Use an established set of rubrics for products and/or presentations to assess student content knowledge and presentation skills.
Use a simple multiple-choice test to assess student knowledge of the terms and to some degree the relationships between the terms and their implications to health practices.
For a more authentic assessment, have students present their products and understanding to a community group or another class, using appropriate feedback procedures.
Follow-up/extension
If the school has video equipment, record the skits (see below) for reference later in the unit. Also, if the students are to design the skit themselves, they will most likely try harder if they know it will be taped. If there is a particularly good skit, you may wish to use it in following years to show other students how it should be done.
Have students research a bacteria, virus, or related advance in science that has occurred within the last 5 years. The finished product should be a one-page summary with at least two sources. The information can be from print and nonprint sources (Internet). You may wish to give bonus credit if the student is the only one in the class to pick a particular subject. (This will help satisfy the curriculum objectives and also keep the teacher informed of new happenings.)
Have students investigate potential lysogenic viral interruption of exon functioning and resulting genetic malfunctioning.
Have students investigate the possibility of HERV contributing to selection pressures by altering the genome.
Have students investigate use of viral vectors in transformation technologies.
Resources
“Lytic and Lysogenic Cycle Activity.” Queen’s University, Kingston, Ontario, Canada. http://educ.queensu.ca/~science/main/concept/biol/b08/B08LAAT2.htm. A skit.
“Lytic and Lysogenic Cycles.” NASA Explores. http://media.nasaexplores.com/lessons/03-077/9-12_1.pdf.
The Lytic and Lysogenic Cycle of Viruses — Two Skits 6
The focus of this dramatic activity is to show the different stages in the lytic cycle and the difference between it and the lysogenic cycle. There are a couple of ways to do this activity: 1) the teacher explains the roles and scenario to the actors (students), or 2) the teacher gives students materials for them to use to create their own skit showing that they understand the concepts.
Materials
A sign indicating the nucleus of the host cell
A sign indicating the virus
A sign to represent the host cell’s DNA (held by the nucleus)
A sign in a plastic bag to represent the virus’s DNA in a membrane (held by the virus)
Four blank signs
A pen
A yo-yo
A pack of cards
String
Procedure
Lytic Cycle Skit
1. Identify a “cell” area on the floor.
2. Designate a student to be the nucleus of the cell. Give him/her the nucleus sign, the DNA sign, the four blank signs, the pen, and string. Have the nucleus and four other students sit in the center of the “cell.”
2. Designate a student to be the virus, give him/her the virus sign, the yo-yo, and the pack of cards.
3. The virus comes to the cell, enters it, and has a seat beside the nucleus.
4. The virus grabs the host cell’s DNA and rips it up.
5. The virus then pulls out the yo-yo and hypnotizes the nucleus to take the viral DNA sign.
6. The nucleus starts making viral DNA signs with the pen and blank signs.
7. The nucleus uses the string to attach these viral DNA signs to the four other students in the cell.
8. The original virus laughs and breaks open the viral DNA membrane.
9. The original virus says, “Go, my offspring, and flourish.”
10. The four students go off, and the nucleus dies.
Lysogenic Cycle Skit
1. Repeat first three steps of lytic cycle.
2. The virus says, “I like you; let’s play cards.” and plays 21 with the nucleus.
3. The virus convinces the nucleus to take the viral DNA and attach it to the cell’s DNA.
4. The nucleus says, “I will now reproduce.” The nucleus starts writing out the entire DNA sequence once, including the viral DNA part, and shows it to the class.
5. The nucleus then says, “Pretend that I have done this many times and that there are now many more cells.”
6. The nucleus and virus continue to play 21 until the teacher walks over to the nucleus and says, “I am an unknown environmental condition that has told the cell to detach the viral DNA from its own.”
7. The skit continues from step four of the lytic cycle.
These skits will show the students the different steps of the two cycles, but the activity becomes more effective if the teacher stops the skit at certain times and ask the class, “What is happening?,” or “Why did that happen?” For example:
Why did the viral DNA rip up the host cell’s DNA?
Who produced the protein coats?
What happened to the original cell after the virus left?
What are some reasons why the viral DNA might go through the lysogenic cycle?
Sample Released SOL Test Items
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1BJ3VQ+ztcWXtPR8R9aBz0fZpvo9Ch690u/gFbBzpHoy9Sq4EBMxhdQZndktisbPXCH7J1d3fzWZ3/Tc4mmHu7sTujXs7ZJploW04szGbaIcJ7ufsTd8ulPs8zZnipqRysy2CUjFieHexm5jaO6UtZ85nliUFrUcjN/mAmZ+tnt3W/ae+yAO7HP+4gb4Zm7aVYSngH/Xw/cSAPkLxdgHGBmVCcstSnKiYfzEKHbYc7W7aDDON3MYm3ElIH7TnIM1J7ufkJpVxmKZHpyWZ2voRi9l1M4q2E1EF7jrnr89m72cT3Cebu1eb2kdGR1EKL3dh/ZBh9Pc3O7km8BZA6aM9hf48dIjWeipJohma+Hom3ElIHSUhIdBJSB0lISHQSUgdJSEh0Em+kDiLiG7bRRrEiZ9kBiAQntpUjnTatiqxpdaJfhe2gs9gZ9Jogshu8hd4l/u1zOgc/dTs/de8d+Uuv/ZjuvYEvA95hr+/0oJi+LfkTKc+cQbzZ26nkQpod+B7yhC+F2zxQZg31N/XUp6d4OZsdczv4KPxYmLvO9tYadw+VH5XF5nhDnWhvpA5Cpw9dCvce7215GGe7oO2zOvL88q9b6PQxflwPi/3H+/eaiHry75Ohb0K0KRbvyixlaFMyet7Y+Fh4KqpMR+/dv8cPN+0u1iniwJCP3s4jDiCdsZ1dnCC+tG19rqJt6GPnx/geudrLWuB8oLDKhhk7/HE5DGnfy997/fLb/2JHk0FQuaVc+4fUDiDC02F23Ge1YHfYRWpNhdjIiHhPYzV4Q/GmFpz2sO96SAx2YMrAkb62uqa7jZPL7DURNYY931rNT2ag54W+DpEtlrubC34d3M+3w2xJfJ+ITE+ObJ8Biw5GzV+f5ymQLR2mI1YzRTt3ulvlVxokR+0fUjuAcH7sJGKG2v8z50E43GU7sFzR7eBNbpw9CInB9sJvNWix8iJ6PdO3764VZgpOJyjCbrdTOsq2dzrI+HZiwIKa2IECUswo6POFvNI46u0+7d711cR2D+sfQMA2dDld0N1E2GiC9rjDDyz2o+DkT8GanxGgaL6MwGiACHrUZ2r6Zpp7PYqlYmYxk11Ms4gooyPes35x+k3dTqUbXoPQuHbas7klIvqMaKnMyH0F74YuJbmQytzJZJeyoo+j7hPRJhn6veVMrGaFqb+peCo5mxDr1Qx1DvlGfQNfBpAbP0BvCm6JtEwnVvz8Uo4dLh/y+kZ93Ue6LSQMVeIXJNzy7aSAYFnoOEAZx/OdFIWvIp8RLJr4bJxx75+ts/1XnrET6tlGi2AFwf019BZqC+6JM62LRTmJi75UKLi1057Fh0Xy0/Gj5NXnVSxmtTAVjIdE5LHX9U+3yBUvSM/b4IqPz0T7NK745PU53sfWHhTZpdk4fgfGg/5hv+jVqkdeWMo63re7T3sgwK6uLp1M8g/W8kvLSUMJGW/Jz6XJy5N80U3Rx9DlIBys1tuJmYE6rt1fSy4kiavIPeD0nt0SiIELkARewxMva/vDLrQfOigyE0HbY/TO30pVnlf8I/5z58/FrsboxKbGxb1BoQLCU2F0IDRSYjYRnopCu1B3r76sRi6HKZxDcjFlO2RjngVLSwRKBI9r4ZmU5R+WkbJeXicSuVrjSDH5C148f5G4nsDyqu/DPvQSMU8MFeYY1kiIjU5Ndrz+NxVlZlEuNHJlLNot6KjpuDZGPs32FHoB/RtKwUINmdpBqlonLUJ3p5T4d/HE1UToYnBOfYLOjZkzu5LNZDMNCb8gl4EoYUaX05BwO29HOxLZIB4RBxjqi/L3ai0IIa9Pr2tc6x60FwQyvzDv/sSN+6EUMHi4d4b8NSgPtZF4irJZXZqFuCD/1FphDW9hzrILY5zOgttBkelwv9OFUsWvJqIzWsUbLl6xf2K0+4Z9WOGS903sn5yNHwqooHHFo49tNGoUHA+iDK6TLjQoZItETGl0FodVZzaBG1BfOipIsQB0MolNx/qd/Z4hT2JrCfE4ZEWEuYqmTXxeH2M1GvIELwSxmE234opSNAJ8dGOoPBaI4XnV95kPUkLFKVsSIJ2eJ41MHdUqx93DfuggaHqFQgicZqSC7o+dqccqZlSB7byLFDk/hVx8UIRKjk5HaYRotC+M7iQyFSEyYDQemygs/UFoKpr30GCMjdhmYyxWmveBuL4UjdAX4q77d8x8TBaTDNKRG8qGzoRxQoQsRiYqDrxU0QJF0H8ZOXmDishCB+nsHXQR5ENR2zBlEcM8LJGEFsrKo4kU5SFqG8y9JGTuMvCe9pKlppNwy7cn/5GkdsRvdGXd10DuOUKey6v3MHT7T/TnNMsIdh/3pBq9M0bKm5Z1MQKqgdH0VDZwMxp6/vp8+lZSl7+70bXWSkVoRtgyXAeJ/bPeKw4pUHmcloT6p8jGrzTonHmNMIbpWcxzqDis9czdDF4By5dC49VjAbxnJxog1Ii4t3kOnJq+XCrmhRLqwkNTkD56EcqADKGwWtpBxL4EBY1XQDMyahc1iXmddBAJELqJ2KaIi30vooqaYj90UHgmAiPWcaKxmjUsXzllHxEDAb2OXiKpI0Aiijab8bHq+NChtPIHoQ85nYzvFTMJhgQtTOgpGvYQ+sbzDZ3K0OVpQcxc0whoyCIgblDr8jCumRtJMfxGO0fDuSXCj1ApWujOvm/6XCdcNNNiKUR38k/19RALq41x26gFhYtQDBKGfQp7kL9UCHzSoFV+WF6+f4/x+JRZKCv3X926bzT1FhzyUBkgbWPtjN4ZY0rruhjQ3d2tPlZhv9jZOsIDdcO3C/D8uWWEQUv0mxz6/tmkD6gNNv7wTJh/EOT5855JmgspaY17P3cnR3IQYwEw+srVIukgYwm7seYSSqhbLGMscEZEukrsVNZDOXYlxsy0RiAGndhJgIwasBFzzTXg2jea1/3QQdC1jvcd5YfFsTtjL6ovYF3r1XbD1uCMTTrro6SxdotfZ9r8MsXY/woFyHd5aXlwaDC/koNJjHmJkTp/EVgr5HXMmyZ5WtpBNoGWuGV5YMHBGsc8D5sCQxpL7naOhnNLJNP83CbmVUXwqpB/oZ6ucc1weW4uZ7bWC2YR7EHjbhr+dgqbxb/Hxaejrv9z6cK01RqzupiiG8xKKzuoZV2MQMnJzQEDIT6bgBnF/Uo8f15U4xvRP7v/3F15rKJ/8kAXpn2A2Pghw64PuprlxuuOXocfzMMo+BPrNTrE0on0qp0SiiBDXuyQ7fiDdIEYqs8r4iu4AMm0Zwayosxfs4qyt4vYcx0EjRO6FELFJi9PYiWFeZt5WB5vVdvNLSMCFh3kAeHMpESF0fLLFBQ/5ROditaqVf8XAfuf7YlXCaRgPY8mYRPIVujz3FqS8FSYL0OMVo91edSnKtkRk9OTWIpD4R67e6x9O8gCXD7NuKlMrDkz+874Lp5CYscMSd6QcllN3U6J6zij1bMzO6hlXYyAaQMFDbWO5Q/5+2D5kg5q+UaKQIk3on9SzEidT1CUlXHzJM9Nx5lb0wwKVrb37apGs91sk2Q7MtlS2UaGHC1jqBCjOaw/dLyJqQmYqOjG5ccqfwUXYPFhsfBTgfKPfht9S3QQFBBZMXz5vV5eb63It6YwvvFptugt/1omo7f8W52u2HoAQ+WFLobY14pDLPg3Y5Xv6qIQEbCGwlciurjPxjzFsmEpV3mqinfqrB7r8kSnwqoWmoKGLuu127GDLMDlgxLyJQx9SayrCYOEdTJvFrhd93YMs4lLE74zPqTgjVg7cypiY112Zge1rosBWDisra5hqsc/2jqsNEZXyzeif9bdK3+rN4qyHZ8gz23t5zVanJZ+KVEKmdgUwqymNI0F0I5MRPAMKVQUsmoZUxcdj6wnLkBi4OevYPuwnW4SoMK3mO/Xx/59+TavKWkigUdf4QG50rfTfX19WF+0nKWxjEprIbomLk/EZmJIx5RFOdeqLTZnoYNCB7EvFxeD5LWBNYRpASmekyYsnDrrpv94f/pVmkpbLBR5KAvFzOqx9gf93gi5RaJIXkvQnJ+/n4cQmIvaoBDRw7glQsPDFP5hjY/9bjZxJT4xFcZEByHHpiP+zxuDtpWlaQrd22me5142+srGBgBZpq9nB/H8W9fFDFAlFFj98LuHWVt/FWz5Rl05qVES1xJkaMAcQIt7z3hRKgtZ8dygN9+Zecd2yEYM+TziAMUCyFEsAG0dUH1eDU9vxgLYrh00eFobC6oKydN3MW4ZVV9WTT8d6jreWmENCpFSKBADKggLnU6EsE6o1TS4X2wze66DIPrElQQFM/CPjvQ5XSliO7+RhLpFG+v24MAmrB+BEVLYx44b87nFHLSJf9gXGA+ir/T39dO6+vCfDluEzYbdRCGc+G4I/IAO0tEY1udP+gZ0I5m6kSTj2TPkwSWWcpO5k9GxjHdSmY3P6kCs7xTKgu0M+sw7camX7ETmGzIooPp5sYYlwqwPxdwrhGeRM/Gxu7H81D6aYNCSzdimhHV5ik/hLwtPLp4Xa3wFQ/q9H+7RtFnTvjGlF9LGFL4bS2n4eur3NFKQD/mhrOtiCowrCIckicbGWKK2tn4jpej6p/8zf/d73dHLYS2YF/vcZ9wjJhqM3Gbh/dPxvh3LOnF3D+ZLlCd7m1Hl0z4jHgugnRLqgl5Az6ZupWhj0YvnL1iwhsZG6sjliOczj+5bgbHjsUAM2UziaizFAzH85/fY1Rg6duK7OJYIWEXqzvTtKfZcB0E1xGZjOs55ke3cOFxNBzDyCX4dFPcEt7+nlgJmccAaMj5LR2+Mz6IPiaVtdmc7RyJN+fB1ZROhe681LAjnd1baZveYphvlubMUQksCfx3ofJnxq1mbbzT2z/lbm41iLavN0KaG/slhUZ32ZSKCNhZxv6TzE6f1wWnTjjc5HeFfD/mPjjDtvbEbvCUkDgC2GzRNwggpPAmJnaPZdzGJ9iF1kITEDiF6c8hfdhDCt79xkDpIQmKHeEM5ww4apA6SkJDoJKQOkpCQ6CSkDpKQkOgk9lYHsYCZnw7SUW/8letnib2ALujA60B9qubuZuNX2YnC4HiQeDMqzyqpxVRiNqFou+2DfwsaN5RK7Bh7q4NYwMx/MZ4wItmTkNgLlH8tT1wY87z2DKc+UwdPnkJHXSusRa5EOO+Pa8AFlXNv9V7iCjuUb1Nse8qf+0fDfqzFiDBFLvsk9ghrq/ldYYzOLbIT84HzjCWSOq3rhAsWkKIdsLAftROTkcg0JPH62A/F0A6/iYTEzqBxVyd2Zacy5UPbDvlBmYB2/J32Q4snJCR2C/uhg8RjxzoPkSLQxGi83zkijcbaPjAaEM+U1lnB72bFq8QKzvl01x6sLS8ts/8eYhQHIm+5KfI/5nN3ckS07HQ6cT+sbvHkMRF9FwoFz1amdCPIJcFu1g6UewRedOv3zl2bs9vtyLbyvDI5NUkHDgs/Fpb/uczrNTI64vP6OLUoEVGLMqS/xAcsykpXElFcmO1DX4cwyUenos4BZ2QmskdxylpCFB0alxpuo7KBctbpAbVOoj5VdSmKtktQaZzsp9/8wKopiCqfWLG9Z7z8hCcXKeM/XEinb6apaSjeHH7jvckbSVHI+wyLDiZ2JxanYMSP6mDNSF16346e7hj7skAS7CB24PPxOttUej4gHnaPfxfH8jswHmS9DcvygTrvNymRZlc5Kzj5m2LTMddAv3fIG5+Nx7fylhtB4VL9oyPIE+M/MOJHh4tdifGjj4zo+9IE0UWrvzH6Mc62aUR8JpJaSMeuMc7w0s8l/7CPsZrf3eQkFoF+7/rIlVvK1jQytmw6BZuflXk66v6nm6jvA18GOPU9yomBIebmcNiT6VT3kW4e9BUjigjJUWZIA7KCnBWNzFxjmPdGrkREcWG2T/4jaf/A7jzJiDj2NE6ZBcQCQ3TZxXT4Ulj9l4py1qn4NR5CRePZ0qUo2i5Bzi5gfbgUL0LOeDY0HoqV2QlVNNnY6Dn3kIfOtaMbsH3Ph7ZEjkX+dFYe3bWze6AxSWSbdDCxO1WeqkS1TqzVjHt/oWmQhQOCfdFBW+lXIBRM+CIfFRQ5fXSo834ftVOYCqj2kbMj1lcVwd/EWcFhEGFcRQXeciPQkHgq/1NhUiM/7vvYWX6ssvChDR2U+J65JNWKiqFr/4t9Tmv+ZrklNeNCfVRWtFg9VB6RF10H6Fa6B29htAllRsmGMiiaQ1TRqMup06NGY4bcgl+HGD32U5VP1MGLQXqKJnnGRqSpb1QHQxSy4sIhcRV+Kjg/dgZPB6HFmFQ/6IwRxAtMjZv4R5IsEbI3yf8i+nqMKW1GEGPRezRLAXKoS2bEn7yZxtvFQ+2mnFAtuS73AWS9Eim9sYPx7pS/X6D4IpjV+rVIJxZBFg4I9tUfxCe91GJGvAGWpKIduhF5v/G3WChCy1hfFfPndkrvX+zEj2sBFjzgRnKkwTBvPABth/mjqoFhP0VcQt+18AUwhqpL4f4GZ3j7BIkbqopuxP719dFqiMKBiJFVdLnZ/n+2/v9m1PSJqwm6iumRns3eTlEKXy/QD6RA9XN6U2I7jkyx6sAKCF4IdmR9AaQaBabGJZJAHue2HY7BNk+uo/okRlEylIIy6GLGiQ+205T7gNiVCOy4vhONUB9NWCthDteDLBzpOiAlb4l99QdReC+o84nLEyltKUE30ATFl/Tcx4H02GzM+qqY/6b3pw2SQEwmxYfr+dU8FnrMFmhwzXGMnA/ktfAG0ETxq3GslSyInTB4unu6sfxJ3UnZFFv7ATP6nPU5io8N6CMsAVhMmJvJUqlkM0zF3IVBkvGOjvBSYRo0JZ9mhk+hoGsO6qwQWqcUkKJF/hELDLtVNF3b4Rhs0w6ijmfKn83KIKSYcIQfADvIOzzS1cOiX2jE+01ZK8lOFFM6XvKW2Fd/EIyg4oMiJjqIMvl9ki+wieC52ZLe+qqYP0c7X+Jg1k6MjyFnaJbQ1yHmVlCT4nTa+17vcoMpnayqRIMpXQfiRYdFE2rwotPivB07qNfR20Zux3S54R4WBkMLMUbkoYUfC1Al5NwxDfPAlR0XVztOaPU3tedoj4VrH2JEPhY3WOfgPunUGAu3cF/wPHdgB4lBB0QQl6auSzTMZ6eYYuQIb9mUKDzWxRaqHDdsPNvQMSKKsJZSO12iHT7vg4l99QfRooPodZPXk7BEaEhDx0dnorjHlPfb+qqYP0c7ZMnoqWWNhZfKsPHvDWXrdOpyurC05kzpg6cHm022oUsh2ErsY1ODF719O8h4T8vckIClH+UQ+ibU1dXFHK5TYShT/1k/Bc/iskLJ6c7NKEZthyenGLN2h305u2y6M5iipNrtdv71oFkOzaKkOgfcZGyinOTaUDWvKrneuI1TfV6lz6D0XayZHYRnMZhN64Lq0xcl3EPKF28kObTkCLduSgh/0DOIJsPy2VT9VV9WWWTUstrMsd1Szu10sHZSDiY6sD8Iy1oKSYqZnOhyifc7T7zf0xEMqmq1iv5NvN/WV435M7S3I4nuya/ka0pNfVQP1JFdTPf1OVEq/BaZ0hVlkyldj0P13LA+crzvYKTCmu1W+qmQXkx7h7ym47PZNPVO89xQNs+QFnRUC8KFPk0KFOoYkySGFg/jmVpMUWmzi1lFcxOI4Y/b3K6Vv58nzxEE3v1ut/EGihmLV2883zDl8+Y5sNAD75q8wjfsS99Ob2gM7axBXymJ2RhZdoDb6aZIueFpFqIaBik39LjdxIIOKOweiLq4WjQGjKtnddJN8Vpzd3OBr1jPgZqzHdoknycghWYjMYW5MpuHTkDdKTIHj6CrA56leCr8O0MzKTWTc8suwePcSjvIBMf+fIx7cPB7+Ydl2h9ESvrUyVO04QIWZl6LMIsuRdscOO83sYI3u9osfzHF1Egmom9ow+i3UWSYJKb968nyI9Vzmn0a62kwpRcKBVjyFs4gaMbE1UT2bpaidDNe9KPdFNHJpoVB1t1PVpW48WRZYJWfhJ69Gs/ezRlz04RhgxLXbVqh+tKL5mbncqfZ/qDe93tpI4lYcp24rA/xoV7Q9dBlxrhahNDUJEWLbhZQoGUOmFEydzJQLtAgviEf1ERgfIzT17tPu9H0ie8TbHVmt6PJ5q7PkaEXvjTh+czr/sSNewKPWKDR5D/YF4Zm+ydYL5qN4WYMY7b+1fYH8VCIfNsaCz6xlDt29xj0O+xf3kxoXBad2czSQd3DM5HkzSSkYfpq1J1q0eybRkspWXcJWHbG7qRLOchHNfdcBxkj1ZnGrrOmMbdiBW8vfyOMRN86DvlmTOlGwPow8qJbfMhnx+ia9wktt7lYc+r7lv2JZKUrT/3ZtgMHKhpZOgmhGZgK+KdVGLyWOSjaFxydK1oED3pFMO5UxhKvffL/ei8yxGulg43G+9scuiNnR+gTbTPoaqFDSyntoEscZKWjgzzEJSEh0UlIHSQhIdFJSB0kISHRSUgdJCEh0UlIHSQhIdFJSB0kISHRSUgdJCEh0UlIHVRHeCqcXUjXFMWmEXeKm1DyK/lzF85Z7FHcLdRqtbX7a+7T9R036m/qqU9PsQOKWqms+XGISCi294Xc53ftDOwoz+1UeoHtwA40qOl195jWYgf0+BRtldrI9G+xVOzq6tqVer2VkDqoDiidiUsT/cf7jSenz50/BzmNnR/b1ga/HaD8qIx38bfY/2J/orKIALmlXMtz4UQkhL/7sDltP9+1A1RfVoPng4XVQmYpk7yRTGjU9KGvQ7rbTGtR+rW03Xrh5tLPJd+wj7b+L9+/Z3/PXnleWV5ajk5FkbJR2ZA6yAJSB22CDlUaT07PXWecnvPX5/e6AHRuSAciS2rJjwMzjWb1vSlax961A6ytrhUK7ExZ34d9JD1Xg9dJhGktiqvFHbyRVIzIRtB9pDvwRaBWrcVn47ZDMhCQFaQO0sN4cpoRfe7ShF95VrF12UxPkBMHsGKwd9rkx2GnEPbLKtnPd+0ARERJErM4xmGsBZogfjW+gzFRe1VTGufUeVbI3zfqgw6iqxLNsE86qM6yvpR1vG93n/ZgiqCpQ7eWvvfDPdEDkmmc5CSOd/LXOAec7gG3yFfPcl5hR8mJ8BCXdGT47O2Nq+gWnDsNi//s7VRS8xq4hzyhcWaui0x6eG/qTorIqgNfMuIFXYp32KvFdYi7B5zes1v4w6FulleWs4vp8mMVZQ5fDmcXs1ga4Hfqlv4oGcmB3k6/uZ+C8+NUn1exuKBz5F6BsR9FytzJMJZlpc6FXCc511K8oyOBzwP4nZxN9DmdgdEA9zfpoMvH/ddBWAqlQgG/A+fH6Dil+kxN30wz/matjUTVbCFnyjz/z+WU1oKQlXNrC1o/a9qd6H7GHDi0SU3PPWiiJDMr+kPLprUg3ug6qZP2e/7afDNZ6UCWDmcjQP4U7wy18Ax5uB1E/r7kQhJSpbZwnXTxRuT9Cu/tsfdEZiLoQpHpyAFnYn197IcOin8XxwwfHA+isdWn6qmTm3z16+V1IlfEHBK7GiMPyLE/H/Oe8URmYsSlQuwq3jPe/IM1NGr6dhrjmWjPFY1XLH41EbwYXFefoM1cThf0EedhYa++mghdDM4JV4nLpvayxvSCFqiDccse0vw+W5n00Px9H/X1ary8pJjEFBR+fXqdGOORT361ML8wT4OBSKdUVSVPNqOpHx/DSEBlTflcUGvi4qm90h8r5XZQZDrc73R5hzyob1Rg7GdF+rAPuoNbcChD/4f9lIJhiZxRSCLhLqwWUrfNSc7FfPI/Fbr/bMeDiWsJ6Og8RsitFOPVPtogltcoHLc0cRM5Cy3oMW1B62d1qL6sRlir5XB/5GERwxtj9dzoOY9GTU/9p5kkORq12Mhq7UhYJ3p8jZ/I2v1vhGgHoV9RnDICOxdN9zT6G5b2qXQqeTOJ/sb7udivKtVKYbHQ39efWE2gLi0P/b7p2HMdBAXP41Uq2mqZCG5yS1lM5lBD8StxFsfyEGNZ7Ovry9/PQ91ErkRofsDopagJGNI0N6ZuJvE3q9GeI3OKCUWHkjFI6hwxKzmk4GpCu+rZehWWC66ura5RhIbJqUkii6CABDp/kJGZhadgNltevYcO7TpRj2pQuF8gHQQLiDhlyJZhvPQXxjYeqxbfkprxIvN0d4M5YK1UhCqJC4z9pHBFC477tqDfKTQIxjbRNlmQnPN8FI3zDBWFbYinUBfUiL/ucJdNZCCyljP+NlowYNqCFs8aS6i1Wo6kQXWElQeNgx6Vb8inTYZpW1fXzminTLIS7KD+4701s7fz/uY4zowy96fu+HQ0yxj1vWRt8X4F+UAxqVr/sQjl8tZgz3VQ5k5KZC9WGnEd0CRejU+ecWhcm6PoTjCR6jNDw0pPLbBlC+7nnDJEq0iuRJivdJXz1xCfbn6V9WDrqzCJ6arro7rDkgiJ2mHSq4fxGPJQzlj66e6pVCpGrkKklH4uNdNBzfw+PJ13R+hx4tDRwZQLGfKsk5xri1/jPUbQu6gJiH6UxbpYTG/Sa+gCpbQn5x20oLFsvD/w5RUvoUjabypJHUzINttmmNRBtIPWHhaT/0hSuAERXA5UU/yl+5HOV3yUUi6rkBX+QVs1I2Z6m7DnOohmLb7Grvt6DrF0zoeCrhO6GNK+IGizkFCoksbELs4qItcM0QnylT/lX0+fbXGV58z1ndGaqKc3Yaijby6m96AD2W5ottIvJUZf+0uJ7rGY1lraQbycze405UK2bf0qbLzHCNN81MebHKk6JsY25czRfgsaYcyNl1Ak7Te9R48d0ZCbQrSDYJ0xzTur10HGknNrWpfC+a07GGtgP7HnOsj+vl3VaJut19g0/onFru94H++jfU4neYuIUZjfT7TnPXY7TNZmK/82r3JW0OrLqtJeZIWWKdCqG5cnMdtPXJyA3kleTwbOB5wnnRb+Rd3sHf3fKH3QaT+ShKkFZ1KXNuwgYz7Ogc2S6ywIazm/Tgta5GYsMy9hm3ZQSxpyTo+PovYc7TH1TzXevuW7GIwX48YFY8l1gVV4SneHAt52CnuugyhiVE1pzkgPM/UfyfLD8tqDtcCIv/xYxf12h50cK74zPtrrgat8FaM+UyMzkdStVGB0JDwdZbP0M5VbrfS1a+SLwMjoSNTsaup2KvBFgD9b/rVMywSiQ28nskLLFKxcUIvgeJC2xrXD8ifO3pDVenndmN4shZfBaMEZ69KS5Bz3JG8kQ9+EoJq5Bec7M7h5x1Z7wVrOzVowPhOZv5WyftZYNkZNr+XG7+etxpmk27SDrGnIkb/6lOVMcVwd79sz/2fO268YvospDT+giMBoQCw5/tL9SBfyeTMYoHcXe66DiJE+R4z0UxHMhJgPw9N1RnpSRrAXlleWu490h2ci/mE/ZoNzo+fuaftN0ZbMmadRNVNo9o3nG8lrSaI99wz7iqVS9m4ucSUxMTWBHCrPK7HpmO9zn6J5wculMp5NXIlPTIUbVyP+z9mr3UOD9ttp2GgTlyeg0dCNYlcY+Sne/qJaFauwAzuIKJ83VJWimBKwduM+ESO4XyO7mM2v5vmI2pYd1NLqadMfpGgxEV0DLsZXrVk6niHBO7PVXmgh59Nu76qHuJDFFhy7ONbyWSPcA276CgkpBf8WZP6UW6yEIjX9jv1BDrZLnkWaT99OFwtrfi3eRv5+Hn/LZRX9thnfc6VaUQQ7