Question
John drained the water in his tub. The amount of water left in the tub (in liters) as a function of time (in minutes) is graphed.
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)
How much water is getting drained in 2.5 minutes?
- 360
- 180
- 140
- 0
Hint:
John drained the water in his tub. In that given graph we can see x-axis as a time and y-axis as a water. We need to focus on graph whether that is given that the amount of water remove as per time and by that we are able find the solution easily.
The correct answer is: 180
First we need to find out the amount of water drained at time 2.5 minutes.
Firstly, in a graph x-axis which is also horizontal axis is the time of graph.
And , y-axis is which is vertical axis is the Amount of water at a time t minutes.
![graph](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/generalfeedback/1575247/1/1099012/WhatsApp%20Image%202022-08-19%20at%2011.13.13%20AM.jpeg)
According to given date,
In 5 minutes of time the amount of water drained is 360 liters. So we find out How much water drained in 1 minute :
5min → 360 liters
1min → 360/5 liters
1min → 72 liters
So, The amount of water drained in 1 minute is 72 liters. Now , we can easily find out how much liters of water drained in 2.5 minutes by multiplying in it:
1min → 72 liters
(1 x 2.5 )min→( 72 x 2.5 )liters
2.5min → 180 liters
Therefore, In the given time 2.5 minutes the water drained is 180 liters.
The correct answer is 180 (option(b)) .
In that same question we can also fine the how much amount of water remove at any minutes by finding water drained at one minutes 360/5=72. Which leads to us to find the water drained at any given minutes by multiplying in it.
Related Questions to study
Identify the statement that best describes the increasing and decreasing of the graph.
![](data:image/png;base64,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)
You can apply same kind of method to find the intervals of the graph or function given in graph is increasing or decreasing at a point.
Identify the statement that best describes the increasing and decreasing of the graph.
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)
You can apply same kind of method to find the intervals of the graph or function given in graph is increasing or decreasing at a point.
Is the given function increasing, decreasing or constant?
![](data:image/png;base64,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)
We can also find out the function is decreasing by looking at its line or curve or if the function is given the we must find first derivative if it was.
Is the given function increasing, decreasing or constant?
![](data:image/png;base64,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)
We can also find out the function is decreasing by looking at its line or curve or if the function is given the we must find first derivative if it was.
John drained the water in his tub. The amount of water left in the tub (in liters) as a function of time (in minutes) is graphed.
![](data:image/png;base64,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)
How much water is getting drained in five minutes?
In that same question we can also fine the how much amount of water remove in one minutes by 360/5=72. Which leads to us to find the water drained at any given minutes by multiplying in it.
John drained the water in his tub. The amount of water left in the tub (in liters) as a function of time (in minutes) is graphed.
![](data:image/png;base64,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)
How much water is getting drained in five minutes?
In that same question we can also fine the how much amount of water remove in one minutes by 360/5=72. Which leads to us to find the water drained at any given minutes by multiplying in it.
Look at the graph below and identify whether the function at interval 3 is increasing, decreasing or constant.
![](data:image/png;base64,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)
You can apply can process throughout any question related to increasing, decreasing and constant interval where you can find out easily by looking the graph or slope of line.
Look at the graph below and identify whether the function at interval 3 is increasing, decreasing or constant.
![](data:image/png;base64,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)
You can apply can process throughout any question related to increasing, decreasing and constant interval where you can find out easily by looking the graph or slope of line.
Identify the intervals in which the function is constant.
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)
For finding the constant functions in interval you must consider the given interval will be horizontal and you can see find the slope of interval if its zero then its constant.
Identify the intervals in which the function is constant.
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)
For finding the constant functions in interval you must consider the given interval will be horizontal and you can see find the slope of interval if its zero then its constant.
Mike, who is a bicyclist is riding along a flat road. He then goes downhill. Can you identify the input variable when you represent the distance traveled over time with a qualitative graph?
The input variable are change or measured along the horizontal axis or x-axis and the output variable along the vertical axis or y-axis. And here Time is on x-axis and variable independent.
Mike, who is a bicyclist is riding along a flat road. He then goes downhill. Can you identify the input variable when you represent the distance traveled over time with a qualitative graph?
The input variable are change or measured along the horizontal axis or x-axis and the output variable along the vertical axis or y-axis. And here Time is on x-axis and variable independent.
Identify whether the function is increasing, decreasing or constant at the interval pointed in the graph
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)
For finding increasing, decreasing and constant interval in any particular interval you must look line whose going downward , upward or horizontal and also find by finding slope of interval .
Identify whether the function is increasing, decreasing or constant at the interval pointed in the graph
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)
For finding increasing, decreasing and constant interval in any particular interval you must look line whose going downward , upward or horizontal and also find by finding slope of interval .
John drained the water in his tub. The amount of water left in the tub (in liters) as a function of time (in minutes) is graphed.
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Yx2thdQ9P52a/hs8ETEVnPYnHv3r0CxVoSKFoygSZQNMR6AkVLAkW7BIo/tbTzUsNYrb6JlZ0/R4sBK5Cg56VrWPDhr/Hu0JlYu2QxlsyagSU7LhkQTDuCvn3a4vNlXDUaur72PTzZZwgOezYZrqs7UOzQ3vNKwyVQtEugaMn0IVA0JFC0S6Bol0DRq6qRFrkbk79rjVY9p+DIZTPBxiD4t7/Gw++Ow9FrN3Er/gTmj+2IwXu1wLy1Fh3aPIcWIZc9ZY2d9x+ptfM+A2jBggWYPn26/rNDh+/wv//Xf8Hf2/yAacHTEDRxAkaNGqXv/syTy8nnzTgxuVkpd2jnxpZOZXwZfXATWm56bG4SrGKB8MG63AWcvtgupzLejHU4DtzEmYHJhOFUzpvRBzde5Y7mTBgq7aBxo2OOB304Hfdm/JtMmtxNnLt4q7SD5QlDtkPVB40+uCM5+8Lkpzoe3M2c55b+VPtCH9zZnP93KufN6IPtp4+EhAQ9gaq0gz7YBlUfNLMdHFeeZ9V2cDzpw6mML6MPxgTjnDGi0g/W4QUo28E5Y160NMTogzmM8WVu8OtUzpdxvtOHah6k1c6lKuPBfMMcxnPi5qLcSY0AitoVclk+Uq/dQNSGfugydAwOXK3SFpAXMP13D+CJzus9zw3zcXhSRzz6zgrcun0UA3p8gS+XWivFG+vfw2/7DsZBDxQ5UBMnTsSwYcP0n59/+j7+5bfvoP2cHHw/OERbafZCj+7dcPToUf0Kn4HvzTgpGUiRkZF6AnUq48vogwFNkHByOJXxxwLhg3WjoqJAX2yXUxlvxjoch4iICD2wmTydynkz+mDCow/CWaUdNCZOjgd9OB33ZvybvGJl4mTSUmkHyzPpsR2qPmj0QaiaFxqq48Fkw3NLf6p9oQ8mYP7fqZw3ow+2n/WZPJnMVdrh1geNPtgXjivPs2o7OJ704VTGl9EHY4K5gzGi0g/WIQQYG5wz7ItTOW9GH8xh9EGYqPigmRfDqnmQVjuXqowH8w1zGMezSUGxpiIfKdoVQ1KW590xF+fhrcd+jU+DTiNP+7ep/SP4eu4x5Omr/Hwcm9oLv3h2POJSojCqewd8FhylV6OiZ/4Jb/cdgzCDoPqtAS7RTVu/Zhn+27/+AV+NT0THuTnYeTZLW7oXoqqyQi/LWyu+jLccOTl5+8LpuD/G2wUMRq5OnY77Y4HwwbpMePTldNwf4zjwio+3L5yO+2PcVZ1Jh4HtdNwfow+Oh6oP3h7jlScnp1sfnLC8S+FUxpfxFiGvgtkX3sZ1KuOPMWHw3LJNTsd9GetxLOhH1QdvF9IH+8NbmE5lfBnHgG3gisaND7MdbvrC8aQPp+P+GGOCcc5YdTrujzGPsR28iGesOJXxZZyrjC/exg2ED6fj/ligcqmZfwKpewrFwpi5aPX8Y2g5Jc54IWEh/vSbf8Lb4w9rCAQuLHkP743ZDONOfj4OBXXEb99bhcyaTGzvOxzdOu9Ejn6sGoeGvYkB09bhZj2PhPbt5btP/zf8tVkPjNkOdF6Qj+MXG/acggmTSc/NszwGNie6mxMZCB+sy2RBX6riOHCScsKripOCE0z1ORxFHxwPN8/yOMGZ9Nz6MBO4qpg0TRipirejeG5VnxmxHseCflR9mIA3IaAijgHbwIsNNz7MdrjpC8eTPlTFmGCcM1ZVZQLezbM8zlXGl5tneYHwEahcyguNJgXF4sQDmD6oDcasDcPlhIs4EdIbb37eEwsiMvXjVZe3oW/PGdgWnoDEmCOYP7kXxh68rR9LObYGc0ePx/a4i0i4tAuTus/A5pNJqC+VmB/J6NKpAxI1yvZYnIP2s7NxJFa7IvdzrvAkMLDdBIMJIzfBEAgfrMugdBNQHAde7THAVUWQEKyqb3Ch6IPjoeqDCVfeaGOJ9cznTW5gRB/sD6GiIo6BCWc3Psx2uOkLx5M+VGWuNhmrqiKM2A6CVRXwnKsmWAPhQ1WByqVNDopU9sWDWDl7GmZNm4RhQXOx/6J9oPOitiBo0hTMmzUDIQdv8M2qHpUi8ehmLJwxCVOnz8Gmszfhbc1jQrFjx4767+FXytFzcS7aecDoT3wIFO0SKFoyfQgUDQkU7RIo2iVQbARy+vB+BMG4RAPjHILR9y1AgaJdAkVLpg+BoiGBol0CRbsEio1A9X2jTfjVcvTginFOFg7ElKK8sv5AESjaJVC0ZPoQKBoSKNolULRLoNgI5O1r3iKuVujPGNvMyMKGU8UaGD0H6kigaJdA0ZLpQ6BoSKBol0DRLoFiI5A3KFIR+ooxB62mZWH9qRJUOKwYBYp2CRQtmT4EioYEinYJFO0SKDYC+YIiRTB2X5SD1tO1FePpYg2MngMeCRTtEihaMn0IFA0JFO0SKNolUGwE8geKFMHYTQNjG4LxVDEqq6zAESjaJVC0ZPoQKBoSKNolULRLoNgI5C8UKR2MC61njJWe+ShQtEugaMn0IVA0JFC0S6Bol0DRp4yvWVM5RTVavWo/Pn3fEChSfPONCcb1GhirtPlUXlYiUKwlgaIl04dA0ZBA0S6Bol0CxXpVg6rMi9izdhqCRg9C32FB2BiVdmePREs1yLl6BisHb8JVzyvakODivtWYPWkMxgdNxvKDlz3fkeqshkKR4ucYuy/KRmsNjBvPlCK/kF+vJlA0JVC0ZPoQKBoSKNolULRLoFifyq9i66JJ+GHWYSSlJOP0nM/w5zZdsfVynaRSk4G9I1vjyWfmwNgXoxrXdi3DrBHTcDw5BalpZzCrdxA2HbqC+lKJChQpfo6x5+IcfDMzGysO5+CW9vdKigSKlEDRkulDoGhIoGiXQNEugWJ9KorF5G//hJdbzUCS9mv5idZ46t9fxJCtacZxj0qvbkLPP/4Nv356IS7xhepELO3UF990Pajv2E+dGPsX9JmyHNfqyc+qUKTikyoxal0+Wk7LxuK9acjNu7dAEyjaJVC0S6BoSaBol0DRt+4tFGtKkBR/HlHxBgQTF36Kpz9pjxUJ1leu1ZSkIjxkDuaPHYhHXlgCfVvh7FMY2Pt7NJvv2V1DU/yiv+Jv/UfhrJ2nd3Tw4EEdip07d/a80jBdT6/G6PUF+Do4G2uOF3r95htvYjAwcbo5kYHwwboMbPpSFcHKic7JqipOcE4OVZBQ9OEWRkxWTMBufTABuwGa7JJhiWPANrgFmtkON33heMouGYYC4YNgJeDdXNgzd/GivGlB0aPy3FQknN2Ioa07YtziSFhhU42Ms+ux9lg8zi4ei9++sMiAYsoe9Oz6Cb4KuaiXom5ueB+P9bM2GeYkYhBy0PhzxYoVOhS//vpr/TXuw8VNOxlgnDgMWm/GfRfjruVh4LI0fcXID/gXlVSguqrcsXx9xsTJqxuuKpyO+2OB8MG6HAP6cjrujzFJcMNRjqHTcX+MCYvngZPD6bg/Rh8cD1UfTDaEGQHv1oc5SZ3K+DIz6bEvnPBOZfwxxjvPLf05HfdlrMexoB9VH0x69MH+MIk6lfFlHAO2gcnTjQ+zHW76wvGkD6fj/hhjgnHOWHU67o8RQmwHLxR48eZUxpdxrjK+eKERCB9Ox/0xXhxw42XmEKfj/hhzF300QShWIjVqH2Z264n+Yydj5/mbKDLvlOTHYtP8vUguzUbUsjF49LmFSOTr19egQ9sX0CJER6SupE0f4FENigd4H1YTJ8OQIUPQs2dP/WezZs10KP72t79F9+7d0b59e7Rq1Qr79u3TTy6TmTdLSbmNW9cuY9+JOAxYcltfMS7em46bt24jLTVZm3jO9WobJyd3vOaO09w926mMPxYIH+aO9/TFdjmV8Wasw12vw8LC9B2wmbicynkz+uCO9/TBnbhV2kHjzuwcD/pwOu7N+Dc5wbnDu+mjoe1geSYr7szOHdpV+0IfZjuYQFXHg23guaU/1b5wZ/WYmBj9/07lvBl9sP2sT2PiUmmH6YM756v4oNEH+8Jx5XlWbQfHkz6cyvgy+mBMhIeH67Gq0g/WuXLlih4bjDP2xamcN6MP7nRPH5x3Kj5onO/04Sb/sB0cD+YQlfFgvuHfZz940RJINYqVoqnCwwPw4UfNMO1QBsq1VeLNY2uxL9G4bXJ59QQ89uIK3OIvWcfQt1dbfLbEun2auOIdPNV7CI4a2y3qV0FbtmzB2rVr9Z+DBg3SofjnP/8Za9aswbJly7Bo0SI9wHilwZWTN+NVSYp21Xrl8gWcO3/7zjPGpfsykJGZjYL8XMd6tY0+GABmMDmV8ccC4YN1zYBku5zKeDPW4aTiJDefcziV82bmlR7PAW/HqLSDxqTF8aAPp+PejH/TXPHyAkGlHSzPCyu2Q9UHje1g8mRfuKJQHQ8mHJ5btkm1L/TB5Mf/O5XzZvTB9tMHEzlXNirtoA+2QdUHzWwHx5Xjq9oOjid9OJXxZfTBmGCcM0ZU+sE6XKmyHeYKy6mcN6MPrrwZX7zYUfFBM4HE+e903B9jO0wwq4wH8w1zGOODC6BA6p5CsSIrCtsXz8f6I8nGxzCurMA7D/wP/HnQXmSW3sL8oTOwcu0W7Nq1EdN7tsb/+k1nhJwIQ2bWeUzq1A0thofe2VQ4Yuor+GrwZMTU8xz70KFDOhS7dOnieaXh4i0cBkRlWRGuplVi9Pp8tJqejQ2nS+98wN+XeFXD22xuTmQgfLAuJ6qbqyxeTBCqvC2lKt6K4Zjydoiq6MPtszxOMiZetz6YQN08D+SEZ19U31hCEWQ8t25kPstTFR9fcCzYHzfP8tgGJm83PtgXtkNV7AvH040PxgRBwFhVFS/0CUY3z/I4Vxlfbp7lBcIHcyn74ubWJ3MXwdikbp/mh03DF08/gDbzrhsvxATjxUcewlcLwrSknYpjWzZg6eIQrF4XgqAurfAvv2qPeQdPIaO0BKcnjMMPXVfCeISYj009m2Pc4oPIqieXuHn3qSmChIFtBuU1DYwj1+ZpK0bjA/4VfuQxnkAGg5uACoQP1iWM3AQUx4FB6QasvEp0C1bzKlrVB5OeCSO3Ppg83bxZhxBgX9zAmTDiuWWbVMR6HAv6UfVBCNAH+6MKeI4B20CoufFhtsNNXziebi4SGBPmXRlVmRflvPhSvUjgXGV8Ec6B8KGqurlURcxdXGk2KSiWZ17CnqXDMG7mcqxbvRxThnVG+1GrcTbVnmTTzx9AcPu/4r/8UzssPxcPHi68cQabpo/GzJXLsXLNNIwdsw1h1wvr/VacnwKK1I30KozQwMjdNTZwdw0fc1egaJdA0ZJA0S6Bol0CRbuaJBSpytzriDi6Hwf37cbWA2dws26erylF8vnT2L1xKZYs3YijEQlI93wCIO9GHE4e2I29+48iNtX7wPxUUKQIxuEE43TfK0aBol0CRUsCRbsEinYJFO1qslC8W/opoUhdT6/E8DV5xrZTtb5EvK4EinYJFC0JFO0SKNolULRLoOhSPzUUKX/AKFC0S6BoSaBol0DRLoGiXQJFl7obUKRu1AIjb6XW3o+REijaJVC0JFC0S6Bol0DRLoGiS90tKFLX+IzRBkbPAU0CRbsEipYEinYJFO0SKNolUHSpuwlF6pq2Yhyxhp9jrLNRsUDRJoGiJYGiXQJFuwSKdgkUXepuQ5EiGEeu5TffGCvG0ooalJUUIc0l0ASKdgkU7RIoWhIo2iVQ9C2BYgOkciL5zTej1uXhqylZmLNXO4mp+cjK4Dc5CBQpgaIlgaJdAkW7BIp2NV0o1pQi+/YlxJ2PQnTCTeTWySeVmVcRHnoKJ8/FILnO+JXlpOLKhfOIvXAJtwu8J5F7BUXqaqqxH+OXGhiDt2Uj4ZqWOEsFipRA0ZJA0S6Bol0CRbuaJhRrSpB+8QSWLZyJ2ZPHoG+39hi28QQyPHmppjAB25dOQ//+nfFdm+boPnoF4nKMZFGecwVHlk5F8IwpmDZzAibNP4ar2fUno3sJRYpg5HelcsU4eXMmktPVT6RA0S6Bol0CRUsCRbsEir51b6FYfB4z+rXCp4N2g19tnbX9Kzz70ruYedoYqFubpmD2yZv6/3F7D3r87Tf4aFI4qlGCsOkTMbz3ElzTD6Zjdc/OmL3mDArqift7DUWq9q3UGTvykF2gNtEFinYJFO0SKFoSKNolUPStewvF0mtYOfxbtO6/FNzxqeRoK/z+0dcwfA93uM7H1h4tMHrLGeQylqtuY1XP9/HYX9chryoe0zp0x1cDz8FMPxHBf8S3o2biQj3nqTFAkbp4qwhDV2XqYJy9pxA5RQ2fqAJFuwSKdgkULQkU7RIo+tY9fqZYjdLCYhTreagcx4Z9jDe+HY0jWTxZOdjZ/3k812kxrjM/VF1DSM8X8OgXu1BQdA6DBnTAZyHxrKiL+ym+0GcYjnv2U6yrw4cP61Ds2rWr55WGi0HJYHBzEqorShCZkIERa3LQYmo2Zu/WwFjYsMnKoOREZ2CpinWZwN0AjePAwHYDNE4sTnQ3EKAPjocbH0w0TL5ufTCJM4mqyoSzKgQoJm+eWzfiWLiBAAFEH+yPavLlGLANTWXrKMa5G5AQrGyHG5BwrjK+3FxQB8JHIHIpcxcvypsYFA3lXD6DVWP7ou23I7DljHklVY3shJM4Gp0Efv938YWNaP/cM+i+JwW4vRmdv3sNLUIuGUU13dr0AR7hzvvGXlJ6cuMeilwh8ufYsWN1KL7zzjv6a9u3b8fmzZv1DUw5uAxWb8ZAZEByc02CwKmML6MPBsLN65dx5nwyhqzMRHMNjLN2FeBWWgFKipzr1TX64Map5iRTMdblhrj0xXY5lfFmrMNx4KannCCqPnilRx9MXCo+aPTB8aAPp+PejH+TMOOmq+Zmtg1tB8tzBUAf3PRUtS9sBzehZV8IAtXx4Ga4PLdsk2pfOBb0w/87lfNm9MH2sz77Q5iotMP0wQ2gVXzQ6IN9YTs4vqrt4HjSh1MZX0YfjAlzY16VfrAOL7gYGwQB++JUzpvRB3MYfXDVquKDxvlu+nA67o/VzqWq48EcxnPrZnHgpEYAxWrk34zDwZXrsHL+cEzbsAuJde8wlF3H9mGfod2A7UjlBXTSVnT9/i18FZJgHNdEKD5aC4ocqAEDBqBz5876z48//liH4qOPPopOnTqhdevW+OKLL3RAMmAZrN6MgciJERYWdmfH6IYafTAQIiIicP1KAs7F3sbA5Rn4cnImJm1OQ/yV20i9neRYt7aZPggTp+P+GOuGh4frvtgupzLejHU4DqGhofoEYXA7lfNm9MHdyOmDwa3SDlpsbKw+HvThdNyb8W8SZufPn7/jo6HtYHnuhh4XF4fIyEjlvtCH2Q6CQHU82AaeW/pT7UtUVBSio6P1/zuV82b0wfazPo0wUWmH6SMmJkbJB40+2BeOK8+zajs4nvThVMaX0QdjgrmDsarSD9bhBRdjg3HGvjiV82b0wRxGH5x3Kj5onO/04Sb/1M6lKuNhXpCzH27udjmpUawU7yhyPP727DPotCQWdxbm1cWIWjMYA2esxGWz7xknMKDnd2g2/7znBSBu/t/wSq8ROJVq/M7bJhx4Dhp/LliwQIfi559/rr/GAOeEIxC5quRy3pfxipEThFdsTsf9Md4OYqLJyspEZXkpbqSXYe7eQm3FaHxcIyWzGOVlznVNM32w7U7H/THWZaKhL6fj/hjHgZOdV/G8peJUxpfxipGrAV61Oh33x7ja5Xio+uAFFK86mSTc+NDvAmg+eCXrVMaXcXJzsrMvvBJ2KuOPMWnw3LJNTsd9GevRB5OVqg/eWqMPriZ4e8upjC/jGLANbn2YSdRNXzie9OF03B9jTDDOGSNOx/0xrtrZDs4ZxopTGV/Gucr44mrPrQ83edBtLmW+Ye6iD57XQOqeQrHk6kYMaf4J+syL09aLmq4sx1sP/N/406CdyNRL1CDpxDxMWLodl9nvEm2iRcQgryIRSzr/gHY9j+nvWqXOTHgVncctwKV6bi/zFiqh2KVLF88rDRdPBoPa7X1wBmTtE5lXVO0BY7b+Af9cH+fYyUdDxbrm5FIVx4GJQp4pGqIPTnJ5pijPFOtKninaFahcyosmNz6cdE+hWBC9HD0/+xP6r7uBCi1osg6NwEsvvY3+OxNRqQGx8tYBTBo8AYs2HUVk5Gns2rgRi+cfQL52NGHlTIwfMBORpZVawMVjQaf+mL/lPIrrmTuN5d2nPIEMhroBlesBo/mu1Gwvb76pz0dDxLqcpG4CyrySdwNWXv1yJeAGrPTB8VD1waRnwsitDyYtefepvPu0ruTdp3YFKpfyLkCTgmJ1eQESDi/B1PETMGXCGPTu/wNm7LyAvHKerCzsH/o6Hvm3B/Howw/joYcexK9+/yqaLY3VcKnVLb2N02tmIihoDMYHjcXMtRG4XVJ/0Dd2KFIE4zwdjJn6u1LrA6NA0S6Bol0CRUsCRbsEir51758pVpejICcTWZkZSM/Oh5UKqlCYmYykWzf0++jXr2l2KxnpJdbkqC4rRm4WJ00Oiiq9n+CfAxQpE4x88w3fleoERoGiXQJFuwSKlgSKdgkUfatxvdHmJ9TPBYqUDsZ9Fhjrfo5RoGiXQNEugaIlgaJdAkXfEig2QHcLihTBOF8DI2+lzuSKsdb31wkU7RIo2iVQtCRQtEug6FsCxQbobkKRMsH45eQsHYzmijEQGxULFC2ZQBMoGmI9gaIlgaJdAsUmop8jFClrxWiAkc8Yy0uLtOQrUDQlULRLoGhJoGiXQNG3BIoN0L2AInUHjNqKcdauQiSlFSArU6BoSqBol0DRkkDRLoGibwkUG6B7BUWq9ooxeGs2Ll3TEriLjYoFipZMoAkUDbGeQNGSQNEugWIT0c8dihTByHelNtfAOHkLNyoWKFICRbsEipYEinYJFH3r3kOxNA0xxzZgxZK5mLtyJ6LT7F+RVXjpINasXIkN69ZiZ7T9JKTHnsK2VUuxbOV6HLuUBW9frtUUoEjxK+Fm787Tvyt15s48r998400CRUsm0ASKhlhPoGhJoGiXQPGnVFU6wg9sQPDCzTiybycWDPkMX42eiYgM42SVJ53EuOCF2LTnME7sWYtZs6di+xUj4WTHHsDaKROw6sB+HDy8EhOHrcKJuEz9226c1FSgSKVkFWHqVm475fsr4eqTQNGSCTSBoiHWEyhaEijaJVD8KVUYhbGtX8MLbReDe+2XH/kaT/36ZYzazd+qEDX3LXw544hnx4xcHFzYB38OitT+n4Fd/QejW6fNMMK0AnsGfoxRc7cjrZ5c0pSgyHefXr6ehhnbsvVbqXxXanpew5KGQNGSCTSBoiHWEyhaEijaJVD8KVWZhTNblmLRulNgtzK3fYUnXvsI085y94ckLP7w1/hh9Xn9GKF4dt5w/OmdZUjJi8Torp3QbHKMsbuGpvNzXsffB01ARD1xu3fvXh2KHTt29LzScDUWKBYXFyE7Mw3J6fn6V8K10FaM4zfn4/Jt/3dnEChaMoEmUDTEegJFSwJFuwSKd0NV1agqvYwl33+JtkPW4wrzQU00Zvz+IYxbcxFGyi3GhWXj0OrlyYi+fhqD+rXBF8vi9SPU9XXv4Ym+Q3DIs8kwxUlg2u7du3UodujQwfZ6QwKjsUCRPtIIgZJC4803ewrxxeQsjFjrPxgFipYYBwJFS6wnULQkULRLoPiTqwqp4TsR1LYl2vQJxtErnj0Csw6g36O/wPA1CTDSVCkurg7Cd69OwYnYTejy7XNoEXJZP0LV3XmfATRr1iwEBQXpP9u3b69D8fnnn9dfGzVqFAYPHowzZ87oQcaJ48v4xeTcmJgb6zod98e4KSY3OOaGo07H/THTB3/mZqXj8vV0TN2Soe/HOGRlDsLiM5GXrSU1h7qm8e9zR3P6cDruj3EcuKu5ueGoUxlfxl286YPB7XTcH+Mm0uau6E7HfRkneEJCgr4ruhsfbIe5s7pTGV9GH9xNnH1hAnUq449xZ3aeW/pzOu7LWI8+uBm3qg8mPNbnzupM5E5lfBnHIBA+2BeOq5u+cDzpw+m4P8aYYO5gjDgd98e4gTVjg3OGF19OZXwZ5yp9cBd/tz7c5EG3uZT5hrmL89bNRbmTGsdKsbIY2SlpuLCpL9r3G4JdlypQUxWDaU88iDGr462V4orxaPnyJERePYEfejXHl0vtK8XH+w6+s1LkQE2dOhVjxozRf37zzTc6FJ955hmMHj0agwYNQp8+fXDixIk7Kw1vxgDiSWACZ0A5lfFl9GHCiMHgVMYfq+2D32zDW6kE44wd2ToYBy7LxNnYVORk8m86+2BdBiV9sV1OZbwZ63AcIiMj9QBnoDqV82b0wSRBH5zwKu2gcWJwPOjD6bg3499kwjVhpNIOlmfiZDtUfdDogwBgX5hEVceDYOa5pT/VvtAHYcL/O5XzZvTB9ptgJZhU2uHWB40+2BcTrKrt4HjSh1MZX0YfjAnmDsaISj9YhzBibHDOsC9O5bwZfTCH0QfBquKDxvlOH6p5kFY7l6qMB/MNc1iTg2J1WRaua51KTCk1XkhYgLce+QU+GncSuUjHsvcfwIDlUXeeKZ6aMxjP/3UxbuVEYlS37/H5lCj9CBU143W8228swo0t+3XxloVpO3bs0KHYrl07/XfeJqPxtgxvI/hjXKZzcpq3HlTMvG3J2wZOx/0xJx9ADXIKqzB/v/E5xiGr87Rx1e9D877cnXKmsS4THn3VPeavcRy4suKtEKfj/hhvOTLpcGXvdNwfow+Oh6oPxgB3d+fkdOuDE5Zx5VTGl/H2Hm8Vsi+MUacy/hgTBs9tQ2K7trEex4J+VH3wtiV9sD+8/ehUxpdxDMxVgRsfZjvc9IXjSR9Ox/0xxgTjnLHqdNwfY/JnO3gRz1hxKuPLOFcZX7w7FggfTsf9sUDlUl5sNKnbpwXRs9D86QfRYvIF44WE+Xj9N/9/vDfxKHi3OnrOq2g5x3z3aQ4OzO+Nl4ad1v6fiR39R6B7p+36u1Z5C/bAkLcxcMYGJNXzOGffvn1N5o023nyY33zTQlsxDluTh6tpzs9iTLC6CSiOAye6myu1pvJMkZPUfKbo5nlgIJ8psk0qYj0TRqo+CCD6cPMsj2PANhBGbny4bQf7wvF080yR7WCcB+qZoqrog/Hl5nkg57tbH4HIpfTR5J4pllw9grkj2mHsqlM4HxOFAwt64t2vf8CyGAN1pZe3odfoxTgUGoMLZ3dizuQ+WBRtrCpTT2/EgrHjsCkiCtExWzCx11xsP3u73g/wN6WPZPjyYYKRn2McqoHxSuqPR0WgaCkQUDR9EIpcnaiIAAokFFUhwHomFFV9yBtt7GJMBBKKqhcrtYEWCB+qClQubXJQpHIvH8O6+TMxd2YwRgcvtt5oo6sGKWc3Yc6s2Vi8YB5WnUz3vE6V49qpHVg6JxgzZi/A9ojb8NyEddT9BEUqt9DYwZ/7MfJW6pW63xQkULwjE2gCRUOsJ1C0JFC0S6DYRHS/QZHi/ovLjxah9XTjGePVWmAUKFoygSZQNMR6AkVLAkW7BIpNRPcjFKlqLe63nC3WwTi01oqxSKB4RybQBIqGWE+gaEmgaJdAsYnofoUiVVlVg81nStByWpb+5huCsbJMoGjKBJpA0RDrCRQtCRTtEig2Ed3PUKQqtZxCMLbSwDh8bT7OX81DdqZAkTKBJlA0xHoCRUsCRbsEik1E9zsUKR2MZ4s1MGZj8IosnLuQpq0YBYom0ASKhlhPoGhJoGiXQLGJSKBoqKKqBpvOFKNlcJYGxkzE3xAomkATKBpiPYGiJYGiXQLFJiKBoqWKihqsP1mgg3H4mjxcTqnv053eJVC0ZPoQKBoSKNolULRLoOhDNVXl+gkv05L1j1RTqQV2OSrKK1D5o5iuRqUWbOXaMV/hLlC0K6+gCMsOpKPltGwMX5uHRIcP+PuSQNGS6UOgaEigaJdA0S6BYr2qQWX2JeyaMxDtmn+OrzuOwsboFNwJ/5oKJB4OwbTgIMycMhGztsSiwDxYnY/YXcsxM2g0xgUFYcmei8jxMm8EinaVFhci+XYqVh3JQevp/Eq4fMdvvvEmgaIl04dA0ZBA0S6Bol0CxXpUU3oNB7evxsLtl5CemoJTsz7D63/vgNXnjW+1yQufhwUHriAlJxe5mZdwfNtsTNyVqh2pxpUtizB92AycychGdk4E5vQai3X7LqG+dCRQtIt1M9JSkK+tGDefLdXflap/XKMBYBQoWjJ9CBQNCRTtEijaJVCsR8UXd2FpcD9suu5JADfX453fvYN2c6LBVxIWvYV+66NgfP1tOeIPzkPXydHarL2CJR37oG33w54vCwdOjXsDvSaH4Grtb4mrJYGiXazLCVZWWqR/wH/T2RLrA/5+glGgaMn0IVA0JFC0S6Bol0CxHlUkrkSH936LT6ZEGs8Es/bgwz98gJYzwnUoZh4cjGf++gkGLTuBqzficWzLAsw/p1Ev9zR+6PM9mi307K6h6eLiv+Ev/UbiTJrnhTo6dOiQDsXOnTt7Xmm4GAwMSjcwYjAwcbo5kYHwYYK1pMS4iuD82HKuFG1n5BjfleoHGDkOnOicrKriBOfkUAUJRR9uYcRkxQTsph30wQTMJKoqcwsrNz4IEZ5bNzJhpCoCiD7YH9XkyzFgGwgjNz7ctoN94XjSh6rYDsY5Y1VVvGBzCyP6YHy5gRHnu1sfgcil9MGL8iYFReRfxo7l87D44A3914K9A/HGi19g/MEU7gKoRWMy1nz3GP6vf/jPeOilj9B15lm9HJJ3oUfnj/DV0ovG75pubXwfj9XaeZ+BzL22uJklf4aEhOhQbN68ub6xLje35GadTGQMWCZDX8ay3GCTk9TpuD/G1QTbwwnmdNwfC4QP1uWmpfTF3ys0Kyktw5pjeZ4VYz4u3y5DVWWZfqzMU6+2cRw4lpzodY/5a4QIzxEnmNNxf4w+OB6qPsxJzgnm1gevXDnRncr4MnMlwL5wojuV8cd4ocJzS39Ox30Z63EszAsepzK+jBdu9MH+MHk5lfFlHAO2gTBx48Nsh5u+cDzpw+m4P8aYYJwzVp2O+2OEIdtByBNuTmV8Gecq44sXG4Hw4XTcHwtULqWPpgXF2sqNwbyun6DrxI246Vl4VOVdwOFtCzGibzu8+/i/4oE/foeQRO3qJHk9On7zElqEXDYKakra9AEeIRSTjN8ZyAMHDkS3bt30n3//+991KD722GPo2rUrvv32W7Ro0QJ79+7VTwwnjjfj5ORu1WFhYfou7U5lfBl9EMQRERH6jtFOZfyxQPhg3fDwcN0X28XXbicn4Zb2M2R/qv6McUBIBs7GpiAjLRnJterSWIfjEBoaql9gMHHVPu6P0Qd3VacPwtVsR0ONu7NzPOjD6bg3498kyLg7e2RkpFI7WJ5Jgu1Q9UGjD+7cz75wsquOB3c057mlP9W+0Ad3m+f/ncp5M/pg+1mfO7Qzkau0w60PGn2wLxxXnmfVdnA86cOpjC+jD8YEcwdjRKUfrMOd5hkbnDPsi1M5b0YfzGH0ER8fr+SDxvlOH6p5kFY7l6qMB/MNcxj7wQumQKpxQLEkGUdDhqDX1PWIuXPLPRdnp/XB+H1X9d/K49eg61sv4uW2G7QrlLMY2OcbfLYkTj9GXV72Nv7QayiO3jZ+55XE7t27sWXLFv3n8OHDdSj+7W9/w+bNm7Fu3TqsXLlSH1heafDqx5fxStEMBKfj/hhPpgkip+P+WCB8sC77Tl/ma7maFeTnITsnV/8cY5sZ2fhhWSYiL2lXcyX5tvo0jgMnqHlLp+5xf4xJl4HNK2in4/4YEybHQ9WHecXJierGB9tBH7ySdyrjy+iDqwn2hVfhTmX8MSYtnlv6czruy1iPPpiEVX3wQpM+CAPelXAq48s4BmyDWx9sB8fVTV84nvThdNwfY0wwzhkjTsf9Md6JYDs4Z7jScirjyzhXGV8EolsfbvKg21zKfMPcxXPLBVAgde+hWJ2JCweXYOS8nbiQo/1emobU3AIUVZ3H7Bcn43hinnErVVPe2Y0Y22I4wjIvYlrnHvh6yLk7mwqHT3kZLYZMxfl6btkfPnxYh2KXLl08rzRcvP3CgHCzXOdVDROvmxMZCB+sy0lW31UWPxO68XQx2kzPxtA1BTh/88dvdOA4MDBV35xCMbg5Qdy8sYQ+OB5ufHCiMYG69cHk5+Z5IBM3+6L6xhKKSZzn1o04FvSjKj6+oA/2R/VZHseAbSAQ3fgw26Eq9oXj6cYHY4JxzlhVFS/02Q43z/I4Vxlfbp7lBcJHoHIpodrEbp9WIyvhKObNWIp9cVkoLsrFlU2rcSDmEnKqsrD96z5YUuudMxmROzBlxBpkoQTnJo/HoG7LcFM/koP13VthwtKjyK4nl8i7T+1iXU5SbwHF3TU2nSnB18FZ6LowB+cu29+EwnFgULq5fcGrVa5a3YCVPjgeqj6Y9EwYufXBpMXkpSImfkKAfXEDZ4KZ55ZtUhHrcSzoR9UHIUAf7I+8+1TefVpXgcqlXPE2KShWpp/GxLZP4eEHfo9X33gFL73yEh5/uh2WhCbp70bNTVyPpbODMWvxMqxZthDTF23EwTgjqIpvh2PbrDEIXrIQi0MmY+zE3YhKqn/lJFC0yx8oUhVaLtp81thdo/siOxgFipZMHwJFQwJFuwSKdgkU61FV/nWc3jkfCxcuwNw5czBHs/nrT+Byjnn7SUsSF07j8JHjOHX8JM7EZ3heN1SQfAmhxw/jyLEzSMjwnpgFinb5C0WqQjsd5n6MPTQwhnrAWFgoUDRl+hAoGhIo2iVQtEug2AgkULSrIVCkKio9GxUHa2BczBVjBcpK+DlFgSJl+hAoGhIo2iVQtEug2AgkULSroVCkdDCeNbad6rkkD4ejspGRys+yCRRNHwJFQwJFuwSKdgkUG4EEinapQJEy92PkRsVdF2Rh77lUVJarvwtWoGhJoGiXQNEugaJdAkWXEijapQpFynhXarG+u0bneZk4nSBQNH0IFA0JFO0SKNolUGwEEija5QaKFG+lbj1TgO9mZaLbwlycu6wGE4GiJYGiXQJFuwSKdgkUXUqgaJdbKFIlxQXYdioVHedmoYv+OcaGA0WgaEmgaJdA0S6Bol0CRZcSKNoVCCgWFRUgPTUZ+yNy0VVbLXaen41ziQ0DgkDRkkDRLoGiXQJFu5owFMuQmRiKw/v34kjoVeQ5xH7+tWiER8Uh8dptFNU6XpKZhIuRYQiPPI+bud4TkUDRrkBAkePAj2RUlpfg5MVyDYo56Lwg+87nGP2RQNGSQNEugaJdAkW7migUS5By8SQWTxiJAd0745sWLTBk5UGk3HmHfwUyI7Zh5dwZmDFrLkYP6Y8pR40P8JdnJuDgosmYPmcGZs8LQtCsQ7iUUf++fgJFuwIFRX54v1SbJNTx+DJ00aDYZUEOQv1cMQoULQkU7RIo2iVQtKtJQrEiKxo71i3Cplgj4HP3dsMLz3+A8ftSjS8BTz2Gwd+0x9L4Si2qkrBw4Nt4kzvvowhnJo/HkJ4hMHZizMLaXu0xY+VJ5NcT9wJFuwIJRU4SU8cvlKHTfIIx+0ffleokgaIlgaJdAkW7BIp2NUkoFseuxbieH2PKyQwDglmH8MmTH6DllHP6zvtXVn6Jh7qthLFFYjkSz23G7vMaCIqjENShK74cEqqXoyKn/RFtR05HXD27ZAgU7fqpoEhxxdhpHj/H6PtWqkDRkkDRLoGiXQJFu5okFKtvbkXPz17Gp0FhBhST1uHtpz7Ad4svoBK5WN3q1/jzmAXYu207tm/YhINRnpOQdgz9+7XHZ8vijd81XVn5Dp7rMxTHPPsp1pVsHWUX6zKB1wVaQ8RxYGA7geRUQoW2YsxBt4X8rtT6QcOJxYnuBgL0wfFw44OJhsnXrQ8mcSZRVZlwVoUAxeTNc+tGHAs3ECCA6IP9UU2+HAO2QbaOMkSwsh1uQMK5yvhyc0EdCB+ByqW8KG9SUERZDhLPRyLyKq+eqnF5flu89W5nrNE/DH4RM558AM82G43NR4/j+K5VmDhmMJbElWrw3IBO3/4RzUMu6W6oW+bO+8nG70xuXB1u27ZN/zlixAgdim+++Sa2bt2KDRs2YM2aNfpmmQQEE5o3YzDzJJo7RTuV8WUmAPg3CROnMv5YIHywLjcsNSeqUxlvxjocB26cyola20d+fh6KCvKw+1wm2s82dtc4EVeA4kLjWG0f5ibDhIlKO2j0wfGgD6fj3ox/k1fv3PyVG5aqtIPlmTBrbzKs0hf6MDcZJgxUx4Mb85qbDKv2xc0mw/TB9rM++0OoqbTD9GFuMtxQHzT6MDcZ5nlWbYebTYbpgzHB3MFYVekH6xBEjA2ujtgXp3LejD6Yw+iDMFHxQeN8N304HffHaudS1fFgDmuamwx7VHZxMwZ1+haTt8fDWLtEI/jhX+NXLZbCWPzlY39QWzzdajcybu9F787valBM0I9QtzZ+gEdrQZED9cMPP6Br1676z08++USH4mOPPaavFr/55hs0b94ce/fu1YOeJ9ib8eQx4YWFhd3ZMbqhRh8MpoiICH2SOZXxxwLhg3XDw8N1X2yXUxlvxjoch9DQUD0wGaC1j99OTkJaSjK2n0rVP+DfeV4G9pxNRXqqVreWD+7cTx9MfCrtoMXFxenjQR9Ox70Z/yaTTGxsLCIjI5XawfJMdmyHqg8afZw/f17vy/Xr15XHIyoqSj+39KfaF/qIjo7W/+9UzpvRB9vP+jExMfrFgko73Pqg0Qf7wnHleVZtB8eTPpzK+DL6YEwwdzBGVPrBOrxAYGxwzrAvTuW8GX0wh9EHL0RVfNA43+lDNQ/SaudSlfEwL+rZDzd3u5zUOKCYchaLpg5F0NY45N25S3INS5s9jM+nH/W8lo9jU3vhF8+OR2xSOIb1bodm82L0klTsvL/i1V4jcNpz14i3PBjMDCT+XLJkiQ7Fr776Sn+NMOAJ4ZUwV5W8JeDLWJa+eDvG6bg/xiteJhqC2Om4PxYIH6zLRENfTsf9MY4DJzuvOHlrp+7xygrj5zFtdf/9XL75JgsnYgtQVVGulTeO8eqXV+C88qtdtyHGK1eOh6oPTipeuTJJuPHBdtAHb285lfFl5jMj9oW3ppzK+GNMGjy3bJPTcV9m3pZislL1wVtaZvLiBapTGV/GMWAb3PpgOziubvrC8aQPp+P+GGOCcc4YcTruj3GFxHZwzjBWnMr4Ms5VxhdXrm59uMmDbnMp8w1zF300vZVi8SXsXjsP07bGo4DPwZOiEHszFfnVFTg19Y/4dPouZOvPx/NwZHJ3PPjHuUgqu4UV3QaiffcjMO8mnx7/GrpOWITEesbn0KFDrp8pclJxYri5l84TyInh5j54IHywLkHgJqDMpMXJ5U28pjl+gWDMQc/FeQhNtJ7bcaIz6am+OYWiD46Hqg8+r+JEZ6Jw0w76YMJy80yRE519ceODiYbn1o04FvSjKl6U0gf7o/o8kGPANvACzo0Pt+1gXzie9KEqtoNxzlhVFWHAdvDCTVX0wfhy81yS892tj0DkUvPizU0edNK9hWJ1HiJ3LcawH4Kwdv8xnDh5BGtGBWNbeAKYqovDZqFFpwWIyChFac4lrJ30Lb5bFI9qPn9cNwdBA6chtEA7VhqDuZ0GY9H2CyipJ+7l3ad2sS6D0k1AcRwYlAxOX2I+MsCYrb/5xvy4Bp8xEqycrKoijDgeqj6Y9HjlSqC59eEWzgQA++LmDT+EAM8t26Qi1uNY0I+qD0KAPtgfefepvPu0rgKVS3lnpklBsSL5CEa3eBAP/OpBPPbYI3j44Yfx65e6Y1WMJ/iqSnFp10IMHjkW04PGYsqa08isME5kdXk6zm2Yi8kTR2PcxHGYuykaaWX1B71A0a67DUWKc/CYBsaO/LiGBsawKxX6G3JSUwSKlEDRLoGiXQJFu5okFGuqylCYy8mXjrTUND2hpGcXoqx2/NeUIV8Lgvz8AhTXyRM1lWUo4rsZ87U6PuJdoGjXvYCiKX7An2DstigXhyIykZF2W0s8AkWBol0CRbsEinY1SSjeTQkU7bqXUKSOaWDkd6V2mpeF7afVYUQJFO0SKFoSKNolUPQtgWIDJFC0yw0UqWNx/K7UHLSZnoWdYcWoVMt7AsU6EihaEijaJVD0LYFiAyRQtMstFKkDUfnoODcTbWdkY1dECaoU8pZA0S6BoiWBol0CRd8SKDZAAkW7AgHFooJcbD+Vho7zstB2ZjZ2R5Q2GIwCRbsEipYEinYJFH1LoNgACRTtCgQU+SYqblR8MKoAXRbkaivGLB2MDclfAkW7BIqWBIp2CRR9S6DYAAkU7QoEFJkkbt9ORk1Vub5RMbed+kZbMe4KL0G1n3NWoGiXQNGSQNEugaJvCRQbIIGiXYGCIpNFhQckJzwf1/h2prFi9GfeChTtEihaEijaJVD0rXsPxfJ0RG2fhWH9e2NI8CbEZDoHf0nWNZxafgIpnt+1FIKUyCPYsGQeFi5egQNx6fCWigSKdjU2KNaGkfnNN1wx7o4o8QlGgaJdAkVLAkW7BIq+dW+hWJOB8KPbMHPORuzYvBEzer2PZn2DcCql7gQoRNjifvjzizMR53klI3I3VgZNxPrjx3Hy9HoEDQ7Bkah0Y19GBwkU7WrMUKROJ5Sh15Ic41aqjxWjQNEugaIlgaJdAkXfuqdQLL1+HJtCpmCPZ7snxATjtd+9hZ4rEu7sqE9VZh3BwFdfxy+eWgBjB8Xb2NJnELp02grjK3orsW/whxg+ZytS6slHAkW7GjsUqbhbFei/LNdYMYbXD0aBol0CRUsCRbsEir51b6EYvwzdP38aHZZfgh6uuUfwyR8+xNdTzuhfCE7VlBfh6vppGN+rGx55fjEu88W8MxjatSOaTT1/Z2UYO/d1fDxwPMLr+WL/ffv26VDs2LGj55WGS6Bo108NRSo+qRIDlud5bqU6g1GgaJdA0ZJA0S6Bom/dUyjWpJ/CtIHfo2+IcVO0Ono6/vL0x+i1PlFb++mvoDBxD1ZvPYNjC8fity8sMlaKaYfRt1dLfBESr5eibqx7D0/0HYJD5qpTE4OZk4I/d+7cqUOxffv2+ms0BionCoPDH+PgM7DNgFIxE0YMBqfj/lggfLAug5K+nI77YxwHBiUD3Om4P0aQEKyc8HWPaRGi24VaK0beSq3W35Zq98HxcPLhjzHhmls2ufVhwtmpjC9jLBIA7Atj06mMP0YI8NyyTU7HfRnrcSzoR9UH5xd9sD+cf05lfBnHwISzGx9mO9z0heNJH07H/THGBOOcsep03B8jjNgOgrUheau2ca6aYA2ED6fj/ligcmkTfKZYhVJtgIvKtSRXlYG9Qz/Fl52CcDbDc1VYloJDCzcgNicdUcvG4tHnFiKRr19bhfatn0WLEH3dqOvWJvvO+0xu06ZNw9ixY/Wf3377rQ7FZ599FmPGjMGQIUPQr18/nDx5Ug8yThxvxsnJDS25izc3KXYq48vogxuNcidxbs7rVMYfC4QP1uWu5vTFdjmV8Wasw3HgTvPmxqdO5bwZ63CzZ/pgcDv5SNcsJzMNJ2JS0WdJBtrOzMGG49pqKi0dmRlGmYSES/p40Efd+r6Mf5Mg4y7e3H2/vnZ4M5ZnkqAPc4f3hvqg0Qd3EmdfmDBUfNC4uzvPLf2p9oVjQT/8v1M5b0YfbD/rsz9M5CrtMH1wp3kVHzT6YF/YDp5n1XZwPOnDqYwvow/GBHMH412lH6zDjX0ZG9y1nn1xKufN6IM5jD64e76KDxrnu+nD6bg/VjuXqo4HcxjnnJs7VU66t1C8ozJc3zcVXQeMxbaL5o3TKmRFrMHa03xqWI2LK8bh0RdCcJ2H0g+hT48W+GKptVK8vvY9PN5n8J2VIqE4c+ZMTJw4Uf/Zrl07HYrPPfccJkyYgBEjRmDgwIE4ffp0g6DIyeEWikycbqHo1gfrMrDdQpGBzUnCq3mnct6MPjjB6cMbSDLS05CbnY5TsZkYsCwbbaZnY+2RNG1ScwWQpicaE0ZO9b0Z/2agoMh2qPqg0cfFixf1vriFIs+tGyiaMHIDRdZ3C0U3Pmj0wb5wXN1AkeNJH05lfBl9MCaYO9xCkbHhFor04RaK9KGaB2m1c6nKeDDfNGEoliEnZjPGTZ2DHRe0ZXBNOUp5y7P8GlZMXoHD5y5oA3ce28b3wq9/NwaHbqWgOCsMIzp/jy+CIu88U4ya/ho+6DcO4bVu+/P2AG+Z8OeuXbt0KHbo0EF/zTQuw6m6S3Mn4zKdk9Ptkp/B6Pb2qVsfrMuE5/b2KW8J8XaKv2NY13hBwqTj67Ylb5fS4m5WYPDKfB2M/IB/ZZXWl3w+U7z3t0/NZ4pubp+azxTd3j7luTXju6HGevTBxKPqg7cc6cPt7VPzmaLbW7Dms02nMr6MfeF40ofTcX+MMcE4d3v7lO1we/uU8eX29il9uMmDbnMp1TRvn2oqTw/HikWLsT4sR/+9+OxenIi/iqzcBKwNDsaYUeMwJXg8+n79Mf7pfzXDmNXbcasgF/sGjUTPTltgMLAC+wa+h8GzNiO5nvc47N27V95oU0usywnmJqA4Dj/1G22cdOFmpQbGPLTRv0S8FFk5ufqt1PIG+KgtJgcmKybPhrSjtkwfhCITsYo42U0oMhGriiDhuWWbVMR6JhRVfRBitWGkIo6BCUU3Psx2uOmLCUVVMSYY54x3VfGCje2QN9oYYu5qclCsLryE1aPb4qO3m6PXwP7o278PWn/SF6vOXdHWj6a01cTNSKwa8CX+27/2w84rycjTck566FYsHjcGa0+fwbnQdRjfZyF2h6ehvqkjH8mw6+cMRYorxkEeMOrPGFO1c18hUKQEipYEinYJFH3rnkKxMi0US4Z/imbNPsXfP/kEn3z8Cf7eZTYOXzefK2qqKUbC4Y2YPqILvuswAst2n8ENnQWVuHluH1YtnI25C0Kw97yWjPQKzhIo2vVzhyLFd6XqYJyehfXHMrWkIVCkBIqWBIp2CRR9q5G80eanl0DRrqYARSo+qQIDlufoK8bt54q0xOc50ACZQBMoGmI9gaIlgaJdAsUmIoGiXU0FilRYQi76LMnU92Pc4+eXiNeWCTSBoiHWEyhaEijaJVBsIhIo2tWUoFhcmIuTMWnoF5KNb2b59yXitWUCTaBoiPUEipYEinYJFJuIBIp2NSUo5uXlIiczFdFXi9F/Gb8SzrPtlOe4L5lAEygaYj2BoiWBol0CxSYigaJdTQmK9JGelgpUlenflXrnS8QjSz0lvMsEmkDREOsJFC0JFO0SKDYRCRTtampQ1EFSbvi46AHjt7OysflsMUr4NYJeZAJNoGiI9QSKlgSKdgkUm4gEinY1RSjW9sGPawxYloeWwVlYdqQIhaX1J0QTaAJFQ6wnULQkULRLoHgXVFVWiPy8XOQXV/z4OVBlKQry85BXUISKugerKlBaVKgNSgkqfMS7QNGupg5FimD8YXkumk/NQsjhIhSUOAeJCTSBoiHWEyhaEijaJVD8SVWN8ox4bJsxAN9+9Rm+/G4wVoXesuBXlYvwjdPRtVNLfPn1Nxi3Khy5lcbBmspcRG9djGkTRmHshPFYsD0WmT+ipiWBol33AxSpC0kVGLgiTwfj0kME449jxASaQNEQ6wkULQkU7RIo/oSqLrmC/VtXYsme68jTEkrE/C/x6offYnl0kb5izDk6B5O2RyJVW0XePrcE7d/8Azqv5uZRVbi0fgGmDpmJsNxCLcGfx/yeI7B6d3ytr4ezS6Bo1/0CRYo7+PObb/QVow5Ge3I0gSZQNMR6AkVLAkW77nsoFmUlIeF8KE4fP4J9e/diz4FjOHE6Ehev3Ea++rzVVRy/A4sm9cC6RE8iStqMd3/3Lr6bHaXBrRyHh/bEotOXjK9vq7iOhd//Cb/7aCOKaq5iccfeaN3jKMzhOD3hT+getBiJtb4hrrYEinbdT1CkjN018tBiCleMhTYwmkATKBpiPYGiJYGiXfclFGsqCpEcdxpb5o1DhxYf4IVnHsKDDz6Ehx95GA8//BAe+MVTeOVPH6LdwAlYtTscN3LUEklF4iq0f/cxfBQUAT1cM3fjgz98gFazIlGBQmzt+gSe6bQQ1/Qck4Q1ff+Kh9/bitySMAzp9z2aLbrAA7ouLnkTb/QbidOpnhfq6NChQzoUu3Tp4nml4WJQMhjcnAQGFCcpg0JVgfDBukzgboDGcXALNE4sTnQ3EKAPjocvH/FJVRiyOh8tPLdSC2vdSmWiYfJ10w76YBJnElWVCWdVCFBM3jy3bsSxcAMBAohjwf6oJl+OAdvAbb3c+GBf2A5VsS8cTzc+GBOEgBuQEKzMP25AwrnK+HJzQR0IH4HKpbwovytQLL92GEGtX8Lvn34df28/DDM2HEb4hYu4dDkBCYlXEBt6CCtn/oBW772I3z31HvqFxPr9QWmbCq5i//plWHXslv5r7o6+eOPlrzDpWLr++63DizFvezQYRlVJB9H3rw/h00UXUZOxFz07v4/mSxP0ctStje/bdt7nZOBGmtwYlD8XLlyoQ/GLL77QX+PGo9wok5OOiZAnyZsxEDgpuCkvJ5lTGV9GH5zg3KSTf9epjD8WCB+sy40+6YvtcirjzViH48BNQnn1q+qDyYabhTJZqPig0QfHgz6cjtPKykpRWVGGiMQCfaPir6Zk62DMKShDZblx5curTpV2sDwvMuiDG8Gq9oWTnImTfWHCUR0PJgqeW7ZJtS8cC/rh/53KeTP6YPvpg/1h0lJpB32wDbzwUvFBq90Ojq9qOzie9OFUxpfRB2PC3BRcpR+sw4sutoNAYl+cynkz+mAOY3zxgkXFB43z3fThdNwfq51LVcfDzGGM0UDKEYpVKbE4cXAPojM9L6BKW8mZ2NOSYdItpOjtqEDC2YPYcfiasdJzo6xwzOj8KXoGb8ftHy08cnB6ejt81Ww6onhxcnMdOn77CpqHXDYOa0ra9AEeIRSTjN85UAMGDEDnzp31nx9//LEOxUcffRSdOnVCmzZt8OWXX+q3VTm4nDjejBOTO16HhYXpUHUq48vogztvR0RE6DtGO5XxxwLhg3XDw8N1X2yXUxlvxjoch9DQUP2igwnDqZw3ow/urE4fTBgq7aDxAofjQR9Ox01L0uI2PTUJxyJTMGxlBppPycSsHRm4dDUZCfGxiIyM1CDf8HawPJME22H4uKLUF/rghRr7wsmuOh5RUVH6uaU/1b7QB3dG5/+dynkz+mDCY33uWK/SF5ZnPTc+aKzHvnBc+btKO9gXjqfpo6FGH4wJ5g7GiEo/TB+MDc4ZXnw5lfNm9GHmjvj4eCUfNM53+lDNg7TauVRlPJhvWJdjQbgHUn680aYQoYumYO3+WG3FVo4ra3rg3Wd/j6ff74CFUXeo6U5FN3Bg0WD0mbEV8Q53Bm4emorBQ4dpq0DPra30Y+jX+1s0Wxxn/K7pUsjbeKbXUBy7bfzO1d+BAwf0Hff5c/To0ToU3377bf21LVu2YMOGDfoJJkB5JefLuBIgTHgSnY77Y7xVyIDgSXU67o8FwgfrcoLQl9Nxf4zjwMnFq1/e0nEq48sY4AxuXnU6HffHOLk5Hv76KC3Kx5WkAkzemq+/+Wb2zgzEX7qBG9cStStXtXbw6pntYDzx6tepjC+jDyZx9oUXak5l/DEmT55b+nM67stYjz54kaHqg3cg6INA4arAqYwv4xiwDW59sB0cVzd94XjSh9Nxf4wxwTg37ySoGFeIbAfnDFeNTmV8Gecq44srcLc+3ORBt7mU+Ya5i+f2rqwUbSo6jl4vNccgDUAVxWfQ6alf4rn3v0G7T97Cax+H4IbbJWJVGqL3LcKohfuQyPukxclIyspFoWdhmn9hM6bPmoNDSdofqqlErnblWlx8HsHf90SrQWe1taqhsCkvo9WwaYjL87xQR4cPH9ah2LVrV88rDReX7YG4D87gdnMiA+GDdRncbq6yOA6EK29lqIoBfreeKdZVRn4VpmwjGLMxf082bqVkAdXyTJFiEqcfVfE5HH2wP/JM0XqzDmNVVXymyHbIM0VDzF137ZmiTXl78O3vO2P8hktI3NEVDz7aGmu1FVt5xHq0/81wHFcfF01VSI87iDnTlmBfXDryc7Ur9jUrsDcyHrmcAyWXsX7mNCw/kqgFk3aVFHoOO5ftRw5KEB48EUN6LMF13U8G1nT9BpOWn0BuPZCWd5/axbqcpG4CiuPAoHQDVl6982rRDVjpg+Oh4sMAYwG+mpKFeXuykJPv3/el1hUTJ5Mmk5a8+1TefVpX8u5TuwKVS7lqvvtQrM7C9l6f4uUnn8UTv/wPeKLjWtwuK0b40u54/v05uKg+d1GZdhLjWv0Ov/nlb/Hiy8/hmeeewSN/aIelYamoRiFOTngTD/3rE3jh2Wfx7HN/wG+ffQN/nxmqoVQLkLRo7Jw7DlPmz8a8hRMxfup+xKbWn5wFinYJFC2l5VZh4qYcfcW49GBBvd98400CRbsEinYJFO36eUNRU3VuNNZNH44fRs7E8ataIq4uxfUzIZi67+ad25cqqi5MRuThNVi7bg1WrVyJlZqt3h2GG/kM3nLcOLsDW9Zrx1at0o6twuqNO3D0ljUARWnXcT70NM6ei8I1Hx8LESjaJVCsrWpcScrFmHWZxgf8+ZVwXr4r1UkCRbsEinYJFO36eUMxPwIzf+iGiWsjYD+dFahSG9N7IoGiXQJFSzU11SgqyMGFK+naitH6rtTCUv8DXKBol0DRLoGiXT9vKBadwaCXfoFmAzbB+PTgz1MCRbsEipaYLHNzc5CblY6k9BJM9Txj1MHo561U+hAoWhIo2iVQtOvnDcWaEtzcOR5fvP4p+kxajh0HDmiA2YWdO/fiyIkrUO/S3ZVA0S6BoiUTaBkZ6aipKkdGXrX+cY2vpmQa33zjx4rR9CFQNCRQtEugaNfPHIqJWNH+ffz6H/8J//Of/w2/+OUv8Ytf/AL//u+P4OU3l8P6+HzjlkDRLoGiJRNoTJ7lno2K0zUwGu9K9Q+Mpg+BoiGBol0CRbt+5lAswNXIUJw8cRKnTp/EiSMHsf/Afhw8fBLnzl2Delq+uxIo2iVQtGQCjcmzto/0vCpM3V6gf/PNkoMEY/1J1fQhUDQkULRLoGjXzxuKuqqRfT0chw8fwYlreaisqUR+2jVkq839eyKBol0CRUsm0OpCkeKKUX/GODULS/QVo3NiNX0IFA0JFO0SKNr1M4diJXJPL0TnNx/Dv/7L/8D/+cNWJGfewPaR76PVkliofdT57kugaJdA0ZIJNCcoUsaKkc8YjW2nnG6lmj4EioYEinYJFO36eUOxPAZBb7+P5j0WYMvCzvjdhO1ILihE/MreeObPQYhwTUVtgC8cw47NG7HzWDyy6uSC6syLOHf6NELPncP52/avzypKvYboMydw8nQYErO8N0SgaJdA0ZIJtPqgSN25lapvO0Uw2hOs6UOgaEigaJdA0a6fNxQztuDL3/XGzIN5KIoehT9M3okMbSwL9k/HXx74AcfU+6SpGLfijmHBhLEY2rcX2n/9Bfov3g3z8/k1+dexeuFMzJy3CCsXTEPQwvWIyTZOZGlqLPbND8LMhXOxYNEUTJi2H/HG1h2OEijaJVC0ZALNGxSpO7dSPW++Kaq1YjR9CBQNCRTtEija9fOGYkk0gt59E5/1XIjtK/vgyfHrEHp2F2a0fhW/+mQFPJtSKKkiIxI71i7E1ovG74WHeuOFZ9/D6N3ahNZ+v7rxG3w26QCM7/jO1CDYDZ8tvaL9vwAnJ4zBwO7LYewUlYcNvb9B8PJj8t2nfkqgaMkEmi8oUlwxGl8inoVFB4qQpv1OmT4EioYEinYJFO36eUMRlUg6NBZfvfY4fvWL/4n/7cEn8MRv/hG/eOHvCA6rZ5t7P1Ucuxoju7yHcUdSjd0asw/jkyc/QKupoShFLta1+jV6r4zwfBYyBycXjMCLn61HTvF5TOrYFV8MD7/zNXNRM/6IVsODcb6emBMo2iVQtGQCzR8oUhn5/LhGPr6YlIXJ2srxVhYTdg2yBYp3JFC0S6Bo188cilQ1boauR9CQ3ujSqRv6D5uMDZHu91KsvrUDfb56HZ9PDjegeHM13n7qA7RfGq+h+CoWPPswxq5JgJFyCxG7eDSavzQVcUnnMPiH9vh8Wbx+hLqy6h0822cojtazdD106JAOxS5dunheabgYlAwGNyeBAcVJyqBQVSB8sC4TuBugcRwY2G6AxonFie4GAvTB8XDjg4mGyddfH5kFNQjeUYgvJ2dh4pYC3MyoQGlxntYO2TqKIoDog/1RTb4cA7ZBto4yRLCyHW5AwrnK+HJzQR0IH4HKpbwovwdQvI5Nw2Zh+2kDgua1VmHENgybegSu1orl+biRcAEXbvEkVyJ+diu882F3bErUEnXhcQx+7JcYseai5x2upbi4OgjfvjoZp+K2olu7V9Ai5JJ+hLpl7ryfbPzOANq2bRvWr1+v/xw8eLAOxb/85S9Yt24dVqxYgaVLl+qb5HJQeQXnywgAlufVidNxf4xXi9xckyfT6bg/FggfrGvueu103B/jOHDna/Pq1amML+PO7vTBye503B/j5q8cD1UfTLrcyJYbuPrro6ggF5duZGHc+kx8NSUH4zflIiz2Fq5f1dqhJQynOr6M7eCmuuwLV0hOZfwxbgDLc0t/Tsd9GevRBzdMVvVBELE+N4El2JzK+DKOQSB8sC8cVzd94Xiamy6rGCHC3GFudqxihAhjg3OGgHYq48s4V+mDmx279eEmD7rNpcw3zF3mJvGBVP1Q1K7M9LsNxacw7Pef4YdJp3HnOqkyBycmt8X/fKQ/jqtftNhUHLsOAzp3wPQ9l6GvO8rOYPzjD2D0HSiW6FD85o+TEHrpIPp2/RDNQxL0I9Stje/j0VpQ5EARhD169NB/fvrppzoUf/vb36J79+5o164dWrZsiX379ukTjpDwZjwBnFxhYWH6BHEq48vog4k3IiJCDyqnMv5YIHywbnh4uO6L7XIq481Yh+PA8WBgMsidynkz+iAQQ0ND9YSj0g5aXFycPh704XTcm/FvcmLGxsYiMjLS73YkJychPS0Z5y+nYOy6DA2M2Ri8LBlHzlxA8s2r2ng0vC9MVOfPn9f7wuSpOh5RUVH6uaW/hvpgedajj+joaP3/TuW8GX2w/TExMboxiau0gz7YBlUfNPpgXziuPM+q7eB40odTGV9GH4wr+mCsqvSDdXhxwBjlnGFfnMp5M/pgDmN8mUByKufLON/pQzUP0mrnUpXxYL5hDmM/3NztclL9UCy9hOkDW+GFZx7Dv/3Xf8L/+sVj+MPzL+C5557D88/+AY/82y/wy/dmI0H9jpWlpJOYN2UEgndfurPjPnARc//4IIYsPw/jOiAP5+YOxhuvzkFiejiG9mqPZnNi9CPU+bl/weu9R+KM564Rb3lwsM3EsHz5ch2KLVq00F9joDNQeTuDtza4svRlvELh5CREnY77Y7w6YzDyqtXpuD8WCB+sy3GgL6fj/hjHgSssXrXxtqNTGV/GK3meC94Scjruj/EqnOOh6oO3crhC5GRriI+KinJUVZYjJbscU7cX4qvJWRi+Kh2JSQVaTFXox53q1We8LcXVAPvCuxdOZfwxM+7ZL6fjvoz16IOJR9UHL0rpg6sKJi2nMr7MvD3v1gfbwXF10xeOJ304HffHeKuRcc5YdTrujzFXsR2cM4wVpzK+jHOV8cXVr1sfbvKg21zKfMPcxTG9e7dPq4tx/UI09m2ZjDaP/xEfft4HE+bOxcwZ0xA8bRrmLFqHE5fz9Q1/XanwInasmoeZOxONZ4c3whB9/TZyq0pxeOQT6LD45J032hxaOARPdd2HiqpbWNltML7vdujO18ydHPs6ugctwZV6VtIHDx7Uodi5c2fPKw0XJyYnqJt76eazPDcnMhA+WJeTnL5UxXFgwmGyURUnGBMfA11V9MHxUPXB51WcpEw2qj5ScyowaXMevpqarT9jTM5We1MHL1bYFzfPJZnweG5Vn8OxHseCftw8y6MP9sfNG1zYBiZONz7MdrjpC8eTPlTFJM44Z6yqyrxocvNcknOV8eXmuWQgfAQql/JC9u5B8Y4KELl+J07Hu39jTV3VVGXj3ObZ+KH3GCzbvgf79u3C4sGTsDXceHNNXuh0tBq1Hpcy8lGQEoWVk7/D4AO8iVuNxE3zMXnwVJzKzteCJByzOo1AyK6Eer9hR959ahfrMijdBBTHgUHp5vYFYUSwcsKrij44Hqo+mHB51cmrePV2cKPiPIxbn6Hv4D9uUz6S9Hel+i8mbQKAfXHzpiFCgOdWFSSsx7GgHzcwog/2R/VNQxwDE85ufJjtcNMXjid9qIoXW4xzxqqqCCO2g2BVBTznqgnWQPhQVaByqXlXJZCqB4qVyL99A5evJKNAO5n5qUm4pi1Tudy17CaSkgtc7bxfkXwEY1s9iocfehSPP/4YHn3sUTz0Wm+sjfU8vawuQuS2+ZgwfiJmTB6PaVtioG/Kr6mmKgsRWxZi6sTRGDdxAhbuiENmZf0nWaBol0DRUiCgyI2KCz0bFU/ZmouW0zQwbszXVoz+J3OBol0CRbsEinbdXShWX8WK717Af3m0JdZGn8OKDu/igX/+F/zLHftn/PP/+wCee2MJrPd/Kqi6EmUlBVqCLtAHmFZQXIbK2rFbU4FS7SQwICrqxrRev0Q7SVodz0v1SaBol0DRUiCgSB+5mo/MjDTkF5Zh5bEStAzOwlgNjLdz/EvoAkW7BIp2CRTturtQRA7OLh6OLkMWITY7E4mndmHl0hVYtWo1Vuu2CitC1mLrrmio32W/uxIo2iVQtMRkGQgo0geftVRXlqNcu0pbfqRIWzF6wOjHilGgaJdA0S6Bol13F4rV5SgrykN2VjayMjKRlZ2jXQXn1rIc5GTlaoNS6HOF1lgkULRLoGjJBFqgoGi+WadM49ryo0VopYMxzycYBYp2CRTtEijadXehWHoFa4M64403/oa3/vYW3nqzrr2Jv/35A7TssA5XPVUauwSKdgkULZlACzQUqbKKGh2M/qwYBYp2CRTtEijadXehWJ2OHYtH46svmqHZZ072GZo1+xqdex+Euy+TunsSKNolULRkAu2ngCJVqvFtxZFi/Rkj33xTHxgFinYJFO0SKNp1V6FYU5SFjGw/P09TnKmdbPWO3S0JFO0SKFoygfZTQZEq1VaMy44U4WsNjOM3Ob8rVaBol0DRLoGiXXcVigUXtmJEi3fxXqv+mL7mMOJvZBtfveZRWV4aEkP3YMmoLvj7Bx+h24xTni/tbrwSKNolULRkAu2nhCJVUl6jv/mmxdQsTNisjV2dzzEKFO0SKNolULTrrkKxNPMyDi2dgK7N38Irzz+Hp55+EX965318+PEn+Pijd/DGy8/i8Sd/jxde+QDfDZqO7WFJNmg2RgkU7RIoWjKB9lNDkSrVwViMFlMIxnzcyrTeqiZQtEugaJdA0a67CsU7KklBzLEdWDF3OoKDJmLiRFoQJk+diUVrd+DMJS1YPUXdKjU0AtEXbnq+59RSZsQWhCyZj5BFC7HmmOfbvnVVIyl0P1YvmIk585dgd7SWFD1HnCRQtEugaMkE2t2AIsUVI2+lcqPiidqK0diPUaBYVwJFuwSKdt0bKP7UqsrB+T3LETSqNz56pRv6z4qo9TVtNSi9uherdp7CmQgNmGEHsHndYiwPM551pp/bjmUTgrDlXCjCNHBOHrgIB8K1RKAf/bEEinYJFC2ZQLtbUKSMW6nFOhiNFaOR9AWKlgSKdgkU7WqaUKwpR07yVcSFLkezF77HV6Mjaq08q3Fx2ccYf+CWB3RliD80D90mR2n/v43NPX9Ax047PNtZVeHA0PcwdNYmJNeTjwSKdgkULZlAu5tQpMw33xi3UrUVY2YFigqy9b4IFAWKdSVQtOveQbGmTDuReSgpVQtK/xSNXu/1QvMx4bYvA7i2/js827wvVkRkorIsHeE7pmPETi0wC85hSLfv0Wz6eWPHfk1x8/6ED38Yh7B6vrec+yYSih07dvS80nAxGBiUbmDEYGDidHMiA+GDdRnY9KUqjgMnOierqjjBOTn8BYmT6KMhMKorJgcmKyZgtz6YgBsCNP0D/tqK8evgbB2McVcykJMlu2RQHAO2wS3QzHa46QvHU3bJMBQIH4HKpfcGirkn0POd36Ht5MNQPxU+VHoO3d7piRZ1oFidF4ZR7/8S//zPv8Mn7ftizJKTyGVcpx5En54t8EXIRaOgphvr38Pv+g7GIc9jR04AnjwOPn9y931C8bvvvtNf44DSOGlYlpPOl/EEcmXEwHY67o8xkDg5GNhOx/2xQPhgXQKNvpyO+2McB+7vxqB0Ou6PMdEwsHlOnI77Y/TB8VD1wRhg4mXCceuDE53x5lTGybRIRUlZNUIOFeLraVkYuToT5xPTUVNdpsWlcx1fxoTFc8s2OR33ZazHsaAfVR+8uKAPAolAcCrjywgBtsG80HAq48tMkLAdbvrC8aQPp+P+GGOCcW5eJKgY8xXbwTsSBLVTGV/Gucq5wgu4QPhwOu6PBSqXmvknkPINxeprWNL6WXzRaQ5iMopQqgVIuRZoZaXcoFILVE8xV6oHiqjOQfS6YWj256fx6//+j3jqi4kILdZWrDdWo33rZ9Ai5LKnIHBr0we2nfeZ3IKCgjBixAj9Z+vWrXUo/uEPf8Dw4cPRv39/fVf+Y8eO6UHGZObNOLG4KTF3vuau0U5lfBl9cPds7ibO3audyvhjgfDButyRnL7YLqcy3ox1zF28udEwk5dTOW9GH9w9mz6484pKO2jcvZvjQR9Ox70Z/yYnOHfwNnd4b2g7WJ7Jiu1oqI/U1BRkpqfiRlIK5uxI03fXGLIiDdEJqcjNIpgaPibcIZ7nlm1S7Qt9xMbG6v93KufN6IMAYH3uNM/kp9IOtz5o9MG+cLd6nmfVdnA86cOpjC+jD8YEcwdjRKUfrMMNdRnnnDPsi1M5b0YfzGH0cenSJSUfNM53+lDNg7TauVRlPJhvmMM4nsz1gZQfzxSLEbN2GN7+H/+Kp1/7HO279kS3zp3QsX0PDBmzB0meUq7kCMUyXN4wDGO3xyBfu0K6um0Y3vz94/jTwMMoyT6JAb1a4oulFzxlgWtr3sXv+gy5s1Lkldn8+fMRHBys/+zUqZMOxRdffBFTp07FuHHjdGCeO3dOv1rh1ag341UiA5tJjyfUqYwvow8GNic6A8upjD8WCB+sy2RBX2yXUxlvxjrmBOPVGm9zOZXzZvTBwKYPJj2VdtA4sTge9OF03Jvxb3KCMUmYybeh7WB5Tmy2Q8VHRka6toLIwK3baZizM13/rtTh2ooxPD5NA2NGg9vD5M1zyzap9oU+eKHA/zuV82b0YV5oMGkxiam0w60PGn2wLwQJz7NqOzie9OFUxpfRB2OCuYMxotIP1jEvEjhnzBV0Q4w+mMPogxfDKj5onO/0oZoHabVzqcp4MN8wh3He3n0oVl/B6h5f45Vnn8Vzzz2P5597Bk8//bRmf8QHn2/EdU8xV3KCYk0cFrw1DvsuevZW1I5c3zEbvT4djciUGIzr2glfTIi480wxctqr+Kj/eETW8yxc3mhjF+sy0bi59cBx4GR3E5S8BcPViOobXCj64Hi4fZMMJ5tbH0w06s9Ha5CWno15uzLQeno2+izNRdzNhr/hhkmG55ZtUhHrcSzoR9UHb1XSB28pu3mTDNvABOjGh9kON33heNKHqsxbsIxVVfFCn+3gRbzq81HOVc4VPj4JhA9VBSqX8kLh7t8+RfWdjYSry0tQVlqhBVpAbprWUgx6vz8AbYKslR+qE7H8r0OxIcqEIpAXuw8zfpiDm1W5ODBkFHp12oQM/Ug5dg/4AENnb0NKPTlk7969rt9oI1C0S6BoyfThBopMUnm52UjSVoxLD+brYOy9NAdxtxoGRoGiJYGiXQJF3/IDipoqb+PUmikY1LcPRu6+jKLSAlw9vRYnU9WTsqFy5KffQOTh2Xj70dfw7FezcDzqKnKKmQSqcP3IVMxashq7jp7A6RP7sW71GqzYe0OvmRW9CyETR2PF4SM4dnwFxvUPwf5obRLrR38sWSnaJVC0ZAKtMUCRb8TISE9FUUnFnY2K+xCMDVgxChQtCRTtEij6lh9QLMSF2b3x7pPP4+VnfoP/a+Bm3Mq6ji39n8dLffdAvUtUCdKuRmL78pkY1q8z+gyfihU7Q5GcayamYiTuX4UFi0KwOmQ5Vh+8rGHUVDWSIw9jfcgCLFq6CofiM+6saJ0kULRLoGjJBFpjgCITL/tSU11Z6+MaWegbkuv3ilGgaEmgaJdA0bd8Q7HwBDr/oTV6z4rE9WOj8Myk7UguKUParsl47fdDcMLtYvEuSaBol0DRkgm0xgTFigrj6Tq/K3XF0WK0mJqJfgSjHytGgaIlgaJdAkXf8g3FnN348vddELQtHXkRY/B08B4wNJK3DsWrGhRPChQbJIGiXQJFS3YoWvDTwcjvSp2ShX7LfINRoGhJoGiXQNG3fEOxOgNbunyIP73bEQP7NseDXcdh9pQ++PyFB/FC3/34mTBRoFhHAkVLJtAaKxSpkjJjB/+vNDD218AYe7P+vyFQtCRQtEug6Ft+vdGm7PYBjGv3F/z7f/k/8A//5f/Gf/6nf8IrbYJwKk09Gd5tCRTtEihaMoHWmKFI8UvEuWL8crKxYjx/w/nvCBQtCRTtEij6lh9QrEG19q844xLO7N+JrRu3YOfhc7ii/hV+90QCRbsEipZMoDV2KFIE4+azJfh2Zrb+5hsnMAoULQkU7RIo+pYfULyMpd8Nx9Kdtzy/G0o7MB9t+m4JzIf374IEinYJFC2ZQPs5QJGqrKrB3shSDYx8V2rOj8AoULQkULRLoOhb9UOxphx5OVlIv7YDfZ/4GN1H7MTF9EykaYORnpSALcO+wD8+1A/HfiYrRoGiXQJFSybQfi5QpKq0/E4wfjfL+Oab87XefCNQtCRQtEug6Fv1Q7E0AZN7f47HH/0l/uk//J/47//4b3jg4Ufw0EMP4aEHf4Nf/utv8FTrlbihFqs/VnWVHvhOp6mqOA85efkoKim3Ha+pKEVBbg5ycvNRql09e5NA0S6BoiUTaD8nKFLM8Xs0MLabbXzzTawHjJmZAkVTAkW7BIq+5WWlWIl8LRgTo9djwB8/QrueM7Hx0CHs37cHuzXAHDwWiht5akF2R9rfKM7NwG1t5blv7hps3h/3o3ezlqfHYd/CiRg9cRomT5qKTReMBFxTnoWIjQsQPHE0xk0chzmbopFeVn97BIp2CRQtmUD7uUGRYl7bE1mCdnM835V6qwI52elaO1KVIcB6AkVLAkW77l8o3lERLh05jbjr6SguK0WJ1hlacVGJ9rO01k75CqrKRtT2RRj9w7d47qG2aBcUaftWmpqCWMzv3Q6zT6WjJPMS5gz8AO8Gc+f9SsSvnIOgQXMQXVSmJbIELOw5GMu3x6K0nvMsULRLoGjJBNrPEYqmuGLsMNdYMR6PTkNWRqrmUKAoULRLoOhbfkBRmyT5l3Bw5QT0+e5bfNf+G7Rp1RItW3TG8Ml74dmpyYVqUFNyFl3e6oHmo2tvHVWD5J298XS7Bbioz4d8nNwwFsEHMrRIT8DcDr3QqtdxmPvGnw16HV0nLMTlesZHoGiXQNFSU4AitSdCA6O2Yuy+IBMnY9K1V9SSnkDRLoGiXQLFyizsHvgeHv/1o3j+ud/hX/7TA/jdM8/jqccexPujDyHbU8yVykPR/Uf7KWZgY7eH8dyYEIRFxiAmIhIJyZ5kk3ECA/p+j2aLrV01Epa+idf7jsAp7QLZSYcPH9ah2KVLF88rDReDksHg5iQwoDhJGRSqCoQP1mUCdwM0jgMD2w3QOLE40VUgYIo+OB5ufDDRMPm69cEkziSqKhPOqhDYF12G7+floueS7DvPGFXEsXADAQKIPtgf1eTLMWAb+CXpbnyY7VAV+8K54saHCVY3ICFY2Q43IOFcZXy5uaAOhI9A5VJelN99KGbsxBe//wTtZ4WiMPcURj8+HceupuPy8VkYOTPM5ReCe+S4yXAcZrzwG/zlm7FYvno11sybgpET5+J4pjY5bm9Ht47v4KulCZ6ywK2N79t23udk4Oai3MiSP+fOnatDsVmzZvpr3PU5PDxcP7kMNg6wN+NJ5OQ0N8V0KuPL6IOTnBv7cqI6lfHHAuGDdblJJ32xXU5lvBnrcBy44SmThaoPTgxueEqgqPig0QfHgz6cjnsz/k1eIDBhcfNUlXawPCcmfXDzVNW+sB1cTbAvTHwNb0cJystKsPpQCr6dmYm+IXmIuV6KynLjmFOdumb2hWNhXoU7lfNm9MH20wf7w+TZ8L4YPtgGJj4VH7Ta7eD4qraDc4U+nMr4MvpgTDDOGasq/WAdrjLZDoKRfXEq583ogzmM8cW8p+KDxvlu+nA67o/VzqWq42HmMPYjkPINxYKj+PbJLzF4yXlo1ylY++G3WBF9GxkRW9DziZE4EYj2OEIxCsEP/gr/8uFsXNV/z8TOiS3x5x/OoTBpC7p+9ypahFzSj1BJmz7AI4RikvE7B6p///76jvv8+dFHH+lQfOSRR/Q9FVu1aoXPP/8cu3fv1geXk8+bcWJyl+fQ0FB9N3CnMr6MPrh7N2HM3cSdyvhjgfDBumFhYbovtsupjDdjHY4Dx4O7iTNhOJXzZvTBnerPnTunJwyVdtC4CzjHgz6cjnsz/k0mTe6sHhERodQOljd3NFf1QTN3I2dfONlVfCQn3cL5mGgs2HYZ38zIRI9FmTgamYKM1CTNn3Od2mb2hReNUVFR+v+dynkz+mD7o6OjdWMCbWhfTB9sg6oPGn2wLxxXnmfVdnCu0IdTGV9GH4wJ+mCMqPSDdXgByvjinGFfnMp5M/pgDmN8caGg4oPG+U4fqnmQVjuXqowH8w1zGPtBSAZSfjxTzMPxXu/giz7LkKCtUm9uaon3/vYePnntJTzxRhDiArFydYRiAub/9UG8N+EgcvU7J3k4OqUnfvncJFxICsWQvt+h2eJYvSSVsOQtPNtrKI6nGL/zNtjx48dx8OBB/eeECRN0KL733nv6a3zGuHPnTn2ycVB5NejNeKXKKyOeTK4InMr4MvrgVR6Dm1eMTmX8sUD4YF0GN32xXU5lvBnrcBwIVV7tqfrghKAPrlhVfNDMhEEfTse9Gf8mb2lxovHKVaUdLM+VAH0w+an2he0ghMzVt+p43Lh+FVcSL2P7uQK0m5ODXouzcPZCNirKfPsz+8KxIAz4f6dy3ow+2H7WZ3+4wmloX2r74BxV8UGjD/aF7eD4qraDc4U+nMr4MvpgTDB3MFZV+sE6vHhnbBAI7ItTOW9GH8xh9MHHHio+aOYdIvOZoIrVzqWq48Ecxvl2d1aKNbm4cTkG0Vc897/zonE4SktcfHSUdwGLerbGl193xeTjN929+9SUIxSLsGfEH9B83gHk6s/HCcVe+NVzU3El/zJmd+qN1j+cubO/YtjkV9B2+HRcqOeW/ZEjR3Qodu3a1fNKw8UlO0+E2/vg5q0LVQXCB+sSiG6usjgO8kzREn0wYdzLZ4oUE3BWZrr+HE7/5ptZ2ei/PB/xyf775FjQj6rkmaJd8kzRrkDlUl5kuPHhpHqgeAvbhrXG80+9gY9adcKEkINIyLS/o87FvHdQFHq+1w+tJlgrPyr1wAC813W55wsCMrAjqBXeHnoKZRoKI2dMwrCei3DFKImVXdpj6srTqO+jk/LuU7tYl5PUTUBxHBiUbsDKFQCvfN2AlT44Hqo+mPRMGLn1waR1r959aopg5rnlu0+rNZbwc4xt+V2p+u4avv2yLxwL+uH/VUQI0Af7owp4jgHbQKi58WG2w01fOJ5uLhLk3ad2BSqX8u7M3YGihp2kk+sxsuXbePQf/wH/8B/+H/zq9y/iL2+3RO/Ji3E8Qf3E2lWMlMvnsGF2X7z864fw8F96YN7Gk7iVXeo5nIL984MxNGgGFs0Mwth56xCVbUzqsqwL2LtgAibNCsaM2eMxYeZhXMyoP6EJFO0SKFpqqlA0IcAfBOM3Mz27a/gAI+sJFC0JFO26T6FoqKogHVfOn8GhnasxbVgnvPvsr/A//9t/x69++wz++Hpz9Ak+Cn4aSl2VKMpJxeXz4Th1/ACOnQrF+cvaQJXWWoYWJSE6MhKx58/jSrp9eVqSmYSEmEhERV9AUr73RCRQtEugaMkEWlOFIlWlLRkNMBq7a8TeqN8/6wkULQkU7bqvoWhTZSGSLxzAnN4f4iENLgTMvz0zDxc9hxu7BIp2CRQtmUBrylCkdDBG8EvEs9BzSS5OXnTuK+sJFC0JFO26j6FYg+qKMpSk38DpzTPQs8XbeObJ3+PxR36Fp//4JbpPW4nj5zPvvNGlsUugaJdA0ZIJtKYORYq7axhgzMb3c7Nx7MKP+8t6AkVLAkW77lMoaifwzBoM+fwNPPzLf8cvH3gcL77XGj9MXYGDkdeQllOIUrX4umcSKNolULRkAu1+gCLFl3d7dtdoP8cAY+38yHoCRUsCRbvuUyjm4kRQRzz13/6jBpJ/xVvd5+Bg1EXczv25rAt/LIGiXQJFSybQ7hcoUsyH/BJxQpF2NM4CI+sJFC0JFO26T6FYg4q8WzizbjK6ffFnPPvkY3joiafxZoseCFq2F6fiuVp0uUPGXZZA0S6BoiUTaPcTFE3t4ZeIz627YhQo1pZA0a77FIp2VeQmInTLfPRv9wn+9Owj+OeHHsM7zQdg+toLCGxzfjoJFO0SKFq6n6FI2cFYrtfLzBAomhIo2iVQ1FWBnJQriDy9CwsGfYnf/T/Gu09/9fx8WF/J3bglULRLoGjJBNr9CkVqd2SJDkVuPXUktgQZ2lhkZwoUKYGiXfctFCtKM3Aj7DC2rJqNCb2/xVvP/Qr/v//9H/Cf/vERvPT2Z/i6+wgs2XkhMLtkaKpMT0N6Rk6972atLM3FzXOJyPP8ThUkX0Lo0QM4dOQk4tO9f+WZQNEugaIlgaIhPmPkm2/4kY3tpzO0tmRojRIoChTtuk+hWICIkB/w13/5P3SQ/KdfPIE/f9wSHYdMxMqd4UhSz4F2VRfhRsQRbFm/GIPbjMbk5ZH13I4tx+VdwWj111mI87xSnBSJXXMmYs6yJQhZMR0TJu/C+Vv1D45A0S6BoiWBoqVD50vRY3GuBsZM7A7N1hqlBiOBol0CRbt+flCsuY390/vjs8+/x6DJS7DtbAKy1Odo/aouwJUze7BywSD88dG2aDEm0vHNOzUlUQh6/w38+1MLPLdrc3FkzCj077YSt/XfC7CpTytMWXoYOfXMHYGiXQJFSwJFu8ITy9F9IZ8x5uBorNq5FSjaJVC062cIxWJkZ2uBFKgVoU/Foc8HvdF8dO1dMjzSJkP6vhn4oXlrPPzcYlzma0VhGPt9F3w+MuJO+eiZf8TXw6Ygpp6YEyjaJVC0JFCsq2ocicpEl/mZ6KCB8Vhcw8dEoGiXQNGunx8U77Yct46ialCRdgabVuzCngVj8NgLi6FvK5xxHP36fYfPlsXrpairq9/F032G4IixdPyRDh06pEOxc+fOnlcaLgYDg9INjBgMTJxuTmQgfLAuA5u+VMVx4ETnZFUVJzgnhypIKPpwCyMmKyZgtz6YgN0AjdsksS9MxKoiRHhuVZMe511eTgYOR2bqt1JVwEiIcTzZHzcwYl/cAs1sh+p4sC8cT/pQFWOCcc5YVRUv2NzCiHOV8eUGRoHwEahcyovy+wuK1UWIXLUCx26mIDJkLB57fiES+fr1tfi+7YtoEaKvG3XdMnfeTzZ+Z3LbsGEDVqxYof8cMGCADsU33nhDf23RokWYO3euvhM2TwwD3ptxFUAAmDtWO5XxZfTBk2jumO9Uxh8LhA/WNXe9Zrucyngz1uE4cPw42QkEp3LejD64gSx3EudkV2kHjRvRcjzMxNUQ499k0uVGtNzsWKUdLM/kzXao+qCxHdw0lX0hXFXHg5u38tyyTap9uXL5Eq5duYQD4enosiAT38/Nxb6IPA2W2cjLda5rGn2w/WwHN6MllFTaQR/c3FfVB81sh7n5s2o7OJ704VTGl9EHY4JxzhhR6QfrECJsB+cM++JUzpvRB3MY44sbJqv4oHG+04dqHqTVzqUq48F8wxzG+HBzYe+kRg3F0stbsHTbZVSgBOeXjcEjz3n2T0zZjR5dPsJXS62vI7+58X08VguKHKhhw4ahd+/e+s/PPvtMh+Ljjz+OXr166bdR27ZtiwMHDuiDzJPkzRgInJzh4eF64nMq48vogycxMjJSn6hOZfyxQPhg3YiICN0X2+VUxpuxDschLCxMTxacsE7lvBl9cJLTB5OFSjtonFwcD/pwOu7N+Dd5YcCEFRUVpdQOlucEZTtUfdDogxcZ7AuTlup4REdH6+eW/lT7Qh9xsTFIS0nCQYJxfpb+5pttJ1KRcjtZN6f6NPpg+2NiYnD+/Hk98am0w60PGn2wLxxXnmfVdnA86cOpjC+jD8YEcwdjRKUfrMMLN8aGeTHrVM6b0QdzGH0Qaio+aJzv9KGaB2m1c6nKeDDfMIdxLNw8vnFS44ViTRr2hGxC+M1CVFbkI3TBcDz87FxcqKxETfZpDOzeDs1mxXgKA+fn/Blv9B6Fs569rHi7hVd4vELjz9WrV+tQbNWqlf6aeSK4SuTtEd7e8Ga8DcPbFuaVjVMZX0YfvH3CYOSVjlMZfywQPswrLfpiu5zKeDPW4TjwqpW3UVR9cFXCpMNbICo+aPTB8aAPp+PejH+TdxW4EmFMqLSD5Xlriz4YU6p9YTt4W4p94URXHQ8mDJ5btkm1LxyL25qfygrDR1hiGXouztM/rnEwqkibM5Woqsc3y7P99MH+8HabSjvMW2ycryo+aLXbwfFVbQfHkz6cyvgy+mBMMM4Zqyr9YB3mKraDKzz2xamcN6MP5jDGFxcCKj5o5nsJ6MPpuD9WO5eqjgdzmJk7AqnGAcXKCPR4tw9ajo/2vKApPwIzfhiJIYOHY+y4Yejy2bv4x//3AwxZsgHXc29jfc8h6Nj1wJ3PSZ4Y/QZ6TlqGq/VcNHBFKM8ULbEuk42bWw8cB0JAnik2rWeKrMexoJ/aPsISy9FrSS46zM3B8XjvfZRninYxJhjnjFVVyTNFu5i7zIvhQOoeQ7EaFWXFyL29B23+2Arv992H9Dztap/721SXoyg/F1mZ6Ui+Ho1NI7/HPz84DPtvpqJIyxfXdyxG8NDJOJrKyXsa0zuPxYp9iajv7QDy7lO7WJdB6SagzCtGBriqCBKClRNeVfTB8VD1wYTLK1YCza0Pt3AmANgXN2AlBHhuVUHCehwL+qnrI+xKOXovzdU/5F/7S8TrijCiD/aHUFERx8CEsxsfZjtUx4N94XjSh6oYE4xzxqqqCCO2g2BVBTznqgnWQPhQVaByKVfOTQyKRUi6cBzLJvXFx6+/gNc/7Y6pKw7jWmbtJFuKC3tCMOTbt/DMi99i2qajSOQ41uQhZkcIpgWNxriJQVi6NwE5XmJeoGiXQNGSCTSBoiHWqw+KFFeMvbUV43dewChQtEugaJdA0YtqtEDlswnzGUWltkq0n6saVGsTgoGpl7Edr9Hq8P5ylfY/7xIo2iVQtGQCTaBoiPW8QZEiGPvoK8Ys/eMadfOrQNEugaJdAsVGIIGiXQJFSybQBIqGWM8XFCl9xbg0R7+Vqm875XmdEijaJVC0S6DYCCRQtEugaMkEmkDREOv5A0UqnM8Yl+SivQeMpgSKdgkU7RIoNgIJFO0SKFoygSZQNMR6/kKRitDA2GsxwZh1B4zVVQLF2hIo2iVQbAQSKNolULRkAk2gaIj1GgJFiivGnotz9D0ZT8Rr/a+uRHamQNGUQNEugWIjkEDRLoGiJRNoAkVDrNdQKFIRVyrQYxHBmIMdoYVITslAXo5AkRIo2iVQbAQSKNolULRkAk2gaIj1VKBI8VZq90W5+Do4C0v3ZyAtnR94FygKFO0SKDYCCRTtEihaMoEmUDTEeqpQpAjGnotz0TI4EyuP5KK4VO3beQSKdgkU7WriUKzErRNnERZzDfYvHavGrSPLMWRAF3TqOQSrTmV4XqcqcePUTiybPRXTZ83D1jAtOXuOOEmgaJdA0ZIJNIGiIdZzA0WK35XabWE2Wk/PxrqTRSgtb3gCFijaJVC0q2lCsSoH0TuXYuzQrnj7+c7oPSPC9jVtxedXY9KKXTh27hT2rxyB1h9/gMnH0vRjKSc3Y8m4SdgZcx6xF3Zjav+52HM2WcOoswSKdgkULZlAEygaYj23UORF65HoLHSdn4lWGhjXnypGaUXDkrBA0S6Bol1NE4o1FchPv4XE8+vw5csd8dXoCOvpQ00hTk8agTXnPbsGl8Zjcoun8HTrnRo4U7Cxxw/4vvMuGCFWjUPD38GgGeuRVE9OEyjaJVC0ZAJNoGiI9dxCsbq6EnnZGTgUkaG/K7XVtCxsIBgbsGIUKNolULSraULRVE0Uer7XC81t+ymmYk2HZ/DXgStwU88PKdjQ90M88teNyC4Nx/AeHdFsZqxekoqb/wbeGzAWobXvsNbS/v37dSh26tTJ80rDxWBgULqBEYOBidPNiQyED9ZlYNOXqjgOnOicrKriBOfkUAUJRR9uYcRkxQTs1gcTsBugNeZdMhoiQiwrMwOFedkIvVyK3kvzNDB6Vox+gpFjwDa4BRr7IrtkGOJcZXy5gVEgfAQqlzZdKDpuMlyK6OV90X3WAWRwPuSEYuyXv8GrI8+iMvco+vX8Cl+GWJsM31j/Ph7vOxgHPZsMcwJwwHni+HPz5s06FL/55hv9NQYWA5RJkBOOge/NWIZ+uDJiPacyvow++Lc5Ofj3ncr4Y4HwwboEGn350/+6xjocB+6JxqBU9cFEw8DmJFHxQaMPjgd9OB33ZvybTJzmCk2lHSzPpEcfnOiqfTETOPvCBKg6HkxYPLdsk2pfOBb0w/87lfNm9MH2p2g+CMaqqgodjL20FWNLbcVIMBaXaSu/Gpb17oNt4IWGv/O0rpkg4bhyfFXGgz44nvThVMaX0QdjgnHOWFXpB+sQAmwH70iwL07lvBl9MIcxvngBp+KDxvlu+nA67o/VzqWq48EcZuafQKoRQ1GbM9qEqazi1V0pLq0bii9e6YZtyRohb6xG+zbPokXIZaOgplubPsCjtXbeZxCOGzcOgwcP1n9+/fXXOhSffPJJDBo0SN99n3srHjlyRA8yJjNvxoll7nzN3eqdyvgy+uCu1dwJnDtPO5XxxwLhg3W5Szx9sV1OZbwZ63AcuCM5dxVn8nIq583ogztv0wc3C1VpB427iHM86MPpuDfj3+QE5w7e3OVdpR0sz2TFdqj6oNEHd2ZnX5hAVceDO9Xz3NKfal/ow9xp3qmcN6MPtp/1Y2PjNB9JyExPweGIVAxYmoFW0/lxjUzcSNJgpb3uy0dcXJyeQFXGgz7YF3PHe5XxoA+OJ304lfFl9MGYMHe8V+kH63BDb8aGuVu9UzlvRh/MYfTBXetVfNA43+lDNQ/SaudSlfFgvmEO43gy1wdSjRqKpnIvbMDEPt9iwRnPvdG0w+jTsxU+X3rB+F3T1dXv4ok+Q3DYA0Ve3S1ZsgSzZ8/Wf3br1k2H4ssvv4xZs2Zh8uTJGD9+PMLCwvQrDt6m8WW8KuEEY1A4HffHODk4yRngTsf9sUD4YF0mHPpyOu6PcRwIASYNrpKcyvgyQpk+mHydjvtjnBwcD1UfXIlwcjLpufHBdpjJ16mML6MPJiv2hRPfqYw/RsDz3NKf03Ffxnr0wYSj6oOJjvWZwFNT07T4yERuTiZir2Rj1DptxRichcX70pGUkqG/7uSDY2D6YBJ0KuPL6IN94bi66QvHkz6cjvtjjAnmDsaI03F/jBcGjA3OGfP2dkONc5U+CCW3PtzkQbe5lPmGuYvn5L6DYkVKKFZMH4GlYZn67+V5uZqFYXTHTvhyXMSdd5tGTvsjPhkwAZH13Pbft2+fDsWOHTt6Xmm4OPicZFz6q0qeKdrF2ydMGKrP8ij64Hi4fR7IJOHWBxMvbzmqirfX2Bfe2lIVkwbPreozNNYzE6aqD97iog/zdmFt3cqswtgNeRoY+YyxBGX1DBfHwEyAdX34K/ow2+GmLxxP+lAVY4JxzlhVlXkrmBfxqpJnir7VOKCI8+j9/gC0CYr3/O5RdTaOrZiCeYeuabCsRN7VRJzeeBDZyMGhYaPRp9MGpOsFS7Gz3ycYPncnUuuZYHv37tWhKO8+NcS6DEo3AcVxkHefGjJ9uIWz+WzTDVgJAZ5bVZCwHseCftzAiD7YH0KlrpIyKzF2fb6+Ylx/0vnjGhwDE85OPvwRfZjtcNMXjid9qIoxwThnrKqKMGI7CFZVwHOummANhA9VBSqXNkEoliM39QrO7Q3G3x5+CU81m4KDoZeQXcwJUIK4Fe3x6rPv4+vmLdGmTQt89FkrfDfthFZLS4Rx+7Bi0mgs1WC378ASjB24EofjtKtS3e+PJR/JsEugaMkEmkDREOv91FCkCMbR6/PQgmB0eFeqQNEugaJdTRSKpci4HoO9axdh4sgBGD5xDtbvi0BqPm8dFSJsxVD07dpJA1kHdGjfAd/3HooZYcbaUEshSIs9iW1rlmHF6o04kZjt9RsWBYp2CRQtmUATKBpivbsBRSopi2DMR4upP/4co0DRLoGiXU0UindPAkW7BIqWTKAJFA2x3t2CIpWUVYVR67QVowlGz61UgaJdAkW7BIouJVC0S6BoyQSaQNEQ691NKFK3Misx0gTj6WLjzTc1xptkBIqGBIp2CRRdSqBol0DRkgk0gaIh1rvbUKSSMqswcm0emmtg3HimBMWlFcjNNt6CL1AUKNaVQNGlBIp2CRQtmUATKBpivXsBRYof19BvpQZnYe3xAtxOdb9RsUDRkkDRtwSKDZBA0S6BoiXTh0DRkCoUKb4rlWA0NypO5UbFNQJFgaJdAkWXEijaJVC0ZAJNoGiI9e4lFCl9xeh5V+ryQ9muNioWKFoSKPqWQLEBEijaJVC0ZPoQKBpyC0XqWmoZhq/JxteeLxFX3ahYoGhJoOhbjQeKleWoKK/48Yfvy/OQ4ZmguXVyb1VpIbLTU5GWnomCcu8BL1C0S6BoyQSaQNEQ6zUGKKK6ArFXsjB0VSZactupk3xXasMSuUDRLoGib91bKNZUoCDzNq5dica24OVYt/s8bGm+sgCnN83G+AlBmDl5LCatPY10T76pLk3DuXVzMDVoNMYHjcXMteFI0b8Jx1kCRbsEipZMoAkUDbFeY4BiZSXffZqB84mZGLk21wPGogZvVCxQtCRQ9K17C8WqHETvWIKxg7/Dsw+2wbcTI2t9IXgNUo+MwtcTdiCpuBrVhdewbU4P9NyRph0rR2zIDEz4YR7itBVidfUVLOkxAEu3RKOknvMsULRLoGjJBJpA0RDrNQYocgzYhrzcLFxPK8PYjQX6m29WHC1CTpF/7RIo2iVQ9K3Gcfu0IkzfJaP56Nq7ZGRgS/dH0DnkLIxhy8GxRSPwXLudKKlIwNzve+LrPidhpuNzk15Dp/HzkVAPJwSKdgkULZlAEygaYr3GBEVuO6VdQetvvhmzMR/Np2Rh2o4CZBX4bptA0S6Bom81DiiWhTpsHRWPuS8+jNFrLnrAV4DoBSPw6SszkZAShiEDOqLZEms/xUshb+HVvsNxMtXzQh0dPnxYh2KXLl08rzRcDEoGg5uTwIDiJGVQqCoQPliXCdwN0DgODGw3QOPE4kR3AwH64Hi48cFEww+Ju/XBJM4kqioTzsrP4TQxefPcuhHHwg0ECCD6YH9Uky/HgG3Qt2zy+EjOrsG4TYVoMTUb03YWINMHGOnDbIeq2BeOpxsfJljdgIRgZTvcgIRzlfHl5oI6ED4ClUt5Ud40oei0n2LhSYx6/NcYtfoijN36SnBxdRC+eXUSzl7ci96d3kLzpQn6EerWxvdtO+8zCLlbNjcR5s8ZM2boUPzkk08QGhqKM2fO4OTJk3qg8iQTEr6Mk4sbfDIwnY77Y0ya3FjThJqKBcIH65objTod98c4Dtycl4mLAepUxpdx/LnxKhOO03F/jGDmeKj64OTmVTw3Xnbjg+2gD64GnMr4MvrgJGdfCFinMv4YN1/luaU/p+O+jPXogxvBqvpg8qcPXskziTuV8WUcA7ahto/ysmIk3MzH8NVZaE4waivGpIwSVJUXo6hOfdMH28FxddMXjid9OB33xxgTjHPGiNNxf4wXB2wH5wxB4FTGl3GuMr5MIDmV8WWmDzd50G0uZb4x8yB/D6QaLxTzj2HYb3+FUWsSPFAsxcU1k/CdBsXTF3ai5/dvoEXIJf0IlbTpAwOKScbvHKh+/frpmwrz54cffqhD8ZFHHtFvobZs2RKfffYZdu/erZ8gTjxvxgnBXZ4JVO7k7VTGl9EHdxEPDw/XdxR3KuOPBcIH6/KCgb7YLqcy3ox1OA7nzp3TwUioOJXzZvTBHbzpgxNEpR007orO8aAPp+PejH/T3AU8IiJCqR0sz8TLdqj6oNFHTEyM3hdOdtXxiIyM1M+tCQOnMvWZ2Rf64MUk/+9UzpvRB9vP+tHR0fqFgko7nHwkJd1CWkoSwi/cxpCVGfhychYmbkjHhcvJyEj9sR/6YF84rjzPqu3geNKHUxlfRh+MCeYOxkhD20BjHUKVscE5Y14sNMTogzmMPi5cuKDkg8b5Th+qeZBWO5eqjAfzDXMY++HmbpeTGi8UEYfZzz6EkSviYFwHFCBywTC89/J0xN8OxeC+7dBsUax+hLq4+C0832sYjqcYv3OlePbsWRw/flz/OWXKFB2KhCNf4+3UAwcO6APMpTyvIr0Zr6p4ZcKA4FWWUxlfRh9coXGC8ArJqYw/FggfrMtJRl9sl1MZb8Y6HAcGNy8qVH0wuOmDV8EqPmj0wfGgD6fj3ox/03w2yuSn0g6W52qCPnglr9oXtoOJin3hykJ1PAgQnlu2SbUvHAv64f+dynkz+mD7WZ/94WpNpR2mD4K5to+iokKUlhTiclIRxmzIx5dTsjBpcyZupuZrr9v/Dn2wL2wHx1e1HRxP+nAq48vogzFhXjw2tA001uEKjbFhPotzKufN6IM5jD642lTxQTNXefThdNwfq51LVceDOYzz7f5ZKSIDm7o8iG7LzsK4C5+DowuG44mvN6Ow7DLmdOqLNv1OwXyaFTrpFXw7chbi67ndfuTIER2KXbt29bzScMkzRbs4DvJM0RJ9cLLLM8XAP1Osz8etrCp9P8avpmRj1p5iZNaZ//JM0S55puhbjQOK1ZHo8U4ffD0+xvOCoaR9vdBs3E5kcT5UJGHrtDZovZr3R8sRNXcyRvaeD+MGahKWde6MaWvOIb+e5+7y7lO7WNd8NqEqjgOD0g1YeRXOq2c3YKUPjoeqDyY9E0ZufTBpybtPDQjQB/ujCniOAdtAqHnzob8rVQPj55OyMH1nAdLzrDbTh9kON33heLq5SJB3n9oVqFzKO31NDIrawCScwdoZvfHKbx7CI3/phtnrjuNmtvEUsaY4GZsXTcOkqTOwYPp4jFu8DYmeMSzPvYQDi4MQNG0ygmeMw6R5x5GYXX8yEijaJVC0ZAJNoGiI9X5OUKSStRXjpK3Gd6VO31mIjHyjvEDRLoGib91jKFaiJD8TNy5dQHTEGYRHxeLyjXQUlVkToCb/Ni4nJCDxciJu1Ymnstx0XEuIx8WEK0gr8n7LSqBol0DRkgk0gaIh1vu5QZHKLarG3L2F+n6M0zQwZuq3jax2uOmLQNGSQLGJSKBol0DRkgk0gaIh1vs5QpEqKKnB3D2F+jffEIxpOWXIy+YXAAgUKYGibwkUGyCBol0CRUumD4GioXsFRaqgpBpztBUjd9eYui0PCdfSkJ8nUKQEir4lUGyABIp2CRQtmT4EiobuJRSpQq4YNTC20sA4fn0Grt7K1l4VKAoUfUug2AAJFO0SKFoSKNp1r6FIFZTWYM6eAg2M2QjalIMsz5tvGiqBol0CxSYigaJdAkVLAkW7mgoUqZyCckzfno1WfMbILxEvbHh/BIp2CRSbiASKdgkULQkU7WpKUKypqsCNpAwEb+FGxVkI1sCY3UAwChTtEig2EQkU7RIoWhIo2tWUoFip+cjKTMeN5EzM3m3sx8gVo6/dNWpLoGiXQPEeqzorFof37cehfXtxJOIWbFOjLANxZ/Zj3+7t2Hv2KnK85CKBol0CRUsCRbuaEhTpg+3Iy8lCfnEV5u4t0j/gz49rZNT39Vd1JFC0S6B4D1VTch2Hdm3B2lUbsXXDMswLWYutMdxwVFNVFs7uX4cJ0xZh45oVWDR9ApacuITcevKRQNEugaIlgaJdTRGKBtBq9M8x8uMa/ID/jF3WN994k0DRLoHiPVMNMs9Mwg/rL3p+B5JObsSo77YgT/t/6cXFGDCkC+ZGeCZtzEx8MGAudl5z/pJsgaJdAkVLAkW7mioUazx9yScY9xTiqykaGPXvSvXuW6Bol0DxHirnwHD8pcUobL1kJJkbJ1ZjaO/94BBcXtERXVu2xB7PwhGp2/HJK70xdd9N+y1WjwSKdgkULQkU7WqqUKzdF33FqIMxU1sxFiCj1peI15VA0S6B4j1UTe45DH7vcTzy8qcYOG0eFizajJNJXAnWIHJSW/R4qyNOmQvDgmP44clWGL8qHk4pmnsnEoqdO3f2vNJwMRgYlG5gxGBg4nRzIgPhg3UZ2PSlKo4DJzonq6o4wTk5VEFC0YdbGDFZMQG79cEE7AZo3CaJfWEiVhUhwnOrmvRYz4SRqg9CjD7YHzdgZRvqAq0hog+zHXX7UqiFLZ8xNtdWjDMJxnqeMbIvHE/6UBVjgnHOWFUVL9jcwohzlfHlBkaB8BGoXHpfvtHm1t6heOOX/4L//B/+EY/9PRjR+oV8IQ4O+gjN3+yEc2ZOLz2L4c+3xIQVcfoei5XlZVi1ahUWLVqk/+zdu7cOxddee01/bfbs2Zg2bZq+szdPLieeN+OE4KqIu15z01OnMr6MPngSuds0Nyx1KuOPBcIH63LXavpiu5zKeDPW4Thwx3qCkaskp3LejD64ASx3I+cEUWkHjRuNcjzMq/mGGP8mEy83TeVO3irtYHkmXrZD1QeNPriZLfvCpKM6HgkJCfq5NWHgVKY+M/tCH9z8mf93KufN6IPtpw9uJMsLBZV20AfboOqDZraD48rzXNtHQV42ridnYsrmDLQIzkbwtlxcuZmNwnyrvtkOjid9mK83xOiDMcE4NzehdirnzViHUGU7OGfMi4WGGH0whzG+uHmzig8a5zt9qOZBWu1cqjIezDfMYYwNNxf2TmrUUCy6tAUTlh1B7Pk4HJrXGa888iD+2n03MlCJsLHN0fFvHXHaHI+S0xj6bEuMX3EBvNavKC3GyJEj0b9/f/3nl19+qUPxiSeeQL9+/dClSxe0a9cOBw8evBNw3oxBzcQZERGhT1SnMr6MPjixCGKeTKcy/lggfLBuZGSk7ovtcirjzViH4xAeHq5PdF7BOpXzZvRBiNAHJ6lKO2icoBwP+nA67s34NznJmWyio6OV2sHyZrJR9UEzEwX7wgmvOh4xMTH6uaU/1b7QBy94+H+nct6MPth+1icIeOGl0g63Pmj0wb5wXHme6/rISNPm041UTN2Sqb8rdczadETGa6+nam3Qjpvt4HjSR+26/hp9MCaYOxgjKv1gHcKQscE5w744lfNm9MEcRh+8UFDxQeN8pw/VPEirnUtVxoP5hjmM4+nm8Y2TGi8UawpwMqgDZh+65vnGwmKc3zgAHT9+D/u0VfvlBe3R+YNvcNDcDDt9Oz7/fTuM2XxVf6bIWyXm6oU/169fr0OxTZs2+mu8SuLVJweUt0d4m8WX8bYFJyf9OR33x3j7hMHIW21Ox/2xQPhgXSY8+nI67o9xHHilx5W2v2NY13gumHR4C8TpuD/Gc8nxUPXBW6ZcEXGyufHBdtAHr1ydyvgy8/kX+8K4dCrjjzHJ8NyyTU7HfRnr0QcTj6oP8/kXV1m87edUxpdxDNgGtz7YDo6rU1+qqipRU63NqSLj4xr8HOOgldm4lFyKai2mGdfsC8eTPurW99cYE4xzxojTcX+MtxrZDs4ZxopTGV/Gucr44kLArQ83edBtLuV5Ye5i/rl/bp/WZGFnvw4ICb19540zNclHsXL0R9iapa0iz4xBn37NscLYeh+4ugKvtxiHJZHOD8PNZ4qdOnXyvNJwmRNMnikakmeKlkwfTJzyTPHn8UyxrgpLqvVtp1poYByyOh/X0ozMU10tzxRrS54p3jNVI3nfKAwO2Ye469pyOeUWIg5sxaJpW5HE2C6Iwtw5kzB2bQRSbicjanUf9Fq4FfG5zoEv7z61i3UZlG4CiuPAK1cGuKoIEoJV9V2fFH1wPFR9MOHyipVAc+vDLZwJAPbFDVgJAZ5bVZCwHseCftzAiD7YHwJSRRwDE85ufJjt8Kcv+n6M3HZqahYGr8ozwFhTqZ0Tefepqdo+VBWoXHqfQVFTTTHO75qNceMnYtaUYExeuA+3auXf4hvnsHruFEwLGoOJC3ciOq3+RCJQtEugaMkEmkDREOvdr1CkuLvGPA2MLbUVI8F4ObkUmelcKQoUKYFiE5FA0S6BoiUTaAJFQ6x3P0ORKtTAaOzgn42BK3IQGpeKgjyBIiVQbCISKNolULRkAk2gaIj17ncoUtzBX7+VqoGxf0gmYhLNd/U1XAJFuwSKjUACRbsEipZMoAkUDbGeQNEQnzHyVmqLqdkYtCoH19LU3gAlULRLoNgIJFC0S6BoyQSaQNEQ6wkULeUVVmLatiy0CM7EkFW5SmAUKNolUGwEEijaJVC0ZAJNoGiI9QSKtVRdieu30rB4XwbaTM/SwJiHqw0Eo0DRLoFiI5BA0S6BoiUTaAJFQ6wnULTEvmRlpCAzIxObz5SgFcG4Og9XUv0Ho0DRLoFiI5BA0S6BoiUTaAJFQ6wnULTEvnA883OzUV5Zg01nitFSA+NQgjHFPzAKFO0SKDYCCRTtEihaMoEmUDTEegJFSyYU6YMiGDeeLjZWjKty/VoxChTtEii6UgkuHQhB8NTpWLxsLfZetr6WrCY9FtuWzcCs4AkIXn4QF7PqD3qBol0CRUsm0ASKhlhPoGipLhSp8goDjK09YEz0AUaBol0CRVVVFyF8eT8MXnEYifGhWDP6e3zUezf0fYUL47B8ySxMWH0GVxIvIXTNSAxbfQhX6hljgaJdAkVLJtAEioZYT6BoyQmKlL5iPFOMNjOMb77xtmIUKNolUFRUWeIWdPlrf6y7zmAuxullg/DlyKP61lDZJ8agV69WWG5+IfiVFfhL2yAsj3H+0l6Bol0CRUsm0ASKhlhPoGipPihSFVXGivGbGfwcYy6u1gNGgaJdAkUlVSNy8ed4pM1MhCfnaAknExnp2SgqNwL7/Nx26Pr373DEPC8Zu/HNHzoiaMtVOKUT2SXDLtZlYNOXqjgOnOicrKriBOfkUAUJRR9uYcRkxQTs1gcTsBugyS4ZljgGbINboJntcNMXjmd9u2RUaU3bdKYE383KqXfFyJhgnDNWVcULNrcw4lxlfLmBUSB8BCqX3mdQzMb2AY/h39oPw7LF8zFv9gSMDVqP8FxOjkqEjmuBzrZNhk9h6DPcef8CuG7hBOCVOwOZP2vvp8jXONk4WXhyOOE4ebwZJwaDgCeByc+pjC+jDwY0QcLJ4VTGHwuED9blKo++2C6nMt6MdTgO3M+Mga3qgwmP+8wxwFV80OiD40EfTse9Gf8mExbjgZNUpR0sT5jSBxOfal/MVY15oaE6HkycPLdsk2pfOBb0w/87lfNm9GGuatgfJnOVdtAH28AErOKDVrsdHF/VdnA86cOpTE21FkPaz7UnCvDtzCxtxUgwVuj7NHK/RvpgTDDOGasq/WAdJn+2g/mLfXEq583ogzmM8cWcqOKDZl4M04fTcX+sdi5VHQ/msPtrP0VkYX2nh/C/nuqCnbc5EGnYN6cvXuu9E4Ua9o4M/hDN3+yMc+adu9KzGPE8oRjn2Xm/BKNGjdJ33ufPujvvd+3aVd95/9ChQ3qQMZl5M04s2XnfMtaRnfcNY3kmK9l53zD6YPt/Djvv+zKzHb523k9NvY1k7eeSfWn4ZkYm+odkITQ+FZnp3PZOdt6va7LzvpJysKn3Q/hlx7m4pN+dq8blVYPx6W+bY59GvQtT26LbX7/HSfMioeAo+jzZEmNXxuu3TyvLy7By5UosXLhQ/9mrVy8diq+++qr+2qxZszB16lT95PKqhVdw3ozgZILgBOXViVMZX0YfnNxMwJxoTmX8sUD4YF1Ocvpiu5zKeDPW4TgwaXFyqfrgBKMPTgwVHzT64HjQh9Nxb8a/yRUeJymTjUo7WJ53HejDTHoqfaEPTnT2hasj1fFgwuO5NW8bOpWpz8y+cCzoh/93KufN6IPtZ332hysslXaYPpg4VXzQ6IN9YTt4nlXbwfGkD6cypuXkZGl/Iwurj+bh21nGl4hHXExHYb7mIzVFzx2MVZV+sA5hwNggHNkXp3LejD6Yw+iDkFbxQTMvIunD6bg/VjuXqo4HcxjPCVfhgVQjhmIlzsx8Fb8avR7JJhRXD8QXD7+L3doY3FzTGV2at8CudL0wkLIVb73YHRP23NRK/ljyTNEu1uXVlpuAkmeKlkwf5m06VXGysy+8RaQqJjueW9VnaKzHsaAfVR+8vWVCuak/U6yrau3P8F2p38zM1p8x3sjQ2l5TiRQtzhmrqpJninYxd/Gi/j66fapN7pOT8eevZiFaXx1X4fyywXjng+m4rMVY5aWFGDCsPeZGet6VFh2Mt7pPw5ZE50GWd5/axboMSjcBxXHgFZ+b2xcECcGq+q5Pij44Hqo+mHD5fIRAc+vDLZwJAPbFDVgJAZ5bVZCwHseCftzAiD7YH0JFRRwDE85ufJjtcNMXjid9+KsqjYwbTpeg7YwsDF2Tj4RbxchKv63HqqrM56MEqyrgOVdNsAbCh6oClUvvOyjWFF3H7mHjELxgI7bvWIXpwZMx6WSqcbAiFfs3LcWo4GXYvX0zlgUPwoy9EcioJ6cJFO0SKFoygSZQNMR6AkVLKlCkKrUm8+MabfhxjeXZOBeXgtIigSIlUHSj4njsXbseGzdvxt5zt2A7jYVJCDu0DVs3rsHmownI9JLPBIp2CRQtmUATKBpiPYGiJVUoUpX8HKP+Af9s9F2agbAE9dunAkW77l8oBkgCRbsEipZMoAkUDbGeQNGSGyhSFZW8lVqMr4Mz0WNxDkIT1WJMoGiXQNGlBIp2CRQtmUATKBpiPYGiJbdQpMrKKrDsQLoGxix0W5SDsMSGx4hA0S6BoksJFO0SKFoygSZQNMR6AkVLgYBiTVW5ljtSNDBmoPX0bAOMVxoWJwJFuwSKLiVQtEugaMkEmkDREOsJFC0FAoqMifS0ZM1Hjv6VcNxdo9vChoFRoGiXQNGlBIp2CRQtmUATKBpiPYGipUBBkXFeVJB7Zz9G7q7RlWD081aqQNEugaJLCRTtEihaMoEmUDTEegJFS4GEImOV4ptvCMa2M7N1MIb7AUaBol0CRZcSKNolULRkAk2gaIj1BIqWfgooUtxdQ992alY2uizwfStVoGiXQLGmGmX5WSiuPTdqypGXkYykWzeQlFEEb1+MJVC0S6BoyQSaQNEQ6wkULf1UUKTIJX5co91sDxi9rBgFinbd91AsvHwc83oNxqE7cVmOlJgDmDVlAqZPGotxUxdhX0I2KuqJe4GiXQJFSybQBIqGWE+gaOmnhCLFZu2LLtWh2NkLGAWKdt3nUMzB4VGt8fpjvXAox3ilMmU3xk4cimmHjS/pzT82Hm0mrcbpNOf1okDRLoGiJRNoAkVDrCdQtPRTQ9HU8QtlFhgdbqUKFO26f6GonbfSmzswssVHePd3fXHE8y1JN7b2RPcOzbE5yfgdSZvx5ntDMftkiv2r4DwSKNolULRkAk2gaIj1BIqW7hYUKR2M8zUwahZeB4wCRbvuWyjWlKfi9JoFWLNkOto8NQCHPSvFqGnfosd7HXHCHI+cA+j5xDeYsPYSnDYyOnz4sA5Fbi6sKgYlg8HNSWBAcZIyKFQVCB+sywTuBmgcBwa2G6BxYnGiu4EAfXA83PhgomHydeuDSZxJVFUmnFUhQDF589y6EcfCDQQIIPpgf1STL8eAbXC77ZPZDlWxLxxPNz5MsPoDkpMXK9B1Ye6PnjESrGyHG5BwrjK+3FxQB8JHoHIpL8rvOyimha7FmsMXcWXnLLR9qh8O6RdaJTg+vBna/q0TzppcKD2D4c8ZO+8zzVdrQXju3DmcOnVK/8kNhQnFjz76CCdPnsTRo0f1Xfc5qDxBHFhfxoTHnerNk6liDCZuNMrgdjrujwXCB+tyU1z6cjruj3EcuAEskw4h61TGlxGq3CiUic/puD/GK3Bz81an477MXPFy81Y3PtgO+mDydCrjy+iDV77sC1cUTmX8MW7+ynNLf07HfRnr0Qc3gFX1wQsE+uBGsASBUxlfxjFgG9z6YDs4rm76wvE0VyUqxphgnDNGnI7XtrKSIuwNy0GHOZnotjAPZy8Wo1R7LSc7S28H5wyB5FTXl3GuMr4IaLc+3ORBt7mU+cbMg24WB05q3FAsise6Rdtxs6wYt/bNRuvf9/VAsRjHhn1qQNFc6JSexYjnDSjy2qq8pBj9+vVDx44d9Z8ffvihDsVHHnlEv4XasmVLfPbZZ9i9e7d+khnw3oxJkwAIDQ3Vd1d3KuPL6IM7iYeHh+u7gTuV8ccC4YN1w8LCdF9sl1MZb8Y6HAdecJiT3amcN6MP7mhOH5zsKu2gcQdvjoeZuBpi/JtMutz9PyIiQqkdLM/kzXao+qDRR0xMjN4XwlV1PCIjI/VzS3+qfaGPqKgo/f9O5bwZfbD9rB8dHa1DSaUdbn3Q6IN94bjyPKu2g+NJH05lfBl9MCaYOxgjvtpwO/kWUlOSsO1UKtrPykRHDY77Q9Nw4/oVREaE63OGfXGq6834d5nDGF/cOV/FB43znT5U8yCtdi5t6DmhMd8wh7Efbu52OanxQrGmGlcPbMDuy8ZVQPbhefj2qYE45el/VPC36PpmOxw170Zk70W737XGmLWX9I9mVFdV6pOBA8+fM2bM0KH4ySef3FlBnjhx4s7tP15t+DLCk8HNVZbTcX+MV0icZLzKcTrujwXCh3mVRV9Ox/0xjgMnCG9xMTCdyvgyXrHyipFX0k7H/TGeQ46Hqg9eMXOSMfG68cF20AdXJ05lfBl9mEmYqxOnMv4YQcZzS39Ox30Z69EHk6aqD67sTKByheZUxpdxDMzE7cYH28FxddMXjid9OB33xxgTjHPGiNPx2lakWVmp8f+jscXoNC8XneZn40BYGm7duIa0VOO9AHXr+WOcq4wvc4XmVMaXmT7c5EG3uZT5hrnrPlsp3sLaXgMwJigIM+ZMw8jOn+OFf34N3eZtQlgGkLa7H3p2+hKbbnqKJ23C6+8MxvQTzm+0MZ8pdunSxfNKwyXPFO3iOJgXFapiwpFnipYIZfZFninev88U6+rEhTJ0nJeDrgtycCgiAyXF8kyRYu7ihYobH05qxFAsQFJsDMJOn8HZsFPYNq0v3v31V5hz8iJSyIK03Rg1YSCmHMrUS+ccHILmY5fgZKpzUpN3n9rFupykbgKK48CgdANWXkFzleYGrPTB8VD1waRnwsitDyZPefepvPu0rvx996mTeD1wIr5MWy3mouPcTJyMY/5Ru0jgXGV8Ec6qFxq1fagqULmUdxHuIyhayorcgildP8QT2kqx38rjiE3TJkhNGa6H7sLUCeMxY/I4bUU5CzvjtKRWT9wLFO0SKFoygSZQNMR6AkVL9xqKVLXGryOxxegwJ0v/uEaY4kbFAkXf+hlAsQalOSm4ceUi4i7E4+rtTOSXeU5mdSmyU2/ixrUruJFWCG9pRKBol0DRkgk0gaIh1hMoWmoMUKQqy0ux40wGvtdWi10auO2UKYGib/0sVoqBkEDRLoGiJRNoAkVDrCdQtNRYoFihQTEzIxV7QrPQZUGusWJsIBgFir4lUGyABIp2CRQtmT4EioYEinYFAop8cwrfeVpcmI9jsaX6llOd52f/6JtvvEmg6FsCxQZIoGiXQNGS6UOgaEigaFegoMh2FOQb33XJr4TjO1L5zTf+glGg6FsCxQZIoGiXQNGS6UOgaEigaFcgociP/mjRor9WG4yhieWoqPIOOoGibwkUGyCBol0CRUumD4GiIYGiXYGGYm2gmWDsMDcbu8JLvIJRoOhbAsUGSKBol0DRkulDoGhIoGjXTwlFimDkG2++mZmF3REEo+dAHQkUfUug2AAJFO0SKFoyfQgUDQkU7fqpoUhZYOSKsRSVDitGgaJvNXoo1iSfwYalszBj1lLsjqnzNUulqYg6vhM7tmzAtuOXkOklnwkU7RIoWjKBJlA0xHoCRUs/FyhS/Eq4TvNy0JZg1FeM9nICRd9q1FCsyb+INQuWYPGCWZg+phvaftMW88LSjYOV6Ti+azXGz1iuQ3H5zHGYfzgOWfXkNIGiXQJFSybQBIqGWE+gaOnnBEWKK8aO87INMIaX2FaMAkXfatRQTNo7ATP33/D8dhWL2r+IRz5djBTtt7IL89FvUEfMj/Kc2NjZeK/PbGy74jxAAkW7BIqWTKAJFA2xnkDR0s8NihS/K7Xj3Bx8MyMbu2uBUaDoW40YihU4NuElfNB3KeL0zSCKcDy4J/79icGI0n67tuJ7dGnRCvvMOE3dgU9f6okpe27Cafrs3btXoFhLAkVLJtAEioZYT6Bo6ecIRR49EV+ug7GtDsZSVGndrygXKPpSI4ZiNRJWfYc/fR2MCI5bTTo2D/47HvjbHFzTfj0/uQ16vNkRp818XHgMA59qhfEr4/Wd9+tq//79OhQ7derkeaXhYjAwKN3AiMHAxOnmRAbCB+sysOlLVRwHTnROVlVxgnNyqIKEog+3MGKyYgJ264MJ2A3QuE0S+8JErCpChOdWNemxngkjVR+EGH2wP25gxDa4BZrZDjd94XjSh6oYE4xzxqqqeMHWEBiZYOR+jLyVuieiVJuzxcjKSHMFI853xqgbH4HKpffd7dPKwgzcuJ2j76RflLgJA959FT3X39LWkMU4NOhDNH+zE86ZOb30LIZ7dt7ntX5leRmWLl2KOXPm6D+7d++uQ/GVV17RX5s6dSomTpyo7yDNIOPk82acmDwB3KGdG8k6lfFl9MFNU7lzNjc+dSrjjwXCB+tyF3D6Yrucyngz1uE4cDdyrhZVfXCjUfpgwlDxQaMPjgd9OB33ZvybTJrcAJa7gKu0g+UJQ/rgTuCqfaEP7kjOvjD5qY4HdyTnuTVXSE5l6jOzLxwL+uH/ncp5M/pg+1mf/WECVWmH6SMhIUHJB40+2Be2g+dZtR0cT/pwKuPL6IMxwdzBWFXpB+vwApSxYW4O7lSutmVnGXYkMh29F2Xim1k5WH0oDbEX4nHzxjW/fDgZ5zvbwY2GnY77Y7Vzqep4MIfxnLi5U+WkRg3FOyq4js0T26HztH3I0y8YK3B2bAt0+qu2UjShWHIKQ55pifErLugQrSgtwdixYzFo0CD9Z4sWLXQoPvnkkxg4cCB69uyprxqPHDmi3/Zi0HozXtUwoCMiIvQT4VTGl9EHE2dUVJS+Y71TGX8sED5YNzIyUvfFdjmV8Wasw3HgeHCSMnE4lfNm9MGkxwsTTg6VdtCY9Dge9OF03JvxbzLZEGbR0dFK7WB5Jgq2Q9UHzUw27AsvVlTHgxcZPLf0p9oX+mDS4v+dynkz+mD7CRIaE6BKO+iDbVD1QaMP9oXjyvOs2g6OJ304lfFl9MGYoA/GiEo/WIcQYnxxzrAvTuXqWnpqCjLTU3AmNh39l2Wh9bQsLNieiIsJl5GW4lzHl3G+M0ZV8yCtdi5VGQ/mG+YwjsX9B8WKbJxeNw4DFhxGun5Xqgq8sRQ7tz06f9QWB8w7Gmnb0ezJ9hiz5ar+TJG3Sri85yqQPzdt2qRD8ZtvvtFf420M3u7iLQnemuEtEl9GP0wSrOd03B/j3+ZJ5d93Ou6PBcIH63Ji0ZfTcX+M48CEwVsg/o5hXeMtKSY83gpxOu6PmVfiqj54a4tXn5ycbnywHfTBSepUxpeZt/rYF96icirjjzFh8NyyTU7HfRnr0QdXZ6o+zFt9XGnylrRTGV9m3qZz64Pt4Li66QvHkz6cjvtjjAnGOWPE6bg/xtuEbAfnDGPFqYyT1VQbdul2BQavytPAmIlNJ3NQVl6h5cmGz1vOd8aomzzoNpcy3zB3Mf/cV7dPCcCUUyEYufgYUrn8K87AjTMHcV6jXv7Zcejb/2ssSzBKIjEEf2o1HiHRzvf95ZmiXazLZEFfqpJnipZMH0zgTL6qYsJjX+SZojxTrKuGPlN0Utz1IgzQVozfzMzBrgjjzTcNlTxTvGeqQc6lDejToj0GjpmE2fPnYOLgsRg3ZgWu8nBRLBbNn4oxK0/rmwyfXd4H/ZfuxKV64kU+kmEX6zIo3QSUebXn5vYFQUKwcsKrij44Hqo+mHDl3aeWWI9jQT9uYEQf5spIRRwDE85ufJjtcNMXjid9qIoxwThnrKqKMGI7CFZVwFeUleDchQwMCMlCWw2MO8P4cQ3PQT/F+e4WzoHKpfcZFKsQvaoD3nrtRbz00ot44YUX8MJL76HdnFCY65LypAhsWDgNMyaPw+Sl+xCXWf/ZFSjaJVC0ZAJNoGiI9QSKlpoSFEu1uZqZkYbIy7kYtCIPbWbU/5Vw9Umg2EQkULRLoGjJBJpA0RDrCRQtNSUocq6mpaWiuCgfl29XYNAqE4zed9eoLYFiE5FA0S6BoiUTaAJFQ6wnULTU1KDI+CooINBqkJhSiYHairH19CzH70p1kkCxiUigaJdA0ZIJNIGiIdYTKFpqilA0gGb4uHy7Ej+syNXBaGw75d23QLGJSKBol0DRkgk0gaIh1hMoWmqqUKztgyvGH5bnotU032AUKDYRCRTtEihaMoEmUDTEegJFS/cDFCmuGAdoYOSKcY8Gxv+vvfOAi+rY93jey333Je++vJu8m7xYEmuMBVsCV40lVgQRS+y99xYVRRA7AjYURQQRKQqChqIICFKUvvQmvUmXJr0tu/t7Z86uJcmaALtn16vz/Xzm8+GcYc+enTNnfvOf+c/83+SVSkXxHYGK4q+hoviKF4JGRVEM+RwVxVe8L6JIeCGMxGIUC+Pv/4eK4jsCFcVfQ0XxFS8EjYqiGPI5KoqveJ9EkZBdyn8pjMT55rfCSEXxHeFtEkXyksryIMlnZRVFcg3SgMtyH/IQRfKCkxdd2aJIrkEaX2WLItk1hdQPZYsiuYasQiIPUSSfl/Ua8hBF8lxl2dFGXqJI7uOPBO3P6IgoErIkc4wvnG/aXys6cg1SpooURVJupA1/HdJ2UVGUgbdJFEmD9TZYiuS3KFsUSWUn11C2KL4QNGWLIhFmUj+ULYrkd5CGTxYhkYcokmuQ36NsUSTvCrlGV5GXKJL74NpSfAFZx6gv8UolW8K9HqiY1C9FiSJ5hiSoQ79+/XD//n3JWSqKMvO2iCIRgKVLl7I75ncVeYhiZGQkNm7cyO5W31XkIYpkT1oSsYREAOgqsooiwcvLi42k0tXGRh6iSLh06RKMjY3Zhq+ryCqKpBxJeLUTJ05IznQeeYgieRY///wzey9dRR6iSOqXnp4ebt++LTnTeeQhiqRukRB4JLhBV+mMKBLIHKO+Yw0bqNgmoBHNTF+tsqIUixcvZqOPdJXOtKXkPkl7RdrvSZMmvbxvKooy8raIIgkhQ2I6RkRESM50HnmIYlBQEGbMmMGGXukq8hBFd3d3LFq0iA0h01XkIYrOzs4YN26c5KjzyEsUjx49ynYSZBmqk1UUiUVy8uRJbN++XXKm88hDFAkLFiyAoaGh5KjzyEMUyWfXrFkDa2tryZnOIw9RJG0PKQ9bW1vJmc7TWVEkEIvRwLEWyy9Uwf5xK9KynmLMKFVER0dL/qPzdLYtJXVy/fr1bBt+5MgRtn6RRNofKopd5IUo7tixQ3Kma5AefFdfLgIZHps2bZpMvSwCqUwdrdTSiIqKwvz589meVld5IQSy4OfnxzY4pMHoKqThk6WjQvD09IS6urrkqGuQhk+WjgqBBL42MDCQSVhJgyPL0BaBBOHev3+/5KhrkMaKNGaysGrVKpiamkqOuoas90E6W9u2bYOjo6PkTNcggkjqalchz5SUhywWK4G8K53tqJQy1enUPQG22rThpGMefpysibQnsrVhnW1LSeeEtJ0ff/wx21Ei5UEEXtY69lveG1EkY9FEFBcuXMgGLu1KIj2jwMBA1pSXlt+R5Ovry25u7uTkJDW/I4kIGrH0eDye1PyOJNLbnDx5MisG0vI7kkg5+Pv7IyYmRmp+RxIZLtTW1mafj7T8jqTw8HC2PEiwYmn5HUnnzp1jn4u0vI4kEvw1LCyMDVpNgqdK+5+OJNJpI50Eci1p+R1JwcHBbD0l9yQt/88SeZ7EWl2xYoXU/I4kEoT28ePHCAkJYf+W9j8dSVpaWuwQqrS8jiQyTfHiPrpaHqGhoWwH8vjx41LzO5JInQgICGDrqrT8jiTyTEl5kPk1afkdSeTZkneFjFS9CCT9ZymFSU9SkuHmG48NphlYfbkeq08Ew+9x19+3rrSlJMgzGTr+8ssv8dFHH7EdhHv37slkfUvjvRFFIiB9+/ZlhZEmmmiiiabOp4/+MRg/rLTFjN3e6DZsvtT/UWQaOXIkUlNTJa28fHhvRJFAeiVkHk1TU1NpacqUKfj888/ZeUVp+YpKY8aMQffu3TFx4kSp+YpKampq6NWrF3788Uep+YpKqqqq7HORlqfINHDgQAwYMIAdJpKWr4g0ffp0DBkyhO1ESstXZOrZsycGDx4sNU9RaerUqejTpw9GjBghNV9RidzHV199pdz70JiOSRPH4dP/+RvGjf1B+v9wlIiVTNrvTz755KUoHjhwQCZfAmm8V6L4NkAe4MyZM5GdnS05oxzI0MnKlStlnhOUFTKcRIbHyFyrMiFDSuSlUzbm5ubsvKKyIcPrxKFB2WzYsAFWVlaSI+VA5r10dXXZqQZlQuYBifOTsu+jpaWZ6Tips04uioY4xH366acYNGgQDh48KJMvwpugoqhgyGSxhoYGO7+hTIjVvGTJEpkcbeQBWZKxdetW1itXmZAlGcRCUjZnz55ll0LI6rAjC8QZxMLCgu2FK5vVq1fDzMxMcqQciEMImWN1cXGRnFEOZO6MLKNS9n2QDiyxWjMyMiRnFAPpDJC5RBUVFZm89/8MKooKhriHk6FLMuGtTIgzBrGM3gYxIharsi1nsjRk9OjRkiPlQQSRrImT1XtUFshoBnE8ktVTWx7MmzcPJiYmkiPlQEZTiMXq4OAgOaMcyDId0pFV9n2QZUdk2oM4viiKlJQUdhj9r3/9K+tcwyVUFBUMWSdEGmCylkyZkHVs3t7eMi9lkJWCggLWC02WxerygGweIMuiaHlBPGiJU5gsSzJkhQzTkZEM4nWpbIi3tiwbXcgD0kkgHqyyrKWVB2TpAfH2VvZ9kDbM1dVVprW0nYGsRzx06BA7h7hp0ya5L8H4LVQUKRQKhfLWQobzyRA6GUonC/65hooihUKhUN5ayCYlxBeDTD0pAiqKFAqFQqFIoKJIoVAoFIoEKoqcIERrYwMaG5vQyu/cPqntrXzm04pDKBCi6zuodg6RUNDJ7xKgta3rm0l3lLamOtbRp6G5XXKGe4Stjcx31qCusbVzz1vIRxufyyfG1N2mRjQw9bepRXHl0cZ8Z2MXvlPEbwWnxfEaIkEbpASi5w6RAG2d+EJhaxsU98QkiPhMG6fIQuEeKoryRtSGIt5dXDE6DhPTU7hg64+sOunNnqi9HoUJPCRlFqKgIBux7q644xgMTqeSRUK0NdSgojwXEb4euHX3CbjzcxRB0FKPqooSJPv6wsX+MZ5JcqQhbCpFcnQSsvKZ8shJgZeHC+wCuh5S6k9h3uWmgnDYGm3DuuVLsHabKXzSGhgp5hIhBDU58LpyFKtWL8LS9bqwDy5Aq9R2RQR+RQbCY58gu7AAT9PD4O1qD7cE+UYFeIUAdalBsD5vCiMjPezSt8TD3DZOO00ipuGvyQnBzfNnYGJigP06ZvDNaHljR+F5Fg+xKRkoLChARmQg3G1vIk6+W19Kpbk4Cb8YGeOxYhwugcZ8hDqb4ELYm7zD21GZHo+k5Gym7XiKzDDm/brogfTXowFzgLAyExFxKcgk9TEzEn7u1+ESo1wPdnlDRVGuCFGV+BCXtx6EXzGxFAvgef40Lpz3Q42UuipqyYXdugHo9VVP9Or3LVQ1d8A5saZzlkNnETQgy+cqDu/aCPXFczH7UgyHjV4bKmLcYay/A/MnL8H4eR74o4Uo7U89sEllIL7q8TX6DhiOaVusEFfNnUS1N5TiofkZ+OfWMlZbPnyOLceU8TrwLefuCQibypF87yLMHhezlmLcjV3QVNfGpUjp6xIbIi5i8MB+6NGzN/oPGoVVhu7I56hn3l4bj8vLtsM6shQN9XlwNlgOlfkWyOh6YIc/pa3yCex3rcTZxyTg9VN46K7B9OnGiHlDNLLYK+Og8k139OzdD9+q/oQjd54owFJsQtyV3VAfsgt+XY8z3CkqI0yxbuoIHH70pk0cWhF8Sguqfbrhqz79MXDkbBh5ZnFuKbbFXcXIYd+I6+O3qlhy2AVZ0nt0/7JQUZQnomrwLI5Ac7oTCiSncn/ZCp09WxBQJjnxGm2MaP5idAp3GIvoAS8b5V0PS9gJRBAK2tFWHo3TB5dj2gVuNxEgQ6b8tjw4HdiHkVpufyiKrYWeMDnrAtdbXojILGJeey4Roi7vPvT22CO9UvxSP484g1njv8MGDlu+5pIkOO3XgXuR5GEXe2L9+ImYZRCJ32uPAE0xFtC3cYfzL0GIy6/l1GprL36IfT+MwRJ7ssFyG4LPLcGnA2fDj8MltW3PgnFk0ihoXSZrEfmIPrMUagNmwVHanhIiEeIsj8HGzR53AnnIqeJQrV+DXxWM00s1MW3gHgQoYFdEUWs57p9cgEnqQ3EipEly9rc04OEVS9yyv4p7j+KQW6UYYeLHX4WBrRscbwcgJqea41EV5UBFUZ60FMHt/CaMNAhgqqyY6kAdLNjyE6ySft+Ha20shMdlZyRmpCEjKxPZhZVSGkaOqEvChSMrMZ1jURRTCtdDevhe+49EUcSI4n1ccYlB6hOmLDIz8bSc20W6jUl2WDZgFA76iF29GxkBWjxpCFb7cieK/LJHODpnADRNeeIRgWpvbJ82GRr7I38/jC3ioznWCub+mXiSnoXsrBwUc7jHgUjYgrKMZBSzvZFCOO6aje8WvOrgcUJ7K6pzUpDNvjDFuL13Nib8dAGp0h69kBFFK0s8fBKD9OwcZGU/Becjp4IaJHlcga2VKVYN10UAx5aiiHnmZXF3YX7dAsZrRuJ48JuGyuvw0M4VYaFRyMrNZMqj6GWbwx0iRhStcflhKhLTspn6mIVC5W6dzAlUFOVJQzYcjk+D2pGAl1ZOC+8w1Hdpwyjm93YPnxHFOydO4JqtDa7aXsLJYxdx41G5YoSxJgHnDytKFItxx+DAn4giYzUwVpPxyauwtbaBg8VpHD1nBf8S7oSRX5cFL+ur8Msmz6YNsTabMVZlKe7kcTgI1fQMPA8rOISWsocVvobQHj8Weg/Fx7+GWIpXsM/sJmxs7GBrdhyGl+2QxfHmP8+zw+DrZIw9W3fgTtabLBV5IkRDfgz8HM9h1x4dWCe+aY5KhHirwzC3M8d1+xswNzyGS1YJUqcm5EVN2j043k9AhrcF1o7YB3+ORVFQmQaPmw+QxHzv6XUjcezxm6SuCQGWF2F1wQy2Ttdw3tAYps7pqOPYYCSiqGfmACubG3C4dALHL1ojtYYOn1LeRF0aruqNhNrRwFeiGMWI4s/aOClFFIX8ZuTzYlHKvtTtSLY7huXjD4DHfZfvrRRFQWsBomOKxBaUqAR3jFbgh33+UMQ0fnOePwxWLMf6Gyng1j59hbAuEbZbF2HzPi8USG3YRWivSkNIhqQ7XhuFKzpqWG6TyZ1zlKgV2QGXcc7kKI6bucE7pYLTIVsWYTMKQ+xgdNoQJ88643F04Rt/X01aKDKrxJ2WhpRfoPu9NiyTOXI8aivEfZvbSK+vQ1GAFVYP0+FUFEVMq5F5zxZumW1oyPPBqbUjcPSNogiUxMUhv1o8DN+S6oR1g5bhdga3nRjR83SEpEsKoTEFdge+x3yLZChk5kdBUFGUJy2F+OXcWow45P+yktQ82g+tTbNxIf73rzlx9EhPLUCdxDQs8jiMTf3GwVK+MTOl89aJogjNzzKRll8tcZx4Dr9Te9BHzRiJHE9cCBgL3/2oPowuBkNhO7A2VyLCYT/0TW2Q9KYWRSRAVX4a0svqxB2F1lzY7l4ElQV3wP3eHozlbLUFw8buxP1CRTV5IqRY7MbEwethnydF6IR1yE9PQ1mt+IXhF/lBb3kfaDtysxdoGe8uPJLEDlD1Ydexfrg+wjgrChHainhw83ginqerCoLpxu9hHPWGLkl7NXLScvGsTtyutJTcx/Gve2G/u/xDKb1ChJqCdKSX1ojvsb0Id/SX4lutm1B8ECnuoKIoTwQVCLykiyk/vfKyLPDYhC1blsEj/7eVW4iqEHNM1NwH76diM6Ho3lGs7T0WFu+lKLYj1loTWntvIJ81qmvw0GQnvv7+JBI5HM0UtlWCZ2sKqxvhjAwzWlVfjaJ8jidK+HXIemSJ0zauSCZmcE0VKkqKf28Rtxfjrt4kLDMLFOfx83Ft1wKozL39h0tbusrzFE8YHTWGf654VOPpnb0Y+kk/rLwrxUtMLohQl/4AJsdOwitdLIJlLrr47oMBmOOcyx7/isrHODxlIc56F7KdBGGxD/QX94bmDS5EsQxuBw7jwlVrOLk44pL+WozvoQ59R18kiod25IwIec460Lt4DQ63bsHOTAeLf+wJ7SMuCEmR0gUq8sRi7Q047Sv2SOKXeeNwj6+x141LUayE75GpWHLGG5WkCESlcNZbjG80bkC5AejkCxVFudKO4iAXHJpzBDy2K9WKcHM9HNK/hjx22qoIwa5OeBBXxuSIUBt3DfM32iKLHa9rRZzNHszXPIh4RUQNaknHZcN1mGGhiPAvVbh77AjU5njjV/3/ugz43f4Fj9IqmJITIt1uCTba8MQCIHiKWwfmYZruYw6tNxGexTvi/EVnRJc2oKYsFf5B3nANlDa/Jy8EaMgPhZWpJTs0WV9TjJi7D+D7gAfy2BvSA3DLLQBZ1Yw1JKzGgyPzcMJHslbzeRjOrJ+MVfaZTG2RNyIUuW5H7xGL4JgjPpN2dTOGdJsJ02SuzKN2FHnpY3B/dVgni89kWG3GPz+dyFhI4pegNMYbTvceo5BMltVHwHD+IdxNE9eixlg7bP5xNq6xPQt58xzpjwLg5eYOT18vOJ7eBfVec3HKi4esKi5EEShPDYSvtxs8vB7g7g1DrNfojSWmfkjIJZ20WqQGucLVNwHlpJNY6YX1m8/ibpK4LJoSrmCx2jK4ZXI5fFqHQMOFOHo3jXlyDI3xuLR5EhZZpkARM8+KgoqinGlvLEW081mcMbOAta0ZTpk4IiBJsvawLgy6E8ZizfkwkDXAwrYyJPi74oaNLWwum0DniBl+ieV4DkfER31eFFxtjmL2+N7oobkT1p6xyHom/2aWCEBTZRojfJexfvJQfNJ7Cc44PURKnsQSK7yNJaPUset6AjuPJ6hIR6DHTdjY2sPCZD+OnbdD9DPu3I7ach9gr1ov9Bg2Bv9UU4XqyIEYPXslbqVxZ5q21yXi6toh6NFzBMaNZr5TbTj6T1iBY77iAajiW6uhOmMznJ6IG7u63HD43LKD7TVLnD+2H8aWzsjhQgMY+OWJuHHpAkyu2MHB6gz2bTuACzdjIJnC4wAhWipScffiaZy9aAdra1Pob/wZpvbhKGdHBUWIPfcTJszXwYOn5LgJBbwAONna4pr1JRzTP4GLN5JRz+kLw3RUMgJxTZex0P8+AQZuMcis5HDoglCbAc8ru6E59DNoHL+PlHzSQSjCjY0zMWPFJSSwZVODpzG+cLrugBuWl2BwiCkLr+xfdzo5oL6ABz9nO9hdvwqzE7owMndAunKjvskdKoocIGisQFp0BKJiYpFWUC3uVRH4z5ERHonkvOqXjgSi+lzER8UgOiISUVmVkrNcIkBrdSGS4yMR5OcJH/8g8FKLUNnAxYsuBL+xHJlJcQgJ9ITXA39EJGShTOIcgJYyxIVFIbVAMmfG0JCfhOjoWEREhCHjGbeTiWRnmWBXV9xxdoKToyMcnW7hXgDTIHPRP5AgbClHcoALbt9xhiP5TkcnOPuE4slz8W9tKU1AaEwyiutf/PZ2lKfFIToqEuER8XjKsRMWvzIbMdExiOWFITzxqUKcjkS1eUiIigYvKhy8uNzXGnYR6vJiwItPf7WGV1CN9PhYRPHCERaXzVrX3CJCfXEaYsIC4OPjh/DkPJTVc2MpihGhvbYIydEheOjjA3/eExRVkB/fiuKkWMQk5L/yMOWXIS0xDnGR4QiOz1eQs4sAlRkJTB3hISI8BnmKGNVSMFQUKRQKhUKRQEWRQqFQKBQJVBQpFAqFQpFARZFCoVAoFAlUFCkUCoVCkUBFkUKhUCgUCVQUKRQKhUKRQEWRQqFQKBQJVBQpFAqFQpFARZFCoVAoFAlUFCkUCoVCkUBFkfIeI4KgjustlFuQE3QXvOxX+912DAHqGjne6bpD8FGWFA9eSKpCgj1TKMqGiiLl3URUCT/bw9DQ0GDSDMycMxfz5s7GTE1yrIE5lo+QEmTFnPsJ2+9mST7EASV+2DRqJo555HYi3JMIma7bMU9LG9ZhJKyWLAjQWleNksqWl5uudw4+Uhz2Yd3CzXjAVVhFCuUtgooi5d1EUI3o+5bYraMLA911mNbjP/HB3wdjxmYdGOjth4F7LHKDrmDOlMnY6cFdiNS0a7PxtfouuGd0LuJcpus2TBs7Cxa8yi6KmYS2Z3hgfwwrLOO6fJ2mJBusnjkVa+1zZLsXCuVfACqKlHcTkQgiYTvaBUwzLsyB3bwR+Pexu+BWyGfyhBAKRBA2VSM/IxMlJBaPSABBSyvaBMyfba2or2kEnzXRhGhuqkdNbQtjv/0aEb8FtbW1qG9qfoNY5MFKvS/mHnJDCYkEJWpHSwu5HwH49bVoaJbYjvw2NNTUoLHtlU3YXlOCrPR8VDHnRCI+mltaGJuPOd/aiJq6ZrS+iCzFnG1ra2au1Q7mJ4lpbUFLExmsZcqgKgEmm/tj0D5PlDczn2t58UEhWhqZ31VTi5aXH5TQ1sD8rjo0NLaJf7MwC1fWamPysqvIffm9FMq7CRVFyntAAW4sGIl/G7cHnq8NAdZFXcMkjRkwDKoDahNhc/hHTF+zDzvWjsEwlVFYf/QablkewtzRwzFURQVjN11GTI1Y/kqCzLB84nAMH84k1QnYcsEbRb+dNCy7i0WDZuCQYyYrLtVh1pg8cQV09u7ElGFDMXLGCpxxvA2zreoYPkwFKipaOOSSwsbFK/RcjVmTV8EpuRa1GW7YN3kitusfxPIJzL0MVcGEpccRyMYlLsbtHbOx5OdrSJUYowl2szF92hkEZUbgouYwdPvs3/Hxl/2gMnYhDnqVMFqZC5fDCzFq+Aj2/kfP3Y5bcSTstQh10VexYfp3GDGC+V0jpmD7xTDmfgSINlwG7dHrcf+Z+DsolHcVKoqU94A82M8fgX8b+zM8il/ZdFV+R/Bfn/0Da1yrgBoeDGd+gM+G7YJ7choS3Y9j+qD/Rm+NnXCOeILYG9vRq3tf7HbPwfM8X+iMHQBtfSckpKQgwkUPs9THYKdrwa+syba481DruxpnAsvZ43IvffzH377AT6cfICMlDDbbJ+K/PxuOeac88SQ1CCaT+uOLSQZ4xOhTwU01dPuv73A2rArPE62h8de/QXWdBULTnyDyzh6M/6onFhgnMt9Xgqta30B1tiFiJQGIQ0/3x5f/uwM+zxpQEmyO5T98iSGbriA4MQvFNWUIPbcEE0Zpw8QzCSkpsbDe8R1z7fOILc6A/boB6LH8FEJS05ESHwdeYjVrBRe774TG7Nm4kMhY2hTKOwwVRcp7gHRRrA4wxOc9v8YmD0aFaiNgqPUZRsxwByORQIUf1qh+AJU1ZozsMBTfhto3/8AUYz/wGIHs3U0Nuy0fIIwXg0gvc6wep47pW4N+5aHZEnESqr224FI4scIYw9HLAP/Xqx/OR4mlM8NyNf7+mSo2BhPbUISIbVPxxZcLcC2Lj/w7k9D/8x9gFlmN6gRrzOvZH9vcitnP4dkdbGXu7fvlbqhFJRzmD8O4hacQLxHFiPND0afHXviTqOh1odDT7oUxRhHizJpQ7Js+CH1//Bm3HjGixwvHvbPLMbC/DpyT4mG/eSC6q2jjiEMQUkvrQEZ7Cc8e7MeYhTNwNFox8d0pFGVBRZHyHtBRUfwCqrPui0Wx+AHWjf4L1DaZgx2lfOoCtYFfYvJJH0RYr2fEaxy2nrLHTXsH2NvZ47rVbfiF5uB1d5q26DP4vs86nA+pYI+JKHbr/Q0sYokotuLJlXX4ovtYbA0hataK0K3T0Z0RResMPvJ+I4rzvx6AvV5ii1NY5ILtoz+A6nJX1KACdj8NxYTFZ5Es0atY82Ho25MRxVrmfyuDsE+rF0YbhoozK/yxY+oQ9Bi3AxY3XXDD1g4O9jfhcD0A2fWt4JdEwnynFv75bT/0/GYidtsls16zZR6MdTprJowTWsTXoVDeUagoUt4DOiqKn+N77XuM7cVQ7IO1jCiqbrwE1jc135kRxf/D1FP+yPAxweCvGMvNOVeyXKIVFaVFKK35zaKL4nvQGKQB3VviOcVn3mJRNI8h99CKFIu1+KLbD9gSTOzLFoRsUUf3bgtxLVO6KO6WTIgKC52xbdQHUFvhxojiczjOH4xhMw4jkiy5FDyHm05f9PhiLwIYS1FY6Y896l9C7UigeJ1kaybOLB2G7hN2IKBMUhaNz5BfUoVmvhD8pibWoQd1sTCeNQTd/mmETOYw1XgZFo5eC086p0h5x6GiSHkPyMFVjT74YOhG3C58JYpVDw7iw799guW3yZxiCA5O+BD9J/7C2F4MhfewaPAH+GbZGTwlx7kO+OaLD/HdUX88r82Ew/axGDB+NvZduA5ro71YveUArMJZOX1FezpMJ32NhUY+7LBqxf29+Ojvn+NsJLmHFiSaLsJfPlLBykAyztmMoJVj8PFHM3A5jY8cx+/xjw9VcCq0ClWx5tD45AtscmUHciF86oDVgz7At7Nv4hkjYSnnl2FA38GYq2cKa0tjrBr9Ff7y4V741jD/3BCHC4t6oNvQOdh/yQUBuY0oDjyLuWMGYsyqg7CytYbJzhVYfdoL+dUVCLt6AsdP28LJ9ixWz9GA+j4fRnYr4bxlLrTmnUM6nVKkvONQUaS8B5Tj0VkdLDCwRVT1K1eYhmRXrN20GVZRDUBTJlyN1mK/SYx4XrA6Hhb6i6Br6SO2HMvDoLtjLQ65prDDiWjMgMvJtZgxXR3qGgtwwNwHjN78hlbEmWqi30ITRJW3oynRBRu27IBPDrkHPgp8LbBuw0FcTSXjnnykMYK0YYMpAkoEKI84iu1rD8IrswEN+f44u3kH7GKIygGiyjBc01sAXbMQ8VBv7RPcMdqAWRqaWKJnC+9717BrlysSyVITxj4sCLiILbO1oLHEAPaRYuEuC7fD7mWM6KlPx0+r9OESXQq+8Dl4jsZYp6mBaVO1sOKIPRKeM9peeAebtSdh/gXxUCqF8i5DRZFC4RBR/m3MGT4NB+9md3Kbt7eFRsRaboHWtMW4/ZSaiZR3HyqKFAqn1CDplgU8I4vR/MpI/ReiDqk+9+DiEodayRkK5V2GiiKFQqFQKBKoKFIoFAqFIoGKIoVCoVAoEqgoUigUCoUigYoihUKhUCgSqChSKBQKhSKBiiKFQqFQKCzA/wPGAzw75kIHEwAAAABJRU5ErkJggg==)
Identify the input variable.
The input variable are change or measured along the horizontal axis or x-axis and the output variable along the vertical axis or y-axis.
John drained the water in his tub. The amount of water left in the tub (in liters) as a function of time (in minutes) is graphed.
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)
Identify the input variable.
The input variable are change or measured along the horizontal axis or x-axis and the output variable along the vertical axis or y-axis.
How many increasing/decreasing intervals are there in this graph?
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)
It very easy to find the increasing and decreasing interval in graph you just have to focus on the graph where its going upward or downward or you can also find increasing and decreasing by finding the slope of the line. If the slope is positive then line is increasing otherwise slope is negative then line is decreasing.
How many increasing/decreasing intervals are there in this graph?
![](data:image/png;base64,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)
It very easy to find the increasing and decreasing interval in graph you just have to focus on the graph where its going upward or downward or you can also find increasing and decreasing by finding the slope of the line. If the slope is positive then line is increasing otherwise slope is negative then line is decreasing.
What is the slope in the equation y = 2x + 3?
For finding the slope you need to remember the equation of the slope form of straight line is y=mx+b, where m is slope and b is intercept .
And also the slope is also called as tanƟ or m.
What is the slope in the equation y = 2x + 3?
For finding the slope you need to remember the equation of the slope form of straight line is y=mx+b, where m is slope and b is intercept .
And also the slope is also called as tanƟ or m.
What is the y-intercept of the following graph?
![](data:image/png;base64,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)
The y-intercept can be easily found by the locating the point of the line which cuts on y-axis and always remember the x-coordinate will be zero.
What is the y-intercept of the following graph?
![](data:image/png;base64,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)
The y-intercept can be easily found by the locating the point of the line which cuts on y-axis and always remember the x-coordinate will be zero.
John drained the water in his tub. The amount of water left in the tub (in liters) as a function of time (in minutes) is graphed.
![](data:image/png;base64,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)
Identify the out variable?
The input variable are change or measured along the horizontal axis or x-axis and the output variable along the vertical axis or y-axis.
John drained the water in his tub. The amount of water left in the tub (in liters) as a function of time (in minutes) is graphed.
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)
Identify the out variable?
The input variable are change or measured along the horizontal axis or x-axis and the output variable along the vertical axis or y-axis.
Identify whether the function is increasing, decreasing or constant at the interval pointed in the graph.
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)
For finding increasing, decreasing and constant interval in any particular interval you must look line whose going downward , upward or horizontal and also find by finding slope of interval .
Identify whether the function is increasing, decreasing or constant at the interval pointed in the graph.
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)
For finding increasing, decreasing and constant interval in any particular interval you must look line whose going downward , upward or horizontal and also find by finding slope of interval .
Identify the intervals in which the function is decreasing.
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gkCksxXNl+5StfeR9s//mf/1k6deokI0aMkO9///vyv/7X/zL3h3m1COcmORbHIeNTePhdAo/+NqfwoM8MzJX0SoPk9wFcghd9H9BAnmLPTNcneLEd7TJ+H9uhT/LoTNeVFDDxn4/t8B1FzxewW6LwYHvi18d3FG29uncl7EXM+QIu/iLmYR/QoE10deXLlch19LGBD2EzfOcT95o32M837okZ37jHd8Q8sesLuPTdN2/Ud755g82JOx/f0V67AVwGy1XpT37yE/nBD34gP/zhD+W4444zwMhVL+Axc+ZM89DT6NGjpVu3bvLoo4+apFKaPXu2eY/3f//v/y3/9E//JJdeeqm5Xwvodu3a1QQiTzyfcMIJZnmZ+7uXX365WYKIowC4AXDbK+BypRAA152aC7j4LABuANwkajbgEmg4iQcduErVhya4ia0zbYwAOK5bt062bNnyIaOiz6H0//qv/yrf/va3zRPNyPbu3dsAMFfHAABGRZ+Hqv7t3/7NvHbElXUcBcANgBsA140C4AbADYDbutRi93BtROIQhEpxjgSseU0IoOb+B87r1auX/MM//IMBXH5HiaDgUHmedsbIcRQANwCuj+0C4AbADYAbALe1qNUAFwcQPD6FA6PfcMMNVsDNlQLgBsANgOtGAXAD4AbAbV1qNcDlSjUAbgBcV9LkCYAbANeVAuAGwG1XgAvIEvQYAKfj/OzCwb9xaFIxCYAbADcAbgBcVwqAGwC33QAug504caJ5tWfOnDkm6XEexVsLB4HE08aTJ082gRFHAXAD4AbADYDrSgFwA+C2C8DlwPm7777bvHc7ZcoUs1cygMlDUDhPCwdbd5199tnmlR6KQhwFwA2AGwA3AK4rBcANgHvYAy6D5VWe448/3pyHS7D07dtXjjnmGBkyZMj7ziOYkTvqqKMM4OKcOAqAGwA3AG4AXFcKgBsA97AHXIgTgtjYgj1YoeHDh8vXvvY1c0IQhBGeeuop6d+/vzmg4OqrrzZFJY4IfH0tiMPsfZwQADcAbgBcNwqAGwA3AG7rUrMAlyDDOTgYkOD/JEv37t3NjlOALLRx40ZzDu6SJUukZ8+e5ug+NvmGMBa/QZDhNBjjKeCyf7IWbxg55JVpO5v5nN+gcAEecXI2RpbgI/AJAJLQRZ/x8PAYRQ997MJnNlkbI0ubuok7fXHVJ/HRxxf0Pdf+qxyJr8Hv0rbajnbpu6vtVJ+iQfJiO1d9bE/hwH/82yYXx+gTY8QbfaAvLu2r7/A9NnDVRxbfkRvEr36WLWdj5GAKJoWH33Fpm74rYBI7jMM17nSiCGNHV33aRBf/+diOXMf2Cho2ORurrE5W+OujrzWHcWTLNMWaNxr3Npk4pn18R8xqrbTJxTG2R4e2FfBdxp/pO9e8QQ7G5sSdr+9ol7inH4cyNQtwMSwDxVjMLilwHFrAaUDsqcyOURxW8Nhjj5ntHwlGAJSTgtjsAh2SBDkA+YorrjBH+/GXnaQ++clPyre+9S0D0FwVw+zJjDx6OIcgzWY+5+QI2iAI4uRsrLL0W4+Ic9En6QhaDllAnwTgM5usjQE77MQxYezWxWcu+sgSeOhjJ/6fa/9VDtvRd37HpW30iQfaxfautsvU1+PxXPUp1vhOj8ezycUx+rRJ26zW0BeX9rEVvmPserSha/+xObbHB/pZtpyNkaN92mXHN0Dbte+Ml5gjdvCdi+91VYO+E/t6tWSTtbHaDl09VtJFH2bM2B7bueiqLAUffVfbqSztYj9sly3TFGfGPcBnk4lj2qfmELPYDj/Y5OIYfXToO7nDb7mMX2sWvnPNG+TwPbYn7lx9pzFKv2GfFc22pBYBXAzEDIlj+bp06SK33XabCR4CZ8KECeaqduHChSYZzzvvPPPgFDtFoctMnCIxcuRI6dixo9EHlNmXmUMMvvOd75hlZfZg5juWq5EH5LONr0x/kKE9n+ShXwQuhcsHcCk2tI0+NnAtXLTJA2ckP31x0dfgRZ/gdx07f7Vo8zsubavtaJfx+wIu+iQ/tnPVx/b4zhdwaTOz8Njk4hhbMWYKD/HPWFz7D+Bie3ygn2XL2Rg5mHYpXPyOS9v0nfESc8QO43DxPXGL7eg7vqeAu8YObaIL6PjYjlzH9tjOVZe/xDv6rrZTWdrFfkzys2WaYgVMjXubTBzTvsa9TlRtcnGMn9Ch7/yGK+Bq3OM78sbHd1qzfHxHe4z7sAdclpC5nIcYOKDJg1I4jwTk3u7QoUMNAPOX737605+aQwhGjRplZkUsR7AsoO/wwhgw86Ep5PQ7XSYE7HVZwcb0h8AH0G3fxzF9YUmFACaBuSfgssShyzO0TeLSZz6zydoYWdpkpkcQuy7vIMtkBH3saJNJYuxKAjF2fOjSNqxLW4zf1XYw+iS8+txVH9sTf/jPZ0mZ5TwKHn2gLza5OEZf70VhA1ffwfhOC35TMZ7J2g5FiOLF72TLJDH62IuYo+i53oohbrEdcQP73A7AdujiPx/b6XI8NnDVhbEZviPubd8nMb7CZ9iPcdhkkljzRuPeJhPHjBXfEfPEruuSMvq0SduaNy72Q1Z9p3njan9sTs3Cd7bv45h2sD39Ju7px6FMLfLQFMnF4fMsI3PAACf/80TyjBkzzKtAXM3yBDPH6v385z83JwOxdzJOthHr8JkPTZFIroQOTqBvrkTx0FkfwedKBAJto08wuBIJQ+ISvASUK2FX9CkgTIpcCHmClsT1uR+CPu1q4roStif5KD4+tsNeFD78x2+5Er4j6emDq+0gLXw+toewObYH8Hx8R7vox+VWEmE77E7sEIOuhL+Ied+4x3bo4j8f35Hr6PvUCwib4Tvf+4DkDTnrE/fqu+bEPTGvgOVKtEnbvnmjE13yxkcfmxN3Pr7DdvSbiWq7ANylS5ea4/lOPPFEOffcc+WUU04xD01x7B7GwAEEMw9NIcPZthxMT1GxEYEXXgsKTyn72E4BE//52O5QKDzYnvj18R25Q+HyAQ3sRcwROz6+w1/EPOwDGrSJLv7zsR25jj428CFshu984h7b6yTfN+6JGd+4x3fEPLHrC7j03Tdv1He+eYPNiTsf39FeuwFcBrt48WJzbB6v/PzpT3+Ss846y9yH5elkLRo4c/z48XLNNdfItddeaw6gx8A2CoAbADcAbgBcVwqAGwD3sAdcCAcRJDDLKTCggfO1cMAEAo6F+XecYwLgBsANgBsA15UC4AbAbReAayOclgm4LhQANwBuANwAuK4UADcAbrsFXBxA8ATADYDrQpo8AXAD4LpSANwAuO0WcAkaBVxXCoAbADcAbgBcVwqAGwC33QAug8ZgvHxM4OF0nKcGwCC8nIxMUw4NgBsANwBuAFxXCoAbALddAC7G3rJli9n44pZbbpHHH3/c/B8jEMQALU8oc4Rfnz59zJm4SUAYADcAbgDcALiuFAA3AO5hD7gEGts2XnnllbJs2TJZu3ateUXoL3/5i2zevNk4EZDlYHq2DrvrrrvMe7q8hxtHAXAD4AbADYDrSgFwA+Ae9oDLYDl4gI0vVq1aZT7jWL6vfvWrZjtHkgewHTFihPlu2LBhcuSRR5rv4igAbgDcALgBcF0pAG4A3MMecCE2vGbzCxwGAcDf+MY3DKgSiDiCIsCWj3paEAcdxBEBw9I0gNu5c2cDQK4EaNAfH136jANJPp9t2ug/bTen8GAvks+3aKPvW3iwHX33Kdpa9Bm/7xZ3FB4Kh4/ttPD4Fg4FbF/AZMyMHRswFldS0MAHPkTRB7B9J5rEnC/g4i/6Tt74FH1shy6+87EduY4+NvAh4h3f+cQ9hM+wn4/tNG+aE/fULGLXx/bo0Hds7xv32J688fGd1iwf39FeuwBcHMNsDGerkRn05ZdfLr/85S/NEjPBw/fbtm0zYMvnkyZNMvLo8z2JgrE5qQMGjLmy/cxnPiMXX3yxbNq0ySxH60kcFBP0aNvGfEfgsZk2QZwkm83IavAwFpLIRZ/AZTy0zWbaBBKf2WRtjCxtsoE8Y6UvrvoEH/okkOvY+Yvt6Du/49K22o52Gb+r7VSfokc8YDtXfWxP0Yf5t00ujtEntgAs+kDhdGlffaebuDMW1/5TsLA9PtDPsuVsjBxMwWYTeH7HpW36zniJOU4covC5xh3+ou/kDXZ01cd26OI7H9uR6+graNnkbKyyxDu+46+PPj7DftguW6Yp1rzRuLfJxDHt62RDJ1s2uTjG9ujQNrb3jXtsrxNtV/tpzfL1HWPXensoU7MAl8FiYIzEzIJA4/i8M844wxxewJUvDuQ7jp6aPn262doRMF2zZo1xEjo8VPXQQw/JH/7wB7M1JH//+7//25yH+7WvfU3++Mc/mj2azznnHOnXr5+R19kgQZrNfE57esRcnJyNVZY2OOaMBHTRJ+kYM23rMWd8ZpO1MbK0yaSD467UvjZZG6NPwWU1QY/KssnZWGX1iDc9vSNbLo7Rp7+0y/hdbaf6xA0TL4qHqz6254gzPebMJhfH6OMvPaaMvtjk4hhbUXAZOzbgM9f+Y3PiBh/oZ9lyNkYOJu7Rd417+s54dcKL71x8jyz+Im5g/u0aO9gOXXznGvfIMmZsjw1cdfmL7dHnr48+PiNnAZ5smaZY8wb7E4M2mTimfQCHmkXsYnubXByjjw5t8xv8lsv4Ne7xneaNq/0AW+LOx3e0R8zQNhOHQ5maBbjMbJiZAJrMalavXm2WgEePHm2MQNJq0eZ7iFOFOFSeU4B0NoWz58+fL/379zeH1T/44INy2mmnyRFHHGGO8+P/AwYMME8/87AVAQmIA7rM5LOZz2mb4OG34+RsrLIkD8FL8LnoYwvGSwCgT1DwmU3WxshiFxKXAMK+ru0T/Ohje5+xYzv6jp1d+o4+/aXwaeK6ts+SFv3WyYKrPrbHdzD/tsnFMfr4i6SnD/TFJhfH2Iq4Z+zYgM9c+6+AT9HWz7LlbIwcTLtatF3apu/4TidL+M7F98hiO/pO7GN7l/aRpU108Z1r3CNLrqOP7Vx1+UveNKdmkDfkLOPIlmmKNW90omaTiWPaJ1YBLQUsm1wco48Ofcf2/JbL+DXu8T198PGd1ixs4KpLezr2w/oKV5eFIYKNq1qO4GN5A+dt2LBBnn76aXNVyklBEEblJKFf//rXpqjZCHC++eabzT1cDqXPNqK2G8d8jyMALnSbks9kZFkCJwApWozFVZ8lDpIWfcbiqk+fsSeJy6TGVV+XNfV+TK6s7WA7+s7vuLat95KwvY/tGC/9JoF9bMeqC76D+bdNLo7Rp03apg8+tmfMjB0b6K0Wm6yNkWUiie0pJvpZtpyNVY52KV4+vmO8jB3A4krBVR/b0Xdinxxw1ddlTXznazvaxnauuvzFZviO3/HRJ2/IWcaRLdMUa95o3Ntk4pj2Ne4Ba2xvk4tj9GmTvvMbvnGP75ho+fhOaxY2cNWlPdolbvHdoUwt8tAUjrr//vulQ4cO5gqUc3A5z/app54y92uPO+446du3r3EKZ+NyPN8VV1xhEsNGzJh69uxpAJeThSh+rqSzLtp0JRyJ4xkXgehKWrjQJxFciat+gpfkIZhcSQsXBYCAdCHkCVqdrLgS+rSrhcOVsD1xoYDpStiLeMF//JYr4Tu9Mna1HcSYGbuP7SFsju0VMF1IbY++z9IatsPuxA4x6Er4i5j3jXst+jpRdCVyHX1y34ewGb7ziXuIvCFnfeJefdecuCfmiV1i2JVok7Z984Z4wfY6UXQlbE7c+fgO29HvdgG4DJZzb7/97W/LN7/5TTn55JPNE8onnHCCuarlihZw5YGpWbNmmSvW3/3ud+ap5jgi8MJrQeG1IB/bKWDiPx/bHQqFB9sTvz6+I3coXD6ggb2IOWLHx3f4i5iHfUCDNtHFfz62I9fRxwY+hM3wnU/cY3ud5PvGPTHjG/f4jpgndn0Bl7775o36zjdvsDlx5+M72mtXgPvcc8+ZZePbbrtNevfubZaDud/Kmj7O52b45MmTZciQIfLwww+bp5eTgiIAbgDcALgBcF0pAG4A3MMecJMI51G8lXJ1ZgDcALgBcAPgulIA3AC47RZwuY9B8BCErhQANwBuANwAuK4UADcAbrsFXByggOtaOALgBsANgBsA15UC4AbAbbeAiwMVcF0pAG4A3AC4AXBdKQBuANx2A7gsIW/cuNE8fczL0zgQIyjg8V4u33FsX1MBFQA3AG4A3AC4rhQANwBuuwBcnMwRfWPHjjVPKt94440yZ84c8zlBuG7dOpk4caLZvrF79+7m5CCcG0cBcAPgBsANgOtKAXAD4B72gEugcbg8O0ctX77cbE3Ge7ennnqq2eSCK1r2R37ggQdMMHF034knnigDBw6MTcoAuAFwA+AGwHWlALgBcNsN4P75z382WzlCvG/Lebi8i8s7un/729/Mto/Q1q1bzU5Tl1xySWxRIPB69OgRADcA7oFPc6cAuAFwA+AGwD1UqUWWlEkQNrlgsDibq1h2nRo3bpxxhG4IDq1du9bsQsWyc5Jj2Qryc5/7nFmC9kleQIMAArxcieTBgSSfzzZt2IC20fctPBRNks+38KDvW3jwI8njU7S16DN+3y3uKDy+hUMLj2/iK2D7TFYgxszYsYGPvoIG8etDFH1yzXeiid2JHR/fEevEPOzjO9pEF//52I5cRx8b+BA2w3c+cQ+RN+Ssb9wTM9jfp2Yo6BC7PoCJv5oz0VTf+eYNNifufHxHe7TLXsyHNeDiGII0M0A4ooklZK54169fb5JAHUgRAUg5AYg9l3EyszmczJm3c+fONZ/PnDlT/vKXv5jzcNkGcurUqWZfZpgHs5DHwfy2jQEsEocTJAhA/m+TszGyCljo40hXfcaJLg+PEUCu+oyPpXlOziAQXfVJHPQp3DaZONZ2sB1953dc28Z2FHxf26k+s1Uf25FwzJRh/m2Ti2P0aZPExf/Y3iYXx+gzZg7lwPaMxbX/xCu2xwf6WbacjVWOdjk1xSfuGS92J3aIQVd9bEff8T054KqP7dDFd762Q5/C76rLX+Id3/nEPX/xGTmL7bJlmmJsj+807m0ycUz7xDoxS+xie5tcHKOPDm1je5+ao77TyZ6rvtYsH9/RHmMn9g5rwAUsMRCBxkAJmHvuucecXctDUzhQCy/fA6SAMds7MoslsPjL1TGHH5x99tnmLFz+fv3rXzfn4R555JEGdNHjXFx+H3l+k9kkbWczn+M8wJ8EipOzMbKMiTY4U5YxuOgTOAQdZ5KiTwDzmU3WxsjSJtth6jFpru0TeLTNyoLr2PmL7dBX0M2Wi2O1He1ie1fbZeqzBze2c9XH9no0Iv+2ycUx+rRJ2/wG8WyTi2P1nZ4L6uo7ZMkXYgcf6GfZcjZGDqZdYoffcWmbvjNeYm7btm1mHC6+Rxbb0XfGTwF0aR9ZtR3HC/rYjlxHnwmHqy5/iXf0XW2nsvhMj5jLlmmKsT1xz9ixo00mjmlf416PZrTJxTH66OB78oa+uIxf4x7f0wcf32F74hYbuurSHu1iP8D3UKZmAS5XqIAmg2S2wRUqp/zw8BSfYzxmXFzhUsD79OljDqhnBggAA7bMppiZbt682VzBLlq06H1g5gr3zDPPNIcecBACZ+ZyTxh52mRWZmOd7ZF4OIX/2+RsjCx9J2koXgSTiz7j0StU9Pk3n9lkbYwsQUQAEYQsM7n2n4RBX2e7ubK2g+3oO7/j0ne1He3quZyufWe86FP0iA9XfSZi+I7iy79tcnGMPv6ibQqIq+2xFWNm7BRNbOHaf4oHtscH+lm2nI1VjnYpPPyOa9uMl5gjdhiHq+/xF3EPa47bZG2stkMX3/nYjlxHH9u56vKXeMd3PrbjL+1iP/I3W6Yp1rzRuLfJxDHtE+vELLbD9ja5OEYfHfpO7vjUHHxH3NIHH99pzSJ+XXVpj3axHXF0KFOLPDQFMTvioHju0bLcu2bNGgOSGARnjhw50rwaBDAT1JyTi5Ns6/0AuZ6H26lTJ+s9EfSSmKAhcQBm2/dJrPcBCQKWLGwycQzpvSz0dbndJmtjCBvpLBdb2OSSmKBDnyRksmOTiWPkCWRmzPgOssnFMfq0y/hdbQdje+KFosUKik0mibEXEzL8x2/ZZJIYfxGX9MHVdhBjZuw+toexObaniPj4jnbRJwZsMkmM7bA7sUMMQja5OM58aEof/LHJ2RjCdujiPx/fkevok/u275tibKZga/u+KSZvyFmfuFffNSfuiXlilxi2ycQxRJu07Wt74gXbkzc++ticuPPxHbZj7ICu1qxDlVrkoSmWMTi3lqXkAQMGyJ133mnuwXLFiyFYQj7rrLPMO7qDBw+WCy+8UB599FETmDai2ITzcMN5uD62w17EiwKmKylg0wdX20GMmbH72B7C5tie4u3jO9oFcIkBV8J2xByxE5ebSYS/iHnfuMd26OI/H9+R6+iT+z6EzfCdT9xD+Az7+cS9+q45cU/ME7vEsCvRJn33zRviBdvrRNOVsDlx5+M7bEe/2wXgMtjp06fLd77zHTn22GPlf/7nf+S//uu/5Mc//rE888wzZpmB5WE+47tjjjnG3JcdOnTogV/4KBF44T3c8FqQj+0UMPGfj+3wXeYVriu1ROHRK1wf35E7FC4f0MBexByx4+M7/EXMwz6gQZvo4j8f22Ve4foQNsN3PnGP7XWS7xv3xIxv3OM7Yp7Y9QVc+u6bN+o737zB5nqF60q0164Al7Vzdpp68sknzf1W7sGuWLHCGAAnrF692jxExUH1fM+9WL6LowC4AXAD4AbAdaUAuAFwD3vATSKc55P4AXAD4AbADYDrSgFwA+C2W8DlPgbB41M4AuAGwA2AGwDXlQLgBsBtt4CLAwLgBsB1JU0e38KjgBkANwCuKwXADYDb2tRqgIsDFXBdKQBuANzmAq5v4jdXnzEHwA2A60qMNwBuANycCUexLSMHF/B0MkWbAFID8D2fswFGUwEVADcAbgDcgwO45JpPvkEBcAPgBsBNphYBXF79YQepGTNmmPdwr776anOAAQYgCdgnmc/ZmrFfv35NgmAA3AC4AXDbBnB5u+Duu+82u1NBvFNPrvKu/C9+8QuTsxxCor/HTk6ca83bBtmxGQA3AG4A3GRqNuAyWDaz4IzbZcuWmYF369bNvHM7adIk4wj25+QIv5NOOkmuueYaAyhJFAA3AG4A3NYFXMZ40003ycUXX2xe5yPe2QuXc6x/8IMfmM1qxo4da/Y2/3//7//JHXfcYcaGXQDpK6+80uQo2xEqBcANgOubNwFwcyQCbcGCBWZnKDb+hkaMGGHOw+XQeYwBs8cnJwhdddVV4Qq3CQqAGwC3NQEX//bu3dtcwbKHuRI7w/37v/+73HLLLQc+aTz961vf+pbZ2IaJsxLgzO5x5CdjhQLgBsANgJtMLbKkDEDgKJxG0N5+++3yve99zxyrp4Qz2O6R5eamrnAJGAoC5+F26dIlsXjEEUXFF3BJHhyIvs82bfQf3eYUHoKP5PMt2r7BC2E7+u5jd2yngOtjO5Id21M4fGyH7dGlD66ABaFPwfctHIyZwoXtfdonXgFcfOBDtIt+UtyzM9zRRx9tADaTiLeVK1ea5WUtusQiy8vf+MY3zK2hTGJFi93l2KYVwnbEDcy/XQnboUst8bUd+s0BXHznE/cQxd4XcBkv/cYHPnGveUPs+gAm/qJtbO8b99jeN++aU7Nor10ALk7CQAQ6QcLAObTgjDPOkA4dOphjvhSIuffDMXuXXXaZCUp0KCoYCEex+1T//v3lscceM/eITj/9dPn0pz8tP/vZz8zRfdxX4jsezEJe9ZlVZjOf4zzuLVP44+RsjCxj4oqcwkMQuugzHpxP2+iTAHxmk7UxsrTJ1QSHPNAXV30KLvoEoOvY+Yvt6Lte5WbLxbHajnYZv6vtkCVe2LmMsfNvX3099cQmF8fo4y89NYXiYZOLY/Udsc5SK+279p/Yxvb4QD/LlrMxcjDtcuoKv5OtS1HEL7///e9NfgEMKkPfYfKF/pOjyGMH8plbRFu2bDE6+nsU5vPOO09+9KMfmXu/FE1+H8YPrrGD7dDFfz62o+/oYztXXf4S74zdZrskVllWFohbbJct0xQTa+QNsUcM2mTimPapOdQsbIftbXJxjJ/Qoe/8Bn1xGb/GPbbXvHO1n9YsH9/RHv2m/76TpbaiZgEuSx8Euc4KMThLyywzcfi8BiBJShFgCYp7RjiFAMFJBBcFhlnyX//6V7nooovkggsukG9+85vmPFxm4nx+ySWXmO+4t4Q8QYE+bWczn9Muy2E4Ik7OxiqL83mimiRw0efqiuBhyQ19AojPbLI2RpY2maz4nodL0tE2dvIZO0UHfX7Hpe/o01/axfautkOWmKF467mervrYG136oLGZK6t+c87DBfAYO7ng6jtkiVdsr6CXqz5yMO3GnYfLyhIT1i9+8YvmIBEmrfodfae/jF3Pw2WizJasX/7yl+W6664zBS4zHvieyfGXvvQl82AVhZexw/jONXZok7wh93xtR9vYzlWXv4Ad+jbbJbHK0i45S33LlmmKGS++03OgbTJxTPsKWJo3Nrk4xk/oNOc8XOK+uefhEnc+vqM9+k3OE9OHMjULcJnhMkCudEnGCRMmmAPiCRpmTDiA4EGOZOABjCuuuMKALToUAMCYRCVIkSdgNmzYYK6EOQ+XZehnn33WGJPvSQZmNeihH8c4gzYBdNv3cczvMib6TRDQ16baymSuCugf/UQfu/CZTdbGyNImgYdNmMi4tI8sCcCEgyS0ySSxFmH6zu+4tA3TXxIW2zMpctXHdiQvTFy46mNvdBk7fbHJxDFtoU/h99VnzIwdG7j6DtYrbIoIvrDJ2FjboV18j+8yv2dyDECyUvT5z39eJk+ebJYe9Xv06S9jJ/b4DBtwAthpp51mwABSeRj9pUuXmvu+99577/t5DmNHl7EjS9yTN+Ser+1oG9u56sLYDP1s2+XC+Ip29WLCJpPEjBffYX+u2GwyccxYyRXsRuyTQza5OEYff9F3fsM175Al7vEdwO3jO4CTuMOGtu/jmHawPe3iO/p+KFOL3MNlKZl7PxzLt3HjRmM07t9yj4jgg/js/PPPl+uvv77JewQYkScoeWiqY8eOJoBciQACOHCKK9E/+k2fAUBXYjJB2+hT5FyJ8RNABKHP/RgNQBLX9X4K8gStAoYroU+7jN/HdoyXwknR870XhT4FwHXsUHP1GTNj97E9pIWXmHfVV9ujTwxkE/a866675Otf/7q5mskmvsfuxB36N954o3lYivfn44jJMA9Icm41uYa+b9xjO3SZrDdVI2xE++iT+z7EmPGdT9xD+Azb+cS9+g77+dgO31GziF1i2JWYkNE2v+Fje2oWtidvfPSxOTXLx3fYjn4zWWkXgLtu3Tpzf5aZMA85sQTMvzk1iEDAkLx68MMf/tA8Gbl8+XLj3DjC6C1xHi4BYCs8TREBQ5sULgLJlUgY2kbf54lDCgczTZLfB3QIXvR9QAN5CgdXNz7Bi+1ol/H72I5ioUXfZ+zYvjmFo7n6LVF4sD3x6+M7irZenWcT9uT1Hh504mogm/he4553czlic9GiRQe+tRO5z3GbPLNBnyn46PuABrZDl9/wsR25jj428CFshu984l7zhpz1iXvNG+L+YD2lTNv8hk/eqe988wabU7N8fEd77QZwGSz3eQDSk08+WX7yk5+YJ5R5YZ5kxPkc1cc9I5aUuY976623ytatWw/8wkcJo4fXggLg+ow9AG78a0HYE8DlTGqWrbOJ/uL7YcOGyfe//30ZNGjQgW/iSQGXPEUX2xH37RFw8dnHGXDpewDc1qUWucIl0Fj/Zw2f+0cw/yd4SUK+xxkUAu4x8DcJCAPgBsANgNvygMv3PHTIQ1OLFy8+8OmHiVtDxx9/vFlhygTNoUOHypQpUw787wPi4civfOUr5lVAxqtxn6mbK2nRDoAbANeFaK9dAW4ckTgEoSsFwA2AGwC3dTa+YJeof/7nfzYAmk3osDENO02x5Iz9iV9A9de//rXZUS6beFaDp5h5Shki5uEAuG6keRMANwCuF+EAgsencATADYAbALd1AJenjbntw9sC2cQDUP/93/8t//f//l+zuxT3euH/+q//Mg9a8RxGNvXo0cM8WMUrHRAxDwfAdSPNmwC4AXC9iCf1AuAGwHWlALitC7jYlGXlr33ta2Yji0zC7+wmtXbtWrPlo75Ty2t+XPESl5nErSOWn3mTAL/x28Q8HADXjTRvAuAGwM2ZCFgMhsO1cJLEEA4lILOT1kYBcAPgBsBtHcCFeN/xt7/9rVx66aUfeoVFQYPYb4qwU+fOnc3Vsl7dEuvEPMz3rqRFOwBuAFwXor12BbgMmNku93F4F5f7OvoCOI6ggLPDDVs38sI9u5EkFZMAuAFwA+C2HuAix5UsbwzwGh+FClvDxByxE+c7ZLAPbx2ceeaZ5iEr7WcA3AC4AXCTqUUAl4cqOGyABzJmz55ttmDkRXh2jcIQAwcOlPvuu8/sIIVM3759zcbncRQANwDuwQJc+ozdiUFX20H4Dn1s6KOPzbFdEmDGEe1he+Iul5UkgJmtGbkPy4QZfWyHftzmDeT0zTffbHaWQieT0OE36b9P0SdXiVsfwNW4pX1y35VoD58zdt+agT6+99n4glgnZpsDmOj6AiZ1ipzznSgGwM2Nmg24DPaJJ54wTzayoQXBwlUueyBzxbtx40Y5++yzzcEDJAWFnI0xSPI4MAqAGwD3YANuY9F2B8yqKrapyztgO3f98nJOnPGL28h5Ue6o7XPbYa26ukpSUazX1dUae5Nr6NfU2EED+6ZSRVZAR2fPHvbx3Rf9ljtoVFayQ9quKPcKZb+r76Kxl5URt7uj+PXZragh8nkA3AC4rUstcoXL8hRn4OruNcOHDzeAO2TIELMpBvd5Ro8ebb7DMbx6wMYYGNhGAAbbygG4bJru44QAuM0DXPp+sAHXJ3GbC7gUy6IIdCoq3K8wIUAHQALIfAigBHDiAC+Z9hvALixke0D3uAPkAGzar/co+oA2kw30G7yKPls7siScNgDqStiuoIBtKf18hx79z3WykknEWksBrk/OtyTgutYMKABubtRswMU5OBiHQzidhyl+/vOfy5IlSwzQnnTSSTJp0iTzPQAIiP7qV78yhxFAGAyHARQwv5G5taPek4KRQx6m7TjGcQQAOrbvk5jxMNPnKg/ws8kkMcFL2+iTfDaZJMZGbBACaAFANpkkJujQ1+C3ycQx8kxW6Lsui7qwFg7G72M74ojEp3D5jF0LhxYem0wSU/Tf3Z0vr+9Mydt5tfKOA+/Mr5M33iuTba/ny6vvlMhOi0wSo//azpJIP8/8tcnEMbr8fXlHSra8utf0Qz/LhZF9e2+1PP9GgWx9bZ9s31PprP/W7grZ/Moeo79jb5Wz/uvvlsrGl3bJC28Wvv9ZtpyNkcPWr75TbNp/5e20c9tv76sxeu+827g60BgPuecOsZY50bTJJDGxTswSu+SATSaJNe6pWz55Q50i58hdn7wh16kZvnlHraFmKeC7MO3R7mEPuAQGDsZIgAROY/9kwLRfv37m4Sj+sk2cXuHi1CuvvNIAMmfnooOhWX5mGblXr17SvXt3A9Kf+tSnjG7Xrl3NfSOueseMGWMeyMJBBAeGzmY+R4b2Aes4ORurLPenuF9FELnoYwsCX4/KYrx8ZpO1MbK0yebynJCEfV3bx57os/OXz9ixHX3XBMiWi2P06S/tYntX2yGL7XiKlvdF+berPvZGn60L6YtNzsbosqT4znt5MveZXfLw7CK5e2aZ3DOjWO7NlWeWyN3T03LHlEK5a1rKLpPE6Ed6zdG/c2qR3D65wEufsdI2+vdE47DJxPKBsaNr9Ge469Pn2yblmzFYZZpg9L3GPjMa+6wyuW9mWqateFe2v9N4kDorFbZYyWZiR+Nej4V0jVsuMohZYpcYtsnFscY9OaOnfNnk4hh9+ow+Y3DVx1ZMsKl5mneu4wcs9WhDV13ao15jOy6wDmVqFuAyq8JRFEYGytIyD0txIgmGo+Cydyvv6o0aNcroIMvRexxuwPt+ADVOHjlypNHt1q2bea/vhBNOMID73e9+13wOGPMdy9UYFyfzWwRaNvM5MurAODkbqyyJwzuIBIKLPsHKuNHlCh7A5zObrI2RpU3ONAX01L42WRujjz05U1VByyZnY5XFdvSdWwQufUdfExfbA9iu7WM7Ehfm36762FvPxqQvNrlsRi5VFIFzKi3LN+2RW8fvlasGFkrnESnpNrJQuozIjbuOLDJ/Ow3Ll87DCz7yfVOMPnoHTT/izpEu+l0c9c3YD7Ttq/9+39G3yOTCPmPvOrJAuo5Ky1WDIn+P2CNz1uyVXXujC4koJmzxks2Zca/n2brGLYBFzBK7xLBNLo4z456JLr9lk4tj9Okz9YYxuOpTI8h1aobmnev4AWpqHrXHVZf2GDdt+9xCbEtqFuCy/Kj3Kxg428UBnBiCAMCAPKHM1ape4QLMAC4HGQAMLAkA3AAohmPWgtFZdmZJmXcFmbnwPb/LjIY20UliBS7kbd/HMVft/D59QZ/lVT6zydqY5Rycji5gz3j5zCZrY2RpkwAkCViecmkfWcaMbbGXTSaOdezYTmearm3TX9pl/KxCuOjD2IvYgVmmctVnSQld/EdfbDI23t9QJ1U1DTJnfalcOyS6uo2uklY8H00i36ySDa/nxs+9USXPvFwmyzcXyOoXiq0ySYz+mhdLZNmmPPPXJtMUr3ohLUsj/bUvlVq/j2PaXv9ahazYUmDaX/dKmfnMJmtjZNFZsnGf0V//armzPn1e/NxeWbG1UJ59rdIql8TYbGnU/qrn09bv43jjm5WyLhr74AUpuXpQkTw2r0R2FVabmLDFio2JNWogwOMT98Q6MUvsUj9sMklM3jBB1Vs5Npk4pq96D5Xc9ak5jJmaoXnnOn7qPjUPG9q+j2PaoWYxbi4QDvt7uBCDHD9+vLkKZZn4ueeekwceeMAcTr1q1SqzD+sjjzxi1tpxyAUXXGDe/8NYNiJ49KEpzs/1fWiK4CH4XImJBGBDX3VC4UKAJm2jHzfGJCJgSTyCD5u5EgmLPnZjQuNCyONPAhg/uBL6zX14hCUiQN9n7NgefSZormOvqt0vM9dXyN+HFMrYFSVSVuXePrGjEwUf4ule7O8zdoh2KX6uY2+k/Sb2aN9HX33fWPR89BsfuPPJWYiHthonyO4PjEWek42vl8oNo9Nyx7QK2b7P7aExxk7bChiuRNwwdmK3OXFP3eK3XIk+k3M+NQMibqh3jMGnfZ1oY0NXor+0y2SnMfYOXWoRwOXdWq5iWTrmXFzOvWVJmBNJSH7O1uQhKI7y4uEprlpt+7Iq4fTwWlB4Lchn7NgefZ/CUxld4U5dWy4dBhfJ+KcBXPcndXnghr7ziooP6HzwWpDPvSgAD9sTt+6gBdjzhDP6Pk9Jo9NirwVF4OtGzXstCP033yuTu2eWS6+JtbJ1u9v4ibXmTjSJWWKXHHAljXvqlk/eUKeIW1/AJNepd76AT62hZmFDV6I92mVV7bAHXAbL+7dXX3212fDiwgsvlPPOO8+8Z8terRRwljdZUuZ93UcffVSmT59uinocBcANgHswALeiuiEC2jK5emChTFlTGv3fvX18h998rzKxObbzXV3A9sSdz1Wi2h59H9BAR5fzfUCDXCVuyXdX32nc+l4lQfsKK6X/3FK5dmSFPP2Sm/3obwDcALhNUYtc4WaSFhkCgMTR4Of/GISAbIoC4AbAPRiAW17VIKOXR4A7KC2z1pVJTW0AXBf6uANuuqRKBj2VL1c9USgz11dKdW3u/qO/AXAD4DZFLQ64SgQNDiT4XQtPANwAuAcDcEsr62Xk8iq5dli5zNtQ5rV5QwDcjy/glpVXyrSn98n1gwtk4MIyKSjNvQ/0NwBuANymqNUAFwcEwA2A60oHE3CLy+tl+LIa6TS6RhZtKo2MEQDXhT7ugIvNlm/aKz1GF8ntU8tk+97cH3yjvwFwA+A2RW0CuK4UADcA7sEA3HRZvQxZWiPdxtfKsm2M3b1wBMD9+AJubXWlbHt9n9wxrVS6j6t2enCK/gbADYDbFLUo4GJ0HE6ywzhQCwfBwGYMvFPbVEAGwA2AezAAt6ikTgYurZYbptTK0y+6xw0UAPfjCbi0t7++Rt7dl5aHnyyWDsOrohjI3YboB8ANgNsUtQjgEmC8dMw5uOwsxXF9fIbxSCJ2Lxk2bJg5RUjfz00CwgC4AXAPBuDmF9fJ44urpdf0WlnzUgBcV/o4Ay6xVldbI3kFJTJ4foFcPahYZqyryPnBKfobADcAblPUIoBLgvFeLZtUfOc73zGHzGMEnMgWh+wadeutt5qr20WLFpkDCTg3N44C4AbAPRiAm5euk0fm18iN02pl3SvugAcFwP34Ai4nPOUXpmTmmiLpPKJYBs4vlfyS3GKQ/gbADYDbFLUI4OIsBsqmFux9nHkUH4cS8Bk7TUEYlaP52GkqLrAC4AbAPRiAuzcC3PvnVsuNk2vludcD4LrSxxlwaY/22fhjzQtpuWVCqdw2pVjeynHHKfQD4AbAbYpa9B7uihUrzC5TCrgE8IABA+SYY44xS8oQyQjg/ulPfzIOshHBc8sttxjA5ag/H9Ak+Qh+n8JD8uJA+uqTPCQMbaPPWFyJ4KVwkAA+wYu90PcJXoigxTe+Rb+5hYeCS/HwGTu2R99nsrGrqE7unlUtN02ska1v+S0p4zv85pv42Bzb+cQ8hO2JO5/JjtoefZ+JIjpM1Oi/T9EnV4lbQMPVdxA2p31y35VoD/3idJG8tatcHogmXp1HlcnmHB+cQh+gx/c+tiPWiVns72M7jXtfwFPAJn58bE+uEzc+eQcR976TJdqj3cMecBkojlJQYbmYLR05jJ7PMOK0adPMEXsPPvigkdm6daucfPLJcsYZZ5jTKfgNigOJwokPMA9XdejQQT772c/KxRdfLJs3bzYnQfAdTiExCTBt28YkLTMmHGj7PolJGIIHB5K8Npk4pl/0j7bZ25PC2VRfMxlZ2uSeOGMlkG1ycYw+wacn/dhkkpixYzv6TvK69B2mv7TL+F1tB2M7wJ54IC5sMkmMvdGn8OVsu7pGu725u0pun1ouvcaXyZY3SqPC5zZ2mHjDb9gOW9pkkhjf6Uzf9n0S0x7jztxAP1dm/Ngb2+metC6+RxYdcob+40ebXByjz5iJWwV8m1wSY3M20Ad4bN8nscZtqihfCtJVMnhJrVwxuEKWbI3iIOpbU7ZQfXxP3bPJJLFO1LC/q+1g4l4nOz55Q5/RZww+NQffEzdOeZfB+A7f+/qOcaN/WAOuAhODxejcl/3e974njz/+uPmM4OMgA5aFuW+7ceNGc5rQkUceKWeeeabZ+pHg4nQgThXiFCHOymWv5W9/+9vyyU9+Uo499ljz+TXXXCNXXXWV+W0ewqIw4VzayWY+5zc5Kuvjejwfk46P8/F82F4T0CZrY2R14tWc4/n0qC6Nzaa4MBpjOrqy2fBSvtw8LiU9RuXL+hf3SXlZ4wlVuTLtE2/4jZNP9LNsuThGFt9hO2zvqstfnpPgaESfuKXY03f0feIWHeKe/rv6Dn3GzAlj+I7PctVHDta411NnbLI2Rlbjdsf2t2T3nnwZvigllw1Iy7jl0RV/HkDMbY6m9bEfEw7X9rF95kWFTS6O0UdHj6Xkt2xycYw+fUafMbjq4ztyHd9r3rmOH581x3fYjb4zcTiUqVmAy+yCGQlXRADu3LlzzdUsy8h8TgJgDBL4oYceMk8p9+/f31wFn3/++eZ7ABdnzZkzR+6//355+OGH5Z577pFTTjlFjjjiCHM1zCH2jz32mPmNWbNmmWLClQTtxjHJSwARSLbv45iZFn8BHZKHQNbPcmEmAgQCuhQexs9nNlkbI6uFi+DVZSKbrI3Rxz7YnOB10UWW9rCdAqZL39En+WhXAdOlfRjbkTgwyeSqr4UP/9EXm0w2F0dj5PD5dS8VSs8xhXLDqL2y6bUCqaoss8rHMX0l3kh+vdKyySUxvsN22N72fRyr78gpjVubXBzjZ+xNzNE+dnSxPfroEDfo40dXfS3aTBpc4x55bE7c89dFF1mNWwB3X16hzFqbkuuGFEr/JwvlzZ1FUlqSjvoY/5uqj+8BLJf2YWxPzBK72M4mk8Qa99iO37LJxDF9VcBnDLnmjTK+Qx/fa965jh+f4Xtqj+37OKYdfM+44cMacFkO5n6D3jNYuXKlOTVowoQJ5v8sEWEUAogrJpaGuc/L1S33aAFs/Q2ulnUphIDhsHnu4XIoAsGEDN8jx7+bYhxB0WFpzfZ9HDMWJg8EDfo4kM9ssjZGliUOdCm+9NlVnzYJQIIYe7jqMxmhcBOINpk4Rpexk0D0nd9xbVsnYYyfZS4XfRjb4W8YX7vqY2908R99sclks2kj4o1vVcsNY1Jy67h98uq7jYlrk49jfoclLSYa2BBb2uSSWJek+Wv7Po5pm/bIN3xHP2xycYy+rljRPhNhF9sjq5Nn9PGjqz65StxSL1zjXuNWJ4mubdMetuMqlr5vfrNGbhyXltunFMsbu7kn25D4m6qP733iHtsTsxr3NpkkJu6xG7XTVZ++4jvqDbmLLV3tx5iJO8071/GDFdQ8bGj7Po5ph/7SLvqH9ZKyEgMHJHgPlyVgTgTCcBiCGdNNN91kHqRChivUv/3tb+ZIvzjCaL169TKAyytFJJArUbAIQALJlXAigE3wk3yuxLhpG32Cz5VIHooWyYNtXYngR9/nAQjksT/J5zNbRJ92Gb+P7RgvSU8C+Ywd26NPzLiMHckNb9ZK91EpuWNSnry16+P30JTanrijH66ktqd9irYroQPgoI8fXIlcJW6pHb5xS/sAtyuhT80g7hrqa2VXUYP0m10unUaWyubtTdtC9RXwXImaQ8xi/+bEPXWL33Il+szYfWoGpBNdney4EnGP77GhK9Ff2mWy1S4AFycDoJ06dZKvfvWr5ilk7tUS/BiBe7i8o8uVb9euXc1DVUmGxenhtaDwWpDP2LE9+q6Fpz4SXf1ytXQbWST3TsuXt/f4LU3hO/yGDX0KFzbHdr6THWxP3PlMNNX26PtMltChaNJ/H8DVqyTy3bVoa9z6Fm3a08lKbU2VlFfvlyFLquWSAaWy/Pmm41j18b3vRJOYxf4+ttO41ytEV6JOkXO+gEmuEze+gE/c43ts6Eq0R7usjrQLwCXAV61aZd7DHT58uGHuyXJ1iwFY2weQ2RCDzwnqJAqAGwC3rQG3LmpqxfPV0mVEkTwwM1/ezfO7wg2A+/EG3MaxV0pd1PyE1ZVy8WNFMn1dRRQfyb5U/QC4AXCTqEUAN44IAJIAIghzBb8AuAFw2xpwa+r2y8ItVdJpeJH0n50nu/L8EjcA7scfcKsi2+G5hVsq5dqhhTJoYanklybHouoHwA2Am0StBrgEHQ70Cf4AuAFw2xpwq2v2y5znquT6oUUycF6e7C0IgOtKhw/gNtaMzW9Vy43jUnLH1GJ5c0/ysxiqHwA3AG4StRrg4gAFXNfCEwD34wu4WvQ/boBbGQHu9PVV8vfBRTJs4T7JTwXAdaXDBXArDgDuuwW1cu+MYuk4LCWb3krOY9UPgBsAN4laDXBJeAVcVwqA+/EGXILft2gfLMCtqN4vE1dXSodBRTJ60T4pTAfAdaXDBnAP1Izy6gZ5YkGZXPhIoSxp4sEp1Q+AGwA3iVoUcHE4L93zVwFXg5cXwhcsWCBr1qxpEkAD4H58AZf+qu0+ToBbVtkgY5ZXyNWDCmT80n2SLg6A60qHG+DShYmryuWChwtk6trkB6dUPwBuANwkahHAJcCfffZZsxPUFVdcIcuWLTMO5HMcyP7JU6ZMMU8xjx071vxlR5I4CoAbALetAbekokFGLK2QDoNTMnnlPikpDYDrSocb4EKLtlZGMVFkHpwqTHhwSvUD4AbATaIWAVwczS5TPXv2NCcDjR8/3jgd5sqWXaM4pg/CKWxqMWTIEPN/GwXADYDb1oCbrqiXIUuq5LrhFTJjFZt+uG+eAAXAPbwAd9N2dpxKyZ1Ti+WNhAenVD8AbgDcJGoRwMXBBAmH0LOX8qhRo4wRSAL29+Qovosuuuj9PWLZ1pHNL+IIp/fo0cMALqcGBcB1owC47oCbKquXgUtqpdOYapmzNvJ7ZbjCdaXDEXB35tdJv5nF0mVESp57I94mqh8ANwBuErXoPVzdS3nMmDHm/ziBwgEAH3fccXLqqaeaq2C2eaSgxxEG7N27twFcdqbyCWCSjwDyKTxauEgeH8Ak4GmbwkMiuBLjxT4kkE/wUjDQ9yk8kBZ938lKc21H0fApupDquyZuYWmDDFhcK90mVMui5/Kloc495iB8h998ABPC5r5xC+Fz36KPvbEd+j5xiw5F13eyxJiJW4qnD2Fz2vctutQMxp45ya6MQnjI4nL5W/9CWbwtfvJNzcD2+N7HdugTs76AqXHvM8mG6DM551sziDdsxxh82teahQ9cSev1Yb+1I07GUFoceCjqBz/4gTlsns90tsiy8u9+9zv5xCc+YUC0T58+xjDo4yiMxbFcS5cuNfd/58+fL3/961/lM5/5jNkmklOIli9fbr7btm2bcSp6tGFjEgbn62bY/N8mZ2Nk1fmcXEHfXPUZG21zcgsB7KpPm9zjZsZGEXHVJ+nRBzRtMnGs7VAwGTsJ6No2/cV2jB8/uepjO2a6mjyu+iQs+vRBY7MprquNJjhF1fLI/ErpOaVKFm3YJ9XRFS5jscnHMe3rTBsf2GSSGH1s7hu3/MXnvnHLeLEd7fvELTrEPPo+vmPMxC1XqfpZtpyNVQ6bs7sd8evaNrFCzdDTavisJqox1JnxK0rkvAcLZOLTpVJewef89ge/r/rYHt/7xL1OFrA/MWyTi2P0M+PeJ27xHTmnE22bXByjT7xhO635ruPXmqUTHpucjZGlPWKG9om7Q5maBbhcweBgjMwMiYMJOA+Xo/T4nORjW0cAmHuy3bt3l+OPP16OOuoocw8XJxGcADIHHlx44YXmwHnAliviT33qU3L00Uebzzkjl+84vo+laQoTwUHb2cznLGVzQhF9iJOzMbIwT1szCcCJLvoEDIHP2Y7oE8R8ZpO1sSY9D5pxXBWfubRPsSFwmZhgV5e2tR1sR981AbLl4hh9Ah/bMX4Kr6s+tiNmYP7tMnZksTe6xIjGZlNcWlwob+8ukfvmlEmvKRUyb/U7UpC3x4zFJh/HtE+86RFzNpkkRh+bE7cAh+vY+YvPsb1r3BI3jJfj7Wgf4HCNW3SIG/RdfUf7jJm4J374LFd9ldO4J35d2kaWWOF4OmynNSNVVGh4+qo8uXpgofSfUyiv78iTokLO3/3ANqqP7fE9dnBtH9sTs8QuMWyTi2P00cF3/IZP3NJn9BlDrnmjjO/Qx3aad67jJ1/wva/viBn8B/geytQswOVeA6AJc7U6b948A6gcJg+QYowlS5aYgwt4MplZFP//8Y9/bE4MIsF0KYK9mDncgBOHWII+66yz5NOf/rScfvrpZgl6xowZZi/mp59+2hiamQxtaPuZzOcEIA5ANk7OxipL0hF8jMFFnzEyGaBt9Jm58ZlN1sbI0iaJR/BxxeTavoKeXmXa5GysstiOvvM7Ln1Hn6sDbMf48aurPrajcJKA/Nu1/zrhAHCwnU0um2uqymTn3nK5Z1aF9JpcIUs2RFfXJamc9ZVpn3jDbwCOfpYtF8fIYnNsRxFx1eUvPkffJ271ChPfY0cX3yGLDgWX9l19h74WTuoCn+Wqr3LYHH3i16VtZHVlgrHjQ/pTXl4mlRVlsubFtPQak5LbJhfKltdTUhF9Xlb6gW1UH9vje+zg2j62J2axPzXDJhfH6OsVIrnHb9nk4hh9+kzOMQbXuMdW5Dq207xzHb9OtPGBqy7tMe7D/jxciPs+umbPPVwOjAcYIUARoO3SpYusX7/efAZxCP21115rghNCH8CGdT2ee73ZTymrjLbJ3zjmN0gcHGD7PomZSNAmBYBlC5tMHNMvrvxpG30mFE31NZORZZZG0aBosnJgk0ti7I4+gaj2ypWRJ4Eo/CxTufQdxnYkvNrOVZ/xkvwksM/Y9eEP+pDr2KMIlF2FtXLXzGrpNanSHES/f/8HsebC+A6/YUP+7zp+bE7s4EPb90lMf/E5tqcfNpkkVtvTPkt1rnGLDoUTffxgk0ticpW4BTx845b2KcI2mSRGn5qB7egH44GJjXfyaqXfjBLpOiolG17j3njjdzZ9fI8dMr/LhTVvsH9z4p66xW/ZZJKYPpNzPjUDJt6wHWPwaZ+4x/fY0PZ9EtNf2gWsD+slZSUCBGexdHzkkUdK3759zWyLwOe+6+WXXy6DBw82wYBRHnnkEXn88cdNgtiIgL/xxhsN4Pqeh4sD6RNF35VIJgKP5AEwXYmAo20FTFci+AE8EoiAciWCH33s70MErU5WXIn+qu0oAq5E8hAnFF2fsWN79ImZxoKZG72TXye3T6uSXuPLZeNrPLTTCCKuhO/wm2/iY3NiBx/6ED7Xou9Kantf36FD0aX//JYrkavELcXTx/bYnPbJfVeiPeoRY8+uGeaovsVlcsljReaACxupPr73sR2xTsxifx/badyTez55Q50i54gfH9tTJ7Gda94pEff4Pg4Tkoj2aBfAbheAi6NYCuZqlHu4v//97809WV0a4p4uy8oc2zd06FDp16+fbNq06YD2Rwmnh/dww2tBPmPXwuFaeN7YXSu3TiyTnmPTsvn1CHCjK1yfwoXv8Bs29Ck82JzY8ZnsaOHB9j4TTbW9r+/QoWjSf37LlchV4pZ8d7W9xq1v0aY96g5jz64ZuHHymjI5/+EimbS2yrrjlOrjex/bEevELPb3sZ3GPbnnkzfUKXKO+PGJe+oktvMFfOJeVydcifZot91c4WJs7tsAouw49cwzz8jmzZvNjANHkkB8zj1enjZmKTkJiALgBsBta8B9aScbHBTLjWMLZeubKdnf0Lgs5koBcA8/wIWWbquSKwcWycAFZVJU+tG+qX4A3AC4SdQigBtHBEBm8BOIuQRTANwAuG0NuFt31EjPcWnpM6FQXngr0q1vvI/mSgFwD0/A3bI9io+xablralre3PPRsal+ANwAuEnUaoBL0OFAgt+18ATADYDbloCLiTa8USM3jC2Wu6YUycs7UlJfVxNd5QbAdaHDGXDfzmPHqRLpPrpI1kexku1Z1Q+AGwA3iVoNcHEADiQJXCkAbgDctgTc+vr9sublaukxpljum56SV99JSV1tVFQ9ADMA7uEJuKVVDTJsSZlcPqBQ5m+uCoCbRQFwc6NWA1wSPgBuAFxXOhiAy0Mwy1+okm6j0/LInJS8sbNIamsaX+dypQC4hyfg4srpz5TLRY+VyOS1NVKT9eCU6gfADYCbRC0GuAyaF5/ZnpGnk0l4igYByBPMbIbBQ1Ns2wjzuhAGtlEA3AC4bQm4NXX7ZeGWSuk6Ki2PP5WS7e8VRX5rfA/VlQLgHp6ACy17vlKuGlQigxZXSqr8w7Gp+gFwA+AmUYsALgnCPsocu3fmmWcaYCUASAJ2HmGrxmOPPVbOP/98Offcc+WXv/ylXH311WYrLxsFwA2A25aAW1WzX57cUCldRqRlyKK07NhVFPW9cdMOVwqAe/gC7tbtNXLDmGK5a3qJvLX3w+NT/QC4AXCTqEUAFyOxhyjv1wKsHDJPApD07K952223yV133WWubNm2kW0d+T9GslEA3AC4bQm4lTUNMm1duXSKAHf00rTs3M2hDQFwXelwB9y38+rl3pkl0mNMWta/zi2HA19EpPoBcAPgJlGLAK4WlkWLFpnTgtj7GMII7HHJrlMkA8T2j4Aue3bGEQmTCbgEkSsFwA2Am2viV1Tvl0mrK+T64SmZuDItu/YVRT6ocLYdFAD38AXc0or9MnxJmVw5oFCe2siWrwe+iEj1A+AGwE2iFn1oik0tfvjDH75/Hi5GyDQA93bZdQq5JCJgb775ZgO4nTt3fh+sXYikI/h9AZe+Uzh8QYO2CUAfwCV4KRy+oEOxRp/gdS36Wrh8i74WDt/Cg+0ouBQPn7Grvstko7xqv4xeUS7XDk3JtLVp2ZfvD7j4Dr8R9z762Nw3bmkPn+M7n4ki9sZ2tO8Tt+gQ8+j7Ai5xC2i42g55bM5E0adeoK+T9LjJCl2ata5CLn2iTCY/UyM1tR/0UQEX3/vYDn1iFvv72E7j3hfw6DM551MzIOIN2/kCttYs38kS4z7st3bEyTgII+EkPS2IfZP5jKtYjIgzSaJBgwaZfZY5FQIHYRwtMCtWrDBXvlwdc3Tfb3/7WzniiCPM/V70xo0bZ77jYSsFA9qwMQnHbInTI5Dl/zY5G6ts5skfLvqMCefTtp6awmc2WRsjS5ucuqL7Ubu2T9HjATYC0Gfs+Iyx8zsufUefhMN2jJ8EdtXHdqyKwPzbtf/EGbr0QWMziasqyiU/VSmDFhRHgJuWqSvzZMfbO83Yc9HPZNonlvEbhd8mk8To025z4haf+8YtvtNTV3ziFh1iHn1X36HPmIl7nvvgs1z1kYOxOXFP/Lq0jSy+pmZgO5vt6R+nSi3YUCQdhlfKwEWV8t6+EnOakNoO2+N74t61ffS5QsP+xLBNLo7Rz4x7fssmF8fo4zsuiBiDa9wzfsaM7RiDa81CFt/he3zgqkt7xAz997lIaEtqFuDqEhJFAlDV83DZR5nPOCqLBMAh3Mv9y1/+Ir179zYBQUEgsHEUhh4wYIA58/aKK66QSy65RL797W/LJz/5STnmmGPM5zxkxXf8Nr9JgNAGjspmPifxaRMnxMnZGFntO2d7EsQu+oyJoEGXszkJQD6zydqYgk3wbNmyxZwrymcu+siS9DyQhl35f679VzkSh/5r4c+Wi2P0iQdsh+0Zh6s+Cc+5nDD/drE9stgbXfpAX2xymZwuypd39xZL/zkp6TiiTKYsbzxPl7Hnop/JtE+84TdsqJ9ly8UxsrSL7fChqy5/8Tn6PnHLeHkWA32fuEWHmEff1XfoYzviFvvzWa76yMHYXM9UdWkbWcZOXSHu6Uf22PPyoqu3on2yckuedB+VltsnpWTDi3vNebmFUQ0j57E9vgf0XNtHn5gldrGjTS6O0de4x3b8lk0ujtGnz/heQc8mF8f4Dn1shz62zHX8yGFrfEbNo27nqgurnxg3uj4rQ21JzQJclqAAU2YVXOHypDL3cLlC5TNNOuRYRj711FPNAfLIYhhk+MtsGGdz1u3atWvNvWCebP7MZz4jf/jDH8z/2Yt59erVJqABbJZ90I9jnEDiAOy27+OY/jAm+k7RA9i1r7kw/WLGhS7FM5e+ZjKyTEIIHoomMziX9pElAdAncWwySczY8ZmCrWvbzDrVdsy6XfRhbEfy6lWOqz72Rp8+YDubTCbX1VRKXqpK+s8tk65jq2Xes3my672dZuwa27kyfcV3+M1HH1bg4a+LPm0jj881bm1ycay+0ysFctLF9sQtOhRO2sePLvrIkqvELeDBWFz0kSduFWxd29arLPqOD7P1+X9NdYW8urNM7p6Wkh6jCmXltii3q6qiC48qo4/t8b1P3GveELvYziaTxJlxz2/ZZOKYvuI7+g5Y5pI3mYw+Y8Z22MC1ZsHkC77HB7bv45h28D3jJm7596FMLXoPl+Ve7uFykDykjgdgWRI+6aST3r+/C/F5NkMYLfN4PoIBssnHMUGrgGH7Po4h7gkQQCSu3guzydoYsj00ZZO1MUTxInApunof0yZrYwibo08S2mSSmLFr8dHgtcnZGKK/vraDuU1BwaP46r0sm1wcZz80ZZPJZKiwpF76z6+WnpMa5OkXSqS0uMjYwCafxBC+w28++jA2J3Y0b3JliPHic2xPP2xycQyp7Wlf77/bZG0M6YoX+vgBssnaGCJXiVsmC4wFssnaWOOW9qk7LroQ+tQMBWsoWwYqLm/cceqaQSmZt7FKag88ZqD6+N7VdjB5Q8xif/xgk0ni7IembDJxDNFnco74cbU9RK5jO8bgWrNg4h7fY0Pb93EM0V/aBXTbBeASoCzH3H///fIf//Ef5ig+DpzHABgf0Lnnnnvk6KOPfh+Mk4jE0QPoOaheAdeFSDoSn8LjSjhQQUOTx4UIfhKP9hVwXYjgzQZcF9LCpcHrQsgTtDrTdKXm2o7xKuD6jF1BQycbuVBecZ08NK9Kbp5WL+teKZeqisZ7gj6E7xRwfUgBV4u+CzFeBQ2fuMd2gF0m4LoQOgAe49fJkgvpRDMTcHMljdtMwHWhTNsl2Z6QmvVshVw5qEwmrq2Wyhot+o0PXTF2n5xnvMQssducuCf3XG0H0WfXvMmkTMD1aV8vEvCBK6ntdGXkUKYWAVwcNXnyZOnRo4c5C5d7sNxr5Z4ChDPHjx9v7sGybNwUYfTwHm54Lchn7NlXuLnQvnSd3De3UvrMqpeNb1aZZebiYr/Cg+8UcH30FXB9Jju0h8+xvS/gYjtf3yng0n8fwNWJoi/gYnNfwKW9XAAXWvlCpVw/plqGLKuVotLGGFV9fO9jO2KdmMX+PrbLvsJ1JepU9hWuCzUXcIn75gAu7bYbwMXBBDnOJllwPIGnhUODkSKeCwAGwA2A25aAuzdVJ/fOqZS+s+vl+R3VUl9b7WU7KADu4Q+4HOV4w7gyuXtGmby1V5fOA+BiuwC4ydSi93AzCSMQAAS/a+EJgBsAty0Bd3dhndw+I7rCnVEvL+0MgOvru/YCuBzVd8/0EukxOmV2nGowbg6Ai+0C4CZTqwEuDsCBAXAD4LrQwQDcd/JqpfeUCHCn1cmr79VIXQDcALgJlCprfHDq70NSMve5SqkxQ228BxwANwBuEgXAtRAODIDbfgD3rT11cvOEMrl1coW8vjsC3JqqALgBcGOJrvHg1NVDymTcqmqzU1kA3AC4uVCLAi4DJ9hwOAmvgKtEIBMQTQVkANwAuG0JuC+/Wys9Rqfllglp2b63RmqrK6U4AO6BT3MndNoD4EIrXqiUzuNqZNDSDx6cCoAbALcparGHpjAUBxMMGzbM7DaDA0gcLRwYY8aMGdK/f3/zahAvacdRANwAuG0JuNt21JgTYG6bUiw79tVIDYAbnlI+8Gnu1J4Ad8v2Guk5vkLunlEexUzjg1OlUbsBcAPgJlGLAC5BxraOvH/L5hYAK07HeTiC7b7YYWrOnDny3HPPmc0sOMIvjgLgBsBtK8DFPM+9WSPdoyvce2cUy7v5tVJdVWFi0AcwA+C2D8DdHoHs3dOKpWc0UXv2jUZblZUGwA2Am0wtArgkN0nG1e23vvUts5sURiAI2PyCk3+6d+9utl0jKADnZ5555oD2RykAbgDctgLc+khkzavV0m1UWh6cXSK7CmqkqrJxi0kfwAyA2z4At6isQYYuKZPrhhTJvI2VZsep8rIAuAFwk6lF7+GyteOJJ55oTvUhAeCNGzfK6aefbja9mDJlijzyyCMGbJOCgoDXrR25avZxAslH8PsUHvqNAykcvqBB2+iTCK5E8FI4SACf4MV+6PvYDSJoSR6foq/Bz9h9JhvEBQWX4uEzdmyPfq6TjbqoiZUvVkvXkWl5/KkS2ZuuM4DrU7QhfIfffBMfmxM7PhNFCJ9je5+Jotre13foMFGj/z5Fn1wlbgGNXHyXTdic9sl9V6I9naTnUjPqGvbL7A0V8vehFTLu6RqpiMpEZUWp8b2P7Yh1Yhb7+9hO494X8BSwiR8f21MnsZ3PJB8i7n0nS7RHu+0CcHGuOnjp0qUGcLnCxQg44cknnzQn/5x11lmyePFiGThwoNmRiq0fkYEJMAoExoIJ2swrXN0jEyYZkEdP27axFh4cafs+iQnezCtcm0wc0y8SjrZJfmzQVF8zGVnGyGwPO5AINrkkxk56hWv7PomxLUGvV7gufYfRJ+mxHeOwySSxJj7sM3bV18KTxIytOkLcxVurpMvIlAxZFE3S0lHxLC+L4sfddjBjBnAo+rbvm2L0fOMW2+NzvUqzySSx2o72feJWJ4q0Tw7Y5JKYMesVLmOxySRx5hWu7fskpj1qhk40bTKZHJV5efrFSuk+qVYGLY3qRUl9FDcfXOHadJKYmkPMNjfu9QrXJpPE9Jl6Q/z46BP32I4xMBabTBJrzcIHtu+TmP4y7sMecHEyyaFOBly///3vyxNPPGGCHwNwRXvkkUfKZZddZuQ4wokzbtkjWQsDgMp9X/Zb7tevn9x+++1yyimnmPNwuSfM/x944AHz3bRp08zvklT8no1xOqee6FFT/N8mZ2NkGROn5egxYS76BCxJx1Fb6OuszyZrY2QpGpyexP7UCh42WRsji33YVpPTM2wycaztYDv6zu+49F1tR7vY3tV2yGI7bj1wcggFwFdfT8yxySmXRKCaV1gs01YXSafhKRm8IPL7zjx5792d8nY0hqb0s5n2iTf8xkOBPvrYHNuREzaZOFY7YXs9mtDVdtgbu6NPbrrGLTrEDf338R1jJu7JPf0sW87GKqdxT/y6to2v0GPsudQMzsZd93Jaek4olztnlMkLb6Vk9653o9hrPF7OtX3ynJgldolhm1wco48OvtPTjmxycYw+fUafE4N84pZcx3aad67jx3f43sd3jJeYgZksHcrULMBlVoShcRazW+7N/s///I/ZR1kDCKDkTNs77rjDgDIGPfvssw2g8gAVMxIMNXz4cOnYsaN06dLFgDHAzXm4XB3zkFW3bt2kc+fOMnToUBMY/D5gRtvZzOcErp4LGidnY5UleJgc0F8XfQKfhKVt9CkifGaTtTGytJl9Hq5N1sboY3eeFKfw+4wd29F3fsel7+jTX9pl/K62QxbbUbQpnPzbVR97o6uAb5NTLiyIfLW3QMYsyZOOw4tk+MICeW37LtkeFU3G0JR+NtM+8YbfiGn9LFsujpHF5tgO4HTV5a+v7fEzII3t8D0F0DVu0UGX8bv6Dn3GrOfh8lmu+iqHzfU8XJe2kcXX1BX6jw+bGntpSUq2vV4kfSYWSo/RRbJow17ZzkTz1VfMZMu1fWxPzGJ/YtgmF8foa9zrZMsmF8foK+ARP6762IoxYzvNO9fx4zs9D9dVl/YYN333vRXTVtQswAVAWUrQ+0VLliwxx/ONGjXKfAeYTp061ZyRy1PKEEB5zjnnyM9//nMTIJBe5WI0DL5p0ya58sorzXm4F1xwgQFmHML3yDGLAexp28b0R4OAWRD/t8nZGFn6Q9CReMzcXfTpF1f3FDz0+XdSX7MZWWZtFF76z1hd+88ME30C0iYTx9oOVyf0HV+59F1tRxLQd1fbIatLS/iZf7vqY290SUL6YpNTZkep4rJqGbe8JLrCTcvk1WWSX8h9uMb77zadJKZ9fMfYsaF+li0Xx8hic/TxoU0mjrUdfE7s0Q/XtrE3tkOfpT3XuEUH0ETfx3fkKnGL//Fdrvoqh+1on9x3bVvjlr7Tj6bGXl9XK3uLqmTQgmK5fmhKpq9JR7FTLHn79njFPXlOzGrc2+TiGH2Ne+oWv2WTi2P08R2gS/w0lTfZjD5jxnaad67jx3f4Hh+46tIe7VKzsN2hTC3y0BT3b1henjdvnnzve98zV6sYgvV1Zi1//OMf5d577zVBjFMB3A4dOpggsREGvOmmm8w9XK56caYrseRM4uEUV6LfFCycT59diXsYtI0+dnElbEfiULSZuLgS9kOfJMI3LoQ8QUvi+SzPoE+7jN/HdowXsCEBfcauD48QM7mMnV2Cxqwsl+uHp2TOhkopr6yN4rLE6+ENCN/hN9/Ex+bYDh+6ktpei5Yrqe1pv7kPTeEHVyJXiVsAzzduaT+uriQR+vgc2+VaM3gyec6GCrluRIWMXFYhxeV1UlFW4hX31BxiFvs3J+6pW/yWK+E7cs6nZkDEG7ZjDD7tE/f43ifv6C/t6mTlUKYWAVyMxJPHPFn87//+73LhhRea5WUcgAF4UKpTp04ye/ZsGTFihFx++eWyYMGCA9ofJZweXgv6eL4WpIWD8fvYjsJB4vtONvThkVwLT2nlfhm6JALcYSlZsLlSKqpqovhLexcefIffsKGPPjbHdr6THWxP3PlMNNX26PuABjoUTfrvA7jkKnFLvrsWbY1b36JNe/icsbvUjFUvV8oNU+rkkfmVsqcgutoqK/ae7BCz2N/Hdhr31C2fvKFOkXO+gMmYsZ0v4BP3+B4fuBLt0S4Xc+0CcBns3Llz5aGHHjKg27t3bxk5cqRZU8cYGJJlZq5ykeFKOKmgBMANgNtWgFtc0SADF5ZLx+ElsnRbpVRFoJGOdAPgBsDNhba9XS23TKuWO6aXy0tvpaSkOBXFoHvOB8ANgNssImhwoAY//9d7W01RANwAuG0FuJz88thTFdJ1TIU8/VKV0U+ligLgBsDNidjW8Y6pJdJ9dEpWbI4AL4q7+nr3sQfADYDbLFIHEvyuhScAbgDctgLcgtJ6eWhupdwwsa7xbNO6msj3hQFwA+DmRIVR/AxZXGpuSUxeWSAFRVG9a3CP2wC4AXCbRThAAdeVAuB+fAEXfYLft2hTbIgbikdbAG5+Sb3c92SV3DSlXja/VRMVy8Z3ywPgBsDNhWrq9h94cKpcHn+qUPYV4Td3wAmAGwC3WYQDtPC4UgDcALhtBbj70nVy96xKuXVGgzz/Tq0BXPQD4AbAzZXWvlIlPSc3yD0ziuWdPbTt7vcAuAFwnYlA1WJBwuuVAgWId7T4jvu4vGuLY+MoAG4AXIpHWwDu3lSd3D6jQm6f02DOxd1fX2vaD4AbADdXeuGdGuk9vVZunpCS598oiDrjPvYAuAFwcyaMDYhy5B4nA61du9YkH4FLEPDE8iWXXGJ2i+IJZl4T4gX1OAqAGwCXuGkLwN1TVCd9pzUC7mu76qQhAlzsHgA3AG6u9HZendwxrVQ6Dc2X5Vsa9z93pQC4AXBzJgoMr/qwSQXH802aNMk4nSCgcN96663yi1/8Qq666iqz1SM7SSUFRQDcALhtBbjvFdTKLZMiwJ3ZIG/uDYAbANcdcAtL6mXIojL5+6A8mbqqQMqrwhWuKwXAdSCcTZBysMB3v/tdczwfRuBztut68MEHDQjrtm1NUQDcALhtBbjb99ZKr3Fl0VVujeyIrlQC4AbAda0Z1bU8OFUp1w5Jy+D5aUmXBcB1pQC4HrRy5Upzug/H80E4nnu3nPLDMjLH982ZM8d8lkQEzy233CKf+9znzA5VPsUHwxNAPoCphYvC6QOYjJu20fdJHgoXgEcC+QQvxRZ9n8IDYW/fyQpE0jB2/OhKjJeCS+HwGTu2RzfXxH1td510H10svSeXynuFDbK/oRF0KN4+hO/Q94lZCJsTOz6ACeFzbO8DmNgb2/n6Dh2KLvo+RZ9cJW4pnj6TFWxO+75FF5/Td5+ase61auk1uU4emFMhBcXuOc94idnmxr3PJBuiTpF3vjWDOontGINP+8Q9vvfNO9o97Ld2xLAkmSbnokWL5IQTTjC7SvEZRuQhKQCXZeX58+fLfffdZ/7NiSAQjibAcRb3ddmAmu84Meizn/2suffLKRSANN8BBMijp23bmODT2a7t+ySmWFH0mHGRxDaZOKZfFEvaJgCwQVN9zWRkCRrsRvFgrDa5JCb4dAN82/dJTOJQ8HS26dJ3GH0AR23nqs94Gbf62SaTxOigSx9s3yvX1TXaesv2Kuk6MiV9J6VkZ370XQ0HAOwx8WPTa4opGBQOCp/t+6YYPd+4xfb4HNvTD5tMEqvtaN8nbvE3Vxm0Tw7Y5JKYMRO3CviujO1on/i1fZ/E2A6f03dX2/Pe7QvvVEmfGbXSZ2q5bN/deLiBTTaOdaLW3LinbjEWm0wS42/yjvjx0admYTvGwFhsMkmsNcsn7+gv40b/sAZcBqrFkYGzfzKHFzz22GPmc0744WEqTvvZvHmzSSRkOA8XEKYoYGjkWIbu2rWrOZyeY/gA7k996lNmiZr/9+rVy3zHXswcv4Vj+D3azmaMz29yTBhAzf9tcjZWWY6Z4pgznOiiT8BRsGgbfQ1Cm6yNkaVNjtfjNCXs6Np/Ji5MUrB9nI1sjC7yajt+x6Xv6NNf2kWf4ueqj+04FYpJF8DlOnbsrUd1aWzauLAgX/Kjvi3dnC+dhxfJ7ZMK5NW3U5IqKojs/pKJsSR9G9M+8Ybf9LQmm1wco4/NsR2TSx/fqe1d4xZZ7I3dOaaNyaJr3KJDzKPv4zvGTNyTe4wlV32V07gnfl3bxlf4HNu51Az0KitK5cW3iuTW8QXSZUSRrNiMPfKlIMffYIIAUNAusYvtqIuAKBMZmH9T85DHNtROJjgAJP8n7vEdcY9+dhtJzFjxHfq+cU+uYzva18+y5eIYWfIF3/v6jpih70wcDmVqMcBlVpN5Hi6fYQASgKeW+be5otiyxTxAxQEHOInAIVEmT54sffr0Mefmspx88sknG8DlaD+uiO+66y657bbbZMKECUY+F8Al8X0KD3/bK+DyF9vRd37Hpe/o018tXAcDcCkcOQFuYQRQkfyCDfnSKQLce6YXyBvvpiPALTR29y08mYDLZ672x+bE7cEEXB/fIXuwARebE/f8dW07M25dJ+nlZaXy1ruF8sD0PXLtoDyZvHyf7N5XIEWFyfZjjIAmPueCg9ttxC5t82ApZ3+zNz31b+LEiUZOr+J5SHXGjBmmvlBDWwpwiR+fuD+YgMtf2qXv2PNQpmYBLvcaAF2AFFq+fLn86Ec/MqAIMdtYuHCh/PWvfzWvBkEEDVe4f/vb396/VwNY828ChSDE6Ndff71ZUr7sssuMMUloAgGgRZ42s5cWMrk5S2v8Pv0gCJl52mTimH6xnEbb6PsszdFnkh7w8Vle0uUZbOazPIQvSCCS26XvMO2p7bGdq74ujRELPmPXpTESMWnsLClXVdfK8m0V5gq3/7wS2VdcJzXVjUcj+i6tsRyJvs+yJozNsR0+tH2fxPRXgc8n7rE3tqN919sByKJD3KHvu6RM3ON/37ilfd9lSfSwneuSckNDvZSWV8nk1Sm5dkiRDFtcIqnSGmmoT7YftGHDBgOqvOHx5JNPmrzj9cpzzz3XnKp23nnnyc9+9jM58sgjzYOk9JH+8YDqddddJ3feeaepl9RRfEfd8lnSxXfknG/NIN6wHXnn0z5xj+/JO9v3SUx/aRf9w3pJWYkb9hicJ5GPOeYYc9i8FjwepPrDH/4gTzzxhElCHpziCpcl5bib6yQ+7/PylDKBSIC5Ev0h+PgtV6JfJC/6jMGVKD7oUjgICFeizxRtbOjzAAV2Jnko2j5E8pG8vrNF/KWJ70r64A6J7zN2bE/SksBNUV29yJJt1dJ5REoGLyqTdEUUy5E+did+fAjfoe9rO/Swne/SGD4n7nzinjzGdrTvE7fkik6afR+aIu7xf1xtSCIFDR/f0R562I78cab9DfL0i6XSbXylPDi3UgpLmo5drqh/85vfmBoHWGEzQOP44483zOQBIpY5U5wLEEBZidXCiy66yKwWYnPyjrrlYzv8Tc7xGz765Dq2o6++vsP3PrWe9mgXG7YLwCVBWOJgxnXUUUfJ73//e7McostagwYNMvd1keE+bJcuXczyRRxRNMJrQR/P14KwHe36Fn0Ak8QnbnzGroWDwtMUYFfX7Ze5G7nCTcnIZWVSUrk/aj+8FoS+z2QJHYom/ee3XIlcJW7Jd9fJlsatb9GmPXzO2H0nO9u2l8qt02vl1smVsjM/efzY6vzzz5c//elP708Q6DegMXz4cFmxYoX5TImr3n/8x380Fy6ZxDLqiSeeaJ5/oWYR9z55o1eJxI+r7SFyHdvlknc2Iu7xvc9FAu3RLqsD7QJwGeS6devMAfNc5XK/gQPmma3hCNbnCSCWQfiOe1xJFAA3AG5bAG5VzX6Zsb5cOkVXuOOfLpfyqLt1dc17vSEAbvsF3Dd3lUvfycXSdVSJbN1RE/XpwBcW4uLj3/7t3+Tpp582/6d9Yjau1vHg6Je//GV55plnDnzyAQHQ//Iv/2JqLGMPgHvoUosAbhyRvJnBn2sRCoAbALctALeiar9MWl0uHSPAnbq2QiojV9XVBsBFPwCuO72XVy4PzciT64cWyoItVVJbF+9/7tGecsopps5AxDoxi/0zbUce8prlz3/+c3OrzmZXHlJjZZGVQ/zuajsoAG7bUKsBLsmHAwl+18ITADcAblsAblllg4xeXibXDysyOwXVRM3VBsA1+gFw3akgVSrjlu6Ta4cUyMgorsqiCZ2NiO2vf/3rcsUVV7yfY5mAS1/4vHv37vKTn/zEXL2yZBznE8Z8xhlnyI9//GNjA1fbQQFw24ZaDXBxQADcALiu1JaAW1LRIMMWR4A7tEjmb6qUukg8AG4AXF/ALSsrlQXr90qX0aVy/+xyczi9jXjl5z/+4z/MlrdqJxvg8rwLB778+c9/NvdpeWWSMWYT9uJNkKOPPtrc0/WhALhtQ60GuCR8ANwAuK7UloBbXN4gAxeUScfhKVn6fFU09gC4AXD9ABf9+roaee7lfLlpco3cPLFS3i2w24BXgf7zP//TPO+ilAm42bbjGRieZmarW/YryCZ0eADra1/7mmzcuPHAp24UALdtqEUBF4Pz4jkJR8ITCJmAy19eaicobDM1pQC4AXDbAnBTZfXy6Lwy6TyyRJ5+uRFgAuAGwPWpGY2x2iCvvVMkt00tlS4jS2XbjmrrUfRxgEvNgW3EVfERRxwhV1555YFPPqAAuO0McDHSmjVr5N577zXvhS1evNgUPoInM/gxCIcRcHOfxIijALgBcNsCcIsiwH3wyQrpPrbSbD4P1Ub+CoAbANeV0Gf/5B3vFUn/J4uk44i0LNpSKbWWEGabW5aU77///vftRKzTb3bbuv322z/yJge7OPEeLk8rZxP2uuCCC8ySMu/2+lAA3LahFgFcHM72jWxWwcYX48aNMwmQCbj8n1eCmIWxyxQFPY4C4AbAbQvALSipk36zKqTXxBrZ9FajnwLgBsD1rRnV1VWya2+hTF6Vlk7DUzJqRbmUVX10HIzvG9/4htlJSnOMWKddgPYTn/iEnH766cYXEOOhZn7+8583u/llEzb79a9/LT/96U/N77naDgqA2zbUIoDLgAkY3i37/ve/bx5jJwEALYKIIsiSCLtL8dTdNddcEwA3gQLgtg3g5qXr5K7pFXLzlHrZ9najn/BXANwAuK6EfkV5WWS/Qnn6hVLpMbZc7ptVFvvgFEvAACR1BiLW6T8bX1x99dXmKWa2wEXu7LPPNrvzsYGQrZ5w9cvWjzzVTN9dbQcFwG0batF7uHoeLruiQAQ+jmQDDHaemjp1qnm8ncfhcU4ckaxs2M1DAiyh+CQAhieAfIq+Fi4Kpw9gkjy0jb5P4aFwAXg+hQei2KLvU3ggir3vZAWiXcbvYzvGSxGCfcaO7dHNJXH3peul79QK6TNzv7yyq3ErQwAbu1P8fAjfAVo+gAlhc2znA5gQtifufABTbU/72MGV0CGv0feZLJGrxC3F04ewOe37Fl18ju18agbEU8qVleXyxu4a6TO9TnqOi0CkyG6HJUuWyJe+9CV56qmnDnzS6DvGTvytWrVKHn/8cbnnnnvM7lJbt249IPVRGjx4sNlEg1VG37ijTtGub80g17Gd70SVuMf3vnlHu4f91o4kKIbS4sDuUpzuw84nfE7wULinTJliHhDg/gSzMM64ZdtHnExhwMkcUMBuVc8++6wB7osvvtjcszjnnHPM/ss8aLB+/Xrz0BXy6NGujUkYnK8bmfN/m5yNkVXnM1EAeF31cTptM1766qpPmzyZyIyNBHLVJ3E4JEKvMm1yNlZZCiZj53dc9bEd7TJ+X9sx04X5t68+/tPYtHFdbZXs2FMuN00ql9tm1csrOytlfwQS9JnEJX6S9G1M+zrTBnRtMkmMPjb3jVv+YnvfuCXWsB3t+8QtOsQ8+j6+Y8zEPVep+lm2nI1VDpsT98Sva9v4Gp9jO/+asVdKitOyc1+53DWjQq4bViwb32i0A8vNmfLYim0dWTomVqmlTBawf9xkKbPm8RsQ+ylzhCmHveB7fgM/qlwurP0h7vkNn7gH8LAd7aPPZzZZGyOL7/C9TnhscjZGlvaIGdon7g5lahbgEgA4icEycI6L4ni+/v37myDiBj6bbXNvl1ODkAVIea8M8CQxYI6kGjhwoFx11VXSoUMHcwVMEHE83ze/+U3zZB4H0rMUzaxPj7CiXRvTNgCuR3Xxf5ucjVWWeynMKklgF30CjoLLUVPoU3z4zCZrY2Rpkwcr9Hg/1/axO4mInXzGju3oO7/j0nf06S/tYntX2yGL7dg5R4+Ic9Un6dBlr276EidXVLBXNr+yW7qPKZU+02pk2+tRkY2uTugzdmdiF6cfx/wu8cbYsaGPPjZHnxNgXMfOX2xP7PnELfmJ7dAHOF3jFtsTN/Tf1XfoM2bintzjs1z1VY53UIl7bO/SNrL4Cp8zdp+agT793v7Wm/LqW7vkoVkFcu2QQpm2Kpr4v7db8vbtef83+Quw8KApS8Xcn+WCAt/zG9SM7DYyGVsxKeDC5He/+525KKHf+J6415qcK9MffEfc8xuucUt/iBf6oHnnaj98h+/xgasu46Vm8BuA8KFMzQJclpAAPmbl/JvzHDmAHlBkxoTzOLSAZeEhQ4aYMx/ZzoxlZw6SJ7BZQsBBXB0DusgB2Mz8AFyOpuL/XDWzdMISDAbWpZc4puDQPrK27+OYQGa2pcFP3/jMJmtjvaon8NDX5LDJ2hh92qTwEXzY10UfWRIWfexrk0lixk7yaOK7tA3TX9pl/CSEqz62I3EomhQlV30SEF38p7GZzfxmaXFKtrxWIN1Gl0jvKdXy8tvFUltTZWyP3YkfbGHTj2N+l3gj7rChqz6MzdEHsGzfxzFt61WCFj2bXByjj72xnY/viFtsT+FDHz+66CPLmIlbfMdYXPSRBzRon7+ubRMr+Jy+40MXfVjj/p23d8jOXXkycWWRXD+sUAYtiPLpvYLoypfbJI2yOjauRLnw4PxvLkR4qFTjPvv3lVm5wE7USS5EeDOEeOFzjfskfRvTF3xH3DOGuLyJY/SJF2yn59m62k8nyvjA9n0c0w7tMW7Yd0m9rahZgMtaPfdq9F4bm2dzcLy+nI1BuFcB0BJMCrg//OEPZfr06SZJ9TeYmQC+LAmQrCw989AUV7UkAIbke+RYikYniQlAwA492/dJrPfxCELas8nEMbbgyp+20efK3yYXx7pMz5hJHO6N2OSSGBuij31t3zfFTJZIIOxt+z6J8Y3annHYZJJYJ3G+Y0dHC4bte+X9kZ1ffa9GuowqjgC3vHGTgigW8TfxxxKZTa8pZszoq+3wZ7ZMEmN7bIcPbd8nMbZX4POJe7Ud7fvELbYD6NH38R19BkzoQy45ns3YjvZ9fKdxi+18bA9jewCgKsr/Z16tlq6j0nLvzGLzcN7+/R+NA62b9HvZsmXm6py4JweyZZWpl9iZq0FuweEniJqjce9jO36HthkD+q5xS9xjO8af1P84Jl+oWfjA9n0S01/GzWT1sF5SViK5KNBcgX71q181DzwxW6LwEEw4kWBYvXq12e+T+7wsh8TdqyCgbrrpJvPQ1ME6DxfHa9F3JQKA8WryuBJ2wZ7MhDUpXQj7Efw+doMofAqYroTtaJfxx/k3iRgvyeM7dhKQpKfoNkUvvlsrnYanpe+UYtmTbmxLQYf48SHGTN+xoQ+hR9zgQx/C9uSdT9yr7XzjFtsRd9iP33Il+qxX1sSRK2E72vfxHe2hh+18bU/MFUWxu7+hTnbkNcgtkyql+5iSaDKXmy3IN8buYzv1HXXLx3b4m7wjfnz0iXudqProM3ad5LsS7TFuALtdAC4FhgejOA+XPT95GIBlYJYllQBdrnBPO+0087g7Ty1jYBvhtPBaUHgtyGfs2B594i0JsLEK795yFu7d06P+HgBc+ozdfQsHvkMfG/roY3Ns5wPYWniIOx/QUNuj7zNZ0oki/ee3XIlc1aVw18mWxi3t+0w0aQ+f+040Vd/kbF0EXmX75Y5pZXLNoLTZcaopItaJWezvYzuNe1/A1okm8eNqe4i8wXZN5V0cEfe6OuFKtEe7rI60C8Al0fT+CQ9M8OAEYMuMg+AlGSgA3B/gxjoy/DuuqATADYDb2oDbEJll3avV0RVukTwwO7oiLw6AGwC3ZQC3LgLcsij0BywolQ6DimTJ1iqpq0+OhQC4AXCbTSSOT+FCJwBuANzWBNz66KtVLwK4KXl0XqkUlDbKBsANgNtswI1isCYa/oz1FdIxmtCNXVkhxRXJ4wmAGwC3WYQDcCDB71p4AuAGwG1twK2LfnrJtiqzpDx4YZkUlTfaKQBuANzmAi4xiOvXvlIl3Ual5L5ZJbI3lRzLAXAD4DaLAuAGwD2UAbe6dr/M21QpnUakZMSy8ugKpNFOAXAD4DYfcBtz/s29dXLj+GLpGoHujn3J9giAGwC3WUTC40CSQImgyMUZAXAD4LY24FbV7JeZz1YYwB33dIWUVgbADYDbMoCrtisqa5DbpxTLlU8UybYdyXUgAG4AXCciSHhxmQMMeAEZB+B8gpdEYHtGnlweNmyY2dggiQLgBsBtbcCtqN4vU9aUm3u4U9ZUSHlVANwAuC0LuBXRpO6J+SVy1cAiWby1SmoTHpwKgBsAN2fC0QAtm1X86le/Mts5EgDqBED24YcfNts79urVy2zduDHhoOQAuAFwWxtwOTZt7Mpy6RJd4c5aX2mueKEAuAFwWwpwa+r2y4xnyqXjsJSMi2KtJOHBqQC4AXBzJgKdbcUeeughOfbYY2XMmDHGCAQOW9xx4DxbkOEUtiQ76qijzN84CoAbALe1AZfiN3xpmXQemZb5m6vMU6UQfQ6AGwDXlVQ/E3AZwppXqqXH6LQ8MLtYdsecHAQFwA2AmzNpYVm8eLGccMIJZoMLPmPwOJH9QnkvlyJw++23m+0f2Ts5jkiYnj17GsDl0AKCyJUC4AbATUp8XtMYuKDEvIe79PlqqTsgGgA3AG5LAS705p46