‎SAIB: Key factors impacting Q2 2026 results

Source: Argaam - Main News
Source link: https://www.argaam.com/en/article/articledetail/id/1930509
Published: 2026-08-19 12:47:00
Discovered by ProcIntel: 2026-08-19 19:52:39
Category: GCC Spotlight
Geography: Saudi Arabia
Organisations: —
Review status: Pending
Record type: REAL

Summary

‎<img src="https://argaamplus.s3.amazonaws.com/74fa544b-94eb-474b-ae55-3dce43288583.png"> Logo of Saudi Investment Bank (SAIB) <hr> The Saudi Investment Bank’s (<a href="https://www.argaam.com/en/tadawul/tasi/saib" target="_blank">SAIB</a>) net special commission income (NSCI) edged down to SAR 899 million in <a href="https://www.argaam.com/en/financial-reports/company-report/52/2026/71" target="_blank">Q2 2026</a> from SAR 905 million a year ago, according to its latest investor presentation. Fee and other income rose 26% to SAR 207 million from SAR 164 million in Q2 2025. Consequently, total operating income increased 3.4% to SAR 1.11 billion in Q2 2026 from SAR 1.07 billion in the year-earlier period. NSCI and Fee Other Income (SAR mln) <table border="1" cellpadding="0" cellspacing="0" width="100%"> <tbody> <tr > <td rowspan="2" > Item </td> <td colspan="3" > 2025 </td> <td colspan="2" > 2026 </td> <td rowspan="2" > YoY change </td> </tr> <tr > <td > Q2 </td> <td > Q3 </td> <td > Q4 </td> <td > Q1 </td> <td > Q2 </td> </tr> <tr > <td > NSCI </td> <td > 905 </td> <td > 857 </td> <td > 874 </td> <td > 905 </td> <td > 899 </td> <td > (0.7%) </td> </tr> <tr > <td > Fee other income </td> <td > 164 </td> <td > 189 </td> <td > 218 </td> <td > 151 </td> <td > 207 </td> <td > 26% </td> </tr> <tr > <td > Total operating income </td> <td > 1,070 </td> <td > 1,046 </td> <td > 1,093 </td> <td > 1,057 </td> <td > 1,106 </td> <td > 3.4% </td> </tr> </tbody> </table> Net interest margin (NIM) declined by 22 basis points to 2.13% by the end of Q2 2026 from 2.35% a year ago, as the yield on commissions declined at a faster pace than the cost of funding. <img src="data:image/png;base64,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" > Meanwhile, SAIB continued to improve its operating efficiency, with the cost-to-income ratio (CIR) declining to 39.5% in Q2 2026 from 41% in the year-earlier period. <img src="data:image/png;base64,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" > The bank’s asset quality also improved, as the non-performing loan (NPL) ratio declined to 0.91% from 0.96% in Q2 2025. This positively impacted the NPL coverage ratio, which rose to 201.8% in the quarter from 165.7% in the comparable quarter. NPL Ratio and Coverage Ratio <table border="1" cellpadding="0" cellspacing="0" width="100%"> <tbody> <tr > <td rowspan="2" > Item </td> <td colspan="3" > 2025 </td> <td colspan="2" > 2026 </td> </tr> <tr > <td > Q2 </td> <td > Q3 </td> <td > Q4 </td> <td > Q1 </td> <td > Q2 </td> </tr> <tr > <td > NPLs-to-Total Loans Ratio </td> <td > 0.96% </td> <td > 0.94% </td> <td > 0.95% </td> <td > 0.94% </td> <td > 0.91% </td> </tr> <tr > <td > NPL coverage ratio </td> <td > 165.7% </td> <td > 168.9% </td> <td > 184.1% </td> <td > 194.1% </td> <td > 201.8% </td> </tr> </tbody> </table> Total assets rose 9.6% YoY to SAR 184 billion, mainly driven by an 8.2% increase in net loans and advances to SAR 117.3 billion, alongside an 8.9% increase in net investments to SAR 47.3 billion. Assets (SAR bln) <table border="1" cellpadding="0" cellspacing="0" width="100%"> <tbody> <tr > <td > Item </td> <td > Q2 2025 </td> <td > Q1 2026 </td> <td > Q2 2026 </td> <td > YoY change </td> <td > QoQ change </td> </tr> <tr > <td > Cash and balances with SAMA </td> <td > 9.4 </td> <td > 9.7 </td> <td > 8.7 </td> <td > (7.3%) </td> <td > (10.0%) </td> </tr> <tr > <td > Due from banks and financial institutions </td> <td > 1.1 </td> <td > 1.9 </td> <td > 3.9 </td> <td > 262.4% </td> <td > 100.6% </td> </tr> <tr > <td > Net investments </td> <td > 43.5 </td> <td > 46.9 </td> <td > 47.3 </td> <td > 8.9% </td> <td > 0.8% </td> </tr> <tr > <td > Net loans and advances </td> <td > 108.4 </td> <td > 115.6 </td> <td > 117.3 </td> <td > 8.2% </td> <td > 1.5% </td> </tr> <tr > <td > Other assets </td> <td > 5.5 </td> <td > 6.1 </td> <td > 6.8 </td> <td > 23.9% </td> <td > 10.9% </td> </tr> <tr > <td > Total assets </td> <td > 167.8 </td> <td > 180.3 </td> <td > 184.0 </td> <td > 9.6% </td> <td > 2.1% </td> </tr> </tbody> </table> Corporate customers accounted for the largest share of the loan portfolio at 90%, after loans to the segment grew 30% YoY to SAR 105.6 billion by the end of Q2 2026. Loan Portfolio by Customer Type (SAR bln) <table border="1" cellpadding="0" cellspacing="0" width="100%"> <tbody> <tr > <td rowspan="2" > Customer type </td> <td colspan="3" > 2025 </td> <td colspan="2" > 2026 </td> <td rowspan="2" > Share of portfolio </td> </tr> <tr > <td > Q2 </td> <td > Q3 </td> <td > Q4 </td> <td > Q1 </td> <td > Q2 </td> </tr> <tr > <td > Corporate </td> <td > 81.3 </td> <td > 83.1 </td> <td > 84.4 </td> <td > 87.5 </td> <td > 105.6 </td> <td > 90% </td> </tr> <tr > <td > Retail* </td> <td > 25.3 </td> <td > 25.7 </td> <td > 25.8 </td> <td > 26.3 </td> <td > 10.6 </td> <td > 9% </td> </tr> <tr > <td > Other </td> <td > 1.9 </td> <td > 1.9 </td> <td > 1.9 </td> <td > 1.8 </td> <td > 1.2 </td> <td > 1% </td> </tr> <tr > <td > Total loans </td> <td > 108.4 </td> <td > 110.6 </td> <td > 112.1 </td> <td > 115.6 </td> <td > 117.3 </td> <td > 100% </td> </tr> </tbody> </table> * Includes overdraft loans. Other segments accounted for the largest share of the bank’s financing portfolio at 43%, or SAR 50.4 billion, followed by utilities and building construction segments, each accounting for 13%, or SAR 15.2 billion. The building construction segment recorded the highest growth, rising about 55% YoY, or SAR 5.4 billion. Meanwhile, the commerce segment declined 17% YoY to SAR 11.7 billion, accounting for 10% of the bank’s financing portfolio in Q2 2026. Loan Portfolio by Segment (SAR bln) <table border="1" cellpadding="0" cellspacing="0" width="100%"> <tbody> <tr > <td rowspan="2" > Segment </td> <td colspan="3" > 2025 </td> <td colspan="2" > 2026 </td> <td rowspan="2" > Share of portfolio </td> </tr> <tr > <td > Q2 </td> <td > Q3 </td> <td > Q4 </td> <td > Q1 </td> <td > Q2 </td> </tr> <tr > <td > Commerce </td> <td > 14.1 </td> <td > 12.2 </td> <td > 12.3 </td> <td > 11.6 </td> <td > 11.7 </td> <td > 10% </td> </tr> <tr > <td > Banks financial institutions </td> <td > 10.8 </td> <td > 12.2 </td> <td > 11.2 </td> <td > 11.6 </td> <td > 11.7 </td> <td > 10% </td> </tr> <tr > <td > Consumer </td> <td > 13.0 </td> <td > 12.2 </td> <td > 12.3 </td> <td > 11.6 </td> <td > 12.9 </td> <td > 11% </td> </tr> <tr > <td > Building construction </td> <td > 9.8 </td> <td > 13.3 </td> <td > 14.6 </td> <td > 15.0 </td> <td > 15.2 </td> <td > 13% </td> </tr> <tr > <td > Utilities </td> <td > 15.2 </td> <td > 15.5 </td> <td > 15.7 </td> <td > 15.0 </td> <td > 15.2 </td> <td > 13% </td> </tr> <tr > <td > Others* </td> <td > 45.5 </td> <td > 45.3 </td> <td > 47.1 </td> <td > 49.7 </td> <td > 50.4 </td> <td > 43% </td> </tr> <tr > <td > Total loans </td> <td > 108.4 </td> <td > 110.6 </td> <td > 112.1 </td> <td > 115.6 </td> <td > 117.3 </td> <td > 100% </td> </tr> </tbody> </table> * Includes private banking and government/semi-government loans. The increase in net investments was driven by higher investments in banks and financial institutions, which recorded the highest YoY growth of 21%, or SAR 3.3 billion, to SAR 19 billion and accounting for 40% of the total investment portfolio. Meanwhile, the government and quasi-government investments accounted for the largest share of the portfolio at 48%, or SAR 22.9 billion, after rising about 4% YoY. Net Investments (SAR bln) <table border="1" cellpadding="0" cellspacing="0" width="100%"> <tbody> <tr > <td rowspan="2" > Sector </td> <td colspan="3" > 2025 </td> <td colspan="2" > 2026 </td> <td rowspan="2" > Share of portfolio </td> </tr> <tr > <td > Q2 </td> <td > Q3 </td> <td > Q4 </td> <td > Q1 </td> <td > Q2 </td> </tr> <tr > <td > Government quasi-government </td> <td > 22.1 </td> <td > 22.6 </td> <td > 23.6 </td> <td > 23.5 </td> <td > 22.9 </td> <td > 48% </td> </tr> <tr > <td > Banks and financial institutions </td> <td > 15.7 </td> <td > 18.0 </td> <td > 18.0 </td> <td > 17.8 </td> <td > 19.0 </td> <td > 40% </td> </tr> <tr > <td > Corporate </td> <td > 5.7 </td> <td > 5.8 </td> <td > 5.7 </td> <td > 5.6 </td> <td > 5.5 </td> <td > 12% </td> </tr> <tr > <td > Total investments </td> <td > 43.5 </td> <td > 46.4 </td> <td > 47.2 </td> <td > 46.9 </td> <td > 47.3 </td> <td > 100% </td> </tr> </tbody> </table> Customer deposits grew 21.3% YoY to SAR 121.6 billion, but declined 1.1% quarter-on-quarter (QoQ) in Q2 2026. Liabilities (SAR bln) <table border="1" cellpadding="0" cellspacing="0" width="100%"> <tbody> <tr > <td > Item </td> <td > Q2 2025 </td> <td > Q1 2026 </td> <td > Q2 2026 </td> <td > YoY change </td> <td > QoQ change </td> </tr> <tr > <td > Due to banks other financial institutions </td> <td > 44.2 </td> <td > 29.1 </td> <td > 32.5 </td> <td > (26.5%) </td> <td > 11.7% </td> </tr> <tr > <td > Customer deposits </td> <td > 100.2 </td> <td > 122.9 </td> <td > 121.6 </td> <td > 21.3% </td> <td > (1.1%) </td> </tr> <tr > <td > Term loans </td> <td > 0.0 </td> <td > 3.4 </td> <td > 3.4 </td> <td > — </td> <td > 0.2% </td> </tr> <tr > <td > Other liabilities </td> <td > 1.8 </td> <td > 2.1 </td> <td > 1.8 </td> <td > 1.8% </td> <td > (14.1%) </td> </tr> <tr > <td > Total liabilities </td> <td > 146.2 </td> <td > 157.4 </td> <td > 159.2 </td> <td > 8.9% </td> <td > 1.1% </td> </tr> </tbody> </table> Time deposits increased 36% YoY, or SAR 25.8 billion, to SAR 96.6 billion in Q2 2026, while demand deposits declined 18% YoY to SAR 22.8 billion. Deposits by Type (SAR bln) <table border="1" cellpadding="0" cellspacing="0" width="100%"> <tbody> <tr > <td rowspan="2" > Item </td> <td colspan="3" > 2025 </td> <td colspan="2" > 2026 </td> <td rowspan="2" > Share of portfolio </td> </tr> <tr > <td > Q2 </td> <td > Q3 </td> <td > Q4 </td> <td > Q1 </td> <td > Q2 </td> </tr> <tr > <td > Time deposits </td> <td > 70.8 </td> <td > 77.8 </td> <td > 81.8 </td> <td > 96.3 </td> <td > 96.6 </td> <td > 79% </td> </tr> <tr > <td > Demand deposits </td> <td > 27.9 </td> <td > 25.9 </td> <td > 26.2 </td> <td > 24.9 </td> <td > 22.8 </td> <td > 19% </td> </tr> <tr > <td > Other </td> <td > 1.5 </td> <td > 1.5 </td> <td > 1.6 </td> <td > 1.7 </td> <td > 2.1 </td> <td > 2% </td> </tr> <tr > <td > Total deposits </td> <td > 100.2 </td> <td > 105.2 </td> <td > 109.6 </td> <td > 122.9 </td> <td > 121.6 </td> <td > 100% </td> </tr> </tbody> </table> Time deposits continued to account for the largest share of SAIB’s total deposits, at 79% in the quarter ended June 30, 2026, versus 71% in Q2 2025. <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABCkAAAKrCAYAAAGrWecYAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAOfjSURBVHhe7P2N1xzHdd6L3v9A8U1kRR/UFwkQHwRAiLAp06RhyqINSS+PQFEmbRFkKNIWRFD88hKuCCf6gsPg3mOYR0LsHEGXUCTGhn2D6NK2oOiYjH0VaJlHDGwxsC3ZRKwcCSRhUjQSKfKCkcArffn0O3tYb71Pz9RMd709U/v5rfWsmenuqanZvbt61+7q6v9bJQRBjiEocgxBmXnHWL16da0uuPnmmwfvljLJbzzxxBNLtsdnIy7Hfu/++++vX43Dhw8P3s0uc+EY9hpqy5YtdDk4cODAsmWALQtp2jbeHp+PHj06fB+uj99D5hgbNmyoHnjggSXbzCpz5RihM4TY523bttWvIeG2o8ow4u3Zdti5RrxN/B6/F7YY8fazylzGGF0YFkcv49y5c4N3+ZBjiLlFjiEoyxwDQZU1devXr69fRZmcP3++fj179my1e/fu+r2xxDFOnTo1jLZF+Zw+fbp69tlnq3379tWfjx07Vr8CnUoERY4hKHIMQZFjCIocQ1DkGIIixyiQ7du3168nTpyoX5vYu3dvfQnAuqth3kqOsUK840vfql72ma/XesU9n6wu2rh5+Hmc9n3tO9VX/upvBiWNBs5gCUokrnbt2lW/n5RljjHOy8RysOPYDn3+vjdRffvuzXVyaZZRizEGHKlsp6ccwcwpTG1hZZq6YG4dAzvmp2/9ueqew49Vbz/6l7XYDpxGaAHQHFuTfOTIkfp1UthOM7WFlWnqgplyjPA8HOpjf/T8YIv5gu00U1tYmaYuyO4YOOrYzoZ+4+R/HWxVJmynmdrCyjR1wYq2GIiSPcF2mqktrEzTJFh3dc+ePYMli7gPPplhTW1hZZrawso0dYEcgxjW1BZWpqktrExTF8yFY7A/b2oLK9PUFlamqS2sTFMXLHGMMD06S7A/b2oLK9PUFlamqS2sTFMXdNZisAqa2sLKNLWFlWlqCyvT1BZWpqkL5BikTFNbWJmmtrAyTV0gxyBlmtrCyjS1hZVpSuXGG2/M311lFTS1hZVpagsr09QWVqapLaxMUxfIMUiZprawMk1tYWWaukCOQco0tYWVaWoLK9PUBXIMUqapLaxMU1tYmaYukGOQMk1tYWWa2sLKNHXBMseY9n5VVkFTW1iZprawMk1tYWWa2sLKNHXBMsc4efJk7RwY4jeJk7AKmtrCyjS1hZVpagsr09QWVqYpFQyJsO7q1q1bB0sX0amElGlqCyvT1BZWpikVG3eK4RAYWZ5llDiroKktrExTW1iZpragDByVeL31yrX16w1vXnxtC8poUhfIMUiZpragjI1rFx3j2Xs2169P37342haUceXGi6vbr1pXvw/VBXIMUqapLaxMU1tQxqF3b6i+/N5N1Z++/9L6s712gRzjxTIuW794VB++cWP9Og/NPSvT1AVz5xjWND96y+JObAvKsCPNHOOuqxeb57agjCa1hZVp6oKsjmGBV1vicqGcZZvawso0tYWVaZoEzMO1c+fOZQO0ljgG5uCaFlZBU1tYmaa2sDJNbWFlmtrCyjRNCu5vxUS1I+fg2rRpU300hjfHpsAqaGoLK9PUFlamqS2sTFNbWJmmLlDwSco0tYWVaWoLK9PUBXIMUqapLaxMU1tYmaYukGOQMk1tYWWa2sLKNHWBHIOUaWoLK9PUFlamqQvkGKRMU1tYmaa2sDJNqdiUTOiRxFM9yDFImaa2sDJNbWFlmlKxXidekcewucVBFsd45Z0X1frivRurJ9936fDhMfE1/1TCsmO1hZVpagsr09QWVqapC5Y5xrSTzLMKmozrP3HT0GlC7f/iJwdbcFiZprawMk1tYWWa2sLKNHUBdQwbwDHJBGKsgqZJeeB3fpk60LUfWLOsbGTtMAppWuLyQrWFlWlqCyvT1AVzH2PEd1DF/OHJr9ZCq9TUYjG96r0XDs/BmoOrBayCprawMk1tYWWaQj79B/+SOtDz3/vOYIvlsDJNbWFlmrpAjkHKNE3K+z9z7zLHYac