data_source
stringclasses 1
value | prompt
listlengths 1
1
| images
listlengths 1
1
| ability
stringclasses 1
value | reward_model
dict | extra_info
dict |
|---|---|---|---|---|---|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: g(x) is shown in the figure, which is a quadratic function opening downward with a vertex of (-8,8). f(x)=-5(x+4)^2+8. Which function has a greater maximum?\nChoices:\nA:$f$ has a greater maximum than $g$.\nB:$g$ has a greater maximum than $f$.\nC:$f$ and $g$ share the same maximum. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 0,
"question": "g(x) is shown in the figure, which is a quadratic function opening downward with a vertex of (-8,8). f(x)=-5(x+4)^2+8. Which function has a greater maximum?\nChoices:\nA:$f$ has a greater maximum than $g$.\nB:$g$ has a greater maximum than $f$.\nC:$f$ and $g$ share the same maximum.",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: As shown in the figure, it is known that the straight lines a and b are intercepted by the straight line c, a parallel b, angle 1 = 50.0, then angle 2 = ()\nChoices:\nA:50°\nB:130°\nC:40°\nD:60° You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 1,
"question": "As shown in the figure, it is known that the straight lines a and b are intercepted by the straight line c, a parallel b, angle 1 = 50.0, then angle 2 = ()\nChoices:\nA:50°\nB:130°\nC:40°\nD:60°",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Three rays intersect at two points. Two shorter rays are parallel. Find y in the figure.\nChoices:\nA:5\nB:6\nC:7\nD:8 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 2,
"question": "Three rays intersect at two points. Two shorter rays are parallel. Find y in the figure.\nChoices:\nA:5\nB:6\nC:7\nD:8",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: There is an isosceles triangle with side length 32. The base angle is 54 degrees. x is half of the base. Find x. Round to the nearest tenth.\nChoices:\nA:18.8\nB:23.2\nC:25.9\nD:44.0 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 3,
"question": "There is an isosceles triangle with side length 32. The base angle is 54 degrees. x is half of the base. Find x. Round to the nearest tenth.\nChoices:\nA:18.8\nB:23.2\nC:25.9\nD:44.0",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Two rays intersect and form four angles all as x degrees. Find x.\nChoices:\nA:60\nB:80\nC:90\nD:120 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 4,
"question": "Two rays intersect and form four angles all as x degrees. Find x.\nChoices:\nA:60\nB:80\nC:90\nD:120",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: There are two right triangles D F E and A C B. Find D E.\nChoices:\nA:3\nB:4\nC:6\nD:9 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "D",
"style": "rule"
}
|
{
"answer": "D",
"index": 5,
"question": "There are two right triangles D F E and A C B. Find D E.\nChoices:\nA:3\nB:4\nC:6\nD:9",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Elena knows that Lea has a garden with an area of 100 square meters. She does not know the specific width, $w$, and length, $l$ of the garden. The graph below represents the widths that correspond to possible lengths of Lea's garden, which decreases when $w$ increases and goes through (5,20), (10,10), (20,5). As the possible width of Lea's garden increases, what does its possible length approach?\nChoices:\nA:$\\infty$\nB:$\\hline 0$\nC:$\\hline 10$\nD:$\\hline 120$ You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 6,
"question": "Elena knows that Lea has a garden with an area of 100 square meters. She does not know the specific width, $w$, and length, $l$ of the garden. The graph below represents the widths that correspond to possible lengths of Lea's garden, which decreases when $w$ increases and goes through (5,20), (10,10), (20,5). As the possible width of Lea's garden increases, what does its possible length approach?\nChoices:\nA:$\\infty$\nB:$\\hline 0$\nC:$\\hline 10$\nD:$\\hline 120$",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: From the cockpit of an aeroplane flying at an altitude of 3000 m, the angle of depression to the airport is 57°. The aeroplane continues to fly in the same straight line, and after a few minutes the angle of depression to the airport becomes 67°.\nNow find the distance between the two sightings.\n\nRound your answer to the nearest metre. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/2wBDAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/wAARCAEFAWoDASIAAhEBAxEB/8QAHwABAQEAAwEBAAMBAAAAAAAAAAgJBgcKBQQBAgML/8QAQhAAAQMEAgAACwcCBQIFBQAABgQFBwACAwgBCRESExQVFhcYWXiXGTg5mLi52VjXCiGZ1thWliIjJNTVJlVXldP/xAAcAQEAAgIDAQAAAAAAAAAAAAAAAwQCBQEGBwj/xAAyEQACAgICAQMCBQMEAgMAAAAAAQIDBBEFEiEGEzEUQQciUWFxFSOBCDKRsUJSocHw/9oADAMBAAIRAxEAPwD38UpSgFKUoBSlKAUpSgFKUoBSldZKZjjhNL7dAvrH53LTiBLJQyCDU0PzzmYABO92jaEnNXZoa1rAAN5U/wCJ3aI+4N3UfUyUvEZATx/gJb45POBwDs2lKUApSlAKUpQClKUApSlAKVwGVsAMpi6SU0niXr9GigBMcEhgns8eJd9dQbKPOOMtEvZOPDxc/wAn+sbBc4M/s8YxQneDXzz1bbB56WueBtU+Zbp408HtbdlJWgaYtKduWcs1325lCeev2RTjNKJjrXqJp5sxr+/PGCGI4mcpld6hbOfBDlLBZDG3MdQo8SqulnYAxBJFseNiBPXZynmAN3x/FY+bx3K5tmZbRdx1ULq8WGNRYsuuXaFko2252NOP0988SOQqqMiVdGQ70pThXRfFOxxnXFRTU3pycmur8a8KMt7XbW2tta+G2vVPSlK0hKKUpQClKUApSlAKUpQClK6yIJjjgTk2PYeJiP0Efyw3li6Nm10aH5G0GikHQYXkmGmAxzNdoYuPUI5c4GCaOLCDg/dwcZODlmGnAQADZ6YAOzaUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQEZb+bGyNqrq+fTLFsY3yUVMXo5BbnXqh5IDRg2O6jlG4zJK95CdRum9l8dYbuHgry5zgCE0OLlK6TBMWuMDoJU2XhyUtfJFmLX0XeUCDq27Hj2Qj1/vOZpmk5krqhVyTNUkq25A1LjU1XNXY61tKa1M0tbUMhgYMtTEARcAMQxGcZjAoACg6OtuvVSzDMMluvJbnjyPM7Ku1HXMqxbH8frVilGTawEyNSh4xRbFuLhDmbSDVkgbc7kvAQFe5Mzzqm8s2OLouxmWtZlGUZacgdTe+RsV8J3f/wCo3Vl/JZT3yNivhO7/AP1G6sv5LKv+lAQB75GxXwnd/wD6jdWX8llPfI2K+E7v/wDUbqy/ksq/6UBAHvkbFfCd3/8AqN1ZfyWU98jYr4Tu/wD9RurL+Syr/pQEAe+RsV8J3f8A+o3Vl/JZT3yNivhO7/8A1G6sv5LKv+lAQB75GxXwnd//AKjdWX8llPfI2K+E7v8A/Ubqy/ksq/6UBAHvkbFfCd3/APqN1ZfyWU98jYr4Tu//ANRurL+Syr/pQEAe+RsV8J3f/wCo3Vl/JZT3yNivhO7/AP1G6sv5LKv+lAQB75GxXwnd/wD6jdWX8llPfI2K+E7v/wDUbqy/ksq/6UBAHvkbFfCd3/8AqN1ZfyWU98jYr4Tu/wD9RurL+Syr/pQEAe+RsV8J3f8A+o3Vl/JZT3yNivhO7/8A1G6sv5LKv+lAQB75GxXwnd//AKjdWX8llPfI2K+E7v8A/Ubqy/ksq/6UBAHvkbFfCd3/APqN1ZfyWV1VNMvyPsBHjxGUm9Q3YO6DrooanVGsapb6xRsrEisbc0r8HH4AYsPZs3kwJIoITN7YVAh2KubUUB5Q1Nj8wuaFyQp1FmqlTzOQLK8rqBuMxcszRhED5hdFU4yEIkr0wTc8MCe9DgbIhhh2YsSRXGOaQ7cztbJOwTcStklxgFtfI5ATY0S/JbFsZq+BOXXFsZOc9xxJDLO8bHQ+SwbKJFDieWDHmEcOeZ7w9WqanjOQoNfZGk2Hkc0xy6os4JsJjhItKIMSyo3vLMMucaSgzzVqZq7onXHxMTFQIVGQUFGR8LCQsfZhMODhNmbhwVExUcbkzOPDIyPM6ZG0MI+xNCNG1szM1o0rc1tyVMhQpsCbBixW8goBSlKAUpSgFKUoBSlKAUpU3bV7EotZ4kWmqQYySVJhI7t8dwJCTc/IB0lnicirAt9RIrHHRenXYmm1xub3IjOTHM2OTNFMUDEgzGZ4EwDHhW5oOYxlKUYxTlKTUYxS23JvSSX3bb0kR2210VWXXTjXVTXO22ybUYV11xc5znJ+IxhFOUm/CSbZ8Rw3Pgdv3NGtDLyFZn2DI4HJdh72rCjw2DrEEsZaxCLKzvL6rWJeMh2e5FhgRhogxI3txvDYokYnJuRltRi+QqqyvPTtNDp3pdqvGW4Cd6Ypj2k1u28EN1dgz8zWOAgFSsRTIPO+p2zDoSkyUYkUmibX+HdY5rJEsd5W8YkJ3hSDYAi9oyth5eC5fTPfOhFm20w7n7STxOuz7tI8XQ0KM2qArE0VMjdHupKfYfKvYpC2XeY1F+VRacSbghdK1w9B7fLsqSU+GbbPVu7IOlDouF8DHHQxdycGzHjGbacOsO0txS96TalVDTbm4pdtr5h+Z62kda4X1Vh8xkWYkYTqyvevlTjqNk5/0+quqVedkt1whjwtss9jpJtrI/sxdnSdi2dpSlUTtIpXmM7Ou5smuInPVzrzLGa52a1Tgzz/ALio0yAmHIyVI1Oducom1ySuCVeKyRNydTgUpjiR3LA+xVB6nFwMejJJle0tE4nt3oe2qM9ouvoVQyyZk0hznrBJEjamTMcl7e9JX80fYkckiyOjZ1dSBxdnYwejmAiuHzMqNljiszk5i/kTgoU5lV6jJdBHJondPHhYpW1x7TivPXzrTfxtNraT3HaT03okdU4wjZKLUJPUW/v9/j51+jfz9tmy1KUqcjFKUoBSlKAUpSgFKUoDqub5nj/XiJzmaJRd72YIAGTI7uuRKmyOL07K8yjA2sAkJMSbxnIrPDcjXNIbHwSx4VhIcG78wCA03uL+9tqBRhWISsX6Pbgi+5u+0lqooZOxmEzgRmEQKiNvMIx1kl/X1ayyRpLqLE7402ZlC19thA52/SlmAQxkGHY7aJOTFEcMTXnkIOA0/wDjMPZVptOG8xJHR1LbiQRV1+yW4i/ECR9CsuT2fy3vEMY21YslN3j6EACSjPiM9Rm1Y8DEZY3tnxN5VsdmleT8gw3qtS4XlF16j7R+x0SXR1BObXPWTeeV9qQLaiDpZ1iDnjS/a/XtKelgK+KVE1gTeRTxC4OoVWGWoTjseKFKwXFDpSHhj0RHDm0JGgfzvKHdYuBW8aVmQ1D3qpWQk+vaFNbU5TrjJfnsbjtqG5e3+XtBSs15pz3qvKjzVGHw8ZZL47Nqw78eKt9rI5LNi8emnNspb+nxK439YWZPSr6uSuVV86MP3NjdNd5nDcmTdqxtn1vl+HIx1tLozjpjkeabWcQK5ZOzUBxy2QocEJ3ZlEgRY0jMTm0CHSHHK2MZkFdjmXgUM42jc6j0vGU9+151NOd7SzVzXoGih36vu1I5kPypLIE3yZgiXTZl4ljYOWCh4kyeJT4ZsG7N2BiSHsrlRYRMouku9Fho8taA1ixpWFga0ienvtdSn4Tnaz9OdO/+bFaefTvP2+3t9pdO+nPpt9ezSScuuu2klvekkeiY31H02P8AWOl5fsVfVPHU447yPbj77ojZKdkafd7e0pznNQ6qUpS23sbWU/Zl20wd1wjXDEpGn7YHaAjBn4+jbViNl6ZMavoqyWuKe46PiDMjdG+JovVPLWtHWwxf21xczAjROYzF4lIZWzurAkjbavt43ZzxQtZNLupXeZPOBA4JWtEW7ECOvDfHsdDOezNY+niZhANny5dJBgyZL2+wYjN2eY3YyDKrVujmeo0Y9nY37zfZ4U39eSs0kY30K3tkaVpNesRLJ8qHCaBHY4kEiwIEzUlcH1wwzgjQpG9naESJhExIebmQIAhZvag4DGhkSZ2pkRUsu++mC+nx5X2y+NL8kEteZvab3vxGLTfltxS83aa65y/u2KuC+f8A2f7R8NL92/C/R/b/AKC0Ky2Fz/DcSzvG6tYvjya4zA5bAlzigztbgtC5IFmoxFla9sU8cKW5YpY3lDmVIFHHGdHnvyJ8vHlMd1dmV5NeobcfarRvTNk1On7q27DCPiGZMldphR7jRogM1tza/lJk4SDHLMaO0l7UBrgnLgv1ueAPE0jyZ3FGsNFxBI3Palbjc0iHT37XUp+E52s/TnTv/mxVqLcoptOLa8xfyv2eiJrTa2n+6+GbG0rHL7XUp+E52s/TnTv/AJsV93Tbuf1U3Gnc51gxCU362z+FvrqLoo12aHI+F1EiFAwyJiI7D4xMIzk6WY4Lz+OmNakdjuM05mmklgafSjzlEsrOLl7gP8SnCHXvOMe8lCHaSj2m02oR212k0m1FbbSel4JqcbJyVc8fHuvWNRPJyHTVO1UY1coQnkXOEZe1TCVkIztn1hGU4pyTkt6Cz3PYRrwEJy4uTv5A7kD+gB4yjIHQJXuT5mk97SuCwbi6LhtY4NKV7L3tK0uzspUuzsxB4QHsRXJsmlYPFYObm45z0AcTd3CBR0koWYAc/cWBsWmIcLGCqQB0XIlKXHldGJnN1wmCKipA2KrsiTA+5g4bucbcXnHDSktvtsrHIvjrdNq7Eiopddh9Xgl6khhcRDSQknDTyV5xD8EbJWn1yk6CIkeQ7eTXdmirYHhOJXSJNQiQi5Yf7NgIKimyOpXJYlhgz1h0Grz2c9pv9ZGgH+mnsV/LFWRAX/XwCsbbjIXJA93Uv6NpK2B4G3RWKFZQCFCVufW5S1rVI2cA7wOmoa/4EyrLlZysPIGIoHXG1M7j7w2OyNItwQ/7Oe03+sjQD/TT2K/lir4BXB3ZKdi5IDnG0nXCZBRkwPAoYB5X1dzyRC5WLkTcpaCAbJB937WVjS+sD60rFbW8M7okVNzm3KlKJamzps+XFdlB9Zwl2lDrKL7wW5w00+0F2huUfmK7x8pfmj8oY7f4a7WGUXqA9U94Z+Bz4ROQrQhy0wh8okclIVJzLsGke3MqbBj78tFXwgJ0TZAYDGmLXoO1FdEiKMC9YzqZ0xvosawTbqeZJ/VPUAezntN/rI0A/wBNPYr+WKns57Tf6yNAP9NPYr+WKtvz/M3c/wAtmcpdVHHWTfdZTi1zlOvFpsusujj1zn+ZxhKyT3qEe0pe3XVX1qhHVWqq4wT31STlrTk0kt6XxvX7/u29t3/XQmwcwlEFC7NIqCKn+UI9Z3+zmacgMpcXWSY8ja9uX+fSUFRc1Dbw7TNaIu3DU4GYCMujUf3gFhQ+xmwygfs47FBrPfs57Tf6yNAP9NPYr+WKns57Tf6yNAP9NPYr+WKtMSFwipULnYuNm4QSMBkFmTAzlQgXirw3EIuVC5C3J3dgJBt/aFCxpfGB8aViRzZ3hsVqm5zblSdaiUZ02fFlu+9WQnWKGT+3FE+SIqlWHjfT2UH71vhjHEcDmsFxufSS/uKh4k+d9cgU02M2LdRDX6SnVUsevW6w34ANrT90etioQiiNY/dMuyG/evdAKUpQClKUApSlAKUpQCvPdI6/fOfe0nY7BFNmnbWGaRjcQR5AuTYTHMJYRgCvYiImo+lnYtliKP0AW0GzzJOR0WwYOFLtOo65hwzAclAQa1h6KcpaJir0I1g/uor2JifsbG7IecBaLBrsH1ijrXK7ZQmaeXm6IpP1LONjpftZI9Gcw+/Bx1sBJkQbBSC4RGOy0rHQFtxQ+SyG4oJkbY3eYQMrmBbVTkxstUesYWeZJySfty1+VJtyl5hDTj1nOM+8OvZdc9V4ObyPDXYmA7vftyMJONE66pyh9XT2lK22yuEKaG45eTFq738fHtxvpslXOmcx7mtvYnsdhNuvdk3M1XIiaW45cAXaL2LaFnY2Pa9wlLQ2tYil6k6SZM3emxuSGpcEOzzjheHGEKSSZKDrnZntUuieJ8BfNIZ2XCGh+82v0XC0Sxv3B7EMgsMY3ZVxh51a0YfVrsRlL86GBwWvhEbwGYG5OUnJu/kRmWlRqXFRiUE787P5SSvz84uDqr0FhKD4718A0sexs1K0jZ6SdCMhfXx1cCU3kA3IlPLgWyPJJq951hGeSKZut+V3LDMlXr3t7cct2VUq5x48GHD25XGXlyyZrUVCuC1CCbbflvtOTbcpedJtvrFJbb7Sll6f4CvhKLO9ssrNyZ+5kXyjGMINwrg6MauEYwpo3VGc4wjBW3OdrhXD2qac9Pd17IvjObF/lG68f+MNdUzfofvZsLFpfDEl9zO2KiO5BbvQZs3h0EacxURvA/dmxKlTKjP4khIDPWJC7ZUydCRJ2kjTpCUYzvIi/JXAff3RFmnqSezSf46283CiBC0RQTxlDcqRyFgfK1mfrSdLietYoKk8rROz00laRuXebmsiu/CbyrLatRYrc7Uoz5OEyfzb7bf2ySHj5w+lYlDFnFvj+X4b3t8bOcvh4v8AJeR5U2O3kPE55x+P4/CjynFt/FvkvKW849XPLohOUJyalF6f5ZNfZ/KT/X/4f7b7MqLJJSUdpra8pf8AbX/7/B0k1f4fHMxNjeysnYTPjOzNCJK2tTS1Qhqs3tjY3IsNiZEgb0CSJsKVEiSJ8ePAlSpsWLAnw47MWLHZZbbbx3hrH1Dz/pwTzEWa5dqmyseOk9KgRxlHi+CdRjFCROscsjiNC7lgZj+HCsfG1SRgX8NavOIM48pfMKRFeSqXu9taOWzl7f23Xf8AlWOsD8c/53+XUt8kc2+C3w3c2eSRKQe7w88ceJZfxe4ccc8+Nk45t/yx1+SOu39VsKXrox1O1JknY+QmZ2xspi6CZqwM0DxQr5W4k6y2YdgXdn5DRRybE3KpesAhxIby+owIc/DLGjvd4tR0PB77orqjY003XR0lptN7koLxtJtt62l9zKxZHXVkpuPzqVnZePjx2a2v+Smfd17IvjObF/lG68f+MNPd17IvjObF/lG68f8AjDWhdTZuEG7DyLrJMwDqieh8W7AmgcqF46kY6tJPQISrfFaRtfCTCoEuL35tJ2oWUPioHekiVzwMZtjHnhzZntrQrWhbdIF8/Ov3/T9zDiGOz3sKibaeWX3Jsav7C9OIvN18JuInIkUwBCUrSSRAyxa0TXI+vhxEkYw6IJFkdH6RXGwUNylkfo9mdyDDfnmQorYX4Qk1s9SGqG30D7pRdglaBi3K9NqZfnHzMQIGtaKSbFRqhttudAGV48e8aUlBC9BZfhXYELwixoiMeXMpqHuJGDEg0TPHkSS6PdkOvQxH8ejmmENSiCigsyDaOzW3bdnXL2JtZkvDQgQ42TZyOtcbFuVOlRpc6nPmNnDLmwZ+VGRzcXTzhPd00qIdloGmniYGDV7f/UnYQCG3lkRTkK6yPc/g72HJ8ihW5A0r261rJ7jOXojyK+MzlcKHSzyDIty3HUYkQGfN7PIDJ5lieovWeFymV/XPTedbxWRkdsdcfTVnZPG02zjCmMnx8745kKoJyydbuU5TsjLp7eOfcnqL8G/9NPqf0Nwa/C78bPS2D6/4jiJVcxL1fyXIel+C9aclg41mRyF9UfV+Nxd3prJzMqao4VzceMuxq8bDupeX9Xyx77KVgL1kd+2se7Bgi1dmEnD4U3YaGxAlVBi7l9DY9m56w5k7a4qoRSSbjaD8aKlCtQkcF+usptyCXBjhY5oxJbNQYHPEsrN+q9IpuryKq7qm3XZFTj2hOuaT/wDGddkY2V2Re4zrsjGyualCcYzi0vijkuPyuJzsrjc2FcMrDunTcqcjHy6JOP8AttxszEtvw83Fug43YuZh334mXjzryMW66i2uySlKVKUhSlKA8/YJs4PaizR2H6sBzG7TFPi/dl+lTWHWFrc07ERlAntDA8FbDH8jvhArTOKKN9cx/ZuRdglUlzg8ti1iFl3HqaPtB1MhVHUXHlKQdAhCLE7xO08mSSYNqDlhuHimQUbarZQmOwpU4oHu+E9ew1evdcscQ8ieGtocHWzM4uZzKj+xMZhLZQVvTEK4Rj9W+UXL4FkBH2RxKMqHRaFCDeA7whjJctyuUp6jjSh8fUknsA8kTqvT8x6kPD2+SMNpG7Da/n0KvM2RagQFx04wsiGaAYX5jKmNlJxh6aSQaJGlufh4hYXFG8Mb8xvCPC4NL0yuzfmUIHRpdEChOubnFCozo1qPPhUps2XDlsvut3ZlttddO3GuFddbXZtz9tJJyb8uK6rrD/bHUflxTWg4/wBO4GDm5fI9I3ZWTl5WVXOVUIRxfqrJ2WRohHcVbN22e7kv+9b7lnmMbJxl9aoeGuxrUEndD1jwyjnaXmNJPk+IS5vfQs4bvMjWIjl6jwwSo3D1dzNDshxkLEu4bnBrcVeBcj4szW+Ty2KcCe4a8MkDHdkpix7KGPJjz2yTsruAfcKMVmKyxRwX7YTQ/wBue23Bxxh4tyWL7brOMXHk7bPFtx+Czi3jjV5V0qK4ziotuajqW9acZN/DXnwdkprVknFtrUW9rXyml9/5PYQg3C1hcebeE82A2PxsPGfjz9yyNfHFnPieC27lzwI+Lc3/AJlvhT3c8KLfBf4cXHk8ni8yQbDQG6eJw3zbEyvJkxcZ7cGKRBHlTbi8FvhuyJeXfhTi8XxreL7cuKy7Hdzxbfbbd/lXkWIiQdEGVwJCx+ZRcdacPCh1fyJ0QsrK2J7slmG3O4OrlnTIUWHnNlx4uMqnPjs5yZLLOLvGvt455Rr3BW3m8Pop01pjfDF8Fu9iBZ72+yA6RsAY9sa7GNOeJ1gmE/KjknTfY4sL2uUMRU6q4siZata7+W6QSLH4UeWtVmX2y1CiMv1ackl/MntL+PL/AE2TToqgtysa/RaTb/hfP/1+rR61ls1Q22egvSMtRk3+tBAyCYz56eCyT1iKSZbjbBsaYvLuuP0uQEDjmxN7IzN/nDi6rcuNIgTKM99uPnsysytSOqXWbVwgZpYfMb/sdsu2JuOLNiZ1uaiEoGVahDcjc8cOBrc3NscwSzq7VDim8hGQuykjk0r8jcZFphk4vXZtNa2Me2l20pfdRbaT/ZtJv+dL+Cq9bet6+2/n/Ot/9mePaJuth0O1EMZhQXN+OQSZ5ZIjh5YQtj4tBWKUZBtXJWM0kxezNblhYY1jhsQvkjmq55zNCF1ZRJQItzvgKCUeTK/MzFq7Us+jNuggdmeNp9xYU3Ls/qr5ZHDyRioyXPlxW+yqQPDK/wCcmxSY/SC4qj9abIczc/oDty5IGla2uuNHmwe3Sp3lnULU2e3Sx7nTV/XeaHrHzh5xu8swpGsjOlnKdNaiT82OBgMvCu3nAjstSYeeMvHOJNbbgs8XFxxZx1D1X6Us9Txw1Hlr+O+hm7qI1UK6H1LlFxyJJXUWOyqMXGlxti6nKUovcpJ/R/8Ap+/H/D/Au31HZb+HvF+s36ox6+N5O3N5Wzjcr+iwquVnD0TnxnLYkcPNyLY3cjC7Bvjmwpooth1pqnDH2Hew4gjOOnLXXsUQGm0OnFzKLoh/YceTGz/thB64PfWt5ESeVsseqsEoSdnjd2ZmA0jzbCDsjftpFB4HCB+9M0iHeB92JFPUdDD0zkcSxu+jsvItgB91DB5YxTigXAjpgl1nytqflskXI6Ra2scZOi0vReQfHFzjofGgRwcFqpYIjA0P5m9ib/P6Y9MnWIIMRiVNIAU6yNd7devISqHNotgYAExxCivtUqXbKwDEtsUVteDFix82K1bkK3pbE/PjZPEvwp8uHPjXMqjjr6cpCc+n/cfaHshe3Y1YzeW9NmcHcdy9cJNcX9VenWp27Y7V+BEwFp1NBKneL3F2nI2PiBuI1LQ2rpwAZKsYmxaw7Hg8TncCl4nLZ+NytdS64+cq7MfNlCOlCOVU1bVdNx3u5XKxOK9x5E7JWR6V+KfqD8KfVfIR5/8AD30lznoDMzp+9y/pW3LwuX9MU5N/ezIt4HOhLBzuOx67dKvjpcbZhzjdJYUOGxsSnBu9qtK4uDvzwUhgmSkIW/xw/kA4yvT1HxUtFnImB3Vzbky1wEiFxByEtDF70PK82Vpc1goUkQ6pWJM2Zme3RvvTrM3KK355IKUpQCumZthIdn4dawE+dHrNFeZ6scZLjRuvQpx2cB1OhW4MMUytmzolTk8Qy8OSpI7yJHbQrY0MuIWNHGEnrCqByqW4kk7ualAKUpQClKUApSlAKUpQClKUAroPZ3XUH2shMxhI9WEDG3kfoR4HDUNcuGU8jGRgkgazWMJYj56uwqcLUeRfILAOHQkqWo3Foue2JIlfmh6YVLm0Lu/KUBkPq3MhsdtRvEs7IB4a2t1xIEUb7Diw2o5uHXV1UttjsCzZHybPlyrrIg2DDL0UlR7jV5li4UyLySJShwySNF52hbaor+2x+hWv20JqPSWdXzCDyUPC2UF4kTXvYGbdajgjB/S2Z/bQs7KIIOwB4kAUGX9a9PgWwmap8bQp3KTNwFE7OqMynI79BfZEa3f/AJt7F/8AVA3+/wCQ1AeQdEUOBttJ2SFC/HltxqOw+fhduyZbbrfLt8VtYFD2PJj5uss4uxY1MfKktl1njW/+n544vu54ur+qU4ejg9Wwzr7G5vstOqPBZkXRdEiVvW8h/CtLmUNi6XpBe17RGsJMK+7HisTO0nFY7mcrc+O0cbX9bfhQ5tn9fP8ADeL0snTYs2k2aLHbXQg2Sn+R48giEzaS08gyTHsiS+skAKUbTbYm7l7ayIrUDLiqG5DYovyBhC7OVt7w9T6f8ObkmyaGAf8Ah++qqLGjgfjGDpkjlhtUqVtrIB70b8iDRasWcY+FavhtH9nm9HwpVcYsXCnPxh8rn4xY/K33eJb4Nd9E7bbLLnqLnLrCLW3FPUXKXwtpeYpN6fyn4LTyOkIwgttRjuTWknrykvvp+NvS2n4a03lLBXScUyXfhKexCUEpEwZr1N6fUPXYgKRmHOEWW8lRYkUzTJcnFJWnLIrZHVlyOw0yIYhjTG8NWdE5DB41X2LlG+oDHwHFQewR5GAUJx0AiqL0aMBIMOtAmJDrf5bKo8xZB1iSIGhrS8qM+dRdgRJMGK7PmzZrrecuW+67qDH0g9YvPN2Zy1zeChyycccKSA62D2ckArXW2f8Ahw2OZcbzMQE7pjSYuLEqHG4uymxAhwp0CK3AiTJ8GP8AZj6TOsHDxzbh1dQ4reefDzbjladLOOefBxx4eeLZP44558HHHHh5/wA/BxxV6FcK49YRUV+i/wC2/lv93tleUpSe5Nt/uUFX1MbG9ZrMeTEzumWzLbbfivxt6u+zJZfxxdZdjutw88X238c8c23W888Xcc8c8c88c8VO+Dpd6yMXOOxRqswO6G27jy7ISH8vlIy54ObvGzIHwWJJCdRwgaVlvN2JwZntrcGlyTZMqVejUps2XFf9P7GLqX+HDpl+XyNv/gKzMTvv1bIv/sD1/wDq13/8K6pmmV4o1uFG432ElAChUbfHDOxjCiQiRCyvJsU4kC1yTA8eB1l6k2kaQnlK3q/VuPgQcIjQmUY7UjAxOKrNhw5ONfYxdS/w4dMvy+Rt/wDAV3vA2gOjWrZMoNtcNP8AWqDzhU2r2XOcRfCsehptkY3S9vyuTDyXsg+kJOGFdnam1SrZLXPhqzqkSdVkR3KMfGWgMfNxpJXTpDygYlKOdZtTNOZGf28KXbOdwbi0w8MlT7mykzm0ewzUAhL4/mZ9O0aELdSkbwbEH2kckDGRAkPA0cKUbNnVprK1l7AuteAIDiuGTHuZ1P2OJo6FEY47zZM26ur7jJh+oTZc+WxyKHJoNW61yzIsGbEzNzi9XvpiuZm1uVnhkeG2YgNX/SCaYSirYiNyKJJnC2s7ASfDg4cGdxyLkKxA4oFGJexFAsRMyttJgg6EnhOiIwaQQx4YTgDK21pLA0gYiRobHVJDYCX5tcpEGdctwmQPJWg4f0gprNuOsCQZgH5tdHPLxhHYanluHWBhEot2vvu54amnliZR+Itks2JOQQ+3Axw9O2vACBzj7WLqy+JZoB+cjXX+41PtYurL4lmgH5yNdf7jVZvs6j7/AKEDf+2GT/2NPZ1H3/Qgb/2wyf8AsaAlYY7L+uE3W52wM7AdJC5yTJblylvGNrIJf1qdFZmwp71mdI1HivPiS2Z1CfBcoyY7cNubPhx838X5bLbuc+/DpX/V/q79f4n/AN212GYa9QFISFK2H8Hw+cNqJX5+ibzCNAsmQpF3GHKn4WJUj0yrcCdXxgzZsHnGLHZm8jly4vH8TJdbz157j2lf9IGrv0Aif/aVAPfh0r/q/wBXfr/E/wDu2sTuZRUaePZzHun8rdc2xGqa4gc5AhsHPuwePdbjnXNuJcmZyKNbgRkaomlwNNYrYCm10IYNUuBTGSSOxIxb4KsZ0ARFowUOW2PuPaV/0gau/QCJ/wDaVPce0r/pA1d+gET/AO0qAx0EN9NpTOx1cRrSyHDxlGLEqst5ijs001OH9oblPCvLjvxIV76JjWNcqwN7je2YCYyE2tbehVcZntFhTqFGHy6dXUKbT7N6tRUFaixoEJ0LKDZLn7Y7aUzdoZ1yaTl4ylry9NTVl9BvsuzW9oTROsZ3/HEgK8BTY4quUpDJguq5wp8nvoKut7rvOvMPXfQrS4y9FedejPWrVuDiH0d595v575h6XBVnmfnnmaTzrzfyfnHmqfyvj+QxeLxD7J3qy+GnoB+TfXX+3NQ20xucO7fWEnLqtJSetLt43pefCa2/l62nnCyVfbrrclrf3S3vx9t/yn/z5POfrn0jbWAUlcS9OG0vWHN8isDx6fjh5mmLJtnYPjJficcC1q9mMMtc/a7RaEvI7eiRKWyTXtjkeXeV2Ky9Kcs6fHfhU7OtUWdgWZPfc99gPWq3K+M11uPC1aMzW8p7k/FmPmzLeqV9ojFkx5rsnOWy7BakyWW2WY8nCm+7Ldiw0n9k71ZfDT0A/Jvrr/bmn2TvVl8NPQD8m+uv9ualjGMUoxSil8JJJL/CMW23tttv5be2/wDLJcU6kdmxqsVvYn2j6ktzTdlxpfRoZ1sPjyxoFKdKn4zYsSx87CCl284zcX2LVGJY9KebL1XhwY06S7BgxrevTsaUeDOv7fXZMqz+DKtTjeh+uTcyp1GX/wAanCwoyB3LnhA14sl19jWmeyEnckqS3Bicnl6VWZlymo/snerL4aegH5N9df7c0+yd6svhp6Afk311/tzXJwdRouunY/GqwXuHbVuuqRW3+FSnRQz1uIFWXH4OfDbgWZ9GXHEnv8Pg58pkQqbeOOOePJ8888c8ftIetSSydrytDl2pdjaZJmyYsl+UebuuoRdOLsN/F9nGJ7FOvZlesGPnnjwZcWBfjxZ7PDjz2ZMfPNtdn/ZO9WXw09APyb66/wBuafZO9WXw09APyb66/wBuaA4UIdP+gDM7oiuTIWWbYHiJmRM2E73gkKRNzXpF5kttcuXMWaNjyeRQiNXVW4W8KleeKRMFwX8W40mJLhQYcKTHpS3t6BpQIWpqQo2xrbEaZvbW1vTYUSBvQIsNiZGhQo01mNOkRpE+PHgTJsGPHhwYcdmLFZZZZbbxgG29Z3XBFfZmRxmS9f2k7rFm3urbdKcPMT/rZr46DYHNWpxmlBdgGISHnuP77xriWIvnnXUsaBYOycMq5whmZjpayo3tzInp60I+yd6svhp6Afk311/tzQFpqT0GRqM6RWaCaVWlzZUypKpImfAoTKMF92LNgz4cqy3JhzYclt2PLiyW23477brL7eLuOeOPlucsxWyNri8vMlx+0M7QhVubs7OZkOIG1sbUCfIrXOLiuVuWJKiQokuLKpVq1OXEnTJ8WTNmyWY7LruJA+yd6svhp6Afk311/tzX7G/qt6wWlehdWrrh0MbHRsWJnBtcm/UDXtEvb16LNYpRrkKxNHmJQkWJFGLHnTKcGTHmwZsdmXFfZfZbdwB2j78Olf8AV/q79f4n/wB21x4m7D9AApvxuxlvNp2JNWVVjQ4nMm2ahVhb8i3NizZsSPGtdTZImvVZcKZRlxp7cnOa/FgzZLbObcV/NvIfce0r/pA1d+gET/7Srk4nqpq8BOlz4C63QGFvV6TMgveBOHo8HHS5CovxZM6O5wZx1GruSZ8mDBkzJ+c3OHJfhxXX2XXY7ObQJ7+1i6sviWaAfnI11/uNVAQXtjqxtB60+7Rstr/sR6j+hPXX2FzJHUt+p/rN6X9W/Wn1AIyD1f8AWD1ffvQnpbzT0r6Ed/MPOPRqzyPZvs6j7/oQN/7YZP8A2NQ/EjKzMXaLuWkZGlsZkmTQbrVU5ErUgStyfIov2H7XsV+e/CkxYcd2a7HhxY7st1vN91mLHZzdzbZbxwBolWPu6O7U840Slr0g9n+BmjzZvWXXmXdjJNGXM4jO6XJv2tiHWb2BxiMsxEJqZEc46J5OxOu1Bw2kzazxq3Dr1ruDu2bY98OyTVHVc7EUp+FFgMueiscQGI68DK99BCd3CTVqQPiDO2rVomaDqlCRh5FhSqctzOUjbg2Eg8v8g7j7o2PCNEvT5+72gARFWn0HRrGoowAoAC7w9RQsHBws2JWYdGh1m7Q9MkLWzs7Whx4UqJAiS4ceHBgw47beLbfDz4bubruQKb122JSTYlKxMsFFES7BxKoaGidYKd3fG+OYI5vmNxvGiwTJbG5lwybBsm4WV6dYamVqZWhuNG5oIBskHwCYQCWoljmkq6lLISj8xk+MJncG5a3yfElhQ3ChiPui1jdlQkbNnDeXx0V3oMuLCZRqQKkrAULQUmxOY7iPQwBkFAiRmgMKvrV21QClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQCuFSPG4DMAGWRfKYcOyBHZ0yLRwwCyxqSPY6Rsbji5xLG11bF2PKmUp8tvgut8ezx8OazEowX4s+LFks5rSgIAHT8o0scxmKtgjQkPddCR8ZQuCtqjlxVPpUBP7+4JGQQ1826K1Nt6hc5uzosQjcA7XEGW1NL6pQ1wvsS5tuz/s7lLdmCiiaCRLtFKwdttvhvrqmIrtxRgD15BR3WkBjvVCQ499HRI7x6KZtxXvQ0mvtzynIKwpCnZJg2+Gip+x5VAg1XtKhRbizbrFQqLnYuSBBuNsBkFmTA8CpeIFTO3EIuVC5C3KGh/GyRgd06xpfGB8aVitseGdzSKm5zblShEtT502fLiu88Gz+oewEYD7Lr5sTtLnNenJ2mFgkAyf1MWOb7sRqyHxtKYTLcOQlLU+EEpPapRpQOvgUmazjaR/CSiW4hYMTVxLBKOQcnNJuigCwewxr2bjAckWV45392Fj8ulMzjaF9PtaYri7Sq0JyzNIjWOgggwFpLN+q8+ScXNq2QLSaXJMJUJYMowyIUBJw3D6bCEqX90/tvQaboxCzwaMRPIWw7tmQwnIdjhJ0IashE7ks27XiaON0MQBE3i6OOSQXheHZczKJDfTgvHmqHxRqXYMTb7coQb29q4JbNP9Y75M2ygXY8tPMq4P1wB5OTxrDFo5bY3JZrlHAgFXGc3Qq5fL+XB4HIn4K41EB7kZxWMqORTp34fVGZ3wokdW0B8gfzPShhZFBIjRtxFnaG3M/t7couVt6F6yosN7qjQqr+OL1KNMuuz4Eyi/ji7NgssyXccc3c8V9elKAUpSgFKUoBSlKAUpSgM4OznHlAIVjzcdtxK73br7m8P20ebkLc3Oqm6CGllKoj3Gx421dzgyOq5JplLc/kIm1Il7eqUyKwBCrFmy5ENiRRmZtcczFsJufv0ykmsoNttrN1wRlCV6TWWU9h1kJxeelEjQ8r2AkOTn0HTxNLI7Pp7iGVrIARiLzLhE4jD7xwpcETziKSVwdmX0evzCyFLG8jBMzthCNkbS4sJAwPSFM6Mz4yO6PM3urO7Ni3FmRuLY5IFChEvQq8OVMrS58qfPiyYsl9nOHenmiOsk/wAIZ432MBSp/nPUZQ+dcs5vbHKU9Qu6TpFetavKg1zcdjB6M5NE2GbmyZ9Wi+INgLh2TMcgCiZPNzg3N2HEgVK26wD/AH3Dt0V2G1HiHsDetNYK2UnTaiD9dIu0oD9noqEZOzqjHYznOUwGCeqpqhKhwNQsj5KbqbzK+B6BK6ez0UI3J6eHdlCGO1t7VkzrRQj+nGoOqkLR5Acwx9qy9NK4k1/2HzOkeQLsNZfHR+MPrse2R9HUnN7K9YpKO752aWrLEpoGXGzZZgwDzC42jZcI6IPeuEJEJLAZW5x808uerql5WQEkb1LszDMZq30DWxgrVMgWzOCAOUKEUfubmKD2Z2YnHIJtLm5YRe5nucFl+bu2gOi9YosJYP15hiIDEuvPCiN45Fg99LLsjvmxO7gyNeBHnuQ5iBwdyHO1I+cfDez5yF2dH/M1JEeV7cl7perV5u9KUoBUARz+KbuR8gHWn+ortiq/6gCOfxTdyPkA60/1FdsVAX/UAdln3dY5+f8A6nf3TdN6v+oA7LPu6xz8/wD1O/um6b0Bf9KUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAV/F1tt1t1t1vF1t3HNt1t3HHNt1vPHg5tu458PHPHPHPPHPHPHg54/y5r+aUBmo84i7ruVcO4owvh317eL4XuPhhtUPhzoYnx8835XiLRxtTZ3k60sS4rsmZbEjLicTLUhJgtQw2zkWr9rHF+sWiA0TDhoOD5iHEDIWCJYyNRMKlQ06oH0cJRx9QYHRjIB98a1CpseWR5bFSVxanVuVKUDigU4FiNRmT5seS77dZ9uEaEekjwTSZAIqRGmsRM+O5jNmqwQzKn4kil8fl+Z4L5+1CDmZJnc3bl0dFTiVT9qWOpVOeU1St4mPWdqT7KYjWGN0ANBKVw+PpBBpYBxSS4zLR88j45Ym4mDjIUdUj2OEg+7J7FTc7M7qgy5ki1ErwZLb8eXDku4458ay/i3JZfbbzCgFKUoBSlKAUpSgFKUoBWayK/DAHaM7NPF6JtA+w3XnkyTJ/OHRMn42q0wVMQkVLMlqryzMvNJv1flGN0regbcyFxxhWkT445G9enSLl6PSms4u0VG5ietzRtYNJ3RUWaAy0EbsJUzQ5YkK9xjKKkz+NbXjiFKrw5m98fDTSk/2TBxFkceUyZSako2pxuLUsRpHRGBo7SvyN7ggdkCF1alyNza3NGmcG1yb1OFagcEC3DYpRrkKxNfkTq0atPkx50ynBkyYc+HJZlxX32X23c/roBSlKAVAEc/im7kfIB1p/qK7Yqv+oAjn8U3cj5AOtP8AUV2xUBf9QB2Wfd1jn5/+p3903Ter/qAOyz7usc/P/wBTv7pum9AX/SlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAzxkGE5M1jPCvYrT4cyFwqbEDia7M6Zo16Boa5WeHZVevLZq1sUvTg2CkZbQOGbKrICobdFjDE2zr9cptkZ1juTiNZPKOy4plYAm4AH5OjEgsJQ0lscbES29ud2J1bnVid3AcKRQrFiNA0FYOeg5W0PYXIceGjIwHMdnLAQhBuPMBYwPLMh7DqI5rh2Uo6NHrZvUZvbnCSHbI2LJ810cnZAMgW2zMwtCEfQvKR7cLeGeM9rxATamwdjaZVVyIck0SHxeBdi1CkEGYQlPWEC3KV0pAewMbbIgfJ5G7g4+I2PbiHHIaTtagakWKZGYsaTITxhKgU4eK7hEgDPn6HI6MDpjt5UNrg0EbKpdhZ+YHx07roBSlKAUpSgFKUoBX5HBvQOyBc1OqFG5tbmjUt7k2uCbCtQOCBbhvTLEK5GpsyJ1aNWnyZMClNnx5MOfDkvxZbL7L7ref10oDOLq6WOYnrc76pkqh0VFmgMtG+k6pS7tuJCvcYyipMwEuqBGvVJM2ZvfHw00pP8AWw4Lntu4TJlJqSkibI3NSxGra0ejtZrLrMMAdozS7c2Im0D7DdeeA1So83dEyfjarTBU+loqjx3JfLMy80m/V+UZIVOC9ywoXHGFaRMbdjcF6dIhQI9KaAUpSgFQBHP4pu5HyAdaf6iu2Kr/AKgCOfxTdyPkA60/1FdsVAX/AFAHZZ93WOfn/wCp3903Ter/AKgDss+7rHPz/wDU7+6bpvQF/wBKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAj+ZNcyD2i+85rW4D4NsuhYm4dKmwiULmmJNpABhzK1TTEOwt7GzP7w3Xstzg73wzPw4PEcka6kr04OzYNypEpFL2vEzdmQPsGEz+xEClhREIecx+/+pUxQ4fokDNKkLSFibkLspCZBZGxze2jznK1uTc/CpiIvxXGMohTqPyXEZ0fRkUixi9d6VIGxWsTnIBQyT7BBehhjbUBYLRwUk1Q1K3oMkYGTuK164g7YsMbXFmzSfDSt3c3dxZMVrm3HESEj6+GkQk4q8PxcmLAK/pU3a7bD4ZrREosYhq+Hdg4s5ZkE4QQ/Odjw6BK1+9LYhsyDSexuZksqQPJd46SK4cmxiaG1nNMA6VCZGyAMzRxL8RxvSNAKUpQClKUApSlAZ89mrK9t+rrjsMFNi51kvSE3EN1QZCzKnRKSPrZAqhY7TrGwvy1YFt2YhnvVlznnXVuwLm1ybr7pcyXKUtt1mJWlu8fIGIsYWQpF3lqIxklaG0gHSFjXpXVkfmJ5RYXFoeWd0Q5c6JyanRvUp1zevR58yVYkz4VCfLkw5LL+fr1nB1jZMoBCsh6cOWVXe7dfc3mGpbNaucW51U3QQ0sorLmnOTI5IeMGR1XJNMpbgAeLHVagb1SmRWA3S5cOXIhvVqANH6UpQCoAjn8U3cj5AOtP9RXbFV/1AEc/im7kfIB1p/qK7YqAv8AqAOyz7usc/P/ANTv7pum9X/UAdln3dY5+f8A6nf3TdN6Av8ApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUBOewOv8AbMKcdLwkxVQ9sLGON7zwtOrMypn9wEMhDw13k4Obiqha1JJVgaS7mAeTS9DD07tSAo9XhI4DiKN50jKGJljLh+uuz6ySSN+gqbQ9LCe2keMlj6cRH6cufxszDrF6dmxzfr4ZqkDLmlaCXp3VI0WMguZGIyAHpybgqYAwANFSJmXV5XQGwOuYTsKyDeN5cSEGkSOX/k0habo+ztLZK8JntqFQ2cFoA8vTQ/s19rk0rFw4aBZYwE8bSgEOj5HkpBhmBEL6NuIHf9KkqGtg3/Kd8a2bHIR8K2aax9wI2RSNpHVsifZaP2HO3IHOaNfL31xenBGlblLq0JZhgV/JCOT9bSx4b2IgfZMiUqhDY6dq1oBSlKAUpSgFZrlmPJBHaJF5pjwqE4Hv3r29QATqMLGl9GJ9k9QlJhOkFJ+XRFfjW2P8m68yLt1lf3B5TK02dl1tj9mTOKHIlQoF+lFZ99nIGUEepZVKMajtxTNOpJUDbnwqxJMDtmeyg21lIUslPUXsF7Fd6WTOGwEXtcia5Lc6PCtu5H5eek+VucU6jMhzgaCUriQAeB0pggVJ0dkTYXx/IwkOHgMWMufzlnKA4vZ0ZAMkTSp8W3zhse2VxQuSDP4tvlUqnFk8XjxvBxy2gFQBHP4pu5HyAdaf6iu2Kr/qAI5/FN3I+QDrT/UV2xUBf9QB2Wfd1jn5/wDqd/dN03q/6gDss+7rHPz/APU7+6bpvQF/0rO9v7Ggy2aoSh811v22iVr2TNi2OYHl2VYxEhQCkM0DhUrNnBizB/tIXbCRsocBcKI3lizTJB8cpHZvQXLU6jzO+xRzx6Re1OAY0kcyFncCnJ2iiLZzA9Z5k2sHxUNWa4Q9PEjZhJEOx2cPa2Qm6S8uVM7H4MPlhiIRaVxyBkZU1sJsYj7ravSogNMaVnLsv2Zw5rMZyoIOUXz9LybXaNRmZNpjGEg4PKBTWKLi+9+zMJbKfJJIIaSO16ljFSYxVCURjcoH7UDsasvdhNEw529at5jN+/kaxORRyDAMazPtVJEnxKQbADsdaysoCTkmCBRm9gTuMvOi2RpHi4RTi61xJ2NnFGxKTrTU/eVmRqARMmWoHLCjAumldP6/zvGOz0KRjsHDBDaVRbLwezm4U++aqW/OrZnhPxmx4XBtW48K5pd27PxnbHpoXYcK5pdka1tW4sapLlstguWe7DrRgoo2DB5a2Dfwg11Wfxhhn0Pddd9n8pRHuA0ceGgVNVQ+ghhY7PsRPrssF2tBNwskfIeyuMlwwi5ObVM4RBiN7mFx3IclOdfHYGZn2QUJTrwsW/KnCNlsKK3OFELJRVl1tdMG0lK2yFcdznFPGU4Q05zjBPenKSjvSbettfCTb/RJs1UpUja3b26qbdHM1RxrvKftGLNe/ZxnlFNgB5HG2dAzzEzvpJEhaJFZiIDwnKIDKImPLjSPJDi17MwY0BlY8bjhC5CZYLPDzXNRZGNk4drx8vHvxb4xqnKnIqsotjC6qF9M3XbGM1G2myu6qTjqyqcLItwlFvlSjJbi1JeVtNNbTaa2vHhpp/o00KUpUByKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUB0hP8Ar5HOyQLhCJCTPCTOyP7ebR6eh7vnF5NiGSmRMvSDknxSaobeXMOOWJM6urdjcUvlm99G3okBy9rIwIsKxd76MhCbZTAz1p1d29zNOWVXXhyxwRsCwM3I3GW3DEws7g/ubenarL8zZGO0ggLszwSyTA9q9Q3mQYwkE4wMoegEemMG13uKuvZUioBmwDfI1kwfsIxEg9G51CXG4u7C8NTwwuyEiFC4QLBtwZy0EkAGKmllM47kUJfB87js5YR83ByIfLGFneEQHYVKz6AZ0kfXKRBnXLcIguJWg4f0gprNuOsQMLAPza6OeXjCOw1PLcOtrCJRbtffdzw1NPLEyj8RbJZsScgh9uBjh6dteAHQWgFKUoBSlKAza60cl0bR/N2lrjmyWuGiewJtCISjVvmJ2z8aymSNonrT7C04s1mF5tFY+1ylgD15TOTthzcrzKCT1GndHXI0K1FuktZySLjzQd2VwHJ2CxRjDN4oaJ9QTu/DgaVFt0562I5J2q1bzcW38p3hrbVEOOu/SUqd0969G4u6GJ2RamTZcTYo50boBUARz+KbuR8gHWn+ortiq/6gCOfxTdyPkA60/wBRXbFQF/1AHZZ93WOfn/6nf3TdN6v+oA7LPu6xz8//AFO/um6b0BnE4NpBLPYlqNsXrDCe/cXzJkk8tZN2WjbMJm3Br6A6vq4xMURKxBL7LjkbQAxyC7yUyRPkB0WiJ64sRBzc8up9yuY+Fiq2ZJhgufF0B9kXWbj18nl2lLcTsuJ5uh+YmmKjB01zugCfNhopnd5lUr2DRtuaMwlxhIdazNgeAAlIW2SHMhFBxvDBYhwPqVWn9W9KA84OzTDM0Izh3RjSfWzYCaruyeAooT6pvcQxMWSOBPMjt2q7nq2/xVKx2Pt6wUghOyk7YxHKsql5zEAhQHFLu4t7+tdmzOz5+UDcbyV107ZawywcxLOs6RO09QEOaJOxLrbEB9PxAPzzraeZi5KkfAuPGZ6LGYdmBnLHBMxHjm1JQ1vexPAlNX0aRqsDhZ6FqUBnN1Ja/SNq712axwvLrLjGJMYxcpKTQRsWpXLkJfJUkcylhSC5l6HJmb1asI4N7BNbnbVCltvVs+fluUqUXkM+TK916P5Rm45hoi2d4gMxYJS7NZg7Juw1G6mhDNRyQ+zpnNgzry0+ho9kHXkXRSpqNFcaFHqFMEZTeGDfmDO8myOEFwcwP/q7j9NNK2/Fc3n8N9RLj7I02ZEVCdvVuyMVVkVxUJKSUell8MqDabhlYuJdFp06lHOuNmuy2o+Uvt8xfn+evV/rGUl9zI3qK0w2h04Btps+1b9AbjJe0+3Mv7fGjZr46SGTAyWUZreLnA3cxd8kcWAX8YAcrA2R8JCsROw8eEIm8A5lIbvP56imFkjCCdcqUqtyXIX8pm5GfkqpX5MoynGmCrqj1hGuMa602oxjCEUlt/HyZQgoRUI71FaW3t/r5f3exSlKomQpSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUBwqR43AZgAyyL5TDh2QI7OmRaOGAWWNSR7HSNjccXOJY2urYux5UylPlt8F1vj2ePhzWYlGC/FnxYslkajp+UaWOYzFWwRoSHuuhI+MoXBW1Ry4qn0qAn9/cEjIIa+bdFam29Quc3Z0WIRuAdriDLaml9Uoa4X2Jc23Z/2dyluzf8AXwSoVFzsXJAg3G2AyCzJgeBUvECpnbiEXKhchblDQ/jZIwO6dY0vjA+NKxW2PDO5pFTc5typQiWp86bPlxXAfepWZrY6GvXYtwsZ6QkEidfeTnzcdlksdngokfRzFx/mmY5zK3lS5PR/qCkxcXJkU/ki9QYayIsCTLPLoTwVwRzVB+mVAKUpQEM9jsXmklajyM6xMw5SWd4KcArajXtiRNKZ1eCabtYDJknAEjlquzZ0iltxTWsCc8GFK5sWpF+QEkwsa+L1KRyVoFdVRZJgXNMYRxMcbvGMijuWQMQkwCIMWHOmxPoWdjzcUizxjTqseFVgxubG6oVtmFTixZ8VufizNjsyW3W8c8rNHrdvwRSh2e0dzXIEnOluxZUPRa0pb3bDZh1Tn1Ik2P1mSsba9eUUpgaKBiSSDUwYUoVa9lUrtYSNI3KE97aram0DS6oAjn8U3cj5AOtP9RXbFV/1AEc/im7kfIB1p/qK7YqAv+oA7LPu6xz8/wD1O/um6b1f9QB2Wfd1jn5/+p3903TegL/pSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUB/F1tt1t1t1vF1t3HNt1t3HHNt1vPHg5tu458PHPHPHPPHPHPHg54/y5rNV5xF3Xcq4dxRhfDvr28XwvcfDDaofDnQxPj55vyvEWjjamzvJ1pYlxXZMy2JGXE4mWpCTBahhtnItX7WOL9YtK6UB8QaJhw0HB8xDiBkLBEsZGomFSoadUD6OEo4+oMDoxkA++NahU2PLI8tipK4tTq3KlKBxQKcCxGozJ82PJd9us+3CNCPSR4JpMgEVIjTWImfHcxmzVYIZlT8SRS+Py/M8F8/ahBzMkzubty6OipxKp+1LHUqnPKapW8THrO1J9lMRrDG6FqR9IINLAOKSXGZaPnkfHLE3EwcZCjqkexwkH3ZPYqbnZndUGXMkWoleDJbfjy4cl3HHPjWX8W5LL7bQOYVmtNOTLBXZBqlNVmZQlCNv43ONFZPuvfEiVsulON0ZltVqE9LmxfZZbYmaWFp3WAMapvV41joXzOBst6RdkyIOMGlNRV2Hw4bTbqDLTFEyHC4ztH+MQ2F1wRqMDXnTLNk9ZDoa2DgFoceHfxEfA+SSxGomLl1nKpvyLA97f26xyb/POVeIC1agCOfxTdyPkA60/1FdsVVhCUvBmwUMRFPUcKF6uPZujABl4DVOqDK1OikMkkUaTMXUOTXn5uzNq/MxvSHIsQZrrsqNRdkT5Oeb8fPNSfHP4pu5HyAdaf6iu2KgL/qAOyz7usc/P/wBTv7pum9X/AFAHZZ93WOfn/wCp3903TegL/pSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKzxkGE5M1jPCvYrT4cyFwqbEDia7M6Zo16Boa5WeHZVevLZq1sUvTg2CkZbQOGbKrICobdFjDE2zr9cptkZ1juTiNZPKPQ6lAdeRTKwBNwAPydGJBYShpLY42Ilt7c7sTq3OrE7uA4UihWLEaBoKwc9BytoewuQ48NGRgOY7OWAhCDceYCxgeWZD2HURzXDspR0aPWzeoze3OEkO2RsWT5ro5OyAZAttmZhaEI+heUj24W8M8Z7XiAm1Ng7G0yqrkQ5JokPi8C7FqFIIMwhKesPeMB7AxtsiB8nkbuDj4jY9uIcchpO1qBqRYpkZixpMhPGEqBTh4ruESAM+focjowOmO3lQ2uDQRsql2Fn5gfHQCRuvrFbDr/ttpKqTp2vBrTsCRyHDbdjQOTd59qvuA5PmwcVODWmUXZWlMGx7Kz7sRqsEIWDNib29g1kwpPRrd5OyzNyWOfxTdyPkA60/1FdsVca2Dy2wRv1pzsFhUJ20Q2WaTXQOZvGXuSPCvJ87SS7G6gmL9xdblYbkYIWAWwsKiuNRcgdF5puG1tqLMvvU40ePksc/im7kfIB1p/qK7YqAv+oA7LPu6xz8//U7+6bpvV/1AHZZ93WOfn/6nf3TdN6Av+lKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKj+ZNcyD2i+85rW4D4NsuhYm4dKmwiULmmJNpABhzK1TTEOwt7GzP7w3Xstzg73wzPw4PEcka6kr04OzYNypEpFL2vEzWBSgM0J7dMfYJpVsUAQhY+x9tDHPLO8DkXyQobg2Q9ft2oFexLYfXNjlxGhUlLDaytcyhkVGeEnG3I1iWYYsVIDqLzKQ4oNBwue+DaUzoIbPblSzseA41qcKnjqn6kpeF0Tncj5d2xlkOYO00qQtD3a3qViPA+s+F0ta3tInVZ7EbskWJPK3XYeeaqnYrWJzkAoZJ9ggvQwxtqAsFo4KSaoalb0GSMDJ3Fa9cQdsWGNrizZpPhpW7ubu4smK1zbjiJCR9fDSIScVeH4uTFmO3S+kmEa7Bu22NpZhcjgdJHg9qLmjYDIMTYsQpRabpx7INpziyPDVgRtg5JsMMWwE+TUFQgetLGKrHCJBUMZzUGj2SGMzAxsD0kVAHZZ93WOfn/wCp3903TerfLGZxIxUmHmcsIAJ3fh95Zms6E0wqsKgtxdG5ShQlgyjOhk0CVRAOKc+J4ZkxiHFgrncUabEQjL60XLGtVkDuDNZU4Q+EQBP7ePiuyIru/wBVBPhzDCVxa4z2GjNr7X9IWNRPcCJ3x1fXdGPo3d+HGSZ4YeyMnkLV6QiccEC8jkOLpD1z2M2KA2epUgRbKR3ssdsUnRi++quoAr6TziZZgbGdxeN0XhxZ3BmTFwipeW9x9VdQBX0jcQR1Io/a3He1x23DsjxwRCuoAqMk29Nf0ApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQCuAyfJ4NDQM+SPI756AE2D0ZgUqcDY8P7w6PD+8N42KCQkKDbe8FhyfHJY8MgXHkeBbI/nMhnL+PBAQPP5Y/s7Ot59UEbQ6Ue9zOUBO04L4DlTT6GfWsuetRpf1s9p/r7OT2IGQIMS+pkd2ltCJpfZwJmDsyiIATweeCH/1afk70mdZFsg84gO3g14luRFZ2RLGxYxsstnXXK26xVwlOOPRGMZRV+TKKpqsu60VTmrLpKuEk8ZOSi+q7S8JJvSW3rb/aK8tLy0tLyZlaG7q7VuG5vdm97rr/AEO26lQH18yQya2sZfHA6Da3M5zrPNWyMjxM3nhpJTBCz+fMDk/3BEn7Om0jgwNKbwFNho4OkQwqzhAHGPTOPdrrxAeu7q0FNrYt7D9rYm3SmR5Q6/OO6TcAThu0veXiVn5AyGUtR8MyY3zjL0USIAyk4hTZi16jacRmVNRJBZYCkscJhnYcei+Xu5s3RQcin2sLDrztDAerkadoYDHMYeziFNCmcdHtegaN/OQj0GJsnvHXAxH7T4JLpaCpic0QMCPD5KMh2TdHrhFy0f8AUt4psH61G6Cph052YlCbX+V4x6yNJ5UiLX6Cg6BSjK4x7IBngwtR5J8XcRsVnEzSQwINbh9m1jiTXE/atjpKyi4yLFLtKku7GORLI5v6BmZPo/JnZNXwvpuhxL/pvH4vIYFtt/Gejo4UKq1LEuopnleosicXb9RkOEKcrJu+tVuP79SKyFpdWmnP885Qmkp5HbzqSbUaY/GltuKXXT1E49/indLi6JZDnYU1P33J4iiIBEpJlg6HhTUp6Z4wHj6aM+v4I3SHa27iKVoUfGslplOESikkSNkokYMnzy6zhyyIsWQ5t00267YdXtNXiR0Z6mPj1g169hazcEziLDHhWz6aj2y5yiAoNIp2HXeRhiS3P1+W5XMiSBkFgU0SiyAzPhMygCY2A1i5YeYYaU6FSx2UzDttsXtwtl2Do9nLsWjbaGW9VJx0g2DhSYZx1l1dwHgfoJq3sAZyo7DOmsgxELNzWhLZlieJoO2Jf3zA3BLlK2xiWQiQT9nWmuHpIF3MonoLONhX8p01nrsWz9n5hrfhjpuQlB3PLo4x+/kEJT1IzuXE8VzjpO8lAcrIc8BOmtAyZXOOOP1S2bHBxj7K4FcnK4HoPC5COPY8nFli9J5uHVbn5SnG6PFu3DqzZ40Y3ZeLF8tLDy66qOPy428ZlXOMasjj8hXPKlDa6y7eIyajHWu2pOKe1GX5FKLbnHU4ry4zTdX/ABAumuh08z9rxMUabNFBrrvEUfzOXOkMBsVyqLqxeRzKKwdlQL1o7M9ztD7+mdpZYlCpLssyQa3L27E1ZRp1IFMqQIklymuuPf8AIexH3gpWHoLPok1qBT5tiWCjE9si589uhCFesLdOkhBkkxHOUqAJ4Ash9ZgjYdWx43PkXKPUpYYiWw0tvR0ZRTrShrr+OYYIezaZ2PZLznbTsJPnwhGdi/Y8z4fd9BgqLs0Y6gR57Ilhm6xpK/urolrmv9bXBqCnicPPvNZPwK8qZO4Wff6xtB3Hrj1lCtarZ5f5gFwhgRM4+w4wIXj2NRFxtfy0jLysEY8qg9mBO/zERlao7lhNJuwEsi6eQMrlfBg3BUVqWiIx/RZ0vSUOFyKuPr78zD+k0/VX3chOOUpYlFvLZGFjSw6qMP2eQqePR9XkWzy8S/JtVOFKvHpslj9R7qc3/bfuPqlDcfzNVqUuzctwe31iuslFbl5ZotSlK6aWBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoD//Z"
}
] |
math-reasoning
|
{
"ground_truth": "675 m",
"style": "rule"
}
|
{
"answer": "675 m",
"index": 7,
"question": "From the cockpit of an aeroplane flying at an altitude of 3000 m, the angle of depression to the airport is 57°. The aeroplane continues to fly in the same straight line, and after a few minutes the angle of depression to the airport becomes 67°.\nNow find the distance between the two sightings.\n\nRound your answer to the nearest metre.",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: In triangle A B C, A B = x, B C = 16. \\angle B A C = 97 degrees and \\angle A C B = 21 degrees. Find x. Round to the nearest tenth.\nChoices:\nA:5.8\nB:6.5\nC:14.2\nD:44.3 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 8,
"question": "In triangle A B C, A B = x, B C = 16. \\angle B A C = 97 degrees and \\angle A C B = 21 degrees. Find x. Round to the nearest tenth.\nChoices:\nA:5.8\nB:6.5\nC:14.2\nD:44.3",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: As shown in the figure, the light source P is directly above the crossbar AB, the shadow of AB under the light is CD, AB parallel CD, AB = 2.0, CD = 5.0, the distance between point P and CD is 3.0, then the distance between AB and CD is ().\nChoices:\nA:\\frac{6}{5}\nB:\\frac{7}{6}\nC:\\frac{9}{5}\nD:\\frac{15}{2} You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 9,