uXl8sXQbVWT+HUcBcAPgOtPy5cvNPsl6Hi7Oo3CQDGx0cccdd8hZZ51llpiTEppiwQlDurUjv+NKJB8B5FN4cCBtkjw+gEnC0DaFh0RwJWwD4FF4fJKHgoG+T+HBV1r0fQoP+rTL+H2KNuOlaPgWDtVvKnHT5Q3y6NxS6TwiJaterjY7T0H4G7sTPz7EmCl8PoAJoecbt2p74tZnsqO2o32fuMV2FF3a9wENxkzcUjwZiythO9r3Kbq0h8/pe3Nsj+8zbZcu3y93TiuRyx4vlK3b422qgN3cuKdu+diOPhP3jMFHn7jHdozBB3C1ZvnkHf1l3If91o4kFQbWws593OOPP97sqcxnbCZNApAIHP3Ur18/Oe+88+SBBx4wxqEoaIHhKnjmzJnmxCEOP2B7yM985jNyxhlnmIMP5s6dK7Nnz37/WD/0aMPGOI3ZEidXABz83yZnY5Wl7zz8RVsu+jicgkHbPBxGEPOZTdbGyNKmntyBfV3bx+Ys8WNjn7FzlcDYtXhly8Ux+vSXdvXUENf2sR23IWD+7apP0UEX/2lsZstUVZTJzr0l0m9mWrqOKpYV29JmnOXljbbnxBKdbWfrJzG/jT5+0wmPC6OPzZsTt9jeN24pWtiO9n3iFh1iHn1X36HPmIl7dq3js1z1VQ6bE/fEr0vbyOJrfI7tAA6Xsas+tsf3gC6fVVSUS2G6TB6ZUySXP14k8zYUR3YpMXGW2T/+je25QsP+xHDm7zfF6GfGPb9lk4tj9PEdcc8YXOMeWzFmbMcY0M8cX1OMLL7D9/jAVZf2iBn6Dy4cytQswAUwcTBOYoai5+E+8sgjxvB61BYBoAnFdyw733333SYxcDTHOg0YMEAuv/xycybupZdeKt/5znfkk5/8pBxzzDHmc04N4jiqRx999P3jv3AObWczn3NklZ7pGidnY5Wl75zIQfFw0WdMOJ+TP9AnCfjMJmtjZGmTh8rYBhM7urZP0dFzRX3Gju3Q1+KVLRfH6NNf2sX2rrZDFtsxOWP7T/7tqk/Soc82o/TFJlOQv1deeG2X3D65yJyHu+S5vbJ3T+MpN/RZz/W06Scxv028oU/x0M+y5eIYWWyO7QAuV13+YntizyduyWXsjj52dI1bdIgb+u/qO/QZ86ZNm0zu8Vmu+iqHzdHXwp0tF8fI4mt8zth9aobGPb7HDrt2vRdNejgLd4+MWrTXnI076Kk8c1Zuft6Haxf/xvbELLFLzcj8/aYYfXTwHb+hNTlXRp8+o88YXPXxHRMNbKd5lzm+phhZfEbNo/a46tIeMUPu+KxOtCU1C3BZhgBMmWFwWc9ZtVzhDho0yMw+MAYJMHXqVPMX4tBlQPnMM880BmIpgtk4V66zZs0yTzhPmjRJ/vjHP8qnP/1p+c1vfmOucPltrnA5kooZqM5sbEzbOIPEAZj5v03OxsjqTJ/+0ZaLPv3SmT76Otu1ydoYWfpM4FE0uVJw7T+zRfRJHJtMHGs7+I2+k0gufVfbkQCM39V2yDJTJ/lJYJ3p22RtjCz2RpeCr7H5YZni6Aq3VN58Ny19JxVLrwmV8uzLaakoLzVjpc/YnTHY9JOY9gFtLdj6WbZcHCOrwIMPbTJxrO3gc/R94h57Yzv09QrZJmtjZNGhcKLv4ztsR9ySe/pZtpyNVQ6bK9i6to2vqRn0nX746GN7Ygc78FlZGfYrkaWb09J9dJHcO6NIXn2HWGu8es7UJ8+JWWKf+pH5+00x+uho3PNbNrk4Rp8+o+8b9+QNttO8yxxfU4wscY/v8YGrLu3RLv3nwu5QpmbfwwVodc2fs2+5hzt+/Hizjs89HZaHeUiKg+ghZlGcKASgUhQg9LkHwRK1LlPfeOON5h7u9ddfb4qofs9fbTOJNQiY8di+T2LaIGjpHxMCm0wSMxGhbfSxgU0miVk5IAAZN2O2ySQxqw3oY0fb900xQUvRYXnG9n0S43e1PeOwySQxtqd4+I4dHfRJQtv3cBRxsjdVJ70nlcstU+rklfe4T9/4nU4AAZBsvVyYMaPvYzsY22M7fGj7Pon1PiBx5xP3ajva94lbbMdEAX1ywCaTxPSZuAWsGYtNJomxHe37+E7jFtv52B5GH99n2+7NPbVyy4Ri6TEmLa+bB6c+rAcT98Qs9s+1xmWy+o665WM7+kzOET8++sQ9tmMMPv0nX/A9NrR9n8T0l3EzWTjsARciQFmKuOeee+Tf//3fpUOHDrJ27VoTfDy5zJF8nTt3NksO999/vzkTl9eCMJSNMBrv6/KUMkf+YUxX0qsVnyUGdaACrisR/LSNfuYDFLmSAi72I3hdKRNwfSgTcF2JBKBdxu9ju0zA9Rl7NuDG0e6iOuk1vlz6zmiQt/Z+4CMFXBLfhxRwfRMfm2M7fOhKanvijn64ktoefQqwK6GjgIsfXCkbcF0pE3BdCdsp4PrUDNVXwM0knoi/Z3qJXPFESjZvt9uF8WYCritlA64rUacUcJPyJo7IG2zHGHzazwRcV6K/tNtuABdHs2zMofHnn3++uQ/7+OOPv3+Jz71dwPjBBx80Tx1ztYtOHOH08B5ueC3IZ+xaOJoqPDvza6XbmDK5Y9b+6N8fFEH6jN19Cw++Q1+vslwJm2M738kOtifufEBDbY++z2QJHYom/fcBXHKVuCXfXYu2xq1v0aY9fM7YfWsG+vg+23bsMDVwYWkEuMWyZGu19ag+Yp2Yxf4+ttO4p2755A11ipzzBUzyBtv5Aj5xj++xoSvRHu22G8BlwCQ4g4UJfAxA8BG8BADBoDf0mwKhALgBcFsbcHfsq5XOowHcBtlVGAAXCoDbOoDLyVTT15XLtUOKZNzKsvcPysikALgBcJtFCrI+wR8ANwBuawPu67trpOOIErltWqXsyTg6LQBuANyWBlz6xrvePUan5KE5JdEE76NxHQA3AG6zCAfgQILftfAEwA2A29qA+9K7NXL90JR5UnlvOgAuFAC3dQAXen13nfSJYq3nmLS88u5Hn+sIgBsAt1kUADcA7qEMuFu2A7hFcte0qEgWfyAXADcAbmsAbqq8Xu6dUSxXDkrJhjc/WhMC4AbAbRZlAq4rBcANgNuagItJ1r1eZU5xeXB2iRSUBsCFAuC2HuDWNTQ+OHXVkApZsq3G/D+TAuAGwHUmBk6wETAKuGoACgiJSFI0RQFwA+C2JuDWRx8//VIEuMNT8ui8UnNQuFIA3AC4rQG4EA9O/X1IWsY/XWFeFcqkALgBcHMmAgRHc3gB79eyvRlBhxG0gLDP8l133WXOxWX7t6SgCoAbALc1AZenRpc83wi4XHWkAuAaUtujHwDXjVQ/CXB5cKr7KB6cKpX3Cj4c2wFwA+DmTAQZ2y7yji07TfHeLU4n8HgVqG/fvgaIN2zYYDa0+POf/2w2xIhzTADcALitCbjVdfvlqc0V5mi+EUt5TeMDuQC4AXBbB3D3y2u7aqXvlGK5cWxaXnrnww9OBcANgJszkdwE+vDhw+Xb3/62OYAeInAWLVokp556qjmsAFq2bJl897vfNVs2xgU2n7O1I4CLnI8TSD6C36fwkLw4kMLhU3gYN22jTyK4EsGLPUkAn+DFfuj72A0iaEke36KfXHiSiWJBwaV4+Iwd26OfNNmojlwyZ0OldB7euLxXXv2BHH3G7j5FG8J36PsmPjbHdj5FH8L2vpMdtT36PhNFdJio0X+foq91BNCI810SYXPaJ/ddifZ0ku5bM9DH93G246i+B2eXSochJfLsGx+uC8Q6MYv9fWynce8LeArYxI+P7ckbbJeUd0lE3PtOlmiPdg97wGWgOFcdvHTpUnOFywH0fMbg2UycXag4nADiJBFk2P4RJ/EbBBgFAqPDBG2PHj3ev8LFERQgvkMOeW03jrXwoGP7PokJ3swrXJtMEpNwtE3yM0abTBKT8Mz2sAOJYJNJYuyuV7i275MY2xL0eoVrk0li9GlXC5dNJok18WGfsau+Fp5s3h9xWVW9TF1bIV1GpGXy6nIpq2Tv18bvFTCJn2zdXJgxAzgUfdv3TTF6vnGrtterNJtMEqvtaN8nbrEduUr75IBNJokZs17h5pLj2Zx5hWv7PolpD5/rRNMmk8Rqe51o2mUaZMiiUvn7iFpZtLVGaus+iDtqDjHb3LjXK1ybTBLTZ+KeMfjoE/fYjjEwFptMEmvN8sk7+su4D3vAxck4CUczaM6y/f73vy9PPPGE+VxPXcEYCqhs64hM//79zf9JEmQWLFhg9DhLlyP4Tj/9dDniiCPklFNOMbJcPXMKEacGIU9gkJi0nc18zokjnD6BbJycjVWWE1/YH1oLQLZcHDNWChZHfaFPEPKZTdbGyNImx00xWcGOru2zmxdL+Wyt6TN2bKfHdLn0HX36S7uMX69WbLI2Rh/bceoIpxXxb9f+Y2/09dSW7O9LilPyzq5CGb6o0Cwpj19eILvzOJGp2HxPn7E7p7Zk6zfF6OM79Dm9RD/LlotjZLF5c+JWbe8Tt4AFdkefCZeL75BFh7ih/66+Q58x65GefJarvspp3BO/Lm0ji6/xOWPnxBrXuNW4x/fYIbv9dDoVgVGhjFtWINcOK5ORS6Mrsj1FUhrFXSrVaHtiVk8rytRtimkLHXzHb/BbNrk4Rp8+o88YXOMeW5E32E7zLnv8SYws+YLvfXzHX2KGtsGUQ5maBbiAKEFOgDLQ6dOnf+Q8XJxA8gGszzzzjJx77rnmXFvOfcRQCk4DBw40ezBz5XvFFVeYZedPfepTctxxx5nPOcSA79ijmaRGj6JC29nM5yR9ez4Pl+MQdcJgk7OxymI73/Nw+UvRY/wkr6s+tmvOebjYO+48XL7P27dHXntrlwyYmycdhxXIxOX75J339khBVCT4nj635Hm4Low+Nm/P5+ES9+Qen+Wqr3Ia98SvS9vI4mt8zth9agb62P6D83A/rL937x7Zves9eXLtXukyvEDumZYvm15pPBFsz57GmkHMhvNww3m4scRVLZfwOquYP3++/OAHP5ChQ4eazzEIMy/kAEgOL+ChKQIbwjgwywgYHEBm6ZmnnS+66CL57Gc/ax6w4ti/5557zpyFiy7yesVsY5bTaFdnS7ocnQsjq8sbBCFLJC76Oh7aRp8rcT6zydoYWWaMJD2Bz0TFtf8642PWapOJY22HGbLOdF36rvpafLGdq76ueDB2lgZdx44O+vTho9+XS3VVpewpKJcBT6Wl8/BCmf9ciZSWVZh4Qp8+U/yIn2z9phh9na1jO5tMEqOP7YkdfGiTiWO1Ez7H9j5xr7ajfZ+4xXYAPfo+vqPPxC11Qz/LlrOxyulVIrXGtW1yHp9jO2zvqs9fbI/vsV22PvapjD57fnu59J2Yll5ji2TjG2VSVV0lVdF3uhyO/bFdpm5TTFvqO+qW1uRcGX36TM4xBh99aha2YwzoZ48/iZElX/A9PnDVzazXfHYoU4s8NKW0YsUKOemkk8yB8RBBQCFjTZ8l4wEDBhinEnwYlyCzEfcTbrnlFnMebqdOnczvuBK/jRNp35W4L0AAksA+D48wXtpGn2V3V2L8BD4FiMmKK2Ff9H3sBhG0WrR8iAmHr+2wPcnL2Pm3K+n9HPoQR+mK/fLY/DLpOjIlq16ukcw9COgzBZck9iF8pwXbh7C9TnR8CJ9je5+4V9vRvk/cYjsKJvo+cUufiVuA2/fBG9r38R3tUTOwna/t0cf3SbZLle03+yl3HFEhz75ZJzpKYp2Yxf7NiXvqlo/t6DM5R/z46BP32I4x+OiTL/g+DhOSiPYYNxM137xtK2oRwGXAgAzv2rKkPGzYMBO0DB4HALYAJw9TsWzBPdlRo0YZI9kInfBa0MfztSD0KZiMnSR0JeKIouVbtLE9+vQhrnCxs9QDs0sM4K57jcPCD3wREf5uTuHAd+hjQx99bE7s+MzUaQ+fY3sf0FDb+/oOHa5w6D+/5UrkKnHrM9nSuKV9n4mmAh5j960Z6OP7JNvVR7O7YUtKpeOYBlm8rdb833wexToxi/19bKdxT93yyRvqFDlH/LjaHiJvsF1S3iURcY/vsaEr0R7tcoXfLgCXAGc5mFd5/uM//kP++te/mvdySTyWgDkj92tf+5r8/Oc/l5/+9Kfm39znjaMAuAFwWxNw2Tv5nhnF0n1UWjZm7WsbADcAbmsCLjRzXYV0GlUlE1ZVSnlVAFwoAK4DMViubgHRW2+9VW677TYZO3asuZfDjewHHnhArrnmGrn22mvN386dO8vq1asPaH+UAuB+vDe+IB58i3ZbAO6edL3cPrVUbhhbIs+//eE+BsANgNvagLvqpSrpMiIlDz/JUX2NdgqAGwC3WUQCEAA+hSMAbgDc1gTc96Iid/PEErlxQpm8+t6H77cFwA2A29qA+/LOGuk7KS03T0jLC+801oeGALgBcJtD6kCSwJUC4H58AZf+qu0OVcDdmV8nPaKr21smV8r2vQFwlQLgtg3g8gzBI3NLpeOIMlnzauMzBA0NAXAD4DaDcAAOJPhdC08A3AC4rQm4b+fVSpeRJdJ3Wo28W/Dh4hYANwBuawNuXf1+Gbm8XDqNa5AFWxofnGLHqQC4AXC9KQBuANxDFXC376uV64eXyO0z6mRPKgCuUgDctgFcaOb6Suk0tsY8OFVR0xgnAXAD4DoRgYrRGbQCrhqAICAYcwmIALgBcFsTcF/fUyN/H1ost02tlH3pALhKAXDbDnBXvVQtnUekpf/cqM+pxjgPgBsANyciQNmSi/dsb7rpJlm7dq1xIM7DgBiSd3HZzGLcuHFNBjQ6AXAD4LYW4L74bo10GFwkfScXS37Jh9sIgBsAty0A96V3a6XPpLTcOiFl/t3oOzfAZazUVYBGfUfu0ReYXfvYe17HQ/+efvppswVjNgXAbRtqEcAlyNjWkdd9vvWtb8mkSZOMERg8QcCWjPfff7/Z9pENMALgJlMA3NYF3M3boyvcIUVy1/RiKSr9sEwA3AC4bQG4ecX18vCTpdJpRImseaXa3Md1AVy2v+3atau5wGEzIXIFu5F7EHsLf/3rX5ejjz7a7MAEMTb2rGdP+pEjR5pYUQqA2zbUIoBLgBDsHMPHTlN6Hi6Bz+cYgaA466yzzMEFTYEYAXvzzTe/v7WjjxHRIYB8AFMLF8njA5gEP22j71N4GD+A51N4IIot+j6FB6LY+05WMm0H+LkS46Vo+I5dAT8pcTe8XiPXDk3JA3NKpbjiw6CIvyl6vomL79D3sR2EHrHjA5gQPs+16GeT2t7Xd+hQdH0nS+QqcUvx9CHilvZ9fUetYuw+NQNCH9/nYrv6KLRHr6iUruPrZf7mGgO4nByE/ZuKe8D25JNPln79+r0fJxr3+J3YZxOi//N//o+Rw6aZNHfuXHMaW9++fd+PE/pMzvnWDPIG29G2z0STuKef2NCHaPew39oRw+IoBRU9D3fEiBHmcxxAEEAY8y9/+Ys5+QenEiDIwDgdOWanyLEBeceOHc0V7uWXX26WqwEAvtOgok3VtzHBw4yJtmzfJzG/T9FAHwfaZOKYfpEEjAV9AskmF8fo0yaboDNekt8ml8QEH3tWYwPb90lM4uhskd+xySQx/cXvjN/VdjD6FE3fsWN7LfqMJfO7urrItzW1svKFCgO4/eeWSGFJ7YdikT5rnGXq5soUDMbOpCO7/VwYPd+4pT18TuGhHzaZJMbe5Bn994lbAI+4of/4wSaXxIyZuKcPrrbTuCXu+WuTSWKtQdiuObbHdtjBJpPJxNzM9eXSbUKtjHu6QkrKqiVV1HjMXlzcA8RsJMSRpV26dDF1lc/4DnsT84ydC56zzz5bLrzwQnMUKjbVGNdaPW3aNDn22GNNrYYU8BiDT9ySN9iOCQe2tMkkMXFPP31qFu1Rc/A9/TiUqVmAi2MIMIKEQc+cOVO+973vmfNscR7bOhIgBCD//u1vf2tOAVLDamEEYFmG7tOnj9x+++3m6paZGcfznXDCCebe71133WV2sBo/frw5+ADHoh/HHPXFUVecIGH7Po5Jdv7SX47aYrcs/SwXxvEEHlf0eryeqz5tcp+FZSHs6KqPPTkijROYbDJJTHvYjr7rySs2ORsjSzxgO8avxdMmG8fYjiPCOOaLwu2qj73RZ5KmsalckJ8nu3bvlVlr8uW6oYXy8Kw82fEuh803btQB02c96gtbZOo3xfSVeENfT2uyySUxNiduOa3J9n0c0zbt4XNsTwzZ5OKYuMHe2B19ipeL7bXgETf0Hz+66usRb8SPa9wjr3FP/LroIkus4HPGjg9d9GH0sT2+b8p2efv2SjqVlnnr8qXj8CK5f2aRvPD63mj8b5nYxXbZOnoBQI38yle+YvpJDdR20KHfkydPll/96lcyZMgQczIbx5tik8x6Se3l99hyl3qNvfkc3zMGxuIyfnxH3tAnzTtX+5Ev+B7f2b6PY9qhPcaALhOHQ5maBbiALEFAsDMrA3BZUgZwMQLBgwMzAfdvf/ubCQwCAD2chaE4zIB7Ety7ZRmZ+70ALr/HbI7g6dGjhzmInsQgYNC3MY7gNzV5+L9NzsYqS98JVC1c2XJxTABQ9Ck86Gvy2WRtjCx9JvgoXNjRtX0NXoLfJhPH2g72pf/8jkvf0ae/tIu+Aq5N1sboK2BSuLTw2GRtnKlPvNGXD77bIwV5++Sdd3fLlJV5ct2QQnnsSQA3Lyp+jYeno4+/sbsWHtXPhdEHNOg78eejj82JW8DDJhPHaids7xP3+Al703cf3yGLTibgurbPmDMBN1d9lcN25Bzx69I2svhKAVcnOzZZG6s+tsd+2CFJf1/EXE2vfT5fbhqbL73G5MvyjY1HWr7yyssmhrN1uHLFNt/5znfkggsuMKCp/qEt6uiGDRsMiF522WXmM55/4Zka9DLrJX3lYon7uV/60pdk0KBBZjWLvhP3WtNzZfpB3mA7zTtX+2UDrk3OxsjSX3Ie/x3WgMtyBqCL86CFCxcaoAQU+RxHEBgsPROEf/zjH83h8iwfsLSBHsxyCMbD2CQdjuPGPufhckWMI0gCnIIzdblL9W1MuyQ9gWT7Pol1aY3AZ2nOJhPH9Iv+0Tb6urxkk7Uxsrq0xlixjU0uiUlO9Eky2/dJjN+wHX3XpTmbXByjT/Izfl1StsnFMbbThPMZu+rTB41N5braGikpr5aZ68rk+qEpGbWsRNJl0ecZsahLwro0lqmfC+M79PXWh00mibE5ttMlaRemPXyOPv2wySSx5qGP75BFhwkm+vjBJpfEuqxI7vnYDpvTPvFr+z6Jaa85NUNtj++xg00mk7m9saugWh55skQ6jUjL4i0868L9+zyr7aihHH/6+c9/3jyAir0z/UMt5hzyn/zkJwZ4sAXAzBUsuayk8hAHznzjG98wFzIQeeMb9+QNtiPvqJ82mSTWmuXjO63X6B/WS8rZxCPnLAVPmTLF/B8nqAEIRgLg+uuvb/KmOoHEIQg8NMWTz4CWK9EubeIMV6J/JD/Bg0NdifsltI2+3jNxIQKewkfwNfUAhY20cFJ0fQh7E8Akvg/RLuP3sR3jpVjAPmPH9uhSNG1UWSsybV2ldByekqlrKqUq6/kW+ozdiV0fwncULZ+YhbA5tsOHPoTtdbLhSmp72icHXQkdijb6+MGVyFXiluLrQ9ic9n2LLj5XwPAh9PF9rrarjUw0ZmWFdJlQI3Oeq4r+3/jgVFzcczvti1/8onkjJJu4suSCRh9Yxf+/+93vDAAzJpaLuWDJJIAZQOZ0N+KNnPGtGeQN7fAbTdV3GxH3+N4372hXJ4qHMrUI4JJcBDv3D4455hh56KGHTNJp4cKYLDXxZNy5555rZqFJBQGwY9YVXgv6+L0WhO1ol/H72I4JCkXLt2hje/Qp2rbCVVLZIOOfLo+uKlIyc32FVB7Y5UeJPjencOA79LGhjz42x3Y+gE172J648wFstT36PoCNDld49N9nokmuErc+E02NW9r3AQ3aw+eM3bdmoI/vXWw3Z0OV9JjcIKOWl0thqlSK06lY23Hbjfu3LJtnEjHDrbhPfOITcvHFF5uLGh42/epXvypf/vKX5Q9/+IOcdtppMmvWrAMajQRI81AVwEy/iR3Y1fYQeYPt4vKuKWIM+B4buhLt0S5X8u0CcAGnJ5980oDjUUcdZZ6QGzx4sFkGJvFZurjjjjuMc+E777zT3C+II4we3sMNgNsagJsub5CRy8qky8i0PLWxQqprA+AqBcBte8A1R/WNLpOH5pTIq9sLpKS48XabjeIAl1jhqeOePXuaeskzMLx+CeD+67/+q3kzhKNTudDJpAC4bU8tArgMcuPGjWZXkxkzZsj06dPNK0I4mGBg6WLx4sVmhkVgsCTC5X8cBcANgNtagJsqa5DBC0ul26i0LNlWaTaSz6QAuAFw2xJwOZ7vlglp6R3x2heKojGUSX2DPe7ZpY8lZepsU0QesMT8ox/9KLYG8YAUS8rc6iNeqHkBcFuXWvQebjaRvD4GRCcAbgDc1gDcgpJ6eXx+qXQfnZKV0dUFGxBkUgDcALhtCbi7i+qk/7wy6TQ8JXPXc++/UvbHAC5b5vLQ1MMPP3zgkw9I4566BWFD3grhtcq4+vncc8/Jf//3f5tNMiByLgBu61KrAS5BhwMJftfCEwA3AG5rAW5eul4eml1iAPeZ16ojmQNfHKAAuAFw2xJwq2obZPyqCuk8rkrGLiuQispId7897hkbAMr92WzSuGfs9J9Xfj796U+b+7q8Umkb04QJE+Q///M/zQ6BUADc1qdWA1wcEAA3AK4rtTbg7knVyz0ziiPATctzb0a+yTJPANwAuG0JuNBTm6ul++T9MmBugRQWRX2PAVxqCQ+kHnnkkeb5mEzSuKcP9J9bev3795fHHntMJk6c+JFc5LcA7pNOOsno0f8AuK1PbQK4roTRA+AGwG0NwN1VVC+3TUnLDRHgPv/2R31DnwPgBsB1JdX3Adw1r9ZI17GVcveUPHn9nQIGc+CbjxL7FJx44onmSeRM0rjP1XazZ8827+AOGzbM/B/9ALitTy0KuBicJ+j4q4Cric9TyexEtXr16iaNEgA3AG5rAe67BfVyy/i09Bybltfe++j7kgFwA+C2NeC+uLPxwaleY/bJsy8Xyf6G+LihnUWLFsmPf/xjueeee96PE4176lZTecORfrwmxF4HmuPUqQC4rU8tArg4CSC9++67zdaNS5YsMQ4kATDgypUrzXaPPGXHfQP+MlOLI3QC4AbAbQ3AfSe/XnpGV7c3jUvL9n0f/f0AuAFw2xpwdxXWySNPlsp1Q/Jl4ca0OTmoKWLXKbbCZZ953gIhV5oCXMbG65pcHfOKEf1VCoDbNtQigIuTeYIO57PxBYBKAuB4Nry49NJL5YEHHjCJwJ6XvJzNvYg4wugBcAPgtgbg7thXJ11GpKMrihJ5tzAAbiYFwD04gFtZ0yATVlVIp9EVMmlV8UdeVYsjxsrrltg7E3AbYp5ypn+rVq0yW+VmE3WKvgfAbV1qEcBlwDhs3rx5cvzxx7+/vRhJxzu5LH9kHgN1ySWXmO3EMJKNcB4nBgG4vMRNIrkShieAfIq+Fi70fQCT4Acw0PcpPFq4SCCf4KXYApg+hQei2JPEPoUHol3G72M7xkvR8Cm6ELZHPy5xuaq9dkhK+kwul7zij/4+fcbuvomL79D3tR162M4HMCGdaPoAptqeuGXi4kroUHTpv4/vyFXinj74TFaIW+Lep15A6GE7n5oBoc/YXW3HSBdtrZEbpuyXYUuYqDV+7kb7paGuWupr/fqOfmVFWTSGEi/fkTfYjrzz8R1x7ztZgmj3sN/akeJGYdAAZbbFDX1uxOuVBjuccEbu2LFjjQxBec0118ivf/1rc0gBv4GR2CSD/T7Z/YT3wzjkgMMLAGZOwWDZhKtj5JCnoNC2jekPRQNZQJ3/2+RsjCzOJ3HZDBtHuujTL8aILidoEEBJfc1mZAF7nkJkxkYRce0/YIU+CWCTiWNtB7/Rd37Hpe+qT7uMn3G49l2vzjV5XPWxPfp6ladcHX1XX1sjL+wol6sGpqX3pOgqvqgqmhA1niWq+vgbuxM/mfq5MPo608aG+lm2XBwjix62A3RsMnGs7ajtfeIee2N39H3iFttx4o3mqGv79Jm4pfDqZ9lyNlY5bEf7gJ5r2+Q8Plfbu+rzF9vje2yXqz5y9dGkfOXz5dJ5dLX0nlgiK14olw2vV8mzDrz+1UpZ9UJ0BRvx+tcqrTJxvP61aln3SoVsez0v8kE6qt2NB1nkyoyBXMd2ukLgaj98h+/xgauu1mtqls/KUFtSswCXJCNBNUHYZYrj9HgcHQNyXBU35tnNRK9wKYYcH/Wzn/1Mli1bZpKUU4IAaQ6d5yi+a6+91mw5xvF8HEfFPYdu3bqZ77gHwQ4pOIZ2bYzxkWE5Gyfyf5ucjZGlj4A/Sy8ksIs+AUfB4eEx9DUIbbI2RpY+b9q0yUxIsK9r/9mkfPPmze8flZUraztMbjKPysqWi2O1nR7P52o7ZClYPGDHEW/821WfpEOfyRl90e/2Rt+ligrk6a375MonUnLLuAJ58+08s5Xe7gNy6NNn7M4YMvVzYfT1tCts6KOPzbGdnoyVK6ud8Dmx5xP32Bu7o48dXeMWHeKG/vv4DtsR9+SefpYtZ2OVw+bEPTZ0bRtfUTMYO/3w0cf2+B475Kq/Z8/uKC6L5NkXdsvdk3bLVU8USM8pNXLT9Dq5aVrufOPUOuk5uUZ6oWv5PpFn1EuPCVVy9+S95pjA3XvyZJ9j3pM32E7zztV++Azf4wNXXWokMcNvgEOHMjULcFlGAPiYUbJ0OmfOHAOUjz/++PuzXQ6NZ5mZm/QQs0CuXn/+85+bB62YnZCcgDUPXfXr188cQg8gH3HEEWZrMv7PPeD77rvPbA0JiDGjAtRpO5t1pksC8NtxcjZWWZyHE3Gmiz5XhRQfAk8LB5/ZZG2MLG1S+Cj62Ne1fewD6FA4fMaO7eg7v+PSd/TpL+1ie1fbIYvtKJwkHv921ScB0QewNDZhihrgunJbQVTUiuS2SdFV/O4iKS9rXAZUfYoFdtfZtn6XC6NPvKFP0dXPsuXiGFlsju2YtLnq8hfbE3s+cUtuYnf0feIWHeKG/rv6Dn3GTNyTe3yWq77KadwTvy5tI4uv8Tljx4e+cY/vsYNL+1zZ78srkDVb3pVBc/fII/Nr5OGnqiOuypkfmlcp980uk/vnlEX/tsvY+JH5ES+okt5TKuXqgSm5b9o+eXVHoZSVpnIeA7Yib7Cd5p2r/ckXfO/jO/4SM7QNnhzK1CzAZa2eJWEYYkmZnVBGjhxpvmN5jx1PeLlal5S55GdJmQMOCFDkAGtkMR7Oo1jwBB73cK+++mqTCCzz8B1yLFdzn0HbtjGATNKztGX7Pon5fdqieDNjsskkMVf+tE3iseRhk0liggYbELhMamwySYyN0CeRbd8nMb5gskTf+R2bTBKjT7uMn3HYZJKY8Woy+Yxd9YmXzM+JFx4mWfdadVRYiuT+WZyFW/eROMLf2J34yfw8V2bMABfLirbvm2L0fONWbU/ckmc2mSRW29G+T9xiO726IQdsMkmsS9rUAcZik0libEf7xK/t+ySmPXxO35tje3zvYzuWlVNR+7v2pSUvXSf56XrJL47+5sj7impkx65ieWd3SaO+RSaJV75QKV1GFkvfKdGF0r6aqLgn19dsJu6xHXlH/bTJJLHWLJ+8w/bUayZK+O5QphZ5aEqJ13+4IuWYPiWuenloasiQIeb/GISnlHlyOW69nYC96aabDOCyzIwzXAkdCqfPEgOTAE0eipArEQC0jb7rAxQQ49dZss8DDAQ/+hQeH8JHFF2f+yHYjnYZP0XXlUggkgf2GbsmH4mbTVHXZPXL1dJhcJE8Oq9Uyi3Pl9Bn7E7x9iH0AS3fxMfm2A4f+hC216LvSmp72veJe3QouujzW65ErhK3FG3iyJWwOe371Avaw+fYzrdmoK8TRVci1ksi35WW8CCpe9xH3jNXpRVl5Ly77V56p0puHF8it08tlbfz/B70xHbknY/vtGb55B3t0S6A3S4AlwDD2IAq24717t3bLE0RuFzms4Tcp08fI7N+/Xr5y1/+Ypad4xxD0QivBYXXgnzGju3RZ8KUDdi837js+Sr5+5AiGbSwLALcj9qGPmN3YtCncOA79LGhjz42x3a+kx1sT9z5gIbaHn2fyRI6FE36z2+5ErlK3PpMtjRufYs27eFzxu5bM5o70SRmsb+P7TTudWXHlV7aWSW3TCo3T++/tce9ZpE32M6Wd7kQca+rE65Ee7Tbbq5wcfSkSZMMOPJEMgce854tYIvzeUmb+7AsL997773mXi3LxHEUADcAbmsAbm39flmwuVKuG5qSEUvKP3L4PBQANwBuewTcN3ZVy23TquWWyVXy+q4AuK1FLXaFS6ADsDywwoMD3MTmEp/EJ4C4Kc5L11zhUkyTKABuANzWANyqCGDnbKiS6yPAHbciAG42BcBtv4C7Y2+N3D2rVm6aVC2v7HTvfwDc3KhF7+FmEwGQaUACIZcihE4A3AC4LQ24FdX7Zdq6Cuk4rEgmr66Qasvt9QC4AXDbI+C+m1cj98+rlRsiwH3h7QC4rUWtBrg4gKJJ8LsWngC4AXBbA3BLKxtk4upy6TwiJTPXB8DNpgC47RdwdxfUyCOLaqX7xGrZuj0AbmtRAFwL4cAAuIcf4KbKGmTUsjLpGgHuUxsrpdby8wFwA+C2R8DdU1Qj/RfWSpdx1bL5rQC4rUWtDrgkgRJBkUswBMANgNsagFtY2iBDFpVJt1EpWbK1SuosdSEAbgDc9gi4+1LRFe78Guk4qtJsK+lKAXBzo1YHXP7CHNn38MMPmx2n2PAiiQLgBsBtDcDNL6mXx58qle6j0rLyxaro+wNfZBB9DoAbANeVVP/jCrj5xTXy8NxK+fuwMln7agDc1qJWA1wSnsHjBPY/ZovHp556SkaPHm0OTrYdEaUUADcAbmsA7r50vTw0p1R6jEmbolIfAPdDFAC3/QJuUWmtPPxksVw1MBVNRt37HwA3N2o1wAVoCNwFCxbIKaecYt6/JSh4Zejcc881oBtHJEzPnj0N4HKQAUHkSgFwA+BmJ/6eVL30m1EsPSPA3fhmbTTWA19kUADcALjtEXBTEeA+NrdIrnyiwNxucTR/ANwcqdUAFyMQ+E888YQcffTRMmjQIPM5AfnHP/5RLrzwQlMcbITRbrzxRgO4nBSEMV2JtmnLp/CoAykcPslDwtA2+iSCKxG8FA5f0KFgoO8DGshjf5LHt+g3t/BQcCkePmPH9ujbJhu7ihrkjqnFcuO4YnnhbXtRo8/YneLtQ/gOfR/bQehhO5+ir7b3neyo7WnfZ6KIDhM19H1Ag1wlbgEN37ilfR/foa+TdJ+aAaGP731sR80hZrF/c+LeF/CKy+tk0IKUXD2oUOZvrpY6xy4Qb9iOMfi0T9z7TpbwHe0e9ls74mQMRIBnMwagaAO03/zmN82RfRCneZx++unmPFxOFuE3kOWkCHak4gQhrorPP/98+cxnPmN2rWIpeu3atfL0008bORISB9nahTE6ztMTX/i/Tc7GKstsiXvNFH4XffrFeGgbfRIgqa/ZjCxtsoEIJ2dgX9f2CXz0mTH6jJ2ixSYm/I5L39Gnv7TL+CkArvrYjlNf2CgF8HDtP7GBLv7T2CwvL5Pamip5dWeJ3Dw+Jb3GFsmm1xt/O7N//B/bo6/Jr58DgBTi7P7wfz7ne/5NwcVvWrhtOnGMHHrNiVts7xu32Bvbo+/qO2SxPXFD//Gja/uMmbjl1CA+y1Vf5YhbNtzR1ZlsuThGFl/jc8buY3uNe3yP7Vz1sT2Agf2xnU0ujtGnzqBL3PNbNjkb0++a6irJKyqVgfP2yTWDCmTKmmIpTEdxXZGb//EdY8Z2jIHfdB0/WNGcmsW4sT19OZSpWYDLrAYDY6RsJukwwPz58+U3v/mNOcuWROB4vW984xvyq1/9StatW2ecQ5IMGDBALr/8crnqqqvMebmcg/vJT37SgDWfc8IQ3z322GPm+C+SggSxtc3n7OXMuZwEQZycjVWWyQD3mRmHiz5jzD4Pl89ssjZGljYzz8N1bR97Zp6Ha5OzscpiOz0P16Xv6NNf2mX8+N9VH9tlnofr2n/srefhamxyFm46VSgbXtojPUYVSs/RBbL+hd2yb++eKNE/6B/69FnPw0Wf/gOCgDB2oX/IwXyuAKljJd7oO+1TQOgPMrnYgd/E5pnn4drkbKyyanufuMXe9B19xuviO2TR0fNw1U42WRujz5iJW3KPz3LVVznsjT5/XdpGFl/jc8buUzM07vU8XFd9bE/MELvEjE0ujtFHR+OO37LJ2Zh+p4oKZeeuPBkw+90IcPNl5OJ82b5zr+Tty83/+I74x3aad67jx2d6Hq6rLu0RM/yG7+pEW1Gzr3CZjWWzLmvheIwxa9Ys6dWrl9lLmSvd4447Tv785z+b4sLyC+C5fPly8wTzmDFjzCEIv/3tb+XTn/60nHbaaeahq/Hjx5sHrji0ntkQMxvaiWufdklgZOPkbKyyBDD9o28u+kwgmO3RNgHAlQaf2WRtjCxtkvwkPjNX1/YJQgIX+/uMHdvRdxLJpe/o01/aZfyMw1Uf25G8AAZXTK79V338p5/Th6rKctn6Zlo6Dy+Sm8el5JW3oyvc0pIP9Q99+kzbjIHPmDHjCx764+QqCjpJzayaq1lOyOKoybvuustMQNFHd+HChdKpUye5//77TRzxO02Nhe/xXXPilrZpj/xz0ccO2Bvb0b5P3GIP4gZ9/ODaPvGGrQEsPstVX+U07inELm0jS9wS99gO27uMXfWZZJCz2MG1fWyPPvbHdja5OEY/M+7pi00ujrmSzS8skVGL9sjfB0eAuySyZV6JlJflZgNsRdxjO8bgWrOQxXc6yXXV5S8xQ94e1le4EOvnNuZeGEmLAfj3M888I1OmTDHgy3IyxUjv8SHPfQvudwLiFDOO5/vc5z5n7uHyO3zO98hlt2VjDQKW+mzfJzFtEDQULfpok0li+knbJC4TCptMElO4CUAdt00mibE5+gSj7fsk5v4L9qfv/I5NJonRp13GzzhsMknMeCkesM/YVZ8kzPwcem13rVw3LCV9JkUTwnQ9gfchGVjjFhvwf1ZhzjjjDPPUPGCmMUpR50AOTsf6//6//88ALsSYVZ/iT/yed9555uoDym4vm5lI+sat2p64ZVJgk0litR3t+8QttgM0aR872WSSmDETt4APY7HJJDG2o331nQvTHjWDvjfH9noP1yaTxNQcYra5cU/dcrUdVFFVJ9NWF8l1QyLAXV4hqTJu4trlbUzcYzvGkGuNzmStWfjA9n0SM17GDVgTA4cytdpDUyS8GhGgXbNmjUlI7tHy0NSIESMOSH6UMBpXxPqUMsZ0pczkcSUcSNIDOjopcCGKDW0r4LoStqOgk7wErythd/QVdFwIeQoWhcsneLEd7TJ+ktCVKBwAFuwzdtW3jf3VXbVy1RNFBnCLTEH5KOFv7I4PuVr73e9+J9ddd92Hlqq4iuB4SW6X8LzBl7/8ZXMFDCEHYOEDiL8XXHCBAV180hRhc2yn+i7EeBk3cZfZ31xJbUf7PnGPDvmOPr/lSuQqNgI4iCMX0rjVou1KtAdgYjvfmqETTZ+c10k+9vexnfpOJyuuVFldJ7OfKZTrI8AdtKhMCkrdco9cx3YK+K6kNQsbuhLt0S4T4nYLuAQtQcDyEgWHe7icFHTHHXeYs3G5/I8jjB7eww2vBfmMHdujb0v8l3bWymWPF8ltk4uluML+2/SZeMMGt956q3z/+9//SKzSL3zE73PP7etf/7qJaUgBF30l7m3xpH6/fv0+0qdsOhQAF/0AuG6k+vjex3bNBVyNe+qWT95U1dTKU88WSqdh+fLYU1EMsgLkQM0FXOI+AG4ziIQnAUi+GTNmmNeDeDCK93EpQEkUADcAbmsA7tYdjYB797RiKY/pGn0mZliJOf7446V79+4HvrETsRwHuJm2/9vf/iY//elPzT2+JAqAGwD3YABuTQS4izdGgDs8Xx56ssy8s+5CAXBzo1YDXBxA8FE4MAiJwE39XApJANwAuK0BuM++Xi1XDCiU+2eXRIBrLwr0GZ/xgN+//Mu/mNshSZQr4PJ6HEvPLEEnUQDcALgHA3DRX7GlUDpHV7j3zCiR9wrd+hAANzdqVcClaJIErhQANwBuSwMuZlj9SrVcOTAl/eeWSnm1vSigT9udO3eW//qv/zIP+yVRroC7ePFi+dd//VcD5Ek+CYAbAPdgAG5dXY2seb5AukVXuLdPLZF38gPgtga1OuAS/EkFxkYBcAPgtjTgsm/ysheq5KpBRTJwQZlU1tjtQvsU7SuuuEJOPPFE48MkyhVwObzj3/7t3+SWW25JLKgBcAPg+tiuuYBbHwHu+hfz5YbRhdJ7cpls3+e2Q14A3NyoTQDXlQLgBsBtacDl7NsFm6ukw+CUjFhaJlU5AO5JJ51kfJBELle4AC6vuyUV1AC4AXB9bNdcwN3fUCObXi2Qm8an5eaJFfL6bre6FQA3N2r1e7hqAJKA96RIRoIjiQLgBsBtacCtrt0vczZUyLVDimTsighwo//biPYp2ldeeaV5QpkX+ZOIXZXYOS37taBswF26dKl88YtflL59+yaOKwBuANyDAbjSUCvPv5EvfSaXyI0TquSVdwPgtga1+hUuhYNAmDt3rnl3cdiwYea+WFJQB8ANgNvSgFtR3SDTnik3G19MXl0uNTGAi7/wPadVfelLXzI7oCURrwWx+QVLxUq0T/xl2p53dnkIa+TIkQc+sVMA3AC4BwVwpUFe2VEod0wrkxsm1MiLO93GEAA3N2o1wCXhCVyMwOtAkydPNkWcrfF4F3f27NkHJD9KAXAD4LY04JZWNsjEVRXScViRzFxfITV1drvQZ36DbURZAuZvNtEvVmueffZZufPOO+UTn/iEud/Ldo7sKKVbzGXani0ev/KVr5itIJMoAG4A3IMDuCJvvZeWe2aWStdx1bJ1ewDc1qBWBVwMwfZ255xzjgFZPiMp2EWKq904otjoTlPs8kMRcSXaIfh9Cg/JiwMpHD7JQ8LQNvokgisRvBQOQMcneCkY6PsEL0TQkjy+Rb+5hYeCS/HwGTu2Rz97slFcvl/GLC+XziNSMndjpfXweYg+M37uzf7iF7+QSy655CP9wD8TJ040u1ABtPAJJ5wgv/zlL6Vbt27mZKvMoon+WWedZZiJTBJhc2znU/QhbO872VHbo+8zUUSH8dF/n6JPrhK3gEam73Il/Eb75L4r0Z5O0n1rBvrkrI/tiBFiFvv72E7j3hfwoHf2lMj9c8qk4+hq2fymW+6SN9guO+9yJeLed7JEe7TbLgAX59qYgkHgknyA5/e+9z1zn4v3Gh955BGz6xSGUnkChkAFoEi4zCtcBS79PrOdOMYBChq27+OYPmnhIXkZQ2Y/m2Jk6Sdto08guupjO73fjV1c9Qk69DX5XJixE/QEP4XLpW0Yfdpl/K62g/EvRYu44d+u+tgefZ3pow8XFNfL0MXR7H1kShZuqZDaCHFtv02fAXv8xslUPBCVuayMDHpxhB59zywc8+bNk6997WsyfPhw8//sNjMZm2M7fGj7Po7pk9qeuCOGbHJxjL7anvYBbJt94hhZdLhKQR8/uOqTq8Qt9lff2WRtnBm3/HVtG31qBrajHy76sOqTs662g8lzYhb751rjMlnjnrrFb9lkkjiCLdm5p1jun10qfx9RLc++Fk3Y9ttls5mxkjfYjjG41iyYuMf32ND2fRyr72j3sAdcDEuCY6RsJulYWiN52EeZJz5ZejvmmGPk0UcfNUlBYPMXWWQmTZpkju9jGY8TWDgtiLNz+f/MmTMNWHMmLvLo2dpVxvicXkEC2r6PY64QGBObdHB1Tlt8ZpO1Mf1izLSNPknQVF8zWe3BUV9si0kgubSPLEUP/cwTc3Jlxo7tOLlDl3hscnFMf3nQyOfEGhjbETc+J87A2Bt9/Ke2q6gokzffTcsjTxZJt1FF8tSzRVKY4jzcxnObMxnb0zagiQ04l/nMM880D0cBYhQG5PhdfJXJCpY6duKb4+pOOeUU89Qz/qAwZbeZydi8OXFLG+wBTT9scnGMPvbGdui7+o7xq83Qx48u+sgyZuIW3zEWF33kKdjkHH9d29a4pe8Ah4s+jD62J3Z84h7b64k32M4mk8Qa9/wGv2WTSeKK8lJ59a3dcvfUfOkwtEIWbyySitIoxoubrl2MlTFjO2zgWrNgfIbvqT227+OYdrReM35y7lCmZgEus3kKBImSyQQsgyf5+MsB8pxly9LbF77wBfnJT35iXpPAYDgHOZaYWb7j7NuLL75YvvWtb5nzcI899li59NJLjT7fcbwf8gQl7WS3re3jfM6mpP04ORsjC3OuI8uKONJFn0JH0NC2ngvKZzZZGyNLm9zr5n4gn7m0T+CT9BR67OQ6dv5iOz2Tld/Llotj9IkHih7jd7UdsthOzwXl36762JuzMUle+rJvH/eVCuX51/dIv+kF0n1koTy1LhrTnr2mSGXrU7BomzGQyBs3bjRxCfCyRSljivMn+nxP/znbc+rUqWYfcW6L8Jv8nk1PGX1sju3YAtJ17PzF5/jO1fb4maKH7Wifwunie2yCDjmDvqvvaIsxE/f4js9y1Vc5bEf7TFhc2kY2M26pGS45q/rYHj9jB9f2FXCwPzFsk4tj9DPjnt+yySVxQf4+ef7l7XLHhHflqkHFMnvtvmgCtTfipmMA35E32A4bYAvX8eMzapZOeGxyNlZZcg5d31sxbUXNAlwu5ZlRZDODprgw08KIvHvIg1MACMvJLK9xPB+Ay/IJsiTKokWLzAYBTz75pClwn/nMZ+T3v/+9OdKPc3ABaX4PkGbZxtY2TPsEAYFPH/i/Tc7GKosTCSL65qLPFQyzfdomcZmB8ZlN1sbI0ibFhyRiicS1fSYj6FM0fMbOlQoFm99x6bvqa/F1tR2yurQEY0dXfXS04PBZZWWF1FRXyZu7yqXfjLT0HJOSZ14qNbJVVR8eG5/RZ8CC+OEzVnHoE6ssd999t7Ery3eZesqqz/hZieG5henTpxsfEuc2nUxGn0lAc+KWtolbcsRFHz+r7WnfJ27JZ2Ke9l19hz5jxr4UbD7LVR85WK/yiF+XtlVWgYN++MY9OYsdXNsnRgAPjXubXByjnxn3/JZNLomro1x4+718uX/abrlqYJE89Zw9R2yMrYh7bMcYXGsWsvgO3+MDV13+ar3m34cytdpDU6yvEwTcv2IDeJaMIZzDPV1dYrMRxal3797mPNyuXbt6GRGn40Sfh0e4L0DSkLgUV1eiSNM2+vzblVg5IHBJfOzoStgYfezvQ9hbA9+HaJfx+9iO8QIWsM/Y9X4OgJFJ7xU2yF3TSuSm8cXywjvxPqHP2B3w8SF8x0TFJ+4gbI/t8KEPYXvizqd9tR3tk4OuhO0AHdrnt1yJPhO3FG9y0JWwHe2T+z6Ez