/yFqjM2fO1K+Twso0pRL2StRdjWBlmtrCyoS+eu+l1Zq1a+pT2wXXr6ouvGzVModqEk6JODWyciHs5FSnw+V2gF4j4rTs3dVYbWFlmtrCyjS1hZVpagsrE8IAJlwhB+hIWBJrUjpzjJffurdRbWEGMLWF1dfUFlZfU1tYmaYumAvHYGWa2sLKNLWFlWlqC3MIUxcscQycY3B+miaPwf68qS2sTFNbWJmmtrAyTW1hZZq6QC0GKdPUFlamqS2sTFMXyDFImaa2sDJNbWFlmiYF2eNs966iQjgN4fXVb7ulfr3g6uumqmgMymhSW1iZprawMk1tYWWaJsFGidt7o1PHeP3lVy+p4D+87s6JK8oIyzRnW3Xxms7Lfu2PXZutbDtoXn7Lxzor+wd/Znf1gzf94rBse+0CnUpImaa2oAzsrHDnvertt3ZW9lA3f2TJ5y6QY5AyTW1hZZrawso0dYEcg5Rpagsr09QWVqapC+QYpExTW1iZprawMk1dQB0D58PwNQVWQVNbWJmmtrAyTW1hZZrawso0pTLqgQKdtRhi/sAFNkyzxJ48JccQlE4c45FHHqlfH3/88foVHD9+vL7si+RJm2eh2dC9HGUbOcq2MpvKxuyI0zLO3m3KNjpxDMQimEJhYWGh/nzgwIH6/DXt46NDsHNylZ2z3mBe6w10KhEUOYagyDEEpXPHaArY7DbFGJwbJwHn10nyK13Q5j9Nc0/KqEG89pu5ftuY2jGaEitmRETHTz31VP0egZLtTEzhhGv/GLCKqHqUY7BhayjHvhMOesUlYzbwFdtiO7ukbPVDPVJp85/i0dcp4P8Y9l38N/vNnL9t6FQiKHIMQZFjCIocQyxDTiGWIacQy5h5p0BXzLpjKWBbNnnKzTffPHi3FCs/5Te+8Y1v1K/htvY+LiP8vXD5Cy+8MHg3u8xVS2GGth2Az2bw/fv31xeNbB2Mj4tJBra17z/zzDPD74H4vQnEOxcOF25v2DJznPD3rDz2vVlkLpwCO/uBBx4YfKqqJ598kho5Nv4TTzxRvwLbQffffz/9HnuNwfJwm1jf/OY363Ug/j3InNQcZ1ZxGVNs2LBh8G4p2HHha0zT8tJQoCmWIacQyxg6RXzD6rQXVsT8gGeo4gpsvK+HTmHnS7sCh+Bu2gnBxHxw0003Dd5lulFZlIOcQixDTiGWIacQy5BTiGXIKcQy5BQFMy6lEKbtw23lFCvAV/7qb6qXfebrS/QDn/j31T944LeXLY/1ji99q9r3te/UZaRi96KGV4knYegUSl5ND9uZ2JHslgWT2XvHjh316yyhlmIMOFLjHY5lKTBnMLWFlWlqy9w6BZpTHI044tiOm1arf3Px5h9gqd9pj2a2w0xtYWWa2jIzTvHY09+nOwkadT6FU+AOqqbb/fqE7TBTW1iZprZkdQrssI9++WT1ig9+allgldoEzzNsh5nawso0tWVFWorwXklPsB1magsr05RKeC9u2FNxH2gyo5rawso0tYWVaWqLnIIY1dQWVqapLaxMU1tm3inYnw7VFlamqS2sTFNbWJmmtgydYlaTV+xPh2oLK9PUFlamqS2sTFNbOmkpWMVCtYGVF6otrExTW1iZprawMk1tkVOQMk1tYWWa2sLKNLVFTkHKNLWFlWlqCyvTlIqFDKDzLimrWKg2sPJCtYWVaWoLK9PUFlamqS1yClKmqS2sTFNbWJmmtsgpSJmmtrAyTW1hZZraIqcgZZrawso0tYWVaWqLnIKUaWoLK9PUFlamqS1LnAKPDrCk1STJK1axUG1g5YVqCyvT1BZWpqktrExTW5Y4BbooNrBkkhuMWcVCtYGVF6otrExTW1iZprawMk2pWJcUUzgji23o9EHKNLWFlWlqCyvTlIrddR4jpyBlmtqCMp69Z3O17bI19fv73rKu07Kb1BY5BSnT1Ja4vG/fvXn4vi1Wzsa1q5e8dlG2nIKUaWoLK9PUFisHcUH42kXZcooXy/jT9186LG9hy2JT31XZTWoLK9PUlrlxiluvXDt8/+X3bhq+bwvKCI+yPdfMx3mflWlqS6dOse8dlwzfd9WcWRnQh7etr1+7bCqtHKa2sDJNbWFlmlLB4y0BHnYDGcucwp6Ca68psIqFagMrL1RbWJmmtrAyTW1hZZpSgVPgAAONc15hA3v8UPgYonGwioVqAysvVFtYmaa2sDJNbWFlmtqiQJOUaWoLK9PUFlamqS1yClKmqS2sTFNbWJmmtsgpSJmmtrAyTW1hZZraIqcgZZrawso0tYWVaWqLnIKUaWoLK9PUFlamaVJwr491T4GcgpRpagsr09QWVqYpldOnT9djaACmczCyOMUr77youvYDL6WLcYnW+sOTEpbL1BZWpqktrExTW1iZprYscQoMtsAOBPaaAqtYKLD/i5+snSXWpj0/Uj3/ve/U2zBYeaHawso0tYWVaWoLK9PUlmUthR3RkxzZrGKhJuEPT36VOg/0xXs3Dsu8/arFaxRtsfKY2sLKNLWFlWlqy9zGFHBavIY5ewacDK3Uvf/qQ9X1n7iJOhsTTn8WfGnOqylgFQvVBlZeqLawMk0hV+39yWWOA2cbBSvT1BZWpqktcgpSpmkSmk57v3XPhiVlYggAriYj8scFx2knQA3LjJWK9T7Q2nb+EBhWsVBtYOWFagsr09QWVibGbCI2slPZBdevWuZITcJ3rHViZZuwgyd1uOxd0lhtYOWFagsr09QWVqapLaxMkzHtBHSdOMXLb907Um1gfzpUW1h9TW1h9TW1hZVpasvMOwUrL1RbWJmmtrAyTW1hzmBqyzKnmCZPwf50qDaw8kK1hZVpagsr09QWVqapLUucAoHJNBlNVrFQbWDlhWoLK9PUFlamqS2sTFNbdPogZZrawso0tYWVaUoFZwMIlzdCOnWKV/zsh4bv37j58uH7NlgZTWoLK9PUFlamqS2sTFMqYYjQeZc0rNA/vO7O+vUHb/rF4bI2WBkXrb2kuuDqd9Xv8We6KBvEZYdqi5Vz4SWXLr6/+SOdlg07oO54//rLr+6sbJ0+SJmmtqCM0IFf+2PXdlp23Rrf8rH6/Rve/BPDA7EtcgpSpqktrExTW1iZprbIKUiZprawMk1tYWWa2iKnIGWa2sLKNLWFlWlqi5yClGlqCyvT1BZWpikVxDu4UnrixInBkkWWOQUuo+I+UnsV/uikpRBl0YlToFV59NFH62v4uJZvSZFHHnmkfm0DhsLlKhtl5Sobl61HlW2fp2GcvduUDTptKeJzEyp37ty5+k9MC74PcpRtxstRto1lyFG2katsnT7EMuQUYhlyCrEMd06xkg/Lw7kdgeAkPP/884N37Zjmt42pnaIpaYKKMMPbyOKwohYQsQE9o4aZ2WVelIVcigWjmGQ+fDUQpQP8Duo2qeHb/KfwknQqVi7+G25Iwmv4G8CmT2a/bTcvTfPbQKcPsQw5hViGnEIsQ04hhEhCjYUQIgk1FkKIJNRYtMSuwwO837Bhw+BT94S/NYqbb7651qSklp+KlXfDDTdUV199df3+s5/97DKbQeGkGvH6++67b/BpEfb/7r///iXfixm1TqShxqIlsRPi80c/+tG60cABYOvD7cYtg26//fb6M4i3x3Uf2+6ZZ56pl4XgQLKDE6/vfOc7qxdeeKHe/nvf+96wnJhwudUfr5///OfrZeF6e49XbIf64ncMq2PI/v3762W2HNdyrJ7htni/bdu2Zd832P8LGwt7je3/xBNP1O/FdKixaAmcMJQRL8MrDo5wGZzXPtuy8PMDDzwwXGav8Xv7HIKDCQdvvB4HPtveiNfF37fPkF20DZfFhMvC7fC/rPEKsc/hcvtOCPt/KY2FaIcaixWib2fF709SB2wbPwR7mv9w8ODBwbv+eOyxx4ajcMT0qLEQQiShxkIIkcSyxuKaa64Zhpt4xZ1xNoDYblC3VxtALYSYL+xmiO9///v1K45xCM+vtuM9hkYWYd/UbqO1ZbjlFQVO038VQswGeP5kGBRY44E8Fe40OnbsWP05RN0QIUQSaiyEEEmosRBCJKHGQgiRhBoLIUQSaiyEcEg8Lx2uguAKCZ4/h3nZGGosRPHYZcJNmzbVYwjCYQAg5QmtX/mrv6m172vfqe5/4rnqHV/6VvWyz3y9UzGsrnZfkU3siIPaJk6cBpRlkzGePHly+DsYFoGJGOMJHMGyxuKuu+6qv2hj6WFoFADsWmyKcYXokv/wnbPVHV95lh5kTBv+9cn6gMbBDd14287qb//ufw592A46DDDEDWfxjK1iOTSysFbGsLAkHKCF5xMJkcKDJ16oD152UMf62B89X337+/9j8M1m2FTOKeobVqcUzQLqhvQAGlvIzm7WONvrrJzlEHZf/+i36UF94ZYrlnz+iU/9XvXIn043j/g0sAMqRX3D6pSiWUCNRQtwMN33+OklB02qfuBXHx++RyNh71/xwU9VLzv4tfo9wmiThdOQ9Z+hlcb6+ahzGF3iPqGVDOfZAZWivmF1StEs4KqxwIE2SWLqhz7/l/V30NcVswU7oFLUN6xOKZoF5qaxYAczFJ6Vt/2/PlefbXHGQ7ZYlAs7oFLUN6xOKcqJXQ3BlSIcN+xKCJjryCL+U5aAtas3lgMQ5cEOqBT1DatTinJjs6LhKmjypVPhC+aYKeobVqcU9Q2rU4pmATUWzmGOmaK+YXVKUd+wOqVoFqCNhYXv1pfROIvRsJ2bqr5hdUpR37A6pahvWJ1SNAuMbCwA+jIawTkatnNT1TesTinqG1anFPUNq1OKZoGZ6oYwI6WqT1h9UtU3rE4p6htWpxT1DatTimYBNRYdwOqTqr5hdUpR37A6pahvWJ1S1DVhKmEuL50yI6WqT1h9UtU3rE4p6htWpxT1DatTiromvqFu7i6dMiOlqk9YfVLVN6xOKeobVqcU9Q2rU4pmATUWHcDqk6q+YXVKUd+wOqWob1idUjQLqLHoAFafVPUNq1OK+obVKUV9w+qUollAjUUHsPqkqm9YnVLUN6xOKeobVqcUzQIjGwtkSJEIiZ9AFn/uCmakVPUJq0+q+obVKUV9w+qUor5hdUrRLNDYWNi0ericEj/bNNezTpmRUtUnrD6p6htWpxT1DatTivqG1SlFXROe8C0owGVTTKPZhLohHcDqk6q+YXVKUd+wOqWob1idUpSL5557rn4NH4asS6cZYfVJVd+wOqWob1idUtQ3rE4pmgXUWHQAq0+q+obVKUV9Y/VACP3sPZurp+7cXL+HwnrGn/smrMskmgXUWHQAq0+q+obVKUV9w+qUor6xejz5vkvrhmzj2sUG7ut3XDpcF3+GZgE1Fh3A6pOqvrF63Hrl2iVn4cM3bhy+x/JwHdQ3YV0mUd+wOqVoFlBj0QFhPezAYmHx3retr37l2kuWbN83Vo/br1pXv6LeeA0bCwihfvi5b8K6TKK+YXVK0Sww040FQjW8fvm9m4bv7fOjtyx15j4J6wHZARfrl96+vm4wwmV9E9ZlEvUNq1OK+obVKUU5sEmtcBMZhkHgCsju3bvrZYyRjUVYSDjhTfy5K5iRoG2XraluePPa4ef73rJupg66sB6Tqm9YnVLUN6xOKeobVqcUdQ2e8YLGwsZT2QRXAMf3sWPHBp9eorGxsFYH11/j21njz13BjJSqPmH1SVXfsDqlqG9YnVLUN6xOKZoFlLPoAFafVPUNq1OK+obVKUV9w+qUollAjUUHsPqkqm9YnVLUN6xOKeobVqcUzQJqLDqA1SdVfcPqlKK+YXVKUd+wOqVoFlBj0QGsPqnqG1anFPUNq1OK+obVKUWzgBqLDmD1SVXfsDqlqG9YnVLUN6xOKZoF1Fh0AKtPqvqG1SlFfcPqlKK+YXVKUS7YpVNc5WRDI+a6scDoyD99/+JgLcyxgXvx2a21uYnrNYn6htUpRX3D6pSivmF1StEsMDeNxVfvvbT6+N3rq9d9YFX1yjsvqvXGK156X+uOC5d8vv4TN1W/9n98elB6Plh9U9U3rE4p6htWpxT1DatTimaBsY0Fnm9a6qCsPzz51bpBCRuYcfrQb324/l4Iq0+q+obVKUV9w+qUor5hdUrRLKCcRQdYHZ6+d3Md/Vz2gdW0oQm1at1iVPS6n3pRPxksH9yybJ+7FBpG0/4vfrIW6vvFezcOFdo01pUbL65fcdMZeOihh+pXcOLEic5PHqOI65aqvmF1StEsoMaiA1h9UtU3rE5Net9Prauu/cCaYePz6vcEjdH7X2z0tq2q3njlYiOIBimOwLqE1S9FfcPqlKJZQI1FB7D6pKpvWJ1S1AZENMNGZoRef+/6elsGq1OK+obVKUWzgBqLDmD1SVXfsDqlqG/QZQqjnCS9GP1Y5POqn7+o7u5dt/9nqwd+55frRilnJGQwW6YoB5iYN750umfPnvqOVIYaiw5g9UlV37A6pahvWJ1SlIP/9Nw364YGDY7lhJY1VAli9bV5W9CwYVgA8kJ4bwf5SjJTjcXLb907tfok3sGTqG9YnVLUN6xOKeobVqcUzQJqLDqA1SdVfcPqlKK+YQdUivqG1SlFs4Aaiw5g9UlV37A6pahvWJ1S1DesTimaBcY2FhhGvVKDspiRUtUnrD6p6htWpxT1DatTivqG1SlFs4Aiiw5g9UlV37A6pahvWJ1S1DesTimaBdRYdACrT6r6htUpRX3D6pSivmF1SlEOwqsquHRqD0betGlTvSxmphuLH/yZ3S99vvkjw/evu/Jt1QVXX/fSuhfVJ2E93vDmn6Dva+E/3PKxJcv6xuoR1vUHb/rFF+v50eHnWtHnvrF6XLT2ktrp7XP8PvwM9U1Yl0mUA9gG2Cz+AGkHMPO3qDMjpapPwnqEzolG7fWXXz38jAMSzm2fob6xeoyq96sXbhu+N/XNsC5ofAcnEtY4zGrjbLrgJ969bBl85BU/+6Ely2YBNRYdwOqTqr5hdUpR37A6pahvrB7WsK1as274HhHdK999d91QxI3eLKDGogNYfVLVN6xOKeobVqcU9Q2rU4pmATUWHcDqk6q+YXVKUd+wOqWob1idUjQLqLHoAFafVPUNq1OK+obVKUV9w+qUolkgqbHA5RRgl1Tiz13BjJSqPmH1SVXfsDqlqG9YnVLUN6xOKeqacGDl6dOn68um40iOLJBwAZgRCdhnIcT8ET7c3G5PH3dMz1Q3RAgxu8xUY4HBIdbFAXE3x6b7B7YO3wFoFdlAkpUAvz1v9UY95rHeAJNIT1Pv48eP1/WOt18ppvXvvuttzHRk8fGPf3zwbr5QvVcW1XtlUDdECJGEGgshRBJqLIQQSax4Y8GuITMZuBvOnl+KBJAl2LAcQuIHYBv7DNl3kITbv3//8PIQri+jnGPHjlU7d+6sl9ttuk2zGsewac+YgNXPCOv4+OOPVydPnqzrg+QVZlu2/4F62jZG+PnBBx9c9r8wMzOWhf8HZeFaephYGwebTLZJBn6nj/00ajZqxss+8/VkhWD/hPXFfsNn1M/qhfpiGcYshP8ThJ/tPyJRm/K/QVgWmPR/d0HxkUXXs3nNGuZM807p+6mJefrf6oYIIZJQYyGESEKNhRBiLGoohBBjUUMhhBiLGgohxFjUUAghxqKGQggxFjUULcBIOYyeM33ve98brOmOcHTehg0bBu9GE35nHE888cSS/zDJd8dhZWEkopV9xRVX1MuMeJltZ/rsZz87WPMSWB7Dlhmj1ok01FC0wBoKI6dDfv7zn08uf5p64DtdDhH+xje+Ud188831+1E2wud4PRovI94epC4zPvrRj9b2E9OjhqIFrKF45pln6lec/fFqZ0S8Nx08eHDZMnzvhRdeqN+H5YavkEUAdpbGvQIxtq3JloHbb7+92rZtW/0+BOutoXjggQeWfQ8HPd7bK0BjgPdXX331cJkRfsZ72y4Eyx577LH6Ff/flllDEdYjBMtC2TJ7hfAfbRkI34vJUUPRAtZQ2MGDdeyAB3h/+PDhZctwsxFeofDAAWFEYdvgoGfYdiD8Tvgag+XWUIB4+7CBwPt3vvOdw+/EdgDxZ4Bl4XJ7b40FwKuVbTeaxbAywlfrArLtxHSooWhBfICEzhoTbxceHNZAGBY1AHtlXY/4rGmEy+w9IpCm7QGWxw0FftPyB2FDgXLsbtcmwnXxezSSYd7CZOstosB7NBoxti0Ivxe+gqb3YnLUULTAGgrT/fffXy+/7777hsusbxxuhy5GvMyIl9mrNSbxbyI8jwnXh+E+PrPkIMC6sKHAWRnLDDQUOMNbucC2CZcZ4edwG1uOV7tdG+AzGiW8puQoTPb/bLtw+6b3YnLUUKwQs+Cok9TB8iUGGoo4xzCOSbfPBeqe44qUJ9RQrBB9NxT4/aZoIgaTqMT1naah6Ps/G7NSj3lGDYUQYixqKIQQY1FDIYQYixoKIcRYRjYUeNwZwHVvG00IcJkMswQLIeYTS/BitnB7fKQtw2zgMcsairABsIYCy2zacntlhQkhZh8bv4LZ3PGoAIBjHGqaIbwxosDgG2soQsIfEULMJ4gecAzbvULWQOB5MGg88AySkKSuBwqF8KAT+8xuRhJCzAc4hhEMoLHA+5CJGwohhABqKIQQY1FDIYQYixoKIcRY1FAIIcaihkIIMRY1FEKIsaihEEKMRQ2FEGIsaiiEEGNRQyGEGIsaCiGcgns87BZz48SJE/QOUjUUQswwmPvF7tjG1A64uxM3Z7I7uycBjcSePXuW3T2Ksnfs2FG/D1FDIYoHB4XdIYlXHBw4IHDQpfKVv/qb6l/82V9X+772neodX/pWrZd95uudahSo93XXXTf4tHhgx9FAKphTBnNPmF1Onz49WLM4LwXuKo3vDldDIYrBDmJ2EL7qtg/Xr//3/9eXqlVr11WvuOeT1YVbrqhWrd+wbNtJZI0GfvvQn/+XukHpCpvWAeAAtoYBt4afOnVqOInUSrCsoVhYWKhfwxYF/RZULKTpuZBC5AAH4ZW//U16sDKFB/AffPtMfQCHIbyx0gfcvDIyomCNgWa4El2Dg7gpEoiF7b7w4fdUz9/3pmTdeuXa4XuE2idPnqx/16aBmzaE90RjQwGDGogywgQHDB2uF6IJNAK3ffkZetDHQiNw9Fv/bfDNZsJGYFL1CatPqvpGOQoxNX/7d/+zDu3ZQR/rtb/+F/W2XcAOpFT1CatPqvpGDcUKg66bZZtD9u/fXyesZqm/jAN79W8+teSAv2jj5iWfkRBEYvCew49V3/3vfzf4Zl7YgZSqPmH1SVXfqKFYYRCKQ4/86an6QPz5Xz1cvef3T1Ub3vL26uJLNg6z87Mk1A91DrHLa0aby3WTwg6kVPUJq0+q+kYNRQtwoKcm4UK9ZscH69f47Pz3Pv1k9bq3v6c+APEZZUM4UPFbEPrw1tisNPHlOmsoVvpyHTuQUtUnrD6p6hs1FBFPffdcfUC+4nPfWHIQjxIOZly+S2XTpk2Dd0vBFOm4dBd3S8RS2IGUqj5h9UlV37hpKHAGTs2+m9AA9HHmFqNhB1Kq+oTVJ1V9M7cNRZgUxAH9+rdeVx/cGHX3uoWbq7//8SPLDnwTIgY1APMLO5BS1SesPqnqm7loKO5/4jl6wIf64f/td+oGAAk1jCpld8CJMmAHUqr6hNUnVTmwE63d64G8E44b3OsRM9ddj/CmnvBuOiTdMKpUD1IuE3YgpapPWH1S1TU2wjq8exSNhi2PmeuGwobggrChQMuIP3zo0KHBElES7EBKVZ+w+qSqa9AogPiSNhLqUHhsATfJTLEc5pAp6htWp1T1CatPqvpGDYVjmEOmqG9YnVLVJ6w+qeobNRSOYQ6Zor5hdUpVn7D6pKpv1FA4hjlkivqG1SlVfcLqk6q+UUPRAWzHpqhvWJ1S1DesTqnqE1afVPXNsobCJqsJr69qPorRsB2bor5hdUpR37A6papPWH1S1TeNEUV4fTXErrNqhquXYDs2RX3D6pSivmF1SlWfsPqkqm8aG4rw+qrmzBwN27Ep6htWpxT1DatTqvqE1SdVfTNTOQpmoBT1DatTivqG1SlFfcPqlKo+YfVJVd+ooegAVqcU9Q2rU4r6htUpVX3C6pOqvlFD0QGsTinqG1anFPUNq1Oq+oTVJ1V9o4aiA1idUtQ3rE4p6htWp1T1CatPqrrGrlyGVzfn5u5RZqAU9Q2rU4r6htUpRX3D6pSqPmH1SVWX4AZKNBCYaW0u7x5lBkpR37A6pahvWJ1S1DesTqnqE1afVHWJNQaYhmEu7x5lBkpR37A6pahvWJ1S1DesTqnqE1afVPWNGooOYHVKUd+wOqWob1idUtUnrD6p6hs1FB3A6pSivmF1SlHfsDqlqk9YfVLVN2ooOoDVKUV9w+qUor5hdUpVn7D6pKpv1FB0AKtTivqG1SlFfcPqlKo+YfVJVd+ooegAVqcU9Q2rU4r6htUpVX3C6pOqvlFD0QGsTinqG1anFPUNq1Oq+oTVJ1V9o4aiA1idUtQ3rE4p6htWp1T1CatPqvpGDUUHsDqlqG9YnVLUN6xOqeoTVp9U9U1jQxE+LBevNtQTxJ+7ghkoRX3D6pSivmF1SlHfsDqlqk9YfVLVN40NBSamwc0i8YxWOWe4YgZKUd+wOqWob1idUtQ3rE6p6hNWn1T1TWNDYRHDc889V7/a4/nOnz9fv+Z4XB8zUIr6htUpRX3D6pSivmF1SlWfsPqkqmvQK4BwwreeA2ayA/H9H6CxoUA0YQUgusAtqHimZ/i5a5iBUtQ3rE4p6htWpxT1DatTqvqE1SdVXXPbbbfVt5qHd49aQ8FQMrMDWJ1S1DesTinqG1anVPUJq0+qcoBowu4StRM/PmM+ijgHqYaiA1idUtQ3rE4p6htWp1T1CatPqroGvQU0DkglxF2N8NEchhqKDmB1SlHfsDqlqG9YnVLVJ6w+qeobNRQdwOqUor5hdUpR34R1+erPXVqfHQ+9e0P9ed87Lqlf7fOX37tpuC3UJ2E9JlXfqKHoAFanFPUNq1OK+iasy7fv3lw3FKan7tw8XPeuy9fU68Pt+ySsx6TqGzUUHcDqlKK+YXVKUd/E9UEDceXGi+v3G9eurl/jz6Y+CeuBBuzZexaFz1bf+LOpb9RQdACrU4r6htUpRX3D6pSqPgnrgcZt3ZrV1aO3bBxGRVgefzb1jRqKDmB1SlHfsDqlqG9YnVLVJ2E9br9qXXXZ+sXGIG4Y1FCMITTMJOobVqcU9U1YFzgmnBfvb3jz2uFyhMKz5rRhXSZVn7D6pKpv1FB0AKtTivomrAuuHiAUxnuEv7b8yfddWr+GVw/6xuoxjfqE1SdVfaOGogOsHk8PQkYIySi8hsm0WT0zo954vfXKxUgibChYUrBvrB7TqE9YfVLVN2ooOiCuj12isww2FF/nh/rG6gGhEUNUgffWUFiEMasN3DTqE1afVPXNTDcU6DN/eNv64Xu8zvoBZ/WFwrOwLZ/Vek+ivmF1SlWfsPqkKgd4Ilg4hBsnBMDuDJ/ZhsLOanHoa8k1ZIZt276xekBh42CRBc7M6Ouj3iX09fuG1SlVfcLqk6qugS+Gjw7EfR8Q7iJlNDYUaGmshYlvK1+J28zjxNrhGxdfrR9tEQbUN1aPSdU3rE4p6htWp1T1CatPqrrk1KlT9SsaivA2c7B169a68cC6kMaGwh59Hk9Uo4lrlsPqlKK+YXVKUd+wOqWqT1h9UpUDNAbhxDXGVA3Fs88+W79qKrxmWJ1S1DesTinqG1anVPUJq0+q+qaxocA96dbS4BUhis1wZZ+7hhkoRX3D6pSivmF1SlHfsDqlqk9YfVLVNzObzJxEfcPqlKK+YXVKUd+wOqWqT1h9UtU3aig6gNUpRX3D6pSivmF1SlWfsPqkqm/UUHQAq1OK+obVKUV9w+qUqj5h9UlV36ih6ABWpxT1DatTivqG1SlVfcLqk6q+UUPRAaxOKeobVqcU9Q2rU6r6hNUnVX2jhqIDWJ1S1DesTinqG1anVPUJq0+q+kYNRQewOqWob1idUtQ3rE6p6hNWn1T1jRqKDmB1SlHfsDqlqG9YnVLVJ6w+qeobNRQdwOqUor5hdUpR37A6papPWH1S1TdqKDqA1SlFfcPqlKK+YXVKVZ+w+qSqS+x+LYywjp8ShuePsjtI1VB0AKtTivqG1SlFfcPqlKo+YfVJVQ7CWzGsccBtGnqkYCZYnVLUN6xOKeobVqdU9QmrT6q6BtNEoKGATp8+PVi6uLyohxTbNHP4o8ePH6+/j7AJt8hu2rQpy23wTcR1S1XfsDqlqG9YnVLVJ6w+qeqbuWgoPnj3uuqVd15U67IPrK4+fvf66ul7FxuKhS1r6u+iwQD79+/PMqnOKOL6pqpvWJ1S1DesTqnqE1afVPXN3EQUX7x3Y3XtB9YMGwzoddtW1a8XbVx8XbV29fDzqnWrqre8863VH5786qD0fLD6pqhvWJ1S1DesTqnqE1afVPXNyIbioYceGrxbnP4uJP7cBcxAKQpBw/Ch3/rwsDFJ0fWfuKlVg8LqlKK+YXVKUd+wOqWqT1h9UtU3jQ2F9f3jGa1KmeHq+e99p9r/xU9WF3/wTbTxYEKD8s9/71ODEl6C1SlFfcPqlKK+YXVKVZ+w+qSqb0ZGFJYkPHny5DAHAOLPXcEMlKLcfPoP/mXdSLDGg+l1H1hV51G+eu/iczJC2cN2MLu4NboAWWZc00YidqWI65aqvmF1SlWfsPqkqm/mJkcxSn1j9WB5lCa9ZsdF1euvWcytvPHKxVfoVbe/2NAsvPS5S6Gxg97/mXvraAqN2W/ds6GuNxTatElo6ACut2MCVszajPd2UlkJWL1S1SesPqnqGzUUHcDqlCLrvtlExri0i9xP6qVd5FVMOPBN1iBMEgWlavWa1fVvoOsWztSMATvxKL9cMFumqk9YfVLVN2ooOoDVKUV9w+o0Su/96bVLGo0Lrl+MfBAZveq9F1avvONF4fO96+vGJBesbqnqE1afVPWNGooOYHVKUd+wOqWoCUQ26NaEjUmTEO186T8+OvjmZLA6papPWH1S1TdqKDqA1SlFfcPqlKI2oDFJ7RJhO2wfw+qUqj5h9