纸张 C03 8cm.vrmat 118 KB

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  1571. <parameter handler="default" label="uv_noise_amount" name="uv_noise_amount" listType="none" type="float">
  1572. <value>10</value>
  1573. </parameter>
  1574. <parameter handler="default" label="un_noise_phase" name="un_noise_phase" listType="none" type="float">
  1575. <value>0</value>
  1576. </parameter>
  1577. <parameter handler="default" label="u" name="u" listType="none" type="float">
  1578. <value>0</value>
  1579. </parameter>
  1580. <parameter handler="default" label="tile_v" name="tile_v" listType="none" type="bool">
  1581. <value>0</value>
  1582. </parameter>
  1583. <parameter handler="default" label="tile_u" name="tile_u" listType="none" type="bool">
  1584. <value>0</value>
  1585. </parameter>
  1586. <parameter handler="default" label="tile" name="tile" listType="none" type="integer">
  1587. <value>1</value>
  1588. </parameter>
  1589. <parameter handler="default" label="placement_type" name="placement_type" listType="none" type="integer">
  1590. <value>0</value>
  1591. </parameter>
  1592. <parameter handler="default" label="nouvw_color" name="nouvw_color" listType="none" type="color">
  1593. <value>
  1594. <r>0</r>
  1595. <g>0</g>
  1596. <b>0</b>
  1597. </value>
  1598. </parameter>
  1599. <parameter handler="default" label="jitter" name="jitter" listType="none" type="float">
  1600. <value>0</value>
  1601. </parameter>
  1602. <parameter handler="default" label="invert_alpha" name="invert_alpha" listType="none" type="bool">
  1603. <value>0</value>
  1604. </parameter>
  1605. <parameter handler="default" label="invert" name="invert" listType="none" type="bool">
  1606. <value>0</value>
  1607. </parameter>
  1608. <parameter handler="default" label="h" name="h" listType="none" type="float">
  1609. <value>1</value>
  1610. </parameter>
  1611. <parameter handler="default" label="compatibility_with" name="compatibility_with" listType="none" type="integer">
  1612. <value>0</value>
  1613. </parameter>
  1614. <parameter handler="default" label="color_offset" name="color_offset" listType="none" type="color">
  1615. <value>
  1616. <r>0</r>
  1617. <g>0</g>
  1618. <b>0</b>
  1619. </value>
  1620. </parameter>
  1621. <parameter handler="default" label="color_mult" name="color_mult" listType="none" type="color">
  1622. <value>
  1623. <r>1</r>
  1624. <g>1</g>
  1625. <b>1</b>
  1626. </value>
  1627. </parameter>
  1628. <parameter handler="default" label="bitmap" name="bitmap" listType="none" type="plugin">
  1629. <value>/纸张 C03 8cm 淘宝-草图大叔/Paper_C03_8cm_mtl_brdf_0/Paper_C03_diff_tex_0/bitmapBuffer_0_gsRGB</value>
  1630. </parameter>
  1631. <parameter handler="default" label="alpha_offset" name="alpha_offset" listType="none" type="plugin">
  1632. <value/>
  1633. </parameter>
  1634. <parameter handler="default" label="alpha_mult" name="alpha_mult" listType="none" type="float">
  1635. <value>1</value>
  1636. </parameter>
  1637. <parameter handler="default" label="alpha_from_intensity" name="alpha_from_intensity" listType="none" type="integer">
  1638. <value>0</value>
  1639. </parameter>
  1640. </parameters>
  1641. </vrayplugin>
  1642. </plugin>
  1643. </Asset>
  1644. <Asset renderer="vray" url="/纸张 C03 8cm 淘宝-草图大叔/Paper_C03_8cm_mtl_brdf_0/Paper_C03_bump_tex_tex_3/bitmapBuffer_2_g1_0" type="bitmap" layout="">
  1645. <plugin>
  1646. <vrayplugin name="BitmapBuffer" type="bitmap" version="20">
  1647. <parameters>
  1648. <parameter handler="default" label="use_data_window" name="use_data_window" listType="none" type="bool">
  1649. <value>1</value>
  1650. </parameter>
  1651. <parameter handler="default" label="transfer_function" name="transfer_function" listType="none" type="integer">
  1652. <value>0</value>
  1653. </parameter>
  1654. <parameter handler="default" label="rgb_color_space" name="rgb_color_space" listType="none" type="string">
  1655. <value>raw</value>
  1656. </parameter>
  1657. <parameter handler="default" label="psd_group_name" name="psd_group_name" listType="integer" type="list">
  1658. <value>
  1659. <list/>
  1660. </value>
  1661. </parameter>
  1662. <parameter handler="default" label="psd_alpha_name" name="psd_alpha_name" listType="integer" type="list">
  1663. <value>
  1664. <list/>
  1665. </value>
  1666. </parameter>
  1667. <parameter handler="default" label="maya_compatible" name="maya_compatible" listType="none" type="bool">
  1668. <value>0</value>
  1669. </parameter>
  1670. <parameter handler="default" label="load_file" name="load_file" listType="none" type="bool">
  1671. <value>1</value>
  1672. </parameter>
  1673. <parameter handler="default" label="interpolation" name="interpolation" listType="none" type="integer">
  1674. <value>3</value>
  1675. </parameter>
  1676. <parameter handler="default" label="ifl_start_frame" name="ifl_start_frame" listType="none" type="integer">
  1677. <value>0</value>
  1678. </parameter>
  1679. <parameter handler="default" label="ifl_playback_rate" name="ifl_playback_rate" listType="none" type="float">
  1680. <value>1</value>
  1681. </parameter>
