title
Approve the Miscellaneous Budget Ordinance Amendment to Adjust Various Fund Budgets for FY 2023-24.
body
Staff: |
Department: |
Amy Oland, Director |
Business Management |
Matt Brinkley, Assistant Director |
|
Overview: After the Council approves the annual budget, periodic changes require the Town Council to amend the current budget.
![](data:image/png;base64,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)
|
Recommendation(s): |
That the Council:
• Enact the attached budget ordinance amendment to adjust the General Fund and Vehicle Maintenance Fund.
• Enact the attached project ordinance amendment to adjust the 2015 Streets and Sidewalks Bond Fund, the American Rescue Plan Act Fund, and 2018 Affordable Housing Bond Fund.
Key Issues:
• General Fund
Occupancy Tax - The performance agreement between the Town of Chapel Hill and the Chapel Hill/Orange County Visitors Bureau states that the Town will pay the Visitors Bureau 50% of any occupancy tax revenues received greater than $1,000,000. In FY 2023, the Town received $1,514,877 in occupancy tax receipts. Fifty percent of $514,877, or $257,439, is therefore due to the Visitors Bureau. Enactment of the attached budget ordinance amendment would reflect the additional payment of $257,437 to be made to the Visitors Bureau from appropriated fund balance from the General Fund.
Durham Technical Community College (DTCC) partnership - The Chapel Hill Fire Department has recently engaged in discussions with Durham Technical Community College (DTCC) to explore innovative ways of mitigating the costs associated with basic firefighter training. DTCC receives funding from the state based on a per-hour-per-student rate for the training provided. Through strategic partnership discussions, DTCC has expressed their commitment to contributing a portion of these funds toward the cost of our academy training. This initial contribution from DTCC for this program is $8,000. Enactment of the attached budget ordinance amendment would recognize the contribution of $8,000 from DTCC and allocate those funds towards training needs.
Parks Donations - The Town received a donation of $3,000 from Dick’s Sporting Goods for the purchase of athletics supplies that would be used for the Extreme Sports Summer Camp as well as youth baseball and softball equipment. Enactment of the attached budget ordinance amendment would recognize the $3,000 donation from Dick’s Sporting Goods and allocate those funds for athletic supplies.
• Vehicle Maintenance Fund
The anticipated costs for fleet maintenance in the current year are anticipated to exceed the budget allocation for FY 2024. The aging fleet along with the increased cost of parts and outsourcing repairs have contributed to the overall budget shortfall. End of year projections are that the Vehicle Maintenance Fund will need an additional $140,500 in order to adequately maintain the fleet. Enactment of the attached budget ordinance amendment appropriate $140,500 in Vehicle Maintenance Fund balance towards the cost of fleet maintenance.
• 2015 Streets and Sidewalks Bond Fund
Payment-in-lieu - Public Works and Planning staff determined the best course of action concerning the Bridgepoint developer’s requirement to provide pedestrian signals and crosswalk improvements at the intersection of Weaver Dairy Road and Homestead Road was to accept an in-lieu-of payment due to the Town’s ongoing Homestead Road Improvements project interfering with the timing of the aforementioned requirements installation. The developer’s payment of $75,000 will be used to pay the Town’s general contractor to install these NCDOT approved pedestrian signals and crosswalk improvements at the intersection of Weaver Dairy Road and Homestead Road. Enactment of the attached project ordinance amendment to the 2015 Streets and Sidewalks Bond Fund recognizes the $75,000 payment in lieu and allocates those funds to the Homestead Road Project.
Community Project Funding - The Town was awarded $2,000,000 in federal funds from the Community Project Funding for the Downtown Mast Arms project. These reimbursable funds will be used to design, permit, and undertake the construction of new mast arms, curbing, and sidewalk improvements on Franklin Street and Rosemary Street, and the streets in between from Merritt Mill Road to Henderson Street in downtown Chapel Hill. To be able to receive these funds a Municipal Agreement with NCDOT will be executed. Enactment of the attached project ordinance amendment to the 2015 Streets and Sidewalks Bond Fund recognizes the $2,000,000 in Community Project Funding and allocates those funds to the Downtown Mast Arms project.
• American Rescue Plan Act (ARPA) Fund
Tanyard Branch Trace received $1.5M Community Project Funding award from the federal government in 2024. The Community Project Funding allows the Town to reallocate affordable housing funding. An additional $500,000 in ARPA funding was set aside for a 2023 LIHTC project. Staff selected Weavers Grove for the $2,000,000 in available funds because the ARPA funding has a tight spending deadline and we are about to execute a funding agreement with Habitat for Humanity and the project is already under construction. Enactment of the attached project ordinance amendment would repurpose $2,000,000 in ARPA funding for the Weavers Grove Project.
• 2018 Affordable Housing Bond Fund
In April 2024 Town Council allocated $1,550,000 in bond funding from the 2018 Affordable Housing Bond Fund for the Weavers Grove project. The movement of ARPA funds to the Weavers Grove project frees up $1.55M in bond funding for other affordable housing projects. Council approved the allocation of that funding to the following projects in April 2024.
![](data:image/png;base64,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)
Enactment of the attached project ordinance amendment would repurpose $1,550,000 in 2018 Affordable Housing Bond funds for the projects in the projects listed above.
Where is this item in its process?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/8AAAL7CAYAAACr5DX0AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAALbXSURBVHhe7f3t6y5ddpgHhgjFlkGyIhrLL+mx26PWm20JRxLySLY8PY3esFoRxvZgB0EYC0YmshUnGCEaE2kQITERCgPjD8JDIORLzJjGeojRB0HjNoboQ2C+mTgN86ecqX2ee52z9vqttfeuqrvqXrXruuDid3577bWr9r3u2qfW8+E8/w4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAOt4hIj5JQf8ZAAAAAAASYF/eERG3Kug/AwAAAABAAuzLOyLiVgX9ZwAAAAAASIB9eUdE3Kqg/wwAAAAAAAmwL++IiFsV9J8BAAAAAOBF2Bd2RMQjhPsg9dY/EfE4C/YnAADAG/RfHoiIRwn3QeqtfyLicRbsTwAAgDfovzwQEY8S7oPUW/9ExOMs2J8AAABv0H95ICIeJdwHqbf+iYjHWbA/AQAA3qD/8kBEPEq4D1Jv/RMRj7NgfwIAALxH/4WBiHi2MB9enRHx9QIAwM3x/nJARDxLmA+vzoj4egEA4OZ4fzkgIp4lzIdXZ0R8vQAAcHO8vxwQEc8S5sOrMyK+XgAAuDneXw6IiGcJ8+HVGRFfLwAA3BzvLwdExLOE+fDqjIiv93DkIvbCiJjbgvyEebF1R0R8hTAPXn0RMY+HIhewF0XE3BbkJ8yLrTsi4iuEefDqi4h5PBS5gL0oIua2ID9hXmzdERFfIcyDV19EzOOhyAXsRRExtwX5CfNi646I+AphHrz6ImIeD0UuYC+KiLktyE+YF1t3RMRXCPPg1RcR8/h0vIsg4hzCPHj1fe+f+K4//O7H/2/f+e7v/pO/+N7/5l/9lXf/z//vzyEiDvubv/+lD2fIl/7e97738z/4GffMMcJ18eqJiDl9Gt7iiDiHMA9efd9L84+Ie6X5vyVePRExp0/DWxwR5xDmwavve2n+EXGvNP+3xKsnIub0aXiLI+Icwjx49X0vzT8i7pXm/5Z49UTEnD4Nb3FEnEOYB6++76X5R8S90vzfEq+eiJjTXcgCdlFEnMuC/ITrYuv63h/+2f/Du1/7Fz/hvsgjIj7D8h8Tf/oXv/vdN/6Bb3DPoUW4Jl4tRQB4Dd7zKO5CFrCLIuJcFuQnXBdb1/fS/CPi0dL8T4tXSxEAXoP3PIq7kAXsoog4lwX5CdfF1vW9NP+IeLQ0/9Pi1VIEgNfgPY/iLmQBuygizmVBfsJ1sXV9L80/Ih4tzf+0eLUUAeA1eM+juAtZwC6KiHNZkJ9wXWxd30vzj4hHS/M/LV4tRQB4Dd7zKG7GWwwR5xeuyZtaftsf/0PvfuV/+oL7oo6IeIS/8Xs/9e5Pfd+3vTmPlHANvNqJAJAH7xktrsZbBBHnF67Jm1rS/CPi2dL8T4NXOxEA8uA9o8XVeIsg4vzCNXlTS5p/RDxbmv9p8GonAkAevGe0uBpvEUScX7gmb2pJ84+IZ0vzPw1e7UQAyIP3jBZX4y2CiPML1+RNLWn+EfFsaf6nwaudCAB58J7R4iq8BcSC/ASA62KfbS1cj6qGf+K7/vD7f33bezlHRDzS3/z9L73/v4zYc2kRrgP1A7gOu59XbwGxID8B4LrYZ1sL16OqIc0/Ir5Kmv8poH4A12H38+otIBbkJwBcF/tsa+F6VDWk+UfEV0nzPwXUD+A67H5evQXEgvwEgOtin20tXI+qhjT/iPgqaf6ngPoBXIfdz6u3gFiQnwBwXeyzrYXrUdWQ5h8RXyXN/xRQP4DrsOt59ZJFAJgL7zkX4TpUtSv/yj+NPyK+2u/50W+vzqaHkB/qBnA9Nj+3XqIIAHPhPeciXIeqdjT/iJhBmv/LQt0Arsfm59ZLFAFgLrznXITrUNWO5h8RM0jzf1moG8D12PzceokiAMyF95yLcB2q2tH8I2IGaf4vC3UDuB6bn1svUQSAufCecxGuQ1U7mn9EzCDN/2WhbgDXY9NzuykJAKaA5/+6fKjZN/6Bb3j35a980X0RR0Q80/IfIb/lM39Q/50iQl6oF8B1Wf38rk4AgGng+b8uH2pG84+IWaT5vyTUC+C6rH5+VycAwDTw/F+XDzWj+UfELNL8XxLqBXBdVj+/qxMAYBp4/q/Lh5rR/CNiFmn+Lwn1Arguq5/f1QkAMA08/9flQ81o/hExizT/l4R6AVyXVc+vN7kIAPeBM+B6VPX6P//H/0f3JRwR8RX+1X/w56oz6iHkhFoBXJ/h59ibWASA+8AZcD2qetH8I2Imaf4vBbUCuD7Dz7E3sQgA94Ez4HpU9aL5R8RM0vxfCmoFcH2Gn2NvYhEA7gNnwPWo6kXzj4iZpPm/FNQK4PoMP8fexCIA3AfOgOtR1YvmHxEzSfN/KagVwPUZfo69iUUAuA+cAdejqhfNPyJmkub/UlArgOuz6jkemgQAU6PPAc6C/FT1+o3f+yn3BRwR8RX+5u9/yfvf/UFOqBPAHAw/y0OTAGBq9DnAWZCfql40/4iYSZr/S0GdAOZg+FkemgQAU6PPAc6C/FT1ovlHxEzS/F8K6gQwB8PP8tAkAJgafQ5wFuSnqhfNPyJmkub/UlAngDkYfpaHJgHA1OhzgLMgP1W9aP4RMZM0/5eCOgHMwdCzbCeFEwFgajgLrsWHOn3+Bz/jvnwjIr7S8n8h0WfVQ8gHNQKYg6Fn2U4KJwLA1HAWXIsPdaL5R8SM0vxfBmoEMAdDz7KdFE4EgKnhLLgWH+pE84+IGaX5vwzUCGAOhp5lOymcCABTw1lwLT7UieYfETNK838ZqBHAHAw9y3ZSOBEApoaz4Fp8qBPNPyJmlOb/MlAjgDnoPsvdCQBwKzgTrkFVpy/9ve91X7wREV/p3/0nf7E6qxYhH7ZG1AngunSf52YQAG4HZ8I1qOpE84+IGaX5vwS2RtQJ4Lp0n+dmEABuB2fCNajqRPOPiBml+b8EtkbUCeC6dJ/nZhAAbgdnwjWo6kTzj4gZpfm/BLZG1AngunSf52YQAG4HZ8I1qOpE84+IGaX5vwS2RtQJ4Lo0n+dmEABuCefCNahqVF6wvRdvRMRX+hu/91PVWfUQ8kF9AOZBP8/VM20DVRAAbgnnwjWoakTzj4gZpfm/DNQHYB7081w90zZQBQHglnAuXIOqRjT/iJhRmv/LQH0A5kE/z9UzbQNVEABuCefCNahqRPOPiBml+b8M1AdgHvTzXD3TNlAFAeCWcC5cg6pGNP+ImFGa/8tAfQDmQT/Pb57pMAAAt4VzIT+6Ru++/JUvui/eiIiv9hv/wDdU59Ui5IL6AMxF85kOAwBwWzgX8qNrRPOPiGml+U8P9QGYi+YzHQYA4LZwLuRH14jmHxHTSvOfHuoDMBfNZzoMAMBt4VzIj64RzT8ippXmPz3UB2Aums90GACA28K5kB9dI5p/REwrzX96qA/AXITPtA1UQQC4LZwL+alq9Ju//yX3pRsR8dXS/KeH+gDMRfhM20AVBIDbwrmQn6pGNP+ImFWa//RQH4C5CJ9pG6iCAHBbOBfyU9WI5h8Rs0rznx7qAzAX4TNtA1UQAG4L50J+qhrR/CNiVmn+00N9AOYifKZtoAoCwG3hXMhPVSOaf0TMKs1/eqgPwFw0n+kwAAC3RZ8LnA05qWrkvXAjImbQnleLkAvqAzAXzWc6DADAbdHnAmdDTqoaeS/ciIgZtOfVIuSC+gDMRfOZDgMAcFv0ucDZkJOqRt4LNyJiBu15tQi5oD4Ac9F8psMAANwWfS5wNuSkqpH3wo2ImEF7Xi1CLqgPwFw0n+kwAAC3RZ8LnA05qWrkvXAjImbQnleLkAvqAzAX4TNtA1UQAG4L50J+qhp5L9yIiBm059Ui5IL6AMxF+EzbQBUEgNvCuZCfqkbeCzciYgbtebUIuaA+AHMRPtM2UAUB4LZwLuSnqpH3wo2ImEF7Xi1CLqgPwFyEz7QNVEEAuC2cC/mpauS9cCMiZtCeV4uQC+oDMBfhM20DVRAAbgvnQn6qGnkv3IiIGbTn1SLkgvoAzEX4TNtAFQSA28K5kJ+qRt4LNyJiBu15tQi5oD4AcxE+02EAAG4NZ0N+qhp5L9yIiBm059Ui5IL6AMxF+EyHAQC4NZwN+alq5L1wIyJm0J5Xi5AL6gMwF+EzHQYA4NZwNuSnqpH3wo2ImEF7Xi1CLqgPwFyEz3QYAIBbw9mQn6pG3gs3ImIG7Xm1CLmgPgBzET7TYQAAbg1nQ36qGnkv3IiIGbTn1SLkgvoAzEX4TIcBALg1nA35qWrkvXAjImbQnleLkAvqAzAX4TMdBgDg1nA25KeqkffCjYiYQXteLUIuqA/AXITPdBgAgFvD2ZCfqkbeCzciYgbtebUIuaA+AHMRPtNhAABuDWdDfqoaeS/ciIgZtOfVIuSC+gDMRfhMhwEAuDWcDfmpauS9cCMiZtCeV4uQC+oDMBfhMx0GAODWcDbkp6qR98KNiJhBe14tQi6oD8BchM90GACAW8PZkJ+qRt4LNyJiBu15tQi5oD4AcxE+02EAAG4NZ0N+qhp5L9yIiBm059Ui5IL6AMxF+EyHAQC4NZwN+alq5L1wIyJm0J5Xi5AL6gMwF+EzHQYA4NZwNuSnqpH3wo2ImEF7Xi1CLqgPwFyEz3QYAIBbw9mQn6pG3gs3ImIG7Xm1CLmgPgBzET7TYQAAbg1nQ36qGnkv3IiIGbTn1SLkgvoAzEX4TIcBALg1nA35qWrkvXAjImbQnleLkAvqAzAX4TMdBgDg1nA25KeqkffCjYiYQXteLUIuqA/AXITPdBgAgFvD2ZCfqkbeCzciYgbtebUIuaA+AHMRPtNhAABuDWdDfqoaeS/ciIgZtOfVIuSC+gDMRfhMhwEAuDWcDfmpauS9cCMiZtCeV4uQC+oDMBfhMx0GAODWcDbkp6qR98KNiJhBe14tQi6oD8BchM90GACAW8PZkJ+qRt4LNyJiBu15tQi5oD4AcxE+02EAAG4NZ0N+qhp5L9yIiBm059Ui5IL6AMxF+EyHAQC4NZwN+alq5L1wIyJm0J5Xi5AL6gMwF+EzHQYA4NZwNuSnqpH3wo2ImEF7Xi1CLqgPwFyEz3QYAIBbw9mQn6pG3gs3ImIG7Xm1CLmgPgBzET7TYQAAbg1nQ36qGnkv3IiIGbTn1SLkgvoAzEX4TIcBALg1nA35qWrkvXAjImbQnleLkAvqAzAX4TMdBgDg1nA25KeqkffCjYiYQXteLUIuqA/AXITPdBgAgFvD2ZCfqkbeCzciYgbtebUIuaA+AHMRPtNhAABuDWdDfqoaeS/ciIgZtOfVIuSC+gDMRfhMhwEAuDWcDfmpauS9cCMiZtCeV4uQC+oDMBfhMx0GAODWcDbkp6qR98KNiJhBe14tQi6oD8BchM90GACAW8PZkJ+qRt4LNyJiBu15tQi5oD4AcxE+02EAAG4NZ0N+qhp5L9yIiBm059Ui5IL6AMxF+EyHAQC4NZwN+alq5L1wIyJm0J5Xi5AL6gMwF+EzHQYA4NZwNuSnqpH3wo2ImEF7Xi1CLqgPwFyEz3QYAIBbw9mQn6pG3gs3ImIG7Xm1CLmgPgBzET7TYQAAbg1nQ36qGnkv3IiIGbTn1SLkgvoAzEX4TIcBALg1nA35qWrkvXAjImbQnleLkAvqAzAX4TMdBgDg1nA25KeqkffCjYiYQXteLUIuqA/AXITPdBgAgFvD2ZCfqkbeCzciYgbtebUIuaA+AHMRPtNhAABuDWdDfqoaeS/ciIgZtOfVIuSC+gDMRfhMhwEAuDWcDfmpauS9cCMiZtCeV4uQC+oDMBfhMx0GAODWcDbkp6qR98KNiJhBe14tQi6oD8BchM90GACAW8PZkJ+qRt4LNyJiBu15tQi5oD4AcxE+02EAAG4NZ0N+qhp5L9yIiBm059Ui5IL6AMxF+EyHAQC4NZwN+alq5L1wIyJm0J5Xi5AL6gMwF+EzHQYA4NZwNuSnqpH3wo2ImEF7Xi1CLqgPwFyEz3QYAIBbw9mQn6pG3gs3ImIG7Xm1CLmgPgBzET7TYQAAbg1nQ36qGnkv3IiIGbTn1SLkgvoAzEX4TIcBALg1nA35qWrkvXAjImbQnleLkAvqAzAX4TMdBgDg1nA25KeqkffCjYiYQXteLUIuqA/AXITPdBgAgFvD2ZCfqkbeCzciYgbtebUIuaA+AHMRPtNhAABuDWdDfqoaeS/ciIgZtOfVIuSC+gDMRfhMhwEAuDWcDfmpauS9cCMiZtCeV4uQC+oDMBfhMx0GAODWcDbkp6qR98KNiJhBe14tQi6oD8BchM90GACAW8PZkJ+qRt4LNyJiBu15tQi5oD4AcxE+02EAAG4NZ0N+qhp5L9yIiBm059Ui5IL6AMxF+EyHAQC4NZwN+alq5L1wIyJm0J5Xi5AL6gMwF+EzHQYA4NZwNuSnqpH3wo2ImEF7Xi1CLqgPwFyEz3QYAIBbw9mQn6pG3gs3ImIG7Xm1CLmgPgBzET7TYQAAbg1nQ36qGnkv3IiIGbTn1SLkgvoAzEX4TIcBALg1nA35qWrkvXAjImbQnleLkAvqAzAX4TMdBgDg1nA25KeqkffCjYiYQXteLUIuqA/AXITPdBgAgFvD2ZCfqkbeCzciYgbtebUIuaA+AHMRPtNhAABuDWdDfqoaeS/ciIgZtOfVIuSC+gDMRfhMhwEAuDWcDfmpauS9cCMiZtCeV4uQC+oDMBfhMx0GAODWcDbkp6qR98KNiJhBe14tQi6oD8BchM90GACAW8PZkJ+qRt4LNyJiBu15tQi5oD4AcxE+02EAAG4NZ0N+qhp5L9yIiBm059Ui5IL6AMxF+EyHAQC4NZwN+alq5L1wIyJm0J5Xi5AL6gMwF+EzHQYA4NZwNuSnqpH3wo2ImEF7Xi1CLqgPwFyEz3QYAIBbw9mQn6pG3gs3ImIG7Xm1CLmgPgBzET7TYQAAbg1nQ36qGnkv3IiIGbTn1SLkgvoAzEX4TIcBALg1nA35qWrkvXAjImbQnleLkAvqAzAX4TMdBgDg1nA25KeqkffCjYiYQXteLUIuqA/AXITPdBgAgFvD2ZCfqkbeCzciYgbtebUIuaA+AHMRPtNhAABuDWdDfqoaeS/ciIgZtOfVIuSC+gDMRfhMhwEAuDWcDfmpauS9cCMiZtCeV4uQC+oDMBfhMx0GAODWcDbkp6qR98KNiJhBe14tQi6oD8BchM90GACAW8PZkJ+qRt4LNyJiBu15tQi5oD4AcxE+02EAAG4NZ0N+qhp5L9yIiBm059Ui5IL6AMxF+EyHAQC4NZwN+alq5L1wIyJm0J5Xi5AL6gMwF+EzHQYA4NZwNuSnqpH3wo2ImEF7Xi1CLqgPwFyEz3QYAIBbw9mQn6pG3gs3ImIG7Xm1CLmgPgBzET7TYQAAbg1nQ36qGnkv3IiIGbTn1SLkgvoAzEX4TIcBALg1nA35qWrkvXAjImbQnleLkAvqAzAX4TMdBgDg1nA25KeqkffCjYiYQXteLUIuqA/AXITPdBgAgFvD2ZCfqkbeCzciYgbtebUIuaA+AHMRPtNhAABuDWdDfqoaeS/ciIgZtOfVIuSC+gDMRfhMhwEAuDWcDfmpauS9cCMiZtCeV4uQC+oDMBfhMx0GAODWcDbkp6qR98KNiJhBe14tQi6oD8BchM90GACAW8PZkJ+qRt4LNyJiBu15tQi5oD4AcxE+02EAAG4NZ0N+qhp5L9yIiBm059Ui5IL6AMxF+EyHAQC4NZwN+alq5L1wIyJm0J5Xi5AL6gMwF+EzHQYA4NZwNuSnqpH3wo2ImEF7Xi1CLqgPwFyEz3QYAIBbw9mQn6pG3gs3ImIG7Xm1CLmgPgBzET7TYQAAbg1nQ36qGnkv3IiIGbTn1SLkgvoAzEX4TIcBALg1nA35qWrkvXAjImbQnleLkAvqAzAX4TMdBgDg1nA25KeqkffCjYiYQXteLUIuqA/AXITPdBgAgFvD2ZCfqkbeCzciYgbtebUIuaA+AHMRPtNhAABuDWdDfqoaeS/ciIgZtOfVIuSC+gDMRfhMhwEAuDWcDfmpauS9cCMiZtCeV4uQC+oDMBfhMx0GAODWcDbkp6qR98KNiJhBe14tQi6oD8BchM90GICnkOFzpb6vQX/uV/z8r3zvd6GqkffCjYiYQXteLU7DJ1/932bYz7T1Abgp4TMdBuApZPhcqe9r0J/7FT//K9/7Xahq5L1wIyJm0J5Xi9NA8w8ACQmf6TAATyHD50p9X4P+3K/4+V/53u9CVSPvhRsRMYP2vFqcBpp/AEhI+EyHAXgKGT5X6vsa9Od+xc//yvd+F6oaeS/ciIgZtOfV4jTQ/ANAQsJnOgzAU8jwuVLf16A/9yt+/le+97tQ1ch74UZEzKA9rxangeYfABISPtNhYAd2zWetm5lon3v3L/l71ijszT+a7Pe3Fl03bQ8vx7MgP3uMzrPo621dA46lqpH3wo2ImEF7Xi1OxSf/8n+/+p6mrg/ADQmf6TCwA7vms9bNTLTPvfuX/D1rFPbmH032+1uLrpu2h5fjWZCfPUbnWfT1tq4Bx1LVyHvhRkTMoD2vFqeC5h8AkhE+02FgB3bNZ62bmWife/cv+XvWKOzNP5rs97cWXTdtDy/HsyA/e4zOs+jrbV0DjqWqkffCjYiYQXteLU4FzT8AJCN8psPADuyaz1o3M9E+9+5f8vesUdibfzTZ728tum7aHl6OZ0F+9hidZ9HX27oGHEtVI++FGxExg/a8WpwKmn8ASEb4TIeBHdg1n7VuZqJ97t2/5O9Zo7A3/2iy399adN20Pbwcz4L87DE6z6Kvt3UNOJaqRt4LNyJiBu15tTgVNP8AkIzwmQ4DK7HrtJyN1t727Fmvu3WNwjPW2EPv2q++v2ezZz86d9QWo/M8dO6W/LT8zlf/7bvfuf6LWqGqkffCjYiYQXteLU7DJ1/939//nfI7X7v03yvT1gfgpoTPdBhYiV2n5Wy09rZnz3rdrWsUnrHGHnrXfvX9PZs9+9G5o7YYneehc7fkp4XmHxHxXO15tTgNNP8AkJDwmQ4DK7HrtJyN1t727Fmvu3WNwjPW2EPv2q++v2ezZz86d9QWo/M8dO6W/LTQ/CMinqs9rxangeYfABISPtNhYCV2nZaz0drbnj3rdbeuUXjGGnvoXfvV9/ds9uxH547aYnSeh87dkp8Wmn9ExHO159XiNND8A0BCwmc6DKzErtNyNlp727Nnve7WNQrPWGMPvWu/+v6ezZ796NxRW4zO89C5W/LTQvOPiHiu9rxanAaafwBISPhMh4EV9PJ78ZnZs2+du/ez25u/B72PO7B3v6O5cp1ofi/eQ+dvXSMtNP+IiOdpz6vFqXjf/C9+8rWvX3VvU9cH4IaEz3QYWEEvvxefmT371rl7P7u9+XvQ+7gDe/c7mivXieb34j10/tY10kLzj4h4nva8WpwKmn8ASEb4TIeBFfTye/GZ2bNvnbv3s9ubvwe9jzuwd7+juXKdaH4v3kPnb10jLTT/iIjnac+rxamg+QeAZITPdBhYQS+/F5+ZPfvWuXs/u735e9D7uAN79zuaK9eJ5vfiPXT+1jXSQvOPiHie9rxanAqafwBIRvhMh4EV9PJ78ZnZs2+du/ez25u/B72PO7B3v6O5cp1ofi/eQ+dvXSMtNP+IiOdpz6vFqaD5B4BkhM90GFhBL78Xn5k9+9a5ez+7vfl70Pu4A3v3O5or14nm9+I9dP7WNdJC84+IeJ72vFqcCpp/AEhG+EyHgUHW5m65xpVZ89lYJE/W2LPOnvy9vPLar2DPftfmynybE42vQa+xZ510yP/qb4L/AFDVyHvhRkTMoD2vFqfhw//qT1x+f4SuxLT1Abgp4TMdBgZZm7vlGldmzWdjkTxZY886e/L38sprv4I9+12bK/NtTjS+Br3GnnXSQfOPiHiu9rxanAaafwBISPhMh4FB1uZuucaVWfPZWCRP1tizzp78vbzy2q9gz37X5sp8mxONr0GvsWeddND8IyKeqz2vFqeB5h8AEhI+02FgkLW5W65xZdZ8NhbJkzX2rLMnfy+vvPYr2LPftbky3+ZE42vQa+xZJx00/4iI52rPq8VpoPkHgISEz3QYGGRt7pZrXJk1n41F8mSNPevsyd/LK6/9Cvbsd22uzLc50fga9Bp71kkHzT8i4rna82pxGmj+ASAh4TMdBlawNU+w99BarxWPYnZM5nlzI3o5USya38OuN7qO5GkL8jPCzo+w8V6ejls19ndLlGfx1h3J66HXaa03Oi9ia47H2nUsci/iVOgXtcfQFalq5L1wIyJm0J5Xi1Oh/0656N8rU9cH4IaEz3QYWMHWPMHeQ2u9VjyK2TGZ582N6OVEsWh+D7ve6DqSpy3Izwg7P8LGe3k6btXY3y1RnsVbdySvh16ntd7ovIitOR5r17HIvYhTcfGXNKGqkffCjYiYQXteLU6F/jvlon+vTF0fgBsSPtNhYAVb8wR7D631WvEoZsdknjc3opcTxaL5Pex6o+tInrYgPyPs/Agb7+XpuFVjf7dEeRZv3ZG8Hnqd1nqj8yK25nisXcci9yJOxcVf0oSqRt4LNyJiBu15tTgV+u+Ui/69MnV9AG5I+EyHgRVszRPsPbTWa8WjmB2Ted7ciF5OFIvm97Drja4jedqC/Iyw8yNsvJen41aN/d0S5Vm8dUfyeuh1WuuNzovYmuOxdh2L3Is4FRd/SROqGnkv3IiIGbTn1eJU6L9TLvr3ytT1Abgh4TMdBlawNU+w99BarxWPYnZM5nlzI3o5USya38OuN7qO5GkL8jPCzo+w8V6ejls19ndLlGfx1h3J66HXaa03Oi9ia47H2nUsci/iVFz8JU2oauS9cCMiZtCeV4tTof9OuejfK1PXB+CGhM90GBhka56gr231WBuTsZYR3lxrwf6uicZb2PXs7xF6XqTGi1st3hyr4MW0gv1d0HMjNV7cugVvHVHjxcVRtuQUbM6WNSyyxjPWSoX+1/4v/KJWqGrkvXAjImbQnleL0/DmX/t/+JXl75rHlCswbX0Abkr4TIeBQbbmCfraVo+1MRlrGeHNtRbs75povIVdz/4eoedFary41eLNsQpeTCvY3wU9N1Ljxa1b8NYRNV5cHGVLTsHmbFnDIms8Y61U0PwjIp6rPa8Wp4HmHwASEj7TYWCQrXmCvrbVY21MxlpGeHOtBfu7JhpvYdezv0foeZEaL261eHOsghfTCvZ3Qc+N1Hhx6xa8dUSNFxdH2ZJTsDlb1rDIGs9YKxU0/4iI52rPq8VpoPkHgISEz3QYGGRrnqCvbfVYG5OxlhHeXGvB/q6JxlvY9ezvEXpepMaLWy3eHKvgxbSC/V3QcyM1Xty6BW8dUePFxVG25BRszpY1LLLGM9ZKBc0/IuK52vNqcRpo/gEgIeEzHQYG2Zon6GtbPdbGZKxlhDfXWrC/a6LxFnY9+3uEnhep8eJWizfHKngxrWB/F/TcSI0Xt27BW0fUeHFxlC05BZuzZQ2LrPGMtVJB84+IeK72vFqcBpp/AEhI+EyHgQG25glRfjReiMYLvZxWzCMaL9hYtE403iNaP1qrFe/lefTWsrFovBCNC614a9yLybiNReM9orxovBCNj6DX9YzQ8d7cUWSdZ62XCu9F7RG6ElWNvBduRMQM2vNqcSq8v1N+519+/Ur7nLo+ADckfKbDwABb84QoPxovROOFXk4r5hGNF2wsWica7xGtH63VivfyPHpr2Vg0XojGhVa8Ne7FZNzGovEeUV40XojGR9DrekboeG/uKLLOs9ZLhfei9ghdiapG3gs3ImIG7Xm1OBXe3yk0/wDwQsJnOgwMsDVPiPKj8UI0XujltGIe0XjBxqJ1ovEe0frRWq14L8+jt5aNReOFaFxoxVvjXkzGbSwa7xHlReOFaHwEva5nhI735o4i6zxrvVR4L2qP0JWoauS9cCMiZtCeV4tT4f2dQvMPAC8kfKbDwABb84QoPxovROOFXk4r5hGNF2wsWica7xGtH63VivfyPHpr2Vg0XojGhVa8Ne7FZNzGovEeUV40XojGR9DrekboeG/uKLLOs9ZLhfei9ghdiapG3gs3ImIG7Xm1OBXe3yk0/wDwQsJnOgwMsDVPiPKj8UI0XujltGIe0XjBxqJ1ovEe0frRWq14L8+jt5aNReOFaFxoxVvjXkzGbSwa7xHlReOFaHwEva5nhI735o4i6zxrvVR4L2qP0JWoauS9cCMiZtCeV4tT4f2dQvMPAC8kfKbDwABbcoTeNaP4SI5lJMfGWzke0fy16xQkx+ZFa0XzhSjeyilE86OcKN7KKezJ08j8KKcV8xhdz8ZbOT30mpEeo/PW8Oz10uD9a//iY8pVqGrkvXAjImbQnleL0xD9a//FTxYf07IzbX0Abkr4TIeBAbbkCL1rRvGRHMtIjo23cjyi+WvXKUiOzYvWiuYLUbyVU4jmRzlRvJVT2JOnkflRTivmMbqejbdyeug1Iz1G563h2eulgeYfEfFc7Xm1OA00/wCQkPCZDgMDbMkReteM4iM5lpEcG2/leETz165TkBybF60VzReieCunEM2PcqJ4K6ewJ08j86OcVsxjdD0bb+X00GtGeozOW8Oz10sDzT8i4rna82pxGmj+ASAh4TMdBgbYkiP0rhnFR3IsIzk23srxiOavXacgOTYvWiuaL0TxVk4hmh/lRPFWTmFPnkbmRzmtmMfoejbeyumh14z0GJ23hmevlwaaf0TEc7Xn1eI00PwDQELCZzoMDLAlR+hdM4qP5FhGcmy8leMRzV+7TkFybF60VjRfiOKtnEI0P8qJ4q2cwp48jcyPcloxj9H1bLyV00OvGekxOm8Nz14vDTT/iIjnas+rxWmg+QeAhITPdBgYYEuOppfrxVvXjGLRfMHGo3VaRDlb1ipEOWvHBRsvv4/keHktovjavPL7SI6X16IXt2xdb+11hJK3N3drvkWv96w10+C9pImPKVegqpH3wo2ImEF7Xi1Ohfd3ifiYkp2p6wNwQ8JnOgwMsCVH08v14q1rRrFovmDj0TotopwtaxWinLXjgo2X30dyvLwWUXxtXvl9JMfLa9GLW7aut/Y6Qsnbm7s136LXe9aaafBe0MTHlCtQ1ch74UZEzKA9rxanwvu7RHxMyc7U9QG4IeEzHQYG2JKj6eV68dY1o1g0X7DxaJ0WUc6WtQpRztpxwcbL7yM5Xl6LKL42r/w+kuPltejFLVvXW3sdoeTtzd2ab9HrPWvNNHgvaOJjyhWoauS9cCMiZtCeV4tT4f1dIj6mZGfq+gDckPCZDgMDbMnR9HK9eOuaUSyaL9h4tE6LKGfLWoUoZ+24YOPl95EcL69FFF+bV34fyfHyWvTilq3rrb2OUPL25m7Nt+j1nrVmGrwXNPEx5QpUNfJeuBERM2jPq8Wp8P4uER9TsjN1fQBuSPhMh4EBtuRoerlevHXNKBbNF2w8WqdFlLNlrUKUs3ZcsPHy+0iOl9ciiq/NK7+P5Hh5LXpxy9b11l5HKHl7c7fmW/R6z1ozDd4LmviYcgWqGnkv3IiIGbTn1eJUeH+XiI8p2Zm6PgA3JHymw8AgW3IKI9f04q2c1vxejo635kdEOVvX8pC1bDwaF7x4a77gzenlnZVTWJsnsShuGZnvxXs5LSR3T/6z0PfyzHVfTutf+y9+8rVrvqx5L9yIiBm059XiNLT+tX/xMTUz09YH4KaEz3QYGGRLTmHkml68ldOa38vR8db8iChn61oespaNR+OCF2/NF7w5vbyzcgpr8yQWxS0j8714L6eF5O7Jfxb6Xp657suh+UdEPFd7Xi1OA80/ACQkfKbDwCBbcgoj1/TirZzW/F6OjrfmR0Q5W9fykLVsPBoXvHhrvuDN6eWdlVNYmyexKG4Zme/FezktJHdP/rPQ9/LMdV8OzT8i4rna82pxGmj+ASAh4TMdBgbZklMYuaYXb+W05vdydLw1PyLK2bqWh6xl49G44MVb8wVvTi/vrJzC2jyJRXHLyHwv3stpIbl78p+FvpdnrvtyaP4REc/VnleL00DzDwAJCZ/pMDDIlpzCyDW9eCunNb+Xo+Ot+RFRzta1PGQtG4/GBS/emi94c3p5Z+UU1uZJLIpbRuZ78V5OC8ndk/8s9L08c92XQ/OPiHiu9rxanAaafwBISPhMh4FBtuYVenlevHW9KBbNF2w8WqdFlLN2LZnf0+KNaWw8WkfjzenlnZVT2JLXW9PSm+9dzxtbw9Zcue6ea2v0es9aMw3ey5n2k699/Qp7rmrkvXDjOf7m73/p3b//R7/p3b/3Td/w7r/66k93x3Ee/7v/9T9692f/8h999w3f+O+++y/+x7/szsG5m/+C9/eI9TE1K1PX52JQA3gG+nmuvk9hYJCteYVenhdvXS+KRfMFG4/WaRHlrF1L5ve0eGMaG4/W0Xhzenln5RS25PXWtPTme9fzxtawNVeuu+faGr3es9ZMg/dipqX5xzXS/N9Xmv8x7Xm1OBXe3yPWx9SsTF2fi0EN4Bno57n6PoWBQbbmFXp5Xrx1vSgWzRdsPFqnRZSzdi2Z39PijWlsPFpH483p5Z2VU9iS11vT0pvvXc8bW8PWXLnunmtr9HrPWjMN3ouZluYf10jzf19p/se059XiVHh/j1gfU7MydX0uBjWAZ6Cf5+r7FAYG2ZpX6OV58db1olg0X7DxaJ0WUc7atWR+T4s3prHxaB2NN6eXd1ZOYUteb01Lb753PW9sDVtz5bp7rq3R6z1rzTR4L2Zamn9cI83/faX5H9OeV4tT4f09Yn1MzcrU9bkY1ACegX6eq+9TGBhka16hl+fFW9eLYtF8wcajdVpEOWvXkvk9Ld6YxsajdTTenF7eWTmFLXm9NS29+d71vLE1bM2V6+65tkav96w10+C9mGlp/nGNNP/3leZ/THteLU6F9/eI9TE1K1PX52JQA3gG+nmuvk9hYJCteYVenhdvXS+KRfMFG4/WaRHlrF1L5ve0eGMaG4/W0Xhzenln5RS25PXWtPTme9fzxtawNVeuu+faGr3es9ZMg/dipqX5xzXS/N9Xmv8x7Xm1OBXe3yPWx9SsTF2fi0EN4Bno57n6PoWBQfbmRblRfCTHMpJj49H8CG+NQjTuIXNH1ETjQhSP5gs2R36P8qJ4K6cQxVs5BZsnv0d5vbilNz+Kt3J67Mkt7Mm1yL3svad09P5Xf+I/X3ykZKWqkffC/UqlKSr31muM/sv/+Sfe/aFv+cb3cz/7Pd/67r/9X770Jpa5uaL5P1/5bPUzoP2OH/jMu1/4rR92c58pzf+YTo2mYeR/9Sc+UjJyRH3smtosZLynwpr70XsYcYQ1cwt6fW2PtTnRfPnZwuaN5IwQrSs/R9G5z0DWe7NuGBhkb16UG8VHciwjOTYezY/w1ihE4x4yd0RNNC5E8Wi+YHPk9ygvirdyClG8lVOwefJ7lNeLW3rzo3grp8ee3MKeXIvcy957SgfN/znS/NP8HynN/7V0ajQNNP8hdk1tFjLeU2HN/eg9jDjCmrkFvb62x9qcaL78bGHzRnJGiNaVn6Po3Gcg671ZNwwMsjcvyo3iIzmWkRwbj+ZHeGsUonEPmTuiJhoXong0X7A58nuUF8VbOYUo3sop2Dz5PcrrxS29+VG8ldNjT25hT65F7mXvPaWD5v8caf5p/o+U5v9aOjWaBpr/ELumNgsZ76mw5n70HkYcYc3cgl5f22NtTjRffraweSM5I0Trys9RdO4zkPXerBsGBtmbF+VG8ZEcy0iOjUfzI7w1CtG4h8wdURONC1E8mi/YHPk9yovirZxCFG/lFGye/B7l9eKW3vwo3srpsSe3sCfXIvey957SQfN/jjT/NP9HSvN/LZ0aTQPNf4hdU5uFjPdUWHM/eg8jjrBmbkGvr+2xNieaLz9b2LyRnBGideXnKDr3Gch6b9YNA4PszYtyo/hIjmUkx8aj+RHeGoVo3EPmjqiJxoUoHs0XbI78HuVF8VZOIYq3cgo2T36P8npxS29+FG/l9NiTW9iTa5F72XtP6aD5P0eaf5r/I6X5v5ZOjaaB5j/ErqnNQsZ7Kqy5H72HEUdYM7eg19f2WJsTzZefLWzeSM4I0brycxSd+wxkvTfrhoEVjObZeb28KN4a92JbrhOtFRHNX7NGoTdfrmPnjeRZvHUEidl4NF9ordfCi5ex1npePJov9OKWreutvY5Q8rbmFvbma2StZ66ZBu+lzPWr/zbz3qsaeS/cr1Q3/8Xv+8Ifc+cV/9av/fkP82j+ccRe8y/+9C9+t5v/LF/d/MvzYZ+bbDq1ORT3PE/i4xazcVR97LrWDGS5D2HtZyPzW2rs7xYvp4XMj4zw5ooe3jxtC2++uAdvPe0oW3J66DWrdcPACkbz7LxeXhRvjXuxLdeJ1oqI5q9Zo9CbL9ex80byLN46gsRsPJovtNZr4cXLWGs9Lx7NF3pxy9b11l5HKHlbcwt78zWy1jPXTIP3QuZK879Zmn+a/yOl+f9Umn8f9zxP4uMWs3FUfey61gxkuQ9h7Wcj81tq7O8WL6eFzI+M8OaKHt48bQtvvrgHbz3tKFtyeug1q3XDwApG8+y8Xl4Ub417sS3XidaKiOavWaPQmy/XsfNG8izeOoLEbDyaL7TWa+HFy1hrPS8ezRd6ccvW9dZeRyh5W3MLe/M1stYz10yD90LmSvO/WZp/mv8jpfn/VJp/H/c8T+LjFrNxVH3sutYMZLkPYe1nI/NbauzvFi+nhcyPjPDmih7ePG0Lb764B2897ShbcnroNat1w8AKRvPsvF5eFG+Ne7Et14nWiojmr1mj0Jsv17HzRvIs3jqCxGw8mi+01mvhxctYaz0vHs0XenHL1vXWXkcoeVtzC3vzNbLWM9dMg/dC5krzv1maf5r/I6X5/1Safx/3PE/i4xazcVR97LrWDGS5D2HtZyPzW2rs7xYvp4XMj4zw5ooe3jxtC2++uAdvPe0oW3J66DWrdcPACkbz7LxeXhRvjXuxLdeJ1oqI5q9Zo9CbL9ex80byLN46gsRsPJovtNZr4cXLWGs9Lx7NF3pxy9b11l5HKHlbcwt78zWy1jPXTIP3QuZK879Zmn+a/yOl+f9Umn8f9zxP4uMWs3FUfey61gxkuQ9h7Wcj81tq7O8WL6eFzI+M8OaKHt48bQtvvrgHbz3tKFtyeug1q3XDwCA2364hv3txb0yIYs8aF6K4Hm/FCvZ3TTTu0VpHY+e08nTMxteOF3rze3GPKBblReOFaLzQyoto5USxaP4I0ZqjbM3z0PfyzHXf8NWv/v/cF6Qs/vOvfv3Q/e+gqpH3wv1KbfMfNUe2icvexHjS/J9v67Mt370f/9vfecr3ieZ/THm+lYfineV5TPl3yhH1idbT4zZ2d7Z8Lmvm99bvxT2i+a21olg0XujN12rs70I0fw1evl7Xxjzs/JGcEcI1w8AgNt+uIb97cW9MiGLPGheiuB5vxQr2d0007tFaR2PntPJ0zMbXjhd683txjygW5UXjhWi80MqLaOVEsWj+CNGao2zN89D38sx130Dzv5mqRt4L9yul+af5P1Ka/0+l+ffxzvI80vwb4SNbPpc183vr9+Ie0fzWWlEsGi/05ms19nchmr8GL1+va2Medv5IzgjhmmFgEJtv15Dfvbg3JkSxZ40LUVyPt2IF+7smGvdoraOxc1p5Ombja8cLvfm9uEcUi/Ki8UI0XmjlRbRyolg0f4RozVG25nnoe3nmum+g+d9MVSPvhfuV0vzT/B8pzf+n0vz7eGd5Hmn+jfCRLZ/Lmvm99Xtxj2h+a60oFo0XevO1Gvu7EM1fg5ev17UxDzt/JGeEcM0wMIjNt2vI717cGxOi2LPGhSiux1uxgv1dE417tNbR2DmtPB2z8bXjhd78XtwjikV50XghGi+08iJaOVEsmj9CtOYoW/M89L08c9030PxvpqqR98L9Smn+af6PlOb/U2n+fbyzPI80/0b4yJbPZc383vq9uEc0v7VWFIvGC735Wo39XYjmr8HL1+vamIedP5IzQrhmGBjE5ts15Hcv7o0JUexZ40IU1+OtWMH+ronGPVrraOycVp6O2fja8UJvfi/uEcWivGi8EI0XWnkRrZwoFs0fIVpzlK15HvpenrnuG2j+N1PVyHvhfqU0/zT/R0rz/6k0/z7eWZ5Hmn8jfGTL57Jmfm/9Xtwjmt9aK4pF44XefK3G/i5E89fg5et1bczDzh/JGSFcMwxswK7lafHmiBHRXP1njTemieKyXqTGGytE4x5r52okt6WHN0/08OZpI1pz7e8aPd/q0YoVWrEIWdPToxUbYWuuXHfPtTV6vWetGeK/IOXxcZvZqGrkvXC/Ut0U/dzf/7Pv79H7l9flX/r/K//p91yiifGk+T/f3md71mdP8z+mPqseHop3jmfyk8XHrWbhqPq01nr2tWZh7eeydb6Xs3atHq31WuNb7mFL3tZrjdJbW1//2fci671ZNwxswK7lafHmiBHRXP1njTemieKyXqTGGytE4x5r52okt6WHN0/08OZpI1pz7e8aPd/q0YoVWrEIWdPToxUbYWuuXHfPtTV6vWetGeK9HGXycZvZqGrkvXC/Upp/mv8jpfn/VJp/H+8czyTN/3uefa1ZWPu5bJ3v5axdq0drvdb4lnvYkrf1WqP01tbXf/a9yHpv1g0DG7BreVq8OWJENFf/WeONaaK4rBep8cYK0bjH2rkayW3p4c0TPbx52ojWXPu7Rs+3erRihVYsQtb09GjFRtiaK9fdc22NXu9Za4Z4L0eZfNxmNqoaeS/cr5Tmn+b/SGn+P5Xm38c7xzNJ8/+eZ19rFtZ+Llvnezlr1+rRWq81vuUetuRtvdYovbX19Z99L7Lem3XDwAbsWp4Wb44YEc3Vf9Z4Y5ooLutFaryxQjTusXauRnJbenjzRA9vnjaiNdf+rtHzrR6tWKEVi5A1PT1asRG25sp191xbo9d71poh3stRJh+3mY2qRt4L9yul+af5P1Ka/0+l+ffxzvFM0vy/59nXmoW1n8vW+V7O2rV6tNZrjW+5hy15W681Sm9tff1n34us92bdMLABu5anxZsjRkRz9Z813pgmist6kRpvrBCNe6ydq5Hclh7ePNHDm6eNaM21v2v0fKtHK1ZoxSJkTU+PVmyErbly3T3X1uj1nrVmiPdylMnHbWajqpH3wv1Kaf5p/o+U5v9Taf59vHM8kzT/73n2tWZh7eeydb6Xs3atHq31WuNb7mFL3tZrjdJbW1//2fci671ZNwxsxK4na8rPiL3zC/Z3IRovSGwkrrWsHfdYM89bV4/ruP3douOj8wr6dz0eEc2LxgUdH53n0Yv3sPnROnrOWvbkFvbkWuRe9t7TEN7LUS6//u4rX/03h38OK6lq5L1wv1LdFP3y//svuY2YzCmNy6/+f/4vbhPTauJ+4/d+6v2/6l7y5HP49s998/v/kPCr/+yL1dzir//uT777sb/5p6v5n/v+b3v387/xA28ap3Jv3tplrp5XXNv8l7X/2q983/try9rid/zAZ9x7103eP/rXP/Pub3z5+z/cW/mMf/aX/0zY/Hl7KUb7EeXz0jk/9DOfde/vP/vv/9L7uNeE6u+CbZDX1lDsNffyeX3fF/5YNb71Povl8/ieH/kjH+6zzCv3+fkf/MxTc0a/e/Ifzjztvl+tc4+H4p/jyfxaqn/1/4j69NbT8WiOYOfa+dG4ppVnkTGJa1s8Y744ytr5BS9nyzo9ZM2112rFPGS93rqWtfPX0Fvbxnvz1yLrvVk3DGzEridrys+IvfML9nchGi9IbCSutawd91gzz1tXj+u4/d2i46PzCvp3PR4RzYvGBR0fnefRi/ew+dE6es5a9uQW9uRa5F723tMQ7otRKmn+16obKZp/mn+a//Gc0e8ezX+Mf44nk+Zfx6M5gp1r50fjmlaeRcYkrm3xjPniKGvnF7ycLev0kDXXXqsV85D1euta1s5fQ29tG+/NX4us92bdMLARu56sKT8j9s4v2N+FaLwgsZG41rJ23GPNPG9dPa7j9neLjo/OK+jf9XhENC8aF3R8dJ5HL97D5kfr6Dlr2ZNb2JNrkXvZe09DuC9GqaT5X6tupGj+af5p/sdzRr97NP8x/jmeTJp/HY/mCHaunR+Na1p5FhmTuLbFM+aLo6ydX/BytqzTQ9Zce61WzEPW661rWTt/Db21bbw3fy2y3pt1w8BG7HqypvyM2Du/YH8XovGCxEbiWsvacY8187x19biO298tOj46r6B/1+MR0bxoXNDx0XkevXgPmx+to+esZU9uYU+uRe5l7z0N4b4YpZLmf626kaL5p/mn+R/PGf3u0fzH+Od4Mmn+dTyaI9i5dn40rmnlWWRM4toWz5gvjrJ2fsHL2bJOD1lz7bVaMQ9Zr7euZe38NfTWtvHe/LXIem/WDQMbsevJmvIzYu/8gv1diMYLEhuJay1rxz3WzPPW1eM6bn+36PjovIL+XY9HRPOicUHHR+d59OI9bH60jp6zlj25hT25FrmXvfc0hPtilEqa/7XqRormn+af5n88Z/S7R/Mf45/jyaT51/FojmDn2vnRuKaVZ5ExiWtbPGO+OMra+QUvZ8s6PWTNtddqxTxkvd66lrXz19Bb28Z789ci671ZNwwAOPAduQ+nng3ui1EyH7eaiapG3gv3K7WNlDQq+l/8l0asjOnmdqT5L01VGdefgdY2P7K+N7f4n/zXPzi8tv2/Fmxp/stn460t6vspyv2XJvCz3/utbo73f1Po7aXo5ZXaRJ9Xqam9vy1N9doaalvNf1k3auK3Nv+tz6P4rJw13z2a/xjvDE/p19L83XJUfXprjVxL35dV441popg3LmtFWrw5Wg9vnnaUtfMFm7NljRG8dXv33ItbZP6anMLa+Wto3Y/EdLw1fwv6GtW6YQDAge/IfTj1bHBfipL5uNVMVDXyXrhfKc0/zb9I8z+es+a7R/Mf453hKaX5H7mWvi+rxhvTRDFvXNaKtHhztB7ePO0oa+cLNmfLGiN46/buuRe3yPw1OYW189fQuh+J6Xhr/hb0Nap1wwCAA9+R+3Dq2eC+FCXzcauZqGrkvXC/Upp/mn+R5n88Z813j+Y/xjvDU0rzP3ItfV9WjTemiWLeuKwVafHmaD28edpR1s4XbM6WNUbw1u3dcy9ukflrcgpr56+hdT8S0/HW/C3oa1TrhgEAB74j9+HUs8F9KUrm41YzUdXIe+F+pTT/NP8izf94zprvHs1/jHeGp5Tmf+Ra+r6sGm9ME8W8cVkr0uLN0Xp487SjrJ0v2Jwta4zgrdu7517cIvPX5BTWzl9D634kpuOt+VvQ16jWDQMADnxH7sOpZ4P7UpTMx61moqqR98L9Smn+af5Fmv/xnDXfPZr/GO8MTynN/8i19H1ZNd6YJop547JWpMWbo/Xw5mlHWTtfsDlb1hjBW7d3z724ReavySmsnb+G1v1ITMdb87egr1GtGwYAHPie3Ad9Lhxec/elKKN5XtQKVY28F+5XahspadZ00/WFn/+OD83b2ua/5JZ9/4Wf+5PV/H/4yY+//5fwy7iMyRplfvnX6n/tX/zEh9iXv/LF9/+ivTSzujG3c//OP/6R9/dom7boHlsNqme5dvm/AJRr289B/8eLP/75b3n3C7/1wx9i0gTa67T2Uuztp+Tpz7esV/4Veu9aW5rqNTW06nv0LNfy/k8GW+4z+jyKv/TbP/o+tuYzLDne596qV1Sr6LnJZtmT8VDc8zup//yr//bwz2OAI+rTW693rVZ+FHvmfP1T8ObrsSi2dzxCz2/poWO9uVuJ1uxdZ+19yHVG1h2du5do/ej63tge9HWqdcMAgAPfk/ugz4XDa+69EKWU5n9Y20hJM6SbFJr/2nJtmn+a/5JD878P9/xOKs1/SCs/ij1zvv4pePP1WBTbOx6h57f00LHe3K1Ea/aus/Y+5Doj647O3Uu0fnR9b2wP+jrVumEAwIHvyX3Q58LhNfdeiFJK8z+sbaSkGdJNCs1/bbk2zT/Nf8mh+d+He34nleY/pJUfxZ45X/8UvPl6LIrtHY/Q81t66Fhv7laiNXvXWXsfcp2RdUfn7iVaP7q+N7YHfZ1q3TAA4MD35D7oc+HwmnsvRCml+R/WNlLSDOkmhea/tlyb5p/mv+TQ/O/DPb+TSvMf0sqPYs+cr38K3nw9FsX2jkfo+S09dKw3dyvRmr3rrL0Puc7IuqNz9xKtH13fG9uDvk61bhgAcOB7ch/0uXB4zb0XopTS/A9rGylphnSTQvNfW65N80/zX3Jo/vfhnt9JpfkPaeVHsWfO1z8Fb74ei2J7xyP0/JYeOtabu5Vozd511t6HXGdk3dG5e4nWj67vje1BX6daNwwAOPA9uQ/6XDi85t4LUVYft5yBqkbeC/cr9RopafZKoy1Ni/zr5Wua/6hJi5TmeORfQJfmMJora+l/dd27x9Z4y2hvrSYvyuntpejtp/d5SR11ztqmem0Nrbq5bmnvZ0vz3/o8npmz5btH8+/jnd2Zfdz2KzmqPtFaI9fq3YcXb605Or+1hkdvbrR+lNeKeej1IiNG520hWnPkWiNzhC1ztUfQWjuKtXK2IOu9WTcMADjwPbkP+lw4vObey1BWH7ecgapG3gv3K/UaHJr/ei3PaG80/7U0/5+O0fz7eGd3Zh+3/UqOqk+01si1evfhxVtrjs5vreHRmxutH+W1Yh56vciI0XlbiNYcudbIHGHLXO0RtNaOYq2cLch6b9YNAwAOfE/ugz4XDq+59zKU1cctZ6CqkffC/Uq9Bofmv17LM9obzX8tzf+nYzT/Pt7ZndnHbb+So+oTrTVyrd59ePHWmqPzW2t49OZG60d5rZiHXi8yYnTeFqI1R641MkfYMld7BK21o1grZwuy3pt1wwCAA9+T+6DPhcNr7r0MZfVxyxmoauS9cL9Sr8Gh+a/X8oz2RvNfS/P/6RjNv493dmf2cduv5Kj6RGuNXKt3H168tebo/NYaHr250fpRXivmodeLjBidt4VozZFrjcwRtszVHkFr7SjWytmCrPdm3TAA4MD35D7oc+HwmnsvQ1l93HIGqhp5L9yv1GtwaP7rtTyjvdH819L8fzpG8+/jnd2Zfdz2KzmqPtFaI9fq3YcXb605Or+1hkdvbrR+lNeKeej1IiNG520hWnPkWiNzhC1ztUfQWjuKtXK2IOu9WTcMABj4ntwLXe/Da+69DGX2cduvpqqR98L9Sr0GRzcqP/rX/lQY001M1EBLA1r+5ftf/Wdf/DDuqf+jgxfX9uZ697m1+f+N3/up9/+q/ff8yB9597nv/7b360o9bWM40vzb+x7Zt7duL89rUrc01WtqaO19tr/+uz/57vM/+Jnd9xl9ts/OKW757rW+F5ks+zIeinduZ/dx66/iiPrYNT0jenOieG/csnbcIvNac714a36hF9d4648iuVvzI3rr9q7XytXIvJG5lihXj1tHaM1vrdOKbUHWe7NuGAAw8D25F7reh9fcexHK7OO2X01VI++F+5V6DY5uVGj+af7X1NBK8//pvbe+F5ks+zIeinduZ/dx66/iiPrYNT0jenOieG/csnbcIvNac714a36hF9d4648iuVvzI3rr9q7XytXIvJG5lihXj1tHaM1vrdOKbUHWe7NuGAAw8D25F7reh9fcexHK7OO2X01VI++F+5V6DY5uVGj+af7X1NBK8//pvbe+F5ks+zIeinduZ/dx66/iiPrYNT0jenOieG/csnbcIvNac714a36hF9d4648iuVvzI3rr9q7XytXIvJG5lihXj1tHaM1vrdOKbUHWe7NuGAAw8D25F7reh9fcexHK7OO2X01VI++F+5V6DY5uVGj+af7X1NBK8//pvbe+F5ks+zIeinduZ/dx66/iiPrYNT0jenOieG/csnbcIvNac714a36hF9d4648iuVvzI3rr9q7XytXIvJG5lihXj1tHaM1vrdOKbUHWe7NuGAAw8D25F7reh9fcexHK7OO2X01VI++F+5V6DY5uVGj+af7X1NBK8//pvbe+F5ks+zIeinduZ/dx66/iiPrYNT0jenOieG/csnbcIvNac714a36hF9d4648iuVvzI3rr9q7XytXIvJG5lihXj1tHaM1vrdOKbUHWe7NuGAAw8D25F7reh9fcexHK7OO2X01VI++F+5V6DY5uVGj+af7X1NBK8//pvbe+F5ks+zIeinduZ/dx66/iiPrYNT0jenOieG/csnbcIvNac714a36hF9d4648iuVvzI3rr9q7XytXIvJG5lihXj1tHaM1vrdOKbUHWe7NuGACAW3Pq2eC9CGX3ceuvpKqR98L9SnsNTlE3ZVETEzV5Ml9/Bt/+uW9+95f+r3+6aiSj+/DUTVtPfZ9bmv8f/9vf6a4r2vvtNXm2cVyzl6KsO/J5efeypfkfraFnr/mP5mxt/qPP49k5+rOI1Pfe+15k0dnHoXhndnYft/4qjqqPXVccwcuzetjxtfMLOkfi3ryCneup8cY0vbhl7XzLnlwPuZ/Wur1r9vILMqc3r0WUr9fW9ujN1fGeewnXCwMAcGtOPRu8F6HsPm79lVQ18l64X2nUANH8fyrN/3gNPWn+P7333vcii84+DsU7s7P7uPVXcVR97LriCF6e1cOOr51f0DkS9+YV7FxPjTem6cUta+db9uR6yP201u1ds5dfkDm9eS2ifL22tkdvro733Eu4XhgAgFtz6tngvQhl93Hrr6SqkffC/UqjBojm/1Np/sdr6Enz/+m9974XWXT2cSjemZ3dx62/iqPqY9cVR/DyrB52fO38gs6RuDevYOd6arwxTS9uWTvfsifXQ+6ntW7vmr38gszpzWsR5eu1tT16c3W8517C9cIAANyaU88G70Uou49bfyVVjbwX7lcaNUA0/59K8z9eQ0+a/0/vvfe9yKKzj0PxzuzsPm79VRxVH7uuOIKXZ/Ww42vnF3SOxL15BTvXU+ONaXpxy9r5lj25HnI/rXV71+zlF2ROb16LKF+vre3Rm6vjPfcSrhcGAODWnHo2eC9C2X3c+iupauS9cL/SqAGi+f9Umv/xGnrS/H96773vRRadfRyKd2Zn93Hrr+Ko+th1xRG8PKuHHV87v6BzJO7NK9i5nhpvTNOLW9bOt+zJ9ZD7aa3bu2YvvyBzevNaRPl6bW2P3lwd77mXcL0wAAC35tSzwXsRuoKP238VVY28F+5XGjVA0nwVpVEtRk1Mq8kr1/il3/7R9/9avm0if/oXv/vDnFYjpt3agK1t/v/Wr/3592uUe/qhn/nsu1/5p1949w8/+fH360X3O2PzL7FeDT1Hmn/vujT/r9HZx6F45/UV/GTxsYWzOaI+0XrRuEbP6anxxr15QitWkLhW48UjC/Z3Sy/usXa+Zsv1Woyu94z4yHVGeMYahZF70nN67iVcLwwAwK059WzwXoKu4OP2X0VVI++F+5VGDRDNP82/jdH8fxzT+4/U907z7+Od11eQ5v8Dek5PjTfuzRNasYLEtRovHlmwv1t6cY+18zVbrtdidL1nxEeuM8Iz1iiM3JOe03Mv4XphAABuzalng/cSdAUft/8qqhp5L9yvNGqAaP5p/m2M5v/jmN5/pL53mn8f77y+gjT/H9Bzemq8cW+e0IoVJK7VePHIgv3d0ot7rJ2v2XK9FqPrPSM+cp0RnrFGYeSe9JyeewnXCwMAcGtOPRu8l6Ar+Lj9V1HVyHvhfqVRA0TzT/NvYzT/H8f0/iP1vdP8+3jn9RWk+f+AntNT441784RWrCBxrcaLRxbs75Ze3GPtfM2W67UYXe8Z8ZHrjPCMNQoj96Tn9NxLuF4YAIBbc+rZ4L0EXcHH7b+KqkbeC/crjRogmn+afxuj+f84pvcfqe+d5t/HO6+vIM3/B/Scnhpv3JsntGIFiWs1XjyyYH+39OIea+drtlyvxeh6z4iPXGeEZ6xRGLknPafnXsL1wgAA3JpTzwbvJegqPrbwCqoaeS/crzRqgGTcNitbmn9rWfuv/cr3vf889HzbGLcsc6OmLXJN86+bPO9+os9tbfMvY2v3Uux9XtJA6/9bw9bm3xrV0Dpb81/cUi+afx/vrL6Kjy2czVH1idYauc7W+7Brt9axc1vIXDt/NF/w1tD04pa18y17cjVyHyPrteb11unF1/KMtZ5xT8+4D42+p2rdMAAAt+bUs8F7AbqKjy28gqpG3gv3K40aHBm3zQrN/6dGnxvNfy3N/6fS/Pt4Z/VVfGzhbI6qT7TWyHW23oddu7WOndtC5tr5o/mCt4amF7esnW/Zk6uR+xhZrzWvt04vvpZnrPWMe3rGfWj0PVXrhgEAuDWnng3eC9BVfGzhFVQ18l64X2nU4Mi4bVZo/j81+txo/mtp/j+V5t/HO6uv4mMLZ3NUfaK1Rq6z9T7s2q117NwWMtfOH80XvDU0vbhl7XzLnlyN3MfIeq15vXV68bU8Y61n3NMz7kOj76laNwwAwK059WzwXoCu4mMLr6CqkffC/UqjBkfGbbNC8/+p0edG819L8/+pNP8+3ll9FR9bOJuj6hOtNXKdrfdh126tY+e2kLl2/mi+4K2h6cUta+db9uRq5D5G1mvN663Ti6/lGWs9456ecR8afU/VumEAAG7NqWeD9wJ0FR9beAVVjbwX7lcaNTgybpsVmv9PjT43mv9amv9Ppfn38c7qq/jYwtkcVZ9orZHrbL0Pu3ZrHTu3hcy180fzBW8NTS9uWTvfsidXI/cxsl5rXm+dXnwtz1jrGff0jPvQ6Huq1g0DAHBrTj0bvBeg6/j1V52dVY28F+5X2muArM9o/ovedeVf19fNauSaueKW5n9tY7il+d+yl2IvT66l/zX+1v2t/S6MzB/5Xsg96Tlb7tPbr/jMnC316n0vslj2ZTwU/6y+jo9tnMkR9emt17pOL7eHzm+t04p52PXs76O05q9db8v1Bcndmi+sXac1dyQWxdfyjLWedU/PWEOj76taNwwAwK059WzwXn6uI82/59qGL2piaP4/He81eTT/b+fIPdH8v96yL+Oh+Gf1dXxs40yOqE9vvdZ1erk9dH5rnVbMw65nfx+lNX/teluuL0ju1nxh7TqtuSOxKL6WZ6z1rHt6xhoafV/VumEAAG7NqWeD9/JzHWn+Pdc2fFETQ/P/6XivyaP5fztH7onm//WWfRkPxT+rr+NjG2dyRH1667Wu08vtofNb67RiHnY9+/sorflr19tyfUFyt+YLa9dpzR2JRfG1PGOtZ93TM9bQ6Puq1g0DAHBrTj0bvJef60jz77m24YuaGJr/T8d7TR7N/9s5ck80/6+37Mt4KP5ZfR0f2ziTI+rTW691nV5uD53fWqcV87Dr2d9Hac1fu96W6wuSuzVfWLtOa+5ILIqv5RlrPeuenrGGRt9XtW4YAIBbc+rZ4L38XEeaf8+1DV/UxND8fzrea/Jo/t/OkXui+X+9ZV/GQ/HP6uv42MaZHFGf3nqt6/Rye+j81jqtmIddz/4+Smv+2vW2XF+Q3K35wtp1WnNHYlF8Lc9Y61n39Iw1NPq+qnXDAABsZoZn6dSzwXv5uZqPrZxJVSPvhfuVrm34oiYmaqB/7G/+6Xc/+8t/5t0//OTHP8wt/p1//CPvPw89X9Yo43/h5/5ktf6Xv/LF92tJ06zn/tDPfPbdr/zTL3yYK/N/7u//2ffryFjUiEbj0hiWJk/fyy/99o+++/wPfuZ9zH5uvSbPa/57eym29lPy9OdVPvcf/9vf+X482muJ6YY32tPaGlqjz7ZY1i7XLZ+XvZ+191mU/0NAGf/53/iBD+PlsxvJ+YXf+uGhnF69erXS95bNcn/GQ/HO6Kv52MpZHFWf3lqteO9+RtZu5Qs23prvrSdjrTxLa/4z1xphT25Brr92nWh+a3ztNXrsXe+Z9/Ps/cl6b9YNAwCwmRmepVPPBu/F52o+tnImVY28F+5XSvMfj9P80/x7Ob169WpF8/8R74y+mo+tnMVR9emt1Yr37mdk7Va+YOOt+d56MtbKs7TmP3OtEfbkFuT6a9eJ5rfG116jx971nnk/z96frPdm3TAAAJuZ4Vk69WzwXnyu5mMrZ1LVyHvhfqU0//E4zT/Nv5fTq1evVjT/H/HO6Kv52MpZHFWf3lqteO9+RtZu5Qs23prvrSdjrTxLa/4z1xphT25Brr92nWh+a3ztNXrsXe+Z9/Ps/cl6b9YNAwCwmRmepVPPBu/F52o+tnImVY28F+5XSvMfj9P80/x7Ob169WpF8/8R74y+mo+tnMVR9emt1Yr37mdk7Va+YOOt+d56MtbKs7TmP3OtEfbkFuT6a9eJ5rfG116jx971nnk/z96frPdm3TAAAJuZ4Vk69WzwXnyu5mMrZ1LVyHvhfqU0//E4zT/Nv5fTq1evVjT/H/HO6Kv52MpZHFWf3lqteO9+RtZu5Qs23prvrSdjrTxLa/4z1xphT25Brr92nWh+a3ztNXrsXe+Z9/Ps/cl6b9YNAxfF7mdkT15OMcKbK7bw5ot78NYT17A1L+LZ612FWfas63f4frwXn8v5tdP/1f+qRt4L9ys9uvkva9vPQKub4GJpxqQZ9NTz5V68eWJp3GV+1IhG4631v/1z3/zus9/7rW8+ty3Nf3FkL0W9n2Lr8yr3Zq9TlH+t3urtaUsNtbrpbel9XmvuU5TP11rmls/pWTlrv3tF7zp2zqu197d4KO4ZfUEf2zmDI+rTW0/HR+d4evTigjdH53p6ePOsGi9uHWHtfMsz83tavDlajRdvqfHi1i1460SOsGbuCPr61bph4KLY/YzsycspRnhzxRbefHEP3nriGrbmRTx7vaswy551/Q7fj/fSczlp/itp/mn+RZr/8Zy1370izf9b3DP6gj62cwZH1Ke3no6PzvH06MUFb47O9fTw5lk1Xtw6wtr5lmfm97R4c7QaL95S48WtW/DWiRxhzdwR9PWrdcPARbH7GdmTl1OM8OaKLbz54h689cQ1bM2LePZ6V2GWPev6Hb4f76XnctL8V9L80/yLNP/jOWu/e0Wa/7e4Z/QFfWznDI6oT289HR+d4+nRiwveHJ3r6eHNs2q8uHWEtfMtz8zvafHmaDVevKXGi1u34K0TOcKauSPo61frhoGLYvczsicvpxjhzRVbePPFPXjriWvYmhfx7PWuwix71vU7fD/eS8/lpPmvpPmn+Rdp/sdz1n73ijT/b3HP6Av62M4ZHFGf3no6PjrH06MXF7w5OtfTw5tn1Xhx6whr51uemd/T4s3Rarx4S40Xt27BWydyhDVzR9DXr9YNAxfF7mdkT15OMcKbK7bw5ot78NYT17A1L+LZ612FWfas63f4fryXnstJ819J80/zL9L8j+es/e4Vaf7f4p7RF/SxnTM4oj699XR8dI6nRy8ueHN0rqeHN8+q8eLWEdbOtzwzv6fFm6PVePGWGi9u3YK3TuQIa+aOoK9frRsGLojdizbCmytGeHO1Ht4861a8tbSjbMmJeOZaV2OWfesaHr4f76Xnkn7tdS9r3gv3Kz2y+S/++u/+5Pt/Lb40a/IZlGt9xw985t2v/rMvfpinlRzdXJX55V9jtw1iuf+/8eXvr9aX+X/9V79v6B6j8WK5F/lX34ul8Sz/Wvs/+tc/435uW5v/YrSXorcfUT4vPb/8K/TR51sse5DPt+yh/Gv+0Z621FDsNf+f+/5va/7r92vuM8op/+p+K0c+d/19k3/Fv+R43wudN/Ldk/m6TuVefuIXvqua82r1Ph4eins+X9THlo7mqPqMrNW7roz35llG5rbmSEzbQuJ2fitPz9Xz5c8jrJ1v2ZNbkOu3bLFlXkuP0Xlr8da1jrJ2fg99D9W6YeCC2L1oI7y5YoQ3V+vhzbNuxVtLO8qWnIhnrnU1Ztm3ruHh+/FeeC4pzf8HS0PSaqSsNP80/5LTqqFI81/Pp/mvcc/ni/rY0tEcVZ+RtXrXlfHePMvI3NYciWlbSNzOb+XpuXq+/HmEtfMte3ILcv2WLbbMa+kxOm8t3rrWUdbO76HvoVo3DFwQuxdthDdXjPDmaj28edateGtpR9mSE/HMta7GLPvWNTx8P94LzyWl+f9gaUhajZSV5p/mX3JaNRRp/uv5NP817vl8UR9bOpqj6jOyVu+6Mt6bZxmZ25ojMW0Lidv5rTw9V8+XP4+wdr5lT25Brt+yxZZ5LT1G563FW9c6ytr5PfQ9VOuGgQti96KN8OaKEd5crYc3z7oVby3tKFtyIp651tWYZd+6hofvx3vhuaQ0/x8sDUmrkbLS/NP8S06rhiLNfz2f5r/GPZ8v6mNLR3NUfUbW6l1XxnvzLCNzW3Mkpm0hcTu/lafn6vny5xHWzrfsyS3I9Vu22DKvpcfovLV461pHWTu/h76Hat0wcEHsXrQR3lwxwpur9fDmWbfiraUdZUtOxDPXuhqz7FvX8PD9eC88l5Tm/4OlIWk1Ulaaf5p/yWnVUKT5r+fT/Ne45/NFfWzpaI6qz8havevKeG+eZWRua47EtC0kbue38vRcPV/+PMLa+ZY9uQW5fssWW+a19BidtxZvXesoa+f30PdQrRsGLkZ07729RfFejv4pSE4vz9LL6yF5Nn/NunruyPwez17vSsyyb72Pw/fivfBc1q++5mXNe+FGxHzKf7iI/kPOjNrzavFQ3LP5sp7yf5I5tT4AcDjhMx0GLkZ07729RfFejv4pSE4vz9LL6yF5Nn/NunruyPwez17vSsyyb72Pw/fiv/BcVJp/RGxI8//eQ3HP5stK8w8Aqwmf6TBwMaJ77+0tivdy9E9Bcnp5ll5eD8mz+WvW1XNH5vd49npXYpZ9630cvhf/heei0vwjYkOa//ceins2X1aafwBYTfhMh4GLEd17b29RvJejfwqS08uz9PJ6SJ7NX7Ounjsyv8ez17sSs+xb7+PwvfgvPBeV5h8RG9L8v/dQ3LP5stL8A8Bqwmc6DFyM6N57e4vivRz9U5CcXp6ll9dD8mz+mnX13JH5PZ693pWYZd96H4fvxX/huag0/4jYkOb/vYfins2XleYfAFYTPtNh4GJE997bWxTv5eifguT08iy9vB6SZ/PXrKvnjszv8ez1rsQs+9b7OHwv/gvPRaX5R8SGNP/vPRT3bL6sNP8AsJrwmQ4DExHtrbXfrZ/HlpzC1rweo+vKvGfdh15PvBMz7FfX7vD9+C881/WxraOpauS9cCNiLsv/3rD8b/7KM/vTv/jd7pwZtefV4qF45/LVfWztKE6tDwAcTvhMh4GJiPbW2u/Wz2NLTmFrXo/RdWXes+5DryfeiRn2q2t3+H68F50r+9jW0VQ18l64ETGXNP8fPBTvXL66j60dxan1AYDDCZ/pMDAR0d5a+936eWzJKWzN6zG6rsx71n3o9cQ7McN+de0O34/3onNlH9s6mqpG3gs3IuaS5v+Dh+Kdy1f3sbWjOLU+AHA44TMdBiYi2ltrv1s/jy05ha15PUbXlXnPug+9nngnZtivrt3h+/FedK7sY1tHU9XIe+FGxFzS/H/wULxz+eo+tnYUp9YHAA4nfKbDwEREe2vtd+vnsSWnsDWvx+i6Mu9Z96HXE+/EDPvVtTt8P96LzpV9bOtoqhp5L9yImEua/w8eincuX93H1o7i1PoAwOGEz3QYmIRob9G4oOPRHI+18wtbckbprW3jvfkjyBqyTm9NG5ffZUzHCl7c6hHFo3FBx60erdiV0Ps8fD/ei87V/cpX/+3Rn1tVI++FGxFf5xd+/juqZ1R7p3/pv+h8BofincmX92uH/qv/p9YHAA4nfKbDwCREe4vGBR2P5nisnV/YkjNKb20b780fQdaQdXpr2rj8LmM6VvDiVo8oHo0LOm71aMWuhN7n4ftxX3QuLs0/4r2l+f+o8xkcincmX16afwAYJ3ymw8AkRHuLxgUdj+Z4rJ1f2JIzSm9tG+/NH0HWkHV6a9q4/C5jOlbw4laPKB6NCzpu9WjFroTe5+H7cV90Li7NP+K9pfn/qPMZHIp3Jl9emn8AGCd8psPAJER7i8YFHY/meKydX9iSM0pvbRvvzR9B1pB1emvauPwuYzpW8OJWjygejQs6bvVoxa6E3ufh+3FfdC4uzT/ivaX5/6jzGRyKdyZfXpp/ABgnfKbDwCREe4vGBR2P5nisnV/YkjNKb20b780fQdaQdXpr2rj8LmM6VvDiVo8oHo0LOm71aMWuhN7n4ftxX3QuLs0/4r2l+f+o8xkcincmX16afwAYJ3ymw8BERHvr7XfL5xFdK0Lmb7nWCL21bewZ9+Kt0VpTz5c/az1k3M7VWqLxQi8n0qMVuxJ6n4fvx33RubiPrR1JVSPvhRsRX+ff+rU//+6z3/ut1XP67Z/75nc/+8t/5laNf1F/Bg8PxTuTZ/CTf3XY3y2n1gcADid8psPARER76+13y+cRXStC5m+51gi9tW3sGffirdFaU8+XP2s9ZNzO1Vqi8UIvJ9KjFbsSep+H78d7ybm6j60dSVUj74UbEV8nzf9H9Wfw8FC8M3kGaf4BYJDwmQ4DExHtrbffLZ9HdK0Imb/lWiP01raxZ9yLt0ZrTT1f/qz1kHE7V2uJxgu9nEiPVuxK6H0evh/vJefqPrZ2JFWNvBduRHydNP8f1Z/Bw0PxzuQZpPkHgEHCZzoMTES0t95+t3we0bUiZP6Wa43QW9vGnnEv3hqtNfV8+bPWQ8btXK0lGi/0ciI9WrErofd5+H68l5yr+9jakVQ18l64EfF10vx/VH8GDw/FO5NnkOYfAAYJn+kwMBHR3nr73fJ5RNeKkPlbrjVCb20be8a9eGu01tTz5c9aDxm3c7WWaLzQy4n0aMWuhN7n4fvxXnKu7mNrR1LVyHvhRsTXSfP/Uf0ZPDwU70yeQZp/ABgkfKbDwCREe4vGBR2P5lhG5+t5I/O30lvfjvfmj7J23SgejRd0zMa9sUI0LrRiHluvcxVkH6fsx3vJmcXHFo+gqpH3wo2ImEF7Xi0eincWT+NXD/l75dT6AMDhhM90GJiEaG/RuKDj0RzL6Hw9b2T+Vnrr2/He/FHWrhvFo/GCjtm4N1aIxoVWzGPrda6C7OOU/bgvOJP42OIRVDXyXrgRETNoz6vFQ/HO4mmk+QeAPuEzHQYmIdpbNC7oeDTHMjpfzxuZv5Xe+na8N3+UtetG8Wi8oGM27o0VonGhFfPYep2rIPs4ZT/uC84kPrZ4BFWNvBduRMQM2vNq8VC8s3gaaf4BoE/4TIeBSYj2Fo0LOh7NsYzO1/NG5m+lt74d780fZe26UTwaL+iYjXtjhWhcaMU8tl7nKsg+TtmP+4IziY8tHkFVI++FGxExg/a8WjwU7yyeRpp/AOgTPtNhYBKivUXjgo5Hcyyj8/W8kflb6a1vx3vzR1m7bhSPxgs6ZuPeWCEaF1oxj63XuQqyj1P2477gTOJji0dQ1ch74UZEzKA9rxYPxTuLp5HmHwD6hM90GJiIaF+9/a79PNZ8hjJ37TXW0Fp/7fgoW9dt5XmxLetFaxVasRat9a6OfCbiobgvOJP42OIRVDXyXrgRETNoz6vFQ/HO4in82teP+uxOrQ8AHE74TIeBiYj21dvv2s9jzWcoc9deYw2t9deOj7J13VaeF9uyXrRWoRVr0Vrv6shnIh6K+5IziY8tHkFVI++FGxExg/a8WjwU7yyeQpp/ABgjfKbDwERE++rtd+3nseYzlLlrr7GG1vprx0fZum4rz4ttWS9aq9CKtWitd3XkMxEPxX3JmcTHFo+gqpH3wo2ImEF7Xi0eincWTyHNPwCMET7TYWAion319rv281jzGcrctddYQ2v9teOjbF23lefFtqwXrVVoxVq01rs68pmIh+K+5EziY4tHUNXIe+FGRMygPa8WD8U7i6eQ5h8Axgif6TAwEdG+evtd+3ms+Qxl7tprrKG1/trxUbau28rzYlvWi9YqtGItWutdHflMxENxX3Im8bHFI6hq5L1wIyJm0J5Xi4fincVTSPMPAGOEz3QYmIDWnnp71vFojmZ0nkeUK+OePVrztsZGiPJb666NyVgvx8aj8UI0XpBxmeOp8cauiN7f4ftxX3Im8LG9o6hq5L1wIyJm0J5Xi4fincdX95Ovnfcfk8sAAFya8JkOAxPQ2lNvzzoezdGMzvOIcmXcs0dr3tbYCFF+a921MRnr5dh4NF6IxgsyLnM8Nd7YFdH7O3w/3ovODD62dxRVjbwXbkTEDNrzavFQvPP46tL8A8AKwmc6DExAa0+9Pet4NEczOs8jypVxzx6teVtjI0T5rXXXxmSsl2Pj0XghGi/IuMzx1HhjV0Tv7/D9eC86M/jY3lFUNfJeuBERM2jPq8VD8c7jq0vzDwArCJ/pMDABrT319qzj0RzN6DyPKFfGPXu05m2NjRDlt9ZdG5OxXo6NR+OFaLwg4zLHU+ONXRG9v8P3473ozOBje0dR1ch74UZEzKA9rxYPxTuPry7NPwCsIHymw8AEtPbU27OOR3M0o/M8olwZ9+zRmrc1NkKU31p3bUzGejk2Ho0XovGCjMscT403dkX0/g7fj/eiM4OP7R1FVSPvhRsRMYP2vFo8FO88vro0/wCwgvCZDgMT0NvP3rhm72dn88vvkSO05tn1Wq4lymmtGY0XorxovuDFvXWEKCbjLS3R+NXQezx8P96LztV9bO1Iqhp5L9yIiBm059XioXhn8tV9bO0oTq0PABxO+EyHgQno7WdvXLP3s7P55ffIEVrz7Hot1xLltNaMxgtRXjRf8OLeOkIUk/GWlmj8aug9Hr4f70Xn6j62diRVjbwXbkTEDNrzavFQvDP56j62dhSn1gcADid8psPABPT2szeu2fvZ2fzye+QIrXl2vZZriXJaa0bjhSgvmi94cW8dIYrJeEtLNH419B4P34/3onN1H1s7kqpG3gs3ImIG7Xm1eCjemXx1H1s7ilPrAwCHEz7TYWACevvZG9fs/exsfvk9coTWPLtey7VEOa01o/FClBfNF7y4t44QxWS8pSUavxp6j4fvx3vRubqPrR1JVSPvhRsRMYP2vFo8FO9MvrqPrR3FqfUBgMMJn+kwMAG9/eyNa/Z+dja//B45QmueXa/lWqKc1prReCHKi+YLXtxbR4hiMt7SEo1fDb3Hw/fjvehc3cfWjqSqkffCjYiYQXteLR6KdyZf3cfWjuLU+gDA4YTPdBi4OL299Pas49GcQi8+wsh1RhlZR1+v5xq8fE9LNC6szZGYjbdyCtF8GY/ilmj8asg+TtmP96JzZR/bOpqqRt4LN57jf/e//kfv/uxf/qPvvuEb/913/8X/+JfdOYiv8jd//0vv/v0/+k3v/r1v+oZ3/9VXf9qdc7T2vFo8FO9cvrKPbR3JqfWBw7l6HfkO7ke+A2++C2Hg4vT20tuzjkdzCr34CCPXGWVkHX29nmvw8j0t0biwNkdiNt7KKUTzZTyKW6LxqyH7OGU/3svOlX1s62iqGnkv3HiONP+YWZr/6/vY1pGcWh84nKvXke/gfuQ78Oa7EAYuTm8vvT3reDSn0IuPMHKdUUbW0dfruQYv39MSjQtrcyRm462cQjRfxqO4JRq/GrKPU/bjvexc2ce2jqaqkffCjedI84+Zpfm/vo9tHcmp9YHDuXod+Q7uR74Db74LYeDi9PbS27OOR3MKvfgII9cZZWQdfb2ea/DyPS3RuLA2R2I23sopRPNlPIpbovGrIfs4ZT/ey86VfWzraKoaeS/ceI40/5hZmv/r+9jWkZxaHzicq9eR7+B+5Dvw5rsQBi5Oby+9Pet4NKfQi48wcp1RRtbR1+u5Bi/f0xKNC2tzJGbjrZxCNF/Go7glGr8aso9T9uO97FzZx7aOpqqR98KN50jzj5ml+b++j20dyan1gcO5eh35Du5HvgNvvgth4OL09tLbs45Hcwq9+Agj1xllZB19vZ5r8PI9LdG4sDZHYjbeyilE82U8ilui8ash+zhlP97LzpV9bOtoqhp5L9x4jjT/mFma/+v72NaRnFofOJyr15Hv4H7kO/DmuxAGLszoPnrzRtZ51meWZZ09+SV3RI/WuBeL5gtRTpQXxaL5Qmu9qyOfiXgo3svOVX1s6QyqGnkv3Gf6t37tz3+4l5/+xe9258wqzX8+f+m3f/Td9/zIH3n3h77lGz98L0t9fuhnPvvuF37rh92cq/tf/s8/8X6/9ntI839tH1s6mlPrcxKz7WcNW/atPy/rmbzimjOi61d9nmHgwozuozdvZJ1nfWZZ1tmTX3JH9GiNe7FovhDlRHlRLJovtNa7OvKZiIfivfBc1ceWzqCqkffCfaY0/zT/maT5p/mfxceWjubU+pzEbPtZw5Z968/LeiavuOaM6PpVn2cYuDCj++jNG1nnWZ9ZlnX25JfcET1a414smi9EOVFeFIvmC631ro58JuKheC88V/WxpTOoauS9cJ8pzT/NfyZp/mn+Z/GxpaM5tT4nMdt+1rBl3/rzsp7JK645I7p+1ecZBi7M6D5680bWedZnlmWdPfkld0SP1rgXi+YLUU6UF8Wi+UJrvasjn4l4KN4Lz1V9bOkMqhp5L9xnSvNP859Jmn+a/1l8bOloTq3PScy2nzVs2bf+vKxn8oprzoiuX/V5hoELM7qP3ryRdZ71mWVZZ09+yR3RozXuxaL5QpQT5UWxaL7QWu/qyGciHor3wnNVH1s6g6pG3gv3mdL80/xnkuaf5n8WH1s6mlPrcxKz7WcNW/atPy/rmbzimjOi61d9nmHggqzdQ2u+xLw50fhW9q63N1/Yu04vL1rfG9NE86OcKB7l9ObbcSGKt3KuhN7f4fvxXniu6dfffeWr/+as+lc18l64z1KaX7mXz37Pt777b/+XL7lzZ3TG5l8ayS213JO711//3Z989/kf/Ez1bHiWRvhX/9kX3TWuKs3/R/zz+Xo+tnMGp9bnJGbc0yhb9q1zWh7JWddpkeEenoHeR7WXMHBB1u6hNV9i3pxofCt719ubL+xdp5cXre+NaaL5UU4Uj3J68+24EMVbOVdC7+/w/XgvPdeU5r9I8+/Pu5I0/9eT5v8j/vl8PR/bOYNT63MSM+5plC371jktj+Ss67TIcA/PQO+j2ksYuCBr99CaLzFvTjS+lb3r7c0X9q7Ty4vW98Y00fwoJ4pHOb35dlyI4q2cK6H3d/h+vJeea0rzX6T59+ddSZr/60nz/xH/fL6ej+2cwan1OYkZ9zTKln3rnJZHctZ1WmS4h2eg91HtJQxckLV7aM2XmDcnGt/K3vX25gt71+nlRet7Y5pofpQTxaOc3nw7LkTxVs6V0Ps7fD/eS881pfkv0vz7864kzf/1pPn/iH8+X8/Hds7g1PqcxIx7GmXLvnVOyyM56zotMtzDM9D7qPYSBi7I2j205kvMmxONb2Xvenvzhb3r9PKi9b0xTTQ/yoniUU5vvh0Xongr50ro/R2+H++l55rS/Bdp/v15V5Lm/3rS/H/EP5+v52M7Z3BqfU5ixj2NsmXfOqflkZx1nRYZ7uEZ6H1UewkDF2PL/Uf7jsaFViyit9ba9TR78zVb1xrN8+a1ciXm5bRorefhXaPQmx/lRHlXQu/x8P14Lz1X9LGds6hq5L1wn6U0