"question": "As shown in the figure, the light source P is directly above the crossbar AB, the shadow of AB under the light is CD, AB parallel CD, AB = 2.0, CD = 5.0, the distance between point P and CD is 3.0, then the distance between AB and CD is ().\nChoices:\nA:\\frac{6}{5}\nB:\\frac{7}{6}\nC:\\frac{9}{5}\nD:\\frac{15}{2}",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: A square prism has sides of length 11cm, 11cm and 15cm as shown.\n\nNow, we want to find $y$, the length of the diagonal $DF$.\n\nCalculate $y$ to two decimal places.\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAuoAAAGvCAYAAAANGvDkAACv3UlEQVR4nOzdd3ic9Znv//f0Io1mRtKojHq3JFvuFdu4gA3GFDs2xUBOICEhZ9mzG8jyS/Y6SciePckmG9hyNlmSTQ5JyG5CDCSEXmyDGza4YGHJsiXZ6r1rNJo+vz985omEbXCRNCr367pyRRo9M7pHeEa3vs/nub+qcDgcRgghhBBCCDGpqKNdgBBCCCGEEOJC0qgLIYQQQggxCUmjLoQQQgghxCQkjboQQgghhBCTkDTqQgghhBBCTELSqAshhBBCCDEJSaMuhBBCCCHEJCSNuhBCCCGEEJOQNtoFCCGEENeis9PFH/5wgs5OFw5HLFu2zMXhiI12WUIIcc2kURdCCDGldXQM8q//+i4VFa2UlqZy3XW50qgLIaYFib4IIYQQQggxCanC4XA42kUIIYQQV2Pfvhree68GrzdAOBxGpVJhMGi5/vp8Vq3Kj3Z5QghxTST6IoQQYsravfsMO3ce57nnHqS0NJWKilbuuuv/EgyGpFEXQkx5En0RQgghhBBiEpJGXQghhBBCiElIGnUhhBBTjs8XoL6+B4DMzHj0+vNJTr1eS2ZmPAD19T34fIGo1SiEENdKGnUhhBBTTmNjH4899iIATz65hYwMGwAZGTaefHILAI899iKNjX1RqlAIIa6dXEwqhBBiyvF4/FRVtdPXN4xOp7ng6/v21dLWNoDH449CdUIIMTakURdCCDGl9PS4aWsbICUljvr6Hp555tBFj8vKiqetbYDUVCvx8eYJrlIIIa6dNOpCCCGmlJ07j/Hyyyf52tfW4nTaLnlcS0sf//RPe7j11tl85SsrJ65AIYQYI9KoCyGEmFLa2gaoq+smOzuB0tLUSx6n12uoq+umrW1gAqsTQoixIxeTCiGEmBJ8vgANDb309LhHfXwxPT1uGhp68fkCoz4WQoipRBp1IYQQU0JT0/lJLzt3HlOmvuzceeyix+7ceUyZ+hL5uKmpb2ILFkKIayTRFyGEEFNCTIyB667LpaDAodyWn++46LH5+Q7uuKNM+TwpyUJMjGHcaxRCiLGkCofD4WgXIYQQQgghhBhNoi9CCCGEEEJMQtKoCyGEEEIIMQlJoy6EEEIIIcQkJI26EEIIIYQQk5A06kIIIYQQQkxC0qgLIYQQQggxCUmjLoQQQgghxCQkjboQQgghhBCTkDTqQgghpoVgMIjP50P28RNCTBfSqAshhJgWuru7aWhowOfzRbsUIYQYE9poFyCEEEJcKb/fT2dnJ6dPn+bMmTO4XC56e3txu90kJiZy/fXXc91110W7TCGEuCbSqAshhJj0AoEAHo+HwcFB/H4/Q0NDnD17lvfee4/9+/fT3d3N4OAgPp+PmJgY/H4/6enpqNVqrFYrcXFx0X4KQghxxVRhCfMJIYSY5Jqbmzlx4gR/+tOfqK2txePxkJ6ezvz58ykrK8NqtVJeXs65c+dYt24dhw8fZteuXdhsNnbs2MGdd94Z7acghBBXTFbUhRBCTCoXi7X4/X4CgQAJCQnYbDZ0Oh2pqamUlZVRUlJCXFwcNTU19PT0UFRUhEajYXh4mHA4TFVVFf/2b//GrFmzKCoqIiMjI9pPUQghLos06kIIIaIqEmuJNOSRWMu7777Lvn376O7uxul0smjRIrZt20ZhYSHx8fEXPM7Zs2c5ePAgLpeL9evXs2rVKtrb2/n5z3/OL37xC9auXcvQ0BAqlQq73Y7RaESj0UThGQshxOWRRl0IIURUtbe3XzLW8p3vfAer1UpsbCyxsbEkJiZiMpku63F1Oh1JSUk8+OCDrFmzhuPHj7Nz505++ctf8tWvfpX58+fjcDjG+dkJIcTVk0ZdCCHEhBkZa6murr4g1mK1WtHpdDidTubMmUNpaSlxcXFotVf+60qlUmEwGMjKyiIxMRGj0UhMTAx1dXV88MEHnDhxguTkZG655RYSEhLG4dkKIcS1kUZdCCHEuPH7/Xg8HoaGhq4p1nKtYmJiWL58OcuXL6exsZF//Md/5OjRo5jNZrKysigoKMBkMmGxWK7qjwIhhBgP8m4khBBi3DQ3N3Ps2DHefPNNzp07h8fjIS0tjfnz5/Ptb3/7gliL2Wwe95qSkpL4q7/6K3p6ejh79ixPPvmk0sjffffdJCUljXsNQghxOaRRF0IIMSZ8Ph+tra2cPHmS06dPEwqFCAaD+P1+EhMTlWktYxFruRYGg4G8vDyysrJITk6msbGRnp4eent7eeaZZygqKqK0tJTMzEwMBsOE1iaEECNJoy6EEOKqRGItAwMDBINBhoaGOHXqFK+99hrvvvsuwWCQgoICli9fzu23305+fv64xFoiDAYDFovlsie5aLVaMjMz+frXv05NTQ179+7lP/7jP8jPz2doaAifz0d6ejpWq3Xcah4P4XCYQCCAy+UCzl9UazabUavVn3q/UCjE8PAwHo8HrVaL0WiUP1SEiDLZ8EgIIcRVqaur4/Dhwzz33HO0tbWh0+nIy8tj4cKFzJkzB4PBgNlsJi4ujvj4eEwm07iunr/88sscO3aMhx56CKfTeUX3HR4eZmBggNbWVo4fP86HH37IqVOn2LFjBw899NA4VTw+vF4vLS0tvPLKK4TDYXJycli1ahU2m+2S9wmFQrjdbg4cOMCRI0dITU1l0aJFlJWVTVzhQogLyIq6EEKIzzQy1nLmzBkl1uLz+cjPzycnJ0e5MHPBggXMnj0bnU6HSqWasBpLS0tJTEwkLi7uiu9rMpkwmUwkJyej1+vRarUkJibS2dnJ008/jU6nY8GCBcyfP38cKh8bkf9GH3/8MR9++CH79+8nIyMDq9VKMBi85P26u7upr6/n6NGjHDx4kPr6elauXElxcfEEVi+EuBhp1IUQQlzgcmMtq1at4itf+QoZGRno9fqo1pybm0tubu41P05JSQklJSUA/OxnP+PnP/85er2egYEB5YLXmJgYjEbjNX+vseLz+ejp6aGiooK33nqL3bt3c/bsWfR6/SUjL6FQCK/XS0NDA++//z4vv/wyH3/8MaFQiCVLlkzoH1lCiIuTRl0IIcQFmpub+eCDD0bFWnJzc1m4cCH3338/BoOBmJgY4uLiSEpKmrYjDW+99Vbmzp1LT08Pu3fv5ktf+hKrVq1iw4YNLFmyJNrlKRoaGqioqKCxsZEVK1awePFinnjiiU+9j9vt5sSJE9TW1gLw6KOP8txzz/H6669PQMVCiMsxPd9ZhRBCXLZIZKKiokKJtQQCAXw+H7m5uWRlZSmxloULF0Yl1hItqampOBwOBgYG8Hg8qFQqAoEAu3fv5uOPP2blypWkpaURGxsb1TpjYmJwOp1YLBbS0tJwu92YTKZP/W+k1Wqx2+3k5eUBUFxczP79+6/6v+vQ0BBdXV1UVVXR3t5Of38/oVAIi8WC1WrFZDLR3d2N2+2mrKyM2NhY3G43p0+fxuPxYLPZWLp0KSaTib6+Pj7++GO6u7vRarWUlJSQm5srozPFjCONuhBCzDA+nw+Px4PL5VJiLZWVlbz22mvs2bNHibWsXr2ahx9+eFLEWi6H1+vF7/df1oSTK6HVaomPj2fLli2sXbuWPXv28Mc//pGXXnoJtVrN3LlzSU1NJTExEZ1ON2bf90qkpqaSmpqqfF5ZWfmZPwOj0ahEfCK0Wu0VN+qRKTNNTU0cP36ct99+m+rqatrb2xkaGiI+Pp6MjAyys7M5fvw49fX1fPGLXyQ9PZ3+/n7efPNNmpublZ+fw+GgqamJP/7xj5w8eZJgMMi2bdvYvHmzNOpixpFGXQghZpi6ujref/99XnrpJTo6OtDpdOTk5LBw4ULuu+8+JdZitVqnVKylsrKSc+fOsXbtWux2+7h8j9jYWFatWkVxcTG1tbW89tprPPfcc8THx/O///f/JicnZ1y+72Tm8/lobm7mhRde4K233qKwsJB77rmHtLQ0ysvLqaurQ6PRcM8996DVajl37hx9fX0kJSWRnp7O1772NV566SV2797N66+/jtPpJD4+nv/23/4bBw4cYO/evZw5c4bm5uZoP1UhJtzUePcVQghxVbxeL42NjVRUVFBTUwNAMBjE6/WSl5dHdnb2tIm1VFRUsG/fPhYuXDhujXpkGkxiYiIOh4Pe3l6Sk5MZGhri97//PYmJiWRmZrJ06dKrmj4zFQ0ODrJ7925OnjyJVqtl+fLlLF26lJSUFNLT02lpacHr9eJ0OjEYDKhUKgwGA6mpqRQVFZGcnMyHH37I8PAwLS0tZGdnM2fOHEpKSmhra+PEiROoVCpkmrSYiaRRF0KIacTv9zM8PKzEWlwuF8ePH+e1115j7969AJSVlbFu3Truu+8+0tLSpkSs5XLU1tZy4MABZaOf8ZaQkMB9991HOBzmzJkz/MVf/AVut5uFCxdis9nIzs5WpsOMZRRnMgmFQnR3d/Pqq6/i8XhYsWIFGzduVObYx8fHs2DBAoaHh6mpqaG/vx+9Xk9qaiqzZs2ipKSEQCCgbFJlMpmYPXs2a9euBc5vYmUwGEhOTp4xf/gIMZI06kIIMY2cO3eOgwcP8uKLL9LZ2YnZbKaoqIh169bxyCOPAOcvPLTb7SQmJk6ZWMtkplKpyMjI4KmnnqKxsZGamhqeeOIJCgsL2bhxIytWrJi2TabL5aKlpYVz584xZ84cVq1addELa71eLzU1NQwMDJCcnMzSpUvJysrC7/fT3t5OT08PBoOBG2+8cVRuvqenh7a2NpYvXy75dDEjyTu0EEJMUZFYS2Vl5QWxllmzZlFQUIDJZKKwsJBFixZdcOGgGDtms5mysjLS0tJITExkcHAQj8fD8ePHqaioYMWKFSxfvjzaZY45l8tFR0cHg4OD2Gw2CgoKLjpf3uPxUFNTQzAYJC8vj5SUFGJiYhgaGqKuro7+/n5sNhvFxcWkpKQQDAYZHByks7MTl8tFdnY2DocjCs9QiOiSRl0IIaaIy4213HDDDTz00EMkJydHueKZJyEhgYSEBJYuXcq+fft46aWXePvttxkaGiIrKwsAi8WCxWIZtxrC4TChUAg4H02JfPxZQqEQ4XBYuf/lZMI9Hg+Dg4MEg0HMZjM2mw2VSoXf71c2zTIajXi9Xmpra1Gr1RQVFSmjIyMNvNvtJiUlhZSUFGJjY5W8emdnJ+FwmMzMTBISEq7p5yLEVCSNuhBCTBF1dXWXjLX8xV/8BXB+Kondbh+3iynF5SsrK8PpdHL33Xeza9cuvvzlLwOwY8cOduzYMW7fN9I8BwKBUbvLfprImM7h4WH8fr9yRuCzmM1m7HY7Wq2Wzs5Oqquryc3NZWBggJqaGo4cOcKSJUvIyMjg7NmzxMfHk5ubi8FgAFAa+HA4TE5Ozqjbq6qqcLlcJCYmEhsbG7XRl0JEkzTqQggxCX1arKWoqIj8/HyJtUxyVqsVq9UKnI+IuFwuvF4v1dXV/Pu//zt5eXkUFRUpK+3Xwuv10t3dzdGjR2lqauLMmTP09PTg8Xh49913CYfD5Ofnk5mZSV5eHiaTiVAoxPDwMFVVVZw8eZKuri6OHj2K2+3m+PHjmM1mOjo6SEtLIzc3V7lAdCSLxaJMDOrv7+e3v/0tSUlJ6HQ61Go1sbGxqNVqOjs76ejoID09/bIadY/Hw+nTp2lqaqK/v58TJ04QGxtLRkbGNf+shJhKpFEXQohJwOfzMTw8jNvtVmItx44d49VXX5VYy2UyGAzExsYqE0QmkzVr1rBy5Ur6+/v5yU9+wo9//GNWr17NjTfeiF6vx2KxYDQar/riXp/PR0tLC6+88orSdBsMBvx+PydOnKCjo4N58+Zx3XXX4XQ6lUZ9aGiII0eO8OKLL9LW1obL5cJut9PS0sKuXbs4e/YsS5cuxWAwXLRRj4mJIScnh02bNvHOO+/w1ltvEQqFyM7OZsmSJWzdupXY2FiqqqqIjY0lPT2drKwsZdJQKBTC6/WSlJREQUGB0qgHAgH6+vrw+/0Eg0HKy8vJzMyURl3MOKqwDCYVQoioi8wAf/XVV+nu7lZiLQsXLqS4uBj4c6wlKSlp2oxUHEsvv/wyR44c4Stf+cpFm8poi+zg2dLSQk1NDadPn+bo0aN0d3ezY8cOlixZQnZ29lU9djAYxO1209raytDQEH6/X8mZq9Vq9Ho9sbGxWK1W4uPj0Wq1hMNh/H4/XV1ddHV14fP5CAaDSqZdp9NhNBqJi4vDbrdfMlfv9/vp7u6mt7cXl8tFOBzGZDJhsVhwOBxoNBrcbjf19fXYbDacTid6vR6VSsXw8DC1tbXo9Xri4+Ox2WxotVq8Xi/Nzc309/cTDAaJj48nMTFx2k7PEeJSpFEXQogJNjw8THV1NWfOnKGxsRE4v4I4PDysXJgXibUsXrxYYi2Xqba2lra2NubOnXvREYGTidvt5tSpUxw9epTq6mqsVitGo5GkpCRuueUWuXBSCAFIoy6EEOPO6/UqsZZQKERfXx+7d+9m165dHDt2DIBFixZx8803s2XLFhlDN8O0trbyi1/8gnfffRefz8f//t//m/z8fAwGA3FxcTLrXogZTBp1IYQYZ8ePH2fPnj3s3r2b3t5eYmNjmTt3LmVlZeTm5gLnL8pLSEjA4XDIdIsZJpIv7+vr49y5czz77LOEQiHmzp07aWM8QoiJIY26EEKMoYvFWnw+H263m6GhIUKhELGxscybN4+5c+eSl5cX5YrFZNLW1savfvUr5WJQm81GdnY2hYWFygZWQoiZQxp1IYS4BpFYy/DwMKFQiN7eXvbs2cM777zD0aNHAVixYgWbN2+W7PE483q9BAIBTCYTarU62uVck7a2Ng4fPswPfvADHA4HN9xwA2vXriUrK2tcN0sSQkwu0qgLIcQ1uJxYi9VqVXaslFjL+Dl+/Dh1dXWsXbsWm80W7XKuic/nY2BggIaGBiorKykvL+fEiRPceeedfPGLX4x2eUKICSJXqAghxGWKxFqqq6uVWIvX68XtdlNUVDQq1jJv3jyJtUywyspK9u3bx4IFC6Z8o67X60lMTCQxMRGr1YrJZMJgMNDV1cUzzzzD8PAwixYtYsmSJdEuVQgxjqRRF0KIS4g04R6PR4m1vPfeexJrmaRqamrYv38/Lpcr2qWMqby8PPLy8vjc5z7HM888w3/8x3/Q1dXF/fffT0ZGBgaDAbPZjNFojHapQogxJo26EEJcQnl5Oe+88w779++nv7+f2NhYysrK2L59O48//jhwPtYiG7GIiXLTTTcxe/ZsXC4Xu3bt4sEHH2Tx4sXcdNNNrFixItrlCSHGmDTqQggBDA0NcfLkSc6ePUt7eztwfkXd4/FQXFxMMBiUWIuIutTUVFJSUvD5fAwNDTE8PAzA3r17qayspKysjJycHJnFL8Q0IY26EGJG8ng8DA8P4/V6CYVCdHV18eabb7J3715OnToFwNq1a9m6dStr167FbrdHuWIhzlOpVBgMBjZv3szq1as5ePAgv//97/nd737H9u3bue666ygpKSE+Pl42SxJiipNXsBBiRjp27BhvvPEGH374IYODg8TFxbFixQoefvhhUlNTAbDb7TgcDhmHJyYts9nMkiVLyM7Opq6ujg8++ICnn34anU7H3/3d35GTkxPtEoUQ10AadSHEtBeJtZw7d06JtXg8HsLhMMXFxYRCIaxWK0uWLKG0tJS0tLQoVyzE5dFqtcTHxxMfH6/sYBoTE0N7ezt/+MMfsFgsJCcns3r16ik/CUeImUgadSHEtHM5sZaNGzdy5513smLFCrkQdJrQ6/XExMRM+c2OrlZcXBw33XQTN910E9XV1TzyyCO0trZSXFxMcnIy+fn5GI3GabEhlBAzhTTqQohpJxJrOXLkiBJrWb58OQ8//DApKSkAJCQkkJSUhNlsjnK1YqyUlpYyPDyM1WqNdilRl5aWxg9+8AM6OjpoaGjg+9//PpmZmaxbt441a9bI6roQU4TsTCqEmNKGhoaoqKgYFWsZHh7G5XIxNDREMBjEarWycuVKibVMczU1NbS1tTFv3jxiY2OjXc6kMDQ0RF1dHS+++CJDQ0NYLBZiYmIoKytj7ty5WK3WKXPB6eHDdRw+XPepxyxdms3SpdkTUo8QE2FqvDqFEOL/iWxC5PP5lFjLG2+8oYyng/Ozpu+8806WL18uq6szSH5+Pvn5+dEuY1KJiYmhtLSU0tJS3n//fV555RV+97vfsXr1anQ6HRkZGSQmJk6JP2z276/lBz94m95eN0ajDovFcMExX/nKSnJzE7HbzWi1Eu8RU5+sqAshppSDBw/y5ptvjoq1LFu2jKKiolGxluTk5Cm1WijEeOvv76erq4vOzk7ef/993n//fbq7u7nvvvt44IEHol3eZ2po6OG992r4zndeZc2aAh54YPkFx+zefZra2i6++91byMmRnYLF1Ce/wYQQk5bL5eKjjz6ivr6enp4e1Go1brebUChEUVGREmuRaS1CfDar1YrVaiUvL49wOIzP56Ojo4P6+np++tOfkpqaSklJyaQ9K5GZGc+CBRmYzXqysuJZterCTcd27z7NsWONuN2+KFQoxNiTRl0IMWlEprX4fD7C4TAdHR28/PLLHDhwgLNnz6LVatmwYQPbtm2TWIu4gM/nIxAIYDQaZarJZ1i+fDnLly8nFArx1FNP8aMf/Yi5c+dyxx13YLVaMZlMGAwGdDpdtEu9LIFAiL4+NwCJiTESexHThjTqQohJ49ChQ7z66qucPHmS4eFh4uPjWb58OY8++ihJSUmoVCri4+NJSkoiJiYm2uWKSaayspK6ujqZanIF1Go127dvZ968eTQ3N3Po0CFefPFFtmzZwrJlyygoKIh2iZelsbGX73znVfLyEnnyyc+RkSE7CYvpQRp1IURURGItDQ0NSqzF5XKh0+koKioCID4+niVLlozKnwtxKZWVlezbt48FCxZIo34FsrKySE5Opr6+nlAohF6vp76+ns7OTlJSUrjpppuIj4+PdpmjHD5cx//5P+8pn/t8AZKSLCxZks3ChRlRrEyIsSWNuhBiQlxOrGXz5s3cfffdLFiwYEpMoRCTS3V1Nfv27eORRx6JdilTjtFopKioiKKiItrb2/nNb37DW2+9hcvlIicnh7y8PLRaLXFxcZPiAu19+2o5frxJ+TwvL5Ef/OAO5s6V61TE9BL9V5sQYkY4dOgQr732mhJrsdvtSqzF4XCgUqlITEwkOTkZk8kU7XKFmLHsdjvbtm1j3bp11NXV8fOf/5zu7m4yMzP5+te/TmZmZrRLZPv2+XzhC8uUzzs6Bvnnf97Dpk2lPPDAsk+5pxBTizTqQogxd6lYi1arpbCwEJBYixCTlV6vJysri6ysLNLS0mhoaKCpqQmVSsXOnTvJysoiLy+PoqKiqO3sm5UVz+rVf55O09o6wJkzHTQ09PBf/3WEm24qJj5ermMRU5806kKIa+bxePB4PBeNtdTW1qLVarn11lu5++67mT9/PhaLJdolCyEuQ1JSEn/1V3+Fy+XixIkTPP7441gsFtavX4/BYCAtLQ2z2YxWq0WlUkWtztTUOP72bzfy3e++xve+9yZz56ZJoy6mBWnUhRDX7EpiLdFagRNCXD2TyURpaSn/8i//QnV1NadOneLxxx9nxYoV3H777eTm5kpkTYhxII26EOKKDA4OcuTIEZqamnC5XMTExNDb24tWq1VGucXHx7N48WJmzZolsRYhpgGNRoPNZmPRokUkJiYSExNDMBjE7XbzxhtvoNfrWbp0KUuWLIl2qUJMK9KoCyE+lcfjwe12EwgEUKlUtLW18cILL3D48GHa29tJTk5m/fr1bNq0SWItIqp0Oh0mk0k2Oxpn2dnZZGdnc9ttt/H888/z61//moqKCu6//36ys7PRaDSYzeYxX2EfGvLS3T1EIBDC5fLS3j540eMSEmTDIzF9SKMuhPhU+/bt46WXXqK2thadTofT6WT27NnccMMNJCQkoNfriY+PJzExUWItIqpKS0sZHh6WHWsn0KpVq8jPz2dwcJBdu3Zx//33k5aWxuc+9zluueWWMf1eO3ce58c/3ktTUy87dx7nww/rLzhm7dpCnnxyK+npsuGRmB6kURdCKC4Wa+nu7iYmJobCwkJMJhOpqaksWbKE3NxcEhMTo12yEIrS0lLi4+OJi4uLdikzRnJyMsnJyYTDYQYHB+np6UGv1/PRRx/R0dHBrFmzyM3NJTk5+Zq/V1KShWXLslm2LPuSxyxenMWiRdEfHynEWFGFw+FwtIsQQkRHZBOiSKyltbWVn/70pxw6dIj29nZSUlK4+eabue222ygpKZEVcyHEp/J4PJw7d46f//znvPHGG9xxxx2sW7eO+fPnT5rNkoSYSqRRF2IGe/vtty8aa0lPT1diLYmJiTgcDmJiYtBoNNEuWQgxiYVCIYaHh2lubqampoby8nIqKytRq9U88cQTZGdnR7tEIaYUadSFmCEGBwc5evToqFhLV1cXra2teDweTCYTTqeT5cuXS6xFCHHNBgcH+eCDDzhx4gQtLS3KCEebzcbatWux2WzRLlGISU8adSGmmXA4TDAYxOfz4fV6JdYiZgy/308gEMBgMMjkl0mmpqaGr3/961RXV5OVlcUTTzxBQUEBer1eJvUI8SmkURdimvF6vTQ3N3P48GEOHjw4KtZSWlpKeno68fHxSqwlKSlJYi1iWjhx4gR1dXVcf/31slo7ybjdbs6cOUNXVxeNjY28+uqrJCQksGLFCjZv3kxCQkK0SxRiUpKrOoSY4oaGhujo6KCqqoqOjg4GBwfx+XwMDQ1hMpnIz89XYi0yrUVMZxUVFezfv5/58+dLoz7JmM1m5s2bh8fjoaGhgcbGRgYHB2loaOA///M/mTVrFsXFxSQnJ6PX66NdrhCThqyoCzGFfDLWEgwGaW9vp6KighdffJGKigr6+/vJzc3lxhtvZOPGjRJrETPGd7/7XXbu3Mlzzz1HaWlptMsRn+HkyZO8/fbbPPPMM8ybN49t27ZRVlZGUlKSvGcJ8f/IiroQU4jP56O5uZl9+/axd+9empubMRgMOJ1O1q5dy7333ovNZsNkMimbEBkMhmiXLYQQF8jOzmbr1q0sW7aMjz76iFdeeYWf/OQn3H333XzhC1+IdnlCTArSqAsxiY2MtXR2diqxloGBAaUht1qtZGZmsnz5cjIzM+WUvxBiSoiNjSU2NpasrCyMRiOhUAiLxUJDQwO/+MUvsFgszJkzh+Li4miXKkTUSKMuxCRxJbGWW265hTvvvJOcnByMRmO0SxdCiGsyf/585s+fD8BTTz3F9773PZxOJ/feey9JSUkYDAYMBgM6nS7KlQoxsaRRF2KSGBlr2bdvH83Nzej1eiXWsmPHDmUV3eFw4HA45KIrIcS087nPfY6ysjJ6eno4fPgwDz30EGvWrOH6669n7ty50S5PiAkljboQUfJpsRar1YrRaJRYixBixsnKysLpdNLZ2Ynf72dgYIA9e/Zw7tw5li5dyoYNG4iPj492mUJMCGnUhZgAI2MtPp+PYDBIW1ubEms5efKkEmvZvHmzxFqEuAo6nQ6j0Sib50xxkfifwWBgw4YNZGdn8z/+x//gtdde4+2332bOnDnSqIsZQxp1ISaA1+vl7NmzvP/++xw6dGhUrGXNmjXcc889EmsR4hqVlJQwNDREXFxctEsR1+DYsWO89dZbHDt2jIGBAUwmE9dddx0mk4m+vr5olyfEhJJGXYhxMDAwQFtbG1VVVXR3dzM8PIzH42FgYACLxUJOTo4Sa1mxYoXEWoQYA6WlpcTHx2O1WqNdirhMbrebyspK6uvr6ejoAMDlcuH1esnIyCAYDGK1Wrn++utxu90cOnQoyhULMbGkURfiGkViLV6vF5/PRzgcpqGhgWPHjvH8889z5swZ/H4/s2fPZuPGjdx5553k5uZKrEWIMVZQUEBBQUG0yxCfIhJr8fv9hMNhOjo6eO2119i9ezcnT54EYNOmTdx9991cd911o/7oOnz4sDTqYsaRRl2IaxSJtbz33nvs37+f7u5uYmNjycjIYPv27TgcDiwWC7GxsSQmJpKQkCCxFiHEjDQy1jI4OIjFYmHRokU8/PDDJCUlAeBwOEhJSSEmJibK1QoRfdKoC3GFRsZaenp6cLvdeL1eent7SUhIwGq1kpiYSF5eHsuXL8fpdBIbGxvtsoUQYkK53W5OnTpFXV0dnZ2dwJ9jLenp6UqsZeHChcyePZuMjIwoVyzE5CONuhCf4kpiLbfeeitf/OIXSU1NlRVzIaLA7/cTDAbR6/Uy+SUKLhZrefXVVy8r1iKEuDhp1IX4FCNjLQcOHLhorCU2NhaLxUJSUhKJiYlotfKyEiIaKisraWhoYNWqVXJxdhQcO3aMt99+e1SsZeHChXzlK18ZFWtJTU2VWIsQl0k6CiFG+LRYS3x8PHFxcRJrEWKSqqys5MCBA8ydO1ca9XF2qViLx+MhLS1NYi1CjBFp1MWMFQ6HCQQC+P3+UbGWo0ePKrEWn8/H7Nmzue222yTWIsQkd+bMGd59912++tWvRruUacfv91801rJr165RsZZ77rlHYi1CjCFp1MWMNTw8TFVVFfv37+eDDz6QWIsQQlzC0aNHLxpr+eS0Fom1CDG2pOsQM0ZfXx9NTU18/PHHuFwuAoEAw8PDSqzFYrEosZYVK1ZIrEUIMSNFYi319fVKrGVwcBCPx4PT6SQYDGKz2STWIsQEkEZdTEuRWEtkWgtAbW0tBw4c4Fe/+hXNzc3ExMSwePFibr75ZtatWyexFiHEjBMOh5X4n8RahJh8pFEX01Ik1vLmm2+yd+9egsEgiYmJZGdn8//9f/8fNpsNo9GI1WrF4XCQkJAgsRYhxIwSCoXwer0cOXKE9957j6NHj+JyubBYLCxYsICHH34Yh8MBnI+1OJ1OibUIMcGkM5kAvb1u3nmnip4e9yWPiY83c8MNs7DbzRNY2fRxqVjLwMAAGRkZqFQq0tLSKC4uZtWqVZI3F0LMOMFgkMHBQU6dOkVTUxPd3d0Eg0FcLhfDw8MSaxFiEpJOZQK0tw/yT/+0h+PHm/D7g8TE6NFoRm/GUVDgICsrgbIyJ0ajLkqVTg2RWIvP5xsVa9m/fz+//OUvlVjLkiVL2L59O5s2bcJkMskGKEJMc1qtFoPBIK/1/2dkrCUSBWxsbOSFF15g//79VFdXo9Vquemmm7jzzjtZuXKlxFqEmGSkUZ8AGRk2nnpqK//+7/t4770avvWtm8jKShh1TFeXi3/6p93cfHMpn//8kihVOjV8WqzlG9/4xqhYS2pqKkajEZVKFe2yhRDjrLS0FLfbTVxcXLRLibpIrOXgwYPs2rWLiooK3G43VquVJUuW8Oijj5KQkIBKpSIxMVGmtQgxSUmjPgFiYgwsW5bDm2+e4ujRRpYty6G0NHXUMS0t/VRVtXPuXBc7dx7nhhuKJAbz/0RiLSdPnlRiLW63m/7+ftLT00fFWlavXi2xFiFmqJKSEux2+4xs1EfGWpqbm5VYy8DAAMFgkLS0NMLhMAkJCSxatIji4mJSU1M/+4GFEFEl3cwk4XRaeeKJTXz3u6/x3e++RklJyoxs1CXWIoS4WoWFhRQWFka7jAlxubGW22+/nR07drBw4UIsFku0yxZCXCFp1MWkMjQ0RHl5Oe+88w6HDh0iGAySkJBATk4O3/jGN7BarRiNRmw2GykpKRJrEULMOJFYy/vvvz8q1hIXF8fixYv52te+psRakpOTcTqdmEymaJcthLgK0qiLqOru7qahoYHKykqGhoYIhUK4XC6GhoZIS0uTWIsQYsb7tFhLIBDA6XQqsZbFixdLrEWIaUQ6HjFhRsZa/H4/AKdPn2bPnj08++yztLe3Y7PZWLNmDVu2bGH9+vUSaxFCXLZAIEAwGESv10/pM22RWIvf778g1rJv375RsZZ7771XYi1CTGPSqIsJE4m1vPXWWxw8eBCAlJQUCgoK+Id/+AdiYmLQ6XTEx8dLrEUIccUqKyupr69n9erVU3bM4GfFWkZOa5FYixDTnzTqYtx0d3fT2NioxFqCwSBDQ0N4PB6ys7MByMrKoqysbEr/YhVCTA6VlZUcOHCAuXPnTpn3k0ispaqqalSspb+/n0AgQGpq6qhpLSUlJRJrEWIGkUZdjIkribXcfffdbNy4McoVCyGmm8h7zsMPPxztUi7pUrGW559/XmItQogLSKMuxsTIWMv7778PnI+15Ofn8/3vf1+JtSQkJMhqkBBiRgqFQvh8PmUTosrKSiXWsmjRIpnWIoS4gDTqk0Rvr5tdu04DsG3bvEk/Q/3TYi1ZWVmAxFqEEDOb3++nv7+f6upqWlpaLoi1pKSkSKxFCPGppFGfAMFgmOFhHx5PgGAwhMvlpb9/eNQxNTWd/PCH77B161y+8Y0NUar04kbGWgKBAABnzpxh9+7dPPvss7S1tWGz2Vi7di133XUXN910U5QrFkKIiRcKhZRISyR7XldXd8EmRHfccYfEWoQQl0Ua9QnQ1NTL9773Jrt2naG9fYDHHnuR2FjDqGMSEmL4679ey9KlWVGq8tJcLhcffvghu3fv5siRI8D5WEteXh7f+973RsVanE5nlKsVQoiJ5/f76e7u5v3332ffvn2cPXuWQCCA3W6nrKyMRx99lPj4eCXWkpaWJrEWIcRnkkZ9Auh0GlJS4li7tuCSxzidVtasKcDpjH5EpLW1lXPnznHu3DmGh4eVjTV8Ph8ZGRnA+VjL3LlzWbVqFTabLboFCyHEBPN4PPT29lJdXU1bWxv9/f34fD56e3uVZlyn05GUlMSiRYuYNWuWxFqEEFdMGvUJ4HRa+e53b4l2GRcVmUAQCASUWMvHH3/Mq6++yssvv0x3dzcJCQncfPPNbNu2jbVr10a5YiGEuDiNRjNumx2FQiECgQB+v59QKER3dzenT59m586dfPjhh7S0tJCamsrmzZu5++67KSkpISYmZszrEELMLNKoz3ADAwPs27ePvXv3Ul5eDkBGRgaFhYU89dRTmEwm9Ho9DodDVoOEEJNaaWkpQ0NDY37x+sViLQCJiYnMmTOHjRs3YrPZMBgMJCcnk5ycjNFoHNMahBAzkzTqM0xbW9uoWEsgEKCnp4dgMEh6ejoAhYWFLF68WC50EkJMKSUlJdjtduLi4q7pcUbGWtrb25VYS09PDwDJycmYTCbS0tJYsmQJ+fn5OByOsXgKQggxijTq09jFYi3l5eWjYi2JiYls2bKFLVu2sHLlyihXLIQQV6+oqIiioqIrvt+VxFruueceibUIISaMNOrT2MDAAPv37x8Va0lPT6ewsJAnn3xSibWkpKSQkpIS5WqFEGLijYy17N+/f1SsZfbs2WzYsGFUrCUlJUViLUKICSON+jRyqVhLIBAgLS0NkFiLEGJm+7RYSzgcJikpSYm1LF26VGItQoiokkZ9ihoZawkGg8D5aS2vvPIKf/rTn+ju7sbhcEisRQgxYwSDQUKhEFqtVpn8Eom1BAIBJdZSVVXFzp07+eCDDy6Y1lJaWiqxFiHEpCGN+hTV19fH7t27OXjwIJWVlcCfYy0jp7VIrEUIMVNUVlbS0NDAypUrsVqtEmsRQkx50qhPEY2NjdTU1NDS0oLX61V+AYXDYWU30IKCAhYtWsSiRYsk1iKEmHEqKip46623GBwcRKvV0t/fj9frpbe3l1AohMPhkFiLEGJKkUZ9ErpYrOXIkSM8//zz7Nu3j76+PpKTk7n33nvZsWMHixYtinLFQggx8T4ZaykvL+f555/n3LlzdHd3XzCtRWItQoipRhr1Sai3t5c33niDw4cPU11dDUBeXh4rV67kzjvvRK/XYzAYSE9PJykpKcrVCiHExIucVTx06JASa/n444+xWCysWbOGWbNmYbPZMBqNEmsRQkxZ0qhHUV9fH3v27KG3t3fU7X6/n46ODlQqlbIbaFFREcuWLaOoqAiz2RyNcoUQImrcbjddXV1UV1fT1dWFy+VSYi3BYJDExEQl8jd//nyWL18usRYhxJQnjXqUhMNhGhsb+Z//838qF4MC6PV6srKyeOihh3jwwQcpKyuLYpVCCBEdn4y1tLW1ceLECX73u99x4sQJuru7SU1N5dZbb1ViLT/60Y/YuXMneXl50qQLIaYFadSjpKenh4aGBnw+36jbt2zZwhe+8AXy8/Ml1iKEmJF8Ph8tLS0cOHCAAwcO0NLSgl6vJykpibVr13LXXXdhsVgk1iKEmPakUY8StVqNXq8nJiaGmJgYtFotycnJxMTE0Nraik6nQ6/XYzab6e3txWg0yiQXIcS0FIm11NTU0NXVxeDgIB6Ph66uLjQaDYmJiVitVrKzs1m+fDnZ2dnY7fZoly2EEONOGvUosdvtZGdnk5qaysDAABaLhdWrV1NVVcX//J//k6VLl3L33Xezdu1aqqurSU1NJTY2lkAggFqtRq1WEwqFUKlUqNXqaD8dIYS4bJ8Va+nr6yMvL4/bbruNhx9+mNzcXEwm02c+rkajQafTKZsdCSHEVCeNehTFxMSwdOlS0tPTiY+P57bbbkOtVlNTU8Mrr7zCL37xC15//XXuvPNOcnJyGBgYYP/+/WRmZlJQUEBdXR02m002NBJCTBmRWMvBgweVWItOpyM5OZk1a9Zw5513EhcXR0xMjBJr0ev1l/XYJSUluFwurFbrOD8LIYSYGNKoR1Hkl5NarcbhcFBYWIjD4SA/Px+3283p06cZGhri/fffp62tDafTSSgUQq/Xo1Kp0Gq1qNVqXC4X5eXlJCcnk5eXRzgclhUlIcSk8GmxFrVaTUJCghJrWbFixTXFWkpLS7Hb7cTFxY3xsxBCiOiQRn0ScjgcfOUrXyEcDlNZWckXvvAFhoeHWbVqFX/9139NVlYWGo2G3NxcVCoVjY2N/Pa3v+W6664jNzdXicSoVCqCwaASlZkJRm4WpdFo0Gq1aDQaAOV2g8FwVT+PcDhMMBhU/hDSaDTKplR6vV45nR8KhdDpdGg0Gnw+n/Lfw2AwEA6HlftotdrLXikUYqoIhUIEg0HltdDa2qrEWj766KOrjrVcjqKiIoqKisbksYQQYjKQRn0SU6lUZGZm8tRTT9Hc3ExzczPf+c53KCwsZO3atSxcuJC4uDilsbfb7QQCAbq7uzGZTKjVao4cOYLT6ZwRv7wCgQC9vb28+OKL7N69m/nz57Nu3TqWLFkCwO9//3v279/PN7/5TTIzM6/48QcHBzl06BA+nw+73U5hYSHvvvsu5eXlPPzww9TU1PDGG29QXV3Nli1bWLNmDU8//TSnT58mISGBb37zm7S2trJr1y5OnDjBbbfdxo4dO+Tsh5g2xjPWIoQQM5E06pOcxWJh1apVdHZ2curUKVpbW3G73Rw9epTa2lrmzJlDaWkpxcXFygqvRqNBrVajUqkwGo3odDqliTUajZjNZgYGBjAYDNNu8yS1Wk0wGKSrq4s9e/aQnp6uNOpDQ0N0d3cTCASu+HFbWlo4c+YMp06dIiEhgZSUFDQaDS0tLZSXlzM8PExPTw9VVVUcO3aMwsJCioqKCIVCnD17lmPHjnHjjTdiNpsJh8McOHCA4uLisX76Qkwot9tNd3c31dXVdHd3Mzg4yPDwMF1dXahUKuLj48cs1iKEEDORNOpThMPhwOFwsHr1anbv3s3OnTt57bXXuP322/nqV79KSkoKsbGx6HS6URt9LF++HDjfpJ47dw6Hw0FKSgotLS3Y7XbMZvOoqMxUzrdrtVoSEhJYt24dAE8//TQtLS3K10tLS9FqtVeVXy0vL+edd94hJiaGefPmsWjRIuD89B6Hw4FWq8VkMpGYmEh6ejput5uOjg62bt2qrPLv27ePrVu3cscdd/Db3/5W+ZkLMVVcSazlq1/96pjGWi5HMBgkFAqh1WrltSWEmBakUZ+CysrKSExMZOvWrRw9epT/9b/+Fx6PhzvvvJO77777ovcxGo0UFBRgMBjQ6/VkZmai0+nweDzK9JikpCR8Pp8y4myqSkhIICMjA7/fj9frVW6Pi4sjOTn5qp7bmTNnOHbsGN/85jeZPXu2cvvatWspKysjKSmJl156ib1795KQkEBeXh45OTns2bOH06dPY7FYWLt2Lfn5+bS1tREOh8fkuQoxUUbGWg4ePKjEWpKSklizZg3bt29XYi0pKSlRibVUVlbS2NjIddddJ5NfhBDTgjTqU1BiYiKJiYnA+Rx7V1cXvb29VFVV8bvf/Y7U1FTy8vJIT09X7qPRaEadco5snuT1epULLiMrvJH5xhqNZlSMZqqwWCzKWYVQKITP56O1tRW1Wk1ubi4Gg+GyH8vr9dLQ0EBtbS39/f2kp6eTkJCgfD0jI4OMjAwA+vr66O/vZ/PmzSxYsACTycQHH3xAX18fhYWFFBQU4PP5OHPmDLGxscTGxo7tExdiDEViLTU1NaNiLZ2dnQDYbDasVis5OTmTJtZSWVnJwYMHmTNnjjTqQohpQRr1Ke6GG25g3bp1DA8P88Mf/pDHHnuM66+/njvvvJOEhASlCb/UlBODwUB+fv6oz10uF0NDQxiNRmUFXqVSEQqFCIVCSlM/WUV2cdVoNIRCIVwuF8ePHyc7O5t58+Zd0WMNDg7y7rvvUldXR2xs7EV/juFwmHA4TCgUIjExkQcffJDS0lIqKio4cuQIMTExXHfdddhsNsrLy9m7dy8pKSkkJyeP0TMW4tpFYi2R+Egk1vJf//Vfo2ItkbjdRMdaLkdVVRW7du3iy1/+crRLEUKIMSGN+jQQuWj0nnvuYe7cubS1tbF7927+8Ic/cMstt7Bo0SJyc3Mv+/EiF6BGdj/1er0YDAaqq6tpbW1l4cKFyor8ZNfb20t3dzfz58/HZrNd8f2DwSAulwu3243P57toZMXj8VBbW0tra+tFH2PhwoVs27YNu93O6dOn+fDDD9m0aRMFBQVXXI8Q4yESgfvggw/48MMPlViLw+Fg7dq1F8RaUlNTZVqLEEJMAGnUp4HITO9Zs2aRmZlJVVUVgUCAiooKzpw5Q1dXF06nk2XLlpGQkPCZGW2tVotWe/6fRmRCSmSDpcjqut/vV+aH9/T0MDAwQFpa2hXFSiZC5AxASkrKVdVmNBopKiri8OHD1NXV8fbbb9Pa2orD4SA1NZXY2FhcLhcHDhxgeHiY2bNnYzKZ6Ovro6WlBZ/PR3JyMoWFhcD5PxwaGxvx+Xxj/VSFuGyDg4N0dnZSXV1NX18fbreboaEhurq6CIfDWK3WSRdrEUKImUga9WnGbDazYMECFixYQGtrK8888wz/9V//xcDAAE8++STz5s0jLi5Oabg/y8imPS8vj7y8PABld0G73c65c+eora1lw4YN6PV6wuGwshof+XiiozIqlQqdTofVaiUxMVF5DlfKarWyadMmjh8/zhtvvMGPf/xjysrKWL58OatXryY3NxeXy8XevXuJjY3l+uuvx2az0drayqlTpwiHw6O+t1arVTayWrx48Vg9XSE+1chYSzgcpqmpiQ8++IDf/OY3nDp1Cq/XS1lZGZs2bWL79u2TMtYihBAzkTTq05jdbmfbtm2sXr2auro6fv/73/N//+//JSsri7/8y78kLS3tqh/bZDJhMBjQaDQUFBTgdDqxWCw0NTXR3d1NYWEhbW1tdHR0MGfOHGJiYsbwmX22hIQEPv/5z1NSUoLZbL7mnVm3b9/O/PnzMRgMWK1W7HY7CQkJxMTEYDAYePTRR5XxkJExmZs3b6a0tFS52DTyOIsWLcJut4+6XYjxEom17N+/n0OHDtHd3a1EWLZv3058fDyxsbHKVKSkpCSJtQghxCQhjfo0ZjQaKSwspLCwkLy8PBoaGmhoaMDtdvPyyy+TnZ1NZmYmOTk5V7x6NnKV2GazKfnvyGjHSFQm8nFTUxM9PT0UFBSgVqvx+/1j0kBfTG9vLwMDA6xevZqUlJSrXk0fKfJzvBidTsfChQtH3abX67FYLBdcG/BpjyPEWHC5XHR0dFBTU6PEWlwuF+3t7Wg0GqxWKw6Hg8LCQlauXEl6evqUueZECCFmGmnUZ4jU1FT+9m//lsHBQY4fP85f/uVfYrfb2bx5M3feeafS0F5r4+x0OnE6nQBkZmaSmZkJwHvvvcfx48d54IEH0Ov1DA4O4nQ6lSjItcZjRo6UbGxspKmpSWYpixnhk7GWxsbGi8ZatmzZwhe/+EWcTue0XTFXq9Wy2ZEQYlqRRn2GMZlMlJaW8s///M+cO3eOhoYGHn/8cRYsWMCGDRsoLCzEbDaP+fddsGABeXl52O121Go1JpMJrVZLTU0NLS0tLFy4UJkrfjW/ZHfu3Mkbb7zB+vXrKSkpYeHChePyPISYTCKxlgMHDvD+++/T09OD2WxWYi12u12JtaSmppKUlDQmZ5gmq9LSUlwu11XtPiyEEJPR9H3HFhcVyVGvXbuWzMxMjh07Rk9PD93d3ezdu5fjx48zb9485syZM6bz0pOTk0fNDY+s6Gk0mlEXtkbGH7pcLuVi1ctpLIxGI1arFZPJhN1ulxnlYlr6rFhLXFzcjI61lJSUKBsxCSHEdCCN+gwWmeKyfft2/vCHP/DLX/6SQ4cO8cUvfpHMzEzMZjN6vR6NRjPuNcCfm/RwOExnZyednZ3Mnj1badQjX7/YHw9btmxhy5Yt41anENEQ2WRs5LSWw4cP85vf/IbKykp8Ph9z5sxRYi2pqamTbkTqRJo1axazZs2KdhlCCDFmpFEXACxbtgyn00lvby+HDx/m4YcfJjU1lc2bN7Nhw4YJqWFkA56cnIzVaiUcDuP3+wHo6enBZDLJaW0xI1xNrOWz9kgQQggxtUijLoDzF5umpqYC4PV6aWxsJBgMcuzYMfr7+8nKyiIrK2vcIyWRZj0mJgaTyYTf71dui1xwGggE6O3tVUZEdnV1YTab5XS3mNIisZba2lp6e3uVTYja2tpQq9VYLBYl1rJq1aoZF2sRQoiZSBp1cYHbb7+dDRs2UFtby09+8hN+/OMfs2XLFm6//XZsNpsyHWa8Jyuo1epRp/EdDgcAQ0NDnD17lqSkJBITEzl16hROp5O4uDhCoRAqlUrZcEmlUskECDEpSaxl7EVzkzUhhBgP0qiLi9Lr9WRmZvKVr3yFNWvWUFdXx86dO3nuuee4//77KSkpISEhISq1RebDGwwG9Ho9c+bMwWQyMTAwwMGDB8nIyCA/P5/6+nqsVispKSlRqVOIS/F4PNTX1yubEI2MtWzbtm1UrMXpdEqs5TJVVlbS2NjIihUr5AybEGJakEZdXFRkgsTcuXPJzc3lgw8+IBgMUldXx+HDhzl9+jTJycmsWrVK2exoImuz2+3K55GV9sHBQfR6vTJHWa1Wo1arGRwc5MiRIzidToqKiia0ViHg02MtKpWK2NhYHA4HBQUFEmu5BpWVlRw8eJDZs2dLoy6EmBakURefyWKxsH79etavX8+5c+f4zne+w4EDB7BYLPzqV79Sdhgdy3GO11JnRF5eHiqVirNnz/Kv//qvbNiwgaKiIsLhsFKnxGPEeIhEWkKhEADNzc0cOnSIZ599dlSsZevWrRJrGUOnTp3inXfe4aGHHop2KUIIMSakURdXJDk5mb/6q7/ivvvuo6Wlhaeeeoq4uDgWLFjArbfeSmJiYrRLVEQa8JSUFL7xjW+QlJREMBjE5XKh1+sJhUJ8/PHHJCcnk5OTE+1yxTThdruprq7mnXfe4eDBgwSDQSwWy0WntUisRQghxKeRRl1cEbPZzMKFC5WL36qqqhgYGKCuro6XXnqJnJwccnJycDqdUV8hHDlBZunSpQAEg0GlgVepVOh0OtRqNX6/X5keYzabZZKMuGz9/f20tbVRVVXF0NAQfr+fgYEB2tvbMZlMqFQqkpKSJNYihBDiikmjLq6KSqUiIyODf/iHf6Cqqop33nmH73//+xQXF3PnnXdy4403kpiYGPU4zCdFsvcRCxcuBM7n2yPTY9LS0pSPI7Pc4eIbLYmZ55Oxlvr6evbs2cPTTz9NQ0MDMTExLFu2jHvuuYfvfOc7mEwm1Gp1lKsWQggxFUmjLq5ZWloamzZtorCwkLNnz3Ly5EleffVV1q1bx+233058fPykP7VvMpmYM2cORqNx1Mder5e2tjZiY2NJSEiQpn2Gi8Radu3apcRabDYbaWlpfOMb38BisWA0GomPjyc9PR2DwSD/VoQQQlw1adTFNbNYLFgsFnJzczl58iQajYaBgQHq6+t5+eWXsVgszJkzh5KSkmiXeklarVaZHgPnJ8mEw2F8Pp8yPSbC6/Xi9/uVCTMajSYaJYsJcKlYS1tbG0ajUbkGori4mLVr15KUlIRWK2+rQgghxob8RhFjavbs2cyePRuAf//3f+epp57C7XbzF3/xF+Tn5ytN71SIAqhUKgwGAxkZGaNuc7lc9Pf3Y7fbiYmJURr1cDisbLYipqbIJkSRWEtDQwO7d+/m3//935VYy/LlyyXWMklFxrLKWQzxSZHX9ZX8GwmHw8p7QeR+Qkw0adTFuLnpppvIzc2lv7+fEydO8OCDDzJ37lzWrFnD4sWLo13eVYuLi8NkMqHT6dBoNMq4x7q6Ojo6Opg9ezYxMTHRLlNcoU+LtXzzm9+UWMsUUFpaisvlGnUdipjZQqEQHo+HDz/8kJMnT+JwOCgrK2PWrFmfej+fz0d7ezu7du0iHA6TmZnJ4sWL5d+WmHDSqItxk5OTQ2ZmphIZaGlpobOzk4MHD9LU1ERBQQFpaWmjNi+aCvR6PXq9HkDJrAOo1WplsyW/308wGESv19PT08Pg4OCkmIQj/iwSazl9+rTyb7S/v5/W1lalCU9OTmbWrFmsW7cOh8Mx6a+1mOlKSkqwWq3STAkA5fVcUVHB3r17qa6uZvHixaSnp1/yPn6/n+7ubqqrqzl27BjvvPMOKSkpqFQq5s2bN3HFC/H/SKMuxlVkysq9997LLbfcwt69e3n22Wf58MMPeeihh9i4cSNz585Fo9FMydOKI1dUs7KyyMrKAs5PkfF4PNjtds6ePUttbS0bN25Er9cr8RiJykysK4m1PPHEExJrmYKKi4spLi6OdhliEgiFQjQ1NfHuu+/y61//mtOnT2MymSgrK7vk6zocDjM0NMTHH3/Mzp07eeWVV+jq6mL9+vVyLZKIGmnUxYSJiYlh8eLFJCcnc/bsWWpqavjpT3+KXq/nq1/9Knl5eZhMpmiXOSZMJhN6vR6NRkNBQQGpqanExsaOisd0dHRIVGaCDA8Pc+bMGXbv3s3BgwcJBALY7XacTucF01oyMjIk1iLEFDY0NMSpU6eora0F4NFHH+UPf/gDe/fu/dT7NTQ0UFVVRV1dHcuXL6e0tJSnnnpqIkoW4pKkURcTRqfTkZqaSmpqKkVFRezevRufz0dHRwe7d+/m5MmTpKSksHDhwim/IYxWq1Wmf9jtdiXeMzIeM/Lj1tZW+vr6yMnJIRQK4fP5sFgssopzlS4Va2lpaUGv12MwGEhKSpJYixDTkEqlQqPRYLfbiY+PZ+7cuZw8eZJ9+/Z96v3UajUmkwmn00l2djZ+v5//+I//uKo/2oPBIENDQ7S0tNDc3Ex/fz9+vx+NRoPFYsFkMhEOh+no6CApKYm0tDQA2tvb6ejoQK1Wk5OTQ3Z2Nj6fj6amJhobG/F6vSQnJ5OVlUVKSooSwxTTlzTqIipsNhtbt25l69atnDlzhq9+9avU19dTUlLCD3/4w1ETYqaTkfGYkR8fPHiQjz/+mB07dhAMBunp6SEvLw+j0SjxmMsQmc4QibU0Njaya9cufvKTn4yKtezYsUNiLdOYxMkEnN9Be/78+aNu0+l0n9lwZ2RkjJryVVlZeVX/lsLhMF6vl8bGRt544w1ef/11Tp8+zeDgIDqdjry8PJxOJyqVij179rBy5UpuvfVWVCoV7733Hnv37kWtVnPfffdx9913MzAwwCuvvMJLL71EW1sba9as4a677uKGG26QRn0GkEZdRJ3T6eSJJ56gra2NtrY2vv/975OWlsayZctYvXo1Npst2iWOu7KyMrKzs7HZbIRCIWJiYtDr9VRWVtLY2MiKFSvkArlLGBlref/99wkEAthsNom1zEDyehGTQW9vLxUVFTzzzDN4PB7mz5/Pjh076OzspKamhp6eHlasWEFGRgbl5eUMDw/T19dHQkICGzduZN68efzyl7/k+PHjmEwmjEYj+fn5/I//8T944YUX8Hg8nDx5kuuuu27KDWMQV04adRF1sbGxrFq1isHBQWpqajh37hyDg4OcPHmSnp4eCgoKyMvLIyEhYdrGE5KSkkhKSgLOr8ZENtOJxGOAUZNkvF4vXq93RsZjent7aWlpobq6GrfbTTAYVGItWq0WnU6Hw+GQWMsMVFFRwfvvv09paak06iJqamtreffddzl16hRlZWWsWbOGhQsX0tfXR21tLY2NjRQVFWE0GpWVfqPRSEZGBllZWfT29vLb3/6WtrY26urqWLRoEXPmzMFkMnHkyBE6OjoYGhpSziCK6U0adTFpWCwW5s+fz/z58/nggw/405/+xLe+9S1WrlzJAw88wOLFi7FarVPitHYoFCYUCl9wu1qtQq3+9NXckau9I6dYjJwk09PTQ29v77S6APdSIrGWyCjMc+fO8frrr/Ozn/2MlpYW4uLiJNYiADh16hRvv/02X/rSl6JdipjBjh8/zuuvv47T6eTGG2/klltuASAlJUWZ397W1saBAwfw+XzExMQoc9qtViunTp1CrVYTCASwWCxs2rSJ9PR0GhsbMZlM2O12EhISZBfkGUL+K4tJqaCggHvuuYfrrruOM2fO8Morr/CLX/yCLVu2cNddd0366MLOncd47rljF9x+110LuOuuhVf1mCMnycTHx2OxWNDr9fj9fnw+H36/H4PBMK0a96GhIU6ePMmePXv44IMPAEhMTCQ9PZ3vfe97mM1mdDqdxFqEEFEXCATo7e2loaGBvr4+7rjjDgoKCi56bEdHB+fOnUOv11NUVMSiRYswm80MDAzQ2tqKy+WirKyMjRs3KmeHfD4f9fX1JCYmUlBQIPtyzBDSqItJKTIppbS0lPj4eDwejzJy6/e//z1xcXEUFhaSl5cX7VJH6e8f5sCBs1RVtWM0Xvjyqqpq57XXKrjuulys1itrqEdOkjGZTEpDHtkWG86vxgcCAfr6+jAajZjNZtxuNzqdbkq8qUdiLTU1NbjdbgKBAD09PXR2dmI0GgFwOByUlpaydu1a7Ha7NOZCiEkhEAjQ1dVFV1cXfr+fWbNm4XQ6L3psZ2cnDQ0NJCYmkp2dTWpqKmq1mubmZhoaGgiHw2RlZVFWVobJZMLr9dLb20tbWxsZGRnk5+dPifd0ce2kUReT3tKlS1m6dCmhUIi///u/56GHHiIvL4///t//O1lZWajValQqVdQbtlAoTENDL9/4xkts2zaf//qvBy445rvffY3HH/8jzz334BU36pei0+nQ6XSYzWbg/Cp0TU0NycnJOJ1OOjs7sVgsGAwGJT6iUqkIh8NR/5l9VqzFbrezfv167rvvPuX0sRBCXI2RO0lf6fGXc99AIEB3dzdDQ0PodDpSUlKU1fDIRCI4Pways7OTpqYmcnJylCYdzq+019XVYTKZSElJISUlRbm9ubmZ3t5e4uLiyM/PVxYvxPQmjbqYMlQqFdu3b6e4uJjBwUFOnz7NQw89xHXXXadsThFNO3ce5803K/na19axbFl21OowGAwUFhZiMBjQ6XQkJSWh0+kYHBzk+PHjpKamkp2dTU9PDyaTKWoX3Q0NDVFRUTEq1pKQkEBGRgbf//73MRqN6PV6kpKSyMzMjEqNQoipLRgMMjw8jMfjIRAIKNf6fBav14vL5SIQCDA8PMzg4CDBYPBT7xOJJZrNZrxeL2fPniUpKQmbzUZLSwunTp1iYGCAW2+9lc7OTpqbm1m/fj2JiYnKY3R2dtLY2IjT6Rx1e1tbG7W1tcTExGCz2ZSBA2L6k0ZdTBkqlYri4mLy8vJob28nGAzS3t7OuXPnlDfFsrIykpKSopLTrqpq44MP6nnssfUUF6dc9JjZs50MDfnGbDX9YrRaLfHx8crnkV1PfT6fcvYhHA7j8/nQ6XR4PB7q6uqw2WzK6s14uFSspaOjQzmF63A4KCkpYd26dTJ2TAhxVUKhEF6vl/r6empra+nu7qaiooLh4WFOnTrFvn37CAQCOBwOnE4nDocDQNkYraqqira2Nk6dOkV/fz+hUIgPP/wQm81GTk4OKSkppKWlXRA90el0JCYmkpubS0pKCu+//z5tbW3Y7XY8Hg9utxuTyUR/fz+dnZ0MDAyQkZFxQaMeWWkfeXt7eztVVVW43W46Ozs5e/YsmZmZsqo+A0ijLqYcvV5PRkYGDz30EHfccQcvvPACzz//PPX19fzd3/0dK1euJC0tbVJO/vjc5+bxuc/Ni8r3jo2NZeXKlcD5U7SR0WD9/f28/vrrzJkz54JGfWRU5kpFTvV+Mtby05/+VIm13HDDDRJrEWNKVhlFMBikr6+P1157jf/8z/+kubmZgYEBfD4f+/bto6qqirfffptVq1axadMmpVF3u92cOXOGf/3Xf+X48eN0dHQwPDxMe3s7TU1NHDp0iEWLFrFu3Tpuu+22Cxp1rVZLUlISy5Yto6WlhTfffJOuri5lA6YtW7awdu1aBgcH6erqUnLokYY8HA7T1dVFa2srK1euVOqC89GXyB8QR44cISsri+3bt0ujPgNIoy6mtLi4ODZs2EBpaSnnzp3jyJEjvPHGGzgcDv76r/+a9PT0aJc4KWk0GuLi4tBoNOj1ejZv3ozVasXv9yuRGJVKpURlLjW54FI+LdbyD//wDxJrEeOitLQUl8uF1WqNdikiijQaDXa7nVtvvZW5c+fi8Xjw+/3Khfd6vZ7Y2FgSExNHLU6YzWaKiop47LHH6Ovrw+v1EgwGCYfDaDQaZTSiw+H41MhgSUkJNpuNW265Ba/Xi1arVTZhczgc2O12ZaGprKwMi8UCnP8j8/bbb2f+/PmkpaWNqm3VqlWkp6fT39+PzWYjLS1N/p3PENKoiynNYDCQm5tLbm4uRUVF9Pf34/F4GBgY4PXXXyc9PZ3U1FQKCwuViy3F+V8IkdUgrVarNOKBQEC5MDey4VJkkkx/f78y/tHlcqHX65WIUW9vL62traNiLd3d3XR0dChbXCcmJkqsRYyr0tJSrFarbHY0w6nVaoxGIwUFBVe0yKDT6UhISCAhIeGavr/D4Ri1Gn4x8+fPv+jthYWFFBYWXnB7ZmamLGrMUNKoi2kjKSmJv/zLv8Tr9XLixAkefPBB1Go1Gzdu5JFHHiEjI2NSTIeZzCKnbiMiUZmhoSGqq6tJSkoiNTWV+vp67Ha7MnosEmt5+umnaW1tlViLiIqRG4QJIcR0II26mHZ0Oh35+fk89dRTtLS00NbWxre+9S2KiopYtWoVCxYsIDY2NtplTikjJ8l4PB5qamr48MMPqa6uVr5usVj4whe+QFpaGmlpaRJrEUIIIa6RNOpi2lGr1cTHx7Nhwwaam5spLy+nqamJrq4ujhw5Qn19PXPmzKG4uBidTjehF52ePNlKY2MvK1bkjOvkl7H0yViL1+ulsbGRgYEBdDodcD7Wkp+fz5IlS0hNTVV2TdVqtQQCATQajZzJEEIIIa6QNOpiWous7t5888288847/O53v+NPf/oTn//85/mbv/kb7HY7Op1ujJpIlTL68FKbCb3wwnF27jw+phsejbXIlJbI/9fV1fHaa6/x9NNPj5rWcv/991801tLc3ExdXR0JCQmYzWZlh9TJssmSmN7k35gQYjqRRl3MGGVlZdjtdu644w4++ugjHnvsMfR6PXfccQe33XbbNT/+nXfOJyPDxj/90x42bizmzjsXjEHVE2vktJYPP/wQOD+tJT09/bKntcTHxxMTE6OsqEcuSK2urqa1tVWiR2LcVFRU0NTUxPLly+WCUiHEtCCNupgxkpKSlAslw+Ew9fX1+Hw+ysvLCQaDJCcnk52drVwgeaWKi1OwWIxUVrZx6lQbzz137KLH3XRTyaRZTY/sgtfY2Kjs3Nfd3U17ezta7fm3h4SEhCua1mIymS664VRkigyAy+XC6/VitVrp7+/H5XKRmpqqTIgR4mpUVlZy6NAhSkpKpFEXQkwL0qiLGenWW2/l5ptvpre3lx/+8Ic89NBDrF+/nvvuu4+UlJSrng6Tnm7jRz/awne/+zo7djxzwde//e1N/OhHW8biKVyVT8ZaKioqeOGFF9i5cyednZ2fGWu5Fvn5+eTn5wNw9uxZOjo6mDNnDjU1NdTU1HDzzTcTHx8/KrogMQZxJSorK3nzzTd58MEHo12KEEKMCWnUxYwV2fTn/vvvZ8GCBXR1dbF7925eeeUVNm7cyIIFC8jOzr6qx96+fT6lpSkX3F5SknqNVV+9gYEBDh06xMGDB6moqABQIixPPvkkBoNBibVkZWWNay3JyclYrVYMBgMFBQWkpqYSGxtLZWUlTU1NLFu2jKamJuVjWR0VQggxE0mjLmasyKY/ZWVl5OXlUVlZidfrpaKigsrKSrq7u0lPT2fJkiXY7fYrmg5TUpJCScmFjfpE+mSsxefz0dLSQnd3NxqNBjjfMC9YsIClS5dOaDMcExNDTEwMcD7THh8fr3xt5Ap65OOWlhZ6e3vJzc1FrVYTCAQwmUwTOrFHCCGEmGjSqAvB+cZx8eLFLF68mNbWVv7jP/6Dn/3sZwwNDfHMM88wd+5cDAbDpI9hRCItcD7W8vzzzyuxlqSkJLZv3862bdu4/vrro1jlpZWUlFBSUnLBx3v37uXYsWM89NBD6HQ6BgcHcTqdyu6qQgghxHQkjboQn2C329m2bRvXXXcd9fX1/OxnPyMcDlNQUMADDzxASkp0V8ov5tNiLU899RQGgwGDwUBGRgZpaWlRrvbKLVy4kNzcXOx2OyqVCqPRiE6no7y8nPr6elatWoXNZot2mUIIIcSYkkZdiE8wGo3Kam5TUxOnT5+mra2NtrY2XnvtNbKzs0lLSyMrKwuj0RiVGiOxlqamJiXW0tzcTFdXlxIHSUpKYv78+dMi452amkpq6vl8fzgcRq/XK2c3Ihf+hkIhQqEQGo0Gn88n8RghhBBTnjTqQnyK9PR0fvCDH9DV1cWhQ4d49NFHSUpKYsuWLdx7770kJydPWBzmcmIt27dvn7SxlrEy8uddVlZGWVkZAF6vF7/fj9FoZGBgAJfLJfEYIYQQU5o06kJcBovFwsKFC/mXf/kXGhsbaWlp4fHHH2fJkiVs2LCBzMzMcVtdj8Ra3n///VGxloyMDGVai9FoJD09nfT09HGpYSrQ6XRoNBplmo/ZbEan0+H3+wkEAspxKpUKvV4vK+3TkMPhwOl0cubMGWw225SMeQkhxEjSqAtxGQwGgxK/qK6u5siRI7S2ttLQ0MCePXuIi4ujrKyMkpKSa15hv1SspbOzU3lsh8MxbWItY0WtVivNdySTDxAMBkcdFwgE6Ovrw2w2Y7FY8Pl8aDQaZYMnMfm1tLRQX19Pe3s7BQUFlJaWAucvQG5vb+fw4cPU19dTXFwsu5QKIaY0+c0kxBUqKCigoKCAe+65h9/85jc8/fTTnDhxgkcffZTvfOc719yoV1ZWsnPnTnbu3ElHR8eMirWMB51Oh06nUz4fGBjg5MmTpKWlUVBQQH9/PyaTCYvFEsUqxZU4duwYzz77LG+//TZ/9Vd/pTTqa9asISkpifvuu4/y8nJmzZrFc889p3xdCCGmGmnUhbgGq1atwul00tvbS3l5OZ///OdJTU3l5ptvZt26dZ95/5GxlsrKSuD8ankk1qLX65VYS0ZGxng/nRnBZDIxZ84cTCYTGo0Gq9WKRqNR/lukp6dTWFhIT0+PNPCTwMVeI5HXxJNPPsmSJUtGHR+5rqSxsRGdTjcppzQJIcTlkkZdiGuQlZVFVlYW4XCYYDDImTNn6Ovr48iRIwwNDSm5cYfDAZyPtUR23PR4PHi9XiXWErlYVGIt40un05GcnKx8frGLTUOhEF6vF61Wi8fjoaGhAavVOup+Yvx1dnZSU1PD8ePHaW1tVV4jqampLFq0iPXr12O320fdJy4ujhtvvJHBwUGGh4exWq3RKF0IIcaENOpCjAGVSsX27dvZvHkzNTU1/Nu//RtPPfXUBRsMVVZWKtNaOjo6cDgcF92EaLJvrDQdxcXFsWHDBuB8jt1gMKDT6ejv7+eVV15hzpw53HjjjVGucmaprKxk165d9Pb2snnzZm655Rbla5/1GrFYLHI2RAgx5UmjLsQYUalUGAwGsrKy+PKXv8zq1atpbm5m586d/OQnPwH+HGv50Y9+dEGsRZrzyWNkJEan03HLLbdgs9kIBAJKJCYcDitRmcgOquLK9Pb2smvXLmJiYsjLy7tgelJJSQkJCQn4fD5SUlLG5DVSXl7OgQMHOHr0KOvXr2fLli0yBUgIMWlJoy7EGIo0eIsWLaKwsJBDhw5x9OhR3nzzTZYtW0ZxcbHEWqaAyB9dAFqtlqKiIgD8fv9Fj/f7/fT29mIymTAajcrHsqI7WmtrK/X19XR0dODz+XC73Zw+fZrCwkLy8vIuON7hcCixsbEUCoUYHh7mxIkTwPmzKbNmzbpoDUIIEU3SqAsxTiJRioMHD1JZWcmTTz5JaWmprJxPYTqdjqSkJOXzSFRmYGCA8vJy0tLSSEtLUz4uLi6OVqmT0tGjR3n22Wd555136O3tVaJf2dnZFBYWTkgNZWVlFBcXs337dn74wx/ywAMP4HQ6efTRR3nkkUcmpAYhhLhc0qgLMc4+udW9mH5GTpIZ+fHQ0BCVlZU4HA4yMzOVme0jx0XOBE1NTfzzP/8zLpeLkpISNm3ahNFoxGg0kpGRMeETjbRaLVarlfvuu4/S0lJOnz7N8ePHefjhh7n++utZvHgx+fn5E1qTEEJcjDTqQghxjT45SSby8dDQkDKpZKRAIMDQ0BB6vR6TyTRhdY6HyMSj9vZ2+vv7yc3NvWCX3sgxKSkpLF++POrRr0i0ad68eeTn53P8+HH27t3LuXPn8Hg8l4w4CSHERJNGXQghxklMTAyLFy9WzqQYjUbC4TBut5uGhgbi4+On/Db34XAYj8fD4cOHqaio4Etf+hKpqamjjonsCzDy7NJkERsby8qVK1m5cqVyrYHZbI52WUIIAUijLoQQ4+qTTWlkNTczMxOdTkc4HEalUtHT04PL5SIlJQW9Xh+laj+b3++ns7OTd955h/LychobGwkGg6SnpzNv3rxL1j6WU1Wef/44zz9//DOPS0+389d/vZb0dNunHhf5b6TT6bDZbGg0mrEoUwghrpk06kIIMcEiGemLxWLgfDQmGAyi1+vp7+/H7XbjcDiimm0fGhqioqKCtrY22tvbqa2tpaenh2AwCJzfhKikpOSC2Mt4CIXC9PS4OXy4jrQ0GyUlF+4+WlnZxsmTrTzwwLLPbNQjRk77GWlgYIDDhw+j0WhITU0lJydnQp6nEEJIoy6EEFEycrU9Pj6e+Ph4AAYHB/F4PNjtdurq6qivr+f666/HZrNFqVLo6OjgX/7lX9i3bx/hcJiHH36Yu+66i7lz5wJMaKxl+/b5lJSkcNddz7B9+zy+/e1NFxzzd3/3Gs8//9GYfL+mpiYeffRRTCYTt95660XjPUIIMR6kURdCiEnGZDIpm/BkZWXhcDgwm818/PHHNDQ0sHLlSlwuFz09PeTn54/ZBal+vx+fz4ff78dgMIx6XIfDwSOPPMJdd90FQH5+PqmpqVHZKCgyQUmlOv+xWn3hHwfbti1g6dKcy15N/zRpaWn88Ic/pLKykrq6Oh5//HEWLVrEunXrxvTnL4QQnySNuhBCTDJarRat9vzbs91ux263A+c36gkGg4TDYeV/cH61u7+/n4yMDLRarRKb+bTV7cimP62trTQ1NdHf34/H40Gr1VJYWEhaWtqoBjQ2Npbly5eP47MeGwMDHg4friM93cbNN4/NjrFWq5Wbb74Zp9PJ/v37OXLkCBUVFfT19ZGXl8fChQtlZr4QYlxIoy6EEFNEWVkZZWVlqFQqbDYbaWlpqFQqDhw4wMcff8yOHTswm81KbCbS7F+M3++no6ODV199lRdeeIHy8nJcLhc5OTn8/d//vRLDmWqamnp57LEX2bZtPt/+9s1j+thlZWXMmTOHcDjM9773Pb73ve8RCAT41re+xbe//e0x/V5CCAHSqAshxJRxsQkyALNnzyYjIwOr1Yrf71dW2mtqamhra2PevHnExsYq93v++ef5/e9/z/DwMKmpqWzatIkvfelL6PV6YmNjKSsrmzKN+vPPH6eqql35vL9/mIaG3kteqHstRm5atnXrVvLy8uju7mbRokVj/r2EEAKkURdCiCkvJSWFlJTzk0/C4TA6nQ63243H4yEUChEOh0dNkunt7aWpqYnExETy8vJYu3YtpaWlxMTERPmZXLlgMIzPF1A+9/uD49Kkf1JpaSmFhYX09PRIRl0IMW6kURdCiGnEZDKhVqtpaWkhJSWF0tJSVCrVqEkyS5YsISkpiVWrVmGz2UatFE8127ePjrhUVrZx993PTMj3/uSOtEIIMdakURdCiCnO7/fT3t7O66+/TmVlJS0tLQwPD3P33XezY8cO4PyuqDqdTpkkk5iYSGxsLCqVimAwiNvtRqfTYTQap1TTrlar0Gj+PHkmM9POP/7jHWRm2qNWk8/no729nTfeeIOqqiq++MUvkpubK7PXhRBXTBp1IYSYgvr7+2lra+Ps2bMMDg7S19dHRUUFXV1dBAIBdDrdqB02dTqdsmGSzWbDZrONiohEpsgEg0GGhobQ6/UYDAb8fj8ajeZTL0ydTKxWE5s2lXLqVBvvvHOaJUuyiIub+AY5FArh8/loa2vjzTffxOl0kpqayoIFC0ZdLyCEEJ9marzzCiGEGKWuro7XXnuNp59+mpaWFpxOJ1/+8pf5/Oc/r2xC9FkzziMr55GdUgGGh4dpbGzEZrORlJREf38/JpMJi8Uyvk9ojO3ceZwXXviI3/72gYvuXDqe9Ho9mZmZPPjggyxYsICHHnqIpqYmFixYwNNPP01hYeGE1iOEmLqkURdCiCkoMzOT2267jZKSEtxuN2azmfz8fJxO5zWtfuv1etLT09Hr9Wi1WuLi4tBoNPT397N//34yMzMpKiqivb2dmJiYSTsd5vzZgdCEXFh6MSqVCoPBQGFhIT/4wQ84deoU9fX1/P3f/z25ubksXryYlStXKn8gCSHExUijLoQQk0RkE6K2tjaam5vp7+/HbreTlpaG0+nEYDAox0Y2QiotLR3TGjQaDTabTfk8kquOxGJCoZBSazgcZnh4mNraWqXOiVBV1c6uXacZGPBw6lQ7f/jDiQuOOXWq/SL3nFhqtZqEhARuueUWSkpKOHr0KG+88QYdHR00Njbi8/miXaIQYpKTRl0IISaJi21CtHDhQrZv387WrVtxOBxRq81ms7F582ZlQkxGRgYqlYrm5mZ+/etfs3TpUj73uc9NSC2///0x/u7vXicUCrFz5zFeeOH4BceEQmGKiyc28vJpsrOzycrK4o477qC8vJyGhgblmgEhhLgUadSFECKKurq6eOmll6ioqKC1tRWfz0daWhp33HEHX/ziF0lLSyMzM5O4uLholzoq8x5p2OPj47nnnntISEgYtbpusVj44IMPSEtLo7i4eEzr2LJlLvn5n/1Hi9VqIj3dNqbf+2pFfl5qtZqcnBySkpIwm83RLksIMclJoy6EEFHk9/tpbm6ms7MTr9eLVqslJyeHdevWUVhYOGk304lciGo2m5k/fz5w/kLUYPDPGw4FAgFCoRBer5eWlhYsFgs2m42BgQEMBsNVb7A0Z46TOXOcY/NEoiASW/qk6upq6urqsNvtpKenK5tYCSFmLmnUhRAiimJiYli2bBlbt26lqKgIOL9yrVarp9Q8czi/2VJZWRlwvpHfsGEDKpWKrq4u3nrrLYqLi1m4cCHV1dUkJSWRk5MT5Yonl5dffpmf//znLFq0iLvuuotbbrkl2iUJIaJMGnUhhBgHvb29nD17lr1793L27FnMZjN/+Zd/SXp6+qjjIs2tyWSaFpnlkX9cRKIyFouFdevWYbVaMRgM5OXlYTQalahMfHw8TqdTWYmfan+gjJWbb74Zh8NBVVUVL730Em+88QY33HAD8+bNIysrK9rlCSGiQBp1IYS4RuFwGJ/PR1NTEw0NDbhcLvr7++no6KCmpobe3l4cDsdFRwXqdLppH3EwGo0UFBQonycmJgJ/jspEJslEBAKBa47HTEXFxcWkpqYSFxfHoUOHOHv2LLt376ahoYHi4mLmzZuHzWabMptPCSGunbzahRDiGgWDQQYGBnj11Vf59a9/TU1NDSaTiZKSEj7/+c+zbNkycnNzpcH6BJPJxJw5c5QVdJVKpYx8PHPmDMnJyTMuHmO1Wtm8eTObNm3izJkzPPLII/z6178mPT2df/u3f2PBggVTbvMpIcTVk98aQghxjYLBIH19fWRlZXH//fdjs9mIiYnBZrORl5eHw+GYFrGW8fDJ3VNVKhVGo5H8/HxlhjtAS0sLPT095OXlTdoLbMeCSqVCo9Gg0WjIyMjgb//2b2lpaSEYDKJSqRgYGJBGXYgZRBp1IYT4FIFAgMHBQZqbm+nq6sJsNpOeno7T+eepIyqVCr1eT0FBAbNmzSIrK2tUkymujE6nU+IxEaFQSJko4/P5CAQCGI1GBgcHcbvdJCYmTrs/huLi4rjxxhsZHh5mYGCA7u5uNBpNtMsSQkwgadSFEOJTeL1ezpw5w/PPP8+7775LVlYWO3bsYOvWrcoxer2ezMxM5fOZejHkeIrszqpWq+nq6mJwcBCn00ldXR319fWsXr161I6q04nJZMJoNJKUlBTtUoQQE0wadSGEGKGjo4Pq6mree+89GhsbcblcADgcDu677z5mzZp10Q18pDkfX5ENg+D8FBmj0YhOpyMzM5P4+HjMZjO1tbW0tbUxd+5c3G43AwMDZGRkYDAYolz9tbvUv6/m5mb+z//5P5SVlbF582ZiYmJk1V2IaUQadSGEGKG2tpZ3332XM2fO4HK5lN03Z8+ezXXXXSexlknAYDAozffIzYOCwSCBQIBwODwqKtPe3q5cQ6BWq5XYzCfz8VNRIBCgt7eXo0ePEgqFsNlszJo1i/z8/GiXJoQYA9KoCyHECMePH2fPnj3cd999LFu2jJycHGXr98j/xOSUn59PXl4earWa2NhYkpKSUKvV7N69m+PHj/Pggw+i1+sZHBwkNTV1Wqy0O51Ovv3tb/PUU0/xla98BavVyt/8zd/wta99LdqlCSHGgDTqQogZo7e3l3PnzrF3717mzZvHmjVrLjhm/fr1FBQUkJ+fj8PhmBbN3ExxsQkyAHPnziUjIwObzcbQ0JAyz76qqorm5mYWL15MXFzchNc7FjQaDQkJCdx7773MmjWL2tpaTp06xcMPP6ycBZo/f360yxRCXCVp1IUQ01IwGGRoaIjW1lZaW1sZGhqir69PyaBnZ2df9H5FRUUUFRVNbLFiXKWlpZGWlgaA3+/HbDYrERifz0c4HCYQCBAMBtHr9QwNDTE8PIzdbp/0s+/VajVGo5EFCxZQVFTExx9/zO7duzly5AhHjhwhMzNTGnUhprDJ/Q4khBBXyefz0dDQwB//+Ef++Mc/Ultbq2xCdP/99zN79uxolyiiwGKxYLFYUKlUlJSUUFxcjFqtxuVy4fF4sNvtNDU10dLSwuLFi6fUzPKYmBiWLFnCwoULaWxs5Mc//jE+ny/aZQkhroE06kKIaefAgQPs2bOHlpYWLBYL9913H1arlZiYGOx2O3l5eTLqboYaOT1lZFQmMkVGrVaTmpqK1WpV5rR7PB5l9GMoFFKOm4wi11GkpKSwY8eOC+bRCyGmFmnUhRBTTjAYZGBgQGmaPjmSzu/34/F40Gq1FBYWsnLlSpnWIj6VTqdTNkyyWq1YrVYAhoeHCYVCSq49GAzi9/vRarVotVo0Gs2kHM1pNptZuHDhBbf7fD46OjoYGBggHA6Tm5s7rXd6FWKqk0ZdCDHleDwezpw5QyAQwGq1XrCt/KpVq1ixYgXhcBiNRiPTWsRVGxmVAQiHw3R0dKDX64mLi8NoNE7aZv1iXC4X+/bto7y8HIBHHnlEye8LISYfadSFEJPeyE2ImpqaGBoawmAwsHLlStasWXPBBi8ajUY2fRFj4pMNuE6nIzExEbVajV6vV5p0l8tFeXk5ycnJ5OXlKSvwk62Bj4mJYdmyZbjdbvbv3883