  1682. <parameter handler="default" label="ifl_end_condition" name="ifl_end_condition" listType="none" type="integer">
  1683. <value>0</value>
  1684. </parameter>
  1685. <parameter handler="default" label="gamma" name="gamma" listType="none" type="float">
  1686. <value>1</value>
  1687. </parameter>
  1688. <parameter handler="default" label="frame_sequence" name="frame_sequence" listType="none" type="bool">
  1689. <value>0</value>
  1690. </parameter>
  1691. <parameter handler="default" label="frame_offset" name="frame_offset" listType="none" type="integer">
  1692. <value>0</value>
  1693. </parameter>
  1694. <parameter handler="default" label="frame_number" name="frame_number" listType="none" type="integer">
  1695. <value>-2147483648</value>
  1696. </parameter>
  1697. <parameter handler="default" label="filter_type" name="filter_type" listType="none" type="integer">
  1698. <value>5</value>
  1699. </parameter>
  1700. <parameter handler="default" label="filter_blur" name="filter_blur" listType="none" type="float">
  1701. <value>1</value>
  1702. </parameter>
  1703. <parameter handler="FileBrowserHandler" label="file" name="file" listType="none" type="string">
  1704. <value>./maps/77ff9ad1_Bump_4k_raw.tx</value>
  1705. </parameter>
  1706. <parameter handler="default" label="allow_negative_colors" name="allow_negative_colors" listType="none" type="bool">
  1707. <value>1</value>
  1708. </parameter>
  1709. </parameters>
  1710. </vrayplugin>
  1711. </plugin>
  1712. 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fV/8AhH9NJGYdPHlADOfv/fP54OOleSPbeUAGwzMedwHJ54Jp0qvEstySoRfl4AIx+XtnPbFbJHO5NldlMrSMyhnJySz8s2OTnvmqzRyN8jhinfIJOevU8VdlB3p5IIYHcTwC3PIIpnlARO+EkI4GPcn+f51RKKGFwUwMZODgE/l3PT1qBhuLRsnlsDhlPRuRxkf55qz5bSbRhVJJwSc54zn8/U96QpGiltzZHzAFR0PXPr/+ujpYD6L/AGQDCP2gvBfmyLFGVuMN0YkQPwT2Nfs9cyJJO7tDFkZUJIwG8Y4IyMZ6fTAr8Zv2Q7dZPj94Lgd0RiLoArkgHyXGcfrX7V/Z4RPIBKgVE4BUMUI4zjqR6D3A4r8Z8QHbGR/wr82fq3BCX1V3/mf5I5TUkazZopo5IXYFA4Td5fpnjH4fp68reWxaGIRqZFIIUY5Hbn1ABHOc13880bx48yOVwu0hkyMD+EnoOgP/AOuuWuVNuIpkImtEBH7rOcY5OfQHPPtXxtN6LU+pqKx51qNqJN0VzEE2H5X285I6/wD1q43UopACbR3g2HJI4A/Dv1/WvTrtQEORvdcsTknaOuf8/wBa4XVISWiEg3BsE7SOOT3xznivRw9WUXzRdmcdaEZq0ldHLJrU0MeyeKO4jwDkKFZs9D6E/wCFbljqtjqUe21ulxkHy2GCo7j1Nc1Lp3mJLcCRBIrYQlucZx2965K/hkSZTFG0VxuPzpkcnP8AUH86+yy3ivEU9Kvvrz3+/wDzPlcfw5Qqa0/df4fcetkbN4OwRg5IXv6556j+lIkSgow3kAEgscfXvx+XNeRRfEC70jI1qymvtOQnfNCP3qDH3tv8f06+m7pXp2h63oviXTLbV9B1C11HTJgTHNAd249CG7gjoQeR/L9DwGY0sTDnpv5dUfE4zA1KEuWojQYMEdZRHNH0KlvfPUdOv601gAFVY0ztKg4+9756ZGB1/AVOxEiliVDgbmPUEZ7EfjjNPXZLGoKgx44ABJzjj9CP89O44yom/c4LIMFuSwB4HX07dKaIxGu1NmzOCO/Pt+HWrCblA2lWfIwMg88cfy/OmbPKaVgqljlcjnHXBzj0OaAGOpyxK7kOQOcnp3z6e3f6GmsHyQZti5wQG2gA9/TP+H5SlWbOxsbTgkYOPr+fb1pHQupiAJkXhmOCDgZ6Z/z9aAIijsj7cgtwGbkgnH19jj9KYqbQzkMwI4yQCOCcAH6VKyBYsMEfcof1zgfXn/8AV0pQn3txYRAY9s9f8j3oAiCREsDtlXZjkg59Mj9OvSl2xIcKXTpkZAAOO3tSSrGr7mcMvIYDjPOQT+f8vxdLFKG+Z5EPoqAgc9s0AdyyiNEjMeQ2SMMOO3f8Tz701wQyqPmkbhsknHPTp9OvfNWjC/luZZGMmQzKRgJjHvx9ajKCEyllAXAcE85Pc9fpyKAKgiGI2JOACe2V9vYdOPamy+WAm4qrk5+7jrnp6evH5VcyofzGKTHIXBbP4EDvUR2u4bYqvjHy9Dk/d6fX86AK6IQXEmGYAnheD/h/9fvTQoHCY5bLE8gHHoPfvxWh5QcMEKsmDg9Dn8ew5qIRncEMQkc8cjJPBHHPoB2oAqxxysreU0gzwW3bQDjrx+H9Ke3DHeIwygkhep6dvTvUpWNVDGMRt1OSOSPXrz7VPZ2c93JHBZRSzXEjBFiAJMjHICgfn9efrSbSV2NJt2RTgt5HKrbrKWZ8AKMsSTwAB36fhXt9v4F0X4beFNV+I/xLKRafp9u129szgpEFG7Djo7nhQnckDnivWvhl8IrfwxH/AG1q0EF3r4jEgXAZbUMdp2+p+blj06DFfCP/AAUv+MYSx8K/BHSL2JmmA1PVBH8u5AW8lGweSzBmP+4tfmWP4lnmOMjl2AlaDfvSW9lvbsvPr+f3+EyCOBwrx2MV5L4Yva/S/n5dD80fjF8VNd+MvxB1rxpr0s6wSN5dhaqx8vT7RQQkSKOBgYyR1JJ715eYdyrEN8akYxjB6cjrxx6f/XqeKM+UPMYb92dqDIb19zzip44lUSq6bVIABB7c8Z/zxX6TQoQpQVOmrRWiPz6vWlUm6k3eTIHijRTs2xo3ykdDjjH8v/1c0zbyrFMuDnIkwXIz/h61dEKH5mZowFYFg3RiB6dunI96nNsW2iNDJGAASOeldC1MWZhjjLbwqFc4B3Y6Hj+Xr+FOkhRmTc6YZcqCRlTn37cCtJIhv8sM0pYbSepx/nmq0kbQqpjC8YIYg8d+O2P8PzEBmyk+ajNJGvzBhkdeciqU6rGzEgBQDyB7988AdPatdkSMO0as1wRvByAAemB09M8flVW4VVG9uEXjA6E56/X36mqsFz6G/ZAO39oPwT5YCuftKk43YJgY5Hv2/Wv2gu40upZWiuFhQruB243YOQQOnXH4Cvxj/ZGii/4X74M8w7IsXJI6hv3D/wCeK/Zy4LNJfLPZxTRqhDYJGcHHAzwBg9j3461+MeIS/wBtj/hX5s/V+B5f7I/8T/JGNcolvFsE8EgKcNgjdnGcY4xkn9K59totmTcrcFV45TPTtnHQ8+mM+uxePBHDPEYYnnhZ0C/e3KcNgevGePb6Vg6jdzq8spTyZAq4BGcEgYHH/wCrpXxcEfWVIuxzV1E7CaKaeCKXODtblsDkA9M4OeP/ANfG3kCyTz22Qm1/kYeozj+X866+8DtMu+ONxGowu4kgggfQ8CuX1bFwzrAkocgspJxgAE5A9umfauyC7nJUl1OKvo1jmNxEsqws2PLX+I/T0yT9K5bU5JS5ecqW+993Bx6n8c/nXTzb2jePEjStGWYY4BzwR7+1cvdI1xMVtpVkCoqHPfHPX8f5V20vI5aqOGurdj5vS4TflgDyO3GO454+tfK3jrX/ABt8CfEqfEnwRcxzeHbuYDWtNcH7PNJ2cqPus2CN4AIOM53EV9WXgWO7lkl2jOdoB5ByQMen/wCs1534w0m08S6NrHh/U0LWVxFtcZG45HDZ9cjPsR2r38nzCWHrKa26+h4eZYKNek4denqe0/B34z+Evi9pL6j4el+xatEMXunTnM9m+SAcDhlJ6MPxwQQPYESRYmRWcuvJ77c/l/k1/P3peu+LPhJ44mu9B1N9F8R2E7RswPyOFJBVh/EjBfunqPzr9hP2fvj5oXxq0NnMP9k+LLVFF/Yb+TkcSxd2jJ/FTwfU/rkZJq62PzPVOz3PeAimISAmQZwFHy54x27+1Px9/wCYEoqgdRg+vJ+ozVgbsPuCovqRlTj25yOtNKOArO+ACx+Ugn8/8/pVDIGBcCQlcEn6Y4AwP6f5DRAFUksQ4yB2DcdOcY5A/wAmrSiREMY+Ykjg9enb19h/hmmqGjVVI2vkqeAAOOnb/P50AVpEcMBtGxeWBA3H6H86aYkBJcJKucKWI6/59PWpwhCnflSBu+UDKn/J704quIpNrkn7oIyAP8/055oArbfmCSIZcglRgAnPpz1yPyBpHbexIuHixwQpwCfWpw3l+aY1Kg9dxx+Ofp/n0YbSOX77vuXKnbkd++O9AHcNtXaSURgOpx8w9z6/4+1QmJgoAVmmySRnJA9SOvYn/Gr7Bi7xLEkrMOu0EY75/Mdf8aQLJIxcBgxHGO34j+ePbtQBWaHZGdq+UCRkCTGD6Hpxx+lN2MrMyqwOD8u4ZXnoO2Pb+WKshDG7AMzPt5BbJ6DOD1xnPHvUhjUPscRyPgYG4Zwcc5HQDJ+nWgCjJCMF0AEg9D3HbHpk9uwpmwEOypGW24GCRnp1xn3q28cbxu28iQYJGzqT146Y6H/JpihGTBcoVzkYG0Hj/P8AnkAjkQEoskatIeDkj5jwR15PFfXvwg+GVvpMMGt67GV8RSKWt4iObVCvHA6MQScntjHevPfgr8Pl169XxNq0INlC2YIyNokdQMvjGNq/kT9K+x41ktTF9nG6d2RHZwcAd2I/i59elfkHH/FLu8Bh3/if/tv+f3dz9O4L4dVljKy1+yv1/wAvvKd41pZxCWWVUWHdvOBgKBkhj0HXp7H1r+X748/EC4+Knxe8deOi2+xur+RLXe2fLt4zsiGPTYoOPWv6Df2ufHb/AA3+A/xA15r17bUH09tNs1VQG86fMQIxzkb2P4Gv5n7SJpY1JVmbfk5GNq98+3/6qvwuy/Sri2v7q/N/oZ+IuNf7vDJ+b/JfqNhilkH7xGhdRhVYDI5xwPT9OPatFLeNWDIJpF2jCngjoOn41JHE6xMxERAJbLDBAPJ+vX1/lWtFEzMNwA4GGAwWHOM/l/Ov1w/MNWZqQFmRFXgcA+p49OlTSQxcn5HkI7Y6Y6D0/wDr1qi2QSfKdxOeSQ23B7e3+I70n2Vf4YwSWxkPjPYdKdwsYiwHdEzHYW45QnaPTpg54GPeqk1uu0skhBxg7s89eufwOOwrpWijA3O2SAPlPAGOM4HT/PrWe6KUzKIw/IXBxk+o9etUmSc4Y8Syo6yTMWyxAHp198Cs25jwxiVk3kYUdenGcdh+fUVuvHJ5k+797GRgt6Lk8n/P8qypRsDptKAEbGPf2/HirTA+g/2SFEfx98FhplRD9pUNjJz5LjHfJ6V+y0sltafavtBuZCmBy2SB24/75/D8a/F39lZro/HfwekUwW6VrkR7xnJ8l+OB/Wv2dvBcmOR5FVLnAVhtAC4PG0cY7Yxn3r8W8Q2/rsbfyr82fq3A3+6Sv/M/yRzpEX2VftX2gRyr/rAwzgf3e/cj6c1gXyRNc26ZuUR1G1oxgsBycD07Vr3L3CpFJFvVVwpC8uxIY54GMH/J44zJFmgihhnmRmiG4BR9+TPc8cZ49/wr4yKdj6uTsc1emBJJbKUYjcMwdGwVUdMEnGSA35Vy9ybZ0aSeW5aU4BcBskehH8s5rbm+V7iS6iijUclB8wTqcHHoFJzXN3kru0coIn+XCBOzbRnJPau6Hkck+5zOosyPOsTiPKgsAcE8ZJ/n+dcvNvRInSRSVIGDjHA746cYJrfv2muG+0NCNzKGQHIAH9R19q5K6eCNIppY5VKbhIqNkAk9ug6c/ia66bsc9TYwdTzczNdFFMTkMdvOfYZ47Dj9a4WSe3WNl3EnOQzckBs8n/PNdNe3EiCMwxywBFxxjlwNw/8AQh+VcpeyB1I3x7nwuB2/w9OmK7oSRxSTPz9/aV8NjTfFFl4js4YVtr+Eh9vaZAAT6EkY69cV4f4Q8Z+IPh94j0vxX4Wu7jTNVsm3qwO4OO6SL0KEHBH/ANY19tftB6EuqeAb24XZPc2M63KcHG37rDjn+LOPb2r8+XlVlOTGJAAygA9SMjHGB2FfqfDuJdTDJPeOn+R+c59h/Z4htbPU/fj4G/GLRPjR4KtvEWmxx2OqxsIdSsyQWtpuMlT3RsblbuPcGvXxCkkyoRtVSNzMeR+Xb7vFfgB8D/i/rnwb8b2Xiex8+504t9l1KyB2rcwHGRyQNw+8pPIOPU1+93hrxDo/jDw9pHiTw5dw6lpV9CtxBOCTvQ55I5wR0IPQ56V7h5SZrINuXZUZwSOD8vX/APXzSOmEYFEGSBxgD1/H0pxzuV42RiSS3T73XjPf+lSjy1UsfLaMgAgrj26/8C/AmgZUJAIWRFaQDBVc8f5weaawXDNks7A/KB/CfbqelWGgYuzBjGB0KjJ6c9+x49ajKq20ZYpzxnkjHXH9aAK6mUOUTa7uMZbpnOMHj1/z2pzRQ/KreWzKMZZv5deKmi3BSrIEl+8FZuAee34U11ikIaScIcD0OffmgD0FY2Kvs8xtoAbnqO2CefUf/qqCISlgmSyKDuXoW5JxnseR69T0yDVox/u96Dy8sCMNnB6HkduAP/1VH5Y2qTtJOU4U9cdd3ToR370ARqJYyEAaVjjkjAIz6dTnp9KauwjzP3hAB4AK7QBx1/D86njiQl8fvUQYDKcgLz0z2z26cGnRxnedhVgCAVBBBPPU+xx37ZoApNGXfbsVQSMMQfrj+o+tdD4X8NXHijXLLRrVFKM5eVwOYIxnPPAz6e5/PGCDlQpXZg53d+Rjn39a+svgv4Z/svRTrs8KR3d428OzAr5AHyg9OvzHtnIzXzfFWd/UMHKrH43pH1fX5bnvcOZT9cxSpv4Vq/Rf5nuGg6ZY6Vo0dnYLi3t4VRUXkIMZAweCx+Xn68c86u4JKE3TyTKAiq2QM4Axwe3IyeOaq3MC2rSTmR3jkZf9Zgbc5yMegJH/AOvJGZdalbxPFctdRvCwIePcd/Xn6cN7Y/Kv5oqOU5OUndn71CmkrRWiPzg/4KeeKbey+HXw98ERSiOfUNTku5C3DGKCLHOefvTD/vn2r8ZbSNSpeRkZQxyxHX6+lfoD/wAFLPGEHiL42aB4d08O9npGjRhQVIIlldnPPrhUr4Ns4bqSMuLeQxg8uwxjuev4fnX9G8DYT2WWU9NZXf3/APAsfhfGGI58wqLorL7l/mT20MsimSTOwEoOc7cj19fp/wDXrZgt1kV0kBKBuCCR+OcHPYU63t5dqZTamcLuwQB/QHg49q0lt5EiLOEjycY6A+nBFfXHzBUECDaVUoAvQ5XpnsOPWmywLGMbgGzwTnGSeOM/5/OtIq5hiAZWPoFzznj6/wCe1NeMjIkfJ6nI5GRjvz/k0BYxZSyRhjtTGSSBjPAPTv35rJuVkjiDRgbuXYAZyOTjnv0H/wCqtWZlUSGdgQOGC46Dnisi8HDHdvyNu1jkkfTv1/AUyeUw5yZEVyoYDkc8+hJ7dxWVcErsbc+VHHJ4yf61qXUxYMQqKnygZIJBz+eOOnesOZ28uJB5ascs2ONuDkjPXFUmSe9/sqSKfjx4RIIiJW4B9FPkv1J9Pyr9lmbTxebRf20sWccjcIjkEDAGRnJyexb61+M/7K5tl+OPgt724NtBsuQGUHDH7O/UHlh0P4V+zDTeE5LuJltpHkC7XO7K5wRnB7HOfz4r8e4/hfGRf91fmz9U4Kk1hGv736I52S7tjftBGbQyli7NvO0AgYHX2z/+quLlvo0tV+1yrIWyHk3hmGG5OB7BePSuhE2miSeSOAxgknPIcAkbdx9cFvbNMZNAtbKYvpssjyDygA/zFz3Jz6AZPbGK+NhHsfUVH5HBXt5bzzm4X7LHaEFTsYFS3ufwrkGESDLqpbHlxnOeh5OPTmu8uo9DikmtI7EmHbuGxcEMCRu28cD884rlWg0WNikNq0k5mw7dCgP17E8e3610xhZmEp6HFXl0isjLOC6jaSp7kcAe3WuR1ITtJzPhWIIHQc8n+n512V2vh9HthHDLheJHA/jBxjPrjn/CucuNP0OWaeRLi6tgZSkYJ6gDuffNd8IvoccpRWpyN4ixTRrIDJFjbnPOO/zd+vP4VwmrIZJSixE5JRVVhhiQefpj+VdteaZZ3FjFcJqRV18xVDrgZ6rnp6Dnr0964zUrG7eZ4Ib+OeGIruXGNxIzke1dkIWOWUk2cF4u0pNa8Pa9ps6vbRy20luOP4imM5HXmvymulkDSxyblUEg85IOeR0HTnjng+tfrXqFjq67J1toZ0xmTY2T78HoePSvyy+JGkz6V418VabJAyBLuSQLs6Bm3Dn1ww59q+54Tq2c6fzPkOJqV+Wp8jjTM3mMkyhlVc5YZAORyMfr/wDrr9GP2Efjj/ZGqP8ACHxLdEWF67T6SXYjybg5Lw57B8Ejn7wPrX5vSTOxVYnLQ7cEnGO3c546f/q6WNO1W/0PUrLU9OlNtqNtPHcW8i8NHIhDB14yDkfyyBX2Z8kmf09rvclZCrso42qRnnqMe38+1MmSSPd5hGFIYAAcDuM9u31/SvMfgr8SrT4tfDPwv41tnSK5ng230Ibi3uVG2VOx4OSM9RivVn35cspTaCBlhzgHj6f57UGhVdS5aQsqxAZ3AbSORj6DilIQq3JJxyxP6+vGfr1qVnGTujVm+b5jjIHXAH4fpQCssciqpl9fm479e/THHvQBEAzq2ViJHG0NjAA7/wCe9UmvLWFmSYjdnI5AwPx6fSr4RZDzwpBGeu0dfrjJx6/lSPDIGOBEnbBjznHGeox06UAd8iMJ22S5lU5DkZyDz26Dp+dK0aCSGRmKrkAoD1Ax6fQfnV10aZFYM0sh4ABPHoQP0qAIxKKoU4APIHK5+v1/ECgCBhGFkDBpOQcHgqSMYOfxNJtliCRjywmS33cEc8A5/wAnn606KJrcyMzJCDlyT1yMHBzj8qsSRIRgwvjqeR1AHIPXqf1P1oA0fDOjHXNc0nTMEQNKDK3PyIOXOT04Dfyr7z07S57i0dbK1to7KOPZE8y+XGyjgbO7dCPfPXpXzl8ENDtzeX/iC9hiuYkzbRKzEIW2gtnOOACO/OfrX1HPcG71CArNK8xdV8sNhFI6gAfX6j2PT8G8SM19rjFQT92mvxer/RH7HwLl3s8K6z3n+S2/UuR6FoTbxrOr6nqeCu2KFfLC8849MDA/A9anL6DbBP7P0iytbyL5U8xCzOM/3sZHbj6+lZJmld4isLNtYkMrjaow3JJz14GQOuau6gImjtryS6ZAVMjKOH3HueeRx1Pr71+eqV9j7SS21P5wv2wfEd94h/aY+KUouI9ttepZK8YwqiKJU49BkN24zXgVqJWZZDO5LK3zA9RjgE/n71sfEnU21f4pfEXVmb7S11rV/N5jPkkGduOfUbe9YdmwRLdFSQpyu1V7/wD1uea/qzKqPs8LTp9opfgfzpmVV1MROfdt/idDbBhsaNgzsAV5HqePpz+vtmtBZGIZiWZgc44GP8/57VVUhPIEaq2Tycc/jxj8CKlXl5XJ3sOD82RnJ/Xrx7da7ziJixyMgMMZPXBxnr78Efl6iq10WY43ZkznhgA3XtzgUZfodrR5xwTle/IyAOfbis+WYupnYbFyR8zcdcH6enpQIpTXIhSSQiN5GXIBYbVXnOD09f1rDvZ1H2jEgZDknbxjuBnsKu3bJAplAYtyPUJ6ke2Rjp69Kwb24YIWUlhv2KTwBx6dz1P5cUAZl1MJQJCsoKsCNpAJBHTGMev51gTyHc26UnlRkH5iQR9e1XLmeNCyicvkYXPPA6msJ58yTeU/7gPtLdNnHT8qdybH0b+yoyz/AB18HGSWSBQ1wpZecL5TcY+mfxr9hW1GHQJVktYg19GQFkALEYJzuPGe3HXg9K/Gj9lG+dfj34K8uQxqxuVxg5bMLjp6cfpX7RRJpX2GSVsTXG85KsfLVSB179sDHfjjt+P8fK+Mj/hX5s/UeDJ2wj/xP8kck00JtmliaZ7vczsqqeFJODnoeS3bjPtWJNqiSSR2iLK0O0JlMqSOG3NkZzycH2z3rTvSqw3Elvb28aQuNq9PNUnHIByR7d+awp44prk30CsqOCBGpEezBwvA9Bz9K+RpJ21PqJSRzmoX8kiukrfZbllbD4yCM47diBzXLLMFgvJHd3UNvSNSMsBxjPX14rqZzbiKYB4Gu33K7L04AOcYA7cVwMsCo0kVpIywqwZgG+4R9457DrXXCByOe6Mi41G1Wa5lFwjnfv8AmBKhsenTPXoKwZriUeXbyvG8jEnJJBXJ5wT3+nrW7dC3/wBOZ5V3rLv3LjjjIz7kH8xmuB1MeZ9niJ8pY3UM0kmSvXcc9uowK3pxZzza2QzUZbJ50gVwsm7cRKM84wcAj/OK5XUpo5Lc/MvnSOMgHOMDucjuTj6/lrz3MkkguCu6UfOTs+8gyckn+VcnfyhJkcGBTtBAIxz9f5V6NNaHJN9EYd7NKTK6PISH2kl+Pof89a/PH4/QSwfEG+lVGR5rWGYOW5J27ef++evuK/Qdt7rMj4VfMJycgnA9fXIFfC37S1qg8QaDeSK8pazeJiWGflc9ef8Aar6jhqTjiUn1T/zPnc/V6DfZo+a5pHYCNwgGACB8vbGMcnue3+FViF3ZjVY5FO5QzbcDHPQ/Tk+tJOyN5iKixKWIxu5GfT8gKr42oXeMgZxuIIxzjA568j9fWv0I+GSP0q/4J7/FGTSvG2vfC7U2caZqsBv7EO3yrcxqCVHpujyfT9171+vOVlQbwZAMBRg8N6+vvX8yvw88a3Hgjxx4X8Z2LzfbNNvYrrAIXzVUhmXI7MuV+h6da/pd0fU7PXdK0vWrCZrixu4I7mCQENuR1DLj86C4ljbuKMyyx8Z4wRj6+vUcdKXa6qGdGdOehyeh+nY//XqxMgZhtCkEAnuzHJ6Dv/8AXpgOXAkS4cHKhs/iP0AoGQEqxjEbopyP4sbB7H060LCJNxkLFgSvK1M22VI08pkxgnAxx3H6Y/nTXgEp3tCkmeme3t/OgD0Vs7ljg2u2NuGGC3bj14OakCxSKjsrq2BuUcEnvz1454pyIZVYEEuCCQP4CPyyR698fhTpXykoHCsd4Xn5DnIPTr09uKAKqhFIkOY+x7E54IHPsvrwPpiHyAJDl2iQAg4JIHOMY646D8avMqBomX982Mr8uAB2x09vb+dOgtmubpUZifMZdxbnrgfT8qUmkrscU27I+qPhpp8GmeDrBZwr3Embhspyhdsr1PTaQPfP416VHBex3Fu8UbRTKQ7ZHIJzkdehAB/A+9Y1law2ttb6cg8tI1KbCflOAO3bg5z2+pxXRedZrE8IjmurliFQhCd2ADnoM9Mke/fv/KmYYl16860vtNv72f0ZgaCo0Y0l9lJFXzpLK7P+kyfYVRcsrFvKOOmcdsDoe1YutXE1lZ61qYikuNMtLOSXJJUyHbkEDpjg56fh0rW1GKVUvAIZA5jVTGFDREEnuOd3P+c1w/xb1VtP+GfxFunQiKHQ7sxjIBbEDZJ6nsOP0rnw1Pmml1bN60ko37Jn8vb3Y1G6vJZG86WaR5PmyeGO7t/QflXRwHyTCXBaXK5Xn5hx07ceorkbQbjGztsweMqPlPA5HUjqc/8A1q6e2JjjcyRzq4P8A4DZIwPxr+soqysj+a27u7OiibcJPLlzH1GGGSMdwanE4di5bcx4GVODnqPQf561lQu+TErMyjock5IH6/Sn7jLB5YZguCp+YHn6e2D/AJFUIvtIwRWMTcHCj9AccZHGKzpZcSgy5kIJQvtyVbHOccdPb+WaikmJRZHd5CQVPYYyBkg5/wA/WsyaSVQz5C7VIORkqOfy7fhQBUuJJMSMrgSJkKoB4IP/AOuucuLgqDJ5jEqvLHt2OPf6VNc3Jfeu9mIXnGRnt6dfUj1rBumVlYg4DEk7j82B/TjP1oBmdPOrBg2JW4I2t2Pvnvisy7l8yNhJJujBO4DJJOfzA9vrT7iUGPKO7Nt7tjBHr34rClZlaXc4lHcjoo574656/jQK59L/ALJ1xJD8fPBpZsnbcxr3B/dOAevT8q/X97jy0MqwujsrGTLBi2VIBxzzz+nevxm/ZXnb/he/hBIfmKrc78EnZ+5fLH1//VX7GfaczB5bBdindGvP73qQB+Y/Ed6/JOO1/tcWv5V+bP0zg7/dGv7z/JGfPHBbWsOLiSWQOse5mXcuBn/H881RvRci9eXJNhhIWIOOfuk4HfNU768SO7MzlygY5JBAZh2x6cd6zXluJZFyZERn3AxthGycZORwccZ/yfj6d7XZ9RLaxky3RuILmz2FIYnEbHbgqVPXIz2Iz3+lc5cNLbifYbdJZGLZUHDLuwcdMk5z6VZvr+CO0uLeS2aSUyLk4z5mSeSR0yCOvoa5aGeSR2VYSYRI5QHoE44xiu2L6nHe+hm6jdA2mAkKwKw4yV8xD3J654AArCv1tImiW2IcpyUP8WOQQPX5jz7VsX0+6eSEQb3I2ksRxx6enb9a5K51aJldhEfLUNuAOCevv/L0rspRT1ZyVPI5+ZX8+SUM8+0tgB8HkZ/Lt+NYF0JRZlpCTcKpwmMlvqT9PxrQe5hZs5ky+d20ABhjkk/lXP39yGO5ygtsqCCMkDpgnqMgE12U11MZPoZc5kh83jfxuUA7xnk/pnP518eftNKDa+Fbx0k3pJMhy3C5CcEDp0Pp0xX1xe3EckCzW0siFiCBuyMDjt6A9R69q+WP2lLdn8OaHfyTpK/2wAEEcny2IOc57H+de9krSxMP66HiZslKhI+NJHl8zd86MG3E7s5Ppg4HQ9+D6VWaWORCcqvO0ZwCM9OvY5H+eqyTM4aM7ByOS31HfPX296r/ALtygZRuYqdxU7TyPwA6dv51+kHwSRbhlMQUbEB3KAp+XH8if/1V/QR+xl4xXxb8APBjSTGS705ZNJlAOSvlNhAf+2bR8H09q/nxSRjGNqhdrF87skLjp7Dn8BX65/8ABNXxA0um/Ezwn5yMkM9pqMce3G0uro/6Rxj/APWKBo/T0oqphWQsx/hzwfTn/P61MUJRG2hWdhwF6nOO5z3HPTpU7B0ZVDxnsOBl+ufr0HPPr7Uxly7MkUQI4KlwD79/5UFFUoAqhixbbgfLg/gMY/HOOlS+eIflzCAecNHvI/HIx9P8aQRf61yFjyMHuFbPB/z9KejJ8waJsg4+QkD8sfzoA9DKAL92Iru+XcM9j2PuPwxSuojClUdj8oC7QMAHt6fX3q2qujCZSkoBG1SuAoHPHT1+uSah83aGSSViwwrbecDpyfw6/lQBH5Y2soiQDIC9Tk54Pp/+s961fDds76/pcTRRhlnVzuIB45BOBz0PHtis6XgkNtJKBmO3KnIxk5x6E8dh71veE0B8QabIPLVw5bDOcHapxyPbB/CvNziryYSrNdIy/JnflVPnxVOL6yX5n1FBdboCNssssWGTIAdskck4P6/n2rV0y78t5JFeKaUKXlXJyvHOO5+8eh7ehrCtJGF1cyRyIsXzLsWQYOMdMdR94nFXJYIzbDzZnVnB5LDBwOdxyCME96/ltWb1P6Ek7aI2bjULwLby2vnJauSIgAQZQrcZBJIB+XPPT8j4P+0JeX0HwO+L90ZreC2h8P3ygE4f/VMBwOmMjketeo7bILYyz3EUksKlVYNgy4GSPU9FOenIrwv9qnV7W2/Z7+MEJmFsx0O5G77p+ZcAH1z0/Tmu7LoJ4qn/AIl+Zx4+dsPNr+V/kfzl2znMvnHaVwEJ7j1HPf8Az61u2lwqbUVmVuWWRDwwGOM/jjHtXFWkyxSQLHP5zY3f5/z2rRW8hV4woic5xjn5l4xzx29e+PpX9To/ng7KMqoH74xsvzEFuBx6H3P9amFyqhGLyPH0wPmQnPB4/n6Vy5uEBjeSMlc5KkZIGe9O+3RAxpDJBGPuovI59cc5z0/OmBtPPIqbQ7iTByNxOfTr7d81mTSKu9AA78jcDgqAMZ/WsuS/hBKs7iYghl6c9Oo4NUbi9gEY2lfKAyzEbmJ6YAHX2oAllkEK7mdQwJbHTJ64P5Y59a5W7n2KqIY2kYHByAozz/8AW+pq7NcwOZQzsoAPygkkkd+nOf6fQ1g3twqyTkyoilBtx8xJx/8AXP50AUrsqYmVS2W6Z6r3yPTpWSZMGSGJWVVJCjjJHufx/nUsjIX2s6q7cgkn5fY8nJ5FY0kttGzyMSSeit/eHfn8R+NAj6S/ZQzF8d/CDiMNHi4zGCTkCFsgdq/YSWS4JhSOE/aN+FUOeM9WY/hX41/so3yR/HjwdMZAm1bhgBhvl8luO/HB/nxX7JX2s2toZGkd5GdNm1Uxnqc5GOp7CvybjqLeLjb+Vfmz9K4Ol/szX95/kjnri6acCOVrWaBWdVXbncM5+bGMA/8A1/SsKz1C+ZY4RbReVHucrk4PBxx9M0zUJ0ntGYxBJNofKg5UYI7fjXPR3wgj8q1F2yyPuJLbcL03Edycfyr5OFLofTTloT6jeeYkKTmMyyKzSEAArxjpj1rkbO+u4zNBGgNwuAAGPzZHc/gR+dJrFwEjgeNHDgEeYvzO3qD6/wD1+9YNldypPmRZZLhlAO1uFY5+Y/hzXZGNtUcs9iCa52Br6R2jKNsCq+7JOeg9ODxnt7VyM8gkeWONpi2GCtn1HfrjirN9cTXP2mOGI7FfeH+6AoU/L+ufrWY94Il8qCFpSgCZzwT7eneu2EHc5HIr6hFbK9u3myTAcuxYYYkcY9hhhiuXvbmBDbm4QKrSbuT97/d+n9fSpr++8wpIY