Exploring The Knotted Line
Download: The Knotted Line Curriculum
Foundational Understandings
- Historical narratives are “authored.” History is not a neutral, objective or universal report on what happened at a given time.
- Historical narratives are often framed by “the winner” or dominant society, and bury other stories. Anyone can be a part of creating and uncovering the other stories.
- Different understandings are revealed when history is studied chronologically compared to when it is studied by the relationships between events/forces/themes throughout time.
Essential Questions
- How does the past live in the present?
Goals
Participants will…
...practice a transhistorical analysis.
...interrogate ways that the past is important to the present.
...connect moments from different time periods to deepen their understanding of U.S. history.
Facilitator Preparation
- Familiarize yourself with Entering the Knotted Line slideshow and Creating the X-Y axis slideshow.
- Go through the process of creating an X-Y Axis Worksheet.
Common Core Standards
- CCSS.ELA-LITERACY.RH.9-10.2
Determine the central ideas or information of a primary or secondary source; provide an accurate summary of how key events or ideas develop over the course of the text. - CCSS.ELA-LITERACY.RH.9-10.3
Analyze in detail a series of events described in a text; determine whether earlier events caused later ones or simply preceded them. - CCSS.ELA-LITERACY.RH.11-12.2
Determine the central ideas or information of a primary or secondary source; provide an accurate summary that makes clear the relationships among the key details and ideas. - CCSS.ELA-LITERACY.RH.11-12.7
Integrate and evaluate multiple sources of information presented in diverse formats and media (e.g., visually, quantitatively, as well as in words) in order to address a question or solve a problem. - CCSS.ELA-LITERACY.RH.11-12.9
Integrate information from diverse sources, both primary and secondary, into a coherent understanding of an idea or event, noting discrepancies among sources.
WORKSHOP DETAILS
Length of Time: Two 55-minute sessions
Recommended Age Range: 14-23
Ideal Number of Participants: 15-30
Materials
- Whiteboard or poster paper with markers
- Blank paper (scratch paper is fine)
- Way to project or show the X-Y axis slideshow
- Computers or print version of Knotted Line
- Power Words list
- X-Moment Evidence Card
- Evidence Cards
- X-Y Axis Worksheet
- Iceberg worksheet
Session 1
Preparation:
2. Preload knottedline.com and click “Launch” before the group begins.
Part 1: Personal Connection & Reflection, Developing the Reason to Learn
Iceberg Activity
15 minutes
Facilitator draws up on the board the outline of an iceberg, with the water line drawn leaving a smaller portion above water than below.
Facilitator: In the tip of the iceberg we write things about ourselves that can be known and seen—what are characteristics and things about us that fall into this category?
Facilitator asks participants to give examples and then offers these if helpful:
For some of us, sometimes—religion, community, ethnicity, neighborhood, nationality, gender, etc.
The facilitator writes some of the examples up on the tip of the iceberg.
Then...
Along the water line, we write recent events/policies that have shaped us or had an impact on our selves, families, and/or our daily lives. For example, I would write (facilitator provides a tangible personal example).
Other examples might include recent drug laws, recent immigration policies, whether our state legalized gay marriage, neighborhood zoning, school system, etc
Then...
Underneath the water, we look back to older events/laws/people that may affect our lives today. For example, I would write (facilitator provides a tangible personal example; these might be big events like a specific war or natural disaster, or they might be small stories passed down in a family).
Each participant fills in their own Iceberg worksheet thinking about each category.
So now that we’ve reflected on what’s beneath the surface of our current reality, we’re ready to explore the way The Knotted Line draws connections between different parts of U.S. history and our own lives…
Part 2: Develop the Concept, Move from the Personal to the Theoretical
Set Up for Exploration Project
15 minutes
The X-Y axis slideshow includes facilitator notes for giving instructions for the hands-on Knotted Line Exploration Project. Participants can also go through it individually so that they can begin working with knottedline.com at their own pace.
Part 3: Active Experimentation with New Knowledge and Concepts
X-Y Axis Exploration Project
25 minutes
Participants access knottedline.com (the size of groups will change depending on access to computers or prints of the work) and play with the site. Once they are comfortable with the navigation, they should go through the steps outlined in the above slideshow.
Participants will need the following materials:
Facilitator should remind participants that they will continue with the work in the following session.
Session 2
Preparation:
1. Preload knottedline.com and click “Launch” before the group begins.
2. Print Evidence Cards.
Facilitator note: This workshop is designed as part of the longer projects in this guide. If you have limited time, you can shorten the research aspect and move on to the creative writing activity earlier.
Opening
10 minutes
Go-around: What is a thread, a theme, an idea that you found flowing through U.S. history as you explored The Knotted Line? It can be positive, negative, anything.
Check for understanding on the process: What are people having confusion with as they do this work? Can anyone describe helpful tips for navigating the site or understanding what we are doing?
Deepen the Research
20-45 minutes
Hand out the Evidence Cards.
Now that you’ve started your research, you should find one or two additional pieces of historical evidence about your chosen X and Y moments. Use these cards to keep track of your research and notes.
Facilitator note: If you are doing the creative writing activity you should have participants choose one x-moment and one y-moment to focus on.
Part 4: Integration of Concepts & Experience, Learners Representing New Knowledge in their Own Voice
Historical Collision optional
25 minutes
When the group has done enough research to have a fuller idea of their two moments, transition the group:
We are going to play with history a bit now. Imagine that your two moments have just been smashed together in a crazy time-space warp. Describe the scene—what is happening? How do people communicate? Is there some sort of conflict?
Leave enough time to have a handful of people share out their writing. They should start by saying what their chosen x and y moments were.
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AAAEAASURBVHgB7L0HvCVHfed7uvvkfG6auZNzUBZiJIQsG5BIRjyDEBi8LNEGr73vPa/9MTjsW7DZx4O1jW3AxOUBtglOBAlYgQhCESQ0mhmhyXnuzI3n3pPP6XBO7/dfdW/PmTujQUgoWd0a9a2urvrXv/5Vp/6//te/qgzf9yPhFUoglEAogVACoQRCCfy7kABq3TCMfxdVeSorYYTw6KkUf1h2KIFQAqEEQgmEEngiJaC1/PkB06I0ix6fSO6evrRDePT0bZuQs1ACoQRCCYQSCCUQSuApkUD0KSk1LDSUQCiBUAKhBEIJhBJ4oiWAHQi7kbYGUVb/4xn2pDMenmimnhn0Q3j0zGinkMtQAqEEQgmEEggl8OgloCER916vRy4dAAXxaJomgW63G4kYVsQwLTyVjIhpdiM+6UjMW309muI05Ho0KZ9ZaUJ49Mxqr5DbUAKhBEIJhBIIJXAOCQQwxe+JxcjwI57nGYAev+u5Hm+5iNE5CYOJPN+MWlbMEMDkR5NGpBc1wUYCnvoLUInPiAne6ldAriBLEAjSPEMDITx6hjZcyHYogVACoQRCCYQSEAmAUbQgVECgDSYjjEM8goxs1+l1e47jkIZIEJKyG2EtMq2e0YyZibjJQ9R30rG4HTViUQEGvOV+HqwDcX2RUqMuEutLZ9QUCD9DrxAePUMbLmQ7lEAogVACoQRCCYgEACX9gtBgSTCQ7zue22w2gS+2bXc6He6u65KYmGg0mognE/GonYv3vF4ykvDSqWgs2o3F4vE4by2LWTehHMCg/lII8xa7ETQJQJBkBMglwMuy9CN3nXJR3qf/YwiPnv5tFHIYSiCUQCiBUAKhBJQE8A6KMJMlpp1zIg+JxGjUBeTETp08teuhXUuWjTq2Tfp6vV6pVMAxy5cvr1arUxOT2eGBwVyu9vDUwMBAfskyq90oZbKJVEpTJgtwh0sHuPdf8wV5YqMCeIG6tJMT5WpoRQCcpCloIv3Zn/7hEB49/dso5DCUQCiBp7UEtC55JiqAp7VYQ+b6JIAFRqbMsPr0uiYAyBCHaw0+QEIBCiGBvOj26JMYdWzHTqZSs+UynXNwcBBU1Gg0ZmdnuS9btiyeSBw/dqx54tSe79/1vF+5NhVL15kmc9yiuGzLBVmIa2sQj9CEjr6r94bjA45c0NrMTNl1bPycSKzhUUphLMJkAS1p5ARBlXH+dhbBM8xUvCXdU/izOr3er5/pMBxKIJRAKIFQAueUQKAegkCgn4KYc2Z8ciKfcqXy5FTzSS5FS5VCF2nrJ7TFg6YUmEDRbs81fcfoJTzfxcN6Ybm+hixAEB0AoABxXMeZnpkBjoCB8LQGnRw/fnzVqlXpdBrgMjExgbEnm8027Fbcj2Rc44tf/GLD6m25/NJ8NlfMFXKZTCaXzWSyGII03FEsRDTKEWYwX/EQMxvTU7fc8s2BpctT8ZgVtZLJJOkpgoC+YIwYDYzgMABbmiB3gXSCvXqRns/boNY6AY86rxa1vgd5fyGBR6IZWo9+IeINiYQSCCXwLJXAI42tTwdxwBtsLNLoTwfGnnE8aORxNttPqGwD4rRjt9e1MM74Eavrt1rtrliIuMmKfZ0MYAEQ0RwCj4AUMzMzgKEiLkSmAJRSqYTRSDshAVwwLVWrtSUjQ8V8LmLFVl+85YH77584fNwZGenaLn7dEGYFHCkpBSxFKVx8CeCWJLN3fjfaNaJWZO+DO/22u2nTxpmpyf3798XjCQrK5/OJRCKXyzHpRoDSuciuMRysEoZDDYawdLG2zjItcRr3vAAhkYBk1Eh3Y+76sb8V9Kv+mEXhs7MsSnCex9B6dB7hhK9CCYQSCCVwDgnoQZmRNxiyAwPSOVI/WVH9qqJfrzweDfFk8f60LqfPZIIsRWE/OVfQu2TdGbNqrNJ3ABLdSqfp2K5eq6/50UgC4MIjIMM0BBsBNdauXQuGYooNUgAdUA7r14AsQBCyAFnSiWSz3To+cWrVihWxbuQn9/z4yMkTK9atzmZzQ4VSKptJprEKxYL05BIEA3DBJuSbXbv1lc98vm47m665avXKladOnTx69ChF4MlUKBQARpiRsENRNBm5KFEbk+BTh0W2pvyOIAsG1H2YlCTQheo7AlcEmFecR/xB4PG3BaS0GBeRCq1HiwQSPoYSCCUQSuBnSKB/PAUYMbZy/QLH659R/CO81gwELzVXwWMY+HklgDzx8cGXZ5FgoYNsf15qP296Cu2JE7YCDr2ubfZanVbC6bXrzRNz081a02MJmucCMhLJJGgnmUjGTMuPWqlSvj1badcaoyuWYVFiYq3VbbGUH2zEMjVDDDdGpVotYNthcs21W56TSqRMwxpZvSy/6+GDP93tx63ly5ZFbDfVziYUPNKORGAWlrSxgSTFsfgtHo1FajW33igOD4/PlUuF/BVXPCeVTn3/+7fXa/VCsZjJpCmLKbxisQhU4gLiMAFHIGrNz7gJN5bBmjdqGnFhU9ASFyIW/AQ4UpdgI4xgVOfn9PUOoK1utaAppYiFqz+8ECd/Q+tRvzTCcCiBUAKnJcBQ8kgDx+lEz47QIlHoQRbhEJibm9OeFoQZux9JHkGWR0rw+OMBalxoE00qCJxNGWYeZ8s+EoVHij+bh6dVzGK2BZrgWuMbPc83LJS2BUxaMGAguscpvUdTd3CR0fPdbtfpur0OK8/a0WT8odvvObbv4HN/9bqW5yXjiUl1CXTwIxiBEgO5oVi6sf/4wIZVQxdtWFEa7rQ6Hd9jkszqGtTCa9m217VSccuPdI1IqVCMRCmkh93ItZ2GZ8d7kaOHj9z1wH0gr6VDw5lczrDMfC6H+YfLBSl2u/l8DqgCFMOryWs0f/SNb7/2HW8fb1QPHz540dZL+A3cduu3pqfGr3vxi1PpTHmmvHfvHsTFNF8mnU0lklErls1n40lMXXEY1zakdqPJ+je750VTiZhvOB07FYszWWjF+YPxKhqL472kgFJ8ftcAsWCZpkhJSVN2wjQXIx6alZcgpAAkqaaTn60OwEAQoxuFR52LgPXe975Xx4b3UAKhBEIJLJIAY8SimHM+LtYu50ykfAgePUFoPMrEj1DaLzh6ETN6DAWOsKkMr5gyIIaLMHddtn7s5yN4u4haf5pFuQJqpHmkXDoNd60GRF+qcb+fLOGAsqYTPPYn0xTOX5B+uyiNpkYkgX6C/cn0q/6Y/pS/8PB5ODm7rH6uuhEWZJk95O07XU/v6ENTq62lFzQrFB5ndc5mLyBIwOt6PcdlnRoGnm6r05yrzNQqE4eOjRYHt1x5eTqXG106ysU0Vi6fX7ZkKR7XB6bH2tNzd37oM1hp1rzkatPBPYj9jHwrhqEnhn2p47lWMprLpv2uW3daPd9LUElPnJnYCxIklC0VN27ZnMvmmAO75LLLMtksq95AJYcOHbpgy9Zyq1E9NWVYUcc07Nl6vV1jNdzA8qWZwUK+kIvncsVUZmB0aPPK1Us3r125bAUTaxdeeCEAxLHbqUyqVqtRp2qlNjZ+stlq4vzUarUilnnwJzvu/8q3jFTMLGXLpyZmDo+1Xadeq+Ffzoxbs93x/F6bRXie63aRimwfQLwYmujvCMpV+4CzRTg7g0dkRwMS6DQYzGT1nuOQnEC73eYtYeJpPt1Xg3vQoEG7LO7KZ3eaMCaUQCiBUAIMGVp/EAjCgUYJYs4jKNLot0EuHnVkf8x5KCx69WgKXZTlsT0GTPaXqMdZCOLJwVgMHEGLAJIIkCwIULVFtQuonZMZ/ZZXi3I9UuL+ZIz+6ABcPQQcKTb0PaAWEA8CwtzCIVwkI56LqikC85YwYnQy9VIakbekCaxTxOsikAMpdTLuPHInMSm5k4aLGNLo8C/8DnFN83EW4bJY3TVM3/ATvUq1CUbCJEfzMisEZV0dXaOfqzqaPc2bDgcMw3bAMwHiW64TsR3adKw81arUWEKfHxksWslYL+KmYwOZQr1SY74JUcZTKURdTKQOTYyV52aWOvFYNJbdurozWz82O7Fi6YrR0tK62/LarXgq1vFdy+2xO3bb7E1PTMaZwkqmxqcnV65eNVep7Hto94a1a0eXLcO9GprlchlOwBM7dz10+eWX3vG5zz18/FBpYMRzulfd8PJUsXTBli35RLrSbrq+P5zN7v/ud//xfe9/4f9x4+XvfOvhYyeKmXQ+m3U7mMDsVD42OTHN5khmLDp5cqpVqzPBR+1Kg4OjS4em7t05tGqFuXzgrv//n1eMrlpz/fNPzs04dicXS0bTCd80mDoECFKvuGlhiEL4mJ3kF0fDKIdxYpAbPOt2IcBbOOdCtnrHcOrCpZ2fiCQBRLh03qAJgvYNfY+QSXiFEgglcD4J6GGFEYcA6YJxPAj3x5yP0EJeTSdIyWM/heAtkYS59Nv+NEHeJyJAiZDtLy5gQDPDmEsMoyoOsKdOncK1AkcO5MMEBBkZXvVdj9SENUGdV5MKijj71aKiefyZl6aMHYsLVw/YIwY1oIGOfquZIQyfxMMGYS4dT2LCOl5rFAqlIsTrdieg2dAZeUX6ICbgkO9y8CJ0hLQiTkYulBBZyMsVJH78AXiDIAVBSgekgEcoQicLCn2kZCRgfifiW13XOXZ0fy+RKeaKiAzlC/pkSkjXXRd9HiJBQUFgUWLNTz/zpCQNlBGj4zlZK2Z7TbvRqjcam9dvjEQtQlhd4l66YyZYucaUU6fdpp04VXZ6ZnakMBhPxAvpLP4+c62aY9gjS4dyiVgv7nutdjRuxjAmecyKZRXCiHh5s9WsdK1eYaBQLZfNVidpCgykF1FNmAFVgLbpUddd96Jjx46tufCy6IqVP7n3fqPTzaWL6zdvPbz34JrR5W3DH10y2G7Wvvj//cWRO37gHDi16SUvHBkdbVWmbM9sOe7xY8dj0d669euKltVx22uu2ua23Vq9Bn26xso1y6cu2Gg13a/97f+0Vg69/I2vTxdLWxORO+6489iBg7/y/GvbnfbevXun4mNLly5NZGVjAnCqbgiLsQH3KtO0PRd8hAMT8YgUATI1R09nJ0y2Cpd1frJrgOx9QG8kjb5rOvwEiA8u6a/qO2e+YwXtFwZCCYQSeEZIIBhVn2hulRFApvhRrOKlavAtx3giY5EeUBjSz+ZBsSc30vCWnPPbm0g28XdV8UJgIe+8rlUYjIxy8UrdSaxLlD8L6X/xf3WJsApPlKhYC9ibLw4BoJZwZ2i3OhOTEydPjs2WZ1esXDk0PIRRHwiAQwaDLx6sepBlUbVUUlGjQohtQVxSGv9r8KGL5q4SqwzK/KMfKZtk3DVLC/d53nQu3rbbTFa0KVfTxGRDDnAJMaQBtfAatUEMZIlBzSNP3vKI/mAqg52UeQvUI15DJfSHkrmoFlkhjvoUNiQ7CSiIWBJo+mTHHgC6gghvucjOJT4kyARlrpiBwi/qolx9BVYphIO0NX34JDCfQPof4YWS1Tt5pWJJh+h5TTSX6XsRK14+Nv6xP/jDF736xm033jA5O4UHDDVFaNSFSimxCIIk/QLRR/sXuXHpxidAfunZUrBwjtyYEIqnkrt+eG/U7W668nKsgol4bLpc7nFeLPsf2U6r09ZmwgSO2Tj0ROMAKuQLpGvU672EWRgdHornbv3oJ+/7h6+sveKC7MDwDf/9j2uRSKrbazeq9M54JocDUvPkdCyeSA6Xjp84Yk/PscI/JjsWJbK5HLJhIwCWsOEwRJvOlMu5weH99z7gWt1Lr3nu5E/3/uATn3741h9uvGAL81UveeebH7z/wTs+/+ULNq8f37Pryv/8Wze97/1Tc+OxbBwUdOjAcbDZqrWrlg4PWj2/zUq6XqTdbBaLeVzCG07bbbQ49a3dafVySaOFt5WXSqcrjUbPMlYtHYn2Irt373lo9+6m3YmaFvVNJWEqzoYBcfy6Tcsx/WQxh1AsjkbBloYERb69SmWWLhs1o4T5nZJycGBgamqK2mEeoxFpSiqL3NlWwIyJLY4u6ncjvKK3hvDo0XboZ206PYA8hiHg2S2x+RGzf+RkJO5/RD5atoGgzi9kEgcJ+OmTiwGVYUAFToOGRUUExB9TQDS4fJ/LAeA9Jvv5CmPbFZwPUPeyTEaN55qrQPHMKxz5o4cXCfS6HhCpy8HgDEBs3WLqjU9QByIoXR0GNBVmcBPjByOyaA65RI/zP3RQtCpG3+a13fmrLHVQotN3aCpFdIZKA7sxnnLCObUltYyogi3mL+WVa2BQkGG34zTrzblGdWp2pt5sIIdGvV3M5ji5qtNoWtlUPp3NsCceH7jxGKoLdQOvgiyUSUlRpD7AEYqiTP5JTfV4TkoSaB2sAzC/ULvTr0hAPJqU9FQKCupiFVH11NgYp0bAAv4oLPPh0xzvC4ARRZCG7ZIJYDnQi66JoQFJpOSPtSlWLs9QHHoXJSF6QhqRBBYxlAW2QXMSYINBzGYXXngR3Q8VA66q12uAMwriLRcZmZdB91AQYchAgbzgCqhBWbe7lgb3hTqqiEd3E99pM+L4btSh2SIs7DIcF2alS0m3FBHBiBBTfjwUQgZVkHBIn0OCgvZdr4NdzPeZtCK1oEAmZaLsdxivHTn+ybf/7rabXvXcN77uxIkT6WQKYoJC4jEmehAjbcolQlJVkHpKKVIdHSkvFmAZfOFDg5u06fUM/pOfcK9lt3W3h2VgLNngDaniY4O70QP33LtsyejlV21rtVvVWoMsmbwYKfmB0LXopiwLGMpnO13bjySsmGW32phN/Ji5fHT4yHfu+tbHPl05drwzNdkpz5np3Ivf/X9d967/s7P3yOf/y7vBTyvXr52ens1YCdxw1l979epfurqwft3E2FjU6+KwMzA4CMYHhCEodhQwrEgmGm9GuyuGRnb+29e//8nPtWZnq9PTw7l8p9luOJ2Wa2fiqcHicLXtWEnLyOCEtHJoINUrZW76r/8tMVAq1+bGd/y0eezk8Qd3FS7b+rI3/UdEw7wXleo4bbvTAqewiwC+RXXXc8DeTisfTaZ7MbvXbZm9kVyh025tv/9HiXRptlbLlgpY0YYHB44d2FNpNjaWlm7/4V3WQKG4dLRZns0Us8tGR6dOnMwPFp6zbZsfZ6Ds1WvNbs/IDw/sfvjh7ff+OMlvJIurODAX02Z8cLSYiafrdRbxJcykKT3VioWTa6oDh7dQAr8gCTAsBiNjMOgHMYsKkWH6UV8kZmRkCGboZ4SU0dZDRUCBIZGJdmwA87SCwKOm/QgJUTB8ruLrwAer0cP10fVxF/UjUbZuiwFseqAWGc8lOyyhqXmAQ3QwMfBJgBgcLJPRBB/FdZYD+91kD78BdvIVXaV1M9RwoFQf0zL04zoJXMDOoTQH1A0ZrJTigiZZuCBLDKWh5vhLcVrI0IQBKdR1SUA02EMpS7G3EyAS9cNfwiQTzoVjMQh5ApJkWoiJAAPzgQI02gYDDIIu66jHpyYe/Ml2hnMzHl0yPMh3bbMy61QqnKhQWjXqluvNShV3iiyHOcQT6UzX5Ps2ItUEK1AiWhtwQM1QhyhagAU1xeKi4RHMLNSLKpPMYeAmTjU3WlvVPCq1I0xicikkYLCOemJyvNVqjk9MzM2VqeTU5FQ+k9uwZn273ZlrVYossy4WKRrLEHIAJ4FXmDRhysvBb7bdZh8/JKGREGkQCaYmOphuCNk/cMkSPqlpG4jw/Y1dQTWR12rVMVkxS0I87cWlawp9XQTFMVkzO1tWEWlq5DgaIdENtDlKWuHRX+onJu1u0P89t2b40ZZXtby42+WweURDwyIpqqCWxfvwhsToV2BR/TMRSwFdmq7hswN1xDOkUxs4Y6u8yXjSxXCQjnedTmEwbw1nxqbHjx46lGET6Yzwb9vSi2hLBKK6kGAdInQP5A5y1WHVv+St6paRHu3e8zB3tAGskQgyYV4IlIRFlg6iEvuWAd7q1SpV8PPzr3sBP5PxmSkEZETMUqnAH/pzqVA6dXDP4d17li9b2ctvNKxk3Iyk08m20c3mB/c88ODNf/y+zu7DJ3+yY83W9fmNaypLC72a/eNP//2hu388e3LcGZvwot3JHQ/5ZjITM9xm/d5/u/ll7/6/X/1f31VYs7rmubO1ao/fmRnzmi2Tz6Bsrtap5TPJgVhs8uTJh797709vu3vJ2pVLR5aL43O8l8NRHDr4gTvdAvKJJvmFHf3RXceY+YtFi6Prn/eiF9z6mU/vuO32Xrnqt1upVSudfcfXX3GJN5BddcGW0sASsBUzYZFuZObk9JE7700W0xdc9dwdX/vWV//iI+/49Ec3Xf2cuYmx7f9085Hb7x2+/CIzm+5lkivWroq6Tj5Xuuz5zx+sOru/fQeOUAC0HTPTa7ZuuvKKK2cqZTyr2G6ArlWx2/lcYTCZQZJLrrl29YoVD+/fkzKkH8aiiblG/eAP7jv28L4Vz982PDwChk/ms/x+9efdo++ZYcpnkQRkfFGahjoT4K7GgmeRBB5DVZGTlpIeExWeEWsBY58a/oSkHjpVSpHqOa9+