+m7r+3Rx/c+tmO8xGxz45665WM7KL+oTB6fmycdhqRl/qbqqB8HvsiB9NkFxuDTPrUG3/vkndqOCYev79uKWg1wARqczzLcNddcY97DJZBIqsGDB5vZPwa2EcYLrwWF14J8xo7t0adoZxauHfvqpPekYrllQrG8/F58QaTPzSkc+A59X8DG5tjOZ5JJf7E9cecDGmp79CmgroQOVxr032eiSa4Stz4TTY1b2veZaNIePmfsvjUDfXzvYztinZjF/j6207inbvnkDZRXVCqDnsqTa4emzatz1TG7sdmIvMF22XmXKxH3+B4buhLt0S4rU+0WcHEAgcvaOle4XKmuWLHCLBfffvvt5r5unGMC4AbAbWnAfXN3nfQal5beE4vlzb1tA7g++gFwA+AeLMDNjwB3xMI8uS4C3ClrK6SiOgBuS1OrAS4JjxEoHNx3HTJkiLmyHTVqlNl1JwlEA+AGwG1pwH1tV610G5WSPtFV7s6C+IIWADcAbnsF3ILCEhm3NE+uH5aWcSvLzWYxuVIA3NyoVa9wCb5MA+CQXMAzAG4A3JYGXJaR2WXqtsnFsicVANdGAXDbN+AWFhXLlJX50nlEWkYuLZfi8gC4LU2tCrgUTZ/gD4AbALelAfeFnbVyzaAiuWNqsRSWxv9uANwAuO0ZcGeuLpCuI9MyeFFZlCcBcFuaAuBaCAcGwD28AHfb27Vy2eNFcte04sSlsgC4AXDbJ+DuN5vBzF2XL91HpeWxp6I4LM79dwLg5kZtuqScKwXADYDb0oC7ZXutXDIgLffOKJbKmgC4NgqA244Bd39U81JpWfgch9Cn5cE5ZbK7KABuS1OrAi5GIAB4UpkdZHgpnQ0VeP+WF8TjEiMAbgDclgbcDa/XyuVPpOWB2SXmbNw4CoAbALc9Au7+CHBTEeAu21xgNoe5d0aJvFsYALelqdUAl4QHbDAiW9v97Gc/M387duwoV199tdnYgq3AbBQANwBuSwIuFlj9co1cPiAlj84rDYAbQwFw2y/gNjTQfpGsfr5AbhyXktumFMvb+bn3IwBubtSqV7gkPXtrsqvUb3/7W+nbt6/06NFDTj31VOnQoYO52rVRANwAuC0JuA2RCZa/UCVXDEzJoEXlUpNQRwLgBsBtj4BLm+kIcJ99qVBumZCWWycUy1t7A+C2NLUa4BIAOB/AZR9kNvWmiKxbt04eeOABs9dsXEGiWLD/MoB7/fXXezmB5CP4fQoP/cKBFA6f5CF4aRt97OBKBC+FA9DxCV4KBvo+doMIWpLHt+g3t/BQcCkePmPH9uhnTjb4mUVbq+TqgUUyclm51CXUI/qM3YkfH8J36PsmPjbHdj5FH8L2vpMdtT3t+0wU0WGihr5P0SdXiVvqRlxtSCJsTvs+vqM9naT71gz08b2P7Yh1Yhb7+wImur6AR5ulxSnZ/HqR9JlcEl3llsobe3IHXPIG2/lM8iHi3neyRHu0e9hv7chAARScnc0UDII/80qFYjB27Fiz2xTE58jyG8hjbAyPHjtTffaznzWnBGFI/Z6/yKtuHJO0OJDks32fxPw+/Uaf/thk4ph+KWAyY+PfTfU1k5GlTe5xYweS1yYXx+hjJ/RJQJtMEjN2DV785dJ3GH3a9bEdrIkL82+bTBJjb3QBbPrCUllldZ3MfrZcrhmUkrEryqQq+j9Fyaav8Ufhsn3fFGvRx4a275tibK6Fx/Z9EqvtiTv6YZOJY/yMvZlo0T555hq36HCVgT5+sMnFMfrkKnELYDMWm1wca9zSvo/v0KdmYDv64RP36ON77GCTSWLynJhtTtxjNwV8m0wS02aqME+2vpYnd0wrkx5jy+TFd6JJ2/76yBZ2HWVsRd5gO8bg0z5xj++xoe37pph20T+sARfD4mAGm80UbK5uOcGBACQZOK7s5ptvllWrVplZJMUBA/MQ1Zw5c+TBBx80x+/de++9Ztn5iCOOkJNPPlnuu+8+c3zfww8/bE4OQp7fs7UL87ssV+v5ivzfJmdjleWoLx72Iohc9BkPSYMux2WRgHxmk7UxsthOj7rCvq7tE3isKHD6hs/Y8Rl9x84ufUef/vJwnB6P59o+tuOYLZh/u+pjb3TxH30pKY4mD3sKZPyyAukwuEhGLeEKrjACtGKrPn3G7owhLrbjGH3ijbFjQx99fIc+f20ycax2wue+cUvBZuzo+8QtOsQN+q6+Qx/bcaIYR7W5xL3KYXPinr8ubSOrcUvffWoG+tge+zHhcNXH9sQsscukxyYXx+ijo3HPb9nk4hh9fLdjxxuyfusOuXN6qXQZXSZrny+QijIOEkkeC75jzNgOG7j4DkaWWoPvqduuurRHzDB2sOZQpmYDLo4mubIZA+IAgoBZB47goSkelkIHQxEY/MVQbPvIw1Tc2+We73e/+11zHu5xxx0nV155pdHluyeeeMIYFyfb2oX5XdpT0OD/NjkbqyxnYxIAFD4XfZxP8JH46AOefGaTtTGytMlxhdgPW7m2T9AC2NjJZ+zYToPfpe/o01/axfautkMW21G0AB3+7aqvgIn/+KwoVSjbd+6TEQvz5bohhTIuAt69e/Ot8YM+xRa7E5NxsR3H6OtkheJtk0li9LE5+vyO69j5i+2JPZ+4pehid/R94hYd4gZ9V9+hz5g5y1d9l6u+ymFz4p74dWkbWXyNz+m7T83QuCd2sIOrvk4UiV1i2CYXx+ijg+/4DX7LJhfH6NPnt7e/KZte3CH3ziyX60dUyIrN+6SsOAK2JuIA35E32E4nDK7jx3f43td32A37H9aAy7IcSxEAbzbr0hqFDcKYPDjF/VtI5ViKwUgEOclCwm7cuNEsJbOkfOGFF5r7vhQhviMpWb5AL7O9bAbICUKWKmzfJzFj0iBkeckmE8c6HtomCHPpayYjS5vYg6LFUpFNLo7RZ0kNfWaANpkkZux6tcEqgkvfYfRJQMbvajsY25FAMKsgNpkkRkcTvibqS11dreSnq2XUslLpNDwlc54tl6pqlrzs46LPxC3xExfbSYw+fsMHtu+bYvSaE7f4nLhlSdomE8f4WW1H+z5xS84D9LSPH21ycYw+YyZuKaQ+tsd2tE/82r5PYtrD5/S9ObbH99jBJpPE5Dl5g/1dbQdr3hD3rjUDps+lJVHd2J2WR56qkQ7DK2X9q2Wyv7428o1dRxnfEffYjjH4tK81Cx/Yvk9ibE/M4HvGcShTqz00hSEwHsaHOJ6PV4NGjhxp/p9E3BPQ83C7dOni9RADhlfnu5LehDdFOxqHK9F/2kaf+wuuRABp0fd5AAJ7oU/R9SGKLQFMEvsQ7TJ+H9sxXgom7PvwB7oUTaWi8v0yfGm5dBmZkkXbkuNB45YC4kNaeLGhD2FzbOcT8xC2J+7ohyup7WmfIupK6FD00ccPrkSuErcUXx/C5rTvW3TxuQKWD6GP731sR80hZpsb99Qtn4eWiPvamkopSFfJgEV1ctWwSnn29dztgD62Yww+7RP3+N4372gXwG+3gEvQavASgNyfPfbYY2XcuHEHJOKJoOH1IZ5SZhmZAuhKFB5f0NDCQ/L6JB/jpW30fUCHYstVBvbzKVwUHvR9kg95gp7g9wlebEe7jN/HdvoAhG/RxvboU7S1cOWl62XgwjKzZd3yFyulwbyZayeNW9/Cge/Qx4Y++tgc2/kANu1he+LOB7DV9uj7ADY6XOHRf5+JJrlK3PpMNDVuad9nokl7+Jyx+9YM9PG9j+2IdWIW+/vYTuOeuuU72amuqpDC4ghwF1bLFYPKZc0ruccQ+tguM+9ciLjXlR1Xoj3aZVUuAC6OjALwoYcekh//+Mcye/bsAxLxhNHDe7gBcJsLuPsPJP6eonqz4cUNY9JREUkuhhq3AXAD4LqQ6n+cAbeqslxSJVXyWJQrlw1Iy4oXc89f9LFdANxkalXApWhSOAgA7sEuXLjQXPY3RQFwA+C2JOCyRd0Ds0ul19i0bHiDYhhvE/ocADcAriup/scZcCsryiVdWiUD5xfLZY+nZPHWALgtTa0OuAS/a+EJgBsAtyUB9538Orl7eoncND4tW3ckF0P6HAA3AK4rqf7HFXDpc2VFWQS4lTJsSYlc+URK5j1XKfVs05YDBcDNjQLgWggHBsA9fAB3+946uW1SsdwSAe7LO5MfaAmAGwC3vQJuRXkj4I5ZXiJXD0rJzPUVUl0XALclKQCuhXBgANzDAHD3Nyb+67vrDNj2iUD3zSa2qwuAGwC3vQJueVmpFEeAO2lVqXQYkpYpayqksiYAbktSAFwL4cAAuIcP4L7yXq3cMDolt00uNsvLSRQANwBuewXcsrKSCHArZPozZXLd0LSMW1kupVW5+YG8wXYBcJOpVQFXCw+EQ9evXy/Tpk2TTZs2JRaEALgBcFsScF/cWSudhxfJHVOKmzxUW+M2AG4AXBdS/Y8z4JaWRoBbUi5PPlsuHYenZcSyMklXBMBtSWr1K9xGR5bKjBkzZPTo0TJhwgRzMMG8efMOSH6UAuAGwG1JwN32do38fXCR3D2tRPJLku0RADcAbrsF3JJiKSktl4WbKqTryLQMXlQqBaW5/VYA3Nyo1QCXhGfwBABA26tXL7PXJsnAJhjTp08/IPlRCoAbALclAXfz9hq5ckCR3DsjmsFXBsCNowC47RtwOeijtKxclj5fId1Hp+XxeSWyN51bXwLg5kateoVL4LCh9jnnnGPOtV25cqU89dRTZkk5KSkI+BtvvNEAru95uPw+we9TeNSBFA6f5GHctI0+ieBK2I7C4Qs62A99H9BAnqAleXyLfnMLDwWX4uEzdmyPPsAT9cZ8tml7nVw5qFTum1kiVU08dUmfsTvF24fwHfq+iY/NsZ1P0Vfb+0521Pa07zNRRIeJGvo+oEGuEreAhm/c0r6P79DXSbpPzVB9fO9jO2oOMYv9mxP3voBHnzlBq7y8Qla/XGk2iXloTonsTuXWF+IN2zEGn/aJe9/JEran3cN+a0cGiqNsTNBjvEWLFskPfvAD+f3vfy9jxoyRPn36yMCBA81sBgKQCHCSDIPjNE59uPbaa83hBZdccok5PYRA5nuCCueiZ2tXmYKNA3CE7fs45ncpuvSDGRNjaKqtTEaWYokum2kTSK76FE0OacBGuYw1k5El6fS0GZtMEjN2bKybwLu0DSvgYHtiwFUf21E08TVx4aqPvdHHf7U11ebVoHWvVsvVQ6vkgVlRQamslob6xvNHbYy/sTvxgy1sMnFMX/Ed+tjOVR/Gd9iOvy76tI08Pte4tcnFMfoKeFq4XGyPLDpsQE/7+NFVn1wlbvUK20UfeeJWN8B3bZu4xef0HR+66MPoY3t87xP32J6YJXaxnU0miTPjnt+yycQxfaXP+VH/idu1L5XKjWNTcs/0YnlrT1WULxxgED8e1cd22MC1ZsG0i+/xge37OKYdfM+48T12OJSpWYDLgBkoRs5mnM9RSwMGDJCjjjrKAO7/396dgGtWlHcCnxk1OklMzGSeyWQxiRMTl2hc45pRE3XUGBNEBXEBBARlX4Ls0OwoyCZb001DszXQ7MiO0LJDQ7PKDiJ7L3fr23s3vPP9Tnfhx8f57v2qLt0sfd7nqed2n6/eU1Xv9n+rzjlVTvsxw3Vq0D777FMJWWBwNBMw3nbbbaulZ894//Ef/zFe//rXx/vf//7q+o477hjbb799dfiB+wpIAntd266rY3crSuhWr66kuo6ZsgTOiHL4GYyx4zVeAcy1urp1RV1g53QlR32Rb277DDcdz1cydvrQd0fF5fQdv/465ozsc2WnLnml4/nIMZdfwMNPf7NnWdodjotv7ouNW4D74zNnx9PPzIrBVmDvxq/P6Xi+brbdreCnO/xkV8JPd+3H8/VakpzS8XwldgvoyF37Kemoq1tX1MXDbvDn6g4/X03H87nWK3+ql46lZL85batLV2IG2dFhCX/78Xy5/GSfjufjA3X1uhX8yW/aj8frteDX5wdb/SfDX9z6TPxocl/sdkpf3HrfrBgaWL7iVMer+A0/2ZEBWeSOX7vpeL5cXu0ZN58tWRlalTQmwJVdGDCBdxbXGb7j+N7+9rfHzjvvXC2VMOYvfvGLFehybtkQR3OoAUAFrAD2Ix/5SAW4H/jAB6r/77LLLtXh9YBZMJKFymTr2nZdHfcXeLrVqyupLuVxHkEkh18SwQAYP37G71pd3bqiLudhvGlmn9s+GQt6jLhk7O2yy+k7/qR348+VnbopcCXHzeUnb7zLk7K+GBgcigtu6I9Nxs+LQ86bEzPn9LdsZ6ArP9lzXrLrZtvdCn5jpjc2na511utW1KU7shPAcmXvr37TXYndCmBkhx9g5rSvLh68+p+rO/zsjd3zPdd65VdPSXbPfnPaVpeuk+xKZJ/snu7JIbd9ssdP/my4rl63gj8BNrt3r7p63Qp+dv/www/FY795NK67a1bsdFJ/7HhiX9xy35yYN3dgRHn4DT/ZJcDMHT9/ofsS3fnLZrT9mp7hWlIGonXF7Nfs9aSTTqpA00wXmZmuvfba8elPf7pSkHsAbgCashaOY5ZrSdmh9IRJiX5Lyz2eE9S1m4p2GL5lrrrfRyruT4mMSMZUV2ekYolD2/glFHV1RiqMRvDhRORYV2ekkpZ3OIJnO3V1uhX1yVjf6a+uzkgFv3aNv0R2xkvPAnbJ2NOyKkd89tmWLpc+GxffujA2OWZuTLhsuPX/ZdX1Ol5Fn8nd8mbd76MVusNPhnW/j1bInOzosO73kUqSPd3pR12dkUqSvfYtS9bVGangAfT46aGuzkiFr7Jbvl5qt8CyRHf4xQyyK4kZiZ/uS2Qn5rBZ8h+L3Ytb7lVXZ6Siz3iH5w7GvY8vit1PG4rtJw/GPY8trh7L1PG0F/ZGdsZQ0j67p3syrPt9pEL22sVPd69kWmkvTTEa5Ze//GX8y7/8SxxyyCHVdQHhG9/4Rqy55ppVUK0jxmM266WpzTffvEiIAhYDZEi5JAmgeP3Tl1xiANrGz/hyCUgzXoGn5AUEoIFfACoh8hY4SrJFstOu8ZfIjgOlrLVk7Mn5BN3q/61bnH/zgvjBMYNx4rT5rf5Vl7uSPpO7AFBCdIe/1PHJnOxKl8bInt3pRy4l2adkJ5fwAFv9d69c4qvsVoxgR7lE5ilZySXt0bmxl8YM/HRfIju2zmbJv0R2ye7FrRK/0ef+ltwXzJ8bv35mSew1dTi2mTQQv3qst5ff+A3ZGUOJ7hJgl/id9rQr2VptAZfRcnqzVUvFiqWmK6+8sgLcI444oqthCRrNZ0HNZ0ElYyd7/AIPWrTkuZh63bzWDLcvplzTmnGPshm7PpM7GywJHHSHnwxL+Mmc7EqTHbJPs6xcSrLHX5Is4RE09d+9comvpqXwXNBIdlsatLVH58ZeGjPGmmiyWfIvkV2ye3GrxG/EKXJfMG8oHp+9JPY/a35sMWEwbn+kt/jFb8iuFPDZPd2TYS5pT7ur9QyXAgiB4990002x6667xp577hm777579VxXNtKNGsBtAPelAtx5C5+LU6+eFz8c39cC3vmt/jWA240awF29ARf/ogXDMXNwWRx47oL44TFDcetDDeC+lLRSAVfQFDgYgJnuL37xi2p7xxQMu1EDuA3gvlSAOzDv2Zj8i+HY7Nj+aml5NHk0gNsA7moNuAvnt3zmuTjk54vi+0fNXXF+9OjUAG5vtNIBt934GUIvQagB3AZwXyrAnTP8bPWy1JYT++OSGQ3gjkQN4K7egMvnFi6YF8Mttz3i0iWx/pHDcd29vflwA7i90SoB3NzA0wBuA7gvFeDOHHw2jrzYCyD98Ys7W4C7YvepbtQAbgO4qyvg6vuC+fNiYStkHX3Zkvju4XPjl79qAPelpJUOuJwglxrAbQD3pQJcW9MdesHcaqu6q+9Z2ADuCNQAbgO4AHdxi/2oSxfEtw6RpDaA+1LSKpnhMgBC4RT+zSBHMqoGcBvAHSvgDqwA3MfmLIufnDM3djhxIG58cPRA2ABuA7irO+AuaYl+/GXD8e1D5sQlt/bmw9rHbwwj2b16db83gDtG4vCcnwFcccUV1f7Jp512WrURhl2l7KrSjRrAbQD3pQLcX89cFvtMHYydTh6IGQ+ProsGcBvAXd0B17frk64cjnUPnR3nT18Qy3owY3Zntyjt6z/7owdjUlyHAQrb1l67jTaAO0YiTIZLiT4H+uAHP1ht6Wgji7PPPntEp2gAtwHcMQPuwHLAffCppbH7qQOx6ykDcfdjo29C0gBuA7gN4Eac9Mt58b2fzYmzblgYS0bojrbsXy2u77///pX8bDH58Y9/PP76r/86/vZv//b58ud//ufVueh4/N1mm23i0ksvrfqeYl4DuIVEgIKXz4H22muv2HvvvePyyy+vjubjGCMRh7FRBsB1ahAjyqUGcBvARfc+vjR2ac1u95gyGPe3wHc0agC3AdzVGXDntwDXjPa0a+fFRkf2xWnXzI8Fi+vtmMyPPvro+PznPx/HHHNMtQ80Hdx2223xp3/6pzFu3Lhq1gsDFLrRT8S+L7zwwviP//iP2GOPPaq+s5sGcAtJ4FJsCP7Tn/60OnBeJkQZo4EQoTk1COBuuummVRDJJU7HgEoCT1IgAyhxHg6jbfzJwHKI3BhnKegIGPhLQEN98hd4SoP+WAOPgMsBS8ZO9vidCITuaQHujyb3x7jTB+PXs0a/nz6T+2hJYTeiO/yljk/mywNfftBPsmd3+pFLSfbaL0kU8UjU8JeABl9lt0Cj1G61X6I7/ClJL4kZiZ/uS2Qn5ohz5D8Wuxe33CuX9FnfzXDtDXP2jQtik6P74qRp82LeonpdnHPOOdWpbqecckrFT29k79Qfs9vx48evqFlP+nnrrbfG+973vjjwwAOLt2Yke7J7zW/tSGCMs7NwdopXZD1O+tluu+3i5JNPrpYdnPjDsRiJupSUTouw/aOdqdZff/3q8IK11lqr+r/7OAlEPULFV9e24jdOn54pjFS3s6ibAMvJFRSZwy9gp/Hg54Su1dWtK+qSm5MvZIUCcG7/OZ5n5Gmm02tJ7ZCdRAno5fQ9yU67xp8rO3XJjuOkbDWXn7zxP/PM0y37XBbT7/cNbl/sefpAPPTk/Fi8aHki2I1fn7Ut8BpLXb1uBT/d0VsVvFZc66zXrahL5mRHh3V1upXUDtmzO/3IbZu8yQ4/4M61Wzzsphcf7Szq8lV2a5ZL9r3yp3pkjp/95rbtL53rv36U2j3dk0Nu+/xcskD+fKCuXreCP/mNuOVedfW6Ffz6rO/9fS27W7g4zrl+bmw6vj8mXDYUT8+ZH0uXLHp+TMCVrD760Y9Wj/zwus5uyF68/qu/+qs47LDDnk+8JBGdMnUf9zz00EOr5eYLLrigsvvUTi9F3RSv2V3JJGFV0pgAl8AYGeF3FoMHko6o87KULMhZmbKer3zlK3H88cdXTinAqedh+ve+973YYIMNqkPn3/Oe98TrXve6eOc731mBr1ODNtxww0qJnhEIKJRb17brACsBdLd6dSXVdcyW/jLCHH5OT/mSB/yCh2t1deuKutpM5+GSb277gkY6D7dk7GSXzsPN6Tt+/U3JUa7s1CU7SZeTpPw7l1/QWX5M2IOVfV1568z44TFzYs8pc+KeR5witPxcz278wJbcnVDVzba7FfzsDb/AX1dnpIKfzNMRc936WVdSXbJneyV2K+CTHX5yzLVbPOk83Fzd4TfmdB6ua73yp3rJ7tlvTtvq0jWdG3tJzEh2T/fkkMtP9uIa2xcz6up1K/jx0J17uFddvW4Fvz7ru+P5Zs2eE2ddMys2P7YvDj1vdtz3yDMtIF7+mEd94G7V8q1vfWu1cglI+Q3Zkb0dBf/iL/6i2s7XI0SzWDahX502JY5r9y//8i9jo402ev5oxvY6I5UkezZD/sD3lUxjAlzZC8CU4bSXtJzLATg+Zapn6j9jxoz43Oc+F5tttllVN4G2g+mdKCTb+fGPfxyf/exnq/Nw/+mf/qn6/+GHH16B7XnnnVc5M8Fqp7NtJc1yUtDsVq+upLopYTCOHH7GKEPWNuOXsblWV7euqKtNjsd4yS23fYbNADlBydg5r7G7T07f8acZovHnyk5dsmM3in/n8pM33scff6zKgKfdMRDfP6ov9pvaH4/PHGplwMNd7+m6PgPLZLN19bqVxE9vbDRd66zXrahL5mOxW7IvtVvBj+xS0Mu1WzxsHn+u7vAbM7tPM+xe+dVTyJzds9+cttWlazonO4G81O7pHqjktp9WRsifDdfV61bwJ7sXt9yrrl63gp/u9N3K0PDwvLh4+mBsNbEvfnpOK5Y9NhDz582NuSvGJO7/+7//e/UirHjusZkxkx3ZX3/99dWSsjj/qU99Kt72trfFP/zDP8TBBx9c6VginNoWx8nbs1x12I5Zavp9tJLkbNz89jU9wx2JAClhyG4OOuig6oUpxKi+8IUvxHe/+93qdwSILU9bdlAILR3Pt8UWW1TOm35TT/3RyL0FnZKMRxuMliFYssglBqltxvVyPMMlvxTwe5FVO6mfgl+J8ZKddo2/VHaChwBQMvbE75B5Y7nhgSWx0dFz48Bz58a8Hh4p63MKmLmyQ4lfUCnhJ/NSu9Ue2ZfaLXmTHX7+m0t4JAz6Tw+5ZMzslr/nyk59Mk9JYi6xWzo3dolaLiW7p3szvlwie6BN/iWyE2fwilslfkN3+u6lKXTtfYtju+P746fntSYvfS+8n3Y+/OEPxxprrFHpGrE3siMDscNs9dRTT610Aci/9rWvVfHcZ6Fk1U7a3mGHHaoXrcyEc4nujVvCxAZeybRSAZcDeRPNebhmp8iSz2c+85nqlfBuTk1J7W8pE2YuJecpBVxOz3BKAhfj1zb+bmMciTi8TJExlwIufg5cErjIX+AqMV6y067xl8hOsAG2pckG2eMfHOiPZ1tjue6BpbHJxMVx8AVzY8nS0WWhz+RekqwgusNPhiX8ZE52JcmO9sie3ZWARpI9/hLQwAMw9b8UcNmtgN4ZlEejZLfaT4l8DiXANPbSmIGf7ksBV5wj/1LAxZsmJ7kkTum7FSB08wOL40eTB+KAs4bi0Vkv7I+Z/Hvf+94KJFNf+Q3ZGQNZdPbB7PNP/uRP4ktf+lIlp3bStgnW//yf/zMuvvjiFVd7J+1pV79WW8ClAIZrfX633XaLo446qnrG4G005+FedNFFK2q+mCik+Q63AdwxA+6zz7Uy9WWx6aRlcdjP51b/H40awG0AtwHciBmPtEDwpMHY64yhePjpF67SWaUEuF6GTW21A24dqedFqo997GMvqqPtHXfcsQJcjxZziexXe8Dl8AyQAUybNi0mTZoUxx57bHUe7llnnTUiEDWA2wDuWAF3aHCgOmz+qruXA+5Rl1jiXVFpBGoAtwHc1Rlwk8/bJGbXUwZjt1Z54MkXAq6lW4C77bbbPh/fEuCyP8+SyaKdEuB+4hOfqAXcnXfeuQLcyy67bMXV3onsV3vATYErCcDf9CLNaNQAbgO4YwXcuUODsXTZc3HJbUti0+MWx8TLe3um2gBuA7gN4EY88NTSarOYHU8ciF917NDGxnwSZHlYnEDJb9jtu971rurLknbQvfrqq+Mtb3lLFc875UtePhv9sz/7s+rFq1wi+wZwWwoQNDlBLjWA2wDuWAF3eO5QLF76XJw/fXFsOnFBnHjVvFHOCVpOKXA0gNsAbg4lfrp/NQNuitePzlwWe502GNsePxB3PvriFz99uvn+97+/eisdJb9ht95OtoeC1cxrrrmm+rLEezxetPIOTyeRt21/zX75fS6RfQO4KwCX8ecGngZwX72Am4K+8ZcEnhT0lVLAZS/Dw0Mxf9GyOPOGhfHDCcMx5Rp2MLosGsBtAHd1Bdz2CdKTfctiv6mDscWE/rjtkRcDrseCloj9RcZM72Rg4wtb+QJen/p4buubXJ971ZHr//t//+/qXR/8udQAbosawG0A9+UAXPJmL/OG58bcBcvi1KsXxA/HD8ZZN/RmBw3gNoC7OgNukt2soWfjgLOH4gdH98X0B18cw9S3pOz72RSfyc4Ycsnz27/7u7+L6667rsjuG8BtUTfAJVBGwUC6UQO4r27AZfylQVuwYTdjBdz584ZjYHhpTL5yXgtw+6tjxnqhBnAbwF2dAdcYUP+8Z+Og8+bGhkf0xfX314/HjlJmrwcccEClM22zv151p81zzz23egHLC7V0R4e5pL0GcGsA179t7Zh2HOlGDeA2gDtmwJ0/L2YPLYkJlw/H5sf2x8UzGsAdjRrAbQB3OeA+F8MLn4vDfj4c6x7WF9fc0308559/fqy55prVyUA33nhjNYbR7N7vwNHe+l//+tdj4sSJld2T/fL286gB3Ba1A24iGdFHPvKR+M53vlM5Rjci9AZwX70vTb3cgNtnA/YW4D49sCSOvHhubHXcQFxxR296bAC3AdwGcJ+rjuQ78pL5sc7BfTHtrpF9h74dsWevBfIbjcjKi1SObU0vUSXdL28/j1LMWa0Bl9FRYAocArhNLxxGYNuvkRTDcV6KnaYYf0ngSQpkSKWgoW38HCGXBH2Bg/xKnIfx4i8BDfVTtlkS9McqO/IybkG3ZOz4+/udELUgHu9bUm14sd0JA3H1Pb0BbrLbkqCNUqJZ6vhkznZKgj7d0TnZlySK5E3u+EsSRTz8XP9LQIOvslugUWq32hc/cgl/StJLYkbip/sS2fEbyVKp3ZM3Xr7nXrmkzwB7OeA9G0uWPRfjL50fax3U11OyavzaN4aS9tl9abKkbe2uFoBrsHUlzRT8pQinBTkRaL311qsAl3Db+duJ8NvPw+1UQns73UoKPAJX3e8jFQbfPsOtq9OtoLoZbl3duoI4fJrhcqS6eiMV8kszXMZfV6dbUb99hltXZ6QyFtkp5GXcKdOvqzNSwa99gPvIzMXVHso/OnEgbvAcqqZ+Z0l2y+bqfh+t0B3+NMPNLWTOduiw7veRSgraZK8fdXVGKuRN7tqXeNTV6VYQHn6Nnw/U1RuppFmOeFFqtylo19UZqeAXM8iuJGYkfrrPlZ3Cb4Blqd2Td/sMt67OSCUlmuyn5SixrIWZEy4bbgHunLj41pYtVRqu50X8huyMoZf2E6X/s/s0w22v10she+2+5vdSJlhG3lkMmvIIgAFecsklFdhee+211QfOlpRtaM1IGDcHc+qEeldccUV1sLG1fd9y/du//Vv1YP2qq66qfncYgvr4tNOtfY6XzsbsVq+upLqyJX1kxDn8AiWjxZtOTXGtrm5dUZfsfN9mxxbBI7d9AQ9/MsC6enUl1SU7fU+Bv7Net4Kfw9j6jezpKZefvNKpJ+6V23/8jz32m0pvdz48FPucPhA7TO6L6+4erN5cHqk/+PFpn/OTfV29bgU/e8MvYSnhJ3Oy87euTreS5KTfbC/NsjvrdSvkQt4+0dB+id3isXGB9vlAbvtkx27ZT47dp3pkrv2ULHbW61bU1R7Zpc15Svj5G92z+1x+shdz0mk/dfW6Ffx48LqHe9XV61bw67O+G8OiRQtj3vyFMf7ivvjWIXNi6jUtXc5zNnS9PdAdfrLTfo7uFHWBNd2LPbm82mMzbFdfXsk0JsA1myAowaGzpOOSvOq97777Vntkum52u/baa1fnZjIMhkLQzlcEsg6cd7LEO97xjuo83Le//e3V3svrrLNOxfeTn/ykOoILH8fobFdxndM7n5ESutWrK6muNsZyHi5ezycYsGt1deuKutq87bbbqpMzyDe3fY6jbXItGTvHwe8+OX3HL9g5Yo3sOV8uP3kZt3233Su3//jvb+mODG+865nY/ZQ5seOJc+Ka21uz5lnL5VPHq+DHp32Bu5ttdyv42Rt+9lfCT+Zk529dnW4lyUm/2R7/S9d6KeRC3vY+136J3eLRNn4+kNs+2TkPl/241it/qkfm+P3NaVtdumL3+l8SM/DzN7pn97n8ZC/msHvAX1evW8GPB697uFddvW4Fvz7TvTEMDPTHnL6BOPaimbHu4X0x+fLZ8fQzs6N/Tr090B1+stN+bsxSF1aIeSnhqatXV9TVHpvBayL2SqYxz3BlGLKKzuI6wz3hhBOqF6A8JHdOosPnP//5z1enQsiKLGXIjG+44YbqMGMfUk+ZMiW++tWvxu/8zu9U33o50unss8+ufnMP9S1hEG5d265TgqBlxtKtXl1JM2cGjB+w5/LLuPAyIpl+Dr+lQONjPIKmvuS2zwHwczz/75U/1WPI+u4+uW3LOgVeui+RnSQsZeruVcL/ZEt35H7rfYOxy8kDsfupA3H7w3Nj4QJZev398CpppsB+utl2t4KfTeMnw3Sts163oi6Zt9ttr/ypHp3jZ0O5bZO3hAN/id2mlR265wO5/MYsYWA/rvXKn+oJvton+5y2U92xxgyyp/tc2SV+SQq7Z8N19boV/OSNV9wqsVt9pntj8DhmQWuGe8q0wdjgiL446cqB6B+cH4ta1+vGlWIW2aUZaq/jV09JMYsOeuVV1NWecbM7117JtNJemkKEf8YZZ1SzUq9+H3PMMdWB8rb4AqKCUx1Zl7friGe4W2+9daXQXBI8OGAJr/YZIP70DDaHJCIpS7NsnkvpWRjH93wilxghfk5YQgw4Ba1cSs9TSmWXniNy4JKx45ehL1myNO749ZLq+e1epw/GI8/09iKKPmuf/ZRQehZGhiVE5qV2i+ic7vQjl8ibT2q/xG7xCJj4+UAuGTO7pXs+mEuCbUqUSojOya40ZpA93ZfIDj+gJf8S2eEhN75XIjt9ZvfLY8Zy/nNvXhjfP6oFuNNawLZo5HuyN7IzhpL2xxKztCdeSzhKdb+qaKUBrsDF8WQ9lhos9TiE/tOf/nT1adCVV15ZzVLriNKaz4JenZ8FJcc39pKgT3bGzflLxk7e3lJ2n1sfWhRbT+qPfacOxuOzertXemmqNHDQHX4yLOFPyU5Jpp4CD9mXgEZKdkp1h0fQ1H/3yiW+ym75e26yley2NGhrj86NvTRm4Kf7EtmxdWBJ/iWyS4DJ90r9RrLAfuK5ZyvIvfCWBfGDY/pi0hXzYmDeyPpof2kqV3eI3dM9GeaS9rS7WgMuBVBgAixGbEn4Qx/6UHzgAx+IU089tTKOOmoAtwHcsQDuwArAvemBhbHZsX1xwNmD8cxAA7ijUQO4DeAujxnLZX/Zbcv9Z/xl82LO3JFtuQHc3milAi7jSwLgRN4yPuyww+KII46oDqCn4DpqALcB3LEBbn8saQWt6+9dGJscPScOOnco+oZ7CwIN4DaA2wDuctlfddfC2PK4/vjZhcMxc3BkfTSA2xut9Bku488NPA3gNoA7JsAd6G8FrWVxza8WxsZHz41DLpgbcxc0gDsaNYDbAG474F7bSli3O34gDj6vJde+ke/ZAG5v1ABuDVFgA7ivcsBt8U67e1H8cOLiOLyVoS9a0gDuaNQAbgO47YB78wOLYofJA/GTs+fGb0Z5B6IB3N6oAdwaosAGcF+9gDvYAtxly56NK+9eHFtMXhZHXjwcz/YohgZwG8BtAHe57G97ZHHsfPJg7DN1KB5+euQ3rxvA7Y1WCeDmUgO4DeCOFXCXLF0Wl9+5OLY8eVmMv7T3cTSA2wBuA7jLZX/3Y4tj11MHY/cpA3H/kw3gvhS00l+aSsbro2abXdjgYjSDbgC3AdwxAe5gf8xfsDAumtEC3BOXxXFXNIDbCzWA2wAu+0myv//JpTHutKHY6eSB+NXjDeC+FLTSAJfDUx5BXH311dWmF4ceemgFpN5SFtC7UQO4DeCWAi5+gNs/MBTn3rQoNj9hWfXhfq/UAG4DuA3gLpf9IzOXxj5TB2O7E/rj9l+PHMcawO2NVirgMjwbX2y55ZbVeYkUYs/k97znPdVOU92oAdwGcMcCuEMtwJ05qy/OuG5+bH78kphyTe820ABuA7gN4C6X/eNzlsYBZw3FVhP749aHG8B9KWilAS6jS4Hfto4XXnhhdd3s9m/+5m+qPZa7EcdpP56PMHOJ0zH+ksCTFChwlDgPh9E2fo6QS4xX4OAAJc4jYOAvAQ31GS3nKQn6Y5UdeRm3oFsydrKfOzQYT83sj1OvbgHucQvizBt6twF91j4bLCG6w1/q+GTOdkqCPt3ROdmXJIrkTe7aL0kU8UjU8JeABl9lt0Cj1G61X6I7/ClJL4kZiZ/uS2THb4DdWOwebyng6TPAbo8Zvr11vOWmx/TFzQ+ODrhk1w7YOcTuS5Ml/V0tANdACbezuM5oGR8BpszVAQTf/va3q9kr4ST+pOBEhJ8OoO92Hm5nm+3F7wwngcZo9duLuinwcF7jyOVnvNrGL4Dn8pOXDdwZMEfK5Wd05J2cr9eS2iFvxp9maZ31uhV1k+MbOyfM5Scv42Y7JWMn+6HBgXj0yTkx6RfDsdmEoTjvZgG0ZWOj3As/fQMM9lNXZ6SCn+70nwzTtc563Yq6ZM526LCuTreS2qFzsteP3LZTsqP9Et3hYTf43SuXn6+y27S60St/qkfmaZaU27a/wEL/S2MGfrovkR1bl2iQP9nV1etW8LN7vHzPverqdSv49Znds5/lgP9czJm7NH563lBsdGRfXHvPigSuZlz425OlHN0p6rJ7MY8Mc3lTvHb4wmsacCmWgDpLyrLT2ZSUceONN8YPf/jD+OxnPxuTJk2qAoJC0BR12WWXVc95zYZ/9rOfVScKveENb4hPfepT1az4+OOPj/Hjx1e7VbknwWqnW/uUl9rvVq+upLqWwh01ZRw5/Jye8rXtqKuUdNTVrSvqCliO2vKiGQfIbZ88HVfl5JKSsUuGjN19cvqOn8ORXToaMJefvIw7ncma23/B+onHH4s77nk0jvh5X2w2vi/Oub4/hlt2NneUvuDXZyfOcF6yr6vXreCnO/0X+NO1znrdirpkznb8ravTraR29Jvs9SOnbXoib2Mv0Z26dMdu9J8P5LbPV9kt+3GtV/5Uj8zx8/2ctlNddp9kl2u3bIW/0T055LZP9k67YfdsuK5et4IfD173cK+6et0K/k67XzC/NeOcORg/Pacv1j+8Ly6e3tdKhhfE/FYy0slPVvjpPp0Sljt+uhPz6CCXV3tJdjDllUxjAlxZFUAi7PbC4AguCTBlTzfffHPstNNOscYaa1RH8REWwGXkhxxySHUW7je/+c3q/Nt3vvOd1Xm4lp9dNzP+1re+FQceeGDl0IStnc62FdcJ3/mODKhbvbqS6upT+5munfW6FYYvcDgXM50L6lpd3bqirjadR5vOBc1tn/E5MCI5f129upLqkp2+u09O3/ELVmRn/AJfLj95sRtjd6/c/pP9I488HDfe/lAccu7s2PzYvjj3+jnR3wpCc0bpC3591n465q2uXreCn73hBxrpWme9bkVdMscveOfy+kvn6UzWHH56Im9y5zdppllXt66oi0fbCj3ktm/M7JZ/u9Yrv3oK2bFb9pvTtrp0TecpZuTaLX6yJz9yyG2f7FOSzgfq6nUr+PFoWx/cq65et4I/JSv4jcUq0ZNP97V8aE58+5CWD13nvYQWEPb3vcgvyIrf0Lsx+D13/PyF7v3N5dUeuen7axpwTektAXaWallvRcbKEBgwYEVOCfLS1HrrrVcJy3KAJRzGDpCnT59eHVq/wQYbxBvf+Mbq0Plp06bFLbfcUhVCVd+yi3a6tZ+MADB3q1dX1JUgUKKgZRy5/JSO17jNxHP5tSl4cAKrA7n8KeMj31xef9PyjPvk8usvhyd7Os/lT8uKbKdk7PNbPH19c+KOB56Jg88biG0mDcSVd86PpS17WTLKvfDrs/bZDzuoq9et4Kc7/GSYrnXW61bUJfNSu/WXzkvtNi0L4i+xWzzsBj8fyOU3ZnbLfsi+V/5Uz8wOaJN9btvao3N9L40ZZE/3JbIjewDC7vlAXb1uBT8evOKWe9XV61bw6zPdG4OxLF26JBYsWhJHXzI31jpwTlw4fai6tmTJi8eFn72RnTHk6E5RN83w6SCXV3vGTffG8UqmlfbSlOVmwctS8YYbbhinn356dV0G9LGPfSy+8IUvVIGljqzLt5+HS6C5pG3KZ3y5pH1Oh59Cc0kSgZcRSAxyiSExfsYnqcklwQ4/JyghRqvvJdmi/gKNUtmxG+PmgCVjx7Og1e+7Hp4TB543FNtPHogbH+i9H/qs/ZQg5hLdCVqljk/mpXaL6Jzu9COXyA5Yab/EbvEI+viXPwfMowT4dM8HcwnoAOtS2dN5Aqxc0l+yp/sS2eG34kf+JbLDQ258r0R2+szuO2PGpF/Mi6/9eHZcNGNkmbA3sjOGkvbHErO0J16nRPGVTCsNcCnQ4E855ZR417veVb11zCDOPPPM6ng+L051C+iEt91221WAu8kmm1RGmEsp8JSChr6mTDuXjF3b+EtAh8PLlEsDV5olkmOu8asv8AicJcabHN/YS4I+2Rk35y8LPEur8c+4b3bsd+ZQ7HjSYNzyUO/9oG/tlwYOusNPhiX8ZM52jCGXUuAh+xLQSMlOqe7wCJr67165xFfT6kBuspXstjRoa4/Ojb00ZuCn+xLZsXVgSf4lskuAyfdK/Eackiywn3bZn3jVcKx10Ow47+blL+F1I35DdsaQqzvE7umeDHNJe9pdrQGXAgzeg/Tdd989tthii+qlqPXXX7+a8TqQvhsRevMdbgO4pYA7f/68uOmeWbHn6YOx2ymDceejveugAdwGcBvA/a3sp1w9P7598Jw487r5sXRZA7hjpZUGuBye4zBeRnj99ddXnwVdcMEF1fPakagB3AZwxwa48+P6u2bH7qcOxrjTBuPeUbala6cGcBvAbQD3t7Kfev38WPewORXwLlrSAO5YaaXOcBlfuwB6Ba8GcBvALQXcZ1uAS35X3z4rdjhxIPY+Yygeerr3ANYAbgO4DeD+Vvbn3jQ/NjiiL06cNi/mL2oAd6y0UgGXAhl/buBpALcB3HLAXVbp7KoZs2K7EwZi/zOH4rFRzvJspwZwG8BtAPe3sr/o1gWx8VF9MemK4Rha0F0nDeD2Rg3g1hAFNoD7KgXcZ5dV7V42fWZsObE/fnLOUDzV3wBuL9QAbgO4nYB7+e0Lq60dj7l0OOYMN4A7VlrpgMsJcqkB3AZwxwS4LZlfdNPM2HR8fxx83tyYM7f3ANAAbgO4DeD+VvbT7l4UW7QS159d2LLLwe73bQC3N1rpgMvxGYNzcL2lfN5551VGMRI1gNsAbingPtcC3MWLl8QFN8yKTcYPxmEXDMfQvAZwe6EGcBvA7QTca+9ZVG0ec/D5Ldn2de9XA7i90UoFXA5gc4szzjgjTjzxxOqbXJ8H2d7RNmLdqAHcBnDHBLhLlsa5186KH0xYEEdePC8WLO5dBg3gNoDbAO5vZX/TA4tj+xM8mhmM38xqAHestNIAlwI5vZ2mPv3pT8dee+1VGTLgfd/73hfjxo3rCmYN4DaAO1bAPeva2bH55KVx7GXzW/pc8WMP1ABuA7gN4P5W9jMeWRI7nTwQ+545GA8/0wDuWGmlAi4HsD/yzjvv/PzWjjYX//CHP1xtgNHNsAmtOQ+3OQ+3ZOwtxK0A98xrZsdWpyyLiVc4am3Fbz2QPmuf7ZYQ3eEvdXwyZzslQZ/u6JzsSxJF8iZ37ZckingkavhLQIOvslugUWq32i/RHf6UpJfEjMRP9yWy4zfArtTuyRtvKeDpM8DujBl3P7Y0dpsyFHucNhj3PzUy4JJdJ2D3Suy+NFnS39UCcA2UojsLgyFACqBERpiC9/nnnx8f/OAHqxkvxbTfI4ETh9tmm20qwG3f2pFRqJPqJr664h4UyPnqfu9W9D0FfRmXfrtWV7euGFMCTPyc17W6unVFXUZjE3jBw5hz2leX0eInt7o6IxVj5zQeBXC+3Lb1l+yMP1d2CnkZdwLsXP6lSxbH8LwFMWXarNjm1GXVXrBszMtUtfU7ij5rn/3U/T5S0dcU9Mmwrs5ohcxT4Kn7vVvRNt3RObvTj7p63Qp+8iZ37QP8HNmzWzyCHn4+kMOvLl9ltwDbWHrlT/XIXPuCb27b2qNzstOPHH4lyZ7uc2WnJMBLdl9XZ6SSAC8Bfl2dbkVf9VmSbQzGwmeee25Z/OqxhdXmMTuf3B93PCIRcf2F8Qw/vyE7Y8iNWQq7p/tcv9OO/ho3/oQzr1QaE+AaKAFTUntJhmtbR0JgwBxSELdE/MUvfjGuuuqqKrj6zSkRJ598cjWr3WWXXarl5I985CPx+te/vgJn120PaaY8efLk6lQICtJOZ9upfff0nFib3erVlVTXqUSO6hI8cvg5u4DhiDX8nMC1urp1RdDQppUA8iPfHP6U6TkqyzFl+t5r/1M98tX3FLw663Ur+Bk+2ZG94JPLT17pTFX36rXvSlV39qx49DdPxIQLn4itT14aky7vr5xwcGD0fuAne+07JqzOtkcq+NvtPl3rrNetqEvmZOdvXZ1uJbWj32xPP3LapifydswZ/lzdsVsBm93oPx/IbZ+vslv241qv/Oop7Ba/vzltq0vX7bLLtVv8/I3uU8JWV7euqEv2duBLx9vV1etW8OPB6x7uVVevW8FPd3SfjscTX+cO9ceM+2fHuCl9sf3xfXH1HbNj/rzhVjK4/PzdxE9Wxkx22vdbr+NXT+Ev6UjQXnmVpCftKiUrQ6uSxgS4KSvrFIKSAg8FyrYpcMKECdW5trZ4lJEBW9fVcbj897///QqQN9poo+o5r/Nw//7v/77ae9nSsgPsjzrqqKo+3m6Kcf2VArjpuUZd3bqi7lgBl/G2A25dvbqS6pLdywW45GXcYwHcBx/6dRx9/uOx5eSlcdKVA5WtDKwiwGVv+AX9En66ezUCrrovBeCy+xLA9XesgMvujb0kZuB/NQOuPrcD7kBLH0OD/XH3Q3Nin9P7YusJc+KqGXNi3rCYvXzpOxW6KwVcRd1SwFVXe2xGeU3PcEdbUqaEtCZ/4403xj777BNXXHFFNTMmqDTz9X/Ay2g4qmDjWD5LyhtvvHElSNcVmXRasui2bOE6IxA8tdGtXl1RNy1RCFrGkcNvPJaEtI2/ZElZm2QggOlLLj9ZpoCdO3Z/yU7f3Senbfx0Q3bGL9vM5Scv42YLuUtT6i5bujieeHJWjL9wVmxxwuI484blfeilH/jJXvvsk+zr6nUr+CWX+NOScm7/yZzsSpaU/aVz/PqR0zb5kDe5l+hOXTzACn/u4wD8fFXgZT+u9cqf6pG59tlvTtvq0vVYYwbZ0z055PKnyYsYZzJSV69bwZ+WlN3DverqdSv49Rl/snv6UJ6aszgOOncwNj+2P66/d+GK6y+Mva7xG7LTPv7c8aeYVao7NsN22P0rmVbaS1McjvL8lTn9+Mc/rl6cIliH0Psel4HWER6fDgHczTffvEiInIbxCuC5JJGgeAaoL7nEELSNnzHkEudhvIyIMecS58FP1iWUQIMT5ZL+Jtlx/FwiO+NmGyVj94zp8af64ogLWoA7aUFcMD1P//St/ZKXNxDd4S91fDJnO3RYQnRO9vqRS4IXuZfqDo8kG7975RJfZbfiBh/MJTLXPt/PJe3Rub6Xxgz8dF8iO7YuYSD/EtnxG7x8r8RvxClgyX7aZd8//Gwc+vO58YOj++Lae7uPi9+QnTGU6C4BdonfaU+7AHu1BVwOT4iWGJxt+/GPf7xaMt5yyy3jU5/6VBx88MFdDYvSm8+Cms+CSsbuLeVHHu+LQ86eGZtNGIyLZ+Tpj7613xl4eiW6w0+GJfxkznZKkp0UeMi+BDQEbXIv1R0eQVP/3SuX+Cq7LUm2kt2WBm3t0bmxl8YM/HRfIju2DizJv0R2CTD5XonfiFOSBfbTLvu585+NIy6aGxse0RdX3d3dl/gN2ZUCPrtPq2q5pD3trtaAS4EcwFKyT4AcOv/JT36y+iToox/9aEyZMmVFzRdTA2SdXRYAADqMSURBVLgN4JYD7nPx0GP9ceDUZ2KLCf3xizsbwO2VGsBtALcTcBcseq7aR9kRfZfd3gDuWGmlznAZAOfxlyMohDpaQGgAtwFcNlMKuPc/2h/7n/FMbDNpMK65J0/+DeA2gNsA7m9lv2TpczHx8uFY56DZcfGt3W2qAdzeaKUCLgWWBI4GcBvALQVc3wje9XBf7DXlmdh+8mDceH8DuL1SA7gN4HYCLrke/4vh+MaBc+Ln05sZ7lhppQMu488NPA3gvjYAt1R2xs12ygD3ubj9wf7Y45RnYocTB2P6g3kvrTWA2wBuA7gvlP1J0+bF2gcPxHnTF7V+q7fpBnB7owZwa4gCG8AtA9z2oF8iuxT0xwK4t94/ELucNDN2PWUw7ni0AdxeqQHcBnDrAPe0a+bFt1qAe9YNC2PpsgZwx0IrHXA5QSKGoIwWiBrAffUCbjL+0qD9UgDuzff2x46TZ8Yepw3FPY83gNsrNYDbAG4d4J5144L47mH9MeXq+bFoSQO4Y6FVArgM0Le4p556avziF78YNRg0gLv6PsMdK+Ba8rr+7oHYbtLM2HvqUDz4VAO4vVIDuA3g1gHu+TcviPUPnxMnXDUc8xfV66UB3N5opQEuhyc8znPttdfGfvvtVx3TZz/k0QwaXwO4DeCWAu7Vdw7EVhNmxv5nz41HRzjDs44awG0AtwHcF8r+olsXVN/hTrh8OOYuaAB3LLRSZ7iUTxCc4NJLL43PfOYz1T7JDeCOTA3gjg1wr7pjMLY4dlYceM7ceKIv7x4N4DaA2wDuC2Xv+9uNj+qLYy4Zjr7hBnDHQisNcBkdBSYBcIS11lqr2m1qNIMWLHbYYYcKcG3tyJFyidMx/pLAkxQocJSChrbxc4RcYrzkVQo65Iu/BDTUpzPOUxL0xyo74xVwBY9SwL18xmD84KhZccj5c2PWUN49kt2W2Byiu3a7zyUyZzslQZ/u6JzsSxLFJHvtlySKeCRq+EtAg6+yW6BRarfaL9Ed/pSkl8SMxE/3JbLjN8CO/EvsnrzxlgKePvO5uphx1V0LY9PxffGzC/lTd8AluzrA7oXYfWmypL+rBeASrADVWSiP4GQslIgI46tf/Wp18g+ltvNSFoFxFgbrsAInA73pTW+Kddddt3r+67rf1VNfG+1ttpdkPNpUf6S6nSXVBTg2wzaOHH4AK1hq26klDMC1urp1RV1tOrWD/EYba2fBL2DhT4Gzrl5dSXXJztjJLqfv+AUrekrGn8ufHE8hx5z+L13qsIFlceGNffH9VkZ+2AWtGUefjeB764O2kt2yN7Kvq9et4GfbNtAX/NK1znrdiropcPhbV6dbSe3oN93pR07b9JQADz/QytGduvTN5vHTYy6/YM1u2U+O3aunkLn2/c0Zu7raS7LTj5y+J37+Rvdkl9s+2QMs8ie7unrdCn485CZuuVddvW4Fvz6ze2NIdg/El7V856o7h2PLiX3VIQaPPu0AAwcG/HZ8ZIWf7FKylzv+FLPoIJfXX+Ome3J4JdOYANdgKYiQOgvDc0yXI6sIxNFRX/7yl+O73/1u9RujFtgFFvstH3bYYfGtb32r+n2dddaJd7/73dXxfH/7t39bHelne0jge8ghh1SALKDgr2vbdcpzXJTg1a1eXUl19ddRX/qaw8/ZKd8xZfg5gWt1deuKutq88847nz/mLLd9hoc/HZVVV6+upLpkl445y+k7fg5HdsbPgXP5yU6C5Zgz/87pf3/fnBiaOxxTpz0TPzh2Xhx63pz4zRPLr9fV7yza0udkt91su1vBz97wO2asrs5IBT+Zs1vBK2fsqS6dk32J3dIdueMX+HN0py4eR6zhz9UdfmNmt+zHtV751VPITvvsN6dtdemazvW9JGbgJ3u6J4dcfrIX19i+mFFXr1vBj4fu3MO96up1K/j1Gb8xJH6xeaB/Tlxx66zYZlJ/7HtGX9x2v089ByqATPx0x2/EjHSyW+74+Qvd00Eur/bITdslK0OrksYEuDKgSikt8OwslEZ5jFcGRBhf+cpXYr311qucUSYCNGXFlHXGGWfEuHHjYq+99orddtst/umf/qk6gN6+y7vuumvsvffe1W+nnXZaFUzw4a9r23XtclyG2K1eXUl1GQAlGkcOvxkSA9Q2A2YQrtXVrSvqalPQJTPyzW2f83B8Aaxk7ORr7O6T03f8HJHsjJ8j5PKTHadT/Dun/8Nzh2Lu8LyYevWc2OyEJXHUhQMxa47zcHvrg7ba7babbXcr+Nk2vbHpujojFfxkPha7pfNSu6U7ck+Al6M7dfGwefy5usNvzOweYLrWK796SkqW2G9O2+rSNZ0nwCvhJ/sEOLn8ZC9hSIBTV69bwY8HbzpPtq5et4Kf7ti9MSS7H27NWufNG4rrfjUQO0zui71OawHugwMtUBt+gU/RXQI9Y8iNWerSXZog5fJqj80Y/2sacJH1886CLGukgIsEkq9//euxySabVDNeZFm5br3fksQuu+xSPcN1uhDBtpM28HW2214oIgF73e/dCkrPsjiecaC6unUFSTC0bcxprHV16wrSpqAhaKbnOXV16wqSjOBniHV1RirkmoJfehZWV6+uIEkYhzd+ekR1dbsVsuP8bCc9B6yrV1fQkqXPxjk3DcfWpyyLSVc4y3j59br6dSUt7bG50WyssyAOj58Mc/kVMic7Oqz7vVtB2qNzutOPunrdCiJvssefqzuEh83rv9UvVFe3riC+ym6BR47dp3pkLnDz/XStl4K0R+fGnpYl6+p2K4mf7kvsPvkN+fOBujojFfLGK265V12dbgWJU3yO/RhLut4aRdz1m8Wx2ykDsedpg3HfE799Pt3Oz2/IzhhyY5bC7umeDOt+71YQu9cusH5NLymPRIyOAQgcBCLzWWONNWKDDTZ4/lo3Ivztt9++AlzPchlBLnE+xl+S8SQFtoNGDnEYbbcHnhxivAIHB0jGm0OMLs2wklH2SuqTP+ehp1zS3yS7lGzkkGAh4LKdkrED3LNuGI7tTl8WJ06TbK34oUeib3IXtHNlh+gOPxmW8JM52ykJHNqjc7LXj1xKsi/VHR6Aq//ulUt8ld0CjZHiQx0lu9V+SvJzSHspSS+NGfjpvkR2bF2cI/8S2Yk5eNsBL4cSYLOfTtnf/+SSCmx3bYHu3Y/VxzN+Q3bGkKs7xO7bk6Uc0p52AW5JzFqVtFIBlxAo0DLTxIkT4/3vf3+1RHzSSSdVSxfdiNCbz4IawC0KHEuejdOvawHuGcvi1KvN8lb80CM1gNsAbgO4L5T9w88sjX2mzo0dTxqI2x5uAHcstNIAl8NTHkHY+MLLTg6it0R84IEHVi83dKMGcBvAHQvgnnL1cGx76rI447oGcHOoAdwGcOsA9zezl8UBZw/FdpP64+YH68fWAG5vtNKXlEuMvwHcVy/gJuMvDdpjBdyFi5bF5CuHY5uTn42zb1rQGs+KH3qkBnAbwG0A94Wyf7pvWRx07lBsObE/rr/vtQ+4OX6b6+MrDXApkPJLBNAA7qsbcLVr/CWyGyvgDs1bEhMunRtbTV4SF0zPB50GcBvAbQD3hbKfPbQsDr1gKDYd3x9X/+q1Cbj4rrrqqrj44our+7T7bjc/Zm933HFHXHbZZXH77bdXOhiNVhrgIoMQOHIDz0sFuIx/LIBbChovBeAKHKWgQ+b4xwK4+l5ivGQ3VsClb8GjZOx9Q4vjyIsGY/Pj5sUlM8oAl9zZT67sEN3hHwvgstuXE3DprhRwJWpjAVx2OxbA1f7LCbh0PxbANfaXC3Dx1wHu4PxnWz41HBsf1R9X3rmwJesVP7QRv6H3sQAu3b9cgOuTKPs82NkQiPrM6IILLohjjz02brvttlqZ8tPzzz+/ekzq01XyG41WCuBSnue2Z5555ogvR3WjlwJwBSzGVxL0KZDTarfEedpBo5esp5O0SZmlzjOWWZb6ZKfvJUGb7LSr7yXJBtlx+jrH74VmDixuZeMDsdmxA3HFHfm6J3ttlySKaKz8ZC54CPoluhNw6K7E7tmavrPdEt2xdYBTChr6zG71oWTsZK59f3OJrZGdvpfGDHav7yU+T/b4xZ0S2eERN/GXxAx9xq8PnX7nhKBjLx2O7x3eF5e2ktg61bB7stN+id+2x6xu5L6+tTWj9NVLItdzAFcfvcgruUp25ttx+z84zQ5df/311VbEv/M7v1PtD1GHA3jJ7cILL4w99tijSvZGo5UCuD4+dzLQO97xjrjiiitWXO2dXgrApTxZy0gK7EaM1zdh+EuyXcpJH2KXOC+jSR+Rlzgf+XUaVK+kPrBMmxfkEn6ytwFAqewlaeRXEvSfmL0oDjqnP7aY0F/tAZtLgrW+l8gOkT3ZkWEJP5lr331ySeDh9PhLMn3yJnt2W5Js8RVjt/lCie4EQnbP93JBg6wFXfxAN5fIDp/+A81c0r4ZXmnMMF5LqmRfmqSTO9ApATx91vc6u1+89Lk47orh+M4hs+Pnt8yPZ2vMmq+zOzIoaZ+/iFkj6c4Yf/rTn8Zf/MVfVPiQEquk+14B17IxMDUhTGPV93333TduuOGG6v/iEOx65zvfWbU1kk4tRe+zzz4vD+AyHNs0/v7v/34lmJ///Ocrfumdxgq4hCgLOuqooyojzCWKPOuss+L444/vSYidxGhOPvnk6vzfEtACtD6jOvfcc4sCJ8M95phj4vLLLy8KXJZQjjzyyOeNL5euueaaygYkXrnEqcjeUk6+7J6LBx6bG/tMmRnbTuqPa+7JB1zBnlOX2C2yHPWTn/wkZsyYseJKHv3yl7+sZCfw5pLkzhLX+PHjq+W5XBK07OTGdntZHuskgMFnBDLgmUuC3oQJE+Kiiy7KBmx2a2vAo48+Oq6++uoVV3sn/Oz9iCOOqHRYQmZHhx9+eBX4c0mAJzftlwA23dH7KaecsuJKHomT7E7c7CQAe8KV82KNA+bE1BsWxIq9ZF5AYo54S/a5CQOAnj59esXvbzciI/Zl1vm2t70trrzyyhW/LAfsXgF3//33j3/8x3+sgDIR27OboZXZROKXHQ8dpDOSPYqzeCUro9FLDriyh/e+973xX/7Lf4m//uu/HjPg2pmqBHAp73vf+16R8zBeGcvWW29dKSKXGO+PfvSjaolCAM8lgcNzgR//+MeVIeWS5RCJCgfMnSEz/ksuuaTau9p2myXE6b/5zW9W4JFLkh2yp/ds2bX0fsdD/bHr5Kdix8kDcfdv8mdZnOwb3/hGBZolJCt2SMc555yz4koeSdLsKX7ddddVdpxDArWAT3YjfXbXjcxObJ/K98x2cgkPu7e81kvw6SQvnrD7gw46KBt0yEqi5zSy4447bsXV3gm/Z3b2bS9Ntk444YRqNz3jyCUgxe7tI1+SrEiwHH1qw6ASkmSvvfbaVaJeR1Ovmxd7njEvbnpwaQuAX2yXgEq8lazVLb+ORCYF5513XrUpEh2MRCYj//Zv/1bhi1kqoEdm2FZnugGuFRurH5Ki//iP/4h/+Id/iClTplQTKjGP7XYCrjj8iU98InbffffKnm09qXTq52UDXBmHjS3e8pa3PL/JhYw7lyhsxx13jDe96Y2x+WY/jOG5+ctrRx91RHxv/XXj/vvuWXGld5o3PBT777dPbLP1lvHE4/nPoJ968vHYcYftY/fddonZs55ZcbV3euD+e2OrLTePgw78cdWXXLr1lptjk403iokTxrf+lxe00VVXXhHrrfudOPusqSuu5NEZp58Wa6/19bju2vyZRjy3LPbbd+/Y+PsbxjNP58/S7nl0bux4/FOx19ThWJo/9CpZEnRLAdcsSbJRmqzwl+985zvPP0vKIYHDDGDjjTeOW2+9dcXV3knQMrvfYostilYnzIqBrRlBycqQgOlbfcErN2gjwRDgmiWWkCQHYFphKSE6/9KXvlS8uiHBlqyVzHA9xnESm2SphBw8AMCsMNTRJbctikdmdl8tu/mmG2P99b4bp01pzbBbPpxLl1x8YWzwvfWrCdtoNG3atGqGmiZkHj8BbSuL3QBXQiKZALb/63/9r/jLv/zLSl7aMylxj07AlbT+3//7f6tEwOqD/SPSRIa8E61SwDVQU/mzzz67AliZh0GZYdrK0dIgAzJr7aVweh3fZttt43d/7w9i4x9sEQ88/FjMnD0YT8/q76EMxNMz++Pgw46M9TfYJK6/aUY841pV6uq/sDzTakd7e+59QGy59fZx2x33rOCvr99ZZs4ZjNvuvDf+c4ddYqddxsXd9zyY0fcWf6uuPm++5Xax7wE/jQce+k3Vp7q6Ly4DVV8vv7KV6bfkdviRx8YTT82urtfX7yzL6517wSWx3vc2jhNOnFKN58X1upXl7R8/+dT45rfXiwsuvCxmzRmqqVdfnmmVp57pi3F77x8bbbJ53N6SY47s6H3ajKfjP497JvaZ2rKnIS+hvNjGuhWza7MTswwOxHlls3V16wp+M1yB68QTT6xsuVd+9dSXdadZVrreWbeu4AV4llQFEkt7OX3Hz4/322+/2GyzzeLmm2+uxl9Xt67gtxq08847V0EfYOfw66sAZ4abZhTuWVe3s+BVbrzxxio4HnzwwVm6U0/9Sy+9NL72ta9VO+HlxKzEb4b7r//6r9XKDluoq1tX8FtVY3NippWdXseuaNuzZzPMrbbaqmq717Er6lsVs7LjUZK2E7+/c1s+dPLVLdueMRQzZ/W9yO/46KWXT6tixsTjT47HWzGn95g5EE/N7IvTzzw3vrfBRi0cOatqs1v/03W4YlnZo0tvFwNhKzTd3pkxw5XQWU7GJ7GTHKfEsG6G6+QogPv2t7+98mezaf7x+c9/vlqJSquHqxRwb7nllkpRlo+B7Zvf/OYq4MiyPXCW8cl6LTX1UnbaaaeW0WwZH//kP8Vb3/WZ+Opm42PchFtivxNmxN7H3TJq2UeZdGtsuOvUWHPzY+M/D74i9m393/W6+p1l3+NnxLjxN8Z3dzg11t76+NjxsGkVf13durL/CbfFzkdcE+tsOzm+td2JsUvr3732XVH3R4dcGWttNSnW23FK7HHMDVWf6up2FmPU120OvCy+vuVxsdFuZ8beE6f3PPbl9abHFvtd2JL7sfHDvc+rxlNXt66k9jfZ85xY44fHtPpxaRxw4h21devKvq22x42/qZL917eYGLsedV2G3qe3xnpz7DzxgdjosMfjy+vtU8206mysW/Fqvwz2Xe96V/XSnwM0cu4BKBwvye4te1mlUerq1hVgZYbjaEo+5Vqv7ad2vvjFL8b73ve+qh98qbNet6Jtj1A+85nPxAc/+MEKuIy/rm5dwb/pppvGxz/+8Srx9u8cfn01O/3whz9cPTfbtpVw9yo7MsLvJDJLhZ/73OeydKcd/bcy4UVPoJcTs7Tj8ZHT0P7P//k/1eMY/6+rW1fwK2zOcaT0kKM7Y5WoeJRn5seOex27oq/0bez/7//9v6rtJPsdW/fZ8UfbxYa7nRH/eeTtsf/xL/a9/Voxgq+LGZuMOyf2nHBzzzFTzNinFd822+/n8dk1Nq1WGKp2R9C98ZIRW3OinGLcEq3RVlbMctkYkGynume4Zv2f/OQnq5IeTVrF5R+SSokJWqWA6+UeQJuK5eS/+Zu/if/xP/5H/Nf/+l+raf8f/MEfVJlIL6Wq+3u/G2/+wz+OD3xx61hrn1/FN/Z9ONbY/Y5YY487Ry+73xlrjrurxXdfrLP/g/G1PX/1/PUX1a0rFf/dsfZ+98c393ug+ndtvW5lBf83W/xr73v/cv5e21Zadb+2J/4HYq1974uv7nFXVt/9/dpev4pv7t/ib8kgl1/9r+91TyW7b+x9b329bkU7rYJvnQOW81ft19WtKy0dr7nnPS3ZP1D1v9Jdr33fo2UfLb2v85PH4l+3uSje8PrXVXZUZ2PdCtuTML7hDW+IN77xjdW/lbq6dQX/7/3e71XnOJfw/+Ef/mHlLwKIvzm86uLXrv7/7u+2fCiz7+rj91KKceTy+4tX+/6dy6/NEtmnusaM/01vetPz46mr31kSf7vs03h6KXjVx0f3xpHDryTdad//e+27oi3F2Mk/jaeubl3Rtr/aJrt2fn9/73ffGG977+fiC1tdFGvudf+LfI+PizlVzNhnhc9nxJyvteLEN1qx6sNf2bklO30a2fb89md/9mfx1re+tZJ5wh6z0ZtuumkFMr2YvH3uObeksvMdhzrA9QwXqFvxSW+ue08AuEtwzLTRKgVcHTTFBrAGTfGWZTyHku0ZnGdCstdeihnGeuutGx/68Efjbe//Unxt65Nil2PviD0m3hG7jp8xejl2RlV3gz1+Hl/f5tTY+uCrY/cJt1fXa+t3lN0n3h47HT09vrvzOfHN7c+I7Q69bjl/Td26ssdxd8T2P7sh1vnR1Fhnh6nVv3vue6tof5tDrom1tz89vrvLObHjUTdX1+rqvqi0xrjbhNtiiwOvim9sOyU2GPfz5deOva2+fkdRT/nh/pfH17Y5JTbZ99IYd9ydtXXrStVOq72N9rwovrrlSbHlgdNiz0l31datLS3+PSbdHd/e4fSW7k6OHY68OU92x91VyeufW5nyu9717th44+9Xz3jq7KyucCzLuZaQOBVbtFJTV7eusHOzI3b/z//8z1XbvbavHe1/4QtfqNq3MuRar/zqqS/omGF7rJOu1dXvLE7lMjP7yEc+En//939fzTTMUuvq1hV1+fwHPvCBapZJjjn8ZG1lzCzNDMSyuGt1dTtLkpPVAbM0MxJt9zp29YzfcrDlRvEsJ2YpdPfZz362AoE111yz2kChrl5d0XdjJXsrhfTQ69gVYzW7N3ayz5G7oq9WVNit1YUX2f1GG8ZmW24XOx58Uew28cX+LEaIOWLG9/e6OHY55taeYw6f370VI36w7+Utv90ivvhFdr9cJ+19TMX1pFsrKRIcE7u/+7u/q1Yl2r/P7SQgawXI6k8CR28fe2GubknZrBbgmk2n2azHBfS0zTbbvDyAq8PecPNKuUEDXQPy8P3f//3fqxcYZAfW13spHnz7JGLzlsH//h/8Uay7waYx/bZ744FHnox7Hnxs1HLvg4/HfQ89Hvv8+ND41rrfj4suvzrue/iJ6npd/c5y/8NPVu39aOe9YuPNto2rrrm54q+rW1ce+PVTMe3aW2KzrXeIrbffNa658bae+65o/+LLr4nvb7pN7DJu/1Zf7qmu1dXtLGnsZ513Say34aZxwEFHxN33PVpdq6vfWdRzjxOnnB3f/O5GceT4ydV46urWlcR/+FHHxZprrxtTpp4fDz36dG3duoL3/keeip12HRdrrbNeXHXt9GzZ3XL7PbH+et+pbNDykpcb6uysrniO5tklsLHM5u34HH527iN4gd8zJry98qunvcmTJ1fAM3Xq1Oevd9atK/zGZzkOCfFMy/NI13rl17bngIKWWYBnwK7V1a0r6poRWGqT/YsJOfz66hks4LOkKXB6Jl1Xt7MYI36fedD7AQccULWdI3tt+QxPouItZ8G0rm634msCL9NYkhWA2VJdvbqifcGazXkUYbbV69gVY7X8KeEBRvpSV69b0VfPQCWLXprTdrvsZrbKE08+1fKvVhx54MV+J0ZMPffiWKcVMw47cmLcde+ve445966oN/GEKfGddTesno1qu5vu6Fn/vBwoMbQq8OUvf7l6YY3NjPT5Dt+UzHkL3rNeIAuEvWwIczoBlz9IYL35nZ4Nm0FL6Cx5p5fbVingJpIlEJbl5D/+4z+unkfIlhhxLhncTq0B/ff//qbYcovNYnhu/pu64485qnrr7cEHlr82nkPz582N/ffft5XFbBVPPpH/Td1TTz7R6v+PYtweraA9+7dvs/VKD9x/X2y91ZZx8E8PjHnD+ZtH3DbjlvjBJhvHcRO9cfjc8osZ9MtpV1VvHJ591pkrruTR1KmnxzfXXiuuu/aaFVfy6LBDD4m11/5GPPab/G+oFy1cUGXsZki5n9UgbyuO9S1ln1cAzBLyeQTQaP9GsFfyAuOkSZOq7L/kTVlZvGAEMNPnFjkkSAJswWgsbyn7PGYsbyl78aeExvqW8umnn17NkkvfUpYomB17iSmXyF6iRH4llN5S9oiwhG6ZflN8b/314ozTp7T+l7/xxSWXXNTy2Q2qTxJHI8mc1QRL4PpsJuoFJomHF8i6kZfaPCP3AhSgNRlMn991znABt6QTqHsZTTILYH225B0P8SV9tuhFyVUOuEim4A0/r1yb6f7VX/3VqN9V1ZHsUqZsfd7yBkHmEAH6HlHgKvkmTsa35557VoFblpNLPi1h+DL1ku9wGZBM1RtxJd/hMiIGIfCUfIdr4wGg443ZEmIDAlcJaCCv3+Mv2fwBaLAZy3IlO/bQt5dn7DpTQpacPFLxPWIJ+fxA+z5XoIsckqh6KUSAKNm0hJ95i9Ms02w1l9i6l4/YPvDMJSAP7IH2SIGzGwE6Y7faVkICp1ke4CwhOjfDtUqSS/xUomGGnZYqcwggWFa2/FlCZMdufV1SQp5tmmFboSn5Dtd361ZmJJwjEVDTjmVky8MpuWEvZrgj2Y1VHzziuhgjvqX42vkMN30T7hMiLyFasfLlgNjyJ3/yJ9U1yYmx8vmXBXARp9e4qf6f//mfv2yAq13LIyVBm9LM1n1iwZBzSbZpSd2yh+WPXDLLApYcPz07yCGvsx966KHVEgpjziFB3m4vZjolO/Ygb/LJ1kuCNvKJGX5LSLnk9X9BQ9DNHTvyvZ7ZbWnQNVMAWu274OSQZEn73v7PBVxZuWTJsnLJd7Q+uTBumX/JDm1pqY/t84FcAtgSBhunpCW8HBI02f1oQbsbmTlJtIBHCUkwvalekqSzVcui2i+Z4YqRxl46QzXDY7diRgmJOWKGpKVkpymfJYnXIyWKZMQ+vThlF8P2PR4A52g7TZlIWf71yMCOWu1beCbA5X/IJhkSKBigAGvx0DWPDlxzL3ZK7y8b4CIztA996EPVCwA6mksvBeByXsGvJFtkMIDaElVJpi3oC3hKyZ60Ap8lD05QMktjfMCODHKXVdX3nET7JYDHeSQpZN9u0L2S9s2OOHCJ7MhLwOMwJYBr2YjeAU6u7JAxkx0ZlPCTPd0BrFx+sqdz7QsuuQSwBR78JYlesnvyK9EdX8PL90p0R/bsrmRrRSTOGHtJsoAso4t9/DeX6M4MTf9LltMFfrIXM0rsjuyT7Er4xVmyY38luiNzshsJtMhFMuqtao8OUmzXX/Y+GuCOROzeCkMC3ByySQ3elw1wZWiWxmRcgl+uAscKuEgfAE+J4zN+TiNjLzH+9DwBfwlgahPYuUcpaOAXNHNlrz7ZCfylstMu2Y/0AkM3SrIXPEtkR/bsRx9KZNfOry+5ZMzGXspP5uxG4CjRHT7BK73QkUPkpe9sp8Tu6Su91JL7KANpEy/5j1V2JYS/NGYkv2G3JbIzXv029hK/SXbLd0rsnu7G4jfGLF6NRXcpZnUj97WEbAWl/VGh6y8F4NrW1Ew7lwAu3pcNcBMRIsfPDRyUNlbAZXilgScpkAGULG0xfm3jLwENbVraFLxKjJ/j4yfHkqDN6BmP++QS2WnX+EsDj6BVmqyQvaBJf6WBh73pg77kkjEbe2ngIXOyZ78lusNnplWiO/Jic2ynxO4Bhb6Pxe7x0l+J7FKiSQYlRGZ0VyK75DfkVyK75DfsvgRwk92W2r02tc3uS/iT7rRfavfsrkR32hsr4JoYenfBoyg20IsM9Nl7Bzbc8L6O8Y9GKw1wGQAhMMLcwPFSAS4BlAIupxc8SpzH2LWNv8R5JCqWJHtVfCcxBPycpyRo05mgXWK8ZKdd4y8NPOxG4CrN9NkL/ZXIju4EntLAkQJPKWDTHdmXAi7fEbhKQIO82BzbKdFdAlylFHDx0l+J7Pg6fjIoITKjuxK7J3s6I79Su2czpXaf7LbU7rWp76X8SXelfkPm7K5Ed9obK+DSu+VqL6paGu/FfunKW9WeXXvvoJe2VxrgUgAFlgSOBnBfvYCbgr7xlwaeBnDLAVe7qzPgkv3qDLilssO/OgOuuKF97370KkNj1qbn5trvxV9XKuAynpcLcBkt4ykBXISfEEuWRRHn5QAlzpMAtzRwIM7LiHKJruiO3kocDzFWoF1KnJ/jlDguInPyL+FPgcv4S4jsBO1Sfv0WuErsLgGu9kt091IALrB3jxLSprGTf27MQAkwS3wOsTn8/K+E+Kuxl/qdeGPsJUR34mRJrERkpu+ldktmZEcHJfRyA+6qotck4BK6h+qWBnIDB4Ox441Xzr31lxu4BDzfZeEv+SQJ6bPA5Y1NzxZ6HQM5e8PXg3+vqntF3zOGXPn7LMnnJT6TyJGfYGHHGq/ce4Xe94gyxhwn9JajTxPwlziPNy1tOpHz/TVZe2lCckbfnJfNsZ90Ckk3AtDkRe7+DSgTYAsg6b7dyBjpWBsCRwpcbI/+6GAkG9QWfnaHJDra9aazzxbYUDdiF+TNTulZ+wlwBWDXZO+9jl/fyc4b3vpNB15y8amH63Vk/GxEu9rTljEALX1nQ2b83UiMwZ8STP+fPn16NXZ98OarYkydZLxphqLv2qd3ibq+0z3b6EZ0jdc9yIGdJ9AUA5Rutq+vSUfpm2WywE8n2mbL3ZJGdfm5ekm2ZODf+s8mRkp8yNmna3ZOSskdXmNJ8cN9upFx83NfE6CUrLEFvuvTqm5jZ1vky76TXtT1b7o3ZokX3+kl/qqf+l4SM1YlrTTATYGnZKYzFsAVPHyL5gNw6+o5MwVOAGzx2y3HN3WMvlfinKeddlr1HaSP/63tc55cEggZpBM/PMRPDjUaMTw7DTktxbaatiRj+DmAawy+dfMsw6kcgLdX0pa2P/WpT1WHqDvmzrd9HKEXIiu7/PjOzbeg2u51tmGMggSZ+6idDkbbgMC90xuGziJN+7CyNzuk6YNdadgR8O0k9u1tfHoid3ZLBwKH78BtnkKO6b6dJGixNSeg2OhC0DYONuejfO3b7k8C4bd20g5g8e0iOwUuSMDxgT678TKHPhij+u0kwAmYeN0jBT5B07jUl/jww25vbqpr/PpvFx/jFyCdxWvXI5sM2PXKN+V1oG383jhlp8YvELN18geSNlH42c9+Vsmwk5+v0i9dt49fn9itzxJtpKDog40V2klc8smik3XS+I1ZoGdHNm/xzaXv8et23ZIE8HV9VzcBhSTBJgnk71tNder8l47ZFf/wDaexGJMExbfIvmf2e7KLdlLPBg1sh359DZK2NRS/yIwMuu3aBJjdl30ZfzpKMl2nE/cllzrbdY3e/Y6fHPUJ+Bqz9seNG1f1jy11kthGZvTqcxq6xk/H/krYbH6iH51jryM+s1oBrgG3FyRbbJ/hjlTqiBMBXJtEdxN63X04OyOwvyaj1w/UWbe9JJJxelPN7FT2ZQN6AS8F/TreVBBH9X2YrJXTfOxjH3t+a8s6nrqCtMfYbJyt/TR7qaufChLsOJ/N18nNBgBpiaaOp70g7QiOAgYnAFqcEdXxpII4u0BvFxgbvzuX00b8AHC0/ifihEAC8JKboJGy/zo+JREeQZ4Ty+7TEWUpy67jE2QENbtq0VuaDQreNpQH/GxYUFA6kzcOTkaSGwEiBRd99nG9+9rxK923s32bWxij/XMBFhnSvZc37HID5N3fNnYCcuJDdC0hYa+2t2N7SODxxqT7miUbl8Sn3Q8Qu9CmbSjtamY2gdIMDxjakcfOSe0boLT33zj1z7F0kpaUGANou2XZ6Y0MBWKBNPEmfuO3MxV+feHnVgMEcPKmB8DEB/QHJV51jZ+etGU26Tcyc09t20TCzlM25k9jSPzGqE07mjl4II0/xQ/3Frv4E+BPCUvil9jTE90BTTZujMZrL23JJ73b8Uw8SHxIUmBCwEb0l8/QI7sFVvyHPYtBjs1zvZ0kWpII91WHn0k86FRy5WjDdK5votS+cbB59iXeiTPiBd81W2av4h8duq9EtD3ppR+6JlsrC5ItbdGTJNNYfMsqbnziE5+o9NJOxsWu9A3wsl2xQqJDhuzXb7YGFjv4BNL/upJ+o8/XPOAyMEpmmO1FIBOoGKXMMV3rrKcIiO7B0GWhaYcnp6U4aupf/uVfqp2DGCfDl8FROiH7236v1AaDEewYiyDIYNrrdRZK0g8ZoeDEaDmFDB1wWyYRsOp4U/G7rNOWkhxEn23/Zbaor3U8dYVMBRoOoX2GLZserX1jIA+GLmMmyxRE/FbHkwq5ARM64DwCHKcR+AS6Tjl3Fr9zGDyWqOgd2AtEgoPg2E3/iv5xLFm1AMhJza6MA2iMpD968zudm10LWNqSYduX1pj83tm+/+u38WkXWJtdkAMZ4k176rIjgVMSQg/6m/gBIcACchxef/wVTPTffcnE+Nr7kHSi38CBvfhdQBIwrewIQJb9HArCJ/hJGgt+MncdP3mRs9kHEDRD1g8zPGMRkJIcU9/N3ICLtoxNH/mr62bsVimM20zYb8aW+u8e7mf8wMJ9zEz8BvwFZbM7gRgvu068iv4bj/HrowTVdbZObpIYdgCU+Tw/TjJL/Td+csNvZuZ3Pggs6ZUsgYsE0vjxJH59BxjAWf/pSxJjrHwe4OsLQEqz93Z+/9aWhIat6R95u5fYxffEQP7Efsze2A4+bemz+2rTaph958U3YJs2yzdu/HTJFpLtSUYlGX4Xp+zfTMcA3pjJnd6Af+LRb20DNEDGLvUPsNrQn8+zewkYm6MzyYT7Ggu/IDNJFsDkM/quDXFO3CZ3Y2UHxubcWDEVr7YVviA26yN7JS8HBJAlfQJ9yYjxmUFL4pLd1hW6oBt2L05r45VMYwJcSmFIlN5ZGB8DEHz9n3I76zBSBmB5wjF+jraS2cgQHVH23/7bf6u28JJpUbwiA5PNUajMGX+6t78MjMMzaGAlgKjT2XZ7wafoK4PAI/jK/NyHIXDYOt5UjMVfTmprQnuyAs0EGN3k1F4YDmPlYGYoslvBhyExrDqeVBgmpwT4MnbZd8qg9b1O/qngJSNO4CQMe7LaWhFgCnjaHonfb2Rk7JzImDlLmmHrVx1feyEjDivwOKKNU0sayG0k/tR3iY2ZoGUyAQYAyLAFJ/xJP6m4b5IpexKAJAf6K2jQn6xfsABgZknAgZNrMwVQY7WaYDYtyGuHHQlSZMBe0/Osdhn6t3uzVbMwenNftifhw6Mt43LkmmVlelQHvzH7XZBko8Yp2LAVMxdjMdtPJw+pn3j1nYzoi4+YJarPn4GQe+kPGdKD/+t/4k/30P80fsDl38ZPj4CDDVoaBYaAQB+SDPwlP8GdndOb+/M7MqM7qx10YWnXo452fjo1fnGAvbI18pE4AAVjMauVkEiA1U28+m48ZM2/JBzGzwaBoYTnHe94RwX6Vsn0qdOG9F1b5AOsyJLOjQVgswU+kY5ZFAv1wT3IQqKiX/qsfXsoGwtdWi1RVwJrAsAXxVO2aQzuncBWDJSYA3661w/JFxlarXKfpLfUf0mQ8ZIB3VqJY6uup+eqbDg9EvB/beM3JklsSj7ZmJhB/nj0RzyXrBmHvqZ+K3STknL/lxjwNfczJgmOuAN06V7bI/m/e9AnuyX/1zTgWp5gpJ2FIgiJkRBKutZZT3DmGJaP0yHCKUAwQgdKy3RkPRQi8AnGztx997vfXTmUzNk9UhvumYKYTI6yXetsu664F3I/mZsMT1+Ms67/nQWpJ1vndAKO8btvXf32gk/GKOMENAzfrMkYGPpo9xD89JvhM1r8nr/JRP2eZFRXyIfzmR2+5z3vqQyd8QsenIYRj8Sv6H+SH73I0o3F7L6ufmchY04oUEuynDqlP/o1kv6M2+8c3XKW4MdWBBxnswJN/VKvk9d1siVjmbbkBBDRm+TOkp1+sQV2CUjwJFn4N0c3Q9Gu4OA6nQt+AAOYCVB0225DSV5mcRu1wN4sTNuSAEFNu/xH8CcT19RP/MZML8CInqxGuCaAs3mJEjAwLi8t+a1dBu4lUAmY6gm2yF+Bn/7NToCpPup/pwxdMxvWR7M8QOK6gCrY43MPuiDL9nsYvz7xVWDBZo0HL7/zOAfQWaakCwlI+xj8m22YFbq/manf9AHIuJffAEm7zlJxDTiZyZKvceufaxJeib+D5C13Ayf6aL8HfvYiqXYPdqRNOjfj1B+A6exU+jUDw2Pc7pOIXICT5538xuyPTowF+Fu9ALhA05jx6ydSh92IkWzTfelUggMoJdydY8eflmLZqUSJ/I1f/xX3t8IhyXTfdr2199342Z74rV33Zqf8Vp+MiT2mfuP370QSA/XYG52JXVaV9MU9rV5oF0/qf2dxX32WkJmssIlXMq3Ul6ZkHwQ5GgkWskmnMDhpiAPJ7P7oj/6oMghC5bhexnnTm95UZZ8CAeeqI4GekXv+gjeXZKNmLLJjQTAZ+GiUwEXgZbAcz5JWr2Q8jM/yDMMzBv2QufVC+imDVBgesBWsBO7RiCMx8JSt4hdMLDF1PkMaiYxfhmvmVPeySTfSd2M2o7CJu0BniViw64U4pRmo7Ng4rJJYGQEcIxGA06aga4bGXszuAGw6gMAsDZgDkE7i5HRkCVUAE5gTaAo8VhsSmNURMATK2tC2YibH7sjDSkc3OZKZGbCACbgQPm3ri3YBoRlgna9Iis3u+RIbI0O6l3BIctkwAKDP9kDbThIL4zdTBDrsRhKikIVAbPZGxu3BNhFflVwDR21ITtgsoBFD2B49AnD/byf3syoDXIxfe2KOAMwHJEr63o2AmLEav/4i7bsGdOlP0iaZqotjeCQbABGwIMmeBE7Sbczew7BSQKedREeSW3HG72Rh3K7RLXtMqx/8qpO0xT6sqJEN3eunFRKJlmeh3cj9JaOSej7i/+zBfQCpMaeX9ci1k+gZ2PNzNoA/zTbFG32id/ZUxy9G4pVoSRDFXMkRe6ZLPsF22fJoJO6Sn3bJ4JVMKw1wBY4EuCmj6kaULHAxUjMbM903v/nN1bm6DEfW6FxC1z3jk+0y8G735TScOGVIOcQJgSTQM+OSmRrHaMQwBU9GzMBk52bjDKdXI7AUyNkFb0sqltUAh2RDpjoaMWIGLMMlf/eyzNoLaOkzJwF0ZhVAw8yNvPWrVyIzAUbbAkqvxGkFFlmvvkjCJF4Caq86pCczXYHIixiShdGSDcGZ3Qm6lr+0LekBuOSI/G7pq04OZG68gJ5NCjxkJwAI+PoxUuLBVs0w2RzAoWe86S1UvOyHf3TKgf1bEuQjZlPIGPTfTBEJ5t0OEUnJhtUIchLUgSxZABFAbbmRPXYLfIA86VvgFLQlTHwPj3uyYW/914FWmonTs7EbL59R6MZ4zHiBmP+3k/pWgzxDN366owP1+AwwAWLdSH8l5V784ed8ht8bC3nQpd/JAyB0Ukq2rLy5l/6YaanLnsUDy7LsoDPZ0BbdkZWYQ+dsX/JE3tpmyxIewNnJz7c8TjBDBn4SDG2yIbKQLJNpN3Jv9iVOkRe/pS9ykPywF/c1HolUJwFFdpZmlcYsuQHS5GClwGqZVTZ21k7aU1dhL3QmuUyJm7/pSwexnl5HogZwW5QDuIkYlaDvYTtwfctb3lK93v+nf/qnz38iNNpsi/LNdGTJsjQZV6/EsAR9AchyjAzXzKOXLIuiLS0J8gI+5zEOGWivgOEenEbQ4aSW1SzZWFoazegQ2QBJQZTjMFwvXYwGOok4IWARdPXBzIHD1AXKbgQozEgsRdNFr2SGJahqWzARiMkAcAg+oxEZW14FkoKPfluW6jYzQ+xSwFAvPbogZ0t7nqWlJbEUBDrloF/6aSUCaJiRaE/w9W8ZOnsQnOrGIPBIbizdmdXwF+0DCwEzPQcHXvrWORb2auYH0AQ699N3M4s049Z3L8V0zvSNncwBodk7cOCzZm3GRO6AyLsV5FA3wxJYJXMSI4kF+9Mn/ZUESCZc83iFL3WChv7yVUkd3Rs/efs3u6cbAdd46LXTB9T37JevAy5ypyP3JTvtdksWjV/fjNH4yQevmS178H/yoAt21RkDjAWYsxM+l5I1/RVD9N1zWjNWPtFObBWIAnKgaVbnL156s9oCsMxUgQ59tMdQMU1SQHdAC0BK2IAm+bufhJEcxZTO+EsmeC1dS1jo1xK4uCVxFP/EYYDqvp1jpwsTAnrWvrGQE59jy2bIxi7+sWtyTEQ3YquVAXIlb2MnS3FO37Tr7XhyINfO/ncSuTeAWwC4SGCiCM/xvDTlVP/Xve51lQMCo9GIkzMmL98IRICv09G7EcPmpDIzxuLtO0tuvfALPgxRoJQVM0gzhNGWNOsIUAmkgh2HtZTp/qMRPsZvdgJ0BUEG3QtgIZkoB8PPUTgQR8ohAR/gCggjgV0nCUKCpuBlli5ocUzZfy/E3sjdMrpg6+9IM0vEOdmaICGjBk5mrAKMewk+ZgnkUScHszttCQ7GLFlg7/gFsXRfQVQS0EnJVtUB+JawjVe7VnQkm+zQy3vqtvsRnXq+Buw8BhC8LSFLtCSa5Gh263crRJ2AqZ+SSWDleSU7Nx46ExQFP/bjKwEzOL7cScZk/Prn5SD6cg/Bk8zIQ9vpE6VO4m8SGe0DFr4KcIG//rADfy09ds6y+KT64oK3XI1fkkCn+s9+vYzTLWYI0PqnTvv4BXzyS2AkUQCEnTEMuBmjFSQxgx3xP+AKTKyKSMDZtP60E7kBajr+6Ec/WsUZvgZk2Zn2+SH9SSg6Z4j6Qy9eppNMeU6sPWOX3Ik9KXb4f3vsIDd6t1SeYpxZONtT13je+c53Visb4qDxt/sxu7FyoO/a1QdJumRd0idJB8Tp7e/OlQFJniQ08b///e+v7IPd65tkQqLNn6xydCYbddQAbotKARfJzCnLSwtmugKa7KsX4picRnZoWYSCOzPjbsTZOS2jlyUyoNFm1O3EMGVk2pb5yfJ6nd22k0xd0NIPBieA54wBL0fn/DmzTHrSNocG1GRRN7MZiehO4qHfvSY6ibRtxmRWB0wEy17Hre/AUt/NGkd6bpqIvgROfZUYCRoc1zKX65bbyBBw18mBcwMSeiYrPOQtcAIs191Xxs8POomtsmu8xk3P2sfj0QQ5sgH67Azaxgsg9FF996F77euvfrNDfSDXTmKXfEO7+I1DH93DMmICH30z662zI0CATx3tCK50IGiSBeCULAqEdXpsHz8d8B0yEHyBklm9Qp6d5H7t4ydv7binfukLuXXzP/GpffzqGzt+dsCO9N19OwEPkal6aezG65rxS44knsbUqTfEbvTbcjAdm126l3aM1b/JDr/+dJK4amz4+AkZGTt+utJ+kildtsteoiYpw8O2JC3GT+bkL2a6p9/cn4zbiTzJim3pu+IzRmOiO20mvZnld8Z+NqaOsWtHG2Is+8Kv+D+Zsg1jHQ0/jK8B3JZBC76McDSBdZL6nN1yqBekRnoW0Y0ogQHmBv1EskJGkNt3lMYucPc6u2ynxF/nrL2QfgtYdUGyF2K0jDcXbBNpV6AwjhIy9pxHAe1E35zUGOqC/GhE7/qeHLeXlYV2MmZ9H4vsep3V1xF/03/t5/advPSd7nNWJ9pJwHQPfsP2c3SgPsARPJH+5/gPMMDP70qIv7G9JLfcZBmYkD3+XNmj9DwT5coOsZvSsWsPf6ne2b2xs9+SmJtiTl1iOhqRE7mJeXXJ0SuJVhrgEgLB5zhMJxGgmUoJ8Gif0ecabaLEXwK4yLiNv4Rf2wy/xGmRNscy9hQsS8f+Ush+LHaDt1R3eMZit/o+Fn58pXaDjJvtjGXsgKZEd4l/LO2Pxe71eaz8+l8ydpR0V0r6XcpPdvhLx55093LaPbsr7T8+/KXtrypaaYDbUEMNNdRQQw39lhrAbaihhhpqqKFVQA3gNtRQQw011NAqoAZwG2qooYYaamgVUAO4DTXUUEMNNbQKqAHchhpqqKGGGloF1ABuQw011FBDDa0CagC3oYYaaqihhlYBNYDbUEMNNdRQQ6uAGsBtqKGGGmqooVVADeA21FBDDTXU0CqgBnAbaqihhhpqaBVQA7gNNdRQQw01tNIp4v8DG9EP49U4WwMAAAAASUVORK5CYII=)
For finding the decreasing functions in interval you must consider the given interval will be going downward from left to right .
Identify the intervals in which the function is decreasing.
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)
For finding the decreasing functions in interval you must consider the given interval will be going downward from left to right .
Look at the graph below and identify whether the function at interval 2 is increasing, decreasing or constant.
![](data:image/png;base64,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)
You can apply can process throughout any question related to increasing, decreasing and constant interval where you can find out easily by looking the graph or slope of line.
Look at the graph below and identify whether the function at interval 2 is increasing, decreasing or constant.
![](data:image/png;base64,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)
You can apply can process throughout any question related to increasing, decreasing and constant interval where you can find out easily by looking the graph or slope of line.