HX/889/yvvGaqQkekea/9lXNvzS55Xko38Xyr/rr6//G7/3Uu7/x5e93G+SZpfm/po+tnMWp9TmJGfc0ypY993K2rLmFs67T4tXXfwbyOb75PMPAxdhy/9G+o3GhFYvorbV2Pc3efM3WtUbzvHmtXIl5OS1a63l41yj05kc5Ud6V0Hs8fD/ei88VfWznLKoaeS/cZ0nzT/OvpfnPJc3/NX1s5SxOrc9JzLinUbbsuZezZc0tnHWdFq++/jOQz/HN5xkGLsaW+4/2HY0LrVhEb62162n25mu2rjWa581r5UrMy2nRWs/Du0ahNz/KifKuhN7j4fvxXnyu6GM7Z1HVyHvhPkuaf5p/Lc1/Lmn+r+ljK2dxan1OYsY9jbJlz72cLWtu4azrtHj19Z+BfI5vPs8wcDG23H+072hcaMUiemutXU+zN1+zda3RPG9eK1diXk6L1noe3jUKvflRTpR3JfQeD9+P9+JzRR/bOYuqRt4L91nS/NP8a2n+c0nzf00fWzmLU+tzEjPuaZQte+7lbFlzC2ddp8Wrr/8M5HN883mGgYux5f6jfUfjQisW0Vtr7XqavfmarWuN5nnzWrkS83JatNbz8K5R6M2PcqK8K6H3ePh+vBefK/rYzllUNfJeuM+S5p/mX0vzn0ua/2v62MpZnFqfk5hxT6Ns2XMvZ8uaWzjrOi1eff1nIJ/jm88zDFwMu49IizdHjPDmWjVe3LoHbz3rCGvna0bzvHm9XC/WypGYjevxSI0Xj9R4Y1dE7+/w/ZR/Jd97+bmSn3z1fzu77lWNvBfus/xbv/bn39/DT//id1d/9ubOKM1/7aua/y/8/He8/+71rlvq9VP/9++m+T9ROaeUh+Kd0Vfyk699/fDPyHBqfU7A7mWGPa1B732UXs6WNbdw1nVaZLiHvcge3uwlDFwMu49IizdHjPDmWjVe3LoHbz3rCGvna0bzvHm9XC/WypGYjevxSI0Xj9R4Y1dE7+/w/dD8b6KqkffCfZY0/zT/Wpr/XNL8X0+a/93YvcywpzXovY/Sy9my5hbOuk6LDPewF9nDm72EgYth9xFp8eaIEd5cq8aLW/fgrWcdYe18zWieN6+X68VaORKzcT0eqfHikRpv7Iro/R2+H5r/TVQ18l64z5Lmn+ZfS/OfS5r/60nzvxu7lxn2tAa991F6OVvW3MJZ12mR4R72Int4s5cwcDHsPiIt3hwxwptr1Xhx6x689awjrJ2vGc3z5vVyvVgrR2I2rscjNV48UuONXRG9v8P3Q/O/iapG3gv3WdL80/xraf5zSfN/PWn+d2P3MsOe1qD3PkovZ8uaWzjrOi0y3MNeZA9v9hIGLobdR6TFmyNGeHOtGi9u3YO3nnWEtfM1o3nevF6uF2vlSMzG9XikxotHaryxK6L3d/h+aP43UdXIe+E+S5p/mn8tzX8uaf6vJ83/buxeZtjTGvTeR+nlbFlzC2ddp0WGe9iL7OHNXsLAxbD7iPQYnSd48z09RuetwVvTc4TReZY163v3E+V7cwvRfKG1nvwUC/rPHna+EOW01roKes+H7+fqzf9jG2dT1ch74T5D2/j2Gj8d/4ef/Pi7H//b3/n+97KHssbP/vKfeZ9X1pV/mV32+Bd+7k+GTV2Zr9cqfvvnvvndz//GD7yZq+/hH/3rn6muo+/B5hV//Xd/8t33/Mgf+XCNMv+v/Kff4/5fDjLv1bsPyZH/gOP5fV/4Y9X61jW55bP8sb/5p6s5P/Qzn333q//si9W8EWWfexrcNffzn/33f+l93Pue22dCxvd+78q9yfzi577/297XXHKiJp/m/1o+tnA2p9bnJPQ+evuycfm9l6MZzYnio7naiF7cY2RNj951RuJiQf/Zw5svP+XPETJHq/Hi4tUI7z8MXAy7j0iP0XmCN9/TY3TeGrw1PUcYnWdZs753P1G+N7cQzRda68lPsaD/7GHnC1FOa62roPd8+H5o/jdR1ch74T5D2+joBsdrZDI3xPYebF6R5p/mv0jzv065Z+WheOf0VXxs4WxOrc9J6H309mXj8nsvRzOaE8VHc7URvbjHyJoeveuMxMWC/rOHN19+yp8jZI5W48XFqxHefxi4GHYfkR6j8wRvvqfH6Lw1eGt6jjA6z7Jmfe9+onxvbiGaL7TWk59iQf/Zw84XopzWWldB7/nw/dD8b6KqkffCfYa20dENjtfIZG6I7T3YvCLNP81/keZ/nXLPykPxzumr+NjC2Zxan5PQ++jty8bl916OZjQnio/maiN6cY+RNT161xmJiwX9Zw9vvvyUP0fIHK3Gi4tXI7z/MHAx7D4iPUbnCd58T4/ReWvw1vQcYXSeZc363v1E+d7cQjRfaK0nP8WC/rOHnS9EOa21roLe8+H7ofnfRFUj74X7DG2joxscr5HJ3BDbe7B5RZp/mv8izf865Z6Vh+Kd01fxsYWzObU+J6H30duXjcvvvRzNaE4UH83VRvTiHiNrevSuMxIXC/rPHt58+Sl/jpA5Wo0XF69GeP9h4GLYfUR6jM4TvPmeHqPz1uCt6TnC6DzLmvW9+4nyvbmFaL7QWk9+igX9Zw87X4hyWmtdBb3nw/dD87+JqkbeC/cZ2kZHNzheI5O5Ibb3YPOKNP80/0Wa/3XKPSsPxTunr+JjC2dzan1OQu+jty8bl997OZrRnCg+mquN6MU9Rtb06F1nJC4W9J89vPnyU/4cIXO0Gi8uXo3w/sMAANyaU8+GKzf/L/hXmYWqRt4L9xnqhqY0IVHjY+fb+9f+wE//B+Ecr/ksjVFpbrz5Rft/HpB7KA3zZ7/3W4dyiqXha9171Ox5c8UMey3qvDOa/9ZnWT7H/+S//sFq3Z5y3d79Ra69nz3N/9rvXe97JPdG8/8R76y+io8tnM2p9TkBuxf7u0XHIy3eHK3HlpiMR3r04h5b1ovGhSiuxyM9vHmeGi9u1Xhx8UqE9x4GAODWnHo20PxvoqqR98J9htKY0PzT/Bdp/mn+PZ37PhTvrL6Kjy2czan1OQG7F/u7RccjLd4crceWmIxHevTiHlvWi8aFKK7HIz28eZ4aL27VeHHxSoT3HgYA4NacejbQ/G+iqpH3wn2G0pjQ/NP8F2n+af49nfs+FO+svoqPLZzNqfU5AbsX+7tFxyMt3hytx5aYjEd69OIeW9aLxoUorscjPbx5nhovbtV4cfFKhPceBgDg1px6NtD8b6KqkffCfYbSmND80/wXaf5p/j2d+z4U76y+io8tnM2p9TkBuxf7u0XHIy3eHK3HlpiMR3r04h5b1ovGhSiuxyM9vHmeGi9u1Xhx8UqE9x4GAODWnHo20PxvoqqR98J9htKY0PzT/Bdp/mn+PZ37PhTvrL6Kjy2czan1OQG7F/u7RccjLd4crceWmIxHevTiHlvWi8aFKK7HIz28eZ4aL27VeHHxSoT3HgYA4NacejZctvn/2ste1ApVjbwX7jOUpstrHnuNzB///Le8+4Xf+uH346Vh+mu/8n0f9lMaJ/0vmf+df/wjH8Z1QyWNVomVf5n91/7FT3yIlZxyragJs/dQlHuPGqgSs/8S/y/99o++j41eJ8tei9F+Jc9rbnv2cqPPsuyv/F8MvPvp+YWf/473eWv/o0Fxy/3saf5L3pbvna35l7/yxff/BwCa/7e45/UFfNz+Kzi1PgcT7aO1L53j5dmxQm++HS9E44VWLKK33hpkrciIVqwQxVvjXkzG18YKrXEvFs2/ErK3N3sMAwBwa049G2j+N1HVyHvhPkOaf5p/ay93S7Pdk+Y/bvKj8TMt9288FPe8voCP238Fp9bnYKJ9tPalc7w8O1bozbfjhWi80IpF9NZbg6wVGdGKFaJ4a9yLyfjaWKE17sWi+VdC9vZmj2EAAG7NqWcDzf8mqhp5L9xnSPNP82/t5W5ptnvS/MdNfjR+puX+jYfintcX8HH7r+DU+hxMtI/WvnSOl2fHCr35drwQjRdasYjeemuQtSIjWrFCFG+NezEZXxsrtMa9WDT/Ssje3uwxDADArTn1bKD530RVI++F+wxp/mn+rb3cLc12T5r/uMmPxs+03L/xUNzz+gI+bv8VnFqfg4n20dqXzvHy7FihN9+OF6LxQisW0VtvDbJWZEQrVojirXEvJuNrY4XWuBeL5l8J2dubPYYBALg1p54NNP+bqGrkvXCfIc0/zb+1l7ul2e5J8x83+dH4mZb7Nx6Ke15fwMftv4JT63Mw0T5a+9I5Xp4dK/Tm2/FCNF5oxSJ6661B1oqMaMUKUbw17sVkfG2s0Br3YtH8KyF7e7PHMAAAt+bUs+Gqzf/j9l9FVSPvhftoe02O1xi1YrpJ0esVdeOrGzxpwqJ/5d37DxGte4j2JOt419nyOWTYa3HLvffs5bY+y6I08t5/PPKM9jDqlvvZ0/yvyendm5bm/yPeeZ3dx62/ilPrcwJ2D729tWIFG5P5UU4UH8lZg+TYvL1rtdRE40IUb+UUovlRTise5QhRTi8vO7KHN3sJAwBwa049G2j+N1HVyHvhPtotTU4rRvNfr3f0Xotb7r1nL3dLs90y2sOoW+6H5n+dZQ/GQ/HO6+w+bv1VnFqfE7B76O2tFSvYmMyPcqL4SM4aJMfm7V2rpSYaF6J4K6cQzY9yWvEoR4hyennZkT282UsYAIBbc+rZQPO/iapG3gv30W5pcloxmv96vaP3Wtxy7z17uVua7ZbRHkbdcj80/+ssezAeindeZ/dx66/i1PqcgN1Db2+tWMHGZH6UE8VHctYgOTZv71otNdG4EMVbOYVofpTTikc5QpTTy8uO7OHNXsIAANyaU88Gmv9NVDXyXriPdkuT04rR/NfrHb3X4pZ779nL3dJst4z2MOqW+6H5X2fZg/FQvPM6u49bfxWn1ucE7B56e2vFCjYm86OcKD6SswbJsXl712qpicaFKN7KKUTzo5xWPMoRopxeXnZkD2/2EgYA4NacejbQ/G+iqpH3wn20W5qcVozmv17v6L0Wt9x7z17ulma7ZbSHUbfcD83/OssejIfindfZfdz6qzi1Pidg99DbWytWsDGZH+VE8ZGcNUiOzdu7VktNNC5E8VZOIZof5bTiUY4Q5fTysiN7eLOXMAAAt+bUs4HmfxNVjbwX7qPd0uS0YjT/9XpH77W45d579nK3NNstoz2MuuV+aP7XWfZgPBTvvM7u49Zfxan1OQG7h97eWrGCjcn8KCeKj+SsQXJs3t61WmqicSGKt3IK0fwopxWPcoQop5eXHdnDm72EAQC4NaeeDVds/h+3/kqqGnkv3EcbNTOtZqzVAEmTEjVx0oTphtgb03rXG2nC9JremJezptnLsNditLdeXstebm8fvf/IYW1930bccj9HNf/2Pnr3pqX5/4h3Zmf2cduv5NT6HEx0/619tfYtMRuP5gte3FtHGF1P1tBaovEWvfmypp03kqfx1tBE8VZOwcuL1rJ4eVdH9i5+IAwAwK059Wyg+d9EVSPvhftoo2am1Yy1GiCa/4+esdditLdeXstebm8fNP/jNdfS/H/EO7Mz+7jtV3JqfQ4muv/Wvlr7lpiNR/MFL+6tI4yuJ2toLdF4i958WdPOG8nTeGtoongrp+DlRWtZvLyrI3sXPxAGAODWnHo20PxvoqqR98J9tFEz02rGWg0Qzf9Hz9hrMdpbL69lL7e3D5r/8Zpraf4/4p3ZmX3c9is5tT4HE91/a1+tfUvMxqP5ghf31hFG15M1tJZovEVvvqxp543kabw1NFG8lVPw8qK1LF7e1ZG9ix8IAwBwa049G2j+N1HVyHvhPtqomWk1Y60GiOb/o2fstRjtrZfXspfb2wfN/3jNtTT/H/HO7Mw+bvuVnFqfg4nuv7Wv1r4lZuPRfMGLe+sIo+vJGlpLNN6iN1/WtPNG8jTeGpoo3sopeHnRWhYv7+rI3sUPhAEAuDWnng00/5uoauS9cB9t1My0mrFWA0Tz/9Ez9lqM9tbLa9nL7e2D5n+85lqa/494Z3ZmH7f9Sk6tz8FE99/aV2vfErPxaL7gxb11hNH1ZA2tJRpv0Zsva9p5I3kabw1NFG/lFLy8aC2Ll3d1ZO/iB8IAANyaU8+GqzX/j9t+NVWNvBfuo/X+dflebKQBGm2IdcPUU19vbXPau689zd6r91r0GsyRvMg9+y5uufaaJlm79X6e3fwX137vrDT/H/HO7bR+leb/ifT20BqP8taOFyRm4yM5HhJrqYnGW4zMt3Pk9yjPxu3vligejQs6rufY8ZaCN3ZF9D6qvYQBALg1p54NNP+bqGrkvXAfLc3/p25p9rLsteg1ziN5kXv2XdxybW8PI269H5r/dZZ9GQ/FO7fTSvP/THp7aI1HeWvHCxKz8ZEcD4m11ETjLUbm2znye5Rn4/Z3SxSPxgUd13PseEvBG7sieh/VXsIAANyaU88Gmv9NVDXyXriPlub/U7c0e1n2WvQa55G8yD37Lm65treHEbfeD83/Osu+jIfindtppfl/Jr09tMajvLXjBYnZ+EiOh8RaaqLxFiPz7Rz5Pcqzcfu7JYpH44KO6zl2vKXgjV0RvY9qL2EAAG7NqWcDzf8mqhp5L9xHS/P/qVuavSx7LXqN80he5J59F7dc29vDiFvvh+Z/nWVfxkPxzu200vw/k94eWuNR3trxgsRsfCTHQ2ItNdF4i5H5do78HuXZuP3dEsWjcUHH9Rw73lLwxq6I3ke1lzAAALfm1LOB5n8TVY28F+6jpfn/1C3NXpa9Fr3GeSQvcs++i1uu7e1hxK33Q/O/zrIv46F453Zaaf6fSW8PrfEob+14QWI2PpLjIbGWmmi8xch8O0d+j/Js3P5uieLRuKDjeo4dbyl4Y1dE76PaSxgAgFtz6tlwpeb/ccsZqGrkvXAf6WgzahudPY3hWQ3x2iYsil9hr0WvcR7Ji9yz7+KWa8t/bBr9PwSIW++H5n+dZV/GQ/HO7ox+8rWvH/5ZDHJqfQ7G7sXTEo0XtuQU1uZEMRlv5XlE4xGta2jsnF6ON7+VE8VbOQUvT8ZG1Njfr0i4vzAAALfm1LOB5n8TVY28F+4jHW1GbaOzpzGk+af5j6T5p/nXeGd3Rmn+D8HuxdMSjRe25BTW5kQxGW/leUTjEa1raOycXo43v5UTxVs5BS9PxkbU2N+vSLi/MAAAt+bUs4HmfxNVjbwX7iMdbUZto7OnMaT5p/mPpPmn+dd4Z3dGaf4Pwe7F0xKNF7bkFNbmRDEZb+V5ROMRrWto7Jxejje/lRPFWzkFL0/GRtTY369IuL8wAAC35tSzgeZ/E1WNvBfuIx1tRm2js6cxpPmn+Y+k+af513hnd0Zp/g/B7sXTEo0XtuQU1uZEMRlv5XlE4xGta2jsnF6ON7+VE8VbOQUvT8ZG1Njfr0i4vzAAALfm1LOB5n8TVY28F+4jHW1GbaOzpzGk+af5j6T5p/nXeGd3Rmn+D8HuxdMSjRe25BTW5kQxGW/leUTjEa1raOycXo43v5UTxVs5BS9PxkbU2N+vSLi/MAAAt+bUs+Eqzf/jdrNQ1ch74T5SaWTsfVjXNEC9ZsdrUsvYaHMkPrsJ29LsZdlr0bvWSF7k2s/XKo31mkZerrmlwd1yP2c0/9FYJM3/R7zzO51fy/sfk8vARbH7aKnxxjTR/Cgnio/kaGSsl2PjrZyIkRyZI/Ps7xYv3pov2LjkRHk6budEOS28da6G7OHNXsIAANyaU88Gmv9NVDXyXriPVBoZex/WKzbE9jo0/35e5NrP10rzX9e8dW9amv+PeOd3Omn+j8Duo6XGG9NE86OcKD6So5GxXo6Nt3IiRnJkjsyzv1u8eGu+YOOSE+XpuJ0T5bTw1rkasoc3ewkDAHBrTj0baP43UdXIe+E+Umlk7H1Yr9gQ2+vQ/Pt5kWs/XyvNf13z1r1paf4/4p3f6aT5PwK7j5Yab0wTzY9yovhIjkbGejk23sqJGMmROTLP/m7x4q35go1LTpSn43ZOlNPCW+dqyB7e7CUMAMCtOfVsoPnfRFUj74X7SKWRsfdhvWJDbK9D8+/nRa79fK00/3XNW/empfn/iHd+p5Pm/wjsPlpqvDFNND/KieIjORoZ6+XYeCsnYiRH5sg8+7vFi7fmCzYuOVGejts5UU4Lb52rIXt4s5cwAAC35tSzgeZ/E1WNvBfuI5VGxt6H9YoNsb0Ozb+fF7n287XS/Nc1b92blub/I975nU6a/yOw+2ip8cY00fwoJ4qP5GhkrJdj462ciJEcmSPz7O8WL96aL9i45ER5Om7nRDktvHWuhuzhzV7CAADcmlPPhis0/49bzURVI++F+0jlX1f/6V/8bjde9Oa0GqAtDfGWf+V9TxPm7fes5v+IvRa9a43kRfZye/tofdaR8nmWvN49l7l/48vf/+Fz33I/W2rb+1z21pzm/yPeGZ7JTxYft5qFU+tzEKP378VbeVEsmi+01vN45nWitVqM5tg5vRxvvugRxaL5gpcnY71cy9r5GdF7r/YTBgDg1px6NtD8b6KqkffCfaTSlND8b2v2suy16F1rJC+yl9vbR+uzjpTPs+T17rnMpfk/17IH46F4Z3gmaf4PYfT+vXgrL4pF84XWeh7PvE60VovRHDunl+PNFz2iWDRf8PJkrJdrWTs/I3rv1X7CAADcmlPPBpr/TVQ18l64j1SaEpr/bc1elr0WvWuN5EX2cnv7aH3WkfJ5lrzePZe5NP/nWvZgPBTvDM8kzf8hjN6/F2/lRbFovtBaz+OZ14nWajGaY+f0crz5okcUi+YLXp6M9XIta+dnRO+92k8YAIBbc+rZQPO/iapG3gv3kUpTQvO/rdnLsteid62RvMhebm8frc86Uj7Pkte75zKX5v9cyx6Mh+Kd4Zmk+T+E0fv34q28KBbNF1rreTzzOtFaLUZz7Jxejjdf9Ihi0XzBy5OxXq5l7fyM6L1X+wkDAHBrTj0baP43UdXIe+E+UmlKaP63NXtZ9lr0rjWSF9nL7e2j9VlHyudZ8nr3XObS/J9r2YPxULwzPJM0/4cwev9evJUXxaL5Qms9j2deJ1qrxWiOndPL8eaLHlEsmi94eTLWy7WsnZ8RvfdqP2EAAG7NqWcDzf8mqhp5L9xH2WtcRWl2dNOxpWkSveZIGpsy/kM/89l3v/JPv1DlfPkrX3z3c3//z777Cz/3Jz+MbWnC5F93L/f287/xAx/Gy/qf/8HPfIiNNntZ9lrsXUvvd8Rero6Xe5X7Kp/Jj//t73w/vqVRlb2W/D/++W959wu/9cPVnn/j937qfdNf5ujPfcv96Bz9HwV+6bd/dNP3odirg763Yqn3j/3NP/1hvsyl+c/e/H/98P1v4NT6HMTIvUd7bOVGsZEcGz9ivBcfpTU/Wm9kvBfX7BnXaqJxoZVzZWQPb/YSBgDg1px6NtD8b6KqkffCfZQ0/zT/LXu5Ok7z/1Ga/+fhneF5pPk/iJF7j/bYyo1iIzk2fsR4Lz5Ka3603sh4L67ZM67VRONCK+fKyB7e7CUMAMCtOfVsoPnfRFUj74X7KGn+af5b9nJ1nOb/ozT/z8M7w/NI838QI/ce7bGVG8VGcmz8iPFefJTW/Gi9kfFeXLNnXKuJxoVWzpWRPbzZSxgAgFtz6tlA87+JqkbeC/dR0vzT/Lfs5eo4zf9Haf6fh3eG55Hm/yBG7j3aYys3io3k2PgR4734KK350Xoj4724Zs+4VhONC62cKyN7eLOXMAAAt+bUs4HmfxNVjbwX7qOk+af5b9nL1XGa/4/S/D8P7wzPI83/QYzce7THVm4UG8mx8SPGe/FRWvOj9UbGe3HNnnGtJhoXWjlXRvbwZi9hAG4J3wMQ9Llw+Hcid/Of8kWtUNXIe+E+ypGGsigNbrk/aVCe3RAXddMXqf+19C1NmB63lvst661p9rLstbhmvyP/6nyxl1v+Y0q0j/KZ2HsZtexXmu+W5T8O/Oo/++KHvC33I/8Sv/XbP/fN7z77vd+66vtQjOrQureizKf5/8gnX/v0P9ie9dP/u8O3zE9IuS/tFRm9b2+PrX1HsVZOobeetqD/rNHzIj2i8Qi7pqeHN8/q4c3TWrw5nh7ePKumF78C4f2HAbglfA9A0OfC4d8Jmv9NVDXyXriPcqShLNL8599rcc1+af4/SvM/rnPfhzLatD/rp/93h2+Zn5ByX9orMnrf3h5b+45irZxCbz1tQf9Zo+dFekTjEXZNTw9vntXDm6e1eHM8Pbx5Vk0vfgXC+w8DcEv4HoCgz4XDvxM0/5uoauS9cB/lSENZpPnPv9fimv3S/H+U5n9c574PZbRpf9ZP/+8O3zI/IeW+tFdk9L69Pbb2HcVaOYXeetqC/rNGz4v0iMYj7JqeHt48q4c3T2vx5nh6ePOsml78CoT3HwbglvA9AEGfC4d/J2j+N1HVyHvhPsqRhrJI859/r8U1+6X5/yjN/7jOfR/KaNP+rJ/+3x2+ZX5Cyn1pr8jofXt7bO07irVyCr31tAX9Z42eF+kRjUfYNT09vHlWD2+e1uLN8fTw5lk1vfgVCO8/DMAt4XsAgj4XDv9O0PxvoqqR98J9lCMNZZHmP/9ei2v2S/P/UZr/cZ37PpTRpv1ZP/2/O3zL/ISU+9JekdH79vbY2ncUa+UUeutpC/rPGj0v0iMaj7Brenp486we3jytxZvj6eHNs2p68SsQ3n8YgFOxdbCexdnXg7zo798p34nyErXVNfney1jL9zeXE10f94X7KKXp0f/KeaTMlcbviIa4WHLLv+Remi75TIrf8QOfeffXf/X7qmttbcKK5V+vl0as3Gf5F9j/0b/+Gfe+r7DXYnStcp3yr8nL+uVef+IXvquaEzmS++u/+5PVnGL5vxjopnyL5drlX93/nh/5I9Xa5R68/0uCuOV+7PfhZ3/5z2z6PhRbNZd7k2sVS731/9GA5v81/M5X/637d4fnIyUjV6/P2nu3c3u5Nibzo5wt8dH5ep79XfDGeui1PFtE8+3vFh3Xc0bnyzz7u4eeY/UYnZeV8N7DAJyKrYP1LM6+HuRFf/9O+U54jfqoa/K9F7KW728uJ7o+7gv3UdL80/z3HMml+a/Xovm/JjT/KVh773ZuL9fGZH6UsyU+Ol/Ps78L3lgPvZZni2i+/d2i43rO6HyZZ3/30HOsHqPzshLeexiAU7F1sJ7F2deDvOjv3ynfCa9RH3VNvvdC1vL9zeVE18d94T5Kmn+a/54juTT/9Vo0/9eE5j8Fa+/dzu3l2pjMj3K2xEfn63n2d8Eb66HX8mwRzbe/W3RczxmdL/Ps7x56jtVjdF5WwnsPA3Aqtg7Wszj7epAX/f075TvhNeqjrsn3Xshavr+5nOj6uC/cR0nzT/PfcySX5r9ei+b/mtD8p2Dtvdu5vVwbk/lRzpb46Hw9z/4ueGM99FqeLaL59neLjus5o/Nlnv3dQ8+xeozOy0p472EATsXWwXoWZ18P8qK/f6d8J7xGfdQ1+d4LWcv3N5cTXR/3hfsoaf5p/nuO5NL812vR/F8Tmv8UrL13O7eXa2MyP8rZEh+dr+fZ3wVvrIdey7NFNN/+btFxPWd0vsyzv3voOVaP0XlZCe89DMCp2Dp4nsGZ1/J45bWhRr4Lr/5OHIL3Uub5mJ6VqkbeCzciYgbtebU4Fd7fH9bH1KxMXR+YHr67b9GfSfW5hAE4FVsHzzM481oer7w21Mh34dXfiUPwXsw8H9OzUtXIe+FGRMygPa8Wp8L7+8P6mJqVqesD08N39y36M6k+lzAAp2Lr4HkGZ17L45XXhhr5Lrz6O3EI3ouZ52N6VqoaeS/ciIgZtOfV4lR4f39YH1OzMnV9YHr47r5FfybV5xIG4FRsHTzP4Mxrebzy2lAj34VXfycOwXsx83xMz0pVI++FGxExg/a8WpwK7+8P62NqVqauD0wP39236M+k+lzCAJyKrYPnGZx5LY9XXhtq5Lvw6u/EIXgvZp6P6VmpauS9cCMiZtCeV4tT4f39YX1MzcrU9YHp4bv7Fv2ZVJ9LGIBTsXXwPIMzr+XxymtDjXwXXv2dOATvxczzMT0rVY28F25ExAza82pxKry/P6yPqVmZuj4wPXx336I/k+pzCQNwGr3Pvxd/Jmddx+PMfUIfXY+pavKVr/4b98XsjV+l+UdEfIb2vFqchpH/1d9jamamrQ9MDd/ZGP3ZVJ9PGIDT6H3+vfgzOes6HmfuE/roekxVE5p/RMRztefV4jTQ/AO8DL6zMfqzqT6fMACn0fv8e/FnctZ1PM7cJ/TR9ZiqJjT/iIjnas+rxWmg+Qd4GXxnY/RnU30+YQBOo/f59+LP5KzreJy5T+ij6zFVTWj+ERHP1Z5Xi9NA8w/wMvjOxujPpvp8wgCcRu/z78WfyVnX8Thzn9BH12OqmtD8IyKeqz2vFqeB5h/gZfCdjdGfTfX5hAE4ld7nf1Z9zrpOxKuvDx+RWkxZE+/lrPJr13tZ8164EREzaM+rxalw/x55+JiSnanrA1Ngv6NaeEv4GYUBOJXe539Wfc66TsSrrw8fkVpMWRPvBa2S5h8R8Wna82pxKty/Rx4+pmRn6vrAFNjvqBbeEn5GYQBOpff5n1Wfs64T8errw0ekFlPWxHtBq6T5R0R8mva8WpwK9++Rh48p2Zm6PjAF9juqhbeEn1EYgFPpff5n1ees60S8+vrwEanFlDXxXtAqaf4REZ+mPa8Wp8L9e+ThY0p2pq4PTIH9jmrhLeFnFAbgVHqf/1n1Oes6Ea++PnxEajFlTbwXtEqaf0TEp2nPq8WpcP8eefiYkp2p6wNTYL+jWnhL+BmFATiV3ufvxWUsylsTt3pE8+zvFh1fO0+E85m6Bt4L2gev0fgXqhp5L9yIiBm059XiNLT+tf9PFh/TsjNtfWAq7PeU72pM+DmFATiV3ufvxWUsylsTt3pE8+zvFh1fO0+E85m6Bt5L2gdp/hERn6o9rxangeYf4DTs95Tvakz4OYUBOJXe5+/FZSzKWxO3ekTz7O8WHV87T4TzmboG3kvaB2n+ERGfqj2vFqeB5h/gNOz3lO9qTPg5hQE4ld7n78VlLMpbE7d6RPPs7xYdXztPhPOZugbeS9oHaf4REZ+qPa8Wp4HmH+A07PeU72pM+DmFATiV3ufvxWUsylsTt3pE8+zvFh1fO0+E85m6Bt5L2gdp/hERn6o9rxangeYf4DTs95Tvakz4OYUBOJXe5x/FejVr5bX08OZpPbx5osWbU4TXMHUdvJc08THlClQ18l64EREzaM+rxam4+N8lhanrA3BDwmc6DMCp9D7/KNarWSuvpYc3T+vhzRMt3pwivIap6+C9qImPKVegqpH3wo2ImEF7Xi1OxcX/LilMXR+AGxI+02EATqX3+UexXs1aeS09vHlaD2+eaPHmFOE1TF0H70VNfEy5AlWNvBduRMQM2vNqcSou/ndJYer6ANyQ8JkOA3Aqvc8/ivVq1spr6eHN03p480SLN6cIr2HqOngvauJjyhWoauS9cCMiZtCeV4tTcfG/SwpT1wfghoTPdBiAU+l9/lGsV7NWXksPb57Ww5snWrw5RXgNU9fBe1ETH1OuQFUj74UbETGD9rxanIqL/11SmLo+ADckfKbDAJyKrYPVY2t87XhBj9u4xPaOF6JxOB9dp6lq8pWv/ps3L2niY8pVqGrkvXAjImbQnleL0xD9a/9fWcYfU67AtPUBuCnhMx0G4FRsHaweW+Nrxwt63MYltne8EI3D+eg6TVUTmn9ExHO159XiNND8A0BCwmc6DMCp2DpYPbbG144X9LiNS2zveCEah/PRdZqqJjT/iIjnas+rxWmg+QeAhITPdBiAU7F1sHpsja8dL+hxG5fY3vFCNA7no+s0VU1o/hERz9WeV4vTQPMPAAkJn+kwAKdi62D12BpfO17Q4zYusb3jhWgczkfXaaqa0PwjIp6rPa8Wp4HmHwASEj7TYQBOxdbB06MVK3ixLetF84UoJ8qTmI23cuBcdI2mq4n3ovYIXYmqRt4LNyJiBu15tTgVs/19UgYA4NKEz3QYgFOxdfD0aMUKXmzLetF8IcqJ8iRm460cOBddo+lqYl/UZnhZ8164EREzaM+rxamY7e+TMgAAlyZ8psMAnIqtg6dHK1bwYlvWi+YLUU6UJzEbb+XAuegaTVcT+6I2w8ua98KNiJhBe14tTsVsf5+UAQC4NOEzHQbgVGwdPD1asYIX27JeNF+IcqI8idl4KwfORddouprYF7UZXta8F25ExAza82pxKmb7+6QMAMClCZ/pMACnYuvg6dGKFbzYlvWi+UKUE+VJzMZbOXAuukbT1cS+qM3wsua9cCMiZtCeV4tTMdvfJ2UAAC5N+EyHATiV3ufv1cgb03ix1vxCKyfKi+LRfMHmyO+9PDgHXY/pajLBi1qhqpH3wo2ImEF7Xi1Og/3X/v/5tf6Vf2Ha+gDclPCZDgNwKr3P36uRN6bxYq35hVZOlBfFo/mCzZHfe3lwDroe09VEv6gVH8NXo6qR98KNiJhBe14tTgPNPwAkJHymwwCcSu/z92rkjWm8WGt+oZUT5UXxaL5gc+T3Xh6cg67HdDXRL2rFx/DVqGrkvXAjImbQnleL00DzDwAJCZ/pMACn0vv8vRp5Yxov1ppfaOVEeVE8mi/YHPm9lwfnoOsxXU30i1rxMXw1qhp5L9yIiBm059XiNND8A0BCwmc6DMCp9D5/r0bemMaLteYXWjlRXhSP5gs2R37v5cE56HpMVxP9olZ8DF+NqkbeCzciYgbtebU4DTT/AJCQ8JkOA3AqI5+/N2ckR+OtoYnirZyCjcs6I2rs7/A6WnW6PPpF7TF0RaoaeS/ciIgZtOfV4lTI3yef/Ks5/mNyGQCASxM+02EATmXk8/fmjORovDU0UbyVU7BxWWdEjf0dXkerTpeH5h8R8TztebU4FTT/AJCM8JkOA3AqI5+/N2ckR+OtoYnirZyCjcs6I2rs7/A6WnW6PDT/iIjnac+rxamg+QeAZITPdBiAUxn5/L05Izkabw1NFG/lFGxc1hlRY3+H19Gq0+Wh+UdEPE97Xi1OBc0/ACQjfKbDAJzKyOfvzRnJ0XhraKJ4K6dg47LOiBr7O7yOVp0uD80/IuJ52vNqcSpo/gEgGeEzHQbgVEY+f2/OSI7GW0MTxVs5BRuXdUbU2N/hdbTqdHlo/hERz9OeV4tTQfMPAMkIn+kwAKcx+vnbefZ3ixdvzS94cRmL8ry4HhtRsL/D69D1maomX/nqv5mh8S9UNfJeuBERM2jPq8Vp+PC/+vva16+8r2nrA3BTwmc6DMBpjH7+dp793eLFW/MLXlzGojwvrsdGFOzv8Dp0faaqCc0/IuK52vNqcRpo/gEgIeEzHQbgNEY/fzvP/m7x4q35BS8uY1GeF9djIwr2d3gduj5T1YTmHxHxXO15tTgNNP8AkJDwmQ4DcBqjn7+dZ3+3ePHW/IIXl7Eoz4vrsREF+zu8Dl2fqWpC84+IeK72vFqcBpp/AEhI+EyHATiN0c/fzrO/W7x4a37Bi8tYlOfF9diIgv0dXoeuz1Q1oflHRDxXe14tTgPNPwAkJHymwwCcyujnb+f08rbM9+KtnIKNR+v02JoHz0dqMWVNJmj8C1WNvBduRMQM2vNqcSpm+4/JZQAALk34TIcBOJXRz9/O6eVtme/FWzkFG4/W6bE1D56P1GLKmtD8IyKepz2vFqeC5h8AkhE+02EATmX087dzenlb5nvxVk7BxqN1emzNg+cjtZiyJjT/iIjnac+rxamg+QeAZITPdBiAUxn9/O2cXt6W+V68lVOw8WidHlvz4PlILaasCc0/IuJ52vNqcSpo/gEgGeEzHQbgVEY/fzunl7dlvhdv5RRsPFqnx9Y8eD5SiylrQvOPiHie9rxanAqafwBIRvhMhwE4lZHP386R36O8KB7NL0TzvXEhirdyPKJ14DXoekxXk9/5l5f+V5mFqkbeCzciYgbtebU4DZ98db7/mFwGAODShM90GIBTGfn87Rz5PcqL4tH8QjTfGxeieCvHI1oHXoOux3Q1oflHRDxPe14tTgPNPwAkJHymwwCcysjnb+fI71FeFI/mF6L53rgQxVs5HtE68Bp0PaarCc0/IuJ52vNqcRpo/gEgIeEzHQbgVEY+fztHfo/yong0vxDN98aFKN7K8YjWgdeg6zFdTWj+ERHP055Xi9NA8w8ACQmf6TAApzLy+ds58nuUF8Wj+YVovjcuRPFWjke0DrwGXY/pakLzj4h4nva8WpwGmn8ASEj4TIcBOJXe5x/VaO14IRovtMZba7ViLWx8JAfOQWpBTfJS1ch74UZEzKA9rxYhF9QHYC7CZzoMwKn0Pv+oRmvHC9F4oTXeWqsVa2HjIzlwDlILapKXqkbeCzciYgbtebUIuaA+AHMRPtNhAE6l9/lHNVo7XojGC63x1lqtWAsbH8mBc5BaUJO8VDXyXrgRETNoz6tFyAX1AZiL8JkOA3Aqvc8/qtHa8UI0XmiNt9ZqxVrY+EgOnIPUgprkpaqR98KNiJhBe14tQi6oD8BchM90GIBT6X3+UY3Wjhei8UJrvLVWK9bCxkdy4BykFtQkL1WNvBduRMQM2vNqEXJBfQDmInymwwCciq1DpIc3z6rx4lYPb57V4s2xWkbmwPFQg/xUNfJeuBERM2jPq0XIBfUBmIvwmQ4DcCq2DpEe3jyrxotbPbx5Vos3x2oZmQPHQw3yU9XIe+FGRMygPa8WIRfUB2Auwmc6DMCp2DpEenjzrBovbvXw5lkt3hyrZWQOHA81yE9VI++FGxExg/a8WoRcUB+AuQif6TAAp2LrEOnhzbNqvLjVw5tntXhzrJaROXA81CA/VY28F25ExAza82oRckF9AOYifKbDAJyKrUOkhzfPqvHiVg9vntXizbFaRubA8VCD/FQ18l64EREzaM+rRcgF9QGYi/CZDgNwKrYO2oL8jLDzhShPzxcL+s8edr7QyinoPLHF6Dw4Dl0D6pCTqkbeCzciYgbtebUIuaA+AHMRPtNhAE7F1kFbkJ8Rdr4Q5en5YkH/2cPOF1o5BZ0nthidB8eha0AdclLVyHvhRkTMoD2vFiEX1AdgLsJnOgzAqdg6aAvyM8LOF6I8PV8s6D972PlCK6eg88QWo/PgOHQNqENOqhp5L9yIiBm059Ui5IL6AMxF+EyHATgVWwdtQX5G2PlClKfniwX9Zw87X2jlFHSe2GJ0HhyHrgF1yElVI++FGxExg/a8WoRcUB+AuQif6TAAp2LroC3Izwg7X4jy9HyxoP/sYecLrZyCzhNbjM6D49A1oA45qWrkvXAjImbQnleLkAvqAzAX4TMdBgAG4bszJ/pcoL45qWrkvXAjImbQnleLkAvqAzAX4TMdBgAG4bszJ/pcoL45qWrkvXAjImbQnleLkAvqAzAX4TMdBgAG4bszJ/pcoL45qWrkvXAjImbQnleLkAvqAzAX4TMdBgAG4bszJ/pcoL45qWrkvXAjImbQnleLkAvqAzAX4TMdBgAG4bszJ/pcoL45qWrkvXAjImbQnleLkAvqAzAX4TMdBgAG4LszL7q21DcnVY28F25ExAza82oRckF9AOYifKbDAMAAfHfmRdeW+uakqpH3wo2ImEF7Xi1CLqgPwFyEz3QYABiA78686NpS35xUNfJeuBERM2jPq0XIBfUBmIvwmQ4DAAPw3ZkXXVvqm5OqRt4LNyJiBu15tQi5oD4AcxE+02EAYAC+O/Oia0t9c1LVyHvhRkTMoD2vFiEX1AdgLsJnOgwADMB3Z150balvTqoaeS/ciIgZtOfVIuSC+gDMRfhMhwEAhf2eWGE+qHF+qhp5L9yIiBm059Ui5IL6AMxF+EyHAQCF/Z5YYT6ocX6qGnkv3IiIGbTn1SLkgvoAzEX4TIcBAIX9nlhhPqhxfqoaeS/ciIgZtOfVIuSC+gDMRfhMhwEAhf2eWGE+qHF+qhp5L9yIiBm059Ui5IL6AMxF+EyHAQCF/Z5YYT6ocX6qGnkv3IiIGbTn1SLkgvoAzEX4TIcBAIV8N+x3he/MvOhaU+ecVDXyXrgRETNoz6tFyAX1AZiL8JkOAwAK+W7Y7wrfmXnRtabOOalq5L1wIyJm0J5Xi5AL6gMwF+EzHQYAFPLdsN8VvjPzomtNnXNS1ch74UZEzKA9rxYhF9QHYC7CZzoMACjku2G/K3xn5kXXmjrnpKqR98KNiJhBe14tQi6oD8BchM90GABQyHfDflf4zsyLrjV1zklVI++FGxExg/a8WoRcUB+AuQif6TAAALeGsyE/VY28F25ExAza82oRckF9AOYifKbDAADcGs6G/FQ18l64EREzaM+rRcgF9QGYi/CZDgMAcGs4G/JT1ch74UZEzKA9rxYhF9QHYC7CZzoMAMCt4WzIT1Uj74UbETGD9rxahFxQH4C5CJ/pMAAAt4azIT9VjbwXbkTEDNrzahFyQX0A5iJ8psMAANwazob8VDXyXrgRETNoz6tFyAX1AZiL8JkOAwBwazgb8lPVyHvhRkTMoD2vFiEX1AdgLsJnOgwAwK3hbMhPVSPvhRsRMYP2vFqEXFAfgLkIn+kwAAC3hrMhP1WNvBduRMQM2vNqEXJBfQDmInymwwAA3BrOhvxUNfJeuBERM2jPq0XIBfUBmIvwmQ4DAHBrOBvyU9XIe+FGRMygPa8WIRfUB2Auwmc6DADAreFsyE9VI++FGxExg/a8WoRcUB+AuQif6TAAALeGsyE/VY28F25ExAza82oRckF9AOYifKbDAADcGs6G/FQ18l64EREzaM+rRcgF9QGYi/CZDgMAcGs4G/JT1ch74UZEzKA9rxYhF9QHYC7CZzoMAMCt4WzIT1Uj74UbETGD9rxahFxQH4C5CJ/pMAAAt4azIT9VjbwXbkTEDNrzahFyQX0A5iJ8psMAANwazob8VDXyXrgRETNoz6tFyAX1AZiL8JkOAwBwazgb8lPVyHvhRkTMoD2vFiEX1AdgLsJnOgwAwK3hbMhPVSPvhRsRMYP2vFqEXFAfgLkIn+kwAAC3hrMhP1WNvBduRMQM2vNqEXJBfQDmInymwwAA3BrOhvxUNfJeuBERM2jPq0XIBfUBmIvwmQ4DAHBrOBvyU9XIe+FGRMygPa8WIRfUB2Auwmc6DADAreFsyE9VI++FGxExg/a8WoRcUB+AuQif6TAAALeGsyE/VY28F25ExAza82oRckF9AOYifKbDAADcGs6G/FQ18l64EREzaM+rRcgF9QGYi/CZDgMAcGs4G/JT1ch74UZEzKA9rxYhF9QHYC7CZzoMAMCt4WzIT1Uj74UbETGD9rxahFxQH4C5CJ/pMAAAt4azIT9VjbwXbkTEDNrzahFyQX0A5iJ8psMAANwazob8VDXyXrgRETNoz6tFyAX1AZiL8JkOAwBwazgb8lPVyHvhRkTMoD2vFiEX1AdgLsJnOgwAwK3hbMhPVSPvhRsRMYP2vFqEXFAfgLkIn+kwAAC3hrMhP1WNvBduRMQM2vNqEXJBfQDmInymwwAA3BrOhvxUNfJeuBERM2jPq0XIBfUBmIvwmQ4DAHBrOBvyU9XIe+FGRMygPa8WIRfUB2Auwmc6DADAreFsyE9VI++FGxExg/a8WoRcUB+AuQif6TAAALeGsyE/VY28F25ExAza82oRckF9AOYifKbDAADcGs6G/FQ18l64EREzaM+rRcgF9QGYi/CZDgMAcGs4G/JT1ch74UZEzKA9rxYhF9QHYC7CZzoMAMCt4WzIT1Uj74UbETGD9rxahFxQH4C5CJ/pMAAAt4azIT9VjbwXbkTEDNrzahFyQX0A5iJ8psMAANwazob8VDXyXrgRETNoz6tFyAX1AZiL8JkOAwBwazgb8lPVyHvhRkTMoD2vFiEX1AdgLsJnOgwAwK3hbMhPVSPvhRsRMYP2vFqEXFAfgLkIn+kwAAC3hrMhP1WNvBduRMQM2vNqEXJBfQDmInymwwAA3BrOhvxUNfJeuBERM2jPq0XIBfUBmIvwmQ4DAHBrOBvyU9XIe+FGRMygPa8WIRfUB2Auwmc6DADAreFsyE9VI++FGxExg/a8WoRcUB+AuQif6TAAALeGsyE/VY28F25ExAza82oRckF9AOYifKbDAADcGs6G/FQ18l64EREzaM+rRcgF9QGYi/CZDgMAcGs4G/JT1ch74UZEzKA9rxYhF9QHYC7CZzoMAMCt4WzIT1Uj74UbETGD9rxahFxQH4C5CJ/pMAAAt4azIT9VjbwXbkTEDNrzahFyQX0A5iJ8psMAANwazob8VDXyXrgRETNoz6tFyAX1AZiL8JkOAwBwazgb8lPVyHvhRkTMoD2vFiEX1AdgLsJnOgwAwK3hbMhPVSPvhRsRMYP2vFqEXFAfgLkIn+kwAAC3hrMhP1WNvBduRMQM2vNqEXJBfQDmInymwwAA3BrOhvxUNfJeuBERM2jPq0XIBfUBmIvwmQ4DAHBrOBvyU9XIe+FGRMygPa8WIRfUB2Auwmc6DADAreFsyE9VI++FGxExg/a8WoRcUB+AuQif6TAAALeGsyE/VY28F25ExAza82oRckF9AOYifKbDAADcGs6G/FQ18l64EREzaM+rRcgF9QGYi/CZDgMAcGs4G/JT1ch74UZEzKA9rxYhF9QHYC7CZzoMAMCt4WzIT1Uj74UbETGD9rxahFxQH4C5CJ/pMAAAt4azIT9VjbwXbkTEDNrzahFyQX0A5iJ8psMAANwazob8VDXyXrgRETNoz6tFyAX1AZiL8JkOAwBwazgb8lPVyHvhRkTMoD2vFiEX1AdgLsJnOgwAwK3hbMhPVSPvhRsRMYP2vFqEXFAfgLkIn+kwAAC3hrMhP1WNvBduRMQM2vNqEXJBfQDmInymwwAA3BrOhvxUNfJeuBERM2jPq0XIBfUBmIvwmQ4DAHBrOBvyU9XIe+FGRMygPa8WIRfUB2Auwmc6DADAreFsyE9VI++FGxExg/a8WoRcUB+AuQif6TAAALeGsyE/VY28F25ExAza82oRckF9AOYifKbDAADcGs6G/FQ18l64EREzaM+rRcgF9QGYi/CZDgMAcGs4G/JT1ch74UZEzKA9rxYhF9QHYC7CZzoMAMCt4WzIT1Uj74UbETGD9rxahFxQH4C5CJ/pMAAAt4azIT9VjbwXbkTEDNrzahFyQX0A5iJ8psMAANwazob8VDXyXrgRETNoz6tFyAX1AZiL8JkOAwBwazgb8lPVyHvhRkTMoD2vFiEX1AdgLsJnOgwAwK3hbMhPVSPvhRsRMYP2vFqEXFAfgLkIn+kwAAC3hrMhP1WNvBduRMQM2vNqEXJBfQDmInymwwAA3BrOhvxUNfJeuBERM2jPq0XIBfUBmIvwmQ4DAHBrOBvyU9Xo1/7FT7gv3YiIr/abvvkbq/NqEXJBfQDmInymwwAA3BrOhvxUNaL5R8Ss0vynh/oAzEX4TIcBALg1nA35qWpE84+IWaX5Tw/1AZiL8JkOAwBwazgb8lPViOYfEbNK858e6gMwF+EzHQYA4NZwNuSnqhHNPyJmleY/PdQHYC6az3QYAIDbos8FzoacVDX6u//kL7ov3YiIr/S/+Vd/pTqrHkIuqA/AXDSf6TAAALdFnwucDTmpakTzj4gZpfm/BNQHYC6az3QYAIDbos8FzoacVDWi+UfEjNL8XwLqAzAXzWc6DADAbdHnAmdDTqoa0fwjYkZp/i8B9QGYi+YzHQYA4Lboc4GzISdVjWj+ETGjNP+XgPoAzEX4TNtAFQSA28K5kJ+qRv/x/+M/dF+8ERFf6a/8T1+ozqqHkAvqAzAX4TNtA1UQAG4L50J+qhrR/CNiRmn+LwH1AZiL8Jm2gSoIALeFcyE/VY1o/hExozT/l4D6AMxF+EzbQBUEgNvCuZCfqkY0/4iYUZr/S0B9AOYifKZtoAoCwG3hXMhPVSOaf0TMKM3/JaA+AHPRfKbDAADcFn0ucDbkpKrRf/hT/4H74o2I+Eq/9Pe+tzqrFiEftkbUCeC6dJ/nMAAAt0WfC5wNOalqRPOPiBml+b8EtkbUCeC6dJ/nMAAAt0WfC5wNOalqRPOPiBml+b8EtkbUCeC6dJ/nMAAAt0WfC5wNOalqRPOPiBml+b8EtkbUCeC6dJ/nMAAAt0WfC5wNOalqRPOPiBml+b8EtkbUCeC6NJ/nZhAAbgnnwnX4UKNv+uZvfPebv/8l9+UbEfFV/qnv+zb9d4kI+aBGAPMQPss64E4AgNvBuXAdPtSI5h8RM0rzfxmoEcA8hM+yDrgTAOB2cC5chw81ovlHxIzS/F8GagQwD+GzrAPuBAC4HZwL1+FDjWj+ETGjNP+XgRoBzEP4LOuAOwEAbgfnwnX4UCOaf0TMKM3/ZaBGAPPQfJabQQC4JZwL10DX6d1f/Qd/zn35RkR8hf/5//Bj1Rn1EPJCnQCuj36O3We5GQSAW8K5cA10nWj+ETGVNP+XgzoBXB/9HLvPcjMIALeEc+Ea6DrR/CNiKmn+Lwd1Arg++jl2n+VmEABuCefCNdB1ovlHxFTS/F8O6gRwffRz7D7LzSAA3BLOhWug60Tzj4ippPm/HNQJ4Pro5/jNs2yDbyYAwO3gXLgOVZ2+5TN/kH/xHxHT+Ce+6w9XZ9RDyAm1Arg+3ee4OwEAbgfnwnWo6kTzj4iZpPm/FNQK4Pp0n+PuBAC4HZwL16GqE80/ImaS5v9SUCuA69N9jrsTAOB2cC5ch6pONP+ImEma/0tBrQCuT/c57k4AgNvBuXAdqjrR/CNiJmn+LwW1Arg+3ee4OwEAbgfnwnWo6kTzj4iZpPm/FNQK4PoMPcdDkwDgFnAeXI+qXt/3hT/mvoQjIp7pl/7e91Zn00PIDTUDuC7Dz+/wRACYHs6D61HVi+YfETNI839JqBnAdRl+focnAsD0cB5cj6peNP+ImEGa/0tCzQCuy/DzOzwRAKaH8+B6VPWi+UfEDNL8XxJqBnBdhp/f4YkAMD2cB9ejqhfNPyJmkOb/klAzgOuy6vldNRkApoRz4LpUdfvpX/xu92UcEfEM/87/6/9UnUlKyA91A7ge3nNbDFk1GQCmhHPgulR1o/lHxFdK839pqBvA9fCe22LIqskAMCWcA9elqhvNPyK+Upr/S0PdAK6H99wWQ1ZNBoAp4Ry4LlXdaP4R8ZXS/F8a6gZwPbznthiyajIATAnnwHWp6kbzj4ivlOb/0lA3gOvhPbfFJqsTAGAqeP6vTVW/v/jXP/fuN3//S+6LOSLiUf7Vf/DnqrNICdfAq10RAPKy6ZndlAQA08Dzf22q+tH8I+IrpPm/PF7tigCQl03P7KYkAJgGnv9rU9WP5h8RXyHN/+XxalcEgLxsemY3JQHANPD8X5uqfjT/iPgKaf4vj1e7IgDkZdMzuykJAKaB5//aVPWj+UfEV0jzf3m82hUBIC+bnlkvqQgAc+M99yJcA6927/7Ed/3hd7/wWz/svqAjIj7T//x/+LF3n//Bz7hn0SJcC6+GRQDIhfecil28pCIAzI333ItwDbza0fwj4mnS/E+FV8MiAOTCe07FLl5SEQDmxnvuRbgGXu1o/hHxNGn+p8KrYREAcuE9p2IXL6kIAHPjPfciXAOvdjT/iHiaNP9T4dWwCAC58J5TsYuXVASAufGeexGugVc7mn9EPE2a/6nwalgEgFx4z6k4hJdYBIA58Z53Ea7Jm1p+++e++d2X/t73vvvyV77ovrQjIq711/7FT7z3b3z5+1tNfxGuiVfLIgC8FnkO7bOpHcZLLgLAnHjPuwjX5E0taf4R8dnS/E+PV8siALwWeQ7ts6kdxksuAsCceM+7CNfkTS1p/hHx2dL8T49XyyIAvBZ5Du2zqR3GSy4CwJx4z7sI1+RNLWn+EfHZ0vxPj1fLIgC8FnkO7bOpHcZLLgLAnHjPuwjX5E0taf4R8dnS/E+PV8siALwWeQ7ts6kdxku2AsC1kefYPttauCZeLd/4Td/8je44ImLPb/nMH3THA+HaeDVFxNyuwlvACgDXRp5j+2xr4Zp4tXwjzT8ibpXm/1Z4NUXE3K7CW8AKANdGnmP7bGvhmni1fCPNPyJuleb/Vng1RcTcrsJbwAoA10aeY/tsa+GaeLV8I80/Im6V5v9WeDVFxNyuwlvACgDXRp5j+2xr4Zp4tXwjzT8ibpXm/1Z4NUXE3G7CWwgR7yHMgVdbRMSzhHnw6ouIedyNtygi3kOYA6+2iIhnCfPg1RcR87gbb1FEvIcwB15tERHPEubBqy8i5nE33qKIeA9hDrzaIiKeJcyDV19EzONuvEUR8R7CHHi1RUQ8S5gHr76ImMen4C2MiHMLc+HVGBHxaGE+vDoj4ut9Gt7iiDi3MBdejRERjxbmw6szIr7ep+EtjohzC3Ph1RgR8WhhPrw6I+LrfRre4og4tzAXXo0REY8W5sOrMyK+3qfhLY6Icwtz4dUYEfFoYT68OiPi630a3uKIOLcwF16NERGPFubDqzMivt6n410EEecR7oHU2tYfEXGPBfkJ98B+BxDxXA/FuyAiziPcA6m1rT8i4h4L8hPugf0OIOK5Hop3QUScR7gHUmtbf0TEPRbkJ9wD+x1AxHM9FO+CiDiPcA+k1rb+iIh7LMhPuAf2O4CI53oo3gURcR7hHkitbf0REfdYkJ9wD+x3ABHP9XDkIvbCiHhNC/ITAAAAAADgPbpZQMTrW5CfAAAAAAAA79HNAiJe34L8BAAAAAAAeI9uFhDx+hbkJwAAAAAAwHt0s4CI17cgPwEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABeyr/z7/z/AYEl6DiNP4tZAAAAAElFTkSuQmCC)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA9oAAALzCAYAAADuw38NAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAEDeSURBVHhe7ddBjmRJllzRXge7OKlu7n87rN5MkwNJwAmIMzI0vrk9e3oOcMeJSFHV7/ZvAPD/81//63/+t6T/t1wPAACA39d+ZEi3l+sBAADw+9qPDOn2cj0AAAB+X/uRId1ergcAAMDvaz8ypNvL9QAAAPh97UeGdHu5HgAAAL+v/ciQbi/XAwAA4Pe1HxnS7eV6AAAAX7U/niVJz5XnFgCAW7Q/CiVJz5XnFgCAW7Q/CiVJz5XnFgCAW7Q/CiVJz5XnFgCAW7Q/CiVJz5XnFgCAW7Q/CiVJz5XnFgCAW7Q/CiVJz5XnFgCAW7Q/CiVJz5XnFgCAv6P9QSVJ0rby2QMAeL32x4gkSdvKZw8A4PXaHyOSJG0rnz0AgNdrf4xIkrStfPYAAF6v/TEiSdK28tkDAHi99seIJEnbymcPAOD12h8jkiRtK589AIDXa3+MSJK0rXz2AABer/0xIknStvLZAwBu1/5QkCRJ88qnGwCYrn3IJUnSvPLpBgCmax9ySZI0r3y6AYDp2odckiTNK59uAGC69iGXJEnzyqcbAJiufcglSdK88ukGAKZrH3JJkjSvfLoBgOnah1ySJM0rn24A4E+1D60kSdIryp8fALBb+whKkiS9ovz5AQC7tY+gJEnSK8qfHwCwW/sISpIkvaL8+QEAu7WPoCRJ0ivKnx8AsFv7CEqSJL2i/PkBALu1j6AkSdIryp8fALBb+whKkiS9ovz5AQDv0z5QkiRJ+r78GQUAXft4SJIk6fvyZxQAdO3jIUmSpO/Ln1EA0LWPhyRJkr4vf0YBQNc+HpIkSfq+/BkFAF37eEiSJOn78mcUAHTt4yFJkqTvy59RANC1j4ckSZK+L39GAfCp2uMuSe8uT9RL/es//vHfr6792yTp3eUZBOBV2uMrSe8uT9RLtR/GT9f+bZL07vIMAvAq7fGVpHeXJ+ql2g/jp2v/Nkl6d3kGAXiV9vhK0rvLE/VS7Yfx07V/myS9uzyDALxKe3wl6d3liXqp9sP46dq/TZLeXZ5BAF6lPb6S9O7yRL1U+2H8dO3fJknvLs8gAK/SHl9Jend5ol6q/TB+uvZvk6R3l2cQgFdpj68kvbs8US/Vfhg/Xfu3SdK7yzMIcKf2MEp6bbl+wCLtrkt6bbl+APO0R0vSa8v1AxZpd13Sa8v1A5inPVqSXluuH7BIu+uSXluuH8A87dGS9Npy/YBF2l2X9Npy/QDmaY+WpNeW6wcs0u66pNeW6wcwT3u0JL22XD9gkXbXJb22XD+AedqjJem15foBi7S7Lum15foBzNMeLUmvLdcPWKTddUmvLdcPYJ72aEl6bbl+wCLtrkt6bbl+AL+nPSjSzeVqAPAi7e2Vbi5XA9ikXXbp5nI1AHiR9vZKN5erAWzSLrt0c7kaALxIe3ulm8vVADZpl126uVwNAF6kvb3SzeVqAJu0yy7dXK4GAC/S3l7p5nI1gE3aZZduLlcDgBdpb690c7kawCbtsks3l6sBwIu0t1e6uVwNYJN22aWby9UA4EXa2yvdXK4G8JPaZZRuLlcDAKr27ZBuLlcD+KpdFunmcjUAoGrfDunmcjWAr9plkW4uVwMAqvbtkG4uVwP4ql0W6eZyNQCgat8O6eZyNYCv2mWRbi5XAwCq9u2Qbi5XA/iqXRbp5nI1AKBq3w7p5nI1gK/aZZFuLlcDAKr27ZBuLlcD+KpdFunmcjUAoGrfDunmcjWAr9plkaaWYwsAq7VvoDS1HFvgq3ZZpKnl2ALAau0bKE0txxb4ql0WaWo5tgCwWvsGSlPLsQW+apdFmlqOLQCs1r6B0tRybIGv2mWRppZjCwCrtW+gNLUcW+CrdlmkqeXYAsBq7RsoTS3HFviqXRZpajm2ALBa+wZKU8uxBb5ql0WaWo4tAKzWvoHS1HJs4XO0gyxNLccWABiufcelyeXowjPaIZOmlmMLAAzXvuPS5HJ04RntkElTy7EFAIZr33Fpcjm68Ix2yKSp5dgCAMO177g0uRxdeEY7ZNLUcmwBgOHad1yaXI4uPKMdMmlqObYAwHDtOy5NLkcXntEOmTS1HFsAYLj2HZcml6MLz2iHTJpaji0AMFz7jkuTy9GFZ7RDJp2WYwUA8HLtbxHptBwreEY7ZNJpOVYAAC/X/haRTsuxgme0QyadlmMFAPBy7W8R6bQcK3hGO2TSaTlWAAAv1/4WkU7LsYJntEMmnZZjBQDwcu1vEem0HCt4Rjtk0mk5VgAAL9f+FpFOy7GCZ7RDJp2WYwUA8HLtbxHptBwreEY7ZNJpOVYAAC/X/haRTsuxgme0QyadlmMFAPBy7W8R6bQcK27QDoA0uRxd4Ae1u6ifL3MAP6jdRWlyObq8WxtHmlyOLvCD2l3Uz5c5gB/U7qI0uRxd3q2NI00uRxf4Qe0u6ufLHMAPandRmlyOLu/WxpEml6ML/KB2F/XzZQ7gB7W7KE0uR5d3a+NIk8vRBX5Qu4v6+TIH8IPaXZQml6PLu7VxpMnl6AI/qN1F/XyZA/hB7S5Kk8vR5d3aONLkcnSBH9Tuon6+zAH8oHYXpcnl6PJubRxpcjm6wA9qd1E/X+YAflC7i9LkcnR5tzaOdFqOFXyMdo4lfXa53vAx2jmWTsux4t3aONJpOVbwMdo5lvTZ5XrDx2jnWDotx4p3a+NIp+VYwcdo51jSZ5frDR+jnWPptBwr3q2NI52WYwUfo51jSZ9drjd8jHaOpdNyrHi3No50Wo4VfIx2jiV9drne8DHaOZZOy7Hi3do40mk5VvAx2jmW9NnlesPHaOdYOi3Hindr40in5VjBx2jnWNJnl+sNH6OdY+m0HCverY0jnZZjBR+jnWNJn12uN3yMdo6l03KseLc2jvb2r3/+j5eWYwWPaGdYkiaUZwo+QjvD2ltm593aONpb+3H8ZDlW8Ih2hiVpQnmm4CO0M6y9ZXberY2jvbUfx0+WYwWPaGdYkiaUZwo+QjvD2ltm593aONpb+3H8ZDlW8Ih2hiVpQnmm4CO0M6y9ZXberY2jvbUfx0+WYwWPaGdYkiaUZwo+QjvD2ltm593aONpb+3H8ZDlW8Ih2hiVpQnmm4CO0M6y9ZXberY2jvbUfx0+WYwWPaGdYkiaUZwo+QjvD2ltm593aONpb+3H8ZDlW8Ih2hiVpQnmm4CO0M6y9ZXZ+pf3Pk07LsYI/1s6XJOm58tzCH2vnSzotx+rztX+cdFqOFfyxdr4kSc+V5xb+WDtf0mk5Vp+v/eOk03Ks4I+18yVJeq48t/DH2vmSTsux+nztHyedlmMFf6ydL0nSc+W5hT/Wzpd0Wo7V52v/OOm0HCv4Y+18SZKeK88t/LF2vqTTcqw+X/vHSaflWMEfa+dLkvRceW7hj7XzJZ2WY/X52j9OOi3HCv5YO1+SpOfKcwt/rJ0v6bQcq8/X/nHSaTlW8Mfa+ZIkPVeeW/hj7XxJp+VYfb72j5NOy7GCP9bOlyTpufLcwh9r50s6Lcfq87V/nHRajhUXaPtLkvRX+Vxwgba/dFqO1edr/zjptBwrLtD2lyTpr/K54AJtf+m0HKvP1/5x0mk5Vlyg7S9J0l/lc8EF2v7SaTlWn6/946TTcqy4QNtfkqS/yueCC7T9pdNyrD5f+8dJp+VYcYG2vyRJf5XPBRdo+0un5Vh9vvaPk07LseICbX9Jkv4qnwsu0PaXTsux+nztHyedlmPFBdr+kiT9VT4XXKDtL52WY/X52j9OOi3Higu0/SVJ+qt8LrhA2186Lcfq87V/nHaWyblA21+SpG3ls8cF2v7aWSb/fO0fp51lci7Q9pckaVv57HGBtr92lsk/X/vHaWeZnAu0/SVJ2lY+e1yg7a+dZfLP1/5x2lkm5wJtf0mStpXPHhdo+2tnmfzztX+cdpbJuUDbX5KkbeWzxwXa/tpZJv987R+nnWVyLtD2lyRpW/nscYG2v3aWyT9f+8dpZ5mcC7T9JUnaVj57XKDtr51l8s/X/nHaWSbnAm1/SZK2lc8eF2j7a2eZ/PO1f5x2lsm5QNtfkiT9XvmsMkDbRzvL5J+v/eO0s0zOBdr+kiTp98pnlQHaPtpZJv987R+nnWVyLtD2lyRJv1c+qwzQ9tHOMvnna/847SyTc4G2vyRJ+r3yWWWAto92lsk/X/vHaWeZnAu0/SVJ0u+VzyoDtH20s0z++do/TjvL5Fyg7S9Jkn6