVS3E7aOXutM6HA6H4+4wJgaRYLRCd4TzFIqwMITvLxJFV0jq11C+wPNChPYwJkHJiDiqk0QRYVii3fKIIyDRIA3Ca4JqAAZtDMKEqE7Sr6M7WEdGPr+1V/jcHhlIDZpt27axadMmCoUCmzZtotVqceLECaSU7N27l7feeotHHnkE3/ezZmH5jqetVitr527DVA6Hw+HYOBgjEMKWV0cgErTURE2DUZtBVtHxJeLGFMsmQclO09bEx1d9VIpjeFSotwISEwMN0AbaCUKqznskCBrE3R3qFx7bmT4Igp7br++5/Nr3fZRSzM7OMjk5iRCCzZs3MzAwwNzcHKOjo4yPj/Pqq69SrVaZmJigWCyytLREuVymVCqt6qjpcDgcjo2GWKlIEoa0dYLGoIE+ICZpx0TtmChqoIkRwiMIyniyiq9qCNVPX9gP4vYdlF0KQu9gu7L3UiTlngyZfLLvli1bWFpaQinF8PBwlgj0xBNPAPDMM8/geR5hGNJutwnDkCRJkFKuKsN2OBwOx8ZC6/Sx0szSoJRAIDEoDOAFg0glkWoZbWKEUBSCfgR9SNGHEUW0FiD0Hd/LRgQc3SFfoNNLRgzch0fGxsriOGbnzp00m00KhQLGGGq1GlprwjDE932klLTbbZRStNvtLNQEK0m/1spzOBwOx8ZACIFUnX4BwpAqesRpQ4OO+B2iH6kKeIUIIdOWCUL4CBNijA8olDKfWZTkbnq7Sy9//vfskbEUCgW01pRKJSAdrLWcjTGZ0eJ5HkmSEATBTX/P5cg4HA7HRkRgNCvdsjFIqUiVeDshCFFAm1Kq5isMRgiMUVgZM8nKa+/4Tm6P6Cp5Q6bX5uK+WhTYweRdfncaoOfd/HbOE+NwOBwbFAMia4G00slRdEJNBpFq5glukQOTNq/UgGc7XDp6ll4zXvLcd68lh8PhcHxBWbu3mfwvxG1+1/mmk1OTPt3d0DruHWfIOBwOh+P+uUVkKDVnTOqhWWXYaBBphVP6CPmcHXMcjgxnyDgcDofjgZEaMfYhc1+DE7hzrAfOkHE4HA7H/XObFApxk6fFhp0U4N/5xQ7HXeAMGYfD4XA8ZJzh4lg/XFDS4XA4HA7HhsUZMg6Hw+FwODYszpBxOBwOh8OxYXGGjMPhcDgcjg2LM2QcDofD4XBsWJwh43A4HA6HY8MiNaBFKkpkMBis1qJwUkUOh8PhcDh6jASIsYKKXtqN1P7SCkqvfOdwOBwOh8PRO1h1aA2AJ5Bg0giTQGIy80U49WiHw+FwOBy9Q9ZNfeVHHkYhjQRk9gSXOONwOBwOh2Mj4AnTMW0MgEGYtL166oy5RSt2h8PhcDgcji5gsn9W8KJWE61jjIkxRiNEPt1X4QwZh8PhcDgcPYGJiJMYIRXXrl4BQCxc/puJjeLtt98jieLUGyM6hoxWt+hc6nA4HA6Hw/HwMUYzvK3Gl/5uF0Zr+ioTQkTLZ0wUAULhex5GJJiOMSO1dIaMw+FwOByOnsAYgzYxidZIAcXyY+L/ALL+JfIKbc7zAAAAAElFTkSuQmCC)
Source: REIA, Submission 56, p. 13.
4.10Per Capita concluded, after tracking the past decade’s wage growth against both CPI and CPI rents (Figure 4.3) that ‘rental affordability is driven by a failure of wage growth more than it is by any long-term growth in rent prices’.
Figure 4.3Wage growth, inflation and rental increases, annual percentage and average annual
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qeFXdjsDkLXdKCkZnoY39zhLs+8CTrqt0AFD32STaiEhk6hs1TTN3iZZQ21RDs/RbBiWSBK76xSWARQogFbPLkS+STEUyeclyLNqIYzIUuadalg/3Eek+i5zJz/lqq2YazfgNmbxnRiSBZm58qn+OiBxiYGnDLETh3ipd/FsGcipAyL2VbhZ22Oa9w4ZLAIoQQC1QuGSV47OcA2KuWYa9ePnW0ygLT89yfE+89CejX4dUUfOseZtGH/wxdefMVL/dvasBXs4yN991NmVlFNZoxG8ISWN4DCSxCCLEA6bpOtPMgmfAYimrEveQ2jDZ3ocuaE9bSRWQmBtH1uQ8siqpiKaoGwOMvxprpoT8QosjhR0VHyyaZjOmoKBiMZux2OzbT+UAjU1feEwksQgixAOnZNJGOA+STEYx2D55lWwtd0pypfuR3SN/yAbR8ds5fSzVZsRTVAGD2VbN5+QB7D+8hMlyJ16oSD/TTl1/MQ7JyfNZJYBFCiAUoExoh1nMcdA3v6vsxeysKXdKcMZjt2KuWXf8XVi1Urb6Nh8rHGJsMEU9p+OvWsrSiEqcpzdY7s7gvXkGuuNj85PtQHAtvWO56kMAihBALUGKojdRYNwDld31mQc5dmQ8U1YynrBpPWfXb7jFTXPL2B5vwV1ddr9IWnGkGFp1Yyyv8+8EJil1GFNXH2vvuYLHbeuH+5Fgzr+84QTCt4K1by/atq3DK3kRCCHHd6bp+YbKtZ8XdWHwLt3dF3DymHViSY+cIuO7mQ/cUoyhG7I6LlsblA+x55jWM936MJyvynPjlL3ilczFPLpWt/IQQ4nrLhMeIdh1BMZgovuXJQpcjxKyY9k63+XwOcjECExGMNjtWw1tP1aK9nIrWsmFJKS5PORuWujhzanBOChZCCPHuIu170fMZLP5qbKWLCl2OELNi+nNYrMW4Ep0c3xvkJ8kynvr4YyzyWADQEzEiVjcOFUDB7LSRDoWmddlkMkkul7uG0oUQQryTTvDUqwAYi+tJ5hQy0WiBa3onVVVxOBxXf6AQ500zsKiU3/EUv30HoCU5/rNnONAdYdH6qRlFisWGPT1GSgO7QSeXSmOc5htR0zQJLEIIMUtyqSjxnmOgKJhLGtAMFvR59DM2ncujoeOyypQBMTPTCyxanJ7mHkxLllNp0snrKmajgpZLEY6mcTirWazsp2Miy5aiLN3dIeqXvX3G9OU5HA5J2UIIMUsiHe2QS2OwOvFUL8VXVDxvVgjFs1mODY8RSWd4pMFf6HLEDWZ6gUUxogWO8K3nX6eiyEDGsZgPLHKTDDfz8kuD3P7YQ9z/RBP/+p1/4qTTSNzWxCfXSAgRQojrLdZzHACjw4e1uGbehBWAoViCY6MBcrrOvbk8FoMsJRXTN83AYqHhnk/z+5uDTCYNeH0ezAYFnOt56uPrpx7jfoTfqLmdUELH6/VgNs6f/yRCCHEz0PJZYn0nATA6i7D4p9fTfT1ous7xsamwUuty4rYsvEMYxdya0cZxJkcRpe/ScWK2eym1v9eShBBCXItsaIRsZBwAW/liVMv86ekeiSfoicQwKAobS4sKXY64AU17WbMQQoj5LR0cIBefWqHprF8/b4aDdF1n98AweV2nzG6j0jl/gpS4ccjW/EIIsQDouk5qvJdcfBIAV8PGAlf0luF4gnORGArQ6HXhNJsKXdIs0ogPneLFF3fTHchRuuxWHrl/M45UL7tfeoPhpILFXcHGbdtoKtZo3X0M4+atNNkKXfeNR3pYhBBiAdAyCZJjXaBrWEsbMLlLC10SAHlN40xgKkR5LWYWedyo86Tn573S80m6D/6Sf3uhg9ptH+Hzn/846xzDvHJkgHR8gnDazro7t7KuJs+uH3yHE8MR+k6dZjCjvfcXz4c4fbidqP7eL3WjkB4WIYRYAPKpGMmRTgC8q7bPm+GgQDJNXzQGQJXTQZl94XQtpIJ9HO1KsvWRh1lV4QTAu/1JVukKkaEgFpePqroGShcV099ylnAk886L6Gn6WzqYzMXJWGpZ11TMaPtJukdiqO4q1q5dghodZXR0jMDEJLGsmUVNjejjR/npM2dYm7uH9U1LMAa7aRsIYvJUsWpVEx7LwuuPkMAihBALQC4RJjl6PrCsuKfA1UzRdJ3eSJSJVBqAdaVFGNXZ/yDtnAzTEgyR02eh5+IqzKqBNSV+at1OYpOT5Gw+yj0XrTZRVAwKQJaRtoM8O9mHIRnDXL6OB6vsnHr7BfU0Z159hsjqJ7h1tYNk+0vsOO1gw7pqUt1H+dEbLh4pO8uru3tYfcdt+EOnOLgvzYb1LqxmB16/D1Okl5ePDrJp8zKSY8OEEw24LWbmR2SdPRJYhBBiAUgMtaGlYhidRdirlhe6HABi2SztoTB5Xafe7aTG5ZyT19k1MMxYMjUn176ctJaj1u1EMajoWh5Nv9y4jImypZu59bF7qbCc329Gm3hnYFFVjCYPS9evo86bZu+P9hL0305XWxtkI3QcPIj+wRLKG5exYtkSjBEjA8NnsBWvwGP3U9fYQHGsg/xYJ/tPmrllw3rK3Qvzo31htkoIIW4y0a7DwPxaHTQcSzAYS2BQFLZVV8zZ69xSXkLbRIi5718Bo6Kwumhql15PUSmuXDcdAwGKlpZhQCefCjEQ0HADiqJgmEaPkqKYMJ7PNCazEau7lLo6B0q2lKLGamAAs8WEqiooigmDAaYiko4OqO5FfOhXPkhXRzsnXv4hwTs+zJ0rys739CwcEliEEOIGp2t5ot1HAHAuWl/gaqbous7RsQDa+d6VSsfcbdK1utjPcr/v/Mf33FIVBcP5QGjyVLJlfQN7T+7m+XNF+B0qscAoUe967l9yDRdXrKy4Zxtte3sYtpdCNIJ55UpID1ymEDtFhgEOHzxCvsxNb2cPqsuGw2HHqC6wpHKeouuX9mUFAgFsNpuc7yOEEDeIxHA7rf/7KVSzjcW/+k+45kFo6Y1E+UFbF6qi8MiiGlYVL8yzg3Q9TzoeJxadYCKWx+Hx4fV6sKo50mkNi916IeCg50lG4+B0YbsQKjSSkRgGpwuzqoCeIzoRYHwyhtHpo7jIh1nPktXAYrGAliOdymCyWchODDIQ0ikpL8OQCRMIhDC4Sykr9mA2qjfsHJZYLEYmk8Hvv/Q9Iz0sQghxgwu37QHA7KvC5Cx8MMjrOoeGx9GBcoeNijnsXSk0RTFgdbqxOt0UX3KPAfvbP2EVAza3+203qpfephhxFZXjumQzYMtbH9YGIzbH1FfG4lqWXHhRKy5/2Xtpyry38NY9CSHETUTXNSLnA4ulqBqjw1vgimAoGmcwHsegKNS7XXgtlkKXJBYACSxCCHEDy0YDU8uZVQPWknoM1rlZiTNdOU2jOThJKpfHaTKy1OfBsEDnVIjrSwKLEELcwBJD7Wi5NAaLA1vZYhTVUNB6AskUA7E4OlDnclG6gDaKE4UlgUUIIW5Quq6TGGxFz+cwWJ3YKq5lacrs0XSdvmiMQDKFqihsLC+aN0usxY1vZpNudZ1EZJSRsEpNVQmmixd560l6zpxmKKZS2rCUxWWuWS5VCCHExbRMktRIJ+gaJncJ1uLagtaTzOVoCYbQgSavmzL7wp1sK66/GfWwaPk0Z3f/Bz/bd5Z49uItevIM7X2aHe0JLIYo+194na7kLFcqhBDiEpnwKOnQMACOmtWoJmtB6+mNxBiNJzAqCreUlUjviphVMwos6dF9nOm34XbAJbu3ZHt55dUkWx65m42bt3FX5SgvHg3PcqlCCCEulgmNkDkfWFyNmwtcDRwYHkUD6j0uSuyFDU9i4ZnmkJBOLtTJyy+PsHzbBjrOXRpGtNAIA846nrQAGCivKmb06ABs9Vz1yvl8Hv2y5zAIIYS4Il0jOXaOXCyIYrRgq1lNLpcrWDnd4RijiRQmVWGJx4UB3rUeRVEwGAo7QVjcWKYXWHJhTu4+grLpQZb6huk4d+ndei5HzmC8cG6BYjCgZS9zjPZlxONx0un0TGoWQoibnpZJEu49DbqOqXwZkWQWkpOFqUXXOTo+9do+oxFnLkto8t1rMZlMeL2F3zNG3DimFVi0cD/H2vqI9v2I3nSYgcksk4qXLz62GgDF6cITHyOigcOgk4zGsPmmt9ui3W7HapWuQyGEmIlcPM/4eBcAxWu24/FcvUd7rownU0xkcqgK1Hk91JQUX3VbeJnfImZqWoFFLVrN5//rakAnMdjMT49N8tC9K8imJugbiFBW28gtJS9zpHWMbVUZjrQk2Xhv9fQKMMrpAEIIMVO5iRjpsW5QVLzL78JsNhekDl3XGZkMk8znMasGGn1uLAWq5Xrra97PpGUxqxpLUPUsHQd3MORYxu2rajCRob/1NBMWN6mjuzmbs2Mx2ShdvIbNqxeRGe2gN2Fn5eLqqTOExFXNeB8Wg93LopoyzAaFfCbE8FCAVM7Flg8/jtq6k1dfP0i84Q7uqZaxSSGEgKkPdS0/u/NLot1HQMtjKarG7C6Z1WvPRCavMRiLk9U0XGYTlTfRwblaOkpXVw+JvI6WjdN+9A32nuomntbQ01G6u7pJZFP0nBiicss2btvQSGjvMzx7KkI8NMrA2AT5QjfiBjLD7g0Fi6+aW33nvzQ3sHVbw9Tf7St46P0NpLNgsVqQuCKEEOc3dxtoZvzwf+BbeS+epbfPynUj7fsBsFctRzEUrqc6lM4wlkgBsMTnxmK8/j/983mNcDRFJqdd/cHvkcVkwO20YDCo+IvLyPWOEk/kMOW6SNnrKdEjjCXTWLQI0YzKsiIvfaoZX3kldfYiQiUKr0yk0SvmvNQFZ1bf5QaTFbtpNq8ohBA3Nj2XIdS8g+Dh/yB0+lVWfvnHmC49infGtFyGWPdhAOyVy1HUwgWWYCpFMDkVWFYVFeak6H/4zgGefaH5uqw4NRpVPv/UJn7lyXU4i4qw588RiCcx9x4jX38Ha8MnaBtLUmQZIK2U4veYINfP81/7e3bk02iuJj7wqB+1d85LXXBkAokQQswhLZsiPTkEuk4+GWF07/epeuCL7+nMn9i542iZJAabB2tJPYpauFNWusMRNKDSYafIVpgFFMebhwhHU2ja3AcWg6rQ3DEGgGr3U+fM0zk2QvD4GNWPL2FpsIs3Tg2yrKQLU+X9eI2AsYZHvvCf2eQyoCoK6HkG5rzShUcCixBCzCEtmyIbGbvwdbhlB/61D2KvaLrma0Y6DgBg9pZj9hZubCGb1+gJxwBY7i/cEuX/8ut3cvDEANns3M8IsVqMbN1UN/WFYqO2zsMbR/bSE1nGR8tNuN0NuF85wKFwmqWPlaESAEBV1amwIq6ZBBYhhJhDWjZNJvxWYElPDBJq3oG1dBGqYeZj6LqWI9p1EACzrwKzr3zWap2pnkiUaDaL3Wig1u0sWB2rmspY1VRWgFdWcNXU4vzxKwyt/hLFRlBd9azz/YifJm/jwRLjVZd3i+mTwCKEEHNIy6TIhkcBsFUuJTl0ltCZVyna+DgWX+WMr5eeGCITHkNRjdhKGzDa3LNd8rQdGR0HoMrpwGW+OScwqs4mPvWHf/3WDYqDzZ/9c946KKGCj/6337v0SYqB6lXbmN7mH+JNhRv4vIiu66Tz+av+yebnfga4EELMpkx4BD2fxWBzs+ijf4VqcZAc6STcuuuarpcc7kDLplDNVuxVy2e52ukLpzP0RGKoQLXLgU321BJzrODvsJymcWhknNA0tuc3Kiq1bidLvG4MBZxkJoQQ05Ua7wHAUlSDrXQR/nUPEzj4LKN7vo9vzYOYnNNfWaPn8ySG2tCyKUwOH/bKZXNV9lW1T06dKec0myiz22V+hphzBQ8s4XSG3QPDTHdu95ngJCuLvGytKsdhujm7IIUQN47U2PnAUlwLQNHG9xFp30dmYoCRXf9KzaNfntZ1dF0nMXyWUPOOqQ3jiusw+woz4Tabz9MZmgosPouFcrutIHWIm0vBuyl8FjOrHB48moEqu51al5O6y/ypdNixG42k83mOjQX5WVcvoVRaTnoWQsxrqcDUabHWohoAbGWNeJbdCUDg4HMXemCuRkvHGX7t66RVw18OAAAgAElEQVTGulAMJiof+M33tDT6vRhLpAinpw64rXI6sJkK/ruvuAkU/F0WmEzw53/4IgoKv/6JW3j8gRX4PJdP64Fkkh19w/RGY/REYjzT3s226grq3a6C7K4ohBDvRtc1UuN9AFiKpnpYDBY73pX3MHn6FXLxEGMHnqH64d9BNV65x1jLpBh67euEW3ejmu1UPfSfcC3aeF3a8Ha6rjMUTxDLTh010Ogt3KRfcXMpeA+L2WSgosTFRDjJ//72fv7fv32VjnOByz622GbjfYvruKemAq/FTCCV5vnuPnb0DzEhvS1CiHkmG5sgH59AMZgwe99aduusW4er4RbQNSJn95Ia7bziNfR8jvEDTzO29wcoBhNFGx+naNMT16P8y8rkNYbOnx3kt5opd8xsOCiX167LBm9i4Sl4YPG4rHzzfzzJo9ubSCSzvLKnk8/+3k/Ysb8b7TIBxGIwsK6kiMcb6ii2WchoGicDQX7e1UswefWJu0IIcb2kRrsBMNq9GCxv7VOimiyU3/2rAKSD/YTb96Hlsu94vq7rhM/uZXTv90HL46hdQ9m2T6GaCrOjLEAil2M4ngBgTXERxqssgNB1ndHxKD99pYXf++uXeN/n/p3P/JfnyGRn9zBIsfAVfEhIURRKihz85Zfvo6LExdO/OMPwWJTf/euX+K1P3cqTD67A5bBc8hyDqlLtcvCJZYt5sWeA7nCUoXiC77S283B9DYu9bkyqiiKz1oUQBZQcmeo5MTp8qJZLeyLslUvxb3yCiaM/JXj05/jXPYLlbZNoU+M9jOz6V7LhUYzOIqoe/u1r2rtlNgWSKSbTGVRFYW3JWyucdF0nncmTTGVJJDOcPRdk39Fe9h/rp7tvglz+rV9AB0cjjAfjVJV7CtEEcYMqeGB5k9Nh4Xd+7XZWLinjX549yum2Uf76a29wqm2Ez35kE8sai98RQOwmE+9rrON0YIIjI+MXhohWFvlYU+Kn0unAIKFFCFEgyaGzABidPgxmxzvur9z+WaKd+0kHegkc+jFVD37pwn35dJyhV75CvPcEBruXuif/EGft6utW+5U0ByYBaHC7sF+0UvNk6wjPvdDM2XMBunqDRGKZC/eZjCq1lW6qKzzUVLjZsraGilKZ+yJmZt4EFgCL2cij25tYsqiIr/77QV5+o5OfvtLGuf4QX/jYJrbf3oDpbZNrjarKmmI/JTYbuwemJuSeDkzQH41T63awobSYMrtNeluEENddcrQDuHwPC4DZW0HRhscZ2fEtxg88Q9HGx7EW16Lncwy98jVCzTtQjGbK7/o0nhV3Xe/y3yGZy9EdiQDQ5Hurd6R/KMT//PobHD41eOE2r9vK6qVlrF5axrLGEirLXBT7HRR5bVjMRvmZLGZs2oFFi/Wx4+cv0DJpYuXW+9m6shqz4aI3nDbJnh8/x/FRAyvufph7V17b+RaKotC0qIg//7/upbrCw7efOcapthH+8G9e4bc+dSuf+dCGdzzHoKpUOe18qGkR+wZHOTw6zmQ6TWg8TftEmLUlfrZUlF7y24AQQswlLZshHZw6k9fo8KGaLjM5VTXgXXE3EydeJDM5yMiOb1L3oT9j/PBPGD/4DGh5fOseofiW96MoBZ9yyNmJMOm8hsdsouz8ZNtMNs8Pf36a483DGAwK229r4NMf3MCyhmLMZgNGo4rRIEP04r0z/Omf/umfXnxDIpHAZDJhNpsvujVL/5F99Jdu5ZFbKzm98xB6XQPl9vOP0eIc//7X6ax4iMfvqKL9tdcJVK2mznlt/8EURcFiMXLr+hoaa/20dQcYC8bZfaiHgZEIDbV+PE4Lqqpc8hyDqlLndtLk85DVNFK5PPFcjoFYgpZgiJyuYzMaMBsMsiujEGJOpScHGT/wNCgGvCvuwrVo/TseoygKRruHdKCXxNBZMpPDkM8ROPgMudgEjvr1VD/821gKeCLzm/Kaxiu9A0SzORo8blYU+TAZVHYf6uGr3ztMNJ7m0XuW8jd/8BB1VV6sFiMmowHDTTCfUM8G2PPs9xkyN1DltzIfmqulw5xrPsqePXs5eOQEzR39pCzFOJPdvPTSa5xubae94xwTaSN+v4ux/c/SnG+kxlf4gZdMJkM+n8dmuzTkT7MyE7W3P0YtOrnEMG6b+ZKdafVEN/t6q3jfU0soM2ncs/ow3zw6yrZHq95T0aqq8PDdTVRXuPnnHxxh54Fz/MdLLXT1BvncU1NDRBbzpU1QFIUSu42H6msYjMVpnwjTHgoTyWTZNTBM28QkTT4vS30eSmZhd0Zd09BzaRSTdcH/pxRCTF8mNIyuaagmC2bPlU8SVk0W/BseZ7J5B/n4JEOvfg10DaPDR+X9v4m1pP46Vn1l48kU48k0BkWhwmHHajSQSGb51tNHGQ3EaKj18f98fus7fiYvfDqR9jfYO2qk/vQJFtfdRYmlwJ8FWpz2Xb9k50Qx99z5ANVeE+GBFtrGJkn6JphQy7nv9hVok+d44/AhnH4v5sE2hpyPFrbuq5jROys1sJ/vP7uPXN3t3O58a1mdFp0kYC/BbwRQcfncRFvHgasHllwuh6a9+6GGTfV+fvfX72BxnZd//O5hTreN8hf/sIP2ngBfeGoDBsPle3IqrBaKy4tZ7HbQMhHm9ESI0USKYHKU1uAkTV4Pq4u8OK9hl8Z0oI9492HifSfIhsfwrH6Qos0fmPF1hBALUzI4CHoexWhBsfvIZDJXfKy5rAlX01ZCx38OujY1b+XhL2OtXkM2+87lzoXQMREir2nYjEZKLGZy2Sz/+N0DHD41iN1q4rc+uZkSv/Vd23kxRVEwLYRh+tw4h/aOs+bxD2I9+Qq9QxGKF1k4u/8A1uV3Uu81kOzcxYncKlZ6A+zZfZjRhEL9+m3cvrqafNc+DgSMhIaDLKlx0dnWwUTeQt2a27l9TT12Y4pTr7/AsXNhbNWrWe5J4F15JxVaP7tee4P+iE7lslvYurEJh2kqKOUD7bzaqvDAZ7ezxGlAARxLt1CuQaRjGIPVRVFxKUZbEpuhi2wuj/ndWzkvzOiT2lp9G5/+QgMvPvMqJ8dXcVfN+VneqgGDlkfTAUVH1/IwzcMJQ6EQiURiWo998t5aFtfY+auvH2E8mOAfv3OQ1/d28Luf30hFqfOKByIagNVmlYYSL8eiCYbSWQKpNIGRMY6NjrPMbmGx3YJJVS8ZKtJ1HXQNPZ9Fz2XJBrrJdO8n03MYPX7p5nbJ0BhxSwmm0sXS0yLETU7XdeL97VM9sKqRUFolOjLyrs9R13wApfk1yGexb/wIqeKVjIyOXqeK311G0+gMxdAACzpEQvx071m+8cOjKAo8sLWWJbUWRq7SxotZrVZKS0tnpb7JM68xceplah//r2SiAfp/9tfUf+CP0BWFzm//JxY99ZeYPKV0fffLVD3wRezVq+j9yX/D03Q7/rUPMfzaP6NabFTc8zkCh/+DxFAb1Y98mXjfScb2/YjaJ36PfDrGuaf/hPoP/Qn2iqapF9Y1op2nOG1fwRfrPfSPuDndfY4VtatR450cb26g+lYf+376GtkHa9nzxnHKbnmUe0sy7H3pJdrcT7Bo+AS/3F/Bb//WE3gj/Tgab6Es18cLO44xUFFMUee3eWP0Fj72K49D10v807dPc3/lEtr37Sa//kE+XgUHd+ziVJ+P2xpLAZ1UcIyYr5pF58PKFAVV1QGN8RPP83cnXiaf16jf/AhLKn0Mzcp3Ym5NK7Do+QQj/ZPYq6vw2PzUFcPpQBq9KkcqncPkLqM63cZAIs9yR57RoTCl9dPbK6C4uHhGBdfW1rJ0cR3/+N0DvLa3m5bOCf7iK0f50ie3cN/WRqyWd0/sSzSN3kiUk+MTDMbixLI5TsRTDGg660uKqfe48Fks6KkIiaGzJIbaiJ07Trz/FLnYxIXrKEYzJncpJlcRiaGzaNFRLKPHqVxzGwaLfUZtEkIsLLqWp/dwmqSuYba7qF26GoP5akPQtfg/+bdkw2N4V9yF0T5/9igZisVJhad+sVxRWoxRsfH0C/unvl5cymc+civLlsxO+LgWBqsLa1ENimpANZqxlTWiGM0ogL1qOarJiqIasVU0oZodKKqKtbgOo80NioLZW45imPrsMDq8mH2VKIqKarZjKalDMRhRDCbsFUtQjW/1RejZMKfO9OJ0LqbjTCupZIb+zg5GNy2ndOk6Wo90MNRj5qh5Ox92RtkTHCd1Zj9jBp1IzkxpOoFqNFG19jaq7DqRUJZA6yG6w+OMhNOsyMU4ebCf5R/5In6LEZbdw22LWslOjjEYS+LtOMTr3QrxcBrbhWXkCmaHC2M0SCgHJe/4lFcpWfsIH7h/I3aL4fzusfmFE1jQ0wwcf40zJ6tocGfpC1hZtclOOtbD/kNjrLptA3fdambXL19i2K8zMOjh3ienf2T6TDXW+fmDL91FU0Mx//L0UTp7J/jvX9lFa1eAX/vwBop8Vw4MRlWl0euh2uWkNxKjfTJMZyhMIJnmtf5ByoI2Gswa/ubnyZ95iVwseOG5qtWJvaIJW8VSbGUNWEsWYfFXMbzjXwgcfIbQmdfxrboPZ/26OWu7EGL+y6fi5OJT+5WY3KXT3pnWs+TWuSzrmmi6zngyRTSTRQHqHU6efvYkrV3jAHzi/WtZ1jCzXzxnm6vxFlwNm0BRMDq81D7xe6BMTfZt+OhfwfmJv/Uf/OMLt1c98MULfy+59SOggKKoeFfeC7oOioKjdg2OmlWgqJhcxdR94I/gotVasbF++lNWGmrMUyMFjhJqTWc42DnJB5fV4rHs5NDrMRY98BTF5j7Mdg+1i5dT5jSQjEbxlftgAowGI2SDHN5xgFjjWlbV2RkOdoFupLzSyen+YVLV1SiT5+ib0FhqtmAxWilpXEGtUyUei2Mv9V2oy1i+hM3eUzz/RicfuXMxDiPomQBnjg/gdOigqKiqWvit7mdoWoFFMXpYc9+jlI0FiGUUGleWUVZsR9UqWLe+GKfVQvHW93P/wCCTSYUlayqocs/dP4WiKJQWOfnsRzayaXUVf/mPO2ntHOfbzx7jePMgv//Fu1jVVPauQzMWg4ElXje1LidrS/wcGh6nPRRmOJ5kLJrD7F5NRVWURYHTFFcvw734VuxVyzE6vBisTlTzW3u7VN7/m4Rbd5IJDTN+8FkJLELc5HLJMPnk1H4l1pL6G3qYOKtp9Edj5HWdKoed4HCMZ19oJp3Jc//WRh6/d+kV5xFeL4qicPHSnItPsVYMhsvffsnf36r/7ddCufxzAIZ6uzCWreS2O9biMCqATrwoyd//4gihtfdT7TVyoMPBFxbbceSrWVnbzM7duyhxQ4oy7qtq4kK/m8GC25LkRPMZMo4kY1EreYwsf/QTdP7k53zzhI7BUozVacTgreW2lV0899LLdJc6yOhO7nrwrcnZirmYWx97BF59me9+6w28HjPR8Qmcy+/jbnd0pv+884aiv+3EwEAggM1mw+F4566M85Gu64yMx/jbb+zhxd0dpDN5irw2PvvUJt533zL8Xts7Npu7+LlaJkFiuJ3hV/+Z/sAI3cveR6h0OTnj1G9EJTYrjzfUUnqVzefG9v2Q/uf/BrQ8TV/4Fs5F62/oH1JCiGsX7z9DzzN/TGrsHLUf+CNKbuAJ+eF0hn9raSeazbG9opy/+587OXZmmNpKDz/9xidw2i1Xv4g4TycVDhBMGigu9WN5R87LEhkNkLH5KXJbUNDJp2KksGKzGNHTAV745rPUfvLXWeNR0ZKTjIVyuIqKcZgv83mj62SSYSbDGRz+IpyWy38WzjexWIxMJoPff+lIzTT3YZm/FEXB5bBw64YaLGYjg6MRRsZj7D3ax57DvWSyeTwuC26n9ZJ9W3KJMNGug4zu/i7Dr3yN1Fg3tmycekOa6uolGH2VJHM5wpksQ/EEZXYrLrPpiiHE6PCRGGwlExomOdqFd9X2aYxZCyEWouRIJxMnX0TLJCnb9qmCn//zXnSFw5wOTGJGoW3nAC/u7MDjsvL7X9zGqqZr2yD05qVgtDpwO20YL/tRYsDidGG3GC9Mlk20v8bLR4eJxYL0t51g1LWeLavKsSigmGw4XY5LN3G95OUUDCbr1GOMN84A0JX2YbnhA8ubLGYjG1ZVsmJxCVaLkd7BEENjUQ6cGOBk6wiT4ST1VT7sNiOxc8cYfu3rjO39IfHek+i5DPbqFZRv+zTld3yM2sZ1NPq8OExGxhJJJlJpBuMJ/BYLXosZRVFIpbO0dIyz8+A5XtjZTt9YGk0xoAbPQmwEk8OPo3aV9LIIcZOZWiF0hslTL4GuUfXQf76hJ+Lv7B9mIpUi3BXhZ8+dJp/XeeL+5XzsfWuwWm62PVeuNwWzrwKHmiWT0zH7F3HLpqV4TAv7c+VKgeWGHxJ6O13XyeU0egYn+T/fPsCLu6fO8jAYFOw2E59/uJxbks+hjLcCYPZVUrH98/jW3I9qsl0ylqnpOm3BEC/1DpDM5VATGo6xHK1nRjlyeohUKksur5HP66gGBaOiY9JTLHWOsmWJkcc+/as0LF9+Sc+OEGJh0/M5Rvd8j8EX/h6D3cvaP3r9hv3FJZrJ8k8nmolOptj1gxZGe8NUl7v5xv94P421/hu2XWJ+u9KQ0IKLx1ObERlYUl/MP/zZYxw5NcBXv3eYU20jhCIp/u6ZXursDTxanmL5hnWUbPkwgw4vg90RIHLJtfJ5jd7BMGf2d3P8zDDRYPKS+21WEz6PDZvVRCqdIxpPE0tZOBKq5chh+Mrhl1hUe4jNa6rZtKaKmgoPhit13Z2nqlNDXC6HBafDjNlkkB8KQtxAtHyWTHhqPxJb+ZIb+v9v68QkqWSOzqMjjPdHMBpUPvfRTSyuKyp0aeImtOACy9ttWlPN/2ooZte+Dp7+1r9zJuijN1HEV7rvhG7g2RenfS3VoOD0WXH5rSyu9rNtZQ1L6ouoKnczMh6j41yAzt4JOlvb6ekZJZix0903SXffJD98/vS0XkNRoLrcw5L6IpYsKmJRjY+aCg/VFR7Ki53SWyPEPKfns2RCbwaWxgJXc+2iiTSvHejmyIFezp0cQ9N0Hr23iQ8/vLLQpYmb1LwILLquo+cyqKa5mW3uspvZbD+Ft34PnX4fe1JbODLiJZ3Nv+vzFBSKfHbWrShn/YoKSqpcnIyHyRqhzOfgzsYa6t0uFEWhttLL5rXVZHN5xgcaOPGt32UsEGHItoFe62ZOnx1lMpy45Aymy8nndfqHw/QPh3l9fzcWsxGfx4rXbaWs2Mm65RWsX1XB6qXluJ0yO1+I+UbPZ8lMTm3DZatYWuBqZk7TdI42D/Hd546z53gfsUgagFvX1/C7v7EN8013VpCYLwr+zssnY7T8n6fIxoK4GjfjW30/3hV3Y7S5Zu01ol2HGH3j37ArCW5b3cjHP/prWPwzP5hR13Vqx4O82jdEJJfl1d5BHmuopdxhv9DtazIaqKitQbn3QYZe/AdW80uWffETOKqfmNZrxBMZdh06x47959h9sIeJcJKR8Rgj4zHaugLsOtgDgNdt5f/+3B188KGVmEw3xlI1IW4Gei53oYfFXr6kwNXMzGggxl99ZRe/2NF+4TaLxcBnntrIbzx1C077jbUYQywsBV8llImMMrrzX9BzWdKBPsItOxjd/R0iHQdIjHaSGutBNVnJRMaJdO7HWtJAPhUj1LILo8OLajQTatmJnktjdBYRbnuDTHgEs7eSaNchwmf3Mn7wOVIjU5Nv6z74J6hmO+HW3VhLG8lGg4Rad2HxV6LnsoRadqKa7RhtLiabd5JPRTG5S4i07yMd7KO2ZgnqUDOpvpOM2UqJDJ7FP3QcR2UT6ckhQq27sZU1oKpGIh0H0dIxkiNdKGY7ijK1/Dnc9gbZWBCzt4xIxwGSo51Yi2qJ950h1XuYNVu2sLVJ5UOr47z/Iw+xvEKhLNWC6qvBY9FYaulmIg4v7u1n9MRrGJUcJmcRWv9hMqERzL5Kol1HiA80Yy2pJzHQSrh1F7aKpaQCfYRbdmIta7jQdrO7BF3LE2rZhWIwYrR7mWzZST4ZeavtgT4s/ipiPSeInTuGrbSB5EgHoZZd2CqWnG/7Lqyli8glwoRadmK0e1FUA6HWXaBpF7U9gNlbTqTzIMmRDqzFtcT7zxBp34+tfDGp8XNT1y1bTCYyRrhlFxZfFVomRah16vtjMNsIte5Cy6YwuYoJt+8lMzk01fZzR4j3N2MtqSMx2Ea4ZSe2iiZSwX7CrTuxljaQjU0QatmF2V2MrmuEWnehqEaMDi+hll3k3mx7x37S4z1Y/NXEek8S6z7f9tHzbS9fQnpymFDrTqwl9eSSkan3pt2NohoJte4GLY/R4SNydg/ZSACzp5xo1yESw+1Yi2tJ9DcTad+PtbyR1HjP+bY3ko2ME2rZicVXiZZNEWrdhWqyYjDbCbfuIn++7ZH2fefbXkHs3DHifaexltSTHD5LqHnH1PcnOECoZefU9yc+SahlFyZ3Mega4dZdKKrhrbYnwpg8pUQ7DpAa68FSVE289xTRriNYyxaRHO2aum75YjKhYULNb7Y9SrhlFwabG8Vwvu35HEann8jZvWQjY1Nt7z5MYugs1qIaEoMtRM7uxVq2mFSgd+q6pQ1ko4Ert71tN/l0YqrtHfvJBAcw+yqJ9Zwg3ncKa0kdyeEOQs2vT7V9YpBQ847zbQ8RatmJyVUEuj7VdkWdanvrbnKJ0FTbOw+RHOvG4q8i3n+aSNdhrKUNJMe6mTzz+tR7Mzx6vu115FJRQq27MNpcZOMTjO/9PqhGKh/4ErFzR8mcb3us+yiJoVasRbUkBlsJn92DrayRVKDvorYHmWzZidlbgZbLnG+75Xzb3yCfjmNylRDpOEA6OIDFV0ms5ySxvpNTbR/pZPLMa9gqmkhPDDLZvANbaT25xNvbvhsUBd3sZvTkTn7y8/18+W8Pkhs8Sb0rTNJRwi1LUnzyIRO/+tHHUML9U9ctW0wmPEao+XWsxfXkUm9+310oBhOhtjfQ89mp73v7PjLhUczecmLdx0gMtmAtrnnHBmxCXOxKq4QKvjDb4qvCv/F9uJfegXfVvZjcpaBrxHtPML7neww8///R9d3foedHf0Dfj/87oZadFz5os7EJdO3/Z+8sw+u6rrz/O3AZdcUsWZZsmWSIIY4hcRw77DRuA23SdDqddmYKT6ed4kx52k6ZpinMO1PKlMNNHGPMzLYsZubLeOD9cOUrKZZriO04qf/Pow8695x19jprw9prL1Dw1+0m0tcM6AQa9hNqO5ksStVwgM6Xvkew5QiCbMJWMg97yTxig22MnNqKrsZJBJKLghYLo8ZDyQXVlyw45q/fQ6SnHnQdf8N+As1HQdcoCbazINSI2yAR6W3g1N7n2NLSxu4zxzi29zm2tbSxfzhEr7OYpmn3ccJexuE9z7On+givdnRzcP/LHDi+m1fbuth/YCNHDm5mW1sne4/u4OS+F+j2+4n0NeOr3kJFkYt7l6TznsVR/udr9/C9T6/g0/eaWL8iG4dVxhk4zVO/fIGP/cfLPPfr39J5+gCaphJsPYK/fi+6qhDurmX45CZ0NUFsqI2R6q3JYo6ji4IS8aHGw/hqdxEb7h7lfW+K90DTQQItR9A1jVD7Sbw1O9E1lUhvAyOnNqMrSRO49/Q2dCWOEhrBV7MTJTiEpsTx1e4mOtiWpNuwn1DHGdC0JN3GA+iaSqijmpHqbehqgmh/8yjdOAlvHyPVr6LGgqhRP76apEKqayr++r1E+5qSbWw4QLD9BOgqwZZj+Ov2oKvqKO8bR3nvSMo9ERvjPexDjYXx1e4mNtwJgK9hH+HuulHeDxFoPpJsY9tJvDXb0VSFSG8TIyc3oavxFO9aIooS8uKr2UEiMISmxPDV7SY60DrGe2d1sm82HSLQcABdVQh1nmHk9BZ0VSHa38rIqU1oidjogvgqajSIGgngq9lJ3NeHrqn46vcS7W1M9s3GAwTbjqPrGsHW4/jq9qBrCuHuuiTvyijvp7egKTESgSF8Z7ajhrxoscgo712pNqZ4bz5MoOXwqHxO4a3Zga4kiPQ1pdoYG+nBW70NNR5BCY8kx2VgEE2JJcfPWd4b9xPqqEbXNQJNh/E37k/S7TzDyOmt6Ep8lPctE3hXImd530Xc2zvK+z4ifUneA40HCbadQNfGeNdUhXBPkndNiY/yvhUtESURHMRXswMl5EWLh5PyGZV7kvda0HQCzYcINh9B01RCHafx1exAVxNEepvwntycpJvifVTuZ3aS8A8S7WsGwOjORjQY8DccINxxGl1XCTQfTm5k1AThrhq8p7eiKXGiA62MnNqMmogS9/fhq34VNRpI8l67i9jIaJ9v2EektxF0jWDzoaTcVYVQ2wn8tbuT8umpp+fgS/zh+SP8/Ocv8Mqvf8G3fryFH/10Ay/+8lf84Cev8L2fbeWZ//0V//3fL/KlH2zjqZ/+kv1bd+D1h1lZGuTdq4zc98QsbrsJ5sQbkXWVSF8zIyc3oSWio4rqq6jxMGrYh7d2J3H/AJoST47LgdbRfn6QUMdpdE0l0HIUf+MBNFW5NovLDbzlcF2ENSthP7oaB1FCDfuI+wbwN+zD37g/uWhqY74mst2DrWAm6QsfwFVxC4JsRA17EWQTotGSTIctCEgmO+3PfY3BQ8+AIJK3+h9JX3AfBmcWeiKGGg0iO9LR1QRqJIBsc4+2xZdMvS8bUUJeBMmAaLKm0mxLFidaLIQSj1IfE9jZ2ko0HCBudiFpClIiTMLsRNA05HiIhMGarG+RCKFJJlTZhCEeRBdEFIMVQzwEuoZiciAlIkhqHIc7i5szXUy1ypicmWNttHtAU1EifsKKgZbuAH9+dj+v7G7FFwWXUSEn08F9dy/g0bvKsBgEZFsaWjyMGg1hcGaiKzHUyGt4t7pAEFDCfiSTBdFgHuVdRjTZUCMBQEOyuNBiIbREDNnuQdUpl3kAACAASURBVItHUGNBDI5MdCWOGg0g29PRNQU1EkAyOxBECSXiQzSYEQ3mUfmISGY7ajSArqnIVveowpjcNWuJKGo0iMGRMVE+uo4S8SOZbQiSESXsQ5SNY3JHQLI4UKPB5A7PlpZsYzSY4l2JBEbpKqgR/4V5jwZAH897FNmejpYYpXvZvAfRNeUc3vVEFGUC735kW9oY7ybbaJ/3IcgGRONr+2YQTXkdvIe9COI43jUNyfpa3qOokcAo3THez/bNi+JdVZBt7mTfjJ3lPYYSDVwi7wFAT41LTYlfFO+S1YUgCEm6Bgui0YwS9iWL553DexgtEZmc90gA2TGR957NP6V3x/9iL1tI+Xt+iJaIXR3eowHQx/GeiBET7Tzz0lGe+uMeBiJmErEoVjGOT7EgCRpWKU5INaHrYJNjxDQDMVXCJsXwpNlYd/cCHl4zhd5EmE39fkhEeN/0YtI8ueeRuwc0bZR3O4Ioo0b8CAYjomHcfGx2oEWDaKPj8s0cOXUDVx/nC2u+LhQWXdfRtLFmCIKAKArouk7Ml9wJe8+8SrizGj0WQNd0BNlI2rx7yL39AxjsaUhyMgutrutoqsbwyY20Pf1lUON4qtZSeN8nEC3uSd+R/Dv7A4iCgCAIaFryt7MQRWHsHZqODlQPDbOjsxdF19B1JtBKlqQQ0OLhJH+ihCibxr0jWWNrPO86oKIjAjfnZLE4Nwt5tHDXWHtJtUvTdI5V9/CfP9lJXcsg8VFH4nS3hY/83c0snV+EJL5+Q5osizhsRgwGCVEUEEcnnPHt0nQdUrwLqXIc49s72XecTCavvT4prfGy0nX08c+MtvGvvmNcey9F7hei9UbzPtk7dB0SikowHCcavbY7XLvVgMkkY5Al5NFsm9pFyuqCvL9OWV0NuTf9+l8YObMDz/z7KH7bvyU3PeKl99OL5V3XIZ5QOXSyk+/+zx7ONCSLEsqSiMGQLHInJMvcJNs7xjqCKCAAq28p458eW0RRnhtV19na0cXxgWFyrRYeryyf0K7L7fPjeT977a0CXQtxauMLaLMeoKrAwhvKmh6j+dgJAjnTqMpzoWthGg7sptkyl7VzsxB0lf7qPZwQZ1PYt4n97TFkg4Xs8gUsmVuM0HOag/4CVs1640LXr+s8LFv2NFE7WvkTIMNj4+13zaS+eZBdh9pIKAUgP46U1cfa/EYGGk6y40wMb1sT4stfIH36UlaumEPVvAo27u2gob6TkZM7iPumUZxj5V3Ln+B4c5j9x+pS73DYTLxzXRUDwyG27G7CH4wCyYy5d99WQUGOi+e31NDZ4wOSA3LG1CxWLilhz+E2TtT0pmg57SYevm82bV1eduxvITy6IFjMMuvXTqfnxa+xYVcbQWsZaXPWIBsNLJiVz8KqfDbtaqShZawidMIEubPTqW7s58ltrTxrtVLstOOymXjsgbkEQjE27Ghg2Jss9W6QJZYvLOYP//Uwn/32Zl5+tZ54QmXIG+EL39t2xWQkigJ52U4qyzLJzbLjdphBgDSnhUfun0NL+zA7DrQSiSUAsFqMrFs9HavFyItba+kfCgIgSSIL5+Rz0+x8Xt5eT3P7cOodOZkOHrxzBqfr+th7pANFVVOyevje2YQjCTbsqGfEl8yHYzBIrFhUQmVZJi9sqaGj25eiVVbk4c6VFRw43sHhU12p626HmXeuq6K7P8CWPU0EQ8kICLPJwNoVUynKc/PMK9X0DCQLhAmCwOxp2axYVMK2vc2caexP0fK4LDx6/xwaWofZebCFaCwpd5vFyLo7KrGYDTy/uYbBkVCK98VVBcyflceLW2tp6/KmaOVmOXhw7UxO1PSw71gHqqoB4LSbefje2QTDMV5+tR5fINlPjQaZlYtLmDYlg+c2nqGrbyyHUHlJOmtXlLP3SDtHq5NHfJGowsmaXg6d7JqwaF0LyJJIWXEa82bmUVWZg6JoDAyHUr/n5zh525oZHK3u4cDxMd5djiTv/mCMl16tIxBMyspklFm5uJSK0nSe3nCa3sFgilZFaQZrlk9l16E2TtT0pK573Fbeef8c2rt9bNndRDgaB8BqNrB2ZTkFOS7+8JeTDI4kx5UgCMybmcvS+UVs3NlAQ+vYGM1Kt/PQPbOoaRxg16E24omk3B12E+tWV+LtbmNT3zQ4lYYjcgSDQebmeYVUVeYk+1b/WPG5wjw361ZP5/Cpbg6d7Ezx7nZZePie2Xj9UV56tS7VT00mmduWTGFqsYc/vnSKgeEQoXCCfcc6ONPQP9r2pNIwbUoGC2bnUZTn5uF7Z9PaOcK2vc2pMWqzGFmzopyCbAd/fLmav2xLzo8a0G9TsRXa6K8Z5skjB1Ltzc10sP6umVQ39LP7cBuJ0Q2Sy2Hm/tWVyLLI0xtO4x+VlUGWWDq/iNnTs/nTS6dT80Dl1CxW3/LmDfmeCJ1Q03ZePjVEYfQoRdlL8UxW1+eaQcYY62LfcTuz85zo/m5OVh/n6HCcRXPuJU0d4eSRZtTb5jN8qpf06fdTlRWjcfefeHr4AdZktnO6P+0NVVjOh+tCYdl/rIMtu5tS/5cUuHlw7Qwa24Z5duOZ1ELgcph59xMfRp3SxOnWgzT19aErcQw9zRi7d5PWmsXmQ/kcqB4G3Q5iBTdXzMKUPZXqAyf588vVqXekuy08fO9sBoZCvLy9jt7+5ECyWgzcNCefghwXO/a3cKw6OekJAtx1awUrFpdw9HQ3z26sSdHKyrDxyH1z6OkN8PK2erz+5KLisJu459YKspa/lxMbnqKlwwANu7F6srGbDSyZW8DBo53sONCSojWlKI3H762iv3qY7cf6qI2ftZhYeeS+2fgCMTbuaEgtdmaTTF62gxnlWeg6ZKRZ0dEJRxJEYwqCIKCqGsroRJjkRcAoi+hAQtEm7IYMcnJHllDUiZYfXaezx5dS4M5ClkQGvSFicZVte5rHZOU0s3JRCZIksmlXA42tScXEYBCxmpMK2+5Dbew90p6iVVGaztvWzKC+ZYhnNyarwQKkp1l5YE0lvkCUDdvr6exJLs4Ws0xhjovKsky27xuTFcDSBUWsXVHOydreCXLPybTz6P1V9A0E+cvWWgaHkwuUw2akqjKHojw3m/c0UduYVKBFUSCeUFm+sIQDJzrZuKMhRasg18kj982hrcvL85trUwtqmsvCrUtKEQTYuLOBlo6RUd4l7FYj82flseNAK4dPjilSlVMzeXDtDGqbBnl24xnio7xnpdt4cO0MvP4oL2+vp6cvkOqnxfkupk3JYOveZk7X9aVoLV9UzJrl5Rw43sEvnz5OJJo4R2ZJC2FSvgJJC5ooiiQS6gSFRhJFZFlEUTRUbawPiYKAQRbRRi03ZyGM8ikgEFdUdE1HUTXqmoeoax7i6Q3VyWzUqo4gJJWPWdOyuWtlBTWN/Tz7ypmUlTAny8H6O2fi9UV4eVs9faOKic1qoKQgjYrS9NHNzmDq/bfdPIU1y6dy7HQ3z2w8k7pemOfinffPoac/wAtba/D6kmPU7TQzf1YeBTkuXtnZSOuorMRRy8PS+UXsPtzGroNtKVpTiz08dM8smjtGeG7TGcKRREpWty7IJTA8wL6hZXh9MlLDGUxGCY/LTFVlDlt2N1HTOLY5mzczl3Wrp1Pd0MczG6pJKMlvnJ/jZP3amYz4IhP6qd1mpKzQg8dl4cnfHEwp1gAmo8Sym4qRJJHTdX2M+CJs2d3ElKI03v3gXIa8YTbsqMcfSPZTj9vCzfMLMRS42bC9LjWuErpG0YJsFpc6aagdovr02Oascmom6++aSXPbMM9trEn1rdwsB6tunoLZJPOXbXX0DyYVUrNJJsNjZfb07AnzwJrlsbeOwqKMcHR3J9PuezuO2h209QVJKzTSeuIkxikLyHeIxNoPUaOWU+4Y4ciR0wxFBPIrb2JueTZqx3FOeiX8/V5Kcm20tbTjUw3kV8xl7rR8zFKcugM7qekKYs6uYIo9gmPqAjK1Xg7tP0JvSCerdBbzZ5ZgkQUQRLJL81GOtzCoVSL3D0HudGYNNXFyQOUWoYdOIZM1mQbaJBPujFwKSw3IHU7qegMoGW/0Bz0/rosjoUAwRnjcpGqQJdJcZmJxhUAwnppAJTGZF0XVdPyBCPFojOGTmxnY/WsMkT5MkkYYK7G4BoJIyUNfIaNyCS6HmUg0QSAUT71DlkQ8bguKouEPxlILuigKuBxmjAYJrz9KLJ5cgAWSmW3tNiOhcJxQZKy9sizicVmIJ1QCwRiqNtbeNJcFdJWmbb+nffN/g6qSe/s/UHLbO7FaDARC8QkLitEg4XaaCUUTnO4eZGNrJ4quI4kiNxVnsqogn2gkkZrYREHAbjNiNsn4g7GUwjDevK0D46UswETz7ThZCELy94nXkwrQkZNdbD/Qwr5jnRPabDCIGCSJhKoxbUoGS+cXsmxBMfNn5WEwSPgC0dQiJAhgsxqxmg0EgjEisbHjibO8