yBT9LAo5kwOmW+igUqGkeeu8SOf3vCmRMHYXe66DiJGeBTW9neo/0U97Tzgjfa+jl2YW3+nBzMpyQPt2RrPB4MlT9BUJyouoyOuB1Ye8UEA0mGEeR1jmzPHpPuGiPTv+z/10Fes7ehbDSbgaoKvo7vM35nOLufhsHO8NjAcT1xL9ff3kqzr8p+jIFyMoB9tvopUnu5BOL6TrO5gsU56oT/DGyHQ4yz7/5Ta9YChAwzIyAt0Rtg9ySHyfgHVAI0q3b4jvnxJTsBCA9JSG/ZK6kYQkW6ZYLI01m2IEqw/2LU9VYc3BJOEmgG4fDe2+sZAzb6PsStbYgtZtZFK2dzep6ekLFHLbQtq/VWK0q8uYj2ktPEMeLLuYfG4mvQ16/JaE8+IbKTfTr59iX4UcsASbvz7P9wfVdzZt7VcW8cjeJuzH/iArRvqtI8F0YGw+buakxFX0yGZ7yayp8jEdBb8O4l+z8uw4BRZc15Fu5bFa3zPS+JuYTUDXmAYXRFGNhO1tcpUb5dZOSjOQ9dRMbi3ayAybbdSkBS2eNYVFf2hzR3uzWhj3VbcknG9/D71FX6WdTW3m85ZBntXYfVSrVYqKeU/bPUSJWP8PDpyqsc01hztbvJZox2ckIbFbkDpo9/Gi+oKiYlafV5Wj9cTyQxbVc3J68uAfoW7HZyQhsVuQOmj3gaVWZjHDHFgXJ2ANwfZxvG/v+9jZ7JDEAUH5UdnoRfqDbFGR6CCkDtoT0D7XNgPvHRBA3Wz3nJSExOtD6iAJCYlOQuogCQmJTkLqIAkJiU5C6qCDCMY3dH5s7vruk8abcraz12mbmA8aR72pHGova/nVzSqUH5UHPx1UNL4R/P3D7rJ5cyF10EEENILt0J6Qxpd/LRPFn5iIFPp70BhaTeVQ/q0spjg+cDz5F2P+JxJCiTcOUgcdRBChEub/Xc95bTVvPEgVu8ZI+w8gR72pHOgAlw5ESiW785sI2WgHEYxFfw/iCGnU1wnjgfJdJO3fXRjlwHg1DdQ8DDul/pHoOPZWB1WeVTCJpRfSfK3eMmXtwVpqIcVo6A4pwfGgf9gvnhWsc+NrZMaeIY//Mz/t+lOfqsiByICRT7FUzNzNpBdZniOjI75hnwX5i9LgSM8t5eyMU93jG63zxh6zH6NS0d/lleXB04M8ZfkHtoWPPCwoc2G1oCuVxi2fJdJiFGNQY4kvFArsFOhooKbUMgup7FKuu7vbP1rnwzfKx5iPf8RPQTicTid/kFBns9fkQ1ddAy6qO68L7AX6jRc5HA5RbuKAF+vlHGBZEbmisb2Wl5bZfw8xnhaRqV6HY38+xiWJWvAceE1Faa8V1oxyEHOg35s+rMYheArs1bI8xlpQW+B34IuA94x37ee15LVkpVIR+4+uP+jKvNfh595W7K0OgvqITEeq1Spfq7dMCV0MTYxrvF83kpjxoBcYvXlXF4bExKUJ3BMYD64/Ztw68W/jxCcfuRKxv9fgWtcoe8PTYfeAG70TOUSnNfp3MzIaQuK7RHw2HhoPzalzjFN9wIURTmQxjHL/fACDEHniLcz1oD7ptR9zawzq1LnjM5HUQhoLmVQ6Vfq55B/2sTLfzfR92Of+xO36yEVH50s/FVBHItNBqRhxV/WFZ2iQaloqFA4vsF3URvkoGkc9zwfaFjdAhREtN3JLLdS3XxO1gH90BIMBQzEw4mcrrCsxIkV9QpztGrWzuBdRlBsHlzbVK/kPdtSbaq0rYWw6prFSeCHDuMC0bwRabdAzSBvH2WH0y2EuWyoPSoimZ8weKKR2glcnB9SLh8M1Mv+THdRmeXS1CF8M8baIXA6r5fUX1drgmcHIpbDYf9AffP8zWH7MqH+KGsGTWOZmHUzCGvuxFjOu1S1S0KLE2xD4MpC7m8NYzSxm0I0wJ2MQYraBZqHBzxgzbyQx57tPu2kyJCri2iuFn8MuPihilEanos10EGPF10JKec6w+xmnukbygnchfxoJp06eQp4Tl8KO432Yn0UFpDCeYDaXqo/KymkPSk61gN4kchLcxg/N01Nrq3nKP7WYcn7krL2soRYslMX9PD/JYZQPz6dwv4AyoJz9J/r7NcuIc9RDA1JIjEmNmaTvYydGy8TFCU7M3IxYh8uNg0u7/zhjt4H1h6GYYwTsdcHyEnLhw5SAQokKTPv6t9hswa+CjPjpENOkmDaQLRFjE+MtK4NSY37ohmyNcjAhgd6a3n55xPxDl8PMpOVt8VOBQrOsra6h1rz/sCp8HUIJiRqcxK4rs8R2sS/+oHaIexspnDgGnbJOp6KxqWdvMzJzFpagcYKJftgObZKZb4agaNBZ9Tp6ibyuGVJ3UjYhPKbSCLfAOdWRTgE5axrJkU4BAYyb7VK4vxHJsxnFImeJ5+EcoICUJiTWpsTGlIJlQp2j/kiX7l2MpOlGckSLFKBsh4DRmJ5qSJvehb/1kA+366Lm7bXJtP8XO6w5a48Mo8shEuUHJQj2ReUFvYVUdvV59UX1hXikzprqUDFL31Z5eP71vtRoC+fHTvptDHJL+bNed4eZnygzpp+DfAzw4GNfdFAr4l7TexQhzIDCZuZCnYhH0d/Dycz5PM91REtKPZrtuX+Br+1zAqc6Rl15PJiYTbCcFUUXChVjvrunGwsNps4UW0uKRdOZXHdUvdk9yqG6zWKaM9R38eE6tGf8uzjjb3zVuKeBlqE7OAoGaXMrrP7/RglFpv2WX6ZgnXk1TxAKicGMBWAQgr2aQArMXigmoi60kkOzt+yoPC3bwigZxjE0NQnLCD2kMlVZu78WbEJKJ9Em9kMHtTOb8Xs4w7yyNcyA86STfAc62ARW8PZnfg5GLap5KKwdij2NgOLZpVx/X99IY2VHsQyRQ+jyJNlHFGjMiny6iY2zhfi5uR1kkXP5UXlifAzrLxhuoa9DzPujJi2kwTnbjVKCzPNbpa0L+bANC2UrBv86SOHAknY7lmZdPXVrDuturJ70XpVWFrTI/L+T8rRqC9P+Mzg0GJ9mFOlQQJm7mcQ1s+90Em1jP3TQO8I3C8yE6lM1yb+JGO5Z+3mN2OxLv5QoxavNjZghyXfAufEx5BRtjtoB9TIH41SfinIPBSXWXtZSi5uc6smbyVKpVHxQ9H3mU1U1PBW1v99L5nfoUoiogsjpAAXamny6mY0jUvY0t4MscoZCKWshTGi5tPHvDQtpoL7EBm8qJcg8L0gbf8W2UF4jOBfkRqFWYFeuaWFXKbRG/Go8djWm96pYWtA65v+dlKdVW5j2H5Q51AiaEroYPPiEUAcc+6GDeLCt2HTMNdCfWVp2Op20Vt+0ehozEmaYwzOHmXP64oTt0CZXOf7SlyBoB8yfCvMTZRXNP8JdADuwg6DaGKf6UhYrAtgFXUe6iBUf1o3SCNERnY7e++EeLmGQ+M74KIQDBS8l+SEFax/H+474bNzhsMMSKf1USC+mvUNeY5jWZr6eNv1B7YT3yK/ka0pN1XQ0s90W0319Tvtf7P3H+9MKC1ePshVXixaBKLi0iw+LnqOefCEvtoXYXtZlNkXwb4HwpXBgPEgbIJij+tKEzSz4mjFPxwf2hpdwC/P/zsrTsi2a9R/mpJ9h4UBcA29/HNS9xn7oIEzL1ZkIsyZ+LfXYezBdwxqn3TTofPXdNI0Zae76PIuycDVhd9gx2/D9Hfg7NzuXO832B/W+30s7cXRk5uL+F3EvD08xMnKxL18zdU71/hP9zKI5H/B97iPXeK+jl3I4dfLU8g/LviEfJ4d2OV1z1+dQFxSVwn6wnTufsd1M4cthtmxUbLA1eBnYHhyt0/M9Kcf+fAw5UIBZ5In09M00loS6XTB4r6J1ep4PFixi7SjlifokfiUeuRJh33G+jaIwyXQq+X0SV8uPVM9p5l9HNQOPAuz+fzDXNafNN0qJIhHkT3sgFpTQOeCMXZvjbnVjCcUTW5RiQX7mPumpvQrzhnOdZO58tLUYfcz0LRrtvLf4cD3Nmf81FbCz8uie0rWFoikg2jll7D9o5cCXAVhhFoFSJNrEPu2THjk7gn/8v0bmcD4jYUEU+jrULPgEfRuOzcaMl9qkfzfC9m67lPumPiMURleeVDplUQY9a70hT9O3tFM7FjV7dk5ketfJuevdLqPkm0nJKhJBe2VuBuga8X5YQ6ZlMM3TnPl/R+Vp5ymdrGAXbzzboHAXRFPX8i0SLXFQzmq08xVDQqKziH8bh2U0OT3pG/blV3KRGZO5UGK7ODCD3uy7mITEgUL+PvOLVbR9s+7THtpDJPGaOBA6SFyZ977fGzhvHpdOQqKzoHiH+Z8KIafroHEtvbk4EDpIHvaTeCPQMt6hxA5wIHSQhITEHxZSB0lISHQSUgdJSEh0Enuug47Zj9kYv4FCf71DXnE3TeV5xX3Cxa/ir390ZFLb/ZFfyZ+7cO4AEq0fHESnwimNTEeUcEcYEYm6iMrgHR3R7d8hcOofi3veINTJmDSZB77c/Iqy6/2W4t92tn33FHuugyCy0s8l37CPjgVl72YnLk1wasTig2Kf01koFOqHxR4WOeHhufPnkDJ2fkx6rJsByjp0Kdx7vJekl1rMdGrXHMab62Gx/3i/Rax6KB00vfU9bxCgdELfhGjLvnjOZtf7LcW/nRgfIyLNtw/7USc61MdOh06zIzZrhby3wXGD+ZOoBWlzkMi4yvbOXxibvz6/DyV8c8Epb2oNOXcK1HZ6AoDt3/MGwXgYUNmzfstpp94+7IcOqr1ioiNGPsyBmbvLpIOwEMst5YIXgkrjCLiIA0u0fgDRoGrsfBfVEwDs9J43BUYyg93tt+pTtae7B7ruLT5IsB91sh1iczWWCXRcHiBGCCzEguNBuirq+MKPhdSdFBH9iittReNsL9wv0Doc2Q1+6vae9VefVzH5kK8B98NCzt5OhaejzgFnZCZiP8pO9xBrPeXpHfJ6PvMQQ0g925V8coGROvcwTntvTanVXtbovZzana6yg6lnN2nScXXt/ho9i/IERgOMKlC7qquF+6QbhSysFvB75IsRKhWBl43e7hv10YHy7UhY8wcdarFtF0VCXbj03J+6xbrU4wUsZfF/t56ZP0fp5MdBPpk7GUrh/jteki3sIhrxQHIhvaGqyDM0HjLeYwoUhss8+FXQM8QIfHWeEfzNrCwbfSXUZHhvfrXgeN/uNTDbs8xvM65+XA38LeDR6A3Eq/xZ/98CXuEqckapsovp8mMV6YELAdEOIp587vNa1+I1JK/PcZ/d2oNiZimTXmDUBcZSlX4usaghN5JUZt+wL3E1hmfRUuwE4tYj/r32Y6IciJBb9L2uvznz9/7ZQQBbdmnH5fOr+ZGzI5A4OjpdFXU8uj4UVq+2+hU7a3gqjPZDd4Ty6jrSlV3MTlycUJ9VoCyInxxWFe5Pfp+wf+CAvoO2yi1m0Y0il8NYS4cuBiMPixioUEznRs95GqyslI8YJIMOweON1ZdV/iz6Ad1Z0d6oaDRDYXY1i57HiN9vJs+dP+c944nMxLBEEmuBPOk8ffIaO8iO6sNWJ7qi+HfxxNUE8p/TuqzL6cquZBmNv2UgEIOEW9tBptKjuhCDPbNJx4OMkecVKxXUE9UFyrr/w35oHO7HYVX7sI9SdBaN6Ovh8rE77KnFDErIfCUG0kgjuEwgVQq1Cu2DcqKBlu/fI3pv8n8hJaNRCIQuT3IKJ16X+Vup9O00yqD+S+UucJb5bAJXU7dSFGC2+HDdeHW+cXW9cZXnbLfbM3czkPbY+JhoB3GefBZ9QKMcQgoU9EYjJTId7ne6vEOe+NVEdCvfPhQ9+iSFhMEU6Drhik5HobB+5wu9rXYQyjzoHVQ1uij8pkSoYBTpxfMXietvEq3a/tlBCpt76xTRyyvLmIRZ2IYrsY1nG8pWO0gxW2mz2UljVIAdQSQPie9ZqCzMG6QRiPq39FPhnY+dsIdxP65CGa2trmWX2G/3aQ8N7MDnAaLyy2vnwimfjecb9pqdDovPL8wTaSl/1qNxS+veqF1l4SgcxxmlA2oUn45mGfG7133aLdaCUQ5pFgdmztxSVn2sFu7n7V8EYFAktIBflD9j1D/jRZ6wRzgRfXsSbmEHWUsPKhLSUDQLkccLSN1I8roY/TimNNi6e7h8JqcmyVmOIcomf0t/kE4mjDBEKye0JxSfSO8dvjyRSmeg1icbCkjRjnRRXfzDjFoodZNRpqDupEeQOYUno6vEXoKrvv9hbC1QBFZXGzkjK2LgR73GRs/p/EFGCmqe4m7wEKyVipiM4wLfflqjdgmcr7dOYHQEFhCmIq4cdVRHkH/o6xDJAXKm/sbSFRv05rYmsI5jX+0gLEDoKxhG+PLScgALMRYuQm8HNZ7astKGDUwp1PxKgwKRB+GkO8tlNTzFmg3aTb0QxDzpH/FTbpz8hbgXkEJk+N3d3VAKNAth+Yae5xpwkZbBDXQnLZ10b8QSTLyKv1RCpPM+US/zx04a28zUqt+THvkigMWamIPSCHHBGfXblnALO8haevwqSWZrObfWpbnVY7yHy8f1UZ3wvx48w9IfpJMJDyhSLpfpcU7vjbbuP9EvKiCxLvTtFYsaWBw8hGzmzpar1ChIUVUVWgZLTourPGfHh/WOhHoZ/UEWZJ6bfPvv2YkUlAPmPL+TQbN60g3VqZgRSyA3Sol+G4UcoLyqz6uYSt84gv19tYMUWo5pX8FgatIIN/qDGk9tsYP4tzOOwBcBMWIPp7zrfq/egUjplDTGe1MiaiLDh21CpI6Ugt9RpR48T/es7o3GnOtBIxoc+8Za8JQNVSPq1+ZVpIgr+Xq6QAPUEi3tIGvpGa82q4uF1WO8h8tnkyC8ifUkwkQmWkk486yiUS9iRUmt9s7WltXVBepJ1FBk1dYEfwq9q/iwCKVPVpvxavlhURn2Gr/emn4XsyDzFPn2dfeEvmEhg2DFY8WnNA7oY4G5eYeB8lGjUpoMT0fRl7A2RDXxd5NY8s3BvtpBQN+Jxkx4iM+KbdlBzL+j+ZKIlJrfVn5UxoSJzs1nG9Hdq2jO1/r+I32pmNWDH73v9WZWlssPy+iIhZ8KtMaOfxuHDuLPiowieGPP0R50RGPO9Xo5nboUIwk03UN7pmrNQ3SycDcvX3Ci62ZoaQdZSA914VeNeerqYmH1GO/htePSq76smuYjoqVMtBxqPUcOF7QSivTeYk3xLq4sWCd5jy20icpaOWTusm3zau1ljZSpKX14O6TmxhR0NgrXgcUy/gvbHFppC7mt2Xcx99CgMh1FOmy93r5e/F1v+IbeIOyfHUQdEV2Bvo6xhVh9VmzLDho8M0jzHiZAvgO18qwCY5V4C5tR/2JmoBlMfaaSeqIZlWih8SN5fa7P6cI0SMsfXD316SnKx/2pm54t/1omj4b4xsBoQMwZf6nMSNfVIrvAPKOofunnEqXAHlSEPVO8bCSo1G3GqM/isn7mwywXvhLhUcOaSLiFHeRrSG/9wXr36W6d9CAHuirGCzCtC+eQz6/klVaWUWB0JKzVjkuPS97CH2QqE5QHionaHfKJXI44jvfdGw9RS4WnwqlbKSo5xi3VBe+iSQ75RGYiuEHRAjHFZ6JiTalU5cdlZN7m1fJv9VUh6rUtO8giJbuYRa0npyebBeM0pb7GdIKlKJUqcjmM328ipdGe6yD2dXaJkc/DvKQ+RF/HXI2ggBhpCp/JGzOMYrAgvENeCno5dn5s7vqc3W5nn+SvzU1cmqAbmoXQcA+48Wz2bhbNHPxbkPk4bjE/xSZD+3+9Q3nWQ7NrIqGgUYNDg+nbacx+KfZIAJdiV2L8jVpMYRaUFTYURkupwAKBeM94kb5Z/QZVM9SKy+lCPsxSc9jJyeIf1hj172YTV+ITU2F0KY1RP+L/nHXEtcIaBe0g+mdT8XLLgtk41YpdMbeYPEPevCa9c+fPGaUHOUAauUa8AFgZkJWuLqHxYPxqAjo3/l28q6urVCrRe2vVLeNCtIwwS9s16U1cnoAWgIqE9OieF1qjm8IoEygg6Mr4bFzR9pRBPpD5k1lmqrDmuDgBKYUuhShCNHoXazJVxX9hU6Auc1fnWHBXyhza9mEJNWWRKaciXUe6KPMEuaItr/KckVvsagztgr8keQphQtiZHUThZyHVXHeOJ/Yf7+eqsNn+IAqBq/nLNPLyNxB7roN6Hb2kVCYujI1pnw/p6xhNjLTmVxozef/xXv/oyMjnAZrfyIJIL6TxFLGsQ4thBmahdTUlgiFEM5KYD/3m5jSUWmw2hjGfW8kh/5qmzsTjPOgQ6EzobYnv4uXHqnvAya9iAGTSGdrTkRv2iW9UNL9AhBXJm1xg4dixbJm/Ps/3BylCvQLnAz3dPRT8K3QxhL5e/9L0rg3dnRj16dwchg0UEAkHOotsRsWgWAl0XmzzLcP+WpPzRNbS2xIvQGsvXEVduDcaCLBYJjYognKp6BxwI7ec5lvBBHP4T4dRYEiASoLBn7qRhPwhvfkb87nFHJ5C2WD5Jq4l+vv6tadyh/8U1e2T4u2lk0loPIQUUkb13UBaK9/74R4F5CC/FUqOFPtf7JlsJrOYyS6moTXQ1hje/AgLlwOmhP4T/agpShW/EqevUfxq1uwq/sKYgppOziaQM0oF3eQ60V/TfFjRrnDg/BimMbEfojysJ7dKQZlRHsaOtsSCgHPPYK3hl6z7pxq+qoyOXf98gCnc8wGusN4s7Md5MV0Kuh1XEM12lDYbSM047VvuTK3Ts5s5evmnB1MiffQ8nStaVySMFnGs6sCtuWb88BbU8TA3sFAaGx/r6zM/BTY5HRH3B1rDQnoE66taqPUg/vEUncw9pj6Uo3brp6yLqkunk1NiimlukJvOFd1O5u1cxSDXBVxoWZ42Qy0gZ/o+qxzatJ25X9LUP8X9ks6TTuggi054wPE27v0+SDD6C7YFtstJsekiIEu8ZcACc+z8OdjIWH1zW4Z2SNqbmDZ0Ot854IRpVnmsBkZHnB+9YZ/kOaQO2lsYv5u0j8LPhdLPJeZJkST/bzdqCgXI3ahskA6iIEL4MXLe3JorPWL+uMqzCjvesZAmj/sbCqmD9gr8+xr3atHKv/0cMLO9uZObRPuA3sksZTLZjH/YR54gOjloGpWT4B/20w4prMj4N8E3FFIH7RWgbuS5f4k20fdhH/61z+sGpSOG0nyjIXWQhIREJyF1kISERCchdZCEhEQn0XkdVH5UHvx0kMdZbd+HQh8vt0UeTmQ09K63NZor1XHu+t7GAjB9i/pUrTyrtDy3TSRNOy4e6zCnB6m3KJbHynYRxl66434roUPndZDjAwe60dj4GFEOtg/amIu/prvjTMG2ez1eZ1uBd/q9/OCDbYM+xP7u6agwfUvpQan8sNhSB5V/LW+r1XRgHYZxvE/QMff9gbGX7rjfSujQeR1E6PlTz3bpcmPXGHk4p4ZpE5wU5i0I7WAKGIZkoezzW2DdZO5moN9bPptfzRuP9W0XRLT0+vlsC8ZeuoN+K6HDQRGe6bFga7wOefhbE9rBCCaWvV+e6N4CBZT4PlEqFFpugMIijmgSXxPNaBL2FoZeuoN+K6HD3rYhsXynF9K0Zl57sJZZSMWvJvA7OB70D/stjgVzMnmig3E6nf5RPzkR1Kcq8kxeT4oeAeKQzy3lyNfjHfbmV3J4l3Ng88HNzIXj3cf+fIyv6ik3McWo5jSO9ywFexoZHRn86yCMgkKhgN8wDXS7xYibHVftGjc78aLWWeLvZpEDnsWlyHSk8rwyOTVJTPti3e0O+4gpK3vjauCLgPcM42DVSZtKbqydoh3x1aUQrz6RJXuHPL5RfzNefZ2cJ/8+KXpG8Pb0zXQzbxR/L+RPv/mdtZc12EckK2rrOo1BE/Cj59Xn1eRCkh1tf6UELwYhCpFuqf166cqgaLQButgHRhKftzjcxb5hb4XHWb5pzRy+GAqOT7hOupM3ksnZBHoGI2+nqFiG+SQyE8kupLHUSqVTGJ+BET9beV2JQbmgk6Hrv/j3C9EjQBzydJh7vbyuzqx7GSs7I8fD/Hx4ISX6KUR/0Prj9UHP4Iaq1rTfSKF1/ovqi6TG8qsDOqXrI1dOq1Hpp4L9z3ZilkBp2fgUNq0mvksgPTQeQhXogE/gERu0jRyyNa3fZ9Mp1wkX7oxPR93/dBN3OiQWGGek7unFdORSuPIvlR9PjX8Xh/ToKgU4RX1RBp20jbUrPixSItQTyoYpAQ0hlnNOnWO8+gMuZJv5v2XTMyKinEmG5BlhdAWH9GE2dMB76+FJt/KEocqM/X4pO6c1d/pmEm3tHfJGrjQ9p8LtIExmEJd7wA3JQxNh4kmlM3XO7O3Uqy7YG0kqQ+mXku+MD20kRo40sXqkHfTa2A8FztfMgfExas7Al4Hc3ZyqqpnFTP18s2E+ofkccyyjfD7S3fexs/yYUbdwomWjR4D7ejCP3bt/D6qq/0Q9IATMClEHif4gPMWYNLXvZWs/r9G8Z9MIN5p1Vk5yjL9koQQvBKlGyyvLVCPoo/jVOO7xnGHzPBHxQKkRNzvPAUsYxhxSLuMq6qhoREtkZRCzevIfjHIouZCuh8D+MU9zPuddJ+Lhwf8ZpIMdOg/FltoV1rh5UlbLzK9ss+nKyXj1NVIklKEZp3Uzn1o7gcNMaZ5YKB7NKnQ42NEE50m3Mh1FCszGZp/PeD6oBWdTQVuXy2pmKRPQ4gVst15kWVOX49TXUFtcB5lYPdIOem3sh/D47MFPP7FBSAepFtM0Yo0zTOxKJHwpTNyvSntkdAQWwGDIQwY5Gd4tiZApeAPejiUSdBBMidKv5disFRkC3c8ebJDV62qEBQulUEl4aAr1cZ2FjxNL0z59gO7M3iaa7TqzOtH3cdc7Sihe5ZTGG+qG8pF2h0GSKKTDYWca/MJY/4M1yER9psLKI6WsKyfLUwvp2ZJX35pMuhlMWw3LH7EM9BcpFHTAOh+uIOgHUqCRA1q8gO3WC5MBTCrOrmdSR+kP2gPshw4yXTM3giWoze7xDo/Y7Q4sH8busJBJlUpFaUVGx3OmaCpiivWMzYyFy5PRGTb3hqfCuR9ysB2sK9WMKJrXiGwZpIgemRqz7FTxfk7YzE8n5u8X6vQxGvSs7Jq9wP0pPGdiZWd3GCSJ2lF4CaRnFlLBr0P5H/KcD8S0nPiba8Wr306YDSNMW438L8YeUhAY9Zvlo7NVKQzGzuoFAfb09GBhy8JvmNZR+oP2APsivMZcITLD1y2jk07dPQSs3kOXQqVCAaohMh3p6upifgQ12aYdtK3wDwTfsA+jFOm5+7n8ynLsaosocUZioIZlVK+R3W4nL0yzr1R1WjzDx2zIpLCqhXDYSqRPrOxk0dia8K4rTWZmXrv4bMJ10g1LYTm33GY5LSTQTM7Q482OX+paLToVxhqT6CJ1ZbZtZdS3zkd8Clawsv16wTYc+5KR+ExOTUa04JfHlo7ZDHz10h+069gXHdSYK7i3pfRLiVI22bm2zidQQDQ3chOA2NTbtIO2Ff6BADVHgQ2wAAyOB8mpaQEqbfJ6EhYTI6tv1Mjd4PSlAF5IUZ+qfDmwhZu9CbWQe8BNwadwc52V/anKifS5RSPyrovZms7MvHZIn7g4EfwqyLWbaTlrL2upxVQz9shmMiQ5V55XxDg8Ooithjeua3eyuAPa108qA/7SPRaRang+Ig8/pZActlsvtDuR+NBV0xAg0h+0F9hXf1B8Onp45jANA5qvePQS3QxDQaOYVbKSc7zvyN/PV59XKCW7mO7rc9r/YreYCVtaPab7gyhQak1RtsRUaYJGKAvms3BrX/rwm9G+nKn7GqBeGTf7UjZxNQG7gAjS4zMRbmE1o1iEzZK+zQK0Eys7406fjelY2fPEu65ZiBjwjHf9WsNwazIz89qx0O9CBY3l1HjjY/7PW5A36mToGfKw0LX3813vdlkIsP94f1pJUzuurRZJy+B++oKplpm+KD1gBF1IscgHcoOl0/fffdApoa9DLHTCYlZ8agf1IrnlV/I99p7ktSRZUqgRlskU8F76g/YC++oPmrs+n7ubjV9N2B12LLL4nhdxxY7fyz8swz7vuhrP3s1R6HeX05VMp5Lfs2Dt5UeY8L26nSbLK2xlQbtU6CtS8mYa+fAU2rciptA9oqFuP2r3jo7wmDDWoBrh/p6jPefOn4MZAuspMLr5KY2FoJupc7P3n+hHaUMXg6xemjLiJ55QI+gaka0KaiVzJ5O5m0kvpn1DPu8Zz8S4npU9f9rDsj3eTzutGO+6tsXBKMnN6LJa7SAHSF608ozlDJwP+D738TfqwHcD6WQIO+LF8xewXjdebIS/CjeTG4uS+qiMWie0YCGkL3gZkgtJRlHqZGEFGD98cwJJqAbcA+FnFjOn3Kcgf3oKViQ9td16QYZQ6xR6BHd6PmOc/2SP116xRbFRtuJ5MZ20JdrHvvqDMMUFvw4FDdTxpiv22OxcbKvvcPLvk/yUqekOaWM+7aRgCoW5Tr0Hyg7/rGtD4FaMFUH6u0252a13eDMi/R2xslv7PmAumbppmpXTFLQbyJjeJqsW3iW2487KANzL36MfVhEHtpMnyj83O6dzV4s1aqcvSewA++oPOpjAbAnrYFKzy7D0oxhYLfE6RNESEhIc++oPEj/0HByUfmIfgCuVCox272lvmyV8zYAZEhIShD3XQeIquvf93gPI2hOamoxOR/P38yzCdxtBmqy9ORISEtvC3sc4PPBrZvcnbvc/txEfrqU3R0JCon0cVCeNhITEHwNSB0lISHQSUgdJSEh0Em+DDqrVaqnbqfQC21vsHvKEL4X3Ouyk+kytPG1N3m6K8qOy7/QghdOsNdnotEeoh37V3ou/zU6cSWwLugY1/Ru7Nud43yGFb4o3XgdVX1aD54OF1cLc9blqtRq+HC7/WuYb2PYIpUKp2AZ5uykcHzjWGSX7GDEx7ico9OvY+BgjYNtfJua3GzVGuuiZmAp3H+mmD8FIWf5hmbZxs2NrUvjN8cbroLXVtUKBnTL3nPbkVhi3TmB0ZE/f2D55uwWIy6Yj54yI2GS/mZjfXtRe1hid46UQJ6uqNcTb9W6X/6y/cD9f007AKlL4ZnjjhbFWWFMa57Bfh+W+TRB5e6EN8nZrdJB3phnfgMTOsPHvjcB40H60cTS/cYyRwMibzvpLP5fov1L4RuztIFCfqembaXamXFsGF0vF5E3GJI3fofGQZ9jDW05p0I/nl3Ls9PmQ1zfqI8Y/noN/dCR0OZxaSMVnon0a7TljI9WexcTC+Iy1hTedD8qv5LMrWWJWZrl95qOlU+VZJXl9LrWQrmmUsqFvQqnbqeh01D3gnJyJoDzQMmv315ILSWK0QTr6UJ1Lv+FPAbIL6fRCWnwjVSF7O5VfLTjet/v/FsB7+a5rrBOp7qjd5DeTbfLOEIE81YKR85/1E3Mj0ddntVrgBfkHa/ml5eQCO4/uNRDgV59XmdBm4yhV8OuQdUQKUT7IYu1BkZ5l5LZbwxBQfZmcl7K46h7y+D/zk5DrpP1aOrlCwlPh6vNKqEHa3+az3tGRyHQEQsjcyVCKyFeNx6mZqMPUMEG8rHVkB2zfB5vnYEU7iIDq00ypCLRHaJTMUibdpMm4cNBk7tOewBeBOu164yo6bWG1gFq7BvrLj1Rea9NBtIc13w3srQ7CkNbI5zfI9xG8sEk/Hr8ah45IpVMko/h38cTVROhicE59wujHnS5czWQzjRxeMP7A/3oHNojjAwcUECyR/hP9sHrQudGQNSHeJjoiI0i/mw1eDBYfruO9kZkIC60x5IldiWEIoRNvVKtYlmNSogydTmf+fsGxmA19HYp/G09eT2KEo2zoKFBe0HTIYeTsCC3pacFPw0OsLKvCbCI4Hpy/laIYsOsP1+ke6DWf18cofoY8EALWj8lG9AsLUCzTwPnAuvpEVxJOX0/Ohdh0rN/Zj8whw+gM8z7w867Vl1XfiE8tq94z3sCFAAYDsSY3m4pF+eAexhh/ccJ10oVpIEFhCO4wxngi3sd/cQOjdnrFqu9nQQQ8kZkYFE3/h3UmbzRH8lYSjcXKJpD2t/MsjVjGov9hH6VwHqjsYhYFo6PqFIaEKBZ23ll3CpOQLVvFi27Duwq3gyLT4X6nyzvkiRuajHckdDb1qXrq5CnIajlXp+JP306jexNdevlReWx8zPmxc/NBs0FkEZ7kIGA/FgPc94Gex2kxcktZ9bGK2XtEox+nmFMejY2U0Y9rbDKYCoif9HAXY01GP4MVgCZHutKYfIyzOkY4xdvAnbZ3WbMFPg9ATzF2m8YpalqWl34q9H3sJEcS7qfzFsQERMTmGGyMG0hNRi6HMfLr1TE7KYbZGzYOfnCqeUWzlXz/w8giUPINjWAUlhfegt5DrIbWdhD0BdUaWti0JNy5wLnfy6UirDDYibxDQxqqxrvo/9xPryYWIWuXBM8Z43wzDMFSDrXI3GVhCFAqyFPRbEwaG2ip1I1kdinnOe2lEEaUQ520/3GZlbNB2t/ms5yfiNpR5IFCtvjvxvMNe81ORALzC/OF+025X/cNRjtIBO+u7kZXXCsVC0KT6ToS2ouImdClR4ZZu6duslAomH4U7fvG3OwcESe1HEQHFvvKH8QVELp1nYdwIT2i0Y8r2uTAl2YUM2OTflzLgXHETLNODFsAUzqpDOMCG/Y5pWxS52i+G6RwjnR6qlxWw1NsgoJ9pF4I0v34zWb+BrG5MX/TE/NYPlA6p5pXGtzGqCzeK0oAVzGk6/HRmgOmE9ahfG43loSncK6v7vfsisbByIFX0z11ynebjViErF0SPOdNxvhGnIm0RtrPa8T9Ysweqbdpkh+7q0uASPuP10n723/Wgv2yu7sbuvXc6DmYUVilQgKuAddBOIpotINEGJsMMikITabrSEojUEpxtUg6qAvrhseqb8hnd9iJmYRq3XoQHVTsK3+QCB5VAr9pVuQ+HfJE1NM1Phd+8r73PfY1CrMi1y9GO6ikEaGb8ityjnT+VPd7dZXBM2Txy963Fx8UsejANMv5G3Ul19lBZHmxEtqP8fIze+phURn20pe77fIQY9yuP16H1ZD4LsEjqZkyanNXQjvSaCdCqQVHJUa+orHQN2vTkkBEbzMj7W//WQv2S0xC5LCjZsXvqBaBun0Goj1Cm3ZQsyYzdiTKDemxWcYqgyUnCRANkXycgO1DtW45iA4s9pU/qPqyypemYlSJHrsds6Xo09GBW1LGzYdG64C8RaY805gwdU+JTnFFYzjGYhvz0uT05MTURPeR7vBUuPxYtbCDov8bxUQEtaVqbMSme8/4VaNMLMBW+xfGIBl0sntf3zOWxMIy4uCytbjHCH6Pjm6Fy9DpdBIDtAhdpBBKMSHtb/tZC15wzEaZleXyw3LxYbHwU4HEG/823kwHQZg9R3uaeUZEHjtToOtuPNtohx2hTTuoWYp1R1K0RdbyynKpVFpeWiYxUq1bDqIDi33lDyr/UqZvH6WfS5QSGGVrYEY/Ps38I+ozdfMbp7b7uU6R19xqMM7YyLM+UTRyI4p15hNpcKQ3m+ejU2F6llPzEb96Mzuo8qxCZPsUBaymbKGax3vLj5lfiV8t/VKCdYOqkdfJ2g6KTEfITqxz4FdrSiuLxpjCZQuZsyVwrZZdSJvWXQTPRwxDIMqQ0VprZohIKS+2KZeVkbe7/WdJtor2CUzZahklr8/1OV0wWmmhUf9k2aRSFNzV8b7dNMgqZEKhaJsFicUNfq8PEwBW0C2Xe23aQc1STDsSGwsLKXIYDZ48tbx6b+TsCP6JtW49iA4q9tUfhJk8djVWe8W+W2lbS70UfdQ/rNGP380mrsRps6lGPx7xf96QXXOrwThjI896RM3FrP9vAdshW/IW8xDpKPQVM1vgdy2lpkXXtNvta4U1dAVKyS5mHccdmAmRT04jb2chj1dym2PyYSlHVPNTddJoRjWv+RcHTw+mb6dVjaaevovx6Y7tcHu3KWsa1Zr2XpZ+LelK0o4dhCqzV5fV1K2k7d0gasQnTAtKOZ4PuvU7M+9AhkSqz2WIvySH1GIq+FUQbYpSiW26WX4DzVs7z4bGg/GrbB9W/DtGlY1pv97K1Ybe/q93xs6PzV2fq4el1/qGkSaYgMZSNPdf9XnVaEpvVDZYSLJXSv6ngqmCwVMUcoO+D5i+ol5foGEH4aeFYJulGDsS3h6eDrPoBvSKV4y6OzITYc41rdZ+TcW0HkQHFfvqD0rdSqHb0R6ZyPSk92x9TwQGISRO9OPuEy7auQPZkUO0vjAWFsl8IyItfRXtKmx+OoaDHhmbxQqZ7Q9yHe+n/UGip0B8in5zu5eIzbGExiIIZUABMtlM4mostZCGze/RAlcReTtmctjAGEKULVHN43f2NmNQp900jGpeY49nXMu3UrTvBs8ic/fHztRjFv0K6pjvXdIBJUlcYZ6gxHdx7/AISgINDiumrJVEV4t7P9zje5d4iv0vdvTU+RvztMeqWn0ROD9G39fYN69LE3xXjg58csazucUc7S2aFMIQ4O/c7FzuNNvGQpKHWpm/Pk8eZTpCRTngvakbyYxA82b9LCHwVRA34r3lUtE54IZsKcI9pHH4T4dHvhjB0GWf2x6VIRxYKO4Bp4UzCJMB5j80lulBQogodiWS/EcyNGWuX/AU3pX4PtEsaBpB7Kj46zvjQ9XEirfZZLqO5B0dYV2x8T3H4bD7zgyiOliIibW2HkQHGfvqD0Jbhr4OhcwmKwuedovTfRa7otEYrE+beeMsnjIlNod9LprozcjbLaqgNPbd8Hww8k3NfhGwqGOzMfJEEkRSemMtmtWL9ljxCZy9utWCQvSXBb8O4p/pbVRfsYQEOhNn/YpmzxIgTN17dbXjcjDtTjqgytZHCKHivcNWe4v4os8CLavcZpNZd6Tlf97TymNSWusHDyz21R8k8aagnW9nEhK7gn31B1n7PiQODpp9F5OQ2HXsuQ4SF8n9x3ubfXqQODjQedna+RgkIbFj7LkOklxNbxwkY7/EfkKu+CUkJDoJqYMkJCQ6CamDJCQkOgmpgw46iEWIYtVSlFoW6PXTQR69Vrpv2oH6VK0822EYgo6DnTUhloVGH+h0iXYTUgcddHhOe9Yfr7P9xI2zVyzQ678YOzrxK0q0g9KDnYch6DigdELfhMQ+8DZB6qA3AJyNSDx7RbQysgHbwa6EIegsTPvA2wHZhd8Y6Ph05O7zNkFhCEqFQu/rhSE4CDByKr0F2FsdRNTr6QZ38tqDtdRCKnE1wbilmxGk383iqsdIcq6lz12bs7PzrpHK88qkkSD9bpbI5QKjATosyq/ivYwD/Iy339mv/qa2uaImomJ6llHKj9Yp5RulyhJPdrNSWeSGco6YMZnzq4EvAiitjrtH5NMxjcwh1NTT73S1WVNiyKY2GtFYFutc1w1/0zH7MZ7C6WlMS0sk/LmlHO5E09fFUqngL18HEe867sFV1tCjflPedfWpipJwP0ixVIQtk15kZUMhfcM+kQyI56loob48n3mpFUTfWRK53UxTexkPVYl15F42UTKUovU09MacrqdZ9Acie2yZsw7E14H6ci5wYx+wKI9w1WRciGMKwhz86yDKXCgU8Hvs/NhehwjVYW91EKdeJ89F6GJoYnyCndu+wSJMMIL0bKarq06QjnsC48H1x4wyJv5tHF3TO+RlR4E/cbs+cuWWsjWNrz6bTrlOuOKz8bhGkK5oVN7IDc9ieKjP1MGBLRzg2cV0+FJ4efWe/SjjAJ8YH+v7uC2nAC9V7Brjt0/+IzlxYcytEeMj50apclSqlKFUzXJDOXEz+lbkUrjyL5XvGue1wFV0HbxrvbwuHtTW+wIMdhDlKdbU1V5NIXMi0KnREfPL4bHzgfwq41GiLaZPWFDGiY3nG2i4ZqVVy+uTmqJhlCbaGffqy2p2Mdt/oh93hqfCdGo08V0CUgqNh+bUOca7PuDCEDKl9bG/1whnoFELhqfD7gFGm43cotMaCbzGWQHBon1xD/KMldkJ2MhMZGz0HLUU+c7Yzm+zMARbhFBe9/3PYFnj3l57UKREPIuasngw15OKZU+z6A9izsUGIxJ59GrVF3PXk8bC8N7SY7dnljJQVWhNYx+w7vltlJaNqdJPBfufmcZEabMLaTaL3Ertpxraj7UY91ygH28SpN/NqaqaWawTpNMMxljoGyTn6O7Q08TWjkTKoU6QXi7jHlIl0OiMo+dVgwP8qJ24afAscb8n/pHEs9XnVeUo8+bGGhzgLcFL1X+ckdoMnh5E188x3nUP5+toViqL3KicSa1UmJlJB+lqATXNmJsX0oP/M+j8qJ6h3hdgsIOSO60pO6T+FYufgdxgfWDwu08P5jWSYyJdY29XaiySUsMGNJYWdfFoBP7cc4HyQB1sqBucPhn9O341zuzcM0yAjHd9yIuWgmSanUonUuTaK4WLvfigiBk7OhUlHQTB0nyOrkKv9o/40zfTYkspZhaEiRC+DqGOuBMGO38QqjlwPoCrLXtas/4g5ozS8pxtis2r5WwsDO8tUA0k/5BmT4l9wLo87ZcWf8keD14I0qhcXlnmMRH2AfvKHyQSpFNKViNIz95mVBg8soXS4B5GCmeh5/zTdYL0vjpBOkxKuipygONvsVAkWcPO3zik+s74KFQTOn2bC7FUo1SUM/7WWZBupza7UZNSGZHdmhvR5cHCoqu6WqBDNHLeUD5S+Lus/UE7rqmi6ZE6o/ODEqrwovKC3pjLZlAvrCkwY28uppqUlgj8eWnVxypToB8pEEvPUdYoWKbRnVxK9YgpzXnXNwNRNPjneh29xHVJQA+hPMXOU+9dW1uq5RclvAJrKLQm9AVsH1josNQ2nr+gZV3LnqY07w9UeJvGu+pyupAzFgewK5st23nf4/KE2aJs7QPW5Wm/tNy9sCk3bVRay2oXsa/8QSIohdHTMa1fMKXgRQpnodfxDfMOR3MgrurW80jnHOB+jXYX7yo/TiSuJuaut8V8XjCUisogBpBpViojdHVEG4vN3KwWxYdFPjhb+oN2XFOFRWvoongbUAfolNrShjEZssAnXwagmLxn/dstLWfv5vEzaG7HnaI3BH9zzXnX+Ql+bi/oiAdZD2nSu/K6lmr1RQmvYIyoU1EW4eNmMvR1CBYB5/9t2dOU5v0BOU9OTSJnbvvjL8/ZCN73eK25dcn7gHV52i+tOLGJo3LfsK/8QSIRREMHawTpJxnJuWkUB96cdR5Fw+dVh8NOK+2mHODvdd+7f69QKuSXlsnHwZnP1d9UzM/NuClQtvzWUollti6VEbyOohDKj8qYJ1lUj1a1UNrwB1FNS6VCRmM7b7+mhMG/DlIUtqTdjqVZT0+P7RCLiAv7HGsT7glS2pA5ldYYDpusjJqyDd71lgTMTqeT2Kl1b69pMhdTdGEITF83ODRI8deSswn3gBsWQeb/lulSm7Vu1h98Qz7KGfZvf18//nLfkBH8Xby3EDOs2Aesy9N+acWJTSc3rOvx3r32De0rf5BIkE4pNLv6z/opxJJIcq4o9ZUqZWLU2QTv8Eh0Jio+q2zlAD81cAojE2sf/Nv8StII1Gl32HmsV33OZ/15oVT4K5bZulRGoENTHVEGWuGrT1Ws9omS0bQWuJOFZhU8Gtb+IKopUQJuq6YELLWI5Toxm4DSwZ3EPB2/Go9djYn6q83SGv0v3MogrxMlVl9WmWnQhHe9HQJmCi/B80RJSDL+rS2lC0NgCtQ6dHmSajdxeQKl4hVv2dMUy/4AS1PMGb8tpgT+Lt5byr/WRwTvA9blab+0yevJ0DchFIaPykGNhxcLcP+IH/0Brb+nEcr21R+EeeDwzGFFi97JVvgCQToFkySSc0UbNvjrPePlXgCjziYQB3ieOMCnI7TSDk9tcoArWrQMiiVve5d5H4JaG0xcmiCfRfFB0XTBwkvFmKSPevKFvFhm61IZ4Rv2pW+nNzRae1a2VwpMYiKKN60FLBdGiX8tIb6r5f4gVDwi1DSwtabrD9a7T1vNabg/cikcGA+SqmKOau1Z10mXeFubpTWJqHFW411fymKdSKGTMNNGGO9601VJSzsIzUEBRWGvBb5i9c2mU7qWonbkYQjE6B1GsI8PWhRcSEzsGO30NOv+IOZM47wZeG9BD4EKQG9JaAsoPLvx7412ytN+acnrSl+r8ZsFqj/DNA7GBUXoTXyfePN1UGPGnrs+z3j/ryYwJ4eaEaS/30v7g/gmDjalo8EaOhuSWt5KkB67Esuf9kCO7AOWtt9B5AC3MwftYPhSmPb4xBrZIv/6OawmEHPGnfQsd+BZl8oIdILMnQztcIFZ7j3j4V8JTWsRJEr8ri5u0dCXsvTNNPvYLPhT8JvCrqOmg5Y1rbXa0ug56Qm/CvOBR6oHLaWzntosLe3HobLxB8MzYeJdZ5FstdNPUEDNeNe5L4P8GpAwlzlP0b4AxpAnlAtbBGn7g2JbdwBRGIJCIwyBSJ5vBKwGioI7OT2JGlnUWuxp7fQHnjNqbb3AwXspAARsUvSW0MVg5GocEqtpvrNwV5h28ViUp+W4UBp2kHd0BOv0c+fPwYxFO0JB1+PTnOg3jQS369hXfxBM5Wac9oolQbr1sUxrKu97Ggc4/xYgvi6zlPGd8bmcLrPnWuTcslRGwBrXuaLbeRftcNElmvpTXqemvIRizlA9zeq4rdJuecW7Xe3zrrfP21/Ps4lju1kYgmYQQwCI2HF/4P4450ln6kayneobA0AY87fu+S0p7rnVZnobWh9Cw0zpON46suPrYF/9QQcKWBtjosAsIc51byX+ODU9mCDmA1imGNJY3cDuOCDxdlp6M1Fy2M4W3+92BfvqDzpQBOlsN+2FsTf0IPW2EP/D1PRggqLIViqV/Eoeq2kssjpdojqsvVelX0prhTU6FbCnxdhzHSR6Lnrf7z047CfW8ereJsggAp2Ff9hPe7tLj0r7fAyiGdrxXtE2y30ozJ7roPZ3gkhIvJXYrjdqH7ADb+be4YA5aSQkJP5gkDpIQkKik5A6SEJCopPYWx1UflT2nR5kezEZ+cMusK9XnlXUp+pB/sTDPsReGJu/Nm+9EY6DiM3a3C9jRHgqnF1Ik4St+XHaQennUmw2xijQhrzBS0H70TeeeFB9plaevqlU9n8Q7K0OcnzgWNfor+gU7+sjv5pXfzvQOoh2JJ87f65NZ3z51zJ01o61M5TOxKWJ/uP9LflxWpcEE8awz+l0xq6wQySlRyXa9PhGo1R4g6ns/yDYj7UYccS8PvMxTIblleVmBD0HBPPX589dODd3fa7N+9dW117zjURp+voRF+iMHgveoJ01GxnW77d+4/AWUNn/EdAx/qDtovqymvxHsnC/0Hv+QHcpLMHaN2qwcCNewdfH60dcIObm3//zO9u5v8cfbrGg7uluwSXymiAq+0KhYKQQkThQ2NfzYtVqNXmTMUkzbunxkGfYYz9qL/xYyNzJMM5gdth3ZHI6Uifc1lLIx7HpVzqkJG8kUzeSMTNacg7kmb+fZ+eAFcZA5P7U7T+7yR5fJ/rW8ncL5PnqMzV9M01P4V2MRH0xk11MY3gHRke8W3NI3WZ07sRYaFNsGy82sApLXp9LNbwzIm8Lv9894HRqrDTL/7zXaz9W44wz2m+Ra50Y40uFQo/G5uMZ8vC3Y3Rlb6eSC+xcNcoPSSptRFzgjPrIEzIR+fnJh1Xn0FtIpxfSzfxZ9Uy0upBskY+1MwtSzf/A9gczdkGnE62ZvJXEW/AbL03dSRHXOPHAx2ci6jMTAnxiVvYOeX2jPn6AFoVZu7+WXEgSfxBkizbifEmnPj1F8qIa4bdpnyESfipD4MuA86QzfT2ZXy1AqnjX79Xf47Nx9VEZrYxWEJWm2G9FeVr0opHREd4P662v3cN7C+O93pryR8C+nhcLXmBcEK4BV+ZWCvN/diWbSqcYC/qHfWhLPpO7P3H3f9hPKeTjIL8SWqjWRpzJ8FQYfQ6Dtvig2HWki9hzKs8qeIqownNLueB4kJHIvGK83+gW3jOeyEwMClEjUd+g6AjIxz3gRudLMEr26O8NEvX07XT4cpj2lcI6w2IK2odOQkOBblSrjNhc4Luh++/dv4dVJOb/xNU48dShRjx+pq7DoVSJq4nQxTpjPPKHFqZa117WkBtFSkgtZsj3pLTiS0Y5I+ypHBaJjJ//ZhJ5es94wzNhOkTKgmdoO9qtHduRmQhkC32RupUifhnkY8Evg/qyA9lllRgdURf8t++/+/AWlJYI8Hs1aWN+Qks5+vrzq5sE+FwOc+oTRoDvdKHPsDgI2vIz/m0c0qMaVZ9XfZ/5oNRQwpGzI7B92qyRWAao1xf/fkFc2uifqqpuPN/wnfFN3M2VHyfwUn7emLQ2dAreopNDoxe9IB+o2IsYd1KjFxUfrg96ByEZjX+yQXSvMqL7F89fJK4nmhX47cO+nhdDs9WJBRQbBqr6WF1eWmY0Ue9qDB7CTN7Mx9FytkfnwLynaHMahTGBQU7WE3oGOhlmPCRiRuXk+bCqsoz/3Eszv62ri0orkqhjpo1O10nUUzcZoyBRzNEAhl2Q/2edbY9Ye0W+G7ofQwg6CP8mpsLE0KY04QDCBIv+inSPNrCJ6Rnlh1aF9KDyKM7E5NQkHX1k/Dujfmt/kPYUi3VBZ6BhGMano8iHQgZw2bbkQiLZqo9U5TQ7V+382LnxWIVab6aDIHDioKG34C+LwKGq3OLjXNSQEqYBXFKUTQJ8UQ6MAF/jCYINS68jvhsIE1mhrRkDjpqEqtXxJbd01fMy4G/kSgT/WyusoZ/gXfd+uAd1RjKPz0S5Dir9XFK0iBSKYi4H7gP1NvqVrhehz4e+DkEaNa11uNWJoYFhIoYteuuxr/4gx4f1AykYPJSCSZUT6BlncqOPo+XXH6w16py+jaMuxN1HTmJ+lfsIYMvU2eQWktQPuNWG6YvuYSTqAotKF9YCj1XG0XeIEYliPGN+5meyjLx//H6K8YR/y43vTaaMAlgaUA70aZzHPyiXGaUeyklXieRcUeo1tfYHoeJinvhLefKQAUp7nJDhGRb5x3HCYVH+LXjVyLmBOqNmYU33XtiG6BX4By3JCfDFMiuNGBucAJ++3zEeIg1GybfPclnvM1oMDEWIBEP9hMf24GAhhm4kvQ23vYkcGin9A/2UoOtFSiMeCVKi30b7T/RDjWJig+X1R/uKt6/+IFG78wgEYkpLq6fl1x+KuCBaFtBxXM0Zr/KSlBrk+dxqI+tMMVgrmKZ4PniK/RZ8DUbeP34/LILk4wTm9k2/j5kdRJYa0je9AxS14jcmKyonUjaZuQ1WpBH8qaa1bs9qgInheN9RfFgcu8NiY6nPKtZfPDkfIAwH6Bf8pfsH/7rJIqjjMOYnJ03kwNM1niC28HnfDvsicyeDoVt9XjGtYztbFvR3bm0XY5uiLljLw8rDajG/wpbeOjmY9HlDW6MFI9OT4eko5JO5qxHd37Uiun9b0TH+oLqtMeTZktLK6uH3NKMl58xvWKWL7H+w2DG7mvLC6WIhGL/i6cqPRcHyynKpVIJSYGsNVa1pfiVSK8bZmN+/rFHNKwLVvO5djIl1OkIszrVX5sd9+VVOhFJ9WTWVlQjUDnrQaCNs1roNqwHLydClEPKZvDwZmYpg3mb+rMdJi05EfID+z/0TlyewYIHZS1E9xam+bnEYtlxYy0F9qsIigzwnpyeJFhbSKz9WLewgCyp7fd23touxTdGdxsbHyM+FJZVRDhaWkQj30KAyzVifozPR3r5e/F1/2JTr+m3FvvqDRMp67nPhd7EYAA2y8dxKfQ40tYyq1WozWnLfmUH6SiJyJ1e0Ty2pdIqR7GpXjSXhHMMmPpqtKRhImAbJ6YA+Td/slEYHNc6ZgydPLa/ew/34V/9eI3RunrO2o5dZOmzxOK2xDj9T+TKEM8YHRkfC2tXyr2XyB5F9ZG0hMuJ3ssW0PPGX3ivOui2tBiggspu4WwStYG0HkdrCPL+mfR8w9Q03e6+pHBgr++0UDNvoVJhqxI1c9WlDDmY5W1PZ68rweys7KDITEf1cG//esO4zxjwJUJ1Q6PEZFm8jcjmM39z6/uNgn/xBmNP6/rsvtZjCpMHiNS+yb17eMx7ucwmOBxNX2W4OGBSYPGE1KNrM86Ja5dl4hzzZu7nCT4XkzaT7U/OTEJ4hb351LbfEvr9QvHOssbH2mbjE2OOxAqdok0SeX3vFS+Ll6/aWMxg6E5ZXcw1u6cPvHsbV0DchflUxeCXClzSqeUz1Wib+xrDpP96ffsUioGPBUiwU61FGhjXi97vZxJX4xFQY3RQKiELxKtrMab/NYpDDskCetkOMNtgoKx0gZ4poWn5YxnguFUo6+SvteU/oHswQEOza6hqLfUh+vdvpvr4+I502Vm0U/wsGIx9dPT09RlZj43uNcsDrYowAn0nv94anqV6Ywhq0DKWw72vHHSgMtTWnsrdY5ujK8E4rO0gR3q4IkTw25dDKmuag+L3kEbMmun9bsR86CJ1g/vo8lkKYwU65T9E+ESgIvj9F0UI42BQbhlmxVMTAwLiimOXZpdzhP0VHvhjByAleClWrL1i8nYGa/yvz/kRU3pid8it5tudF2wEEBcSJvjfJ8x29dBVl418ldHt2MivLfF8ST0Fnil2JqI/UwW8HeV1oPiTPhdLwYtBXFYfDDusMKwXaHyRuAvIMedB92Y6nm8zBWY/G+a4tciVCxO/uEy7aS4UUWlri7/yN+dxiDrIKDPsD0N3XEv19/TpZ6cUi5DlxYUwnf26d8f1BptsskUPiSiK7lEUO3tERt9OdSWcS3ydQfuRAwRh0wCtguKUW0iw+R8OnQzUKfh00vpckZiwzySHwZQAKiKy/+JU4ruaX2DdyRtX+UV8mm0lcjeFdLA6KtsYnKvtSg8redB+TrgyKpizoi1tNW74hZ0oX25S/HTmjgjo5tNOLuL5mRPfnAyzaSiui+7cV+6GDaK+HstU9rIMWkzuIfzzFOAwwtObb4MHkVN5GenyCxVXjxjBjCvcpiKVtVmaAvoJ5zY4+sPCbZvTp1mzkTB23kpXpu5rlSbtpWuaA90JoOrk1o38nwNLstte/wYl/41fjvmFfy/dalBnDFdOJjsR+cjoikka2Qx5mWgZdjYy7xo1vF+XQTi9SGj7Krne7nCed0EFtHnJ++yC5OyT2EJHLEdhNoqXJthoOuJhv5Q/n99gCWOLnLpxjRPe3UpXHKowp50d/rE/yHFIHSewhSr8yv16lWuEpWCgpZjHL/mgoPdIk86ySW8klDxLR/f5D6iCJPQQF6kvdTIYvh8kTFPgyML8wTyG//8ggovtSoYAV2QEhuu8UpA6S2EMYA/VJEA4g0X2nIHWQhIREJyF1kISERCchdZCEhEQnseec9oOfDvI4q0+20nrRbmNx9wfbUP90XeewJI4efptFnu2DOIYoB93fwHlGZHXQnKbEClh8UETJHR848j/mk9eSbAfg38z3W0lIvCnYc077J/9itEzEUydi4sIY/RU3gOULefWRqhv/6m+qyPpukWf7iEwzDop+Ry/tXk0tZhidiHYWKTodTd1Ihi5PHqjhzWghNf7JyEwkdSsVn46WH6ulQsHusB80dSkhsS3sx1qMs7GIiF2bg2bBX55Se1lbvrtsZP/F8Gszz22B8/Iw4gWiv7DZ/MP+aOMc8+CZwYOzh8Xe2G1cuM9OjfZ97KQz4rX/t2M9LCFxILCv/EEiiD+U/xc2CKOsLxR0URDYDq5ZE15L0zy3C86et5nS4OJB+u/V35Ujr/eC3QOsv7XCWuRKxGFn54xgxLmcLliRxIsoIfHmogP8QRplfZY4m0calPWDRH9xiEV3SN5I4vfc9TmK1UXpxA08J1CFGe2gOlm9xrWs0VzU6VybYfMEUwOV5/Wz184Bp2iRaTnnqMwegQZfLDn9XV5ZFlM49w1x1BdW2eop8EXAe8a7hSEfl7CwYrTtnppmEhoPYb14+QKvC13UGOxtttLPJSwY34IwhBJ/cOwrfxDB/Ynb9ZErp3lzOGU9bCI6bSxS1mMAR6fCFKlCT2RlsIPi38VhMQXGg7hTfaYODpzCK5ZzyxYBZHR2UPV5NTbNDmSiDCNf1I+YEg1+fimHnNcfMwKa+Ldx/6jfO+RlVskHjnur9/Au7ldCyrJ2Tlr0KPGyEUc941Qur9PpSka5f2mCTmNT1Ao6la4rKjtefy05f2OelE7iu4TjA7vpOVgJiTcLnYkvxn0xImuMOY9MM8Zig22VwJLtFdsCr2gnvIk7BjYRZzg3gttBouUSuhjsH3Bx+wJKAfkgHYYVp8GHpYaciRCenSbXfFvIZ+LyBItacS0hKiBd2YhFOLmQ9vyPr++jvsT3bKWpVtSeoz10TNy2ME9OHxFQbRQDg/7r/5v/D0V7LvEWo2P+ICN7nimfXjO/jy49d6fOu8jP3VB8i2KhaKGDuB3E+VzU31gsGqgMqLDYlRiUQup2iu7khC/0wyYQwuNvcDwIS0d9rLpPuHTf1HRl41EcVJWxuCMRP8ZGzzFO5QEniwNz0u3+u8mnLlHpSAUk8dagw3zSLe2gZuxzunSK5YSUY/ZjoncG6c1YhBQzfxAWRCxUzlk/bJ+uLsY9ykySrffwZwsCIXzwq2DxQbHO2by1tM3KVnxYhEmFdV9htcC/eeF3dDrKSdEkJN56dMAfRGhpBxHBu+7ZTVryrekOh72s8ftuKzql8buYwkLxdHFWPRTAfdKZXy3YDHKybSWEB3qO1COLQYn0vt/Laduty9b7Xu/yynL5YRkqqfRTge7kpPewy2iN1n6lJCTeLHQs3ry1HaQ+VYmqXXx2Cy351jy9wyPRGbavh5PVK8R/vpCy2GpotIMUCl4oxJzwnvXnNTtFpMGnZzk/MUUxdRzvW76wTHu4oUA5IYNp2ThHPUwel9MFg4hiZm3uAtcUbvJ60u6w88iiEhJvHw6QP4iiaMIWoE/sNMLtH9jrVsliNr+abxb9ggXMeFjKL+UiVyIwXrCMqlarUASBL5sroFqN20G1l/WcSr+U8BSlcxp8z5An36DBV7SSUGmJ/hk6C2/MLuWezLL9lrGrMTy4oaqhSyFGS2yzGcsG9YofiWvMGw0JjF0Ym7827zrpYq6id5m3iMguGA+8FpWsVq0p7+5CQ0hIHEDsuQ6ifT18j8/yDywmsm43EG1WDF4MbjzfKKyy0BqBLwK0GPEOedcfrqcX0onvEyOjIxT9wpin4wNH7Eosf9oDw6f/eD/tPGJU50L8BhHieTFYKL5hH/fUOAecUDp4e933vEmDn8MKi/YH8W1K4v4gKsnExQnKk+23fL/XtGzB8WD8CgsfomjKFFdLj0rR76JqWcXbebhEdqBkKgzF90cmuJJ467HnOsg0QJ3pQVP7e3Yjq5MWizKii0tlmqc1D7wOxjyt0aDB16fTzqbXKRsvhpHoy/mJk4cDkJB4WyG5OyQkJDoJqYMkJCQ6CamDJCQkOgmpgyQkJDoJqYMkJCQ6CamDJCQkOgmpgyQkJDoJqYMkJCQ6CamDJCQkOgmpgyQkJDqJ1jqIHc6SkJCQ2BtY6SDTo08SEhISuwi5FpOQkOgkpA6SkJDoJKQOkpCQ6CSkDpKQkOgkpA6SkJDoJKQOkpCQ6CSkDpKQkOgkpA6SkJDoJKQOkpCQ6CSkDpKQkOgkpA6SkJDoJKQOkpCQ6CSkDpKQkOgkpA6SkJDoJKQOkpCQ6CSkDpKQkOgkpA6SkJDoJKQOkpCQ6CSkDpKQkOgkpA6SkJDoJKQOkpCQ6CSkDpKQkOgkpA6SkJDoJKQOkpCQ6CSkDpKQkOgkpA6SkJDoJKQOkpCQ6CSkDpKQkOgkpA6SkJDoJKQOkpCQ6CSkDpKQkOgkpA6SkJDoJKQOkpCQ6CRa6KDcSm7iwlhNUWyK0uxvZmXZd3qQpzxRn+xP0Q8gov8bTd5IkhwCXwYm/z7Z6RIdUFC/il2b85z28MRarZa/nxdTCJVnFfWp6vzEudfloT7sHx2ZnI7sSra99mPNRo17yOM97XWfdreTj/qbeurTU/zZ9b0ZYvsgZ1O0toNqr5TJ6UnfsG/j2cbgp4N4AilP/vWk8rwSm45l72YVTSgT4xPs9x/broLSCX0T6n2/F3L4/T+/d7o4BxdjF8aUV+yvOGOVfi3pUgj51TwG4Z6ODSg+98P13uO96NvKf72zW9liXJR+KfmGfDRq1h+v22w2qNrUQio6E83dzWFkBb4ItMzH/hc7xDI2PpZbyrES7g32Qc6maKEzqi+r7pNO/1k/ZLehbNgOaZpYe6j7SHfwUjC3lK29RJpyuMtGV//ggKBIDu/sXld++zB3bY7sIDGxuFo03okRu7yybH/PvtdFsr1rU7S+vbuTB+8P+IuflOIf9UMHISU6HfWd8XV1dbWTVc+fepTG6Nt17JucjWhRIfWR6tUUEP2X6WBNoxPsR+2B8eDGvzf6lD7MHnRVguQg7SALwO7wbLV3sBqKX43r+g+mwOQ/koX7hd7zvftTMLTdrk8eulGjKHVlROkblY02dRD1qL2wg/ZfziJa6Yz//O5438H/J9pBhL4P+mqa9QMB0dVqtZpZzGQX0xDWyOiIX1BhBPS21O1UYbXgeN8e+FvAM+TlN7BLC6lSodDndLo/dacX0vfy9/iD+ZV8ciGJqz12e/CroGfIo8uZEJ0KpxbSon/qmP1YM38Wt/zxauSfXcrSWt3/mZ+MUvWZmr6ZJi+Pd3QkfBmZp+IzUZQwfiXefbSbTGvUt/xY9Q55AxcCRjuI1wslxz2QGIxHo7coPBXOWpZcl7IuFJ7nzyVT+LGQuZOhGsHiQDsi/+rzSngqwu1tXmu0hfu0B+uCZuNBfC/kIJaTSiL6PlCY1J1UHgsHzeSx2+3xmYj6rBKZjnS/183lyeVff1aTG/2evzbfY++p+xkPKbg/dSNJ6dyHYtof8j/mc3dyVGuUM/B5AL+Tswm0V2A00NL/wvr2f36H6FBs5IyeEL4URivrJGDRFqZ56kZN5VmFp4umB5qDtYgmN/QTz2ce9yebBaYehacqzyuZhUx8No73wgjwD/uphJudwTC+UCPeIiTbyEykorVI15EuaznvNVroIJ1zzqjReUHfadhB6OjuATc6dGI2EZ2K4pK44o1/F0d6cDyYupWCsLD+Lz5cj2hvyS5mJy5OrBXWIFAmnSsRVVX5g4nv4vGrieDFYCqtPXh+rPyobOr0RZkxX0B/oTzLPywjZb28HvgyUCgUyJOFlInxsY3nLyBxRbNCJy5NYKWNUuFO5RUrJFSn94wnMhODrYe3vPj3RvZuDnVMfJ9wfOBAh0ZuqcUUuj49i2GWuZthPo7xMZ0dRPVCSfAguV1Ra2hnY8lJDtYlJ7/ACxT+enJTpFcTIYNkoGj6PuzDCMSzUHnJW0nXiX7IMDwdvvfPe2JbIE/1qXrq5ClUZDm3bKrZUZJBzyBaBLmhnKh18HwQHR01peFHPsGN5xtMv9hsfR/19d7N4SrmJEjA0defX02gb2BS4fLkvQ/PMnc+anRoy2Be18Y53hg4r3fwN+sPGLT9H/ZTrdXfVLwRCx+oElQNpcXgtPZ34Kn8T4XuP9vxYOJaAk+Vfy2jr6JPihJYf7xu2hbN8hRHTemXUr3jvVJQHpI2LJHI5TBkgnaMPCzaDtmgI86NnoNijV2J0T3cDgqNh8YujmVOZpAPWhCFxGQDVaI0H1+sMzRapFKtFBYL/X39iUaLWMh5H7C9tZNRo2+iYQdxb3/xQREzCVa8XAdBGWNGwg9obvx1n2S3YUb1/Y8PAsLwRg4YDGhv/IPg0Pz8wfgsu+od9tKDpLPRQhhmxrL4vD6MZJabqmLkowmx6sZIZinPVKiVmuYWpaaFUsD8oGgzD6XgLZgNsks5T6Mutq4uPIs78WqsIzADIxE582dRWipJZCoSGPWLdhDVq/q8CgWE/PE4zAQ8aCphi5KXfi5BSqwwio1ZW5r/ApJJaJLxmEmG+zhQhtjVmPq4jN/Oj53GtsBsjEdQl9xS1jtsoh9RElK4XIaDZwbRvjVtUFHdYd9xqXI/SOpmEqqcphNqcS7PLd7DRv8xebVhYWvdH7re7aKnILe1VTaluZwuDFSkLP9z2VoHsdo9VqG2UHwMdTy1oarLK8swKJAy+c3kuQvncM/az2tkoYhtYZEnjRrRbopdifT1Oe1/qRtBKGdWKyEmbyo/LDj0BLRIHutW7Vsht4MgZOdHrBaYn6iEmP9QQuvxZd0ipnLeH2xPBxntoE007KD+gX5K6HX00jzJkbmTonvIdOSrYogDMuru7qbmt7MFiweNwRdiMCPpTnR9epDyKZfLpjoIiU6YKqsFTAv9J/q7j3Rj2FAO5Yfld2zvYM50fFhfY0IjUG68QzCDRUuBqU86iKw8lNM5zdo+PBNGz8Nt/hE/3cmLgYro7CBeL1hJzgEnWt014Go221iUHNMaMocug63BTfR2JFOX8Id9+Oc43kfGv64tFM3liRQMBlMdBLhOuii3UqFkH7a/eLZBOWSyGeSMBQIsAnGEN0rCGhf/HMcdPUd76NI7Ru9hc3+i0UfTZq1hyVLtaIHZjq+HbAHqmdQfkJJeTGOE4zf1bdYWd3JoArRF6ddSbDbWMk/+NVnR1kqw2jJ3l/tObMoKnZDuRKeiFP52XCIdxO0gmooUpd7reAmtx5di1iIkwGZy3h/smh3E/UGkxRkMMxtp+pqwb4LyLD4sYkKDdqd5FXodsxymd75/hGyNLTOJlg+M7WZFxZhHbhj8y0vLg0OD+RW21MIsAe2DuWtkeISXk6wM3QxMKchBV5fe95jTDs92fdAlPstnQuN3MV4vmpmZbWi53uYlzy8te4Z8vOSY52FR5gv5wOjm2rYdySAFio1+8y5ubAt6FumxWXORQiEGRkdSmJxX8+5P3bgzdDEUn41jpsW4hWJietYgQ+dJ/atFeXL8bmkHKVvn5zZrbdvq2zLm0867yDKi32j3ycuT8Zko1npY0ubu52AZWWeoGEYNujT1hOhUeP5WihKppxlHFt1Jv7kdpFss8xJajy9eErdpi7Qnn73ArtlB7cxs9vftalnVrfk3r75nz6wsw06BYUkeENgCpIN67HZah9NM0g5cJ1z09uhUtFat+r8I2P9sT7xKYBZCVjBi+Z1kd+gkUbduGkOX10V0/ok1wnqelBoWXDo7iNcLXaHwU4Huj34bbaaDeMnDU9ENoeRISS2msMJNXE/wm9uRDK7CJtUlWrdFM7j/Opi8mSb/F5ZmXT1dlH92MYuCkZtDfC+zLk0/9xr6hq7/hKfCkYYvUtyzQ+lt1lo3q7ez98d4j2ZPefl/sTSOTkdRTnQkTG9QwdYZKqZeVM0/lb9fYPa4pgjIw2gcWTXNdqbfzb6LkcWntNGm9T7c5AO8Uc4tq7Yr2H1/EIdxZoP1gTmkpn0X4IMZc1f5cRm6BisUbSHgxT+0je/0oNIQN6bf8HSUeyIoEfdsqBvNRnLXkS6apfEUrKpiqQiD3OGwlx+rWByJKziyO8RSMVtJKzm3OJrN0rxGqAXlWf61rLOD5q7PuZ1uqpfC97w2F7xY8sTWksMailyJbFqaCvvyGDWTDIYo33Bsus43bQv6xkfrDlNgqcVLkn+wBssIygh2KzNaG65TDot9UibyFFJQF/XpFouGys/T2+kPphZNS38H7mHfJTTwr1diH0PrTE5PQuaRy+HAeBASsM5QMRs1fKcPmgk6Oj4TQScU/ZVKw6ZDCrcuuR1kvMettbX1+FIsW0Qxk/P+YBs6iM/w7DuL5l7dcrnVzKbQaH9YwgyAgRSZYh8F0W+gbhOz9Yk9dClEH7wPv3sYz2KmpXTPsK9YKmXv5hJXEhNTE2h4etB6FoJSww0sn4tB8gjApghfDg9Cuwlwn3TTvETfuWqvapjVafbjvi0TK08DZsX07TR60sTFidjVGJ6duzpX3/fx7w3+7Lnz55gmGnCzJZuWSfDrkEXJ2XtntS8gW0uOFPfJLUcZ/MP+cqmcvZtNXIlPTIVNJWO6zje2RfV5FesL0UI0BZWEDz/mqL44gUqRt0iExT4pozwdx/trr9JIgTyLhTX/2frA8w550O6wH7VtBDlKb6c/mFo0Lf0d6AnIKv9j3v2JG/2BUkTHraJ1GOggrS1af702HTWYBZWGrwev63O60De8Q160I/pe8G9B5ou8ldS9HZKEpQO7CfeEvg4hN909LceXRYuYynl/0JYOIqukJmh02Pbingjd/o7NE2RCCn3lwWzJPgzdTvWf6KfdDVA69FkRMyqGNNQQ7Q/CoOUzOWb+CHvQy5zEWKoo7PMkBG09C/V9xPy7yI3ngx8YP7oTSSjV3Oxc7jTbKUP1QqPOX9/01xh3r/BdRSh56lYKnRV2ASv8OLNfqIT5pVy4Kzx2fgyzMdQTZJj4Lg4LAqb13NZzUkY4P3JSyd1bS44ZmGS1Wfh3bZADiorerJNM3ZYU9n1QK/Ba69rCPzoCBWTq4xdBJcGAof9C9SD/0OVJsS24rVfTvsuwfV4/3OMuf2NvQak82uBn5byZ9A6P8IEXvBSqVl/kVwuQnv9vAZKbRX8wrbUuxXSpAtsBPRAygQmQvJY8N3rO8T7+GxH3rxFgucAQW3+qtpSVWFMaNXSKEMqCbQucTVQqFVg0VKnYbAztCBXQf7yX9gfp+knppwI6Kt6Oth786ynel9hnwca3yGbjy7pFmsl5f9CWDkIXsfYaGK82u58+TpvWkL6C0YLF9EG00Hb3TaXSKfG/sCmaHamlUpl+47CuO6w2TEohwa7R3c/3WIUsbR8d2i95M5G2bDWLtrCAriQY9sa30PmmZjmYlop9+f77pPFzIYYod9zq7jftD6a1bsfnhXakHogc0A2MPQF2B9RTw33jwr+WeVqMAl2fIdSbo8k3geV/1j8TY7HcbL3crE2tW0RpLud9gDxbISHRFiIzEVgQsPhgxcBagcXR6RK9JZA6SEKiLRR+Yt+tsHqiDTumu8kldgCpgyQk2kJkKhKZDufv5ye/mdy3s1R/BEgdJCHRFpyfOLlHRmIXIXWQhIREJyF1kISERCchdZCEhEQn0UIHcVYXhXa1an+fCGwvuvTXLA0xnlBuI6Mju3hihXJuuTmwfVSeVfyf+0WKNfFd+ZUc8eMEx4OB0YC4sbBOG6Zxb4tXy4/