5XcEIqnvgnHAGOv865+aSeRhPLCWCodvyDHP+feuqNI5JTIL1lmfymlMPzfNsGABxwMd+fz/I/OH7RMe/wZbNGZCsF9EqLynljDLgdun1617td3sgYIkLvjnqBs6Dt6e1eD/tBuq+BLtCrSK1zC6BhgDkj869jK1bEQ9UeXmC/cy9D4ikkYKxYuynGe7cDgYz/kfrXWV3YKwiZfmbBYAsCOTn6e34VAWQktJsOOMZwBjP4j6fWiMnYDEj5JyVPQH/Ann8fev0o+BRbglZhvdYmUDPTGPfHrzX6I/wDBObW5bD42axo7MVg1DRJd2QCMxyRsGJPsHH0PtX50j5tyIN21RnAXkYP+B/Gvt79ge8Np+0f4bjSTyxNZXsTEnHmAQsQAO/3QeD/9cKP3snVVZH5T5QwyDg8ent171D5LqHXfE7EY2gYVvwBPcHirrfOt0wBMoYFeOGPP5/8A6qgWJlCud4OMAHjAx2x9env6UDIxERsYkBCN3PA7np1zz09qYNuXBclwxDcMOQalLuiOQrljnoxyB2/l+vfmrCsV3ATTqMnAA3Y+pPNAHpBJd413yynGMY7+xxjJDD/PFQEJMQsZUx8jBXIIH8hjmpirAbkykHQksR2PQ+3Xv/hKIvMjRgAO3zHO4erds8DigCAKhEgyyseRyPlBI59yP14re8KQtLrtiroW3BkIHpg9+3Hf6VkoAu4BBCAgUjjqSeB39foa1NDkf+2tPYTPkthF3YYMRwAfXn9T7V5WeQ5sFWj/AHZfkz0cony4uk/7y/M91t5ZYbuFf7JMkZchCvzquRkbz65x04PAySalMckMUsGoxGCNnUxMrbFZf7o4HGcnAOCCOxNZWm3lstrDbQT30LK3mIVJBb5cHr3ByORXRWF9I8plSdXiGXbKq3ykE8Dsed2O3rzX8yyVnofv6/EqWUmm2dxc3q2NyIgUiUSIdqDJwQcDscc46+/Hz7+1pNa3/wCz78VY4owdvh+SbLoARtC8d8Hk8c/Wvp8Xs7K0JMjTswIMgVQR0AY46YYYP19K+av2npJpfgJ8Z4nWGSVtBvEZlHzKQhbJx64/z1rsymlbE035r80cWYzboTS7P8j+a/eyFSBtVgd2Oh9x+We1WYL5YfNy8qxsw4I9ux47kHgVlQzTxRO7mNQhAIxtyv07856e9PNw0e95Fhk3cbeB364H0r+okfz2dENRYPGCqxHBHy4Occ+nUYxke1OkvQCZ5FKOc5JHOenp3wa5f7ad0gCpGkZB+boD37/160i6jDhi8YdeQWTGAck9PypjOiTUVZMNGdoG1QTwf8/l9azZtQdHbZGkWzG3KkgHPXrnp/SsOS7YHzVywxkqCc//AFumOvf8BUN5MxQrGu3a2ccgnHOcde2fxoAvzXe+Yuks0Yzng4J9yf8AD+hrFlljVm3ZKMu0Mwyrde/bpStezO291CsRnO3IY46/p+VZ09x9x5BuXBZ+T8xwf/1UAMkZS5iPzQk8MT1NZRMczzI6qsYUfe539B9O2fwqWa72bYyQq4LZ2dRngdc9KovdE7kBOQMY6c+w9P8APegR9D/soIo+OvhdfN/dn7RgkjgeU3AP1H5V+vMjm/kjuHYvMqqEVW7jPUn+Vfjd+yqEl+OPhPBnwPtDbUPPELHFfsBBdKzapYtGttGXBDkgZ49fwr8q42hfGRf91fmz9G4Sm1hnbu/yRRvhFI7zF/3HA4I/eqc8n2zmuc1O7h814I44/IGF3FjgEc8ev/1q1p4YpoABsdI1yTuAHGTk/kSBXMXpaSYGEBsYC7wMDue3TnNfL0oPdHvym9mZt7eJHHcRKkks2/IYYweG4HYDv+dc5LLB5yyKksc6nqW+U9O3Trn/ADzWldMGJdIRCqqcNgnaDwAWHfj/AArn7ieTy0WS1WOZSQRng47E+vtXXSh3Odu2xSnvoBJNFEomBYk8DbjAI6HI78HrxXH3F3HgwSKY4Cc/dwG65H0/z9dS8lktjJtjSOQBV8sDCrx/Pn9K5mSaactKSwReCCR8px0weT3HNdsYq1zlluUbq6a4kR4EVfVFOA3v0xnr1P8AKsq7vGY4kiMWCeASwwOnGM9R+FXUaQRzEyJG7OxB6EAYGM/l7dK5+dzFHdTq2Z8qhJXIPPr2PWumnEwqNFKWeMs8cccTSryOgwRzg/8AfP69u/gvx6kVfh9ewrGBMbmEdeAd/PPHuK9qkuHBdwFcsuCQcn0yR+X+c14P8f8AzD4BmEjBIzcxYBOSeD/h+tenli/fw9Uedj2/Yy9D4lQn50QncR1zknnn+fH408FGSKF4vLjDAKqfeHPHHHqeahkfCQBmPlngknpnsCeetOmmZlCtIQGbIOcg49sc9BX6SfBosRZEjeYipnGwZGOnf/Pr9K+yP2GYLmf9pPwB5bShI4ruSTAADp9mkGOPcrxXxvGo/wCWnmKBlQMAj0X+Rr7u/wCCfNgbr9orTJ1XPkaRezMAM8lQmfYfvAKB9T950kDERvJGoHzMvGcDv7f555qPc8Lttyr5ywB9euF9Bn9T1NWDxtdQ6knHTI6HHT65+v5UBTIiKclQ5JY8k/4+v40DK7uDCVBBJGfce/Y9/wCdQ+bHEFSSSUMB2QtnnHXB9KuRl5Y4SrllySATyAeOfbp19KglErMPIlMSgYORnJ9ev0oA9TYEZAAEg+YMp3AEY56eg/WoQQpMZVFAPIAOGwcDIPPJ/wA960H2bptu8Mz7TyAPTtkE/l274pjKIxKoAVgPmDNkkjJ7fnQBR2EKkm1yM/dJ7dMHjNTxTPFcRy5MTB98bt0UdRk9cdaJMKwJZQFGeRjnPPTAx+uPWk2udy7UlIbcWHUnHr+ftz9azq01ODg9noXSqOElJbo9Xtb2aVLW5njEysgKkMf3RwPlx6cn/wDVWlb3Fqzuksc3m7d4kCZ3j+6cEYxxn9cZritFuLZESQXDQo2ELJ/FxjnPBwRz+eK3wLpXkEFqsw2ggh8Zboc+pwSPoPxr+X61B05ShLo7fcf0LQrqcVNbNXOhhIkn+0G6jBCjBaXG4DuAeF69a8z+OUY1D4RfFvTiUfzPD18YickuRAw2nAGBgZ9OT710U91PbSWbS28jOP8AWKvIKkEHHt7g9vSsbx9a2lx4M8WQQx3hM+nXUTCXkEmJhkcdcH8c8+7wcmqkZdmZ4mF6co90z+XRxMxLuHaNRn7x5H48dP6de7JGC+VvkxNkBcnO4duevTHH1rL3eak0bkhvu9SP89evtVhgJEjIZHccNhsbTjBGcfT86/qJbH89k2+eR12rLJLngnqvPHtTWuCjSZMSgY3qo4K9vbv+tUThXdHlwvGMt/nnBxnp9ahWRSp3s7EMMBgQSfTGaYGpNJOuMM/lg9AOOvPX/wDX1rLeZWcLG08kpJPPfsT7dvzpkszqB87FD0JUYHPXH+P/ANeqM0shILfO4OcoACCcZIz1HagCxPIFdYmkCDdtXcO3t0z0rLllPmEMu3aNwOfQen5c095zOojbbgZPA6E4A9O+BVOWWQQujMhRjksVxx2A/KgBZp9iZEIRsbic8EAjoPSsmR18l0VSpJy21c7s/n/ntTzLvR4FG5+nBI5759sis94tnlkyBQDhUAyc49Omc96APof9lGSX/hd/hExOqyItwO/zfuW/X2NfrrND9ne9EkssczIgZAeZTyAM/iMn2r8h/wBlcyD43+EjG8eQlwVJOePJbp6/hX61HcqhJLhZpA5dsvjAyAR9eBX5dxpH/a4+i/Nn6BwpL/Z5er/JFDU5p5JLhLdFiibaowAShBwT7+lc7qMk0PnwRMZZGVWI9Qegz/8AX6Vpai0kWd6BkLfwMQX9AQf8965DUTcRzJI9wIyQAuW6Ee1fOUoWPfk7lQJPLGyTzK8ChmAIHzdOT6AHn6+tcvc/uyqtd5R1JDFiec9h35xWxNduEnZ74RM3ygJ3x7noOn+enKXd4CBFvaXjMZD5wB6/57V0wVtzmb7GbffaYomMkjNJKmQwUMd4OR+mfy96xHErGV3kaI7d24n5SecjHT0/WtG8uEknHnTIYkHy7WxzxjJ+mP8AJrnJxOqmZXVE3EKCQfmHbnr2P0+tdkYNHNJoiuGZFCGZ9hAyynGCSR9Pb1+lZE/nFQiuclcqOBtHqe9WZrqOR3aTYrKMoB/Fjn8uRXMSX8M0bK7h1Kq2CuWGO2Owzz6/nXRBGEncdOCXmaRYU3JhguTk88Z/E18/ftDzOvhGyjmcgPfovzdANrHGPXjr+Hbn3h3hkiYyhllByvbOenf0/XNfN37RNyBofh213uXF4WX/AHVTg/m3+civUymN8RA8/MnahI+R0CBVRQjEEHK9ce3XuPQ45qQRAK4KyOFwVyfvHpx+dMR5Z9ofYpONvbuMcgf/AK6k2MSoBVc/eGOScnp+n/16/Qz4gtK0ZlXMa7jlmJH3hyePT/69fp9/wTH8MpcfEP4i+JJElIstJjtAxXAzNLuIz64g6e9fl/ExUBXyWUnG4dT16fl+VfuT/wAE0vBb6V8KvFXjK4jWNtZ1UQwkH/WQQLsHJ5++8o9ePyAP0X+Ys5KKsnUk9VYDpzwRjJz/APXqMomGQuUTADdDzn25znj/AB5qzGqcFlaHkfNtJJUHpx17ZPB/nTVUSuWRW3kcMWAGTwMj3/n+NAysAM71iQNjJGRkZ71IqFxmO8SAf3Sp47+/rSsQJG3EKQoBXggeuevPTj9Khnt4pGDqkmMcAKoA5PrQB6yroFiDyK277y7Me/OOOw+v41Ht3NLIJDtI6E7d3p6gY9fy9amaMfLtIT5SMY6Dnt6fT39aXy2Tc5HnLx8oHJyDjk9OvbtQBTCpIyjErOACMk8DHTPPckc/40+UMXYjeZDkFySdw4xnnnr37Dt0qQrtiAWHe2ck5/U88qM/lSONk8sgIjQjaQwyBzjB/HP/ANegAtp5IXSMStHESBtJ4JxwMEcnk+n6V09tfWgiRld4ZQcMEY5G055KnA6sOmD+Zrj7wF40ePaFH3wwz5oxjnIxgZzmpbV0BVopR/fKhuSdo6Edeq8D/wDV+F8Y5f7DGyaWkveXz3/G5+w8LY5VsJFN6x0+7b8DrJrpZ5Euo73egOAjOCrDIwy5+p5z2NZt5ayzRyQZMiyKWUNkHYRtwcHBwSB9N1ZN5OLuNWl8u3TGAwbzPlJB4HqMD/Iq4