a) The snail will use up all of the oxygen; this environment cannot support the snail. b) The plant will use up all of the carbon dioxide; the environment cannot support the plant. c) Carbon dioxide and oxygen will circulate between the plant and the snail; this environment is able to support the living things in it, at least for a period of time until wastes build up that cannot be recycled.
Follow-up/extension
1. Have the students design another experiment similar to the one above that tests what happens to plants when they are placed in a dark environment, like a drawer or closet. Have them formulate a hypothesis, predict the results, and do the experiment.
2. Have students use the following Web site to research leaf structure and adaptations: http://mathinscience.info/teach/612_science/biolife_envisci/LEAVES/Leaves_Lesson.html.
3. Have students research adenosine triphosphate (ATP). What is it? How do we use it? How much is produced in respiration? Who needs more ATP, children or adults?
4. Have students research enzymes. What is an enzyme? How do enzymes work? How do they turn on? How do they turn off?
Resources
Suggested Web sites for information on photosynthesis and respiration:
Cell Energy. http://www.hsv.k12.al.us/schools/middle/wtms/student/cell_energy/cell_energy.html.
Indicators and Stains. http://regentsprep.org/Regents/biology/units/laboratory/indicators.cfm.
Interactive Java Tutorial: Photosynthesis. http://www.mic-d.com/java/photosynthesis/.
Leaves: Adaptations for Food Making. http://mathinscience.info/teach/612_science/biolife_envisci/LEAVES/Leaves_Lesson.html.
Linhares, James. A Constructivist Version of the Snail & Elodea Lab. http://www.accessexcellence.org/AE/AEC/AEF/1996/linhares_lab.html.
Moulinos, Spiridoula. Lesson Plans for The Living Environment. http://www.scienceteacherprogram.org/biology/Moulinos02.html.
Plant and Animal — Mini Ecosystem. http://www.biologycorner.com/worksheets/ecosystem.html.
Raise-A-Snail Kit: Instruction Manual. http://www.carolina.com/manuals/manuals5/Raise-A-Sail%20Kit%20Instruction%20Manual.pdf.
Respiration versus Photosynthesis. http://www.flinnsci.com/Documents/demoPDFs/Biology/BF0141.00.pdf.
Suggested Web site for information on glycolysis and ATP:
Glycolysis: A Step-by-Step Look at Respiration. http://programs.northlandcollege.edu/biology/Biology1111/animations/glycolysis.html.
Suggested Web site for information on enzymes:
Animations. http://highered.mcgraw-hill.com/sites/0072437316/student_view0/chapter8/animations.html#.
Photosynthesis and Respiration
Student Activity Sheet
Name: Date: Pre-Lab Questions and Experimental Design
1. What would happen to an aquarium plant (Elodea) if we moved the aquarium from its sunny window location to a dark closet?
2. What would happen to an aquarium snail if we put it into a container of aquarium water and sealed the container?
3. What would happen to an aquarium plant (Elodea) if we put it into a container of aquarium water and sealed the container?
4. What would happen to an aquarium plant (Elodea) and a snail if we put them into a container of aquarium water and sealed the container?
Develop a hypothesis for each of these questions, using the following Developing a Hypothesis chart.
If the
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1.
2.
3.
4.
(List the independent variable.)
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is (are)
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1. ,
2. ,
3. ,
4. ,
(Describe how the independent variable is changed.)
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then the
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1.
2.
3.
4.
(List the dependent variable.)
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will
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1. .
2. .
3. .
4. .
(Describe the effect.)
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4. Place the containers near a light source.
5. Have students predict the color the water in the containers will turn in a few hours. Have them explain their predictions.
6. Have students fill in the Experimental Design table on the student activity sheet. A sample filled-in table is shown below:
I![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAN4AAADVCAIAAAC3wtkjAAEHbklEQVR4nGz9Wc9sy3YlhkWzmsz8mt2efbrbsjVZLLHKlAol22pKgADDgAT4N+gHGPCTH/3sd7/42YANW0YBsmBIZaJgWBYsV1/FS7LY3MvbnP7s9usyc60VEZ5jjIiVuQ/58XDfr8lcuVbEjNmOOWb3//nf/6+898HjnxBDTtn+dc5dXFwsy3LYH3Kex3FXiv3FPXny5Onzj7LLb16/u729uby83Gy28zKnZXn5+qW9y67TdUPgtZa0hOCGLjifU5pzdj2/kv0wz/Zi+z7yK2e7uL0m2b+OV7F/7BfzvNjnxthtt1u7mc04Xj96ZL9/+/adfn847Jc5bDdbu9RxOtq7YgxLmu7u7uw39iMeyyf7ZQi9vREXd7Hk0uGjQyllOu7t4e1u8Rpnj58elqnvwzCMLs/3d/txGHabyw8++Mh++fLlm3d3t5thG7s+dMO7dzcPD4dU5lzKZtzZbSzzfDg8hFi4nP0wDnZB+8hlScc02w13XcQK5DwdJ1s3+8z98RgDbnWaplxyFzv73v5kD/vo8fUwDLc3969fvz4eD1dX1/Z/Q8Si2WuOhwM+d7OzldnvD8fj0e7Zrq+njr63v9pXH8JgHxr8/eFoi8YVcLbQtkdLSrbLH3744W63vb+///qrr9/e3g3bC7vz4sNitzhNdoe2Os7WsOts3VJaci72XH0HIZmP06aPtlX2g13a9muqu9DZR5tUcDeLbbetvV1ps7nYXuzssu/e3uVlGjfj8XC0/brYbH784x/vxvHbly8f+PXJJ590kidbSD2SyaX9i6uHkCmzwfX2b1qK/d0ViJE9s70sxsHkEOJsz+hcSXh7h5seC1+Qp8UeZtgNqdgizJR9fGGruGGSCPvCw9vupYQ1DaEEh+cfRns7bsRe4D0eFZ9cdBn734hbxdUyzw22XGvB9/A1EBFbJvscEwq7vP0Gr3fZltP+gmfnxe1SEf8E3EFZ+n5jD+Qd/mSPHKJtc8Yal2J7b9cyeZ11iOx3LtpW4wN5DuwqdhQDHs310S++42kvI5exLDl02W7cRGZe7KGXgPXHc2Flsq2Jd/ULhxWPoOvizXZ0XOjtKTI3xocc69+wDVEbF+xljgfNLocVKKHjNnq7Ywgr5AaPby/D+mXHq3El7WuMvetMfbiZa+X5WPam4LpUknedfWff267hnj22lTed+b9Olwk8IMVpwbksnTMR0vrbweBrJAypgzrrYpMPe2w+dTHRhJTwaSHpOrXrl/2YPM/9PNuWeJ4Au78+bLpwxOMu2RccymjLAWUy2B3ZkU1Lsr92ne3QaJ93nPf2OSbVFJEU6mLzbgok1cQuUhvYftgHQgBCnJ3XI5r02Wd3PL8QXVta+2Wy/w+m/o7LVKLbmWwOw+FwsI8eN50uP8/HEgY+4GJCWGx1E1bW5WD3DFHnWgYcaQ8xjWVrNz7bgb44HPfRdXZWip/jkEz7yJ5gSaOJbAod1IMrWue4eLcU29Ay2qHF5UzNUPyxQ3YD9mg5dtFOLc6S2ZCuN3NjkuMglNBTkYpBR2tZ8Brbzg4rEbBBHcTRVspUqT0a7Y/tWsHZxpZ0VHDRFEH2i21WLF1Zli7YJvTYc9+ZYbF3QSYzj6zZqyWbiNlbcLqhXpzvB9s3B4s3QHyDvcrEpXB5IO5zXnrYtcGMWnSjHWHsiJ1GM0dxNm2c7Ep2ZnCz9qQQHnsA+yWFGfqlt1uFlJms24WDKaVrE3jcZvQdVASUjoMg1pPnqc9wiRAlNTpJ0kD2faaww2SYILiF+12gXKlHpdh0LGyD7RWmYex3ZgLskXluOqwLX2YXNBmVBjXVCA1sN555Jdp0KQB7zUJFSHUOU2j3kfJCg4XrcLN973Tkoo5Tu3l8lN2tbXH0cT1svDJuwPPjZcl1J3hDov4JbU3sxdwV+6gZwoLHtMWliscB60yHLb7eLZRLZ9sqzafbkP7TC9oNYIP1iTn73P5CE2Hnt1AC6gqkXJ0fGGsPV8Tz1rRUHZf0eJylh7i2WYfZvul9TNjmDq/HYTgtrJbHHtze30GKO/sgiFKINDUm6OZ1mLzyvbwxvca2o/OrXY18EE+RdvSL6BM2Ta8HwWO221vXIdKmwc3qO91zpuTI9tjjUEsGmjvbvW5IsMwmrjB/djSlTfGDicgMj8peZ79PUFd5HEdbl+1uF4742my3EiZsDXzMAYfamVBiOzf9YBJo76UAzVrTuiUl4chQm0Il8xzIjthHmxxI0DK2Z8CVExRGpitjf9B1zIuwe8sp64hJJgIMWz/0Q1dlEXYMx8n3pjizw9N2knjTZDlpdTpokyFi1TYmgfbNdjPCu5jtN+ax2osLTW3WyhV4WXZysPRYHPuz3Vhxm67H/cMcmcfTtsSWB4oR/jX3xlSiPaFp3jJ0ffNA4F3Ygoz9aJJljpe9cWuGoIO6laPJ99qzY5uWBXoo4kGwZctiogwTaTdrS2OnmXI2j5sBHrItnYlYnu0/ake4XrhyTvbgYw9tAn8Vlh4GUIJlSm7ozYkvy1xs380g2JVKD4XfwZ0xs17kxGuzJLj0gnDkPI3qejDkR9kaQlhyVWdyyiF442DuekfVFbkNA/SiSbxJ0Jl069U6dtSRdV10OVf9VBNzfgykAW6H2Xk7W6maTGwLThOMb7+qwNUXtHuO1KCwGqH6bI6mvpd6oWIzTYXV77q96dFSvyy+kj9s94Xz4xbpY1lwKXuJToE+gudYNZlPdDwgCD38x2i6ya4GFyH0m2Ewhy3lScbELK/ZkUQb2sMTwiNiR0tX9Ay0pdQ6MM3JwwfUk9j17EccrebMxVx1e5ICg1TTpOe6pBTaQpNNx9ZukUsXqNIiPg2und1hhJNj8mWSYza7g8/OTbQwrMdf7BwmSIyr0Y/2Wt9kWFgstR0MWjN4KT1Ok7Rb6QeTLTuF0IuRnpltGG8jyECGKhvYBccA1F6roLY+KU9RltEIDM6aZYPWpNKRuVs9Xb2G/oOHH4NP5VWgk4LT96v1kTgrcqdCgsMAE2eeFVxr284lF9N2WZ5jxN+ofpxfpAFjocXxEsd6x3hmrDiExvuTrIdQ/8fXaEKigwA2pfVQuhqN1YvJKuMxbBtpvhe8mMKBSyl48nazfDdCnGL3jEjHSfjtBkzm4eRgszp9iklIoaRkCo7dKu/TAgsYc3yIeZMw44g9KIpBx7VDjFgteocTSrnKRc4SXmP3Lo+5HtEI650dLTVcb4kL7NJ2c9jvsVXv6YuoD5IrJWcU9+ZNW3fc34CAGmICjeV9WTc00M+ZphRa5MRQMCMicmXs4YnC74RY20bjU5pllhB7nW1XYlNi2FjeoP2bFL3AgXf17DlFXYG/sXMKz96O6npgbLniGv/JZELFVKcsS7F3q2hDC0BZ2f1DeckRCes9mnkNZvbM1y4WeQ4wQVnvpe8r7W2v6aDIYY1tud3pOaSDdSRgZl1prkapT46NNQOPdaHc6ThKoCNjtUybCj8Sz6YDSBHANqTOySnCeZWqcFSbcNoRuS7rMahnF4FrlEsJR83cgAkXhWGJsPumqxVU4pa6nuFuNVJybrEZTKMUp2WsyTgY+i7OpqZDYQQVpBWrkNFE2NszX2DOnJ1iWFV7lzkWZta73jyn6sTzDEfHSNY1aQv1uCqq7KAv8YJkuiNR7fS4t34OPK6InOy5qVAT8gudEieBsSjMOux0YTxKddjRvUHYV+21fSLtUq5JN0RQVI1SEDXb00SNEbZfVykEX1VsCRJCe2pGPtUg8690IqXB19/qWqv86Zd4YGSqmH6kL5yQpSsIAsyGdoimzBWHWFh4hOgP+ZnMxbZdsXNiKg+HnPfFXBNkqGNYk5uypE23eG3h6ffNX4Rb3SP4701zmTNKmYYysu+VTmp7lGWwcttF2gozG4GiqQfBX3CEE/U6Tb/iPwhwh/1g/sn8tk0MRxMCORs0ZzUlhMVgfGhOM95I1eOrTnXrrihK0x1CXypybFrELjpps+h16Zfu/S9baz2v6Sp44Xyx6VY/MBKaF2bRHGNJPl1hAJSRZKK+r+tQEwt2upSN4mnnnUepgyzbSvmz6HmxsIJpHSo2c6It4Ovk71ERIpNkl1nKgsW1kBzGvZ6NSM+1tNhxPVHt9LoWoaYq1pGOUHeKO+sdcpWbmLfEu/7HHKwCOz1TcyDTkJVNg1fHzfJF6j16Xnpq7kKQ7vTLjFyMXEBk5bILVWuab4pz0535JfIymXineyr7Kz3BhbP7cfDxF4Vo9gCz+fvTBFmJdCmbF2teKSXepMrV5OVqLBgp2sJijX3RnrW7qruFkgGXDdmfgoyBhYA4jfgvFW76eoDDmZPkoTp4NWUhdPHCMDDyN7lIr+AS3M41ll81Yr0fmViGeimzCDI7Cd/6ShUsGJW2uJs+/LqbdtkOZ6zHclmkH5fgT0ZT3+g3tEWOvmqg55Fod4MC9ppljEgAmX6UQsuISwo3LaweZE2w0nBR0dgqzfqUAJcprwlDCbGUx/p715SU3TNSB7TXTkdLq2kK0nbdAqX9YV+UbI1IMtsqTWl5zBNsvxwYzdk60AtceJJQMzCZyDXMLCaaZuy7zAxfy67b61eXBRrOwkzm2KAFEesoYLRHT5suKpll19hPe9xGZ59qxrTsj/cmNJtxZKbKbFC32Yzcx1mKKTolieycdFhEZVW0KPYnOBo4cRBxZM/9uIUKLzOs6dYCodjZ/1sogE1C3taUhJnAmtK3MGeZJtOyFp+nZVCKdRxNAsrxHuYNqUc6rAtiKWyXyXXPHBeWJyOx3MGYWLRhWsdNi/lApsInZq9tSTpGXImKMFkk5IeR+Us6GEh6IY84DFEKVWGNwz1s5qSazbIZN8x5Q7vxBXnN2dlbnjx5Ylfb7/dI+9c0Wn91dXU8HihGxeQCzncXWeGzMD/O5iAkW94tt8sE2rZ+PwyXHvnjuacJ6uji6dwqBYFTNNoydvJtVLnAbSOTYFKPKDmyTNhFi8Lw6LDRFK+aRpa70BwC/NLEkdUzOSj2VG7sVGvs53GR/Vn1MNdUflhNd5ew8FRgQfvmLa1vWU9t1Tftr+sLQtWpUbHaGkAgPkZawn7T05NE3sacXYQ42EikY3iZJA2e6RLy6ClV2/I4Cljx4YnOT1AqKikmjSxD0evhE29MQM0LPIYFmYPYZ0opDB/zmZHqwu6NxzvTRcbfZTlXpQIZtXcWf1o6BGe4sznNRfYu1vQeEux2CkKfvQlfDW6qc1GQ/FA1jQJnZxjBBKwzH9xuCQ4G08SZzqtMjSx7rnU1v9lszMU8Ho/Isg2bVKVHpU57cKeEVECBgouPoAN2EiFbQVlLwY7WlHZPz0XhDkg3yl0xUxK7Wn9wsAezsp5LquHQajFQYWA5194524Nx7/Er5UJtuZdlsoOSlskNrMIgQ4nPs3DcXBYcaLca/5NhOpW8fJKv01LoJ19Kbs2aWl+YFVJkVMORGi/bbdtSZdM+xXfQwPBh4YTY2S3IU3S9AkxbANfjZNkvTZT5+SUrDd6pIq+7hQ/UEmkLI6ESVWtmRtX2zKV+CGtFzD7FrmNqK+e4zPbkkVkbLCqrDfDWpnmic5yZTnHyw+h/d8q8wrFSwpjSz/JhaebP46TVIod5Ikt1EouvfpH3E9xN5LW8/GW4ZR0+P8w8tmaYHArb2dRjOqap5gVyXXPTDAOMjSlXE8gJsTGSu7bsiami0X6cpoUC30MYIoUJaj5R5ALd5cW70U6ury4RnsKkIJ6FxbADdjOMRhT70+JXS03RpJnEY9ohtMMG5co1kZueFaeG5leqUOmZXPCoQXcwQwA30Cpxd4Ni+8IkIixsptPTIunVg5GoBeYOoEAKFTYFFOmjVpKRrko8KFCoqPrV3MYakDFyCChPQ8112D8l0s0weSodZBpZG84IcplBsjcgn0HLaILfUTWaOmGSzOtTEDXow4qvRRFp9BiqPYKn18GlDoqEmXbEE6CoO+PMI5eCnC3jVjvf2I4u1HJUZhYINqP3k8rB0RYWa8/M1GmtSrM3OEymKyoQZIFky5lvEYzDky0FxzQzuWcR4WJxgIwjc9rmC8KnhIZhaTn5Kv3ca3q3WRYHUo5ydkYRhxFisB9xEFhkoi2Sqk+qDDtm2BAYdN18xHleyyXK15lhYX5NwZxTyYoVdq/KKtVhqU4yDo3d+mJmxaviL1wDoq7SvFbiMcyk282Y/rHnN3ffrhSZ6nXVyiNBaGtv/krxrjnF8HiU+l+rguuKr7mnluRTjTkW954En33PTCHz4RlRnWkYKg49Gi1lk2mtckujuOLWJIVuhoZId5GCqe3EI9RRqpXRcExtYu8zTlluqeDA22DxELCcGQ5TlqvaK2PJcq0ZGzPWPfZjtmNj0kMBcSpkF6oBeKLulPZQ5JKcPwV8JStQzcqeIHiKqH3LlcTeM/9tV4H0QEZz1bhOi29nyU9w+5hSYFIhMPNO/wWJZ8IqUoSXjJOrGJwBDD2cGr/EmkJsm5UprJ6Km34UErF4oiLZS9N8MDeQkoT8AdX5rAq3Aim70SnIjYEYIuaDQpfmkQuYmYWtqdYuqhSMMo29y+RQ6aBIEz4iMZjwC/POGYPXGjoPZFHKnZJSywCy1KdaM/8Q697Xgw7RoQ/eZAUKkMbV0/MxnRakEnWqaKegaM+hN8zUSKMrj41ry5shvCfTeFOkTF7oygB/heOL16qUi8qpr8awECfkiJGxw5C5tbDKXubeVhF6zj5CT80s5FlOB45cZrkL0ZcnmEYpclO0TPajCmAxjhAYUo6AKpzlInhZlZ9lzX0NYE2QugWnSWvdIGA6SLqUtlhGWft3Vql3zCfUNBljAzPjpkfhtikJpcqqb47mqiOaho40FFFZLyVM2pWLoA6KX+15q2KqGftTTqDmks8iCpOj6Fy16liNPtRUKMvondRKYC25xzZ2mXcCBzpK1QDA1vVcNQjxdjvaHSAiZrJmHAEgsogYea8FqfgYmocqz5zL1MWqLpSwJOJmjX6grmnTlPrOzE3kmlzEby2KM2XA4hOeoebn6WjbSjmcxWLuHmE4QNzQJcwzFYkfd5sMSIId7cVMKN2GsO5nTUq3e4Yo2O729KIYX6i+cpyiMFYEo4x9P3UUAaY9a7Ia6bM+8tx7+nS2UNEWxjMNkuOU4RFjS0z2kqIf1orllQdXz7FPciiDCuyMbQFsRZYpw1VWJihbuN2ZAaRqAnwhM2gsPe/StmfTD6m3qCKOLGwWqgrbzT7y79A+fsm0GNwCVLtZjbSL2IbTm1BQxXIoVAcAPBYChTxL87gZMJqNycTYCT5mN7Pb7UwqlDdgci2dm0Q9rHbKJMivBT8YMvOzzDguvjqA2VdEIeQnhJk/AFPbBx0LohO4ZxU+CK8ch33RwcUpjJ0enLXKmhMNLUh0ruYadGrNOy/+dPRdi8f1jVYQMniGiDkdPludReCAhbs7yCLbnY0BwUpETgemcJ6RTbTDFgYcmjg5Kfu+yt+Z0dcBoJOoj+b5ObkWTYKjfBZvayRQCLznBOMOUUMKUEUhKZR2ZVYNXdNGcVUqKqh0RN8QJIogM6T1YRWj28MtZwlqBU9eOtIx40PvkJgCvomSVLMHPXOliBS8r5nVwOQCTgjLvcSaBRZ6/arkWLzopJ7NeaV7zd2BHxD2