Kg3Q8pSFPp9PpH/W3U2BRbs3+Lq8si/m3f/JOYnfBGlrjZeejxpiys5x1QQF2dzSpT1X0+b1gm27FYUYk7Y5e2mGZWcrQ3tBm6a8JiG+9vN7v6LU41bIzTKAxtL+e11aU7DTNQzX6bXRD1Z+pITq0/FJuefVebHbumP1YcjZRfFCkDYdbr8Z0V22H6lw/fGdtz5Gedk4DKBqLjcI2Q076z/o3nm3wHbFQNNXnVXQ+xit4yPaEQg+w368pA4mdw/GBA+0yNj5GrIamKTtD+dey2MN3dzSVHpTKD4sd0EHKVu5bcU9Es/TXBOeC2V06pdi1uTEDifoOcOzPx7bYF1uRWkjllnKTlyftR+2FnxnlAupSKNSPR4tXSz+XdFdrr2pUTlxC3V3aGaI2BVupVpjRNOzXpFdTGu2iaKdJgheD0Du4x67YbV2NVpPoKIitSRx/xpTtIr+a17Xsbo0mTJ+Zuxkj+8KuoN0aN+Zn/ZBolv46sD7duzNgTtiVwGcNKlgTawIWR3yGcdf2n2AnXR1/cdCZ8pp2wqjyvCJetf/FLl5VGjLcweEJRTufxaj/6qyJm/YUAflj0ffi3y8U4ey1RGdhzRywA2DlRYyaOrz+aIICSnyfKBUK4vmyXUS7nbFx9lcvItN0oubGnK9op8911Ny0aoVRUFgtOAeYy4MfuhPzJM2tszuIlVkRfC52Bzvyp/O5iKiTnGv+F1oVY2WbXkhzf1axVISOTy+mFSLhH/ZbU3MqjIrUxJpYe7BGJSe2wK6urrlrc2ura+z0oM1WvF+0uIqU8uOy07lDQ5edqLbbG9LbYgcR+FFVzkEDjSnW2jfsEylBeAsiW8+QB23U7HgwkaVTWwfOB5wnnclrSbQsfiNbI2F7o1d4PJ95qVdUnlXmrs+hRSiH0Neh1GIqOhVF34jMRCgH6/IQpT8sSqdZKAQdRH+cRwxeIPSKkUbwguhM1NkIXmCaG3pX4X6BnqK3i/2Hv8vYS9tkkqxXTRspGCZor3tme5Swrlcap/PpNz/yzUcTzG3SU0Y/Y+1lDTYUyVA3ZkVfFeSTvpkWD5PvCnbZDoJ+CV8Kw0YIjYdiZXagJj4TGRs9525Qc3OfCBYdqXQq+Y8kVrBugbhb2aq5+TpZjMkZ/y6enE0ExoO4qj5TBwesyNghStdHLhYHrZEnurVGq/6CbJnwNCPhR+bIMzodxR0jrcLOmVoTa4U1KjmGB6q58Wyj50gPP1tYMlw9fOSwePKQfDqJ7xIoFewjY7wEC4juRqMdpGjmla7kulorQugBlCE+G0cLzqlzUBCuARfUfeb/zMVLZOnE1oypBQUOT4WhhpI3kmur+bkb84y929ArIkKvIO7warWKVsZQQZewf2CHLsPAy93NBb8OWpeHhQy4NEG80RQKweinI/C+B9kSKX382zhGo3fIi6fEXsGDFxB7AXSi6XljiuCCWhQfMo4nKgnKQCdvW/TSNvi2sotpyG159R5kiBwSVxKc0VGH+meiG0mbgcCszjD5VIWQoQSJNZxFZFjYpPdnRb2RnNOGJAvKeMaH8ZJazDC+V81XxfgqD+1mBFoR27ODTp08pfvaorOD0AtphnGfrps23hE/Me/RKgM30EzYf5wtSQZPD2IA8Kviu2jGZlbMUm5+YZ5bUkhhfCivGmTsR+3E/oP3jpw1J0I2XRVzW4a/uvigiLYJT0Vb6iBTRjs6T4S3oITnRs+RfDDYqFR5y6tAdiWLtmez5VcBDACKl0ARHdpso4b0TOwgY8l1tYbdQTqI0cVrcb48GjUf3k68NiiMBaUBfyNZAYELLKJOuazmf8gz/llDr/CP+NNCr1Aa3hDI0PmxM3g6iBkbiVBGLcsDWeHv+tP1eiiEqYivEQpBB973+Gkv5ICxh9xQsDrLl9YrxOAFhVd6zlMCSpgk2+3LekAkKglsIuig1r20Db6txD+S7ITaU8bvgX8TUxOlRyXzVrdkWUSeMNYoYg3s7n7ti61I7092HEweVJlzVBN/+ZZ89oZtent20L37WzhHSDuKdhCUK6XwZmO0QcTmf5ud9Mvepm9AdVJU/K1zmtxOibx/ZLOgITFbwvzu/+9+/lIsrMQclAYrXbFQbKaDFLNVMbcI+LcnRsKvcdm1hKkdhDmK3lJ5rGJeoi+jkcthdFBUjV9Vtavo3OcunONXFQo33FiTYtyiB2M+T16f2+7MY2oHtV9rLKxsW+NeUQRd2OrNdFDjvSxiBy1DqPWRAusddbHoFbzdyQqAcKBEFBZ2Iha8EMRtsIKty4NuoKoq+gnFboM2abYQ431PLAalcN54ks9GI3gB7KPgeNDUD5Jq5Ma/CBO7I5YqShu9tB1/EEzmjUPM00fR31A704UYoZmnj/LE8qpO73+kyzgWYldjsOBcJ1ziUztgodwZdtkfROtJXa5cEytshinouHXr1sH9giElz/iJtagAMO/nZuuftGhG5etebpEh3SLCgdEO4vMGX2K0H8fSes5xasMbKx1K4azYdJUGP4/QwK9C1aLKDocDg43HgcBMu10d1KYd1KzWZCngWZ0njqU34bXhdTfyN1MAGYtewdv9na2M3She3fHXqjyB8wGs2uhdsJiwamu2C8zY93hJOG88lwYFL0AxmjliC4bcYD5zC7plL23HH4Q5zK8xncOiLD9OJK4mLHwx1n2S7DsxRRwL0OY9PT3r5XUWmYPfs30Wyp1hl/1BtH6umd1DbP60zhe1tW1r9AWeYj/ajc6UvJaEVc/iXp3OkfSJz9i47m2n/KZ2kEVKM5jeOdKIPlr/ztWI7UVreIpIwa/yGFh0tfK8QsyTzgFnqkElhas99s0BAFMZz7b8Wt+mHdQshX+t2+4mRtOZk4ICWPSKzXZvWAE6DvyW5YGyWG6EQqC3JBpqXQdj39OVUxGk0XIJjP6c13JD2+k4JHuO9rTupW34g7rf68bKo1Aq5JeW6V3xb82rphjaMToVptnL2PN1KeozdezLcyjt5NRkRHPLHls6ZrR6ePvuOt39LttBjJpb09zqU5U6E0YO3ePVGGr9Z/00axHtNv7W/QgCfy1n/8dMSGtgtaxiTljWSD+9wyPRmSjPof5IKzJ2CzvIIqUZTO8c/Otg+maa1736skr3hC4yVmyKSMGv1l7WrZWgdpWFByQraaD+MYKu8nCsaHisazAgm7nehZq2ZQc1S2Ek+VNRsQUVLQpoZjETsHSTkdUWuhSG8uV7o3xnfIplr9hs9yaM3S3L43K61gqboRAGocqbtKCu7ymCnDlvfPt9wH16MK/lVnxQ5HoBOaOlUulU617ahj/o1MAp6KCR4RH82/w+1QRiySGr9UaYI2PP16WEL4XLWjQOkifvt6ZRSaBwLQJq7QytdRAEpzR0J/22SMdCAytPWC65u7nAV6xKaA/mfWjQbjNXn+aZLz4seo561gp58SpB1NOYYUJfhyYujNW0AM2Z/1sm4u48EXdPR7BsqVaraHhrMvbdtYNq1UbdBW5/5ydOqnvhft7+RWBtdU3RrDaKgMqvYsEVEK5ypwbWFLiE2jGu8mtJuuob8lHmpZ/YqIZFsPF8Q4xLZ1K2re2iU1gta42Bykjyl7Kw/IkunnZa+z9vQXJe9+8spvqcrsytTL3uQ2xwGntFdmuvUJpHLmlZHsZmLYRCUJTNUAg68L5HwQsU7ZuaovlKeDHa7wN4CroPudEZIEwPKBh+TFyaUBr08ha9tM39QcycmYmgxaHZcTXYfJbtP96fVliE3uxiem21yLVqSzuIp+RX8j32HvQ9sj2ZZ0Dj+Wb8sJrckAL7vc29++2j3fNipDvZkNh6XkyXzli1G9TcbFelttdA/KxOtNt5Ld7x2PkxLD1iAim3eGYK+SdvJGH78DMv0NbIE2/hObCPa9puDgsydmOeT7To2uJ+CvEsFU8x/RoieiVqFLdL2LUUmanTy4eno2hIGLeDQ4PcUA/PhOlq1OwqVG3fR30UXZ5f5dtJQlOTFDXbQgGJNaV26X2/VxHOH7VZa15O5qTU9uxgwIufSExR0+7s6u4ZGx+D3Qrrz6dFTK43ur5XeMReIUqVfvMy41nr8vQ0QiHQ/iCLI4FbghdoksHQEu837rKxWJDynpzX4qZSblBA1A/Ffm7spbr6ov+I58UoBQ1hZ67oQdgptD8oZnnaEZdYUIDrycQ/kiNaUADT0WQcC1DfUJS5pdy58+cgW89nrBYkT9jU1IIow4vnL5Cy8WIj/FXYuidsF63Pi5lGJW6WTrCm5ragUmebEQzrZ2PKtsjY28yzzV3U1l4STFYWBcMcYnHV+ln3J273P1vMP6Y1FdFmra3L2QzkL7B40KJXWEvVujzWoRCaFcP088V2d9LzfmgamdailxrrayoB+gpm8bV3y+ve1QcFaLPnw35kH3y2VkEXUgH36FJ2EXLTvsTuYO/2j0i83ZA6SGJ3sHf7RyTebkgdJPFa4N9rao3zRNw7JiHRDqQOkngt0HmiTpdC4g2G1EESEhKdhNRBEhISnYTUQRISEp1ECx0UngrTGSibovC/T9QnzdJfszR0mpxyC3wZsNiCtGOUH5XpZNZulfl1QPWlbXK7XvcDVdMDhdxKjnbe25Q6J46Y4t3VYAoSLdFCB6ExJi5N9B/vp323ycWU8yOnRfprwn3avV5epz2se/Sh1/GBY52o3bWTzZ3FufPnUIax82NP/vVk1+veqOkYRfiQ4GA0KQ/Xe4/38j1NSHE9LFJ/3qPT4RLN0Lpv8hPemCW6u7pbpr8mbDbbXvBJ60AcNKYny/cTc9cZ0/789Xn6717U3dbVdRBqetDAWQ24uuf9WZG7nPYXe8In/ZrYlUgALdDklPY+w8i0v+t1N+GpkWig2enwTpXnj4k9iatRp/JeyiLVLdCGE2q12tr9teRCslQo9DmdgdGA66RrS9QgwRbotR8TvU6ZlU1Oe/aWpRyx5/lGfc1I1wnVajV5M5mcTeD+0Dch01Pa1nmiRlRmdtp7wF1+WOTsYoUfC8S4hhL2EbH5WX/1eTV5fY44gwJfBvDS1G12WtU94JyciVSeVlJ3UhRPSvT+8LojT1hJhdUCShK8FBSPqlqXU6zp5DeTLaM1iBJGSagWoheJsWU2UjgbjmkZ1Gdq+maacvCPjoQ0Wvj4TLRPoIXnfYO4AQNf1IlQdSCi+6wgvextdhK4TnTfkAZyQ3p+tYDc/H8LoCS8I7FG+edyquG1RHk8Xp/uYLM1W6Cu76HuYor0r+0WdtkOItrw3FIuOB5cL68jPfFdAgPSe8YbngnD3K29rIUvh7N3s+hhjNP+ZvLc+XPeM57ITIxHIxBtAe67ERnk4t/FE1cToYvBOfUJIzl3urIr2Uw2I0aG2FLIWs3n9amq6hnyBC8E11bXKIqDWHvrPBld+cUJYuQtPypjAcUZDIjZBzkXHxS7jnTRnURsDiW1Ua3mNKp2zpGev19wLGbplHyv5qkxcrvUyeEvM3J41L30qIT1GrHnWJfTWNOkoaY6rD0sskc0BhkKXUln92uNU+MYbGPjYy+ev2BMCZaygmqo08LfzSoNWngooEKDFp49OJtA30Ce6lP11MmmwQg40T1JL/l9wq5Jr3C/kFvMBjWGeZ7b/K0UMeeuP1wnd3JOO8seOB8gpUlXkzfTumCc1myBxYfrg95Bkgx+N3rj2AZEcSPZVKAS28T27CDxO4tNSOd2EAYP5kb8oBnJpti8w97UDcaFSLThGBUUzcJxnJkzMBni09Es4zZnTMDiu6grYDbD/bAguCWFFIqj5Gkw79R5eVaaEh6jVBRrAaOLUSK8Z4/OREXroGWeGE64ulHZwCXkAI2QvMV6IZuHMci1nIlng+5EHyXThliESz8V+j52ovq4n/MZm3p/KAWlheLG9cCFQG4pqz5WiZOoZTlb1tQIKK/A3wKRS+GaUifc8p3xEcN06ecSUWSgHVESmiRalqHO9yzQwiOx74M+PAjrDL/rNO/v2YmVBhX0DpsfDefSe0eQnl2TXv7HvJgbTQloC9//+FBmimKCMlAr1PnqDym57BYdZMEWqGg+I85dVfqlRD2wplGs7mJQT4nt2UGZraw6sNJ1dhBsb0rhLLxaBFGWQrThWM5QbmROs8Av9GVtIcl1ELeD0GsxFO0Ou/2DzZUIljBiDorSiIXQnHSdl4pzu7BFB8UXay/P7u5uKALfsI/iW6EiNN/qclYavH9EbK402O3KZTXcoGpXNap2XU11cvaOjlAv59KDOTPyRaBlOVvW1BSek57wq7CiEcWPnB3BkkoRIitgUbnxfIPHNWktf80DpXJa+JkI9BejxBwfExmjlUYsDUxLzXSQhfRyd3I6/mmlwWCNMmPZBauHs1BuyrYVR7LuHqi2eu+9w2bByvMKrOC9iHf8R8Yu+4No/qyZ3VPSaMPpr5FPutQgFd9M+amANQ4xLsemY5zwhewspIt+inp6E8YiY6l0/qCWeWIUEVcxrAxYAZiBiVDKmHPgi4DIebrJT/xefaiISrx9jjuyblqW00T+bUTvhAWHZQtst2Kh6PmUkXJhgYM6IoVF5inkA6ObNWpZBi7bOi38u/UqZ7UYZDWdn+UQSzfl37GWHlnTYm50Z/lhURn2QgVjIcksr5vJUqlEsdusrR6esiUAlM0WmZ4MT0dRu8pUZe3+mmmgMUXZIo02/+7RDrg3DrvsD2Irdo052HgP0YaTd0Dk6xWviildR7qXZ+cS1xIUlYlHgOqx2zHX1Sw57nSwv2+nVT2H7mtRyzwxnDIN4nQqP8XD4PXVEZtjtuw52oNlDmf5NeU/bMn1y1PcQ23V3VjTNr8AsvioWqStHnuP/4uA/c/2xKsEm/8XU8UHxcT1BL+zZRl0ETKMZWs/GIGF9Kxzw6LS/7kf5Zy8PEnhM6Gz2vkKZrzHPTSoTDNmaCggtH5iNqE0QWMstPtXUp0QdtkOYjS6mr0g0obTPURwixmV5moY/BQ9kq6KM219fnP0YtLDkqf8axlWABbh935g0c3YYmc6ynOgRxhb+O1UM9L1keGR+EyUVvWYIRlhsxaRkivUlnm6BlzakqFOnO4jQkxF8Z0ZpPquP1jvPl0fciza53SEeOes+YmbWT3q0zptOJeP97S3nXK2rGkzYKlFLMIYY8USixpKkSFgDUWuRERnf2v5N7G8eNnaD0ZgIT3T3NTf1PJjFqgvdClU94tpOXOO7ZYxs4z3YGqBIsO7GMPpeKhZSHH5mWzHaIPTvhEBAvdWq1XrdKyfKZ5knTb8FfuiVNP4gyliRP9Av3fIk72bg02BHlwqlLSrXoq3Vc9ZmCUwGELfhIiv99z5c8u5Zf+wRnJ+N5u4Ep+YCqOLwAaJMZLzpnTfg6cH07fTmBUxIOlrEZ9Fqy+rGGDt5CkSp7N4GBopumfIm19dIy7euet6YnOlVZwGU6sHsir9WsY6wvmJsyG9unxaltOipmgv/uXRFKjRxMWJ0MUgfSyHNRS+HMbb3Se3sJG2llUTy4to3nNE8z4VwWCGrMLTVsEILKRnzA1zA1Q/t1OoDLkVFqIe1jTJIf9TwX47DXly/1E7+4MoGjByw1RkIUCJnaGt82JKY372D/tqwnkxY/oW2nBHr03bHyR+VseAj1yJeU57kwss0jyWYPPX5/n+IMxjpz49VY/QsJBOL6Rh+7DPEA2fCHHao9sRybn7hIvW1RgAFqTrjA33Vor2m7x4/gIZOj92bjxmUasilyOezzywAqzztDeI02lPE8pMHnSiLqevP6ycWn05sTn5CBTBe8IXDsaass/Vz1RYH5DPxrON+Gw8MOrHwid2NUaxDRTNt2JdTqop7Uuimro/dqa0mkKh+D7zWfhTWSuwcMz1lkKl8Mjk9KRu5rcuQ907I3hqRHZ6khUspv4T/TZtz45FMAIL6Ym5ZRu5BcaDmCSotChh4koC6y/0Me/oiP8zf/d7bK+DFl/MBjOTWbJazlDWqRtJLLR1KeK7KOrJenm9JbG/xA7Q+ryY6fm9ZukEC9pwRes96MH8K5gILLV2ndOeQPtNeJkxFHXlt87TgjhdIDbX19fCPjetKQzDZY3GHFeNNOPtlFPRajo5HZkUatpmpFZYNOLAgzXUrPwWZbD29Wyr4VqubixygyTRHLoW4cEjTctpTIHlyGYFzQsO7SMV0B5B7uGXkDBH/Ls42+c1Nek/64edC9uq0yV6OyF1kISEOfL32e5KVVWxeITZLvcl7hGkDpKQMAdW6+GpcOmngsvp2m60NYn2IXWQhIQ5nJ84yQ8osaeQOkhCQqKTkDpIQkKik5A6SEJCopOQOkhCQqKTkDpIQkKik5A6SEJCopOQOkhCQqKTkDpIQkKik5A6SEJCopOQOkhCQqKTkDpIQkKik5A6SEJCopOQOkhCQqKTkDpIQkKik5A6SEJCopOQOkhCQqKTkDpIQkKik5A6SEJCopOQOkhCQqKTeDN0UPJmslRiQTWdTmcqncqt5FILKQr0vqcxdusvKhSURnh1XUn27tUSEn8QvBk6iAUy/0I5tnTsHa28FNnu3Of+PNTQXoJe5B/xlwoFXUneEMlJSBx0bG8kYTS6P3Wzcdgh/P7K/PdewyTk+T6+XULiLcY2dFDp5xLMgUql4j/r71i8t0NNfu8xbIZ3vSPtIAmJ3cA2RtLaah7mgKqqaz+vuT8xiRa/LVSeV1ILKeT24vmLw0cOhy+Fu492I119qqYX0uvl9Z4jPcGLQft79i2PvWry2wCYbOTHcQ4wxw37r+Y/Ij8OXbXb7XPX5hwfOGq1WuL7RO1lDe/Fs+6T7sDftth6RjtItMJQ5sTV+MbzF64T/Ye7e2yHbKaR6SUkJIxoVwdVq9W1B0XnSSdGcu5O7jV1EMZ8AMu605652Tn8N/FdInQpBNWA9LHz54Jfhyb/Pll+VMbvZDrVfaSbPyhaH9aWCHIbGx/LL+XIc4y/0f+NQsXw/+IqV3wTlyZ6/tSDl+I33us7PdhztEcMrWm0g0TJJa4mAheCpMuQZ/9A/87EIiHxB0S7OmitsOYf9eMHdFD2bhaDlkbvzgCjo1xWU+m6rZFdylJBUrdTSKfBjyFt/8CxvLQsup+25Q9CPrm7ucKPBecnTvx3498bsH2gYpAzrDAsJnkVkIg7SQcxVfJKgY0m6iBrfxAJBD+wRPV/7odx174oJCT+4GhXB0E7xK/GscpQNKNgeWVZt1rZFooPit4z3q4jXfTf+evziuZfKpVK7pNOflut+iL/Q36LC3w7/iAoEYfDvvzPZegg9ZnqsDvK9nKpsAYtgwK4BRUDcwwmDH6ov6nlx2Wj1WPtD0KZoXq8Q177B3aX09X3UV+LkklISDTQlg6CKWF/z05rosCXgeT1ZHox7Tvr63q3a2dvhT3idG7qGvtf6k6f3FLObrf7R/z12zQPzha07Q8iQNEkZhMoc/5+3nHC4VU8yz/kR74IwKybGJ/gt/Uc6UkuJFM3ko7jfViFGa0ea3/Q5HQkfDkMHc1K+4rpa7K8JCQkWqItHQRT4p3/eic6FVb+653f//M7jAL1sVr+pbzjkQZFg2Fvegnro9Stpnv/2vcHEWCbQAeVHpRgT6W+SB22HcZ/cys5VIdbYZVnFVgxwa+Coa9DlNKOHcQlV/q55PhvRyqdYi6zwhoU0Ny1OamDJCTaROtxXHlewQpF3BOM/8KQeZ2R5j7phjElOpWgF1wDLhhH0AjindybQ9ju/iBYWMgz8X1iZHQE/8Uqqc/pTC2kyLdFmLs+p6oq/5KFArRjB3ErDM9u/HsD676uri787T/R7zrhal0yCQkJDa11UPL75OEjh8UU3xkfdFCp4d/dwVtHvhhZW81HrkSwSur7sA+KBjoIAzhwITA2eo5+47b8Sr76EipJ0HTb3x8EdTNxYczlrOuFwU/d4elo4lqC3wCbSNEUKxRWrVZLLaYcDjuqTB4i2gll4Q+qKbXkd4meP/WQG+j36u8BTd9JSEi0gxbjmG+r8T/3x6/EYbZAX2TuZhTNNBgbH5ucmtzBd3r7Ufvc9fn0Qto35LM77NA4sSsxpCOruYX53J0s1BBGNZTCyFk2nvFf/MOPwv0CihSeCkemI1QwlIFOVDR7V//xftg+XFc6T7oDzyqwWfgNZCKdOnkqcD5ge9fmH/bj5vh3cZhp/s/8MPdon9HE+IT7tJsKg7/5Rklsis07PAJTKDOVIUUWvhzerkAkJP6waKGDjMcysTLaFWeH/T375N8n6XO4CKgho1Kra5lZq4I1A3MwCTfTe61L4jm6qdSMldWVhGs3Cz0oISHRDPLEgYSERCchdZCEhEQnIXWQhIREJyF1kISERCchdZCEhEQnIXWQhIREJyF1kISERCchdZCEhEQnIXWQhIREJyF1kISERCchdZCEhEQnIXWQhIREJ/FW6aDtBkGN/m/09//8HpmO7EPZJCQkTPFW6SBdONaW2Pj3hk3pUKA0CQkJDS0Ga+HHQupOCpYFow08xKh21N9Y0AjfGZ/7tHvHfNJ7jTZDsFJkIQkJiQ6ihQ4itiBYFrZDSuzanOe0h0JoTVyamHw52cGgzy3wVpl3EhJvM9odrJxQ2WazwQLKLmWjU9Gd6aDSL6X8/XxiNuF0OscujM1dm6s8r4wMj/hH6yGkCz8X1lbXElcTFCK18qyyvLIcnYnCFnvyryeUSfVlNb+Sz6/mdWFa6xDsIGSeWUitPSj2HDncY7cHvwriLbmVXPlRmcrQPh2ahITErqNdHWQkVBYDgW0LfR/24R/GP16+Xl5P3kiWfy37h33vdL0DTYQbnB858S85W6d8hnIJ/I0F5ykVCjyTyOVITanFrsSgUHiYVn51k+xZC+jqHR6hq9lFFowQSzAiZqQySEhIdBDbtoMY6/sCG88j5193IQYDhwIlUriL5bvLpIN0bzSmwIrJ3s2mbqfIbuJhWjm4P4gCt/rO+Oi/rpMu6KD8Z/lNutj2PEcSEhJ7hG3YQVA9pZ/ZMsp+tDuzmHn9aKL2o1sCyedXC+JViyBfWEbhN2d65mFaN8GDf5VKYkBXCtNY3aiK75WQkOggtmEH+Uf9WL+EvglBGfmGfZ4hDy2Fdvxu62BhFnZQ8UFRvMrDtG6CW0xbA7dSkKLM3QyPJtbmFzQJCYk9wrb9QVA6UEbRmWh+KZc63vc6Ueetg4VZ2EG9f7GXCoXK8wrZNUaI1g2srXkxcOvs1lulHSQh0VFs2x+kNML+IaVSqTR9oB1YBo8X31h9WYXG4Sl9TlfyZhrWEA+nQ2Fa+X4lbt1QpPkt2dZqaz+vSX+QhMQBwU6+i+VX8pTymhG1rIPHB84HkjeS6m9qz9GezGIGJs/GIZUuuU+6vWe88W/jPT09YpjWzYcbuSExdSOZ/EeS7DVyqPef6Ld4r4SExH6irX3SimaVxL+LrxXWWLD51QIUhPOkc2duaR40lUKVptIpHs1VDJoa+jqkaOFPnQPOwIWA8kO9DO4BN94bnglDs0xcnFA0VUhhWo3hWHFnajGDRHIJUTB4qC1dGXDnzoJWS0hIvCba2iet96G8HtoMmmp71yaGP9UFX8WyC0qK9JRFzgp9+DfoStM7JSQk9h9yKSIhIdFJSB0kISHRSUgdJCEh0UlIHSQhIdFJSB0kISHRSUgdJCEh0UlIHSQhIdFJSB0kISHRSUgdJCEh0UlIHSQhIdFJSB0kISHRSUgdJCEh0Um8GTpIF0A1t5JLLaToqP0T9UmnS7cF5Ufl5LVE9m6OgoJ0ujgSEgcdb4YO0gVQpVPv5z736yioDwIcHzhis3O5pWOdLoiExJuBtnRQrVbL38/nV3K2rq53/uud7u7unqM9a4W1/Y/Ubk1BfXBgJMOWkJAwRWsdVHlW8X/utx1SkukU8TdjKTR2YSzwZSeCrFpSUB8cGMmwJSQkTNF6rESuRFRVnV+Y5wTyLLrGeHDjxYvXeXHleSW1kELOukCp6lM1vZBeL6/3HOkJXgza39saM8OSglqEGKx17OLY3NW5SqUS/CroHfYSOWT5URkVobCr9AjMvezd7PLSMn73HDkcvBjC21Ee2IDRqShEde/+vcTVePZuLnQx6P9bwHbIlvg+AY0MyVDQEf52soNwqfRzCXXpdfQGvgrgNqSoj8pxrVTJ68n4d3FkPjI6gsUm3o7cai9ruF/RgoWEL4dRNjHMbLFUTC4kKTys7o0UeDZzN6No4UO4PJGe+C7x+39+V39TkWf/8f7aq9rI2c04bhISnUVrLtf8EuM87X2vV0z3DHvTN9M7fiuFP3Wf9szNzuG/PFAq0sfOnwt+HZr8+yR0BH5z44tgTUEtQgzWuv5wHZlTkNWNZxu2d214L7SDf5jFPuRkjLhqU2zJG0mMfFzF2zP/tww1BAVRwFJ0tZC7m4tcifm/DPjO+Kovaxv/3sBqFI8nbyZhGM5fm3efrpM9wg4iwn/igYSuCV0MQekwrUHxXRUFKiZwIbC2mo9Os6jZeHvPn3rofsjB9z+DkZkI8hfDzEIBuU+6oTezt1N4IzRO34d1ikgKPFsv/C8lmK7LuWX8RjreQky11Wo1eCHIIz5KSBwEtNBB64/X2ZR+SNkSzZ0FzLFj9t7xWzHhl8tqKl1fzfFAqRQWlaZ3DBv7Bw5YJWJU++36g1jwj+cVygEWEMZ5WS2T4qPgrlAHpIPyP+ZzSzmYe2QW4SrejvLQs/QuqBhcxbCHGQKFslZY6+rqUjSXOfQIUxANHURC43YKFAcsMugRSqFSwZBBHYMNDQidCx1HOghv6TrSDXtQ9LjhKeRDSmfki0B4OooM6b+YKsTAsyya9n/3wcyE8kI6Y+PWgNIyCZTLbTaThMQ+oIUOwloJU3rN7JJ+lbQdFB8UxfCnPFBqqVQSw9jXqi/yP+RFHbRdfxAKr4tBhjz5b9GSqjxmQTv6/3sz5MYL8e3anSLvvc2gl8Xy6N4LpYCUUmGNdBB+q49Vl9OlKJt6CpoR5o+iWSvFX4tGKw9PcauHUC4V6QeWb7gqFm/j+cbG6gZ0EOQ5eHoQS7/BoUF7j51p3g9fN0CuhMQuosU4fue/3qEpfXdRKBRgSvD/8kCpurCotANoC9r2BxGM36eaWVLLP7CARViqbBZSfHsbYWDFe0yDxK7/pvLf3jMesqE4oEEKPxcmxsdsXV1QT7auw+3XBQYRrgbHhcIXClSeyelIl+bDYtV5pdgd9smpSV2AAAmJDqKFdsG0abvB7CBMzroxE/3fKA96sV1A0fQc6TG9BOMidavp1r72/UEEk+9TzSwpWgw22VVoapVY3GMaJJbHNcPvjed6j35uJTdxYSyzskzmDBZWLd+os7xMC4+Gi1yJ4V/51zKs2szdTPp6UuogiYODFuPYdcJFdhBWB2LHLfxY6O42j7PcDtwn3cnryYlLE3w5Q4FSYRxVnm2J3YoXseBCDezAH6RHE0vKf5bFOCs/KosrGh460fguawuLPD78v6VfSkjhOZvuHop/F+9zOvk9h9uwg3j5/aNNC18ulzc2NvCDYhxB8v19/YaMJCQ6hhY6qOtIFyZkdPH4dNR+w24/yhZN6m/q3LW5xLXEjt868sXI2mo+ciUS+DIgBkoNXAiMjZ7jIz+/kq++xEje1EE78Afp0MySwuCEdZa8lkSpyLOLYlRfVpu9q6VV0n2kG+UnLzXWSt4zXu76Md899IqVp1ar4e30CV/RrJjaqxq5lizqgsI7HHa0SOxKjBe+9rKmPWWLfxvvP97Ptz4EzndiY5eERBO0HscwQ5ZXltGnz315zvmx8/Dhw13vdiVmE7ql2bYAXTZ3fT69kPYN+ewOOw+UClNrbmE+dyeL1/X8qcf+FzvtZDEGUI1MR4yhWUXg/jzG4SvmGaFHSGmaBncNXgjCgsjcySQXkrT3stfRC6thZHgExoX4LtzJ/qt5WybGx9zae8WyIWc8EhgPBr8KJr5PIMPDRw477PbwTLhRqjwvlbjHB9mm7qTwdizZ6MAHUvA6WIuh8VDjjROk1IxBYpPpFPsQphUecnM5Xd5hr8Ksp1rom1DoUgiL343nG8hcFxhSQqKzaMvbjC6Of7vbd+3v2cUwqhxQQ0ZvRZuhWY2PxIRH2Cd5yxxg9BnriIrr7jQ+qCsbiUsRdh4ZShUzFrge0tbsRS3fCMBWMm0gUuJGHS0hcUAgzxRISEh0ElIHSUhIdBJSB0lISHQSUgdJSEh0ElIHSUhIdBJSB0lISHQSUgdJSEh0ElIHSUhIdBJSB0lISHQSUgdJSEh0ElIHSUhIdBJvjA4KT4Xf+a93xPNl/Hj9zkBxE/NLuT7n3gYjZBEZb7OIjDZFWW8VkTH6v1HlP79P7nvQJAmJTuGN0UG1aq2qVMWU+Hfx19FB9biJd/c8GCGdU60f02+FjX9v2Pa6QBISBwktdBBjer+Tyy5lMTBqGLdfBjBIXlRf9Pf1e4e8nIN1H6A7a67+pqqP1dfPdj8DgbXzLuLbl5D446DFsCAmDeig2itl7voc2R3qU/Xc+XOJqwksMXR0E/uD6vNqfDa+K1ntZ0BUGXxVQsKIds0AcQ63v2cPfR2auDDmH/UXS8Xtkpmpz9T8DyyoFmyr5dV7iSsJ6LjQeCjwVQDKJXIlkl/KEQcYpwRUH6lQOu4B5/ytFCyg8FS4qjGl+j/3K6+UwGiAmL2Qc/pmWlvO2HrsPWL8wmq1mryZ3FA3Np5vsOiJl4LECUn1Kv1SSt5I6t5LKP1cSt1K0VN4Xd9HfWL51x4UUwspKpv37NYwh7VaZCZSeapCXI7j/aIMeY2cA07/WX8WqnzA3X+iv/igGJ+Jwt580nAbIZPk98mNFxvI5/dXjFkt9E1ILJ6ExJuOdnWQbg7XwnWyp9ca8WraBwZ/4IsAhnFhtZBdzGKg+r/0+4Z81ZdV27u22JVY6XO/f5iF1iBSLi0uoIIRS4TNWAASC6LyWBXZ7yvPK+e+PIdHJk8zv3Xiu/jEpQla2rCQgV6fZ6hOHhb/Lh6+FCY/NNULg5+/t6e7h4chhcU3cXkCJXR+5IQywu/56/MU9ZDKz2KKDbihPaGJWNDBxQyUFL0Rb3fY7RQgDEqHB7oQa3S463DtZU19VsnPRKF3+j7sy9/PszsbCF+asHV1USbIc9AzqDTiJkpIvB3YiR2kaNEvKO4YRuaOHcM2LQog9A6LGnjSCUsEVhUmeRYi1clCpOqJAS3JpDMLGQxyXhjXgDsx68udZt/OEt8nNlQVVhtdIo5XsV64xN+bX1nmOih3N4c8ka5oIUbwGynBr4P8WSggUjqBvwWiM9G11TX6L1QJs6oWM3QnymC321EGXZlxT+hSKPSuUM2t9Sr9WsZTpINQQvvRbkhJ6iCJtwk7tIOURijR3//z+47fLYaaIBtBXNa1HxKDgAWdGOoDugA5MGb40x6YOe4hDw86GJudO/zuYfEt4uomf7/QLE/8RgrXQXiWNA7H2oO1oMKu4r26q3jW6ETvsbMwAbQqNK3X3LU54tWHlYflWzuhRCQk3izs0A6iFNhBPYfNw4RtN8/tBvAy3g97QRduCDmsPSgGtYB/7oFN37kuXKrFe415iraMRWgNvNc6Z4I+UquhXihq6ZfS2PhYz596oNGaBWWTkHhzsUM7qPKsQnaQ/YOdf54X89xuAC/xN21WhE1hzIHCCtrftxvDljZ7i5hizFNMsbDUeh29xt1ALSw7DTo5oGpj58eWf2gEPlzYw72UEhIdwQ7toOLDItlBFDR9Z7BZ+nfaD5Gaup2CDvIOebFQ4omln0s8BLv7Y2dqIa1eUvmqB2PbfdKNJZi1taLLs1KpIMWihNyKofi0KANfjuFZa8vOpI6KEv827j65GfhQ2kESbx92YgepT9X4d3GkYPC/TpSxmqV/x9pq6O/rp8iitVqNAof6Rn3ZlexmfMTVvHuoHncscH4s/2MhcSXh+9zn/MiZ/zGfX8nTJWs7yHPGgzxJlRR+ZiHGkGJRQm7FQMHBYkIZSAexcGCHWlh25nI4xO7hgQ9Lv5YUzTdkU2xdR7oMD0tIvHlooYMKPxYyd9jHHczhmJMxGjf+vaE+KjO749oO90mzqIEzLEygTYsaGBoPhafCJe2D9MT4ROBCIL71avlxGSoDV0taXMDIdATvDXwRqL144Ts96B0dCV9m4QO7j3TP35hP30xjrNL+IIqbqDRi2CevzwWG/VANsGUiVyIUNxFvYeEGP/fjhnOf+/l7vae97tNu+3v22EwMl2JXY7BB8BspuvLzkLC6EuKpuetzyBNKxD/qR/E2Dqmm99P+Jtr3xOWAFNwZmYpA/oEvA64TLix756/P457wxVBwfKLvSJ+5fCUk3ii00EEUeM80Jt+OwaIG3rKKGji/9SrGszEuIOyvyemI7mwnllrNvltDDenuN8ZN1L2XQGHarctPuelKiDdGtr7O+n7a96TL1iLwoYTE24E35syqhITEWwmpgyQkJDoJqYMkJCQ6CamDJCQkOgmpgyQkJDoJqYMkJCQ6CamDJCQkOgmpgyQkJDoJqYMkJCQ6CamDJCQkOon/P1vmRKMLwSY9AAAAAElFTkSuQmCC)
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