s1qiLtuIjEFIeNnICgkDAyO3H49eDXyiWuh9A59D+YXxLaHR9d8RaFcR+XNa381sx91lZSD27H/AD1wULSKFiM6k4IbOMDjIx+Ves/HvSJNA+NXxS0/ygqprN1IoVuMO5kGD/uuMfWvHVkSLczRtJuJHAAKEfXn0r+l8JU56UZ90n+B+CYmny1JR7NjzIjIx2q3BLZH3D0z9OvNRCQ8nzgqjg+3c/jVF3d3icgoD0OSehp7ArE7uEXcvUnHPXOOmB9P5V0GJOs43vGSEUsWDbfm9fy6/nVCW4ZJj5MaiPGRlsjH0/qarKYjIJAHbdllIPynI9+1QyShZC0sjKcHOEPT0/z6+tAFl535kUujdecHJ7DFUmlYFpEbLnqFHT/6/Soy0bOhxl92DkAcfT8T/kVRuJX89PNLIWyc44PYd+f/AK1AEsiSs/moXJYrtVmwe/T0x/WqTzzvBsGdyjbhuc8+/wDOo5LhmVljZsknJP8AEueufwPSqRlYMRK6kkZOBgfjQB9F/sxEn42eFpJXBVUuG5fAU+U3446/41+q168cYnVpCJgdiKDgsDzge/J/WvyW/Zku0j+M/heVpCqiO4LbeTjyW6eh5r9UtQvI2cyeQsaRYCqFJYnjBz26+1fm3F8W8Sn5L82fecLv/Z36/oiG7trd4lZLsBzN5jAn5sDPGfqSMd/xrmr2CBvIl+0ySzsBkrgBs9Tn8Pfv+F1ruxaS4WGaMSAESKASBnpgnr1J/KuVmuLZ1nkDtmMMil/lXjPzZP5fia+cpxuj3ZStsGqwaTcmQtJtiYhlkTIOB1+n+fcVzV5DYQmNo5Wwgb5Dnnj+XWrF3f2spdYlkHmDguSAARz+ueM+mayZ7uMERL9pRCTtwAcjpkng9/1roglsznlJpkTJZfZmEaTEBc5PQHAxz3HT3rnmkg2BC7qADkA5J59MD8vpTPMmgaeOR3eA4UJnuOM8dP8A61Zl1dJyJFkdSmVPXPpzx/n866qaOacmxzG03O/kSAfcAHGCeucdew9ev1rEmeOR2Bt4+n7sA4PBwQalluGTzCkcpD4+8p+UjGDx7/XJ9arklFLGILCV+Xr8w4GTnOOh49q3iiPmRNO4DuIkRm2knAGD6EY5HWvlT9o26xL4YtJgAV8+dgRjHK44I56HFfULyO0u+ZULBAq5GfzHU/59K+Nv2gb2W48X2ERdI2iswcA5ALOck+nAH+RXs5HTviIvtc8nOJWoM8LjYs5HnLGM4zyB17Z/H9aeScud68j9Og/p+dRCWRVm2kKpycHjjHU+nU/rT4mYurSHGMgdj9Pb0zX3R8eX4vnO3Lb8EDC8k5wMn68cf1r+oX9n7wPJ8Ovgt8NfCU9v5d1baZDLdheR57jfJkd/nd/yr8Cf2Rfhafir8d/BOhXFu9xo9tN/auoZAx5EJD7WBBBDPsT33n0r+ldQhlQIkW1cMeh29QCPz/zmgY8xRlRK0amIjCuygduO/Tk1UYPIArIm/OFOff8ALnn8881P0UuJVAbklQeB06nj/IP0Y0kwztYSjn58Z2nqOQR69ueaAKx5KlGMbA53bh+7Bxzj07++OpxTMNzsh89M4UiQ4A9BiptxfMZjZDgE5yMg49Og56VCxA27tucdSQM/TJ/zigD2lY2++6OZD8xXbliRyM9fwP8AhUJh2QsgDbl4IHQ8ZP15zx/9arCSgk8K0oVipGckY7/U/mR9BUYeQqFRHTHG88nHXPv16n/GgCqy4JKNkqQGAJ9jjPTPP4c0xwkoASTDgbyBjLcjqM+wH0FWnXcxVExKpP3cDv0HuOfagJ5b/LsyynLAksB68c49evWgClITJG9s+zZyGzwz9se3X2zzXI3N08DizmYlUcLgOBv4+X5ccnsex4x0rtVeN2ilYxtgE8vncQpwM/kc8/yrjvFOnSxpFrKCJ44FzIAwIZMcMe5xk8j1NfH8ZZT9Yw3tYr3oa/Lr/mfUcK5l7Gv7OT92X59P8ixFdEwsoWSJFBaNJVwwOcbfr/ntVkXhmigkks0t7pQSyuT85BOc8Zzx+PFcJHftJBK9tOZW2gqrclT1yCT3x+n41dg1BY5PMluJCcHy8gDDf3ec88DrX426Wp+oxmfiV+2lpD6L8e/E92n7m3vra2vliAGCDGqEr+MZPFfKRlZ3cROxDYBGffgZ+ma/RL/goTpEx8SeBPFU0CRPPbXFlM5GMlGDqCenSVvyNfnI0qECPCAdAQM/y+n4V+78NV/aYGm+yt92h+O59R5MZUXnf79RZHuNrJ5e8cdRggduOh5Bpss0zYAQOw4A24yfrznqeB6VA8wwckbhjGMH/PT+VRySM7ALs2A7MnqOvJ/Q59q908gd5kUTJIVVVb7ozlV47jr71DLcJCCGWJIwCCmOPwFV5HzE7ExqwBIJx2z/AJz71VMzuAjohIzuKncRz6etADxNlSCMgj7o7DPT68/pVN3Y72curZJBz0/zil3gqwRdh53AkZz65/z+FU3ndOZFYjBznPA9qAFTa48piwAIGR1+uMc//WqpJ5YCt5vmKzZBxuKkGpfNIYkBiDweh4+v1/w71WnMYJdVLYwVA5+o470Ae8fs4zRr8YfDTLIY2KXG4KSCQYmOMD/PFfqTd3hns2hQAySYG/p8oOAeme1flR+zdfRw/GHww/mBE8u4DA4xgxNkfj/n3/UD7XMkrG4kkWMAEYxlW98HjH9TX51xXH/al6L82fbcNytRa83+SM6/JyY4YZViBK84y2OQDjkDke4rnLwStdSszrKihdkYwCAex4yT/jWreXeXSO1SW4A3nDN05GcHnJ4PrWBdvMyM8si+a5+U4IAA4P0PXHNfOwppbnuynbYhmdQJFljWNSCSN3IxXNXVxC5iCAyuVwCXyfy/rVm7kuSgSSeGA5Axkbj9cf54rNf92EJZElXBZ2UBQcnp69AM11wgc0pJ6kEksrxxyMI5WHBzkZwe5/z0rDuLtnfYIlRVBw3ZDngEdetXJbuQxbZJHuASA5B/mO/Q9P51iyzuGZk8wOAADnr2AGPoP89d4roZXI7qW5e48ra0sGw/MQAQfrVe4jW7CYllJAzvGTk9x79eP5U2WaIARAy/MvzFufm6kD1OAKqTyRRqY4IyqbcNkckZwT9On5/StEuhm9xzEBioL5wGLbMkn+lfB3xe1Bb34gayUG5ItkA7/dUZHfplh+dfcssptnD3BESiPLkckD6/hn/61fm9r9+2qa7rd/vQefcyShgdxA3HAyf4eQK+k4ep/vJS7I8PO5+4o+ZnEuo55ZBtUdOf8/yoUouTLEUZfTqTjrx9P/1VVL7n+fLR9gD0H4dete3/AAC+D+t/G/4n+HfAmkRSLZzTCfUrjLFbS0Ugu5PrtwF7FmXp1r60+ZZ+un/BOD4OS+D/AIfaj8VdXha31rxFtWzBBzHp8bHDZ/6aMS2e6qpFfpGsqMDvABCnaW6k9MnseP8APph6Lo+k+H9H03QtLtodP0rT4I7W3hTI8qJFUBVGewUflV+4fYCoILDgsepPH5d+D1z2wRQMlUmOTspZgGzkDBGOgGP/ANX5KXO1UCyeYCVUlQCDjk+nbt6VE0mY9oDpJk8bsj1PI69/8io4plJdWUhB0C9FPoB1PGev6dwB6ndHHK3BbLZBJAGT1Jxg8Z59famGMTKjcA4x8h4NVHcrhcKWwV3bM5A9vxH/ANalMgZmZgQSegHSgD3qRf3ZO0TFjnkZXGeF+vr/AJFRsFUSLIqwsz9COmT0HbjaD9aseXENkUigLnZgEHJPUY4/Pt6dKRogAixCTO7JweBz36ZJ+hoArsn8O0rKSAMY4GccenX9TVcbFUgR+SMnOOcD1yeeufrirYcoHD5c8sWKn1xnpn6/SkzHmSVPkBIBABxgY5HPOefy6nFAEDsoy6rJjBcEkEjpkj26df06CKQJJC0Rh320oJkGQw2479eue+Ov41NIpHmIVZXxtIzkehI6Adj6j34yxozFFtQu6qOSqgdOp5OQOP0+tDQJngGt2MvhvUhafO8AG62LcLInYE46gg/p0qK11N5fIQwKm5Cqq69SenP4kevSvZvEegW/iDTXsbkeXcKB5MmDmN8Hk+3Tgf0zXzExu7C7m0++kltZoZCHi279gz6DqMnOR61+P8S5C8NV54L3JbeXkfqGQZysRT5Jv31+PmfOv7b2iLrXwgj1mGLfd6XqENxkY5jYGNvw+dD+Ffj2rKqPI4dtv3s/xe4/z2r92/HulWXjDwX4r8OyW4xe2E0EcgbcgJBwSCMg5AI/GvwcuY57W6nt5oik0TtHIhyCHBwfp3FfVcEYi9CVH+V/mfN8XULV41O6/IYA4bcwJRkzkY498H8KjkMZZUkAJGMPjv169x2qvNLnJQyIDhevHbGT6daqAuqmMOGYglsA8H1zn2/lX2x8mWopo5VWOQyMDwSM9MfXPaqYWO3LkN8544J7cE/XtQ8rSgjYOgPTr26f5/nVGR3c7RIxAI6UATt5YjZQSJCBkkcDt2/zxVaRjHv4V8MPkzzmmtIymTBZRgjHUjpn+QqE3MTABiSvKk4BJPagBXm8liDKpb+IE5LfT0//AFVSnw0bAA4B55OB6d+nPWldiZcDhclW2jJbjufTj+VQvJ5siliGQg84/pQB7P8As9Sf8XY8MOkoi/1uW7DMTAj9TzX6U3snlyQyLceYNm7azdABwPf0H4V+aP7Pax/8LX8PRtLjMc5DbeP9Uecnp/n8f0TvJ4nAe2RSAPunrkcnk+1fn/FCviF6fqz7Th5r2D9f0RYmuVMqwtPNuck4x78kj06frWHqFwEePdKyNhlXLfeOBnIx2xT3m+zuWgZVMi4DM2SPTp2wf84rDv7hWmFy6u0pBUEHrk8kdugFeDTgevOVyvNc4j8nMazEMWxx8mf16VSuJLdgRA6S24wehzgYPHTPORVaacTj7m8n5RgfKnseo61VvJZZJnZ/LSPjGOdpznn261tFGUpEFxLAJfMwCMFc8ELz+mB+PFVpWEvmSwxtCSME54wBgE5z6frUsruzsvkxJCTgjAyzDOcn8qzAJhFIq8bGJBAABPv64zXSomb3BpFjO8AygbQysTg88nPc8D2/Wq0jtEHMgWH5srhs4/2R/nt7VVuJgrk7myRnepxux0B6/X8faop5NkkUibWlbBIOMADnP0zn9KaiScf491gaV