vfFYZoO2jnWXyz9f+cdpZJucCbX9JkvR75bPKAG0f7SyTf772j9POMjkXaPtLkqTfK59VBmj7aGeZ/LXaf1g6LceKN2vbSJPL0YVHtDMmTS3HlgHaPtJpDpQeLe8Ub9a2kSaXowuPaGdMmlqOLQO0faTTHCg9Wt4p3qxtI00uRxce0c6YNLUcWwZo+0inOVB6tLxTvFnbRppcji48op0xaWo5tgzQ9pFOc6D0aHmneLO2jTS5HF14RDtj0tRybBmg7SOd5kDp0fJO8WZtG2lyObrwiHbGpKnl2DJA20c6zYHSo+Wd4s3aNtLkcnThEe2MSVPLsWWAto90mgOlR8s7xZu1baTJ5ejCI9oZk6aWY8sAbR/pNAdKj5Z3ijdr20in5VgBX7S7Ip2UI8UAbR/pNAdKj5Z3ijdr20in5VgBX7S7Ip2UI8UAbR/pNAdKj5Z3ijdr20in5VgBX7S7Ip2UI8UAbR/pNAdKj5Z3ijdr20in5VgBX7S7Ip2UI8UAbR/pNAdKj5Z3ijdr20in5VgBX7S7Ip2UI8UAbR/pNAdKj5Z3ijdr20in5VgBX7S7Ip2UI8UAbR/pNAdKj5Z3ijdr20in5VgBX7S7Ip2UI8UAbR/pNAdKj5Z3ijdr20in5VgBX7S7Ip2UI8UAbR/pNAdKj5Z3ijdr20in5VgBX7S7Ip2UI8UAbR/pNAfqpv75j5eXd4pfqPtIh+VYAYu0uy6dlmPFL/zXP//9//49++LKPtqZh/ymyg/jp8s7xS/UfaTDcqyARdpdl07LseIX6g/jpyv7aGce8psqP4yfLu8Uv1D3kQ7LsQIWaXddOi3Hil+oP4yfruyjnXnIb6r8MH66vFP8Qt1HOizHClik3XXptBwrfqH+MH66so925iG/qfLD+OnyTvELdR/psBwrYJF216XTcqz4hfrD+OnKPtqZh/ymyg/jp8s7xS/UfaTDcqyARdpdl07LseIX6g/jpyv7aGce8psqP4yfLu8Uv1D3kQ7LsQIWaXddOi3Hil+oP4yfruyjnXnIb6r8MH66vFP8Qt1HOizHClik3XXptBwrfqH+MH66so925iG/qLwhDND2kU7LsQIWaXddOi3HigHaPtqZsS8q95sB2j7SaTlWwCLtrkun5VgxQNtHOzP2ReV+M0DbRzotxwpYpN116bQcKwZo+2hnxr6o3G8GaPtIp+VYAYu0uy6dlmPFAG0f7czYF5X7zQBtH+m0HCtgkXbXpdNyrBig7aOdGfuicr8ZoO0jnZZjBSzS7rp0Wo4VA7R9tDNjX1TuNwO0faTTcqyARdpdl07LsWKAto92ZuyLyv1mgLaPdFqOFbBIu+vSaTlWDND20c6MfVG53wzQ9pFOy7EC+C3tPdHOMjkDtH20M2NfVO43A7R9pNNyrAB+S3tPtLNMzgBtH+3M2BeV+80AbR/ptBwrgN/S3hPtLJMzQNtHOzP2ReV+M0DbRzotxwrgt7T3RDvL5AzQ9tHOjH1Rud8M0PaRTsuxAvgt7T3RzjI5A7R9tDNjX1TuNwO0faTTcqwAfkt7T7SzTM4AbR/tzNgXlfvNAG0f6bQcK4Df0t4T7SyTM0DbRzsz9kXlfjNA20c6LccK4Le090Q7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLNMzgBtH+3M2BeV+80AbR/tLJMDjNPeLO0skzNA20c7M/ZF5X4zQNtHO8vkAOO0N0s7y+QM0PbRzox9UbnfDND20c4yOcA47c3SzjI5A7R9tDNjX1TuNwO0fbSzTA4wTnuztLN//UA5VsBf2mXUzjI5A7R9tLNMDjBOe7O0s/bD+OlyrIC/tMuonWVyBmj7aGeZHGCc9mZpZ+2H8dPlWAF/aZdRO8vkDND20c4yOcA47c3SztoP46fLsQL+0i6jdpbJGaDto51lcoBx2pulnbUfxk+XYwX8pV1G7SyTM0DbRzvL5ADjtDdLO2s/jJ8uxwr4S7uM2lkmZ4C2j3aWyQHGaW+WdtZ+GD9djhXwl3YZtbNMzgBtH+0skwOM094s7az9MH66HCvgL+0ySqflWAEAw7XvuHaWyYGf1C6jdFqOFQAwXPuOa2eZHPhJ7TJKp+VYAQDDte+4dpbJgZ/ULqN0Wo4VADBc+45rZ5kc+EntMkqn5VgBAMO177h2lsmBn9Quo3RajhUAMFz7jmtnmRz4Se0ySqflWAEAw7XvuHaWyYGf1C6jdFqOFQAwXPuOa2eZHPhJ7TJKp+VYAQDDte+4dpbJgZ/ULqN0Wo4VADBc+45rZ5kc+EntMkqn5VgBAMO177h2lsmBn9Quo3RajhUAMFz7jmtnmRz4Se0ySqflWAEAw7XvuHaWyYGf1C6jdFqOFQAwXPuOa2eZHPhJ7TJKp+VYAQDDte+4dpbJgZ/ULqN0Wo4VADBc+45rZ5kc+EntMkqn5VgBAMO177h2lsmBn/Sv//jHf7+6duG1sxwrAGC49h3XzjI58JPaD+OnaxdeO8uxAgCGa99x7SyTAz+p/TB+unbhtbMcKwBguPYd184yOfCT2g/jp2sXXjvLsQIAhmvfce0skwM/qf0wfrp24bWzHCsAYLj2HdfOMjnwk9oP46drF147y7ECAIZr33HtLJMDP6n9MH66duG1sxwrAGC49h3XzjI58JPaD+OnaxdeO8uxAgCGa99x7SyTA9u0C6+dZXIAYLj2HdfOMjmwTbvw2lkmBwCGa99x7SyTA9u0C6+dZXIAYLj2HdfOMjmwTbvw2lkmBwCGa99x7SyTA9u0C6+dZXIAYLj2HdfOMjmwTbvw2lkmBwCGa99x7SyTA9u0C6+dZXIAYLj2HdfOMjmwTbvw2lkmBwCGa99x7SyTA9u0C6+dZXIAYLj2HdfOMjmwTbvw2lkmBwCGa99x7SyTA9u0C6+dZXIAYLj2HdfOMjmwTbvw2lkmBwCGa99x7SyTA9u0C6+dZXIAYLj2HdfOMjmwTbvw2lkmBwCGa99x7SyTA9u0C6+dZXIAYLj2HdfOMjmwTbvw2lkmBwCGa99x7SyTA9u0C6+dZXIA4A+0b6x0Wo4VsE278NpZJgcA/kD7xkqn5VgB27QLr51lcgDgD7RvrHRajhWwTbvw2lkmBwD+QPvGSqflWAHbtAuvnWVyAOAPtG+sdFqOFbBNu/DaWSYHAP5A+8ZKp+VYAdu0C6+dZXIA4A+0b6x0Wo4VsE278NpZJgcA/kD7xkqn5VgB27QLr51lcgDgD7RvrHRajhWwTbvw0mk5VgCwVvv+SaflWAHbtAsvnZZjBQBrte+fdFqOFbBNu/DSaTlWALBW+/5Jp+VYAdu0Cy+dlmMFAGu17590Wo4VsE278NJpOVYAsFb7/kmn5VgB27QLL52WYwUAa7Xvn3RajhWwTbvw0mk5VgCwVvv+SaflWAHbtAsvnZZjBQBrte+fdFqOFbBNu/DSaTlWALBW+/5pZ5kc4Pe1R0U6LccKANZq3z/tLJMD/L72qEin5VgBwFrt+6edZXKA39ceFem0HCsAWKt9/7SzTA7w+9qjIp2WYwUAa7Xvn3aWyQF+X3tUpNNyrABgrfb9084yOcDva4+KdFqOFQCs1b5/2lkmB/h97VGRTsuxAoC12vdPO8vkAPO0R0t7y+wA8Dbt+ySdlCMFME97tLS3zA4Ab9O+T9JJOVIA87RHS3vL7ADwNu37JJ2UIwUwT3u0tLfMDgBv075P0kk5UgDztEdLe8vsAPA27fsknZQjBTBPe7S0t8wOAG/Tvk/SSTlSAPO0R0t7y+wA8Dbt+ySdlCMFME97tLS3zA4Ab9O+T9JJOVIA87RHSzotxwoAvtW+H9JJOVIA87RHSzotxwoAvtW+H9JJOVIA87RHSzotxwoAvtW+H9JJOVIA87RHSzotxwoAvtW+H9JJOVIA87RHSzotxwoAvtW+H9JJOVIA87RHSzotxwoAvtW+H9JJOVIA87RHSzotxwoAvtW+H9JJOVIA87RHSzotxwoAvtW+H9JJOVIA87RHSzotxwoAvtW+H9JJOVIA87RHSzrtX//x7y8vRxeAF2hvu3Ta//7Pf7y0HFuAedqjKJ3Wfhg/XY4uAC/Q3nbptPbj+MlybAHmaY+idFr7Yfx0OboAvEB726XT2o/jJ8uxBZinPYrSae2H8dPl6ALwAu1tl05rP46fLMcWYJ72KEqntR/GT5ejC8ALtLddOq39OH6yHFuAedqjKJ3Wfhg/XY4uAC/Q3nbptPbj+MlybAHmaY+idFr7Yfx0OboAvEB726XT2o/jJ8uxBZinPYrSae2H8dPl6ALwAu1tl05rP46fLMcW4E7t4ZVOy7EC4AXauyudlmMFwCu0h1c6LccKgBdo7650Wo4VAK/QHl7ptBwrAF6gvbvSaTlWALxCe3il03KsAHiB9u5Kp+VYAfAK7eGVTsuxAuAF2rsrnZZjBcArtIdXOi3HCoAXaO+udFqOFQCv0B5e6bQcKwBeoL270mk5VgC8Qnt4pdNyrAB4gfbuSqflWAHwCu3hlaaWYwswTnuzpMnl6ALwCu3hlaaWYwswTnuzpMnl6ALwCu3hlaaWYwswTnuzpMnl6ALwCu3hlaaWYwswTnuzpMnl6ALwCu3hlaaWYwswTnuzpMnl6ALwCu3hlaaWYwswTnuzpMnl6ALwCu3hlaaWYwswTnuzpMnl6ALwCu3hlaaWYwswTnuzpMnl6ALwqdrjLk0txxZYpt13aWo5tgDwvfYBkaaWYwss0+67NLUcWwD4XvuASFPLsQWWafddmlqOLQB8r31ApKnl2ALLtPsuTS3HFgC+1z4g0tRybIFl2n2XppZjCwDfax8QaWo5tsAy7b5LU8uxBYDvtQ+INLUcW2CZdt+lqeXYAsD32gdEmlqOLbBMu+/S1HJsAeB77QMi3VyuBhDtnkg3l6sBAN9rHxDp5nI1gGj3RLq5XA0A+F77gEg3l6sBRLsn0s3lagDA99oHRLq5XA0g2j2Rbi5XAwC+1z4g0s3lagDR7ol0c7kaAPC99gGRbi5XA4h2T6Sby9UAgO+1D4h0c7kaQLR7It1crgYAfK99QKSby9UAot0T6eZyNQDge+0DIt1crgYQ7Z5IN5erAQDv0z5Qkj6/f/3zHy8tT8hLtX+XpM8vVxwA9mofQEmfX/tx/GR5Ql6q/bskfX654gCwV/sASvr82o/jJ8sT8lLt3yXp88sVB4C92gdQ0ufXfhw/WZ6Ql2r/LkmfX644AOzVPoCSPr/24/jJ8oS8VPt3Sfr8csUBYK/2AZT0+bUfx0+WJ+Sl2r9L0ueXKw4Ae7UPoKTPr/04frI8IS/V/l2SPr9ccQDYq30AJX1+7cfxk+UJean275L0+eWKAwB/on1kJUnSvPLpBgCmax9ySZI0r3y6AYDp2odckiTNK59uAGC69iGXJEnzyqcbAJiufcglSdK88ukGAKZrH3JJkjSvfLoBgOnah1ySJM0rn24AYLr2IZckSfPKpxsAwI95SdL+8skDAPgZ7Q8SSZI2lU8eAMDPaH+QSJK0qXzyAAB+RvuDRJKkTeWTBwDwM9ofJJIkbSqfPACAn9H+IJEkaVP55AEA/Iz2B4kkSZvKJw8A4Ge0P0gkSdpUPnkAADu0P3gkSfpaPhkAAPwd7Q8qSZK+lk8GAAB/R/uDSpKkr+WTAQDA39H+oJIk6Wv5ZAAA8He0P6gkSfpaPhkAAPwd7Q8qSZK+lk8GAAB/R/uDSpKkr+WTAQDA39H+oJIk6Wv5ZAAAMEX7o02S9Ex5agEAuEn7w1CS9Ex5agEAuEn7w1CS9Ex5agEAuEn7w1CS9Ex5agEAuEn7w1CS9Ex5agEAuEn7w1CS9Ex5agEAuEn7w1CS9Ex5agEAuEn7w1CS9Ex5agEAuEn7w1CS9Ex5agEA4DntD09J+lv95z9eWp4pAAD4LPWPZ0n6O5Ufx0+WZwoAAD5L/eNZkv5O5cfxk+WZAgCAz1L/eJakv1P5cfxkeaYAAOCz1D+eJenvVH4cP1meKQAA+Cz1j2dJ+juVH8dPlmcKAAA+S/3jWZL+TuXH8ZPlmQIAgM9S/3iWpL9T+XH8ZHmmAACAjeqPDOmwHCsAAIB7tR9L0mk5VgAAAPdqP5ak03KsAAAA7tV+LEmn5VgBAADcq/1Ykk7LsQIAALhX+7EknZZjBQAAcK/2Y0k6LccKAADgXu3HknRajhUAcL1/+7f/A3Xeo9lKr/xSAAAAAElFTkSuQmCC)
|
Attachments: |
|
• Budget Ordinance |
|
• Project Ordinance - 2015 Streets and Sidewalks Bond Fund |
|
• Project Ordinance - American Rescue Plan Act Fund |
|
• Project Ordinance - 2018 Affordable Housing Bond Fund |
AN ORDINANCE TO AMEND “THE ORDINANCE CONCERNING APPROPRIATIONS AND THE RAISING OF REVENUE FOR THE FISCAL YEAR BEGINNING JULY 1, 2023” (2024-06-12/O-1)
BE IT ORDAINED by the Council of the Town of Chapel Hill that the Budget Ordinance entitled “An Ordinance Concerning Appropriations and the Raising of Revenue for the Fiscal Year Beginning July 1, 2023” as duly adopted on June 7, 2023, be and the same is hereby amended as follows:
ARTICLE I
![](data:image/png;base64,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)
![](data:image/png;base64,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)
ARTICLE II
![](data:image/png;base64,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)
![](data:image/png;base64,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)
This the 12th day of June, 2024.
AN ORDINANCE TO AMEND THE 2015 STREETS AND SIDEWALKS BOND FUND FOR CAPITAL IMPROVEMENT PROJECTS (2024-01-24/O-2)
BE IT ORDAINED by the Council of the Town of Chapel Hill that pursuant to Section 13.2 of Chapter 159 of the General Statutes of North Carolina, that the following capital project is hereby amended for Streets and Sidewalk Improvements funded from 2015 General Obligation bonds approved by the voters in November 2015:
“SECTION I
The capital projects as authorized by bond referenda approved in November 2015, and as determined by the Town Council, includes streets and sidewalks capital improvements extending beyond one year.
SECTION II
The Manager of the Town of Chapel Hill is hereby directed to proceed with implementation of these projects within terms of funds appropriated here.
SECTION III
Revenues anticipated to be available to the Town to complete the project are hereby amended as follows:
![](data:image/png;base64,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)
SECTION IV
Amounts appropriated for capital projects are hereby amended as follows:
![](data:image/png;base64,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)
SECTION V
The Town Manager is hereby directed to report annually on the financial status of the project in an informational section to be included in the Annual Budget, and shall keep the council informed of any unusual occurrences.
SECTION VI
Copies of this amended projects ordinance shall be entered into the minutes of the Council and copies shall be filed within five days of adoption with the Manager, Business Management Director and Town Clerk.”
This the 12th day of June, 2024.
AN ORDINANCE TO AMEND THE AMERICAN RESCUE PLAN ACT FUND (2024-06-12/O-3)
BE IT ORDAINED by the Council of the Town of Chapel Hill that pursuant to Section 13.2 of Chapter 159 of the General Statutes of North Carolina, that the American Rescue Plan Fund Ordinance provide funding for projects related to recovery from the COVID-19 pandemic funded from the U.S. Treasury is hereby amended to read as follows:
“SECTION I
The projects as authorized by the Town Council include various recovery and economic projects funded from the American Rescue Plan Act, for a variety of projects related to recovery from the COVID-19 pandemic.
SECTION II
The Manager of the Town of Chapel Hill is hereby directed to proceed with implementation of these projects within terms of funds appropriated here.
SECTION III
Revenues anticipated to be available to the Town to complete the project are hereby amended as follows:
![](data:image/png;base64,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)
SECTION IV
Amounts appropriated for capital projects are hereby amended as follows:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAg4AAAG6CAYAAABgCM7HAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAFpeSURBVHhe7Z0Nj+QsCMefZCeby17u+3/cfYpoiwiibee1/1/S3FQUUSnYzk7vPwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4Gz+/fz5/frv6/fPz7/fXAQC7jlnz1gP+AAAAGT+/f35vf33HwVDcdx+f/6+VoAcDdxcT4/nv9/bn/3jOTtpvEISstf9PRJjNH/wAQAAuBP//tzMgPr3++v36/vvSwW00UBr1aPxHNkMfWLSKBsHufZH5+lRRPMHHwAAgDvw7+/f3z9f/3U3CFZwk2Xr52/egKTAbJXlYP1zk3eAW3mrh4+S1IqtUvbf15/fv0YSGLbZkeciZSsdm9y0p9tejHViLPfE2jjE87CNIyViZbf0Ka2rbFLXQ7X1+in01kMTrXEkz0Uf7wMAADCFFSg1YwF4CXq3HyWvy4gUREWZTDymnpRojM1Fx17Cqpf6yrotuS5LtopAbsqbMftynWQtGx6NtXHQ4+6umbXxEGsmx6jHy4lzW9tovrRd0fxZcvgAAAAcRCdmiyjARvJcZJelxNMmmSxu2lh1LLjeErTVsT69CPq6i1yMNZ0bdR5NSfzLx/WQT59GxiGTMUHJsuiI5qQQ9WPKO/oIltdjowM+AAAABxgJXLsCpFvWBvLyaHdEj1XHwtSVNkljffHnLcAT83J/rMvn4bHck7JxKMnUvsPWY6DDHocekz5Pmwyhp95gSP3lkHr9+c5FFZYcPgAAAAcpieOUv3Fw5Lkol9WBVjKix6pjYepKY+WyqK9z5P5YCUvHo9EbB+0PI+MgylMG/fShN8aZ+bL09HQTZhv4AAAAHIfvwtrNAyUBKtPJhUh3poMBNBcl9He+8nvuET2WLRaWLr7bzX1FYxJ/4JfFuf2YnM57Y+XzsbHcE8sGnrutLBoHUXyIjlZXnrOljpwvvUZd3xiYbw18AAAA7khJFsvH7ZCPrEVioOP2LRKCEaCtsgIHZ3HkwDqqh4NzbitslJjj0bo7Y0ryHNSL/Ou2JL4JOeGNtTAylnviJa5iV7V5KHbSocZRkqgeg1w/PV906H57/YzMtwQ+AAAA4KXhRFXfiYNrAR8AAADgQneKzWNudTcJPhv4AAAAgGGqR8x4zHxJ4AMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgPP59/Pn9+u/r98/P/9+cxG4I5hv8Or8+3P7/fr+C/+8MPCBN+Hv9xct0uUW69/fn9/bMu7lozjeN7HyxkCP5/b785fH88iNwxGfGrXz09YPLGv65knD891yPazH15/fv/m69Gj9e7uWiUhn1P5VgQ9svKwPFMW3221oIJ/EOvY/eiHe4wLTWA77c9uc5VEbh6M+Nbtx+JT1uzJtgFuON4pH7LPF9tp3//39+/vna/NJPl/q3X7csZU6MoEm385zEumM2ueilwI+UBOtYaQzap+L9kG7O1bUBuESwG83CsY8IWQEB+ftfPl3hRNVOcSgSjL4XvorMiNBSN3pEINsZKJtq58POR6NlXhWPcImb0xEmr9VthxqUbzxWP3M9q2JdGr52fNZ6PlUwZ2X4vyGbPlc8Yj1m/HnPzQm1d66eGfW9ArIdSx3m6nMWfdXxvI/i+T/nfGZvp181fcXqXNP+2cCH2h5aR+gIFaCWgpoYgfEE7DJuVN9vhmh21eDyLpa/dsEp/ZqIn+Wu9buJOX+Tf3BJFkTq22Ix7TZr3eAvfHotoQ5H07fuagi0mnJJUfns0B2ez5F9OaFPkd2Fh6yft22tXzkQu3pzEWXg+ct++gyX8V33pFR39V+YKF9g9r05ibyraj9M4EP2LykDzSBM537Abx3rmUEOwPrM+VB+whuM6Y/F1WUQL98XA85qabOYEyFsO/A3qjvXFSh26x379lxxmzaP59EY4PQacktRuoQj16/kbbpQhUXrrxQI5256JKkgGes4bvR86lC8pGBNWdd0r/9NpbOmfavAHyg5SV9IHUkdiP6saqegN55a2A5pLyezLZ9f1BrIqz0c5tIfy6qKImn3CEmx5Xzkdrr/ujYdPJibbJ67vzxRPaO9K0x24gkpvs8ez6JMZ8K1nmgH+L+6yfblIPbejbKcl1nxJ6rw09o8ryItXwXPL8o8Pji9WbfrutZiYGwdM60fzXgA8xL+oCdNPKRF8sOfPY5f/YNsiazbV/LJSVJyJ2o7DPSn4sqis6SeHQfUj+dR8j+wr4De2f7Jmb6vM98zvuUxUgd4v7r57ft2VieMqSLtNm4za3p1aAASHPHaxn7wKvR84uZoG3pscrcRDLY/hWBDzAv6QOsoN+Z7iQ6T3d8MlCmRMJ96LqE2V7tMHt/EyAnbES/Ricegtuou1hvTNnBs2huPEbfqb5u7/SdiyrC8Qq5VffwfCZ5a59u15sX+mzNjcVD1m/Cnwu8+6e1bMcwu6ZXIM1l2ViWpJHm8P3mxfMLy+clxZeLP5Zz6Ss6QfR0jrR/JeADb+IDOoBJikxPQHROpLZkbDlyH1bdofZiUmRApuNrSTYlUY3ql5SJ1cGdJ1clH9HvOqayMOIwE4Ws0xnP7Xt8Pi3C8Sr52fOZbA18Kp9254Uoa5CO4MJ46PqVtp254M3AUtex29N5Vdb5knPyZgmD/cEeg+VnfOhrsR5z226TD+nstH814ANL+4v7AAAA7IKCp3wKdBVoM3nFcVvABwAAAAxzxaTBd4X206srAh8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJ9D9Lt/AAAAALwJ9ssjxpN8eonN4Mt+AADg3dExU/5kkF/es8n4kC/rUS84cl4OJonaHJWDeS7vA2UC5JvyZl5H6T1NwO9RAQCfRnkroH6zaCEljU5QljdTazAPbq6iNkflYA74wIK1cbA2A6lj2qmko9096Rd1pM1HnjypT5bnqqYOrz8AAHgWFJd6LyXqJQ0z1qa7Uz++RW2OynMRmAA+sGApTUlbDDydi92JTv76XG8E5MZhZBBRfwAA8Gg4dn39ftHd2hLD+KhvsFIs85KGcUNmlUmiNkfluQgMAh/IlES+fFwPuZsyO01ttkSv6/C5L08bAfUYxdpkJOGC7g8AAB4Nx6b6pifFMhn70k2QjKc6LqrYZpRJojZH5bkIDMJzBx9YNw5lIvTTBu5ATkI56k7lUwK9MdBG9gY12h8AADwSHasIHT81nFT4psdsb5RJojZH5bkIDGLO5xV9QA+6nNdPAOK7/e3rhnYSLSPLUwZ7k4GnCwCA18JKEFHSkLHPbL/GTad90OaoPBeBQcz5NMokH+kDptI00K1M/80B/w1D3emq57YYpL7fsTYObDg/TZB9EyP9AQDAo9FPZKu7SSNO6foytpW/BatjHcdR+XVx1OaoHMyh1/SSPmBtHAieDLV5WM7Xw+i0tJEDJsyNQzFebTIKI/0BAMCjqWOTkSRk3FLxbY17nty4EwzbHJSDeeADAAAAXgJKOvrGC1wL+AAAAIAh+Olv/WQWXAv4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMA7Yb2bwWOmLgAAAABelPLyp+Wje9zj96RnbyTscdQv0DgbbIYAuB7yjbfbscWae7yIBy//eS3gA4pHJcMz+ymLaL358p4v0cDGAYDrkeJNJ+imtwZ2Xu0byS2O6tzTJ/CBDyi8ZLiWf5ed1rK7EnVbOR8lmUu9q9GiHi3CD72u2tkleRuASF5o+hT9WGOu7G3GRjtLewyn7eAAAC9JL2lYr+/nGxu+G43kuajiqM49fYI+af7gAxtWEiW4fEmOYofSJlcll4YrvVY/uybU0KOxdlfV7suyRZTx57o9MdI3AOCzSDHJSxpDscSX56KKozojeS4CE8AHFJ6yo4ZpuVWfSP9JVl6QkacJI7umWduISE545QCAz4VjznIjsR5bDNgTS6I4clRnJM9FYAL4gMJTdtQwLbfqE5FOzXidenPBTzf8fkbsGOkbAPDZVP+l8o5YEsWRozojeS4CB7i8D3jKjhqm5Vb9QvkaQX6d4FG+3ug+lZi0jYjkhFcOALgOVay4w3fNR3Xu6RPMcXkfmEmS1WRNyq2BFHhA9eOfHqW+3jyUX1WEf+Ng2JLknbERvTEAAD4PjiV1sE2xQnzfXceWKPa08hJXZDw7qjOSg3F4/uADFW6SnNwYEJGcH+8sxtMhJn0dlPPHJxasP+vq6TRkxLZZ4eP23be94I0BAPCZpAAsYkUTS6JYMxSL6sR0WGcgB3PAB16QMkDcyQMArgYlpd5Xr+DzgQ/swNptAQDAp8OPqO2nm+AawAd2UJ42YLcFAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA8Cb03gsBAAAAvAXNyyHUG6Xki47kLx5mfjrSS5jNC5j+dN7