gaNyyC8klEZkaEaVM+irNDJFgv4FNmiUQJqgoHNS/jkiKYARD/O3ZbUPH2t37ciSgtlyjXiC7/CEETfVmC6pQBwkNFHYolAVh3DNG1SQQACj47H22M0lTLeXxL1SvCHRjtj4ZVQETSl0JXTUseIyS4RaVcoYVw/MMDJXhTaCMnLgjimCkY0wdKgRhamKizRICR0sGbjBMHwTj8LmrgmmUmk19wXBBJGKQ7Gs8L3uuFjHCCJA9JkgGC7EGomiLY2I2622Gg8d3PuFf/wCivnGV76yU67wqd1M9n7ylVtX2bHoqkFj07KBlesLuTznMWC8yaQzmJDgBwaSyRS8UwOtuWHYAR25PYwuQA2FNro4Vei3wEEYUPhN2l01KMYFkRqkkAMXoIQ65vNZDl2vVOZ27Ni+e9++k+NjG7dsWrt6zfYHtwNQhwaHjxw6nE4kLrjgArIgNC6kCh5CeogC4cEVhhDikRWcwiflwR4yVK7eNul5tXbt2kwmRS6aBtMRcAp4pNYACQwlHhdfyHJaBaRGRkYoDm41KXAe0xzUkUe1nzJJkrQpHNEW5EbUqgHPABY0hP6lqJblJo2lIlV/wxKDz2/HrcRcrAOdSqvr9ERC7I4j830gdwAPvHexnjVbLVY8sdmOnvoUrvjMAFtGTScZ9Wbr7JyI/QV2VUXolfFYKts4dvS2v/5Ibtul+Qu31CamxifGwUcXXXRRmvXuWTl1Q1ecWtCTERc/SaoMBV1xxbb8ZmECvtW9h0eReMlEjFazvvOBBwuZ/MDwEKOAsBsz4J/PEH4wpWKBUmwbj2c4lRkfYBNGQekxvl8s5G795Gc/8ttvu3TNpguuf2nCzJ0YO4j9kpkj1naVT54ae+DBdKGYKZXk64TRwe+23Q7Vd+vNbsTsxZCPDCmZVL6FLctuW3XPSUQvetm1m6554YpLL02tH01GALvdObeV9YypQ0f4GGhMTN76Pz5+Ys++ZNsdzOdsat/FGauTTKfZa5IvgB7fEB17pFjsdN1yq4b9ssvu3V53rtLiq8ry3JGBQZbpN3vg0i5u49iMelFr9dYLSquWDl68burAcfZMqp2c3Pn1b6666GKzMOI15ipj+wcuuGTDJZc+eN+PpvYdWFscbrTrLrNf0WgqkyhXG+uf9ysjG1bzM8Set3/scMSxN19+2QXXXhsbHGS5WiQaacxVjz7w0OjFmy++6spmuXxs734MY0nsTCNLGDJaHScdjdOR99+z6/D+Xcb6fHWm0i47sUKG6fEQHsmvLrzOKQF+0oyS6vc1/74/fM4sYSQiYjhjUEaLIEBGai1DAlx8YmqQqcd9pdlPy0zG/jMvLXAdDx2GYz0Kc0c5oR5xA5Kh0xL0wMW4HICkMyn93E/AOTZDYfKCAd/stD/9hndsvO4Fl7/tNzrjMy7WGstKWXHOHUBpwzUjKe6kKEtdAwZxzTMBBsjhocF7//XrDJXbXnMDC3J8FFgKjWZy+hMCkdW6LD5W+qPRQJE1sGdQU3QtRg6+TpPJdKlURK2ifohXUIPJK5npQD7ImTuTOEotiSpidgn9zZpnNAN6HT1NAuRFEWhooAAOngqIxKCAVMmCYaHjOuguFtQwe9g1ODEB1Ql0AyX0sLILBderVZm/qu58+CHM/yuWjhaicd92SmtWNhp1/+jkLZ/6fH1VYc3zripkcmtWrcRgMzk5DUKCN4rTgCCdFkcHWgpmMMkwAwVLVApDzsGDBylO23hoR2CTwLhEAtEioEw2D8QiBjpaApoIGAu7SLfnYkB6+KFde3bvhvfnXv6cfYcOg6TAlTt37VoyNLxixQoqjhCQEnqdvBRKpYAcxGAugixiULIykTMJSIZPKxhVdTDtcuTDJzxTHZpDNZlY+ECktDO4CraPHDnCHXgEcYqADk0AQbiGVZyTiKcs4pVAxPmDemnkxyuoQRYKhFVfElOZ7rvE6+bgLxWBrIBombTtTD/4cLRQTA4Me75wywUFaJDu2LGjMMy6c6bOQOO5LKiOYzGiqWzBss2J8VPHm7Ol4kCy62KPowpIiT2m2XSnODxaOXbovs/8fXflaHTDOnYNwhRCUyIimF+zZq2uAmXBPyY62KQmcKvjCcOwvhTb2hrqY2VktjNrWPfe/M3Y0EAnm25Uq1l2FsrlEukEuxvxu0PTb928hallfgJUAzFSCse+Ik3slzgYccBHLp28+8Of+F8f/OBgKT9nuw3HbzdbQ4MlAayt9rLhEbD59NxcPpUHeM01K7EMwNzymSzrmmzlhF8N8u20PIrmKwKzFo7NdiraOTqzYvXq5736ZYePHWXm71X//Q/v+Jdv3POpL4CH+H07s9UmqD2bWDo01Gw2mCmnanwp4TzF4r4CruNRs9KoRnJsP5nyqh0jHe2a7KhkIzo6MBwQirHVUsK0u07CxQQdK9drbAXO3Gi83Y3S4SNmMRtvR8xOB3NZ3M24drlTn63mi2wdkGXIi8UzNBItD7jhZ1mfmWZ/zEw+U7eb7Djp1j32LxgsjeCh1HQaA8PZ1mxt5tjYyq0btrzwl+fGZo/v3F2eLS/fsPodH/2rWjKZXTIUScazlsXPkm426cxWxqc6LZ+dxXG+C+GR/umF93NIQD7eMAujhBap8XOkDaPOkIDfbMxMTmE1wXTL+CZ6Tv3PxymmCLDFGal/9gOHNXaxzMg/36+Uy3OVGvv181nMcMxnOGO6OComEhHcIxZWGP1sqj87BUBPvDR6fuPOv//HVKa44qqrvHKtg/ZBv7L8W3Zui6K1gEFAI/QfcAKqRKJjMBsxtAMCmKlqHT0wkB+wVw2nbCORwdkzw/oTcmECwUsHf19QCKoaNYlGoTYIbW5uFsUwO1vBIMGOKdQO0IMY2e4lXyiAavi2ZrJjenp6166H+KZftmwUpur16qFDh9etW3fJJZfEYxnQGegCTUxZ1INlLOihocEhPpyxuIkAcMI1rMqRowd2PWzmUrliodau40kRkz2BZb4SJZ2IM7fYrbtOzreyde9kZXKiWRmfnrjptTfx6dma6ay86jm7Hnxgds8hFiFv3/2QQKpe78ZXvXp8fPz+7dvBCoAJgIUyOeRpLFoNhUo1q/VZu+OsXr0awMFpDIcPH5b1QWvWrFy5/NTJyemZMg6kIJuxEyfKs7PQACam0yw7AhoibQ8EwDwXfqUtt3XkwP7NK1aXMtm7vv3dkWjai1sHp8c3b3tOFbeVao0OiOLcvHkL+G5qapqd/bgQL7NM8TgTRrSYGOeYVkD74/pKu/ISJFEolGiRarUiHTgWZf4OPAe+BChgwqPFRUB6+s/CHoZasbNZHJXwE2fGsEdBdAncVExmC+MxIqGGYHEElzXahkyb0nWBakApoABvoUbh8BMBsDDyKO80ceCRzk+zgzMopU2lQN52t/3Tf/nq1B33rX/TqyJbNsQrHi610Ge6ioPDVi9dWp6dQ6qXXnLxnv0HJsqVEmsM8zn6muU7ueWFuaOn7vn4lzZee8Wml16/76EDpYEiJdMpQNSpgdLswX0zX7/NXjLUWrMGADE0NDjC9tDj4/XG3ObNm/J5oBIIG66jIDDEWyyWFH6SKoGHpQoa8OENjVzsDuw3Wu25ernHgrE9+3/1Df/BWrrkm1/5yqmJCbBLPpvfsG7jurVrmAiNJTNUmF+9Eog42GO8BH7IP0w16UzErz34mX/66n/7QDLVs0pJs5dp1ht8H4GkBaM1PZoUYxJQgGnxzEChU2shw2QmNTfXWDIyXJmb4rfr2TKdHDfgMxpbt+pF/+U//eB//MXs9h1+OgWkTURjQxvWjh/GqzqSHSxgyrGiycLAQKPTYschWouRAZhSGCjyK6Y4jIx15sHzRfZP8mwvl8oD8dOZpJnwpyenSvkhmhIk32056VSyFzU8sfKyBSSbKNBT3AKzjolopcfMZTzFIOk5eGN1TWNmemIoX8B5CKNRppiv1lv0gGw606g3+FnRV2anpotDJXZF8jsu86NuNJLxZaJz1m1kqHI0Hi1mvHp7anYun8nnY8lOu0Oa5EjJ8XvbXn59LJ1mjwEI2VZi21vfODy6tFZr8WWYflZNrtHP6DYyIDK0PIqwTvkz7wGp+X68UITOGLw9+7H/1TnznqfoIG8QODtx8EoTJ4GufhB/dpbFMTJ1zzdze8yLJ9k9Vjw9mKRYbOFYnOuJfJbBs+86U9h9L57EoBLvPFuMlFOT0wwZjI6sH+EVepIRgbEPECNGeFm7wyc9dm72reUrWKaEuEiJpmI8VdRUFHVjAY6anELryI5n7Cpr23gkMNQe2vUwEwbL1q6OxC1gCANrOpnGNwKtx8iM1nz0zXSmSKkIfEkbQwJoJDMrnhN3/e0337rr/gcvvfFlsZFilIkvdXIkhhD5ju/If8xMoO0YVYlkrod96vA4YTBcvnrVlPgr/GBw2eiqKy8/WZ4D3JRi7CGXA9mcPHmSeR9AOFqXHeY2bto0MzONDkSdU9NigZMPCqxlvvfee/fs3jM7N8vGJ0NDQ8xtIA36M6T4WmbWAzsJComFMPAOENmyZQvIHrERidAAW8qliboAlUR7sYUvLYJqQ52gZeu1uf0/um/HXT++7OUvnI50/KabMhPMq2HcEOOAZdr4X0Ut59jUjn+9dcsN16XXLCvl8mvWr8WeVEjlOMBzamKSDX+XLF06NX4SC8H09MyWLZtpuN179uM/y8JsDBhgHeanaGUQEoiNxW5oevoDLqLIiskItOyBAweWL18+PDx0/PgYBiEwCliE/nPs6PGDBw+BugrFQiadZl6OffPIK4uW/d7JmUkEeMPLXr529WoARLNSKQ0OHDh6ZOWaNWCpibFTVB/L3IaNG9qt9o9+/CMQA30V+xCDAtNrUksFjlLClxjbeEsIGwCmO3oiFQG+1BsVdDyiw8TFS4RJm4N6ECvNwWiB4pG8iMuWQ7644BDAATYFRihLIUGZjCON9CymPzhjVTz91UZKfP6ri/qSkd8Kr/iPXwI/CWXIE0MaQKPVbGKIiqfS2Wz6Ox/5eB7Xts3r7FyJTQ6zmezIyDBiASYtHRkGr+AyhNxOscH0zEzMMNevXXf73Xfv+Not11z/vOvf/Pp//YP3p1eNbH3Fy+/4zp0rVq2YrcyhhudqNX5fy4sDm5Yu3z8xtmv/vqHiAI2LHbFBr/YcFLPCi/iHsYA8we+UeDoerUztBGcy+atQnoy6fgTf6pZsDN0dmxxnmfoFF2y9aMtWeiBoFFmNjZ2Yq1YzseTaVaupprRpr5fLFzEM8oWKFRP5xLOJE4eOTBw86pZraSt67N67D963Y3TlqlYbxNVMpjIMNRSIK5PyscImIs5MbaeTTqQwz9CCYC0sL/TqeqPOK0Bw1/FsC/NPxLJ7HE3S6mIz9ZgVnp2dwzGNL+PGqdnBwaGZdr0wVKINpmaqyEGWmDmc2mbiVQfz2HL4rWHM7qQzg9Nj9bmjyfTSiEPP8gaLg80G4upilStXK3I0LhYsztbFUyqTdjlbt+0aVjyXNLvtBjsZYAnnW8SPClx22zhkR0zf5MNLJe5JBfDVYuQx6GD0NHYVpx7RZDFbnZqmlbtRs9lpY6uuzsxSVqFUPHr8RL5YYLODTr3J1wnfkxgnC4U8a+LiXjdtxY5PjNOTLd+s1auuGb32Na+96j++ft3zr+h4DqajZ5H1iN8qvzE6qw70h/sjlWoSdRUkkP595tUfE1ALsvS/pZdrOpqALihIeSbV+Sfeago6cZDx7MRB0f0lkiygcP6Czia4OAZDgNWrdXtvvn/msB1NpNhHVsTyFF5BlTUPiyr+1DDWJxL4ESuKL3tv6D5E1zn9nt6gJg7ohXxHEn9+/nkL4CCZ9CJxiBEnYumL6C5UOjMgqQTrx7qkEJONonZWX/2ZMukXKXqIC4ShLrFd45mNZou5vVjdARq3itF2wsrbviwtQQ8ysqr+puolcyKgJSigM1iyBR2GbI60ZOlLXHbvZfhO8IGHB2Y0ITsRUxpqG/uBUq89mUWwLFZaQRP4qDlnioaFJZAVtSr0539QcEhikAEiQqWSACjGBy1pYIa8mHBEtahXRDCa63hVXxLwyHnjUopMDMYiuZ4RrdnNTNQx2CbGhK5KieBZ08THtcW3P60bbbuJ4cEODYFVSkxlyAy/Jb6EWXYkKpwJAoZm9DooGYGg6CEvlZWCcAWJkAvFSQrUBlXQ/UT3B7HPMIGiDF10EJAcTY+yZARH2Mo4R4RUGWpaAgSoe7wnxhmUD14gYDqqAHOswRE7FtsNxPD7kl4DsAZukNlBF7EvtPTG+X5Kq2maKiD5CUgLc1QD5anZSeFfwjQ6rSBpyAL0hA65STwvMSojrspKttJ1hYS4tisPG7hV5ZJdmolS6cDSYvwv5chFvL4I8UZHiohkKkfb/KDRs5C1mcJigms1J4f50ZRrMt3MhK84idNtbKaNeqytS4hNhVNRxarhMMUDWIk2PJzn7IJsORjrslS+ZcZN6iOLy3xgg4/TfRrcWMi3WK9Zq2MLklcIH9WtpKa/EJAwXRQMzScC9BEPJWqOdZtSL9qUKio0Kc1Pdry+xLPcYarLA0ghQ1oeyTTanPph030kF80nv3ttv0fwvouzjoPhg1owQ51M5LNMqqtFcExwgkcoVpoHOfFDo90RkYqRHkoLsCgM2TEbj8sWnII7saxGPUfm2aImP+hOvWGm0hyrJj8VejKrB8gKBBbXck2W1QnYLGWRnfziaHJlYkQCrGgtWMY1H/tI6pbP2um8m035botds7EIt1oOcJHlb3gAGEziQZdqyYdKqg08jseyltmR7YlsPvHon9GUhYcW33uVWlXkQAbGGTW77Tpd1tAJ5x5+cjEgIDDZS0TZ5ZJvkg7L++NJx3bgjZ5DHfkA4Csik80VB4ozk9N8GXV9OaBXeq3AQmk6h5NMkik34sXY2GKi7BQzN/3B71z5629kLvY0VljokP9u/+qfbn/1aPIgkgCP+m0QGSQOXhGz6K1+RSSdRr86T+Ige5CLmCB9QHlRjKYcvA2I6AGIrtBPJAhDhCxcZCfynBdvg7LOlUAGLdvr3bRz5lDTKs4rrHMlfBbHIcL+2tOJGCMRLO1KX+GV/C9jHD9GScoLxh4dK2n6r35S8kb0hlYPEqApxSmb5WKmj9cgb1kfIk2kypFCVRaGSRXqJ/yow3QHmlnKIguE6NP0Hr7X3JiMUhwBxbCS7EZYCw03Urqkk2qIQgasqF8Bd778xPiohmwGWxx5fNRg18f9FH7xmSUxHVgyyvcudne6Iv654t+pipY7abjzbQo9dAwgA/bUcK2qLSUjTpGAvkSpi2qhAqgxeOfHMc+S7uf6rvS6qqlS0QJwUHlKEdjsk+z0sOyJFpKKAWS1XKXNkEMXPdnuApioGrhHaqo1ouIAuYkspOmV+FjEJDR0XTTP0sZK60lahS2otM+Ij3DEPqukDzENXEQa0hqUTmKMi/yV5lVoRKYqJIS6UUJTiFPYpnRKgTVihEHxwhEnQi7yiiOVeI2I1OZZIyRP/K86FGzLO4Hj0gALl/QMwvxPofyVcqAn/8mjiEsv2ZKK9dFXL4WYLk5yy4+BHEKJF9L2womQUyOS8CkPUpq6z+dUJEhINoLSQEy4xTk+rBvlLNYuG0aIPQFISJ3JKHmphaq7VEmaSriWXRStuO1z6obLHBPLBUxMpTgwS3