J7MGx1PtlyWRNJcFTdPxBaMo43h32I2YjDK+QCwlK0hOlE67iXAkQTA8Tu6jskqMyl2dRO4jvshYewGLxYDdaiQYjqcWp2Q/TbYrFlcJhGIpBU+SBNwOC6Io4PVHUwu6IIDdasRiNkyQ1XjeIzGFYCiWktcE3gPRCf3UYTNhMia/71nl7uwzB4538P1f7KO105v6jpVlmXzoicXMLM9O9YuzPDKp3Mf6ynmvjxLSX3Mdxo4GevoD7DzYys6DrdS1DKKq448+kkpLTqYds0kmFE6MyX30+2qqjtcfJh5O+qsYrC4cNhNmk8yIL5qycEByjBbmunj43lnMrMieICuP20o8ruIPRieMUeeo3Id9kZTFQACsViN2qxF/MEokOlFWaS4L0VhyTjkrd1kSMYY7qf3hw0TkDHLv/STO8ptTY9RiNuD1RybIymyUcTnNhCNxguF4Su5n+5aqangDY/1UEOBYdQ/f/Z89tHV5U99y3oxcPvTEEuZW5oDApO1Nzqfj5idJwGU3YzBIDHvDqTnlxeY2umMRKrLcrMrORVfG5GUySridFiLRBMHQ2NwsSyJuZ9Lq6vWN66fjeB8/rqxmA44rmEcqFlfo6PGl5garxUBBjgtRFGjpGEnNDaIAZcXpSJJI32AQrz+Crie/a362E7vNRCgSp7vPn/q2LoeJnMxkvq3m9mFEEXKznJiMMqATad7Fz3cq/N3jK+jat4EGbQprbplOy5Zf0OS5l7sWODn4028xsuw9mFuPYKtYzFRPguN7D5J7090UtD7F1/dn8MRjd5AZ7aVH9JCp9rD7aCtzl99OZuef+O2ZQtbeMQexcy+/e7aBVf/0BIkj2/GXLGZxDpw8dAzX7GXMK0paRXRlkI0/+yPS+n+gqHUbbRRRMbKJ5+V38HB2HVu7HKy/Yy77f/lFtval4ZJjxA25rH3oIYr6t/G7/io+cmfRFZPPpeL1HwnpCiGfj1Bcw2C147KZU34MZ38Per2EE2B2uHBaDBdN2mE3Tdp5zSYDZtO5dGRJwOO2ATaysx9i6pJVDOz7AyMnNyF4e7FZBbKXv4vcm5YhSsnnrRYjVsu5odoGg0R62uSFydxO86TX7TYTdtu57TUZZUyeyT6pSPGiOxC6DuKv24126g8w5yYomInTbpo0AZzdYmRJWR5F2S62tnfRE4pwasjLYDTGqsJ88jxW5Nf4prgcZlxXLn3NOagozeDRdVXEYgpHTnex50g7B453MjgSTi7AcYXTdX2cruvj5787TEaalYVz8llYVcCsiiwyPDYcNiNGORnS6HSYcU7SXovZgMV8rtxFUSDdfWmyslmN2CbJHWE0SGScR+5prsmrbJ8tmfBamE3yeYvAedyT0zqfrKxmA9bz8X7efmpB1TRGvBFO1/fz898f4tCJpPXGajFQVuTh8bfN5a5byycdT1cbBbkuFlYV8LH33UJ3f4ADxzvYc6SdmoYBfIEo/mCM1k7vpM9Oet3rO/faODS0DnHwRCff+uydrFhUgnFcniKjUSLDM/lmzHMeuTvtZpz2c69PNj8Nd7QiCpDmMpOTk44jY+KDbufk7zjf/CTLY/1UVTW27m3i60/uoKsvgN1mpLIsk8ceqGLtinIkaWw+mKy955+fkkdmAKFEgkESGE0yhXY7GS7rxHl+FOcbo8B5++n5xtWVwAtbavnKj15NKXwFOU6+9dk7UVWNxz/29AQr8pc/djtL5hbyqW9snGCVfftdM/m3D97Kr58+xpNPHUxdn1GexTc/vZbegQD/8JnnkCWRb356LauXTUVXApw60YIzdyberm4E2UhnTSODc8vJnj6T2qM19OVa2BVZzHqXj73dnVgwMShpeINR0r1eRFEkc+ZSKrLtRL1OpNZmqns66R6KUhnzc2RbNeUPPUZptgyZt7Ngfz3xwR6a+r24OMm+Dgj0jzAyEEwpLILsYe4Mid8c7MAi+0mryKFwyhz4zV6qq8xk55YiSwImdz6rVz7BsqkWpFFHp8GxU+/rDhepsKh4G/bxypF+rA4DsbiJ2StWMD3jbAfU8DXtYcvRIQwmgbicw8o1N5N5DeZGQRAwOjPJW/NBPFVrGTm9DUGSSF+wDkG8Lk68ADC6ssla+ijB1uPEff307fkdRfd/Mhmp8VeQa7NyT2kRh/sHOd4/RE8owkst7dyUnUFVZjpG6drnMzCZZJYuKGbpgmIURaWhdYiapgHqmgZp7fLS2eOjq9fP4EiYDTsa2LCjAZNBoqTAzdSSdEoLPTgdJs6dBici02Njwaw8sjPtl+2gp2sagcYDKGEvtsLZGNPyJhS4vNbQdZ0RX4S2bh8d3T7icYX8HCclBWlkZ9gQxxffjEcJd9cQG+7C5CnAmj8d0TCmmGm6ztBImLYuLw0tQ2zb18yuQ22oqobdamTezFxuX1rGHcvLyEqfZAW7xhAEgfxsJw+uncnb1sxg2BuhvmWQmqYBWjtHUrvv8VDCfny1u9C1s5ZOEUveNKx5FZO+Q1E0qhv6aWod5uP/sYFP/9NyHlgz47yL65XG2RB22eq64Ni+FGi6zubdjXzzZ7vp6gswpTCN9z2ygNuXlqWUjSuBJm8AHbAbDGTbJldWrkcsqirgY39/S8oqkuY2U5ibjAT713+4hURizEK1aE4BaS4Ljz0wl5WLS2HUwjJvZi6iJHDrklLMJkPSciZAXpaDDI8Vl8PEx9+3DEkSmFGeBUB4oJMWv4pbHqS2dhhQsUe6Odjm5d6SKbgMOzm8NUTu6vVkyu0YzE7yi8vIsIrEIlGy8tPBDwbZAMowBzZspCtzGnNycnEOdoAukZZupbl/iHhBFkKgl/6gTrEsYZBMpBeXkWuViBQW4cgb73MikjVrFvxsG23l6SzNdCI55jBN/BEnumexutxDcuUQEEXxTSPni1vRdZWgXyF//koWFJlo2PIMB5sDYwqL2seuF0+S8eDjLMzQqN7wNFtrq3hk9rUrqS4IApaccszZU0HXrrvERIIg4Ji6kMybH6Zv+//gr9mJv3I5nqo7L/icx2JmRX4OeTYrOzt78cbi7OzqpScUZll+Dh7z5NaFawFZlqicmkXl1CwUNbnLHxgJMTAUorFtmJO1vZyu66Or109dyxB14xyMLwSXw8TM8izuvm0a96+eflmLTqDpIK1PfxktFsScXUba7DvIuOkBJPO1jYLr6Q9wrLqHY9Xd1LcO0TcQZGA4RELRyEizkp1hp7Qwjfmz8lgwK48c4wgD+35PoPEgicAgBmcGjrJFZCx8kEEhl2PV3Ryt7qapbYS+wSADQ6HUserCOfk8ct8cFs7JJzfrKprcXgcEIWkxujmtiCXzCkkoWurY4ywSwSE6XvgWvsiBsdQGokjmoiIK7lk1KV1V1ThV18eXf/gqjW3D/OAX+xBFkQfWVI6a8K8uYgNJXxfZ4kSyOK8ITU3T2bC9nq89uYP+oRBTitL40kdXsXhu4RWNtFE1jcZR65XbZCTL8sbNK5eK4nw373n7/El/e/eD8ya9vmb51Emvn53PzoEFnlg/kVZPexNiThWrV83HYRAADV/hJp7cfoJbK5eT7xZ5vsHEu2fYsan5VBTUcOL0GbJdEFZdeEoqx4gJIgZRJTA8SGckhC+soWGg8u4HaN70Mr+vMyIJRsKiiJxWyILyZl49coKRLAvRhIlF+RP5EdNnMsv8Z5oN7yLTLoGYxrRpDo61m0hLt3HBHeN1iIvzYdF1NE0DUUTUguz98zP0zL6X9TOSGp02fJBv/3cv7/vE/XhEnejJP/Of1VV88dHJd0F/y1CVOPU/ex/hjlMY0/KY8S9/RjJenKlU13UGIlE2tnbSGUw6tWVazKwpzqfQcflWiKuBs2GaiqqRSKh09wXYc7iNXYdbOVbdQzCcuDCRURgMEgXZDj71jytYuaQUWbo4C0kiMETT/32CUOux1DVBkjE4Msm/52O4K1ciyldv593cMcyW3U1s3dNEfcsQcUVFUbQJzszjIQhJBdAgi2QaAyx01LPQ3Uqh1Ut7OI0j3mKOBqfSE3OhKFqS1rjhW1GSzkf/finLbirGZJTf1IUyEyEv7c99De/prQCkL7ifcNcZIj31uCpXUvbYtxGkyRUQTdOpbRrgsX/5E4FQHLvVwFc+tpp7b59+Vdusaxq1T76bcGc1aVV3UvKOLyHKry9juK7rbNnTxFd++Co9A0Hyshx86aOrWLG49IrLdzAS5dnGVoYiUeZlZbCmOP+6mlOuR6hKHFWXMMjSmO+WphCLaxhNBlATxFUwmYwIuo6qxgkM9TMYlsjMzcBhMiCoceK6AaMsoCZCDHX3k7Cmk+6yYDTISAIk4nEUTUcgwo7/fYrMd36IuU6VqG+APq+CMzMbt82INKFP6CixCKpowjjaPk2JEVdFjEYZUQAlHgfJiCQJo/qLjqYoJHQJk+GNs0S/Ph8WQUCUJHQ1QtORPTTIxdxTOmbu1KMRwiYr5lHvPclkQgkFz0tuPOLxeFIZ+htC1pqP0P6HzxAf6ab1D/9O3gOfQzBc3G7GKQrcXZjD3u5+6v1BBkYnmeX5OZQ5bJjewOOO80GWoCjPTtH9M3n0/pm8RkeeFPGEyrObanh+cy3NHV5aOr186At/4abZebxzXRVzpmfhcZnOO6HqaoLBPb8n3FkNCBgLqwBI9DUQ9/bQ8rtP4yiZT+bSRzDlVSZz9FzG5KyqOsFwHH8wji8Yo655KGn9ON1Dx7iIqqRzpxG3w0Retp0Fs/K4aXY+VouR46c72LvzCM0tvfgTZvxRM20RM22+Ofy5cw6yBOMCcZCEKE45htMSpTAvjcXL5rN4QRlTSzwYZAlQU1FGb0aoYS/9W57EW50My3fMvpOM2z5A75YnifTUkwh5CQ33IjvOH84wpdDJ736wno9/9RXqW0f45H9uxB+McvetU8/rb/R6oQSHUKJBECQEaxpxRQMletn0dF1nx8EOvvGzXfQMBMnNtPHJ99/M4rm5xOOxK9jyJNq9fgLxBKIgUGgxEYtd+XeMhyiK16wEzNWCJBt5rS1fEGVSRm/ZiPlsdxMEJNmEO7sQ9/gHZBOm1O12skvGH99q+I4/x9b+fGZM8ZDoOUlH+hKWuJJRfVZPHqUT1/TxLUE2WScs8qJsGmsPIBtf65MnIMoGrteyupfgdBuh7dAmDrQZuOX2hXjGcS1YrNii3YQ1sEo6iUgEg/3izsxjsdhVHxjXG3RHHq759+Pd+394q7ehZ07DveABEC5e2VjkcZJlMXPK62cgGmNTWxelFiOz3U4yLeY3o7XvHNyzspQlVTkcONHLzoPtHDjRxf7jnRw708P8GZksX1jIsgWFZKafe7wT6apm8MgL6Eoce/lSPHd9Gl2JEW8/SqhhF6HmwwSaDxFoO46xaAGWqbdgL1+CbHVP0pKJ8AdjtHf7aOvy0trpo7M3QGdvkM6+INHYmKJgMkqUFrgpK/IwpSiNkgInxXkOsjOsyJKIrmnEBppZJO+iqng//cY+OsMueg3TGHQtorlfpaVzhHBEwWoxUFropiRTJjNwhKxoDQUWL9nZbsymAPa4RjRUSUy69k61VxJq2Mvgqz8nWrsNBHDPuw/H0ieI6jKiMxeARNiHr78Dk/DXlfx0l8xn//kWvveLQ5yo6UseqQyO8MAd065KEb9YbxtqLJK0/Fg8BIMXt2mbDLqu8+r+Vn70m6P0DoQpKXDzsfcuYuHsbEKh0IUJXCISmka710tMVXEYZNwCr6v9F4NrWbPuzQsR18zbmaFW09vRiWitYN26mbiuv33pNcFF+rBEad39PC80uLl73QqmeKyIAqhKmJGRKA5XEdPk7dT2x1mWHaeuwcfUWYUXRdpms13TEOrrAbqu41jydmIthwh3nCJa/Qrmmcuw5l+ayTpd1ylMc7Ovp58Gr4+WSJwgAZZbbZS5nW8Jc256OkwtzWPtimkcqe7hqedOcKy6m33HezndMMxL21vJSLOeYx6PDXcSG5iBwCzMgQoMjYeTP+gySnAO8eF01Fgo6cxZIyDtbMToiSZToIty0gdqku+n6zoj/igjvmgqwmW8wSjdLjItPUSZsY2pjhEy3GbSXBacugmhE+iEsynedFUh7u0mMdKNribIcjmYvmI5nvn3krAX4g1p9A+F6O0PkJfjJCPNitsqYoxUMXJqE0NHXkTxdRE50YPSdohE8RzsJfOxF87GlFWSipB7syARGKJ9+0+I1u4AATKXPETOqn9IOa9KRdMZAYiHsUkqTs95t5YpLHS7+dyHHXzuO1s40zjAU8/XYLPaeextVVfcp8XbG0XQEoiyAVdeKe6LaN9k0HSdDa/W86NfH6d3MExpYRqf/ecVLF9YfNXG9Eg0hncgmYNmmsdNdrrnLTF/vCVgcDF9wVKu7oHmmwMX5cOiBWr45Xd/S5NoxioCiBSseA9vr+zm+Q1dLFt3LzmB3fzs13vRzAa0nEV84NHlXDuX2zcnfA0HaPzFB0FTyVi0noK7P4pkvvRo6nvBjAAAIABJREFUDkXT2NnZw5G+QRRdRwBWFuRwU3ZmKq3/WwUJRWXbvma+8dNd9PYHUrkjrjUkUUdCwyxrTM2CuZ4+putHKbB4uTTXAgHBYMQxZSEFd/8L5qzSi5ZXzNtDz5afjRaki4E+9i1kRzqOKQtxVizFUboA2eZGkORk5JxwfaVF13UdJeSl/bmvJo+BBJGMRQ+Sv/bDyJYxp+HoYDvV316HaLRQuO7TpM+/76L56B8K8sTHn6ZpNLPypz6wnCfWz0OWr5xzfv++P9C14YeIBhPl733ykjcgkPS/2bSrga/8aDv9QyEKcpx8+V9uZ9lVVFYAmr1+/lTfjAa8b/Z0Mt9EDrc38NbDNakllIj48UfB6bRjuEjHyL9l6LpO18Yf07fjF4gGM8XrP4+nau1l06ob8bG3u4/+cAQdKHe7WJ6fTabV8qYJW7tYhCNxnt9cy54jbeOSZOlE+1uIe3tAELFkTcHgyv6rdMago8WjJILDKKFh1GhwQtHN8bCbYYpHodTcS6HYgk1KpIwxktWNwZGOwe5BkC5s7jY40vHMvQvH1MWXvSCFumoYOvw84e5aEoGhZJXseCT1uyAZMGdNwVowE1tBJfbSmzBnFiFcwhHklYau68mK4cEhEr4+ho68yOCR5wHwzFlLwX3/isGWNuEZTUlw/IvL0ZUYeXd+mJwV77mkEPWe/gCf+PorHD7VharqfPx9t/Do/XNwOV7/4qzrOt2bfkzvjl9icKRT+ZE/YLBd+HhxPBRVY/ehVr78w+109PjIy3Lw+Y/cxqqlU666grmlrYtDfQNkWsz8/axp15VCewN/e7gmtYQMFifpVy830FsOgiCQe9t7iXTX4K/fS/fmn2ArnIXJk39ZtCrSXLhNRvb39FM77KXR6yOYiHNzbjbTPJc2eV7vsFqMPHLfbNbfNTOVMj7h7aPt2c0Emw9hcOdS+vBjWPMrLy58T9dRoyHi3h7iIz3EhjuJ9jcT6WsiNtiOGhutMYOOJGpIozQFgxlzZhmW7DLMmaWYM4sxpuVhSsu7KEdqUTa87hB8W34l1pxy4v4B4iNdxIa7iA60EO1rIdLfRHykh0hPHZGeOoYOCTin3ULBPR/HnHl1d+2TQY2FifY3E+6pJ9JTT3SwjdhgO/GRbgRRJmPRg+Te8Y/nKCuQ/FbmrFIi3bUkfH3oagJBvHj3wJxMO//2wZV882e72Hu0g5/+30EUVePdD86bNHnjpUBXYiQCg6CpyLY05EsMafYHo/zxpdP85tnjdPcFmFKUxmdGo+Kutoy0ceHM5W7XDWXlBq5bXD+Z1f5GIZms5Nz+fiK9jcQG22j98xcpf++TlxVuKwoC2VYLd5UWUuyws2U0Q+5LLe30hsMsz8uZkJjszQ5BEEazmEpoagJf3TbiHYcxiiqFtz2Op3TWpSWJMxvBnYZeXAm6hqbE0OIx1GiAUGc1gaaDBJuPgiBgL5mHo2whtsJZSGYHosGEaDC/YUnpBEnGlJaLKS0Xe+kCdE1BT0TREjHi/gGCzYfxntlBsOUI/oZ99O36DYX3fgzJdPX9x5RoiEDjfnx1uwm2HEUN+1ETEfREnLNJ/QWDmezlj5G9/N0TjoFeC2t+JZHuWuIjvehKHAwXr2gIgsD0sky+9ok1fPyrL3PoZDc/++0hREHgnx9f/Lp4VCMBlGDSB8ScVXZJ/aBvMMhX/2s72/Y1E4urTC328KWPruKmOQXXRHnoCIQYicUxiiIlrjc+weAN3MD5cENhuQ5gy5+BZ9499O/+DaG24wwefJqMResvS2kRBAGTJDEvOwOP2cQrrR2MxOLs7e4nEEuwoiAXh9FwwYlQ13V0VUEJjTB84hUCjQdIv2kd7hm3XdXcJZeLaH8Lfbt+A6qCc9oyMhe//bKVB0EQQJCQjFYkoxWDPQ1zRhHpc++6wq2+OhAEAUEygGRAMjswODKw5VeSvfxxOl/+Pn27n2Lo0LPYCirJWPjgFVGykv0lgTaqJMVGugk0HUoqeS1HJxyvCbIR0WhBdmZhK5yFc9oyHGULMTgyLtgvrXnTGQLivl40NXFOSOmFIAgCuVkOfvIf63jvp57ldF0f3//FXjI8Vh64YwZG4+VZu5RokEQoqbBYsqZc3DOqRkvHCJ/7zmaOnO5BkgRmT8/m659Yw7Qp16YCna7rHB9IJnPMtllwmW5E7dzA9YsbCst1AFE2kLHoQUJtxwm2HqN3x68QjVY8c+96XcpBkdPOPVOK2NfdT6PPz+mhEUKKwtLcbAoctvPnMNE1Ir2N+Ov3MnjoOWKDyeyd4e46tFiY9Pn3njdp1xsBJeKn8+XvoQQGMWWWUHj/J9/Q9PvXM3Jvfz/R/hZ8dbvpfPl7GNPycJbffFk7eU1VUAKDxL29xH19RPuSRz3hnjoS3p4J98qOdEzuPIyefKy507AVzsSSNw3J7Likd1vzpgEQ9yYrtV8uXA4z3/r0Wr74g20cPNHJ57+7lUhU4e13zZy09tSFoEWDqKMKizm79IL3+4MxNu6o5we/3EffYAiPy8Jdt1bwoScWk5F27aImI4pKg9eHQLIMiM1w/W1GbuAGzuL6WXX+xmHy5FNw3ydo+9MXiPQ20LXxR2hKjKwl77hsmoIgkG+3cWdpAScHhtnb3UezL8BwNMbinCzmZHomFFDUdZ1oXxMD+/9IoPkwsaHOpJ+AbELXVJTgEJ0vfZdEYIjslU8gXgdKi65p9Gz9fwQa9iOZ7eTe9j5MaZfuA/S3AtFoIXf1B4j7+4l019L18veR1zuxFc66aBq6rhNoOsTAwaeJj3SjBIZIBIcmKBCCbMSSOw1bwQyshbMwe/IxOLMwODMQ5cv3FzFlFCEYzKgRP4nAEEZ3zmXTKilI498/eCv/8V/b2Xesgx/9ah/xhMK73zYP0yUml1OiARLBZASSJXvylO9n0dMf4Kf/d5DnN9cQiiQoynPx0fcuZfUtZdes5tFZtPoDJDQdiyyRZ7Mi3/BfuYHrGG/8inMDQFK5sOZNp+yJH9D4iw8S7W+h88VvIUoGMhY+8LroOoxGbs7LxmUysrW9G28szraObkaiMZbl52CSJZSwl94dv0rm9giNJENkJQPpN60j9/YPoIZ9tD79JSLdtfRu/x8ks43Mxe9AeAOKL45HoOkgQ0dfAMBethjXjBWXlbH2bwWCIGDNn07Oyr+j7ZmvEOltpHfHLyla9xkMjvQLPq+pCgP7/0jP5p8kI6nGweDKwVm+ZDSUej6iyZrMaSPJV8wXQ5RNGNNyifUnHYpthTMvn5YoUF6aztc+eQcPf/AP9A+H+K9fHSAvy8E9qy4tJFkJjqDFwwiSEeNfUZh7BwJ88HMvcKZxAFXTmVKUxg8/fw9TS9OveSRfRFE4PZi0CjkMBnJt1hsOtzdwXeOGwnIdQRAEjO4cit7273S88A0iPQ10bvg+CCKeqrWIF+lgqOs6WjyCEhpGH1f2oEzXkVywsy/IsGTjUN8AwUScWSNnCG7+AYp/ABCQ7R5shbPJXvFu7MVzklEsabkUrfs0bc98hWhfEz1bf45otOCZd/cbkqBM13Xi3l769/4eNezD4M4hZ8XjyObrs9jf9QRBEEmbvZpwTx19O3+F78wOBvOmk3Pbe/9qqHPcP8DA3t/Tv+e3aIkoBmcm9pL5OKYuwl4yH3NG0VU/ihNEEXN6YVJh6W14/fQEgYIcF3968hHe/9nnqW8Z5FPf2IQkiaxaWjbq1H1hxEa6ATBlFCK+RonX9WT5hp0HW/ncd7YQCMWxWQysWVHO5z9yK3brtU+Ermo6Z4ZG6Agklc6pac4b/iuvA7oywoEXnkesepCbpjgvMRfT1YEWD9LTUsPRE7X0+eOYXHnMWXILU6Qutu85RkiTMJgcFFbMZnZ5LsOHnqcz714Wl7ze/qijJhSQDaloyiuFGwrLdQZBELCXzKXwvk/S+dJ3CHfV0L3px+hKjMwLHA/puo4WC+NvOojvzHaCbSfQlXPLHsw2uakvuIW+/IWcGfbRORKnxFFCvsFCWvkSPLNXYyuuOqdwm724ipKHvkLni98m2HqUrg3fR40Gybz54Wt6PKRGg/gb9jF0fAP++n0gSOTe9vfYiuZcsza82SGIInm3v5+Ev5/hoy/Rt/PXmDNLSJu9+px7dU0l0HyYvp2/xt+wHwDXtGVkr3gCe+n8a+svJEqY0osAiHTXXzGyedlOvvGpNXz1yR0cPtnFZ765mX99f4QH1864qGOa+HAnAObMif4r4UicXYfa2DxaBDMYjlOY6+Tv3rGA9XfOwGp5Y5SE/kiEI32DxDWNEqeDxTlZN6wrlw0df912tndCiX6U0oKVZJre4G+phajf/iLbhzO4bfndrHIb8HWeobZzgOy0QQbFXFYvm4E20sKuQ3swOdZg7Kim03oni193JSGVxoO7MM25lRLHlZ0bbigs1yEEQcReOo/it3+Rlt9/lmhfE92bf4Igm8i46f5Jn9F1nWDzEfr3/YFg2zGUwNB56ZvoZdpwB3Z/F60Vd+FPK6V27mNIZphaWYXd7jrvs7b8Sooe+Axtz36VUNtxujf/BF3TyLrl0auutGhKnEDjQfr3/5FwRzVKKOkzkL7owUvKenoDSYgGE7mr3kfc20uw+TDtL3wDgysbe9Hs1D1aIsbgoefo2/0U8eFOBIOZrKUPk3XzI6/Lf+RyIQgSpoxk2Y9IbwO6rl8xuU8vy+RTH1jBJ77+Ci0dI/z41/sxGiTetnbGBSuEx4a7ADBnFgMQjSvsOdzGr58+Tn3LIEMjYXRgRnkmn//wbcyaln3FSwNcLDRdZ1dnL0PRGHaDzF0lBZjlG0vBZUMZ4OCeAebctx7zic20dfvJKDVRt28/5srllLglIo07OK7MYqZ7kN07D9EXFiiZt4KlswtQm/ayf1DG2zNEeaGDxtoGhlUTxXOWsnROCVY5ysltGzja4sNSMJtKVxj3zOXkah3s2LqLDr9O3vSFLFtQgc2QHAvqYD1bagTW/P0qyu0SAmCbtpgcDfwNPUhmB+kZWciWCBapiYSi8lrVWYuHaa89Sn3rAL1yGY/els/Rna9S2x3CUryQO1eUE6ivoy/SS0N1B4qzhOUrZhM4tp2Xth3E0BzjrtWLSOs/yOajvUhZFay5bRHp1su3yN/opdcpBEHEmlvBlHd+k6anPk5soJW2P38BYILSous60YE2Ol/6Dv663eMISGSveBxXxdLzRvTM0qE1Dlv8EDU5OaaDr2uQ9