YuJbz27WWIvdobdV1/J99cj/j9Z8FNiIA7KN6gRsdAy/FOfqinUhu8Yw+wRj8Mij1siaVz/jY6nyEDxSFJcmuHayvp6SEy4Nm2Zakymud6XNElOC03Ks/W06UhdQvlerZb+mznOTZ9MYNALDhWGYE8+A1vCkGdF7de1Ru8Yw+Qcy28TQ2Dp3E/BE+wInHGHjZLJBcTAIZkJ4IiA1FahQQJTgt9+pPl+dJGt3gFCx9smz9/F12l3m+yqIYO7vN0Wq9aVFLfWNOvTujpi8hWz4DACZI11nn+ilPLeUNSBUrD8pzUcUz+gQxq6+kPFDPZZpfx48+xgcsBVWCTJ0WAyhRcTlN3Ewy9hJ7Qcu9+meVR1jtZBl/XhK12LVZOzm50yO0Xi3XwSvJlRP+3Lb12js+AECNvhY1YzFhvzwXVRzVGclzEZgg5cwck3kuVf4U8ly0smc9ojZH5blojrIbkZsA3kxsSuUdL9WTmwktW/41iQzVcj5nve3R6vH0791ZNfaUTUHlMHV/I2Xy3KwvN2qGXDNSBwDQh+NYP06Y12t0PU/Ic1HFUZ2RPBeBQXQ+4bms/Ybr2Plqz3pEbY7Kc9E8rEQM9OtrOfcvovK0gdvlJCcSXq5WERmq5V79s8ojuJ2YEzo6Tw4ILlNOlOZlqyfbmX2kQ8r9OSUsOwAA4+gbJQ/rWmuv5/3yXFRxVGckz0VgEHmjrA/vxlluSvesR9TmqDwXHScN1HlkV90R0wVX7sDF1xi5akVkqJZ79afLk73n/I2DxJKPlMlz/rx/s0WM1AEA2Iw8aSiUWPLI75qf0ScYJ4rhRBXzP9UHWKGfiMrTBvosJ42N6ww+SHBa7tWfLSd4TO3mQY5FM2svccbfOLCObR7Dv3EwnAIAEGNdW5JybckYIa/X6HrfI39Gn2A/HM9lPKb5rfNgmn/hZx/jAyWx8hEl/1rOO3Zu6yVhgtuWPuSx6Kv65yRoJWZitrxg9t8LGkP6DDvKojh9WO3Sokq71II2cqVTrkFvTAAApgTn5aM6tmvTuisLr++j8if0CfbD8bxeryhewwfANNGGBADwGlAC6N0M3YNn9AleC/gAaLB2kwCA14KfSDx2g/+MPsFrAR8AFfLxFf4eAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAODJ4GekAAAAEubLJlKSUK+ozC+Q+LRfBJSxLh+34+gbtU7GtPHBP+l8540DNj0AgB4zMYJzph+PQ/mOlzG93AugyhvU5IZgfROhSKA8sZ/1/oGywO0G6bWSjOXUvEaPsxMbBwDAp8GxoSTUsRiR8kYn8Uby9NP8ydc/R22OyndBSsubqtbE+V0PPiUqNRnJmHXS601F9RpktSiWrjIY+cYsT/+aCMhGIWt2er3FNfrTuP2UiTf6OTo2Cy/xzazJaXOebejNQTtvtq7bbfMRskH6jF6XcV/go2wGGzvpUPMAALg2Xoy1OLJxsG7UOW/5OSBqc1Sei+aRSYU7IYX07zaRFLibBCN2LFZiknBSGB9ITz8vci3XC88Jw5+YEUcx+ymJSJRJW4+OLRdVeLbq8u6cnTLn3Fc4B8a8WetX/Int0OcHfEG11/MEAACSmRiR4ksvXnfkVj9R31Gbo/JcNA8r4UCbBp2DMAVsSjScdLZOTENSnS1Ya2QfdJ6Cvwj21NeaOAL9ptwo66HtsRjtR5cdGVsuqrDaELJ8RO9Zc27WPSDvnZu6Jn3BqgPAVeDrZdlcr0c/7l2RmRjBNyZyPlX86chH4pUmanNUnovmKXeQtEmg5FKSSUk0PBGbs3GncmKMCbIeETc67IFF+r1BJ3tF/TIOi36ffj9cVl94fGFqXbaOuh951P1ILDuItp++3ra+lvnt27b+HGjdRE/eO+fPY3Yt5YlIPwAASI7ECM47/mZMykfilSZqc1Sei/bBj4P/LMl+U5aUf/35/ckbiFRxgTv1J6rscGXittqUO96yQcnFsf6BQUd1ysZGby5kO0vHaNnesVlY+omku3pkH+s9Y84te47Ie+f8ec4XIv0AACA5EiOitlJecmPvK2NN1OaoPBftgxUtmwfx3Yx8aiA7JXijIRJPqpsNNSZS7rpy0dbnCfpJV7tR6TtC6b+aULnIVj9lToRt2lZi79hyUYU/n3XZiN4z5jyaA22vrt/Ig/NRu7LY6L+9cAAAoGDFEaLEjpJbrJia4lO5gQvk63mJhUYs1X0SUZuj8t0UY7Wy1KExoQTLxCHaygRFx9dtSex641AGICZV4uk3k0WxXxwjiYJ11e1WJ3GdKdtd2hj27x2bhWWjt1uM9J415705MO2VvqF1BefElC8YZbzRym2dsQMArgXHChFX0rHFVs5jxkZA1lfxJJJH+cPqM2xzUA7A07ESNwAAvBu0CZB3/o/gGX0C8HSwcQAAvDv8FPuxcewZfQLwEmDjAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADgI3nFP5CTNr2SfZYt1Xswvr6GbZ0Z17PnoBpj5z0WAAAAXhDrBUreS4ZGuEdSYp3aRjrmE+VZ9pUXC43+7nak37IW937TYc8W2x/q48hvjR81RgAi9sQCr41+8R0f4oVCO17Eg5f/3B/4wA7KQHUQp6S4NznsWYiIozpl+zPsW5PfbZm/wYUY6Zfr7N+0jTIzB2fMl+RRYwTAg32wBNOZ68Bvk2JpJxaktwqWt56WYB48bYvaHJVfGfjAToqSkQ1C6nydsDbo13I6tkmtXvmrZLwQy/l32anZCWWt11ncoX6Wc62r2SUObAQ2B2nvnu0x5QXT/Ui7mjv9pfxPO+5mnNlePa7R+aDzHl5dq1yWrZ+reTDGOGADAPdg5joouNdDJ2lYT9k47vgb6KjNUXkuujzwgUlGJ0zuWIiUkMTkJLk4j/RyQssDS3Vr/RZ7Frfth9t7n6kNb6biSaUxlw2Xnh9vTNYYmv6Dcz3XxM+tHWMWVXjzkcUuXl2rXJbx57F5AOAZ7PFFr003aRhtor6jNkfluejy7JkTr80lfGBk52F2nHYxfgKKDGP5XALjeksSUkfvaYnXj/c5NwvRbWQ/lrxgldu67HNPb2FMPjfvhFfXKpdlM+0AeAZ7fNH16xRPZXza6lhtor6jNkfluejy7JkTr80lfGBEAdeRE1FPCMu3pElovev3KlX7PRuHwNbBfrQu/Ug/+upGP3HRX/l4tlrluqx3zp/ruZY0bU+Yd8Kra5XLspl2ADyDPb442iZ6whfpidocleeiy7NnTkbbfKQPlO8/Ru/ac1FFaLjRh9Q5Ooio3kw/PV1xP1YyzkfeTHg6rHJd1jv39BaquifNO+HVtcorGybaAfAM9vjiaJvqWsjX49t/v/2BwAd2wErazQPtlEpZ8x1+Sp7FsPpum+BdVp4sY4KjXZhFVG+mn+rzMv42uUb9tJPu6c/ihLmIqm50Pvo3DpYNe+ad8Opa40n2dWwgZvoG4J5Evq3jImG1kTExFzXXqoyj6w1IFVfbPqM2R+VgmRf4wD54EhZl8miSk5KLjstgl4/p+FoSmZzUsjmp5XMJbKTeaD/VZ2U7HTIRauQiaIqsZysn79wXzbGqq9taupq1yGvVtD1h3oleXd3H7Xur67Wb6RuAe8A+uPktH1vQZ7+uk0DUxrsuSUasQduTW31GbQ7Krwx8AAAAwGlQArDuNO/JM/oEPvABAAAAQ/BTyMc+EXtGn8AHPgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9nPWb/TP0rOXZ/f/DDDnAAAAujQv7+m8+GiUdwn+bKd4KUY6xMs/sHFosOeMjzN855W5oj+AGh0v+RAx4w4v4sHLf14L+EDm7ID4LgHWspPf+sVOcMVEEY35inNSuPLYAZOSRifopvjRebVvJLc4qnNPn8AHPpDRAXE9/+4/jahenUxHnkypzwq2TX96B2foSX2pxSoT0LzTe9VVv7ZTE9mm5c14tSywb10wQ8fa1zrnefOi24g+hu0P1rGeMzpqnRKrTwtP57DN8nNlv9jZZ/nttq0LzbVcJ/0GNs8/7L62uTLXTq03+Hx6SaO8ul5eXxzbyrXcl+eiiqM69/QJ+qT5gw8sSkSw3s6XwCh2JLqjFIDV5I3+R0s9OQdoQ8/A4JNNwmYrmUtmbdNwgsq27rCv7UvJS7ISZVLHmP1KZ7COlk5JJCd6Oq32npw/1/bLNS3ydWOWxqbPx/zD6ku3l7alCuByJJ9wYorlH7IskueiiqM6I3kuAhPABzJayR5DJFHdUV1algK9COyUCNYkYfWTkvkW+DW6zZqoq2Ri20awfNNfJaKsq2ufKIvkuWiqzVF5Lqpg+TJHxkGbpqN97q2rZVFdQvqHKQ/0g+tRNqfb0fcPWTbiY5qjOiN5LgITwAcyWsmYIWMJOdJF53znvi2El2x7evlcLmY56r4lZht5x6n7sB5XO3ektn31nPXqE2ablOyiNjNy36ZcVDEm3zPOVm7W7Yy/d86f9drRYesiIv0AcOxif498aMTHNEd1RvJcBA5wWR/QSvYYIonq9tpHbctTBv30gevWCSuiZwdR2ZK/iiibGsLqszwO14/Frb4q/YE8F021OSrPRRV75DN97q2rZXZd3z90WyLSD0DlYzlGnPld81Gde/oEc1zWB0YCpC5LiVF9z2P+jYNhdGpb5MsA2mScZZYdacDUvtZJNMla/L1ELqqw9EsiW+ROMxcJ+5Td6qsLgtv7+tcnHGJMcozh3Fo65ZgCm3JRhaVTYtlcjXPCZt2X1t3Ig/Oef+i6RNt/azu4DtJfchH7lIiD9fXZXguRvPiYvCaP6ozkYByeP/hAlYjpoKA4EkSJZIxo6/1tQNPH9yYvk1TJc2A27SiDVpuWQmNTZ3Is/ZJoHF/LRql5LN+xT4+V2+d5cGxZ9ZV2Sm93bq3502Pq2ERyDbff6stjXbdA56jNZl9iPZuxBOeE5x9WXauMN0G5reOD4HPxYh7JiPB6HbqenZiyV2cgB3PAB8DplAUauSvlxFQ7yCdiJeAR9rYD4F2hpCTvNMH1gA9cEGu3WKC7VbmhSDvXI4+L3gRsHACI4Sd18PcrAx+4IOVpg7dbrB5zX+hxETYOAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAk4j+GO/ef6x3xT8G/OQxy7HN+NZMOwAAeBrNSy2W46zfkj4j+Jkv0Uh21O9YmH/vwv5xlP6Xj+LYbLxikpgZc/lVyjv+xnlmnL26V/SRVyL6ZZR++VkTg9TLz/jov8vl6Mt9IjmYAz6wsCpU7xNIAeokB3tGsCuLJzcE64I3bx/sL1rh6Dis9rxh4/6fMU/PZnTM63relovuJL98JDNr26t7RR95FThWbrFCx85yLje2KeYIf01JY9J/5fterHh9VA7G4fmDDyxK2gSr0QMn9AQ1u6hcfzXSkC2feUCrTCxIDpC327a7o77kbi+68yTdq33JjiXgfteLJsdmBeXaPjp68v4GxNIvy7RcjpUPJYvWxJp73RfNRyrPmxfdRvQxbP+qkw/tW9GcWmwXm++vzXyp+YnkvbX0/Lsni+em9feqrv7sXEs/A74A7kMVPwzfZN8Q67z68VanR6TzqDwXgQNc0ge2YOQrCQ0TwS3Jks5Nn5YXUqAWu55qAVIbkQRTf/q8P/B2Qak+/bvZQjasOpWdyT6xwKbcsT8XVVjzIMssuSTpL3M+4AzavrYvJS++IMqkjjH7lU7Lps6celC7sk56XITWS5T/dI0/D8iFztYXNxulf4/KrLmRNrV128/URp8TdwkMYIie39A5yeXmLa2L8sMe5np3/IOYkecicIDL+sC2eZBHrbQKpLm+l3A1o4Zvyb0dbHRuwXWyPlqsvLi0kBRkuT9bp6U/lAv7c1GFbrPOe5lXQ6eE5Zv+2TWRZZE8F021OSrPRQ26Dp9v8xDp2CPv+aJkVGb24ch77Sw9RM8XwH1Ic66ud14fGUeVPG3opLxdS4m13j3/IGbkuQjsBD6gSLsoMeDIEJ7AbTKqHZZr+FZ/O+w+onOLEkBpk0D2FZuSrcsmghewN0bLIaTct3/53GC2ETtVqT+dl41F1WZsTfg8sr+21WwjNld+mxm5b1MuakjrJXbo9iap1isZk+t5pmOzq+ffnkyOzRqnJ++1s/QQvTbgfDh21HOsb0QI9g3f9yK5tZbRWs/IcxHYAXzAwFJcHsnoRzMa3dY3fHyyRnRasK1/lkSj2i6JKH037CRuS38r9+23sHRKKv3JAa0NWN2ntyZWX5X+QJ6LptocleeiCnvzlI+pJzWRfHwte/qkzPucq1b9jraz9BRGr09wDC/QW2vTWy8ilOc44H5NfFCei8Akl/cBNrpVkIKPuMsjuDMK2mpilvI2wW11LMOJJtmlJJEHq3UE5x6rzcYdK5VXkyl06rtagp1l67Nnfy6qiGyu+jfqWs7qrklgv6V/nRcxJjlGax2TvKdTjmlgTjXcvp1T3Zflr0f+xkGuZc+/uzLnc6qn5nq8nX0tEZ4vgPOw/KhQ1kb6kbxmpU9lcaOv6JA+JX0zvkbn5WAO+EAmKU0BRxyG0rVDNWnrZIlDBzaevCwX7Zu+y+B0wAzOPayFJLjfur0XpJeP6fhaEo3u07PfIrK56X9NBHxw/7XTeWtC9Oz3bFn1lXZ6rZVNt+9Nj6Vzz5xKpMNrtKxZC2X7tLz4Yse/uzIxdv5c15O2t3Xbz7mqey31fAEcx1prPrb1aesYSULKzevLuca9NgflYBz4wA5K59bdDngOM2vCSah2SPA54Pp8fyipyDtNcD0+zgesnRB4Lr01oTtTmUTSTrfzRAS8N7g+3xu+U62fLoFr8XE+UO5msBt+HaI1qR5pP/rxFHgouD4BAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHwk1m/+AQAAgNPwX2axHc/+K23bxvN+cvaIZNu88GM55LyeZQM2DgA8Hx2zqms9/WS2jgVRPCu/mFk+8vFOL/+5KJfygVdLPGWC9Qtt6GeGZ21o7jnmdbHUuxNSn2LhsHEA4DPga9B/CVeKaZNBW75/xYopR+XgXC7nA1HiSZ2XHYuxQ/Lkq97veqfVe8NdGdzIBmFvv+sECplc0HG99m6x7DpHxrl83A6ywVgLa31qG+lgeXqHg3LOmTkFAMxD12Pv+ppNGlYM4RsqjjlH5bkInMjlfKC3cUgJSuxQdGLqyVlvLY8M79kiOdqv18+sXottU9BfIMuGkbJko1gDKUfAAOCx8DX39ftV3Qioa5iuQXHNRkRx4Kg8F4GTuKQPeMrMjtMEcRLaJQ8MH0lyZ/Q7aluk18N8ojDSX1A20qba7OBpAwB3ha+/erOerkFxTXJc82OB5mgciOS5CJwEz+3FfMBTxuVyoPWAx+Rzhkdy4ox+/TpzemdITwrEpmjETkKW8ed6Y6XbtPVrfQCA87CuMb7hqBOJhJOKf4Nk6gyu6xl5LgInYc73p/uAp4zLo4HtH3guqiiT3f2u6IR+/TpzemcYt8EvG21TvnLRX70AAM7FShBR0rCuWYmpUzyNPSrPReAkLukDvQHoxMOPvreOe/LRJKfhwbWbB9qhlbKj/XqLOqvXguu1i5N0y79NsBbWKEvtcr/WVw/6kRhR5lCXAwDOR1/b8m5Sx0zCiwXyupaxqFz3MjYdlYNzuZwPRAkxdZ6SUD5Ux558JIF7cD2lV0wycbRfXtjcVuie0evR6BB6JJYNW9Ln4/Zd91scrMi/brd2vMVJ1JwBAO5Dfc0bSUJcs/q6tO4E12vYa3NQDs4HPgDemuIw+okKAOD1oKSin7CCawEfAE/H2r0CAF4PfoI49iQTfCbwAfB0ytMG7F4BAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADFzHsL3o1XG9snzzUAAIAPonkpxXKUv8Y/mszOSoasR9t57KeGs7bply7xcV6i/+SNwyePDVwD/VI2PrYYdI8X8RzVuadP4AMfWFgVqrcZpiCflR8N+GclDEsPb3j2bx5mbSsbB/lCJflK0Vy0m7Pm6hX55LGBa5CSRifopnhU3jBrxNZIbnFU554+gQ98YMFKhBod8Pl8eyJRvS45HaJuMVLKxaSnAa2yfvK1Eo8u69pS6n6XHePSXzA2jTVfll3euFobHPnAeApNHeXUkS2329aexi316XmYG9c2T5EfAPAO9JKGGRvS3SlfJ5E8F1Uc1bmnT9Anzd/VfWAL6B3DRTLjz7URGk48mz6dDAtyF0Skdp1kYunxdBekLcV22adsX+S9sVmLkMYh7O6Ny7KhlY+Nh85138TPTckDW9avpJIz6fM5XdXcqvbR2AB4dZJPq+utYPm3LIvkuajiqM5InovABPCBjHk3KJRunbRJ04Lr9xOGWZaS8tZOo9usdjuLSEhb+nYMji1vHJaP6yHvyqNx9W2w5RKW+7okZl8dW3rns7qISD8A70bZXG9H379l2cg1ojmqM5LnIjABfKBDuruskkKeJCNJ2xsPbpvkruG6DR3+YMw24g6X6NkS2tHZgBTKxqFsMPQdfzQu04ak05bH49nmWTNrS+98VhcR6Qfg3ZFPAKNrYOQa0RzVGclzETgAfEDQdkzJsr3DL4m0veveEppvuJ/0LCw9ksgW3w57bBZ646D7jMbl2yDnOn/eMR6JrJuLKnT73vmsLiLSD8C7U10jKjYQ8uu6SJ6LKo7q3NMnmOOSPsCDbhXIO2lrYsqdvpUM9PfwluGE/s6c7679wVh9SSJbLHlvbBbmIiQdW1lvXNqG9YmCMZ+WvXpu9RMPovc3Dl1bgvMZXUSjz/EDAN4BKz7p609eI/raJiJ5uUbkzcJRnZEcjMPzBx9IJKWLodUhlHoJYN1YpN3L1vZrSVx6M8IJL9fRkyza9gZjJSdNz5aZ5KaTccFLfmV81eYh25COsmipP1tGNPYMzG3Tl7K9b4voKzgnRnURVpnnBwC8A9G1tgblvXLjTvCwzkAO5oAPgIdjJVMAACAoKck7TXA94AOgARsHAIAFP81EbLgy8AFggo0DAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwCRn/wEm/qAzBnMEALgMHPDEiyHEccYb/kYD6mZH/eILYn0p05sG5s1+ebTjPIvZJGb7wGbfrL5HUL1Iio7ghSbRGAEYQb+QjQ9xrdzhRTx4+c9rAR9YuHdSGNUvA7t++cWWJN5v41CczHrT5L1e8jG7plZ9fjsaXwz39pE9yNdqrxfF5FtH2a/ez6fA80jXcyfopuumvE3V8MtIbnFU554+gQ98YGEkKTR3d6p+swPLk7oaaMiWzxWrHd+kq00Kt+/azka30FvrInlOgJY9QmdvnK1OPnpPZUp/vQ2CZyvJ0mKvfW3lBU+u15TPfTt0fUKWtTbyIce+10dIRkRjjUj9dy5ma4yE1a5ni+vrSn/P10bmE7wmvaRhvY6e/YV9KJLnooqjOvf0Cfqk+bu6D3gBtQcniWyUGTA3g0b1b/XqZJsGSIsk9KxB2dtRpbq1nJB1iMi2dpyqfbTggX5i1Fad4Hpy2W/RL51GY9lp6ZgZ+4yPRGONsPxBY42R0OWj80oyOY5Ij5Tz57n5BK/BGo+MddI+QLTr7stzUcVRnZE8F4EJ4AMLrGAJYsbhJRtuYwdMzaiBst4WRDkhkB2V3NA5I89FoW0s98cZth9IBqN6edfYscWUtztNC61vTcROwiSsMgnLfXsLpm4xllxkstpJ/hpsNDwbZHlky+g4TD0T8lwEXhC+prcYaT6VPHHdj+qM5LkITAAfWBhRUAXo9dgCO99dbjL5SHzUwGqg5dHKbdvZVfL0uU4s3EbK6z7NNqpeb5y+zrpMEskJX6+2gw6uNyUPEiph6nPulnNRU7bXR6KxLJ+HiJ5SWGMgZPmILf1xSD2+r8nPWezaB14b9oexGLFn3Y/qjOS5CBzgkj4QKShJvN0M1IGxoPWNGqjrlQBd7pal3NI5I89FdZtgnKM6JZZOja/Xnl9iTE5zVz85yOKGcByujVx2xEd69WaInu5YYyDkhmPWlnYc7edc1a2bxa594LWp1jVfB/IJn/TLSJ6LKo7q3NMnmOOSPhAFLEte7bAWA9qEsdW3jLYw24mEVy9OTojirlh+p2zZXNpIW3kcWWc0TkunUabhBWo3D6SbyjwdzXfkyf5toXtyqbPMv6yricYRjd2Sz/hINFaN9g0i6Zh84iDXPxf157UzjurzDl+zysBrYfml9jvpP8UPpD9F8nK9St85qjOSg3F4/uADOWAtSoyjJPuS/MrxdVsCqNrNSLneJHDQzHInuEeBU8vXwRt6PV3aVh6H0Nkbp6EzsrnA9Ta96cj29nSkxZZt1EJ7cq1zHfdJc080fRz0kWismqa+M7YC26vaZPtILnHntTMOd87zIX1tZD7BaxL5XS8uEaE8XUe1Xx7WGcjBHPCBi8PB2k4eAJwJfA2MQElJ3mmC6wEfeDHoyYe80007xyOPawBwgK+BWfgpFZ46XRn4wAtSfWWCxzXgjsDXAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOCNkb8/f9ffouM39EACfwAAgA4cJMVff+dDv6DH4x5B1nrRjveynjPYOwZz7i78kzvPl+gY8afRdbD7wTsSwP3RLzrjY/O9e7yIBy//eS3gAwtWsOafko0F4tFgP0pZFJ1oyKZ7vRRjzxgsO3lxzpuLd+OoL4y29332unMPHkO67jtBV76vYw3W4mYiklsc1bmnT+ADH1iwgrAuWzsydiuyrvn5u96d9e48Sz+9DUKrd9vgpMlZ+2o3Pp68GW869+14up3OnGqH5s2NaK/Om3cNiDlIMnVxROPW86jh/sU85ydLpK/xMTqci9Prx7K5N9dsj5Dntlq/aVuWR2sCPgt9jUmKP1c3E+Kai+S5qOKozj19gj5p/q7uA1YQTgF4dPci2ref63bhBBm2aCy9hLSJ0EmkJ7fslpOsea6dtbx1kM2upEuMRa6rRZIfcLaReZHjIfvkJmSkPeHV0+Wja04y9vM89kCPlPNnf01yEfgQ0tqK61Wi/YZofcWX56KKozojeS4CE8AHFlgBJxh5lIQxY5T3OTcLjR0JuKN6OfHZiYCw5W2ytOD6z7TT1lk2eWT/2o7mNCc1SoC9sbGubVxVos2646csrS/RsfpT0fO16aZywhqfhVevmgujTjSXhVDPhDwXgQ+BY5T07W2d7+ErR3VG8lwEJoAPLJhK08TITrdkQnAAbo3yPudmobGRnPD1yoWsF3RK7uwkJdqGWr/UeQ87LZ1bWXmqkNaQ/l2T5bZmqeHC+jSp6mtba6nb6lszUofw6p3Znj/rsdGxteMnLJusbIpaPcr/G3lti1UGPhP2IX8zetRXjuqM5LkIHOCSPmAqdTYGWewa5X3OzUJjud+Ru1pLbx3cJWNyuivOiTTYPHh339K2+9nZn9N0vtj/RzxdSE8avrm8jMuaa6v/8pheP663sOzTrE9FbsvG5uQnDtUTEmMsPaRO73Ou6tbN4uFxgPen8oV8TcmnevIpaiTPRRVHde7pE8xxSR+wgly1gyp3pSJpyCRSTZrzOTVasMo0PKA2KZNNVObp0ImN7d4mpiev7M6THCbJbGe1GMH4ibPszOJmTlf7hVMUWyu9hi657rloa2uMReONWZL6WOwoflVtXAwHt/Btr8u6c7mMq900cfvqs2Gn7MuyZWQewPuhr1Ui+ZjYAEufK74jfTCSl2tA+ttRnZEcjMPzBx/IQW5RUh0qEJaOilzeuXoB90BANW2q7iRtHWlyZBs1MZ5c61yTrxinhWVnWexH2ElYZdJJCC8hb5sCPr5uSzLVG4ey9sFcENZ8lIP61huTUr9Nyrmd06fdT213wZ3LssbiKPOj51TX5XliuTX/Vhn4DBp/Uj7ai5VEKE/XpHMN7tUZyMEc8AEAAorDRU8BrgRvDOyNCgBHoKQkN9LgesAHwNtj7X6vBj0FkRundMehnhIBcBR+soUnVVcGPgDenvK04eq73+rrEzzmAwAAAAAAAAAAAAAAAAAAAAAAAAAAAADwrrzzb/HxHgEAAAB3w0syr5p8HmXXTD/lr+6f8euDZ62T9QKlM3+2ec9xebplee8nl5Ys8oF7zxfYz55rfT0e8CKeozr39Hk14AOTjATRXPQSPMqu0X5KQrD+74VH8Ix1Km+c1C+FogvqrM3TPcfl6Zblbh3jd9aRDzxivsA8vMYlmMa+xsF32+ytwVhsIuWmco/c4qjOPX1eBfjATkaCaDovnZVJFgGy1L3dtp0YBUS5M9MBMg0ky5rXa+ZAux65r8YGIVs+d3U2u0RjzHV7u44m2ZpsyMnDeMOip9eae13Ws9udD0Nvo0eunzPfJNOUPkcSnrce6xi/637L3O1d51Zv7QMFa94JWe6NM82jmp+eD8zMF3gOnj+MIP1h3UDK9U/XFvthJM9FFUd17unzisAHJpkJou4OJtXdgiMbpc83I2Vbopp4ZQ/3vbX17O3pzEUVSa5tEvW9fjTUroxT20D09Fp9RP1qu0d0aBuIn+XumHTounq+NZF9BT0X7RrXcu0jXj+zei083bpc+5C3CSCbPB/w+gKvw5E1kutt6ZFlkTwXVRzVGclz0eU5MieX9AFWsAzcPPYZ1js3daUdkZ3INGb7QGcuquA2fp+RHYSuI3VackKWRfJcVHFGH5JIrhnZqZo2BWusy0bqEDO+U+B6lr/T4dvA5/XYozqHd/bg7ug1HGV2Ex/Jc1HFUZ2RPBddnr1zclkf8BS0HauAmQK2bVjvnD/3AzYvxiaTd3haNzGic31qUsl5TNxejc/oRxPdkUZ6rT50Wc/uJA908OfaBk1vvjVWfxquI+0th7TJt9k6J/botfDqWeXybiLNk3qaMeYDsU3geexZI94Q1m0sPbIskueiiqM6I3kuujx75uTSPuApmOlYy3vn/LmfyCSRbiLSyZscawPCbXyddZnETuj5qB6d+3pDeWD3dj7XR4+ovmWTRtuoiWy2zok9ei28emaf6xMDHnf1PeGIDwzMF3guo35T4I1264dlrc/8rvmozj19XhH4wCQjQXQNkOJuq/e9TnTefA+c9OdBLgNqE6XQZUwC0dWpdBBy4cv4ZL8sr9tIWGc78bIva96kXmssaRxFHthN56ZTqHZJp7grJta/cQjm24Kdrk2GZFspm10PXXbWOlt49Uy7ih3GLya4ft8H0vnAfIHn4fpDXnu5Rta1JJH+aV3/kdzt84DOSA6WeYEPzOFOmA5+pbNlQOkQE9fUDc6JNJCii451UDxpUqaTByfPLBd2eDqJErzL8bUkgurOXfXL8nZeCnIhNPUi9fVqu27fau4Cu4lmPkbmO8/byHxb8JrW7fTF5K6xYZ9VNrvOlg4Lr55XXuzQSX7UBwjWLWymQ80XeCzmmsiYkK49P0Zsx+YzvThJhHLVJ3FYZyC/MvAB8BZ4yQkA8FrQ5k9vFu/NM/oEPvAB8BJg4wDA68N3lo+9Tp/RJ/CBD4CXARsHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADgicg/5MMf9fXB/AAAALgEownvlRMj20YvtqhfmkFsL+w4z/ZnzMU2Dnm85nqc8cIki1RHzcFZv3fGxg+MUL2UjI4HvIgHL/95LeADC5+1cWgTybbI59n+zI2DfKsjj63dLD2T1U73Fc3tvEW/XV6dXm0skr6jF0Dmlf0bvA7lVe302fJLuQHeI7c4qnNPn8AHPrDQC5hStn7+ptdhLp2mQ0xgI2dZszsTfVlt/lB9Z7fk3V3WetpF1a9xJtJErjZtbQqefJ30VbYcZG84V3XSN/UoGyXWxmHtp8yn1unM4/KxkRddt9u2XjTfcv1G7u7T61KTXsPe3L+5uVO2Sqyxaywduj9+lWs7fnMthC7XF06aM/C+SL8zr1Hx+uBInosqjurc0yeY45I+oJOPRMr48xIM9S6mTJght+CgmgdktNk1saudRqIg+8Q4qFzuvgiddCK5nJdUYUGWmeNSY9B9WDol1rxU81+Sn9Ap+wjl2WadZOvz2NFIZ2mjx0g0c+lsJiRbYu/4QHTxqPllnZs+b/71GKogcdKcgfdEX1OWD8mySJ6LKo7qjOS5COzksj7QUzDT+aghXM8O5oUqOI8kFmnHGqy5HSWSyE5OOr5NUp7OrTpRHxPyXFRREuPycT3knBztU8ujcwu7TZ04R+pYbJsHedT29Pwmst+Sm2UdX4nOwWdQ+aLcBAc+FMlzUcVRnZE8F4FJLu8DPQUznXt67IDvJ2liRK+kql/uPMV37K0+bQ8dY/LlszlnbR+RvJ9QNeu48h11uhNuHFbpTG06fTbyrf/o3GL0aYK8i09t1FOJUZIeMSZpo2Vv6kus6djGa6u/HXYf0Tn4PKrNqutDtr8QkY8c1RnJcxE4wCV9oKdgrHN/E1CSXRug/TaFklz0o2ILrackiJJkpVz2TzJNJCcsu9s+9stzUYXeOOi5PdqnlkfnGnuDmA+xmSC2p0L1mGaxbBr1m5HxcVnkK74OSyf4LKqvwwx/npHnooqjOvf0Cea493q8pA/0gpuUNUGxJIocnC09Vhkn9TygXt9pYJR4bLmktW2ZqOZufJPrpMJj2SYxkpsLIfqwxlXJjTtxnpe6jcTvk8v0ehByHKFc2Ryda1jeOqLVbh2L8csLC093st/clCzlus+lvPeEwZpfoucLjY7gHLw3Oq4Q2genrjlDXvxQ+upRnZEcjAMfyHBwW5Q0xxIcReAz64mOvSC5BXI+vpZkUZJAL7Cug1OLZBEFaEueJlLYpScxkpenGukgG0UfVn+6rDjH8jEdPC+dMeT6OrHJpyvrnBW9au568sa+4FwjHVNjyYrd8uLo0awHHUZ/nt/o+abDm8t0iPaeLxydM/B+NL4wcY0Rody4EzysM5CDOeADL0wZqA7unwonmdpZwDxX8xvwWVBSGt1Mg88EPnAAa9f1SdDdrUxuaRfr3LGDcT7db8Dnwk/F8ITqysAHDlDuGj9511U9Fv/kR0cP5Ap+AwAAAAAAAAAAAAAAAAAAAAAAAAAAAADg4uB39K+NXB+sFQAAvBnWC3I+7WdtZyUn1nP+XD0zedpjouN+9mCzAN6N5kU6nZ9Q84uC7Lgw6/s6PutfDvXkMzaDGPhAprzd0XqT3if9tO2sRGXp6TnIKM9MpM/o+5njBWAW/XPfNRgbQXj7uXUdE9jnc/Ae9P3SxnupWU8+YzOIgQ9ktFKPtbMyYPHeATb66/d2295NQPrkuwpWo3fUlRMry9bP37zxKUeZvKqutp+OZQw/1K/zek5vTiK76FyOh49N1tpNjmXbt77K2hljgTcu5dgc1e6rbktYY5JEY2774aNvJx2q/aAucz1ze5IDcDbslyoJGC8cS9f+eu3uu94kdM14sYjoyUdtBmPABzIjxq9BWuxQUgLI56xjM7w8wajP2cj5urVtsqzoknb12pv68uOdKikJHbmoIrIrF1XwRqKeA73j8/X6Y6RzuRbE6rSdvjSR/b5tXDZsp9ikte0ndUm5aJ+LADgVKy5ov0t1qmuvrl8Y9VeOT1+/X9UmWfQXyQdsBuPABzKWUo3ViSzT8t75kbrEEblVn6gSbfC0gWj0lo2VSIoabsPz7NlhlUdlpjw5Ur8vDdeTjsfHuqHbY8dO+VFduQiAU+Hrqo4NHD+zX6pYyj5px9ZRf+V69Y0N34TIa6EjD2zORWAQ+EBmxHhr8GyMNHzT0Ts/Upc4IrfqE5FODddRSVbd0duP0nkOR+zIRWGZaUs6pLztSxPVG7Mjkisfctof1ZWLADgd9jNxnX0td3rZFzlYC5k4ZNAmRv3VqlcSASWKSJ7OOzaTHMwBH1goHehBSUzDRJmW986P1CWOyK36hfLoWz8Ct+jpIaw55Ta8UF57qzwqk3qzuMLrSxPVG7PjHPlRXbkIgLuTEoUTL9gn7Wtz1F91AiCqpBHIc1FFz2Ywz2V9gB9btJsHUk5lY3/jsE1A73yqrjH41K+ji+j21ZnMMgcjj2+sfiWWPC1UtHGwHMCoq8ua7/vTevX70kT1Dq+F8RUQz0nb/qiuXATAXYke97LPziWNcp1J307XmfgaVMaSEbnk8CNqUHF5H+BBUCIQhzCkefQuZWoCeuczddP5mtD5uH37uoheXwRPqDGGMj5R5mHp1Wi7v263pQ0vZK99Y18wxlyUk7g4nE2dx54xzaxFOs8XxPIxHTwnbfujukgOwD2orwE7MBfYZ+s6XLb5LR9bHdbf6q2v7zn5jM0gBj4AVsrGwXu0A14b6wIF4N2g4C/vNMH1gA+8Ed4uD7wm9GSm+drk6Hd2ADwRfoqGp2ZXBj7wRljfmYPXpvpKh46Br5gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIC3h3+i9/l/ofqMcT6iz6usHwAAvCX6hTp8fNbPE89KRKxHz9Xz3gERjese9p6d1M/WB8A9qF+kU442To74M7+wJ46xvZfvEUflYA74QKZMhE4k9JO3T/qJ4lnJydLDPw98zkYrGtc97D1rLgtn6wPgHqRY2Qm67MclQPv+vP2cOL4G5TtK1gQg3llyVA7mgA8sFCXRBmHtrEyImLgS9G+37bf1pG+bmE3/nrpy4mXZ+vm73gGWDVBVV9tPxzKGH+pXOUE0J5FddC7Hw4eqr3etyoa00Ku8daxaTketXxLZOzIeotenOb/d9tuYvLWRr9te7XHWmhixAYAjREmjYF0/hRQbVv/uJ43yJLjy8xQ7uN1ReS4CE8AHFnqDK6wB2dvBJB0i4Sej9HkexHTd2jZZVnRJu3rtTX07JtXSkxyhs4PjjYRjV5rfrT85t8TqZFIuzi17JJG95ryosqhPbXMk12OKbODPqg+1TpENABwl+ZzwWw/P92R7ruPHGcLSI8uOynMRmAA+sKCDr8WsYb3zI3WJI3KrPiGTWNkkeU8bCNazJCl1yM2HhtvwPHt2EJaMNzd+254+guW+vZHOu8jFmNL5PfowygA4AsdLeR3Z/mX6o4q1XOfc2EvMyHMRmAA+sDCigOvUg+PAbxvWOz9Slzgit+oTkU6NVYcdQvRlPjbf5pCfQGyy9YlL0i3blEPap9YisDmy15SLsqjPMbk/puWzbWOjI5LPzQsAR+HruPY7wvI9fc3Lw7tRGfP7/fJcBA5wSR8oj+rjO+xxw3rnR+oSR+RW/UJ5zK0fd1uY/cqNlDGn3KZ1LqK12a5HmH0bZRKzTWfjR8iyc+T+mIhz+vDluQiAU/F8bMT3uE5wXeRYsvf760iei8ABLusDrKTdPNDuiMrG/sZhm6De+VRdY8CpX0cX0e3L0FcocyDvgj2sfuWuM5QvfbWbiq1+8129+BsI66sU1u3bHdoTzXPQ54hNvTHxueHcwm5rDJV8x7wAMIP2WSL5tfF9t+WvGq5T6yvXgfRjee0UP3dj8Q45GAc+oOABLMrkISZj7cySqQnqnc/UTedrQufj9u3rInp9EZxMjDGU8RkOoGG9m018KDuU3V+3ZbOgErWU681MWmhZRyyybs+66/4le+yV85zkQZ8jNvXGRDRrE6ylLpudFwBmaXxYxQv7WqsTQ4HrqqSRrkOdSPzYSxyVgzngA2ClTKz1NALMY10Qj+YVbABgBkpK8k4TXA/4wBth7fLAOPS0oPmq44xHYRO8gg0A7IWfmOEJ2ZWBD7wR5WkDdnn7qb5meNKjsFewAQAAAAAAAAAAAAAAAAAAAAAAAAAAAADAG8A/aeO/8pSfs/gU7qUXAAAAACfDSVv8JXo+rPcZfPrGwZ4L/EQTADCGfpEaH1sM2fMinqMv99nTJ9jPJXzAStr8s7Y2YV5j41DbwW8Jw+YBABCTkkYnKMt3i6zBPHjXSNTmqBycyyV8wEqWssz7vNWr33+QDCy7GpVwm51YntxV73ctl089mt/oN3bI9lu/PXs0enyELPP6WRei9BPt9tLR1zky3tttq0NrINvgnRQAPJ5e0iivRJdxjWOiH5eiNkfluQicyCV8wEqWKQGV3YmVONfPtTFyV0MkPXpzUJJfSqZ5YFmXbBsNjJOk357o2ZOLKrSNhCwz7Qx2d4Q+j3RaWOMtmwOeK31+wCkAALtI156XNMR1n4vMMknU5qg8F4ETuYQPsIIlcamjbAhsA4wdjGVc2unIZGcbarbt1CdY7us2y4Q9uahCt1k3Bc7mh4jK9sgtuJ493ugcAPAYyiZ+O/rXZXStRm2OynMROJFL+ICpNA287ZQ/58lQO6pKVh2bbr5r3mTrHbJlgyqzH/dHGwddn466nsRs4zwpyEW5rN6M8AaF65lyocfSScyMNzoHADyH9klhfV1G12rU5qg8F4E78pE+YCptEp/8TE8a6jvx1CbJ6gTZo9WrbJDy/B2N/N5e9ue3H7eHsPRI/H46tu+RT443OgcAPAd5LZbreua75qjNUXkuAnfkI33ASjLeDsmagO53+fLvGBZD20TY6s3iUB7t4oiePbmowtNTMO0sTwaceShyOXa23R/b7HijcwDA/bHiS4oF4gbLig11jOK4KuNF1OaoHJzHZXyAk8yipDrsJNQkqLJ50JMida3G5rriKDsgK9E1faUd0tb267ZsRIKNA+HZY9HTQ3jydSFKH/prHDV2tp31uDonxhudAwAeQxNvmlgQxArjTjCOL8fk4FzgA+AucGKvHQMAACjpyDtNcD3gAyBBXzPI75fSjvTIYyIAwMfBTybxpPDKwAfACv99Ah4TAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4MLgXQzPJ1oDKfc+56oPAT4DAHgozUsrlkP+lvSRQekTAiCPoZ1TOuRPMz2QBGpG52Ob9/Y9GduLuMbmdWYNenXPWsttbPLYxnlWP8BHv5iND7EGd3gRD17+81rABxZWheq9AikICeWPDEqfEACPjgFJoGZ0PrgeXxz6JSrbz2LH5nVmDXp1z1pLSw9v+DlondUP8ElJoxN05TtarNgayS2O6tzTJ/CBDyyUu7DeXfDaUQ7I6aCJK4Hqu+zAtl1XMnStv5UXPLnb1yJvdnpq8XrvS2hkIsCuAXcdBx3jNltEQdzu03gNtyMn5sfUrnP0jgl3nbL+221rT4la6tOJO9LlzkXHJ0guqXW1fnX7zvIyT1q30GvbZdi96HI/O7b/0DypMZS63lvjpN5c5NpAsjP8A9T0koYVSzlmsc9E8lxUcVTnnj5BnzR/V/eBLbD1lfhBa2mrdi4pQYiyFMDEREdyvy8R+JLdm81Jp1rMn5s/Jg6qeWKNcczarLHGILH6rBY7kOeiimhMun00Z70xF/0lybFufT6nq2cr1/Hns7DVq5Nw0kf9CT2r74t+pZ2WXXLOpE3eZ2qjz4ldAcTS0+lXM+sfoGX1I2OO9qxPtGZHdUbyXAQmgA9kzLuigY6Gy1KQlAHLl6fzQb2FnsyD23RsEmWmXNms4TZ6TvmgZLGrT6NMwvL9Y5KY7Tvr2Duf1UVE+j2qftdEyP6t5z3qd0bea2fpIarNU7bRe9pANHrLdWtsZFIDBcvH5xy0sE/J61msRzCne+b8qM5InovABPCBDunOKgcZOh/tnMvkpJZDDsKXL5/dQfEd09ZmvZtM9TdbLezNUSeIpsQ2brPGG0PB7FOURfJ0PjumRr8/ZyzXuumw7eudz+oiIv0eVb9pDZcNw227Q6jk6XM9B+2613227fufdZukJNNrY8F11BzKJwa63wP+kYtAQPsUx5/TPXN+VGckz0XgAPABgVY82jmXRQnJlxOWXo2sE9UvCUTezUk7rPat/r7NmtCmoT478lPGVMslUlcuqtDte+ezuohIv4euVzab5SsBKY/69eXtHPfaWXoK5asR/VWORU8PUdlw0D9yEQiw5tz7+imS56KKozr39AnmuKQPyGCSixLyu1w6Nzt3Ao0Ognzns/URyb2BtkFw61vbS5Tv6y07e7vE9U5N2BjZrPHmpmDJZdke+czOl857c8af/TFrXdH5jC6i0Wf4hIXZTvqxkEfr3Oqq61e6nM/czredL+BFp6jvofVqejYQs/4BaqxrXl9Dlf9E/mXIi6/IWHdUZyQH4/D8wQcSSWkKXuIwlJa7t3TQRHUCTaNT6YvkTV95Mtey5dCBuNEpE8YaoPn4WhJkffcl2tFhjD+yWWLqzAfZHQXuSJ7OwzH12xO9OSO8MTe2BOfEqC7CKmt9YpMVrHaSxs5yERl6ua6Q0SHWXOryPueqru1r/854JJZeiZaf4R+gJrpeev5EhPK0ZnViOqwzkIM54AMggYAJnkW5oKMnKeAaUFKSd5rgesAH3gRsHMCzsO4uwDXhR9SIQ1cGPvBGYOMAnkF52oC7CwAAAAAAAAAAAAAAAAAAAAAAAAAAAAB4AvjjQQAAAABUlLdVLR/F4b8s5tGwDZttM797123T0Xl5EwAAWFQv8qLjAS/iOapzT5/ABz6QKW+Y08mYJoh+KvbsjUMZdPnZ2sxv362xsT48QQEAzCFfyb4GY3ETkt4qWN6IukNucVTnnj6BD3xgoSjp/Zbc2jgkQ8ruRSXxZkcm2q66vjmhl6P3BEHbOLpxmBrbas+mtzdGwpPvGSMA4P1IsS7fvZWnttVNiohVkTwXVRzVuadPMMclfWDkaYKuI3cvhJy4XFTBG4k8iKSrbj8yiNLu64t09e0tjI+ttoeIxtiT7x0jAOB90HduVryRZZE8F1Uc1RnJcxHYyWV9YDxpd4xIOxpfB7eRG4f5QaTEvCyOTNjRhkX2m4saRu2RY9wlN8oAAO/Hmizo5kDEn+i63xMXjuqM5LkITHJ5HxhR0BqRJ6w6Nh3VpK7H/qTK8m0DUDYPZTORKhlovbXtcjyWPaWePGSbSG7prMsAAO9N+6TRv+73xIWjOiN5LgIHuKQPlO8/Rv/GgT/7d/GWPtlmzyCspyJp87D0I7+30ZQNjB5bOx7Lns4Yh+RzYwQAvB8yNpXYd+Z3zUd17ukTzHHv9XhZH2AlbYKlnRSV6aSnv9/nBJ2NNBJk2pGVQexIqiyv7WOdix2dryqIMrZq0kR/Xt+9MdL57BxEYwQAvDYpAKt4k+KAKJNxYX3yKuJEJC9BXsa6ozojORgHPqAoyXn5uB15MqyklwyRdYURJVmX4+t2W9ofS6ravjKpZQMhNwYaa2ylfa/v3hgJT753jACA16a55lUSWYPyXrlxJ3hYZyAHc8AHAAAAvAyUlOSdJrge8AEAAABD8CNqPJW8MvABAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgFcmeg8B3lPAyHk4OiePnFOsHwAAgCk4cYgXRKgkEiWWnry8CWv56B6v8LtVbwwzSVXWHZszPRfbiz9m+gUAPB/98js+xDW940U8ePnPe3EZHygDbd9lvZWNJcH55JqLXgLPrr1ji9pZcn4rGTvZTL8AgOeT4mYnKKfre/LVv1Gbo3JwLpfwAeu92IXo/5hIxpQdTDrGklwvIa6DKjrFAugF4c2N2MmJ87WPbyrb9MWvpm7t0uXr/5OxHptM1u2Nk7DkvfZD/TrjHZbLfjtz16xTOjZ7ALgivaRRYm11HakYponaHJXnInAil/ABnZwkZjLJ9dKmQSbxjh6NVzfeKdEEKBvEhKTEWuqmPmpd4QJ5dgVj8zZYUTtLPtO+7dcf75hc9tufO7kuRGQrAFcgXSde0jCukei6idoclecicCKX8AGdECRyp3KmIV7dSG/ZWCR7km2L3WR/TmCUzMomYo+NLF8SonlE7bwEHLXb5OvGKTvdWPu23yyu9M/Ij+rKRQBcDo6ndtzYc91EbY7KcxE4kUv4QE+B1zl/rjcbM4Z4dU296ilDeaqQFof+LRsIVc/qI7Kxb5fQbT6m37txUHo6d/Gj/VJdIrLFk4/V3b/+AFwF72lkFofXTdTmqDwXgTvykT5QnirM/I3DUUO8uiN60/lyR/5HPF1ITxq+ubz31YnXb8GTy3Jrvlg+Nk+SGflMv1lct5+QH9WViwC4PNV1k6/hEreI3hNfImpzVJ6LwB35WB9gJZbirawePN/5yiTGm4yxxOElmfWOWtx1N9+l50mQgy629u7WCa/fgmuXHLtRZ2aDJZmRz/SbxWF7Tx7WPbj+AHwifF3UwTjFL3FDI+OZFe9KfJPXVtTmqBycx+V8gBPDomw9/MSRztcEzsfX7dYkGw8rMRXWQRXdYsILchIIc0cVJL9cVOHJm7GXjUo+eOz33Tik88F+qS4R2eLJo7rp/MD6A/CppNgkrgsdv6L4xtd4nXjCNgfl4FzgAwAMwhuL2tkBAHNQ0pF3muB6wAfAx0JfTcgnPPopEABgDn6Kh6d2VwY+AD4a/psGPPoCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAug/UuhEfy7P57PNK2V54HAAB4Sziwir+OT8fr/x5f2y1/GtijbndOQnlGcorW7Rk2FV7ZNgDuiX5JGx/C93e8iAcv/3kvLuEDVhDnN1+97uahTEJ5SYb1pq2IM5PXMxJhtG7PTM6vbBsA9yTFok5Qlu87WYN58P6TqM1ROTiXS/iAFcT9wF+OOkk3v+k3kkL0u/+efk0Z+Fkbh5E5aHaR2f51EbTM0HnqHAQ2a3lvjZqx5aM8xRlZX8mptpW637WNzf+hEsllv05dwlxPYQ8APXpJw3w1fhC7ojZH5bkInMglfEAHcUKXyd0KkQK9MzEEJ4LNqNS+SZJKPqGfYBuXzcMX9TUf2M2E4syBlnNy2eyP2tP52XMwa7NGr5HEslXSa0ucaRvXreemuiiG5LJfvy6d63WIbAVAkvzJuXYsX4r8K2pzVJ6LwIlcwge0gvWOKw/c7DTtYKLE0QbuLK7Yo59IyWUJ8DLQR8lWIvs1bQjkkru0H5rjrc3IuklY3uqPNgWE17Zwpm1WXVk2Iz+qKxcB4MIb0cXX12PznT3+FbU5Ks9F4EQu4QOsQA5yOZo7LiVPx9ap/XhXBv4oyei2dPiD0jrL5qFsJlKlANYxPrGcUDf75H9CErXnz/eYA1W/WbetfW+NSE6ww7d9jrSVnGmbrkvIshn5WF01J0YbAEaRG/HI/3JRRdTmqDwXgTvykT4QKWB5J0nk70/aROpPlCTSb8EJrm6TNg+LHfJ7nB7SLsvGnt1aFrXv6SJYPjkHQzpz/8Eabeft/I201Zxpm6Wraj8hP6orFwEwTOVf2ddnvmuO2hyV5yJwRz7SB0YCY/O9b7pDzEYZ7fXj7tRefYXQ+35f6s9FFdxnnWzWJwKDX1VUu0BjYnkjkhd7meQ2sW1jNhdG1bnPHPjrJuVWXWv8coyFqG0uqjjVNkMetffkYd385KP1q7oNABbWNauve3mdF3+rr/v2WozaHJWD87iMD1jB1CJ1vAxmPUSnvHvZZF9LQtR3pE37JokqeTAotnurXyaZA32dxAt1HyqBqDHcvmVC4YWs5Ep/6TcdNDZjXs+cg2jdtLy3Rlq21slzOrK+klNtM3TJshl5VDedq7VmW+o2AHhE1/gatD15uhbqaytsc1AOzgU+AMDF4Y2Fv0kC4Ewo6cg7TXA94AMAvBn05Kj5yurIIz0ABuGnXXi6dWXgAwC8IdVXTnikBwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPAfr/QTvxLvbDwAAl4KDtvgr8nQ893frr5ZIrBdA6eNRv7u15uZR8/WKvmLxav4DPg/Px+7xIh68/Oc1ubQPWIN/9mt2Xz3wP9M+q+9H2WP1w29Je63Nw6v7D3hf2LdKAG59TL73Yw3W4j0gkdziqM49fQIf+MCCF2TT5kHsStbOyoRJGb0iU5+LZCLP1/6+qWzTV1660/RDR9b9KBsivDkjejYS5viUrrTIq0yMwZubwfG4epv2m0xijVuWeXp6c7K9N6HW69la8N634M4RyZIPtOXLZwCmMK+F/GRSXndV3AnkuajiqM49fYIxLu0D1uCJKiGUYOzuYMiwTUcJ+sXQFORL3aS31qUHYS/IY23o4c5ZYCOhz7UuLW82cNbcDIynp9dqb+H3zWWmHQNzovVGc5DkKunL/zAssjOdJ7sOXDjg0oz4GCHLRttIjuqM5LkI7GB0bo+ux1GdkTwXzeEpmOm4JAdK0pzAl4BMiSsHfwr0JYFHuqxz4tE29PDqhjbukZexTCRFYkavJbfQ9dZNQbUB8e3IRa0ecW7Wn7R1pE8AjjDqY7Jsj18e1RnJcxHYwejcHl2PozojeS6aw1PQdrwlL4KD+dau3NGnO136dw32db2RQfh1HmdDD69uZKMpF7r485KIm2Pry+o7Kov0Wu0tTD15Y0b4dvTXTbYz+0iHlNf6NJYdRPIPoRP/kQzYi+VjUdloG8lRnZE8F4EdjM7t0fU4qjOS56I5PAXto+x+x+l8qf9H3Nmnu3z676nFY+VhXUEdwmx3kg09vLqR3jH5fFI8qtdqbxHVi+zIRU2ZPOfPx2w9qw4AHpb/8IZ4iz2E/MowkueiiqM69/QJxri0D1iD5zuzrWzoe+psnDSGjVP1rMlWZeZAH2xDD69uZGORyztdPdftmKiNGI81NwPj6ekdHXtUz7RjZN0mbKXzJBcbQaL6GwfnQpHzPjpmACw8/5G+G/m+JS++K331qM5IDvZxaR/gwS9KqmMLwoW1s1JHBW5CGkfsTXJE9Vg59/VoGzx6dSMbiz3Lx3R8LQlP60pjEHX0AjdzMzgeT+/o2KN6njyckwlbC41c6Wz9p553OqRPADAC+2rtR9WNSnj9B3LjTvCwzkAO5oAPgKfDTthu1K6Et+EA4GrQhhh/e3Nt4AOgge6E5Z1uunNWd9NXw9phA3A1+GkkNtBXBj4ATKpH6Bd/ZCS/bsDXBgAAAAAAYIZ1I4njYcerYdmI474HAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOB1+Pfz5/frv6/fPz//fnPRWyPH82ljA+CR/Ptz+/36/otr58LAB16Uf39/fm///UcL4x6jC7cnUUZtWG7bdfvzegm5Nx5sJAAY58yk4V17//7+/f3zJeLK15/fv3/j61PHTW1nT97G3Nvvz0CfhZ9b26YZx+1HyPwY/+pJGT5g83I+cCS57WkbtTlizzPo2ftuYwHgGZhBbjCYa/iaK3raay8F4Bxg18ArAq5F0enduPTkpQ8ZrP9+fw2PL9VNY9mShtY5Mg6e49eNRfABn5f0AR6wrWw1piyCGGgjE/JtoOXY9Pf6I0L5siOt9GWHowlc235TndJ3u7Pj3Vsrt9u3zlC3p4Ptkba782OMr2rX2LDZ59lN8LwI+c6LDoBHUq5fusbK3WYqO+i/8prKRVVfuShfN22MkNB1J4O+piff2yexJpc0Fh2nrOvf15liR5AcnwV8wOdlfcCaXMLaweiOvbYa3kjwgKI2IzrXyVz0yQXjtrWNsi6d6zFIudVeL0ZqL/RJe7Xt1liiMv5c20DEdot+09r5DgTAq8BBNft+ThpZdIg9114uqij2fVU3AfJa68sJKwZF40xxp7q+t+vZShC9cURjfDbwAZuX9gFPoVWuy0aN4Xo8yKgNy+UCbEfZsZVNzddXvRiWbllmytOi+7aF7TvyqH4umuojF4V2A/AupE1xvsZfLmkkeX23mJJAbhPJ6bzUWT7mow74Gp0UuL04T9d+PVfcxh6Hvul4ReADNS/vA96kaUOJsrOqJ8Noaz2mz7q8NoVIXrDqmWXCZpZru+iQcl8nf1Zz0si39pG+XNTVQXCZb/fyOTvqJjvr4gPgUXDgyz4sbgj2sOfay0UVZpsctClRhHIVMwm+Vus4ItHXsjzKdc39CtlyE6VjE6ET0KsDH2Be3ge8STMnQ5X1JqzaCaV6bLjXXyGSE2VjcrstEzL9xMGfwLH24/Kofi4a7GN84S0dALw6FOAobliBdhbzOhLBPBeFQdVsI8pCuXs9j49v5PpPiUbdUa5PZt/oJgI+YPNyPuANYH1qIAzRjzvMCTP0yd1VNGEjE1omSE+Kbjs2Bqrj2ybLrEXgsWV503/foXJRfkxn6yh07c4XWxYNzSEAr0Dy1fI9bkkaQSAfYeQ6suJDuT7l9ZTaiBsUGc8iedEn+9DtrT4lPBZ/Pni+2rGeMY+PAD5g9yl5OR/wJpdYJ5UGTYeYmAJPQC1nY7d2X7fFGcokdvojWL61lQcl22bCc/3kbFZbsViFtMhGHcs2XbY6QT54bCy32o/Mz+17a2fpKLh2K5vokBsTAF6VJsakY3+gM2OAjBdBTPMCbX3tzcnb61PJg+DOY7La2PqIKBG9EvABv8/Cp/vAU+klXQDAa0OB8NlBjoL/o214Rp+vCnwAPBxsHAB4X56dNPgO7bHx4xl9vjLwAfBwsHEAAAAAAAAAAAAAAAAAAF6T//77H70m3H8fbwE3AAAAAElFTkSuQmCC)
SECTION V
The Manager is directed to report annually on the financial status of the project in an informational section to be included in the Annual Budget, and shall keep the council informed of any unusual occurrences.
SECTION VI
Copies of this amended projects ordinance shall be entered into the minutes of the Council and copies shall be filed within five days of adoption with the Manager, Business Management Director, and Town Clerk.”
This the 12th day of June, 2024.
AN ORDINANCE TO AMEND THE 2018 AFFORDABLE HOUSING BOND FUND FOR CAPITAL IMPROVEMENT PROJECTS (2024-06-12/O-4)
BE IT ORDAINED by the Council of the Town of Chapel Hill that, pursuant to Section 49 of Chapter 159 of the General Statutes of North Carolina, the following capital project is hereby established for affordable housing projects funded from the 2018 General Obligation Bonds approved by the voters in November 2018.
“SECTION I
The capital projects as authorized by bond referenda approved in November 2018, and as determined by the Town Council, includes affordable housing projects.
SECTION II
The Manager of the Town of Chapel Hill is hereby directed to proceed with the implementation of these projects within terms of funds appropriated here.
SECTION III
Revenues anticipated to be available to the Town to complete the project are hereby amended as follows:
![](data:image/png;base64,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)
SECTION IV
Amounts appropriated for capital projects are amended as follows:
![](data:image/png;base64,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)
SECTION V
The Town Manager is directed to report annually on the financial status of the projects in an informational section to be included in the Annual Budget, and shall keep the Council informed of any unusual occurrences.
SECTION VI
Copies of this projects ordinance shall be entered into the minutes of the Council and copies shall be filed within five days of adoption with the Manager, Business Management Director and Town Clerk.”
This the 12th day of June, 2024.
The Agenda will reflect the text below and/or the motion text will be used during the meeting. |
presenter
By enacting the budget ordinance amendment, the Council adjusts the General Fund and Vehicle Maintenance Fund. By enacting the project ordinance amendments, the Council adjusts 2015 Streets and Sidewalks Bond Fund, American Rescue Plan Act Fund, and 2018 Affordable Housing Bond Fund.