rpubJ1BXNZGEUiPU9WIQhzCEzxBFdKPEQKg3BCWQq1S82II8wLzaZKoNJJDUUlS0PSLyFHqYAPoa0yQEUMZeobgGT8nOge6pUUYwquMjj7DSch1r/xrUpaoSGyJDWyl5+PkhD8gw9EhjBs4pntyYcMRVEs9eMvYoamcERxcC8rYbkw7YjFm28JXVvea/bgEiY8oSJzaiImgr4DEV1TIH/KiF3x4f+nePu/2IkRI51jRj0mrvAp5pFtrE24/cuWQniwizUIixinhRSyheZcnVUKiWwKt0OMTIxu+A+SjIKoHeWC6sCL/JDBl1guqSNTqwgMw7AspeXjLZnAIMe+BlSZXy0pqRtNjITwfMIADD4Wp7eIQRj0GUtgOerS7nQ7mopyWTqBoFjMiJPg+PQ405Ebrr4ymk49Wxb2Sz+R3iB9gvB8l+yLkVbue6Sn6BjuOn1AISASpD9nQGcPCtKP/SmDcMBPkFiXFZQYpNREdDL1S5CKwCopNcP9WYJcOjJ41ET6SfXH9IdlRJZfnm/5bsJ3EgZrYGPzQ0J/uic1LC3Yd0mzPsXXPEaY50LGLDwb5rEyI5KM4zSBdD0Z0Rgp4VnJVQ2gfcwz3vcrI9LSCaX1VC5+y4AiS+wVeCIxhDOYMkCJbhFnDtXBF256SOsjfd4g5Bcu0VNSAtSpCA43HGSJfZuBgwUuXUxVPipa6iGaUmsBqY4wSVUtQ74plTaWepKKeByvxZjiKKWB2UuGdEYikjPMS1GMuyx5h2VGXWX9EaTFiE3PZsCja4OIKIAvehgVg5Evi+DIzQVPvKLz83OgDswtYKmR3wLU5AvSQGK4tTCpAT88kob0eF3r0V/qIeO+MkwIdQZXIkQn6S9mWeAk8kZvWcz2JTyj2xRKUiguS8p3G5KAK+7wI40rtaJeCz1TgQhJo2N5LzWXBwVFBMZRrvAvNMQypMATvFJ7MKXIgUiKQLb0K2SjRE8pQE6pFHWRLoVZAIGhTjBlkVwFOM4TptAsojp07eGQLFJNYWFezEJAX7QqWlvIyQ0xKz06/1KMiVIkqZGAOAtLE0k6ZSlRFjd5I3XWcF0XIiWK6pd30jrUQGqqRCIvJFVQC/UgxSAnySGlSRypAi6J5q3wYMksHjRNgxlO2+QQEHqRNIXkgQBkMeZRHBVD0JKF/8mLL3bEw4crRv+0DGYosTohXFWq9EVKZACETJS+Iw2u2pfXXAtgSKiJqASVwIEqBZmgVfUbeSvcy19pddpRVV2+cETCSJ+EFC1BKQAqviddiwzMLAoCXaClOo0R8zB0khDrJpQlu4gWYfKxQT46h9i3wHXyM4MspNhXC0OVpBZWpExpMEVW6syMG5ngRjHRtUiNryCsyCUCVLmEO1aA+g7gSmSp+g3fItBRF/W3mI7Cpwx3slRMlk1gfWFNpeN2KJ2dxjF34+gPR6wj4PhciEezqZm5cimWjMTT1U4rmoili1k8DzqzVbYQo5J8Edm4/OObqEAPhip4ZHAQY6pscOAwRy4/AfaRSqU6OFJ5PRbN8VPKZ7IwwER/ihk3r4vnIlmYVuYVk7Y4z4lBUQzE9ECzkM/hgedhT2WhKye34C/ftU/+ZDvfgc8KeERL6DbUd2l1pHvmJX1eJSOgw9wZj7hkokR6Nz8COon6eau+Jb/zvotXXCTriztHkDTE9ifrDwcZSLaIfvBKB8ilM+r7oreLHkkDQRmC6Q5nsr0oZf+jGo5EyZh+3DdYLkFQ9gfpT/MkhxdJ98yGfZJ5mS9ukfxlMGHsFTmLoOgxMjrCN+lUFzoz/Rk9U0av0xeNJUpsPkoNT6LmZVjku5YuKLvMoZ7olfxHvgVaqrjTdH5GaKGA+WSiJlT/ZBxnqa4Miczf4WXSs7A1M3DyIcr3K2OH9GQGVcknebTK4HMXR201gItSIAmDPIO5zIlJXbp8BEsOvk/l+1jC4AMcdUWdicRY8yujP/+J3pBMwAFZ2CYAgW6seeOzXtZUqsFfPskZxxRZSPA1rIwHSinJ16cIjQvalM+dGqKEVPqFn6v81hQyBFiYrvIKE4rSdsI1qFW8gvFQxTmDckTpCpfyTiEbZdWTxPJP9BWCk+FCZRcehAGRhqSRKpBGVYVy4VYnoBGpoGAjxCefzji2CzwiI/9LJxLHEjbUVFhKykL+InXEJjOs8EK9gJ4SKbyL6QHDiMIXSnlDWTGvOIFLSoE2lVMsQZA4qQHNqWQvRVBBuNXMQ1eK4a3GGMKTNARC19WRaEnCH2Fbcqm7EgDVFGWr1LSkkbqSAMGrbqAKUZVfyKLyUoamof5ILmGQPg8ykz9iLWTODF2HWZXGFp8XfhRSDhSlBUguXYn5TCbHYJgSVa15QfXpHOh82ABasF5SOKRzQIT2xXREi9DVZeQnJChcPh5E8HAvlMTCwUU7SqNLq2GgsaWnCpuqOiSTzq64ENnpaOGLRBQlP17p8grMsWhSmIJfKiAwSf5KWsxDEk8TEwvelY8jRVP1Dhil1ypXHMELgHzFm6LLl4X0aKmzMjxLvxHCisUIjlbST/SlAJckVJNx9GA8eySn9Fe5UUNpM+RKDWWcUx1GESIep3ELbGdko4msD2w12FVS5pfpTogQrARwZEczrHVJCHd7Ha8bTyVYO4FDWDqPa3mrwXw0iylqtXQ8yaRamx3exZ1f2oUpSPyOUMf47TGa4G7FKx59x2M/Tzp5NpWO+WbVbjOFh2cejZsrFKr1Kuobn7DZuTnipal6PZZBsJIOaxYm21qlrpYc+KxLZIORarvLbtwpN95JxlhxqgD4vJQXZLTwV/Ww+QfC/Y8LSZ5ef1//+tfTUiwD2bp1K4HnPve5Dz/88IYNG973vvfxyPWmN72J9Sw02D/8wz+w7peJSSJJzHoKAsS///3vx5Xv+PHjPL7jHe8Ave7Zs2f//v0sHrnzzjtJsGPHDrZH++xnP0uYdTSvfe1rScn1rne9i/tDDz3EnVwXX3wxRxkT/tu//dsXvehFBChlzZo1BN773vd+73vfI0yb8bh27dqDBw/+5m/+pk4P2T/6oz+iCQlwR76USzIY5s4j9ze/+c2bN28mQL2uv/56ugjhP//zP4cxAt/5zndwesUJlDBOnSdOnCBARqjxWYlbg/Zs0DG6TfvvxEtLy+CifkZsMs8XODtyoO756lZD8VN4l2Gs799TyElQtAwfiOv0P6TNcIjQYVWNQsoMQFhUqkRKPGOp6NC+uqjEp+mgvBhXVaRk0cWpAZ3hk1FYRlP17c5kE7YQfsjzacTQ8PM002IeVH1QQKI4pLvxOQlXDIYoDOEHAxI4meqCkfjaDbLDjgyhJCCeYVRsEKIlYEZAHRTQwspzAH0GeUY2SaneSilK1TMcCzKCB9GvUiXphvKXlHz6y3gl6kTVUCkGiqD6RFAoCcgln5i84k4qJUBCIhyRnpBSmELR5BEFi/SAP6JWpL18zGPsdYn8VSHCIcBMNIjbpRYUIL9LxTmFQF8Yk9KEOLngnAcISDYRAHBGNTclKslISmkgfk2UIiSksszvSWrpSyIzaQXJJWpTkLYgHf4RgyaQrRaYRlAc0hzEs4kfGouGmgeSShowBlAkGQgEgsIU/xSL6FjpaiIuqb5mCf41B6p0nQXNJoUqNqUywg6pZY5FPejqQ1jY0wQXypIuQ1oplDdKONKaEqH6J4wIL7AwLxBhI/gn6VXROkankbvqctLWKqMYhOhLYjVRPVP5qSibolRcypZ/tKiUgzil2woR0fAGeEpagXk0+i7NhWWS9qWRQUTSlNK9gV1wojuqYEUQK2OzVEzqK1REFCqMODGdcunfBU0mnYdW0EyocqVoFSlShWncpsA52OelriIO1crSZOBzqax0bPWPhXz6h6M+GiiiRz76Ad8WUoBIXXUFOh19GE6IJw2GQxG/FAo6kRKEA37adDm+vkBjMAIO4h+YCC74HpKVbBBhiJGvCAQgoJBiBYOrXwm1lI8eeSv9EQhPGlucuGKsh2B37yZmVvEBYi8x22H1PmYkaoe3EEBHnAKl/2C4EuF6URN/q+pURRbQsenBXC2ZzrZlJQrL/1mo32GjT8yiqC5eCvpkBw62fGNHj3aHQQROGiyf7EYa1RYbt4N5YIXdu/iF1mpNpu9JzR4ELJTFKxTPegRA9lwhD7lO22YZI70WtyV6AYarAq5XIGlWPwosa8pKGWlQpKcu/ajDOpIYHoMEQbKzI/Wrp/D+1re+9corr/zwhz+8d+/e97znPddeey1mtEOHDrFWVnPFMhkQDGGWCnP93u/9HqhFHNeVFyHxpNSGOHDVpz/9abDUpZde+sMf/pCMABQIgjBYSUsaEr/sZS974IEHPv7xj7MkAtADquX+uc99jlU2n/zkJ3/t137txhtvhMLGjRt/+Zd/+c/+7M8Aan/1V3910003ffvb36agt7zlLcRj5QOl3XbbbVD+53/+ZwIf/OAHkTl3foWUgoMnd1aTctets2/fPhAbj+wKA9LieslLXsIiIBgD+gDaqLUmDk1wEin1Zv88it+fLKyQ7UaC9tU4DOK84s5F0eovA6fVauHJx26vsrEw/oPEQzC8+iTAb2f+57MQiYgY+hf/cBZ+RDp+Ie3pv2fQ6aN4WuCnIwEbMuiqYVl+nqepPL4QlE7TQnVTDs8M0krFzZfEwC+j5KKeoIbeoHR0y8J7NSQrtcBbUWrqQhrzKVSBcpMY3hNUT/OVW3igTHmBzlggoP/O32GQEJpCiYXggtgWxL5ATqVXEtMEdWkkp04q0wLfKqHwqCmBv3Qaxa+mIveAlIQlQjhcSMNfeVCPC4QkDSQVVWG2/yXMCs4gRT/ZeUHJWC1vlJSEilwqt2ZcngT4aH7VS/VWszSfFOrqPbCyryBJLG/klQw7C0I7TUreU5iK6I9VLKmXCF+/1k/zieY56EumWdaJ5D6f4nTEfOgRsghdnUXucMwfCSm7m8ral3E+IS0wL8OFSs5nUdnQ9pCBrk4dtJN6DJpPlaXTqC4mrdoniPlGXiASiKKPGWFXl0ERtPP8ZJ/mGQ6FnNyU8AMu1Ov5woN2oRgx4EoOcTLuZ0XhRulFcgmDUg1dvwXm9E9kgXkF14SWSElM1pJXHoV1KWKhM4gQedV3aYFJhOC0nsHu6cPZbLvjNDpeimPgcDOSo1einD4LaGx6TbYDYD0EztEZdg1lEa7t9GLAoFghm2PHMyxMKbYs97upUr5RrQOk0M7AGhaodpxOtV4bLA04Vafdc7KFXK/FZ40s3GDlCEWwLRP7i0j3R9+1mrlcnv22OOcGTQfwbLOiIiE7iVAXWEKr5vNFJMU+FWKOkuWQ7LNkeGxJhTM+zuRtpzQ8JFtN9NVWbAxaWep4uhSBQDr9KZ+G4Zeq6/vf/z4rad/97ndjQ9u1axd8Ys4JuNUzZbwiBqRyzTXX6FfUmprKSle6kGH85V/+JYFPfOIT3PXv6ktf+tKnPvUpTD7EsK4VFAI2Ag/99m//NjHf/e53wUkUimnnwgsv1PAIYxWvLrvsMviCIPG///u/T4yWLfjpVa96FY+0GaiF5crYorgAT1/96leBR7zi0qXTSwjrjJpJHjUzn//854FHUCAGM5gOvOY1r7nhhhuI4aJqwDswHP0AGxUYCJxEJCCJooHS1BfKxBPQF7kghRU01mOTvSrdNGYlxDNXWRQU1fD2FEvg9Mj0hDESFLFoUFz0+ISV/xgIP4GsPSZsJBhFAABAAElEQVTSjyHTY8jyGARFlvMXdP635yzxMWQ5J50nIvI8vAkmeEouhW7mS+4PPzpmTnMd/E4fXcazUy1CPUJZ0TxdxNl5zozB+uRbcZPNzKqVipkfzpdydqMtLj4scHNb7C7B8W3UkXkxZiPRwjhDsau9eGsDX0jjdXGgRAeBnFiEyW6ksRRn+bn4G8ZSiblKBcPTkqEh9Bt5ATosvBdDFFMiXYdVoLDLZh9Mo4Ny2NlB9pp1bUjLglGZkWQdMR7eOJkBZvjyxwYYZdskimOPDLZ6xVrEIbVYPcBhzWYLgxjn8rK9kxTAhQ7mjtakMuhLVCMASutaIvVbmedbEGOgRM+U0dPiCT6pC3e4of7caSTNGfzDOeGgIovi9ePNN9+MEeh3fud3rr76amI0KMEkA0ICGBEDWXYoIQDa0FnWrFkTWJUw1RCJqzx3whh7mKHTlhudWPOgOSRGM6NZ5ZGpMdqJVtCJ+7P0xwTh22+/HYaPHDlCDK0GnwSQAHeIEANgokQSnDp1SrOhUREgknk9zTbJYJW8vAJIgfaIp6NPTk2JrRKEDmjUP5mg4DAQSiCUQCiBUALPegmgU9FiGGnQOOLTY5ooFCYuUGq4QnNUiGwBzz7pTLKxyQR6xDDwoeYJxQQ0Ytk/n+lYMVBb7BsObkdPsYdWJpVhNq6Jm1FStklDQ8kZfaZZqVbZj0ukbhjYCNCkynYlPnDMUbeabUAQqzQa9Uo+x2Zw6a5n53IpkmEWIE+tWmdWBJjF5knsoaUxHNCGo2kr1TrbBQDh2EyOxbZRMJDUS+EJ9Ci1oobEUDEuPfFEfljnEYowp7W74u1xw9YnoGNpZKCZ1GHQBlqfdkK+/fEcPkD51Jd6kZJX2s70p3/6p8RjW9Lc6SxsfYtdigkyIpEPBAlAUKdhVzfyUoR+qyO5Iy7aD6mShSanhRCjzqvxk07JqyALxUGHZEHMogCkNOAjwCssYUwmrl+/HkwDfcoiEnADGCIBbQpx7EZM5GkhUF+wHfQphbc6DXxChyqQHcMYU3VYs0yzlGHOOMJyJEdcNKCrwOUifsLHUAKhBEIJhBJ41koAJSKgSGwzBjollROvOz620api7EkmsRtx/m6KE3HYixI7CzsExNE1bc4HwUJUbVXZZpP93IFW7OVYazTZ4zWVztTnKliAmDDGJgTUYGvcdqeZSWDiydfqdZAWFp2JyUkMP+hfTsljY1XXln1fOzYKt5cv5OvNObBXNpeuVmbZOZaNspgvGR4e1lqSCTg270U5sh8S1iBsS0zksQcBkKrltPBAEf9ilCVAAUcW8lA9NCUXmpK6sVcT2IJX6HI4IAGV15iDrqDVsw4Q7n98ajtKwCHVAZ0w/aSBHV5B69atgzfiuTP9ROCee+5ZxC3YghjAkI7X9Xrb296GoL785S9raKLhi6ZDMh6VABZbIymXhkeM9AkS40KEALWB5+1vfzsxt956K2m0tIPikH8gTB2pC9KRlAU16qhpvu51r9u+fbtub+Cstm/91m/9Fnvv4paEWYueBkIiPdlBSDBDYoiQmMN9mKrj0ggYggA+TGLXXXcdcmO74FQK4CiuihQWQiPdFuE9lEAogVACoQROS0D5EbI2HifFBCtcRR/K1o7AHZBDuTyLP3shkcHjFcVFpLhHdY1MIt2sNtiQASsRZwdxyEwsGfN8F7doPIjwJMJc0XLYUEmMTq7T5vDiVJJV5D3ONOJAHqbV0rkMWIdpM7Ki3tibnrUWtWY9xkb3VrzVaCcxBbnduXIllynivg/0QdWCZNCnclBxnd3DOdytw8QfWw/gg6MOAzSadfxJMDT55uHDh9HW6EWqqlVmYCvCnIX6RE2iXMFP4CRSolkxOGn8QRkaE2jlfVpYT4NQwBI8v/KVr7z//vvZrZ8FZXjhwJ3GGX/913+NcxLe0wG/2q5DevyEPvShD2FECV6Bq1gZ97GPfQx8A6DRFIJSeESGWoxBJHkRL5eeiSMN9JEe6IdXv/u7v4ub0RVXXEEkr7h0WZpOQESzpAUeiF23COYfcsEtiZn4o+EI6DQsZGMJG5OD2IpoRAAyxMFDdA7AEACIZuWRinAJfJadW+lzaXVmkBy1rRMD2ylCOrscULUY/GmGw3sogVACoQRCCTxrJYCxAaci3DDQVnyNg1Q4eFfOLOv2cukMm29hZZFtJ5TZBT2FEzhqhdkUbAfYmXCqzucH2BHbsWXxH+8AKx6blZtuKo2qlSUimJHQd7jIcgfNIGosUfVqjRUqbBPPUlpWpbFzEdoTZSXf/6xENCJYdLCFsHE/r9iLEqSF6kRLqrOPONiEfZFQguJV2+mgKtn4AFNFAmjlsyGG0zVBDyhCCqNUrRHRlyhRraSpLYWBk3iLXgckyd7fHXyqZPMlclFJLh3g/nS7NMhg4olF/tyBBXo6jHaC1W3btgGYmCJFZJpzHc+6/Xe+852I+Gtf+xrxmghpmG5DhDqlrjVS0oEgTZBexwCMcOXR9EmMJEmvS2GRHS7VYBdwJ5HIWVMmQBMgagROjGZY32ksjXwxESF/zQyVwsGcIuh2pAe9cWcq7cUvfjEL+yFOMhoU6EMjEqYs6ENQ27TgiiyaKxjjonF5xVWpVliZST+jLLoyDmvhFUoglEAogVACoQT6JaD1F/oFRYM3Dyf44fLMuXh4IwGKmHoAWnCODSpVdplS2x+wwRggibVnHCmHyxAuR7h7YHbC5wcnF45A5ksfKxLzGQK7eiTAxRtHbHALOxEm2C/Aa9t87jPLhl4CNrHXEcgMHrACcf4aoAqFlc5m2M4W5QgN1BwJ0JLoOA6HRgmi+3jFJXseRGPs48AiPoBdRhyW0p1W22SzHK0dUYEa9FAAqhTrArRQ1ehRrVAhh25G3ZIMPa3pkou3XBoN9IvssYUh9dgynjMX7BGvsQUB/RgEEBNhOCeg+dcJwBBveMMbeMWuRdx1MhyZCYA5iKHuAB0CyFdnZP4RyIKIiOy/MNUsW7aMV1pEtI3GmqRBhtwpEWrQCXJROsloFKQNQgKm8AqUzZ3mYKsM2MBKib8bvYpIeuHLX/5yAlRTOoeCWfquy4IURVAQF9WFPhf8EAm8hRrFy1yxOoKANBRKE9MHEArWI85pAgYrfzspLrxCCYQSCCUQSiCUwGkJqE0ywRp49gCRwCKYbVLJFC5HVc5Nk/2d0OsGZ3egWdAvbMjoipHFabs2Skh25ec8GPxTRB/KPqmpZB4LDBs0FjAEyNYibEaTZh+jQr7IHEa1Osc5u3EOsLVipUzOrjeT0Th4Bb8h9BqH36HRxBM4HoM4pyon2PRIZsvYTLKNvgexoROBROg1lCBKkwDrtrE3scc354bbdrvt2GxZGVUeuPNuuRqaoFkJiNZUalujB6ASmh5C4AAuwJMUoPx5wQRk4U5KMmq4cFpwCyFNvP9tkJgAl07Yn2Ahq/wlwSO96k9GGKiB+teAQ5NVsEBS6UrpNNzZAwnTCzCFtfeauCCGSARcggs2k1a33HILs3LYYIIsrNtnRgyDELCSNB/4wAeYHTtx4gSOSvgAIUxSalIgZdhAaFinxsbGNA8gGCALkbp0fIMQ48qVK8FD4M79+/czI8YkIG5JMEYukYuSzIF9++6844ec4H3Vtm1AXvAOvaTnCLesS7zs8svxo/rGN75BrTUwwssKwA7xjRs30jT0SOjAGGsnWQPAcZSYK9kxQjYFUz7mXc7alC1fZfmjbDqMZ5J4LLm9DkvaGhE/BzxXq/opMLxCCYQSCCUQSiCUwGkJAGtMThHhhDWAgWNbCYEgWB4SglLi7FqE8sXxWakdbDVWhgXajYYcHsxMnGPj6lFvNAXwmKzrl+msFFNjVfYC6ODYgecKkAu9Wa81yJvMZGqNOp/1rBxqebYYObAvyTEscugyGhbDjxPpoMU6TTnOGWyh93SS+Tb8nrBaseVS25YldkztuWpGqCc4CYMDnkjQS2ZScc5cY0EW1UB9or9R0ihXlKhSykqbkiPGqT0Grwho1Q480quuUMbYGFD/KGCykxfbmlbDp8WmkM3ZkTqBRmDQoQg45SKsAwEn4E3CROoskCJAeu7nJAuSw4FGJyYjAdjTj9QCYEcYkXFnBo372rVrd+7cSdUIk5c7AuH+lre8BXj0hS98gQCPmgEmrUBFzHxBijk4PKCZIOPtK17xCvawRoxQAF0RQ0WQEqTICAPEw4xmXpNiUyUusBG7QbL5JD7a7IVNRhAYm3dDhGRwRUFEfvijH/3Q3/xNLBG79eu3LF++bNeBvW0O8JOzFOb32WMLyrvvvptcNBOReuttrFYsZ9uyZQuwTE+Y0ns62DzZ14Gz/djUNNJNxTnFz+S0mUaNLfd7sahwy0mCQEDX62ZZN8BJVn4MLJ/i2D6AfGhCQr7hFUoglEAogVACCxJg9kE25sQ3KJnAuMLOQlY0ifsOHkN8yLNInvVrMm3hOEyqyR5Ehsnm1J7DyXe8jM3O4E9tpdmKj2kzF4chIFYHIxOJ2eIonk7ySK50Mu1E/DYmn3QCByK2iY9m006nUXdalI9qSsZjToe9syndctp2ho2823iIY76JsScyiIEzDJndY86PTdI9x+NVQi+mU/vfoqCZklPO45xA4xmocDjWoAQNykV9SSTp1E6JKHUSEInWRGETj8rXk2uoWl6h+LnQytxJQ4CLvCCYAMSQnbCiKnYpcmlARkCnJAs8kIBkEAEnUi7AiMQkIDsoQafU7GlOSL8oQHZmweAQh3bNObtjAzLAcGRkmR40sQZh2iGZthWRDFMQd/JiwkEgnDcCDxDHNRvAAQTEhYjaURZpqLvmEBBGGOdu6HOSCekhqxNABElSFuiHjASgQy5SEk/deaREsnABYsBbZOEtF6VTUyQDewQAoxMT4ziKsQU8u8cPZYtsNTrRmhspDtBvKnZraW4gzS5bRgTWyU4uSFGWbkqYJABX3DloZnp2FjNi0rDYdiLR9ZxWJ5JNG8m40XHjptUxemzGzh5ZGCdh0na7iVhveq7+d9lLyslivNcCKtE7kGR4hRIIJRBKIJRAKAElAaMXjcQi8Sv+7o9Ld34vmhvy40bPdmV2gxmrnpdgpsLmqEa2FmLZmpxRgsGBrWI44Ax7TrPRZME/VhogTjKRaOJHi52CZBx4iiN2s4VphHkP/JOwirCxNovZIgkTDMExOuyl1O602KYIxye0HkeFQBplh86Ns10fviscspbJNJoNtiZCD8p5JiyIsztJWBFIJRdaGKsVh0PAH25Kopo5wCUZE2WPIoQcUVAkAHXY4iJAeRoTaCQBIR2v1Lqs1dLZSanVPFYZcAxYh5Rk1JhDJ+YuRJVxCHCA1idG14Rk0NeYCXUONsLVhrfMLsEAM1ZQgzFt8tG5iCFvcOlI/cgrHjWWIgBx4kFyxMAbjxQENdijvvBDelARj1yUSwIiAVikBxiBeHgLxCGGMAThh1cAGjJqfyNlkWlyJyM0NRHSUwr8QxDK1ItcVJw7FdFGLBiDIGQ1Y4sqxVtYhazEy2lKkTJSm5vl0Bl2sGbOK5XNeTGjNT1LY6YL7AZRYCNHiBdLJcyYegqPHLAEDxChezXarVg+Z3Q6J04d50iepEvHi/ZSsYQn/toOx/uo44WwPoLQPCcS67lHxia+uOJab8ka06urc8dDeKQ7WngPJRBKIJRAKAGRACfIxs3Ecz/2J8CjbiIXBX30jJbRa7k2W2NzeprFAb+ilsXYgXmGdfV4+4gatiz07OTERDqVQWPiQJLkwBA1OcR2RKTp2E4Sg4t4UYN4ZFOA8crcyKpRjBWtuVoumqpUZzkJBJ+Ttt0BI6E0QSCJZKLdakO53mwANFIpmWJrttrJVBInIzQ1xgGQCqWznRJcJBNq70Pwj2GyPl9O16Mw2IUnOCaABiWXDqO2ySO1UeqcRw2eSEOYZLwFNJAXNUwaPIiBEaQBAaDsYYuUXKTUAV5BmSqCqAhzoY+1SYbs1IcsxPCWZOQikjTcMfMAJgjwljulQ5A0WuXzqCO5BxiOAOiExXugD1KKZ7zyYiYNbJOFSI1mNBHCGtVROkVryxY4QyMbeNOc6Bj296Sl2AqdxqbKOMwzdYoZkClWcBBGO7IDRJKspacJmk2Yd7tyUhuywl0M5h3Hrc5VMAXCh2RgJ3W1sbXs98D+6DgAyepGocUFqxgV6V4tTjR2GpP2bGViki3Z23M1Z7ZWXDkqtsdYMt2oT4yPg8HhtlKrQAFgTrWRI3KQSVZLjsCkIodu/V/RcjuxbauVyM4AUjkWJ5kyBovjp04lcd3nuGLHHhgpAdCr5Vm3VbOMWDadKbMju2p6+AmvUAKhBEIJhBIIJbAgATSyoAJXzXig97yOl0xxeFmFRfUpI4oLqy+ePQIeWMLGSng+yeWkWBYtYWuYm12xYvnMzCyrxnL5IjgKJY3TK3anPM4wvQiHuCViVrPRiuZzbVRbITc0PDw3PQWtdofFcHJkCOqJs3HtroOFBlAAC9E4S/2dVCbFDBpbIjHvl8kXUNbM2jA9AjOobFS/+Db5PVQ/6pmzqDk5EJ0s22+rFyxKioIngA4EqCEV5gWXRiFoaI0/9KPGKLylnrwigGoHIXFhUNGYQxuHABw6C2QJcFEKF1lIDE0K0q+IgSxFY3chXtaU1+u8IpJcGFcIUBw4iUdtaCEv6UkDVIQBEbqaItRF8ApIIfhAmYJIjDhoBpIRpgidDHMLk26Ujmh0duhDM5POEABmEhZJyXI/k5kpYd60sMuBIvDDsTyf0/EMl6Jd23CtVqfHqb8sg+f4mGiM9BDhEOBWx6bvIG8OZ6F0Oe6Fc9awabGdg8A/HOhFwgbWu24vbkYdTHw9n2P53LbMLbIYIF7I77z5m7d94G+ueNUr8pdvMXqx8drsXHnGmGlUGvWBtSsnZk5RK3oMdQFlcjAaJseZyJyRjLltO2HQM+N0SnGaS0TdyekD23cPxL181bCXl0rLRw5+7bv59SuKF6w59PB+2zeXLR30Dx/bt/0n61/wS6su2lxrdvLF4lSHeV6aLJxckzYMr1ACoQRCCYQS0BIAn2jUEGUHYabU+JOIVhqVKK5A0ZjfcPKpXM1DgXZR/TFXvGM5J8RymMmSJW1o5lqtjvLyetg1Ohxey2RWPpXGdFRB6UexGuDoTd5so9nyDH/tlk3YF04eOTGQZoGbF08moIIWZr19q9VMJLFcRFqNlqhbnKC6PsYLcQ+3mYBjnxo9qZcAOLA0HGghDuNqXyVAEggBcwcbbUfjLKXzrT/5kz/RmAAoQAA+uOs6EyaSDBozEa/DoATisVKQjCoRSQxhIlHzGEt0jE5D8dCBAtm1iQgbDDE6I/EEuKCAYYM7b0lGAi5dnEYzpAQGAb9AS0AZ3GsIgKKAYtzJSDISEIAauCedkp3CMakJkyCthExyYayCPiyBsQhTEEVoxuCWBLiPEcAul0tnWWCIXUhmvxTgjYrPWZzmxALW8Gz2TyjPljkqz6E3tNyG3XZabct2m45N/xCLVleOj3E47Z4NGjptDo6x2b+TLRbEakQjeAYH6IE36BxAObygJYuPq1qXZ6kpJigWP3L2cKve6pQP7XMP7L3vjvu6hcILf/31ONRfdNGFmy7Y2vbsF7/yVwvFwnduva1SLpdS6VOHj0xVytVaJZuOrygOnBo7NlernjxxEuGMjixZOrzkpW98w+DzLr79a9/w9x4r25UTd943Ojw0+aNdL73x10afd9HhA3vqjUp2sk6Pu+rVv3rNlVdnS4VvlM0qR9IA6pmsDa9QAqEEQgmEEgglcFoC+GSw1XVkyV3fHZwcMxP5pmd3zd7q9evrjXan3gaC4IiN4tN+seg9tjHCkxvYYuMgjQey22WTRlQggCKR5ai1uAecwaOISbFeFxsS8z+tdgvVnPatubkKq/OjESsWMYtDA0yf4V/N0rBmp1XIpdi7Gj2FAwtbJSXjKdxFmrUmzk8coYZCxnDESv8Y03pgG4VMgAl4IHl+FzjF0Vk4B1EW/lKwIm43wAIgAnAEBU19gSmob11xsAKPQBOQBGk0RuEVGJBcpNcgRqaT1FY6GnAQDwohBrBCAnIRwyuyBGgJIsRDnICgBRUgDenJBeIhHtMOYS7NGAR5SzxcaYuRABrlsk0C4A5hzby2QtUqVQAXVYUZsR2JUWd+u8ugypQIQapGKdCHDlNm+LQDEiUkO1DJ2i2sR2w1BBC2Wf7Xdtq+O3X8ZDNpTOw5VIt08ZJuOh1cz7q4iBmRQj4PWWhSHKfwycSeH8HfmXnWSMzMxBIYdRIuPvdRlzZmIlRd4FUBS1bEdLt1t03xNtBKzfSBrVZtXrN86dDDd2+vRLzNW7cysQuy9lo26e1It1gavPfOuw/u3nv1pZd9++ZvNnrNq2+43piY2/vxf6tvGUpeeunW9VtY77ZlyxZAKP22bXjlsRPLBwYOjB3Zc8v3Lv/1G4q54pLSkmg+wxTebHWOZZa5Qokeb0W8luu9YUd7wvZT4HCEFV6hBEIJhBIIJRBKoE8CKFcW91zz8fekvnNzYnCFkY21MeRkM3bH8eqdeNTywBecKKJcnLWFgo9/Aug4NqrBaIGhgBiZsMENyPXSsQTqpuOIyQN0gi7lbBGQRtpKtJjEw8eaiTAPJyWBFxariyyZaeEbPpPJMX/SatvMmdhtG8tWNpfhhFrWkTFFg41H4IiaruGYNuwQgAq4ggvleItzthhNcNX24woeaTCkoQnZQBiodjIICYUbCEBCRwqv6q1QWJiA0wiGehJJNVRhPJ12YyJSU0YcXEgVgiQmI2FK1IUSlmwKE8APhihNmcQ6DTNHkCIjAUSJsLhAUbwlhnJ55C6ijMXrNYw7lXQmC++IBssZzQPzumju2lIF0qLEXhdTkVRc2bCY9BJECB6CJUUQn272WfBAUkzUwfr3/vJ/XvzKFxmD+R07H7DKjZrRXXXhFo562fngDsxFTMzBPGT9nlMcwKaTS0UTuUTKj0ZY18jGWX6afT/tXE+O6xNci2WL9WLJaMf3CqDuuFGeKbtNtrmSzSELudzmyy9nX3P8uZhbrcxMlfJFOgxLIGX5Ys/lZJl8Ls8GXKlsqtqot6rNdWvXHvzp7uPfunvwBZeaQwOXrN9E41daDaxigD5qYUXE2AYRjHVVr8FS/vr+I+3JambzxpHB3Df/4sPjD+1acc22X/6N19VmKu+oDp60jazhsQxBzKjhFUoglEAogVACoQTmJWCwLC0Zi179d+/Jfu8bfnrQY0Ua9iG2ggESKW8d/FuUJQT9I5sMo1zRj+RGLZs9k7XcmaycbYVWN+IxdpJMx8Q1udps4KyNvQNzD+YWdDIOJThNp3Ny0DsWBwwqnDGCGmVmhtkZYICoRQ7IymQ4IVZMVAaQxsnns2h+4QG+WLOvkACr2oAKxDB7w6Y5Mq8jc00yIQbecg1fWAS4cAEXAAc8cueCb30nv44EghAA3MAi6QmDXcil5UNiwhru8IoCsOVwJwwFwiSDgk6sE+hCIYhQNPoB3BDgEWdh0iApfIigC3HiQT0UIZW31GydKeeLuY44gzObBldCX+3LQ17gIMJlFhMR2Ew64gNUZ+JLNjTCmkNGaoiNCoKgKarS67JOsMNen9SH4mxwKBiCVoR5Tvq11