eWOCc64r4UlZyqF93+S1j9+jmhfE73bfo5ktJCx6G2vOwna+RAd6qDj+f9MWlRGc3fIVjfZK99D1i2PvC5Hzr9lmNKLyFn5HtqGOkj4+uj8y7cpe/w7GBwZ6KpC7/b/pXf7/6KrCqLBTN7aD5F188NvXJSYIGB05YAko4RGUILDF+V7czGQJJGqyhz+60v38tAHf8/AcJjPf3crh092cdetFSyqKsBqmXyyjY+cVVhKqGns52tP7uDA8c5Unak0p5n3P7qQ9z604Jy6V9cax/sHafIlK1rdnJuN2/zmHzuBWJzqYS/aayrBl7udZFonZjP1x+KcmeTeMpeDbNvEgjKhRIJTg8No4241SiLT01zYjUZAJ9R8ipPmSj5Y4qa9x8GZ1jZmFs1C8NdzrKacwsVuDr6widAdxezdfYLcJetYmx1n10svU+taR2nPcf6yO5OPfuRB3L4ObFOXkK+189K2Y3TmZZLd8ku2d1XxrnfdCw0v8cNf1nJXfgWNe3ehzr+bdxfBvi2vUt3hYdGUTEAnMthPMK2Q0lFlJQkBUdQBjb4jz/L1Ay+gKBpTbl7H7XlpTIzrA9QYjccO4atYxzsXF9Oy/Vf0WG/l4cdz6XzxBzy/5xHm+Pfzl54iPvx3j9G+43mO1fSzaslq5rd2Y1mxjCnOVp78Tht3fuFdGDs7iCsqcENhecvCnFVK8YOfp/Pl7xLuOE3Xhu+jKzFclSuJDrQyfOIVvKe3okb8ybLm2VNwz7iNjMUPYnRmXZD+bKAgGmNbRxetviDNvgA/P1nDbYV5lLqcmM9Ta8WWX0nJ279I+3NfJ9x1hu7NP0bXNTIXrb9ijrhKyEuw4zQjJzYwfGITaMlF05RZinvmbaQvuA/TG7DLfytBEASc5UuSOVpe+h7hrjN0bf4Jnjlr6dv1FP66XQiSjK24irw1/4xjysI31JIlCAKyxYnBnk7C10e4px6X4+Yr+o6K0gx++4OH+PQ3N1HXPMgzG8/wzMYzWC0GZpZnMXdGDjMrsinIdpKZbsNjF+kbDNDgL+Qnv+hiZ/X/oetgMcuUl2Sw6uZSHlgzg7zsSwvhvtLQdZ2uYJhdXX0IQEWai2me81tT30xo9Qc5MTDExEozAoqmnaOwtPkDk94bU9RzFJY2f5ATA8MT7pUEgTSTEbvRiB73cvxkKw7nVBpOnyEaTdDWUEfv/Glkz5hP7eFaulqMHDDcwTscfnYP9hE+sYteScefMJARDSHKBgrnL6fABn6fwuCZfTT7BugeiTE9EeDInjZmPfSPpJtlmLmG5WWNJIb76AiEcdftZVOjQGgkgiUQS/FisjuQA0N4Fcg8Z5UXyZ6/jn+6YwFWk0Rya6qeq7AgYssqJK84F0kIU3+yhZGiHF7dXAdSFsbhHjBlsOjWOaTJEqHMXLqCcSSzBaNBxmy1YjTnM3+WyoFXXqUgv4Q5xa9vbbihsFznSPq0VFFw98doe+bLxAZa6dn2//DW7CTcVYMSHAIErPkzSJu9Gue0W7BkTbmkHXCa2cSdJYWcHBjmSN8gvniCjW2dzMnwsCgnC7txco3YVjiL4vVfoP35r6eOh9A0MhY/eI7/y6VAU+L46vYwfPwVgi1HRnkEa+Es0mavwTX9lotOznUDF4YgSmQsfBvRvmYGDz3DyLEN+Gt2kggMIhqtpM+/l+zlj2NKL3ijmwqAZHGkFJZIbwOuiiursEDyeOg/Pr6azbsbqa7vp75lkL7BEIdOdnHoZBeSKJCf46Qoz02eR6axaRF1gSxCaghJEpk/M4+1K6Zy65IpFOVdH+nug4kEB3v7iSgKdoOBBVkZ2N8ieVcqPC48ZhM6E60maZNYjyrS3HjM5nPudZvOvXeq24nLaJxwryQIpI8Whwz2d9ARNTOl0Eg4HAZbJkWG0xxoHGH99CJcpu0c3BakdM3DZBjbMVpdFE2tJNsuEQkESMtJg2GQJRkSQxx6dT/BsipmFVvpGWoCXSYnz86pjh6iBQUIIy20D2tMM5owyWYyy2ZQZBcJBUNYs8bKWcg55Sxyn+Qvuxp5aPlUbDLo8UFOH+vEbtNBEBFFkQt5mIip4rkyDpeNRFYpM4sd6MEMQpYiEmeGMJpEQEAUpNEATQHQk9ZF0cHc+x5iireHY/tOcCwjhzUVF95Inw83FJY3AQRBxF4yl7LHvkPzbz9JtK+JhL8fAIMrm+xb3ol71iqMruxkhtPLgFWWuSknkzy7lb80t+OP/3/23jvIrutM7Pzd+HIO3a8T0A2gkTMBAiAIRhEUKVKBooYjyZqxNLsztmvs2T92x7W73tKuvbuesmtry+N12TOSZY1qNBqNSImSKBGgmEGQIAAiA43QaHROL+dww/7xGg10ev0aBAmQfL8qVJF9v3PuOTed733nCxWOj0cZzeV5fHn79As6p11LN+1P/Y8M/vIvyA2cZvjg/0cpPkTzQ99Bcc6tB7MYWj7N+Fs/JHrsxWlFxRLoIHz/N/GuuR/ZGbgrM+1+0pEsdlqf+DNKiWEyV45gVAoIskrL5/4JgXu+eEtVxD8qJKsL2Vktila8DZFC8yGKAhtXN9HdGSSTK5HOlOgfTvLuBwO8d2KQnqtRBkZSDIykplpU/WpWdwX546/vYMemVgI+O7J0d1RLN0yTS4k0V1MZTGBbU5A2l/OuGNvtwCJJtLrqS7hnkeuXVRfpd6S/F7lpPbvv24xDri7UuUCB//elYyQ3f442r8x7lx389yvtOPQ21nec44233iTkhiJNPNrazbT9R7LgthQ4ee4sZUeBiYwVHZm1T36DK7/4Fd87aSJZglidMpK3g93re3n+wEGuhh2UTScP7F8+PS5BDbLrC0/A7w7yN99/G69HJTMZx7n2UR50Z+qa+wwEK+vu28MvX32TN/vtZCZL3POVVQu450rYrVkOvXQA675WLr/0O+K+MMW0xk7Hh9t+vK3Vmm8V0zRn7BFWRwYizHmhPuuyueEe+n/2XUqJUQL3PkPT/d9Ett9QDEShzn5ryJZ0nV9dHaA3mcYEFFHkyc52un0eREGYbnNzv7mhs/Q//39QnOhDMA083btpf/pfYgm0IgjigmMQhGoNJNM00fIpBn7xf5E8+yoGArLDS2jXs4R2/x6yzTMtO2duwKwfS58aWRMwP0bZ4uhF+n76v2GUsnQ+929xdGz82MewmKxRKTD4q39H/NiL2FtWs/ZPfzzjmfw4xjAZz/L6u328eaSP996/hEvM8dweK3/wp/8dDq//toxBYOb7uRRZqCop12XzWoW/OX+ZdLlCxG7jW+u7Z4zlZtml9Hs7ZT8bmBSTk0zmJULNAaxzTBwVUmMTlG0Bgh4rAiaGVkZDRpFETC3Jgb/6WyLf+Kds8YoYhThj8QruUAinOo+9xDQp5ZPEU2WcgSAuy4fZkjGp5NNEkyXczWEcNcwzeiVPMpnH4fVhVUySkzGwe/E4LHXVol2oWvNdobCcjcYZyeVn/E0WBNb4vXOSGZ2JxhmdJStNVSpuc85MN38uFmc4+2FkYYXHwzL3zF8iPfEEA5lcfbKxBAPZmbIi0Olx0eVxz5C9FE9yLTMzGZcoQKfbTafHNb2w64U0vak0/WVhTr8dbueciqtXkimupjLzyLpY6XXP+HD1pTJcTqbQdIOBTJZEqZq91CKJbAkF2N4UxDNlOu1LpelNprme6aWSmiB14U08ExdoGj6G1d9K5NE/xrN2HyMVkUuJJAYziTjsrHVZyfYeYeSV/0xh9BLx4Bqirdtxr3sIxds0Q3Z9wDdjvEOZLBcTKfRZX8WwzcrmUGDGdRjKZLmUSKHNkm2yWdkYmpm4azSX40IsOUc2YLWwNRycI9sTT1Ix5spuC8+sjzORL3AuFp8j61VVdjSHZsiO5wpciCcoG8aistFCkbPR+BxZl6KwKxKeI3suFqekzy+rF9IIsoKk2kkWS5yajFGa1a9TUdg9q99EscSZaJyirs/b782y6XKZkxOxObLz9Zsulzk1EaNwXdY0yV47iXH1PbrHjrH2n/9k2pqXr2h8MBElr2kz+5Vldrc0zeh3KbIlXefo2OQcWYcs4/zZn1MYPktkzzO0ff5foElWjo5PkNf0ObJ7ZvWrGQZHRifIzdPvvZHwDOf3hWTtksSulqY5WasPj4xPy45kc4zmCgjAP1q7aobVYLbsdWyyxM7mMJabfNJM0+TdkXGys8cgy2wLB7Er8qKyNklie1NohmyDhTDJnv8tB6/aaIu40GJ9XCuv5qknNnGbI4bvKhZSWJb0xBh6iZFrV7GGugi6Z5l2jCw97x+hLyXStm4rG9u9dfcbLRQZmrVQy4JIh2uuGXo+WUkQaZnlLAUQL5bqlo0V5pcN2WxzZBfqN2SzYcIMDTJemisrCgI+q2WObKJUnlfWb7EA1YRogiAg2z1kM2WGZoUuCwi4VGVOv6l5+q3KzvUzSd8kq0oiYbuVTLlCQdM5Nh5lLFdgT0sTy9xO0qUyg5ncjf1d0Q7rP0+gYz1qYZRSfKi6VTR4lujaLzBYVubsG4ulHP4TrxN9/3m0TBTZFcS281nK/nWMA9w0bnWeyKVsRWMok0M3Zy6oVePszOuQrWgMZ3NUjLmys8ktIKsbs1Wu67J5yrMWX90w5owhX9EYzuQpGzNli1brHNmCpjGSzc1Z1EvzyBY1fV5Zr8WCac5M/luVzVOYtZBc38OX7TccMYv6lKw+U3a+JGOlKdm8Vpm335up6AYj2dwcBcAzzzNZ0Q1GcnlylRv9avYmJH8XxvC7lBPD0wpLxaj2m63MHMO8/S5BVjdMRnN5MuWZ9YvcikxX7DKKaKC6Q4iy5SbZmf265+nXNGE0lyc9u19VnWOZWEjWqShzZKEqmyqXSZUqlHQdAWhx2uf161ioX90wmV1h8nq/s2U3BmcuLgvJOmSFTaG571GD+RBwdu/jHvka8VwFS9t2nljR+alWVmpRv4XFyHDmVz/g+TMGX3juD7hn5c3+CRoDB/8zL2e3c3+3wXuHBtn1redYO1cvmJeyrs+ziAiokoh00xbEnZBVJBH5NssCqKKELM6UrejGnIVsQVnDmLNAQnX7RhHF2ypbMQyOjk3ywXgUA3AqMve1NLMu4J1j2QCQTYPyyHkGfvF/Uxy7jCDJqJE1tHz1f8cSaJ+W08sFhl/41xQuvo2plZBsHjp/799g67oHTZBm75rMO15taryzZWVRRJ1X1pijNC1JVhBRpVuX1Q2D0jyykiBi+VCy1a28emXLuo4xj+zsqDDdNClp8/UrzMndoZtT/ZqLyxpTW4+3KpvpPcrgz76LXCmw7Jl/hX/TY7el34VkTdOkOFvWhOzlwwz96M8QZAvtT/9PBHd8GWCu7FL6pfpDxSpJc7aE6pUFKGoa/eksB/uHyFY0ujwuHlvWhteizis7+12u1e98shZJmrPltRTZBg2u86EtLPrkRS6au3l4+yXMWeZss3SVg+/aePBf7qbbouOZ7OEf3oux9uH68iOokoRaZyjsp1lWkUSURRJUTctOLd4fl+xD7S14LRaOjk2QKlf43cAw0UKReyNh3Koy56NmWb6V1X/8PQZ/+e9IXXiD0tBZ+v/TN2l/+s/xrL6Pwngv1372XSrJMUTFiqt7Dx1f+VfTYcr1xhjJolgzZ8zdJiuJIvaPRFbALtb3OkuigK1eWUGo23QvCQK2OhOQiR9SVvSFGTd1dL08nbTtdvS7EMKU7PWyF8VoP5OJBuHgAAAgAElEQVTv/QOJUy8DoDj9WHwt0+/BUvu93bJQtTCejSXIVjSsksTuSNO81hVgSYnjPirZBg0Wo+6nSWq6h2e+UOLkq5fQZh0zU5OMOVuJqAASwSY/saMjwO1J6NTgziOLIvc0BQnZrRwZneBaOsPxiSgThQJ7Ik10uJ1zFm3Z5qbjy/8LsY6NTB7+CcXJPgZ/+Rcklm0hP3oZLRtFdvgI3ftVQnt+/5aiihp8NlHcTQiygpmvUE6MYJpGzTpIH5brikp24DSpC2+SPPsqlanaW9bmlQS3P33XlYa4lEhxbcp3bUdzkPY6I2MaNLhbuS3qr6kb6KKIOLWxLogChj5brZmfTCZDqTS33k2DuxMnsMNlx6JpXMkXGczkeLk0yHqPi26nDWUeM6/QdT9OSxD90H+lMnKO9OV3ARAdAZz3/xHyqj2kijoUox/zbBp8cjHB5oPUOPn4GNGxEQRl/tD720F5rIfC2QPkrx2nnKym2JI8LdjWPYq9617EcCeJTB4y+UV6+ngoGgaHRyYpGwatFoUuWSIWW7hcx51AURQ8nk9H4roGHw+3RWER3B78mRGSJjgwyacyOIKhutqqqor4cRZPa/ChsdlsPOp20ZnOcnB4nFS5wuHJOKMFB59vb55ne8SGffW9BLp3Mvn6XxE//LfYO++h7dn/E1Gd69TcoEE92CPdpMZ6MEsZFLOCYru9FjrTNCnHB5k4+B/JXTl844AgEtj7Lfy7nrur8tPczBuDoyTLFRyyxINtETx3Yfr9xne/wVL5UApLOT/Opd4k7d1d7O56nSNHL7MjonG6x2D3/khdfVgsFizzRBE0uPvZ7HTS5vNy4NoQw7kcfdkcP+kbYndzmA63E7dFneNY53jyX9D20D9GsjkRbzHJ3ScZ0zTJVTQmCgXOTMYpajqr/V6WuZ145rleDRbG3b6W1IlfYhbTqKKG/TalYtBLeYqTfSRO/IbYiZfQ86lqlWh/G561D9B03+/fkcKP9WCaJldTaS6ns4iCwNZwkBaft24fqwYN7maWprCIEs0rNmL4pn4VmxpaRcc0HWx96mkKR3o4lxRxbNzHnuaPpgheg7uLgM3KF7o6+GAiyqnJGPFiiQP9Q7Q47azyeljt8+C+KSpBEKXPrK9KQdO4mszQk0hyNZmezvHSl87Q6nSw1u9llc+NW50bxdFgLtamlQBo+RR64Rayd87C0Mrkh84TP32Q1LnXKafGqPqorMK7dh/edQ9ib1lz5wo/1kFe03h/bBIAn0Vljb+hrDT49LCkN08QZSIrbziWqY5Wtmxrrf6PtZP7HmlHN0CSpUVrFDT49OBSFe5raWal182R0UkuJ1MMZHIMZ/OcnIyxPuBjSyiAXZE/kwuxZhicjyU4Ph4lUSpNJ2zzW1RUSWKyUGQom2Msl+fERJSNQT/bmoJ1R5d9VrG3dAPVIplaLolpmrf8fBUm+xl77a/JXDlCJRsH00Bxhwjf93V8Gx5F9d562YuPC8M0uZJMTyfA3BzyL1hSo0GDTyK39aeCKMmIjW/sZw5BEFAkgTaXk1ang8FMlreGxhjN5YkVS7w1PMapyRj72iJ0ez3V+ip8ulNzm6aJZhgMZXO8NTQ2ncm5mghQ5b7WZtYFfAjAYCbHa4PDTOSLRIslXh8a5fh4lEc6Wuj0uufkiGlQRba5UTxNVFLjVUdY0wCh/g+QaWiU05NMHv57xt/6YfWPgoioWAjc8yWaH/o2qiv4EY3+9pMtVzgzGadiGPhUle3hUGOLscGnirvXttngE4kgCHS4XXxttZ3eZJqTkzEm8kVS5Qq/ujpAxGFjUzBAwGZBWKSqhCKKOFUFuyzNqGFUL4Zpkq9oZCsVTBMcioxDUZDEj+4jft1HZTSX59RkjKupDLppIosCzXYb3T4Pm4IBbDflNulwO/lHa1dxPpbkXCzBSC5HulLhxav9LHM52RwOELbZcKpKQ3mZha15FZXUOKXYEKZhINTxi8k0TUqxARJnXiV67BeUY4MAqP423Ct2EtrzHPbIqo966LednniSwWwOVRR5oqsDuc6cTg0afFJoKCwNPhJUSWJtwEenx8VgJsfFeJLz8SSjuQLjuSEs0vVS5DX6ECXcFhWfRaXJYafFaSdotdZMrqcZBrFCibFctXZKvFQiVSpjmuBWFbwWlWaHnVannaDNinwbFYCKYXA2GudiPMVwNkfZMJAEgU63k41BP20u57xJ9qCaJG5D0EeX18VQJseFeJLLyRR96SwDmRxBmxWPRSFotdLidNDssOFU5u/rs4Q90k364iFK0QEwdGDxbZtyYoT+F/4N2avHAFC9zQS2PYV77T7szSsRP8Lw6I+KaKHIe6PVCu6bQv5GzpUGn0oaCkuDjxSrLLPS66bD7WRbU5B3hse5kkrfKGRXgzw6yXKZgQwo8SSKKOJQZDpcDlZ6PbQ6HVhkCc0wGM7m6E2m6UtlyFY0KoaBZsxMPp8qlxnM5riQSKKKIg5ZocPtpNtX7aveLMOz0QyDy4kU74yMkyyVp0sxBK0W9rY2s8ztwibPTXE+G0EQcCgK3T4Py9wuNmR8HBoZZzSXZzxfYDxf4IqQQRFjqJJIyGplpc9Nl8c9b7r1zwK25qolpBgfxDQXf6YAkhfeIjd4FkQZ36bPEXnoO1gC7YhyvfmV7y4M0+TVgWFymobPorIpGPhMPgsNPv00FJYGHznCVO2QFqeDZ7o7SZfLFCqLLS4mY7kCvak0E/kCJd2gpOvkNY3JQpHjEzFUUcRrUUmWSpRvKhchCsL0dlLIZqXL40YSBPrTWUZzeUq6Tkk3yGtFJotFjk9EsUoSy9xOujwuWp0O7IqMPFWmYD4/ANM0KesGo7k874yMTRWBrFYZD1otbG8KsmVWVeelXC+rLLHS56HT42I4m+NyIk1/JkumXKFiGGTLFTLlClfTGWAYv1WlyW5HqkMpWuFxscztxCrLn3gfB2tTFyBQToxglItIltqWBS2XJHP5PcxKEXvLWpZ96X++a3Op1INpmlxJpuhPZxGBbp+HoK2RJqLBp5OGwtLgY0UUBLwWC946vqkRp4Mt4QB5TSNaKDKWyxMtlIgXq//ymsZEoQhUS9b7rBb8VgtBm5Umu40mu21GZNLWcICirjOZLzKayxMtFIkXS8SKRQqazsVEiouJVLWatkUlZLMRslnwWS14rRa8FhW7LJOpVOhPZelJJOmb8lFRRIFWp4PVPi/dPg+O2xQRJYkiHW4XHW4XmmGQLJUZy+WZyBemr0OyVCZerP6rh3OxBBGHjTU+L11eN36r5ROruMh2L7IrgJaJUpi4iuJauByIaZrkhi+QH+kBwL/9qU+0sgKQqVQ4MRFDN03CNiubQgGkRhhzg08pDYWlwV3N9W0Sh6LQ4XJWrQsVjUy5TKxQIlkq4bGoBKxWXKpS0zH1evG4DreTdpdjuq90qUy0UGQkl2ckmyNRKhMrlogVS/QkwCKJOKfGYJclshWNyULV6iMKQtUxNlTbR+V2IIsiQZuVgNXCuoCPgqaRLlfIlMqM5wtV5+JF+siWNa6lMwxn84zlCpyLJ1jhcbMp6Md7F2ZDXQxBVrD4WtAyUfIjPbhX7FhY2NDJ9h2nkplEsrnwb97/8Q30I8AwTXqTaYYyOQC2hYMEPoH3sEGDemkoLA0+MQiCgCpJ+CUJn0Wl3eWczr2xVAvB7L463E62mCaGaZIul7mWytKbStOfzkxtR1UVmJtxqwoPt7ewwutG+RijdwShGl91XZFrtttY4fNgmoupK2CaMJrL8fZwdRtrLFdgIlfg5ESMHc0htn/C8r+IkoLqayU3cJrCyMWasoZWJnn+DTBNfJs/j+z4ZCcwzFc0TozHqvWCHHY2hfwN35UGn2oaCkuDTyTXF+1FQ42W0Nd1pSdosxG02binOYQ25afSn8kymMmSLlewSCLrAz62hoN3RRZRQRCQqv9Rl3yH28VzTgdXUxmOjE0QLRTJaRpvDI1yYiLKjuYQy9yuRf1hoBoNZpHEj1VhuxlBVrD4q2VA8iMXayaPy/afpDjei6BYCe748l25uOcrGmVdn7qu0oIh+KZpcmoyxnihgCKKPLa8rbEV1OBTT0NhadCgBrIk0u520u6uWnMKmoY45UR8Ny549SKJIqt8Hpa5nfSns1xOpriUSJEqV/jdwAhWSVrUaiUK4LGoBK1WAjYrYbuVoNWKQ1U+Np8YQVJQvS0gCBSj/RjlApLFPkfO1HVGX/seAO7u3Vj8rR/L+JbCWC7PW0NjJEolvBaVoM1K2GYjZLfit1pmWL5Gc3mOjE0gAJuCfkKNjLYNPgM0FJYGDepEEATsyt2dnn2pqJLESq+bdpeDTcEAZ6JxLsSTFOsIOwfIVjSGs3kkQcCuyNhlGb/VwjK3kzanE7/V8pEm6gMBxRlAVO0YpRyl+BD2SPccqdzQWXIDpxFkC57Ve+dVau4kI9kcB/qHGMsVAIgXS1xNZbBKEnZFxqHItDkddLichO1W3hwcpaQbU/5M3k+s03SDBkuhobA0aPAZpxpGLdPmkml12nmgLUK2Ulm0Xb6icTmZ4mI8RaZSDbPOlCuM5wtciCcB8Koqq/0eVno9RBz2W851U2vsssODZHVhlHIUx3vnVVii778Aho61eRWO9g11ZcT9uEgUSxy8SVlpddixyhJ9qQxFXaeo68SLJQYzOd6dSg4HVQvXSq+HFqfjE23ta9CgXhoKS4MGDaYRrltKlPo+Dcs9Lh7paCVRLDGYyTKczZMolUiXKuQqFZLlMkfGJjkyNokqijTbbUScdsJ2G16LOuU4LH8oHxjZ4UO2u6mkxiiM9845XhjvJdN3HBBwdGzCGlp+S+f5KJjMF3hlYJjRXAGLJHFvc4hdkTCSKFLWDUay2apzdL5AulQmU6lQ1HRMIGSzsa0p0LCuNPjM0FBYGjRo8KEQBYGArerHsilkkqtUpnPERAvFalHHQpG8pjGQzTGQzSFQrfLtsah4p/5ZpcU/R0GblWVu5wzlRrZ7kawugDkKi2kapC8dRsvEEGQV79p9d01G29Fcjlf6hxnO5rHJEntbmtkavpFHRZVElnvcLPe4Kes6yWKJWKlMNF8kWymz1u/Da2mEMTf47NBQWBo0aHDbEAUBl6riUtXpvDkl3aCoaSRKZQbS1WiriXyBdLlCulxhMJNDFIS6opIcisyXViwj4ryR0VayuZDsHgDKiVGMSglRqS7kej5F5upxjEoRS2g5zs7tH83El8hEvsDL16rbQBZJ5P6WZjaHF076pkoSYYedkN2G4XWjGSZqo7hhg88Y9SsspkEpn6OomShWGzZ1ViZPU6eYy1HSBVRb9XiDBg0+u1zPdaNKEi5VITRVrRqgqGkMZLL0p7L0Z7IUNK1m0jvDNClpOulymaupDM0O+/T3RxClatSPIGKU8pRT41iDHdXzxIbIDZwGoGnvN5HUOx9NM5kvTPusKKLIvc1htjbVV8ZBmFLsGrpKg88idWoVBrmRU7xy6DKaJCI6Wrh37z20utTp45mB93n1yBCaKCC6lvHgwzvwf7oCKho0aHCbsMoy3T4v3T4vhmlO1UhaODKppBlTvh55RnN5KoYxI8zXEmhHECWMSpFycmxaYUlfOoyWS6C4w3dFZtvJQtVnZTCTwypJ7IqE2dkcavihNGhQB/Xp6XqCY68chw0P8vjnH6XTuMbbPfGbjk/yzotHcW17mMf37yOSOsWrlwsf0ZAbNGjwaUIUhGo+l6mEffP9a3HaWeaq1v1JlsokZmUdtgbaQRSrCktqHKhmto2f+A0A/m1fuON1g0ayOV66OkB/OotVktjX2szO5lAj4VuDBnVS15tiZEfpyYXZsyaM0+Fh3coA1y6P3Die6ud0YTlbuwI4XSG2rvFw7tTgRzboBg0afLYQBIEurxuAdLla++lmLMEOBEHCqBQoJ0cBSJx+hVJsAMnuwb/psY99zDczkS/wUt8go7kCqihyX0sTW2r4rDRo0GAudW0JmeUiBcWCXQQQkCwqWj5/43ixQN5ixypcP25By2XrGkAqlaJYLC4u2KBBg880immiCAIl3eBaNIZfqzCdk84EZCtmOU96rB9h6BoTr/41AGr7VlIVicz4+B0Zt26afJDMEC0UkYCNbgftgkF0cvKOjOduQVVVfL5Pdj2nBh8vdSksgmrFVimRM8ApmWilErLNc+O41Ya9lKJggF0yqRSLKA5HjR5vYLPZUNW7I8ywQYMGdzcrM3kuJNIkdBOb04HlJj+WRGQlud73EStZGDmNFutHUKz4unfjDUVAuDPWjGxFIxFLVcfvcXNfW3PDZwUQG9alBkukPoXFGWGl8hbHhko82QF9fQlaV25G1/IkEkVcnmWskd7kwkSZvU1lLl5KsnJjR10DaCgrDRo0qJdNoSAXEmkmikWQVWzWG98PZ/t6cr3vo2djpI49D4DFG8G3aidWe30/oD4K0kaeiSmfm3tbm3DY766yAA0afFKoT2GRAux7aiv/4S//NeeDPgzXar51f5BC4gS//uUAD331Kzz+e9v5y//yb3nPrqA17eZPN9g+6rE3aNDgM0aL045dlslrGsO5LF6rf/qYvWUNAPmhc9N/s7WuxRJa9rGP82aGsjnKuoFTkWl13jnFqUGDTzp1J0tRIrv5H767gXiqjNPrxapI4NjJH35nZ1XA8zD//M+3k8qD2+OiYTdp0KDB7UYWRTpcDnoSKS7F06wP3KSwRFbPkhYIbn/qjtfZ6U1mAOj0uO7oOBo0+KSzpE1EUXURDAWqyso8KDYPwYAHVW7sTTZo0OD2IwoCHe5qeHJfOkNRu5G7RfW3IlpuWDDsbetwdm772Md4M/mKxmCmGoDQUFgaNPhwNDSLBg0afGIQqBb9cygyJV1nIJOZPiZKMqq3efr/mx/89h2vG9SXSlM2DFyKQsB657PsNmjwSeaO5c83TQNd09BNAUWRMSolKrqJIClYFJnaVlwT0zCoVDRMQUKRBbRKBc0wkWUVRZZqtzfNWWnADTL9PSR9a2h3i4Cw+Pln5RHPxAbJCUGa/LZFIwDMWY1NrcjoRBJvIITdItU2YZsmhmFgTqXoNk2DSrmMZoAkKyiKfCPUc4GxG5qGIcrIIpiGTrlcQTdBkhQURVpCBIOJoVXIpRNkSgIevx+7RaZ+A7yJVi6QiicoyU6CXheKLNbd3jQN9EqJdGyCrOilye9EXeTem4ZGuawjKQqSKC5yn+di6BUqGsiKjCgs9pzMOfvUc1vBQESWRbRijlxJwOG01/HcV+9XpVzBEERkSUQr58kVdOwuF5ZF752JoZVJxaNkNQW/z4PVoiLVfmButDZN9HKO6GSMiuol5LWjTl2H+tobaOUC8fExSqqPkN9dx5hv7sBAKxcx4sMw2EcqX+GIIdG21YF1qlSI6o1QHO+tFjpc/9Cs8+uU8xmiY2OMx9OYFhdNkRaCXicWRVrCc1vncE2TC/EkAH6bBady51J/m6aJXilT0XSQZCyqgigImHqZVM7E665VRHHquS2X0QwTSVanvxOmViBflnHYa8/NNHW0sjb93OpaBV03ERVl6p1tRE01WJw7prDkxnt4550zpLASXNZC4cpF4mUdTfCx6wtPstY3/7YTgKmXGDx/nKMXhkB14vXZSY0Mky1rSM5lPLD/AdqcCxuPjPw4J05dJqcz9ZEyiR47wED7fvasaWNddycOtcYLZKQ4d+g4UVSkKbFo/0midLF243r2bq5dvr6UGebsycvkqS5QZjnNuUsjtC3vIty5iXvXhGq0LnLlxCmKzSvZ2OJh8MybHDoxREUQkK1+tj34KGubajk8G4wc/hU9y57mkbYyfR8c4p3zo5iA5Grh3r27WRmulRHUJBePIboD2IQ0p371M45l7LiVChlaefqrjxCu8e0ytDK5fBGb04VsRnnr+RcZwo1SSVNwbeGZp+/Bs/Ctx6zkSeTB67FRSQ5z6LU3GNXsqJUMBNbw6EM78VsXvvf64Bv8h59eY83mbto6ltG5rBWvrf7XIHHmF/zD+zqdqzvpWLac5W1hbHKdC7ZeZujC+xw+1Y8uqTjcdvKxBKapkTd8PPyVp+hy15p8mZFTb/PqmVFkqx23ahLPFJBFHU1t4pFHH6LVV2PhMbKc+c1POZ6y4xDyDI4UWLV7L9vXdxPx2aef5YWo5Ec59NIBRk0nUn6ckbSdrfv2sWXNMny2xRZjk3K8j5cPvENGdSFlx4mWXWzcvpPN61fgq3HPrrfPj5zipdfOolldYOrouRRnj71Bpa+PXQ88wJqIh6a9XwfTxL/tyVmLoEni4hscPDaO7PLiddkgEaXv/AeUrR187sn7CdWYgmkaVIo5ckVt3uM2pxerMvMC5jWNwUy1MnXIImMUsiRyc9sKkoLD4UCpcQNMrUg6U8CY55ik2nHZ1ZqLvlGe5M2f/4q+vIgsW+nYuJudG5Zhz57kP/6wxP/6Z/cv2BbTIDl4hlfe/ICcISDb/GzYeR/rlwWQo6/w0tGVfO2pdTXaV5i8eJTXTwwg2dwEXArR6ASlkoboamHfg/toq/XcNmgwxR1TWGJXPqAQ3s1DKzVe/9EPYN+f8bVtbiYO/ZRfnoiy9uGmBdsauTi9Qwm6dzxIWBjkwMvH6f7c73NPG1x4+e84d20bbRs8C7bHLDPRc5QT6QD33LMWnwUUWURWLVjUxSwUADqxayc4lgmxedNqvFYJVZZQRAvWOoo+GpUcV88eY8K9mh2rI4hiCVmWUa1WLGqNBQvANMhn0hR9GoZW4tqVYTr3fZmdyywMnXmZC6f7WPu5Gh8PoJSMkmw2MbNjnOkvsfXRL7M2LHPpvUP0Do2xMryy1uiZuPAGH6Rb2bVJ4lBfkN/7Z08TknMce/4FTkQN9kdqKAzlLOcOv0bCu4kHVg4wpK/hy8/dh9OMcfCvfkxfehtbfAu3N0sJzrxxmIR/Pev9BUrelXz5gXuxluO899bbxJIl/M0LK2ymlkfzr2FFWGLw0lHOvH+YljVb2bphJX774tYhQy/jb11J2FLg8tFX+eCIk1Wbt7NxRQSbUnvRNYtp+odidO/az0pPgpd+epA1X/wOmyMSg6/8Nef70nRtXjiRllmZ4NiZBFsee4qW3GV+c6iX+556hi63yen33qQQTYCvecH2Rukq71328aV/9iXCSp6jf/OfeH9skMLwFSLrd/HAxraa4y+kr5BS1vLFp+7FYSY4+L3/Qt+lEwxdusim+x9ic0uNcF3TIDY4irnyXr6+czV6sp9fvvQG0SvHePH8GTbtfZBNy/0sqPuZFfqOnkHY+TTPdns5F41xsH8ICYOuzCh9Q2Osanbj6tqBrbkbyeaeNfkCF946SceTf8KuFsf0O25UMnzw61/z/oTOk6013j2jTN8Hr/L2xRROu3WWJUxi40NfZl14ZvvR7PWaRyJhMc2hX77KiOTENes0Vl8bu/bspslZQ2FJX+T5H7yJ2NKEbcZjJuDruoeHt3cufO2ASvYiKcs6nv3KdoToFd5+8w3eLNzHvlW1Sk5OndusMDoxQWTzo+ze0MTE5Q94+9030HiE7fUEg2pxTp4eZ9X9n6Ol2M+rb51mzSNPs7XVwpn3XiM1EqXN11pHRw0+69y5LSFNR3G7CUR87Ni5h+LqMBZVwOsUyU/O/yvmRmMDDQmv10vQ5WbnDgNvxIlsAY/DoK+8cBE1ANHRxiPP/RGrL7zDuz3DtDz0IGsiXrTV29jUXYfZVvSz56t/RPPZI7x3eYLW/ftZywgOeQPb1i68YFzH5lvJU1//BqffeZ1jl9w8/dh6OjIiGzZtozVQxxfA1MmnksRdOrpgp9nvQpJE3B4bxkA9NZwMiuk4CSVFxealxWtDkgXsVplSqbLY5Gnb8jDZo6/z/M8uMZJcjiYKCIJJpWwiLeIyIFs9bNqxg6Ov/Zb/550ELs8uDGGqfdFEXOSJFOxN7HhwDydf+zU/ezVBYOt9YAqYiJi6XldyMNkWoHvzalauKZBPjnDsrTf4wdu/Y8MjX+HxLS21zy+IuEMdbL4nxNqNeWLDPRx+4x94/dUgj33162xtqnF+QcDUdQRZxaEWyWQKGEa12rBRKmAuNnlRQirnyct2FAny2Tzm1OlMQ0dfRN0SRAmxXKQiilP3S6V716PcQy/vXBiCRRQWQZAwda16v0QTZD/3PPg4odgJfnv0Cpu/uKlWa0TRpFKpOs7pJsjuCFt37sSavcyZK5dJd9yLf0GdQUASK+SLIqIAzXY7qihRnLJi+KeMgoIko7gC8zSXkMQiJW3mNqAoGFRKBou6uogK4aYw5bNlNj/0KK2zrHIW+8z7bpomQ9kchmlilRVagi24Wo5y6FyAP/nWTrw3iQuijM2+yL3zdLG55SWOWe/j8w+tmqG0iIp1UeuYIMnopQIVFIIta3noMTuvH3idt0tuILzI5AVEw6BY0UBUiXTv4BHR4Pnf/hrx4TociQWdSkXEFQ4Q1iW27bTQHHQhSGCzq5S12t/rBg2uI333u9/97s1/yOfzKIrykSd0E2SdwSsjBJctp2XlGkI2yA+d4O9+O8D2Jx6g3bHwGyiqMtp4P5d0H91NXoItrTgVSJ17iR+/Y7D7czsJWmq8wYKApFjwRVawPGhw9NU3uDKWwLF6L6sD9fghC0iKlWDrCrpDZd564RecT+kEIqtY3uxc9Fe6IIgoVhdt3RtYY7/GgV+9xkDFzfrVnbjrMK0XEwMcO3SI9z44yYThYvnylYTs4/zux69hu/cxuoK1zauVzBDvv/Umx89eIV5Q6dq4Cmc5xpH3TxPs3kybv1ZiKwFJtdG0fA3r290ke9/m9eNX6Tt3nKu2tXxpxzJqzUAQRBS7l+Xrt7IxUObCiXc40XON8+8eYrL7izy2IVBTi65eOzdtq7eyqtng/LvvcbK3n4snj5BybWHHxjbUGrfQTPVxajLAjnVBFFnF6gzQtW4LG7r8lCdYqKwAACAASURBVHULkWDtD3Bh8jKTLKOzxY2iWnAHWlm/dSurvBUm9QjtNaxDgqxiJ8lv/+En/Pa9Sbr3bOLqoVf44PghjiY28MRj63HWmLwgOml2J3nxe/+Nw30l1nZ6OPzmu5w/d4LBnJfNOzbirDF5QQ7gLx3m5wdOc/Hke5y37eAre7vwesOsXlFbWQGQZBfRi6/x5vsXOP3Wa8Q7P8/DW1rxhZexdc3CFtHqyQXsDokrb7zMG+evcu7ECdT2LWxe04Y30ErXirZZloPZ7SX8ERc9z/+Qty+Nko1NcLX3IpPnT5FIqzxy/y5CTsvC754gE4rYePOFn3O6f4zxkSF6L57hndffZtizni9t71j0ubP5mgjLFbRAO61eOxaLBYvFgqpW/YBuVoSKms7JyRjxYomwzcq9LS34l3cTzgxj7VxN2GmdbqtO+ZPUcuMQRAtNq9dhL2bxtHXgtd/UXpZYzO9OlIPEL73L1bKb5RE/VruHjiYbp996m16xi/0722vMXcKhGhz53XuYq9fSYlWwB9rp9kb56Y9eR122na2rgjVObsNZusivL3jZsSZEOBzGpkqUxo9z4PU+2rfvJOi8c/49De4+yuUyuq5js838AS+YszxAo9EoNpsNR52p9W+ZKedRJGk6VEnPJRgvqbT46zi3rqOJIvJNb6mWGGFcDNHqWdrDbxQTXO4ZxLViAy2uWwic0rNcuzKIpamTZq91yc57pcwE18YLtHW04VhsS2hBKqTiBRx+9y2ZzQxdo1AootqdLLKzMathiYnBQVKGjUhLE07L0s6uFdOMDI9RsQTpaPPXVHbmYqIVUgwNjVNRfbS1hbEttqNWTDCWs9IcsN2Sk2UlFyNnuvA41Vt30jRNDEFANHVyyRixrEkg0oSjzktnmgYgIggGxeQE42kDf1MTLsviz45pVIiODJDS7LS0NmFf0s020YoZRofHKVmCdLT6qOXqNR9GMcngwCi6PUhrJIhlMdPAzWevJOk5+h4nL41guCPoLhsXixphu8JDa9eyIRKuuZ2r5cc4fugwF4bSuFpW0NXixxsMIMTjSGvW0V7r+psmxfQY589fIllSaetez4qIG0kwyV4+zKhvF6uCN67/SDbHr68OECuWeKgtwq5IkOTQRU5dHkW0B1mxpptmjw3BqDDWfxmlaQ1BRy1Nu8LYxQ/oGS1gC3SwYe0yHIpIJT1BX9ykq6MJucbkTUNj9NJJLgwlsQWXs2H9CtwKFMdO8OPDKt/+yoZak0cvprl46iSDWZNwezdrVkSwSZDrPcC7E+t4dHetzOYmldQgR49doazaaV2xhs5mD2JlkosXx/C2rCASbCTUa3CDbDZLuVzG7/fP+Psd2xIqZaNMxPPzOJEJRC22mi+vqVdIJ6Ikc+W5rcUJ0tYW3DUsLGYlx8REnKJ24+xWn4dKfJDhvItQ0Ida60NqFImOjJO7yZIpWO2UU+MMFj10NHsXbgtopQzRiTilmyZvVSA6OkTCEaSt1str6hTSCWKpHPrs7WdBRJMtBBbx+C+lJhhLzldwUsYlKPgdtdob5KIjRG+ePAqqqBEbjyK0NVPru2toJZLRCTI3T162IOsZRocMmlqD1DKOmZUC0WiM/E3bfoJqRaVAbDJGKOjHUmMz3xRE9OwEA/PU5lRdQSKLKssmmdgoqdjsvwvYgm2Eaz23hkY2GSWRKTH71kVHhtCbWms+t5gV0tEoifzc5z4+OYkUCmKvpTAaJeIjY+R1GUUoMzlyo6K6oLroiPgXbgvolTyxyQSGrKLoaUYH0jfa24J0hGtdOxOtmGUymgaLHUnPMzY0MH1UtXsJBj0oC07fYPL0G7za72bHmlUM9fZTaNmDw50gee0yPeNh1kVCLBxjpjNw6EV6y+tYs9LOhfNXKa7dyvKIwNFDb1NaVVthMfUiV88cYzDrps2T44ODPyex9wtsX+Eje+F1elbunFZYTNMkXiyRKlXv0wqfGyM7zBtvncW1ahXW9DVePzjC/fsfps2uM3zxNHbHamq99vrkaV783VXW7ugkdfldfjaU5SuPb0ROjnLhis6ytiZqpb/SigMcP34J54ouCn1v8/O+SZ74/C4CFo2RgXk8gWdOnvGrZzg/VmB5m4ehDw4yltjLA9tXYHOUiUcXKXRrZDn/zhGuWpbRLaY59vpB0vfvZ1ubD8rHmZhoaigsDerijiks0Z4DfP+FK3hagrM+UhLd+/+Ix1bVePsqKY4f+HveGtQJOmcurrLVy+4nn2NzZOGpmdmr/Pyv/p4JXzP+WWLujs08+eh9BGrtKZsxfve9f0+PbdUcxUqKbOefPLN74bZALtrDz77/AgVPC7ZZX2h7936+/diqGq0r9B8/wE/e6icYnOVYKFtZv/tJHtocqdHeJP7Bz/n3v5lg5TI/M36TC24273+M+1fW8sMx6f3d9/i7HhstQcfM5UGKsP+PnqHWrdNyUV772fe5VPDM2f6S7d188VuPUePWYeb7+fUPfsKAPUhglpwzspbHH3uIZlcNhSX+Ad/7i19hWd01y/lRoGnzfp69v5bDMaR7f8f3/64Hd0twlnVBovPRP+LJNTUnz5nXfsbBSwWC7pmmTlG2c98Xv1XzucXMc/rXP+CFATtdsyYvOCM88fhjdDbX2NIy47z+vb/glGU1TbM8P8WmzfzTZ2tEigCldC8///7fknK3zYmikzsf5U+eXFOzfX74DD/40UHsweCsD49IaMW9PL5/O54FnW7LDFzOsnb/0+z0wZZVYf7+ez8l0b0PGyapQgHDhAX1FSNP74USG79zHxvsBptWvM+PfvxDxN97tuaYp09fKZLN66zduptVIYmutlO8eOC3WO1PMXszTDNMxnIFNNPEb7EQtFopD06QDa7j6R3rQV9N8/sH+OkLh/jDr9f+VkydncLAZUpr97N3pw9zyyqO/PR7/PUL8M0ddQ2fSrYX3beR3fduQNE2cerlH/Hrl0W+WMfpTbNCLJuna+1WtqwKUe5q47cvHuAtq53HFtkJBDArCa5m3Xz+8R340VnV/D7/7acvIP7h12lkpmmwFO6YwhJe9zkeHLXh3vIw2zqWVmJcsPrZef/99L8R5bHnHqN1iXZp0beOr355B8+fD/Ps13bhrzMsdRqplf3ffAblgsy+R/cQtNWfOwTAHV7HAw+OMuTewuPbOpa2tSBYWbXzfnaOguvBZ9nbutStCZHI3q/yzPDzGNuf5YE1/kUd9mYi0b3/m+xWLrBu36OsCNqWlItEdYfZ88CDlIbcPPv4tiVvKYieVXzx6Z38+JiL576xl+DCP8nnH31kL9/+/UGOVXaw/4E1OJY2ebzd+3lwt4Jt3T52rAguqequoLrZvOcB+kpD7Hv2cdqXPnl2ffFprv74GFuf+wYbgsrS7r0U4fPf/n3MYxX27n+AZsfSco/YvN08+Ng+eqXVPLZjBUqd+VuqCLiXb+bpnX0ctu3jHz/YXsOaMl9zhXBE4ti7Z9ny8AYCgdV880++wl/+1xe5VLJicbdO5TdaoFPRSqTNoPf8ICu2dmBv3cPXnhE48ObL5CYrdC92elnFIhtcGxiiM9SJr20TT+zN8ZuDr9BmlDBv0nPLhj6d3XZdwIsgCMhOD9LkWU6NLGNzq4sVux7ny5Vf8Lc/PEi7V2N2UYFZZ8cajmAce5drWx6mMxBgzzf+BPXFv+elVxSEyPo5FrvZyLYIRqKXgdgKVgbsbHr0a5RfP8Dv3slRMmvPXhBkXBaZE9cG6OwM4fO18fgTe3npNwf5TZuBZtZW8gXZSZOc4NCpET63uRXfil1858sVfvy3P8Te7mVj7ck3aDDNHXO6lRQ7wXAIi9WG07rUcwmo7hBtXgXR4cWxVIUDEXtTJy12A4vHh3WJixaAxd1CyGvBZnOgLiHZGVTzLgSCYawWKx7n0n1eRNVNR4sXQ7TjdywlUdsUkp2WzhasogWX01pHGPes5hY34ZAXm82GTV082dkMBAlnIIjXasHucdYMxZwfEVuogzaHgcXrv4V7J+FqXYnPImBzOZe46IIoWQiGQ9htNhy22rkv5iKgOgO0eK2Idg/OpU8e0RZiZZsDweLFZV16sjPF1UqTz4LV5sKiLPG5FSW8gTAOmxWXY/EEiXMQVUIdLbgMEW/AuURFWcQVCqINXsIIrSBoFxGsAcJtXk5e7EXzhrm3sxWbvNBvMAlfc5DURAJnqBmHKmD1NBG2lRgcK7Bs6waaargACaKMw6kwES3S0hJCkSQcgRZa7WlOXkrQtuFe2qdCf+KFIu+NTgDwSEcrTlVBtLoIykkujFtZ1e5BFBT8y1bSrPdxNaGyYvVqvLYagQauEEFtkKgRoiVoRxCshDuXY8T7yaitrOsM10wAKMo+FD1FQXIS8jqQFStNzWEKo4PEbMvYta6GqUQQsTucZCeiKC0teBUJxRGgq9VO38lLqG0bWN1eYxtctBLwqwycHyW0qh2HKGDxL2NVs861qwlaVqwm5G0Uy21wg7vP6XYW2eQw8byVlkhg6YuYWWKkbwQ50krYdguKlpHm3LFh2u5Zi+eWihXoDF+8gNqxnlCNj85ClLNJhuN5Ii0RrEufPNmRPobkCGvCt/bSG7EeziQjbFrhuSVH0uTwRdJqB+2hpTuymuUsfcNxwpEWnNZbMPgZWXpODNG8dc2MUNH628foOZOkfdMKagSmLUg2OUw0rdLaHlqaxQCqieD6hhHDEZqdt2IcN4j1nCDevJVVtzZ5RnvOILRvovkWJq8VMgyNJwi1tuNY8uTByI5wZlhk4+rmumuEmIaGgYQkChixHt4e83MuP0S8bPLEymVsa6oRrWKaGKYBgogoCGRGe4iaEUJOEcXlquk7NdUBum4giiICOuODQxhuP24qCA4/9qlr8O7IGG8MjRGwWviD9d1YpOuakIGmmUiyhGDkuHxmiMCGTtRcCYvDWTNxXHX4BoYBoiQiGDHOn4jRsr4NSRdx2i2LKs+mYWAAoiCiFzMMj0Zxh0IYprKI39vU6HUdUxSRBMiNDzJiuFnuhqLgwLVIplsAQ9NAkhEFg/jlM0wENrBMzSFaHFgWqE/X4LPJQk63d00toUzsGr39EyySgWV+zCKDl3oYmccZsS6MJCffPEF8vjSS9XXAtbMfMJpbPAnTfJQzMXp6+8nf2uRJDV7i1Ej+ls4NoI+f4UhPfN4smvUQu3aWq6OLOO4tgFnOcKmnl9StTR7MFGfeOUXsVgevj3PqSA/ZW2yfiV3j8tVRFsteMy9mmcFLPQynbvXemYyfeYeztz55+k8dYegWJ1/Jp7h0+SrZW5o8mKlBjpwZXtJzJ4jytCVBHz/DsQtJ2gNBJEXifCwxp+zFzMYConijFECq/xQXR4rY3fUoKwACknQ9jXyFkd5LDMQLOLyBaWXFNE164ikA2lyOGVGMICLLU1YxM8P5I2eImipOt2tRZaU6fBFJmrKK6eOcPHyOgmLH5bDWZekTRHG6HEUln+LKxYtksdelrACIkoQ0dZ7MSC9nB+IoDm9dygqAKF9Pymkyef4Ip6ImNqe7oaw0qJs7rrAYuo5hgqxYsVpvNVRUxGKzYxFvcTqCjNN7K9sT0x1gdThr5v+ofXoFu3Xx5E+zMQ0d3QDZYsNpufVbKagO3HVkeV0IxerAeuuTx2a3It/CtlwVGcctbS1dP7+K0714WvoFz65Ysd3Cc2voGgZC9bmVb/2DrTo8t7Aleh0Bq9O9pNDiGa0lGbtt6c/tNLIFd82ItPkwpywNJoLqIOCyEHHYEYChbI5spX7tSbY6sdcRCj4/1XtnnXXvMuUKY/kCoiDQ4rDX2DaTsLsdSwzjv/n0Kk63g1sevSRjs9trRhbVQrLYcNyCRdQ0qt971e6mkXqlwVJZkg+LaZQY6++jIrmwzX7RjRxXPnifU5eGKKlugq56TNwm8Z4jnCq30Bl04vF4sFuUJflEFMcvc+bSIKlcgUI2TWxigliqmk/EslgRxOsICr5wEJ/HuXSzfrUDHB4/Xrezdjj0bLQ4F8+OoAbCNAW8OO2W6V8w9VAeOcbJUSsdHc0Eva6l53AxNZJD/3977xUdR5rdef4iIr1DemTCe4DeoOg9WXTF8qXqcq12O5pVa0fdPdrdmZc5uw97zp7Zs3NGR7Mzq9W0urql9l3eO7qiN6AFQZAgCMJ7IAGkNxGxDyCLZJHIDFZ3q0qq+D0C+WXciPjyixvfvfd/2zl2uo2+0Wkkuxuv25FXz+Hu8WmGL5/k+PlrDE9lsPuD+OwPGJKTDLiKinA5bA/mtKgq8egkM0mJUHkYl1VhaiyK2aHN+VAS0/QMjKBaAoSK/RQ5H8xpyY52cHbETEWxB7fHjSXaxckBC+U+LeevMHzqQ3otDVSF3LhdjgdzWlSF2GQfHVe6GEvkyKXjTI+PMD6VxOhwFWwRcBsBm9uHp8j5hZwWQTLiKnLjtFs0N1CcJcPA9S5kZ4jSkA+XPY/g2+dRVSLDXfSOpfGEywgFvFgsIjemo2QUBb/VQsieT/gQUNOMXD3DsTNXGZpKYfP6Na5Xt1AY7zrHqfOX6R+LIXlKCThnE6AvT0bonJqhyGxiScCH2zKHQyYYKfL58LjsD7bmKFkmRidQzEUEi/2YSBNPyVjNJm1rXW6K61f6weWjOODDabdq/70DpHu5eDlGqLIEv9uFTRym81ocbwHBxVuMd19gIGanpLyEgMf1hUKJOv/ymSuHRbuLrES59M5Pea1V4dHnv43XeefCnKN370/ZH2tmQ4PC8bc/QP3W88wrsG4AWIRJjh