UlV36ih6ABWpxT1DatTinKDq0xX7f1J2njEQkL26+TqUqjP/fSG4aMo7Yod8kBIwtqdlCtBXK9J1CXh3aOQ3euBEc3INVnOLEQNRQewOqWob1idUtQ3qAMaCNZwNAkjdV95x+J7u9q08W1vqq686cfrfIolhXMS23ES5QDJ8/DuUTQa4SX7EDUUHcDqlKK+YXVKUd+wOo0SDgBc/t33YuOCRmHthkFS9sWGI0zCdqm37ru27jqFjRCr2yj925s3Dh/O3XUkZFFDfKUKV7IgNCIhaig6gNUpRX3D6pSivmF1SlUO0AhgxC4ahTaXpFl9raGw28LBnj17aPcgJ2ooOoDVKUV9w+qUor5hdUpVn7D6jJM1FMAaCnQPTp06taL5lZlqKF5+696p1Dfxzk1V37A6pahvWJ1S1SesPqnqGzUUHcB2bIr6htkyRX3DbJmqPmH1SVXfqKHoAFanFPUNq1OK+oYdSKnqE1afVPWNGooOYHVKUd+wOqWob1idUtUnrAFIVd+ooegAVqcU9Q2rU4r6htUpVX3C6pOqvmlsKJBhtRFbKzUfBTNQivqG1SlFfcPqlKK+YXVKVZ+w+qSqb0ZGFLgEs5IzXDEDpahvWJ1S1DesTinqG1anVPUJq0+q+qaxoYjnRFiJOTOZgVLUN6xOKeobVqcU9Q2rU6r6hNUnVX2jHEUHsDqlqG9YnVLUN6xOqeoTVp9U9Y0aig5gdUpR37A6pahvWJ1S1SesPqnqmjCFYPlGPEALsJnK1FB0AKtTivqG1SlFfcPqlKo+YfVJVS7Cu0etoWDMZkNxy8fqV7R0tuzVC7fVr6/98Xcu+Qz1jdVjUvUNq1OK+obVKVV9wuqTqlzYXaL2dD18nvlnj8bGeePmy+vXCy+5dLjMGopVa9YNl/WN1ePlt3y0fq3rO3hvsv/whjf/xHBZ31g9wnq//vKr6/dWz5mu94vCyeTCS3+4fv+DP7P7pXUv/qfwRGPqk7gukygXuLEs7mrM/NPMQ8Nc8BPvHr4PowdrKML1fWP1ML3y3XcP62kHGJwYjjuTDdxAqLcdXGHDsOQAfFF9E9YFYg2CNXChvaE+CeuBOlu98WqNnX0O7Q/1jXIUHcDqFDdor37bLfUrDkbbpm+sHqHiBs4+h+qbsC7hwQatunjNkvUWlZr6JKwH9A+vu3P43v4H9IobfmHZ/+gbNRQdwOqUor5hdUpR31g9cKBZAxHWzw6yeDnUJ2E9rIsHLannoBsYrof6Rg1FB7A6pahvWJ1S1DesTqnqk7Ae1sCFjZ1FnXiPqCLcvm/UUHQAq1OK+obVKUV9w+qUqj5h9UlV36ih6ABWpxT1DatTivqG1SlVfcLqk6q+UUPRAaxOKeobVqcU9Q2rU6r6hNUnVX2jhqIDWJ1S1DesTinqG1anVPUJq0+q+kYNRQewOqWob1idUtQ3rE6p6hNWn1T1jRqKDmB1SlHfsDqlqG9YnVLVJ6w+qeqbpIbCLt8Y8eeuYAZKUd+wOqWob1idUtQ3rE6p6hNWn1R1DY5f3M+B4dt4PX78+GANRxFFB7A6pahvWJ1S1DesTqnqE1afVHVJeIu5NRS4e3QUSQ0F7iwLn0oUfxZCzA927NosdniWKWasi2e1C0lqKB5++OHq4MGDdYHhZyHEfIKGwW4txyuijEOHDtWfGTPV9RBCzCZqKIQQY5mJhsL6RphZx66mxFdZ7BkjCwsL9cQa4XdG9a1yYl0xTCE2T/UG9tvzVu+4vpPUO1y/ksR1APNQ75CZiiisz8TAM0YY+A4MGRp+Jbnxxhvnst7jmNV6j7uMN6re2Fd92ntaP+m73mAmGorwCgrm7IMzhGet8D3O3jBq/B0wakfkYOvWrfXrpk2b5qredqDj0tg81RtYQzFNvcOJZFeStv7dV71DlKMQQoxFDYUQYixqKIQQY1FDIYQYixoKIcRY1FAIIcaihkIIMZaZbijC68u5WIlr088///zUv4Obd0Liz+PArcS56Ws/YRwHlmP0Yg5skFOfg536+N+MFW0o2H32TIY5IAapmMPjvQ0YCgel4PPjjz9ev4ch8dm+gwEre/bsqfbv3z+8Fx9GNoOjzGPHjtXLx/H8fW9KUgwGZYV1PnnyZP0Zv2t1sv+GoeHYzv4HCD/b/zp69Gg9aAr/K/yv9n9gP1seljWKe//Vh6pX3nlRkq7/xE31d/raT/iubZfCHV95tnrZZ76epHd86Vt1+SFWX/sP2IeoE/atDZLCNvgfto0Rfn7wwQeX7bNR/9sG9hkoa5L/3QVz11DAeFget6YwNsAOM+w72JH4XuiwOMBsR4Bwp46CNQpMMTio4zrjf6FO4WhDW2b/A04Bws9hVIGRfNg+HCUK8H/ChgLgHoIc9LmfYFcIv901ZnvUL6wv6ml1xO/i93HghsvsfxrxZzDJ/0ZUin1t5PzfjKJzFOFBUirmSPOMh/3EmKf/rWSmEGIsaiiEEGNRQyGEGIsaCiHEWNRQCCHGooZCCCGEEJ2goEIIIYQQnaCgQgghhBCdoKBCCCGEEJ2goEIIIYQQnaCgQggxl2COpIMHDw4+vcQTTzxR6xvf+MZgSfkcPnx42ZxRQvSBggrRG2gEMQHdKK30bJHTYHU1Pv/5zy9b1pabb765Lg+vXYMTsNV3lGaJuE4IIGwZJo984IEHqne+853DZdu2bRtsuZQNGzYMt4EY4fomvfDCC4OtOan77/777x+WOSnTfk+ILlFQIXojDCpinnzySbruiiuuGC6HPvvZzw7WLGLLv/e97y3Z7qMf/ehgi5fAiSfcBopPDugBxttcffXVg7WL2HLAAiWctEFKWU2EJyV7b7LACzPw2rKQ0BYp2LZxz9eWx9kBOzGbja1++H54YofiIDHczxDKGgdshm2feeaZwZKq/m0rI1w+CvsOfhPTotv3Y2y57ccQW8dmVA5J2X+ABRXhZ3sPxb6DcsJthegDBRWiN0YFFcDWoTHHcz7ibVkjap/DRh6BR9N24QnovvvuW7KdfS880SHoiE8u4XcAy1SkltVEeCIKsWU4KQI7id9www31Z2DbpJ5sbfs4qAC2zmD/dVxdrVz7HAaGVv84WAyx78Xg/9m6WHGwGGY2DAuOELiG2HZNYgFrTOr+GxVUwD8Ns1MchNm2qftaiK5RUCF6Y1RQEQcMSF/bZybr7dnnmHD5qN+Nl8c9aVOYTrdlRtPlj5SymrCTUrytLQ9PhFbuN7/5zer222+v3+NklYp9nwUVjz322HA9CN8brE7ATpj2bCv7bpMY+E9sPYIzZGpiQj8K19uyJiGLZdiyMAAMt00hdf+Ny1QYTT5sy5gthFgJFFSI3ggbRjTYEE7IOOnYclwyAOHJAel8MCoDES6zdHnYq7NtWI/eGv4wdW+Myo4Y7DJEallN2MkHspN9GKTEPXFbbpoE+w4LKgBsFpaNE31IWFfLOITBgG1vl7JYgBae1GNsm5Awy2S9ftjE9j0UB57skkW4T6ye9jnOKoX/c9yg0NT911VQIURfKKgQvYFGGo1jrFG9LDTe1vtGQ910MgUoC+9HXe+2kxFO+uxOAoBy7OTEftPqHYL/gCAGJ2D07o1xZTWBYAvfhc3wHdgAJ2ULumLY5aJU7P/EJ9EQKxv1iLETKP4nAkB8RqDYdEkjtAnej8NOvLBJDOpsvw9h31sQCuwuiVG/A9uF29h7dkkB+8LWj7JX6v6Dr1h5RvwZoJx4uV3+CQNlIVYaBRWiKOxk4hX7/6bUoCUFnMDCsuPr+UYYVOTCshziJUbtEyFWCgUVQgghhOgEBRVCCCGE6AQFFUIIIYToBAUVQgghhOgEBRVCCCGE6ISkoMLmDQg5f/58vcxu/zt+/Hi1sLBQv9+xY8ey2wKx7cmTJ6vTp09r1LYQQgixwth52M7f4bLw3Lxz587q7Nmz1ZEjR6ozZ87U28e3NTeRnKkIA4F9+/bVP4RAwoKHrVu31q/Gpk2bBu8WJ5QJ5wqw7wshhBBiZcB5HMGCBRXPPvts47kZ6/fs2VOfv1MDCjBxUIHIBe9DnThxoq4MXsGpU6eWTTi0fv36wbvFzIcQQgghVo6ws2/n9FHnZgQUSBzgnI5XBCPbt28frOVoTIUQQgghOkFBhRBCCCE6QUGFEEIIITpBQYUQQgghOkFBhRBCCCE6QUGFEEIIITpBQYUQQgghOkFBhRBCCCE6QUGFEEIIITpBQYUQQgghOkFBhRBCCCE6QUGFEEII4QA8fdSe2WXP58Jzu+JleMYXnuUVPig0fEbIKBRUCCGEEBOAk62diCF7UFe4vIsTdNfggWH2mHPUoekJ4nGdwweRjUNBhRBCiLniK3/1N0Md+vP/Uu372ndqfeyPnq/e8aVvDfWyz3x9KqWCk689Fhwn6PAJnsgKtD1Bd0kcQKB+zz333LI649HoIViPp5Tif+IppWEZDAUVQghREOHjq61HjJMves943fwjV9Un4Pf+ymeq9/7671dX/+oXqm1HTrQ6Cc+DwmDjjq88OwxEoDBISSU+Scd0cYLuGmQoLJOCjAVAPeAz8BVWX2PHjh1JGZakoALGQyUMVMAqtrCwMFi6+Hx2Uwy7biOEEN7AiQsnsusf/Xb12l//C3oCnFZoX8PPr/7Ze4ft7gXvvmPJOugV93yy+oFffbx6/Vuvq1atXbdkXXgSDk/Ajz39/eEJ+Knvnhv8K3+woAEnaNh627ZtgyUvMc0Jeh5JzlTAUAxbHl4vAmGKp+m6jRBCzAvPnT1fn1BxYsWJNjwBt9G6T325uv4TD1d7/9lHqi98+D3V8/e9aSodeveG6svv3TT8/Ow9m+v2GSc+O9mFoB3Guj57zqI8pgoqzEHDKC2M2rA+jMrizyzCE0KIXFh2AMHAKz73DXpyn0bWi09Jm4cBwEpJiJVm4qDi+PHj9ftQlnV4+OGH688HDx6sP9sAFYDAoum6jRBCMJBe/zff/G51/xPPdZod+KHP/2V9Xf1f/NlfV//hOyvTHrGTfm55htkjt4QGagohMhDeWgetWr+hPpm/ZscHlyzHMlzX/wcP/HZ14ZYrhif9+Pp+qEmyA7MEOwnllmeYPXJLKKgQDsHJLASX42xZeKnOxgVh/UryJ2f+djgQLhROpLHiW+hMXQ8AnFYIGF5124fr92/9wn+u7fy2n7mlfrXR57Nyy11u2EkotzzD7JFbQkGFmHFwMkX6GydQnCzjk9Yk+nuffrJ6w1XbliyzHrT1mqFX3XL/4ueDX1vSey5BcfAB3fblZ5YFK1A4yj9UKuNuuWMDthHQlTpwkJ2EcsszzB65JRRUiA7527/7n/VJBycknKxw3Zqd2NoKPV47EU5ykrNshIHPoeJbvKznbPf9a4DxZDB72X3yXd0TP0+wk1BueYbZI7eEggrX4IRss9EhCGAn8C6Esq3ni9S+EB5hJ6Hc8gyzR24JBRVzw3f/+98tyQKs/s2n6Am8rVC2zTY3SRZACDEadhLKLc8we+SWUFCRDZyQHzzxwthb4X7gwd+vXrdw8+Lnh/6kTg2/cucD1Ss++Kl6GcYB2HobEW/jADAYz7IA+L1vf/9/DH5dCDFrsJNQbnmG2SO3ZhmbGTsUxjSx6R6wDOt3795dfwapA9YVVHTIe37/1GJw0CAEAAgycG88ggDM+WEPownB8qNHjw4+LQUj4+269KFDhwZLhRCzDjsJ5ZZnmD1ya15AgGABBZuY0l5tMHVqQAEUVPRI00C0pqDCdn44cFAIMR+wk1BueYbZI7fmgfCuq5RHaGDAugUfx44da+zwGgoqhHAKaxRzyjvMJrnlGWaP3JoH4nlgEEjY5ZD4Fm7rwCqoEEKMhTWKOeUdZpPc8gyzR24JBRVCuIU1ijnlHWaT3PIMs0duCQUVQriFNYo55R1mk9zyDLNHbgkFFWJGYAdobnmH2SSnvMNsklueYfbILTFBUGFTFgN2Xys4fPhwPdjDHn0e0vQdIQA7QHPLO8wmOeUdZpPc8gyzR26JhKDimmuuqYMABAtg3H2tIN6m6TtCGOwAzS3vMJvklHeYTXLLM8weuSUmyFRYUNF0X2uYyQDhbSsp98IK37ADNLe8w2ySU95hNsktzzB75JaYIqgATfe12jLb9siRI9WJEyfq96PuhRWCHaC55R1mk5zyDrNJbnmG2SO3hAZqNsIcJrc8w+yRW95hNskp7zCb5JZnmD1ySyioaIQ5TG55htkjt7zDbJJT3mE2yS3PMHvkllBQ0QhzmNzyDLNHbnmH2SSnvMNsklueYfbIrVnH7sLEMITwxor4zkwswzZ6SmmHMIfJLc8we+SWd5hNcso7zCa55Rlmj9yaZU6dOrXsqdhNd2baq91UkRpQAAUVDTCHyS3PMHvklneYTXLKO8wmueUZZo/cmmXw9OswqECg8Oyzz469M1NPKe0I5jC55Rlmj9zyDrNJTnmH2SS3PMPskVuzzo4dO4Z3Ydq0D6PuzNRTSjuEOUxueYbZI7e8w2ySU95hNsktzzB75JZQUNEIc5jc8gyzR255h9kkp7zDbJJbnmH2yC2hoKIR5jC55Rlmj9zyDrNJTnmH2SS3PMPskVtCQUUjzGFyyzPMHrnlHWaTnPIOs0lueYbZI7eEgopGmMPklmeYPXLLO8wmOeUdZpPc8gyzR24JBRWNMIfJLc8we+SWd5hNcso7zCa55Rlmj9wSCioaYQ6TW55h9sgt7zCb5JR3mE1yyzPMHrklFFQ0whwmtzzD7JFb3mE2ySnvMJvklmeYPXJLKKhohDlMbnmG2SO3vMNsklPeYTbJLc8we+SWmDKowINHDMzCBcJlNgtXyLj1swZzmNzyDLNHbnmH2SSnvMNsklueYfbILTFlULF3797htJ579uypzp07N3L+8HHrZxHmMLnlGWaP3PIOs0lOeYfZJLc8w+yRW2KKoMIeiYonmNl7gNeTJ09Wp0+fHi4LGbd+1mAOk1ueYfbILe8wm+SUd5hNcsszzB65Nevg4WAx7CqCbXfkyJHqxIkT9cPIUhMBGlPRAHOY3PIMs0dueYfZJKe8w2ySW55h9sitWQcd+jAhkHIVAYEFluFhZGEA0oSCigaYw+SWZ5g9css7zCY55R1mk9zyDLNHbs06FlSEVwzw2nQVAUEGtj916lT92HQEI/GTTGMUVDTAHCa3PMPskVveYTbJKe8wm+SWZ5g9cksoqGiEOUxueYbZI7e8w2ySU95hNnn2ns1173DdmtVLlh9814Z6+V1Xr1uy3LTnmnX1+l+59hK63uQZZo/cEgoqGmEOk1ueYfbILe8wm+SUd2J7PH335ur2q14KGj68bX317ReXXbZ+aYAxSlduvLh66s7NdB3kGWaP3BIKKhphDpNbnmH2yC3vMJvklHeYTf70/ZfWGYcb3rymDioQIOCzrUcmY+Pa5iBj3HrPMHsgkIN9Tbb81ivXDpctbFmz5Dsp601CQUUjzGFyyzPMHrnlHWaTnPIOswkyDXay2veOxUsZ8YnPMhF2iSRej+yGlRfLM8wesLfZywKyR2/ZWB2+ceOLgd1i4PDVn7t0yXfGrQ8lFFQ0whwmtzzD7JFb3mE2ySnvMJvklmeYPUIhqEDW4cn3XVoHDbbcMkb2edz6UEJBRSPMYXLLM8weueUdZpOc8g6zSW55htkDskGun/vpDcNlCDAwliXM/Bx694bqy+/d1LieSSioaIQ5TG55htkjt7zDbBLehYAGFK9oUPH+E++8ZEmPzRQ2vkgVWxo/lneYTXLLM8weuSUUVDTCHCa3PMPskVveYTaxXhx031uW3s5o15bDZZAFHaamnpx3mE1yyzPMHrklFFQ0whwmtzzD7BELJ6x4GXrJ8YkOJz8boY2BWdaLjuWd2B4WHCAosPfh+qagAiPjLQDZ+7b1S26TDOUdZpPc8gyzR24JBRWNMIeJR11DNmAnXBZ/L+7JxetNnmH2MMHu7DaucCR3LLv+GU8qFMo7zCY55R1mk9zyDLNHbgkFFY0whwkVBgc4uYXr4vvGMXrYToq4LUk95+Uwe5hYINbUa4bC/YGAruk+fu8wm+SUd5hNcsszzB65NQ/Yw8SOHj1af8b7+NkfO3furJ/5YQ8Tw3fw7I8UFFQ0wBzGFAcRSP9ajxknsbhXrZPceJg9css7zCY55R1mk9zyDLNHbs069hRSPMocQcWop5QiwNizZ0+9TWpAAaYKKlhkw5aFjFs/azCHgVjQAP3adYtz9Ydz8YepdxsA1zSXP+QZZo/c8g6zSU55h9kktzzD7JFbswyyDjgHhTpx4sSSx5lv2bJl8G4RBBQIPvCUUrwiY7F9+/bBWs7EQQUinBtvvHFYqU2bNo19JnvKM9tnDeYwueUZZo/c8g6zSU55h9kktzzD7JFbYoqgIg4QcO0FAcKoaAeMWz9rMIfJLc8we+SWd5hNcso7zCa55Rlmj9wSGlPRCHOY3PIMs0dueYfZJKe8w2ySW55h9sgtoaCiEeYwueUZZo/c8g6zSU55h9kktzzD7JFbQkFFI8xhcsszzB655R1mk5zyDrNJbnmG2SO3hIKKRpjD5JZnmD1yyzvMJjnlHWaT3PIMs0duCQUVjTCHyS3PMHvklneYTXLKO8wmueUZZo/cEgoqGmEOk1ueYfbILe8wm+SUd5hNcsszzB65JRRUNMIcJrc8w+yRW95hNskp7zCb5JZnmD1ySyioaIQ5TG55htkjt7zDbJJT3mE2yS3PMHvkllBQ0QhzmNzyDLNHbnmH2SSnvMNsklueYfbILaGgohHmMLnlGWaP3PIOs0lOeYfZJLc8w+yRW7POjh07ho/YsJmx8diMeBmeE4LngmzdurX+DMJZsUehoKIB5jC55Rlmj9zyDrNJTnmH2SS3PMPskVvzgD1YDA/4bHouVxxU4BlfqSioaIA5TG55htkjt7zDbJJT3mE2yS3PMHvk1jyBAOK5555b8tRRPMvr7Nmzg0+LYD2eUorHn+MppWEQwlBQ0QBzmC71p++/tI4W8Xj0b9+9uV4G9u/fXy8/ePBg/RnYMtvZKTt23ojtsxLyDrNJTnmH2SS3PMPskVuzDs4dOJfgUkZ4PsFDPsNlRhhw4NJJyiUQBRUNMIfJpSs3Xly/WsoJ4BHzFhnajkUKCp+xvDRim6yEvMNsklPeYTbJLc8we+SWUFDRCHOYcbr1rrXVK++8KFkXbL+ouvBNq4afX3/NqupHf2Zrtf+Ln6zuuv+e6sP/9COD2iyC619Hjx4dpqgQcZYCs2dueYfZJKe8w2ySW55h9sgt0TKoQMoEJznARpCGjFs/azCH6UpPvu/SoS1Mb37f6upV771wybLX7HgpAMG6C65fDEDeeMWLr++/qN7G1jdpYf+7q/d/5t46UPnDk18d/LvZg9kpt7zDbJJT3mE2yS3PMHvklpgyqLARo0jRI6hoGkFqjFs/izCHya22IGj47T/6Qh1AXP+Jm2iQ0YVQNn4Dv/VH//nJwa+3g9kjt7zDbJJT3mE2yS3PMHvklpgiqLDbUUL98R//8cgRpOG4AMBGmM4azGFyaxZBoIIA4r2fvqPOerAgo62u2vuT1bvvWlN9/O711Rfv3Uht01aXrX/JX7ddtqZeBkI/tqwbBiOdPn16GAgjeLaxLiUR2yi3vMNsklueYfbILdHy8odlKgAbQRoOPBw1wnQWYQ6TWx74s6e/Uf3B1/999mzKKCGAwOur33NR9dq3L35+w9aXxrasXrO6etXtF1Vbfury6uqdP1m9c9+NdV1NqHusf/57n6oDsFj/6blvDv757MF8sCvFl/ieunPz4FcXCS+dxvfEg5RR5vMGs1NueYbZI7eEBmo2whwmtzzD7JEqZDdi/X/v2VhnPkwf/cC6+uR286411bUfWFQYKCCYWLV26RgVDKTF2JVV64KxLMF6aVFXfGB19f6711UP3n1J9dg9m5btn0dv2Vjte8cl9X6OL52CNhPtzBOxXVZCnmH2yC2hoKIR5jC55Rlmj66Ek1rYaw57znv37q0/79mzp/5sYNyPZdRwIsQ2hw4dqj+XArNVihC0IVBDYPa6DzQHWgjCLrzspfUI0sJ9AIWDkRHc/cjVV1S/fex3kyfamSeYLXPLM8weuSUUVDTCHCa3PMPskVveYTbpSnHwsHHt0tufv/jv/m31wK/tqx74nV8eZorCAOSNl6+qL0PZ51RhfM69/+pD1af/4F92Noi4K5idcsszzB65JRRUNMIcJrc8w+yRW95hNsmpHGDcCsa0IDB5/b3raaAxjVAeykX5XcFsklueYfbILaGgohHmMLnlGWaP3PIOs0lOzSqn/vqZ6kv/8dElWZMuFGdNmE261I4r1tZZofvesm64jA2QxzJst3v37vozwB15pRHaZqU06+CuNuz72B+69BEFFQ0wh8ktzzB75JZ3mE1yqnRyZU1sYPE/DgYeh4OSYzs/fffm6var1lXP3rOZ3spvrzZfUIkBBYjtshKaJzAwGsFD1z6ioKIB5jC55Rlmj9zyDrNJTnmH2STWk/durn7rng11AIFAggUZo4Te5av/0eDzHRdVb7zypXEqeAzAq37+pW2hiza+uP6OC+vxLK+58aLhrL1thSwNgisIGSC79dpute7yslITzL5dCwHc4RtfCuyshx/eEj1rmSHcbbWwsFC/T5mYMgw+jh07NrxrqwkFFQ2EjrNS8gyzR255h9kkp7zDbNKVwsndIAyMxXKcJGxZfCcNUt4g9YSBOVcsIMC8LBYoWPAAsQBjnvTjH1hdP8Mptm8sBBO/cu0l9Z1lFlRgWXyCnqXMEB5fHvoIhPp06SNAQUUDsROthDzD7JFb3mE2ySnvMJvklmfMBsj+2KUizKVil5DsslKcEdrwYmAR2nCUwqACsjELN910Uye9/nlEQUUDL79174rLM+GBulLyDrNJTnmH2SS3PMPs0bXioAJBg/X6MddKyDS9/nlEQUUD7KSfW54JD9SVkneYTXLKO8wmueUZZo/cEgoqGmEn/dzyDLNHbnmH2SSnvMNOQrnlGWaP3BIKKhphjWJueYbZI7e8w2ySU95hNsktz7CTfm4JBRWNsAM0tzzD7JFb3mE2ySnvMJvklmfYST+3xJRBReqsXCHj1s8a7ADNLc8we+SWd5hNcso7zCa55Rlmj9wSHWQqRs3KZYxbP4swh8ktzzB75JZ3mE1yyjvMJrnlGWaP3BItgopJZuVKmbVr1mAOk1ueYfbILe8wm+SUd5hNcsszzB65JaYIKiaZlQuBx4kTJ+r3o2btmkWYw+SWZ5g9css7zCY55R1mk9zyDLNHbgkN1GyEOUxueYbZI7e8w2ySU95hNsktzzB75JZQUNEIc5jc8gyzR255h9kkp7zDbJJbnmH2yK1Z56677qqHLeCKgRE+/Mxm/cRYSWBXG44fP548ZEFBRQPMYaBX/OyH6h2y6uI11ctv/ki97MJLLh1e2qnXrVm37Huv/bFr63Wvevuty9aZPMPskVveYTbJKe8wm+SWZ5g9cmtewLkIpIx3RGCBZTt27FgSgDShoKIB5jCxEEwsWXbLx2hAEW/3xs2XL/ls8gyzB3TR2kuGwdqFl/7wcLktg169cNuS77z8lo8uWb9kXSDvMJtQe7/o10vsOQimTT/4M7uXrP/Bm35xyXqTd5hNcsszzB65NS/gODXw/uTJk8OpIkIQZOBOTYylxLNMcCfnuDGRCioaYA5jevXbbllygjOxgML0hh9efNDMK274hcbtPMPsEQv2w+s/vO7O6jVvvaH+/Pof/all29VBnJ34GgI9yDvMJqHM3nh95fY7Gu0dCvvmgp94N13nnWU2eTH4fcObf2L4Oe58IBtq+yBU7N9hGbE8w+yRW0JBRSPMYeIeGWS9stf++DuX9dDqSyR4r57zWJg9ag16yXHvONSoYA7fV2aIw2zC7I3sRbgNs/frL7+60c4m7zCbmGDjV7777vo9Oi2WfWPtRdgOoY0Z5f+eYfZYErhZUDcmuIOGbfmLYvvEJBRUNMIcJrc8w+yBXq81nqZhEDcYo/K6K9823D488DWGZTyxPUbZ+4Krr6s/M3vH31FmiMNsAnux5Sa2HkGHnQTDYITJM8weJgRmYXtharKntSdQeAzEEgoqGmEOk1ueYfbILe8wm+SUd5hNcsszzB7IKC8bg/WiRgZ3YfbO3rPtXpRQUNEIc5jc8gyzR255h9kkp7zDbJJbnmH2yC2hoKIR5jC55Rlmj9zyDrNJTnmH2SS3PMPskVtCQUUjzGFyyzPMHrnlHWaTnPIOs0lueYbZI7eEgopGmMPklmeYPXLLO8wmOeUdZpPc8gyzR24JBRWNMIfJLc8we+SWd5hNcso7zCa55Rlmj9wSCioaYQ6TW55h9sgt7zCb5JR3mE1yyzPMHrklFFQ0whwmtzzD7JFb3mE2ySnvMJvklmeYPXJLdBhUYI5wPM0MYJ7weH7wcetnDeYwueUZZo/c8g6zSU55h9kktzzD7JFbs078RNLwgWK2btOmTfXrtHQWVNijUo24YuPWM5566ilJkiRJksZoHClPJMV52R4sdujQocHSyegsqMDz1vGcdoBHpB49erR+b4xbL4QQQoh8IFhoeiLp9u3b61dkMMDOnTvr10nRmAohhBBCdIKCCiGEEEJ0goKKiNtuu61OC+3Zs2ewZBFbftNNNw2WLMdSShjwcvbs2cHSqjp8+HC9/ODBg4Ml/HeOHDlSLzN5YO/exYf5hLYBsnde4v8re+cD17Ljy70rYe/z58/XqWwsD79fMswOQPZeORRUNGCDWsK7VoyUu1dsYCquS5mDwensupURDp6xa1kegb0waEj2zgvGNuEEh4YPyN75wH/HichsDlbK3ijzwIEDg6X+MDvI3iuPggoCGlwMZgGhUxnmXGgssK010AC9MRuQCsw5jfCul/B3YvC78cjckoFNYRvZOx/hSd1sKHvnJwwqVsreKCs8yXmyd2gH2XvlUVARYKkrkznQ/v37lyyHYkdFpBpvY04VLgNNvwMHtmVw+tJBlB/awWwqe+cH/9mQvfMSBhVgpeyNu+ziZSXTd/vtzd5NKKgQQgghRCcoqBBCCCFEJyioEEIIIUQnKKgQQgghRCcoqBBCCCFEJyioEEIIIUQnKKiYgvB2ItMjjzyS5TY53L6UA3b/9jwS7oNt27ZVTz/99GDNyjFuH2kfjibch6bSjyfMlYD/uXv37sGSxTLmiXB/6dgbTQn7O5Wigwr2vPs2igkdyyZUAZjF7fvf/37tRHh8rDmUTenaNB2sYeuxvR0U7Dv4neeee65eHk4/a1Nfhw5s92rbdqi71REC8TZd8fx9b+pUIVZ3w2a4A8xm2EewD5YBs5WtP3bs2JLv2H7FPej2HcD2UUjT+nha8q73IeqL38PnpomnZhVPx5P9V/wm5kPA53nD/qehY6/52Cthf6eioGICxZijgLgRtIlTwm3wHs+9N0c02XqASVjCmdkwYRCbmCV0UAMHXnyQ2cFo37MDNnZytk1XsMCgjUJQ3xDbD002s0lpwv0VvrdGAcIyth3bRyFN68Oyrfyu9yFmBLTtwmcVtOH6T9xUvfLOizrXD3/kxwe/sIjX4wl1sv+LE2v8nJBpeceXvlW97DNf71wb/vXiCRP/LSQ8Puy/m/D/dewtkmt/zwoKKiZQzDSNIN6HDm5OGxKuNydn38HvXHfddcPl+M34gLZ578Nl6E1YXexAYNt0BQsM2igkrDMU2pPZbFTDFs/wiW3ZdoDtoxC2nu2brvchygu3myc8Hk9WH/u/83SSCf8fpGNv/LFn9ZnH/Z2KxlTMMWFjK+YT7cPZQfvCF9rfeVBQIYQQQohOUFAhhBBCiE5QUCGEEEKITlBQIYQQQohOUFAhhBBCiE5QUCGEEEKI1iigEEIIIURrFFAIIYQQojUKKIQQQgjRGgUUQgghhGiNAgohhBBCtEYBhRBCCCFao4BCCCGEEK1RQCGEEEKI1iigEEIIIURrFFAIIYQQojUKKIQQc8cLL7xQHThwYPBpKU888UQtT8AW3/zmNwefhOgHBRSiN1avXt2o22+/fbDVbHP//fcP6xyyf//+6plnnhl8ag/7ja6wskep6eTdF1avkLC+oR577LHBFssJt2Pgf4fbxNqwYcNgy9HY9uNI3S4G9Zjme0J0iQIK0RvWeDZp27Ztgy1nFxZQ2GcFFHlAgIA6ffaznx0sWfofbr755mrXrl1Llp07d26w5Ut873vfW7INvhMzLqCAUoIK23YcqdvFICOD7z3wwAODJUKsPAooRG9Y4xmnp9G7t3VIbc8bVvd5CShC7MS0Er81Lax+tiwOHGw5fCrmne98Z71uy5Ytw+1iwoAi5qMf/Wjjupiut2O0+a4QXaCAQvSGNYDseretCy99PPnkk8PlUNwzRM8Uy3ESsJOFKT7R4HO4HmKXWa644opl233jG98YrF2eoQi3C5eDcWWNwraPe9X4fcOWHTx4cLBkEUuH4wQ4jqaA4ujRo3R5WB/DPsd1Zb8f2yTMOjRh24bYskkuldl3wnrGl0dGBRShP47Dthu1/4AtN8y/8Irsg62H8PshFhh1GcgKMQkKKERvWMPIAoobbrhhuB7gxGufEThcffXVS9YDCyjC7cLPIeHyUGGQYidiXHrBiSUsz0gNKFLKGoVta2WEAZOlucMTTghb1sSoDIUtD09YOIFjWXh5yrYzhRmAMNixZbBNaI9RQQXWYZs4cAj9xYQAhl3qAIcPHx5uB2J/M5oCiji4HUe4bdP+A7bMCP0LGuXTltljl26EWAkUUIjesEaRBRRNJ+rwZGONsi1rOknbMpwcgAUjYfAAbLvPf/7zSz6HPUGciELiegL7HJ54bdmoskZh3w//v51cISP+jP8SLxvFqIDC7I2Tr2Hbsv8antjiuh47dmzJZxBmjZrAyRjrbR+FWHATC/WOsXWWNQkzB2EQEgYUTWoKWkJs20n3H/MvwJaFQbcQfaCAQvSGNX4soIiDA3uPBt5kJxA7YTQFFLbctrNtcFILsV6qnTDDnrVp2oAipaxR2Hdi4uWWCbHgyT6zEzBjVECB8SzhOna5A7BlIFxu4w9Qv3CfNn3XsPXMZwysizMWYRDUFLjYsjD7EdYpzg5MMr7HvhMTL48/TxJQwN/YciFWCgUUojes8WMnBzsR4kQMbNsmAWvwcV0+xBrluKz4hGDbhZmLpl6v9UpTAwowrqxR2LYx8XK7A8KWxevHMSqgALYOcx7Y/4ENQpq+Hy63TEOTmmxi6+M5F1BvC6JCWJAZBwZMBgtywktLGFuSQlyGES+PPzOfBPF2RtNyIVYCBRSiN6zxYwGFrbNevH0eBTt5ADt5WQretokHL1oW4b777hssWQq2t+9aL3ZUQMH+l8HKGoVtG55Ix/W07XJHHGCNYlxAYdfpw4AgxpbHgwbD7e2kbEFeKlZGeCIfVedRlxVGycpvyppYwAtNEhCO23/xZ/MvXKYLibcDylCIvlFAIXrDGj80+jgpQGHvL2wY7W4AnMgM28YGtYUBhV2rRgNuy6wxD4MAWxae4O0EYZ/DwMDqYb3yUQFFeNKzZaPKGoV9HzIsAIp7r3G6PzyJjWPUydkIy2bbsXXxuJXwZIpLJ4Cd/GNsH8fZCPseZP83HD9iQVWcwYkxm9r6poAC2PLY/gzbNiyH7b94m0kCCvtv8bZCrBQKKERvWKPYpLDnF99uF8qwk014UjDFPeGwhxnKAhEQBguxDBZQWKAQLk8paxS2Lat33EOObTUJKQFFWIfQXoatY/shvMyETFC8Hho13sPqF580w3ozGfbZAoyYcGAj7DoqoAgDlnHjYWy7cfvPlhmTBBRmT7ZPhFgJFFCI3kBjzTSqR4311tvF+xALKLAeJ1V8xkmtqYHFoEwrC5dDrKccghNgWG54ix9Ar9DqHWLfCedeGFfWKMLfQDYFJ6ZRtwfiN6CUyykhSJuz/xPC7tAICdehHLxvqitO4DYWA7ZJGegYlh+DE7DtU9goDk7sv43zMQgZJgQq9plh65rWG+E2o/ZfXJb5V+zD8XZglF2EWAkUUIhiCE/WnsFJ2U4ucfaiC6yXjVeG/XYu7PZVsZRR+0SIlUABhSgG7wEFeqx2Ms9xcgnLhpqyCbY+FwiSUD6bedMruOQyap8IsRIooBDF4D2gCC9FxGNGusDKhkZdp7dtcmIDT8UisEXTuBAhVgoFFEIIIYRojQIKIYQQQrRGAYUQQgghWqOAQgghhBCtUUAhhBBCiNYooBBCCCFEaxRQCCGEEKI1CiiEEEII0RoFFEIIIYRoTVJAgaluw0cxG+FMdefPn69n51u/fn119uzZwdKXsKlh8WAcIYQQQqwse/furc/DjzzyyGAJPzfv37+/XmbncpzfRz2M0BgbUDz++ON1wXFAsXPnznq5gfcnT56sTp8+vWQ5OH78eLWwsFC/37FjBw1OhBBCCJGHffv2Vdu3b6/fI2DAeZidmxE82HabNm2qX3G+T2FkQIHMBKIW/GgYBNhnCxzCCgD8eJilCD/H2wohhBAiL1u3bh28WwTnYXZujgMKfI4fld9E0iWPOKCwqMUCCgQeYToEkdCZM2cGn5b/Efu+EEIIIfKD8/KePXvq98hQ4DzcdG4OL3nE24xi4oAifIqhAgohhBBiPrjtttvq8zaGJ4wKKAwbP2mZDDvnNzFxQIECQ2EQJrBXED86GQHGiRMn6venTp1KGtwhhBBCiG4IO/o4p+MyxrhzswUcdk6PhzPETHXJwwijFVTMggyrVBhk2LrwO0IIIYTID7IN7DzMlgEEGHbe7zRDIYQQQggxCgUUQgghhGiNAgohhBBCtEYBhRBCCCFao4BCCCGEEK1RQCGEEEKI1iigEEIIIURrFFAIIYQQojUKKIQQQgjRGgUUQgghhGiNAgohhBBCtEYBhRBCCCFao4BCCCGEEK1RQCGEEEKI1iigEEIIIURrFFAIIYQQojUKKIQQQgjRGgUUQgghhGiNAgohhBBCtEYBhRBCCCFao4BCCCGEEK1RQCGEEEKI1iigEEIIIQrn/Pnz1erVq4cy2LL169dXp0+frnbt2lV/Pn78eHXixIn6/SgUUAghhBCFc+TIkWFQgADhwIED1b59+4bLTp06VQcQ586dGwYSCCzApk2b6tdxKKAQQgghEsEJN+zVQ2fOnFm23Ji2t981CBi2b99ev9+xY0ddh61bt9afDQscwjojEMH/S0EBhRBCCDEF1qsHODmfPXu2fo/LC217+10TX/JAXZsCihAsQ3CB7xw6dGiwlKOAQgghxNzwt3/3P6uv/NXfDLXva98Z6h1f+tZQq3/zqepln/n6xMJ3UwkzEXFA0ba33zVh8GD127lz55I6WwbDQH2xfsuWLfVnbD8KBRRCCDHHNKXg4x6pkSsF/93//ndJJ/rX/vpf0BP5rAiBSAo2DsFAtsJsDRu37e13DYKBPXv21O/3799f73/8h4WFhXoZLoMcPXq0fm9YgKGAQgghnBGm4G0Q3re//z+qQ7/3leqD/+xXqj/49pnqrTfdXp/k16xbX5/gL75kY/36is99g55gS1EY1ITBzmNPf38YBD313XO17VKILxeEdNHbz8HevXvrYGb37t2DJVX18MMP18sOHjw4WLIIBmxa9sKCVl3yEEKIOeJPzvxt9Rsn/2t13+On65MfOzk2CY2+vf+BB3+/esNV2+r3r3/rddU/eOC36/er1q6rfuAT/7563cLN1Svu+WT1A7/6+PA7K60N//pk44k+zHbgMsesYWMiDAQMFswhaIizPpP29ueRpIAiTIWEaR3IrgchmrFlZtSQ8DtCCOERXBZAjxgnzEmDhXH6+x8/Ur3qtg+/tOyhP1nS7r7s4NeWbA+tWr+hDi6w/pXv/2fD5eFJ/o6vPNt4ovcKy0AAywA88sgjgyWLTNPbn0dGBhR2De6hhx4aBhRhmoeNYAUWgRnsXlchhCgNnGRzBAum8EQfnuQP/fl/qd585Y8tOdGzQXghs5CCF2WRlKHAwI14sAawQSlhYAEQQIQjWeNrTWywihBCzDJhsNDlwMJr/vnnq3+y759WX/jwe6pTv3B59fx9b5pK69asXvKZDcIL8ZCCFyvL1AEFMg2WlVBAIYSYZ/7Dd85W/+LP/rpO7//Q5/+SnvinEYKPj/3R89VnPrar+tqHfmrJCb9LPXvP5mphy5olywAbhAe8pODFyjJVQIFINrx+FF9PwnpzVhB+brr2JIQQOcBdDke/9d/qEztO8OzEP40QeNz25WfqQGTceILwRL9SEmKlmTigQGTLLn8gwj158uTwHtsQfH/Uva5CCDEtOcYt4BZKG6cwLlhIgZ3wc8szzB65JaYIKBAshLLLF8g84FocLoNYNiIcqNl0r6sQQjSRI1iAugwWUmAnoNzyDLNHbonEgEIIIbrGgoX3/P6pej4CduKfRhYs4PbM586eH/xav7ATUG55htkjt4QCCiFEx9ggv1A2eVK47BUf/FS9LJxoCZ8xn4JNwhTryt/+Zj3hE26TxEDKeYGdgHLLM8weuSUUUAgH4C6j8EQW32UUXtKzuVfCUfG6nW4p9syGlEsRmK3RAoW/9+knh+9N4bLVLwYW1z/67Wrdho0rdilipWAnoNzyDLNHbgkFFMIZmMwnHBRsAYQtszuSsJ09YCl8ANBKgJNpLEzFjBN4LJzQmcKTdp+Cbe391b/6hepnP/rgsoANY61m4WmMOWEnoNzyDLNHbgkFFKJgcLtgeFL+8tPfrS7ZuGnJCRknt3sOP1b9/K8erk/Em6+7pXrb7/xFdfnOPdW2IyeqNdfuWHKClLhgO9gTdrbnLiDzEwZjuEPswQcfrN+ziZYAskd9PY0xJ+wElFueYfbILaGAQsw4OEHhRIVUOK6fs5NZqi7ccsWS5xm8ZscH62v7uGZv1/MhnMwuePcddTp+ybMR5lxv/cJ/XpLFMIUBVqgwGDN19TRGEF96KnkqaHYCyi3PMHvkllBAIXrAMgc4aeGEtlKPTcaDkOw9ru1bsBAHFKY6AHnoT+onNr78n/z6cBsENvFJGYpPyKb4pAzhiZKlE942DpChsKmgESzEl5JKngqanYByyzPMHrklFFCIDsGJ0q714wQbn6C7kp28Mfth6ok5HHgJ0BtGJiJU+Lhh3KmA7THFPF41w+tkNNnLpoK2wMIofSpodgLKLc8we+SWUEAhEkCggBM4nnOQK1DAPAQWKOD3cCdBl+CE1TTYLw42gPWS7cR47NixZdsIkQo7AeWWZ5g9cksooHBLfOtflxMLhULZCEQsUBDCI+wElFueYfbILaGAojhwCQAzBFqgwE7yXciyCZhgSIGCEKNhJ6Dc8gyzR24JBRRzA07aeKph109MDBU/EGmSEf1CiGbYCSi3PMPskVtCAUUvxDM3YmZAPM8At/XhVkUsG57k7/lkPQ1xfcfBYBmmKrb3KcJjlnHbpS47CNEP7ASUW55h9sgtoYAiC3ggEU7cdtnhtb/+F/RED120cfPw/Wuv/UfVG3/0miUBhQUSFljgFkd7LgLKxnMNHjzxggIFIWYYdgLKLc8we+TWrNP0CILDhw/Xn8MngWPiOSyzO68wOJ1NRBejgKJDLAhIFYIENnESdiSCkX/zze9W/+tnfqO+ndEmCYonAxJCzD7sBJRbnmH2yK15wh5BgDvcFhYW6mU7duxYdou8nW9S54RRQNEhcWAQavVvPrVkfAKyGAgcGE3L7TkH2PHxpEFCiNmFnYByyzPMHrk1LyBgCAOFMAuBQCIOKPA59XlGCih6ApP3NKWQmgIK7GRMtISdi52ckoISQvQPOwHllmeYPXJrXkC224KIeHp8CzTCSx7xNqNQQNETyDaEMzOGsIDCZhJUQCHE/MFOQLnlGWaP3JoXwsvmTQGFYTMGWyajqbNrKKDoiTDVFMN2mqWggC55CDFfsBNQbnmG2SO35oF4VmB0VK1ji85q3Em1gCN8vk7TeQsooBDCIaxBzC3PMHvklmeYPXJrHmCPIEAH1hRizzECylAIIRphDWJueYbZI7c8w+yRW0IBhRAuYQ1ibnmG2SO3PMPskVtCAYUQLmENYm55htkjtzzD7JFbQgGFEC5hDWJueYbZI7c8w+yRW0IBhRAuYQ1ibnmG2SO3PMPskVtCAYUQLmENYm55htkjtzzD7JFbQgGFEC5hDWJueYbZI7c8w+yRW0IBhZgR2AGaW55h9sgtzzB75JZnmD1ySyigEDMCO0BzyzPMHrnlGWaP3PIMs0duicSAwubzNtjz0/FsCUzPiSmh2dSc7DtCGOwAzS3PMHvklmeYPXLLM8weuSUSAorHH3+8DgQsoGDPTwfY5uTJk9Xp06eXTc/Z9B0hDHaA5pZnmD1yyzPMHrnlGWaP3BJjAgpkJpBRCB8oMu756SB+gAj7jhAh7ADNLc8we+SWZ5g9csszzB65JRIveYQBBXvcKQKP8Cll8QNIxj0iVQh2gOaWZ5g9csszzB655Rlmj9wSCijEjMAO0NzyDLNHbnmG2SO3PMPskVtiioCi6fnpGIxp2LPTjXHPXBeCHaC55Rlmj9zyDLNHbnmG2SO3xBQBBcCgS5OBoMGWsSCDfUcIgx2gueUZZo/c8gyzR255htkjt0RiQOER5jC55Rlmj9zyDLNHbnmG2SO3PMPskVtCAUUjzGFyyzPMHrnlGWaP3PIMs0dueYbZI7eEAopGmMPklmeYPXLLM8weueUZZo/c8gyzR24JBRSNMIfJLc8we+SWZ5g9csszzB655Rlmj9wSCigaYQ6TW55h9sgtzzB75JZnmD1yyzPMHrklFFA0whwmtzzD7JFbnmH2yC3PMHvklmeYPXJrHrBnau3evXuwhD9na//+/fWycIbrlOkeFFA0wBwmtzzD7JFbnmH2yC3PMHvklmeYPXJr1jly5MjwmVp4HMaBAwfqKSHi52yFj8ewSSixfQoKKBpgDpNbnmH2yC3PMHvklmeYPXLLM8weuTXrxBNOgnHP5kJAgc8IPlJQQNEAc5jc8gyzR255htkjtzzD7JFbnmH2yK1ZxyaWNOHxGE2PxQgvecTbjEIBRQPMYXLLM8weueUZZo/c8gyzR255htkjt2YdBAgGsg4IHsY9ZwvP6cJlEMtkhGUwFFA0wBwmtzzD7JFbnmH2yC3PMHvklmeYPXJr1gmDBwsoxj1ny75jl0vCSyQMBRQNMIfJLc8we+SWZ5g9csszzB655Rlmj9yadZBtsMsdkD0RPFwWggDDnuGlDEVLmMPklmeYPXLLM8weueUZZo/c8gyzR24JBRSNMIfJLc8we+SWZ5g9csszzB655Rlmj9wSCigaYQ6TW55h9sgtzzB75JZnmD1yyzPMHrklFFA0whwmtzzD7JFbnmH2yC3PMHvklmeYPXJLKKBohDlMbnmG2SO3PMPskVueYfbILc8we+SWUEDRCHOY3PIMs0dueYbZI7c8w+yRW55h9sgtoYCiEeYwueUZZo/c8gyzR255htkjtzzD7JFbQgFFI8xhcsszzB655Rlmj9zyDLNHbnmG2SO3hAKKRpjD5JZnmD1yyzPMHrnlGWaP3PIMs0duCQUUjTCHyS3PMHvklmeYPXLLM8weueUZZo/cEgooGmEOk1ueYfbILc8we+SWZ5g9csszzB65JRRQNMIcJrc8w+yRW55h9sgtzzB75JZnmD1ySyigaIQ5TG55htkjtzzD7JFbnmH2yC3PMHvkllBA0QhzmNzyDLNHbnmG2SO3PMPskVueYfbILaGAohHmMLnlGWaP3PIMs0dueYbZI7c8w+yRW0IBRSPMYXLLM8weueUZZo/c8gyzR255htkjt4QCikaYw+SWZ5g9csszzB655Rlmj9zyDLNHbgkFFI0wh8ktzzB75JZnmD1yyzPMHrnlGWaP3BJTBBTnz5+vVq9ePZTBloWMWz9rMIfJLc8we+SWZ5g9csszzB655Rlmj9wSUwQUR44cqU6cOFG/P378eHXgwIFq3759w2WnTp2qdu3aVb83xq2fRZjD5JZnmD1yyzPMHrnlGWaP3PIMs0duiSkCCgQE27dvr9/v2LGjDhS2bt1afzY2bdo0eLfIuPWzCHOY3PIMs0dueYbZI7c8w+yRW55h9sgt0cElj7Nnzyqg6EieYfbILc8we+SWZ5g9csszzB65JaYIKMLgAMEFgoOdO3fWgYUtswyGMW79LMIcJrc8w+yRW55h9sgtzzB75JZnmD1yax4IkwFHjx5dtsxYv359dfr06eHwBAxvsGELo5g4oEBwsGfPnvr9/v376x/Ejy0sLNTLcBnEKmqMWz+LMIfJLc8we+SWZ5g9csszzB655Rlmj9yadc6dO5c0vjHcDoEFSL2qMHFAAfbu3VtHM7t37x4sqaqHH364Xnbw4MHBkpcqA9j6WYY5TG55htkjtzzD7JFbnmH2yC3PMHvk1qyDjj3Ov+G5u2k4QpihwI0YZ86cqZePY6qAwgPMYXLLM8weueUZZo/c8gyzR255htkjt2YdZCMefPDB+r1dXUgZ34hlCC4QiBw6dGiwlKOAogHmMLnlGWaP3PIMs0dueYbZI7c8w+yRW/NGyvhHZCewfsuWLfVnbD8KBRQNMIfJLc8we+SWZ5g9csszzB655Rlmj9yadZChsPGPCAwwh9S48Y0WYCigaAlzmNzyDLNHbnmG2SO3PMPskVueYfbIrXnAxj9aYAGaxjciALHsBQZq6pJHC5jD5JZnmD1yyzPMHrnlGWaP3PIMs0duCQUUjTCHyS3PMHvklmeYPXLLM8weueUZZo/cEgooGmEOk1ueYfbILc8we+SWZ5g9oD3XrKtTyZ/76Q3DZc/es7m6bP3iREPfvnvzku1tPdatW8PXmzzD7JFbQgFFI8xhcsszzB655Rlmj9zyDLPHh7etrxa2rKnf733b+urwjRvr9wgWvvpzl1Z/+v5L6/fhd2w9AgmsR1ARrzd5htkjt4QCikaYw+SWZ5g9csszzB655Rlmjys3XrzkM4KLJ993abXvHZcsWd6k//PnNlUb1yqgYDB75JZQQNEIc5jc8gyzR255htkjtzzD7IEMxX1vWVe/R4YCwcGjt2ys3nX5mjoLATUFDPgu1luGg8kzzB65JRRQNMIcJrc8w+yRW55h9sgtzzB7QDuuWFsHBrjEYQFFmKG49cq11VN3No+TGLXeM8weELJCFqzdftViMGdjUkzxuJRx601CAUUjzGFyyzPMHrnlGWaP3PIMsweyDBYMWCDx9IsnKzvRQXHAgPVhVgInSAUUy2H2iG0H29qr2TC2f8p6k1BA0QhzmNzyDLNHbnmG2SO3PMPsgZNT2PO15Te8eTFrAdklj0Pv3lB9+b2b6vdhL1uXPDjMHiygQKAAO/7bmzfWr3ddvTxYGLfeJBRQNMIcJrc8w+yRW55h9sgtzzB75JZnmD0gux0XuvaH1gwDil96+/p6PW7jjTMQ49abhAKKRpjD5JZnmD1yyzPMHrnlGWaP3PIMs0csZCgwHgJBRrg8Hgg7br1JKKBohDlMbnmG2SO3PMPskVueYfbILc8we0DINiCIwCUMm8MjvNsGQUacgRi33iQUUDTCHCa3PMPskVueYfbILc8we+SWZ5g9ILtj45o3LR17gtt2sdwCByicNIytjyUUUDTCHCa3PMPskVueYfaIb48L19kAwnCZCb02+05T7w3yDLNHbnmG2SO3hAKKRpjD5JZnmD1yyzPMHuGdBOF8CO/7sbXVtssWJ1sKtzeFPbmmbSDPMHvklmeYPXJLKKBohDlMbnmG2SO3PMPsgWmf7bY63LpowYWpKVjAoDV79oSeLcFh9sgtzzB75JZQQNEIc5jc8gyzR255htlj3IyATQGFPTET0jVmDrNHbnmG2SO3hAKKRpjD5JZnmD3CCXwg3K4VTwYExTMF4sSIXjN6y03T5EKeYfYIH1YFG8a3x8HW4WconjnQJgsKtzF5htkjtzzD7JFbQgFFI8xhcsszzB6hcH3fHu8cip3ksEwp+NEweyAYsAwDRrXHAyyZrS2rgcDN3sfbmDzD7JFbnmH2yC2hgKIR5jC55RlmDxPrLUNNvWENEhwPswdkly+apiC29+EATgRuWAchkLNtYnmG2SO3PMPskVtCAUUjzGFYCh7L7VHCELttTrfVjYfZwwS7x5cu4nn5Q/3ujsV59yGW1TB5htkjtzzD7JFbnmH2yC2hgKIR5jChwulYwx5xPE0rpB7zeJg9TCw7ET6pMRZsrBT8aJg9csszzB655Rlmj9yaJ9AuGocPH64/Hzx4cLCkqvbv318vO3v2bP35/Pnz1a5du+r3o1BA0QBzGBPSvXaPfjwojZ3odFvdeJg9IMyHkDp2AtIgwTSYPXLLM8weueUZZo/cmhd27tw5DCiOHz9eLSws1O937NhRHT16tA4etm/fXi/btGlT/YrvpKCAogHmMKbwZJYSUOi2uvEwe0BNmYg4axFe00cAZ/ZWAMdh9sgtzzB75JZnmD1yax5AAIGgAW0jQKAQZiEQSMQBBT4fOHCg/jwOBRQNMIeB4gACafX4Gfvh9X71mNNg9sgtzzB75JZnmD1yyzPMHrk1D1jGwQKKrVu31q+GrQ8vecTbjGKqgMKuuezevXuwhF+HCRm3ftZgDgOFPWET/pdd0sD7cJ1uq0uD2SO3PMPskVueYfbILc8we+TWrLNly5bBu/EBhXHu3Lk6o2GZDPteExMHFEeOHBlec8GPIBXCrsOEjFs/izCHgeIMBIRAIZ5ISbfVTQazR255htkjtzzD7JFbnmH2yK1Zx85BpvXr11f79u2rTpw4Ua8/derUsoGXFnBYMBJeImFMHFCEUY7BrsOEjFs/izCHyS3PMHvklmeYPXLLM8weueUZZo/cmicQUBhhkBGCAMM6/9kyFOGPQ2fOnBmbNhm3fhZhDpNbnmH2yC3PMHvklmeYPXLLM8weuSWmDCgMZBsQHCig6EaeYfbILc8we+SWZ5g9csszzB65JaYIKMLgwAKKcddhxq2fRZjD5JZnmD1yyzPMHrnlGWaP3PIMs0duiSkCCoz6jC95gHCZgUEfBls/yzCHyS3PMHvklmeYPXLLM8weueUZZo/cElMEFF5gDpNbnmH2yC3PMHvklmeYPXLLM8weuSUUUDTCHCa3PMPskVueYfbILc8we+SWZ5g9cksooGiEOUxueYbZI7c8w+yRW55h9sgtzzB75JZQQNEIc5jc8gyzR255htkjtzzD7JFbnmH2yC2hgKIR5jC55Rlmj9zyDLNHbnmG2SO3PMPskVtCAUUjzGFyyzPMHrnlGWaP3PIMs0dueYbZI7eEAopGmMPklmeYPXLLM8weueUZZo/c8gyzR24JBRSNMIfJLc8we+SWZ5g9csszzB655Rlmj9wSCigaYQ6TW55h9sgtzzB75JZnmD1yyzPMHrklFFA0whwmtzzD7JFbnmH2yC3PMHvklmeYPXJLKKBohDlMbnmG2SO3PMPskVueYfbILc8we+SWUEDRCHOY3PIMs0dueYbZI7c8w+yRW55h9sgtoYCiEeYwueUZZo/c8gyzR255htkjtzzD7JFbQgFFI8xhcsszzB655Rlmj9zyDLNHbnmG2SO3hAKKRpjD5JZnmD1yyzPMHrnlGWaP3PIMs0duCQUUjTCHyS3PMHvklmeYPXLLM8weueUZZo/cEgooGmEOk1ueYfbILc8we+SWZ5g9csszzB65JRRQNMIcJrc8w+yRW55h9sgtzzB75JZnmD1ySyigaIQ5TG55htkjtzzD7JFbnmH2yC3PMHvk1qxz7ty5avXq1UMZbNn69eur06dPV7t27ao/Hz9+vDpx4kT9fhQKKBpgDpNbnmH2yC3PMHvklmeYPXLLM8weuTXr7Ny5szp79mz9/siRI9XRo0erffv2DQOFU6dO1QEEAg8LJBBYgE2bNtWv41BA0QBzmNzyDLNHbnmG2SO3PMPskVueYfbIrXkBmYjt27fX77du3Vq/GhY4hBkKBB9nzpypl49DAUUDzGFyyzPMHrnlGWaP3PIMs0dueYbZI7fmCQQJCBaaAooQLENwgUDk0KFDg6UcBRQNMIfJLc8we+SWZ5g9csszzB655Rlmj9yaNxAohJdBzp8/P8xcGAg8sH7Lli31Z2w/CgUUDTCHyS3PMHvklmeYPXLLM8weueUZZo/cmnUwXmLPnj31ewQGBw4cqAdbLiws1Mt27NhRj6sIsQBDAUVLmMN0qR1XrK1TSPe9Zd1wGSJE7DhcvwqjRmy3e/fu+jMYt1PnkdA2KyXPMHvklmeYPXLLM8weuTUP7N27tz6fHDx4cLCkqh5++OFlywACEDsP2R0iuuQxJcxhutKtV66tPvfTG4bv973jkvo9dtjJkyfr61U2utZSUjYwBgEGIsvSCO2zUvIMs0dueYbZI7c8w+yRW0IBRSPMYXLo6bs3V7dftZilsCACILgAFlAgWkRAUWJ2AsR2WQl5htkjtzzD7JFbnmH2yC2hgKIR5jDj9Mo7L6K69gNrqo/fvb761bs3VF+8d+OS71y2fnX17ReDCrw/duxYHUhA4bUsfMa1L6SdSsxOgNAmKyXPMHvklmeYPXLLM8weuSUUUDTCHGacWDAxSggUXv2Pln7++YN3Vf/r7/5v9fsY3OJjI3ERfMQDaOYZZs/c8gyzR255htkjtzzD7JFbQgFFI8xhUoQMBLIR7797XZ2ZCAOIoe64sA4Yli67qHrjlauGn994xarqVT+/dP0F17+47L0XVpfeenn1rgffU/3I1VdUf3jyq9X3zn5vUOv5hdkytzzD7JFbnmH2yC3PMHvklmgRUGCazrAXjfcmxrj1swZzmK6EyxyhPS5euxhcrFq36qXla5YGHFi3GFhcWF142arqNTcuBhjhNkzXf+Kmav8XP1l96T8+Wv3Rf35y8O9mD2an3PIMs0dueYbZI7c8w+yRW6JFQIEBhDjxATYfeMi49bMIc5jcYpz662fqLASCAgQHF39w8ksrKULZH/k3/7T69B/8y/r3Vhpmj9zyDLNHbnmG2SO3PMPskVtiyoDCpuu0gGLc9J0p03vOGsxhcqstFni859duq96671oaOLQVyn3vp++of6fLwIPZI7c8w+yRW55h9sgtzzB75JaYIqCwp5QBBRTdaqVAIPDPf+9TdUYCmQkWOLQVMil2uQW/h0zLKJg9csszzB655Rlmj9zyDLNHbokpAorhNf6BcOnD5koAbD7wcetnEeYwuTVrYMwFxl7Y5RYWOHQhlI2BrJ8mt9V2oSffd+kSn33qzsXbdHEpLlwOEDDj8lwYBIfzg5RCbKOVkGeYPXLLM8weuSVajKEA1giPmw983PpZhDlMbs0ruMvELrcgONi050do4NBWuGsGd88g+Jgk8Lhy48XD9+FEYnHmDNgyCyzgu6mP7p0nzB4rKc8we+SWZ5g9ckt0FFAANh942LNrmi98VmEOk1sesMDj/Z+5N2vWo0mvfs9F1eu2Ld4dA398448s3llj84FcsP2i6jU7Lqou3rSmrt+adYuvJlwmQv1j4X8xzSrM/7pUeCfTtsvW1MuM+A4xtBOYbt4GayOIs0HcpRDbZyXkGWaP3BItA4qSYQ6TW56JbYEMBGYWRTaicT6PCYU5PMLbcXFSe+X7X3zP5gV5UQguMBfIGy9/MeiIbuOdZYUBUKgwAIJdTbA1U7xPUhVmgSDLEBnhHWKY/dUCCeuAzMMYq0kxW6ykPMPskVtCAUUjzGFyyzPMHin66r2X0pNheMKErv7Ri6vLt6yugxOTnWgX9r+7ev010URiLwrzfSAIqTMaLwYd4cRj0kuCLS0wYfsIwQNegV1SaspQ2EPwSiO2yUrIM8weuSUUUDTCHCa3PMPs0ZU+vG19dfjG5Sc7nNQwWBgns/AEB+zRvUjP4/kpGEzc5fwpNr9IrDCLECrMNIRiJ/hZEiZke/3Nq+qg4+c+vLN68KFP1P8/treB7ITtj3GPSp4nYt9bCXmG2SO3hAKKRpjD5JZnmD26Ek5OoTauXewx24kLPWS7C8kI70TCQGJLx5dCbKNUPXnv5uq37tlQ/eO7x1yKsstIuKQ0WBbug1rBZaSr9v5kdf0v3Fj92v/x6WrzmzbXdSzpybrMlrnlGWaP3BIKKBphDpNbnmH2yC3PMHt0JVz6QMBw611rqys+wMeeYH28DJeY8GrTzON5NuF6ZGSQrcGtzM9/7zuDfzIfMDvllmeYPXJLKKBohDlMbnmG2SO3PMPs0ZUevWUxoAiFuT9CsMwu5bz+3vX1GJZhNuOOxYDjdQuTj1mxoAOXj2YJZqfc8gyzR24JBRSNMIfJLc8we+SWZ5g9cmtSbExJl2NFELz0EXQwe+SWZ5g9cksooGiEOUxueYbZI7c8w+yRW12Dga24/PHA7/xyp0EHxnPc+68+VD8or6sn9DJ75JZnmD1ySyigaIQ5TG55htkjtzzD7JFbfYAsBAIDTKSGQIEFENPIshyp4zmYPXLLM8weuSUUUDTCHCa3PMPskVueYfbIrVklvLSCSyIsgJhG4aUVZo8u9afvv7Qed7Juzerq23cvPqsGHD58uF4ezlC8f//+eln4fKUub4meBWL7rITmgdtuu63e93v27Bks6dZHFFA0wBwmtzzD7JFbnmH2yK15Jsd4jtd9YHF+jlGTgqXo2Xs2140/3ltggffsGUrhwxltRtKSbs81QvuslGYd7OdHHnlk+B7z63TtIwooGmAOk1ueYfbILc8we+RWyeQaz4HbbhF0WOAB7RsEIBBmio3tbFOd4yQQ9jBxkohPFviME0tpxDZZCc0TNuV91z6igKIB5jC55Rlmj9zyDLNHbnkG/x8BwIN3XzJyfo62wlTxNp/HRRuX3na7au3ib77uJxdvy73ul3+mWv+mS4aXZqB//nufqrMx0H967puD2s8fse+thOaJLVu21IFE/MRly0iElzzYU5mbUEDRAHOY3PIMs0dueYbZI7c8w+zBhKADWQhkJHBJJAwIxgkPs7vwTS99pymgGOqOF79z/arFCcTezycbm1YIUkx9BCvMtjlk2SAI7N27t7ajXVoAszZmBXU5efJk/b4poDCQycBlEMtk4LujUEDRQOg0KyXPMHvklmeYPXLLM8weXerWK9dW+95xyfBSCPTu991Q/T/+91+sL8MsfPz6astPXb7kThcLOJbMTBpMlT6rYsEK7uSxYAWXn5iNupY9ot8+4/k/dqkAQcSsjVlBXeKAAHU+ceJE/R7PLYoDHQs4kNEA4SUShgKKBkLHWSl5htkjtzzD7JFbnmH26EpPvu/S+kQRymYmDZeF4OSBEx5I7X3aCRuyE7mNGYG6vC23LyEz9HUyLiXWWy69uL6bBjazZXFvv+14hK5BUBD6gwU44bKQaXxEAUUDofOslDzD7JFbnmH2yC3PMHvk1jzBghXIgpW37ruWBgC5xOzJhBOsvUdv327HRIai7XiEeUQBRQOh06yUPMPskVueYfbILc8we+SWZ0I7hJeB7E4ZG6cC/Xg0QPaxezYt+f4ohQEFsHkeMEah7XiEeUQBRQOh06yUPMPskVueYfbILc8we+SWZ5g9cijOUJw5c6b+fczvEF/amHQ8wjyigKKBl9+6d8XlmfAgXSl5htkjtzzD7JFbnmH2yKEwoEAGAp9NIdOMR5hHFFA0wE74ueWZ8CBdKXmG2SO3PMPskVueYfbILaGAohF2ws8tz7ADNLc8w+yRW55h9sgtzzB75JZQQNEIO+HnlmfYAZpbnmH+l1ueYf6XW55h9sgtoYCiEdYg5pZnmD1yyzPMHrnlGXYCyi3PMHvkllBA0QhrEHPLM8weueUZZo/c8gw7AeWWZ5g9cksooGiENYi55Rlmj9zyDLNHbnmG2SO3PMNO+LklFFA0wg7Q3PIMs0dueYbZI7c8w+yRW55hJ/zcEgooGmEHaG55htkjtzzD7JFbnmH2yC3PsBN+bgkFFI2wAzS3PMPskVueYfbILc8we+SWZ5g9cktMGVDYfOX2IBRw+PDhetnBgwcHS5Yybv2swRwmtzzD7JFbnmH2yC3PMHvklmeYPXJLTBFQYNrQRx55ZPge85Vj3vKFhYV62Y4dO4ZTjBrj1s8izGFyyzPMHrnlGWaP3PIMs0dueYbZI7dEy0semLt8165dSx5yEj7/3Ri3fhZhDpNbnmH2yC3PMHvklmeYPXLLM8weuSVaBhR4ahoChfgZ7/FjW8etn0WYw+SWZ5g9csszzB655Rlmj9zyDLNHbokWAQXGQ+CZ70ABRTfyDLNHbnmG2SO3PMPskVueYfbILTFFQIFLFvFjV/Ec+BMnTtTv8ZhWXAYJGbd+FmEOk1ueYfbILc8we+SWZ5g9csszzB65JaYIKHCZAwGFybIN4TJj/fr1g3d8/SzDHCa3PMPskVueYfbILc8we+SWZ5g9cku0HENRMsxhcsszzB655Rlmj9zyDLNHbnmG2SO3hAKKRpjD5JZnmD1yyzPMHrnlGWaP3PIMs0duCQUUjTCHyS3PMHvklmeYPXLLM8weueUZZo/cmhfiuaDYcAQMVzh9+vRwvCPmkrJxkKNQQNEAc5jc8gyzR255htkjtzzD7JFbnmH2yK1Zx26oeOihh4YBBbthwuaXAjYOMvXOTAUUDTCHyS3PMHvklmeYPXLLM8weueUZZo/cmheQbbCAomlKhzBDceTIkerMmTP18nEooGiAOQz0hh/eWkd5r7vybYvLbvnokpQR9IM3/eLS793ysXr5qovXLF0eyTPMHrnlGWaP3PIMs0dueYbZI7fmhZSAIgTLEFzgHHbo0KHBUo4CigaYw7z+8qurV7391uH7C37i3cu2gdHZslfc8AvDwCJeb/IMs0dueYbZI7c8w+yRW55h9siteSEMKMY9FgPZCazHdBEA249CAUUDzGGW6JaPVm94808sWYYgY3l2Yul2r/3xd1Yvv/kjS7cZyDPMHj/4M7vrAMxktoUNw+Xx9y685NLhungfhfIMs0eTveHXtuyNmy9f9r2L1l4yXH/hpT+8bL3JM8weueUZZo/cmhfCgALvRz240wIMBRQtYQ4TCo3oksDgxcCBNbYQGtp620GGYlnQMZBnmD0QGAw/B4HZkuWxov2Ak+GS9YE8w+xB7f2iz65as45vE27XtD6QZ5g9mgI4E9qYVy/ctmQZBBvbdxQwc5g9cmteCAMK8PDDD9e+dPDgwcGSRTBg07IXGKiJbXTJY0qYw5hg2PoSRrAMveamQOEVP/uhxYN/y5Ujt/MMs0eof3jdncNLTLUtB2NZ4v3AAgrZeznMHqHM3njFSe0NW67i9o6EbdhyyDPMHjSAG3x+9dtuqV5zzc8sDygUMCfB7JFbQgFFI8xhRo2BGNWQhj08NbgcZg8TenLhgNbahkHGJ9wWClPwb9z8ZgUUBGYPU2hvBBRm7x98z/3U3ibY/ZXvvpuugzzD7BEqDJgtuLBgbsm2CpiTYPaA2OW5cZkia2dMS9YFEgooGmEOEzojFAYK4XsIPQxrXMMUJRvIafIMsweEBrPpUhI0KuMD1T04jVlZBrMHFNsbjW14UqP2tsCuwc4mzzB7mGjA/OIrDShelALm8TB7xFkgyxCNyhRBYVu+JPCLJBRQNMIcJrc8w+yBkxdrUO3kZZeSmta/cvsdI2/V9QyzRyt7R8uYPMPsAcUBHE5esGeoUVkfBcwcZo9YzG9ZwICAz/YRLv017Q+hgKIR5jC55Rlmj7hhtSyQndjqYGHQmIa9COsxX7hpy7AsJs8we4S2ru1rWbcX7Wm94tjeaIDj76nHvBxmj6YAztSUobD9oIC5GWaPUOzyXJwpGiq+5KEArhEFFA0wh8ktzzB75JZnmD1yyzPMHuFJCoovm4YBhQLmyWD2qNVweW7UpdWll0SW3vUUSiigaIQ5TG55htkjtzzD7JFbnmH2yC3PMHtAdTARLRuXKUKwYTMjX3D1dY236goFFI0wh8ktzzB75JZnmD1yyzPMHrnlGWaPpstz8TLLQISXP177Y9fW617/oz81XBZLKKBohDlMbnmG2SO3PMPskVueYfbILc8we+SWUEDRCHOY3PIMs0dueYbZI7c8w+yRW55h9sgtoYCiEeYwueUZZo/c8gyzR255htkjtzzD7JFbQgFFI8xhcsszzB655Rlmj9zyDLNHbnmG2SO3hAKKRpjD5JZnmD1yyzPMHrnlGWaP3PIMs0duCQUUjTCHyS3PMHvklmeYPXLLM8weueUZZo/cEgooGmEOk1ueYfbILc8we+SWZ5g9csszzB65JRRQNMIcJrc8w+yRW55h9sgtzzB75JZnmD1ySyigaIQ5TG55htkjtzzD7JFbnmH2yC3PMHvkllBA0QhzmNzyDLNHbnmG2SO3PMPskVueYfbILaGAohHmMLnlGWaP3PIMs0dueYbZI7c8w+yRW0IBRSPMYXLLM8weueUZZo/c8gyzR255htkjt4QCikaYw+SWZ5g9csszzB655Rlmj9zyDLNHbokOA4p9+/YNn9a2a9euwdKXGLd+1mAOk1ueYfbILc8we+SWZ5g9csszzB65NQ/YORgCR44cqU6cOFFt3bq1/gzWr18/eDc5nQUUYSW2bNkyePcS49bPGsxhcsszzB655Rlmj9zyDLNHbnmG2SO3Zh106hE8gFOnTtUdewskLLA4fvx4debMmXrZNHQSUJw7d25J1gEVDys1bv0swhwmtzzD7JFbnmH2yC3PMHvklmeYPXJr1gmzEGDTpk3LMhRY1oaZDSieeuopSZIkSZISNA4WUIQguMB5eceOHVNf9ugkoDh//ny1ffv2waeq2rlzZ3X27NnBp/HrhRBCCJGP8Lwbn5MBPuNSyIEDB+r1YRIglc7GUGCQx8mTJ6vTp08PB3yEjFsvhBBCiDxgfMTCwkL9HlmIo0eP1u8Brhog2JiZgAIVwGBLpEosCgrTJmy9EEIIIVaGhx9+uO7QHzx4cLBkkTBb0fslDyGEEEL4RgGFEEIIIVqjgEIIIYQQrVFAIYQQQojWKKAIsDtQ4oGjjz/+eL0cevTRRwdLl3PbbbfV2+zZs2ewhA9Gbfod+w0oHIFbKrANs4PsnReM9g7/r+ydl/j+/5Wy9+HDh+vlu3fvHiwpm77bb2/2ZiigGGAnN2AOA3A7jd1qAzACNr5/F+Ae30ceeWT4HrfeAJQT3i7b9DtYzsotGfx3HJCwAw5OIHvnxexhJ3TZOy84GZkNwErZG5MU2e+E3y+VJjvI3iuLAooGrFdhJ7oQNBKjsJlB40YUjhZGtMB+x+7/9QhmebNZ22TvvKABDDMUsnc+rrnmmtoedtIBK2XvcWWWzkq3397tbSigIKDxgyOZY8Ug6h01dTicC44Xfz/+nv0OQISLhsdkD3EpHdgE/1f2zo/ZwwIK2XtlwP8FK2nv0NbQqPJLo4/227O9QxRQRISpqzhCNSxSNecJe174jBQZGOWQ4e/E4HfbPqRl3oBNn3vuOdk7E2j8zG4WUMi/VwbYDKykve03gSd799V+e7V3jAKKADha6FzAolUAp/nzP/9zmkaDE4VOZYTboizAfgepM/udpgOhJHCwhv8R/x8Hq+ydBzSAsFcoZAlk7/yEdltJexsoy8MJru/22/Bib4YCigHowcGhQuEEZ44WijWGcLZwG3MoRLW2DNFu0+/gBBsus4OgZHAQ2v81m8re+QnHUMje+cH/NfqyN5aVzKy136XbuwkFFFPwl3/5l64axL6RvVcW2Xtlkb1XFtk7HwoohBBCCNEaBRRCCCGEaI0CCiGEEEK0RgGFEEIIIVqjgEIIIYQQrVFAIYQQQojWKKAQQgghRGsUUAghhBCiNQoohBBCCNEaBRRCCCGEaI0CCiGEEEK0RgGFEEIIIVqjgGJC8KTG8KlyJjzStusHzuDJdnjCXdfgCXz2xL3nn3++fp1H4n2xZ8+ewZqVY9w+0j4cjdfjaf/+/fX/tP+IMnLULRc69nzt71QUUExJ6FS5yHVAhNhjeueR8DHcAAftSv+fvhq1kHneh4an4yn8r7Y9Aqh5QsfeIl72dyrFBhQvv3Vvp4qJG8CwR4Xle/furdavX19/xvswOrXPBw8erD/H3HbbbfX6p556anhAsO/AOS3yPXnyZL3s9OnTw2f72zLUNVxmdUedsQy/EW/TJc/f96ZOZcSNGti6devg3XKb7du3r/r+979fLzt06FD9n/E+7F1dd911S74DG2E/2HcMto9C2HrsGyyDX5gvdLkPgZV100031Z/nBfs/RsnHU/hf8Zv4fODAgfrzvKBjL/3YK2F/p6KAIlExoZOAsAE0x3v88ceH748dO1ZvjwPrwQcfrLeDA8YHJcqx9XBiOGvTd1D2o48+WtcF720Z6hEuw4Ee1i12cBBv0yUsKGgjgzVqsNWZM2eozbDM/jdsa+/NZrCBNSJmD+wPazDMLmwfhTStt9+J91dX+/DcuXPDZfC3rhqtV955URaFhP8HlH484XetbGybg5d95utZBHTsLd3f4469ldjfs4ACikTFhE4FwgbQnCzcxt7DyeFYprAMgPUGnBQHRNN37HfAkSNHqi984QtLHBnLTpw4Ub/adxH9swMi3qZLWFDQRgZr1Gw/MJtZgxduF75HijT8Dpax7dg+CmHr47Kt/C73IbBtwp5YW1gw0IVCvB5PqBN82P4vtu8KFgx0IaBjb7nP2Dajjr2c+3sWUECRqJg2DeAowvU4aK0BZFgKGOD3n3322WV1soMYYADRjh07qj/+4z+mBwSwbXAgdQULCtrIYI2aHaDMZuMatfDgDntJ8XZsH4Ww9WjU4l4LyLEPAXrzYdmzjtfjyXqrVqfwf88yOvb4/gajjr153d+pKKBIVMy0DWAcLccNTbj+vvvuGx4Q7DtwWltmvwlHtWXm1DiYbRkU1guf8RvxNl3CgoI2MtBghHWGzDbMZuMaNRzs4XewLduO7aOQpvVs33S5D+29Ka7XLOPxeEI97KRs/7dp21lDx97kx9487+9Uig0oPGAHgZhftA9nB+0LX2h/d48CijlGB8T8o304O2hf+EL7u3sUUAghhBCiNQoohBBCCNEaBRRCCCGEaI0CCiGEEEK0RgGFEEIIIVqjgEIIIYQQrVFAIYQQQojWKKAQQgghRGsUUAghhBCiNQoohBBCCNEaBRRCCCGEEEIIIYSYCZSkEEIIIYQQQgghxEygJIUQQgghhBBCCCFmAiUphBBCCCGEEEIIMRMoSSGEEEIIIYQQQoiZQEkKIYQQQgghhBBCzARKUgghhBBCCCGEEGImUJJCCCGEEEIIIYQQM4GSFEIIIYQQQgghhJgJlKQQQgghhBBCCCHETKAkhRBCCCGEEEIIIWYCJSmEEO44cOBAtXr16rG6+uqrq5tvvrm6/fbb6+9885vfHJQguuL+++9fZvdxPPPMM9X3vve9wafZAb4S/g98ngeeeOKJJfVuIxwnopmPfvSjQ1vdd999g6XL+cY3vlGv37BhwxL7hrriiiuqz372s9W5c+cG35qcbdu2LSt3kn2Y2paabrjhhvq4wH9D3V944YVBSe3p+vibpm1qA+xhvwM7CSGEZ5SkEEK4Y9LAOhaSF+goi/akdgSOHj1ad8psm1m0v5IUSlKM4p3vfOfQTkgOMKZtm5DMmDSJikQBKwt67LHHBluNpm1bakIHvS3znqQA4T7ZsmVLp0kcIYSYJ5SkEEK4gwXW6KjF4Grm5z//+TopEW8PPfDAA4MtxbSgYwXbh4rBPohtryTFyoD9Ef4nSImIyYl9g40ECkdZmNDGsJES2C9slEVqciG8at+klA5yaltq4LjdtWvXsu9ABw8eHGw1HSUkKUB4vkGios1IGSGEmFeUpBBCuGPSwNoIr4SaRnXY0BFBBxsdDQTMEDoi6CCMu+qJ76Fsk9UPAStGFSDQtzKx/sknn6zXp4K6HT58uL5yZ+Xg/aRloT4oZ//+/cNyTFh27NixwZYcdKrC/wkZ+M/4zDo1sKltzxIWbes1DSg7rCM+G9hn5gd2+xCSYAxmk3EdRvzXcPsurkwD7IPwP0Eov4kcdc95LLQ5RlOJO7tNnfG4fUESYpTtsC7cHt+Hb48D9gm/B2EfhCOVIHweB+wdfgdKaUtZHWD7NuD7TeVNcvwZKUmK2N/DJBH+I/zI/BPl4fO4W9XiYw77VQghvKEkhRDCHdMG1gBXtsLv4XMMAtFwm1FCAMuulMUBNwJsliSJhW1YeQCdmpQyTPhvYdAdwkY3jBLKYp2+UR0Btp+Ywn3XVb2mId5nuCIad/yYMPQ/3Gd4H39v1D3q7D9P0lEfRdxhgrBfmshR9xzHQhfHaAroCIdljer4j/JddKy7SJzgf8QjMPD/AMoOl0P43VFM25YimRJ/LyXBMoqujj8jJUkRb4NEL+wZLmMal4CC3cPtkUQSQghPKEkhhHBHmyRFHDxC4ZV8dMjCdQiSwyt2CIbjYd3YJg6S44DbhA5aCDo2caeDBcCsU4bfxRVGA/+D3aeOuoQgcRGubwry47LQaYzrldIRYJ03Nnqiy3pNA9tnSIKENgaoJ9tn4X+KO7cQuwKPq7JxWaOSCJMyaZICdF33ro+Fro7RFOL2Iq5zDHwAPhN+Z5SwLcocd3XeiP87vh/+L3SGw/XQqOQBa0un0Ti7pNDl8QemSVKYYn9n7S/anSZQ53Bb/A8hhPCEkhRCCHe0SVKwoNS+i8A0XtfUeYivJNrVTIMF3E1Xx9HJQCcq3BYdcQO3NoTroFGdAnTq4iAenTaDdVwhJAXwv7A+tUPXZZKiy3pNA9tnTb+H5bGNYx9gHZv4f8edYNShS5hNU5IgXda9y2Ohy2M0hTjhMMltRviPOO7i/9OkcRP64piPv8PsyEYCNI2omjZJAd/Hfunytquuj79pkxRNvhknvqAmsB/jbcNEmhBClI6SFEIId7RJUrBh5tYxiK9STiJ0RELigBsdkFHEwXJ45S3ubEHjho3How0Q0IcgEI+D/FFCB4mNVugySQG6qtc0xPts1G0OIN6eXS2NO4xIuBixXfC/mzpl0zJtkgJ0Vfcuj4Uuj9FxsI5mF7cWIamCK+1NyQv2G/GVeQjfh21jNdmIHXPj2lLUlSU9sE+6nhcGdQ9/o+3xN22Soglmq1HE2+KYEUIILyhJIYRwx7RJCtZhC6++xVeG0SnDd1IVdtLiABoa1QGNfzscSsyGcOP3RhH//qihyei84Mo5q3OsuIPbdZIipE29pmFcpycG/hFu39SpijujqCs6f3EyJsdkoPCT8DegSWzVRd27PBa6PEbHgeRX+FsQymCwRGLTtiHs2IhvNWBzTUwj7Mv4/2N/xts11ZslP+AHXY0Q6Pr4myZJMSqBxmzVBI6ReNsUfxBCiFJQkkII4Y5JAmuAgJENlY6D9kmSARipgAAXdcE2caebdczi4chGPBcDhE6PgTrGnULW4TBYh8kmbsN38HuoN/4D6tlULxB3BOJkx7RJitiuXddrGtg+C2+TCWG3Q7B5GwDrZMb1D/d3l8DO4e9AsHEqXdS9y2Ohy2M0hThJg/3OYMco1HSbBUC7hE5x/J0w4YNy4zrgd7AN/tMo4X+H34OwL0LYNvhuE8zvoUl8qomuj78+kxTsuOlqxJcQQswDSlIIIdzBgsVJNUnwi04CfhOdbXR84s4IPscBKAu4Tbjih9/HNqxjw+abQPlxZ8WE8lBW0/r4HmvWEcR38d+tg4Ph5ej4x9vFna6UjgB+P94G/xt1xtVSGwbdZb2mYdQ+Q+cF/3WSfRbCOtemphEYXQCbxb83aYeybd1H2XWaY6GrYzSFuK1B2U2MOkZTZclEIx45Ak3i67Bt/P3Qpqwthc+MAsketq/a+nHXx1+fSYp47pRRfiOEECWiJIUQwh0sWEwRgujUAJ91hGIhWLYOdkwccCP4xbDoUZ0Y1G9cRwpX6LAd+34o/F7TBHAGAnsW8MfCNtiWjdxI6QiAUfssThh1Ua9piPcZ6owr1kikhMtDoROJK+IpMFvhP0zTeU6liyQFaFP3XMdC22M0BTZCYtyIDPy3UR3uWPAv/JcYdsywzvg4WFIPyT7AfmNcksJgCRT8l2n9uevjr88kRTzaCO22EEJ4QkkKIYSYQVjHTPgGHczQJyDrLM46beo+78dCPBIIHVshmohHHsWjY4QQwgNKUgghxAyiJIVvcLXdrijjajAb/TLNVfGVoOu6l3AsxKM2xo1SEj7BcROOvJnVY1wIIXKjJIUQQswgSlL4BrcYhPs/VptbEHLTdd1LORbCOVNy36Yj5pPw1pppbqsSQohSUJJCCCFmENyXjnu7Tbry6gvcJ49h3uiomNDJ7Wr+jJx0XfeSjgXMLWA20TB+EYLbn8w3MAJJCCE8oySFEEIIIYQQQgghZgIlKYQQQgghhBBCCDETKEkhhBBCCCGEEEKImUBJCiGEEEIIIYQQQswESlIIIYQQQgghhBBiJlCSQgghhBBCCCGEEDOBkhRCCCGEEEIIIYSYCZSkEEIIIYQQQgghxEygJIUQQgghhBBCCCFmgs6SFOfOnat27NhRrV69ujp69OhgKefUqVPVli1bGrfdt29fvS7Wrl27Bls00+a7QgghhBBCCCHEPII++datW5P6w6n95iNHjlTr16+vTpw4UZ0+fbouP97m+PHjw226oFWS4vz589Vdd91V/5mFhYXqoYceqt+PSlLYn2zaFsZif9ASG6OSDW2+K4QQQgghhBBCzCOWoNi+fXt19uzZwdJF0G/fuXPnsD+c2m+2MsN+dJi0AEhQbNq0qTpz5kz9uQs6vd0DFWxKUsR/kG3LjBACYzYZoM13hRBCCCGEEEKIeSUlSYH+8LPPPjtRv3nUSAqsy9HHXpEkBSofL1eSQgghhBBCCCGE6IZwWoVQSDJcd911UyUpmggTFEhe2NQP+K1Dhw4NtpqO7EkKS1CMkmVmLMMzKvvD1oE23xVCCCGEEEIIIUok7A9///vfb91vRh/ftrHEyIEDB+p1VkZTEiSFFbvdI6ZpW1uOOS5OnjxZLwszM6PKbvNdIYQQQgghhBBiXrEBAkgQWJLh8ccfr5MI8TwS0/abMdIiTGK4SFIA/LGHH354OFQFBj148OCSbA52QGhoI+W7QgghhBBCCCFEaaA/vHfv3rovDG3btq165JFHBmtfYpp+c5ygMDD1wsze7iGEEEIIIYQQQggxLUpSCCGEEEIIIYQQYiZQkkIIIYQQQgghhBAzgZIUQgghhBBCCCGEmAmUpBBCCCGEEEIIIcRMoCSFEEIIIYQQQgghZgIlKYQQQgghhBBCCDETKEkhhBBCCCGEEEKImUBJCiGEEEIIIYQQQswESlIIIYQQQgghhBBiJlCSQgghhBBCCCGEEDOBkhRCCCGEEEIIIYSYCZSkEEIIIYQQQgghxEygJIUQQgghhBBCCCFmAiUphBBCCCGEEEIIMRMoSSGEEEIIIYQQQoiZQEkKIYQQQgghhBBCzARKUgghhBBCCCGEEGImUJJCCCGEEEIIIYQQM4GSFEIIIYQQQgghhJgJlKQQQgghhBBCCCHETKAkhRBCCCGEEEIIUQDnz5+v9u/fX23ZsqVavXp1tX79+urgwYPV2bNnB1ssgu0OHz6ctB3KwzbQ7t276TY7d+6sdu3aNVjSDiUphBBCCCGEEEKIOef48eN1ImH79u3VyZMn62WnT5+utm7dWichTpw4US+z7RYWFpZst2PHjnr50aNH62WWfEB5lpg4cuRItWnTpurMmTP1Z9vmwIED9ecuUJJCCCGEEEIIIUTnnDt3ru4g21V4prDDC9Dp3bt373A9OtePPPLIYO1L9HGFf9ZBAiFMRhiWlEAigSUejHgd23bfvn3DfWbru0xQACUphBBCCCGEEEKsKOhQo+NsV+0BOsBYFo4EQEfYkhF9X+GfB44dOza8hcOExIXZzhJHTYmbMAlhhMmgPXv21Da3cnLYV0kKIYQQQgghhJhzvvJXf0P1Gyf/a7Xva9+heseXvtWo2778TPXc2fOD0rvDkgdxRzil89z3Ff5Zx5I8Dz744NAusIUlGWCPaZIUMVYGEh/xvkCSBL8VJp8mRUkKIYQQQgghesKCfbtKyRR3GKzTMYsT3s0L3/3vf0c79NC/+LO/ph36j/3R87QzD63+zaeql33m60WqS8zfw+RCiHWy7Wo9CP247yv8s8yo5IMd52Y/2JndFnLq1Km6XRnVHoQJCmDfGTXKZVKUpBBCCCGEEGIGYcPhUyfGYx2FNsPhcUWddeihB0+8QDv19z1+mnbooVd87hu0QyzNjl77639RPfb09wce0A0pV+nhz7fddtsw+XDTTTfVvj4LV/hnHUsYmO1CxUkJSwjFGpWgiBMSIIedlaQQQgghhBCiY779/f9BO/QQ69BDd3zl2boD//ajf1ltvu6W6uJLNlbbjpyol1nH8RX3fLJatXZd9Q8e+O0lHcq///HFhMarbvvw4rKH/qR63dvfU73hqm3Vyw5+rV72mh0frFat31D9wK8+Plw/3F7KInT0w+RMqPufeI76AZI+zG+gHLdfrBSWYBvVeW1KRIQTPzaxElf4xcrQaZIidoyQOCOGTE44jCcEDpTyzFZGm+8KIYQQQgg/WCLh6Lf+W905DIfz93Wl/+99+snqwi1XLEkuxHr5P/n16qKNm4dxNYTExSs++Kll277qlvuH21zw7jvqMu03ZjFBceVvf3NJR970nt8/tawzb/o33/zuss489B++o/h/lphkJETo26ZRCYqVusIvVoZOkhSPP/74MCkQ73hzDiwPHx2DpIUtDx0u9ZmtjDbfFUIIIYQQ84N1RO1WA0zyh87shn99knZ+50VLRjs0rEdc+6p/9IvVa//l4igLjLy4fNeH6+VvvvuX6mVNV+l/+fiz1Zuv/LHqV37989WXn/5u9dO3/lz11nf8L9W/+79eqH7n3/3/FDMLIXqnVZICma5rrrlmOFIhZQhPiGXK7L6XUUNwRq0Dbb4rhBBCCCFWhqe+e65OLuDqNzrN6Ezb1XLWKe9bb/61f1td888/X733wU9V/2TfP60+8Uu7qy98+D3V7/3jG6rn73tTp3r0lo11LH34xo10/dN3b14SO4dYvDvqSrWGwwsh5oFOb/eYJElhjWLYCMZJi5hRQ4TafFcIIYQQQozmb//ufw5HL9hVeQzBR3JhFp9scMH/+3idXICQXICOfPjWOsHwZ7uvpkmAvvXhbeurjWtXV0/duZmuhyyGRswdK54YL0TD4YUQ88KKJylsluLwlgxDSQohhBBCiO75kzN/WycXfuPkf62TC/bUhbd+4T/TDn7fsnkJUE/U99Cf/5e6/vgfTbAOfYkSQojSWZEkhWVpsW7cI46QTGBZYMv+NiUhQJvvCiGEEELMGt/9739Xd87xGEAbvXD9o9+e2dELqBPqhjpafW30Bf5LTliHvkQJnzBfKFFCgOxJilFD0kzxCAckG9h2YZIBIzJYQiLlu0IIIYQQubHRCxgFgM66jV7AKAHWwe9bGFWB+tmEixh1gfpjDol5gHV4SpTwCfOFEiUE6DRJIYQQQggx7zx39vyy0QvovEOv/fW/oB38PoWnWaBu4SMabfQC5pHwAuvwlCjhE+YLJUoIoCSFEEIIIWYam3eKjZQ02ajM//Cds3XnfNcn/yXdDnrFBz/1Uif/oT+pXnXL/cN1F7zrfdXLDn5tSRIA27zu7e+pXrdw89LlHciSHzZ6AU+8mKfRC7ME6/CUKOET5gslSgigJIUQQggheufb3/8fdef86Lf+W91Z/9gfPT/swL/ic9+gHXzoFfd8kiYekFR4w1XbliccQpHtUN6q9RuqH/jVx5ds86rbPrzkuzZ64bYvP1PX98ETLwxHL4h+YB2eEiV8wnyhRAkBlKQQQog5Z5KrzIxw7qB44uNw/p/Tp0/TpyhhPqJRj70TK491+FMU3tKQInvkZIrQkQ879p1qkDxYklAY6Ace/P3qoo2blyUWICQ8rH4feeLZ6id+5r3V1W+/tvp3/9cLtd3Cp4HZxN/jJv0WswHr8JQo4RPmCyVKCKAkhRBCFErKk40sCfHQQw8tS1KwRzvHkxYjQZH6eGfcG886yU36F3/217STzHTHV55d0jkepVl95KI0Xj/0+b+s9+HOP/i/qs0/clX1o9sW6uQC/CXEHnfOxBJq+/fvH67fs2dPdfbs2aH/K0ExP7AOT4kSPmG+UKKEAEpSCCFEZmyG//CKNetUdzkhnw2BZ1eSob/36SerC7dcMbzH/u9/fLFTt2TI/Iuqh76vXVf9gwd+u/qBT/z7Jd9ZNixekhoUjl6wYwC3deC4wCSVkxKOdpgEGxkx7ruWoEDSzr6zffv2Onlx7Nix+liJRx2J/mEdnhIlfMJ8oUQJAZSkEEKIADzH367k22MDw3vjsw5f70iWcGhKULB7+JuSFE0KExRIXrz+rdfV30dC45Xv/2f0O/MoPCrS9v04hU9WSBGSVuZr46RJFF+CPe48xBIMllQIiRMOjDBBAWxEkn1OKUP0A+vwlCjhE+YLJUoIoCSFEGKusVEKNtkehIns0GkscVj/uE7z23/3ZLXu8h+t3nT9rbTT/N5f+UzdwRuldevWVw//wVeXdZRN/+yhX69+auF/qTto1oGzIfHWgRt1i4kQbUgZRWGJBubfo5ILcUICaCTF/MA6PCVK+IT5QokSAihJIYRYMTCs2zq6Nt8AHrtnHezVv/kU7ZjPosLh6/c9fnqYBLD/hwn4+iCeMyKVcVenDXQQw06ekhRCiFmBdXhKlPAJ84USJQRQkkII0ch/+M7ZusON5/ZbJ9xm9scVfdZ5n1XZCITrH/328L/gf1lSoQTaDENPSVLECQoDV6137NhRfx8JkkOHDg3WCCHEysE6PCVK+IT5QokSAihJIUQhhI8cxPP60QnHFX672t/lpIy5hbpavTHSAv8F/8n+3zQT7QkhhCgb1uEpUcInzBdKlBBASQohesI63L9x8r8Or+zjKj865njMHuu8z6ow9wPqHc6BYDP3YzSGEEIIkRvW4SlRwifMF0qUEEBJCuGCUZOomUZNxPanz3+vevOVP1b9yq9/ftgJt0dIvv3oX1av/Ud7huVc8K73VS87+LWlHfmH/qR63dvfM3x0Y5/CvA82SgFPrcB/wfwQljTB0y2EEEKIeYN1eEqU8AnzhRIlBFCSQhTH3/7d/xx2uO0RkpB1zONRCuxxjKZ/8JHfrC7auHmYgFi2zSD58Iartg0TE+GjGcNtmh4HOU5Wbzyxwv6LPboQT7YQQgghhDpxomyYL5QoIYCSFGImQaIBV/nROWcd9040SB4sSSgM9Pc+/WT1xsu3Vq/8+V+qkw9//+NHkpIUG/71yerynXuqiy/ZWH30yyerB46frt52023VB//Zr2iUghBCCJER1uEpUcInzBdKlJieSUeOY0J0tk38hLbwyXGnT5+ufyPeBhOwT/N0uSaUpBAzSe45GZCEuGjLFdWGt7y9etvv/EV960Y8SuGp754b1Gb8kw/2798/PLD37NlTP/3AGgp7NKMQQggh8sE6PCVK+IT5QokS3WOPiw8TC0hQsKRCvK31Z8Lvxo+7Rz9p1G3z06AkhZhJ8KSK+BGXSFzYrQ+WUMCkk3ZrB0ZfpIIDc5KDKeXxjCF2QGP7+LGQx44dm6gsIYQQQoyHdXhKlPAJ84USJboFCQX0O8KLpizxEBL3k0aNpMC6rhMUQEkK4Y5JEw5gku+ECQpgGUn7HCcthBBCCNEe1uEpUcInzBdKlOgO67/Eo7onTVI0ESYokLzYsWNH/XtIaBw6dGiw1XQoSSHcMekoCpCapIgTEkAjKYQQQoj8sA5PiRI+Yb5QokQ3jEpEjLpgmnoxFQkK28b6P5YMsTKakiApKEkhhBBCOIEFhKVJ+IX5Q4kSPmG+UKJEN4S3aDDsAuzCwkJ18uTJelk4GmLUxVRc8A2TGEpSCCGEEGJqWEBYmoRfmD+UKOET5gslSrQndTQEtnv44YfrBIPdpnHw4MGR34kTFAZGbuh2DyGEEEJMDAsIS5PwC/OHEiV8wnyhRAkBlKQQQgghnMACwtIk/ML8oUQJnzBfKFFCACUphBBCCCewgLA0Cb8wfyhRwifMF0qUEEBJCiGEEMIJLCAsTcIvzB9KlPAJ84USJQRQkkIIIYRwAgsIS5PwC/OHEiV8wnyhRAkBlKQQQgghnMACwtIk/ML8oUQJnzBfKFFCACUphBBiADtZlijhF+YPpUn4hflDiRI+Yb5QooQASlIIIcQAdrIsUcIvzB9Kk/AL84cSJXzCfKFECQGUpBBCiAHsZFmihF+YP5Qm4RfmDyVK+IT5QokSAnSWpDh37ly1Y8eOavXq1dXRo0cHS19i37599bpYu3btGmzxEpNsG9Pmu0II37CTZYkSfmH+UJqEX5g/lCjhE+YLJUoI0CpJcf78+equu+6qkwALCwvVQw89VL+PkxRIHKxfv746ceLEYMkip06dqrZs2bIkgTDJtjFtviuEEOxkWaKEX5g/lCbhF+YPJUr4hPlCiRICdHq7x/Hjx5clKTDCYuvWrY0JAiQWNm3aVJ05c2aibWPafFcIIQA7WZYo4RfmD6VJ+IX5Q4kSPmG+UKKEAEpSCCHEAHayLFHCL8wfSpPwC/OHEiV8wnyhRAkBsicpcEvIzp07q+3bt1dnz54dLF0kXjfJtjFtviuEEICdLEuU8Avzh9Ik/ML8oUQJnzBfKFFCgOxJCmDLMW/FyZMn62WnT5+mE21Osm1Mm+8KIQQ7WZYo4RfmD6VJ+IX5Q4kSPmG+UKKEACuSpAAYzfDwww/XE1hiG0xwefDgwcZREeO2PXLkCJ0kc5LfEZPDGpMSJXzCfKFECb8wfyhNwi/MH0qU8AnzhRIlBOg0SSHKhzUmJUr4hPlCiRJ+Yf5QmoRfmD+UKOET5gslSgigJIWYCNaYlCjhE+YLJUr4hflDaRJ+Yf5QooRPmC+UKCGAkhRiIlhjUqKET5gvlCjhF+YPpUn4hflDiRI+Yb5QooQASlKIiWCNSYkSPmG+UKKEX5g/lCbhF+YPJUr4hPlCiRICKEkhJoI1JiVK+IT5QokSfmH+UJqEX5g/lCjhE+YLJUoIoCSFmAjWmJQo4RPmCyVK+IX5Q2kSfmH+UKKET5gvlCjRDjzpcufOnfVTLmNt3759yRMv9+3bR7fbtWvXYItFwqdqnj59utq6deuybfCUT/bkzWlRkkJMBGtMSpTwCfOFEiX8wvyhNAm/MH8oUcInzBdKlJgeS1Bs2rSpOnPmzGDpIufOnVuSXECCgiUVTp06VW3ZsmW4Xfw9ECYtABIU7DfboCSFmAjWmJQo4RPmCyVK+IX5Q2kSfmH+UKKET5gvlCgxPUgWYCTE0aNHq8cff7zasWPHcHTE7t27q5MnT9bbscRDCBIYYdJh1EgKrOs6QQGUpBATwRqTEiV8wnyhRAm/MH8oTcIvzB9KlPAJ84USJabHkhTQgw8+OLy14/nnn6/27t1bL0dyYdIkRRNhggLJC0uKIKFx6NChwVbToSSFmAjWmJQo4RPmCyVK+IX5Q2kSfmH+UKKET5gvlCgxPXarBkZSMCz58Nxzz9W3hcRzVAC7ZYStC0GCwrax3z1w4EC9zspoSoKkoCSFmAjWmJQo4RPmCyVK+IX5Q2kSfmH+UKKET5gvlCjRDpsMc8+ePcMkA0Y52GSaljiwURcLCwvD20DC0RBNiQ6A3wiTGEpSiN5hjUmJEj5hvlCihF+YP5Qm4RfmDyVK+IT5QokS7UGSYP/+/XXiAAmHOGlhYLuHH354uB1u0zh48ODIERRxgsLALSS63UP0BmtMSpTwCfOFEiX8wvyhNAm/MH8oUcInzBdKlBBASQoxEawxKVHCJ8wXSpTwC/OH0iT8wvyhRAmfMF8oUUIAJSnERLDGpEQJnzBfKFHCL8wfSpPwC/OHEiV8wnyhRAkBlKQQE8EakxIlfMJ8oUQJvzB/KE3CL8wfSpTwCfOFEiUEUJJCTARrTEqU8AnzhRIl/ML8oTQJvzB/KFHCJ8wXSpQQQEkKMRGsMSlRwifMF0qU8Avzh9Ik/ML8oUQJnzBfKFFCACUpxESwxqRECZ8wXyhRwi/MH0qT8AvzhxIlfMJ8oUQJAZSkEBPBGpMSJXzCfKFECb8wfyhNwi/MH0qU8AnzhRIlBFCSQkwEa0xKlPAJ84USJfzC/KE0Cb8wfyhRwifMF0qUEEBJCjERrDEpUcInzBdKlPAL84fSJPzC/KFECZ8wXyhRQgAlKcREsMakRAmfMF8oUcIvzB9Kk/AL84cSJXzCfKFECQGUpBATwRqTEiV8wnyhRAm/MH8oTcIvzB9KlPAJ84USJQRQkkJMBGtMSpTwCfOFEiX8wvyhNAm/MH8oUcInzBdKlBBASQoxEawxKVHCJ8wXSpTwC/OH0iT8wvyhRAmfMF8oUUIAJSnERLDGpEQJnzBfKFHCL8wfSpPwC/OHEiV8wnyhRAkBlKQQE8EakxIlfMJ8oUQJvzB/KE3CL8wfSpTwCfOFEiUEUJJCTARrTEqU8AnzhRIl/ML8oTQJvzB/KFHCJ8wXSpQQYMWSFOfPn6/2799fbdmypVq9enW1fv366uDBg9XZs2cHWyyC7Q4fPjx2uybafl+MhjUmJUr4hPlCiRJ+Yf5QmoRfmD+UKOET5gslSgiwIkmK48eP1wmD7du3VydPnqyXnT59utq6dWudRDhx4kS9zLZbWFhYst2OHTvq5UePHq2XNdH2+2I8rDEpUcInzBdKlPAL84fSJPzC/KFECZ8wXyhRQoAVSVIcOXJkSTLCsKTCgQMH6hEQO3furBMZbHRF0zqj7fdFGqwxKVHCJ8wXSpTwC/OH0iT8wvyhRAmfMF8oUUKAFbvd49ixY8NbMExIXNjohnPnztUjK3bt2lV/jtm3b1+1adOm6syZM4MlS2n7fZEGa0xKlPAJ84USJfzC/KE0Cb8wfyhRwifMF0qUEGBFkhRIECAp8eCDDw5HMmB0A+aosJEUSlLMB6wxKVHCJ8wXSpTwC/OH0iT8wvyhRAmfMF8oUaI9uIshHBgQKpz+AP3xlLkcw347tHv37sY7F5r64pOSPUkxKnlgf8aSB0gksNtCTp06VRtv3J9u+30xHtaYlCjhE+YLJUr4hflDaRJ+Yf5QooRPmC+UKNEO61+Pm+YgdS5HVh6SIOHFf9sGAw+6YkVGUliSwLIvoeKkgo26iBUnGJrmuUj9vpgO1piUKOET5gslSviF+UNpEn5h/lCihE+YL5Qo0Q7rd49KGIxKZMTr2LbhHQo5EhRgxeakEGXAGpMSJXzCfKFECb8wfyhNwi/MH0qU8AnzhRIl2jHqVg+7wD/NNAnh7R579uypExZWTtcJCqAkhZgI1piUKOET5gslSviF+UNpEn5h/lCihE+YL5QokQcb8YDkw7PPPtt6LkdLUOC2kHi0BR6YgWRGOP/FpChJISaCNSYlSviE+UKJEn5h/lCahF+YP5Qo4RPmCyVKTI8lDlJu40AiYtq5HMMEBbDvjJrHYlKUpBATwRqTEiV8wnyhRAm/MH8oTcIvzB9KlPAJ84USJdphCQS7NSNUnDSYZi7HOCEBNJJC9A5rTEqU8AnzhRIl/ML8oTQJvzB/KFHCJ8wXSpQQQEkKMRGsMSlRwifMF0qU8Avzh9Ik/ML8oUQJnzBfKFFCACUpxESwxqRECZ8wXyhRwi/MH0qT8AvzhxIlfMJ8oUQJAZSkEBPBGpMSJXzCfKFECb8wfyhNwi/MH5ievntzdeXGi5fdhw3dftW6Jds+e8/m6tYr19JtF7asqb79Ylnh9rHwWze8mX8//q1UCZ8wXyhRQgAlKcREsMakRAmfMF8oUcIvzB9Kk/AL84dYlqBgCQZLSFjywD5vXLu6eurOpdtaOaMSDfZ99luH3r2hTlQcvnHjkuUpEj5hvlCihABKUoiJYI1JiRI+Yb5QooRfmD+UJuEX5g+xUpIUlpR49JaNw0TCv71545IREXddva766s9duuT742SJCQi/P+n3TcInzBdKlBBASQoxEawxKVHCJ8wXSpTwC/OH0iT8wvyB6cn3XVpdtn7prRfQujWrq2t/aM2yJAX0S29fP0xqfP2OS6s916yrl097y4YlLKb5vvAJ84VRQtLN/BSCf3/upzc0bnvwXRuWHBdIxI27ncnU9vuhhABKUoiJYI1JiRI+Yb5QooRfmD+UJuEX5g+TKL49w5IZTbdkfHjbenorSKqm/b7wCfOFJsG3kCgIR+zAv/e+bXF56NOWMNt22Uvb/un7L62PBSzf945Lhtsytf1+LCGAkhRiIlhjUqKET5gvlCjhF+YPpUn4hfkDUziKwa704nYOJCRwtfnL79003NY6e/e95aVtww7YuJEQ474/aQcOEj5hvsA0br4U+GSciJvGD6G232cSAihJISaCNSYlSviE+UKJEn5h/lCahF+YPzQpHgp/zZvWjBwKjyvQ4VD2MOlgQvIjTnJA8W9hm1+59pJl30+V8AnzhSax5Fg4kiK+peldl68Z+meocSN92n6fSQigJIWYCNaYlCjhE+YLJUr4hflDaRJ+Yf5QooRPmC+MEkbs7Ljipcleb3jz4u0YSGDESQo2EgJJDYz4GZVoaPt9JiGAkhRiIlhjUqKET5gvlCjhF+YPpUn4hflDiRI+Yb7QpDARES6Pkwqjbg1JSTK0/T6TEEBJCjERrDEpUcInzBdKlPAL84fSJPzC/KFECZ8wX2iSJQ9sFEWoeNQDtg0frxsqTjCwW5om+X6KhABKUoiJYI1JiRI+Yb5QooRfmD80ye5ftvvwU++jt+C46YkITNP+FpPwC/OHEiV8wnyhRAkBlKQQE8EakxIlfMJ8oUQJvzB/YLIhweHj63B/M5IPbGJAyJ6OYFfQUpMU0/zWKAm/MH8oUcInzBdKlBBASQoxEawxKVHCJ8wXSpTwC/MHpqanFLBJ0jBy4i2XXjwc+WDbpCYpJvmtFAm/MH8oUcInzBdKlBBASQoxEawxKVHCJ8wXSpTwC/OHJv3ujqUjIyAkE8YlHyZNUkDT/haT8AvzhxIlfMJ8oUQJAZSkEBPBGpMSJXzCfKFECb8wf2CyZ+z/0tvX02fsjxrdMGmSos1vMQm/MH8oUcInzBdKlBBASQoxEawxKVHCJ8wXmEbNmm2yGa0n2Zb9FmSP8WLfZY/9GifhF+YPscxnp32k3CRJira/xST8wvyhRAmfMF8oUUIAJSnERLDGpEQJnzBfmERPvu/Sesh6SuJgkm11z77oCuYPTOafYULMxHwx1KgkBfPlNr/FJPzC/KFECZ8wXyhRQgAlKcREsMaEaZqrx7hqdvBdG4bBKoLTSR5BZ8ODp/1+KOET5gupQucLfpeSMJhkW8g6cfHTD/BccnXixCQwfyhNwi/MH0qU8AnzhRIlBFCSQkwEa0wmlXXQwqtsduVt22XLO2Hxtkz2fT3CTrSB+UKKJhnRMM3oByTg9lyzrv5erPvesm7iRJzwC/OH0iT8wvyhRAmfMF8oUUIAJSnERLDGJFVN9xfbciQY4s7WqHWhNBxedAHzhXEadU99rEm2NemefdElzB9Kk/AL84cSJXzCfKFEiW45depUtWXLlro/dPTo0cHSRfbt27fkwpdp165dgy0WOXLkSLV+/frqxIkT1enTp6utW7cu2+b48ePDbbpASQoxEawxSZF1tFiyYVzHDTO/p3TC9Ag70RbmC+PUlCBjmmRbkyUi4M/hqAkst6cfTJL0gIRfmD+UJuEX5g8lSviE+UKJEt1hyYWHHnqojhfDJAUSFCypYEkNS0KcO3duWVIiTFoAJCg2bdpUnTlzpv7cBUpSiIlgjUmKRiUaukhS6BF2oguYL4xS6kgfKHXbpkQGbl+Kb/m46+p1w9ubJpHwC/OH0iT8wvyhRAmfMF8oUaI9cWIBSQTEjZakYImHECQwwqTDqJEUWNd1ggIoSSEmgjUm42S3XIwa0YAkA+uYpTwBQcPhRVcwXyhRwi/MH0qT8AvzhxIlfMJ8oUSJdiBpECYkQNskRRNhggLJix07dtS/g4TGoUOHBltNx4okKc6fP1/t3LmzrnSs7du3V2fPnh1smX5vTBNtvy9GwxqTcUq9XcNGQ8SKkw/sSrMeYSe6gPlCiRJ+Yf5QmoRfmD+UKOET5gslSkyPJShGCQmEP/7jP6775nE/HFi/na0LwW/ZNnaLyIEDB+p1Vkab/nf2JIVVkmVj4ixO6r0xTbT9vhgPa0xKlPAJ84USJfzC/KE0Cb8wfyhRwifMF0qU6J54JAWwZQsLC9XJkyfrZeFoiHDbGPS5wyTGXCYpQqM8/vjjwz8O7d69e2iUtsNOuhq2IkbDGpMSJXzCfKFECb8wfyhNwi/MH0qU8AnzhRIluoclKQCSCQ8//HCdYMB6XOw/ePDgyBEUcYLCQF98rm73MKNADz744PAPPf/889XevXvr5UgsKEkxH7DGpEQJnzBfKFHCL8wfSpPwC/OHEiV8wnyhRAkBsicpbPhH05ARSx4899xzre6NGbVNyvdFGqwxKVHCJ8wXSpTwC/OH0iT8wvyhRAmfMF8oUUKAFZk4E4kIjJjYs2fPMEmAe16QOLCRFKDNvTGg7ffFeFhjUqKET5gvlCjhF+YPpUn4hflDiRI+Yb5QooQAK5KkABjNsH///uE9L1CYtDBS743BjKJskszU74vpYI1JiRI+Yb5QooRfmD+UJuEX5g8lSviE+UKJEgKsWJJClAFrTEqU8AnzhRIl/ML8oTQJvzB/KFHCJ8wXSpQQQEkKMRGsMSlRwifMF0qU8Avzh9Ik/ML8oUQJnzBfKFFCACUpxESwxqRECZ8wXyhRwi/MH0qT8AvzhxIlfMJ8oUQJAZSkEBPBGpMSJXzCfKFECb8wfyhNwi/MH0qU8AnzhRIlBFCSQkwEa0xKlPAJ84USJfzC/KE0Cb8wfyhRwifMF0qUEEBJCjERrDEpUcInzBdKlPAL84fSJPzC/KFECZ8wXyhRQgAlKcREsMakRAmfMF8oUcIvzB9Kk/AL84cSJXzCfKFECQGUpBATwRqTEiV8wnyhRAm/MH8oTcIvzB9KlPAJ84USJQRQkkJMBGtMSpTwCfOFEiX8wvyhNAm/MH8oUcInzBdKlBBASQoxEawxKVHCJ8wXSpTwC/OH0iT8wvyhRAmfMF8oUUIAJSnERLDGpEQJnzBfKFHCL8wfSpPwC/OHEiV8wnyhRAkBlKQQE8EakxIlfMJ8oUQJvzB/KE3CL8wfSpTwCfOFEiUEUJJCTARrTEqU8AnzhRIl/ML8oTQJvzB/KFHCJ8wXSpQQQEkKMRGsMSlRwifMF0qU8Avzh9Ik/ML8oUQJnzBfKFFCACUpxESwxqRECZ8wXyhRwi/MH0qT8AvzhxIlfMJ8oUQJAZSkEBPBGpMSJXzCfKFECb8wfyhNwi/MH0qU8AnzhRIlBFCSQkwEa0xKlPAJ84USJfzC/KE0Cb8wfyhRwifMF0qUEEBJCjERrDEpUcInzBdKlPAL84fSJPzC/KFECZ8wXyhRoj3nz5+v9u7dW61evbrW+vXrq4MHD1Znz54dbLEItjt8+HC1ZcuWsdvt379/WN7u3bvpNjt37qx27do1WNIOJSnERLDGpEQJnzBfKFHCL8wfSpPwC/OHEiV8wnyhRIl2HDlypE4k7NmzZ5hIOH36dLVjx446CXHixIl62fHjx+vtFhYWqpMnT9bLbDssP3r0aL3Mkg/bt28floff2LRpU3XmzJn6s21z4MCB+nMXKEkhJoI1JiVK+IT5QokSfmH+UJqEX5g/lCjhE+YLJUp0z1NPPVVt3bp1mFhgiQcjXse23bdv37KyukxQACUpxESwxqRECZ8wXyhRwi/MH0qT8AvzhxIlfMJ8oUSJ7kAy4cYbbxzepmGJhnPnztVJi6ZbM8IkhBHe7mGjNKycrhMUQEkKMRGsMSlRwifMF0qU8Avzh9Ik/ML8oUQJnzBfKFEiDzbiAcmHZ599duIkRYwlKHBbSDza4tixY0tuGZkGJSnERLDGpEQJnzBfKFHCL8wfSpPwC/OHEiV8wnyhRInpscQBu43D1lnyAYmIcI4K49SpU/VEmqMmwAwTFMC+M2oei0lRkkJMBGtMSpTwCfOFEiX8wvyhNAm/MH8oUcInzBdKlGiHJRDs1oxQcdIAiQq23agERZyQABpJIXqHNSbzoiffd2l12frlByK07bI11VN3bh5uawcb2zY+cDHDrWUiMSsuGoZ4G8ygy7KVYrYI/aVkCb8wfyhNwi/MH0qU8AnzhRIlBFCSQkwEa0zmQU/fvbm6cuPF1e1XrUtaFyYeQuxxPTZBjGUrw6RE/F18Z9x9XWI2CP2iZAm/MH8oTcIvzB9KlPAJ84USJQRQkkJMBGtMcujpezdXH797fXXtB9bUes9da+vP0G/ds6H64r0bq8fu2US/O6kevWVjnXjY945LhstsKBOGLcXPDo6TF6NGUsTPERazTegXJUv4hflDaRJ+Yf5QooRPmC+UKCGAkhRiIlhjkkNXfGB19co7L+pcq+9cNUx83PFza6tL1q2u1qxZXf3vt15SJz6+fu+l9e/jdo+9e/cuuc3DZI/dGUeYoLAEB76PhMahQ4cGW4lZIvbDUiX8wvyhNAm/MH8oUcInzBdKlBBASQoxEawxyaEn791cXZYjUXHHhdUbr1hVJwsuvGxV9cr3s20uqi7auKp645Uvrl+2bvH7q9aurl7184vL3rrv2ur6T9xUvefXbqv2f/GTtX5x/z+prnnbNdUf/Mm/H47KsFtEbL6LUZPSiH5gvliihF+YP5Qm4RfmDyVK+IT5QokSAvSWpLB7++NZP9GBO3z4cN2ps6vOBw8eTH58Sdvvi9GwxmQWhBEQGAkBPXj3JfVtIR+8e91w1MSGD6yuXn/NYnLigutJ8iFUkMh4w48HiYwXl7/uJy+ql9MExkD4nTAB8qr3XlitWreqet22wXcG5TeV8fp719dJD+hDv/XhYeLjD09+tdapv35msDdE1zDfKlHCL8wfSpPwC/OHEiV8wnyhRAkBVjxJET81IUxSWOJiYWFh2TwA8baMtt8X42GNyTzI5p0YpY1rVw+f8AG+/MfHqjt+YdeSbX7sXVdX7/jIu6qF/e/mCYYoQTHUHRdVb7x8MfGxes3q6nULzUmOHLpq708OEx+W9Pit//Pzw8THuf9xrv7P3on9plQJvzB/KE3CL8wfSpTwCfOFEiUEWNEkRTh6Ih5JYcmL+PmtYNQ6o+33RRqsMSlROfje2e8NkwKfO3a4ThQ88Du/PEwe/PBHfpwmGGZVVu97/9WHhomPP/j6v6//33967puDfz1fMF8oUcIvzB9Kk/AL84cSJXzCfKFECQFWLEmxb9++JU85iJMU7FGOIfH3Y9p+X6TBGpMSNS8gGYCkAJIDlihA0sASCCy5MKtCksbqjeQN/guSOZbYQZInN8wXSpTwC/OH0iT8wvyhRAmfMF8oUUKA7EmKeNJAQ0mK+YQ1JiXKK7jtw5ICuB3EEh+WPMBtIyzBMKuyer//M/cO/8uX/uOj9f/7s6e/MfjXL8F8YZ70p++/tNpxxdrF24pe1Lo1q6v73rKu+vbdi7cxmQCePmPbxQpvjcNItP379w/X7d69u3G0miaDnX1CPyhVwi/MH0qU8AnzhRIlBMiepBgVCJswueWJEyfqRIK9D7FEx7gAuO33xXhYY1KiRHfYaA/IEgWYENQSCJgolCUYZlGYgNUmY/3Hd6+vJ2jFRK02aas9wnal9ew9m6tbr1xMTnzupzcMlyNpYcv3veOS4fLUW+DYduGjdYFtEyeixWxiPlCyhF+YP5Qo4RPmCyVKCLDiE2ca8UgKA4kGS16EihMMCJRZQiL1+2I6WGNSosRsw0Z74BGwSHrgkbAswTCr+qm7Lh4mPpp0611r64RIqn7rng3DxMlv37Wx+uGNq6vrr1rz0rJjv1td+qZLq90f+1D1R//5yYFVl8OSFOGoNCUo5g/W3s2TUkYLNdEUd8CPNVqoDEJfKVnCJ8wXSpQQoLckhZhPWGNSooQv8FhXJD3Qgd836OjffffaYZJg9Z0r+zSWrmSPv42fOHPB9sVH6VK92Ol7zY6l5dijd6HhY3nvuKi6aGPwaN05EBJYNoJnnJD0sgRYisL5U1K0EnOsMFh7Nw+aZLRQjCUYzIfj25niRJxGC80v5helS/iE+UKJEgIoSSEmgjUmJUr4hPnCtHrsnk110uPhezYMRzi8567FxMePf2A17UR3JUtCXPimVdWr/xHfhuqOC6s3XrGqWrV2dfWqnyfrTYMExQXXrxp+xxIhr7lx8bfrdey7kivZLVLwfTsObETP0/cunStlWj199+bqyo0XV7dfta7+HBKOnmAjKViSQqOF5pfYN0qV8AnzhRIlBFCSQkwEa0xKlPAJ84V5UXilOZx/IhY6dJhkmM1HwTpsMTZJ8UO/8Zl6RIDdOvLgQ5+oPx/78z+sfnrHDdU1b7um+oM/WXwkbfj0mRSFT6hJEescS2XJbov64N3r6kTHp+9evKXpd9+3sbps/epqYcua4S0fRphsAE23e4Dwdo89e/bU/m++rgTF/BC3d6VK+IT5QokSAihJISaCNSYlSviE+cI86Mn3XVp31KyTxbRx7erqqTsXO3HW+WLbjUpQ2CTEo65EHzt2rC6HdQTF9NgtSaliyR/IRjOEev+LHX+7tSlFLImw0ho1Wshuc4pvRbrk57fU37n2F941tIfZC082CrFjBH4sH58f4raxVAmfMF8oUUIAJSnERLDGpEQJnzBfKFHCL8wf+taxey+tR0VgdASSJjYfDEZPhEkGu7UICYJRc6GMnHPFROZeGSq8nenFz5b0sM/v+F+vry675oeqy3/8zdX/85H99QS+SHTgSUaiX5h/lSjhE+YLJUoIoCSFmAjWmJQo4RPmCyVK+IX5wzwoZbTQJWtXV/+fXRuGoyTsiT+b9vxInVx49XvGz5cSJyRqZZh3BXVC3d776TvGjuoQ6TDfKVHCJ8wXSpQQQEkKMRGsMSlRwifMF0qU8Avzh9LUhj97+ht1osAeb/yh3/pwnUxY2P9ummzoW6gX6veRf/NP6/p6H9XB/KFECZ8wXyhRQgAlKcREsMakRAmfMF8oUcIvzB9KU9/g8bI2KsJGScSjOmZJJY3qYP5QooRPmC+UKCGAkhRiIlhjUqKET5gvlCjhF+YPpakUNKpjcpg/lCjhE+YLJUoIoCSFmAjWmJQo4RPmCyVK+IX5Q2kSL+FtVAfzhxIlfMJ8oUQJAZSkEBPBGpMSJXzCfKFECb8wfyhNonvmbVQHngyDJ8R88O519RNj8OQYPEHmq/deSn1mFjRqcthtl60ZPkIaAvv27aPb7tq1q15vHDlypFq/fn114sSJ6vTp0/WjdeNtjh8/PtxGzC6hv5Qs0Q57XDxrHxYWFqozZ84MtpztdkRJCjERrDEpUcInzBdKlPAL84fSJGaTeRvVseEDq+tEx3vuWlsnOiAkOqCn730pYdCFnr57c3Xlxour269al7QOHQvWGbDOiXUezp07t6wz8f9v735/66izO47/CX3EboFlgfwwsAYMrAvsLhAQPza0XuG0CFqtiyhVG8gWukFykVtBV5aqSG2UVu6TuiJbKQ/SqqFKd/GTUgmxEfITl1autFLjphJyFotUjbQokpXKlaY54/u9+XrumbnzvffannvO+yV9pOTO3Lm/znznzrkz43hnQ8iOxdjY2JYdFzRTXBeWg95p63xQnNb0cYQmBZJog4nFwCetFiwGfmn1YC2wbdiO6ugl32w1SCRPfveO/JfNbzx7R/ZHb4xm7/zeaHb/gw9kz/zat/PX/5f/9Fft5o/k9T94I7v7nnuyf/mPf83fr6pfQGUaDYrhoY13FoPtIY0EGUvm5uYqmxlCGhjx2LAb4whNCiTRBhOLgU9aLVgM/NLqwVrgl1YPWi4cvb99VEQ4SuL51zebAnIEhdY42Onc9Ft7s/1f25+N3DmSfWUqmvbavmzfvfuzPY/s3zJ/yG1P78/23zWS3fQ7ndPi3DK5rz3fTb+9L9vz0LXHkkO9rz3erRP6srvl0dln8oZRMX/yoz9rHz0TUmyuhHj987l1aLVsMRiscGREfORDapOiTNygkObF1NRUPo7IY508ebI1V29oUiCJNphYDHzSasFi4JdWD9YCv7R62M6c+/597WZHnGOtxkccOQoiHB0RR46aaO/ov7Y32/PNzWbB3q/vz258dWsTIJ5HnV41LYo0KMI8oRly68FWY6K1jLImiMWkNFf++sO/UZsrq//zs1YVbh+tBocxcgrTCw/fldf56Rfv7ZgedqDzplkhxZ3qql/4A4/XXNnY2MgOHz6cv2eTk5PZ+vp6a8qmMD11Wkze+zBPaITIURoiLKOsCVIHTQokKQ4kVgOftFqwGPil1YO1wC+tHoYlbx8czXcotJ22YsJh23IRvJWVlfy1x79iLiws5Ldp5BfSZ3/l2ezDf/9JvnP9j+d+nN33wH3Z9A/eyo9u+NMf/3n21KFn2qeTyI66tgMvO/baDj/ZuTwenRYUp9ggk5x44261ofZvA76+Slk++/37s999bLMxIReC/Yvn7lbrXRoY0mio2nkOO767da2EppN1vNs4IPodR+LPiCYFdl08kFgOfNJqwWLgl1YP1gK/tHoYhnzw0r35TkFV7r1rpP0XPoTsBJw6dSrfMZDpsmM2Pz9f+ctncccikJ29QR6mvV3kVJDiEQwSaa4Uj3iguTK4yF/LKdZsvwk130uTYrevldBkofFQlfg9afI4QpMCSeKBxHLgk1YLFgO/tHqwFvil1YPFYLjIqSBac0VOHSk2VyRac+WpY99RGwg7ETklSavDflLWpJCEX+XDTnWI7PgeOnSoVuMhblAM+loJ2Bk0KZCkOJBYDXzSasFi4JdWD9YCv7R6sBj4pNXCsKaqSVEmHEmh/Yof2+5rJWBn0KRAkhtennUR+FTcUFoN/NLqwVrgl1YPFgOftFoY1lQ1KaTJINOkkRCaEYuLi3mzIZzaUWYnrpWAnUGTAkm0HXqLgU/FDaXVwC+tHqwFfmn1YDHwSauFYU23IymkmTA7O5vPIzl48GB29uzZfFqZYb/mCraiSYEk2g69xcCn4obSauCXVg/WAr+0erAY+KTVgsUAgiYFkmg79BYDn7SNpcXAL60erAV+afVgMfBJqwWLAQRNCiTRdugtBj5ptWAx8EurB2uBX9oOj8XAJ60WLAYQNCmQRPtCaDHwSasFi4FfWj1YC/zSdngsBj5ptWAxgKBJgSTaF0KLgU9aLVgM/NLqwVrgl1YPFgOftB16iwEETQok0TaWFgOftFqwGPil1YO1wC+tHiwGPmk79BYDCJoUSKJtLC0GPmm1YDHwS6sHa4FfWj1YDHzSdugtBhA0KZBE21haDHzSasFi4JdWD9YCv7R6sBj4pO3QWwwgaFIgibaxtBj4pNWCxcAvrR6sBX5p9WAx8EmrBYsBxI40KVZXV7Px8fFsZGSkIxMTE9nly5dbc2bZsWPH1PmOHDnSmqNav/dHNW0wsRj4pNWCxcAvrR6sBX5p9WAx8EmrBYsBxLY3Ka5evZodOHBAbRIUp0mDYXR0NFteXs7/H4QmR7dGQ7/3R3faYGIx8EmrBYuBX1o9WAv80urBYuCTVgsWA4hdPd1jaWkpP8phbm6uspkhpAExNja25aiLWL/3Rz3aYGIx8EmrBYuBX1o9WAv80urBYuCTVgsWA4hdaVKEIxviox5oUgwHbTCxGPik1YLFwC+tHqwFfmn1YDHwSasFiwHEjjUpNjY2ssOHD+dHTkxOTmbr6+utKZvC9NRpQb/3Rz3aYGIx8EmrBYuBX1o9WAv80urBYuCTVgsWA4gdaVLIUQzSnFhYWGjdogunf8jFNFdWVvLb1tbWsqmpqR25P7rTBhOLgU9aLVgM/NLqwVrgl1YPFgOftFqwGEBse5MiNA6qEp+GIUc9nDp1qv3XQOSUkPn5+Y4jIM6cOaNeJLPu/dEbbTCxGPik1YLFwC+tHqwFfmn1YDHwSasFiwHErl44E8NHG0wsBj5ptWAx8EurB2uBX1o9WAx80mrBYgBBkwJJtMHEYuCTVgsWA7+0erAW+KXVg8XAJ60WLAaDFf64hHbZAzkD4fTp013PQJD5jh8/3j4LYnp6uvQakGV/xCIVTQok0QYTi4FPWi1YDPzS6sFa4JdWDxYDn7RasBgMxuLiYrv5ICk2KepeyzE0H+I/QCGXXSherkHmmZuby/8/CDQpkEQbTCwGPmm1YDHwS6sHa4FfWj1YDHzSasFi0B85cuLpp59uHxERmhFxk0JrPATFadq88kcxQpNiOxoUgiYFkmiDicXAJ60WLAZ+afVgLfBLqweLgU9aLVgMBktrUoRTQMpOzYibEEF8usfMzEzesAjLGXSDQtCkQBJtMCnLl359Ott3193tgo6z974Hsy999w83533pj7O9d9+nzhey/86vXZ9fS8Uybn/4Sf0+FYFPWi1YDPzS6sFa4JdWDxYDn7RasBgM1qCaFEXxtS6KR1ucO3eu4zFT0aRAEm0wUdNqGqgNgqppUUKTo2uTobW8Pfc/lN3wm+8Upv0gu+2hJ5IbFfBJq4WqfPk33spuf/BAuyG2/447s1sfebazDq/l5mdfas9XzM0Tr3TM35FrtfzVx77Tvo881k2//LI+b5fAL60eypJS31KfNx+c2tKYvu1b39bnVZL0WF0Cv7R6sBj4pNWCxWCwtCaFkEaEXChzeXm5dcum1dXV/FoWVRfAjBsUItwn/L/qdJK6aFIgiTaYpOYXD30vX1luefJ5dbok7NBVzdNOjSZF1yMxCoFPWi2oadWV1GjcKJAdrXD7ltptza/WaI189fHn8mXK/b/8wpubt19b5i1PHMpvr9XkiAK/tHroSGJ9h/FajpAL9Vm6LhSTui7VCPzS6qEs/TTGwveY2mPvtTofVJNZAp+0WrAYDFZZk0JIoyKMS3GqGhTFhoTgSArsOm0wqZtwZIRsnG98/g11HkmdJkYxZaeWyGPtuf9hmhSoRauF5ChHCoX6TN3ZytPlyCNpYKQ2P+CXVg9JKdRjX7XdLV1qvyzwS6uHjvTTGIvuK6nTpBh0k1kCn7RasBhA0KRAEm0wqUy0Qa+1I9Xjl9LStB6fnTjUodVCSsIOW7Heqk716Na0k4QvuVt+5Yu+5NKEQ11aPdSNVt+hqbzn699q13Sc1NoMKVuX6gR+afWQlIrvIPHRE7WPpNiGJrMEPmm1UJWUo4X6ObIoT+s7iYzb4f5feeqF5NqWAIImBZJog0lZwo5Vyq8EsjNXZ6etmLATmH8RaA2IN06+lg+WvSwPPmm1UCfa4e610mqi1dmRK36BuH38kfyxZD2jSYG6tHrolqr6rjzyLaG+Q3pel6LAL60e6qaqMVYcZ2s3Ka5l0E1mCXzSakFNa+yV+up6tFDKvCVpN6uvrTth3Jb7S4OO7+DoFU0KJNEGEy1hwKpKx4a5NVB2+1WhtJFx7f7xOZ97x8Z7PucTPmm1UJpow165AW/9kqbWdc2aL2tEVO4gVgR+afWgJrG+1V+KW8vouhNW97FqBn5p9dAtVY2xstOZUpoUkkE2mSXwSauF5KQcsVxz3rLv5XxHQT9oUiCJNphYDHzSakFL+OIavnBq2fLFs7Wh1+YrNijUjX3F/XvZqYNfWj0U00t93z7+aPf5rqVY38mPVSPwS6sHNTUbY6GBUZVuvxQPusksgU9aLaSk6mihYlLmldz43KsdY7msGylHU4cAgiYFkmiDicXAJ60WLAZ+afVgLfBLq4diBtEYKzuSYieazBL4pNVCnYRmW53T6FLmDQmnNN3yxK9eb2i8dP2UJo6kQC9oUiCJNphYDHzSasFi4JdWD9YCv7R6sBj4pNVCaVJOo+vnlLuqU0Jay+VoOPSCJgWSaIOJxcAnrRYsBn5p9WAt8EurB4uBT1otaEk5Wij1yCLtaKGqZXQ7HUoLIGhSIIk2mFgMfNJqwWLgl1YP1gK/tHqwGPik1YLFAIImBZJog4nFwCetFiwGfmn1YC3wS6sHi4FPWi1YDCBoUiCJNphYDHzSasFi4JdWD9YCv7R6sBj4pNWCxQCCJgWSaIOJxcAnrRYsBn5p9WAt8EurB4uBT1otWAwgaFIgiTaYWAx80mrBYuCXVg/WAr+0erAY+KTVgsUAgiYFkmiDicXAJ60WLAZ+afVgLfBLqweLgU9aLVgMIGhSIIk2mFgMfNJqwWLgl1YP1gK/tHqwGPik1YLFAIImBZJog4nFwCetFiwGfmn1YC3wS6sHi4FPWi1YDCBoUiCJNphYDHzSasFi4JdWD9YCv7R6sBj4pNWCxQCCJgWSaIOJxcAnrRYsBn5p9WAt8EurB4uBT1otWAwgaFIgiTaYWAx80mrBYuCXVg/WAr+0erAY+KTVgsUAgiYFkmiDicXAJ60WLAZ+afVgLfBLqweLgU9aLVgMIGhSIIk2mFgMfNJqwWLgl1YP1gK/tHqwGPik1YLFAKKRTYqNjY3s9OnT2fj4eDYyMpKNjo5m8/Pz2fr6emuOav3eH+W0wcRi4JNWCxYDv7R6sBb4pdWDxcAnrRYsBv2rsy8s8xw/fjyfLpmenu7YV5Z5Dh8+nB05cqR1y85pXJNiaWkpf6MmJiaylZWV/La1tbVsamoqv31hYSG/rUy/90c1bTCxGPik1YLFwC+tHqwFfmn1YDHwSasFi0F/6uwLh+bD5ORkuzFx5syZbGxsLLt8+XL+/zDP3Nxc/v+d1qgmhfaGBVXTgn7vj+60wcRi4JNWCxYDv7R6sBb4pdWDxcAnrRYsBr2ruy985cqVjvmOHTvWblKEeXerQSEa1aS4evVqduDAgdJDSuI3T9Pv/dGdNphYDHzSasFi4JdWD9YCv7R6sBj4pNWCxaB3qfvC8ekeMzMzecMiLGM3GxSCJkUPzp8/TwghhBBCCCGEDCT9GtS+tHZKyLlz53b00gmNuyaFvHlycY/l5eXWLZtWV1fzi3+UvelBv/cHAAAAAGDY9LovHDcoRJg//H+nL53QuCaFkDc3HHoSJ35T5eIe2gcg6twfAAAAAABLUveFiw0JwZEUAAAAAAAA19CkAAAAAAAAjUCTAgAAAAAANAJNCgAAAAAA0Ag0KQAAAAAAQCPQpIAqXOW1eFVYycTExJa/rytXfz1+/Lg6b0jKn6tJeWxR5wq2g1qmZKeuaovtI39maWpqSv18i1c+pr4x7OL6KH6+1DeGWTyWa5+ttfoOV9vX5k15HWiu1HqgvmEVTQp0CH8nt7izJorTwuBTNXjEg063L4gpjy1kgOz2t4BTl1k1P4ZfqEetZuVPG8d1Sn1j2IU/1/3uu+921Cj1jWEkNfn666/nNSk7OVptC2v1HZ7r2NhYx84idW9DSj1Q37COJgWSLC0t5YPd3Nxce0CpGiCDlHnLxI8tug1aMoBqg12suEwRbpufn89eeeWV/N+S6enpbGVlpTUXrAiNCYnUZ/iMqW8Ms2L9hM89fFGlvmFFsbaFxfqOX+fi4uKWowGpb/vieqC+4QFNCtQSOqNx17TbIFVUZ9DSaI8t+hkky5Yp5H4yKJ44caI9oMsgHw6pq/t6MXxCw0I+Y+obw6p4RJCIvwAK6htWFGtbWKzv8DqL9X3p0qVsdnaW+jZKqwfqGx7QpECp0H2VgaGsAysDUXGgCS5evNj61/VBqdgxjROmiTqPHebRpmvT6iyzm14HegyP+DOmvjFs4iODyhJqmvqGBaEe4yaFsFbf4XkWX2dAfdtRpx6ob1hHkwIqGQxkMCkbLGJhXjk39IMPPmjdujngSKdVpkniQbBKymOHwVYeOxwKtra21nEhrV5ez8zMTHsglWWGAbbu60BzpXzG1DcsqNqRk9upbwyrstoW3uqbX5qHXy/1QH3DIpoU6BAGnqpo3cwLFy5sOQdY8uKLL2bvvfde+1CteDDT9PLY0qE9depU3oGV6dJZlvORwwDXyzJlUAzPWSLLjAdNDD+pm+JnHNdNEfWNYRbqpOyLIvWNYdWttoWl+pZlyulLYZkS6tuGXupBUN+wiCYFAAAAAABoBJoUAAAAAACgEWhSAAAAAACARqBJAQAAAAAAGoEmBQAAAAAAaASaFAAAAAAAoBFoUgAAAAAAgEagSQEAAAAAABqBJgUAAAAAAGgEmhQAAAAAAKARaFIAAAAAAIBGoEkBAAAAAAAagSYFAAAAAABoBJoU2HZLS0vZyMhIrZw9ezY7fPhwNjk5ma2vr7eW0Eyrq6vZ+Ph4duTIkdYtzbaxsdHx3sr7/dhjj2WXL1/O/4+dU2e9GB0dzZaXl1v3sKnf9Yj1EP1g+9QMO7FenDlzpj2mrq2tZQcOHOh4f6QePIy7u4Xt3ia2e6zf6I4mxRC64eXZRqcbbbAaRsO2kdAcO3YsGxsbG/qdo0tHH2h0NOHL2sLCQuuWTvL5yDxzc3OtW+zx9mVNY2U9tIDtU3MMcr24evVqx05LvFMjZExmPdxebPc2sd1j/UZ3NCmGkNYYaFK6qfoSWDZNBjO57e233843XnHCr1vF28MGLgzmxemSOgN82f0PHjy4ZSOR8jhhcH7zzTc75o0H1aplFgfbsGEvJiwvfm+vXLnS8Z6F59htOU2kNQaaFE2dL2va+lC3zvpZZ4Rs4IvTQ8J84flp80ji5dVdj8qk3D/lPWrqeiiGZV38Yv2L7K2/ezt78J3Hsxu/t6+xkef36g+/n1364r9bz7xT2TZIlE3rZ12rW6tl6q4XKY/T5PWin3Wi6pdWmVZ8zk318//9v+zo4lp2z9+vZL/ww582NvL8XvnoZ9nn6xutZ852L4Tt3uC3e1bWb1xHk2IIaY2BJqWbsi96omyaDFrFASrMWxx44mWcP3++dEMQ5tOmBWGQ1uYJG1uZVjWf9jja6xHxa/rss8/yQbbqfQqvPXSRZZnT09PZRx99lF28eLE196b4fQnLCxur8P7VWU4TaY2BJkVT58uaiD+jlDrrdZ0p1tqnn36a14Es79ChQ/lzDvOVLS/UUZiv7npUJuX+/b5HIn5du7EeimFaF8dmvqE2BZqcMtrnE5RN63VdY/t0Xfy+lK0X27VOxDswsnMzNTWVv3fyOCdPnmzN1Rwjf3tebQo0OQHbvU1s9zrXb7Ed6/iwrd+4jibFENIaA01KN9pgFZRN0wazsnnj28OXQBmQylJcbiwM/HFnPAiDqQz8YT5t+SHx42ivJwjd4Pfff7/0sUXcNQ4uXLiQzc7Odjy2vBehex2/X2XPo2o5xc+sCbTGQJOiqfNlrfjFI6XOel1n5PZQ27K8o0ePZvPz89nHH3+c10X8xaXu8uquR2VS7t/vexQ0YT0Uw7Au/ufn/5U9OvuM2gxoWqSh8uFPf9J65p3KalqUTet1XWP7tBl5L3Zr+yTPM9yv+H6Gz6pqbNoN539+Nfulf7igNgOaFmmo/PPFK61nznYvYLu3M9u9YVy/cR1NiiGkNQaalG7KBnhRNq3XDU8YGGUwlY5pPN+5c+fyAavbACWPLYPjiRMn2vdfXFxsbxDk/uEx6z5OWObExES2srKS3ybLOH78eHuZIsw3MzPTXqY2Xxh85f9x11m6xuF5ffLJJx3vlyw/3tDUWU68UWoKrTHQpGiqvqxdunSp/RnHn1dKnfW6zsjt8a80Yb74F4gwX93liTrrUZW69099j+S+TVsPxbCui8OurKZF2TT5/Ng+bS5Tm6+p2ydZfvx4YfnsxGwftnts9+L3prjODnIdl+XHj8f6PXxoUmDHaQN5UDZNBpteNzxCBrhiV1YOJQsDdDfF+8ugrR2qW/dxwuv5/PPPt8wv8xbfk+IyZZCWx48HcCGv+/Tp0/lzCvPKeYtyHmaYXnxfpBuvbYCrloPBCF+ItMj7Lb/iFGshqFNng1hnQm2E5yQ1EH+xSFmeqLselUm5f8p71MT1UHRbFgavrHZF2TS2Tzu3XnRbTl3yGoufjYgfU16L7PBhcNjusd0Lj7Gd2z3WbxtoUgC7QNuQAthZrIdAJ9YLwC7WbwwLmhTALmAjAew+1kOgE+sFYBfrN4YFTQoAAAAAANAINCkAAAAAAEAj0KQAAAAAAACNQJMCAAAAAAA0Ak0KAAAAAADQCDQpAAAAAABAI9CkAAAAAAAAjUCTAgAAAAAANAJNCgAAAAAA0ABZ9v/VDHX6jHzBdAAAAABJRU5ErkJggg==" > By customer type, retail deposits accounted for the largest share at 76%, reaching SAR 92.4 billion, after rising 28% YoY, or SAR 20.1 billion. Meanwhile, corporate deposits declined 15% YoY to SAR 10.9 billion in Q2 2026. Deposits by Customer Type (SAR bln) <table border="0" cellpadding="0" cellspacing="0" width="100%"> <tbody> <tr> <td rowspan="2" > Item </td> <td colspan="3" > 2025 </td> <td colspan="2" > 2026 </td> <td rowspan="2" > Share of portfolio </td> </tr> <tr> <td > Q2 </td> <td > Q3 </td> <td > Q4 </td> <td > Q1 </td> <td > Q2 </td> </tr> <tr > <td > Retail </td> <td > 72.3 </td> <td > 73.5 </td> <td > 79.5 </td> <td > 93.0 </td> <td > 92.4 </td> <td > 76% </td> </tr> <tr > <td > Corporate </td> <td > 12.9 </td> <td > 14.1 </td> <td > 14.3 </td> <td > 12.9 </td> <td > 10.9 </td> <td > 9% </td> </tr> <tr > <td > Other </td> <td > 15.1 </td> <td > 17.5 </td> <td > 15.9 </td> <td > 17.0 </td> <td > 18.2 </td> <td > 15% </td> </tr> <tr > <td > Total deposits </td> <td > 100.2 </td> <td > 105.2 </td> <td > 109.6 </td> <td > 122.9 </td> <td > 121.6 </td> <td > 100% </td> </tr> </tbody> </table>