y9E1BEVSldyuNnSORUy7WzuLQ6RfB5Qh/59fyk/JUJgE6Th2wICyzEtcA4xVWFVGExiuBW0YFBMjX4eslT3hgpQyAA++wh4QTTikqex9gM8tkCTkwFS8YqWEaHYVKhoqmWU3hB+OheEKqqNq0qKsqSKKOUM5uD34zh7IsTxgf0PqypagG4HDs6sCqjjaHrAoXWGzF+O2la8QMLFI41oOi3FDqLqzGhzKa1pmFaDlGdsHdf1FFU/TvD4ejg92ZmqoDmewh4zxNgF/BPQKQmPikKcJ6PIgcEhiCRSqwvmj+fuhy0i/FEdom0cRw0VlaHwFGxDwCy+vIEVeIku6djKnQqFMFdWN3OxSIXS2/Vuellpbtr2zR6B33glxa9Jp6r/EYbvtB2A/ult3r3KaAFy21yajwqujuscyf98NHUMck6IOv1/oIHp6H9VtmNIE4bNnm9JxOW43G4TwATmqIGhtWQiKQnLDrtOC9ET3dBmBsO0tJt5POCi9eZcJ1RModHtXsAU6dkhaOKYMTelUyHdVg+oTcEzhykbrl+F9HSMc3qoz6jfN22CV1p0reTlwEp204jmwjI6uclUbQdW2NdPpVy+NsEOAl0+XVT7V5wrWXaus8voZTuXTSwUOgqOJB8qpptCRiwC6i8iZiDO72e7m4yEcXDcOdAxx8fPHoR3zA0oyglpCrS61/jmYsNEtm1jDjGvEhixBCufX0WKdIY+IsYQyi20ly7qAhCtW2Os8p9jw/45R88Av2T1dH1tWg95MtP+kag3zO+s2Fe/P/Onqy9Ykt2IkJi4Yg7IaR0SBYB8sPhNnk1t8vCIc1or5mVMXVgtWAS+F6RYWLddX0g57Oh3aN6ZES3OJnFAtzChAm6IXZyTkLTPoR1gKBQOEf+4ClTwBDtFXP9pRcCNPGPNgoSiPUKoa97mF/PwhV+MraSxE+61wJFQrUbjLM6o79kaAfmr7hNC1Do5JoCNf4VHMEtaCLK+c+VzFKfGOuhE9WjpZrjcRs2gm3M2TKRFzq1RxVpUB0pXgwDtZ2L4nMMeObv+wnxkI0ewy8ITuCQPxBgBF4FaA8Efcu0qDIkwqkswigqsQBeaYZHj0Sta3VlGmPna5Y8HcM03L+BJ7CKQs17b2QMUT2IxxuBzKwm/qwYA5FrzDNxByDaFgSeqHtkxW2wuG9iqfh+Z/+QoxIYyvkytY1QminCJ0sGNIk3xeY2sgAWIDlQPLtqwHhKcwQ9iHbqRXIRe7hwk1tZthM8qMHONQSx70P8Lp6IdWFV1dpdNSRuLmlJuDqOKD7V/kU20BIejcILhVUb0k0iQ0ixUirqRDgGADix1hDwujJkfIcqdqqlPegNqdyO1Yc+zBn5KvRBe7BqtTvRv/IV7jUo6DfHyuLLAOVDsBlUgVtZFn7qjkJfvomrCVs3fZ2UGJlbkEwN+AsEMvRtdvLU4YRz5NESAQb1VhWgvVUrlZVkvORhCm3c5iQ93ba3aDBVxBalKekplUuC6pocOcEJDKiFGaodljdzBXYaJobuytyyLwUwpqz2BbFN7VCaxyjqfwchtqkqkhYu0Zep5bi0W6ltBAfjbnCravavdUYWonk39FmxN+gYsXJ8Qt0h096tiu99122Jmf0LN0TQ+VG2x/M4WQUs+KAUOczWbc4D30yC0key9w4Rf8ldaJ4ZlzX+Oev/7lG3TKfCJfHWHX6mxSpYn/ZYpsVobUnCVVSPuBIjgO4xZNKjgV5s0xYzcSEG7BqVvPj2+5biInTt9LKLla/DHYU15c3s/zQgXQbR9t8fvtgHclWyGCFZhlsKtMQNDBwFmgCgQWitqbYfZTRdZavImEUB8HHIg4SOAAMSduGQk0s8vw7j1b9pwES7ks5tEKtQDjVkdwYK422mS7s0M5SN7xxu1m27bcuQbJlvIJcFe6cb+nDkZiyy51NN+UsTYaoqAEgUuizmGBtXZxsThHa94RwSgoRtccCaVu9KMyG1JbSoM6uhEAjLLXR6IS2XaClTYTQ5HDw6XCYvDWdKIZYChsezpWYbENjuUQdfWxEoJaG9CQtTat6A8601kg3Pm6nfDw0KAYobUSo6sUCTrjzoe1TsNulQrpoJdBq5Srb9hxPSfb4OJbp1Fak7TNMBUlHVsSoGMyMVQgHL1/6EvimmibkEF2taCizAWK7k4qlr2MzjWppQ1jE0ERyghWZrjEn0wC7K/zwkJuzPpQFFQVd8t1xkewMzDG1GVG4YfDRGgjvbVATwn1bLV+0I+wcGSeXAURFC+/u9kiFQLspAnDTYfB0fyaZkBuyG1GlI/sgMzz1SVuFe25tc4elbXFrkVmlU+epa/6KSmQYuLPC+CnvCccDBbp4BsjAEfzW8dyslLF6K40+2HxnynxmW2ZtploBzBbW9CfIW8KTn0tG+baoZoJJaOHsRlHuWM5MCFlAaOdo0R4KG7MFpF7ijgAhZhw0iVYSSL4KViOkb/WsWmjoJalXFT3PSlIhkWqm58w8yt6KpfWZkVwkNQnlin7I2XjTL2qqTaxAqivolRwQtCTnGDngfcsQTwpy+D6rspl1Yu+SqopJVi5pkHZ1OGoetOS9vv9ZrPBypbZhQG/N3GfpoTO8d7OgUODPFFtAPyydmN+UmHCfymmecPmsUsPD/ujia9dalkm4aBxcGf2vMkCYid9K/mq1l99uTFuhG3Q/qFI0bFWQkMLVzszngpR9WQ06bB5y8PfddpELyVYD3ZavXBiWwud+ywFS2cstR5G2bS01vl8S+0w+aD+U0XGDKMzMZoEuciRMAk3ybUTwzbECs2sblSNLlBm6+STsFACCUaNF2XbCEc60Jmii3gq7yqGgoJhiwu+hopJqeVnimkurrrq+TwuPn1zFqE7Ja7OMmqr5yFQYD1YJqBLTv6UB+V1U5VO/i8DEqyZUH3Uy3RMVwWZ2h1Gmm/8JjW5ZJSkM8aNYoQGqAJ+hLtCVOi89JfsPS9wsetZPc4ZXWw9jfKirg/4RLhXVHftNdPDjCtdXLknz92rL3FPHrVte/Jp2rM+nuRTFgI6CadR+TNVZ5g9niZtG2CZT20JBNak3Km1Ar+5ub19ZHLAwFyvSIuaO71cDgIcCx9KxhTti7653qp/4pvOCQmlDCW3hfEr8qCZjl6nXn5unIynGhRYn6F3aXbL1LRic19ho6qY+LMqmDa0pjOZqxpp3nD0Ybe1WdJfgRwHVcFk25uNM/uC3hh73eDyEbhauz+4C3hKF0bzfnGJ5YgHxjYDQGF/OcyTfapF/AOSWcIVdKpuof/QIuu4zejf82pmB6gi576LKNyjzaoHWixrEWm3U1RmdNWdkRXkAmxFTxR074YNfQwcN3dMbkAcY9Li5iMUoaMIlkCgCS/gm06tQkk3YJnw9vHSDb2pw8+//uLlq6+m6WF3cT3aOgyLG5+5fU8fMaPPm5u+nw7mfM9ms/t5vHjqri6dXeb+jYs79+QT9/gTt98/zC8fjxu3u3bv3hKZBrQ/cVuQ7aFHOnQXt3OZYmKhyXyHfmDKJVxd7hzViWeq3eWZ2alsrvR8mG9v77/+6svXF7vv/+D749XVZrd193fmMZ5sgnIb3eiUCrVHQ2pr6gGUxm9MoI/zHoerWm006pnrzk6MqmpMwugh0IOsCXWaGqjvGVk1W39T7WkxxbmkPlO1U2MyGYjwg21YFt0BsvvGu0sXHhd0vz8M/c6czO12e9jvEfxcXcDEmfiVPYrDm57IoyIDZ98yX0AMojs+uJF/ZdNeJOKYFjxAx9iriRTn93S+iOmxBfSbrjD6yzjEcbJYCks9EEgNjUXuB1QiCyogGYVnoXAcy6X0DFSxD8jkugau8a6h3BFhAnA64vywJ8HNsuYDMQ7UPo5UEoVOJIyVqg5dDfxxqDrcjymVxJrSxSPXj+6Lr7757O6P/uhnt78VfvD9q+1gYWJ2x72729/d3ZoHejgeLy4uYGqL298/sBa84I2Pnrm7h3n6arvbuceP2bSX9zdvHo22kltgSG+P5p6BWIKpZmhnNDZE1Jiy322HaT8PvcUBteMRRUWqa4tjbfPMm9ztdrNf3LS3AOjNzc3PfvnZixcvdrsnnzz5yJ5ivtn32wspXiyINBBOXafIYXv5pHPf5oPtZ49+0pSRk0EF9tqhxX5CSBBGQB/VyowGhzCazkVaIcMEoXbW4RtzKTdDPhyrQ2+/mTM1lZBOGeUtj9/kmJhfhGYeEAgGghXRvAN31g6GLFO/ZahS3Lh1N29Mm5p/xO2RWooEPgw8ZH1xh4O72M3Lw2Z3Zf7VlnUH6Ce7mQmJkSoW9qxQ0qalMiOQJcaLad53aOxL5iSnabHwsZv6h+NdvgDeJwzdJo4EXSDThpJDiWSi8QQndEiRhlT76sW6YiGU6xb5ZM5M5AhpwKJvYIJNPCbBPEw6R4K9RhxBc6vN2MEsMFdVjYUaebIzfYaKsnmIEQm13RPnPnZP/f/u//pf/eE//snv/8GnF1ePx+3y4on7nd/8wZPdc7vikydPEEfaVw8bfTwegNgPbvfNN6rrPnn20eO/+584t/1X/83/4dsvPnv39t3/7MV/8O7rXx6PD7e3t04JFyKhI3rY/MXFziTv/nDfb7ojYQ6fv3r9/Pnzm3c34RaN+R988MHP/uJXG/IEvfqLl/f392/f3Nze3N/cPfzTf/Zvf/KTL37t157+l//l/+17v/cf7w//9GY6Pnp03Zl+ud8Ty4ZoGIvgqE36y+M94rvR7IMF1If9ztQ5ysnvcl6O85vjfO+noXiL+crQ+zJ1tjkoPMcFXo1Z1EL3QGGJuYK2C5uN1Bn6JZibpVOurqajCQNMokDyWPUeDeCdf3z56PL6edzuYGpy2h63Trlv244nT9zD/QVYLxCYK7PtYaPhfinamCGj6bA3eYpQXtfX12Ygu2Wq1hX4nyNuFB0LKO2ait9eXMBQ2ZYf9jixZR78OMGGD3B6NxMaMDN85hXwN0+TElak7gj0E+Ggh9zPfmLCUiAolyqDgaDCXieZoEsTO7RAJDNPpndNZEFsIqw3dWdpdiCvmaMC8bUrFLYJsbkcHQ0m6JuLD8bHj6N7cfHR4ZD3D/vX+/tv7MhdTQAOev/46pHJRc823KcmqcPGnOPp5rA/3B9se1++/eEPfux+vF/u3u3fvnz79bfJvtnvLWp5ePnS9gitPNswmdkCqUo2M9f7fjaNZbd/s79+8WJb3P3rV8C99+V42P/JT746HueL4ZO/+rd/+urN63dv717fvKPbEx4eHuQDRzLnIB/l+uWQu3GY3aEniIPlVJabbaHsPh4e0pyUHzBXobPznkzdIegfx6uCytdosc3BnJXjYTvAuRx3W+i2zaUjZ5i7vIbjd3dr/jjMka38NOP823+He648aVtM20KASx8TmWT6CBeip+fW7S5c3A7uYoTEg6Zig025vwGS4PLC/j0ubjsREsOOYRD9EDNqSnXEj9cbd3dnHs/iTR0WMzU0joy4TcsvqvYzMOLGk7bDM1yG6UTdLEOlFUJkTZJtV5h0YAwRWuLJkZCFkMPiVpIV9b51hLf5nplbsjQhtwcbZB9BXaviJMwWWHsWGpfSFAa/ltTus8nlmtTMtqY7phAQLDoFUHbZRyGbQX6yfbjZz6k72PXfvnpj9m0zHO8vfvDs0dcvXx5NDKfpD/7gD3YXu/27227svnpz9/mXXzx7/vw/uLZrPd9+/MjtL+5vvv2mPNyne/vUN9HsY7rYdBcWUNEgzKZZHm43YQuWouL+5NtfPJ7fPfvgw29fvdrtLn/+q58+efb0zz7/+S//8hd/++/+7R/89o/Lt4/+2//T//nm9n67u/rhD35kZ2tGGqo65Lb7+QhApRkVhDb2dDVaXdDydv3IzNpmNxymBThj8/0GhEfz/SHRtb95uH/Y769KvNhdmAHNJR4nIkjmjUM3EBfn4sJdPoes782zd3aMTcQQe5i+Os7u6G3x5iXv936e0KCikhdLe/anPPYXw1h2ZidGcyVtX47YOwZg0CA7uK3Mc/V3+2k75Y67VbsUYOwjM8+m9uzBbm/R09QNKNREZuPsWjMFzb4v9OEIjHdShCYdFryYn2iP3W/ML7JLXVzuzDHx/mF/3M8loSEsB7p80U1T6BNjNoQ9hKB7lqRPaajOVeoYYReIkevh1POZmQ5NCBGWhw7PBg9XmHSWmpjFNJH1dPbh23ctEdEpDCTgLjFg6qmM08PdGzMk284/vbqesp+Xva3v/WHZv7377V//3cdXT/7ZL//5mzevLbz7zd/6ncN+3t/ef/rpp5dPnvlvXx33y+tX7148+/L+3d2Xv/qSYI8834N4xyQjzdPLtzdvdhuRDR3nYz4s/fHWbNx4tbHb/NXPP/v4xSf//h/8/bfvbv7Rf/OHw2ZrBtGk56u/+uLCRDotb796bdrqk8efjqnfPn/qvno39X5WHDt05gmzGRlJVDexUFzLLAHu792bP//FX93fHS6fPBk38Eq3M2xgyg9Al1pAmsyU92AMG4bRfDALAOFsDRapuOvHbm+e2waKLVy44TLdTdEO9rB1l1zA4y1YZ+x/J3NXoBldOmbiVESPYAbf5LiYU7aZXJdgk/tcNdRhdhM+x1mM+PLL12+mX3z2bRge2Q6Zy8hdSfeM7QjWReBm4dOlHYIxpu12A9fNhGCw1x8r3qITKkHOhx3TEdwPm52drRHhkTse0+C67Scf2InevvH7r9/AvliUkI9uhuin+YAOJCbkFEQT3xwzwAMlEoEeav6YCTOvUIz1bqIWKYKz3flhurnYMouE6gN1OWjAGmjICWJP3wuuN7o+XelxzDxVqWTUfrYbWzq7wcPdvTMH2+XLy8sQ87dvH5bOf/q7v9NfP/rXn/3yq6+//tGPfvTSnuG4T11++uTC74b7z391Oy+/vLt7djyEp4+2H310ePP6m+ngLzc3yYKc+f7hnUVRj9yjx48fe3NVXbo73u/vLKxxF8vOP77+7Osvjz/5yf/yt37zNoZfvH71+edf/N7v/TuvQplu3/6dH37v7u6hf/78eLO/j92nzz8If/7lLrkrt7ssMOgWEAy2LhYO7gBYoCVk9TWi0u/C9e3d7T//yU9yjr/1e3/n2dUHtp63B6aiy9NpD2alu7v81sRz3Hdha5I0mfQdp6vrqx9+8KH76IdufwPFyS42M8Sv93cfHEfYq9m05nLc72/e3doJNGHu+xF4vQHxue2cWXQ0PI4XfX9V/I0b8rvj3fBgruYWaWOT736bpqnsnRmEX/3i81/84lc/+cmffPTHP+voulKRbC9NmvBUh8VdXlr07ob0zTffjGO/3QyPBrBBRDgHx+O0AOrvFSAzvJ3T4fAAkKfdl73XFntexmPemJ/7ycdwFW5eEfhV4HTM5hbubU2mxY62xT5LrRwxs9sNKDkwL6vck/K7SODhNEBJM9IHTnN2iwm/6cz7h+PN7Rf3z58/A4AOz9w5ZeORPOAmyeWq7iw/zuInuyP4RCOSTThq9si70u+6LUIt++z747IxZRzKF7/6+oNHTz766FOLzm5v97c301L87T1c6pdvXn7ygx/ajb+9vX/38vUvf/HZjz753hDH5x98uD8c7+8PYz/c3Lx7+/bt3btbD0zTtR9Giw5MG98dj6/evrK4+/rh4n/xP//Pb2/v37x5Y57208dPTft/+/W7D//BR1++ev3Vy1f3e2RMN9uL/f2y3V6kuRx8vMvuYI9yCRVoUm/LdXWxwbPYsYRxTGm/R00VTGkXh6X8+c9++fr1zcWjD3/4/V//0a//pokdkqoMWm7v71JetuOA5nt/TD7t5+VwnCwoOc6mTsGy6rpLE3OGCPbb+w+GFzjOh+m4vz9Odvn5SBJgs21DRFAk5k5K+cOy7/rU7y6G7so2eC5+d1jmt29vg7sPfnhn0nq7f/Xy3S9+/qtf/vynP/njP/3k4zfMLExH7JPtvWnxhwNyRravF3Yf+//un/zj3sd/7+//j4ev/NOnT4MJSNyYlclpenJ5aaZ27EbzmpdsTvacckBUCwoyO0yH4WJwv/07brl3b149vHt7TOXS3L7DND+ATneZ5uN0BJA/IGFO2hZvcYEjUw1scu8qfgw5i96CPTj4fullpBZTQ4dwZ8HHnYUQv/jVn/3is8+//4Mf/71n/4l7/EOc5l/9Ek/UMxUPSNvkSFkK1I40rjvUHCdAUvRTzWlajptufvJo+/Gnz++XpZtQpjdv92pnO/rkp7/47O3Nu93TZ+P+cPX0g/7q0bcvv/3sq1e7v/iri+vru+DflPn/8of/9b/62U/gmHe9HezfGt311fUv3r781a9+afsEYrf77c03RxMHO8wWb1x/+KQcH26W9Odf/fyPf/WzP/rXf/znX3zx5MnzcH3lHu3i08f/zr/77//hH/7h//p/87/99V//0W//5u+E/vPHzz4O/cV9MZlxadNvkZpx082b4XJAHsKionzvdo/d/M5N5RDNeYQHN5XLv/jV8V//7Ks/+6t/dPU4Pr763ocfffjBk+9dPbq4frSxBRv94w+/96R/dA9ijrCbHm7v7t+Zyfrnf/lnT5896vvwe7/3ex99/OLm7uEf/sN/+O03n//H/9F/dGua8v7B4leLrsz7Xiygm6Zxs310/WQcdpCOrivmxxwXDzLJ27gZ7v/s4cuvP9+bND8sX3z5GQrLbnj75uH/9z/8i7u7G7uZ+3eH7N7+iz/6tqvmTInr44T9NjX87Mo9fuYOr+ysm8359KsXT55dDkO0U4vIGB34eZqXR0+ezoc5mBm5A7x02i/3724f398/fPPqbppefP+HZmfcw5v95998+eWrrp9DuM5m2aZ7JPjNGB4f0pI2F9fsvU3AR8ACYKUByfHU03F4d/tus/XTwSJKla1SN6OgenP/YG7//f3dvBxffvv6X/2rf/3m7e3f+wf/qfnnTEYERnixJp9LrqUgkXcwq8a8bK6YI70Oya94ebX94Pnz7z16hODAXOQ0ffLRx0+eXv/rf/kvb+7unsIgP/7ep59uhtG8qrvbu5///Bff+9EPLHi3pTne3n711VdmNLaXF6Ru7hc2Hhf4l93OzEjwDw970BGh80GRmUWH0xeffzV0m2cvPrA9vt8/2Kp+9NFHX3/1zaPr57bTjx6/3Gw35l18//s/fP7k+WbYmS0BOTWSbxOfD9AuIJ7nQyTLgnkmcyp2goejWUDzdY62jDvTn6Y9usPL25clpmnxT6fHx8OFyceDGeDu/mqauwuzWgeLpuy23717/dU3X4Sfub/1t373qRmlq0+X13/08tsvzNt+++ZbU1Jvbt+ZTF6MFzDfJQ2ghyyO9ZeH/T1uMvTmLUxHgD+2m4t3dzc/++nPDsfD4a588cXndqvPnn341RevXr/65nDcf/zJ0yfXH79688s3h/uOVT7mU0z5d7G/uDDbzFIK4dXmJVygaHGcHn7xq59eXz3+6MNPe+SApg++/6n5ef1V/6f//T99/uyDsds+fnJx/eQyvf35zc3rN7d3F1fpwv3AjcvD8evPPvvjZ49fPFxeTZO56m4Lx6BMjA983j958sSOvT1A2HS2WvuUri8uTSzQfRJH3z2MV2ZSpsN0Z3tze/umX6DM7g9f7x8ebh5u7Jw8zG/TMn355VdAPDCVoECf0Y90ZKglgzVIJ7k83dDSSAyQdvi13/jRAxKEj7bXlwDXAEljh3ln22wq4XJzGR93c7Y7vN7Zqbp8/OjRE/MX9zcPm+1gCugBxbM87oZ+3Nlm2GnJ5cYMyrgFbbIdlVdmsolGY7dBHjab45Jevrn7+ss/2my3P/z+rzFdEadj+Y1f+83NuHn9+tXFxebjTz/96ONPPvrkE/ehR8K2G3/tRz989ctfffrRCxhxM7Q92g1yBkWaW5jBWGDHurCxE4EQ3v2496Ys3g79bzhve7yblqs3L69f3+22Q3999eRyd/2rm3fdF9OLT59fPf6gszimPL64/o1dSX/2Z3/Wj/1f/mzz49L/8V9u76a/lePDv/2rZ2gJCs+CDy+PJWyG/cNEMGEYp51pzZTAkeHz4esv9+9u5u999P1PP/6Nz795+8/+zdE8rndv/+rm5pnZ0d/d/fZ9fjWH+eDe7J7+3enuzSH1JW5qh0FVG0iOoXciomJ7QO9F3y9mOObj9mo0pT1ND9+++sLcy6ePrt31U/fxp+5P/si8qz4Mv/P3fw9Blh2O9ACVOM0h0bGbZjOrtn8vnlyM0byM5dHlFeLWh5sh+Bcffmga4uEdSFouNlddDEu2nbIrhGcvPrJ37/d7O2o3bxGimSdrUWHO9y9fvXvy7LHpotsHizTuTessyzaO3f3hjkXLBRuRCDuaM/PDjAyIuGWmgrWDkFhByEyLutpp0NnZvPjgg6e237uLS5aAr8iKtX11cxtSGYfhYrtDFJzc229fhZyePX18e3Nv3ok99WJB95TQQgXPpxu3G3NdhMlVhx/bi71Avsza9kSmxC7024udmUL7dDLvF3OY7Xtzsi82G/fBB5wH8MmVxWTm3Sf3+Prpi2dPHl9fPn/yGLGgWYqhP5YJIAlk8dTQx4DW/P4NQEn9zsyqqZ93i39wY96M3eXTzbQv88Obbf90jP5w++6bl589+mB3sVtu33x7c3xpu//7v/93Pvrww5999nWKF3vTiRuQvV/vLtJxur+73ex2WNMQLYaaXr0Zhu2zZ0/NQJintr99aa6kPeP100824/NvD/vPPvtiOz4qyYK6b96+u3m0fbJD6nKaD2UXt08ur9z89qIPx2A3Go/JMW0US4UHLTAKU556gRdnkkkAg4k+pbQch6vdsycXb9+93h/eueu9A8fY1w/Tz+cyuovXiIp6i8HjR6N5VYsPn7v5pxaRXexej8M3Fxdu88KCVVt5ZKivbPO36f7dzxbWc58+ujrOt6bVnzy73l3FZfna9U/di6fbcOWef+/hf/h/v3v37sLc313sd7fT7RcWP3YX8/HVl2/vvw7dODOBhF1BnIV0s4VY3cjUAeufzCIVca4wBoq1AuGUjS8UaBOv+eri4smjRz0SzWUDbs/O+x0bL8Nr/xbh4m477nb7g8U4d6XkRyZT3TBjiAGy9rP3I/sYvcVxHBvQg5QeSI2ROIworpVQm3gOtya68+X2ejvsUAExeZqRTPvo2XM0py/LxtT3tF2Wx9dPHm/7iJf5/smTR9/78MMffPLJ9z95gQDFtOYmkjQhO3av0c8GORRy7BVm83SeN9ld+u7FNN3P+foyv0h+fOtfD8OH6erHt29v/+rty6tyfTc8hV6/vzLTMfj/8HC7+emf/cWrL588vw6HG3d//I0lPL89fnGfYn8cbV+6vjeRePXq7ccffdRd/47ppS++/Orly1d2Yi0G+tHu102487d//NPPP586u4f8+d2n37zqf+vXfn24Dnm6/cWb5fLiybLbuzLcx6c+mu+3DUMBbx+9rFTVTBBoiJgxhDsgxrbVNNvq+3J7d3Nz8+b+3c2/9/d+3119anHSn/7JH9+b7d6O7sUL9803SIh+/AN3uX0RlN/ZA835ePvj7z3f7J6h2PVstzks8dWrvCyjH8fHHx7SHnm4CM6mx9dXeVoe5uXqR993GxPKT9y3X9pVHv3wN+5/8se/+sUXJlNPn31wd/dwnBdH8qPi+5RRpI5DQO219jvLnndOZw/p/Fw9Th9q2A5VytKIHD5yfrg5bSPxOYgwC9hrj0cx422H8cnFlWNJwY46ex7i2/uH4NOu78zcgFRoSJ1LQycS4d5MohPrIpAFm03ETI+pTGCcIsd6AXVOHv2wYfPdwJ6g/sKbDjaLmFI2NWk3d7FFaWUERjpcjgMIFlPeDN0Hz64fX2/pjRxcXjq2a+L+UpKAsk+wdhf1wESaezQ+e/rk9hjv990xm3YeL7phE3ZX3XW39Zuyne/6cr979PTJu+nLQ5q/fft6vN++uzVl8upf/Js/vdv/FvyD0H36/Pndw/7wcFzuTEfs/DRvzYdB5yNGutzcmFp8bd8sZkIOMTz45Sbcfz29Sm9TWS56rOTz6yfbTX88jF989vNhSX5KF77P+yNyMZutWcaulfUEenCqYrF62bnp0Pr0fD+OFvndmsc7FVOZ49C5d3/2b/4f//U//n/+9//h/+Rv/fp/9j89/H//76/evjKvcffjH8Lh+/rr/9d/+4+e/JPHv/Vbv7H927+7+fgD1mxeQbOOl/2nF+6rzw+ffXbz6uWL3/5995u/AfX28790t2+WNPXmZnzvd5z7vnNf/nf/1f/RHJp/8F/8Fx98OP7sF1988dXD0x8/fTKHn/7yFxYQ7pd3wwUsHPk7EWm7aW+a1bF3zLElh8VfkJmsINQquCnVBNPMLD0f3lRWyEuYs0WVYX+PoD3NMWxKcObgHzwKp/1mQHh/OPrO73oUecy/e3xxacpjmecRbEGTM0fgiCZuEzpURcn1jtEqFZLccZRMMVmyFwglaP6jPanZJ9s534FbzVyAHRrDUT4AkC7NPvXL/q5bzHKb2ByvdtsL5CzZlrkQkhyIErQY1wEWPcQw9Y00Ic7PP7j83vc+/PjTD5766/uHyyW748NwtGe6vnozT2/u3sxj9+n3fu3yg09nb17jJ198YX78Nz/4/q89efx3pyn99C/yz/7yL/vN9QZJyrHvL3149OZtIM/k6Of4iy/dl3/+zlzM+3uzEL/++Oqq7/rPvow3d+6zL/vPv4n3yyGO08VHz4/jlC+7yRbSTtj9pr8Ynz3+5PLyg9/6jY/sd5+83oLIqrn/6Cx2IpTqmOx0sy2/OU1XV5cib7aA9GCrb3sW4ieffmQK5sWTp5+82Fk8a8+++fH3r/8CeYFfXz43JzcdHvrB7S6iL0dm6e1AD/YWtzGX/BKi/87cHP/i0x+6Z9emhdz9vXv9ej4ern/0Q7cbCL17k//yrz7//POvvvr6H3TgvPO+myrnzvj111/fPdzPyW93H4ZwsVC7L1nhTBApKzEtQ5XFRnxRA6PSEJzeq3OjetsgHMm2m2NAw8pgUjgDyWAur6mYq93G1mEBTV2AQ0l+uf30YC7y1ryT6XjY7wcyE5g6T6T96Ezyc4EmHulidnHodvv9waRtRGur+GqADzRN3BNKydYSIoPGAa5GWmIxv9j+P9rP9iF2ADdhPD7so1+J72Y0daC9LrIOtFTotGO5zgIMO4nz8uLFi/00f/Dsw8UOUX52dz/d3timd4N/Nt9bHOquNtcvnnx49ejplA8Wltw/3H7zzefm5toJePx4Y0HVcT8zobyf02xq+GJ7GR9dWLht6n5vWmuajmCsCMNFMFXW7+y2Hh6+vn379dfzzf6T59/bXXSvbj579uipHT90Hk7lYuxfPPtw7FLvo0Xg19vri4sYNx9d/NstYW+2iH5ylaQlFZY/3YM5y9tHl48fv7iMGxiR4NKVHfH5/sVv/fDm7Tf5m7/cP3z75LHJ3I375k/dbhO8ec8/c3/xz5D7KfvLi9ury40LX7nbzr2d3fDEXT128x2W7+7edW+3T727e+lemdF/4g5HN301337rnv0G8lZ//qfz3WRy+T/69U9/7Ycv3E9/8vbmqw8+ugJsNtx98+7nb95+MWzH64tnJk2d7w5AxbHjzEIxyOVQC7ALi5koag7CsKKkvsysXsLJJe64A0ZBEX1RxyLoXiIk8qHfjXOZwxiXMD0sRzZKjURms+E/zwOavIc8H+wDLUIy364zR8mXpYNAUBxHCyRHEFcDk3vIh367FXQUXgYajIlvLUDnoE3N3jxxNgN7xiOcihRY7DODZa/ZbMc537vlrh/KBXT90U5Sr0NoiiCg+TWYlcC4AZPUG3fxHMDnfP/i4+vDcucf+0emu7rrzcU8Pt6EaTgc5nI4Xg7X8cnVPB67i3S4nfuL6cPvXX3zzetv335+fflkD9cFrVibcYS+T+DUNIdyHE3MTV+hyZXlYwAhugFeUZn2xCCmJX/z6Mk4Dh+leBev93738vnuxf3rDFoxv//kxdPDw515pR8+x8l49iRe3+UPnz5VDT2uqgVJMrSOLWbN7d8XL55vL4cnF9doVAeWHmrlEl+PfvmzLx/up2F7HYdL11+45x9ePP6m73958/UbzXD58IPvPX50+XB/t/nmjeltlBAf7oDMHXaQHr+gor977N6+dq9fIed/tXk2fIRPf/vl7befX+ye29N975OPbH1vvv3m26++/uDDj58+fZre3N+9vu/9eLl9fHn17HAfTC/0qAGHzbirYDlHdJbSoLlWQdskDGLa2Y3DaB2Eq676ZASMEh9g0eB8LMd5wvgrhsDLhPE86pFCncD+nP0C3A1AiMVp8gvw3qBZwoC1Ttko8LZ2PZlXO04wgE7t2FLLvlyxDxTT0Oxe4GctiSBWOzgzVQUoOQdHJlY1FWlUTWywaP2r1FheKrMIJxaAPYt84SZDjx9f7w9Tt0O323Cx6R89uszj8cbCueTuEKZtZrfbBtQD0w1coSFeXm5hR9wRQERnzuM0xo9BJ2NxrnnRR4LN2aeQ06kp2Z31T24vnkzsEwIvcuq7zfU4Xl5dfLSJL83LSrYUW7fzcdz4i8vN5RVCm+MeBb+OULFCKC4gdRgXg18ubv9givPF02ebq/7K9HZJm93mYghvzLPL4ac/+6XPT9IStmNflmtnPqvJmftoN/74q69g+B4/erQbTYW4/X15XcLjR9sAJOXOTWaT7t3tQ75NYYtw8t23wGA9NrfBpMCUxdd3ZgbevLr7k3/5py9efPi9P/h3TWpf/fG/TcfjgNZDd78/TnfporvehutduMQIxLC1ffv93/7dg5n7/dHlV4Cs27L0zA1liqka1tgMQ0I0wcgCcAbTxL4LgoLn6Xbag7mIrc3mGQPQmCbUoii6wKmy9y7SUYUTCFZjyHgiyaVayDEJwpPB0NV5d55jG0HmTSS6+hZrhwH7sme02IOJiaThM7NMpjcB6VpIpocxaZ2aeaAgdrvt3S05/UKdKIK/CW3kGOQlEXvJ4mdyScNduDGHHvjx3ZOrJ0tatk+GwbzH+5imcDzgUfpu2u7Kwx4A08vH6FeNfkLOZc5LnrvhV53FEhbkTSlb+Hdx0cOzTmpDpX7L63wZuDRx14V75ET8u7kcU/e1aeXS34/xSk086MIaIlLd/uDj8fbg3t7dWoDWEW3E3aIlwwnufHVWDg+7LTpDSYzuM6CZ8WL3qMOcO3PtZ9fZWnRTTi+//OLRw90076+eXN3dvbNVfnf/TuGUx/jJ4+19HuZpe3GJE2xn73jAONSh5MlsHSaQmnPjHzCfzd2mxUT14bWJxpNHjyFAr29uX72Nrlse0iEejw+mpTZPH33sEFJt+635zbtDv6DiburYtGb0VQUCO0dYoXOtCFRqRsKzQwj2nXX52jULFBMIXkb0aRDCWaK6qUw+2SHBH5nRIKccaC8BKZcjxN8Q/AK+2AKkVgfuJrR2YZxEts210H5g27iY6xaAyskfbLLckdaORDOCgHnB81cKQNMxbIkHORk7stDf0pouXHtMEr1I5EkaxuxECmT7HcY4HfdDsLt7sM0sZsnn/TBu+g0GFKIHBpy+82605bw8HI9bU0ij3TfZLfyy2QzBDLiFnZyCZ0a66/lRKfQYx8YuyryyZBLciMOKcaa2HT3oI659SMtsvgE6Wfp+h6FMLmw6QOfEkz/ZKQKtEYgZWRph90oFm2WqGTbGF9CM+6vdIzMuFkFutmZA7byUzfi4f/T04WFv4vTmTfrss697dpQu0+Ytmg8PSKBwiMe8HEydb6KFdbfowQOPOjyV3QZ7+eqV7dfx3TZstoBDP0xvbcUP87Dtw8tv3r789p/EzuQmmCN+e/OwTCYLY+c3pmXNzOyGR9ADYXyIUyYqmeeqIK5C+S5D5s5oaU59lXjq1ieUT4XKnBextxQQFS/CVRcQkgULRzzJltTPCSZcCJXGKdV5SFSbjP6LULXan7yoHEzCgDSrKUx3RE44EqFovi9JLdik6kkYofgN3I1Q0uqk8+xG12BPdmkH9Q76UAO7oqZCVyc08AFJ5Y+sVpf3ODPH6X6ery2aieOWV1hsTUYLKqK5r93xMIXdHO6LebAxdEdsKPhSzInI+cI2PU3zZrNBUYC8H/xEFNClO8Xy4CvB+URCS+BLcTzGixIYhAJSDnY7O2lgTHIL5xuhVw+l3agCyQnCy69EwFip/WMWbdhbzF1A23L0fdwhG4jVnrbbAY47Viw+HOw3FmVOiJgsXM1lRhZ8ij2oV4/H+WF5GFDZBZ8ovCQ7LH1nHpuPaAY138qE63goE0Z8do+vr4PbHObp4f4wblw37rp+gGpdlKXErCI4HoxPTZ5IRhDMG3SHCXa83zD3jk4aJ6pSz4xYHWodKgJac1hXI0jvjMawFwMqRj9luJgLuMdrk3/hpNfM+wiC5IuagCe+8kChFze3fie1fTiMBQn2mJS8wNZnHBYl/ElcSDdRPM6opAUYMYyjKDpCaJnC9clcpZshDpK0A+j9jbR+oXZmq2E1EnOIXuTMNlTbH5/m/cSAOqfBJzb25uoGkGctYITScrXdjmrX9FG9muijNBOHwzZaQL29vr6Y94sIQ00BYSiMV4t941Mm21hH8BhGpPaIQkzj7hl3etU+TCWbbVjQKWH/5OkBnS2HpSO4gS0NIl1BSxuP6YRvzFZxxFLHTnc88/4wa9BRcBe+jNvh0kIBM0XPLi9sUQ9HO0/JvMw4oKh/dA+2y2YRQrRwFRmWsdMAjTBw1oFZ84uLS3aVFEwo6/zlhWksi/mOqPNt/Q7cIuHhcEycN6mCn+mN4wS21eNDMsGNAL7M9tEEFUhXLZQ8B+KN2bkziydOB3yjjnUS8arxgyDRsu03x+5QSKoWTDmBgYUzFSk2INsg8wa8A04NRUgEH2EhD1aolGBFPACePJlqdCaBdyU3yaJ2MBUN7xNFAEL3UHcTUQW7zbnFodS5tLHUFidSXZ8IriQAQrW2yTNStkVTL7Qg+/2BTIDkJZ3h7oKx3Y8M/UTl5++RWN2bp23ux8Nyy74YDfMDoza5VcgqMi5DN/fIkx3SaN4FALpmXeEbAUDuzjnedUjMwMzJnHjbtB1OSTkW9L/CxUcJjG1fjPE4OJXdxB1zRqyOqNAnXgNkhhGjYHFB/xwO0zSCLKNfjneRHWzU3nnsBxOJjOlmmcC6MU3Htzd3oIqNcdheTCb/ZF829Yn5X3ZyNqOtsr2ZrIBmIuf9vDAkG+aDSfAGJMol3N3jYHXbDTUTBooSLe/nPIEEf5phW81h3Y3QLAVjTWZOECMvFwndk9BuLXfrfSVtUN3SYqaeRbyyIKeLzZ45oBzteRwxgWoTuvxDipymlyqhFHwo8cnrupQczKhwYGiBiHt/Yqpin3mUc6O5eqkyO4lppgoxIvcihs4ougZ+hufcArAK0g6QOAvC6tmF39exEnwq0iSl08Oy/0Gcy5VQvFKYR87Z7Gj9kGbLZMhBnspWAFIf5nkl05LP4EiWQYpTEL+b9PYUQZABdKApqGRiq0DmtQ+Wx5Ch24SeX1YgSgrQk0iWLOQjg4noOk1/LJpwRa1ZRLbCANmTAwzYF3E5wPiawBPhm1yFpcVK9ha82dzZzPg8jxsTKWSRLSpPHAZkWzWlNG6vADM4HMZh08VGNQGoRhKlWPGDRfJw781N2WwWuFz9Zvu422To3f3cj3Ecd+Z/kFUnumUEuRJuOse+ElNNEyTRq6lvYWeqrTGcX85EC41xJKnzLZJMCdlwHmtPkg+GMsms3jKMHhUdSDwmjEX2pJI7TENkSFNXGNygkFTnvSGZAs526FTJgdq5I+nB7KbMOoJWJhxs/zvzjEwnz/IsQx+GzGKxiS3plOFQ8NbgVsyIlgY7SZGj5xcgZoq9f+hstecKrxYuLnIIQzlx6czT1OMee41tYuyE+QEp2ZKZqaUJ4ViYCcRDI2Z0dz24SiAyJpdD7qACMq0mWDoshppI7N73c2dKMs/uaEHc7MoxLyYPqBRopih9DPAQ0HbPi73cbwYOPgI8BgRiZnE5cOpga7NY0IjaCgJGN668K66lx0ob6GhnZX9PrgIxmMVKqUdGeFMomuiCwRSTvWaxuK9gSBG0KYrIQ8dZ3kfE9SaHI+a8mOzi1KU6S53cxJnsxWYG50wObDscx+Nxf3d//eQxhkSV/LB/cFPcYPIz4ldTZIxoF0374Q3Ww9oPjeooq98vA+LvV+E5q1JKu6gqm8sK2UQ3zJIq3R7nyoPXWVNy3RljbaPiPnGA1iuTG6VxPKyMuHQfTjyAjr7oTIaZyu+/so0Gec+ZowhgRO0GqErpO5CLiKyI2BYEmmrD7wqnPmofGz6afKlZxzXGRgUDallsIJJiQM6RQIsD1AQcWFj35OQjmQ47wInzH6DvOSCB8zQCka6kxCaLNwc40tlMCi9b2IfUhgYqR071WRRKmhXVlDN43JiusXBcRiWsQ4TH6j/9Ldm76GvM3vXLjKIEwrm6fAvOPI4l7gLZQNItg+vALzOODbYB/EzzfHOL2mqHaSH9/nB4mCdofqTdA7wOxgo9+peWw/SgoefJPMayjJjACH67h4e7DtNDzXJEtfnYZRdOmlHDsyaHaP9kOdFTikxQQSdJNXQaPbxoOoET0cOysGeI/UNNUqRW05I0RjZQvCZ+kV8FvrhiczTdwQVd4GVyQ1amq1IpcTic0t6FWSLDieSSWLhA2CF4/1m/cAzd1Tsqoa9zhOsoTvqpXWy5hAwz03pmQH8ld9mdvE6qT+Hh+GSCejjcqq0SrRaGaQcyc0x26IE0GXj/ns5JRvuZCTuybKBaWlC+t8/rUDaEEzXTe4xmlB/uj8txEj++WUVIxpzEu0qXGwqEARGLXzyAdQapPcosSjqSbpE/24R2xmQj7CYSyTxgTGdyCEdVLWTm4Ki29gWAFsbpkeIaH2tO9cZCF3TwLEhzFvD+KEi1j+UYcs44x2yIJObtSgnLb/Q5SAzzBKMPfsYamMQMFn3HYU4Tdp9jAImLSrFOu+IcWRzEOnAQyoC92Nhd5tsQw/mVy65u18nprFRonchpnai8lDyiJuRugjGLYErFlyeVWbe//Ug2cb/+hiqzhiYipW388Cypw48mo4UtGlgNq8oMucZqSpfCFKrG1MQtVPKSGaipomJqXgmgdR91xhQ/CJ0ICWcJvdY0DlJI47gp5dj0GRbCLBu64zNatciQMZAKhgpL7gu5ALFILIshjcv2QniDycErxXTbjo+PTo9cNV/n63Q1TLHmfAPTDosWmIyqnreMsaxeEUDgICtM90NusXPrimPqCLO1FdrIcWcAVg2kn4MPXpi+gGlbYOKTr+bKfPhyXKh5/WEPNQOKFCYvSVAW2fSMekpufjp9A3IY92EtHqAHthtM/qflGIYennUSgbQHPs+jTG5rHn1l8NI0EO0uQZAUzcpg2L7WbuYTF1c4PTVHCnI732MUgxnNOF9kzOI1nBjnkIKCf569GL7FZ8gsOjSGWLF5JfUoV53KKWRJNJOslvj2WTyoPlaSLv5N56Vy6YADTNOsMYsqwDFltoj5qfWEIMOF7pEBEQ/HOlZaf912roM+Yv30IvpC0wKoGmD1MKsTec+xN9O4KIYqpUVOYfVhgBBA1ZEBCtIsUGPTBH4yECoSBCgj1lQ9aWxJbC3+axSLSyb/KY2TVwSQ5A7p42zju6RwlawLcPOZaoNnieMAdGPsgRLnGDpsuYUMKKNhfzskBnHVSAzFwlEEJ42idSetT5hcUqKLGtpXEu96Wiyy5mGKmDqB87eATJKFmaCRXEAM8AxiReIGt5rk0KMyBxqv5CpZbCEwDGHBHodNPPmnHWrkJzXNHitrXKXwc5xJZZHGVGquN3ICBqQlaa+SInwSKbYxSm0kXsQg28YCHpqV5zsSKTsZaZFO2bnmAzQG+0wSOY6VLCGe3o0/wHmhLmT8xVFb0K8aTKFCJbovmhEg5V7EVCMxLztUZWlJNY8CsFwOVouc2B5KI+x1GrqJ0RFTqa60yE1XJ5s2U9sGT5Rj4IoAASFxPB5JEXgAa7Cs4gSCKhH5gLzXY0HMbeOQu1OmiZ/lScke1VBLt7SyZHLcaEByyHMgZ2WNB1NLIXeNSPgc+5Nkh1jJwOwt+ElMB3I4Bu8f6Rix3aUigmzz+zCcgSlwe5rU6ApRgAHfceIIVJkqjdXKfBGDJM/Ody426aQDzYC8FlHYd5VVTi1PWcWtllRfKUNk0yO1rFL3OJc49NhjpmeaJQ3NHSwpNftpZsK3/IpKMdm3nTsLjqo6F+1hjV04STdqVj29fHn9ybVxAqXKdrXxzYOCn0o2ew3ZrJ8iTgSp/HpzYdU91Z4QyArvFmZQw1zmouIC7w17RCYKDhEiDxVyAxg9mL0we3jERQHKwofrfGz8xYVPYyKEdKMjMaLmJAVx9uKpZygvJhA4EjFXfmYAnJXLR7VcU1PNi4M4cUYlnmHhWACNfyvUB3mpsZJXU3jt/PKVCISTv7F6kWkcNJMTIbNUBwj4bfKcY2HsUh1MQ2RBBlOQZ51mryqeHSBtpuJI1UgUtnMYxICuBIDQlmHYFCF6cDYWr7m/OP2aYs26uRkXDEFkV5rqNFnsdunUsFa1JmFGHTN2JLBM8mFIWu9x1smR7DD9JpXTwDRSMHHsRVKhu/Imm/qgs5gVzYQ6SVEOFvwAk31NDg6iXoXvHl21+06Jx7JyalIBmO+ExUafawkrpz/BxSdxPJ+JKBehMZ5KjF2l9a8licLptBQK23rclFlm8fHTS8iljvqz1/QS76LyINQ3DttUwPzIGTE4KhiIWl0FeNg6kMz/ZiqJQlbiUO9BXxw5xo4YHHqkA0sdSS8H3XzNvmYJna7mMOMKCeSB0WWn4fRIStGCk2wWEVXHVNnCnqwQ/W7bo4AK7xbVy/uHGQmJvgP5eonLYQ4DqOtgaGd7E8fSHNH6iGOW+7rrIFbtma8pEb/sIWocsY3hBDjRo089h0DBdvOukR4vIsEPLZJzQkOQc0t4DBh+R0Jwcit4/imTYC6RrcpkdFrMUXb0ZU06j+moaRIaJd8l6BqzmpxygW20LaX3zDl3HC43w70jyz2mbfUWdlPXuOMRQbGoqe1qJgr2xVxYmeY9nQELMWL1KiRS+Gg6WDlxXvQMxRnrjMNAYt6stIO0o8ZKJHAY2B7Zhy2s1j8c99fgvUTKfxg72JpCOEbJ+2UqA5tQMrNsiiV66qA0ez+hXsYJzSa2+wNBEcSSzGj2MNGZkKpwU2kur7nbEfWyCc4eYD0LUSzdQGcHY3Vc0RCxxCx0C0t1qJDDRXRl8W/aH93cyRg19TjTdUItNJPQvKtARkz+40zH0GxNppZuLhqNbrNHTR0i91VHyLg6vW9FHugtJ4esAvyYse6CBCJh1gmSjZxgwsgQaqP3WWEszjK+h6/J4IFTeTnYqnaV+OrGCKPpKH/AEZMXvA4xYvIlMzbKld6TMydAILsQpEHbgMIRboT1cEKDAl2aNU4/I9+VwkO6Tlkhabqq0jRNjFEMYV6cKpSJ8fBNF+IKoSpFVFBcc5cRKMCB8WIYd6E5DyCDZEnJw+dkUkyeiWOaN2KWQ8eprqUteFB1i2FWCZIB+8sMNkpuMm9GQ+6ovGAJKQMYMoz8HvgAjqlWwzsmnqqf0J7CV5vCaiN5/RCtoOLDpHLH6NOL7dgcuU7d9B1hq+wmzJkztnCZjKoip36DoSP1ZDLnAEzEF+QjJ+zL0/AFQSMwi3uejz605TNtRh5mQhZc9QSy/aqbmWjj+MZoLk3ooTXxTWRgq6iQBdOlzKEZLFFsalY9k4YLEBecVU/a18IANpI7rrVb8GO4azM4IBdW1TMjIU8/5DATNhAIHVaMKLp1dHt1w6Y7zJNgNOgX72Z4fARehg4lWiINCtIGiqt9Pf15PWylDXNp0ybp9gnwhOHqoAfqEbMvRTgk2fIq5Rr7S1odzf/ImZBvuP44o8TpiNIWv5mnPKLU2CV4eHXURkFEwYiH5LF2wT5zrC8mmyPBPiGiqF6yYKU0zEvzClSu1aQ1LDWvjeQX3X54L/OUCBnFEGBU7E4IPlezvFSUPOB4g1DBQczhnB3gRa8CIUomm4d54WBDpvoUZAa6bLUzlFkSZMLhveZuAJIbs7bI58kxSqTWr3zGJiiz8oFen+RUp0dWoJBVq2hElekFzCICsXN1ezS8hqfQ1nrBuKNB9bTY8PftFFoMCI0zl2nJwE0rKNayir2LTRWh/ld8BRw5Vwm6qssFIBs9ywXtdXYmDw+nfkseLeQyWX4I6idAFbhDh0GekSjou6ToCWd58TW0b+WmpvmKkx+KKIDAC9ZlUGQBMAWes1vdQXrnJ+/QSW4kKxXiBB4xbmuR+W6E/k6bYAd+gRe+cD4IXHzG46EO+0nzYTouhOx165wUOpxLrOmuwjETNEcVdK3wDrtW1glUyXMmCrMaoJNOnBhQuyQUvskXVhYM5GqZqMLc8jYqbNGqe3qXOg1oAqKzYW8Y4einTkU1C96Q5AqhwgWwmrJcKh8CXW3/HI8PSByVRDw2sExzOpaWr/ZnY94cAWcaOeI0SL0KDYYcuJrMkSSpjIwcrU+xRqZo6fbamFJUGoaUJNcg1IgihyCzVkLVlbmcBeOtjgy4eyBBHLWjBHQhKgf5TmYnTukkZl6z2W9OSzPPgZYqZflDFomE3Nz5pNpjSWfJstrFwbpAXRNpfaX4sAWsPJ3qloxWQ+Qc7qpxvCjoWx5QS6qWV/iwWHeuaFBaF4zDcBAcs+wzkRbQz5qkShgPEiNIfThSiydOcCN+DMsLg2/qb2H1PyGc8Ol9nKRCGtS3WNPxwkYpVIfhOUd2vfeV60hx4kNKHdSieXdw2ItSTVVcqliTeb0w2k0IkOCpmAwOSj7CCAbO1TCrWmfFwiSj6KMUFSOF7Bh75tzEAObMPMT+pACU5QdL6RJRLkzknJRuJvClaxiuIrXPEbVK8pRVkXCIHiEFnP/nW20apKnMTWhaXhGZkVyOwtlXMvT0WFmNaOZeE8GgO6EXQDk6ZUbobp3noc4JDsQsa0Kemlj5efr+DetZtWZWxf7kd0qJcrga2XGRY8N8VuUBeHKKf39rG2YprJeFgfaakpNZUUE6mgh2ZuVyVg1sZo6X/P5Z0zxRLV8YNEDgRCoORoVEe4Q4O9Ifx1B6OOJZtRs7PwV6jlWWzAJPYTXILmdmL9XWIwuVIkczltCOJbANcCNrVTBpKp6nWhF3BecABHVTsaSeKTSmJJniYVDPHGiWw8th8z2Mdq3XwV4px2k/2h0gLO9xjrNrSQrGTRjUDeOZFSxyDKqD7vOnYaPQgomjfaiaaMkR03i2ZWWhDwXOdoTm5Q4eEqL9tmW1SgxnBfPLkMosnEaLPN/S5V7ZHNWvAdZERmqir8lwp9RZbDjjwrpTBbIRllkg4VMB85thMQDWRUUe1LmzJqzJ/0JcFJNvxazElIoK8TUHVFoNBl5mB8fOnnGZWJrXcc1QP5Q7L5seZc3P9RTxDKxGFo2tp59GTFFkjZq5dMZIUZ12XkpFnEMVEMfRI3ioaQE5tIZWofyGBrgZ9WSTzj6MjOogmHRSYJ+JLVqY8u5bjh0zQEC6zwjN1h/Q9TnNaD5O4wZAE9Bf5wkV0dKt2h5xB8GALF1kFh1CrKPODgToIMjoitqbhCJA5pCiyX5fZr1nju9EIwHJgpP0AHImUEu95sooS5ea8PkK91Sal/Vys/i6Lb9O4a2qZWFnAlAa+aQVXKuvZ+VpiNmZ4Xd6AWpqbR+IB+USvExa7capePx1NqHC87miAhSML1W61Weo5BlrJHQ5Agk7ldQx+84sI7hg0DHF1kzm87isCIYD/CQMqPRAl2UWuBcMSGhPmst6Y0xBnk0FLoBeFLUIalSPvAP1ZCgnWg9krhdR8l2OE6sB7N+spbbIgC/VWFjVTpe1ZJz8nQl/Dhq5q7YQApuWyKFHa3qfIyJ8qz3XeikSSlmUuYkJzcQyh+nUnn50mvbH0s9jf6X7t99oTbs2YNxT8WQWYBDquDky6Wv6mWiVBVgavA9JKmoBrxETHYCJRLgJN0QZK2i4nI5cepxGNvjNqJpi5AVwp8d5GhwDKQylS0zj+DY1M6AuEDl6ChEULsuKEp2n7C2Uks4FfAzPA5efUR6GYTN+QzDYyWFPsMdROAlk2ctMLZWYbkoMoOblyD2ciSRbKmf2ONK480eTnDG4I+1sP4YDuKqXNI/o7Uj5OIMif+wJ0ERJo8QB1Rvk+xbEgeB+igy5M+ZTRQLAUEniJLNo6mRGSEmCEE6vHATZ1PxaxcuBHTNc4UKrxFGBOfVxACq0wiPO8UOOA/+AnLL3WfR9nKZACLMd7A5UIEw2FdLb5jKSVjyrlQLJfuQA53zcdBd+UVdGApyUxtekEABhbOt+M1hcWYCkocm93D2ajnNCk+JM5Rt9TUSitDejsboDFARjHeG5znlv8f6U9wAOwcAmdjpbBHykFYWO7YHz8Sw6ZyIZOR1L7W22X0CJmwLAgCJE/2bbEQmXjseUqqbMxHx4iZG9lPVuualqQm0aTl4oJk2qlrjgR2ljAb8bEkdKqmlp+D6nK2joSmmnU0gyRU81kRxXtSokjnPrvEmeX0yB0qS7UMcQKtgQ5s2xx7y4Cs0oSAAg5QnFSARzYJJ6oTS0UVc1A+lby1VTfhwTRi4JKKSg+3YNYkStqawez09kdQN+eYN1ct9pDxJAGKHmkqRNVXBr1qOGDcTZqI7gFcTwgzTsEwU1fSMnign30gBQ1IsrMJUaMvQ+rcPoOX0aHZxEb+gijKkF0mvja3G1xBaOzKgutusn4skKMzpRK9ZK3GclKH2WggZkpUsdRu98TUkXDhXmBXCLHFYEqY2FM6tTV68gVh1Tk7CNnaRGn5SyU4pbS0NgGsFWkjyIZE7yMVkz9Wc3hzIq0MyYrWZWPLF8jLooA4N178HuRw9fGBygjYDtjA3bh+jNdrQDjIyDAE1NMXw9KZgil4VaKcv9axF6ck19wkgQMjKMDAIYg/MMNA4WGYrWu92kil/KnMPFjKGKLCWLhwNNO0ToJk39yijcll6mmqAjFsEJQUKFEOaVuLsW56ElUENly3oqaExUtkWjUmSDAixfLPMEXKNOEn3NjEkGvHXVOdHkkIVkEvjBE3eKNpcujhV3nORJhFpRUl10JqKJkw7ZFz0hewAXmvMl1Kip+i9H5qiOLc3i3v9qUqtddg3jd9p3pllGHp/EkenVyNC6I8cZWFWLUmDhTOQ59XDBmNbAJgLIClxpVXfgGvo13aUTc4pV0VhN48YTUIYBYa1FNuOGs9Rpy+S7CaACc0lUG5wjdxoAWB2sJh90RITBzVQtPmuEMYyNRulxcr3GrGhYAopDU+1ARx8Bhtoyj94TFZtA3MU0J4afMj/iNRgP79HMFxW9CnksXG174ZJT2ggjKgrt4fNUOFmz4Jx+nvq+CBLkTo+W13Rmyy6dvlRGEppYUDmghNgOZV4F4GemY+zoystnqkIT0pcajM1z6+ZROhMnhAk3wRJkoimtTZNC9afD8YEjUzLTdUllPto433Y5MpqYEYwtaFnxbD5g/h8lM2UrnRKWpWaLfZaZquNJ4XAgegnk/EAjaMdDywR5AvZIFI8YdtbwP/g+MzFMCpN5mTdh7DDOAOkM0Epgvm0WsLdWGk+CFKsKY1VV2fK5th6GNilaV0Ia6v0d8rJPoeWNmlwyMcGyUzPftTSK50JFP1ET99O0kGY7gszcHUwnBtFTFd1hcPKGF2CLCvWW5hbj+shrApsDgThL5dQkRTVXCjFaq3m9+aCTynd1LVqXlq0Nr7mmQGpyIwBytuiFaHjnVU/IkfZe6FmCv3FGYq070G7XdVN/IwFuNbXl2Tvrhb8zXzGVXNfSs/qKIX80RMr9IK9NRJUTLll1ielwVCk0ZGpeDd+GgyfVmDD6Gm6JfY3TtCcqFCJfI2t9Hv03nSgJfoVjw6dLzND3pKOx7Zti0bhXkBqhYwfCmrseKqTFZJoQ5Rjua5wZElpubVJxLfHBz6NHT/1ULV3TazyyfAocxUCTId2NPCFb4oB5RlpXIDcighyTbbHUWbbUEhqO5dXASo/QC2BTcb/orM2auUrpAjzICSRWYmL0gEuYvE3KPzipeV1qWXSfEBqLF86V1mo3zn+D4pYqdRG9B67eH5OkXjPr5Eix1oE8nICy1GG5dkRpJUm5WCeeK7GvdfC0keuH0iwtjHJg2ZUYirEecn4oVQMLDaYxQkHjDz6OLS5CJqXs2znPaw4fbQGgE0EpQYMYXe0CDYf5wEbNLil9y8MV0B+HTn/YXPIAMwugw2yf1a1Haz3I52unFv16G8J9MbnBH3D3GGa56RB31tSbWn5dXaW1gEGJlAiiat/czqKkF5JsZeBqVnPmzxRn0VWk7SocsLgzr9y5M6A7MU0JAO817yOUHYcC4iMaNqVULJhrVfV1+jqtqzJUoWpHMK+wRCLBOZMzch+h1ySty8gWsADd0HzBxE1ri6vB13wZ1UinOqRv/7lSgTcE3oOcrbXIrUpXKjedFN45FhNqH5N1wpo2WvsutOwcaYh2JU7jdtux8nFCXYGporTmlsJIqDBhUkW/7ggojvBMzNJ3iq5gWyH5iUP61tN4kjDadPBqsLgOVkU1LHrqbmGHV8SAstVaEX4iS03oEKCXQG8bcz1R54Wxm3Lpu7g6PE6M+giji7pkzWFpOQsc8E6IlQh/PKguAjpI4HojC4dejTgSSknGGtFqP1iK8MpuuJpibTjhth+pQa/1m7amFB1lsFw9J612o6tKdALTOFrKGoe3joWayGXWvnZykQWbYNBIr9MLFq3AkxgSypxpA3Fb5tV+NzHyK/qYwpez2sNDy7HTqU91KBaj95W+oB6/M3FsS3T2dd67vf41rFkL9Z3K5xF+m4zGroak9BmCCJDgNoiTLZfWB5JKw1Bq8LnsrGA6WL3QBpevhhhi6OD2KHyRsNUhZu2J6JF52qe6j9+JgVoXXqwkcsg3Jgv8AqcxsZn0GALYrvV0pvRNS7LFGaOnPGxa6hbinCWUSb4NN4fj9zwImS7gjG/6EaWShACBQ9wXtOOjwZIAPbWWwtQCse1htXFU0Ui69AUb3y8Yx9DNU44eLZd0agP/ZdIHJGeJyVe040x8tpJnexj0eVXuK/Fb6JmhE7u+Y1KV/UPhEnCcA6OxIgxAp3PCjq0eKCf2TGKgJzIiMwv2KLegz/D+eJgXoAvAtILcPuupyAxjxGwym78QdYGoxs9CjBXmGdQFg7ItYIqho+Ngr0DIgt5zZPgD58JXYHnsqjVYNdyq4Lj2EARCpKve7EBbUkwm7cr7/UPcXrrYbXyf2THl0tEdZ3LOA6OEkZRkDJkxy2GJ4H7fBrfxYQTrYmQqKV4u8wSicNtAzgAtuN8475fYb5awHA9TmuFl4mbNJ52lDjBSPXQTIMZc/6HfzMtbPJrrm5MDNBZTmOBBmPGAAfM9e/hreamgFrB4+Y4VVAdc8LDLmCMzTceA1rB+2BIdLHYACWhq4M0oFEXk8kBT2oelhQTtni3gcp5ZJK3AabTUh+wqrKspPN/aEtwJkn1St65CEsP6y3IWA3m/Uo5JdxbavqgjW87CESBoEAJxZC95ryulbSQav2iOQmYpnYBGNsEkQgPgwtKQqvsCy2pGpZYVI+0h1BL7F1JDia/V7SJTkBUlMVuipq2T0pVjU5X9af5mIKbj9HSZiRCghZPUG8ulRQ0Z0EM8f4Q+M+ZHuh55Qc5hWaiwY73nhUx/swaRI3mnqgRyLE5hDbQGSMscr4cUNcAufIiZVB/M2ud2OASQddWLskPZo6ncLRWRpDxGf65ZXag2cy04QYMsgVBNgLVDRYLi6r5HYiwDurhs+r4LQ99tOxFPFvgohC9lVMrhjSNIyL6Lh3263x97qIfl4uLCnvRw8Pu9f5j2rjLxKSyhn7kKU2HWC/oyKNV83pkq3byK5vkuEiLofeuZpHmoL1C76sMEFMbChiGv8rcLC6o3xw40Okeu0TSXgzuy7QmETdREqG4uLBAsiR0BC4NIX3o7dd103IMG6sjOfz/j4SPJnmjRit/tQE6VCG2DNzp7QsiyKnKEiidGpkQNsQnBt0ZEE5W+oGd/YTBRi6akwFzPLXaTaezmoqBALnJvTTVmMzrnTmbkWEw4dxdbU5bI8c5ZqgSXzcOSDpSnioiwVx+OD479LWYGzB4eCsbuYOJ3YAZvIRgAQG5Uxk9IFtgbJDYIg7L7W1D6tXArA+TOZqPFq5ENTU5o+CxsD0KJnYhgcocLFw4oh60BEZ9w1TgmgO6FyWHc2OKmUIYO/fKwVWmoc4NYjfaruLjmJHk24JoJljIbN/jGrPoEhvZaRq/wxLq+8o1qbaYQMcmEaO3PqlRsZJVYP4vsIIG6M5y0pqIBfQI/gpqy4jw9bE0hkVUUxAGpt8Ch06gZ0tmIoJghJAyZcKxcJuMw+0adfPd2LAhMgtNo4ZMZrUQcu0UNGZvliacvcvhyc6tzOkXT51/k8SxKWgmTys4p0Olwm4iuFcClOnNM+5dV0XbiMXRilC0zuY46rwYdFh0T6yVkcxBOQr0+gdkozKMrNf7Dah9NLKYDszbIacDL8hLNJoJJc2S7pRBcw+VFrn6pcCd4KDlxJDRLMLiHDo14C1PuDDxrErPa08JmM2B3yYTHSdfVEjZNxOoTWfboG3TmMomxLKJG7XtBifMppmE0UVGGFCP2kgfhTPEjV82U7owxdH9znuX0L/LuUgwtg3imIFeVzhy4a4OeUk3BnELgUhqVhVPDIKxJYu+AeIXYMw/IBXitkWBPB0Qr5FHJ4KJoPK0VgyLcVY051htWKU89a+8VhPTXXDu/oHNpV9eoFlBTwCBOIQWb5hnzpVPJZ7XyJxPJDFtdeGEMajVBEUbtihZ9B2HgIDXWwXDssWQ2KrJ0g1i/CyOT5cRV1nHeiEKYNqn1kRDFOOMkRTGLEKOwCxcd42wcqUnKFolK+6JcrLhKtXoSGko1ZaL7tHXZq3fWqf2NUhVT2/HsBMdkUfEkBIQ/eUE2ITEAbycmjksrxbWUeNNesV4O+mwpFdKiDjq9OuX0NwroaqBXLWi3cc7EUm/JLe3t+ngtvam6OdSnaFsr6yNnI62Y4tKkztzNvmaL0qnUWiPiUhsbGemzAkZBkIBg9yyKRAElrR1L9QipN867AWvFreUNuFqw052ndTW4IMSZBIk7qYDCiWLgPCSn61ybWilGybUWdWWw1drrpfsZwTFmie1Q5VXX8lvpKkaU7lQxBnCsxDXt7xzpKpZzEB4RHKpajRtPRH5W8wm6q2NuYk16CP0faI6bN5Jyw0Jo0X1LX9S98ys4gY6K+jqYiz6VtenbEEjFjts8d8pQKmyRDZVLnuRoUEvhuGT00fV+41AZOiYGxkrWiH+E1W/f0oiqNdOC81Yt2ErwlKuOXI9KkzkEiqs0VIrqyl+nBteWZccpwt0roVrYaKxcPAw4smYdqkFhRl07uZXGg3mAXE0Mm1GQA4uqAis1SzrYAguqreK1wDUWUGVipFELQql6O+z2em+Dg4pq3TrhjKJe2KgdWmlJp7oZgbX4BJFWRJglKjzAp5wJfpmrQcGsrbBq5XSCOEFCqm3I1RZzB9IsKixXFecJUMK82qIkNNqVQB0eUcgQ9wHrdu8ZYjBQJfKJjmiVQe+lpxAuLZ6WguSqAwWmk+bkn6yfS2YbrVKqVCSsFQ9wfUA3U1PurpW/sexkDF/XkcRXYFmfMluQVdVAfJtOjc9Z6XN5GoLVzEIfSLkJUn++i+uPay6d8BzPqmRIMpf+PLpv5eAozETVmsruIrbOLPfNtCFwg3Ic2GMInrAQTn200SveM2W/UMoWxjbJVRVFth646rFC2ZueS6cnaI54S+ZWVcfbq3UB33zr3BrSa5lTScfaD1TCOZsSYgSG/EVQKlktUcNlndEmpqev6hFRxXFRSPGAiUWK4GRa68FWMwyvmdqjZDG6qC7lOENqqrXTM4SeD3mdZepqQgF8AznpDk/3A2Lb2ABDmSDyM+9ozW+3H0NpPSuAlqCPAeCSMgnvWXRXubkUfikVcIWP6lS0BH9cQr7zcNxLlJGyITnJuZAlciLIMJl8dBG53mmZO3NPkQ2FoluIIIDA+trTmrkd5shsxguWP0L1OgqzpcxQLNl3fV+LB1E4APOdpzyPGJLGJyJ3JtYXPawJDH0ZMawkGpCCgoEghC6R9gMFPtiItEc2Jkmk0O/J5jVUCUNfExDsgmAtZJXLKH5oCqWqZ3aGL9BcCvL/SFcyKjWmrZLAOua6I9lGK+jYVweRr8RyUz/4YdjyrlhDsE/r0FgI5rWBuWFqocCNcILEgys+YGYsGgWwlXa7PvclD7n6yhjrhl3x1csqyDgmYlwj3Mw4Hs25qYe0bRAxk1p5ezriLO0lDybD5vVHngPGkGj8RKi1TCBNJ+0YLWmNLlSvhExzJl0hCnNZphC303wPxNByyIwZyrx0BMU0f0Xar4snlZnFU9OMe0MEqtgPdB15i3wbBUIQnvz3lNMagFd1cVKQzfskHg0AWSiPWj1PzreC03sMbKGZBu9b8Wn90pNHNdLSwq+FCuRxvGpO53As5v5AIpS6tWWiqZ+/7jqfH3rXSkS0vvHsHoJrq+BZV6mFOHU2rjEQFrhrS1La49QY8azvL3kRtlfd19ZB8EmaUfYjFMml3pjOkgalppPEjrGQAbKwKBAJtMyE6IOfowjuBkHhPCQwvJpPMtPMJtFEYZRFq4vxagfnRjrWM7rT+SCK7dZYcH1e/RvdqQvPrL/dwVwyQHqcJ2tGfDkeq29Q0EyMjHzHqTki6jhbZcfDHWsJhLke8wiXMrE+D3kPFbJV+aEruIbjOIoqtlFt1KtP6WMJ7983nL4gORQal8wLaH2vnlO9J5k3CRiZp1SJkbgiQGhdGifnj28WvW9570P58H3Xo8qwVF2Cxd7v7b/Tjb1fQqTHVolZuMBqsfTONUhRRRPTiqGXHonMJPp04bpX0FCUm4jUrHL7KPmwnFM/66ybu8bItXCvNleQqXAeHIm4RM5GyWAslZUZ5TGq3yf0vCNrNLv5eDxO4DQFzHHEInBxHHlJgjscj5xZGFRDhTolAJJnLbKZPc9ILXeICSokCpDzislnKSFXdp2Wr1DBIZ5tDThPKvAQijMlDMxajqAEtIsXFLc6PTaB3qdQuoiPpwV0pUKbsL4kNhLfHDvuSWdC4wjvc0W+VZ6J0wEirC+SqcKLuBQTaqQjkgdlERwAxl/ez5FtH4gUFyWdVLYWdWWGi8AGaEYYQeziGLjEKg/nNrOgInyyHPJGGlgU858hU/P7lSrfTvb6o6vtPg3wEQQkq69smtSxfhvW1A981tgJ4LKug7rCuTelVCS5W7Xm+jKa+Eo72mLwoNv3rrZoehJoCbuUVoPAsOu07M1ZT0XdqEyudjJHbI4FYQZb7VHYnnwcFZkjBkIRoaBPRA0kDX2iHJ9OIzV3qBYCfbgY/9qHgKlCHJfE+DgIKFAwZKD5fkU2Sgl/ELeOF5vjgaIK8p4ZRDihUd8SIoUnJOVQVKsAQUpx9dMzwV086+FU2letifRn6/qya0jme83qvVf7OfviAQ2ir1YGNDQjAAUNUdQAIqoAQqiqJ00nrVOnb25UIYilG4USzaZvoijR5DFjtUnc7KtVrYTSRFLqkdnvF2sCyJYIUGC5/Pk7z9IadP0J3rZe9qz6Sua9kGpuy/fQlIIXllWCEQzFHCqmJ4kF8uzKPMygICwkFNbKrACLdku+nEST7Elkqp6dIBTwNBbGHFPvx0AuYlQ+u0LpMRk7isUYiDjeoemjgX3/juRN+gwiD2NLP6uLNvCJFkbFEsRKKERIK6lNJU4kJic5nxuHLYYdh444LHkFpZOLv+JoKKOwQCuiVs9cTRVGlhBLF4dSm9BbESjn2qZYxa2jk5pc5ZA+adCWDHJNdk9fSED0PfDuSf0dpVJwSgegtzhIgwseW5ipAJB+hfDSDT3LsUmPvIfVbYiKqg7XVwpKHEiq3bQdTn4qzVQRUiC/hc9Ql34VCCqQKkfV/WW4U91ByX8TTUdcSE38+QqDgpGTYxKqFNpZ8K62QDVgbC4tkyoFwVYOgj6lbkl6mNVDgPbVwLgA94/+fCB2DyQiIMd0pfzk8XDLMIwLHIDZaQqWXzOPuaLXC/kqHFtrKiterBi/73iZVFgcJ1JzbOo0O0lCFhiBU/YQmC7m6ZL4Hc/YKWUjB4ULe7JrlXuNjghNVU1MSr+QWBQ3ipQkF9oTTKFIsDlXpnEXjIhjR6wcBU84bTkzo/p3QZqBW0DfyK2UdrXTtb7SXCSchNQR1E81xiJKbSRiH/Aq9FzROp+u1DixVAvOg/X+UtZ4q1SApfzpyM4DKObINpk1ca3+L93VehGtmyOgiS+QgfHnfoKvHQiYv0A4ZhSm0zdvrCU7z1qyQi+ySDJxfSfCyKxb5raqWfg9tk4k0hUEDSeAeFYNXjW6vTEOUa6FKWBIX9dNdd4U4ZF0iU8HuFIeB4IWMQAkqzCUOZwvjrPoyzIHJCF/fG4qpS/ritnC0j77sR/sv/3Dfpn2CdQ9ZkzQF9+taypGZ5rhsPaYO1d9UELuUctnIQRi1iDDZLnQOMQ1xi+KPuxRpxqWNWxHk8jw/qFcvxLwL01QxBkrhlTXLlQ7p7hKon9g7IliTrNpza0sNaV3jlHKdV/qbYQzoak3X6ms8moQ3xOp9XuaNjrY9XFKDcP4+lAbg9xZjlOm3FVEbF5X/jtfZ2uyKuNA7U0T6QUNaz5rqdkUkik0eS3tt0hqVXYmT0OMUz+JCr2Hmz63qhJKRHE/HWNQe2rlLxbeKHDW0dne1W3HDVAv+Iq1FJQntzMjF6VaJ1JygZin+qzq5ArIoJnT/ObmWwvQELXEjrQpALETQMgcbCtmAPNial9qRQPtWpcFB470Ee1KR1ddYTisQj4jETCDua0wjVO9vwlIx7g+WWZiCQkUfljn4xE6icJBwGuepoBhPwPhwZhobq71dMxD6O2zEQhbnES+vbFj7aL3E3rbI4eNEAIhpwddt24plV2DTPOYNs6JC4XJwsREzLJtZRuiLtA7h7A3gVJ0QuEMYcTgho6z3o5xKRhug1QECct6jkjs7fCCSr3a3chFiKFpuNaAhg+JFhdjfGCeFvSa2mPPyxRV0Wpw5mGIHPrlwPsvGLXp1mkm7CGOYbN25To5eYHU/J1dZgCQFNirGQ0abtN5oHKPeT6iSWMZ4nYfHVy7Ix3OsGD0AYkJdttxmu/RuBdLP4TM1BJXKfC5AkYRxDjNacQcKd/7HtyfCzkZZiCZC9cfdeClEEZCdt5UyyXgIIbGXfouzBb9diEFwkC6vJ8P0/RgzhS4A3M6Hg+dWiy+A6KpeWCY4wzf66zdjygeO0KmDo9VRQF7u7CTu444IMth4GFyhB+E2phU1iRUU1S5rJ5faT2Z60cx2orNG4OlTXkJ7lTS1EEiqXesB9pXJsQsLl9CTdnWkxmbSwQrKqAyLbR8qqZGu0q1PROykHyraLNxjmPuvGBJRIsFrRtHVVWiLgawDVlWC7O+5jjraXerS1DUGRUJTmwRZGsU0dQfUTcxHccEQ2IxHMNu6DvaybeDxga02kJHSI9GW/HpCAREiIl+iAQaQ0cyaJRRAPpjgwS0ouewSLci1r8TCdBPxuwfcvaRc8HJh5a2FthX51CgD6X7eHr4bLm+OBX2v+dcYeFsBVHhH8DiOyJBOzB154WQ7FmjOZmCbT47pKhrtygg/szIeO6HqrcBNPPHInaIxQn/rKyQakUNuHUKRBjNr/YuYL5wUKcIsoBsivVSySQTKW2uCtvMyE8rx7cZDuxjaR3cxGAhMFC/KJzRhXRoWJZQcU6ha4KSyeKHmgSZExJyf57AInq/pfrgGBvKewJtp0fdpLVqOiE5VEEuSow0gfYaBqCcZf6ud1sxVsTtFtUUapsT9Rin+yJzUUCcNHE3qMaAtDqaIYxISKPSNhHpVHRQVCCR1xnq5I6ZOSU8NfqJUCnI1G4dYr64JhBa9dyxORiIrYBh0ri7hUMxAOUhOBuRNkA+M+Wq1NEoISH64iYxUkUtiorHcaqOiMRnyn8gc9OM3gNoV8Am50lMox1ClNzVZl/QV1XcqF3fr55QgyBlqnMvoAuMA5o5VlFTC5urOs+ncAbzxhRMPjz9ZLRATDGopNbXHESSwaIEC7bI++JTUm1ItUCxRkE7pLx8aQwfrOwT0C56L/5/ZhEcbPlK9kHg8NdYZaJlYTpXIUISelKd2FOTpgaFzZ6y1y1uX7M7oPIkaSTY5RRcFw290bmQCnGt+xFnhqnE7/QJ0ZIIVCL833t839VnZRwr4AkjARZc57SY1nTqn2J3oxZIBzWpSyxzpH2FTSVSH7hW64ciaCM+1CNE40mgUE1TRTpCJ6/9pFaiIxR7YbRAYqrCiRYI+dADSkee+FEnp5vFPcaWZJNhCMBhBqCeY/qSwhZneyr4HB7+UTd0CplbTqcxWBMKSpz/0gSIt+UFEJXnMVbhA71nZRNdOy25qlnpcs4gyh0OSC8NlFmnamWDkitWRXSVsPh92CT25zu65z72YttC3IL+cZPd1FpFIPeCW1PW3ss54yKLqPOZfyEirj5MEZjVqdvxuLDEhI1uBRL9LZS2Q1pBr0KQegJ0bDTwVCqz5YCb1VlHBrbw3519VTcmN17SUqkWfKziErDTtQ6i29DdS/hqMiRUCLYIjYCVVj5Yh7bFgGRhIRVYRgneA6ke2KkRWJnPpB/kHAo2PXJ3GBEi9a7EC+fZeVCqWtjJtWe1Xxgu36axixdTNE8Y/1mh5TwopUHBEtrGeHRn+twKoUxBTJioHjCWlVpWod0ZOkd7R7zqmbZ3lZRarKFxaIvug453LdfNyjul1Pw/VRc4FpuSFjRqpF4xVEJQXW0h4C2d5U3M0fagvJK+0VGm7a5t4GJuaagWOnYqLoOeOYZVu3OeQ1uYM6RgwdRL8grUdoVM8nB6F4gwUi5tfXJQPKBwKlXxCjVh52tXKM1LXhNG6wI2wJGENeuaPMVeri/FmrRssDEYSa+xMJ6TPYra8oEcidQxs3gbOzJzoNdFVvYsiZtIl9GeFLA+6BZOfi2BpUWm90Q0p3fI9+Xr6/ogB5ROKTZz+HI55Nyq/zWx12FFQu29xF2gE4M0auDmqjsQK5s7NAwSvj1Gq8/p4I/I3NNsEjlFvsWODTdVEMsKWCLUaM34rOkMrp2tY8/2hzomkD0BmOKoXMOyqDzgXdue9QqNU6p2FArcGtmujKZqthcGFYeydlqNVxFxvMYkJacRbPI4cjs1aiotrWLoydJGS4KRAUVoqCQsjRLRiQeg1gvOx5axM1DZFrLD6bLgDO2JLfd0rgIXOqxqzCmpTX3jK62jylkN8MHNOK/Ls0bBdEjgmJFGHOKJ0RXtZnVo8SAd/eVeRRcUdJElKBiHEDBgBd+TjwQYs4J8MDFVpbQbENI0r8UYmjuE+TgSSpjTeyAsJ1dAD5p7Wph4wiHQ9LXxZa7SZgMIx4FYuBQSXfixsyC+wa1RH5QWcrUq4SqNVAEtrfkQHWaqknnBbNhUowHilPLKfCy3QybjPPVYu7/o1xY3tUODCpjIufA8YKHS8onoytcihsxu8Ct4ttbrcumGKDCp17A6MFM5tpaJi34p6jDkz61Yos6bpMfDlMU1yRAqSj+3tCt8HED+ZrmcihO0SrlqiNKiNOktodJjW9Va9sQ3RH6xdKK0kLAEvlRGbS/2Gy4peSKlyouYWn1NX5wyHpBL4qzTajoqDoH9eAi9sYYYXlH9B5Z20DFAWekU6jJJHsmD0HyzqhQyg5PAUYMtByJMLvkIbN8rvYcGEoOHekH4BYqrtDJJtCRJUA6w0hDHVNQj3zUFFNZvdEEuxaKqEx1/t+q7RY0cnvPsOLku4H44Ey1NmImdQVGbqZSADgV5XIDVnQ8Y+GOxCfnq0NBEEZkxWAkcm5NneMgpzahejuPIsJCDtrtOGpEc+c7kposbJRowDWmaIjh/ewnrLN68BbOLMQm3Q4niCA3qeWJ9hROyAwZtVaatGd+DaJOdgRcXV3c396YW52MKj67dcb6/v1/3OPPE2KqYYy23TUjHJbNvmPAIc+o48GNhIzrntiIYBvGkYPRD6ObDIomSG5gwdojDMjiXrAPJIclSoDeT+U/drDG6yCCO/EZfaMcGdNA2fmaf5MaWoOsGwBYFsWPVCsxv8lgxzxTntRCNVpyI+7JYBT2y6JUgsx9Nu3TTfI9ZniAVMlfy1oVDHDZU0HDu54knniNQMXq4G02rpOWAcDCiju3J4UyZm3DkHEc/oE6HzvHDcSITquMoowWkXDiERN7W5GCqNKKEn8C3ScMCgvnjFmOOu2XZF3cERT7amEpPNhTxgJjfO89LhP2cxk3fCYNeKsSwEtKUVjORjNeAAFaWNCxRkXvQAcKkDzHDFZZA1NuTVamLqk8WDlH1a0X87EvBk2upFg/OsKjySqiBRNDoW2Y7zOCiwFVYIqOKDQtz57PS10gYzQTzA45gh2RiIyykU2SQJxdKLXjoI0H3LBuDaBmobk+ALscZ8MtZVBNI+pqV3JIDWM7iG8/CgJgZVwsuFb7Crt1ZxVnucnXKSZOptNfCQUVQZOGEnPLhdB+cA1R/r34GRueJ7Rara8hEIqt55/hXfsPNV+JDPyZ3jmxfK0yq9unFq/es6dxV16JKPHCMX6pQeRJaEe2pSaPFn/D8QIcx1ZpbZ0FQ9fVwPPZU1V0YKm6FMzd86wPLjS2DATuCvsXXyg58CqjC2HMAVF3uGE5RPBnYajRahaFUQdfwl/PUEu27Z5m2DnQqoSGOA2vB2CcNqICby5iJg7ztePk+9hgBCPgicg4Y0+bevltARRnHzWgPcntzazqLRIqQpHxGkTUdDhg35t1o5+Wh7Pd7uyoHTZXBiwOMSQ8eVzSSmwUxpxCMBGqejA39pNAG/qdw7ApWzh0h1wr0AhGfS2dVA2WWGZF9rHCw7FUGQA9Sa+4rtTSZGVbqcWrvm+i6+m4zV3wMUw/L4o6H+3tUJ4MfsNrzaRxg3bLYLWxLLQKVYcB4RfMENqYyB0f1cQbqi8RpCY+sqS5oIJ7nw2EO61AYWBKpbDqdpfHUoSm3bwimJIMwL8d3b99e9iMLZlgpeI9KFqzJWqQViJZgolZ+W3IrWx5ZW5Yzv1g+vgSaQ3cASj2nZnW1fHc64mtypaWcOBSaAxw6DZGqmyfFUNgVFYj403QBwO+jRlOSeFGUqk6ZZVOWoELF4BNSNoIQkpx/mVxdC8EeGAUONsNhUXBA97K5SirgYLZmUIePbltwBWlAp5PaslEcRNaGBvGLqKOKGlad9Fwuma/IWV5mCetfy/v4UScWrKSgPpMsTWlLEjYBZ1khoer/aQpvDexIqyve3X6rsGPNTqwnxDckONl36v3LTcYI97aVa9qh7WMs7/ORtG9COGsYqruNo8viSE37IAJecW2OaeB5nmZYDETv0Lq5vJczyqtFf789qtTPUIa5Jq5d7UcjbmXmyQvEdtC5tjNjHilXrTZ/CRMkW+/ez/PhzrKCjCjGiMRMrTtR4ImivwUK9fhWGRZxK7I+ZDXHYO6ISbFr2Y3dT06oP7yBBDWpFtKz/I0iRAQwofCT0NkXO3NqO3IA4/4rTbaYxNeMdDULOqVZQ3xzEolzOHtGPoWwIM2qZhbjY010ICvQWALZJHreO5bX9gxJmN4+w3wnJs8Xr2NEI3Re9Q2xcopH+e9nnI000+f7fL683wWgnEU5Z9g2joDWCrcGuhVj6dfYqJXrGL8WMk9VFj5MISA0YxO7nrzT+FINgGeOiULFpKkIQS9RqrX5etcs9a5j4FkhTOsjiTFFFo1zZfz5M5SWqqx+Z/3T6QAg8K+pLJBthLVbIyjyrHAaeEeE5Se2onmd364nH2nSGBsORODkHOplZT/IGcBRBfUjzA/1SBBWlg3tv+NkeXbF+IZap4ZrWeToNUCx3vWyip3Pa6rEueau6DEjAcGaHHzuzyEJxcETqikEAg8anUFtn3Vn6EwWdGEWyKnWg5aMa7MaJZ4HNK0TgUQve1IjYaVgrfQI9YLr/PZq/dyKoap68X2xff+rbigwDHI6K+hRTpprMXu9eAW5duLL4Ag1cjZpIAcKnV7uIesnp8ELDcennMuyknCeLSHpoFmnlXJpD2AaZBbYHWi/6gAgS+fZE9PevkpwqCNXSq2wKVl6ovMjweqp8ZmmTDi2Wv/wDVNeVHXgzyLdiOMIrFHt5AL45Ry4Uin9KM0lNX/L57UiZxHrfOLBL6L95v465U3spnrfo8kUdjQJnr6evfaMEJ3IWfNK5Z7GyqcVywLbckbonDjzReKnFCM60gg17L7jCUj+1kVABLiYn1dfAMQb8Dzi6BXOP4kfgsGWJ7FblTxPzFHB/JZKTViykCt+pRVxZ6a/KZeT8mYTXOVsq02eKCPJaQ6rcJPKd31XYC0TfN/QfzRfYNgrXogiHe86eTcoGKqpTLAPLjWtzZGrZ8Mo2hSwObfsq7gxJQ0M2TpOAUDoTo6a8p1l1c0RiV2F42zpT27N6ZtSk2QqUCzuVIeoAoFSrde4O0eHepkr+IPuby3grG4KzB+5tYvyzF7MhqmubGwQoVKTgdXfISsUF8BkvvfKsjjNcCbJfBtipLPH+m3WssQunm9nPQk1FVW9N2G6nSrvBBo7dzr/9ZYa/L6gzw4z4hESkFlgVVSrfpGrKCe14qxP8P5VRDA1gR5dOoOD5drwQRn9a1b9JKNruHDuVq7JgfNAMOjE+ZoaCzIUgn4g2RlpZglGwmwt3FFn+nEyt6zHxOyctD1Iu0bOfmRiqNOjQgFm+32P6EGpJC/Od3uQo4W3iDFRk/C8NhijYXGiS8cJlWzM7aqOiAVnx7sDxwkjjhBAIbOVous3gMNwTFNhwx34WqHDZnieC9pDpzThsuXAj9hBMPNIBvOFiQlUj+bpgPZNjTdmAUnEbmw+AZNhGbcz5huFAUk7d9gfUOmnWdFgazbVIPe5sJs1l21WIMJxsK56N5G8wBzZYHaoQ9QKXzMzX2a33gc/uWk+7i62bJSnN9YFZUE4zclu6mB3AL63Je+GMQLj6znHcCGB14zB3xFk/pghVAR1H2KY5AulSk1VO5WRaJ5R7wDpPlsMFpQv0rRMm74gebG4B7+MZXzoQr+YY3fgbCLbl8HUykT9asdzKjUYoBGdomDFmhoIRveeAzr6MdC9oTWCqbCPWw5SWXZ8QA+mEkktmPqkecbE9prM2M1u+2HcbW6XV6RasOcb+sVksTER89lmbt5CRMQiPhPAFdz71In1ONJlrKX8k1fBKQ1o8ggiKk+pVCaKzoc2lqAyRayoBbVvCwsSGiHCSdcyeZ9Xu/k3Hl+1T7LE36rkmRPc2eZAIqATAl//awfGHhlIYMFI1XJoct1t2HujeWGLYDvAlKS5uhMoOWfWCdiKyokNrroZIQiV5Bjtk9WWs9w46RNtEIFtqJUcD0dbj5+r829SCTgLBzg6jOMQOVoWQ31QuwmJiJAfB0dmXZblMLnmLApUgBkMZD5YXGUa0+KHtQVCYD+Q7fSEv5MbLyodu7RGAI13wFAHFU45Q7ux9tVkWRZpLQUuktp9OQvqSw2Ui3OVEKOE1moSa1WZEXpYRw7j2ibjc+jJuwtavFqWtD2DwhNRFCtbGirDvHohcCLRdofqVtJlYckbQQaYg4HyyUXJMgduz0CuM4WGpD06xXcntX8WMBUNLCNqjFZMKE/OK2qpe56RpVqmKpWRwLrIGcZq4ZJcgja0TpugPcwYF13ISQJlF+m12OUGz/gD45VQKpsLy3w9iCU5gCKT94ZYHJYLNZSlbkO12qxe+hE8lDD9A6neNjyEi313hFoLIi4kUoB4ckVLuJMOyDp2PHinmXO4LoqNaJhFt6tjgSzZ4dofoKmdP+S560e2F5+xJFDTFIVjp0kAsl1FLbDJ9ShSB9CGo2V+wCtnvKkCHqgcssQYyPyJ7NcgMJjsIuM42uWZlE3MezoTnGWpfae+5trE2U8+PYJLOOtNhj7QiV8o5eBy0l178nvDpHLgIhccYWxSQN9p4PP76clS56pSETDdCvyVGDsU7kESlrBOWhfhGCYNihtbnQSe6U/uAVEgHPBYs3rMRCrVF3Gd4isTJjGfJU/NAyOGLYtbBdi3hCoDAZ6+4zi1gIG6hXhsFnXao3ChSbVjcgmsCqINHJqOxePcMlI8hrXdtUTSHlYCHnaEBU4TIrePl2PP5AFtl+3RQEZw02wjg/qBWQCT1KmJb2jjbCrBEEjznSZaKI3fEZXkGLZwd6hFJqeRszzlJam9AYDuviJmZHkZntSxIQJlq7TND8UfACiyLcid0jDYwphPEAehcxhHIYvGnJe6GJljqY2HhOA6OT+UJ1w4O9F/RpYfUAn3azcYQ3b48xA2DcaGqNjZT9H2a4qABLILzjcLW+fjsdFDLGHkpUudI7Gw2qLluaPU0TIm7FkgwOGULoYaIKVldybV/iyYpb5p6S7NMFZ529VeeOpFGcj3u4EZbwodxJWrMpoC+KTp0ZPmP3hNcMDbxY7CLk143mf9gZnQbEIfKzAeuAagjCL9RdbcmDMn+Ro53gPHQKkUdopREnV85ZtQloa3JWWzTrJ/rwbDAqxFM45tFErT1SkI9kJ4aXT7kOWEdxs58H4djoFs6KC+VZwkVHjSgqkvE3Rp0WQIhj7gEJqbwVVzQSwtY0dLSnMPClUOrINNOAs0T+NcKacYz0DZqhl1QHGyL2dgP05zqozpvkGBq/QzjxdrGqKunVkeVrTBwImSFZEE0KyrUa7Ea5qJXbv1Fj1GzOdATshl1w3nRJFF4/SoxxxOYc0eUKG3voj3QzbfSAS4KyHXLHRhB5/K9+imQ9G8dmdDR+YzihjWLKFjEoeYRfHZoHsq8GgV5buQ/+aQuczJqxy6VmVaVb6KBiSbRCTBO5Fqng5OVuUq1ZluiKryGeobCfZKwXl6OrjaDjNGsVgx1TSUxRXImSfRwYVa3yIQKLWUsJa9JZgcHMGlI8qpNTPVHSj1gONGpiy6fvgeQOojIGLil2sqtuvalOdPHN5MrlaELhadwWwRVWvQuAzRO2oaRGjptZViLnLilKnxwKmbUZkNDFhVhF67k2rNt5YjikL1jiaxNCxvaXg0e5IJbe6RFAlkWGNrBxIWle6Thg4KrDJ1kb+OOpSrT+c8zxPrrJ7DK3jO2MJKIgNbGRxEBTnNaJ36rF3NMtQkpRL4TZ3UPWgdHfovN72TWokC9DKQJGDXoLS7wA4LVEZmDOwjSCdR8iiv9hlz5SOWl0ICMDCrl2rt8QFRbqsjZq7mRqK8bEQ/dAzBelgaOhArnWNq6D9bKc3aKUWi2aMfCc21pFfktTH+1oRIpGGwacyeSI8x/qcSbdmZwMGrgc1yqeofD/RDF8TiaZrmmOaltDGFLTJKTJMRJFrr7q5VGtdvcLqDaHxPqjFicxAgcivqBD2qJGrcODCLqaquANfoA+LkdCaas6Je3xRZrvk4RBhr5RnSodw/6K2cAtnVG8atdwLS8pFOvT6OSh5g4378Tmoti3OWBeMVkyo2OoyKYjhOuVIvgbItev17iAeWLs/o3Jsdj/TrnFiS/6aQvOGvXF1fRMw8drVWNnOE3pJWug5F0++Vadrz16AIOV5kdnIZXB2Y4FotJIjSioIKUJOrhQ0nF96HiblUlWl8VX9c9FxfUUr9JUMr19otYXQ6NB7lCkFtnFNiXliqZ8KxGLKenLcUyHeAgX9eeKJlzpNiHeZNTjgbAZdq7zc0c0XwViRlE06W1jhjiI6E72o1bq0kr4ABETNRgQMp4aqh6DiKOZwZ6SC3QVbXwn9qhIXumo47bXWaOU640Rkzb9d2DGep41gdDEzoxoFx+EIsAqbOCAqUhyL/lqyzIAXWM3Fy+4zokDBsVTt8JWN3oiKy73tAuF0bNngKyQXpKKRzgU/Nz2WeFJNaGZIDSVnHjcRIlCdxmhZQLiQL4LSxYbNBFAbNSYPhyzTt7Ztp3gOjha60zsxM66uBxHPefA9mw8C5BB6jODFrFTM5UeWh+x7ZYmOPS04pxwAlYtK5KcMDMxj0RUsHiH6nl9GFAcDVWayTOlKPwj8kN0EJ4qkyd19ZJ0dNCInuktoPVSVCYFZAYjrjjV1fCXyhtpPHVN4SLrc7dMq7fg+SGNjvvoMyOxwOR+hOtJKhDAjOD6DN83Kw2BuQ9rEj7RDCv+IPFL9ODgnCcjTpQS2bTlqwuZj+ktg15JV3wG50nF3MecacMAYT6UP1RL0/QcebZ4xt9T3a3cl4CpsEPy0qO0/27MRhwrhMIohr6UrHjB4WpSLTTv3jsqALiREVWvhT3FoHdpZSWvmhdpRnX9u70lr2kC6PfZ0iIC9wPdz+rPbKi9cMUyl1oke1YSIeMN/NlQosdXUAeln7MKgqbH3neWqgCuZWUS5nVxoOGwxwxexyIAq0Eo9T63wEeLkw5YLcd4yaFVrTk7FZwve/qjVhfRzN0wHhdt2VEEqjvpARV6+ewtXQUIxqaVoNLpvsxNpghxGtPFnuiW8pthbJuWadCxNsTQVkFnGr7Qy1f1p98SfcgupBNICZJf5WohVfHLtz6rz0ZojL2VfHDqC6GoCYez2vbklTd/VK3WGu3QTvcYfrq8JQVaDmr5EdBQo0smXOi/fDtSl+YoLO5+8XmphimJrXokpjbvqShUOW2lCA0qTwsyGW50LpmGgFjw1qsCozqinbc6Q4zparIUhF0yG6JyToTDBQf7KFgPZFsTtC83U6CVnTWGqqnXyLubXqIy1Pvmdz3XRj0MpdWPP2NMhx4XFaVMZwXi30Cp9oYevobdvNrlciOsTFhY3EGFeHKs5iNDE/s2MDRAoNYRDUvFEr6PW52FnWwsegwCfrwGdqqb7nsMpcVnAtIhDGQyxYt2QcVVeQWwcB16ZWQloY6br+zbMqC44YO1BQgliQHjc/8iT9731xmmIDFnEBB2a/CFWRWcc0kqhHI6UAj0M6keDXsx6F2veigTCp65TRoKlLvtYITvue37sVSl8SYrodO18aZcrSXKVaRqq+SiM5V6rm/LFqrmuFvqPkUUeWCCMtZ/B8vBW8E/VTq8sRm9bnQCcMYtRBa2Y/1cExanETk6pKZ+JsQpTO7oBTyT63lpr6qDUX2IIDeZjgd6c/nVxr5dGqIqvKT+SIklSry6VU2kzNvQ+aPwv0g2uAkjqQxTfHT6cXYrgAh8W4NTboeCBoZDC3QDsKpwbeJkQIQJJcU2/BrRT9WXjNVeHl0iKhilk41S9oFLJaDDi4sHKWx9ZQwZs26z8TyhpWYY1nMlIBuDg6YTUIJu4Q7spHR9N/Utsr7RSfVe0CDFGYcledBjUov0oM35iC0JmVWX69BWFana/N5k6cZoxJCMZpDbLBnzSB0NpCuJzHN+v3dG1rbkKoJfGOiNZUcsCxU91KeksoceBKVo47jGGzUHwSwqTUj3NMVgIznGogXCtH9cb4Y212Oz87jN2ral8xs9SXOWbNEMSIR/xBRKClPggGFbAiqL3GzSexqMbVmAYWejRlx69AKrD0kHiAlKMgdzXRRDl8BpzJfoydXGaWH7M5xxP9Dd0YuYuC5hQQmhZSqJSHudXPGq9ifUjZbhLISxbJKmqfM8uDJ1gbn4ZBrcivYvCn6wPH9tbkpTv/QkUyy24zP9imrBIIJERkQAdaSGcH8sSPTgInmjL8Igrl/l7S0b//gY30OvMZOiI2la3NbL8qC7rVlNxSelI+Ymgyd3IsfNUo72nQKvL0OevOAWEuF5AM9igQ9iULFuR5Pk/N7KgCd2jvktsq4ZNsoqHbkbQDr609PcJYehrrhLEZNU4UKZ9cB21kIn0jW/183Yr2krja/UhiLsHfMvlocGZ0hOAQq0RMlCc8UWY9z2nb3Xtw46y5GRxDw8oZJZXIe6/acUXRtvQzMImmRjRtrE4fdxpAQo79k1ppJZmWTnf1lBZMUzBPIWsWbCQiiZ8X1wxqCnVNkELuek/8D5RHnbtA5UntTpoMjuCSw6AIAicWJOIEBWBEGvJWjl51IL6WfiBECZuNIAvPl2pJ8v2mshXvtGYcW4I6t7DEpzZlsTSM3KpcRVbtGx7bNxD4d8SRdRQc9rPfRWprT6xUKGKVgAPaSSjJX0duheIrKYXweLqlDKdwgtVLrFUU9V+jNt3aSxzzGKVVdNZv+NGygKctBKKwEl/I1a9gSUdDL4uG3Qi1VwTOoGfOD/dJvEoW7zsQ/yVPK+XrmqVaF9yJ14AMFJ70Kd6+Cer9lEPvOUKXktoj5R3r7F1N0uaCc7pNPBVmmZZdj3wz7vSCBIFg0MU+Ft+GJfAMV1dGVRhfqZMrDWAglJv3nyMbG3h97GPfC4+bY+3FUrc1adNCDfI4Fxaw5mbQq+cgfgNUsU+u3kl6VB6Xss6tzlvhjvlstpoCIEQFgXNLasCYNEvBty56vvkEoa2ioGrNX4Nynr1FRQWZeM9e7ODqsL1WxsiVIarkM3dqcRUSWzljCyP02dFlg/Lrqv7LTZdXvzZXfgyFQZVqqxGtIiBt6X5F1o17YI2R9bp6b9HXlLhOs7SFayvQPKXTyjOlRRgOOe44wtDNMwwymoYp52x0ImFhoGzLlWUdLOSawwNsxdWciQCgpeIiu4YSOpkv1cMqpU87I8qN1EPr2xSsympR2BcfBPtHIYs9swqutW8k60KiKK0zAjiTqSM6p/kAtbLfWCFW+VSrPlWsiou8aiJYOmqdC1vmGvscM6v4waKI2U5pYumXuU9HDO7Ev9oSLNDJnRP7go99yhNIfWzVu3ZPNVqS90bSHJCXVaPPLhO/KkvmbHoSx+imqQAquRlGxwY/klLNTAX6nNlyjs5d7EoJy4Ist31QT4Ymc8wwXdM2nKUuzBJHAGHPFk3tIE/IxZDBhz/HrCMk1RzfA6chcSrLEEcaec5Gmblc4IzsNmGcUJDExB/m9AKD/hAm9HrEsWN/YliObEeMwGs7EInZDc5RyW4iKAgxwVPFTQdYjGIXudNo2F8CZ45zQJvKlSKVDW4OHA6rGuWMyhyK0UMHBmHkN4Etz7d2z+ZLRjdM4UjbJmIzu41pCIMtsrlnqezRWxVHc9wt9gSUwi3sGmS4orSAI5gnc34EJ7Q4ZX+gC8l9AHnoTUKWeQqDSQvhV6XT4B4EiMs89qO5gyp1sqDqgNpQzOiYJlRm5m/SX2cnDwUogfhDbk6kWxUJ1beGMkeS3rpTvTu2fGc9l0rslbKyplfL4dzpXVQ/3Xu38tc62YmucWzvcmqG0jOTkJH8rkUtzyc4oCdALHqRhSjmE4tM0gpIcaoFAl6EcyLPxqBfPXNwlbMoKtatz6Vhh7h+ocRFvzBoZhoIBlaRNAQwNpa8KOpy3ZdXJaQyH7G7n9CrOscDj9CFPCE3BdoBFwmPg26gWekhK5nV8BP3UMe8ilnJoTrQVAEcVgyjOJLqohC2S6xSkfvnWMnOxH554K29hsprWgfS7Mx9MG4SLVPIrdaoDC8yMkiMoi1ncGeFqpqB9awahUKuEMkYCzfmtoHW7rTxzVCGM0Oj9Hv1tR3bwEOV4A6d+yC8cqL4Z129h/qYZ9diHdeMpnT1CghRRGlHMtWxG4pQAeQl5DY2fLO+3hdG0H0tAlEze8TBkkEuKLaJAWniX6O84VltsCqgYpYPgQcIHtVorwWtnGzAM2iiKlUJyKSQL5zQvUIUG0cOLox1YlS7n95P8Egh2TpjosQGJKJgAzs+6rA9u/8MvDBm+bq1eYpjAJzEnnDk2vbBla7Wj7lbkyRUfLbjtt/uumF8uD/MJEVPzMn7uBGrFrWaitdgG0ORiW2wbMmHTMkh2XCilOBOvhokMJIB/o90IohWoKp9zXzbi5YgYHOu2oKjOmOlG1UGOoba/gojag5JFNlYUIKSKTxMuYaGxDBT8Fx4NstqxsMBPTLySrglvWNuX3PbkDPLddiBUOaOfhTdsQ59B4kt534J1U2Ro+BK5cF5r3IgnZCmRahmqaSmQZlRihoBsRAxEEpZJ3C46s6tTTS1IiBnKK4zTD3n94FQVAPjK4uf45OTNkeOVONrpZNe08IJ412AmFLXOFnCzeb1lYgkEs/c1U4q9ISFIpa2zFo0izQkOUJ3AKnwuHMoMLIvIjDBxYrcgmY6YJd1TKLG1JF+qCoHyiRr7p5TE0iMjf8DDjKqho7RDl4k0GQMDIJyK9CXMlPhzc6wKUuHLEqsrQo1zWnPNuFk2kMurnVuk3oHHe4dCv45BqHvZX7BuRXNNcDJn2vEpexe4uVWLl9FsVjFWFkNefaqU1JWQsIAAsCsI2eHTf1L6OhJwGt1KyxlaITPLRwXW3OoQbFgWMnVERVsWlBCWPMxCT/I7eGpEVpPXWVLO8UcUsP5DFWnR4Ifs07WE6YhS2WcdcdC1QXfRuzxPiomjdzepE3DvUWmCYlECG2YOuxsoX5o05IaV3463YPjQImUhqFv84pO2QN91+L62phbyPvT8vTasMxMKhALBQUV4vrgB2a2KAigGbI5fqgTodwuEkACIM4/LQg6Qx4wv9YgIkd/TtNyDCilK1sY6XoRk1Y9ORpW5thCt1ZJHMHjXmTgJOIOwkgQBDu7Or+MyYaqGtgHVthujuWaOeaTg+PB5ZI1tJwVVNOxSUDfSryDc4qWnrR06OyN8k9dnT2gxkaVIQAXzgggOgl6NejMWaPhJDuhReJamVjliRT8WjbCk5kMr0zPRbQ0J4ZSTyYz+syeyeOzkRot81LqRBgxSa+5sdrAef4ln8+dCqy5iZHTlF48Qj+SxU/YRKrt8B7TUK1IcY4vnByqQm0nw9Ya5qOaw9hCPomoFX3l/CbxQJ1c9J17PAEQnXxilFhjVdaZwzNzLCq6Ng9biHksbK9UZV3/s7U6pXwo+wkxgseUS5pMepkEoZVc6YmboSXotPpjjXCQTC3sQ8ez9YQF7peiMmGKIpA7oZXPNEKmlHFfIlPbmr6CK1Tv3Iu9xK/tp7gZcv2ixgvtOEQm24nP5Elm1ddV8vRUk4+YOIW0J0XzfBTVmkw5RzCwaAXqsHYTpxfnNhhmtdFFI3ND3eAKWGhFcL9ihxuXiKt+YVgxJZI89kysRMAtQo10V5g8YkuABil3HLoXQ6MQkvJbRBJL+cunljU4+oKj1pSq8741PVNLFUGJ7fulKkKUcwMtqPoeFI0BKSc8WE341RIAvtfwSopecLWFGXcD51rJS8cbWNjMRnPRGrWZh9BXXIUDK5aFa3OiPhHwG9AxxjS97xsiET6NFzUpgdkC9MXVUDDqohehyUAI5wPLkzO6UfF4M/aaTPDMPwZy9Tjhxeiy9EM9q+jmoSFlDbmCKPjvOtrGrTO+4ikO8zIzHs1TeKIOiFt0D/XMsXoyaatB/RwtEdrerGcXLmKq2Tq/SnDdhpoNi9IWnMKJZ0lq4olVqs5F372nj0PNPQYm3lfsTC6uveC7kVC9K5WvASMSuxqJYWtnTKo6oluzku5s4BoTAr7hUYiQpTeqcjCvrBZnMMu8l/otVWTSe8WzytRMTkrNwqoZSk1gYnDXDhKTmpl4EZy1XnjyU6yptK+kkShzJkFLVRjMRc1sopejSxME347pEeJ6100ELysTGCvVvP5QZpIHnO07MbjyqOM6whHpVdp9JLqQ6prZIuui+TpdNy/IYbmWq2xqRa2bCKBXhKzQtPJzZM0cU8jSOxbfx/oaNliS4p7pKlcHWMFnB4F9GscOHNWQ8QFzditJS6rZjczozo05Tc2ogqvNDpKivOh3iEZL6GOY8oHDfCdSCBJBgpHmoEIuKI3qIFqoPtbQJ/bVNjCtl/MiGkRXJ4lWDu+cJ9/obsyMH45L0GAvzUhmhpX5FBRRTEaPC54ryqFjwGjxykyCi03k4wX0dmfMT0gXC6bhzGRvwsSBQrZJ4JG75Gp2RFEe2Z+Da/gueeGRU3dIrqa2IJJzoyGL/lkHHBkg7l74Et44W51h8gBRQu1/GEd7TYescFL8ZG5FR/86Qq1wSlVeejeg1b5mf5GvLZo6K5VEEbMViYNp5cnHLVkbumWGhmOiGBwvnGRqi4I2WrMK4zggy3JcplYkG4eRnNELiiibkakOUzsYnuLB+LyIBTwKrV+9Aeo9k/IFBU80IHS4qr1+0wcOITtGP7Lb1hEPs4zjZj4e1O0Cxcv5SK4xrTDH3rmWcmv6o2rj0KxVxasjh1TSWs2RJY3RrznKUk7/ujPscM5reVC1zMDcRfINsre+XjewEkII4OgbhbsmR5yD8JmwPI3kXv+l/jmpTMZOFdFXsho3g/iN27OUCuiqBPWeGvzEGiKH5ORZ1l/yUKlJ1zfqvFPAVOELWmS8nqJDXK4//2uq/Tql5qTQBgPKBg3rYDMMemfDiZI8YCBJmxJZYQuusejQ3JKh1p+W5cxR1gpXriKOgdNtBBK78QYSRyZ5AadW8IPqyJnZ9nWj1b+42kMe1Er00sXa8M1qRc+VSbXXr5RKI6/FB0q2teS2tauSMS9grJymiawyl6vEAMyXyRxPH0X0eesVCZCrbA3szDwf7SO9whCygV5K7UmNmofswYF8hoTNZS1fnZ7ch+zP1rVJkl4je1qFvgA94+Vu1q1XzkngyxT9UCIaKdnNF9tFgjxOTbDN6ubl3EuJvpKWjqyzbP5dQ58amWnmyBhHVH3Q0yGfMK1Zs5nxbUVJYscQwZJRrlYEVBqgvijynoVXWg85KCzaYrKzG7wxmBKs5Fmt5kHjEarniauIJHpGDzh7xv00i1FaAK4oNuHON3wngTol1MneCcnwinReUkvnSaxdBXDhR+SYA7VDYhqI01G4IA7hm6Ya6+YxDKAWPHM9zD0L+WrrQ/UQ1baGf/bNA6wt8b4OS1ud8RpHxKSerUgAMsqtudBLXr0NNS2cqHpZlWUjPdEY+cRzlNd4XHrC19Mf1HDT0C65TTB2OpqgKNQwHkEeuE+kMZGxPeOqbEXbVWe0M12/57mLqWbK6JQmFqZrPde1OlY5978lqeoEXX9cTxFxDHXyAeuZbeYsN+Z0zIrmdfvza6qRuJQzl4+747IglRgFEJkR49wtckEgjuwBW1s0X+vUCMU8rpQf1h00PRCXMM1IsZGUFC6TCam6xifM9JX5YoqnSPHTOeGEisb9TpqbZkIdS5fiR0dDLS1bZPmChjV31StueHgB/rEIUUnASEqPuJLn+7mTGud+wxOrbHck7j9idnrNR4qrK7Cxnmc6ic2R5wAPHuPAdNaCpY51PhzCPgShsdU5mQHRPLUzcVcWwil2C03JNZW57uVp/yq84PQVGmC+CV/9fWoJL/U6rBgoPrUGySsJonSYpkTJi/X+LDSsYNSaZwiaLuro0YuuVxpFkCQiX0+eCVGHpxyIbzpc+G1pgHXAA5foFCCu4C8O9AhQPKyBoNIBxAdwE0jndzWzvTCFQFdAbO9RrAa2Xeu5ymIpaxacc8y8EB7rA/u6VXJbmRbAzmOn2JKRhD9MdVpwrtS1bUy8sJFM1CHfH868QRVowBbC4C94jcojr2BUmo+pYAuDmAalFBMuIP8empFuwcIJ7uIIT2lmJxT3kSAesEn5UHu60ZIqYlbahJrcDLXru5ye2bUC9KrAnFNm9swt8+/5ndKvZ6Lpw1oQr3J9nmHgBcW4JPIN5BTfk2OaJ3jfKsy5mriVTKha28Zre5w2d5ZiXFWjciP1+6YSvoN0bc9ywiGcnzQdes9xY98hcdaD2aJ3JK8igSUTD/CoyJPi2R5R6VzAKEUEzFKkNoV0Rj80y12uzr6JNXRw7Xx5pMjA/OTZCyQyldpUohoRCMagDhO7tdny6oUCro7T6GsvpK8NqHo6L4AESM0hzeRZyWx7bLMD1r1WRB/B/uoXeiKeEXoVERAqdxX9Hyr3B+/O4qh1gAMhotT161ZrBseafvPn7Fy4U3lpQk2VUuXVFZdOilBOnuAB7m/6qi9YAWZsD3D5u+LoaipKr5H7GGteNNYSlKvuebdK0vp7OoXrUzDIcBzDhap3PfTn6V7XMhT6uDVxyDU4Cd/5XTknguCaQ5EF/I6fUK9cqSFT6MYuDG4g4V2Cpx0qAzAJbL1mrAWttfcnT3z1heo+5VOdIihAQYmpurN9P1jYjO7Wxr5JzE+oicV1jrV6J4taeeAud47k83BtRC9Z2uxY9hXGXAnbqTqZ7EL60ytDTVOlOhkoQToCCWZtQdaAUbyaXbbyMoo+Xud7OSMZWwVFyrUhKen9t1jKlfXFmT1fJ/rMUvsBT8Whks9HR7znrv1N0tmcsCCpd6tsnX9VaSBMUPZx7QDJNdtL+FTreGy1+CjPhSz/GDO60j2/dwNnbfyuxSLrmlRuVQ6U/84jrOvTck1r5bZ1VL7/sL4GALBWHcPDJR0ZYSzrEoWziJCDdUWLUyQAWq4cSqzRVdAJSbX4C9+xt3joKF4MO8kTUmy9BmrRtsrXChxwAmd/gScZpOjjOlGbDDkNhRQqBLmyWIsxJs/rArqaBn6vF9LXlCcpiVl+gKCadjCHuOv6gjYEaJrYD5wmekTddT8Dp8Pt7DEuA4cVAGzkDAFIRsyUZ6QqMb8WsN+hY8NCJJZhwSBMRcFEKkD2lbjRYVrlIwr4x94/s0LIAU6ZSBFsf99H8mIG9QCx2uux6HC3ZlwJo8NNt/UoFpFMr+QjIe5mGgaYqSAm28wc7YzpedxZ+xXu5HiEv76kbsizmr6mpSMxNcFHfdAADY0yYZRdeYdLzbx1hJZh6ugyx1gJfdvMBl8qOVto8tmpoKABgASaNJRqUY2KmjvNw9CNZss4tCKF3EUkMaJLfUT1N2MAD8dK9rXWyzzQFln3lDSXyDti++nZIW9O92DZT2HcLVJ0KQzjgJHzMNOLvakbgIE9JrvJBURSKMrO9khDGC2ImsrEhAY6g71ycLa/kLEu14x6KW0YWvR9h+IkRk/aTY4Xj0gcSdqIMvcaeeb9jDzpEtX10d+n44MLU7VrJgkDOqLickTgZtdbulpcYZW8nOHSo8qoaT7myisGe8ctIgST4DOXY9ag3FVnZGK96IKwH7YF5kiFpFYIoSqurDDf0ZqBg0K8JucSk+iYaiMLJiS4V3G/1KE/wsA3aqTqaQhyY9fPcJTDsIB0hoUCO6+51Y9b/40ADjJ/5D86Kc618LmqN6rYuKp2M4/lr3GCNsNCi5hT8Ctty9/8Ra9QyoEQPbAvhAUJGqCVgzMRGh1gQkk3IYeiJZA8e9yqbyX+XK/xoFSEDq0OYIFD6BqR28cp5b0kdgpUeI5vJCt+7SVaVbt6TsJ5zuHsr4HucpYOAlqKBu80GRAuL2k3oZLQtIHOv7JLC+DhHbn8IFgxblhZnuwpx7HvUPuIrdWBQD23GikECozsIgmZVTsGcWwHlclwE4kMgY9oWRwLGEDTovOdzYfei+VMaBr6YxrGiLlWC+kyvPoZBWxn8pgmJNfKZfXz0NW1cFALykuCNXRk2nfEi2VWBxxvuKMEO8Dy+wGJyznP1LNsO0OZhZYF4YLIWM+cRTrYtaWhmmSZQqYvCtNNfnXwK5/8X+vdphdf6FkXem3NoLXqy3ekkyP/ahbRFgW4xhRAGlLG4C9wlwnUoex5wNLCIISwECnJRIbXUYMuh6sKyAnRkwtpGIsHrdUiVWCyCXUGpQYlTStDiiDii4HPjUkc+K5yRbizJXrvSX1Flguki6ECZlhYPIv0H1FFruU0hmYxoq0+gzCry/Omj6PgHVJ1IVcmviBaLnwYqKIXXcSduQvMxzkR4rnais8XAFPNVKCryoydrnntMGqTXx2jPNIjulKx2Wrl54xRH84b2UTBRRdbc0XqoFkv62c/TWnx1dMxd2BINQekgVhNgu34dSMf19bIglvP+eJ2mW4xHcfDx+hHbblFVKesygvR7rmy6k8KGlitAgoFlEN08hlgBwOQorAI6575uoVrvjdUzzzUZu5SiQRJ5alhspHTxuH1degyhTmyd/XgTwWdeUg1yjcR01gCRx1ZaTyl23jphfnsBaMgPSHSdkpmF7va+pfX5jSkMDpTUqz9F5GkqCD/Ho6xxPf8Y/6LjijQUtbSnqrlgZAQGtiQ24Rcom7Q6wdQsQdIqWBGnD3k9oDGl77LcnQCB+20aoHGbStx3c5EOS9S6UuUtUSAvp8yOT/0Z1NMTo+hvji6A7m0Kh8rQ54lgZxFslDlnl9qfocPUeZUbyloiC7LOdPi+uo5wLegRmN+EUk8VqgD2ZRAZdUFlKfBrovpdX3e32NTu9jiMzQ/mCsLJZNIyVxz5ko7vBcbCcnRGJMJxuGrlOms2hXTE9fyL2HCUvlVp8k6/Y3dL27NCcCNJJQ71QI1QR1U0ESysFoNMS4a8yxizlpVhrE6MWoT9Ihmr739kokh5OIdXf6a13MCwrUHbZ0wIa9iQIbXWh3Va5ROUqdGruOICiiEO43sKEUNKjKk/myShqtAPkY1aF41SeUQFyTi47RHGLXZbgHhMQeMjesJ/uJAODba6lNl1FbTjPd+Zbyo7b9spCJTt7R9kLtWmWGL+vYJpKSBoEwumu/Vzh3xmkRu6eCpQpebQCRS0CUpXVN/Hey4OcZxCpXRD/10c8Upa4hiXuYsBK4pwoU7FDmBo6CfDihasmfXcd7gwvRNQLmXZFtYRVNRZz6zYq0j8ezgSZioQloHbRXlqDMGTvHiakRP4ZFDueYNXDm/lO6HFDQAb89YJYmjWPjYb1RSViWsVhY6DndwrfJJv8W1cmjXgf5q8ayXotSNwXPovYV3ImoXncN2tVIT2DzqtbwQFIG837+lNamV7cJqY1SgX/I6CqfylToF7OegC5A/2l8RhaH+pfYiV4MS7FaX1iROJRBuGY26EL4CTqJUQ+zEc8TJFUUHK8cKNag8JETwlDbd0Vc7qaF8JC8j/DERIajG6Vz7EFoSl0pi0qwnMFgDryWITakY8Fpb0mxJqXxaFMIm6fksoCKknwXIFz5i6VGyLeG4aOx4WcTwCgKxpA2C1WkVOV9FSZpsnczsqoMVNfx0zZVKwlqWEYnhlQGqCnQsYjBdXdX3BB1PwDbTDHY3puQUm3ZkKVBglyLqwh261dh9ip73Lk1L7THEdcyPhBXwTNYyK4+bkw5oXCROdU6Ui1D449xFMs9lkRjwvGrrM9tPSmsXOcllbhUKPXsrMbP2JQMPYSIQAeqU5pGDE8QqA4uPCHypEFrKVoV6mGUfAZYHQ3NtsXBnh7cOq1PSj04z5KIOvi1J0RJJODhr/rw2yFiGVWHGT2otIN1yYC6AQgp/A7mjEE9jN9bHbloknQOwoXxSTVuwfw9unu3PNJnzMrdMOPtQOWaPDs8Ss3qrgFaLtcMn+dZhIZslYP16A+FM+ZUTsENvEBMM+3ZCq3pXQyE+plP0ygQ0A9VQIf0swOTvyGXVImycL0r6VkZiaIckukpmqoQwd0oxUuQw3oXttp7j1Xxl1qRm5kGeG6VHZFxoqgDTpTH/0DzspXaWVkiUbHzDc7WkpXQTn8O75njks2aVs6+0xhoELJBgLpKVBZNqFAEXEhUWITsx/8UeZpom++vl1W7RnDIWRheAZcZSblu2vDDzEPzKmGAntdugAIXkkWOeMjEZl0J/KjLhpVQ3ZntpKVRg9dIHGDOjkhQFj9Q8Ctqx+ugb8xrElJB6QObXtnBR8zoAARzOoOVgp2KvKpHq254hq/1y6LsUSOde4FxOgG+67XaTpoOGWYWo3gAeaRUncHwnYCoTOsXmHHswmPrmkUd5rlwZx3lFnpRpduPgniXglTh/hTMVCo5bSl4MXEqzk3OKlWRTUHUCMf3UHCoX75oWkSgBmw7KmtCZx12WSFsZYz/lJBFaOGHXUamqlRQ0pT36IIFwwFsQ0KO73IsANrPfH7xe0JSd2wT/kM1DTB2L+xwTg9S1J3g3VBpIViGTq+WkGpJUOyD+MPnfWJEZGFv6t3Au5vmBAzDAfIrhG0BOpX5g8q4sGBYW7GmiSPWrGl/l+nS+QTaSNRe79bepo6kO+FnPt9bNVfPPgrhfmS+9a4Uyx0qtbzTMa8RXraSXB875GsIzIssi8rv1U6LGQupIszHApG9y+9OdlHLCO9YP1SE5DShZUz8cbTJVZbx2KZ2eKwu/eFKQ3q+Ey7V72hEDEFujlXqQ+iq4pawNhL4m7d0ZItZV7Yjpfa6VT7TS+iwMdm7ZQfwmcmKnW8I6yu4sfPJtIMR6Y1XTo5gyCTOjHAKbOPxcJX+dkKiMkej0lG6rq8T50l6Lr9mLHYJrMQ+72reeSxuGHho0hUo2VIvHK1QVy1J5pnT2ukftpki+g3DmGmjOlNoJx1AamzULlQLjnCVBEJ50jYEdmbCKPiTlEi29el9oMir1Rm4DX11tInFhlZVmLMQzoitlMfG4sDTn7L0dXcUoVHx/qdFYS+oqGUm/SreZvGZzgaxmTpzaRLZM872OdTvpjQAfQ3eC1p6czN2pe6N8R3yzSGI7RPoy4srJk7Q2ltreFUDOhpF9DOmre72G6lSWp0K8SF7rbjXPtbJwtfAikjhb0GMVylR2R7+5fy8xHlrJpMUG7HQPFROjph+M02DV2oyDLQpU6NSKqwQbcu+UWg8KfwOJBWdXocd28TnXHmv6jtoyuv50F+k1ebq3+L/BIldwq8Rhg+T6sr+3xx7GjZvjdntZqkFhR1b1Vn0TxNJ6Hs4rOmTXZ+2Ej0beM91AhUUG8h+dMJHNUSN6pw52JvUtualqurEtIj2+93c9dF66QHdFN0kQrfOaflhXx0mvJNfQMc11q/ysayIgNDj3CV9XHVkYH1/pZ9tTeH+exnKlTRtvgRETGDGI5cW3TjZlMYM7NQbWPr4KyqxaTQmvlVtaHyEs6OkTi7zG2Fy6xrEW2rgPdjHh+mpPzKdgX6j+VVIju8sXsUCc4Vl1KpBm8jOY95DVZcSgNpFW8pHL1BEKpGZ8oaR5PuN6bpuuUZ8qYabMQvBPkGniWSdIatgEDvMsZMtBu7GFCEvuxGrC227kvyz1Mt8J6RQ9jb7WpWIP/FS/ZanQEzqENDVLg3KK6rsIqYti1XNR6Pd1D2r04AlJkN8v4xWZ9MwACq6rzNgqoV/Cs8IdUcrWVEL/nlhLhafaauBr+2Vp29PEVBieCjiiyDQZypr2Inv23TGm5xfxK640lwZLbSDD1QlhXjMoK9ZwqvVgkEuq1IroStbFsLp24bVcIxtVRTznRd9VGx33q4S1W6z43HXcxAo4dGzGQO7tiK5vx3Qbj57iXRKrVErRQcRafGNbW1ERjh3TxYw+nShdGMqYAHROheiy5iV8bEirvCYI5bQI3LxWw+zpxmE4cpjH4XDsGs7whEJozzavWFqStrLOQqOAFWMpHnIWha7vmOSITIBUt6CQBb5tJ09gg2KGcjLNFcXYWltcwygVsffkk4ira5QFqnqE2BvdZS9VIVQb05UaHEiuNrItN2JYOXD6rDqYm1CB6iD1gllooxnU43ik6plWCngi7yvKU0MaYxt7VTtsqjSk6pvXlc+uwf6pyWpaRzZuhVzVJ4UujdKmAEOH08K5mpWsA7Hem+iEzvc6MnrNR6JmU1k536vnudMpreVvmM6sTDkof0HqQeJzFpvnNeEFjhz4DGTVLCQmR0MwRbFSoaiTStz26jYtqzVeTRnFmeKH2tuCEAmTUze5PwbMeXng+HJyXYRGgnN233HV8+2iQAH0Rb6wkAqr+nT1XPqGGSyaOcBG0lxZKeTu1EWDKPnqQRax//OgYJAHDYGEUn1qyYmxpn2QV+uCsvnfXfGq7lpX/2qsMxNWsdZjtXOgWiX3BDta64D4SOu5KKiSOjwZPvKltSakVWHrVCjYd01fhip/IVcStHOTrVkCLAbmk2iWNpo8r4l3AnhPbpJJR99HDgbPBQMVOCGYiocNaHACyc7gXL0B0l+GlSoip6qzycVzlHLlex2pbs/rUnWuBfxNtToIAAYEVCXHXGHuWdEC81PnaFqvq9dDGzSlnOxQkQoCGe68QHUxGVA4rDt1zbJEvzIU+DWilJjL6lEOvCZ5rtyTflUelODqaRVfgxTd2Ekyzr6YixKW4mSIawi35s+ae6f2FPkxTKyQH7Vyg8UKZ1ZzfzOvqjV4wLwW1ubVBHJeM42+thCpegHkB8h5UzvZQXxE7x1XxYtmI0AM5FdMfivTVz5VKtfIu4R7rrmeitgAES+5huraztJSpOer5NdeOX+qi9YiLGMjEHBqthMOYGQ1VrvwPpqEnmLX9ZOIAglKZEMwQjfQdCn4gmaudVpZ96y+n5ooCMR9iTSxjvBUfCYI1ntSKAMdVkf85Ee17a3mm+xiXbVO2KFe83eGAeXjDr8JZhemUHarM4mOEXjSC9NaC4HG0U3IG5Zl6cchpDjTgittTresb3I4U3bZ7SZZD3MPtA04LJlTC4IcpcyxQ+bwigXLLYjbQm9xNEfbHdlUBICc/Z4HDyBfYM0yO+5Qg+MLBHbzhDT5ZBZmwmhK8cjZhx4wVAkuL/h0ZqKyUerTYa2DHENFAXNlME8vdWEYvZ/w3Pkgu1cp09lh6DEgYlHaoWt5IrsDJTslf251H1dHCRawn/NcGAgQ3NUrd7u28nlUmDLyiKt+tSf1cy1kR6CBppLichwuLzo37KcJuC6oMCS1OqJIwbdIzuD9PO36AW3vrFNxqGoUrTB614fowUxTpDaxbQCReE657BSGi0rXAnYkITDj4+AIVdJkjAW9vJBQFeVSxWpmpn2wauTJKEKzghFusuPg+82WuFy76NFswIxB0Vu/HLAKXdmNG1OBXRGkVaDG93EYSnngPDXaQWom8RpwfmA5zZLJQJv2zV57EqoIW56IoazhqgzimjcFCQKjHHZxZqL3qb/ZFmMvxuxrEV0o4EJ+tSjPfm4fK2gXMKPBPn0heBi9SqggdAwJezRrEwrO3DewWYs7XUEBJhvSawOCq+xnhaFbYrtmSZo13ogLoe1yRHa5ihFEknIaS8OK+NWTwQaG1PhEPbPiriE7NPj6RD6mThjO+o01VKU/iBm4tg0mIj1H6KGoDKrirP4anZBEgJT4OID+1hDL9Wakvws1xPlAIK4DvCoMxY5S6/iASErNqu1qzd+fNz7U9G/NXvk6Z6WG54iP18R5hYGeYAYMuSgaAArHeADw/jhiucn7TVIt31An5/arZpKbB0YEHueFKzbgYWs9rKj1RvpOQQPodNtUpqdrrhk733I9mqRaSE9MQwE8FFmJHXVAFvYxKK+twWyVQOZMNF3oTQmYkcIY0UJASjjMD5yZ2UsBl8oWRpCKP6UVld6P9DWVJ1K6B0VUQvrsw8zGUFsc8VnMfhTmVlwjJaXn5Ml+2ARRNgObTacIXKkQFYIsWKEmliAxySk8OWWePFUcfec4ib0jkz9TIX0HOPHQAaTZl4WOLItiECn68Eg4kMYEn2rHr7h5PoIv3J0hQ506cmqSX4ewKEMtwAEmdzoyv6pcrDxXTY5+x7NXvJVFJyekIMWieM0mF8SoJssrpx2vpk9vySnkCjowjRwPx2PfIcsamSlZk4tl9dbOvRyJmBBfbcUryzoHzMTc2GmQs8mluVLsMUKGzPMFFbjv2lhjJhfQWa0Sd668mKk0f5dnsxJptFXwxBMiw7dm3flRHWM9M9nsC7Bz0kcGrFAwiWK/HlfEtkXkjqf8Xys3k6PZkY4XJDCuwrRruMZCXc0ARb6+a+ffS90gzd9711iefesll+ZDe66rdEJ8rgWIiSVjjpzsP/j4vaAtLNSVWq00yQSyd3DkrvZgdjPZ7rnEOWi8FjY/adItW/yDGp7RDesG4g7bctFD4arWUadFBeFQD61G7yknEOkwY8p5qVBJjsQ61V+Yv2A3YgV3hupGc2CAVJMmeHPPZ8YzkQ84UI8SI85xZNthd5PB2M20AsHxZGWmFYmcycFUSSLNpgJhFIWXpLZcVa7wwLFIrU5ThVFR/jj0d41HCJ5htWONeFrE1YwpboPKyTzOWFF2RT72Sd0uGJ6i36xoSB0JkJawZRb61Q+ATrrcIxQUc04dd9IRmVoVvjl8SMf2rZqq4QR2rirpSNXu1T6FXI1AaLbeVfvGqNO1McpOzHPiPiWkgz1axbeJiS2ErB/Bwjaa0QJTP97VMaca/asyNwELQp8QTQDSIcLaSFXdRl7XPNT5V644NOm9ZT2BLquFQcYwkdaApHK+Ms2eQkBAHMOan12HtbEHPVfYKPXi+qEr6kWYwKrdWgMtegLO2C5yrab6NYgcx3GzHd7eTV0LmqTbqy6OiJ5CS7fSN4hob7OAsA9VmpUq97XIkc70fJtNEZTuUpJSaS0utdOLq58HoVmoQxr6pj0DYyOUPVqVonAWSy3TMRXSSLg7BKyIkI4cbGpf8+FIdHDHzprEAWmOIntetWeilNPl9ZlkgME3rAuM57G5CjCujkNfEcf0jl1DYFQbk+COcLJhaF3CRdTgIA04cXOW0jgZ7ERCG7MERaAbpg86wsFiZYBXdcRFTUIQsphkKBgAtZ4Q9fvW9qhzd7x5gxjJCZRxWVUDtYCvs/Z4ANpWVhkSaMFXRIA73XzTL6Fi3trX6oZKKtYsB3UwF7zUJq8VZ77Srszzwfay3wxVNO3OmOesvq3tO6L37jsoBHZ5AGjM+g7G9bFik0mrpmKpU1s0qf+cSreJjlQQEyfvQIe1KCQiL83C1Fqok4kE5SriAeR8XSUYWvkf3qfFsL4/ZeOZf11m+aBL6LcOojkzYZzaA4r2lztrfmlHXLimG7YebdpNTg6UTawV4epLrN5tXj36mlzSyAkCjNCnRIcSgYwAiRw+xtGkVf941bHL0GhHXWgEpYEjDfIJ9ahUZR1TJZYOjd4MeCLRzMHKMZ+YVBypqTfRAwvSUVPrUjoxBVUfgshpkPEGR0JInvNES9cNmZz1DXzo5UzTwJ9ygu5MR0bqVH8CQVBGK/pCQfB7TXyFUEhWRhxn86F/yH6+298el/ny8hErTsw8tEAytDi6WydisyhTzx+nRU1Mik6gj+d4ajW/KmfGXGMhsFC3gK0FJQFChKUpG/0yNoCtJsa1YYm+oiR9ndji2ibVQdu6gU7+ZiA9vQQL2b05Fw5WbtE3wqxYbB9z5a5RQlSk04tQzysrXVExIy8WajQrX61HmxdYl1X3pAuSho6lcAkD/MkFM+kaL0Mpp67z89Oe2XTiZ1wtVavI0Wn2L6F66BRruEAoGgsJumiHLUUWlgJcZuaH/XpgSi3pNK5n8huuYqRl9K0IxK1OKz6hKUsONCa15loR5DBFGQgtY03ENkXDXH3LRTR3bZXddsxa7FJqa1Co57RmOhGKgeBwmnZXj+AC28lG80rXLRmdDCvBHyp3nalSC0qPnRuSj0Mf7+/2CCypEWwRpiM8uWHYet+q7WWOw9ZECEjeZfFE0UcvDDFULJnKksjTqIBnIktBTpuRz+uFfDOxX8hfo0HPTpXAw0HPwJFyat7mDPeCVKYFswMggeaVTgMawwtI1XIt2MBx79DcZb8/Ho9TJm8+0Ds0XEBpTfaCxbxPCETWzO95mcH5NuWl1GUhQXAqlb7Loim4oYxAQVNGs6zkAiuiEeKD1DBUqkpUiM2RTmFS3e53X8wTsegmiPzelIcja4z4GsSOXogoHsNuCAO8UjuAA4e1I4BFHrGPY0oT/aYeQ7QJbU3L1A2BjFRuj1nsuet7x759M+tobl9qIwQIRgMdKq+hVZ58oBiC2PdjwLAldlQj0IwadiPAYCcu2sUUDWJNtCGr6YWkCYDSMRMwT7NnUhXAbY76QJt1SiZgZuo6thdyar3psGHbX6QpkW2NuRJ1AKJjtx1sEwDbmL7TsDhycFfEfVWthIvy82rZmjgUAMhSzd4xIcXaF/hs+BSlebf4ZEQJUSxtJwgFz+UJsyjHew2bWBBS1iysCizUIdVlnb4aCCepeV9d9lS88RpSsTCq64RdFNOTdBlfKZIgGVkCXteOgryipQqp49u4sZN3X2+7NCe2fSkl2HTY6fvavlM04E+IifrXUxMShiSkyU2ZiEbR8ybxxgpoFhs9JrtOcSaxGwOIcJMoOtb4oWgp4HhOiXSaAHrDl+B6peV03xXq2nRwOTcdMh4ylM0b/OtfKypXOeNYS3irKmUhEsUd4Jl3u+3DbX93OHQKPYSui6DNYGoGlYNuu93IDEF1nbmdCYIvxsAauWWxNTivvDToORd5orFUZm/Q5IVGtq085TrMytfIPTciBv2Xv/uIZ+lrvzY50JM84zrUooPAkcXm6BrZoG+OXWAan1n7ZC7uZhz7EaROZjTMrI7bLXcCE8J4EiDz9jiehGEc3KHIvQYz6j0NFWFy2vXCJC27IL9b3y+rB1JXjlh089djoapCKcW0VN/Xgv6aQ0BqnUunMIBpB1wnduPqibWxFZqTpQJjSHmF1pxuxnRF7t00Z1BzsqWL68oUIyZLVzA3dyo1l/qkPiosuppmJArkbcezqAsN/YHoMjWHwd9TacPU5rzuKfEiFV1uERBqN2FGYMuUPfJV5hwddUaLE+Bqv3/wYeuEpKJeLCTJS/lEul5XN7PxnsGOZK40ElGNGmT4Au2sUk6NzTWMQkezPn0RQmcN69Yv5v8Jea7aNAv0wOGraU028ZRzDC0BjGyXYWFTtO727H3PWWyM9jYI57Vq9DE6KYmZg7m2m51pJ7E+LTmvXuO6pqucCQFU/Ol4cGNyac3X1d2sOVQildgljfoT/9qF94LOoJHksLJdLsvpNEZqxx6k0xx5Zwetw/gppEM8K/YlNgsDNHwmutBMMoM8cMEV29k+sz/Jdn/sT6kflMUjJ1xFNcivtfvv7oU7901TqVqaaiW3dsoKLchVAaHXQnyvfdTgpbNsTGTeHQrx/t3dlBYUP8bNaPFxh4xeNMNvwU3owjhuTJHc3d09PDxEgvOADzhOuGeWwrBPy7ySCDshTG0h5oX9H6GmYXPqeQ6LKt8M1FzzlAVGPN/s6si3GSjv4QZaJSAC/ZTWdjAAFjH3uzZtSgTaWyDiFukvHL3NhgEWtOCh+S0kEl339pZpRpMQqpzDUEgJP5mL2fHqdn3zS3Nx6902FNJ6Y0XqXg3NtVWR2IiTE0Ki6ISWA0wY7nxFoJncgNG9I6qdJK2gUiIDI2ofPdLKzDR3pPrnpcywJQ7lJHI89g4MUGRiT+rT9bUiw+yj7UgZ7bE2OAzJTxOSIaOZjTwBbuf+/219aZNkSXaVu789IiMil6rq6n3VNDIhRgJJSBiLATIw8XuAPwTGP4AP+gZmmGkHIRMSGk2re7q6p2vNNeKt7s4957pHZreU05J1VWdGvufLXc89J7ZNK5cEp0E+vZY4u1gUfWwSkZ02bjWGiXnqJnW7kuE3WoI/nuOH/s5mpQlLqE1BshObm6L3/Q7L4kFR94dBEoGqa8siNaa97Fxb1aFr5c/r9RooHJfba3naIyacTtokNdoPaVV85AiXLqL23Cij67UpYShddnR5GhsmDoIfXkp/34r8PrxKK+3AY8F8IISgvgl3bg7qEFMd+uFPJb0CjaSD1XmXquR8GSvLWoECJw3aB1oCrLSLliog5kFA7GwaZNQesdEQ2SZLo/ZDxUVizs8Z+SDo05kHk4t52riTbSP1qM5eQKhd7KXnGrNbDLxH0LodV7Jtu1W3Esc7j2IlPNjN2W0qtKgPP8GxmEUySvnxVmmXwTpoFHshcRfi1KasEXN7IhDEGnN9oMuBzcOjKxGlzmo+vJDEurNPAn/oM+cOq+vKxJJ73tY+NMBBJT6ZdR2L86nCAFtWVTOgQq5E45JETZ4tzMiytl56/Dv8QOLcgUhHovUxunMJ5vGgYUPR40Why/6+H5R2i0Y3w5Ozj2BwnQ7r8dEpIppbQS7za+UfNKmknylfHrw8P/QhV7zJ1WCe8gRxwt8AXlTMpanJLZHljaw9/q4ikUtqndaG+Hfcnxy/Js1qo9AFp9wh+SJlCmCy6SZ2YKfj6Png5vU8vqN+Dm4Fxl61uV8Qz5junOfwhVOlO1ZLhtRsy5weqk0jNy2JdAFA1LqqNsOsnXz5YYrCg9dyMoka6N7J3k+A3NcjU5SciH1TaMvwTI/EEXseOXOKPyoQK6jq7D3kPpNhsVbuEjTaLnPouvUiQVQIJXCiJTL91HRnjYZRPwyvOhEwWuR8ymY9LbUCRl358bQhuEK/4uiL1W2Rx9DFxIFh9Z4oFwhriumMunw6s6HhQjw4CjHnyPpWAIEsEo5Qv1pDsdSOc7po+QClRbccG9ADGijviS5LWlDQgchG1nWJ2dMq6GD+AlXACZnx947j35GiRZ0KKlzuXto0C0WGJtJVKi7RHZM5w4hzeTC4o3mIGpG0cwmclH51SUcxz3GaxqbqdKpFRxDlMM0L+AXyqCesMCJpA8gLVJHwVcHowF7SI0eb6FMdBYwTyZM/0gEdT6rVbmRIr/mDd3cxEdCae+6QvObafVHCy9zXSPXT7Hh5B3OfGSeqGqY9xo8cJZttBblM8NNKrFPR7xcSHEzRyFVryrY24x3CClcz5TLxyG0XVYOVwpSF6z07vrOvweVIcmxsSBWWw9GR0SQntg8fJnIEaxeqMCwG+HkKMdOHFt+rs0BIOehNhUWpTDXNe82GGVwsQPTLb5uiEpBDoxPcvsjGxgkCvRU1OguVAys84wKUZWrAfIHUqWoLcgUEoE0AfxBWRCM8ikincwnGfthJT65X1p6SohSBL1iVpQCjBrp/crwV1AfCfBVOI6cbIJ5sVlnMiju9qws4FvHF3uZk6pJHSkL5GdktvAoIt8rkEyEHKOEkckrn4A0zVRqrdPKQcj5bifaXaClagsEqv4ySCy/jGBeUik/a1bQEqAURhCb7J2kIt9soLVkhlnUa4V3A+GLI6U5sUUSYIMF4EeaKr5BvGhsdwc+OjQXHElYAcJOcshjQRo5OVkAKQcWmkaC4u7m8kkC/lXdeIL8p/3lqnMuStzRXmVcXh8bPy9SDLQ+SBkvBIzSxjni8WMc0paSM+0KsEVyJT426kl35h1eNFlRO5fdZOmiUMUK/UL9ZdWXQf2OhkM02kwkk6blAfgYcOWs4+v25tUmRXQILNOpA/IXan/yl7EsDc+0rcY3R19a0JlYY5vdAj5uA+daQVjUq1ajJHQu+79FXOKZFReIIDuyXB8wlARZO1TeX+qxsc/NcxqQ2FpSZ2xFiZ7SrxGludCtJFX0cG3oY5haOCEBbzSC5I8UaPqcC+iqajPQ7MqFF7bgRVhZA2IrIQK4NJqGnJcloBg6+6BIjnWfQS9IRlopB7pkYuTK2MNdcDfJhq7KB+GVKG10STuao1sz0N6Ft9AdxBVAzAnS5olFCqR5aHGEaxsOu3SL0reUg1PUcwPE0L5jIHoZRl6PkmAlrfPI3sQQT1Ez4f5HmlLO6z7GUAAFhEHJLmFodR7OJak8UrD55PhXFioVZsdikjK4xV9esKvXSzislAfkDox5HzUDBvC+RAvMHyWcqSjPOYsUxZD4HdtVg2Ezy9YA2iMWEdFkshp4gMDmBwDo0q+6MsJByHAF4l2NaugYwW8yIBkkyoNCN5kZCYT4AMuazSsPGylXCRpCj0ijpIRntFIGh6HqdO1XkhLMPAK06eqFogMra78egyVhgql1ek5N9EVhfS8S9XYh9imTWZEUZC0v0mqd7DOSSk7UBEgZ9sMoi4sbXxKBDQREwLPBOxLPidIrtq8QLFjqMli+JxkXweXpjdXjIstMPm17o/la8S8DqL8tUMuYh218oMTNMLD2HYz3iU/HadugPm6YrtZqHg4DsZdF6XlZCUMDewshFdc/RpK4J1S9UW53UXxzASCvI+X8WLLFAMCFMH+IPxoNyJQi4SjYqDaUadaIn4bjIAgC+l5gEvFyqq+psQ+WyNnwFupnAsfpSs360ykud12PXyC8KPyR7KJ7Zw0USYxMWpYjCtZYd87AqFOgxlersaJCstTk+eXiwMQQ+hDRuHJmDJ2BUZihOCFiXARdHYaSUW6BXTU9wbGqz1nk8hd83mcfVm2ZfisEMJbi5SmX+wx1nNOuOfGbgV0OmvuD3lJ5zF34JQwTHOOYYbQUM0MJVZlMKvQS4bHbpQKO3EHESlasMsPNoQ5aw0QZJSdU4yhZgLcltoRMeaLmhnqjaYtxFr2U1x8NEzoamMMk5yL1o2ioGsY/yYswktIzj0nKk7p0heY0n2oWgzJkUxgrAvNdGJkijOBaf//ZXBFcG2JV+eDpzPYK5gsszg8hPFLeTkZGefKHatbqfVMzlergJMKCChZ8ETyD1Scm59p9IapbiYR4PsJPOpid3R00O14nNxgWogVhzpxYMLkiAiBoFGnp6aY+VL5up+jSy0swu/dJcD+JZdMZmnk8tFqpCT3YyBTuTR6CdzSDQjMVIyURIQ8P2+AzywRMZYJalWOB0eQnLSlU1uX5eawx8jIWMQLCwqDYodg5d4rhMgBaUzI0IUARhsFaLdQZG27ZUGU09YZ8BNyx26fME0igqCbaOx7EYkrFa7LAjF9MBFWYdYZi8jhbyACn2QGLBSf7U1Mh1VBmOaUyhVcyoKuxMpojNcYpGgx5sUVfGJc3Qo/HLEKGEXiBHXKp9SB5gU0c9mATVsH+bvNwmfW1CMFM9RSEOdC5Eyqm8HJm0vaK12MQNinNGWKmVNdKq8Mpxs8uazPecrjrK1WOGB5mKdXXEeOlCJHm2SMobpMI3FM/UFNjcO+/7Pjg9YJEKpmTNPPIsGNaorSndcYd11qJ0+eyGY0c9MGjNurwKA0hIflgvAJEYi+UyWeqhEuipq6Pq7tFzwK0gLxE9e7qkFKYGDauPiurIMRvp0NOMsFX0nuFt58RuybdRZ0R2FqPTt8ZSqSzmZS106KpIb0P/p/QeRjkl6Tn1AhLRhNM1KnBdwbj8SSq881KWAD5yW4rM45rSoKgUe1COVIxCYErYlA2GBhYsuZbYYpKu83qzF5pC8iHku2Vou2mP1T35DN/SU2Iy8zxPeYV4woMgBJF4LqGlcBGHbMmiJBwkKtIYhs8yhjbNneAaRwqHBwaaBGFmVlxH9MZiq8ofy1PqdqOfnE2qvTr5mckz7sEWSgsYk/WIqoSKJiKsRsJbmHtGgJA5sM39L2IZC0eXxC0+4ZSNSQUXgNLKLEaIIAEDkwlAnSfGZzZn5QMalAYYj8GvOEhDE6FZ8sYWSoXvqA+NaSQJSVGyqAomVJXjWhDVw8kFqx3pHCzhF0JjWFkdC3EpUcGNZaF1tJlPGMgyx5xVLYIliM4x/AyUN4kqwLUor36gAFKlCmk6vcMP1CAelluXm1ChqSTKQRnITEYVaBNIRdRQ/q/qMI/3gZR6HD6Anh2FP6hMa2GTMNLREhzNyYOv4B6wM+jwF+IeKI4kySKrwGtG/H6O6UDTimm2brSInUhvw31Wyxr0sQwZlXkVYwkgqNC2t87ZAutESFvSREclF2ELy3WoeRfzvanPDisc3bpNCMiEfk9ooDxClBYTLZeQ9QRNkkrXIMyG74UBSj1HnwZCwHjfs81eylJdAbgLyvkoN7FT46RSGHj13EnO4kOAtCEgXdirIXrNsjAkFpnsXE7VSIA2TuxrlmAy6s7ri+sas+aPA4rJLxTsHAeMYTBcajEzl4DCOslwoLONRyBaP5D6GfK9lbaQUnHVpPAa8WQJFhE5+CU2S20DmCA8nbBxx/RQcvQSnQTEIJLOD3GMXiluE15aEvO0/WwWR4BkJo4Jon+4gGS2VLOknc8j7AjWh/O7uOVYhErC7jjNMELk/gRKFHMUi0tTIi5m5ysmAb3jgHzF4BPApMUREcWGatEdCHwFpOIkseQnyzpRrcwVLaqvhTxyTyp0hvjR6mZoRoVM+1hVzQwFRlXyOGfDAQEeeyf3dhJLpBGCTbwxWtbSkvJcol9WUAwdaCzJWctac17041ar1TgOmEOnEBFPMa6tl5BQMpamkeUs2nLqEbt7BGdVwIB4I1lRiqth+0BLQ0xgDe1eD5CBPj/ZB0gUhS/xcFpRpmw5W4Dz5AuJ1ueiqwp0XFzJCjOae1XdiQ9FK5No1Zh0BrR+jhkaTJLRppFQC9BbdAiYk2LiwNqmrCc/4cxMC+HcZNzUNEC2r9TwdPJxqBqFL/CoAv/nnELXXOL+UsG8JBDGv4BG5aLcfiEjMh94ouO/8LcV2jKObIUdv03vfVaJiF7br5xIYBTuKVWRivMKC0ooRBY26VipPKlZQjJXVksqLufCimQ3KTth8mcS9J0fxcohq4YzqAXnGBMYFCO4OCjAqHNoAi2TxFnlEkY8ZjOmf3WfGzkSNCf/kCL1hxgAJR81901UhGXU/lp04j7mMS76dKcGj0yzqfZIYiVtN6D9wRBWV74oEpMjPo11TsZ+JNZHEzo0Kq9ttLWRxNcgkCwJHgsB2sfiTKVzx900uYmaM1012mq9UQkI6QFiyRk79XFKH6f5nD8G6GCNNA+a58cjkeRotQcIJ+VYqoO4jrO5mBytcuPxS+5u4XRdGNoz0ImzJf48GeFjeBoSLWCZSHZynERJyCLJLT+ACGQ7pFRQBDguSZSuzJVtCiEE5cPGYOSCvgypbI/NPVWqM+R2kjNdM6wDyycNJqMXE2OKz9HN4IICFlK3667twmHUO9A0jfzgFBLq1qTgOJ88Hg7lgD0q4/7gTur9IaJfLApk5gi+TD9lE1GtthUKmzx4wmzK+ZAlmzB0z/6t/GCDXrHc1Vqre16Jh1EjE7MIckr29FA9DanjjozLcwwXrR9DOHjtFktgQ00pbLYuONFbkAm+oPAI66xJOwHOFDR1KQovE10CapOLApWtik3d2xoEfDkfpVFC4ASEHbslGmDwOwsNtxA/aE0xQ1fJfZFGxsVKKoUeudCTWmrKu0Mml2K7plZjmf4TjoFOeuIHFPPhffopPinTTkK7TEa4gUvIpuKLfVCoUzi6FlY49hRoP3icGOsAl0//r1dWDLY2DUqSqt6f7yN8PXeoqeJjNRnUwrhV9Q0WxyBeFch4i6M8prop4fPxnkcq0R9rdSMQARNTIz4Vffmr01BOeW8RMwuX6p4EyylxYx/E2Rqml1RsViFUjTVjTHqjmlOigsCvskzwCPx/dJDlGC0c2ytU4AsBFUJTTDlTCMgw3AQ9kyO5Q5lJylmXpOIViLRLHl+oFMwckSpdwlxTxSovBOwp4r8F1GsP5Kk9mGgKFTlRED1hiJZRqSq3sS70ALKk28TJbP6cMnQq6W1an6oqtARNnEiJUSWdfLQpKgIHhnJTaT9XcQhLahIWrB2wGMJV4OfwdD94jjmYo9yzy5Bhlzx+ql+oRdHjY104QvzvU2D9fRDqW5gv89LhLkaiYxKxGQMM3r4cTcd0vNBJs27Jvc1Say/GpC6oYo3RyS39g9NzZMcEYFnHmCbSpSrtcrKRecAi1yAJD7MPacGSS5H0Qy6rz3BxObDqXDIXnCt0pCYkKUtPPnTCy1l4o5kuOAtALpCFJDKMUgILOlUTFCwRGeC5exgvXV1pk4RKcs3y6WgCghrYU6oA0z9LHpAwufagg5IV51sNO78EVsdU7TJpBl4PVnKwBKeWD8YqnRrLe0hXRkeQkwKNd6tJTsUkPRkv0jAVmaTAZvU2HuTjZ1ErqxJPN0sUr1gQYp7Y+bifq9YzaFNSV6ViyYMyPFf3exl6NhWw0goBZPiII1kikHJ52oGPh+TDa70xa11LfFx5tfsEeKL0gIXIla17fpuk+ZNDmoKkCkC8k16hytvmVKFWDTmwnzHJ4hxhziZ10sMRG2XMvUW0D4oQSvCZ8HiZk5ct2QJUc2QRXIgOTzgjDYuiPcYPOVZB4YDCnCXTsCTYZZNYInpzGMkCaapnebvgfZUNA5uIYwcFTVaf/DVyLLQEE6kxHLs4X0+pQCyBsiqy867EvKVValDSiqTT6ZSTlZw2VrMFzpvYHA6pJ2OjuCC8LWoTsaCfZY5fFznbkQfBTlijBhXdA+bohfKrHOFMqFqAwTFhqzQ/JbMbxgy1xaKSOeoZfhB1UVkwKkWgYkFQnFpULTlZyqO9iQ9K9+pBGK4FW4LEhhqkgZVnzoRgC2qdx62wtLLEFajeUYwbomLPHjSdbT4p7oEzxTKRE1Qp047gda9OIRzL1ClLs0lC6R4WCL8ZlL7BPOzT5F/gESnZBCdNnWk9+4XJIBWj5R791UWO0ngboR2x6lYS+wJaWxbdaiUbNk1LJRkuNaKD9i9wh0pMpCsVmzouKgSmdQZNKxjdkGPB8aYAt2mbCtCfmugTBLsS3a0aFJD2U8/xlTKDH1QABrOfvNCoLpFwJ71yblNoUqUJKewgUUtEdRDIpx+lGwQnhoUEswNPWcEuMP690v/AcUhA+Mmf63GAzJHTMW2wT9S6IaW0IVc04n28Ye5zN85mZPbemPJNlyhDlfebJickNkA2EXJilKqb9Fv6NxwAXWy6GJ4WDpxvSxgWSLUyXYY4nPM64KFNnIRIiiZx+xhlOTcpx06RrssS4SaVhNL7KiBNn4iP53V6Qn8kuMSUFh+Mpedr4Fi9u9cTYpFLuzL2iBdO19Z8L/Q8NiTl26Zxqptaqw0oQSaqxFK7wbwYlVM1Pmw67sEMyEMRM8eihseIWalDBXZNSMukNI4HQlw04Df7fa8iK7RHbsnMifZhg4DerEis/WrVWKrWViSrGGQSs2pUXKL1DuoktVAtDm+eIxVGy+K+QR2dAu5Tld4eW24AIoU0pFlSQ3tGm7WyhKigZYqzPy1iZMS2yCVmxM8yL0yioyZdqo4QqQg+mwpgnxIpIpSRAHMEBI0G73jI4pHs1KKqmawUkE3i56C7g9UvtLKKQoiz1Wq1UkcG6Q15xFC5WM1jWFfyC/1czovispVn2ioLUdRgGvtWlmSMYjYj3pR0vBb0Sqhfkk6mln88hicHLjKPAcTsicMIyCdmT2bCJSloFay14cCxVMiTjTkcwMCCmYlI92GqHTiYxnGAnA9IYCpwRUCwMBI4BkF2rWIa1HEXm7j/0mEtUDRVLEGsikbh6IBHkgEv+JIsXgwtKBkME++LSh2bpBQlmpMUVA7zNJEMzIpBHvq5qjvZ6jgRjkph3bgMUHuumOlRTp3lDogaobqmdB4gTtBWkHLoFargZmxm+YpGhYa50Q4/DM0hCVjDPHtSJtqyruIkG23W3dqw+I5uEwi0vKY3ssgly4/p1qKayCRUGzikZF5kiRdO8hKjxwNm/Kzz/injyaBA1GUiwVQpuyli0uAlKZLTQDZVhVC0ikCPIO/xxmXIQzhy7jMt4Msy9UziIwSnw5gXZOnjOG9u9uTBU5P21XIOhh0vo1S2oPhDIx/DDHYG1hFIGdlJCQoHSHthou04VwT2YQW4sYijT4gCRQipHpTVzcJxKjew64oyae7EZHaQmIaAF3pGFPdj4skWA2HFx3K+R2eS8FWQr0L+UkOshD+grFahysdAey5kGNO8QbMwGhAJOQj2DSoYx2FGhEGymBwtVbwB4tIKqH69Y7l+Eljl1XzRsIGuqW6hAUlIzdiUsrD+FLOnyl/3+D3svlFAKZRrQYOgQ6pI+ed5vV4fbm9B9BMjxo4R/s2og9XM+uX7xmlKmr5LUilqG9ykYQbYNCZzi9FuprsT2U3Ucs44pzCN5GH3U4WrUjMYnXgUgtKdMNtIXNEosUUzjTMDD5cxYrRzVG/3HP9QznYdT/NURJ+4+uko0CtTTs4kh4hKZGr+cezVcqO0jYx4ZYlzxRoBJkyKOAPGDz+HxnOcUUsqnTnS1zPm0mrsRGAvo0xyU3M50NFRN8yDq2dUgXIkLME5x1nkRIMlkBOWVCLIukUW7tmVZsm3H2GYmC4AbDqOM8Wxi1WzliBpf9PL7my267rsXr540+8PXXNSlHqKAnkQJyVmTsIRRNPMYKd0vsDoJGqsnCqoGhAZWyA+Fw4BwDHN83hs+hsN97XZG4kOzp07Nk5DPrupexzTuHOCnSYcHxmlCq4lGimMGVTzZqG6JafLy3EOF217e3lZEUXcrhpr5mnoi0IFAinmVTIiQbLCKiakkTivHe8J6BItG1dDqQIWVmjKkCbd1IsiCkCuhRIuMLGYRwhJjJEHiBWSIza+vI//tGgHuLVsooSPtgS9MiJSFC88qE0iIUM4ggmwm6utec4zsP2DYVm15p5gUIJ5yRwJj+FJvyZXcJmgUjeTpFQfm0wWNMa8ULOOaSSG5eOAlEs6S1qi8rnESqSLdpC9zUVWcp9kOKLhNyDpjH4iWLhqQL5FuDRKPJhlVqdRMV7CbSqVbIeGvSo7PwGQi0EO4LsbRNJ4a8BvqqhBfyLhiKgiEWhbGdKa8gDJp01jBJPFcixdKpvQkZc1qTHwtC3xh7KTmrppxMASAjUvGNO73JJT9gzy+qs99kZVjhgsLUp4y71vmlVJNXAx5g2UU+X9+qqImtJTeRiz8TxIWhCEXmJUcRraJ0d+GJWy0Dp6AnklKYgQs6op8EKqP85QXV8Hdbtjmoxcw2fmxVRIs5OfJJooW7DejPPoF1lWJfJVRQix6AfEgnkCGFNa3o9ooi9JptJoKKkHRUul6Oyh/WDV+7BHrmJmMZ0rQLxJ1FE3krO2nBV2KWqKygcox8SNJG8vZCHqirYzHOv8DzaNUUwMqQ5FxJe+/lHPWC95dvSM3/i8jER5RByaxqu2FWOx3+/lBNVNV3LRh2EyTQl/UlKBGL9P5Y0Yj1n1Hwlfhwk+IC3cEpTfmGfTpZFOjhKmvWBztVYaWzKvBLUeCKhIX0hPQFfmA1Yb85iqNgyGuZB690aHSa3OVHMgymTJ8ZyCWpNtCHcI9Qe5giddd3t1s24k3A+QPJPcIZXc9R+Yl8UcmzqMFmKOJx3LqxJJwwPrZZb7RIo0eVTN7hNulyAJgsUXZPQOeFcVDVJqgYgha2x5oRMRnvUJzGE60M3H4h4/y8ye/RtlB5AsoUehBCV3RmqyjNOEUrEPeTg+lQWSX0GcNCa25qg0vdpzx4WUA1dL5hviPIj1jHAWJJ7EgBqLBccxap+GpL0e+WOOwqUJ2RU6bQKn1TMpZE7Bh9M6IaXrkwAu4mJ9QcMauqO6rM2WyVPhwmXVKRxf8hw5yAAMTb3R369tOTox3fJ8/xPPCt2DoiAeFNEil5ZB5qL/CQ0Ysdljkb4bAZ9ipvSWUg44xaNEQKdWSGVK7e2hrpnHYwGlMrSjx/Fk+LIKKVekdHtBtguOoUjuWN4ss2kxkXGcAwZaRBtKCqSwyoXnSOhs0pi8yUUZyEaA6ovJga0R5fgFg2BskiYLSdbmhcRoLGgVKDqh0rxYa4/AJ5MrJvPEOhWkEWXdh7zHWqDJNSlOK0doxM5qwlFfALZrcbB5SwCPWcJ5kNwG4xeKO0KBwiPLwe2peCKYyogRqUzVlA2cxoQetqTSaPmWnIbStIDhlCyt9/dEKDFPL92fzu9/hcSqVSq/L9DB+HfU9YhKrgviV7HGhaYOGCRPQ2JsCBoSNZLyphjC7Gbx6ZRitmY/Dp59W5VYkciVfAFKi4BSxuy8zlFJno5gHJctHIlAyXE8O8WhUpM4RUS4BEtVKphGj3gqQsFWLvekAthtcg8GpvDUASOX3VEel+Ni945E6dCNrnzBIiYsl/iImvpLLiHRZROmEtUEfKIkPCXBBNCCEA+vCFn1kC5VoZlFelwZPftZNYIAAPZjdY7k6KfSDfHESrFo7zGpZzLvDXGfR2wwQchgkWWJLoQ0XanlJCrNhSO0Byk26krKBxaTqBfdi0rKZVuLY1vlPmT6QDGNIXULks1DRuTZdcB0LHo0lElBlMTie74/jtza/iHp298+kfcIUVxjx1PNxFbHnChIwW5jgiHjJEDzovRes3JJGipcPHmdGihALD5ZIEF9DgbBua4bk5mS8BvRESHCkquONjLFVLnuWbvco1GB2JyotsTpzAKti4lZiiVuNbghWw0GQpIUknudrVV22myhlUeJxGFsF29C0sx6SCWjsSb7RN9fInYviV5fLDtDlUMHC3EIVBA8EMouNu1KB5fR+pNkEDFl0YnlHPaHqmk5CEwlEagb0wWBl4e+G4AAXNVQLTOgd6USdBEgjSeQmN0D6QLDKku8DL3ORyOaQRGRYiEzYvOmxVpPfmYvH3MAFL41SsWvSY58J2pyUUcqsI6K5vYUei9AwTfMVFX0foCqkDx52aAAX2isEVBZK4sZSRUj6QBNR3GdE+hg2aKr20WnM0yoS23dx9oWGEVfps1mO/neLCME7ElyT/hTMY59s+oiEdu0MGh6yOmYyaVBbTlLdRFqcBFzKJcfB64CyaNB7I4ksQDGVFZP8hTO79EeRNJvyvv28yQbuTnZUPt2EBcrsR6IdosS+qaeIFVeJ3laiU7ZbIdlHmdM2MzTJPvV1Q2oSuIRuAIGeLkWUz85crBhY+cFwQ+oMeTjZgSmOVqIik1QUUAKlUSd87bH/rQWWAqCbhMMyNmj8yPegRBuhjxTXPpKPkEOkZGYskL1EGBcG3EBl3W70p8sjyaKWD4Vw0Nfy5T1wrKb9xq0pHsh9xiFejK5EVRSJMW6LLpH7KPK0ZWM/5ABKFsxUAVKj6ZJHL1Mgn0Enzg75PKo9Da5HPQHxY4XDkzEnFXAJ9zX4SB9hIgNYWtM/hS1mGEg85bCgbOvAV4VAdV0N4xQH8M69oe+BCKuZpcCZgbJaxL0KIqM7ru3l4HqW65IIE57j8hkfUXHPoO2NDgRirCnCDqNaTVqI7G29ks4lxcSqSfiWYyFUJIQjhSwOvlFNSnsUPikYyURJtoSEQsO9sWKNtVyMjb/otRun8ZRJzxdmhFL8FO5LYfD4ZhaKOxLuyFa3YsJ/UfCHFyhoDgT1RDPnTYNvXRQIrCzZrLjj6lKkufBUZEt7qfK5I8doNMjIpeIGcmmaSCi2jaHoS8P46Aip3O/bLZbMPBKjD1N6wlf8s7rzUbe6vYwwLKCLw9pihiA4TCN00KYQsilWmJJ6oqeHRn9OC5hQh2e53VsWiXshLawEgbT1TK0ivQQC+nrVIRV4nCUjgyUull5lg8Zp1FLVwy8sGxlrbsowdl4OIxyi6opSKKNEIWgCU6VLCT4x+/umkbWq++npmv317fD4K8uL+W+3d3erdfri4tzeYYDSo7YJ+9i3q0E+NCa0YLgr5IH0n0pSsIVGAeLz5rY1F0OnoTiBWLhBTQeakLmaciX3BekF8BpnCfZD+S/gG2i8eaUw4x5Csg56OKHfjBg4MAJ7vu+rVfydDPMe1y3nT7qNNNloUoIoqxlxONIpl931TCAEG/VroZhvLu+0kHahRXNIlVpOZDGojKGGZEzQC48KuaGpwceSweaCoU+pfYe3LR1NtEH4dMWP2t3WnNSWbvJT4CGFgyT5JqBw91eXV2J5dzuzlwY9/thdbLumjUgKPLQTn+4rG5vbsRCyro0Sxz2++urOxQyVuIhWxymCRwgixktVdUQpMHyKxcuc2SYgHIelLam5JA9aooNpjFlifwK8TIiCrbaIqdTEuE5zAOwe2A/ljfihAAhAtTujZkeDI5J8VUu1V9kPeXEc+ytGIdZDTxZgZC5y66dlOWS/CQ2LFA3vG4bDV9X3ao/TP1+JJNONfaTXD+xDCDS89xgtnershwkRcNWTwGIsqVpKpapTds0es4gp8LYmnBTKy7VKMSXFsmmbohDtzO13+xDXIj3Sb7Bcur2WD098thYwl8s6pLisRs1WlwoN40DRjnA4+D7ETeBiiAchZRYoWiGfS9/udls5MC9ev1qGPqmFDPDrHP2ZKSqanSGKgmWBtvHrJ1MZnNGK47jmgqbUqIHn+trxmXMf8oPyUdYJtpVfslZXnQAFMwXCWKhrg9C06NYyHHVAovy3fOXr69vP/nk85IRD1KzddMU8g4TNmXrbHuyXa9v5NXE84lzLKsmZt42nxMCgjZm0H8UtYTz9p4dmL6P4hcGeOuSu8viDEn4TKpupYLYES8ti6NKD2losYiJUjQo82RtXU+CaqfTObyptus68Y+vXl/KF2aD6pUEABKlyaFpuk5vrdpMuQcTbJDEavUwSJZx2J6Zu7vbF69fbk92m9MtQO/ybV0jsSYiL20wcp4W/oTt8yKJBlnCL4LWaxcME1tl4kAcyEWwGVHhmEuR4SxSnjsSfnE/zZeCExVezL0JB1GHUnGDdCkL6D8D2axLM9zdlYWktCtX1ACFSFhJ3IZfev1xqNWI7T4c5D588cUXkuT9+q//+tl2+/rNa+SXSM7x+bIK4zSI4W3rSMz4TGRQfkd08AcobuWcMuH8IXmj/qRky8clbBvUVcRD4oOOIVAgdYNGO4zdvDKxcVCpkfxP7pRYxrvDQS7PqluDnfFkUw4g7g8LQQLrDXgBZcvElK5PtmXZAJtUNQu0wIxGEkyQaUgk2CKSHMZPB+4CO6CJy12pDlDhnJcRJgSVqnnR0JUTHfJm4t1UtZ2gfb6JZ6xG5GaqF7rSOmWuV8Jqf+QuhEMvylbi/7qSU+Wp1CR+WY6kXGk4R2sRTvEKVE2hBTJJbuV7cDShdlrvzk7Lnz/vJ4liJGCN+8NeLRC/k6TaTife7BHbptuAg0LMr9KwllkCWcfgDW1smmrSZyasBYP1D2aqdAgBXJoM6wyhC6mk7xlno8mA5Fse/mSzwahuPOiAGyANoGpHZCqveXJyIo80177fy3W7A9qocCft6uLi0e50N0CcNBwOPWI7je9BlkMW6XAE/nCsgc8mqSHvv3ZViFhhH8amoR/HbJVBKhvCOWBlhBkCgcmL2kXaLJJ6IlgT04mYwzIPlvDv7rCX75WHf/3ibj/2I/pSYBop5WW0WLA9PRXz0zR+QwT761ev+0ECsnXXgmT0dHd66A/i8RGS12XbtcQ1tHGgHo8Kp1QuTeSQ5h6wHbKRK7xOtqkkN0CsEnpUg0uSBmEYoiTRfBLIsU7xeAVROQmYw+JrNGkqNORUAyEd6gZICA77O7H92527OD8HWsVa2YkBvHMLYhKWA+VrP/QvX71ZrTc3+9v1yW61OXn18vIwDM3JWl5XzuWxRsNsD68iGbbL/WUopITQ0iSLFdYpPwCRPKJqXiLDHnpU0TIDyjgVCSL0Be2l0nNGGjR9mMLw2oZ1LkkumyP41aZZOaRB41RxchUKHlOoysbOqA45IJvGU341dcpwIYvBAFIMjZzUcR7kD9vddv1m/eLFCznviMiXeTAaJhxlUUmaYSHJymomMN2scRaadNKhWwXNaBiiRcZcPnS54qsQfa4h698lwaPEurApSs5eBGryskUpPk8s8zAsYz/Lyrz9zjuSJNQEiHsxn48fP5bn3PejdfV2dy4ff35+vh/H5rAHAa4iIF3F6Brqyp0sE9qhgYNAcoJajqd5DDEDb+YY2k+YYEId0ko6hoh/no+2hxhh4El4pVrE2l75FSQAqBUIqOppei7d2lnJ3bTN/aBsBi9claenO4mgu/VavvP8/EL+/vbuVh57BKQo6AGq2qZytTzYVoxlgXmaz3/pFw/T9Od/8V9v7iTE+eTTTz8tZIW0iApZE7Fh4CIg5NFpFBGZ5Hb1GmFHV8eQgB1iD5I2RVMsEBLGFx1crBs0clhzMMqmHLwG5RSJCiqwCHk12oIOhGcoZWBmg8wIxXA4yEdJ4CFxClgDJs/6nyNyohCrKadT9n216uQsdr6TC9ZWdSv31joxscXsXr58udtt9NbR2LPMqNgJFpjFojtAesmjtmjHn2VWlpbJt1qHPCGjzTod+NQn1HGRkJN3hDr3khIUW3ZJOAEQ0hqeTh9mnGexC28/ffTTn/y/b3729XT7/JMf/aj8/Dd+06xaI269bM2jc2NWO3Mw42Ka1pjTx+//75v/81fPr39ux/jo4qxBYWVCodMsq3bNqSgjqaLcmHZ1ol5PIupxhFaDGEeJ18u6k02SXy1ve3G+k+eWiLA/3MnDTSzyY+avUh+xFEjLBjk4wDdVFXCyPkjKokGb2HxaWXRrKo5HiWMQm/jN82ebs4unT96Tf5rVirjSsjt7JIs33t3doZQwVK2cZ0IFjFudbOWw7h49lc/cnZ6ff/CrT54+/s//5T/93u/95es3bz7+6D1JcX729aXc2tPTDX55KfdZEt4qDUgVdpr7uqsvL1+dnGwuHl+0bX11fXX9+pYY5mrdnTSunuJ4c3sjb472RrsSGyo+SXyYxKOH/k5udy1xZF0dBokcyrbuwjK7CpPacm0QkckN96HFHEvRNqvFT4fpMKCwsPrVX/mH+33/3XfP16tN3Wyurm7Lqn3r7XfWu60Yl9rWH3z64dD3kgaM+1HW6q1HT3/n3/zbP/pff/LHf/yHz77+4rPPPjnpqnlycwhN1aLIAuCjpL8odkxMocSNuHFmS17zACj9Bu35JSJzhwluVhCyzqRTyuxKpZF5jzGEiKl8DcA85YIBr4/AvK2X2XZNJQmyGKdPPvmsqYvf+4M/+Ys//7OLVdk+OS/NZm26xmxPzN0BOMxiIAxAPnYjTv699z/66qtvvnv27dqf7+oq2tZPKIwCPIhUhHXBvockU4skX06bGOR+kHzQS94MgqvCHIabcbpbr99tETA0Yp5vb2/74RYRf1V1SdMtNX/hKgDFr+WbgSfDcD9aejWHSCIYj/t5GDnXi/FcceKyhxJHbU+79eaEhV+gkc00iSVvmpWscLlum67K/GuuXa2LOJrtLNm2R5K9ri7e/fDDH/3RH/7fyzd3zfqM5JXP5f3Wq9OTdbnMB16tmCAhE3A7cnT6/V726dNPPpHw5ub66jDcimWQdHg1ddvH2/l2QkkSlTwqB+BpxYTVt7c3tjpiXgrOWrHNojqbSQLUcfrFiiutOyAg+mvJqmXd9sPZ/PStt8dpvnxz27VrV9bbk1NoA0ho6Op58qZGPiSpqYQSzbpAM7Zb1avV+uS07rp5mutmFeIsAWrnqhlVavITkrUmgc85f7Zey6cFxYAg6lpUplLZ1wCORukiTrGI5PNLcywlD6hnnqXKYypqGFUQTLVZFX1Tmqo2mISxs4SI4yCx2PTNN9/KCXj3/ffgVE0NjKVsvTlp2TcvydAhB6WTvP7xOx9X3Vd34/X1dNodTkrX1sW6NAfgKhbQSulUBeE+YgJacW2HMKEgaNn+JMGOCUNVTNFfxbDpWtn463l+IeZMAiOJAQ7DK86FlEQuiqMZFzs600pySe9WchZb3l8ymApSDpjWCWJyJDKuyvbFm2s/SQx0+/TJO8XpqRkn34v7LuZpLCSNq+uteHYy3gPb59HzMPVZuxzaXddfvpZP4CE5/fCjz/7+j398st69eH178ehJ1W4YQrlpxtx9mPCuhtMDyJQxuAJpH/EZb7/9VJ7qm2c/G4cRvFmNu7676k46+f/DdBiXaVWLa56HwwD+R/FiQK6ROB85L0psAH97s96s4aB56CHdapo0yGp0GJ0KJQXoXrtu2/dXp6ePxHGJGVlJcAx6rVJus7imZWmx/yzRlSiLSD5x3pybz3/xl599+93XP/+b0Xvx/vIGm02l/WcG6wC7EEYOolAJA5cwIC6fgYbAU02ew7RUqi1rNv9GjKvMCQ6jLDKRtGqGRHslHfdRthWtmSJSPQsZ/TjdsgoW2foHdh02e+o3p9t3P3ifR7OpGNjCOus4pKEmnc4RNk/ffuf9sz/407svv/ui6OxH772NtHC0EoejwTFjbKNGY3AE4gjMUM2NvZW1bNeysoWE7QUDqbJol+EwH/blbic7I/d18EZcZU1mxMbZBsSiFajIayPWpa1XyKld2TYNrfJMnkpAH2K5CqBxksivqQDhCF1bb1diFVn06CUodISKWkIY5VSNckBx37rWzHQI4lUlSg5L161MTrB+/Cs//urZz559/c23L5+fPjo/e3w296NDXUJesmQyvqjqjwQDrUUts+ZYf5wXeWv2fWD+mxVKOePcB7MUtWtkm2uJcND6E0fXdEhi4pA4juuiXErIahaAfiPuJwvrzIYPoVnOtdYO7AZt2m7TrM5358BLhUKCzqpq9od5vd7YYXYWah6ITQsx1ZP8aqDkJa7o532/f2TXu7e7Tz77e5OZ5UcKFPKAdoYO335uMaYIRqRlSokXKtRLnl5SdDQeCUPuEliUxUosCUZsvGNbvSRsPGjClhQz0nyZioSw0UlsPKf9EazVNXLdqlCGWVUugb7Mx7/w2T/5p/+URxNOXPZyVi4tblNhEs2V3Kkn/+CXfvS7v/vfnn39Vx88PT89ed/f3cjbtaVtTzqgxULp97fDOJTghrBy9wo0kGcnmwLyE0emJ6BNUJ9eHtnwyCx7wPLkf9PpEqvCd2CJnRsJS2ZZYjnh/qQ0J0QORT+4MIJxpZQwzNZVWJVOjgIMjJyG/bKXPduuqrNtUzTylnJDJpxCnX4AMNgDSVQlYJ1JiIMBvsRAlcdkza/f+M1ffv7q6xAPr159c337aLfd9eU0T3uq8qBT3lC4hMixUmek0JpYoIrSmvV2t9tuNtd3t5BwXJZ+QP0baSwLRuO0cJwImSJwfZzI0D92Sxx9rElLxfYebkOZh+moymJLbyWElvOz7nbnZ+dzf1CnT1CB67q1jwP8KCnJV411PQalKpRfUP5Dmilv2Zpf+PxHw9z//u//z4vHu/VubULRrbppfyfmqCI0wvol4QBRNESsVQDkAOLmhZqwYjsLWzc4V/WMD3UUizeJswMRXmKzUi5XNtQMFW/kO4BkwNw5y/veKmcJ6uKrtpMg8OrqzQcffvBbv/Vb//K3/zWPJgArGurWPJS1SUTOkzF38sfVe++8e3Hx7Isvh8uX5TRsTzbI0SZJqkbtlBYshCCnJMOEPHiD/DLK76+qtYuVfO80egnuT0/PJOJCn0XOLMbMJdGpNbKSsFD+b5afsq2aHz8rVTCqQ4aOQ9zPXHoqgYtDaXG3Y9x09emq3DRgkjLzgXwb5K4QuwhlUUIsxGZVMQGdJQiDfwB/uOnWjFsGgFJ2m3/+L37tzZtnf/Knf/7iu59utz9ad/aqh3S1Zyw4aaMDgSGgsUinNpuJHZjb2yvk4F3TzZJYiP02XXliyHo1hnHVrMxSYg9iHSb5EAmK5qKW4yivLD56Nm0AOyRcaoA8HiT5OH2EQLRQRiRkbNvdO+98sDk5u91L4OnrtpIna7takjaGAAWEVyXpjIDVyNpVTb3ZtuenHeJp+ob1I/P+++//9/8xizmqTOfkeeShMJ+xpFkBfg5SbDbPeQGgyxeqgpl0L2HCanXSScoL5+vrYsg0yxIYxjIxfCwVBpBIADEvgMQi0HacdMAsTY2yQX3X34kpi1F5k8yXX371/Pnzf/c7v/PPfvtfnV7seDS/+JKFqoC9JKoD/4ingzkRdy+Ob3z3Lff+uxI2fm3tdx//+DfM3d03X3z15dffykU5P5eIcS0HUi7oNB9YqQ4rSUWjfJg9adfTFEYJs+bh7NHp7r1HBgoJd8H02121PnGrVb0fwR6xbsgm5XwJaJyEsfvoo2RCNfjD3eHgB8lqbeVdU0aMd/kA8eDhcLteVbtVIz8vIZsZCSpbJOlozKrjsNpkehLu1BF+VEy3RG/TUOL7oVwiWYbZ769v7jZnu0dvX/z6P/rxF1/95M3r726vzkjadsB0UZT0S/zulKAcnD+Vs3l6uuvHUeLI/dXtgN6BHIVa3IlEuo8v3mLZfnozv+maVVOh3COBIAIDh1SJsuUY63atLDHK3pKfkg0AlTPUhuYe+BPUvJ0kQPK/1dur3elW/jdPcbWu2vWGRlOC13rhjHIkaKiM02wHhEfFFOZJDOjt1d38fBmGIB9yeXnz6uVrScldIedjDeJMyUTEwLtRa7SBtOUgqMYgAjiRunZl0LBZSJUwtc2qqzu0SptltZwAFsq5QHLeKXkbDAnK3NaFOiipr9IL0x6j+e0XNx9A9s32kD/c7f/6Jz+9fP3qP/77//D0vXWqLR56iWQmydGaJmKeOQ7o5ksieXOtKuf16vzRo3f+8a8Uw7CXFMlcvGt2y6k4gWfPbm9u2q7sVudy/CUoRjGI7DUn29U89HVjT7bN3V0vObWPY12uze6x6Ycolw19b0liEGS2CNRAOMHGpWT0NQdLAP+R6H+UWFZMi1OSXCDm57jHOahkX8VU+q5ugVIbD0an1WaxcRXOXFfh36egFLCwptC3neUXyaeWcCeVmKhZLN7VjcSYu7NHn3/++ZNH57/42ad/+dc/ub6+lBRgmodVvYmoxmHOT9v98JTEh4o3FK9x6HtJ6eTPIJGK1dD7pmufXrx7mMRDXVlzV1drjEZSGJV4TTHRchElXOiRPqJz3ag4NsqowGFW7DtO2vqSeFGO1O3d1bw8lp0SZyU5T1uv25MVrckKBrUqhx75NIKNsULOj6GxVszLdBCXFebBf/vyZ5dvbiTLEVsilvj2ct8UN4d6lBOEjQMjuxzqKUDUelI+/hkoFscx9hptTfSdGu2oKWJDYVnoLkfVCIXqDTEf0SVdV4fhaQz0KYdPQe7BkmVguwxiiTBbcXl5/eL5q+vr18dziaM5T6U4XHE0qHu7sN/fMZmSDbverNfPnn/d7Z5//Nb5j959cnu9P3/ylnlzac4frd996/SLxy9evA6+YDtV3krWpTochhIwiOJ0c7pebzlkNpXtHKfrPn5p7MemXuzqZWX74G7FG9muMwNpTyWwAXbgOsx2vV7Ly9zJPfe+tSUEb8tguslKAit2dbS+6iXEbVa7dtWFMez7sEUfV8mfA2phq52p3jLVZOxBsjbk5pJxebGjhzDHq9vDOoShnxDdF+7rr7969UasyY3Y++3Z6fsff3A33MnRdIy49odb2Y/Aw2SVUl72LxAxKenwvPT9eHeHqm3VdHLqXr75ZrVuXee7srjbyxmZF38oq1aMRwmNeDkETZT4DSo7UaxyjaH6SuL/MU6Ku0Ltg5z04zL6KZzUEo8DeHt383p/dz32y2bz+HS7xt0zq7SNYkSdbyUYw2Wez9pmEi9u93Idx3n/8uo7ORGHQ//ixavrq/1u++Tm+u67F5eLN4+fnG8riYlW/XQI4yjXYuoHicPBEEVmdUgMjuhOFeDbLu7mQbwjx+YKAH8B8RmLKK/TW4Nin/yrBHIg/gQqRIGWZhoO1gO0XxjVAihvx15C7gowguLy6vXzn38nVuJ0tyPRdD6a693Z2p/oHxRCNwxjiSC6mKbx5ub64Pu3Lh5tnzytm6v29AQhnUTUJ6vZD5KHTstwsnvH2Pjs2aUEtWI59tOyXa2qdSf3BADeOhQr4+box8Jcz5xqlkx5qdt2XW8RtHXMAAGj9UXNsAUVr6pb2rE/LHNALF+6wx5DE6uuXdxtEIMqJrFY5CUnMJwtZnLb0OgUApLutsZDmgbHtL4zCzG7nO8VE9pxIswVy7QsVqLkdSdG/s3r66+/ffaek2jsw2+evbi+OozDBAOBpQJg1BEQO3OaWTtQNJ1BlgvTdjUSbMmO6Lk43yzBQlOA9l/y0NqRotbL33A0noh30pOIeQEJLSp45PBma87lAQ903dqiltS9beTlrq+vi2Lu2tMCmX5tHn51rIKNc1O1cn3IuGxG76dukqsuB+TRI/c3X3wlHy8xq6zqq9evxZbJfzoR/1zX0yLWFVB46l3PkGhLeDbHXGX2kLSc4jL1h9LXkwM+nzPUYGMIZdHMErGoNiH67aiNrE86NsMkCm6PACtWSfGCEr5JoDwOwzJMl28u5ah8+OFHL1/007xvKicmsiy3H5FoO5A70Z8274rjG3o5YK/kOz75+OxyuH32rH9nOZx+9Ll5+qF59ZXxvRyFJ08/nRZoxo5jTZLYHYE1Ehm20W6DOZGwZYbKaVHKCVlXvlp9+dUzKGqdPV53W3GCsoBt1UAlElBqQNfngHRhdXJ+8eQdcePPv/35V1/8zXUcnzx50q0u5JegRj63pmgr2Z76bCGCi1oq3ba4MOud2dVmd2qKM2POuA5y6Cl9gqzOmbXcq2VXnsvfdCcTJVpDWb9Vt5eH/U9ngD0eS/j74UefbjYXh358+fLl2M/yN5Im6zyu/MSsLCiOGgXd6s2rq0FSnMo3rQGOrjCwQOzlzguSxRi7zXYt73V5eTmN/e5sJ1ZcDr7RcrorDre3gP+h/VqRxQU8z0QQA6+zH5iPA+dhvnv9aplsWa/fc5+l1OYHX82RV0z+ZWmCPFW9PjmRC/Pi+Y34Zbl10eN7bm6uXr9+dTgcHj/+tXa9vjuYcRzKWG82pyOmVKeCVM2zGdB/cziIEtyLQV2Wq6nYV2KwMbq2uMKXlUeCcDAE9aBpdnaxkV9xvjubl+X16xf7YZSYpIhkgy7l5SRWUULTtl8O1zc33z1/vjlZffbZZy9fPV+17s/+9C++/PKL/w8DGN0vKIvGqAAAAABJRU5ErkJggg==)
Low------------pH------------High
CO2--------------------------no CO2
n order to test your hypotheses and get quick, accurate results, a solution called an “indicator,” can be used. Bromthymol blue (BTB) is an indicator used to show the presence of either carbon dioxide in solution or an acidic solution. Low levels of carbon dioxide or acid will result in the bromthymol blue solution remaining blue, while higher levels of carbon dioxide or acid will result in the bromthymol solution taking on a yellow tint. Frequently this indicator is used to indicate photosynthetic activity (solution turns blue because CO2 is used up) or respiratory activity (solution turns yellow because CO2 is added to the solution).
Many labs use one set of test tubes without bromthymol blue and one set with bromthymol blue added. Why?
How might your hypotheses change if you plan on using the indicator?
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