MZOURbBGbVmBU+o9c+/bNWlm2dwXi6Xj977YH7D2ov+w8XLs8Nrl608fPzo9OTU2rXrOOx39/e+N0MDjg7Fc6ViYSDutDGiDQ6PGJ329NipVqGEtZC2FDQXi5vszRDlSL3OoZ27esVcJJtl5nX16lXrN2wADLtevYGtEHFFk2ZEuKJPVGrsy4D3Uw/gzPYR+Ljl8rmBwsj0XGNkw7pNf3hhAxzktMpTJzHwDSSLh374g/F9u2KZzJW/8fpcJttxfbvmDBRy93zpn778p+8tNp3clvVDo6PH79ruzdZn73ho7z9+s4Lt6z0fSS4d7bZd8VwLr1ACoQRCCYQSCCVwWgL4qKAw/Y7dykcN3J5tz87EExH8bbG0xDhpRI6CAGqIao6Z+LXIESE9v1DIMzdkN+1EscS+R0zg5HM5tkLybFxlOwAeHJBzhSx4CAXptrrYe9LFnLif4JINOXb8AZT1opzWxiRULpkGpOAqDA6pVSu5XL6Dyy2mqWSC07iSMc7Kxb7gcq4aujIiSEn8hQwf1gVRYGcCDVAnfI/YstJPsDxJoQFJtLAuSSMejV0IC5JQFyiHMCm1RQebCnl5FPyllqBzB+uQhZLIQQIeCRCvL52FMAmAMtxJHFy8hU3ZqyBitHxZRZ9LF9P59NzkGLARWJcxZCNOcA3MggmwuiwZGRngGLVmm3NWcKH2HakqEFK2osLgFo2nDKPZa5kZ8BSmHxoigqcSHsqkRzKy84LMccl5ZJhxalOTh/ftYzp0aOky7HRMZLI/EJAlAnjBJVnVA8Nco1lr281tv/T85IoRY3Z20yWXvfDVr0pz8F4+70TNJctHR5YtBXTRtJW5yqXr1x0/NbZz757nrN34/a99s5KPsCGTe3xqesc+r5ROblnDzF+2WExHzZwZLxWHkkuyux/cObPzwMALL1++ZPiSjVsKI8OpHJ7sXYPzkPH/iRgDxUEgI8vn6EI0ZwajFGyasaTFLtgJt+5F4vWM0Y32zOrMFAfa5IdH5pzZW/7o//UmJ2dnyri3jU/97/bOxF2ys67ztZxTp85a69363t67k6a7swORJARJCIpCGEYdkBkfR2UYB51FxWfm0ZHRmXGU0VEEhMHnURjA0TA8KiABkoCJMUDIHkjSWXpJL3erfTtbVZ2az+89t5tE/Q+ogtw+dc573uX3vue83/ot319j+4kTh9982xU33ZgpOQj3kU9+dldWM2qFyYVz5y6ch6rdW6kbSW77whlzZRe1z2Ry5qqji0t5/u9cAnMJzCUwl8COBNgdhHqGwCOAS9ZMCoRyJ6hf8nAqouTgl7yuNDDs/WLcgiqSG/I5Iu1BAmghODvsDqgFRAHgwA8aB15Cl3BoYvsFNoEH0KOgZMph+QBdyJY/Y1cXzcaE7GwFqg3icabA1j8jzj8MfFhsCuJ9I5SKqFRU78TgJShGKLbz+P6CT7B2oTvAIVlplabs+QIh8HnCQxx0QomXwqNLuCdFNuklhCDwRWEdzvCVG/kLVBKdjcJY6G8oA9qgWAp9LpXnIL0rLUkxvvLhgA9XqY0DapgVhRyoEM6cqtc7e279zLpz+CAQUCqE6xKhQJeZxSNqoudgU8AmpdumKUomIsAgR8hr8Uz0VbAs5OPMkGKe1X7o8a/95oeOvucn24bWPn1OVCBJxihh3CSSXmDpqce+bRJLv3dxac/urRfPP/jFL+kl91U33+jlCnd/9R6zWqp6FSx5nuNeOHsWtduP/vg7Vld2Rdu91QMHdK+MR71DTmDw7GyCmxiBhVis7CJGvdzI9Y4dOPCaN956/tEnbrjqip4+c/eunPrr+zzTOP62H3yh1TQy+TPffjqxdXx9Tjz0cNFKrr7ltp/4uXe3jKmZNa1Jru0Px7CD4hKeJcgtN9YSI5/Aal0ERgNPkTxwk9lBOTfLDOF1sOzzz59I9MxByLJn4vPtZ8bhONN88hmtc8FdXZnZXrmQeeYzn7//L/7qmjfe+rYP/k7Z87JB0G/3Vq47Fmx3x5lxseK0mw0sccu7FraGg2CK2ZE5y6kIBeZw/plLYC6BuQTmEphLQCQgehdJWwZKgQ6S/SjRszrbVjAh670kFsEulGTyuAJTGGoiHGPwmgXQsKOhQyH+iFAp3RYqHCAGuh0StDkla4KpKA4xv+FLRDWonnALBjoQPE6IuLi+wM4XEYxF9BnR6Hi1jMNgsLK0uO/A/iefeIL6J9EIGEUT+KlIOBtKLL4YdAD6SDGFgV7QYhGxhbqBMRQtAxQFYoJqEmAlUEZ6/A94rlEUcT5VF3HAJwUxKfpJz3OcXhI4olBOWhsnL11KbwQJpSUvFaB8CrA4D8aiQFr/TM/aLmFmhumZJ++6676/+Nz3v/c/4bpNgBhk4Tg4F6NCznFJdDHJJtPhFJ8vUBUgkq0blRQKIj8WMnJ6FgaTwTickjxX05ZuvaG7ufHw5+4+8LZbrrr2uvv/5r5G40zJsoP+8IrjV5x54rFV23rbT78zmync+dlP23FwYN/VV155JZxGV2xslmvlxf2rna3GgbW9W2dxwpnh49zvdnG8h6jaJp4NxRXiInR/MimXyiA5BgXa5aDueGDecRIX13a97vjxpBdn6851170m9kfmcv21Vvnstx46/7k7w8v25NbKVx5ddAL/ptfdBq+nNQyjpJe3XN0tVjUD1AyxlFF2Szp0oqgVo3C7+fxDT5w98VxlcaEwGa+fO3/lm99YOXqYNbhreQWGgIE/ArxjsoUUIgde27M4nQ1yWa0/9LOE5u3yrGly8q77P//vfglGgaDX233lscbZLde2MCmOYFTSXT2jD0a+blgo2phAjMSXpi+dzfnfuQTmEphLYC6B73EJpFaqRFxpCECzY+xkZsGHhijJFLKanS8OoxGJLyyzCFUjdMR6VsMhCJyiwqGIW4IDaWRhVuMzTYqOib0IDES41ARb2GRaLEpwGegH9YgwOfIlo00jyTECwur1+rj8wK5DxJidtXrN9vPxCS3JYNEzbXcc494dkx8X5ZCiXsoEkU9Cd7xuQB24CNM0yhmSa42TCSCMsHZm0zINzFs7KdLSbS8FPSlSoUSq0UknngLpeQAXZ9IgLwrg35MWuPSXYnz4egn98PUfbquXWgRSiFCVPQ4UmjWE9Ccf5Yej2cL3vfZwNG2dP687JqTUgsBmiYk1cjAwXZckJjM9sozCzNDEx4rJwSQ5HbOjA2ex8MUzfJy1XBi++J2nT774Qi7K3PaqGw68/vWLe/dY9fLZF05hoMKUdOwVR99ww2saw1bkR2Yw2XP86PU3XX9o6fB20Pdn4x995zvQ603NvHX8SjgWd+1aGUXjxnaL4EAgGOScl5Aiw6SHCASknA6fg8CKwLtIf3HP2iAKnV01tFxLpgnUgPYqmGaWjxy+5R0/GtTr1drKmqudfOyhz/327zfPNIzI766vH7r1xte89U2PNrdWDx1aWtmNtW799PODU+cf/dwXir7/5L3fqKAsqpU2n3+O1ZCL4jdf++sjPSzYLK/pqNt1jKJTMEaZ2cKu5SPHj379xOO64zqmM4JXAHtjPrdcWj37wIN4d3t7VllMOFrBR8naW1xYGmy1SRKju7m+MGvnkLBy67o0z/ODuQTmEphLYC6BuQTEhAHWEAWOcpjBGoR+CJOQoi7U8IW28QqSn/XEoKHFiGFDFi/ske84dhxKWlLSYRFUBK0x4W/kndXNAroZTFNsScSooW2BHIf4qlwxGxFUJNREaJhmRCPZZQiSDLxuCE/DaobKClcZfzRCM0ATqC34S6/gCKBXUCNTEu0RUAEdCoXRYtC6KLegEywWRv2BaU9Jx862Lnm5mNsUqVCIDZ6K+MuHr/QJrdKlyecGSqaF0/OU4WpanvPpXWmB9O+le196QD18RfUiZjmC/1N/LSVW5JeNtTGcUvS/u/2tT/3pi08+u3zrTZPtpBMH1cXFJIzgMzLGlt0flBwvKRoRzEZ2kU5g5MybBtSRw9EArdpsnExtbfitk6c+8VeDzQul1x4/8s4fe+0bf7C/1Wyc21zxFqqHbfr/htveRLoWJLWYLHeCwSwKdi/sxgX/dHsLc+jM1Db8jh7j+oX3jdYPRs1ep5jXTHARqeyKBgY17sViimNTqkILhbGIJC1Y7TRSjvizYPPsi84MBc1shIO+Vzr5tQde+PYTrqFFZ9Ybvf7ant3PPPTYrr3LZ8PZn3/jEU+PcMeHPmDBdQeD5N6nnvi7D/0Rq+Gff+A3oyuP/dWvvf+p++5fLUqM3iAZl1dK6C37mfDw664+9ejT50+dnmRmQHWUV/o0KZsWIQBkAvQyma0zF574yn1LeXKkhJMsLFCa3+4kdkGv6LN6BW6JRndg9GOnXu6OB+iu2nCXo6uMp/6ol7VLACMQnkyxWPPmn7kE5hKYS2AugbkEdiTA1o/NAdBDFDaqE5xhcnp+SrpZgpwmoKExSEICx9HHoCzQ4MrJQkAkuc5ReajEtLNoUq8vUF2n0dQ1I8f2PY3JFTGBqSiXHw6GqHbQS+HYRLAZVHz4FYlbkKGBw1DZAIkEh2Ccy8zIV4FyCZjBnhWH4nBMpFc8ifBOpmvCF80Gns0Q80/6Ns4AYeBDnGYT2J4h5cHbmP0OwkGKsafv2NfoWQqJGEOKYP7e5F8CQ2nJ9Kr0SSmHUjzEMedlH1UfDtIPJ9NLVC7HUCHCehgSiQeqo58heIatlx7qUD3By2Tlzz72ZNwbvek979oakwBkMH78yYfu/PP68ctW1/YijXNmphv0606pEJm5Eeo2bbzdf/IL93jHDlqry7ipT8IAgcFGvv8tr58Wsm/4qbdnC87GqfM06JLQjTgvJkbTcNaBpZr/4VeG6gRglOn4+HdP8wmuSbgjR/HUMMARmDnx7kkqBbvkekMYG8d4n80gOAeI4MAFmTcjF7gbT6G/hLKqkJ25pdLGX97/Bz/3i9e+4gqMg71e13EL3a2teDjCrtcb9UsrCw8++PBCudruttdbnWp9tcKqmgR2Uc/HE3e54Gj53snzC7tWvvT7H550Bl6+sFZyMhb4xl7KFuMM1tYY9stmZ7DvymObjz31O7fd/urrXt33Bzf88ntqu/dlhtGzTz1Y3bXbW6hU9q5tP9dZqXr6ON8dDFYrS7GZ7/b7lukUggRUbzjFbBA7eSOTaFgViTxkiWcJgMTfnZTLmIrTKZ//nUtgLoG5BOYSmEvg5RKQnQJ3IgkXB/kITZHk9YolYRe8iIAYqKgVmwwh+mOMEZVyBW7CaRhDvkPstYtxiM0Uj2lC/SWYG5xjDvo9dEJwKasdaAYBsvh6h5HreESas4cXzQJ6JSxiQuMcjSGQ5BbDRAulD/tDLadjIxuGuIgUgDXwGVqehwqDYDrQEqHqQB3TtKN4zFfDNtBE4MqLI5RXKqNYEu1RCmVQSACV+Aqg4QxgiDMvH/4OxElvSS+9FP3QEp9LKOrSJUpyXvRvsAvhLQU0mvTz/WQ4zQ6nY0S40drEhRi/Im4RuEacWL+Q1b2V77uhYRVzSf7w0QMHnUrj1IvL+/a2nzj9/NMnS7d/H/UkwUwzJ6UlLw+X4zhfX6jHdvbp7zzhmvbq/rW9SyuLu/fU1lajKXxTcdDpkTasiN8SSBYbo8oQgkIQAke8t+DuRG2FjOgHcnZFvYb3fMahgfEESgCwFtREhaK1fm69WPaKnkkSYDJy4EeGrXJE1B46m0zGdGYdFECZnIu5NJO59/99Nul1Jv1Ou7Xt2E7UC4r1slurYsSaLtWSTFLZZeJp3xtNF1f3zghPtCEmMlrdTqm2gLNVexzXV3d1/GEmp9dqC/AOFM0aDnBAFSaPuaxUqnwdNJujvLHsehvPPPelB77p1O1bfuXnmctHv/Dl//tL763uPviKW28wRn61UoPXuzHs6yVvmExG4zEW2fGgT5bkquuS7xZ9qIZlOImdsrfd66C/dC0rIMRASBkm+YQIyHTa53/nEphLYC6BuQTmEhAJiO+RbPEJzkB5HI9zJI4VVAOlowMNsqT1IPOrpNBifwcnmYYJpR92lnK1St60MJxUym6/0wEfEOcELTVUhGAmfpoDl4hfA/1omRk34E0tNru8DhICMwFS2AfxYRK9RDwF8hAbhb8NzuHBEDI/jcB+1FpAmcFwgIEPfQeJRNAVsZPCrMylZCyR+ByghRJNgJZx7bJuGZtbjZJXkcg1wS4XVUd/b7YvXUrPA19eWiDFVZxMi/GVg/Qkf0GRQmx58RZC03EXxziJL3pEho04GYZBv9VYcLAi9U+ePoNey3YdwvUx6+BsFA36WPv2opXRsnHor1597N3X/k+8zaOrT3/rnvu+8p3H2+XKwcpStGL1H2/tOnKwUq/rWvbyG26on9tcXVzef/zw2I97nV6n0QGFknqlCGGQJMUTsyjeQDKjuCiRWmU6FdhRIH2vDoc4rOf4bRFOSCIQRlMqGZmQUYCn0KrkRtlEq3nDIHCKjt7oPfnxe6ySR2YTp1wC5XQ2txcP7Dr8xtsMyU2W+eIffODJz9955bVX91vternMjZ1Wt1au4jtWLlcKs8nG5nq1VIZDG49ztIg4J5G4REPlZxl+NKJCUtY0trfrK0uY20aBX6/Vms2mMDnmtV433LNvDyzpZF87cOjAiVMvJAXL27uWW6wuForP/vWX84srd3/4o7WZ5vTbD/zJx/ev7cnZBX+SeHWr0WlXqwsJPmv9ITgfgZCPrVIq9wcDFEW2a3faTTz8ITNAMlNbWESxJkrs5lyF9NIHYH48l8BcAnMJzCWgJAD0QUOD8qgAp6LKHIr3Dpx8ZA4hCJ98WQIOUM5gcsnnTE3vgwOyI+4ilBynH9QxmF2AO4S3wZToj4YACvFaYacWjskp2gnUTmAjYAbWNNrExwh8Mez38Wah6rFgNBxwAEAmgW04CrGp4caDv41Dno+MTsYIo2iRr8u2ymGMTiNxSXmrcp5S4RQ0pniLiA9fXF6EjlIi8GmGboNjgEqq/zsKJM5fAjdq+DvaoxQDpagovZG/1JM6We9cVZYYKrxUA0Y+ygAAR0GQK9qNja1sEpx54P6/u+OzP/Jfft1bXHjsicewQDmmyT4cDEcH1va88pabpV5i7OCQGicLK6txfkLukKQf/PFHPooTca/bv/kNr888/HR2yT1043WZ9qR63dX9RmfZqwQGhJAh2erBnqhq8I2PcCbKQR4kmUPwemJWOADJ0sOUZ5PpEaAQKwIrlQ4NLIkI0FKJh3xmBmHSNDN1SlU0T+cf/eYzd3z+8c/dS6x9ter6GNXgVSLJcKLd/sHfGjeDBz95xyQZkicmJvdvLufZ1ljLToJxZzT0AMYFK8ywDLCramgUo1FAFP1gTAKPCYrB/mhIjhHoJFGm4ag/8kcAWAF3M+H3HONExnlNBzARMgiNQKfdMT3HSnKDOCgv1HPB+NzZ85VqRRD0UolQy1mI3Ozt4WClWg+zs1avW9KMcSHn6WZraxtAZkH71O2iVOR4NBxWq9VurwfXpJfX/Lzxtd/6WH/XPl1YNF+Gj9NVMf87l8BcAnMJzCXwPSwBWGfQGhnX/N57l//2b8hhDkMfPtFkGC1M1b4plH1ilUIHQSCZNs0QSz+IQ4CUuGZP80RMR5GPUwcMhAEuSoQFEUA9GogyCY/srHAR8fsckxuOHmzf5VKJwpK/VkixofLJ26bTGvQX9+0e9rvky7BtK0dAvA+XQAL1EZqhcBTh92S5tng8JzhLQZANyzTe3xLeL1FWGPewC+LTja83HEGoqbgALKDfYAVmF6yAKkp0JcrtOj3JVTXxZHPDLCiIhfOc4h4ucQtnqCdFXrhbU1glXt0JXkNPg1sWAIfxBGHYQgHywnOFonnZja++/i0/bOeMg5cdtsPMF7/2SFizqkf3X7P/srvu+sygdProa66boYhDM5OddXudZBwUoY2E+tB23vWz/ybUMy82tmcvXOi75uj0+le+fP/lt9yUW3T3HLj81JPfntmaV62aumWVne6g50+CLJTaCfXpWeo0xScLEm2GiWINyCFM47nELXmgHHKciXpwhg2yOM5NXRcNko59DRYAbTIx0b2V7E/88Sc377rv+JErusMhVEwkPQEJAoyNrPbl//gbEZH8Mg1jFwrrgtEZdrvjuJQp+mRP27On22zhvm1VS9ubG261ksfXahBMwjhbIADfgI4SfJ0l3ZnwMyXMk8A4lkUWxgh9NBzhmAYc39rcqC0uoaEk2a34/4vPWWZlaens5jq+a0cuP3ahda5Wr8TBdAjZkmF1/BG4fuJD+BADhsaAZzR8hArmsqxUIBoco/BVBFGAMmtEkj/MtI4TNDvFxbJ44it761x79D38BpwPfS6BuQTmEvjHJcDvZhQ8xMmLjkcSdhXwANZdCzgBPMAfF4cTMANoAUMNP/L9SYyRDGuEwQ4EAsHtWJPMWuRoA4KIDknXAFjElM0miTh6Y5iT1PUEwBH1pGPoEKCCagO1C+yReQ33bfbfUbs79kdwLOd8qI7IKC8JVNlA0d1gk6GTw2EP4ws144GEKxD6ETLBU4+AHFKRmEU4BslhgWu2BPbvIBsVRAdSwClHwtAz7KSi+mE8VC0aK/5Tmi4cwdmH2U2BEdRIq5SjkiCJIVlGM0N4Xh4rJMm5SK1CFcAsYSwIcdkatAYly8G4duaur9/2cz+5dvmhzCj+off+oh/HL9791fGkU7C9m15z48F6rXXLjddcfa2hm/BQ+xO/qhXr9Trmxiwb+CQTTsdApuIss3Cg/OlPfOr+//b+ay6/qm9M73rwgYVP3XHbT73zLz7+SduPYaF2j15280++vX7lsaJbxjgW+L64K2VyQS4WP3vhsSRaHzJobRJDFlCfktMtkyziveWPhzjdw0lFHH8QP/aZO5u9/nU/+46i4SEiEGLJNDd1vd2HxUHiAwtop6IIDlC75Nj1ci4ejabj5T3L43jW6g+cStmPgs1ehxnabm7h5Q27QqvVsgsmhjaNcEbX7AyGZq5AmrVwijtUzsA0CVOluEixTjQc9R1Ymka+XS0xNZ1We2Vtd6PdwqqKuqhzdsNybPylTp48ubK2BtXEcydPLO9bZf6m4aCiW2M/8ArmSEi6Mru96qnTZxZWlsp6XpycKhVmkPwqqBlhY5K0N4bJVwy0RFnmx67YjVkT4Cjg5dy49o+/HOZn5xKYS2Auge9RCUhYFUzX5EcfxzgLQVo8CIb86sZjtR+HdskjLB+/XrybgQroEcjtBcThJzfevbkENU4W3QQ/wEcS8iZpMRwUEyhcJgkuN+1uE6eiUqmy3WhaRSeTnQ4G3Wq5grYFEOJZLqlVJSwuM8VXetL1s7AqQfcTjwl8A6uBcqRzBYK+sBcRtG/QEp5PmiQKEzIgXJeARzSK63gcjgtOkY46nsuGnu2R1h69TiSJbcF27JSSv0J8bdAsJOAzGQJsi2jGMJ9JnBwwDjsiHJSEfxH7LjonoN+Ephvd7a0GGE+AlV1EWmixgFDsqRioOmG0UFm4/uiVRbuAJsOuYaJKUOBoC1U8mqfdziAaFG2v6pY3Ni5YbolcLVE/xBE9gxKGRr0COVwsrQhFt9A2KT0GYPC5bz7yqR/5Wc3OVvfUifNaP7sO7eFKrQ5PJx7ZcZLFXnX0ltfuf/W1qFAO/cD36+WFwizb9XtaBNH2NIgDk/gwHKod++zn737uq/ebK/Xr3/rDpYN7YZzUg9Gf/atfPfPII9GZM1fc/kNvv+NjuDP78bRmFj72I+9offvp5f2HNpvNukeiDvGBh4A7HPrQKkBRBcQEQSM49IEAGqirirYZoGWKiT1EgZdfrNX7m00It6fZTG/YX1pZGfb6IexYptUa9FAeZmHCRItYraJyw8cNQyHu3hE0jyi7wqjgWCjkAMfMGVGJIdAnjO1yyQ988DgLYzgYlMplIB7Sw7VtRMY2xwZ7Z/s+IyPCkpBL23Mw+hL3yDSxGsBBRVRZmTzImjnRYR/oBZpXufd/fKxT3aXDMymAef6ZS2AugbkE5hKYS+C7EhDSv0L2VR/8tdrdX5ou7MoXcnEYggTAJdAhiVeGaGck3gslBU4jHOFu61nOGIPFNLIdmwA0P/SJVlOe3TPIh6KQTSnKkeJU0qIBLOD7kYApfq5DHiB+xCCtMIJuEjUOX6CkAVPZRdLhzgaRT+L2cX8IHU+5VhmpukhtCwxS1i9BJdzAXeAfOoZlRkwpRKvjiGMVO4Ou6AOa2412u0VDAn6iuIhZjOgtmJaJwyJySXyVVObdWYaOgohQIOC/DKMlmAzklfobgZJgZuw99VylWjdW689unW82e2XTwadYMpvE4+PHrwDxkJPVcotJbmoW3EnfJ/o9j1OPAXWmZPUlmB1KzUG7V1tbBnOJYw4YU4WDcQwwHHZb3/j4n0Wn1/dcdfR8t7l2eN+hV10/Gkb99bMnH3nomx/++MLKIkLSIoSDr/yMVBxoyfzRIEARB0iLpuVjR47/s7fe9NP/opvLgGOWvDIOQNj+SCmMNuyOn3jX43/2fxYXD2V2rx161VX7rjn26L33n/v6oxUNhiPDOLz/5l/9hSOveiUrorOx+Yfv+In8mXOe62Vczw9DoSovFJAkYf/AOQSPq7daB9Ajme12mwqw64laLqeBVFgdOPrMHAMQQ/A8q6Q76M9IFDLODNqdWRWn/Qw85zBud/p9NGfkn22ub5L9g1g/LJSubePYjnGTSkBbZk4Tr6OigyISv3K8uHHUtwyTtSiuVHpB4BReVgbUomMni2ayX6pXWRNbrYaE0Yk//xDnp3arxcrA3Lu1tYWjPIzbfqvvrez+8vs+0Cgtkkx5Do+++z6YH80lMJfAXAJzCYgE4G7MEXJ+4//+jcpXvjiwy0RlgX6waeDHQlA9mAFvWlQw7Ee4arALgjfwRxLNy0Ryw7JpgpCwT4BdsMawXYqeSX2AT1SCIgqQhM5pNh3zFS9hXH2wUOH93el1SWIPrhqBmQrFXH8EcCnv2zWCd7nrG47VHXTRR4C3UGKlValYO/oAvJnhlA1CEhggjjf5CLwym9aXFlB5ZM+eObW+vo5GCBiF3/QMTu/MjM0YaMJ42YCJjRId1DjBF51srK0Lm9VymY08JKPKENdgrVQq+fgsd7qFRu8d//ZfF1YXnzz57NmnXliq1FYvO1DxSrlwLOzaxWI0nhQK+f6wPdUKlmnTQtzc/tN3vVdPwqUjh3Zfc/Thr9wzOL1x1VvejNno0LEj0DyacBTl8q12Y+/y8tf/5DNf+/gn61UbzYflOpVadbvRXTl4sFTzmkGfhLLZOHE0VGPEsI+iKcFlNhJNtCzMShbu8bOc3x/aM83es/f6n/+p4//0zU/cdX//wnli489+4/Gn7/lSIQ9DQyYaxuNpNooDf7sDnWNhV033XBo8e/rsnlddd+O//2lUT/d8+o7WsyfqzBk+VfGURMEADoZYqVYvnD+PFhG7FKofDLE+DlOSrJhJ1CAGheYBaCxuWGBeVEGYVbHXmqbfHywsL7X6vekgWNu16yQ8ltUyqidmiDhI1gHrxMjk8KUvry6h2wsHI69cIhSfNQQibmxumWWvZrlbvVatXtdmua3mNjH4Va+MV79gYk1nPbFQ8FEnNE9QNxZUcQzPg9WYGrjIgVRAK6xvzDjk7OK/PokN6DZ1657/+qHB4p4CZuC59mj+NpxLYC6BuQTmEni5BNAeYRd7zUd+vfKVv+7jnOuSZj1HMBP6GTKlEnIkqgFNWByBR9i25Oc6djJlfSL8CHgERAC+4KQkLtHxGCsK+zgIBkcdfucTgRQEPvdiikEpwxn+Yj6SH//TCeYOgpXQLGFmKZN4zPdjLYuLMalJMOnguI1thz0U52sx3eQ1UUplSXFh4dvE1kxtmGSIripAOu1aOIyLjxAw7ouf/8t9+/afhnB5MsHtpDns0ycchBkMQM7zSEphrG9sBH4Iv3Ot5Caj8Mjll2tluzfwSY2KdxWwgE0a+ATLQVKxLdutiLuVJO/Ft7gf+HGjC3cT43C9UvvFMx//D79CHtarjrziwmyweeZ06ysPE6xVrRntYUPLuy5x6GEbSx7pZqE/BApMUcpZxY1Rb82te17pxWHbxrSYy7e3miTIIDF92A0My8EL211y8VMejEiwYkwj3yb2b5ohV1nBtFHwQNtpOLrfabfX24dufu01P/P2O//z++OtrUzNCQeBPstXdq9lreKk2zMT8t1nM5YRd4cFcruYaHKyFcM5//QLhB7iBRaE473XHIOOCOhYL1qdzQ08eJgAsRxwsAAAH0NJREFUWAGqi0vo89CqFcV6GmOhFIKDDC7hBbRnjX4fvQ48mLVKjaEN/QEclSwIyL6ROdomeM2ZPZzKDPkLRbhF9hlgL7d3NrZrtVorGgHGjZl4Cy2tLGN29YOg5ng4omXiCdo4gBqACYMdjuQEu1GVZpOmjRg9A6JSyQyCIjAIl1eWWS6bm5tAOmB+2Bs4RQs0jvMT1EtAKJYuNO3jnq9XFu7+jQ92a2uFwJ/Do5e/E+bf5hKYS2AugbkExJmIJF6v/MCv7PnG30blxUmGnPF5gtTY5lTw08Q2LVRHwCPUBGgtxPBEEk9UMNmspRdRteDqCsQZgkughhYQI5gGvY6OK7eEfo3Z/qBKIg8bO5dAjgl1QsGTBdagDQIhsbmxNxKfz4ZLvJgYzsQrSLx/QECi75FYcA0+SRQWaITQXbGxEiaFE7eQCrH7E2aODcdzIOuht/mbf+DWYatNq61Gwwgno42t86fO4P7c6A+3m62ya137yuv279l/4ODBwwcPXX78+N4D+4Y4HUEYULDKRdeouDmzwF5esF3oenTC4ZIMAV9oz4RYWpKtGFrJLRLWHk3OPf2dT/7SL8ePfjvYPH/i/r+LT623T5+zquVqrdpsd3av7bcMG9eZxX27bM8jIm9hz1qAA1TB1CwSZcwWdi8RJN9v9mvlCmMGORKbhld7qVYDBNi41xByFgTVSrm5vW2bNkqXXl98egSxanrVKzUnQe3gfsOyNl988fl77nUKhcXVFZgPmQZrV9213aQ1wFdoEpHcztA9a1bUkumYID8bqydHlm5XvUkxrxeLeOEno2DRFtKmrK6F43gAtjWNAYhKx8caJc0Amx3AFhWf6TgcbG43snRXPNaZAkxvI9MWrk8USMQEgkcN8pUwu3jnj2PHcqCNgpUbvia/24+gVqqUYRoHS5lGMYrGEDmcPX26jg6tXmk2Gsy67tqwYOGepXSVMclx8aMHXTE76AvxvCbHjcvc5HKTIGIQ41FANzBswgGP+TZMxnTOMPK9Xui5VUg6p3GYxb2saJ573Q/5lkfmFGQ+/8wlMJfAXAJzCcwl8BIJCDURsGbPI/fap09O+CnOzpXXQUF8UAtJkLxS0nALrrQFXJI0rQtVo+VgIBtKHL5JDnWwkV00+bkO0GHnAgBB3khsFHdh7xj0R7mMTjg/qgGpFuIA2SvHbPSAMPyA0NZkcMKWj9jmuAWYhWcMwIitEC0DhTmPVQe/oDFRbQUd92g8ZIjWCschljWu4iLM7WL1w+Xn05/+07IB1LHW9u1/8uFHjxzYc+PNNx6+6uiRK44cObDvFceO4e9dc0rl1UVYCcIxJIKFJjlfxzO9Uk5MPIeAP9jiDDRR9JPIdGDKha0XTz33xBf/1x/e//6P+mfOR5mx5ZZJZ/a7P/4zyamzqxDzVG2SwlqWg/orItp+NllaWkSxgtO76ZqwF+hGkYyz290uOjWUbL1+1yHTWoSiJCqatvA+EezlQh8+LDslSCOF9XIWobsDBoEdLcnJNsABCEEAA8GG2AeT3Ky0WN84v14EIArbZF730FSFvREwxSJpPWGGxVymEw8sqwhigAcdvstoOKxXqtB2iu4tByeAbiDc2SzGsJg6bE3GDi5B/tBxXTzemRD81JG1bRfxeEeFtmv3Gr5HqNlwhgeoLi0tgcZAgZ6QCMQwe1IPKKZWrWR1PLfHxD2CWwskPUbNaBYGoyGu03hgIyYoAMDMLBWUTKialuqLuKRtNrYhmQQX+3FUKZfw9g/HESY2+BPgfkAjGEFi6brdbhe9F+tskETFkosTeJCMybbW2W5CiAmiwoWc1RwOhoZuEVsX+gNMgjQXZvMXbr098sr4sM3h0UveCPPDuQTmEphLYC4B8RLGBJbN6fse/1v9xDMYtLxymQTq6G3YVog3Qt8DPgKLICwUOah8CDdCm8Cd2JhyJJ3VyQKC0oi9kEyhOpBHvHV1cVcC5OAOi0WsYGDHoZUZ+qdUgYSGiQpBQ2xznBEXKDHXEKQukfzcwkmQE/gJqxzbLp5GoDRqxmsIN1xaZedF1eI69oR8bYT0KySDzwmx+ezC2Vaj4xDPJuzdRKP7IDJczQNSsOLLFCXtMKp6npHL9WB0nEw9TQMHYt4j2t1Oxg989rOD9WZhPBt0Ole+8/Yj199AX/ubmx9597u733oUmqYJ6CCjJcPo4L982+2//J5PvPVnmudfXNq3ils048dBh74SDI+zjuT2ItTLMLYhdCZTR17DmQvrWOj7TrFIeF6jsQVaqFTqzfYAmh8gJ37EWPKYFGQExoTvenl5pdFsIhF8adAYacKDTVRcFpUS2AY9Ft7kzIGBdWw4Qp2DqA0QaJKMBj1UYZCODzZbztKCRJ+BYWcJpivC5SDzxtA2HsE4ndia1otFGefpReSOSgmkSa57iRvEGsooUARBLgXmDUIsol6pCmqkS/LJ58Ak+M0zHGyfALYsOhzCC6dT0n1sbqwTJmg53kgWE8PCZpvHWIbTNLpHYV4H5ZQ85owFh60QxqOFciUaE4A3E/+kmHQzHnGIiJHEdUBfNJV4ZENSDnMoOk0JoGPuUBiaBvgdk6hwS0zGYC/aUtJ2RGCZTK+HAgyDpOH7Q5Sb2crCff/lw82F1UIUyOqbf+YSmEtgLoG5BOYSuCgBgUd6Hs/pq3/vFw49/ODIKUViashhLmN7xjJGEJfsfypyjU0G11uxhaFrITfDFECj4cVLFDagRJxpZhN+/6M9Al3xwx7Pa1EC4VEClkLNo/yTUPOwh7JD4sSCsyxqBaoFflEl6AjNCNiKTRDfa7VNJ7gWUZjmQEh8OAkgU27gY2AGwKM37InuB1UTDABkcJuJXU+DGbBgEepO2q9BqeJNARpJppzPxL3hfZ/+zPKxg8Ostn763PX/5IfJ97F+6tnn/uab4YXG+oPfgRJn/ewLvWa3AIHQZLLx1Lc7b7kdL+YTD3w999SZteVdEGAz/gy0PZNk84EH/uQ7TzqjoOp40SAA0rA9Q8VIsBxGSJ08Y+HY1g0IjaBJZKz9Tk9sXmEMN7ht2I1mo0QmFF3fXN9eXFmh38RtebBCw0SeyZIEA/bMkud2OuKq7DguUfT4sQNXe4MByifBoQaxaxMcp0BOM0PTJoX8CA5tiS1kzmol9EM43mRKbtnH5xzUE8f9Xnff3n2Nra3eoG/pFWIM0cWBs+geih2+Ui2h8lB0eo6LBc33A6Tvj/q4d+EOhogxosHVBFDDhQhl3izGw33MfANssYKWKuWG35Gkeraz3txGg+XhEdbHGW1KJ3HEJ6gNlkZbLwokymbRhMmEERKJV5ZtAqKxy7me2x320QraRnHUG4DNCBboQ0qJu/52a6Fazc5sOCmFqiuOLHyYSJzS7FAJyyMfTtAujTOwmWdKXgmD3TQnNOKo2WDRJpzAtOwxVKO0w9qdK44uvgvm/84lMJfAXAJzCVySAL/JMUXl9AxbBhR9GbeEUYTwcXZJNhR2rl6/xz4LKFFUjcCcLFYhTCiuZsMSRCAU0AQcgV2IDCMgm26vC0UzfENbW5uOy0E8HA5F64PyAUOHpvkjn00WHybSXoF7MBuh+wHcoCLCiIYdD5YATgOwMASxnWIe4RIdoDD7Lz4qYCOwG+nm+YpHMIVh5MECY+RxXTY63Q4bcbY3HnU3ttxyWRLRdzv58WzzxPOtYaP19MlHPnnHOBPWnErsh/rqgocxa7N5+pnnCnYRnRcR/vXqYqgR6zaFCBzinea58xM9KddqM8PUpyp4zyJwa2hm80STDdrdnFGECwifJPRp7Oud0cDEoIOLEharaVabZXAiXm83isJsnaNeUbKBRUyypaDeGHglQuzznV6b8SPrIA71Gc7yODlFEG4CaRg7ag84K4GTIE2n4g2GgjbQowBWiLzTYgL+c3nPxiEoGQYizVyW6cTDiyitYl6i+vSSA/siuBeMA/sifAgy8OGQ+LLBJARWEHTXbbTR+wi/EVqsaIItD7spkweOwR8NdQ4IFOMlwAPeJglTw9pqQNkpkYC4FoHzmE/fH6FQBMhiB8XQJ6wNBdgiTYxiDBB1Iv7Ru+qLKMkyGpIrDvsDMrJhnuUSLEdwW6PZEgyuC7EWpNu5MIEQMg9vBOn9+n0MZmiP8Dcq2TYWWgyCoHfWB6JgsSJbbK6NVsPxMNNmw2AMGyS/AeDshoKdPkO17lp2t7U9K9e//r4Ptxf3avFI/N2EwAItklIj4VjHAOQpkT+iD1Mf0YgKq8QlXRNlsDq+XPOUEpVyp1T49z7UJue4A7GI3PiaFuIuKUvtkgCHx4MG5ZK0S3m6JgVSLMfzwMNwsZgiq9hpR/qs6rn47855/pFb0dJyFxXyVRUDOXMhPeRIrqgCO/+mnUv7qS4iivR2aYYzFwur23b4x2V0aZ3cqMqrYaqeqLFcbCY9Ix3Y6YycUBKhmBTaOd6ZFOml0jALh6dqQxSzqim+swLkJF+llDp76V9Vm3RVzS9TCIhHIZ2O6JJA0uJSSQ7jswyT/8Maqw7kDKtMKpdW+KSjkK5IH9T5tELVDbmuir3sD0UB5HRVBqAEqCpK7+Bc2v3v3nJRCJy52KgcpccvKaaqklUqvSIH+MXiUuSlhVV9F/vPJTV2WW9yQRVWJeSCOrEzvztyU91UJXckieEbsVAPby1ukaZkhcldyErOyOdSb6QJqk1PX2qC7xdb37kqN16UXvovZ/hQbKeX6WVVTLVBf+TJkWO1CCksLdM3dQdfX9YfdePFqi6JPT1BG9KWjEXdu3NWKpZT6cJK+0xR2ZlesirSm6VpyithqKO0d+pZwFDCs70zlp1W0iZUbof0zrT3IuS0QumIDHHnqnTsohg5VN2VS3JW/cMpOUi/vmwB7JSRt5g8C6qUGujLj3cu7DyWacs7VdIeN8h/F1uRQ6ntUkOqJGJhnKoXF3u+0xr/qPMXp11uVAtYJExZ6ZoUZU+RdSVX5ezObWpS1FdVVI1DlVZdkKNLH6mFOpX05H4lNrUsVYflqpSVFr77UdOfdoCTFGRTz2iFmz76vtrdX/Qdj0gs8oxMxpLKvVLG6DHGwEIxth7ixZgvtiZ2TKL9sVnxpEN9hAs3P+ChrUGJIPob0nVBiygZ2TgPq0wAjoH7SDqCYoDQL6whUCEZBn4jBOfzlbAn4A/9gXcQExNO3LPJjCjsIbszaiGV3oOhyr6AoihPEvkc4AntEfH68QSHYwlFx3mbXRQUwW6eP/HIM3/033+78/xzheHgcx/6w6e/cOepu+45fec968+eqKwuET4GeilVa+3N9aDVzfYTsr2a5bLpVcRTOIsL1YzQfVzHo1lilFx21PLyEtlK4mGszSYFYtjpYd6FMVHyl+VJiTozXAP9V3vQw+mYoRZz0EZhyAKo4NxF7N2skGRDND3jKc7kvWmsF21oDuGDYnago9RwANIZGBZHAwMWzzOIFSwJwqjUav3hALclYZsmvivJwTIOY5JUzHsc7V8eLJGHEAmtW5iGcbGycvlmt80Uw+OERJhqVoqhEUYYAlNh9cTrCALJoe97tWp+nGxBDqQSwwkCwP0onoBVRwkU6RqRYkk0AVEl2gwcwwTA7RBlx4Yt3mFFy6a86KvSdUaaPpmpGbolMYqSTy1CoQjYItrQpwjwZeP8BVAaVsh2p4MDOOAKRRjOayirQDPQSLJMQFSDZsN0YCyypoM4LhUxvk4HGM7wayPQTkOPSf0CNNA6atmQNDLiBl4ckv4FnJbNwVqOxzY4lQfVcCSkn0Zzszw07TMj61UXz970pqFhkdxGXhXiBSXvqPQ5YsUDwxEiz73YfuUyTQm/tnqI5QxHMgc8hiJbdYENlT2D/nAO0lA5J2Xkdl4Yal9kbaQn1N1KZuq8nJT75M/FytUTzCuVWZZuUE6qoiIRqwxdvZvT+6QNoWiVS1LVxbrkX3l5SZ2qMwxyp2m2alVUlig4QEzBKlOhuo6+l2akVlUVN3MMCGdqaVeKSAfUUKQv6ohz0jqLQsYl+Wwor4pK21JE9UKOZaDpfTTMV3V954zAFzUAoIRs9krsqiOCz+Re/k/r3KMmRRIfEVLAf1Sv/icF5CNSV+OQ+2Tj5o/s5bTJrKbNSTkGIqKTGqiAm9R+n94uAqBAjtVB/6UUn7R+FqTUKisEwTHvUiy9SiUyOdIddcNOny/VIKKQ/qVQTHrGsdwkrwrpCFWlvCScYSmmTTIf6i6RM+epg2eNO+WyUr5zrzQphdI70n+kfnVSrQGO0ubS5ZPOorpMtWrKVXnpDNGpqv9SjTQnA1INiRyQBqYDInHkNnEgTUchSllpj4Jq+Dvj5zv3y1+uyl9qllHIe58Px9wkZeUmKSmHSj7yTYYq/8LQwapIj+VAlZJ7+I/aVJd2BqmmOG00LZZ2T7pG9DFzqpqjQkS9U81Oi4Ce9BmmHQqmD7I0n3Z+pzUlGbmsFnDaQ6mcmqlfZlGuyWNHf7lTFhXDlOv8x1lVQMqoOVOJztXtDEY1JqtdnqAdnMc1KXlxrNCXqMXGaFQV6WqgUtpiROnA5a8SEsJVZ9QXNRHSK3UyLSPSl49MPWfkm9y70x4yUsXUYEQm8kjsXFX9lzOqJelhOi9yXs01L5KL1SiZqS+qHdVZqUceX5nVndHxL44Y8qaSbny3wkt9lt5KNapXarLUTO3czz/ykQFKGRGIvMjT+lXrMgPpWKSYlNx5pcl9rPudjvGFFCA5bfmBu5ytFyVE3DEJLZJAIjF+SfIungu8XMRDW4gixcUWBxFuR23Dr3eIfnDE9iWmrIiDCoVR5symaAbkZSs/13EewgCEeQRlC9TIuFZjtZrN2CuJOuLhonI8j1k6yp1XZ18GOYFMGIGLQiGOaFrJDe0UOUMiFg35W0FprBzUS4Lk4BHUDV58aGRGUaCgUiazzzAuW6jsr9VrRIhZUBYY0zBwyhU4s3udroomiwzYg0jx6o9t9BymgUENx5QgN9GnssNO2OlmehhEps0Y4LsmRwdoLCb7PDCw64/w3gYqJWR0zRK4DvlkIUhwSfLxqtGoN5MQgTXEMT0M4COn94NJ5EqaFtDJDO9isqhut5qwWlYsB9SCfHluiUpLSYOYVwAB+jccmXkC8JoqGtb2VtstEv+eIciOiuRVStYX/kZjy7bxd55h90N2umagO8JpujvE5YhTOHkNIwh+coBKphL/MtytIEIgFg+/Mi9n4NE8GPp6ksHBnelhbwPfMoFuudQbDTMFXfK2kNIM7ZFWwJNrlqAY7IFTvFIN8x9O+0wYmxmbZzjq0z6OZqiX0HjJPpHN+PCv4z4GrSQp8xgXPOsF4ssmOAzt2b170COS3ycNHKvBhTsqm9lutxa8MhOPwRG1JAngolEIuxKQGf0k6y8ajlh/WDPB5tCS8rgQ82/Zlj8ZIx+ngN0XGJnACwBxJAez3AQdo6YXsQMS+6dVl+/8yKfOLJXMfgbPJFqkrCZqS4yjyJ5eytMVT0gJlyGmkWP+zzFAH8YvwfnqeeMM91KAURZAjcLphQwxNDNH/BRQGgiePfZPxMDTJG8fXmE8hCTilTPcuFO5Do2YPMNcon4eW445oCcqw7IUY6NkmfI1vUpXaYJjqZwhoF+hrXQg3A42BQhDiUroQwZa8p1BUSeXpDNZ6YOMWnJH89DKScbCebYtitGQOLhTjNWMNV0TbTEn03Fd6psIAZTPgNWQsbPzod2dgai2KEwNVCWdx3dPiZou0ROOGReX5C7q56QSL9XuDFCNTpY9ck4lRlHGK3BOapO+qY5xNe1t2jSN8uESVfEbAcZ/WqcS1yUttojXNCHEkpGKA6WaGnlVc5eaFJ5IjuOxqkEXIVAVPYR9HTlLKZpDRDyCrAG+S+ZHqUfkqQabtk4l9IqaU9kWDOkMHwjJxBVB9RDpCVRQoqOmtB7GJZVJXkKZXJGS+ioDV0uIDtAQldB/Cojc0lFcWg/cwI1qYaRCTmUr8qe/4DC1YKSetJNSsfzH1EifWaWqckmnpFpn8bMGuEQBPqnYuYXOM/B0OdGlnemQuGM5L7IF3KhuUw9rmHFxksXPjsC6SucrHSzHaesiQzVefjmKfOhwTh5JHjTOj+mJGoXUo55KvmIDQbx8lUFwXq0KGpMzasHQIkKSb9zOnPKVvknDsoooT8184zgVDmLhw+20kj5cjJ2TjAI5pKW5lPZcGlVTL96OsueLHCiZylAWMyNVT5M0pJrmJJVTJh0FJ6UttZDkpBIad3GcXqIq6YbqIaMgqokZ4V6uciAUvar+Hfmrbqf9FGGqVZ3+passKurhI02rztAKN8pwEIVa/DuF1QDTPlB+54ABpouNU0hNjT2th2MkIENT8qeStB6Gxv9lGahxcZLmGBEHdCWVoVROVarnIis1ywiEthh4Wp6/fNLOyxH1q+/Sc/kuQ+DDeqA27uUrFXLMjbTO9HESschXdZVe0QeRLSfVmueAOvnNDUPx9//u+ypf+mxcWoyhf/ZDFAfsOyAYdmqmCxMYLr/sqqAZcBsgHdYiPHSxFKGtwVOFn/SYbixTF/rFPOTXSAaeJPZQrGq4/soK44rjQokEQTKp2fEfEqei1HQDBqQvFAblgajY3HO4NgUxiAKrEZs1NhPgK14rnMGcgmUJI6DvhwROsaWik0EtgEMwfDxAxZjsbyurhMVPjy4tHKzVdxke/icohgqFHFCGp6JHKLhVopZ+t01u1yDCkWgme6fQTSaaXcS8BT2PUgMQD49OjLRr6G6EXzwYhWULdp9Zs9PImvj7TKFtTMi7amaTICHrCullUeRkwhhXcn4bCr8T9yLBWYIPcn99G5/o6WSs53NDPSPQJ4gzwRh0CVZAsUR6l14b9EY0PD5dGdBMJxwVbMMzTSiR8hki3Uj0NsOZCS8iScIKTgnDpUod1yJlk8qAxrx6lV9FE+RKkrVuD60Jggtn07UDe1vbTQnjEp0g8XTkE463Op1ywQR84TWNuxZu4+TlYBXXkKwfSec980KnRTo2M58LeMFbVtQdToMRv7/wPhOecdhCUdWg1cEZCD9xAsPGCbY5jJ1E2OFoz7wC1wb9PiwDBciN+v0qMX2hjy227JVQkjGnoJzRyCegHzZwMBNKuFnIIPL4HzU62wvo9gpmo9Wi49h96aGmdCpYalW6mIzluGNfKEcxZZYrpXg06PuB2G4DPL2KeG6d3zxnlmwS54yDmWHkpkHr7LU/hs2x2T4DNQQrSdRRSQKkg1yABc2Hhlhn/ETAGArrEq5g/A+8zxlxCc/lcHJnjPSInwJCooqNuWg4rrO1sclvDvyrcEjHXQy/LvSN/OAg1g9wxu1IgMrTeqhcHgPWG+kJeWETFqE+3IsGleawQ4NucWaHIYMfQq3tBj8sUq9AMGijRSgfvvXaxsYmROQ4Y2HoROAYMTlJt6knfQJpjneAaDT5aYOuNSOkGuoQPrEQPSWAm+GTxJcfn5KuDhCBRpdIBz6zmVmUhMdoKBGySIk+TDCwR4QuYqXlaeIMz09aP0pjuspYqB/HNuZM6hCeqoI8Y0pzjl9bmcBGgl1jOL2KWE65xM8vfhaD9cUf3yTuQ9tYX69Wq/Rk0GxVS2Ukj8FejLykgSyKBxvvEXm9ZrJoKPH0pwC/QOgPlfB7jgu8CiGqwLJLDCPvz1q1dvr06ZXlFeRAOr9Dhw4xCqhKWeAoR9F68iZigEwc6J564JLwg5EEzbL4Zafkg/o5ZiyywKIx70UI9/nJxFV+U/KeBI2LfFQaRwbOSX7zcZXVgoJz/cIFRkS3IehSQs5ikuaAVzrvOLrBELqdDk8Q/0N6dIbRyatJAhEkqVGlUiEEgWqZen5RyOLkrCI+5V/GhQRYbKwHyqix2MPREMHQAX+ETr4ok8gPU12U3DIehuBLCAt9QKQ8yY5LGV42kfyyGg55DTBepMFfBsKMS4KgLHGfMUywrDEmlWw/CFzCbAnhiUPXkcBSbmHQvGeYFalqNOJGBEudvNwkCbllsTzQ6TJ9/Lplglg5iJTK+VUjA/R99GfiActOYEP1Whh1+zx0bBIyX4QJ8+xMpzDQ0KsVxXgCtSzPI01TD+sECTBSahBrCI8z8Io54sWbz0bJRBwSoU6TxFMwgBBWLa6QTB8CYfXyP+rhVczDwmuU76xxfpSJWUSigmAYlohaXpu8tRgpa5iXLTLkh65KwM72IM81QcO8EXkVICtmIZfDO0TZ0LEYACUIRFLpPmmLuUDCqBSYbtoSsauQJdY4zy1PN+cphtxYkAxNnmUVYY6E5HEgBalNMm9sILIakQ9lKMma4RGjQsSbmmLpGOd5djhJo1K5al2ecd5+jEX5tXCVD63wl87QCqtLljrrkPxOcSy5LNWTKD9HJSuXCJCFROvInwLMO69JskfwHmQl80lroE1uoZ8UZqnzDxMKZx7neX3hjaLmPKO2BgkT40ba4l7Ki7jE2MI+lqMhriJGOsxJJkXtC0JmzVODny6tpJPCEJhZvnIjNbAaCeJhtKpT5LuaID2mlR/e9EE6hrtPyd33ra/mu30ypCV+i7wQwoeoLFlomaBFIvK6q162GEToSRGVkW2zRIE8BBu5lRIN+QNSp+Nqg7mpiHgTUeqoVwSvUILwPW9AUvVJ6JAcgl/YsywaIKqilfQVhyaNt6J8stnOoE8TYAdZlhKuJEOWVZ0yd+eEe4jOYwsiJB69As+FZmSn0OBgFQwm0Sj6/xsw06rAj7krAAAAAElFTkSuQmCC)
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