64xOKXluD5AikYcryX4wcuEVgwH0v7AQ5GKlheJXPoXJjnn9mEN99DXJWZ6L3Awf0n6ZtOoapQVLmMx3duzC/i9BkKU10tvL//NKPRDCoglqzgh8+t12i9QqznGB/vmyS0aCNb1y7Ep3F7FQCTQk9rK1XVmwg+8A6LSnzwCh8daady2W6eskxx6sQhZGkrq2rzNV+8bfvE+Y/4+VkTj+14HNPkZT5+51Nc391DPnX6iWt7+d0bZ5i5z869wTaP577/OGUaZqUqp7h26gCJ8q2sbgiSiw/S0nKa6vV7qPJo+YIMo+2H+c0v+ildtpHNtmbK3FoenCqp2BRDl0+yf2wRwVVeBBSGrxxhf3wnaxvyNY68hYBNHGLf2R7qt9fxRTbHUpE+Thy7iL++CdNAC4eGJWoqLHz4wVme+f6fUJP3t6Qw3XOBj/efYGAqNTtvQ8v44QubNR49x+jFfbx39CrTKXm2cWbtTn7weP4eVrcRmOo9y+vvjuFvXMXWTc0U55W5vXuskI7T2TlMSflaSu0i0UyGIpOJWDZHZ2SGxX5vnhCJSqTtIL85nWP7tiewznSw/8NDuL/9GCGNJsiDB3n1g1HWPrILT/oG7/30J6jf/wsWugWuRWbDQR6zGc8tZ0XNMdR+jLc+Os70faLW9uJ6HnviSSrzqCTfsj0b6eNky3WWbdpEuNRBpOsMR2/Ars0P5dUf+gxBYab7JG++1Yd33jq2bXqICo0LbzY6yfDQeQ4flrAWLcIsQFf3Kc5fKaOuKX9Li8++IzXN9cEbVGxeQvALb83pfF3R7LDII220ZlawpbkLVbn7aaNmbrD3uIVN/34NjRYZ10g7r52aZN7m/EJUIGCwuBCu/iP/5//hx2M3IiAxb8+/Yc88LQ9uhemudkq2fIsnmj0IymrcP/0ZprXfJXT4XVom0uwIz+015ZLTXDh1Fvui3fwP84JIwuxbo1ljeEON9/DJ/quE1z7JY5We2fHiAzgcBj/Nj/0pS5IRLh75iJf/+mMCG1/gOxvyqUbeRjCamOp4l//yH4/NvqUarCze+CQ7lmtoJKbmGB2N4KtdyNKGcixiCSsiU1yYmAAtDosS5UpHmrVP7aTJa4ZyL2uv/YaWYYU9JXNfP1/9w3z/3z2s6fzyHl6RSSRzON0uBAEMRjsOm0A6kQYNDotoD7By9zdZuXWC0/ve59f/z36cdSt4ePNKSjxObOY5qp9UmcjAVU5fvM5oNMaBuBUQkKxlfGO31gZuAiabj963/57/2OLBbpYQDTY2P/uvWV5a2HZVlYnMJKhfvYv1zdUI6eV4D+/HNe9hVlp/zEfnp6lZM3fzTzUxyKeH2nAv283O+uBsOO0B5q0SOc/P3+hj43deZJ7fhiiAID1IaMfIgi3P0bR6nMsnDvCL//QhwZVP8tT2ReRpsj6LAJLJwOSlT/i/Tx2myGoEwUlmwRLwWhhPpYhmsrjMc+x0KTGudSZZvmsr88MuwMfqG69zYlDmyTItu1wy/SdbcG/4SxbXWIFSXhpr4aOOCOVLHUym0giAz2LGYbx5LwUD4fkb+fP5GzVfoblIJ1NgtmE3GkAQcLocKJkJVEUBLQEiycuyR15i0dZJWo98xK//ywGs9avYum451cVurGbDHGEsldhgO4eOtdPfL3DowBgSsyXLzVvz9ZC6G6NR4drh12g5+RE2k4RgL2b3nkeZ/4DSFjpfTzQ7LFJ4NS88leb8vq57EmPVqVGG7KWEzQASgbCP8ZZBoJDDAhQv47t/tfB2MhogGnIkk1qSMGXGx+Mo3hyJZBJRzSAacsxMZ/EbcsxMJUm65/bic6k0ktVDsd99e1tUyZGeo4X851ETaQRXgOpi5+3xqlbbZz8bmxhlaGSE8bSZkopSHCaVZFJLA0NQjbXsefGbDAxPkJAlPKEKKkJujeNlVFUhGYsSiydQxCzT8SQYFW3j1SwGo8zIcIS4tQghO81kRsSiJEkmtTh8MpHeDoZit51fQXJR2VBGgT5ws4eXc1jMcO3cKQzVPjLTA3RPqDQbtV0/Vc4wMzHC4NAwIykTocpqnLY4J99/BSm4kE2bluGZ4xnurljCrj0K9ATZtboUoyATm4phkNJovHWoFZv58/95y+0kSgQkQ5ZkUkMOhpIlPjND2qyQSiYhlyYry6TicSSLhfTMFMnk3KEpNZlCcPioLC66Xdb9APNWiWcwhioo99luh4KUjOZzB5VEZITBwSFGEgZKqqoosolkUkmSGu695Cpj+zMvMm9wlJRiwF1cxpRJ5NjoGMlsjt6paWpdc+x0qVkkg0xkbIq424iQjTKVBqua0jhvFVSrjfTECDOJYoxqiqEJFWNFjr6pGVI5GaMo4DcZSKXupyYN0ZEb9E8kP9NOMViclJbdK8Z3X/ONJpgZ5OzFS4RdRiZ7r5KRwmQyaVRZyw8nR3R8mIHBIYZj0uy89yi0HXyHS8EmNq1ejNtyf8fHUrGcp4uL8B2O0rxlKQ5JJTM1TsaG5jXLVtzMt364HFGaTQA2my1Ikp50q6ONOR0WJRNlaGiSHBIOrw+PY+6SVVVWyEkS0k3dJkEUUHLakt+yCmSnB+gajSGrs0lZtlADZRrriz3zFjJ68Le83V2GFOlhUGhih9pNy7jEvGVZEom5KzDUbA4lNsiHr/6C1pAHSRCw+StYvrgJhxZRL9WAPX6Ff3i5i6pwEQYBRE8NO1YVkqG6dfIDHPn4AmJZBWWV85jX7MVmkvLafCdyepiTB48hh2oJmNO0HrjA8IpHWF6uIRaHiiApdJ/4gKtXLuEzJugfGMcZqiDSeQ6DzUPT4mbK3HdPETXZy/FDl5lRIR3p48qpH9NXV44hMUzPpIdntqXQZv6sY5RMqqBmme6/zMXxap4r9WpOBQ83LiV5rZNL5/uRbB5qFy/FKaU1HV+OjnD+wmXSlgDl9UtZ4vdgM0mgxLlw5DRj0w2Y83hO6eg0o8MQS3owk6W/5RNa/VvY06A9rhkb72ckkkRhtrrEV1afX2H5M1QcRR7OnPiEd0dLkaKDTChhNtUP88nJBGV7zPnnkCxiTXTx219cpyLkwSCCWFTJjjXztBlucOAd/4CXf9JDmW8290cMLmbHcm1hAUhz8cQRZuzllJQ1Ub/cj8MkoiYTaJk6mekBTp68gOAtw2NKcOnkIdwLViIikJJl+qZnCM2pjaRgsaVo+d3P6K2qwJQapXdMpjr1Jq8LYPVX8dDixnuch1xqkkunTjOcUFGTGTqv/4SfdVZjz4xz5Uac7d8TZh0WWcYqSfgkcc57kEwkSSaTqCjEx7q4MWFj0y4vghZJBIOLhQvquNLRyYUuGasnzOLGcrLppLZKtewILUcukPGGKatZzAK/F7tZQomPcfFqP9NTMUyuuXfb1MQ0kbEJpmIJRCPEu/ZzKt7MlmaN916ViU2OMjIZQ5AkrE43JaUVeJ0Pmnyt83Vk7h2W+CAtR1uICVbqmtewvN4654cFpwtPbIgpFeyoJGZi2Hx59BDuwBQ5y49/fAxXiYicNhCPS2z63ioWz91n/i48nh28EOrjypVuMjVP8Mj8MmxkCRc34HRa8yYDqoqLZZufoCKRQxRmy/0MFg29hG6h2Fmx82kaUzmEm+MxF+H15u8ldNuAIva8WEbb0QO0Xhgl3ryBdU0BzaVb8c5PSfhW89SOBZgFlUjNAQ5dGse2eCkWDZoSTmszz7xUSUoWEAQVVeWz8xANZjw+P3bL3Qu/mjXSvNZDBkBV2awoIIoIqooqWAn6vNg1vjB5PD6qb9qiyg/h+od/JGrcSbVWMRyPh0BxKSNTOQJ+F4abJZtaUN1uNjqddHQNkJgZp3d6FEuwgeX1ZWx8NIwgSXkqPBT6L83gaFxDyFuEgIq9roj3W9N4V2sLC6U7Xufvf3eNnNGA3yUyPGHj2b9Yider5dxVPO4NBEuqabvcSTq8ia2LanGbc/i+U0mRvwhjvguhOli+7Qlq4hmEW9fM7LxH82BOFDNbX/guKQSEm12GBZsfr5ampTftX7N9F5dOH6Xt3CCTizawcWkZFk2nrjA4eg1LeD4b1i/DKsoMXWrhQkrGa7UwmkwSA2xOF1bj/VYsFVvzdr5XvQYFYXbeIiDeXCcMFhdBv/ueMmMlZ2PRCiO1udnvWLt1Vs9FUFU2I2L2uTg2HEUFwg4bvsH4MAAAHjhJREFUZQH/nHk0Ho+HW72RlexyLh/bi6za8Hq1Obtej59wWQWjMQNBvwNJ0D7vUd08/KiHK1e6icUm6IuOkXPUsGFRA5tK6hBEMa8gYG5igKhnMVVBLwYBPMvmc/m9abzefM0TbzPWeYiP3jtFZDyGqb4MZkR2Pfu87rDoaGJOh0X0NPLEi3drJn8+TzKbHKOre4aSmhpWlu2l5UIvxpIs59ozrNyuxeNWGLl6Hf+TP+IRxyF64vUsUI7z6o0ZNpZpWzzlRJSkYqWiYfbtMBaZRPAE8OQJBd0+SRFJVIgMdTMSyWAyqkhF5bg8+Rvo3R4vYbHayAnZ29fGKGlWP1VzUxz/+d9xzb+OpY0Gug7+hl9HX+KbK7Ukvd7UpJAEQEAUARUMN3UiCpsgYLRYcbocZEaGwN9E0JJBMtuw5NFFEEwuSqpcN+1PEZmYIDITwxkowygK2AyCxooPhdT0ONFZzwclO8FwVMUtCJqun6rKDF85wsf7jnA+3cx/+FYxLWfSrNq2CnfB3TGV3NQN3n/7IGlTjI4uMzVhEYsSpLmhGEPBKhsRb7GHyOlLDFbMwyakuXFljHBNUOO9l+k500rTk3+Oo+8CFc2rcVz6FZdGk8z3aUjaVSGbSZBSLVQ1zT4o0tEZMpKbgCbxQANmSWZyuJfxqThIIoqjgqqwT8NYQDBitdsQ7sxlM4jaVX/VLJc/fYv2TBWLFocYan2NNyK7eGprI9aCFSsCoigiirecJRFBFJAkkSZfEaP9SSaSGeK5HDbT/XYKZku5i9I5JiPT2IOVWCQVp8ue90VBMloJllV9Zv/02AjDMzmKQ36UpEJUlJlIpQFo8BQh5pFYyMQiTN8MvymZGKORJGFRy7xXUbNR2o/tY/+Zc4zat/OnawQGs2HWLavRVO2jpvp55+VXGXX7yU5GsNsFouWlbFoi5rX5s+sQqsJ64DI3RgL4TQpTbReJezZrvvfRyUlq1j2N7fIBEo9/m6q+Q2QiMxDWmx/qFObBCulFiVDtIpSbWeWqkiGZTCOrDlY8/TTHTrZxdlTEsmgLa0u0vGYLuAJuUv3jmP1FjLVfolWeJOfXLiKWGe+i9eokqqqQiY3Q1Ztl0ze/y5JA4eMrqSgXTxxhwmDi7PkM2zcFGRkbIZWbh0uLPoOSYqT7Gl1jURQlx8xwL0P2pfzg2dWabFcm2jiS3MgPn9qAQ4DlDWb+v5dbYOVuTeON/gqS7R/zpjpMiS1F59nzqFWrOXP8GAIO6poXEZxLEUtViQ1d5+jZdhK954gu/wFLc+dIFi9idUO+5oe3xucYuXSMfV1JxEgPZSu2M9NxnXmP7qSm8PYOIDN+/TyXx1VARc5k8W58nHqXxoTnXIq+G0Ms2LqT6aNRLM4qXOJBxibTuEOFS1STMzMYK5ayY2mW115P8chOD5+2F+g6+xkC9vo1PDpxmFOHDyGgIrmbeXqZttJOEPCVBkhHM1Qak1y41EpwKI5cLBceCoBKYmqAK5f6SakqmfgE/RPw8KNPUBcqvPCrqVGOHzpJLhBguO0q3hVNTA6Pazw2oETpab/EaEZGldOM3ehktOpJ/uqRGo3jB+kbd7P1hW2UmgWy86o4+M5RxlONFIxmCgIOh43Rgwd5Pz5F0Jym80oHppImlBkT00MRsiVVTKbSBGz3cd5UmfH20+y/Ng1jHfhWPona3UH1rp3UaZq3KqmeI7x/ZIRIRmDz5uWMHtzPwMonmUlnkASBOrcr7zdMD3Rwrme2mkiRM9jKm6kMaiurTo0PcSPp4fln1/Orj40U++20XhgmJ1drcliUmWH63Wv45u4QLS3XWLSmjNdfvgIa753oWs7m1THOnvgURQXF1MiaLdWaxgKY7UUwnSVULvHuwRZk0wTh6i+s2KnzNeOBHBZBNBCuu50RbrKXsvRWRYqlmnXbysjmwGg0aAxrCDgbN/C4z4TP56BxNE739FIeW6HxTQ+wli9jaxmAipyOcf3IO4xMJiBQ+OGhKDKKZKdhSRODF9uoXLIMTrWQTGTRFNeQHFQvWUmVCqgKqelOPto/rNl2wWzFFB8gmgWHCbIzEZJmLWWxNw9vKWHFxjVEMWAUHDSteRiLzTx77QULUt6bkGNibBxjcSMrLf0cNNoIWC2cj0wBWhyWONevTVG9ZSeO068Qd5ZQIR3n8phCTfnc1y4TG+fk3ndoG0oh5zLkFECQsHorWL0ioFFxFGab3M1KpQMocppUKoeQ/6Q/w+p0QGaEjLGGQPbXvLvfR86jbVsbNcf0yDDjWQmT2U5J/UKaqkPYNOcOinhXPMW6WBFeaSmJ81eYCm9mZa1Gh0cQKAo1sS44uwMqp6e5dO4sUioJaHBYsiliRj9rly6jresq7vlLMB68oNV4MPhYvGELs9M+R2IsyK/e7Qc0OixYMZIgmZLBbEBNR0jkjGiVojG5wzy08iEiWQMmUWHeslWYzGZEAYqTMtOCyqnhMUodNhyf15NSE3TfiFC6cgP+CwMMO4opNp6mdVShrkKLAQrD588hzX+B+ZOtGIx+mhuz7O8cxloCZXYrduO9OztKbIB9H+6jcyyOImfJySogYikK09zk19ySQxBAkZXZ7W5VJZtOI6vay4NFV5BQ8hwRYw1iYoBDH3QzYtZajq6QHO9haErGYHYQrF3AorqSB+rnFahpxpIEl3kHq45fYNpUTbgyqHm8ztebP2i3ZlEyolU4cqz1PV755Cr35tGLCJWrqGjS9kWCKH1WzCfZXBizEaaj2iT6DSYzdqeJeNxFc+AiL/90Ap/TR/UqrSWes1LfN4+OzWwgMTWlcSyInmU813yIv/2//oaaUiM3bqTY9v0faB4vmYMsWHn7x57LxojFBNweLdurIiZJIJ5MICsqqpJhMhJFLNKYPCeYsBsSXI/kqAfU7BR9Yyo+d/77ZrR5WLH9T1gi3w4nqEqGqd4WXvnvv8X1779DlYZwtmgwU1Ed4s0P3qN7zMY//L+fYl/4J6zWJNwmYPTXsWd7LZIksu25p7lwdZLy+QsKjlTlDFcOvcorh3spqa3HpYzy3q/PcGP3SzyzMn85upqJcunI++w/P8Dn91JEg5VQ01L8pVocrtnwwa3iCtFsQZKTZFPa5r1o91KsttGdFCktVXnj5V+SdjehbV9v9vjirYNLEg6LQGR4TPNopGKaGky8+nf/jVDIztDVHpqe+xHFmrxVAbPdR9OyWy81KtlEgjgiLqsVOTzKJ72D9Mfi/PfWqzzbUE25846XAMGIVUrRN53FD6jZGQYmcgQ8Wr1NAVeRkcjoNH4DoKbo7hgh41exArXuovuGR0RbMet3P8WqO+Y9qkx0qJ1DB97B6XqJRn+h5VjAEiijxnSGn7zayfiIkZcjNpbsfBaTRslawVrNM/+qDNEoEd68hdYrY2x4ZmXhgWqaG4df4W/f6aJmUQNuMUrLocOceeTP+VcbS/M/SJQoF/e9z97WgXv/Z5ukrLqegENj3p/O15o/qMPyIAiSiKKoFJXWUl0Wxu/34rQaERCwawjn3CJ6+WPebBlGZbayKSFVs2uDtpp+wWhn6fpdgIhY9SOKrvRhDtcScmo8fi7ChUNHaO2PoKgKqUQa1/xNBYcpcoZkIoWsgnvNn/G9sqt0T8is3l5LmUd7PyJVVckkphgf7qO97TKdvZPUbXyGh7U4LIJEqLYef9+nHLgeZUR8E6W4lC1Ly7QdXLCycNMKOt98jWPxcVLXPyA4fw07CmwSCKKExe7k7g1wFYd1Fcv8LzMeVajSoKSmIuCpWsajj3npGkngL2+krtJLofQVNTPD8Mj050rzjZSWF2PI14fmJomxNi6NFPGtH/xbKt1mBFRS4x28/cYhTta+wCpfvpa/AgIKWUyEq2spDwUJ+NxYTRKCIOHJN/auk5AZvXGaw0c7iKugZFNkLSXsXqRxZ1IqYtWju0EUUTa+xLOlvUjBKm1jAbKDHHz9AL1pebbqYyZN0xPfKGQ0Si5LMpVGVlT887fzjOsGfWNJlmx4gtqQY3bXQFNURiGTmGFsbJDOS6109MVpfHgP6+qsLPR7mclkuTA2SUqWef3aDTaUhpnvc2MxGECw0LR2OV1vv8+h6QjxrvcJNjTz3OfmbSqXYzSRYiKVwmE04DSZsBoM2AwGPOufpeGVNzk3nuN6x1Uirt3Y/CAJAhXOOXZIRQNWu5PPB6kcloXU9fSTjqfAX2h3VUUVzFSv3sEz/ioGEiYq6hopDzoLdlxX5CQTw+Ok7oq+GCitCqPG4mDJs2aoCtM9bRwZCvDD//15Sh2zjw0l3sv7P/lHPg39G7Y15PnhCyIGQSaeFKlsqKOiNEQw4MFmlEAy4ffr+Ss62vjSujWrqkxiaoSuzuv0D48TT6u4S+pYuLCRkMZmXABKNkkiLaOkZ7hxtY2uoTiNGx5jfnDuxV+JDXLq5EVGYunP/iYIImZXkIYFC6n02/MvAMokZ/cdoS8hk02nyeQUECXs3jKWNC+lypf/2iWnu2k5co7xO1+I1SyR4SHSlbv4/p7GOcfeNIBUZJBLFy7QPRJHjQ5wxbSKP3vyIYIu0wM1iFJzKSbHhhmfUQiUV+Ap2FNIJTY+jOoK4TSBnJhmdHIGxeQi4HNh0hiSuRuZ4bMf8cFVO4/+yUYCheS6lSTXT+7jVGcEVRSRZfA3rmHDQzU4Cjzz5aHD/Oe/eRelvIn68uAdW/EC7qqlrJ0fzjt+5Ng/cNb8CDuWB+6Q8leInHqFv5/YxP+6O384TZUzTI30cb2rm+GJaVKyieLqJhbPr6FIq+StqiLnMqTTWZRcjN6rl+kYzdG8eh3lgTxzT4lwft9hehJ3aN+IImZHgIaFC6guEEbNxPtpOXyWsXSOdCJFTr0pzx+qZ9Xqxfjz2q+SGOvhxJmLTCflz/19ACW0ksceXVWw43Y2OkTbhYt0DU2jCqO0dZXwrT/bRbn7dmuFjCxzLTLD0cFhJlJpTKJIvbuIdaXF+KyzrrKajTM8OERcsREuDWG/KRaZyuXonJrhamSavmiMZG7WVodBwqlmcTs8BBxWPFIOMZ7CavPSmU1zaniEEruNp+qq5hatuw+Jrk/54GKOtds2Ey7woqRkp7hw6ACXBxOIooosWKhdto7ljeGCasnZeAc//5ufM+qooqE6dFcYRyxewq7mPNVtSpqr544wYW5g1YKyu9qH5EY+5L3jQZ54cnl+A9Qc0dF+Oru6GRqLEMsIBCqbWDi/Fr/d+IX7mOn8y2Subs0P1EvoD4kgiJisTopLy6mqKKPY52C09QCvvnMMtXol1YVWrpuo5OhvPcxbb3xIZ9bHkuZmakKugmXJotFCkddHIBAgEAjg93mR4kNc7hgkWFH52QI2p/2iGZc3QHEoTElJCSWhAOZEL0cuRWlekD80IBoseIJhyioqqayspKLEz3TXOc6N2NiwbS3l7jzXXs3Qd34fr3x4HkNoHkuXL6bRI9NFDZvmezU5K7nRM7y+f4yK+hBmdYbW93/HG0cu0j2aIlxRjmsO4ahZZDo+eZ2JwGJC1jgnfv0e4qr11BQ9aD+ZOxEwOvzUNtXhtUgFFi+F8XPv8qtzRjY+vJ5FTfVUV7gZPvU+XUoltSXOvNdAsHipqPARH+6hezRFsKGZ9SuXUFdTTYnfhaGAwxW9dpJxz3Jqg3c2PBSQZjo51O9j44L8u3uCKGF1eimpqKKiLIzfodBx4E1e2d9O8bxlBLW0hBAEkNP0t5/gjd++yvlpD0uWLaEq7MGY134BQTTh9PrvmPcejIl+jrdNsnxBgV0WQUAyWHH7goRKSigpKSEc9KCOnOfdVjNrF+SvbhNNVnyBEOUVFVRWVlJZ5iPT08Kn7TmWbdpAXdCRp5+TwuSlj/jb3xzHGK5n8dKlLK6X6LpuY826u9sbSKKI32qhtshJNJtlNJliPJni2vVjjPYLVJT7MaoTHPrtL/n45GUGMg4W14Xompphf98gF8YmGUkkySkqBkFAAdKZJEPX2hhKWxiVU7S3HOCaEmZSynBjOkpOVan3uKj3FCE9QBNW0eKmtKoGn6NQLyCZ7v0/42ikmg0bVzK/oZYSH7SfPkPOXUHIbcn7uxElO4FAEZnxHq70Rgk1LmflyqU01tZQFSrKP+/VLCODvQjWEsJ+x112ioYJblzOUF9gzUMQMTvchErLqSgvJeQ1M3DqDV7/9DrFVfUEHuAlVedfPr9/L6E/OCqqopDLZUlO9XJi7z7aJ61sfPp5NlbmN0tVFeT0DF3nj/LR3uPkylZSX1qHcf06lmuQeBZMTkqr7n2bVMq8pI61kIxnwJ6nPFSwEqquvzs1VVVRa1wM/PJsweNLBgtFXguqqpBLRTj29ju0ZRv4i7/cTLhg80ARm8uDNXWWyx1dlJSX4HoQR0HNcvXTY6Qbv4NNUJi+fIT3xxv54b/bSP+RA7TfGKBsab6sf5VMIsrsi6dMdHwCm/Yo1hwImJ1etCxZanaIYy0ptn/zaeZ/tpkQYOOeLJ/sPcPEoj15cyEEo5Pyeaspn7eC6YF2Dn74On+9z8nqbQ+zalE15gLpS+bSEuI93SQbF2AVb+rXyEmuXh2jrEFL/o+Kqshks1km+i/zyUdHGDHV8tRLu5lXKBSqquSyCQbbjvHh/tMk3PPZvMDPiaKtPDSvqLCzKlgorq6n+HPfqda4GXntTEHLJaOTss8nBqsqSrXEhf90CciXvCkgGS24vRZQVdLRYY6+8y6nknX84H/bTWnBIhkBc1GAgHSSax3dlJaVEcrzExUFAY/Vwp7qChzGIS6Oj9B7soWR5bWUjo8RanuNi47t/OW3ytj/u3389Xk7mcxslZgIWA0Sa8JBlgT8gErP5Cgnhq/RK81K18djU6TjaeTY7A6MJAgU26wYH7BjvGR1oyV7Q01dY+9JG1v+lw3U3rpWfg/KdJTWnh4WlS+6rVp8HwTJQvn8VZTPX8Uj49f4+N33+PFhA4s2bmfL8rr8BxeMuEwmLkQmmK8EP9udUZUck2fOMu3Xlv2kKjLZTJLJ/ivs/+gTrmXL2fHYTurCWqvrdL7ufGkOS2qyj0ttV+kdGGEmZ6PxoSfZUluCxSAgKORXO81GOb/3DT68mmP14/8ja+YVM3BkH92/p01TA1cZTVlpfNCOw7NGMdRxnRmnljwClVxqhhuXznDq/DXs9Vv41up52kICggFf7Uq+/aMljFy7yJmWj2mdGGZCUunoMVMeDhTYHVLIZM14vGbIRDh/eYKlmx/DazST9LjoS99fTvzzyHKObE5GUVVkOUs2y803cK0VYl8MdWaSSVcZOz4X+TDZSvA6O4jHVbSVGkk4i2tZu+MpPOeO0fLpe2TEp3nsofxvis7y1RS172XvwRmqwj6MapLx/i66ck08vii/y6UqWSKDXbS1X2NwZBzFGuahJ75HXYkbSRQQCuVwqHHaP/4Vvz2XZt3Ob7B2STXSmZc5oV0F4D7kGLtxg4jxCz401Didp9qR52mrNFEyM/S2n6OltRtL1Rb+pxVNaNMME7CXN/PtHy1hrLuVM+cPciU5zsS0h2s9wzSUBmZzgT43ymyQ2FpRQsgm8C42ZgwqH3dcQPh0HO9TFRwaitKWiTA5OENpQKLYbqXR42ah33NXtU+D20Xc62ZJeS3hoJHzXTa6PF58TploJovPbqPc6dCuRfOAKOMDTJYspuJOx04w4PO5kacyKIXWzDsweytZs2037ostnPr0XaZ5kZdW5wmFChLhmlraPz7ChwemqQ67MZFlariLi9eD7HyhMv8B1SxTAze4dOUaQ2MRcmYfCx/713yjzDObPK45eUnn686X5rBEuo7z7rtnEX1lVIRVOs8dovMcgET1hm+wviqPaQY7DSu3YvB3M9B5lLfbjTAdo0hrVeUcWLyVrFjlwau9PvUOBGyBOraFCr8vZWIjnNy/n65kEQs3PUljuRsjWdLp2eaJpoLCZYBgprjhIXZVL2JiuI8bXddpO3mAsfmb2bAwTx6FYKRmaSXH3/4Vv3bkGM8GebLSSS41zfXeQWy1hTQVBCDBqQ9+S6dFZnhqHMurv+GyCIhBNjy3k3y37vdFlWUEo/GeNm+CIGAwiPc05rzvdyhp+tvPcf5yN3HRTii8kMeWVVAWKuxsGq0+VqxfS/vlDrrah1BEI85ANdtWNVFQpDab5PrZ/bx3dAB3uJyQb5Rzhz/kHLNhwuZtT9OUJ/cKwUr1ql08G+xhcPAs73e3EkxPoBZ4XuRHwOKtZvNG7eX0dw+XcFU082xzeYEPqmRnhji6dy8dcSdLHtrCvMogJnKk0zkEUcJoLJQ/NSutEKxZxq6KeUwM9dHd3U3XqWOkVqxnRXXwviElgyiyKBDGtLGenx09zEAuStpWT2lykLHRASYiKrUr7awr8VLlcuKxmO9VexUESEc4sfct7DYD0aFJ0pNHiFpUYlmF+Tufx2v544U11FwO0WK9xyeRJBHQpmOiZBMMXm/j3MUOYpKT4lADjz6/neryQmXFAgZnmA2b13C57Qo9HYNkMeDwlLLz2SVUOgtluie4fnofrx3qJlBeQcin0nrkI1oBwepj7foN1IT0XRadwnxpSbe5dIxoPHOPei6Aye7BoeEtWVVypJMJJoe7OLnvE1omXWx8eAdrl1TjfICmyf/UTA+e4pd/9yq9shW7+e6nu33hU/zVUxr1QO5AVbKkEklUgxWbJf/Jq3KaqbFBhiezuEOlFHtskEszPjaB2VtMkSWfx6GSjk0Tz9xvkTRg97geQEvlwZHHLvDjn7zFQCJ398NNkTH463npT/+U2jzVNspEK794+XUmvAtZu3opFUEPDuusZo1oNOdV+b2NiiLLZDNZFEHEaDTe0cQwzyhVIZ2IkUjfZ0tEELA53FgKJRwzm7CeScaZGu7mxP53Od5nZ8PuXWxaVodDq67APzkq012n+Okv3mAwbcZhudM5EQk1beKZZ9YXdvo+/61KjlQyhWq0YDXO0WH7Jko2yWB/L0f7Z+gURASTSJGSptEVYHV9JTbD3O0YVFUhk4yTSGXvu2ZZnR6sGu7dFyXX8zH/4T/vw1R0t1OkZtPYFz7Kv31ufV517lyqj7de/g19hgpWrVtJddCFzWrBIAoIkhmrxnmjKjkymSwKs/O+UM7XzUGkEzHi95v3ooTd7sCs6Xen83VhrqTbL81h+cMjE+1v4+jxiwRWP09z+ZeYnqPzlUUePsXLvzrMzD1PHYHw8j28uKVQhdZXj8ToVQ6fvk7DsnVUlxR92eZ85VFVletTM6RlmeoiF7b79hz6l0U2cZ03f/YWvcl73S2pbhc/eqKwBpGOzj8VXwOHRUdHR0dHR+efO3M5LH/M/EgdHR0dHR0dnT8IusOio6Ojo6Oj85VHd1h0dHR0dHR0vvLoDouOjo6Ojo7OVx7dYdHR0dHR0dH5yqOxnk9FTgxz4oMPODeYJDh/HTvXL6Los9p9FTk9zMHX3+bSuETDuh3sWFaRpy+Ijo6Ojo6Ojo52NHYYzNJ7fB9XHKv5xotP4xs6zccdkdv/V2Kc/c0vGa/czovPbiJzbi+HBrN/JJN1dHR0dHR0vm5oDAlJhB56lOe3ziPoceN1mMndIVqoxq5zfKCCDStqCITq2LzIzImWoT+OxTo6Ojo6OjpfO7SFhAQJa5EbVIVIdytnplxs23K794MSm2bS5sVtABCwFTlJXBwHCrQcB9LpNLIsfzHrdXR0dHT+WSKKIhZLwTbdOjqfMafDoiRGudzeS1ow4i+rpixgJzV+lX37LrBwy9NUuG73tBAMBoy5BDkVEFTUXA7BqK2ZTzKZJJlM/t4noqOjo6PzzweTyaQ7LDoPxJwOi6DKpFNpUoJKTs4Q6engwN7zeFc9RnOND0kARcmSSuYwOkOUZ9vojcksdOYYHJgiVFOiyQC3243bXbjDsY6Ojo6Ojs7XF029hNTEDV79ry/Tkgsxv9KNAZHA4h1sKB/lwOFhlm9Zh9r2Fu+05Qi6BUajdrY/+yjVNr1MSEdHR0dHR0c7v1fzQ1WVyaQyKHd8TjSYMUkK2ayCwWREUHNEJ8eYiKt4AwFcNhO6u6Kjo6Ojo6PzIMzlsGhKuhUECbPVep//iJhupbIIRlz+Elz+39NSHR0dHR0dHZ3PoSvd6ujo6Ojo6Hzl0R0WHR0dHR0dna8894SEFEVhaGgISZLu93kdHR0dHR0dnT8asizj8Xju+fs9SbeKouhCbjo6Ojo6OjpfGpIkIYp3B4HucVh0dHR0dHR0dL5qfP1yWJQciUSSnKwU/uwfDZVcOkUinSv80btQSMZiZL9M079KqDLJRIKs8s/5gqikY1ESDzoVbo5NRWdI6huiOjo6XwP+f3z5t9KSzwPMAAAAAElFTkSuQmCC)
Source: Per Capita, Submission 61, p. 13
Impact of increasing rents on overall cost of living
4.11Rents make up around six per cent of the basket of goods and services used to measure CPI, so rising rents themselves contribute to rising living costs as measured by the CPI. However, this may understate the extent to which rising rents add to cost-of-living challenges for new or prospective tenants.
4.12The Reserve Bank of Australia has published analysis comparing two rental measures: rents as measured in the CPI (i.e. price changes for the stock of all rentals); and advertised rents (i.e. the asking price for currently vacant properties). Advertised rents have risen over recent years far more steeply than CPI rents.
Backdrop of rising cost of living
4.13At the same time as rental prices have increased, tenants have faced increases in the overall cost of living with steep rises in CPI from 2021.
4.14The combined impact of these pressures was described in detail to the committee by many submitters, as outlined in Chapters 2and3. Renters living on low incomes are the least able to reduce expenditure on non‑essentials and are therefore the most affected by cost-of-living pressures.
Rental stress
4.15As also highlighted in Chapter 2, the committee heard compelling evidence that rental stress is a significant issue among renting households, particularly those on lower incomes.
4.16Per Capita argued that ‘there has been a rental availability and affordability crisis for decades for people reliant on minimum wages or income support payments, as both social housing and welfare payments have declined in real terms’.
4.17Dr Chris Martin and Professor Hal Pawson from the City Futures Research Centre describe the private rental sector as ‘the site of the worst affordability outcomes in the Australian housing system’:
The median low-income private renter household (i.e. in the lowest two quintiles of the population by income) spent 36% of its income on rent in 2019–20, with 20% of this cohort spending over half of their income on rent.
4.18Analysis by the Committee for Economic Development of Australia (CEDA) estimated that ‘renters among the poorest fifth of Australian households could be paying an average of 44 per cent of their disposable income on rents in 2023-24, based on a 20 per cent increase in asking rents from 2021-22 as of February2023’.
4.19Bankwest Curtin Economic Centre has calculated median price-income ratios for rentals in 2022 of established houses in Australian capital cities and regional areas. It found that all major cities were ‘affordable’ for households on median incomes, ‘with median rents representing on average 26.4 per cent of their incomes’ – ranging from 21 per cent in Melbourne to 28percent in Sydney. However, rentals were less affordable for lower-income households (the bottom quartile): the average rent-to-income ratio across capital cities was 28 per cent, with ratios of around 32 per cent for both Sydney and Hobart and 36 per cent for Perth.
4.20Analysis in Western Australia indicates that in areas historically considered more affordable, over the five years to December 2022 ‘housing costs had grown much faster in the cheaper areas and for those at the bottom of the market’.
4.21As mentioned earlier in this report, organisations have reported that they are increasingly assisting people who have not previously experienced housing insecurity or homelessness.[18]
Rent increases
4.22The Reserve Bank’s June 2023 Bulletin observed that:
Over the past year, rents have increased for almost three-quarters of properties, up from around one-quarter every year pre-pandemic. …
Rent inflation has picked up and is broadly based across new and existing tenants, property types and the states. Rent increases have also become more common, and larger on average.
4.23Rents paid across Australia rose by 2.5 per cent in the June quarter 2023 and by 6.7 per cent annually. This was the largest annual increase since 2009, with especially high increases in Brisbane (8.9 per cent), Perth (8.2 per cent) and Sydney (7.3 per cent). Median advertised rents rose by 11.5 per cent in capital cities in the 12 months to June 2023 (and by 13 per cent in each of Sydney, Melbourne and Perth).
4.24Numerous submissions, including many tenancy advocacy groups, called for some form of limits on rent increases. The Grattan Institute noted that ‘all states and territories already limit the frequency of rent increases for ongoing tenancies to between 6-to-12 months’, and most jurisdictions ‘allow tenants to contest rent increases via an independent tribunal’.
High demand for rental housing
4.25Key factors affecting demand for rental housing in Australia include reductions in home ownership affordability and average household size; and patterns of international and internal migration.
Declining home ownership affordability
4.26Australia is experiencing a decline in the affordability of home ownership, as noted in Chapter 1. A reduction in the homeowning proportion of the population can be expected to cause increased demand for rental housing.
4.27According to PropTrack, home ownership affordability is now at its worst level in at least 30years, based on ‘the share of homes that households can afford to purchase across the whole income distribution’.
Declining household size
4.28The Australian Institute of Family Studies noted in its submission that, while the number of Australian households is increasing (as is population size), the average household size has declined to 2.5 in 2021. Of all households in 2021:
71 per cent were family households (down from 78 per cent in 1981);
26 per cent were individuals living alone (up from 18 per cent in 1981); and
4 per cent were groups of unrelated persons.
4.29The committee heard that smaller-sized households mean that a greater number of dwellings are needed to house the same number of people.
4.30The increased incidence of working from home during the COVID pandemic is thought to have driven interest in greater household space, fuelling demand for an additional 120,000 households and thus greater demand for dwellings.
International and internal migration
International migration flows
4.31A number of inquiry participants noted that the recent net gains in overseas migration have contributed to boosting housing demand.
4.32For example, CEDA submitted that with the post-pandemic reopening of Australia’s borders, population growth reached a record annual high of almost 500,000 in 2022, ‘requiring roughly 200,000 additional dwellings peryear based on the national average household size’. The Institute of Public Affairs (IPA) said net migration to Australia over the period 2023–28 is expected to exceed 1.7million people, equating this to the establishment of 117,000 new households peryear and a cumulative shortfall of around 250,000 dwellings (relative to the expected increase over that period in housing supply).
4.33AHURI submitted that while the post-pandemic reopening of Australia’s borders is ‘not a key reason for housing affordability stress in the last two years’, it is a contributing factor to the increased demand for rental housing. Per Capita similarly told the committee:
There is undoubtedly a relationship between high returning migration figures and rental prices and availability. However, blaming the rental crisis on immigration does not stand up to scrutiny: net migration numbers are well below the 2009-2019 trend when rents were growing at a very low rate.
Internal migration flows
4.34The demand for rental housing is also affected by internal migration flows.
4.35The Regional Australia Institute (RAI) reported that the population of regional Australia had increased annually by an average of over 76,000 in the decade to 2020 – with the number of new home construction approvals declining in half of those years. RAI also observed that ‘net city to regional migration flows … are still more than 16% higher than they were pre‑pandemic, despite coming off record highs’. For regional Victoria, that figure is 30per cent above pre-pandemic levels, according to Regional Development Australia (RDA).
4.36Such net population flows to regional areas apply pressure to both availability and affordability in regional rental housing markets, which in turn adversely affects regional labour markets.
4.37The Reserve Bank of Australia has published analysis showing rent inflation since 2019 has been higher in regional areas than in capital cities.
Supply of rental housing
4.38The following section provides an overview of the housing stock to rent and the supply shortage of private rental dwellings. It also outlines key factors affecting supply of rental stock. Rental affordability problems are often ascribed to a shortage of available housing stock for rent, with high demand relative to supply placing upward pressure on rent.
Social housing (public housing and community housing)
4.39As noted in Chapter 1, the number of households in public housing fell by 13.6percent (to 286,000) between 2002 to 2022, while over that same period the number of households in community housing almost tripled (to 102,600).This trend is illustrated in Figure 4.4.
Figure 4.4Number of dwellings by social housing program
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Source: AIHW, Housing assistance in Australia, 14 July 2023, www.aihw.gov.au/reports/housing-assistance/housing-assistance-in-australia/contents/social-housing-dwellings (accessed 13 September 2023).
4.40The Grattan Institute observes that social housing stock has barely grown in 20years, while the population has increased by 33 per cent. Similarly, the City Futures Research Centre notes that annual social housing lettings have fallen since the mid‑1990s from 52,000 to 29,000: ‘anominal reduction of 44 per cent, but pro rata to population, down by over 60percent’.
4.41Waiting lists for social housing are extremely long, demonstrating the inability of supply to keep up demand. AHURI highlighted the sheer extent of this demand:
If we add together all the households on the waiting list and those already in social housing, we find that over half a million (close to 565,000, or just over 6 per cent) Australian households were living in, or had requested to live in, a form of social housing. AHURI research has projected growth in demand for social housing to the year 2037, estimating that over 1.1 million social dwellings will be needed by that point …
4.42The Community Housing Industry Association argued that:
The evidence is that Australia needs around 8-9% of its total housing stock to be social housing for low income households and around another 3% to be affordable rental housing for moderate income households. This is about three times the current supply.
4.43On 14 September 2023, the Housing Australia Future Fund Bill 2023 (HAFF Bill) was passed, committing additional funding for social housing that is estimated to result in an extra 30,000 new social and affordable dwellings over five years.
4.44To date, a number of inquiry participants have expressed support for the passage of the HAFF Bill. For instance, Mr Hayden Groves, President of the REIA, stated that:
The Housing Australia Future Fund does give an important injection of social and affordable housing funding for the states and territories, in order to help them catch up with an area that has been long neglected by the states and territories. It is very important legislation to try to get more housing, more quickly into the market, at the affordable end, right now.
4.45The committee will examine the views of inquiry participants on the new legislation in its final report.
Private rental housing
4.46As noted in Chapter 1, the national residential property rental vacancy rate in July 2023 was 1.3 per cent, with some capital cities vacancy rates closer to 1percent. This is well below a ‘healthy’ vacancy rate of between 2.6 and 3.5 per cent.
4.47Of properties in the private rental market, 80 per cent are owned by individual investors with the remaining 20 per cent owned by self–managed superannuation funds, institutional investors and employers.
4.48Nearly half of Australia’s private rental dwellings are owned by landlords who own a single investment property; and about 90 per cent are owned by landlords who own four or fewer investment properties.
4.49Properties and owners tend to enter and exit the private rental sector quite rapidly. One analysis of rental bond data found that over half of rental properties in Sydney and Melbourne had exited the sector five years after first having been observed in the sector. A similar proportion of landlords leave the sector at five years.
4.50The growing gap over the two decades to 2016 between the number of lowest‑quintile (‘Q1’) renter households and the number of private rental dwellings affordable and available to such households is shown at Figure 4.5.
Figure 4.5Indicators of supply shortage of private rental dwellings for Q1households, 1996-2016
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)
Source: City Futures Research Centre, Submission 40, p. 19, (citing Kath Hulse et al., AHURI, Thesupply of affordable private rental housing in Australian cities: short-term and longer-term changes, December 2019).
4.51The REIA characterises the main factors affecting current rental housing supply as follows:
… inadequate housing, combined with a shrinking of the existing pool, is the absolute dominant factor in the current supply of rentals.
Australia's building program has not kept up with consumer demand; and existing rental inventory has become stressed by economic conditions, excessive regulation, taxation and reduced returns.
Build to rent
4.52AHURI explains the concept of ‘build to rent’ (BTR) as:
… the process whereby developers and their financiers build multi-unit buildings and, instead of selling the units, retain them to rent to tenant households. Rents may be set at market rent or, for affordable and social housing, at an appropriate discount to market rents.
4.53The BTR sector accounts for about 0.2 per cent (by value) of Australia’s residential housing sector, consisting of about 3,000 completed units and some 19,000 in development. It has been incentivised by some recent changes to tax settings (both state-level land tax and federal-level withholding tax). Thecommercial BTR sector currently operates at the higher end of the residential housing market.
‘Affordable housing’
4.54The need for an increased supply of more affordable housing, especially for low- and moderate-income earners, was a major theme of evidence before the committee.
4.55There is no universally used definition of ‘affordable housing’ in Australia. AHURI has observed that the term is variously used across jurisdictions and government programs to refer to:
a household’s ability to pay, determined by its income;
rental housing with rent lower than the prevailing local market rate; and
rental housing only, or also home ownership.
4.56As noted in Chapter 1, a range of government programs aim to promote housing affordability. Of these, several programs attempt to boost the supply of affordable housing; some assist people to pay their rent; and others focus on assisting people to enter home ownership.
4.57Many submitters stressed the need to focus on the composition as well as on the quantum of the required additional rental supply, inorder to ensure that the needs of moderate- and low-income earners are met. For example, Mr Thomas Chailloux of the Public Interest Advocacy Centre (PIAC) told the committee:
… it's really, really important, when we talk about supply of housing, that we talk about targeted supply—supply of social and affordable housing that people on the lowest income can actually afford—because you cannot guarantee, when you focus on general supply, that this supply will actually flow down to the people who need it the most, and those people often are our clients.
Factors impacting supply of private rental stock
4.58Inquiry participants suggested that a variety of factors influence the supply of private rental housing, including incentives and disincentives for property investors; short-stay rental housing; and levels of construction activity.
Tax incentives for small investors
4.59As noted above, 80 per cent of Australian rental properties are owned by individual investors.
4.60As noted in Chapter 1, the main tax incentives for investment in the housing market, in terms of cost to the Commonwealth budget, are negative gearing and capital gains tax concessions.
4.61In 2020–21, approximately 1 million out of 2.2 million individuals with an interest in rental property reported a net loss in rental income (i.e. they were negatively geared), while 1.25 million individuals reported net capital gains.
4.62In their joint submission, Treasury and the Department of Social Services (DSS) contended that ‘current settings provide a marginal incentive for individuals to invest in rental housing’. They also argued that ‘while changes to tax systems can affect investor incentives, current rental affordability dynamics have not been driven by tax settings’.
4.63Some inquiry participants argued that the removal of tax concessions for investors would result in an exodus of investors from the private rental market, which would lead to worse outcomes for renters. On the other hand, a number of submitters linked the availability of tax concessions to negative outcomes for tenants. For example, Per Capita argued that:
The instability of the hobby landlord class is the major cause of short tenancies and housing insecurity for tenants, and of the spikes in rental prices that occur when properties change hands or are leased to new tenants. It is in large part driven by Australia’s unusually generous tax concessions for property investors, which incentivise ordinary income earners, without high levels of capital, to speculate on the housing market.
Institutional investors
4.64Evidence before the committee highlighted the relatively small role of institutional investors in the Australian housing market. For example, CEDA noted that the largest investors hold only a few thousand units, contrasting this with Germany and the US where the largest institutional investors hold a combined total of over half a million dwellings.
4.65REIA told the committee that institutionalised investment assets will be useful in that they will provide rental supply, albeit at the upper and more bespoke end of the rental continuum, which will free up other rental supply in the market.
4.66As outlined in Chapter 1, the Government announced in its 2023–24 Budget incentives for investment in build-to-rent accommodation.
Short-stay rental housing
4.67The committee heard a range of views about the extent to which short-stay rentals exacerbate rental affordability and supply issues.
4.68AHURI research suggested that short-stay rentals arranged through platforms like Airbnb ‘are probably not significantly worsening rental affordability at the metropolitan scale’, with commercial Airbnb listings comprising only 1‑2percent of rental stock in Melbourne and Sydney. However, AHURI found that such platforms are having an impact on rental supply in ‘high-demand inner city areas that have significant tourism appeal’.
4.69The Productivity Commission noted that Airbnb listings as a proportion of the rental housing stock were 12 per cent in Hobart (2020) and 48 per cent in ByronBay (2017). It argued that short-term rentals ‘highlight – rather than cause – broader supply problems’.
4.70Airbnb pointed to the complexities involved in the housing market:
At its core, the issue of housing is challenging and complicated. The causes of housing or rental availability and affordability differ from place to place, with legacy factors – which often pre-date the founding of Airbnb by decades – ranging from the supply of new homes, the ratio of affordable to social housing stock, demographic changes, the number of empty dwellings and rooms, shrinking household sizes, migration, interest rates, taxation settings, as well as state and federal policy and broader economic conditions.
4.71Professor Nicole Gurran told the committee at the public hearing in Brisbane that it was difficult to isolate the impact of short-term rentals from other types of demand shifts. However, she said there was ‘quite robust international economic literature’ finding that the impact did entail upward pressure on rents. Professor Gurran stressed that, with vacancy rates low, ‘anything that reduces the availability of properties will further exacerbate that rental vacancy rate’.
Construction activity
4.72The committee heard that a variety of factors influence the rate at which rental housing is constructed across the country. These factors may include planning and zoning regulations, development approvals, and issues with labour shortages and supply chains.
Planning and zoning regulations
4.73A number of submitters argued that housing supply in Australia has been constrained by the operation of planning rules. For example, Treasury and DSS said in a joint submission:
A key deterrent to new dwelling construction in Australia has been planning, zoning and land release systems. Such regulations, when restrictive, can substantially increase the cost of supplying new housing. For example, planning delays increase costs and uncertainty to developers, which can restrict housing supply.
…
Planning, zoning and land release regulations have been diverting housing development away from well-located areas, where it would best satisfy household preferences. Proponents suggest that dense development in the ‘missing middle’ of major Australian cities, where households can reside closer to jobs in areas with higher quality amenities and infrastructure, has been restricted by regulations put in place by local governments.
4.74The Centre for Independent Studies argued that planning restrictions are the ‘fundamental cause’ of rental supply issues which lead to overly high rents.
4.75Others questioned whether planning and zoning rules are the major delaying factor – inview of the lag times observed in practice between planning approvals and commencement of construction. For example, Sustainable Population Australia submitted:
There is no evidence that more government efforts for rezoning or reducing ‘red tape’ will increase the rate of housing construction, since developers already have access to land they choose not to develop yet.
4.76Researchers from the University of Sydney gave evidence that planning and zoning regulations are not the main barriers to the construction of new rental housing.Dr Cameron Murray pointed out that ‘plans are rules about where things go, and only property owners can decide when or how fast to build them’. This was echoed by Professor Nicole Gurran who indicated that the real problem is ‘getting projects off the ground once they’re approved’.
Development approvals
4.77Government agencies submitted that dwelling approvals provide an indication of future construction levels. Master Builders Australia pointed out that in the June quarter of 2023, new home building approvals were 15.5 per cent down on a year earlier, with higher-density home building approvals down by 14.4percent’. Figure 4.6 shows the trajectory of dwelling approvals since 2009.
Figure 4.6Dwelling approvals
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)
Source: Treasury and DSS, Submission 133, p. 25 (citing ABS, Building Approvals, Australia, 30 August 2023, www.abs.gov.au/statistics/industry/building-and-construction/building-approvals-australia/latest-release (accessed 1 August 2023).
4.78On the other hand, several inquiry participants suggested that development approvals do not significantly influence the rate of construction activity, as developers are free to choose when to commence developments once they have been approved. According to Sustainable Population Australia:
Housing supply is largely controlled by developers, who choose to drip-feed stock to ensure the market remains tight and prices keep rising, while holding large parcels of land already approved for development (land banking).
Labour and supply chain issues
4.79Numerous submitters indicated that labour and supply chain issues are limiting the rate and amount of rental housing being built.
4.80Peak bodies for the housing and construction industry noted the impact on the construction sector of labour shortages and increased costs of building materials. For example, Mr David Bare, Executive Director at the Housing Industry Association, testified that construction costs have increased over the past 12 to 18 months ‘on average by 20 per cent’. In Sydney, this equates to an additional cost of $130,000 for an average build.
4.81The Housing Industry Association outlined the substantial increases in the cost of building material from pre-pandemic levels:
All home building inputs have increased in price between the December Quarter 2019 (pre-pandemic period) to the latest March Quarter 2023. Notable inputs that have saw a large price increase over this timeframe are reinforcing steel (+59.0%), steel products (+46.7 per cent) and timber, board, and joinery (+40.9 per cent).
4.82The committee heard that the combination of labour shortages and supply chain issues is causing ‘significantly extended build times’, with some people renting in the private market for long periods of time while waiting for their home to be built.
Rights and obligations of landlords and tenants under tenancy law
4.83Residential tenancy laws and tenancy support services affect security, safety, and accessibility for renters. As noted in Chapter 1, state and territory governments have responsibility for tenancy laws, but the Commonwealth Government has recently become more engaged in coordinating efforts towards greater harmonisation of tenancy laws across Australian jurisdictions – with a view to enhancing protections of renters’ rights.
4.84Residential tenancy laws provide legal protections for tenants around rent and conditions of rental leases. The differing levels of tenancy protections across Australian jurisdictions are summarised in Table 4.1.
Table 4.1Key features of private rental tenancy protections by jurisdiction
| | | | | | |
NSW | Permitted every 12 months, nocap | Permitted | Being considered, currently 30 or 90 days | Being considered | Being considered | Transfer of bonds, other reforms being considered |
Vic | Permitted every 12 months, nocap | Prohibited | At end of first fixed term or with reason | Landlord discretion | No restriction | Minimum standards, allowable modification, right to reasonable repairs |
Qld | Permitted every 6 months, nocap | Permitted | End of lease 60 days, otherwise not permitted | Landlord discretion | No restriction | Personal modification, fees and charges, bond transfer being considered |
WA | Announced restricted to one a year, no cap | Announced | Permitted 30 days before end of fixed term, 60 days periodic lease | Announced allowing pets with reasonable refusal only | No restriction | Announced allowing modifications, announced streamlining bond release, announced dispute process |
SA | Permitted every 12 months, nocap | Soliciting bids prohibited (tenants can initiate) | Legislating prescribed reasons during lease, allowed at end of lease | Legislating allowing pets with reasonable refusal only | Prescribed application form and restrictions on info collected/ stored/ destroyed | Longer leases being considered, bond limit to 4 weeks’ rent |
Tas | Permitted every 12 months, nocap | Advertising price range not permitted (tenants can initiate) | End of lease 42 days Otherwise not permitted | Landlord discretion | No restriction | Basic minimum standards required |
NT | Permitted every 6 months with 30 days’ notice, nocap | Permitted | Permitted 42 days during lease, 14 days at end of fixed term lease | Landlord discretion | No restriction | |
ACT | Permitted every 12 months with, for periodic tenancies, ‘prescribed amount’ | Soliciting bids prohibited (tenants can initiate) | Permitted 26 weeks | Landlord discretion | Landlord discretion | Growing food Compost |
Source: adapted from Australian Council of Social Service (ACOSS), Submission 117, [pp. 6-7]
4.85All states and territories are currently reviewing, or have recently reviewed and amended, relevant legislation. For example, the ACT Government recently amended its legislation to place limits on rent increases; ban no-cause evictions; ban solicitation of rent bidding; require rental properties to be advertised with a fixed rental rate; and make it easier for tenants to have pets or make modifications to their home.
4.86As outlined in Chapters 2 and 3, the experiences of many renters point to the need to better protect renters, and many submitters called for profound reforms of tenancy laws.
4.87Inquiry participants who participated in the recent public hearings which took place after the National Cabinet announcement of ‘A Better Deal for Renters’ were broadly supportive of the initiative. However, many of these were of the view that ‘A Better Deal for Renters’ does not go far enough, especially in the area of rent increase control. For example, Ms Maiy Azize, the campaign spokesperson for Everybody's Home told the committee:
The recent National Cabinet meeting, for example, was a real lost opportunity to protect renters from the worst of the housing crisis. The recent agreement we've seen is not going to end unfair rent increases. Limiting those increases to once a year won't change anything for nine out of 10 renters across the country who already enjoy that protection.
4.88On the other hand, in its submission to the inquiry, the Productivity Commission told the committee that while tenancy law reform can increase security of tenure, renter autonomy, and minimum dwelling standards, it may also increase costs and risks for landlords.
4.89AHURI submitted that rental reforms need to achieve a balance between improving conditions for renters while not disincentivising investment and limiting supply of fit for purpose rental housing (which in turn can increase rental prices). The different views on the impact of rental reforms on property investors were discussed earlier in the chapter.
4.90Evidence before the committee highlighted varying views on the appropriate balance between the rights and obligations of tenants and landlords in a variety of areas, including:
rent regulation;
tenancy application processes, including privacy considerations;
tenants’ use of rental properties, such as pets and minor modifications;
minimum accommodation standards, such as energy efficiency;
‘no-grounds’ evictions; and
enforcement of tenants’ rights.
Rent controls
4.91A significant number of inquiry participants called for the introduction of rent controls, though there were differing views as to the precise form these regulations should take. It was said by these submitters that rent controls are needed to ease the financial pressures on renters; increase certainty and stability for renters; and address the recent issue of some rental providers demanding excessive, and sometimes punitive, rent increases.
4.92The committee heard that for rent controls to be effective, they must be accompanied by stronger protections for renters. For example, Ms Penny Carr, Chief Executive Officer of Tenants Queensland, indicated that:
… protecting people from arbitrary eviction goes hand in hand with limiting rents because, if you have one without the other, you use the other lever to effect the change you want as a landlord.
Limiting rent increases
4.93Many submitters suggested restrictions on the amount and frequency that rents can be increased. There were suggestions that rent increases should be tied to official indexes such as CPI or median wage increases. The system of regulating rent increases in the ACT was widely cited as a model that could be replicated in other Australian jurisdictions.
4.94Dr Chris Martin, Senior Research Fellow at the City Futures Research Centre, noted that the ACT has had some form of guideline in place since 1997 on the amount by which rents can be increased. According to Dr Martin, such a guideline helps to protect existing tenants from being dislocated from their communities due to excessive rent increases.
4.95The ACT Government explained the model as follows:
The rules work by permitting lessors to increase rent by a certain amount, which is known as the ‘prescribed amount’. The formula for calculating the prescribed amount uses the percentage increase in the rents component of the housing group of the Consumer Price Index for Canberra published by the Australian Bureau of Statistics.
The prescribed amount is: 110 percent of the increase in the rents component of CPI for Canberra since the last rental increase or the start of the tenancy (whichever is the later). …
A lessor may only increase the rent in a periodic tenancy by more than the prescribed amount if either:
the tenant agrees in writing to the proposed increase, or
the lessor obtains an order from the ACT Civil and Administrative Tribunal (ACAT) permitting the increase. The lessor must be the person to commence the ACAT application if they wish to secure approval for the increase.
4.96Several inquiry participants stated that rent increases should be limited to once every 12-month period. For example, rents for fixed term and periodic tenancies in the ACT cannot be increased more than once every 12 months (from the start of the tenancy or the date of the most recent increase).
Rent freezes
4.97Other inquiry participants called for rent controls to include an immediate temporary freeze on rents to provide urgent relief for renters. For example, Amity told the committee at the public hearing in Sydney that:
A short- to medium-term freeze on rents would provide much-needed relief to renters while we wait for long-term solutions to come into place.
4.98The City Futures Research Centre noted that:
… the notion of such a [rent] freeze in ‘emergency conditions’ is far from alien to Australia; the height of the COVID-19 pandemic saw such action implemented across much of the country. In the circumstances prevailing at the time of this inquiry – the extraordinary rent increases seen over the past three years – there is some justification for arguing that a different kind of housing market emergency is indeed ongoing.
4.99However, AHURI argued that the evidence demonstrated that:
…blanket provision of rent caps is harmful, particularly in the absence of sufficient supply and particularly in the absence of minimum standards. So we need to make sure we have a rapid increase in supply. That's clearly a priority. Funding the HAFF, for example, would be a really positive step in that direction. We need to make sure we do move on minimum standards across the country. There are some movements in some jurisdictions already, but there is a lot more to be done in that space. But then also we need to think about how we would target any kind of rent controls. Typically in North America it's done on very specific measures, at a municipal level rather than a state level or a federal level, and done to particular segments of the market. In Europe it's more often targeted to particular rent-pressurised zones rather than entire cities or states. It's much more targeted to where there are specific pressures. That's how you avoid getting the sorts of knock-on effects that we're concerned about.
Impacts of rent controls
4.100On the other hand, several submitters warned of the risk that rent controls would operate as disincentives to landlords. Private investors suggested that any attempt to introduce stringent rent controls would be the ‘nail in the coffin of affordable rental accommodation’. Simon, a witness who owns investment properties in Sydney and Canberra, warned of the following ‘unintended reactions from investors’:
Investors will move their investments into alternative opportunities, so investment funds will come out of the housing industry. … Alternatively, it may lead to investors staying in housing but seeking to circumvent the legislation. … It may lead to additional charges that are hidden charges, such as the notorious 'key money', or requiring tenants to pay for repainting and so forth. And it may just lead to neglect of basic repairs and upkeep.
4.101Concerns were raised, in particular, regarding rent freezes. According to some inquiry participants, the supply of affordable rental housing and the level of maintenance conducted on rental properties decreased as a result of rent freezes in countries where they had been implemented. Per Capita also submitted that a blanket rent freeze would be unable to account for differences in local rental market conditions.
4.102The REIA contended that rent controls would be ‘disastrous for rental supply, rental affordability and, ultimately, tenants’. Similarly, the REIQ argued that by eroding people’s confidence to invest in residential rental property, rent controls would:
… result in further supply depleting from the market, and more competitive conditions for tenants, driving rents even higher and seeing more tenants become homeless. Rent caps will only perpetuate this cycle.
4.103The Housing Industry Association surmises that rental caps will incentivise ‘mum and dad investors’ to abandon the standard residential market and turn to short-term rentals or sell their properties, reducing private stock available for rent:
They'll either … go into short-term rental-type approaches or take a profit and sell because the value of the home has increased. There is a risk with that.
4.104However, Dr Cameron Murray questioned the extent to which rental housing stock would be depleted if rent controls were introduced:
… for 150 years landlords have always threatened to leave the market, but it’s not clear to me where they’re going to take their land when they sell. Every seller has a buyer. In fact, today we’ve got more landlords than we had 45 years ago.
4.105Mr Shane Rattenbury MLA, Attorney-General of the ACT, gave evidence at a public hearing that there has been no adverse effect on rental housing supply since rent controls have been in place in the ACT, and in fact:
… we have seen an increase in the proportion of the ACT population who rent and a significant increase in the number of rental properties over that period.
4.106Additionally, a number of inquiry participants pointed to countries such as Germany and Spain where rent controls have been implemented and there has not been a depletion of rental housing stock.
Enforcement and oversight
4.107As discussed in Chapter 2, renters face various barriers to self-advocacy and enforcement of their rights under tenancy legislation. Throughout the inquiry, participants emphasised the need for stronger enforcement and oversight of tenancy laws, including ‘active regulators and visible consequences for noncompliance’. As Ms Farah Farouque, representing the National Association of Renters Organisations, told the committee:
We need better enforcement, oversight and accountability so that compliance is the norm. Enough of the renter being their own cop. That has to end. At the most basic level, the current enforcement paradigm across the country for residential rental laws relies on the renters to enforce the laws despite the deep power disparity that persists.
4.108The committee was made aware that NSW and Victoria have recently introduced a Commissioner for Residential Tenancies and a Rental Commissioner, respectively. These commissioners are responsible, amongst various duties, for ‘exposing market practices and regulatory gaps that erode the rights of renters, [and] working to increase renters’ understanding and knowledge of their rights’. AHURI noted that these have been well-received ‘policy innovation[s] that would be anticipated to improve the experience of renters across the nation’.
4.109Several submitters underlined the importance of collaboration and coordination at the national level to effectively safeguard renters’ rights. Abundant Housing Network Australia advocated for the development of a ‘national renters rights accord’ with independent oversight, as well as a ‘national renters’ voice’ that could be delivered through a national rental commissioner.
Concluding comments
4.110This chapter outlined key factors contributing to the worsening of the rental crisis. The committee is yet to review all the evidence it has received and a further hearing in Melbourne is scheduled shortly after the tabling of this interim report. The complex issues raised in this final chapter will be further examined in the final report.
4.111The committee notes that significantly different approaches to boosting the supply of and investment in rental housing have been proposed. Possible solutions will be investigated in the final report.
4.112The committee made two recommendations in this interim report. Guaranteeing stronger rental rights will better protect all renters and help achieve minimum standards for rental properties. Investing in public and genuinely affordable housing is imperative to address the needs of our most vulnerable communities.
Senator Janet Rice
Chair