4U8QamJ2N0LdgpkHG5sgY/E/wCetfn+7naGUcHAGGHy9jkD8PxFfVHx+18w6Lo+lxSR7p5S8oUj51Tvj6sD+H1r5RxlCqlCnDcBuO4J6da+yyGhy0nLuz5XOKvNUUexII3MjbGkjkJ2gZzlvp+OP8elf0KfsO/s/L8FvhwvibxDp4h+IWuxpPeBxl7S3+9Fb9PlODuYd2PX5RXwj+wd+zWvijW4/jP42sFbw1Yzf8Sa0liyL66BH78gjBjjIwDg5bpjZz+0a6orbR5nm5GQAcDvjBr3DyTp5LsP5LlSic4Hp6ZNVxclScOCQcEcYX/P5ciuaXUHycueD5a7u/tn8R1qvJqKshmyS5OVyev6dfb2FAHVSXKooHEhBGFH0H59qjE3llizDAwRj6dv89q5VdQO9AVLFsgKOgGc/Q8/ypJNQyzqquoyDxkYOecjn/OaAOo+1eZtAJLDA4OMjryMY7mkjugd5VExu471yCaiigRhg4+8DkH0x3/SpINQCxj5iM/3ZCufqPWgD6/bOBtBK5C7QcAAZ6nPPG38/wARHcGIhFWNiowCdpB56/hgdvboasM0xYFyRIUJ3Ac7SMknHUcfypZI+VUMyvtDAKcA5POSP4c8fligCHCqgUMzMBnI4LHHbnn/AOtVR8q6odpQk85yT1/Eg+hNWHTyidhBVCvIIwuT0OMjkEe/B96SSNtqgW6Ic4Jbggc5wO3Y5Jx/QAqyvGyRNEsbuD35wpJ3YJHHAx+fpipdzK4KrKjkgMT34xwxGOOORnNMlcnCiZS56hgcqffP5Y/xzTDIFR1RdueOGyy5HTnrjAPPtmgBpCmR1Dsz5yDgfKMk9eh6fma828ceCX8T2Md7YyPaa5bxjy334MnU7HPHqOeoP416Ku1kEkcRXcwj5JHuOuP7oPp0prEyKqcROCqKcYBz7Dvgjn8fY8+KwsK1N06iumb4fETpTVSDs0fCK6nLbXM+mXSzwXsbGJkd9jbu4cEYz+XrX5I/tL+D28K/E/U7i2UR6bqQ+3Q+XgBWbIkHA6hgT/wKv6A/iB8MrDxgv2zTpYbTxGmRFKQCs65JCSYznqPmH+Ir8tf2mPh5f+IfCV1aS2F1b+LdIkNxFHImC8eMOi8dCMEYODtHtXw+DwU8txactactL/5n1uLxUcdhny/HHWx+YE0snlb04OMDJwc/5NRBlAfKuOgOD29xTJFYqyF1fOc8HrwcY9apTSsuGAxt59cjP+f/AK1foB8WTF3G5YhsByDjp0/+v+tVJXMUTgbCcEr82G4yeaHdyGZvMjJOMNxjjoPSqrbgpJ8tpFGCcYH545HbvQASu0a7VYRMSQQOe/Ue/FQMJli8sSksRwWGMntuxyPT/CmyqW81TtVs8N3HPYH6D/OKhNwUYDIVsnODwevP+fWgAeXDBmQNg/KM5Iznr+Q/WqzOowWChhz0zmlZokLH94QT1HPTvzVOSZlJRJG3gdSMde/HagD2r9n+5A+KWgS4LjbMME5+by2HP6V+h099M7xZHyrG4JPVfX09QBnFfm98DZok+KGgSAuD+9yV7/u268YP4V9+3lzNOGhM0p7Mq9V5z2NfDcSL/aF6f5n1+QP9y/X/ACL09wUcowHQbSjZI56H36c1nStcRq0t1JEI2zgnuM5xzx6elUJbghHO+X5gG+9nJ/nzmsa5vIo4w0sas5ARW4faRxnp/nNeFBM9eUjRkmRItjecgJOAeDjnGT+X+NZLXEby71u5JIX+YKPcZB9eMZqvLdSSybChFsnzF+gbA9ccnP5VlzXLoCw+ZO3IG0HnHv2/Ot4R7mVy/LJG7FZDLhiVDEduOvPFVPO8vIiVM87ugKegPP0/D61RmlEiCVmWSMHlc42jP8uf596rNPkoVPl7WwUzyRwcsf6VooolslaYySO7HKbMHavbGM59apyzfKHCyAkqD8uOD/L6+mapT3pkURbyhzkN1x25P4Z/yK8x+JPjI+GPD15MLjddygxWyEZO4jG4fQEn8MeldFGjKclGPUwqVlGPM9j50+KGvya54v1BkmWSC2YW0eORhfvH3G4mvbv2Wv2dZvi54ih8Q+KoJ7P4c2UgM0hbadQkXnyYz/dxyzdB0+mJ8C/gHdfES7h8TeLmn07wcH3Hqsup89FbOVXpl/fA9R+qWlanpOhaXaaVotjZafplvGI4Le2XYka9ggAwO/Ht7199RpKEFBdD4urUcpOT6n0Xp+paboun6bpml2drp+l2saw29vCFVLdAuFCjoABx+A9asN4itw2FlQMSMYPIGQeP8/4185P4wV5JQZ2RR/FnnPPB456f4VGfFuGLecHbeVCjhucjoOvTGewrUzPow+I0DSsoUnnBByV/Xj8vWkbxKjpMY5POJ+YAsCPXoe//ANavm6bxcVxMzhWzgkY4PPpz1BA/CmnxUqSAGdjKThQSB68k/j+XNAH0eviKIgHeWU/NzkH8R2OR/KmDXwCzu8RPJIDc56ZwDjpx+PbpXzmfF7LKfKkZF56njGcYx/T6fSnp4q2E4uA2VIycHAI56jrkY54FAH0Q+ugku7hWXauQQODt9h6/rSHVo8kJPHEAcEHd/ga+eD4qd2lWQ+byC3yEEH068Dt/hzUz+LACu68EfAwDuH9aAP2WlgmeVZHZkLEKWwG2/gCOCOM+/tUfMY2KsmOhUZBPce2M/wA6nMm9iSqqVJDEHlSOy9cD+dR+VJHGwJUxquDgdCenHr1H4dalMdis4DRGUsHkPTqD1579Of8AOOGyyhUMeZd64KgHA/X8cnnn0PSceYpaOBJMjOBjAx259ie9RyFXhjZG8yEgtkjPYHj1AB/z1ouFivNIu9SjSvKzAEDOAemfbOcioZCsO5B99flLBSMDjr6ZBH5VM0h+SMMzDaeV6p15JAGetQOzNFhAzFVBCld2T0GehHb9fwYhsoh8qYgF2ORjHXn3/E/h69KSu6srspQ5CnIJC5A5HqOM07YV3CS5MaM2dzDO8+n19qgkdpG+cyiNiFI3AbOevp369fxoAVZTGzg4EmSwBA+Xp1x1wSP1+ted+PPBWh+N7H7Lq0RjvMfurqJV8yLg856levynrXW3MrKu1mCSYLH5Thh1wc8j+dYlxfs0SooEbL83I5JB4H489RUVKUZxcZq6ZdOpKEuaLs0fgp+1N+zN4k+E+s3fijT9Oub7wfdSl3uoFJjhkPJBwcoDk8HABPpXxexBKblZgMYGRhff9a/qK1ia1voL2y1C2iu7WZWR4pFDLImD8uDkEckY7/y/NH47fsR+HfEN3deIPhjeQeEL9zuk06Zc2cresbdYjz0wVGOgpUaXJHlvdDq1OZ81j8mmZTtKtjccknAJ/D/9dVpJlDjzWXb0BZuBn8Oa7fx58O/G3w4vG0/xd4futMbdtinxvhnJ/uSj5W6dM59cGvOZJUDHzMSOQBg/59q1MyRj86yqAsmMAnPOPQdahaJiNxYRswOeuV69/wAOtQNO78Y3Ackk7T1459ce1UifldiMDgdMfj/n+lAEsrq6D5mZwRng8Dng4/n9aYWbcSS6ZyeMDI+h69KptIUJdWcPnOF6jjqe2Bn/AD3glu0KlgQ4U5JBx7dfp+VAHsHwVuET4jaO5ZBhJuvP/LM//Xr7s89JFLzyur8lMAlcDA+UA8cj05r8/wD4PzAfEHRHkJMiCXnbxnYwyef84+tfa81+rINjGMAABmxnHuB39q+Mz+DeITXb/M+qySVqL9f8jYkuisYkhuiON7LkYHJPbuMHp3FZctxMswnhUvFyG+ULuP1/T+YrGl1AIpSIhTwchsgL35PB6fr3qndawPLRNyvHjOGfLe+Pw/lXjqnqem5m5JftcKmD9nQoA2G5UZ/H3rLluwqyHzbQxjj5G+gJAPbrx9a5qe/lDozlEO4gc5PU8KMeo71n3uowwojvKWznJBCk9DwR9Tx71rGmzN1Etjo/tuzYpeR3AYHquRycY69BjpWS98fMheNSzA7Sc9QScjrwevPT2rk5vElmCAwVV4AbfnLH3GfQn8Kz/Pn1AI0am0h+8JWUguO3ydc8j8zXXRwU5u0Uc9XFxitWbl5rsccgRXneVWwoUbmc9wuOQfmHrnP0qrpPw5TxFrcXi3x7Ck0MK4tNMySka4PzTNnDNn+EHH1xW5pUFpp+WjSFrkAjzQ+XbGc4z93Pp06+ldE2pbypZnZQxwNuGJ6Dn8/zFfTYDLvZe89z57GY11PdWx6ZHrUiBBBKscaAhdnGPYAcAYPSp21mdQGWZQ+d+WB6HvkfSvOkvEMTfOr54LEEfhnpniriXMknKDcQ27cAD9c16h553K6pIudspXC9AOcen1/X+dWI9Qm8plLbRn1IwRnHP41xK3kaBWjG5Q2evTH/AOrFXftLEgF2LjHBzk9PX/PNCQHVC8cld7uxA5API6dfX/69Ti8k2BZJiu7qAeR61zC3PmucmNlGQxxyRn/61WRNJuUYBLdMemM9efX+dAHRJesRlnbcpwuTwc+hp5vn+dwzcjrnleeelYkc7Rsw2ODk468Adsjtmplf5tuVfHyk9CBk/pTA2vtUu8bR5eT1yMH3HP8AnNON2m5jMEZ89SM5FZ8Tqrb3Tai4IAHIPTr9Kki8140KzSBcYG0k/wAuKAP6EXjEhVG3Nxgd1Y579sVAEi3CV2VY35B4yBwOMdeM/wD1qvyRvGVjjy7qeSAMbsDqe5x9e3vVORZW8va+4nChR3ycgdu+PpWVy7FYwoMESKAAcncfk6n8+T/kVDkqzBPLUshyBgDrnI444HX2HXirVwuxCjvI0m4fLxyP5jpyMDtUflmdmK+VG5XlW5bOP55J98HtmkBSkVDltqhR0AOBnPJPoR68/pxXkEiE4kRAhyQwGQvqc568H1xV4odqkHBJBCtggZY+x9eQe+aqbY5Az78ZbBx1A9yee49Pei4WKz4hQguA4Awf4ucEYJHHXNZkysCXZ4wcZUbfvnnkYI7/AMq2fKP73YcTFsZPPHGM/nn8apyp5iuzJE4Ixu4ztxjoc/TJ54/CmmKxysuPvIpfoc7skD+WOR2/lxyl0mzhWuXYBkAGQCOc9ce/5V38toVRoZYykQyMg8hcdcew5Pfj2rEudNDKA6HDNgFj8oJPQj8xirTJPKb8FeGEgkzz6Z6e/Feeay0wUbZNjDjOAQe5+h9Pp7V7lqOkA+a4jeIHcAxOSW4659ue3WuF1Hw7JJwQ+ORg8kZHAI59hn2FCYHzJ4s0+01nT7/TtW0qx1SzlOyW3uYBIr/NxkN17c18LfEj9mzwJfi5m8PW114Y1MtnMLNJCzHPSI8AZ7KR9B2/TXVfC7gEi1bzM4IKg5z1x6dP6/XybWPBTO28wlxn77YBXgLyeM8+3+NUB+Mnif4LeOdDDm3jstcg3lVEMmx2XPBKuAM47AnqPWvG9Qt77TJPJ1KyvbNlJQ+ajL83Pf8Aw9K/aDXPh3K0UoW2McQJIKtlevJHoeh/H8/D9f8Ag/cXG5Xt1csQGyoI5GN2euQB39TxQB+Wkl/EAyrtfnO3Pbjn6daYbxFTcccjr07Z/pivtTX/ANnyLVknmhtI4r1hnzTGPmXGMnH5AjrivItX/Z21OCS4Fol0h+UJHvwXxy2SeFPzYxjjjr3AOA+F2qLB4302eR3cgSg4wMjaf0yf85r6zl8QwStGsVwSoPK5BHbIHb1NfMsPwa8Y6PcLf2s8sVxGWUYAL9D0zjkjnn8O2bM/g/4kogle8kaTDHPlbSpJA4xnGOOSPXHt42Py51anMj1MHjlThys9zk8Q25VlknjRyDnYckeox9ffrj3xlTeMLO3a6VplYPkn5wPrzz+ZFeHv4H8cNGGmfUZQfkbkKZO5YKQPc5HY+oxSSfDfxGsCiaG4m2Lgxy7irAN7nnoVwO4HUVzxyXuzaea9kd5c/ECCeQy2ym8fON6sCX46kjt0rPn8Raje7HW6kEZLRycEgHPG484PI9RxWZB4J1gBo2si0RVeZO5IAxn72cH0P3T7V0UPg6/Z0/dPIqx5JJLfLjPy+2QO/p161308spReupx1MwqS0Wg/TruGWKOaQeYysww3DRsD/DnkdPp9K6i1v5gyuWZ2c5AQ5DL3Ydc98f0qjbeF9RdpHNqzRZBwRnGDzjj6d+/bFdNa+GrwwwysjLIS24tHncucjnpzz+fvXdGKirRRxyk3qx1veT4g3MxIzuI7HB4PbvWxFdSSFQ4DSEFSeSR1xjv2P61Hb+HplCuyFFKEglSW2gn16nnp9fat5NAuAYkIVpA4TGQQefb8e3T86tEjYbiRnZckpgLkk7R0xx7Yz+JrRguZGTOzauAeW5HPTJ/l+lWIPD96pDiOWJ9pA5OM55A46c/rWzHo7whvNWWO45IO3r/nnnmgCnHNkKN+1s4O7gL0/H+9z/8Aqq7G5wrLuyACctnjp1/z1rRttDkkeEuHik2gk47Dtn8vfnNa8egyZSMvwTnPBJPAzx0Pfn19KYGTHIcBhtYgE5Chh24/T9KsoHWRwGyOAe46c8du1bsOizlkMW1STgt1Bz0557Y5rTTRZJWLusDxngEH7x/n68UAc8S4WRQWbdgZ289AOfTpVqOKXBU7vUjuvfn8q6qDQ5ghUxBFJBPy8tjr644z+Q5FXU8PSt5oEYBxgDGQvPfP1/I0Acose4FBGxA6jPXHbODzVn54iV3TKCcgKo4+tdnFoLFgCA5ABVdpHGe/QVsr4cnA+SAEeoYrk+4GKAP3RzKCF8tXkAyGzt8werEn+nb84ARGy5fagBGM8fjjqP8ADvWj5KKC0jMq7iNpyAT1PTpj+mO9V9xR98iuO+OoOSPxGazaGmUGiQBo4wwRQMqo4J9ffjOT/wDqqNlOGXYsqDPyhTkHbwDjO7t+Yq3MiMqSeWZWB+ZiT8pxxkc0skSpL5expGGdwOCEx0J/IUJDuZ2xQ4PSQOQu5goHHoOnp7VC4c+WC24kAYIXr6jPTHP6Vffy/wB0SyRthc8kru6n69M/41XMSMJIXdn+YAnIwQPU46f40cokzNKMDGrMGUgngkcdB07YBP8AhnmuY/lYNyxHIwWLepPr+ffp0rV8iQlYyAzOBlgDg8H7ue+f0pj2sbMh80jLFQFI4HPpkdccVSQNmJsCh2djuyJAC38WfX8e/v61X8nfiFYzg5Y4I+YZzn/0I1uGJWCMiSgAbmHXpgnnHOBzn/HFVPJRYlJQQs2DgEMSeBn8hn296EhGFPZ5VXkOxk5UDGCOo+vUZrNk0mCRDlSAvTKdOoz6dq6xYkIDKInCqV2jA4JPUfjUJSMrGS5R24III798fgfqaaQHn8/hWByuADg7snBJ54Hr+tcpqngpJWTEQC8bQNuQf8f5ntXsJjWRMmRUCjHyjkevXr9f1ppgKLENrKxO08cjjkg8DHIpgfN978PVkd3FsihSNnGeBzkY9AK4i/8AhkmxC8UchOSdvzD5SOmO3X2r6/ezDHykh2hlxlhypxyRxz/9aoXs4nUyyWwK5P3VHAxjpn3oA+EL34RDdPJ9kKtnnC5x35yB04rltQ+Dls2+J7NVt8Hc2MAArzwOnYZ9PSv0In0KzZVIgw5G4EY2ngEnA/T6VQm8Lac4d/LdVwD0BJB5OB1B7Y+tAH5w3nwViYsYosgcsRFg7RwAMkcnB+uR61gXnwWMmYlsTE/UqQOQATgkE85O3mv0sPg2y3lxCkRIGXK7v4fTv19aoP4Es2CO0cZ9Bjtzk5PoKmwH5iz/AATR8y/Y0lkcAuSjLv56DHXOPriqcvwUEZzFbxK3IT5cN19O/p06ZFfpvP4Dt2lZvs+8KSMe3Pfqeo7Vnz/DyDYAFbewI4X17D04/PJ9aQH5mH4LRYiL2hKj+EjoTxyAMduPYH603/hTgidtunKYiNxG3GT1OCR0/T+v6Ut4AtwXYQwkZBfAyAe/9B+NVbj4fRA75IopFGCoVOgGe/5c/WgD83U+FSwKwS2ZFzuYFMEY5Iz0B6jn9c5q8fhWA6+dEXjJwcrg9QenHbHv+NfoT/wr+0eORvK3sST93OD689T/AJ+rD4Gt3EmbZAG/iX+Q/Xr607Afn+fhgIovltDHnCHav3WJ68DkevarKfDRFLObXkYJxgEZPU+/b8etfeg8A24DEIo3H047+xFIngS18wF4EQgYxswe3oMnoT+fpQkB8KJ8NJ1VtsbbQcDH8PBzzkZA57Vo/wDCvFEyA2rLIxwRgrgE44xz3P4E9R1+2U8Fxo0kaRmItxkDn8/yqRvB0S7A9uBjhcLj8B/nt+NMD4o/4V3Jlf3MioowcHt05HTPQfh7CtCHwG5AJQKCTlgSTwP0YZA7denFfYr+DkHEcaYzg8D24P6+g6U8+FIUwzRF1PLYQ9vxzj696YHyXb+AZQwaWIeX1GcnpwDkduKtx+Bv3jOIdqAqcEcY6ntX1ePC8AcBIwGA3EhSAOcnkVJ/wjUKY/dKxI6kYyQf5HPf09qAPmJfBCZyAWYN8rHG0AHOSTnA6+taMHgpY0OUWWTIGCuNwwOP/rV9Gjw9EMgAM2CxJ68//XA/Wpl0KMmMKpl28NwRg+v5ZoA+f08J+U6oUyACQA3b3/PGKtx+DwI1VoPKxwF8rOBXvZ0LC7o0kLAdCSd30/z/AI1G+hwKf3kStIeWPyAk/j/n+dAH2czAsuAFLN94k8jPt+n0/JoRZzIpaMREkcHnOT16DHX8uaTzXQhQeChY89SSP8TUq/O2x8Mvy5/2sDv/AIUAVfK3MjyBmiIOS55GB1z3U4x/9aopUIZwU8xcdeSw4zjHTPH+elWZSFhkfapC52rjCja3HA+tNbAE7FVbGWweQeMf07e/rSsBTduCzAkbg3Tb6dTkdsY/Hp0qHyl2xkdvmZTjaOMAHPY4I/DpWjNGBbwyszSO4G4sc9yP8/WoLZRNPbIcopyvynHY/wCAoSApvCwkIEhWQEtnPONuPX29+3tUKhpDFyBIuNwAB3EN976D+nHrWhHkmZ1Yxn5gNoA2gHHFU1VRHbsVVyX28jgfQDgdaAK/2fiRcsgwpHzLgnI5H6n8/wAIvJVlVTsO7DHCgfUj1Pv2q7Ix2zYwpjd1XgHgHjOevQVFPmKJowzMqqx5PXAI6dO/+cmmBTEcRcgqJlILHO3n3yfr+OPamSJHhAmJmbn5cgnnGCOpxn0HatWaGI3SQ7AEJxjr65PPrgVXlgVRM25jh+M9sGgDJNuWY7oER9oIOecZ9+nTH9KaIY1JaUg7kwdyj5WCnn1HTPtjjpVyVQJNvON7L+AzToY0myrr8q5bA/iPv+ZoAydqspYbNn8I3YOcgYPUcYzjrx7U94wybDlY8BsqSccjBB4/P3rRiXzYDM7OZEUEHPq3f160kUa3LfvNw2GRRgnkAHr+QpXAxfsyyA7l325IJYc+gxz19ajeJ0VkVGwdoZdxwevI/wAity6jECBg7uDsbax4BOTVRYllA3FuWwT1J59TzTAovFkK7xHkchgOMDJOP8/yqMQ52llG5hlgM/KAD0/L/DvVxXMkqxOAV3gfT5l/xqe5gjhmkRcnkcn8Ow4oAy/swBOUCzjoMfLx3/Ij17fSqrwS/vBKrLGxYbRjCnHUHp6YH/6xqeWgSbC4UBGAycDOc4pYwk0au8aEsit0zgn0z06/oKQGWbZBtACopAPc57HnPvRJawEkoDtIIyRw/UAn2PT8+OtaenxfaJI1d3AckHGOMY6flVZScIQcHPGBjGSP8KYFE2UTliYh8xBbJHH09+QMcH8KjazVi52yxs3G49cc/hnB7e3pzpM26NeAA27I69OnX/PFV92HtQFGwykFexzkcj9aVgM57BFRdoDOQM5A79unHB6U17KJVQEq+G+bjPqDn9Rz6/hWgjmSRGf5jlsEk8YxRktHuONwTIOB/ex/U0AZX9mI+0FxJtGeOGwOce5PPI64pTpsZVFAAO3pn8uv0I/L1rUaJI4pmXPyo2AeegJ5+uOab5EaRM4BO1sAE8fKR/8AFH2pgZTaTC6Y8gO3Izk8H3Hv/MfjUb6bGCqssfAwQuDgdsc/U9D61eB3HlVxskHTOcOBzn6mrL9LcL8odRux9T6/QUAYY0xWRXaNMsq5YZw3OeeMZ49/1pk9jHHlwGKlS+5OmOvT8s/jW9MiiGA4BzuPQden9aQDfN5LFiqoMHPI4J/pSQGI+mFAWMUZORjbxge5+p+vNVpbJd2QpTdnGcHB/wBrnGTt/KumiRH8ldoUEAHBPdc9aqkbpWiJIUP5Yx6f5FMDE+xRqIo5F2nO0SZ2jGDnk9enb261H9htyBulYH2jkI9vu8V0SIq3HAAUANgDAzhzn9BUsNnDNGC4b5flGOOKAP/Z</preview>
  1713. </Asset>
  1714. </vrmat>