Procurement Relevance Gate

PASS — score 21.1/100 — evaluated 2026-08-19 19:52:40

Passed on: price_availability_leadtime_demand, geographic_exposure (score 21.1/100, threshold 20.0).

price_availability_leadtime_demand (weight 10) — matched on "demand"
geographic_exposure (weight 8) — matched on "1 linked geography"

Initial Signal Assessment ProcIntel's automatic, provisional read of this individual Signal -- Initial Significance and Initial Confidence, computed deterministically before any Event extraction or human review.

A provisional, automatically-computed reading of this individual Signal, before Event extraction or human review. Not a final rating.

Initial Significance: 1 · Low (16.0/100)
Initial Confidence: 2 · Low (37.5/100)
Data sufficiency Whether enough structured evidence exists to trust this Signal's Initial Confidence reading. 'Sufficient' has no cap; 'Partial' and 'Insufficient' cap Confidence until more evidence is available; 'Not Assessed' means the Signal did not pass the Relevance Gate.: Partial
Strongest contributor: Procurement Impact
Limiting factor: Geographic Breadth

Initial Significance Low (16.0/100). Strongest contributor: Procurement Impact (6.0/30 points). Limiting factor: Geographic Breadth (0.0/10 points). Initial Confidence Low (37.5/100, data sufficiency: Partial). Strongest contributor: Source Authority (20.0/40 points). Limiting factor: Corroboration (2.5/25 points).

No likely Event type matched; a low contextual baseline was applied.
No eligible (non-geographic, non-fictional) entities were linked to this Signal.
no matched Event type
no actor entities (only attribution/metadata, if any)
no actor content-derived geography
single source only
Only source-level entity metadata was available.
Only source-level geography metadata was available.
Source metadata did not contribute to Initial Confidence.

Methodology signal_scoring_v1 — calculated 2026-08-19 19:52:41.

‎SAIB: Key factors impacting Q2 2026 results

Summary

Procurement Relevance Gate

Initial Signal Assessment ⓘMore about Initial Signal AssessmentProcIntel's automatic, provisional read of this individual Signal -- Initial Significance and Initial Confidence, computed deterministically before any Event extraction or human review.

Initial Signal Assessment ProcIntel's automatic, provisional read of this individual Signal -- Initial Significance and Initial Confidence, computed deterministically before any Event extraction or human review.