v/lNysrKWLFiBWVlZcTGxka7RCHECNKoCyEmrcHBQY4ePapc3FdbW0tfXx8qlUqJJ1itVmnKxYSJzGj/pHA4jM/nIxgMEgwGcblcSiMfuVYiISEhChWPZjAYyMnJoaysjO7ubj766CPKy8vp7u6moaGBsrIy8vLy0Ov1k+6PDCFmImnUhRCTVlNTE48++ij9/f3MmzePe++9l3nz5uF0OlGpVMrKuTQUItpiY2NZtWoVKpUKr9dLY2Mj8fHx6HQ63nrrLYqLi1m1alW0y1QsXLiQefPmEQqF+Jd/+Rf+6Z/+icHBQR555BEee+yxKTGaUoiZQF6FQoioamlpobe396IXtaWmpvLEE0/g8/lITEwkLy+PhIQEuShUTDqRPxwB9Ho96enp6PV61Go1a9aswWq1Mjw8zNmzZ7Hb7dhsNk6dOoXD4SAzM3PC6x153cYtt9xCRkYGvb29aDQa9u/fz9q1a5VJN0KI6JFGXQgxYQKBAL29vTQ2NtLa2ko4HKa7uxuVSkVKSsoFjbrNZuO2226LUrVCXB2NRjOqyS0sLATA7Xbj9/sJBoOEw2H8fr+y6VJHRwcxMTHExcUxNDSEXq+fsD9IS0tLmTVrFi6Xi8rKStrb2yfk+wohPps06kKICTM8PMzHH3/Ms88+yx/+8Af8fj/Z2dlcf/31rFmzZlJkeIUYL2azmbKyMiWqtXjxYlQqFX19fezfv5+8vDxmz55NY2Mjdrsdp9M5YbVpNBri4uJYsmSJMi1JCBF90qgLIcZVf38/Bw8e5OjRo9TW1mI2m0lPT+c73/kONpsNm81GamqqNOliRhg5JjTSDEd2FI2Li0Ov15OWloZer8ftdo+Kx4z3JJmR8Z1Peueddzh27BibNm0iKytrSu3YKsRUJo26EGJchcNhPB4PAwMDuFwuHA4HixYtYtmyZcrFdkLMZAaDgdzcXOXzSGxmaGhIiceMFAqFlA299Hr9hNTodrtpbGzk7bffJiUlhfT0dObPny/jHIUYZ9KoCyHGldVq5dZbb2XTpk2EQiHUarVMaxHiMpjNZiUeA+dXvCNjIDs6OiZ05OP69etJSEjgv//3/87Zs2eZPXs2zzzzDLNmzZqQ7y/ETCWNuhDiqrS0tHDy5EneeOMNenp6sFqtrFy5kgULFpCXl6ccp1KplO3WhRCX72JRFJVKpWy6NPJsVG9vL0NDQyQlJY3LKrvRaKSoqIjvfve7nDx5koaGBn7wgx+QlZXFvHnzWLNmjUyJEWIcyG9OIcRlq66uprq6WpnWUldXR01NDV6vl1AoxPDw8AWn6YUQY0uj0VwQOQmFQsprz+Px4Pf7MZvNDA0N4Xa7SUhIuKaYmUajITExkTvuuIOysjKOHDnCq6++ypkzZwiFQhQWFqLX6zGbzdf03IQQo0mjLoS4bC+++CL/8A//gN/vJysri6VLl/IXf/EXlJSUkJiYiFarlWkRQkRBfHw8drsdtVo9am+Curo66uvrWbVq1ZiteGdnZ5ORkcGtt97KG2+8waFDhzhz5gwmk4mcnJwx+R5CiPOkURdCXLaVK1fyrW99C6vVit1uJykpifz8fGw2m2xCJEQUqVQqJctus9kwmUzKxks2mw2z2czZs2dpb29nzpw5DA8PMzAwQHp6OgaD4Yq+V2SzJJ1Ox6JFi8jIyMDhcBAfHz8eT02IGU0adSFmOL/fT09PD01NTbS1tQHnN2gpKCi44Ng5c+You4PKtBYhJiez2axEUOLj45UG2u/34/F4CIfDBINB/H4/4XCYuro6Ojs7KSkpQafTEQgEMBqNo0ZJXkpGRgYZGRkX/ZrH4+HcuXPKCFYhxJX77FehEGJac7vdfPjhh/zjP/4jd911F3fddRc7d+686LEWi4Xk5GRp0oWYggoKCli1ahWxsbEkJydTWFiI0WjkzTff5Ac/+AFtbW0MDg7S0dExJteadHd38+yzz3L48OExqF6ImUlW1IWYYXp7ezlz5gwvvPACnZ2dyoVpBQUFPPHEE9hsNhYtWnTR+8o4RSGmrkhkJSLyel69ejX5+fk4HA7UajXhcBi1Ws1HH31ETXU9JSXX40yzcaURd7Vajdls5rXXXuO9995j3bp1zJ07l8zMzDF8VkJMb9KoCzHD+Hw+BgYGaGtro7Ozk9jYWJxOJ8uWLWPBggUSaxFihikuLqa4uBg4H4/RarWo1Wp8Ph9tbd20tp6iuCSVsjI78fGxuN1uhoc9xMfb0eku3UaYTCZKSkro6+vj7Nmz7N69m6amJkpLSykrKyMuLu6y4jVCzGTSqAsxw0R+ef7gBz/AYDAoWdTIxBZZNRdi5tLpdGi1WlQqFQsXLsRgSOaBB/4vs2Yl8/nPL2fFiiLq6xtpaGhi5cplWK1xl3yskZudnT59mq997Wv85je/ITMzk5/+9KfMmTPnii9kFWKmkUZdiGmkoaGB8vJydu/ejUqlorCwkK1bt+JwOJRjTCYTOp1O2R1UxikKIUaK/LEeDmkIBmLweDKx29LJy82AkB6rNRWnM4bmZh81NWcJBj3k5maj1UI4HCAuLkb5o1+n06HT6cjOzuZv/uZvaG5uprOzk5/+9KfcfPPNbN26NcrPVojJTRp1Iaao86el22htbaW7uxuAzs5Ozp07R11dHWazmeTkZILB4Kj7RX5xCiHEp+nvD9PRocFoSCcpKYPkpEQAYmPsaLVxdHcPMOQKEAj4GHKF0OlVBIM+XC4vZrMBk8mIWg1arQar1crNN9/M8PAw1dXV/Nu//RvDw8NRfoZCTH7SqAsxRQ0MDPDWW2/x4osvsm/fPgCKioq4/vrr+da3vkV2drYyS1kIIa5Uc3OA01UhEuPtxNv+vOOoVgMxJg3mNBvpzjiCQRgeVhMKgtcborz8JPHxsWRlpWDQQZw1hljL+fsbjUZKS0v553/+Z7RaaUGE+CzyKhFiigoEAvT09HD99dezfft2AOx2O06nk9zcXGJjYyXWIoS4ajXVvRz5sJOMjDhSUmNHfU2likRkNESuB1WpQKczUjwrF4NBh15noLvHjS8QYtDl4sSJj8jMTKGkJF+Z8z6S2+2mqqoKo9GIw+HAbrdLMy9mPHkFCDEJRWItbW1teL1e5s+fT2zs6F+UkV0H8/PzWbJkSZQqFUJMV03NvZw508rNm4pITo655HEqFURO3Ol0OtKcyQD4fEFUqiDBoAbPsJ+B/mHcbj8eT5D+viFMZj16vYqGhkasVismk4Genh7a29vx+/0kJiZSXFxMXl7eRDxdISYladSFmIRGxlq6urr41a9+pYxPi7Db7Wzbtk3GmwkhxkVffx+dPW1kZs7H4TBe8f31eg3paRbOX5tqZP26NWg0anq6fBw5Wkd2TjyJiVr+679eYOHCedx44/VkZGTwpz/9iWeeeQadTsc3vvENHn/88TF/bkJMFdKoCzEJnD59miNHjvDhhx8yODiobBSyevVqioqKLrr9tkqlkvy5EGLchMNBwI/BEEanu7qxrWr1n+8XuYjdYNBRWJiOxWLAoFdxw/qNJCYm0NPt4cPDVZSULOCb30zhF7/4JS+88CINDQ0UFRVx7NixsXhaQkwp0qgLEUWBQID+/n4qKys5fPgwdXV1+Hw+4uLiyM3NZd26dRJrEUJESQgVQTRaGMsTdzqdFmdqvPJ52Zx5+Pwhurr68Ps1ZGcVUTZnHjU17Rw9epiXXnqV7OxyWlqaMZlMY1eIEFOANOpCRNHw8DDl5eWcOnUKrVbLE088QWZmJkajEY1GI2MUhRAzwuBgAK/PwMaNN1J1upaqU6189eG/Ze/et9n5/LN8/PERBgf7LogACjHdSaMuxAQYHBxkz549aLVaioqKlNuNRiNFRUXY7XZ8Ph95eXkyrUUIMWUEQxAKnR/ZODDgZcjtx5FopqGxhc7ObhYtKqCuronGhhauW7mQs+caqK9r5Po1y2lr7aC5uZUlSxbgdnfT2dFFRnoxjU0VvPDi87z+homm5gZ6ezvZuPFGSkqKKSsrIy0tLdpPW4gJI426EGPI5/PR3t5Oa2srPT09ANTU1BAKhXC73fh8vlHH63Q6nE4nTqczGuUKIcSnGABVB1qNn97eblwuFxkZqXR1ddHT00t+fi7uYR+DLjepKYkMe4bo7RskMVFPOOzHH/Cg0YYJhb14fW40mhChkBeP14VGEyKMj0FXL+fqzlBVVcWZM9X09ddRU1OO19dNMKTFZjOQlzeXzZs3s3jxYpkAI2YcadSFGEMDAwO8+eab/OEPf1A2IfJ6veTn57NhwwZKSkqiXKEQQlxaOBwmHA7/v2lSdajVH2Aw3kVl5Wmamiv5wgPbOfzBfvbvO8g3//Yx2js6qak5S/LG9ag1fQSDHRiMiZTNzWJOWQZarYZ580ooK5uFTqdl0aIy5s+fjV6vw2aLw26P4z//8ze8+uqrHDt2DI1Gw8aNG/nSl77EypUrsVqtyoXzMlNdzETyr16IMfKnP/2JV155BbPZzKpVq9i6datye21tLTqdTiItQohx53K58Hg82Gw2Ojs76e3tJTc3l7Nnz9LU1MSyZcvo7++nq6uLoqIiuru7lY+DwSAejwe73c5tt62hpCSfefMceDwmXC4HVmssS5cuJDMrjYQEOyazifh4G7GxZnQ6DRZLDEajHq1WDZy/AlWr1QDn3/sqKip4//33qaysxO12o9frcTqd3H333TzwwAMAZGVlUVBQQFJSkky2EjOeNOpCXCav10tj4/mNORwOxwVfHxgYoLe3l+zsbNauXcvSpUsBaGpqora2dqLLFUJMYT6fj2AwiMFgUBpvu92O2+1maGgIh8PB8PCwcns4HFaOD4VCBAIBwuEwgUAAr9dLKBTC4/EwODhIMBjE5/Ph8XgIhUKjPo48TjgcZv78EubPj5wFjAPOR/QKCvMoKDwfQYm1xJKUlAiAwWAgLi5OeQ6R98zOzk76+/sBqKuro6qqisbGRjweDwkJCaxevVpiLUJcgjTqQlym3t5enn/+eebNm8dNN910wde3b9/O7bffjlarlWktQogrNjJ2Mjg4iMvlIjU1lfr6eurr61m1ahXV1dXU1tayYcMGmpqalNsDgYByvMViITY2FrVaTVpaGqmpqWg0GsrKypg9ezY6nY64uDiysrLQaDRkZ2crHwPKfa9V5D3zjTfe4Pjx4wBs3LiR7du38/Wvf524uDjUajU6nU5iLUJcgrwyhLiEEydOjDpFq9FoiIuLu+QvFIPBgMFgmOAqhRCTSSAQIBgMotfraWtrU2In9fX1tLa2snDhQvr6+pSoSX9/v3LM8PAwQ0NDJCUlERMTg16vR6PR4HQ6iYuLw2QykZWVhd1ux2w2j7o9FAopx6tUKlTntwNFrVYrTffI966RMbxPRvIi971Sn3zPjMRatm3bxv333w9IrEWIKyWNuhAjdHd309raSmdnJxUVFVRUVNDc3IzP58NqtVJWVkZSUlK0yxRCjLFI7EOtVuPz+fD7/ZhMJnw+H16vF4vFgtvtZnh4mPj4ePx+v3J7OBwmFAqh0+mUVfFwOKwcEwqF8Hq9uFwuJWoyPDxMKBQadUwwGFQiK0ajEaPRCEBCQgIJCQkAOBwOJXpnMBiU2wHl+Ing9XppamoaFWs5d+4cVVVVNDQ0KLGWVatWsWTJEom1CHGVpFEXYoTy8nKef/55Xn/9dQoLC9m8eTOPP/44CQkJqFQqdDqdxFqEmIb8fj+BQACTyUR3dzd9fX3k5OTQ3t5OZ2cnJSUl1NXVKVGT3t5e5fZwOKxcvBmJcahUKtLT03E6nWg0GkpLS5k1axY6nY7Y2FglahJZGddoNJhMJuLj48ckdjLeent72blzp8RahBhn8uoRM0o4HFZWy8LhMGazedRp38LCQu666y6WL19OfHw8OTk5pKamTuhKlRDi6oTDYeB8dGPk5JPe3l4GBwdJS0ujp6dHiZoEAgHlmMhFlwaDAavVitFoRKfTkZCQgNlsxmAwjIqaqNVq5fZwOIxWq1Ua7IvFTjQajfJeM/I9R6VSjWrMrzZ2Mt7Ky8sviLWkpqbyuc99jvvuuw84H2spLCyUWIsQY0gadTGthUIhhoeHaWpqoquri8HBQbxeL4mJiaSnp2MwGEb90kxLS5Nd74SIokAgoMRIfD4fPp8Ps9mM1+tVPo5MJtHpdEoe+5Or0BebfPLJOMrIYyJNtUqlIiYmhpiYGAAsFgsWiwUYHUHR6/XK7cC0OtP2abGW+vp6JdaycuXKCY+1uFxeTpxoxuXyfuax+fmJ5OVdOKFLiKlEGnUxrfn9fpqbm/nVr37Fnj17OHXqFOFwmLvvvpsHH3yQxMREWfkRIspGTjvxeDzKKndPTw89PT1KBKWjo4OcnByCwSDDw8PY7XZlJTuyyh0xcvJJcnIySUlJqNXqUXEU+POEE61Wi9FonLQr2hMpMq3l9ddf56OPPgJgw4YNbN++nccee0yJtURjE6Kmpj4ee+xFqqraP/PYb3zjRr7xjQ0TUJUQ40cadTEttbS08LOf/YzGxkY0Gg0pKSnceeedxMbGAlBQUEBOTo406UKMg8jkE51OR39/P263m6SkJIaGhpSpJl6vV2nIR57VipzlUqvVxMXFYTAY0Ov1SgTFYrEQCoWIiYnBYDAoK+qfbLA/Oflk5O0Xi5rM5AY9Ems5deqUEmtJSUnhc5/7HPfeey8A2dnZFBQUkJycHNX3zeRkC1//+np+/esPOHq0gS9/eSVOp3XUMS0t/fzsZ/vxegNRqlKIsSONupiyIhd/GQyGC057+/1+WlpaaGpqIiEhgeLiYpk8IMQViDTbgBITgfNNr0ajGZXJ/qTIFJRIRMXn8ykxk8jHIyecwJ8b5ZEXbI+MoMTFxY3aTEdcnZGxloGBAeB8rKWyspK6ujol1nLddddNyvdMu93Mtm3zqaho5ezZLrZtm0dpaeqoY+rre2hu7iM3NzFKVQoxdqRRF1PWwMCAssHHJ1d40tPTefLJJwkGg8op2umUIRViPEWu7RgaGgLON3de7/lMsMFgwGw2Y7ValYz4J42cfBIfH4/dbketVo/6OJLxngoTTqaTkZsQjYy1bNu27YJYy1R9z0xPt/Hkk1vQ6TSffbAQk5w06mJKCAQC9PX18dFHH3H06FGampro7+8nMTGRr33ta2RkZIw6XqPRjLrQS4iZIhAIEAicP+Uf2fxmeHhYWR2H8/O29Xo9fr9fyWePbLhVKtWoC62DwaBy/8hq+ifv80mXip1c7Bgxfi4Va9m6dSs7duwA/hxrSUlJmfJxwJdf/viSkRghpiJp1MWkFQgEGBgYoLm5mcbGRrq7u6mqquLMmTO4XC6CwSAGg0E5JS/EVBeJjEQaWLfbraxOu1wu9Ho9BoMBr9eLVqu96Ipn5DEAZYrJyEYb/ry5z8jvNZJKpfr/27vv4CjvO3/g7+29aJtWva4kJJoQQhIqFFk0i2bAPsdxuPOcnZucHZvkJpfEd5NknJtJLuebu/HcXIhLJk7ONsGXnIMrtgM2dhwkUyRADRUsQBUVVLdod39/8NuHXZCIwBK7kt6vvx5WD8tXBe1nv8/7+Xwgl8vnfNG20LhcLly+fDkk1tLa2oq6ujq0tbUJsZbVq1ejoKAg4mItt2tkxIXPPmtDR8dV4bGDB0/h5MmL2LNnBQt1mhdYqFPEGh8fR21tLV5++WX8/ve/h8/nQ0FBAe69915UVlbCbDYLA0OI5oPA4BypVAqfz4f29nZERUVBr9ejqakJVqsVsbGx6OnpgVarDZlKGXDjgBmRSASDwSBkwQOPiUQiYT4Ad7bnh+AhRPM11hLs0qVBfOtbv4NEcv3n1+mcQFoas+k0f7BQp4ilVCrhcDjw0EMPobCwEAAQGxuL1NRUxMXFcQgRRZRAIez1ejE4OAiFQgGlUomrV69CoVBAoVCgt7cXGo0GBoMBbrdbiJEE31Apl8shFovh9/tht9uFrieJiYlQqVSQSCQwmUy3LLRu1QHlVufR3FJbW4s///nPQqxFJpPBbrdj586dePDBBwFci7VkZGTMi1jLjaKjdXjssWLExFzfOX/zzbNobb0SxlURzSwW6nTXBW5Uu3z5Mvr6+oQWbbGxsYiOjhbOk8lkwgCi8vLyMK6YFgKfzydESkQiEYaGhqBQKCCTydDT0wONRgOdTic8rlarhehIcA47MGBHJpMJA3ZkMhl8Ph/cbrcwydLn8910I6VIJAopwE0mk3Ac/H+D918sPAst1jIdgQ4wwV1fVCoZPv64GVqtIowrI5o5LNTprgu0TvzVr36Fo0eP4vLly1i1ahW++tWvYtu2beFeHi1QExMTQqRELpejtrYWsbGxMJlMOHz4MDIzM7F06VLh8fT0dCGmEujnDVx7g2mz2YQ/R0dHC8eJiYlCYR88XIc72/SXTNatpaKiArt27cK3vvUtIdYSeHO5UO3Zk4vt25dCo5lfVw9o4WKhTnfFiRMn8Omnn6KlpQWjo6OQSCSIjo7G7t27ERUVhejoaGRlZYV7mTQH+f1+IUYCAIODg1AqlZBKpWhra4PRaITJZMLly5eh1+thMBiEHXKj0Sg8T3CkRCKRwOFwQKPRQKlUorCwEFFRUUIcS6PRhMRUbjRVp5PgwT4szulWpoq17NixA3/1V38F4HqsZbIWtQuVUimDUrlw36jQ/MNCne6K7u5unDlzBh0dHXC73TCbzVizZs2CuURLt+bz+YRiRCwWo6+vDyqVCiqVCp2dndDpdNDr9ULsRKVSCTEViUQSEiMJDOoRi8UYHx+HRqMRbtJUqVQhEZRgN7b0jIuLE46zs7MnfXwh71zSzAnEWq5cuRISazl79uyCjbUQ0TUs1OmusNvtuOeee1BYWMhLtCQIZLzdbrfQ4USpVOLYsWNITU1FQkIC3nzzTeTk5CAvL0+InSQnJ4d0PgkeJR8cO1myZAnEYjHEYjEyMjKEdoWBCApRJLhVrCW4Wwt/ZxItPCzU6Y4FhhDV1NTg5MmTuHTpEioqKlBZWXnTuUlJSTCZTLxEO88EfgZujJro9XqcPXsWNpsN0dHRaGpqgtlshs1mEyIoFsv1FmpSqVTocCKVSrF8+XIYDAbodDqUlpbCZDJBoVAIsZMbO58EdzUJjp0EFzXBLQuDIyhEd9uZM2duirVER0dj+/bteOCBBwBci7VkZmbyd+YNOjqu4vnnP8WhQ2fR0XEVP/rRO/ja11ahsnJxuJdGNCtYqNNtGR8fx4ULFzAwMIChoSH09fWhpaUFzc3NuHLlCvLy8ib9e2azedKezxQewcNu/H6/MExHKpVOGTsZGBiAUqmERqMRYifA5FETr9eLkZERGAwG+Hw+jI6OQqfThURQgOs5balUGtLhxOFwCMdLly4VjoNjJ8ExFe6OU6SabqylqKiIsZZp8Hi8uHhxEFFRKuTlJWBgYBT9/WPhXhbRrGGhTtPm9/vR29uLX/ziFzh27BguXLgAsViMzZs3Y8+ePVi2bBmsVmu4l0nTEDxYZ2JiQhimYzAYJo2d5Obmorq6GgkJCcjMzAyJnUwVNSktLYVYLIZEIkF+fj4kEklIBAVggU3zXyDW8t577wmxlnvuuWfSbi3cOf/L4uONePbZnfB6rw/wUqkYB6L5i4U6Tdvg4CD6+/uRlpaGxMREaDQaiMVipKamIjMzE1arlS80d5HH4xG6l8hkMiFqYrFYcPLkScTExCAuLk543GazCcfx8fEYGhqCWq2GWq0WhukoFIpJYycqlQrZ2dnQ6XQ3xU6mipoE/ywEHwdHUIjmm6liLdu2bcP9998P4HqsJTY2lr8zb5NEIobBoAr3MojuGr5iEoBrl2eHhobQ2dmJiYkJqNVqJCcnh0z/9Hq9kMlkyMvLQ1xcHBITE8O44vkhEBGRy+WQSCTo6uqCVquFVqsVplhqtdqQ2EngxR+A0L1ELBZjeHgYer0eXq8XQ0NDMBqN8Hq9IY8HjoMFComAqWInycnJwvFcHbjT1taG1tbWmx5PSkpCUlKSMOzodly9ehVXr16FVCoV3rw2NzfDYrHAarWivb0d/f39AK5dcejv78cXX3wBj8eD5ORkxMbGCtEIn8+HxYsXQ6vVzsjnS7PL5XKho6MjJNbS0tKCs2fPorW1VYi1FBYWorCwkLEWIrptLNQJANDf34/Tp0/jlVdeweDgIBwOB/bt24eEhAThHJPJBKPRCL/fP2nvaJq+QD7c6XQKsRO1Wo1Dhw4hJycHixcvxuHDh5GRkYHFixcLsROHwyF0R7Hb7UL3EpFIhLKyMiFqsmHDBkgkEkgkkpDHA8dSqTRkEM9C8dvf/hb/+q//etPjjz/+OJ566ino9frbvtG0oaEBJ06cgE6nw6JFiyCTyfDMM89g48aNqKysxEsvvYSjR49CIpHgxRdfxEcffYTnnnsOV65cwb59+7B3714cPHgQ7733HpxOJ1588UVkZWUtuO/NXDQwMCB87xhrIaLZwEJ9AQpEJk6fPo1Tp06hp6cHHo8HcrkcDocD8fHxSE9PDxkGA0DIHlNotxOxWIzz58/DZDLBYDCgqqoKcXFxiIuLQ1VVFerr6zE6OoqqqiohZjI6Ogq5XA65XC7ETmQyGUpKSmA2m6HRaLBq1SqhXWF2dja0Wm1IdxSRSBRSVAYXAsE9wqeKoCyk76Xf74fX68W6detgMBgAAGNjYxgbG4NEIkFhYSHUavVtFcdDQ0OoqqpCc3Mz3G43MjMzkZCQgIGBgZCJo4G+7263Gw0NDbBardiyZQt+/etfo7a2FqdOncKqVavQ0NCA6upqeL1eFukRKhBraWhoEK5s2Ww2bNu2DXv27AEApKSkCN1abuzVT0R0u1ioL0AjIyP47LPPcOLECZw/fx7Dw8PQaDRISUlBUVERFi9ejJiYmHAvc1YEdzvx+XxCpEQul6O9vR0GgwEGg0E4NhqNIRGUwMAduVwOj8cjRFBGRkag1Wrh9XoxMDCAqKgo4XhsbEyInTidTgDXdtR9Ph+USmVI7GTZsmXCcU5OjnAcHDsJ7o5C0+f3+5GXl4f8/Hx4PB4MDg5idHQUarUaOp3utouqoaEhvPvuu1AoFFi5ciUyMjKEK075+flISkoSvu8ymQxarRZutxsWiwUOhwMKhQJjY2NwuVwoKChAYmIiqqurWaRHiOnGWgoKChhrIaJZw0J9Abpy5QpeeuklxMXF4eGHH8by5cuFS/6BPtbzVaDbiUwmw/j4OKqrq5GYmAiTyYTf/OY3yMvLw8qVK4Xj1atX4/Dhw8jMzMSSJUtw5swZxMTEwOFwhERH8vPzhSsOlZWVwsTMyspKnD59Gs3NzSgpKYHD4YBEIoFer2dBdheJRCLhTVXgasj4+DgkEgkMBsMd7XwODw/jyJEj2Lp1KzZv3ixcrbDZbHj88cchk8nQ2tqKjz76CMPDwyguLkZubi4aGhpw9OhRDA8PIzMzE2vXroVMJoPX653Rz5m+nKm6tezcuRP79u0TYi1KpZJDiIho1szfimyBCo61dHV1Yfv27SGDZQDAarXi7/7u76DX65Geng6bzTan8pN+vx9utxsSiQTj4+M4deoUYmJiEB0dfVPsJC4uDklJSUI0xW63Y3h4GCqVKiRSolKpsGnTJkRHR8NgMAjHwREUhUKBtLQ0aDSakAE7QGikJNAjPHAsl8uFnGrgTdBCip1EEo/Hg7GxMYyOjkKhUECv10Mul9/2m6bm5mZ8+umncDqdUCgUITddi8Vi4WZQn88Hl8uFlStXYu/evbDb7Th8+DBqa2uRlZUFh8MBv9+PY8eOoa+vDykpKYxLhMlUsZatW7di9+7dABhrIaK7j4X6HOdyuTA8PIzOzk4MDQ1heHgYHR0daGxsxMTEBDZu3HjT3zEajdi2bVsYVnvdxMQEBgYGhJaAgTaDKpUKHR0dwpCdQBcUo9EovHjKZDJ4PB4A17qmDA4OwmAwTBo7iYqKgs/nw8jICDQaDYBrhT5wLccdHCkpKiqa9Dg4ghIfHz+bXxaaRT6fD2NjYxgeHoZIJIJarYZKpcLo6ChkMllIsf2XXL58GWfPnoXX653yCtTY2BgGBwfh9XqFnXPg2hWtK1euYMuWLcjJycHo6Cg++OADDA8PY9myZSFv9Gh2BGItfX19QqylubkZZ8+eRUtLC5xOJywWCwoKClBQUID09PQwr5iIFioW6nNcoFvLq6++ilOnTqGzsxNisRibNm3C/fffH3Ft9AL58NHRUSF2EthlzMzMRGpqKl5//XUsW7YMubm5ePPNN5GdnY3CwkKh20lwpluv14d0OLkxdiKVSiGVSoVoikQiWZDdThY6n88Ht9stvJlNSkqCSqWC0+lES0sLzGZzSIejvyTwBtnpdGJiYmLSczo7O1FXV4fx8fGbPhYVFYU9e/Zg6dKlaGlpwZEjR5CVlYWysrKI+z87HzHWQkRzBQv1OSrQcaKmpgbt7e1IS0tDbm4uVCqVMIQoKytrxnfngofsiMViIV4SHR2Nd999F+np6cjKyhIeT0hIEIbvpKSkCJ1SlEolFi1aBJ1OFxIv0ev1WLduHaxWKzQaDYqLi2E2m2/qdhLoHR54MQ24MXYSEBxNYZG+8HR1dWH//v1obW2Fx+OBXq+HVCqFyWTCli1bbvtKyaJFi1BeXo5jx47hgw8+gEgkQkpKChwOB5KTk6HX61FfX4/jx4+jsLAQ2dnZGB8fR1tbGzo6OiAWi4VYVCAec+nSJTQ1NQn3jNDMOXPmDI4fPx4Sa7FaraisrMSuXbsAXI+1xMbGMtZCRBGDhXoEc7lccDqd8Hg8UKlUQnQDgBDtGBwchEQiwerVq2/ZrSW424nf7xeG7EilUvT19QkxgEARrtFohGO9Xj/pkB2JRCLESzweD7q6umCz2UJiJ4Eb9wwGA/x+v9ApRavVIiUlRVhfcLxk5cqVwnFwF5Tgbifc5aLb4Xa7cenSJXR0dAAAent7AQAJCQnCz/vtSEhIwOrVq1FaWoq+vj588cUXUKvVsNvtITvsBoMBpaWlyMnJgc/nw+joKGJjY1FQUCD8mxqNBgUFBQBwRwOXKNR0Yy2rVq1irIWIIp7IHwjs0l3X29uL119/Hb29vbBardi9ezesVqvw8c7OTly8eBEDAwNISUlBRkaG8LHALpzH44Hf74dSqRQiH5Px+XwYHx8X8t319fWwWq3Q6/X48MMPkZKSgqSkJBw6dAiZmZnIyMgQjlesWIG2tjYYjUbY7XZ4vV7hZkiXyyX8u8EZ8uDHAzd+SqVS4c3CQrqZ8kc/+hEOHjyIAwcOhLwhobsnMK31xs4qEolE6E9/uwVy4DkDA8CkUqnw8y8Wi+F0OuFyuSCTyYTJsx6PBy6XCxMTE0KnpcDzANeu/ASuitGd6erqwq9//Wu89957qKmpAQCUl5dj586dWLVqFXQ6nXAlLrBZQUQUqfgbKgJMTExgeHgYLS0t+Pjjj1FTUyPchKbRaLBo0SLEx8fD6/WG7Gx/8cUXMBqNUCgUeOutt4Ri/ty5c7DZbIiOjkZTUxPMZjOio6OFbidqtRoJCQnCpfelS5fCYDCERFCCj6VSKWw2G5RKJUQiUcgLW3C8JHjsefDjwdGU2536SDQTJBIJoqKi7upzBiJewQJDrmZ7bQvJmTNnUFVVFRJrsVgsqKysxH333QfgWqwlKyuLsRYimnNYqIdRYJe7u7sb7e3tcLlc6OrqQn19PS5evIjY2FgsWbJEuFEy0JZQLBYLN2SqVCpIJBL09PTAbDYLu3M6nU4YtnJjtxOZTBZyQ2bwTn3wjm/wsdlsnu0vBxHRLbndbmEI0fDwMIBrsZba2lq0trZifHwcFosFK1euRGFhIWMtRDTnsVAPI4/Hg+7ubnz++edoaGiAVCrF5s2bsXv3brS0tKCoqAglJSXo6OiAVqsVbqKUSqWQy+VCES8SifDwww8Ll95LSkqEqEl+fr5Q6NtsNuZfiWjOCu7WEhxr2bFjB/bt2yfEWgJXC4mI5joW6mFkNBqxfft2WK1WHDt2DB9//DE8Hg8sFguys7ORlpYGi8Ui9HgODM0J7KgHvxAF3wwXfLk9+DIvYydENJdMFWu59957sXPnTgCMtRDR/MZCPYy0Wi1Wr14Nm80Gu90OuVwOi8WCwcFB6PV6uN1u+P1+mEwmYSec3U6IaD4KxFr6+vqEWMv58+dRW1uLlpYWxlqIaEFioR4BkpOTERsbi82bN+PIkSP4wx/+gD/96U946KGH8MQTT8BoNLIzARHNa4y1EBHdjNVfBAhMz1Sr1Vi5ciV0Oh3WrFmDy5cv48c//jEUCgUqKipwzz33hHupREQz4uzZszh+/DgaGxsxNjYGqVQKi8WCLVu2YMeOHQAgDG5jrIWIFioW6hEmOTkZycnJAIADBw7gwIEDAK4N+1GpVLBYLLDZbGznRkRzBmMtRER3hoV6BNu6dSvKy8sBAP/1X/+Fv/3bv8XGjRuxc+dOrFmzJsyrIyKankCs5fDhw0KsZf369di+fTueeuqpkFgLd86JiK5joR7B1Go11Go1AGDLli0wmUwYGxvDu+++i/fffx/l5eVYtGgR7HZ7mFdKRHTdVLGWzZs3Y/v27QAYayEimg4W6nNEfn4+MjMzcfz4cbz//vuoq6uDXq9Hf38/kpKSsGjRopAWjUREd4Pb7UZnZ+dNsZaamho0NzcLsZa8vDwUFRUx1kJEdBtYqM8hWq0WpaWlyM/Px8WLF/Gb3/wGb7zxBiQSCfbv34+srCwONCKiu2pgYAAHDx5krIWIaBawUJ8hb799Du+8c074s91uwCOPFCEmRn9b59yKWCyGUqmEUqmEVCrFtm3bsHz5cnR2duKFF16ASqVCeno6tm7dCrPZPHOfHBHR/3f27FlUVVWFxFrMZjM2bdqEbdu2Abgea4mLi2NxTkT0JbBQnyE9PcP4858voL6+CxaLFmvXOuByeW77nOnSarUoLi5GcXExLly4gB/+8Ifo7+/H1atXYTQakZKSAqvVCqvVyiFJRHRHphtrWbFiBWMtRESzgIX6DNmzJxepqRY89tir2Lp1Mb773Q0wGFS3fc6diI+Px7PPPouOjg6cPHkSP/7xj5GUlIRt27ahsrKSu+tEdEcm69aybt06bN++HU8++aQQa1Gr1dw5JyKaBSzUZ4hGo4DZrIFUKoZWe+34Ts65E4FLz4FYjFgsRldXF1paWvDMM8+goKAAa9as4e46Ed3SVLGWjRs3YuvWrQAYayEiuptYqM8jGo0GDocDDocDp0+fxtGjR1FTUwOJRAKZTAaz2Yy0tDQkJiaGe6lEFGaBWEt/f78Qa2lqasLp06cZayEiihAs1Oep7OxspKWl4aGHHsLrr7+O5557Dh0dHfjGN76Bffv2hXt5RBRmt4q1BHdrYayFiCh8WKjPgrffrkNf3+ikH+vrG0Vn59Csr0Eul0Mul0On06GsrAxGoxHDw8Po6urCd77zHaSkpKCoqAjLly+f9bUQUfidPXsW1dXVIbEWk8mEjRs3orKyEsC1WMuiRYsYayEiihAs1GdBd/cQamouT/qx0VE3nM476/Ryp3JycpCTkwMA+OUvf4lXX30VAwMDEIlEcDqdiI6OhsVigU6nu6vrIqLZMd1YS25uLmMtREQRjIX6LNizJxff/nb5pB9rbOzB17/+6l1e0XV79uxBWVkZzp49i9/97nf47//+bzzwwAPYtGkTVqxYEbZ1EdHMCcRa3n///ZBYy7Zt24RuLRKJhEOIiIgiHAv1WaDVKmC3Tz7EqK9vFFKp+C6v6DqtVivEYhQKBXJzczE6Oorf/va3ePvtt/HAAw8gMTGRL95Ec8hUsZYNGzbg3nvvBTD3Yy0tLS1ob2+H1WqF3W6HxWIJ95KIiGYdC/UFSC6XIyEhAQkJCVi1ahXef/99fPTRR2hqakJCQgIuXboEs9kMh8MBlerL93knopnjdrvR1dUVEmtpbGzE6dOncf78+ZBYS2FhIRwOR1jX6/P54HQ60d3dDQBQq9UwmUw3tYqdmJjA0NAQuru7ceXKlZuep7a2FhcuXEBxcTG0Wi0LdSJaEFioL3BGoxGVlZWoqKhAU1MTnnnmGbS3tyM9PR3/9m//hrS0tHAvkYiCDAwM4ODBg3Mm1uJ2u3Hp0iW89tpr8Pv9yMzMxIYNG2AymULOGxsbw4kTJ/Daa6/h7bffnvR5YmNjsXLlSkilfOkiooWBv+0WOLFYDI1GA41Gg8zMTDzyyCMYGBiAy+XC/v37YbPZsHjxYhQVFcFgMIR7uUQLzrlz54QhROPj45BKpYiKikJFRQW2bNkCAEhLS4u4WIvT6cQXX3yBqqoqfPrppzhx4gQyMjKQnJwMv99/0/l+vx9OpxNyuRwZGRkoLy+H0WgMOcdgMCA3N/emx4mI5isW6jOkvb0fJ09exNiYG1980Y8TJy5i0aJoqNXy2zonnKKiorBr1y4AQFtbG37wgx/g0qVLGBsbg8/nQ2pqKux2u7BjR0Qza7qxluXLl0dErGUqo6Oj6O7uRn19Pc6dO4fGxkY0NjbCYrFALL71PTpRUVFYtmwZ/vqv/5rD2YhowWOhPkMOHjyFn/70fQwMjOHgwVNoa+vDz3/+IDIzbbd1TqRISEjAs88+i7q6OnzyySf4/ve/j8LCQnzlK1/BihUroNVqw71EonkneAhRbW0tAGDt2rXYunUrvvnNbwpvkiN9CFF7eztOnz6Nzs5OrF69GmvXrsWTTz4Z7mUREc05LNRnSElJGqTS67vMZrMGFovmts+JFFKpFFarFdnZ2VCr1bDb7ejp6cF7772H//u//8P69etRUVEBuVwOkUgU7uUSzUnnzp0TurUEYi1GoxEVFRXYvHkzgOuxlvj4+IguzoNZrVYsW7YMDocDNpsN/f39d/13xdDQEDo6OnDq1Cm0t7ejv78fPp8PBoMBZrMZGo0GXV1dGBkZwerVq2EwGDAyMoJTp05hbGwMFosFFRUV0Gq16O3txWeffYbu7m5IpVKsWrUK2dnZiI+Pv2ufDxEtTCzUZ0hBQTIKCpK/9DmRxmq1wmq1Ij8/H0ePHsWbb76Juro6qNVqqNVqaLVaJCQkICYmJtxLJYpowbGWkZERANdiLadOnUJTU5MQa9m5cyeKiooiNtYyHRaLJaQry8jIyLSKdJlMhomJCVy5cgW1tbXo6OiA3++HTCaDXq+HyWSC0Wi85c2kgS4zjY2NqKqqwqlTp9Dd3Y2hoSEMDg5CpVLBbrcjOzsbx48fR319PbxeLxITEzE+Po6TJ0+iubkZUqkUer0eNptNWE9NTQ2Gh4cxNDQEjUbDQp2IZh0LdZq2goICLFmyBB6PB88//zy+/vWvw2Kx4LHHHsPf/M3fhHt5RBEteAhRcKylsrISTzzxhBBr0Wg0c2bnfCZJJBJotVqMjY2hqqoK9fX1cLlccLvdMJvNKCwsRHl5OcrKym55M6nb7UZ7ezv+93//F2+99RaKiorw4IMPwuFwoLq6GvX19fD7/fjKV74Cv9+Puro6DA4Owm63Iz4+Hvv27cNrr72G3//+93jnnXcQGxuLuLg47N27F8eOHcM777yDpqYmXL48+fRpIqKZxEKdpk2lUgl91Tdu3AiLxQKVSoXu7m48/fTTWLx4MVasWIHMzMwwr5Qo/KaKtdxzzz3YtGkTgLkZa5ktCoUCaWlp2LVrF3JzcwFcuym1r68P7e3taGtrw4EDB6BSqbBs2TLYbJPf23P16lW89dZbaG1tRUpKCjZu3IgVK1bAbDZDr9dj6dKlcLlcUKlUcLvdEIlE0Ol0SE1NRVZWlrBr7/F4MDQ0hPz8fKxZswYpKSlobGyEXq+HVqu9qQ88EdFsYKFOd2TVqlVYtWoVAOCll17CH//4R4yPj8PtdmNkZARJSUnQ6/WQyyOjow3RbHK73eju7g6JtTQ0NODkyZMhsZb77rtvzsdaZotMJkNMTAxiYmKwbt06AMD4+Dh6enpQVVWFV199FZ9++imys7NhsVgmLdQDsZkjR45AJBKhuLgYxcXFsNvtAAC9Xo/MzEyMjY2hrq4OV69ehVqtRlJSEhwOB1JSUuByueD3+yESiWCz2ZCTk4O8vDwA19rZ+v1+2O12togkoruChTp9aXv27EFRURE+++wzvPnmm/j5z3+O7373uygoKBBeIInms+AhRDfGWoK7tSzUWMudUiqViIuLw+bNm9HQ0ICamhrU1dVh+fLlwq57sOHhYVy+fBltbW3Iz89HWVnZpB2qnE4nmpubMTw8DLvdjoKCAiQnJ8Pj8aCrqwt9fX1QKBSoqKhATk6O8Pf6+vrQ3d2N8vLyKXf0iYhmEgt1+tJ0Oh1SUlIgEolgMpnQ3NyM6upqHDt2DBaLBXv37oXdbmd3GJo3zp07h88//1yItUgkEhiNRpSXl2Pjxo0ArsVaAp1BWJzfGZFIBKlUCq1WK3wNvV4vfD7fpOePjo7iypUrGB8fh9FoRFJS0qRfe5fLhZaWFgCAw+FAVFQUZDIZhoeH0draiuHhYZjNZqSmpsJkMmFiYgKDg4Po7e3F+Pg4UlJSYLVaZ+8TJyL6/1io04xQKpXIyspCVlYWOjo68Itf/AItLS1oa2uDw+FAYmIiDAYDEhMToVQqw71comljrOXL8Xq98Hg88Pv9Icc3cjqdaGtrA3AtomI2myGVSjExMYGBgQEMDg4CuNZRZqo5DhMTE0J0RSKRQCqVwufzYWxsDGNjYxgcHITRaBQKdZFIhIyMDKhUKohEIrhcLjQ3N8PpdCImJgYWiwVqtRpjY2O4ePEi+vr6IJVKERsby+gLEd0VLNRpxtlsNnzzm9+E2+3G+fPn8fTTT2NsbAwFBQX4x3/8R04bpDllsm4ta9asmbRbC9+E3szlcmFkZAQTExMYHx/H8PDwpDviXV1d+NnPfgaRSIQVK1Zgy5YtMJvNGBwcxIcffojTp09DJBIhNzcXSUlJk/5barUaUVFRkEgk6O3tRXNzMxwOBwYHB1FfX49PPvkEZWVlyMjIQGtrK+x2O1JTU4V7aQIFvN/vR2pqqrAb73Q60dDQgJGREeGNAm8mJaK7gYU6zTipVAqTyQTg2g1ijz76KHp6euByufDcc88hPT0dK1euxKJFi6BWq8O8WqJQU8Va1q9fjw0bNgBgrOUvcTqd6OzsxNGjR3HhwgW0tLSgp6cHQ0NDOHToEHp6epCVlQWHw4ElS5ZAo9EIQ9aam5vx4Ycf4ty5c5DL5ULsxGazIS8vDytXrpwydhLo3rJ27Vr09fVh//79MBqN0Gq10Ov1yM7OhslkQmdnJ/r7+5Genh5SkAcKdYlEgpSUlJBCvbGxERcuXMDVq1fx8ccfQywW8+oJEc06Fuo0q8xmMx5++GH09vaipqYG+/fvR39/v3A5Oy0tDTExMZDL5RCLxeFeLi0wgVjLwMCAEGupr68XYi2BCZX33XcfVq9ezcJsmiYmJjAyMoLm5mY0NTWhv78fixYtEuIvzc3NkMlkMBqNmJiYAABoNBoUFBRALpfj/PnzaGlpwcTEBGQyGex2O1atWiV8D6Z6g69SqZCQkIAtW7bg008/xblz59DV1YX4+HhER0ejqKgIGo0GLS0tyMrKQk5ODhISEoQddalUCpvNBrPZjOzsbOEKiVgshkqlEiIvg4ODGB4evjtfTCJa0ET+ycKCRDPM6/XC7XZjaGgIf/rTn3D48GEcO3YMO3bswGOPPQa73T5vWzn+6Ec/wsGDB3HgwIGQDhIUft3d3XjllVcmjbXk5ubeFGth3GF6fD6fUKx7PB54vV4hly4SiSCRSCCXy6FQKKBUKiEWi+Hz+TA+Pg6XywWPxwOfzye0SZRIJFAqlVAoFJDL5be8MT3wPE6nE263G8C1YUoKhQJqtRoikUjoka5UKqHVaiEWiyESiYQNBIlEApVKBYVCAbFYDK/Xi+HhYbhcLvh8PmGmBK+mENFsY6FOd117ezsaGhrQ2tqK3t5eYWeqoqICFRUVYV7dzGOhHjnq6upQXV0t3AQqkUhgMBigUCiEsfTp6emMtRARUURg9IXuusTEROGG0tdffx0HDhzAwMAAdDodDAYDjEYjrFYroqKiwrxSmssYayEiormOhTqF1aZNm1BSUgKv14sXXngBjzzyCEpLS7Fr1y7cc8894V4ezWGBbi0ffPCBEGspKyvDvffeiyeeeAJarRYSiQRarZbdWoiIKCKxUKew0mq1Qk/kjRs3QqfTwePx4OjRo/jkk09QXFyM7OxsxMXFhXmlFOmmirWsXbtWeNPHWAsREc0lLNQpYhQWFiInJwenTp3C22+/jRMnTkAqlWJoaAhpaWlITU2FRqOBRCIJ91IpzNxuN3p6em6KtZw4cQKNjY0YGxuD1WplrIWIiOY0FuoUUTQaDfLz85GTk4OLFy/iD3/4A/bv3w+Xy4Wf/OQnWLJkyZRTCWnhGBgYwMGDBxlrISKieY2FOkWUQL9ilUoFpVKJDRs2IC0tDZcvX8Ybb7yBd955B4mJidixYwcsFku4l0t3SV1dHT7//POQWIter8fatWtRXl4O4HqsJSEhgbEWIiKaF1ioU8TSaDQoLCxEYWEh2tvb8ZOf/ARdXV3o6+tDTEwMkpKSYDKZYLVa2d96HmGshYiI6BoW6jQnxMbG4oc//CG8Xi/a2trw/e9/HyaTCZs2bcLOnTunHClOc89U3Vq2bNmCxx9/PCTWolKpwrxaIiKi2cNCneaEwGhvAJDL5XjkkUfQ1dWFrq4u/OxnP8OSJUtQUFCAxMREZpLnmKliLWvWrMH69esBMNZCREQLEwt1mnPMZjO+9rWv4dy5c/j4449RVVUlRCQ6OzuRlpaG+Pj4MK+SJhMcaxkdHQVwvVCfLNaSkZER5hUTERGFDwt1mrMcDgfi4+Oxfft2fPDBBzh06BDOnDmDRx99FPv27YNIJAr3EukGt4q13NithbEWIiJa6Fio05wll8shl8thMBhQWFgIrVaLsrIyXLlyBd/73vdgtVpRUlKCgoKCcC91waqrq8OJEydCYi06nQ5lZWVYt24dgGuxlpycHMZaiIiIbsBCneaFjIwMISbxwgsv4OWXX4bVaoVEIoFUKoXZbIbJZIJerw/zSucvxlqIiIhmFgt1mnf27NmDNWvW4PLly3j99dfx8ssvo7KyElu2bEFhYWG4lzdvBcdazpw5AwAoLS29qVuLTqfjDb9ERETTwEKd5h2DwQCNRoOoqCi43W4kJSXB5XLh0KFDOHr0KLZt24akpCRoNJpwL3VOC8Razp8/L8RaAvGjtWvXArgWa1m8eDFjLURERHeAhTrNS1KpFBaLBRs2bEB+fj6OHDmCDz74ADU1NbDZbOjq6oLNZkNaWhpvWpwGj8czaayluroaDQ0NQqxl165djLUQERHNEBbqNO/p9XpUVFSguLgYLS0teO6559DY2IiYmBj8x3/8BydbTsNUsZZNmzbh7//+70NiLXzjQ0RENDNYqNO8FyggdTodFAoF7r//fnR1dWFkZAQvvfQSzGYzsrKyUFpaCoPBEO7lRoSpYi2lpaVYs2YNAMZaiIiIZhsLdVpQjEYjdu7cCQBobW3F008/jfr6evT390MulyM5ORlmsxkGgwFS6cL47xGItQwODgqxlnPnzqG6uhr19fUhsZbi4mLGWoiIiO6ShVGJEE0iISEBzz77LJqbm1FdXY1/+qd/QnZ2Nnbs2IG1a9fCaDSGe4l3BWMtREREkYmFOi1YMpkMsbGxUCgU0Gg00Gq16O/vR01NDf785z+jpKQEa9euhVqthlgsDvdyZ0x9fX1IrEUsFkOr1aKkpARlZWUArk19zcnJQWJiImMtREREYcJCnRY8s9kMs9mMvLw8VFVV4fDhwzh58iREIhHUajX0ej3i4+Nht9vDvdTbxlgLERHR3MVCnSjIkiVLkJqair179+KVV17BP/zDP0AsFuOxxx7DY489Fu7l3bZArOXDDz8UYi0lJSXYtGkTvvGNbwixFr1ez1gLERFRhGGhThREpVIJBev69euh0+kAAFeuXMEPfvADOBwO5OXlYdGiReFc5pSmirUUFxejtLQUAGMtREREcwULdaIp5OfnIz8/HwDw/PPP43/+53/Q09MDj8cDt9sNu90Og8EApVIZlvV5PB709vaGxFrOnj2LqqqqkFjL7t27GWshIiKag1ioE03Dnj17UFRUhJqaGrz77rt4/vnn8eijj6K0tBTp6elhWdPAwAAOHjw4aawluFsLYy1ERERzEwt1omkwGo1QqVRQKBRQq9VoampCe3s7fvnLXyIqKgoPPPAAYmJiZrX3en19PU6ePBkSa9FoNFi9ejVKSkoAXIu1LF68mLEWIiKieYCFOtE0KRQKOBwOOBwO9PT04NVXX8Vnn32G0dFRJCYmIjk5GVFRUUhISPjScRjGWoiIiIiFOtEdMJlMePjhh7F7926cP38e//Iv/4LBwUEsXboU//zP/4zk5OQv9fyTdWspLi4O6dYilUqh0+mgVqtn4DMiIiKiSMNCnegOSKVSmEwmAIBSqcRXv/pVjIyMQCQS4cUXX0R8fDyWLl2KpUuXTuv5poq1FBUVobi4GABjLURERAsNC3WiL8lsNmPv3r0AgNbWVnzve99Da2srRkdH4XK50NHREXJ+INZy9erVkFjL8ePHUVdXFxJrKSkpYayFiIhogRL5/X5/uBdBNF+43W709vbi888/x0cffYSjR4+ira0NcXFxOHDgAHJyctDT04PXXntt0ljL0qVLb4q1yOXyMH9WREREFA4s1IlmwcWLF9HQ0IDGxka88cYbqKmpwc6dO2EymSASiaBWqyGVSiESiQBci7UsWbJkRm5EJSIiovmB0ReiWZCQkICEhARUVFRALpfj6tWrqK2thd/vh8lkYqyFiIiI/iLuqBPNsoGBAQwMDAi754EhRIy1EBER0a2wUCciIiIiikDicC+AiIiIiIhuxkKdiIiIiCgCsVAnIiIiIopALNSJiIiIiCIQC3UiIiIiogjEQp2IiIiIKAJx4BHRDHI6PWhr68P4uCfkcZVKhpQUM5RKWZhWRkRERHMNC3WiGXTx4iC+/e3f4fz53pDHHQ4r/vM/98DhsIZpZURERDTXcOAR0Qz58MNGHDnSBJVKDrFYFPIxn8+P8XE31q3LQHl5ZphWSERERHMJd9SJvqRA3OWTT1rQ0NCNn/50B9LSLCHnnDvXiQceeAkymYSFOhEREU0LbyYl+pICcRcA+Pd/34WEBGN4F0RERETzAgt1oi/J7Z5Ae/sAACAxMQpy+c0XqqKjdXjyybVYv5676URERDQ9jL4Q3QUWixaPPloc7mUQERHRHMIddSIiIiKiCMQddaJZ9uGHjfjjH5uEP9tsOjz4YB5sNl0YV0VERESRjoU60Sw7f74Xv/vdaVy40A+jUYXi4lRUVi5moU5ERES3xEKdaJbdf38uEhOj8NRTr2PTpmx8+9vliInRh3tZREREFOFYqBPNMpNJg6QkE+RyKczma8dEREREfwlvJiX6kpRKGbKyogEADQ3dcDo9YV4RERERzQcs1Im+pIQEI5599j4AwLe//TtcujQY3gURERHRvMDoC9GXJJdLkZRkwvr1GZBIxPjVr47D7/eHnNPbO4KenuEwrZCIiIjmIhbqRDOktDQdsbFGfOc7v0dLy5WbPh4ba0B0NG8iJSIioukR+W/c+iOiO+Z2T6Czcwgu18SkHzebNTCbNXd5VURERDQXsVAnIiIiIopAvJmUiIiIiCgCsVAnIiIiIopALNSJiIiIiCIQC3UiIiIiogjEQp2IiIiIKAKxUCciIiIiikAs1ImIiIiIIhALdSIiIiKiCPT/ANMno3rq/C/GAAAAAElFTkSuQmCC"
}
] |
math-reasoning
|
{
"ground_truth": "$y=21.61$",
"style": "rule"
}
|
{
"answer": "$y=21.61$",
"index": 10,
"question": "A square prism has sides of length 11cm, 11cm and 15cm as shown.\n\nNow, we want to find $y$, the length of the diagonal $DF$.\n\nCalculate $y$ to two decimal places.\n",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Find A B if \\triangle A B C is an isosceles triangle with A B \\cong B C.\nChoices:\nA:3\nB:4\nC:7\nD:11 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 11,
"question": "Find A B if \\triangle A B C is an isosceles triangle with A B \\cong B C.\nChoices:\nA:3\nB:4\nC:7\nD:11",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: As shown in the figure, AC is the diameter of circle O, if angle OBC = 40.0, then the degree of angle AOB is ()\nChoices:\nA:40°\nB:50°\nC:80°\nD:100° You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 12,
"question": "As shown in the figure, AC is the diameter of circle O, if angle OBC = 40.0, then the degree of angle AOB is ()\nChoices:\nA:40°\nB:50°\nC:80°\nD:100°",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: The graph shows an angle $a$ in standard position with its terminal side intersecting the circle at $P\\left(-\\frac{21}{29}, \\frac{20}{29}\\right)$. The center of the circle is the origin and the radius of the circle is 1.\n\nFind the value of $\\cos a$.\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "$-\\frac{21}{29}$",
"style": "rule"
}
|
{
"answer": "$-\\frac{21}{29}$",
"index": 13,
"question": "The graph shows an angle $a$ in standard position with its terminal side intersecting the circle at $P\\left(-\\frac{21}{29}, \\frac{20}{29}\\right)$. The center of the circle is the origin and the radius of the circle is 1.\n\nFind the value of $\\cos a$.\n",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: As shown in the figure, it is known that in Rttriangle ABC, angle C = 90.0, AC = 4.0, tanA = frac {1.0}{2.0}, then the length of BC is ()\nChoices:\nA:2\nB:8\nC:2√{5}\nD:4√{5} You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 14,
"question": "As shown in the figure, it is known that in Rttriangle ABC, angle C = 90.0, AC = 4.0, tanA = frac {1.0}{2.0}, then the length of BC is ()\nChoices:\nA:2\nB:8\nC:2√{5}\nD:4√{5}",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Xuan Xuan and Kai Kai are in the same mathematics study group. In a math activity class, they each used a square piece of paper with a side length of 12.0 to make a pair of jigsaw puzzles, and cooperated to design the work shown in the picture. Help them calculate the sum of the area of the three figures circled in the figure, it is ()\nChoices:\nA:12cm\nB:24cm\nC:36cm\nD:48cm You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 15,
"question": "Xuan Xuan and Kai Kai are in the same mathematics study group. In a math activity class, they each used a square piece of paper with a side length of 12.0 to make a pair of jigsaw puzzles, and cooperated to design the work shown in the picture. Help them calculate the sum of the area of the three figures circled in the figure, it is ()\nChoices:\nA:12cm\nB:24cm\nC:36cm\nD:48cm",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: Esteban's account balance can be modeled by $f(t)=1000 \\cdot e^{(0.08 t)}$ and Anna's account balance can be modeled by $g(t)=750 \\cdot e^{(0.12 t)}$, where $t$ is the number of years since they opened their accounts. $f(x)$ in blue goes through (0,1000), (5,1500), and $g(x)$ in red goes through (6,1500), (8,2000). When do the accounts have the same balance?\nRound your answer to the nearest integer. \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "7",
"style": "rule"
}
|
{
"answer": "7",
"index": 16,
"question": "Esteban's account balance can be modeled by $f(t)=1000 \\cdot e^{(0.08 t)}$ and Anna's account balance can be modeled by $g(t)=750 \\cdot e^{(0.12 t)}$, where $t$ is the number of years since they opened their accounts. $f(x)$ in blue goes through (0,1000), (5,1500), and $g(x)$ in red goes through (6,1500), (8,2000). When do the accounts have the same balance?\nRound your answer to the nearest integer. \n",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: As shown in the figure above, a triangle has an angle of 50° and two sides of 12m and 13.1m. Calculate the area of the following triangle.\n\nRound your answer to two decimal places. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "60.21 \\mathrm{m}^2",
"style": "rule"
}
|
{
"answer": "60.21 \\mathrm{m}^2",
"index": 17,
"question": "As shown in the figure above, a triangle has an angle of 50° and two sides of 12m and 13.1m. Calculate the area of the following triangle.\n\nRound your answer to two decimal places.",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: The radius of the following figure is $2 \\mathrm{~cm}$. Calculate the area of the following figure, correct to one decimal place. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "Area $=9.4 \\mathrm{~cm}^{2}$",
"style": "rule"
}
|
{
"answer": "Area $=9.4 \\mathrm{~cm}^{2}$",
"index": 18,
"question": "The radius of the following figure is $2 \\mathrm{~cm}$. Calculate the area of the following figure, correct to one decimal place.",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: In the figure above, a shaded polygon which has equal sides and equal angles is partially covered with a sheet of blank paper, only one quadrilateral is showing. If x + y = 80, how many sides does the polygon have?\nChoices:\nA.Ten\nB.Nine\nC.Eight\nD.Seven\nE.Six You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 19,
"question": "In the figure above, a shaded polygon which has equal sides and equal angles is partially covered with a sheet of blank paper, only one quadrilateral is showing. If x + y = 80, how many sides does the polygon have?\nChoices:\nA.Ten\nB.Nine\nC.Eight\nD.Seven\nE.Six",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: There is an ellipse, for which the domain is from -3 to -1 and the range is from -1 to 3. Determine if this relation is a one-to-one function.\nChoices:\nA:This is a one-to-one function\nB:This is not a one-to-one function You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 20,
"question": "There is an ellipse, for which the domain is from -3 to -1 and the range is from -1 to 3. Determine if this relation is a one-to-one function.\nChoices:\nA:This is a one-to-one function\nB:This is not a one-to-one function",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: A circle the center of the circle is the origin and the radius of the circle is 1. The point $P$ on the unit circle has the coordinates $(x, y)$. What is the value of $\\sec \\theta$ ?\nChoices:\nA:$\\frac{1}{x}$\nB:$x$\nC:$y$\nD:$\\frac{1}{y}$ You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 21,
"question": "A circle the center of the circle is the origin and the radius of the circle is 1. The point $P$ on the unit circle has the coordinates $(x, y)$. What is the value of $\\sec \\theta$ ?\nChoices:\nA:$\\frac{1}{x}$\nB:$x$\nC:$y$\nD:$\\frac{1}{y}$",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: This box is to have a divider placed in as shown. The box has sides of length 19 cm, 10 cm and 7 cm.\nCalculate the area of the divider correct to two decimal places, using your rounded answer from the previous part. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAXYAAADUCAYAAACI/Qg0AAAAAXNSR0IArs4c6QAAAFBlWElmTU0AKgAAAAgAAgESAAMAAAABAAEAAIdpAAQAAAABAAAAJgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAABdqADAAQAAAABAAAA1AAAAAABnkcQAAABWWlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNS40LjAiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp0aWZmPSJodHRwOi8vbnMuYWRvYmUuY29tL3RpZmYvMS4wLyI+CiAgICAgICAgIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgpMwidZAABAAElEQVR4Ae19CbglVXXuuvPQE93MNIM0dDODypjQmEbEhzKogEYRkbw4ECWaqHFARN73vYgaJSafxLw4ITRKUEAwUZwCOCIIitgIdNP0RI/Q0MOdzh3O+/9dZ52zT52qM9xT59wzrH2/ulW15/r3rr/WWbX2qo40glgwBAwBQ8AQqBgBJc+OiJKk1o6OIGVKcOz+IjLWIKqzBnValYaAIWAItD0CSuoEgqRez9Bdz8asLUPAEDAEWgmBcum6IF8xUT8BgIzYEwDRqjAEDAFDIA8BEPcUIgoIXeOYoOSeVzCZEyP2ZHC0WgwBQ6AdEVBy9hkccYzu718o6anZOALNdqQQOeF07iOjq6WLWPlleJ5g6LCXpwmiaVUZAoZAeyFABg8TNIkd2xS2/v5jZGhkhXQij2YbGDxQxkY2iOANp8YlDZq9PE0aUavPEDAE2gcBj5nJ8X4guXZ07JIuHHCjgUwn9iT1XkjzU9DVhMv45as5NlVMNehZWUPAEDAEgEAUQfcNLpSx0WedWE5S7+ig1r0zyJvuDQqxoPdwSApMPlQsGAKGgCFgCEwHgQhGZxTVMJKGJp2Enq03R7e+KWQ2OcGDXEsJVmpVGQKGgCHQFghkWDtH3v5VB/Sa9uX57INgws+Y+LERe+KQWoWGgCHQjgj45D4wsEhGRtY4GLLSOUjdSfOI7ZTJvBeqSeNlxJ40olafIWAItA0CTuPiXW2aanQXQhK5kjr2A3hxOpLRvWvupPf28jRpRK0+Q8AQaBsEfCndieOICF6RehJ5htRdOo+nIE8jnyubV0FysBmxJ4el1WQIGAJtjECapO4k8gMDiZwkrsTt4hfKZLpTRsfW+29Ua4KYLVCqCaxWqSFgCLQTAoGT3A7p6zsYgnmfu3SQKwic8vuE06ln1S8ge+X7WmFkxF4rZK1eQ8AQaCkEQNNOzcKL4svJMDm7dPI4D0KBK09rrX7xmzRi99GowbHvk7lY9cPDwzJr1qxiWSzNEDAEpomAknAE55ZfYwfonEtIGSbhYX1qMjj2/rv6IxrR9gueBl7ZJA8zvUyySqvLRyBr6uRHho5f9apXOVK/9957XQofBrYZBjYHkpsDU1B+c6sU0ynci+PYhrC9/DXnCHQt8u//9b3AN0DoPuapE8zxL1hpmtsHCREFahRlxF4jYOOq5cTS8OlPfxoToENOOeUUN+GWLVsmb3vb2zTZ9oaAIVAlArzb3B3nGDe+Mv++1FwsR5n8mus/L7PmzJM9TjpZ7tr+vCxa+gpI7lkZXLM31N6sYhIeDk6QUlL6I488IieeeKKcfPLJjtD9Ltx0003+qR0bAoZAHRDw71mSOa3Qf/3Hx+TMU06VOS9/udy+bp1MzZ0ju6As70jDBS/VMg0cjNgTGByfzDlB/HP/mE3NmTNHhoaGZNOmTbLffvsl0LpVYQgYAnEIVCpXU0ofxzaw995g95R8ffXTON5HUiDySVTGL5c2Q2jsx04zIIg++k97dtk/1+MLL7wQLjs75Zvf/KYjfiP1Jhlc62bLI0Ayhwwuw9jOevObZGD2oHz43/9d7tyyVTr321+GurpkDJL6JIS2qebgdWe10/IDN5MXuHz5ckf0BxxwAF7eTMkFF1xQtDumYy8KjyUaApEIkJy5TSdQQv+P/7wNevQ58sK++8m3n3tOTnrd62W4G651Efi1I/J553QbYCV1DmbumDDgqnp56qmn5IgjjpD9999fNm7cWHYrqsopu4BlNAQMAYcAebeUQM08ampOPfqKZ56Rk44+RuSgA+WO3/xGUnPnyigk9HA9JHWV1hekUnI+8qVHR127jfjPdOwJjwqJmdI5dehPPvmkLFmyJOEWrDpDwBDIIuCxuU/GXnQgyiNRSZ2EPoZt3qLDRLZvlxt+97Dsf9jhkoKqdAIb9dPM6wcldcbBgt1Pashj07GXOSyUxLkVC1deeaVTu3z2s591eY3Ui6FlaYZAAgjwnoy5LRnt7tkMqVPlQj36Wz/wAZkHC5d3X3ut3LFtqyxYcqQM9/TIGCR16tFjqnOdLZbmMjTIPyP2EgOhZE5JXF+EhovcfffdLo0qF+a/9NJLw1ns3BAwBGqBgP+VaK/+rPSO+5bmi9xu+d5/ydx58+RnG5+Vb2/dJq+89G0y0tUdkHmzMLZ3jcUOTRVTDB2kxZE5i23evNnp0OkKQB8AJaqzZEPAEKgDAuRpkjmtXdZse06OOeRgkQUL5FvQqcse82S0g9I5dfId7qWor2qpQ/dq3oRJ7NOEmKtF+WL04Ycflt27d0+zlsJiZhVTiInFGAKVIKCkPoJCh55+uhxzxGL5x1/8XG5du1am9pgPQg9oT6X6rGvdMhphmY4mkO6N2MsYTD/LVVdd5aR42qVTSn85VqUlGWzlaZJoWl2tjoD+UibX6kvRXTj+q49dJXOhRz/5/PPlO7BHP/DlJzp79PGMPTpxUfPFJuBpdreiYKqYMuG677775Mwzz5SzzjrL1C5lYmbZDIFaI0BVKYmZL0ZpfHjH//yP/NUb3iADkNT/c9M26ejDS1FYujCoPTqPqXpRiZ3nDHxIFFO9Brma478Re4lx8t3p0hXA4OBgiRLJJbfSREsOFaup3REgkfu26NSlbxwaliV00dHfJ8tXrZKuPfeSUb5YzYSoe4n1MIdK7GFS99O0nmbZmyqmyEj57nQ5MepB6pdddlmRHlmSIdBaCJBU3Yb7Kz+QurkVBsaq6eKLOD7y7LNlyYEHycfuuku+s3GzI/XxkCJcSRtGy+5Paw23qvHcF0vz8zXisRE7BzA0qaLc6dZr8G6++eZsUzoZsxF2YAi0KAKFc53UFNATCZZSOXXoqkenucLfXvcp2X/+PHnJaafJHVs3y/HLlslodxcWGkE9416QNjM14wKrCKaKAXg6qdSd7kknnVRA9lVgbEUNAUMghIBSbk5ZEsrgnaqETnLn8fd//Wt582vx0YuXvky+tWmzTPX2Cy1gpqBvzw/hc6peCuPyy7TGWdsSe1jnNnv2bOdOl7bp++67b2uMrl2FIdCgCJRDr5TOldT5YnTtzp1y4pFHi4wMydf/9IT07wN3up2wR0caZfty6kS2tgjBb522uNTcRfqkTrNFSuzqTpek7qtm/ONcDXZkCBgCAQKkXmwUwVUM96HReN37aUWOmZ2ETZXLhslJOfniN8qJhy6SK778/+RWeF/s3Wc/59eFVfjWLjxnoCmjmjMGMcH/uHg/TysctyWxk8h9d7okb9+drqpmOMD+cb0H3B4q9Ubc2qsbAhFEzyhK6ZTO6dNlO7Z//PrX5Mh99pLBAw+UW+Gy48/PPVeG4dNlAnr0qRIyeoFmBvW1S2g7VYzvTrcRidNfeTqTD5V2uQHsOqtFICMbxulBKoinhE5C53bvY3+US/7iLwSuUmX5mnXSDTNjel4k+QeW64UVM4bpDGEXASq9h+OD3K33v638sfvudBcvXlyRNK4PASPb1rsJ7IpmBgGSMM0WM8oc50r38eefl6VYXCTPPyfX/+rXcsCiw0HoJOzqvl6UJLHPHxuTC+BMrJH9sbesKkaJmFOWtuEkZN+dLs/9PMxXLDC/kXoxhCytnREo/15SGp9ypD4E0F7AtmJkVM54++WyFB+nufST18htm7bIvvCRTpWLT+p8GKhUno93fArzUVJvF2md19uyxE4SVne6vFBOvLA7XSNqImPBEKgegWL3ki4TIfWmQDmj2IaxkdQ3jKfkX+64Q0456GB5sa9Pbn12o5z7l38pY9386AW/M9pehFz9SAQ1tKSOvZQ7XZJ8sYmYFLjTqYc6di5SUgmoUfs5nWuzMu2JAGQsJ2aTpGlvzm075O4n1qyRi14GJ3rz95Cvrl4tvXNmB0SOtEk8BVy5EGSsKjrEp0Tnb+3YltOx053uQw895NzpJu15sdZTgWTeyRdEKuLUukGr3xCoIQKU0Kl40YVF/BzdFmyrYK547kUXifzpT/KpH/xAlhx/vIx098g4uJkqBKVo7llHowXTsddxRPSzdG+AZzcSYxypNzJphqXzRu5rHYfWmmpCBDh3Seokc6pcnsX26O5d8ub3vU/OPfpoOf2C18ktm7fIoZDYx/AVI+q/fVLXhwKKxQTmaETaj+lunaObVhXDiUMivP/++2XZsmWihF4KvzB5lso/k+nN1NeZxMnabhwEKJ1zm8C9qY661oPQf/Dr38i1l7xZ9nj1OXLL2nWS7u93ErovnTfOVTR/T5qW2EdGRoSfpGOIc6er5N/8w2RXYAg0OAIQnvklIi4woh06P3axdnhEntuxQy586UtF8DL0q08+KYN7LHB6dMraSuqUvGn54of8M6aodK4puvdL2bEi0JRWMeW60212iddUMTpNbd+oCJBuHZmDZ3fimIT+9PCQPLZjp5z5xjc5Uv/Abd+WW9etl36SurN08W3SA8K2uZ7sCDcVsetn6fiClBOBKphWC/7K01a7Nrue5BEgLaosm3ztxWtku7padBuO/zg5JY8O7ZYPfeo6OW/x4XIC7tNbN26SE884A6aLXdCjw3yxoEpK3uWsEQnyFRS3iEgEmkIVo+502+GzdP43T5v9F0fkjLPIhkKgUnWlkjmldOrQuT07Pi6bsD34xJ/kE699jcgpp8k3oUfv7O3L2qI31EW3QWcantipR+fn6TZt2iT78dNXbRAqvdnaABK7xBgEqtY0Q4omWWs9Kv3rud8s09TShWoXmi5uwyfpdsGN7kUnneLc6f7r4ytkLj5LRwddzI8f1nlBT6Pqz8toJ1UhUFdVTCk9GtM1j7rT/da3vuXilNQ1vaqrbvDCJqk3+AC1WfeoPqHZIl+K0o3uZmx/2j0sq3fvlove/S656Ljj5L1f/Fe5Y8OzMm/PvSHFdzi9O6X6dlrGj8ttmFBXYi9FWEz/0pe+5MwY6bCLJO670+V5qToaBtlpdsS+eTpN4Nq2mPpeqRSAoBwlZ196Dp9TwiZBq4T+MCxdnoJF2pduukkugi+XBQfsL99Yv0GWvvY8GYE9OkMvNr9OF5n5F67fT7Pj5BBomJWn6k53yZIl8iTMotot6EOLD652+FXSbuNbu+slQTNUKqPFlyOZU3dOQudGSf2ZoSHZhbn5OKTyv6c73UNfIjf/6MfSMQvudBEfR+Qo2nKhGVaeNoSO3XenS2JvxxD1S0TJvh3xsGsuDwE4oXAZKyfW+AcBSZ3+XGi6+CRc1I6A6cdTKbnwjFeIPLdNPv3LX8ohhy7K2KNHk7rNXTcsM/YvfnTr0CWa9pHQfHe6dWi2KZqwG6MphqklOqnqFkrmVLnswPbM6Kg8iRejL0D9+Vd//wG58Khj5C1Xf0Jug8R+EEidUvoktjgdepSg0hJgNclFzAixqztdVTuE3ek2CXY17abdGDWFt2Uqz+msA515uRfmq/vUFp2fovsDtgfGRmQbbNJ/8OMfyRsPfgm+HTolt2xYL+e9+U2SwmfpaI8eR+h8SHCzMLMI1EwVEyVxlnKnO7NQWOuGQHsgQOKltE1CT2FzXhcnJ2Tj2KjsgO35lp275MpjjxeZM0uWP73SfZZuHAuMmB/FLDQBAjUj9rDE6bvTfdnLXuZeEIbzNAFeNe+irTytOcSt2UA68+O7CPGqsKXmi+p1cTOsXOjnZTg1Lm88/zx8zugJ+diPfyxHw4yR8reaLRapOoup5lGpXc+zGeygLgjUXBWj7nRpl86JRXe6JHQj9ejx9VeeRuewWEMgBgHcX1HBSehIGMd9Rz06X4rSFv2PsEPfgJejOyGNv+/qa+SNRx0lZ77mXPk21C5HHn+cpMDKqktHdgtNhEDNJPb77rtPzjzzzLLd6TYRZtZVQ6DxEKBoXKAnCUwap2A5Q0sXkjr16OtGx3A8JVO9PfKrX/1KPvPmt0j//zpHvg43AL344MVYRszuYpXYKgn6aKm0XCVtWN7SCCRO7Fz+X8qdbuluWQ5DwBCYLgJKruMgdKpRSOpUu9AWfWcnvjna3S0v7BqWvz7hBGhapuSrj/9J+vB5OkrnzK/ByFmRaL59oqqYct3pNh9M9euxrTytH9at2hLldLVFp4T+aGpMHsZHozf39sruqbRc9IYL5a+PPkb+7pZvybfgTpekzpep9IrOUIzQO5GFW1xg2aA8MxXJGFeBxSeCQCLE3g7udBNBu4xK+CFrC4ZApQiQQvWlKK1cRrGtgwvdVbt2y86pKVi/dMj/ve7T8qbDD5eXwp0u7dFPXfrngXVMRoWjS42i6LgY2VfaV8tfewSqcilgL0BrP0DWQrMgoFYpgV47eWFVZbBM/T4sTkxGOl6CCtQs0oVjF4d/HYwPzgdO+zP5yu13yBQ+S8dkJfA4m3S/CTvOIRDnUuDss8+Wn/zkJ7mMmaMToPL6/e9/n41X66RsRAUH5ZatSseujXBvIRkE+LA0PJPBciZq0TuBxFnLwHZI8dSJ0xadqpetULNshh49BWLvBHXrPOpEzlcdsFC+9+3vyHN4YTpOvkd+C8kiwM910ufV4sWLs9hfcsklct55MCH1QjUCcbllqyJ2r6/ZQyX7bIQdGAJthEA9CHMKsja/EUqVC93obsW2HqTCl6ITkMZpHUMpXHXhfVOgf0jtfBAwrh59RFNtF37xi19kr5kE/Nhjj8kDDzwgM6FexW+0ZEO5T5RkW2292lTaar0rsyuaLgKqQx8BNasb3RWQ0Ffj5eiOvn7ZCWIf7emWke4uGcXSf7fHcaoT8htUMjanpot8fLlimH7iE5+Q97///dCOlZafqao5//zzZd68eTIwMCDLli2Tyy+/3K33+fKXvyxf+cpXhM4SDzvsMFm5cqX8Eo7Yjj/+eJkzZ45LC/ewJLEX67hfWbn5/DJ2XIiArjy1B2QhNu0cQ9UL1S5cXLQJ2yNjKfnDaEqe7+uVYUrqVKNTjYc0BpXKeR7EcVFgydvdlbV/5SMQdZ+SCx966CH52c9+Ju94xztcZcX4kXlPP/10OfbYY2XNmjVy/fXXy1577SVf+9rXpAsP6HXr1sng4KD89re/leeee06uvfZaueuuu5w+/9RTT5U777yzoMMlHyVRHS+oBRHl5osqa3E5BGzlaQ6Ldj8iIVN3TkLnRrXL6uEheRFqlaGefhnvpMolTOXIVGYg2dh9WyZYFWQjpldffbVcccUVMnv2bFeyGM7vec97nB7+uuuuc3n/5m/+Rrg9+uijMjk5KYsWLRLq6jle3FJwoUyPuAyU8BcuXOiO/X8lid3PbMe1Q8BustphW5eaY/lVrVjypeXY7F5n1RadUvpKfCx6N2TvMdiiT4DYcy5zc1I6i6qk7lWTOSSJB4fcsf1iZJMpZLtpIEBd+/333y/lCGlUq1AS/8IXvlDQ0r333iv77ruv6NqWFStWyK5du+STn/xkNi91+DfccEP2XA+M2BWJGd7bTTbDA9AAzZNsqUendE5Spy36Wkhn2yC17e7plbFuvgDNp259QCBryaDCgyN15K6kbMnKLUMWAUrrdEVOUi4Vnn76aZeFJpHhQLcsr3nNa5w6hmkk+oMOOsipbHhOot+yZYu88pWv5GleyBcj8pLsZCYQ0Kcz2+aNaKFJECDf5nNupuO8xQpvs3B2jjTJnP5cXsT2OMb+N6Mjsh5i9k5I6TRhDJM6srkmta7I5pnJCzqnbGZ5oCR4+GN4xaS0/sEPfrCsWg855BCXj2V27twp99xzj1x88cXu3v/5z38ur3jFK1w6x41Ev3Tp0my9P/zhD+XQQw+VuXPnZuP0oHDGaYrtZwQB3zTKpPgZGYK6NUpypXSuZou0dNkAOfoxfLlow8QECL1fhuiUCy/QqHqx0PgIUP1ywQUXyFHwlFlOYD6qVijQURq/8cYbnVqG+vXt27e7l6paD8mfxK4PZxI7Jf5rrrlGs2T3Va08ZS0kH20oW6sdTBsBw3Pa0DVdQSV1Sul0o7sBtuhjXd14KcotsEUvvSpUZe944h+YmJQ37buX/Gj9etne3yejqF/dBzQdaA3Q4biVpw3QtWwXTMeehcIODIHaIkAK5qtU1aNTUnffF4Ut+q5umC3CFt192Sieo2vbQau9ZRAwYm+ZobQLaXQESOqqR38Bx2vhF303lKEpEDotXeg2V0NYDtdVpIXmjbkyWjZyzy8sYeucgrMB/Bqw0NoIGLE38PhSxWV69gYeoDK6RoKmhK7+XKh2eRq26Ds7umUYq0TH+FKU6syIuox+I0CxqLIQMGIvC6b6ZdKVp2zRSL1+uFffEuVxhpw9AslazRb5YvRprBbdCQqnLfokiJ2rRenzpRxSz+na4+heawnS88/YLwv1QmAmBTJt24i9XqNdZjvlLGoosyrLVncE4I8FbaoOnVI69ejrQOhbpyax9B+26JDQJ0wVUveRqWeDMymQadtG7PUccWur5gjUV1KllK4SekDqjCGZU0JfB1XatrFRZ+kyAVKfhK8Wql1qE/LrzT+rTYtWa+MiYMTeuGNjPWtABMDVUJHld8yX0Kl62YJMdKM71NPjLF34UjRUJL8COzMEEkZAxY2Eq7XqpouA6tipK+NmoTIESKC1JNF8Ug+kdJJ5sLhI5AGsFn0ci4t29PbJCGzSqUOvZX8qQ8dytwsCRuwNNNIk8uXLl7seUVem+rIG6qJ1BQjwcUv9+RA2Evo2bH+ELfqqsTF5EatFd0NSpy906tJzLz2RyYIhUCcETBVTJ6DLaSZM5PqGu5yylidAQH/jVC0lexUF46ARtHTpdC50ubiIli678RCeyNiip0HmUW1r6ag0GztDIGkEjNiTRjTB+sJEn2DVVlUlCIC4U6BrugCgPn0E20pI6Dtg4bILftEnujpcfLEqSehK7sXyWZohkAQCRuxJoGh1NAwC1UrESr6+Lp06dJI5/aKvnZyQ7fC9koItulstCgmdZB8XuGJU1TE+uVfbz7j2LN4QIAJG7A08D0wVMzODQ5NFEjwldJI6zRfXT47L1tQ4JHR4WwSpu4VFYGd9ECBLQeD48VWuT+4FmSzCEKgBAkbsNQC1mirVKqaaOqzs9BFQqZpL/9Xr4kZYutDrYgqWLpNwoQt7JefMy29FCd6XxKlK0/WomtdP1zjbGwJJI2DEnjSiVdbnrzw1HXuVYJZZnKRMAqaErq50aemyAX7Rd/bCwgWWLlxYFKhUAjNUGxsAZKFhETBib8ChMRVMfQdFV4tSQiehr4eEPgxvi+P9PTIOny66WjRQqUSboZokXt8xs9aKI2DEXhyfGUk1abD2sPOFp64YpQ59N7ZnhnfD0qXHfbWIKpdJx9YBZavbXHvo1n5srIXqEbAFStVjmGgN/jdPE63YKssgMOVeeFLlwgVGlNB/B7/ov8fioq3QoQ/ho9GBHp2EnrNJpxpmEiX50A1eiiLZgiHQoAgYsTfIwChZ+N88bZCutUQ3qEcnmY9icRHNFrm46Cn4c1kBtcv27m73wehhfF80RfPFrD49sHrRsVFSt19UAM9CQyNgqpgGGZ4osrCf/ckMDkmdZouj2OgCwNmipyYkBUIPbNHp8yVQuSC5MIDoNUSNk6YV20dZzRTLb2mGQDUIGLFXg14NyxqpVwcuiVR16OoX/dmJcdk0PgG/6PhyUV9fWX7RlZCr642VNgTqi4ARe33xLru16UqGZTeQcEYlwJxsO70G1EIcy3qmVwFKsS9q6UK1y2Zszw6PyigWF024rxeV7xe92utB0y4kVY/WZ3tDoBgCRuzF0LG0GUCAhB5e1lNeN1RCpy6dUvpz2NbAFt35Re/nB6PLq8dyGQLNjoARe4ONYPOtPFUSToY1A8nWJ/foesO/EHhOPTrNFkno60ZG4Tq3G7bo/ZLyXoYiyYIh0PIIGLE32BD7K08brGsN0R1998AHgG+LTlKnpcva4RHZgWfBEFaLjpfwh651NcSFWScMgQQRMGJPEMx2rCqd0YWX1iGHJPuwyF0AXr6kriTsv3sgsevHLlbBL/oQLFvodXG8A5r6EKlreb+ZTtqk+xF2bAi0CAJG7C0ykE15GaWfBu6ylJRV3cJHhJovroIt+guoZ6i7H4661J9LgIaW45n/QAhSi3tm1Dy2NwSaEYF8sagZr6DF+txsK0/JzeXxM6eaN928QqWkZiVlkjn9oj+P7Q+TU/IbrBjdCD36LqwWTYVIHVkiyZzxFgyBVkfAu9Na/VKb4/rabeVpMVJXCZ1kriqXZ2CLvmJ4WDaB2Hf09eIFKfyjZ/26xI+xfRc8HhtLaT0ETBXTemM6o1ekRO0J5K4/cfHhfH7nqUPnalGSOm3RN0HtQr/o4/DpMuH8oue+ToTkyKDOu/QrRuHzyEIWaQg0OQJG7E0+gK3UfZI/9eckdKpd6HWRpovrh3ZD3dIno/hgNP24uHzFnggoo0EJXc9tbwi0AwJG7O0wynW8xizfhkT0bHyRvuhLUfpFpx79Gdiij0J3PtY3ANPF3GpRknU6HVjZdHRUpk00oi8yAJbUMggYsbfMUDbPhai1inI/pXOuFuWeLgDWwBb9ha7OYIFRN/2iFz4W9IUqshcN2kZhDUWLWaIh0NQIGLE32PA138rTGACLMKmSsqpd+HKUi4tWwcplCOX4sWh6XeSHLuK9LgYNlNKZF+lGTMct2hBofgSM2BtsDFt55alKz9Shqz8X6tHXplKybXLSfeRiDJJ6WEInOWtZf7go+ZdrbOmXs2NDoNURMGJv9RGe0eujTB7owEnBKqHrp+g2TKVlS2rUWbrQ6yKldF9CD4gbBSNUMbwsSv6Bpp1nlQV8ktoVyH0jqbLyltsQaGQEjNgbeHRUF93AXSzStYBySZ++hE6vi5unJmUj1C78YtEIX4zG6EtUZVOkEUsyBAyBCAQqMymIqMCikkWgUVeekqADGbfE9WYzUvqGJQuyk8xfxPY0tgfxKbqVXFwEW3R+8IKkPxOBkrpJ6zOBvLVZDwSM2OuBcgVt+CtPm1FipYojDQmcZE6zRX6KbhO2x+AXfW1qXF6E18Vd+ODFCKxdJkKOupDNgiFgCCSAgKliEgCxNatQVUrw7Pe1JU73ndF7Z+MpqeOEDyPq0Gm2+AI22qIPkcTxKTrfFh1JFgwBQ6BGCBix1wjYVq6W5O2rZXhM00RaupDUab64angIXhc7ZAg69BQkcz4A/DI4tWAIGAI1QsCIvUbANn+1hZK6f01ZSR2RVLvQpwul9FVQt+yEZn0cHhfHYbo4kZHsw6Su5cPxqMKCIWAIVImAEXuVANayeKNaxTgJHReuq0VJ6rRFf35iUnbCbHEML0WnnIwej44Rejw2lmIIVIuAEXu1CCZc3l95WsnLUyVKlYQT7lZedbRk4YtRbmuxSGjb2Cikc35fFHp0SOgk9UD1wl7Vo0doxoIhYAhkETBiz0LRGAeNuPKU9MxXqfTlQlKnDn0btvW7h2QXfKKPwdJlioTucbguAEK2yBAQf2SSRRoChkCVCBixVwlgoxT3ODW2S75qx5fw/fiCwshIwuZLUfpFp+nis+oXvZ8fjA68LvqkHtRRvEfafpDX/hsChkCSCBixJ4lmg9cVVu1QqnbLdDIvOLX7KqFTOp/IkDoXGK0ZGpIdPd3wix4s/y+lR9f6bG8IGAL1RcAWKNUX75KtqY6dUjS3WgQnoaPizhj9t6pddiPPRmyPjKXksdSYPI8PXQx3Fyd1eltUj4u16LvVaQgYAqURMGIvjVHdcpBwly9f7tqjdB2WsKfTEf/hoMfhevn44KarRUnoXFz0OPyiPwGfLtvxGTp+MHpYV4tmHghaH7JaMAQMgQZCwFQxDTQYBYQLog/HVdpdv7w71h8BngqcKhdK6XwpSlv01ZDOd4K8RzMeF6ewwCjqx4Nfty4/4ktUC4aAITCzCBixzyz+RVvPJ86iWUsmUrrO1gfuJb87HTr2lNT5cjTrFx0SegqeF+nLJRsyh9zpsyGbZgeGgCHQUAgYsTfUcCTfGSXhKFKnhE4nXRtA+lvhddGROaT0SXxHVCXvbPlM1/Q8OOWZkr/uMxltZwgYAjOGgBH7jEFfuuE8Kbt09qI5SMFUt/hfLtqSnoTpIj5HB2+Lw/0Dbvl/+fScT/FFG7dEQ8AQqCsCRux1hbt0Y2oVUzpnfA7/gaCqE5I61S18MboV2zpI6GNYLToBv+i0RQ8MH5EQCvFEH58SqsJODYGSCKiYMN1ZpZZYhespSjbdkhmM2BtsWP2Vp1n1SQV99EmdOnRuXDFKPXpgiz4iu+DLZRirRel10YIhYAi0HgJG7DM9pgWiypSzX+/o6Ar1jDI3Q3ELVf9hQLULV4vSdHENbNGHoA9PZRYXqddFJLlQ0I0S8Zlk7OJK5nI08lFSvY+rJy4+h0npHLm8lR+x9lpKsUn1froihrYfd43VSvJaf6X9K68c7+ni93PlIx6UMGKfLnI1LOeTcyXNcDJROiehc6PXxafgF/1FqFqGYIeewkvRtEnpQMWCIVAeApUSenm1MpcKauWXqCRnbR4XlfSg3fNy5niz5+1vuxxCcNSwMC4qPgcgSZ2WLs9jewR+0R+APfoWEPrujD26kjofALrh0IVQNzTadY1p8StK40pmq3AH8eXz85V7lnR95bYbly8OBY2P76/miKs5iI8vX7wca2fZZg/h+arnYfTCOFGSj5PmK8UkD8YOEnMF5KwdzjZa+n7OZp3GQXGmmEaFVmR6CFA3znDz8pvLroAlVDLnwqId2FbCLzpXjG6DlE7f6LR4SXV2wYSRt0BOceJO7J8h0KQIBLO59p1v1oeiqWJqPzfKakHVL47eM7PWfxEaVQlfjEb5RVc9ujrpYnWs178ZStUdbq9aqafy8sGDLr/XuV4V1lc8f65k/pGPSX5KsmeF/a2s/mrLF7YWxit8XlgiKiZp/OJ6oe2QaBULjfP7pWm5uLgacznyj/Lz+/Xlted+VcfLxXl52UBBRH6rSZ8ZsSeNaEL1RREvp5xaulBSp/niFmwbhoYhnfdE+kVHcqB24S8Cb7m/PkiYbsEQaCYEfHJvpn7Xs69G7PVEu0hbKidolijiJamTzCmlb8a2Qf2i9wW26P7HLsIPhqj6UMW0g9Yfel6UXZ+Wjy8QFnEUoXC81pAfr/XrXnOV2msrdI6TNGZ+29qvpPFT1YEvabp2qRN2emHtRT5eYZEy17/KcKgWP+2V1qPn7DX7pCui9SpK7/0agtyM0frD5bmeg6GwVJBzCgXT3rsurScuf1Cq8P90yxXWFB1jxB6NS0PEcvD5ekZt0UnqdAGwll8ugi36GFzopjMzqmdqyv1EnXD6dLwwo3SOWUgjmC5U1JGeyr5Em4T+nTr3yUxZkgHcfEk3p/PUZDYfyUHrQ7MuPpcPih7UT/LT+piffWZ9NNbsIDl67fr1Fe8frhkWPPpeIOifoH+oGNeZIy98LBu/hgvzoXHky/WPebocPto/4tLJ/of6xw9wU4XlSL1J8QtwzuGHSwUeIr2TU9I3hd96/LnHKDe+uXw5nJk4s/i5uZSZAzpPuzgumFOF8zkYX+YLrpX0HMxnf3xpPDDu6nSX7+YoH+Cszy3Rw3gzDwyOZRI3FueAS3NzBPMOxTqQd/Y4zBSAjwb9rgHPOb+CfzwoDK5/2s/C5ORi8BSsKqAnVZVv58JTU1PZy9+0aVMaq045L3JbB2617u609PelT37nO9M/GUul7xobTd+J/UHveFda9to7LQv2TMv8BcG2157pva54T/pmVHsTal6O+vd99xVp2Secb2+X76bJqfQ3kO8WbC7f3si3J+pbgPoW7IH6c/UxH+vb513vzq+PeV2+K1y7bHv5xGR6v3ehXVdfpi720asv1z9ch9+/bLtXpG9EezcW9A/16PXuyetAu+ngOoL+vTNUX65dXgO3mycnvesN9+8KlyfoXwaXvP6xvkbCLzS+Hn4cX17Hd1KptMydm5bB2WmZh3FV/HTcZgy/YDwi55+bLwHOnFM6//Lnc2auevPqG7iW7Dz153No/kXXx7mADffAwne+K/3d1Hj6v4dH0z/aPZQ+gffm7Fm4FwfS0tMDiakTyAZB72PezZj66YmJdLqn51Bsh7j9OM7Hx9Pp7p7D0t4tr8Vrsu9grdU8JvhUq7KKappvibKnnHKKPPTQQ3ITLGIufeulWa+LtEPnilHaom+HhD5CFwCQyDFo0gfpqxfSVzckh25IGgzjXR3wm87P1QXfH+3y8vVNUNIN8o3BeyPt2sP5+iaD+liOcssE2tvZTTVPfH38xcAVrEF9waIqttOLfgX1TUo3JB6acEb3byLIq/2DumAM18j62E/2uDtzHbzm7qlxbO5yg/71dKHeQMoOrje/vlz/+lGfk5cghQX4af+60L+ObP+ISyDdU1rrm5x0ODcufsE8yPbPw4/XMQkEZ09MyMV77SUPPrNWhvEFrBR+sTEE44HrbUT8gL2bf7Dq4vzjOHJe6bwPrhfTCiJ0MP+Cee/n4/j24hco75EuzBm6zqCVGPcMnJf9wGZgYlL6kZfzgoG/ADtmzZZuYDUP57Ow9WE775xz5Nc/+rHc+z8/lWXLliEmF1xJtNE3cCA6hXt1ZE02sX9gMQT8Wfj1PC6p1Ar8EkBS0FTmJ0Y2a2IHpopJDMrKK7rqqqvkuuuuE/qH+c2DD/LXsltglFW5YNJtx6QL/KJ3ByoHTAqqCsZwM4539YKQfNUEVScBCbM3pGfmm+jsxUMhl89XnYTzxdXHn+nh+vJVHfQIiTy4OZz/dvzkZbtx9eXa5cMK9vd5/ePNFdx8wT2g14FvPoGAw6oY4pGrj+6G064+9oU/3ydRlaprGOdfB/vHwDpVNcE9A+89xW+sM8jH+MbCL2p8A/x4HV1gujSxBJmR1Hf04SV7p1O6ARPOl+ChyOsKcJkB/NAPxTl/vvDaypnPwfjmxi2YL5MdeIhNdUofxrwH9xEfDLOoRsmEATDsHhAM9hgYkEHE9WPjrONIc+y5p6jy2c99Tv7PRz8iH/noVfLLe+5xs43pDJwqLi8yD4DUx0Y3uHj/39jISuntP1xGRle5aM5Bp+rzMyV8bMSeMKDlVnfllVfKjTfeCDU49HkoxIVFVH1SQt84MS6bxyehR++CpQs/Rcfp4wWc5l4iBVKyl5o9DCa66tKL50M3QFhsJz4fKyZBBjpP5IvKinROdOabIFVAaowLSfdPb2y2TUpnCCHnbqiAooP+SaZ/4Xws6/evM+PiQdtgugbGNTJ+rp8gd0rqJPURzKvcw1GvQq83GLv64QdBAF1wcyZi/pEE+QlHpvuB8bwHeB2UxrshEgW6d5Izf4FRHw5JHft5JO5e6MZRwQA2kjfHm+SHaLfxmDPGnwePPPKInHjiiXLSSScJdCxIjQlog+NPrX4QJjHPvHmPw87OkUBSZwPIW+tgqphaI4z6457QHF8ldb4U5fdFt8Hr4ijIZhxqCEqtfJnDPDoX/ImH6MgwnbkznTK8rmC25t8QkZ3yIou1FUU4LFqsjFd13mEc7nmZIk6m09Z0ytQCv4jLcaqGN+2zj/xo/Xp5ERZUJPZyQiPhx3nRQfUe5pyqIEno7hEOAp8NAYgS+J74QAzVJrxCEjgDx4bn3GscDrPxigbTNcyePVuG8PF2vPuS/fbbT6Mj97wN+voWQf2ymj+M9JbIy1vJ/ZtXcJon+oiZZnErVg4C/Nl10UUXye233+6yk6hVOucPwy2YGethukj93wi8LlJCnw5RaF90EmXPUX+pn37hMlrW34f7RMuWQPrN5QrnyaXkjsJtlUMg4TK52nJH4bbZv3C5cJ5c6dxRuEwt+1dr/Hi95YYwNrXEj0RN1YiTnt0xexko1Zw6BmeUuvn+g4HHvbgv5oLAZ4GmVe/N8iRmElkPNkrgPHb1utnJoyIB9bqQAerCCy+UO++8U+666y654IILXFI545+pJXZXyTjEVlJBQomrrqCmNslKUyidC+VcMvXoJFUtx7JUt9AFwLPYfgNCfwK69B3wi86Xo6piCbfBiTHdyVGK1FF1WSHcJ56H+xXOU07Ffv+o1ohSd5RTT7jt8DnriIorVrf7qY+rDIioWM7oNLanbepec/K8Wvy0f1pneB9uMypd83BPEtOQO8rF+3GaL9i70vlRmTN/fJmLfdYX4rPhAmOPsVGZlxqVBWNjsgC/WF8Csfco3AsnY9HdUvzCeAW2M/r75FSQ+jEovwjbvtjmZza+4FQ1C4k9IHUc5MnnPI8ImQHgR+TZzwMOOMBhQFJXLPz+R9RQEOWQ8HAsyJCJ0Prj0quJN4m9QvQoS/t2q3HFVT83a9YsgbWTk9C5sIiSOtUua+DP5UW82BzqM7/ocRhafO0RIK+RiDTEkVhcPEmaWnLaL/GYkrXbU8eML3S5c1im8CW2C1wkBSuu2SDuQbzMXYCXl3xpSWlb1SUkJapTVApnHVocRy4wiiFTa3BS4X8S68qVK+WII46Q/fffP0vkjOf1xl1zXDO0yKFQ4h4sKM+g/J45zStaaf15hUucGLGXACg8gThcgaKkeMETTzxZ7r33flm27BVOQqdfdErpqyCV7EIlE5A+xjHaaq1RvDZLrRUC4fENtzPdXw9aT3B761n5e5Kjts0+xtWjeVgz8+j18DwXCn+Y+/XH1Z0rnzvy22AdAlVJD1rtB1l346V/D3ibog/JmLY38+H/n/rvQRQkgWtbSuLsmR6zFaarxK37bCFmyAStR8+ns1+4cKHToT/55JOyZMmSbBXTItwI5iY8tEQeGFgoY2PP5l2GPjyyjSZ8YMSeEKD+QHFARyGtcE8ypz36Knxb9AVIKzvxciflXl4lMTVRsQVDIIMA51u5gTzkkzvL8VxJWXXbjryZCNGTqzPdSkzqwjONdU5C+oaaZHY39N9Ya0GrEyVq7lXypopE43FYGMKdr+D28O+9wooLY2iRdsMNNwi/VpbEpyjJ2CMjTztzx5GMuaO7HPyjCeTICJWu+WFaD4/8KoqeGbEXhScnYWSz6QT0Jh71c3Pnzs2+bOELUZI5vy+6BotqtkOSSXVj6XZXT0ZC9wpnK7aDmUAg+ZHQCaJXU7wFzR3OFZbEtbbwPq58PtllXkB6UiVjuLhHZzjbJ6nT7UAPFr5xgZlbqIYszNaPsrMhfc+HtRZJWs0GcegkUZZX6ZtxDIxTMs9K3y4l4l8YgIgs04nyceAL0de//vVuY3xSwV0n/tGGva/vYFSbodWOlIyNbHDAhC9PWw/HJ9UnI/YKkHSTxE3XoNBTTz3l9HOM2rBlqyNzkjoXGG0AmW/BYohdPX3OFh0/Tt3qOR3QCpq1rIZALAIkhqg55ftVIVHTt0kPVtFyhSVf5QerbQMyVumbcXP7B5zVyRzUq+TNNkjQJHS1PHGEzYZrxUyoutxQTPpl2ubNm50One+7kiT0vP7h1zgXz42NrAO6mUBs8ESbCYiM2HUQytj7E4hvz2njetf37pZzzjvfkTk/Fr2JG9QuY5DQU7B04co+krovgZXRlGWpEwJKiqVuvnLzhW9jVWXEjX+pdgthCHrCOcXA/+E62Ka6daDN9wCEDJkcl0HsaUrYPzjgJPD5cNtAVQnJmkGlatZH4ua5Bm1H412bfsMxAMVEa7UF+3Lzh/OpZK7Erfequut4+OGH5eUvf3lBe0lEBG0HDI6lJwW4RbXhQxeVXm2cP3bV1tU25bmq7HUXXQw9elrOAqnTyoWEvgJ+0dekJmUHdI5D0KXT1wlfjvKmrvVAtg34bXihFA3oD4h+T+grhR4a+yF9D2I1JJfIz4W57B74DOI8mA3Ox8v5eaOjshdI/AC8yzkUwsXiQRgDjk/Ikvnz5VioDA/H3DwUnkH3AZZ7YtsDG00HaTY4F5uT1jG3uRiILzy59UEO7aWkj+OsqQePywxKuGVmrzibEjn33NTM+A1veIOT0mtF6uyotu067W50PHa4n8Gb3iR2Nxrl/+MEncCLUapb+GJ0K7YNI6NYzQe/FLC3pYMh/hQLS2gqYSDJBT2fwbHXrrT1vlz8i+Vjmo6nghlIcVw1DNkaRBMOpSR5zR+QOtUodPZFJ2gwHcw0RudW87lcHmazc6DXVasTldbYKonYkTGInqoVDSp589zvv/a0sM9aa0Bker2aP47EcumZo4KC2qNgn82fiY7LHs6ntdx3331y5plnyllnnVU7tYs25u+9jvrYedF+7tyEibuQ/NwVnxmxl4CM+rl/+MiH5cZv3OSW9k/gJlVSX5uxRR/GQgqqXCoxXazReJa4GkueDgIcK71Bo8pHpenNrXstF/gzyViXZFZVMo1t5FZcwmGbOw/i+vDLby6k7AWYe1SbUH3CwJu3QO/tUiL+8cHgR2un6z0Ra9AeH6IjWOhHHTrD8PAwrFH8x5h/4e1xbMReMM766qNTVD934/JbsguMqHZ5enRMhqBMCxx0kdB540fP2Jm6fwouyyKmjYCOYWUVaKncvKA3THjXd75O6HbWuTPGzCHZcyXm3IF+mQMSJyVxY0mVk7l3ZO/FMZ2bSt+5lhBZKoQyh05Lla5berF+6a+is88+W376059i3ci9WDeyrG59y2sopqMx0cHA5VWQ7InOm2RrbbDaOAEqCR/7+NXwStghhx99tIyg7OvfeonsQAVPQSpYgSXP9I3Ob4wOQ4dJX9DOm2DsCEa3HLzgik6z2JlHQOcMhzVqaDl+NAek7ps+2+nTWze+pJwznpK5XC4P3Te3+WPjMh/n+6GyA+ET6MiBPjkaLzGPGxyUY2Zhmz1LFoHUD0B7e2MLlstPOb03dd/Ue1MeHYSir99tgeROKZzEHu6j9h9JDRV4J1Z2N8Z3/zOf+YxTc1EA4/X6pN6o1x9/NcmmmMTuZhr+gaAZ3vu375Ov3XijjOGGpS3689jWZvyij4HQ3WpR6DTDk5PnrEHj9VhvOD8e2Sw0OgJQe+iY+V3VkSex83OEavPNj38EH2pAHAZ9D7y0nAMCp9rE131zPnBTKVvr1jjuVTJ3R9oJJrgQyGIF0Zrs3vCgDZpn1DBkuxPTRlz/SpWLqS4bTcL+3e9+59zpnnzyybF69LAKLFtB3Q9yGoB6Nm1uezkDMdu4870uUo/+LCSvLakJ2Q2fFmPwbUF/5TphKx0kLacTu9yXZ5W2Y/krR4BjwZEN9N96I4JWOWh4Uc6l8bT1Dvx8B6sumdf5+UYWOqCiNM2xJZ1yoyTNjZJTVqJmfToBcBgZmIdB84XPg9TsPNRsmWjstP/5xE6iawUptjJ3utEvrnNY1eMoejxq3XLbEDsntT+59YlON52333GHux0oodPShaaLtEWnpUvwsWTIaRkJLmztEh4g3mj8eIbWH06388ZCgOTt23zrZ9QCoq/cz7cSrZI56VXjIq88hriLMHe2Gp3TQUSIQLL1BvE00a2M2EP1ZVudmQN1p3v33XfL+eefPzOdiGg1C3NE2kxG5T/WZ7InNW5biZZ7bs7OFR+0oCROr4t8KboR22OwRV+bGscHCXrhH53pXc4/ug5gqW4yn7ZV2Y1UqmZLLwcBEnXO5tvXewc233No953Ve8PmG8e0+T4oY/N9JFZeHgvd97HQfR+H714uxiKeQ2GRonrveWDceRAD1OY70HsH6pbA3jvQfVNS5wPDJ/Wk54POs3JwqXse3gjl3jRFOkd3HbxOdafbSKRepNszntSwOnadE/6NkQRa6k53cNYcGYVNsEroq2GLPgwSH1dbdEwmPwSSOnuVH+/nCR839I0X7mwC5/kSZHkVVlImyKv1Fo6DI3WQaQ+WzfNDxj0kVgwZNy6Xd6oTqNPmdvRkrU5YG6Ub3VirSjs81nNK4AyBZ8/CtoPU/P/h8Q+fu9xxVcXF5zfhnWmvM1HZ8qF4r0Txw+mWC7cfnJczzn4eutOlx0XfnW7x/s5MahbmmWk+ttWGVcXUgthZZycks/++735ZunSpc9K1mrbomMNDPcFXzourWlhDow5l7BjPeAIR88dTj8Md829sp98GI/Mb0qQYZ+OdKUhfJwFZMy2jaoCfDuYZxMN5EL+09sQ40eabm76o5LHqvblvp5HkQ4X4NkNQdx1hd7pJ9d2fZ0nV2Wj1NCyxFwIVrfPTqVrOTcovF6lf9JVjKRx3uJWi47jzJ6GDDD7SXNhyK8RUglM11+sIGRXoA1KtSEDFedWG++PfbKxDddy64pJeBxnHQEl8Pj5QMgcPadp7q9UJ09xDAHtfx814ts7NTw9eNDKm9UMzEPtll10mN998s9suvfTS1h+UGl5hw6piyr1m/2tGPjmw/M23LJdZ8/aQ1553Hr5hrn7RR+AXHavT4HVxtBPyXj7flNus5SuCgI8pH8ekTnUBq36+WTwgcBAuJG1ameSk7yCOH2iYBZNB+jIhgas6hHuaEaoEriSOKMjv1GsHChOexwcVFOJzWEp9EOAL0de97nXON3qz/KqoDzLTb6XpiR0/wIOfmPipqTpMutM9Ep+7SoO4n9y21dmi0y/6C3hxRlv0SerSkd8nIEKoDwbKhTm+D6REP2b6cOerJIJ6alO/9lGvQ/caX+6+WO9Yp6ZrfVPUkbig8jXGBRJ2np9vcGogkUM1gnGgn+89MCZxNt/uwYA6tT3uuZHQVQLHIQKX4kdL4LleBTmDknps+5lAQN3pDuJFtRF6siPQ9MTuw8Gb98TTTpPf/fZh+eb3vy9nv+Y1zi/6MyPDgV90EAjluTChax3u56qe2D4SgZyaBOSa8XWikrcjVryQJrcTS0e6fOBiZeYCWJsMgIppTUICV7LmnpI34zgZfekbp9mHNY81RJNAIIHrw50tpGGDzuDi8CSYwqKz7DkOtB4to+cuk/2rKQLqrqMW7nQp2O29994yH94s2zU0LrEXiFjRkhgHTm/MTkh9F15+udzzwANC08UHsfyf5ozj0MdSQg+TukqA/uCzFTZNFQ9DOT/qXcaYf1oPa2II/vuZC2OYWnD5fpEix9G15QpMt17WQAIP23xzAnXg82hUsfATaf0wIZ0P80AlavanE8zNPTeVsnGYxcKP57EGjqtPtuFzzcc97bQZNL/OCY3juetDpk5N1zr9vavI/tUEgfe+973yb//2b3LdddfJgw8+mHgbW7dudQ7B2pnUCWrjEnsZQ06SopxGuYw69OchGW7Hnrbou6GfHentF3pj5EtRnzCQJSAApIVDOywu0qtWoubDzJe+iUkniFrjuzJkSAuVXpgLzoJt91y8uKQNNwlcyZqTSfXePHblsWfIf6Bw1JhaGEjMSrpK0sxF3z0cm2LBz+8f+6QdFa91art6bvvkEFB3uuofPbma82vasGFDzT6okd9SY581jFWM3rJKOvGwBT+5N2/eKh/8yEflq9+40S0wok+XZ2CLPuoWHXUGftFBSHFql/j6y+9JuA6SRrnkUKyVoB6tvTQizKm5tF4tHbentQr9m9DqpCc9gS/Mw883agl031OB6gRkOgc+R9TTINvQjWTOY6VnjVcy131c+7n4YDxzNeVS9KgT70om8dCOw1aJW/OH91pOST3qXNPCZVvlvBRGpa6zkrnt10UXuupOd2hoSKhPt1B7BBpCYnc3VYT0rJevk4qkRTnyxD87TR6FHv1fbrnFSei0RX8Bjrmm4xdd20hir4RRSV16bX6ZoJ5yKRqUiKyOWPFgoXWJQylTPIiPtjrph8pkFl4m7wk1Bn7gOGmbpX2dt0rkrKceIYxHtYSkfXZzTE+wD597SXYYgYA/t8NjFJHdRb3qVa+aeXe6cZ1r8XgVuGb0MjlpVOLzO6I3n06qj8KdbjfM3w487jh5GhYux73u9fIIXKFuBisNQT2g3xf16wjUDX5MqeOonpQqU366XhOYJbjm2Ada+f1gTi6jH8Bqyzl0FQsbfS6VX4DPpO2Nz6QtgsR7HNwMnwSPg6djW4rVtWfgZebJIPVjUXghyutn0vipNL7gVPtwlcwRVV7gAyXzUCmvAKcgtkw5VN0sKwAAD9tJREFUHWuW5XEWL3ce6NGZlh+8aYx6Oj1MC+sI1xmc++3m121nYQRKYaWfpeML0il4wFy2bFm4CjuvMQINIbHHXaO7KZFIHfoVf/d38tWbbpbVIPSt8HX9OD52MQpiGoOkXsmXiwrbUhYiPVYXypFklGjibo5A+gbpo1vUbQusTBjHwB7yJSVNPPnRBo2jfnweyHqwq0fmQdwmKZPqVPdNCVx135UStSNWjyjZZpKhFGY5nHJWLuH2af2i+YiRWr+E8/nnfrs6Jn46j/084TQ7L0RA3XVQUnfzpjCLxdQJgYbRsRdeL5eagLSRQBe6dNK1AWS2BRLpaHcnpHPYo+MuptxbuR69sLVyY5Rko9oME4FObiWdYm2QpgPipu4bnzGDztvtKdnjnHVQLRL4+Y63+VYyZ1usj8HViz3JXuPCfWW+SkK15WPb4gOLDxLtaCZjYXuBbj6dxkOuhg+e2H42WULcw6vSyygch6CGKHe6cXkrbdPyV45AQxE7yY23K8n89W96k9x6222O1J8Dua3H14uGoRMehpQ+gZd6GngUyK4aU9t9MWIPt0ypmi8j1Z93vu470HtTMnd+vklOyO+cVUFNQosT+vlW6ZvXyZ9X9HHCzZfIc2ggIYEwUzeka1cZveRFlX7pmgAULVNFUsQeBoRWLt/97nflrrvukgsuuCCbPFNzKNuBNj8gPzRM4K36L//xH9IHu/PVULU8Dkn1Idii/wnqlx3QDZPUp0LSmd7e9boISurcSPBK8rm2c48YpnWjr/0g68HxfN33/NFhOQgPq8NQz0nQfZ9GvTfeEVD3/ecg9eNQ4WJs/Ewadd5cZsFl9XOw0aZAVSu+BI7oxIKTgHkpucuJqJvIJ4u+a5eEzk1DbD949dHTl6RiobYI0Bad47Vw4UKndvFJnS27sYzpQrXjw/K0sNm2bVtkC9XWH1UpzSj5vqCSUIt+lNt+Q0jslNBXrF4tJxx1JNiwW361dZvsgtniEGylR7jACDd63ETRW9jngnIvvpJ8AZFTOYS+UM+NhrXNrNSN+MAqJegvJeu5eLFL6Vttvtkm1SVMI0Gr1UkhSeskiiYvFK1tKAlsnfpXsh+Vw8AbLm4+VV5bc5Tg9SZBNFzVecQRR7jtiSeesPcQRYZ/JudZzYhdL6rUfcl06tAH8FGDL/zwh3LkqSfLLkSmQezjsOaghB6lzy6CZ9Ek7VfRTKFEJ32DDGjz7fx8U+cNcZYkTlKnn+9ZYPk5UBFRovapmMdh0tY47knyDPqQCM7svyGQLAJJEHut3ekme8XtXVvNiF1hJXEz+MTFOLrQnchsu7F/EqqXnSByWrpwtWiSZI7qs4EkTTYO+/km4dNMjtJ4oBNXnyf4pBjMCGnvPYhvn1I1onpuXhOJmRslb0rg3aifhJ13wTzPhCg8NM32hkCtEKiG2N/2trcJv2REl7rmTrdWI5RsvTU3d8wReuanOz6I8PVv3Sqy155y5qvPljXQP++CHppeF30J3REwrlUJPo4Q4+KdqgSNU83D4F5kkrgpaUPi7uOKS24Z6ZsvLvl1efr5nu2Wy3c7P98s2+moPuBqlbJz1xWK9xNYOBRKJIdy26khMHMImDvdmcO+2pZrRuy+yoPkC2tseZx69COpR++Vu1etlD9iAc0wjse7S0vocYRIkqZdt7MsybA8Sd1teLmX03+DgDPxs+DlcTa+skObb36kgRI361fJmxI5gdF4HGZD9roybUVJ5tk82VJ2YAg0DwLqTpeuADiXLTQfAjUjdsrGzqoCOzroOm7pGfLUo7+Xj955p5x69qvdRy4ooadDahcSLKeSSurFIOXHG3ohaffC10kPfIl0wssgXJs4b4MDqHsOXlzOA4FTTaJmg6yPbXBT6ZtxDIxTMmcaz11nuHcn2KG/LmR2wUn+/2ye/Gg7MwQaHoE4d7omrDT80OV1sCbErsSsOvTZA4Ny4lveLN+75wcyDCdA1KWrHKD86FQniA1eSAZWJ+wp050Vird38aiANt97wDxwEHQ8F9I3CZyB5MwLU6uTrPTNRrVBHFowBFodgXIJ+corr5Qbbrgh6043LKmbsNJcMyVxYid36mrRYRxvxvbfLzzv/KIPgdD5YpTB51cnJTvpGysup+BpEOoV+j5Rkh+ErfcsiOJcdUnyZqcd4WOvUjfPeayBxyp16z6vUc1Yau931OVNyswvqXpKXYCltzMCpV6a3nfffXLmmWeKutNVQjcib+5ZUzWxcwJw8T/XWJLQd2Ax0f9+z3vkhi9/Wdbv2iU78SJyHC9GufyfRN09MRGQMaRtBuq9udHPN79xOQfyttp8k/BJyuwkpW/qvhnXRd15Ho0jMhz4hGEoIOYgutz/5Uo85eYrt13LZwgkhUAUSce5043Km1Q/rJ76IUDerCqQ0Ejq1KOf9trXyj577iVdhx0uK/Gxi1GQdTcIfBBOu+aOpmQBVpHS0+BRIHt6GlzKzXka7JNTQerHoo5F2PbDRrNCrrakp0FdWk+Cd9J9KVJHPkfoeaTOB4lKyYHqXLmf2eNC4UQnZD5sQb3ZfKy0nIrjGrR4Q6DGCJx11lnOR/q9997rXo6aj/QaAz4D1fsMNe3mr4I73QG40+UHEe6F5cs/wBPj3P5+ORiLjhYPzpZjsR03exa22bIIn687GGoVuonlUnluJG9uc7FRWuciH1qrcKPqpZiVCpItGAKGQBkIqDvdU0891RH6smXLyihlWZoRgUQWKAXqDjwj+JhwZikZUZn6dOjLs8FJsjh3UfjXCJKtSvWN0JcsUHZgCCSPACX1n/zkJ8lXbDU2HAJV69j1ZQuvLNAzK0PG/xhoJH209lb5veFGyDpkCNQAgUa6B2tweW1fZdXEXohgmNBVYs/FUx/NF64MXFxUNNSYeUu0XrRrlmgINCsC2XdCzXoB1u+iCOTYtmi28hLjJosv1WtNXMDkFjFphO0NAUPAEDAEEkGgah17YS9UQteURJ8dWmnt90n/Uki6vtojYC0YAoZAkyJQvirGiKlJh9i63ZIIZO5HvS15jU6tWES3aHr1lpwJkRcFp4eBl5+4+ZCdOHqAPQ1fLBgChsAMIYB70N2O+IcF2tnA29Ldmx381Rx3k+ov6rj0bHV20MQIlJbYOXlwgbP6FsrI6LNwgtXEV2tdNwRaCIH+vgNA8IPYuiCtwwlex6iMjG3AFZY0SWghFOxSohBwn4WO42rK8pQI+vsOx37AHXsCQlR9FjcDCES9nI6Km4GuWZO1QAA3LO/Z0dRGHEzJ6MiTMja2SoZHNkhf/4Fu6Uhwn6p07neCkrpJ6z4irXgcP8IZBh/of4mMDK+CVNADO/VWhKD5rilM2rRGioqLuzLmDeePy2vxjYlAmszO+7ED3yLjXUyyxz5Nf9d2nzbmoNWxV9GqGEwMNzfcxBkP1C8dE6aGqePAFGsqyqw0Ki6ujkryxtVh8UkhUEwfHt0Gb0su6O7vXygpqEeDt6aIdPcrXPFlxbXsQZbr+Tyw0PoI5EY+fK2YOH1OWsfEsdAQCJiU3RDDMCOdyBt7Eji2DqhHs4H368BCGR3bGAjwzGOhbRGIJHbOCerW01NznfrFzRF8q9TCzCIQJWm/8MILwo8N/9M//VNB54aGhuSjH/2oHInPEQ4MDMiSJUvkpptuKshnETOJQHn3VdTY86VpH95/9fYtkt6Bw6Fjf1a1MjkpPnNplNRNWp/Jca5v2wWzKiBxfEpuYDFmwrgMYsIMDiyqb6+stbIQuOOOO+Too492X5DvgXfNcLjsssvk+9//vtx2222yfft2+dCHPiRvf/vb5cEHHwxntfMmQ2AA9+QIXpqOjKzCttq9BxsYeElwFcbgTTaayXc3j9idpO5UMAfjLftKSaX+JGOpVTI2uhr6dXpchxTvmD/5jliNpRHwf47fcsst8vjjj8sTTzzh3CWHS2/ZskVI/B//+Mfl+OOPdxL7u971Lvcg+OIXvxjObueNggDvr4h7LDv2SOOHaVzAHp6ypUvFcd+oPZclqrpMqu1aFYEcsXOygNRJ3Pg8tPvd5mzWM09//uxzej09N4av+5zwf46/9a1vlauvvlrmzZuHh26hiEZiZ+jDh0z8cMQRR8jKlSv9qLzj3//+93L++ee7eqm+4WfTLr/8cvfw+DK+ivWVr3xFDjjgAFm0aJGr55e//KV7cMyZM8el5VVmJ5UjoCSdKamE7sbY3ZvBPSpQjfrD7oplGb/yZq1EayHgiJ1fqcvwOl6YHut+1vEyXRzSJrHJ1Cx3rpcfRSaaZvuZR4B69b333luuv/56Wb9+vYyOjsr9998vjz76qEzg84RR4aGHHpLTTz9djj32WFmzZo18/vOflz333FO+9rWvOWJft26d+/IO8z3//PNy7bXXyt133+18fJ922mly5513RlVrcVUg4N9nvB95L3bjHh2GCkbvTwrqAwP4lT26LqNH5w0bhNBzQqNt3+IIdFIi0Cf/AN6qd+IjdwODhweXjQlDk6pBT9/e4ng07OWp5FZuB3vxqcHbb79dXnzxRVm8eLEcd9xxjoCpi6fEHRXeg2/VnnvuufKpT31K5s+fLzz/zne+I4899phMTk46Kf0tb3mLK8/+pFIp+cxnPiP77LOPzJ07Vw477LCoai2uAgRI1tziwgDeeUnHpLtHBwdfgj22DKk7Vi/88RZXlcW3MALdKhHwV9zYGEwbM7PKzQ/8SzHOCzZvPDDqeKjjVEmTZ5xxhvzhD3/IFtm5c6d87nOfk/e///3ZOD2geua3v/2tfOELX3CqneCBH4w2v4253377CV/GMqxYsUJ24UPln/zkJ7W4PPDAA3LDDTdkz+1gOghEfKRdWR5DwdFIYYVpVMi/L3MaVs3rVaNRtm9hBHILlDITJ2wTpdJ8C2PQcpfmk7J/cST1BQsWyCWXXOJHu+Onn37a7U844QS39x8k9913n5xzzjnShe/VMpDoDzroIKey4TmJnjp96uMtTBeBnPoktga9R10GzV9I4rHlLaFtEMjOioKf+nzE62M+Ao4SyRElLKoWCGzdutWpSfRlKdvwSZkqFJL2hz/8YSdR33rrre7FaLgvhxxyiIuiHn7Hjh1yzz33yMUXX+xcD/z85z8XSv86R0j0S5cuzVbxwx/+UA499NDIerOZ7KAEArwVs7djibxMLpGfN6hnJUOJnpuF9kAgO5N8MmiPS2+Oq1QyZW/9Y77I5NfmDz88eB9CXfcxxxzjdN7+lf3zP/+zvPrVrxYuVnr44YcdQfvpenzUUUc51QoXOx188MHyjW98w6ll+LKVNvAkcs4R9uFnP/tZAbHz4XHNNddodbavIQL+PKhhM1Z1EyNQgy8oNTEa1nVDwBAwBFoAgazE3gLXYpdgCBgChoAhAASM2G0aGAKGgCHQYggYsbfYgNrlGAKGgCHw/wEDLYzhgvR4agAAAABJRU5ErkJggg=="
}
] |
math-reasoning
|
{
"ground_truth": "75.15 \\mathrm{m}^2",
"style": "rule"
}
|
{
"answer": "75.15 \\mathrm{m}^2",
"index": 22,
"question": "This box is to have a divider placed in as shown. The box has sides of length 19 cm, 10 cm and 7 cm.\nCalculate the area of the divider correct to two decimal places, using your rounded answer from the previous part.",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: Below is the graph of a trigonometric function. It has a maximum point at $\\left(\\frac{1}{4} \\pi,-2.2\\right)$ and a minimum point at $\\left(\\frac{3}{4} \\pi,-8.5\\right)$. What is the amplitude of the function?\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAQ8AAAEUCAIAAAC6XCQxAAB320lEQVR4nO19d5xkRdX2U3Vvp8kznSaHzYFdWFiSSBZUVOBVzAmQV0U/xYjKq77mhGIkKYi+IIpIlKAiOcMuy7Isy8aJnbsn9XRPd997q74/qrvndprpNAGc58dPZ7tv1z0VTtWpU+c8RTjnWEalYAAAushSLGOesdzBy1hGsZAXW4DXNsTKTAgFALFIk8WUZxnzimVtqQiE6JSDc5BlXXk9gyzvW8oF0/29bND+R2B5bSkPDFAAACYAYAyARikHpGVb7PWL5UmxPChQxr/1lUuO2HL0PX9/AJPhz1144cNP7YgC2mJLtoz5w7K2lAe2Z9uT9uZGbqgNTKhDQ0P3/eP+9q7OxZZqGfOLZW0pDjzl8kr+k60/ZutJJ5306oDviJPf/MiuPV2HrWtzNJmWzbDXNZa1pTxQgAa8vmO3bGp10Psfe+bw40+rNRnk5QZ9XWO5c4sD0a0aHAAFTFuP2lIX9/7sf775l5tu23rC28Sny2vL6xjLPrHyQKHxBx548Mff+9/QtHz/UzuPO24rxfKRy+scy9oyF3JP6AnAgTi7/1+PvngwOOifuPPWP7Q3Cd/xsqq8nrF8OjkX8sazcBVMAaGcmsSxCwUoB11Wltc1lrWlPDBwBk5AJX3zLSvL6xvL2lI1LAdVvu6xCD6x141+6ivCOSfLqrIgWMTxU2VtyapJ3oqRJeM1qrDd9RVZOpWqFkTjLMGprVpNXUbVaNm/zIusmizxMVS2eOnmWlKDqbrCiMapsAezlt9KZapqOWVUjWR1vCjC5XJVd6BzzqtSICH5BV4Y6N8uoKrqyMhIb2/vgslQCNVq4Soi3Vzz0ftVKY0xVl9f39DQUORPZs5b9PUxm811dXWVCxQOhymltbW1lbfX5OSkwWCwWCyVSzUxMWEymcxms5CqEtlWrFjh9/v37dvX3t5eiUic8/Hx8draWqPRWEk5AqFQqKGhwWAwVKWoxsZGWa70XI5zPjo62tzcTGmlxr+maePj4y0tLZVroKIok5OT9fX1RRY10wr6QSNJkslkqlAUAJFIpFpFEUIWt6hcpbr55pvdbndLS8sHPvCBhx9+2Gw2VyiYLMtVqSAAg8FQeVFiIjcYDJXrsKZpoqjKFU9VVQAmk6lybSm1hBlFr+I6Ph/WahXFK68o/a9UVb3++usvvPBCh8Nx2WWXxePxs846y+VyLYpgecsRRVWl8RfdwMtbi0XZMeZfFit3FqVLqPr+ZykUctJJJ1166aW33357bW1tTU3NI488YjQaOzs7n3766cUVLKuoqjT+onsy5kNdy6tU/mVx4de4xS22VFx11VXr1q1Lm14NDQ3/+Mc/du/e3dPTs7iCLaNIlDeQlqMqSwbn/Igjjkj/nf5848aNiyPQMhYKy/ktJaPQoeSiWyzLmG8sa0vVsESsxGXMH5a1ZRnLKBbL2rKMZRSLZW0pAZzz5c3JfzKWtaUEpE/90lia4ZXLmCdUX1uyxk2h4fX6QLp21YoarLyQ/wQsdNB+ik2u+toyu3oshQGRtUQsHQVelqRILFY41X+iJZa1/VgKCoyqZpJUjiXSJoVQVfFY5nUJSWSQk6bSYuddW6re7tUdFos+iaZVt4qJnBXKU5VysrAEwwXLwPxqS3XTd9Jlpv9e9LFeOXI9B5Wg8gapYvCyHku4pwS5FbLkI2AkZ82Z313+fLfRko3+XCxUMea/KuXMBxYxd2MObXG73eeff34lEizldl9qWGq5QEswexkVtFL6h9dcc82dd96p/yQfXw/N1Y45tOVzn/vczp07yxMOwG233fbvf/+77J/r8ac//enJJ5+sSlHXX3/9jh07qlJUFXHNNdcMDg5WpairrrrK6/VWXg4h5JprrpmcnKywHDEor732WkVRKilBQFGUa6+9toxC0po/OTl58cUXh0KhzO/FfW8KoAJMbPM5h6Yz0grmt3DOP//5z99+++3//Oc/UcE0U/V8wKpAf6pYYWp+tRCNRqtV1NjYWLWqU3lCKFJj4ODBgxWWkEahoorsx49//OPXXXfdmWeeeffddyef5wDRwKehJn5+xS/DU9q2ba/U1juDU9M3/PGGNrskAcjSlvTLHnjggZ/97GfPP//8N77xDaPR+PjjjxcpSta2/tChQ8Fg8Iknnqjcxujv71dVtaampsJyAAwNDTU2NqYZgCqRLRwOHzx4ULRPhXC73Tt27AgGg5UUIqrj8Xi2bdtWlZXK5/M9++yzxbOiFALnPBgMPvXUU5Wn+MfjcTGoyqE4SnX397///UsuuWTLli033XRTW1sbIFYQ9vK2Z1rqTR94//t++8dzvvmdT46OTVgsUkY1cvGBD3ygwirlFbTqZS46qqK9SxCvic6qipBveMMbkoOeKZyFuRbk2shzT/wDzav3TfBpzhnjnCUfyW+JXXHFFRs3bvz617/+yU9+8oorrkC5FssNN9xgtVrPPvvsymt11VVXrV69+owzzqjcavrpT396/PHHn3DCCZVLtW7dui984Qsf//jHUfEyddlll33kIx9Zt25deT8XbxeN84UvfOHzn/98V1dX2cIIcM4/9alPfe9737PZbOVVLd1ZmqZddNFFV111VeUcV9PT05/61Kd+//vfVzIMHnrooXPPPfekk076zW9+MzOiOBna8+oD/7zHNamcesZpphr84IfXfPn/fay+Lsk1lZ8hyWQyfe1rX9u4ceM73/nO9evXf+YznylPJlmWjUZj5dRB1S1KkqRqFUUpNRgM1aqgYDmrvCjB/1R5UZxzUZTRaKxwhtI0TZIks9lchlRZ8yPnnFIqGJLKkIpzfuDAgfe85z0f/OAHr7766tHR0eQXhIMrL+/efd+jzzO5jkfw08u+e/oZbzLWGzQge9+S6/k955xzvvWtb/3oRz+qRFsK0duUWs80G2Dla4vD4ajk5/OE1atXV6uoTZs2VauoY445BuXaPFk9ddJJJ5UnQ+7bTz755LKlIoT89re/XbNmzXXXXSdYzpLgBJDPevcHznrPhRpkCeBAIuvHefct4+Pj4o/R0dGrrroq7zPFIBQKjY+PM8bmfnQuBIPBycnJysvhnPv9/nA4XBWp+vr6rr766srLYYx5vd5oNFp5UZxzt9sdi8UqF4kx5nK54vF45SKpqupyuRRFqbwoRVHcbremaWX8VnT6I4888vjjj3PO4/G4y+ViyaGgcaZwpnCuiZHBOFc5V9PbFlZg38JY8sy/qanp4osvLkODs7S5whKywKvh8K2W45hXieGuKuWgqkec1Sqq6ihbMNHdYmnKAQWh4myFpM5YpOwnCheKWQZ6bmBN1veF6zPXT/M/ycnMp4sX35E/XrUSZLUGrzjCcqZSxTd0rlRzCVB9RSpR2upOwSTnrzyn+2Te+MQIIQAjHIRIPDXEaP4Qg1nLAQNXQEA445C10m/ZzlxAGLgicZWRGhXiXtWSQKuuLUjVUeKqBotGIJU/FBi4AoASziFXfleZiCwknAIQBr5o/DLWZALVyOMyVxKQOSADUvk2AuOEqSAUIAt712e52jK3iCw4MvKdb3+vttk5lUh876c/NskwpJa2IpqJASCg4Ar45NjwyOW//mNUq5VM9u9++3MWY/YSOZuk+hdxJew5cOMfbr3mlmcfeOT+1mbIQIlX4FU5DpWkpLrp97dce+vz/05LVQZEW42MXP7z32myDXJLqW01IxUhAAuMDH/3f79lb+0dj0x/96c/NhqSPVjGEKdcqVXGnvz39q/99p4/3f4HR+6kUGyRbOfLO04944zDt5z4znee9/8+cYFu/k3PyfOFeYlB5gA4DQYDmpo47ZRTrr/+BpfHx1Lfgs9+U3amtUMA0AcffNA1sO+iCz504823PvJM/4x5Voo9IB6tdzYdf+zW/f0+lc/DMlEmWL2z5bhjth7o9yUqXrwefvABz9Chj3/sI1ltVQZCQb+mKGec/qbrr79hxOcpVzAGrgLq5Jj3S1/6wrhKpwnUCqQC2Fvf/JYH/3Hvpz95ASFg5dubJaMybUnamkz3H0AIAzjBusM3f+LiT/zt1r/86orLV3Y5xQxHCJnVGtOVk5TNANp43gWf/v2VV4Q9B4kBrT09LPX2Ga3LkCSrKCa+ZwCICCwlGpG1tAwEvPQGr2BTkFOQ+H/OhVQVbFkMIA3v/Oinrvvl5VPeQ8SAtu6eSnRv3eGbL/r4f//5Lzf+4uc/WdnZVuZY4QyIgcVvvvWO089+p5YyEZNfpue7ORp0pmcJp6+8+NK3L/36fbf9gyVDIMUDeaKGq4vq7FsS8fjzzz+vKAoH5aCMUIe1ZfNha1as7D3/Q++97Ds/OOMd73C2tqAIGyxZlMp4al9vtds2b1ydULSrr7ny6qt/vbKn2BZJxOPPPfecqqppqdqttRs2tIlvWWpcLrLnh3PhgkmmYQGcl7Pb4JwTAkACWFxRf3Plr669+tereisZPQxA34qeCz76wS//zzfPOPcdTru1nGIIB2MvPv2kbDEdvn7r7bsfy/iydKNu4/oNd99+Rx2tO+n0N/dsXL92XY8YxFXxcM6OyrQlKRs1miwnvHHm7IkDnKmXf+97XtfIZz716f79r768Z5+t9TgZICQ9FrKtTA6QmaIoRP2hATFw5dqbbn/XRy6mXHn+qVdOf8MG8TTnPLm8pCTRCUeNJssbTzw53YgcIDwOFgQ44WzmpeUdcuX5rCy7mRJwgDAAhDMCsdYV1pfcXZZwehICroHHwLXr/3zXu8//tMaVZ0VblQwGgDP2sx/+cGRg6KtfvrR//76Xdu895ZQ3ZAbh5kiSX2ACRoZGPGaT/NTjD3m9wYcfHfzwyTmXEcxWDtO1KvvL//3xsYce+fH3LmdMnZ6eTn1OFyC0bZ5WLkYpTj7t1PBU9A83/t+HPvShk086rhhvWIqGJilVOpr6gXvv/fU1113xq6su++oXO6wNaaGLGegz3nAAQMQ3+sKLu7g68cRDOyJTpdZrnkAj3vEdO5NSRcuQStcMD9x3/69/+/vLf/7rrLYqGimDh9KTTjltKjJ93Q2///BHPnjKSW8o3YWYLAiS+ez3fOitbzu3rq6+2Sx1W2vLcDykQM8880yz2fyba66++DOfPPKIdQvJw5L/BGp8fLypqanIIgpMMQwcE6OjkiTVNTaLTUKm87fImZiBMwCh0QmD0VxfX5vvXcWDgSujgVGpxlFbJ5XX/fr6rlix4stf/nLqALdsnwwDVwLegKWp02wpw6+tL4cB8HgDzS02k8mAMoqaqR4D5z63x2azSSajBori3Pf5xgODqvh9bquzTZPNaQ/yLD+YBZqaCPr8ztZ2UMpJct0pr8USiUQwGGxrayvSvpi/+1soACbOR0k5TsyZckhqqQGreLGlICaNyEZMy6jCNbTZhZfp0EpKJWFaRpkhumJZJlVtKw6uEaoRKoFW0IMAqEZklZg45MovoeWgGqGMgBKQnOP2eUUVtKWgBU/ACUtVJ3fe1f1dcHYpZrYudUYvfkDPlKzfQc46ChfKLshpsYyNDAEnpU7Z6YJKbM9ZJSnujaX+YJaXzy/+E9n3AJRa8XniDfoPRNU874uBebHEOCiSGk+JaB5CkTUT6P9RcHIoZkyXqvAZXricl+efWZNPzp/bhYOUNIhmFYRwEF72jDvTUwVRqO/yNKi+PRlKsw/nXuVI8rWpyI95xvK9k8WAEWjgAAwceC0k4S5jXlC2OhaKxs3+nOs8xxlO5FLjKyuSKu+Tc7JIpf/WpseH7/jzTccdc9auXUHO58EkI7ogaz0WyXDJbJmcVi3Ud3k+z9ue4GBFBB7pn5+tGQjoAiws+A/etxQLDoBrlsb6U974hqBvHNxEqpcysIzXFvJbYolEIhwOV166qqqMsayiykszUlVV/6uyc5U4gcaZyAcUWwUxqYsCKeG6yCXKk/7TmJmHp6amoCEWng6H67bveFxMt7FY4uDB/kceeQTAUUcdVYY8M4JxHovFRDUr18ZoNJpIZOfJlofp6Xg8XiZrXhqiVSORCKUVTdCEEJEePDU1VQlDkkBGpnERKJg7GY/HSxUlVyCRwqkvqvxRzrmmaVlSlTGwOAFjTIMWj8f12oJU8EgiEdu+fYemaWltsbfUHLm+LZFIgGlKPBGPx6djsZd37QSQSCQGBwefe+45Qshhhx1WRr3SFQGgKEqp/VeoNFVVq1IUgEQiUbb2ZnVQ2VyV+mEj/ojH45XMKTzFYVTyz3ITl8fGxkpMeM4PkZdflaKqnpef/mdmgr6m+49zkZPNpjlzjw/tXtN59MsvTDJtJle7r6+vEt4CPdxudzovv0LOALfbPT09XblIIi+/vBT/rCpUNy9fJNNXXlQ6L7/I57OXxQr1tezfLiSy5MxMF8tpEACExCaijz317HRs8vEn/+X1VcFGnR1L6u6AxWX0XVKopgf5tdJAs8lJwHkuS5XB3NT5jvd+6B3vuQAior56/jyeslWWJtdHVQSoUJKsn1elzPKQZ8slFp0FlmPpIF8fUA4ThwGEgTBCs1WFV0A9MX9dXjYJWJEfFi9AhfQxWRWp4uAstag82lJdNnsBnrlFW7Lguv/0SB0k5M/Om6fFoRKU3c65sziWWNUEFmUgpU5/FuoSr2q1+6Jr3aILUAhCsKoEti3ZOlYLpY5GubyfLTrmSeDiC02uJ6XGd80/8i4Orz8sStWWz/KXsYxisRxVWS5SJ5ucpGNv553PahmLi+WuXcYyisXy2lIuSO7fy1PP6xzLHbyMZRSLZW2ZC8VnmLymk2iXUQSWtWVpQnAHMw0Z97UvsAyEqwTJqw2W5wG8hrSluvEOJZSmywecffHg4Fl8ynM9r/s269yGMzDlmccf/eo3vz89k7g4w69ZsMwSWokBbDYJOYMy9aPvfPPZbbvUMqifcorOI9trbTWeL23RnyhXBdUtKuvWz/kodu7nC5JLxQFt94u7fvHr3371a/+TCrZRwKehxYLT2nTqNpW8Mog/KqnUzG9l+Qufu+TyH317166DKqBWNrYrSW2q4LXVRPWjKrMjL1gugX2JN2zN8ww0+xDPaAmeP3k+9WW2lCVQD8zk5SvgU4mJwBe/8dMvfOPyegtMAIHiH9j7y29ecuzW9R/90v+MAnNm6hFC5mo2CtC8EiYbhFAQc2193bcv/fjl3/7cZALRTC2dY5Dku7kgu6lzXp9X5qUTkZBDBcQ5IaTsdNDcOOqlU9XyQAiSCs8ZgSb2Enln2ZJrmhoaGdMTB5h23XW/X7/5yPWbOikggYHD0d1+yde/cPTWDQnZFC28tsyUzbPNwtJBOZEZ6JFHru9ub77hhj/wzEkup77ZM2BVFrolhfzZYFWJYBXQc76kxkcR92zoJ5l5YYcpGhwgJDE2/v2vfvU3P/jeJz92gXs8Gk+N14w4sYyJsYj1M1WvtAnHCQAp6o/99pr/+/BH3zfTRkQCKLhqYArlrJi+IYRQEFL6wpz1PCeARC/82Mf+7/o/RMKi21iB4UELtUDmqJitZUSTpIrJeHI+VK7UCU5HRVdVafKXVo1XLPRERQDgxZd2PvLwg5/42AVPPvrIP/7xr/TUXlVhkrdGPvjg06vXbF6/uldHHy7mF568CLJE8ct+nhCicQJiWLt+k7O56R933wtAA50fSrU55pf52GqWn99S5Uti85ZGZ71Cr+SSy7lhmCPjeuQ8eyquJUvmAKABGsExp5z4wDNPhcNhJRrr6WifYaqmZOaa0IxVlOYmLeeRRNdhBMyAONTpW++8701vPtssQ052D009MxMykOSTzLMnLA/5W5JzDiJrqKfGhrecfvJdt90UY5jNP5ahmoUsiOzPS80mQpVSsMpQufyRL7FYLBgMllpWrtNDVVVCiGD6KCk1NIuNRRSlqmosFqM0PXrKiWLkBKqqRqPRWCxWgPMlsX379kzOl+ZN63slNf7zX/7iki9+ecPGzfc98Izv0G6ZK1NTU08++aSo2nnnnTeL/DNfgVGxBSKMgzIYBBEu1xLT4fBB9+gjz77w/k9+MRgIExIXTUrATGyqRpmKxDgjU+EIjInpaS1S6C2c83A4LIipcp4RSxMDF11POSgnjBFInBEwykHAAGiEqsSoEmNoImZA5Jj1q370ra8PDA7XN7eYNEViypy9mesXHR8fz9sjAFL3T83dm6LYYDAodtdlDPqyvXMydOM4/Qel1GQylVoWT7HOpP+XMSYRajKaRItwrhFCimyRrM5gjOml4pzr1KY0MFWTJMlonLkcQf86o8ly8imnzXwFauBxC5v85z/+3rd61WFvOPVv9/6rs7u3raPLyOOSJDU2NnZ2dgMwmUzFdIPEVQOPGbgCJEDkaWJSiYkTcAX1shbyjQyH1dYNm4mFmzggtAtaZDzxxz/+dffekZCR/OXa33/6o++WzRaJM8z0/cxoUxSFUmowGHLfTqBSaAD+ce+///nPB1988ZWPf+rT577/PYSqRqbITPWNDP30Rz/0Drt61m/8zHd+mpCo2URrWeLwTmdPQ53HPdrQ1mVQE0ZeGoEW5zyRSBgMhkIOpJTO5P+tfjAwxhRFMRqNpfqi0tor/qCUqqpaGutaXiaYyhmSBOtMKBSaGBvnMwQ0M8xD+sdm/lm4QMGQVBVenCyGpLnBYv3bHjyqt/Gs0084bMvW2x95YZxzwRqUxZA0l3ga5wmuhbjvuX33/HDnn78ceOo6ro5wFuZcCXn28/DOO2782ea3XLBX4ZGsX/EoZ2HOEnHOpzmPc66Kr1giTenEOFc5Vzl3ub2FaY0UzsMToaHPffoSNs3vvvGvDXLdkzv2T3GucM612A+/fpl3z4vhvdt6rbVf/8XvXgyoEyrnapSPDpzYaf/j7Q/5UnUvvi8Y54qWwZCU+1tWuPezHhYMSZqmFXi8BCQSiZIYkuYrBnnGe0iQvCAy36qSsXXT3S9YaI2fd380T6epYEZaYug98oRth3wgkggDYUBq3mYkPR9y/a2amWVCfKyBTcP/6pN//EYDG+WJ+ED/E65Xtx/+oc9DbiOcAXG3a79UQzVZb8pTQLSjAYQaUq1Ekl4Bsb+ShP2kJmWime/NlIarrqHhX/3uxve894Izj13X1cB379m77ohVBkBTE3/+8x1Gpn7hsgvPefuJjzz33JkfvIgBgAYaqbebBwO+RNofmKcv8lhTPLkronqLMfe3mf9mAJIbPzKPnc5Yafve/NrCq+13mqXCHFAABYgD4woIQaMMMyADhnlzHResIMnbfBQkaQGSnCbjKcIXMmfOMWfg0688/o9GFqyJDlNCpuORca9B2bfdsP5MAgaW2L9/r6PjeEPWTpoRQBLuBKK/DYuwJx556GdX/CIyrYAbVGKwNNiuufbqGd8jYekxl5KBAPL6zYc/8dhjRx+xMTbwYkzThOQUkIzmu/5+p73OBKJFogkiQ2LgHKAMRnXD4euefWnnh/E+nqz4bL4x0a0xIAGMTmtmkxQ21tbJcs3MRFMU+HwyIZWZl19hKZVAASKAH7jx4R3b9+4DcPT6dR86+XAnAEB/8drMeiX+CWTedlsCClewjNtgaKrAORuNAWo4HDIn4uJeGwIuIREe97UkDxgKlEB5PsHo/j0HH3/6uc985XO33XJ7Y037ee96/5atGxiBzzMFCM1PKR2nyYMMyCB1IOrxx6wBS/z2zgePest57zz37TUp6XvX9YCxV57bvnNP6De3/qEBURO3AADhGmUamTkYzdOEKc3kgAaEgUd903c9/uSo3ydxftSmTe856fDOorRlRsOr4EWtHuY3GyzX05c1VXAgDniAn994J7PUXnTReznH/Xc98NOb7vrCh87p0i0vwnCsuoTVmrrmKEd8QwyQ6l2asVWuN/Mpytk0rRkl9T7N2EJNKpFTzuLcQ/H0cpK+2pJyrqxet/prX/vyN370g2PfcOofr/zThe/9GNE0SeLinkcOCqY+9/RT8biicQJKCKeghBBy7FGbzTXSvXfc4QmN/v6mGw0yAGgAhYHwSGh46Ec//fWtd//L3udw+aZ0VSjWblGAKWBXYOrmO+897JhjP3Dem7y+2F333scS8YvfdIwEGBb2vshqYUZb5mPJE44s8ScAgGapilisr7zzYWap/cp5ZzQDBDj8vDOuuPvRq+5++Btnn2pIKUwGlUnyKKAo99rsyFZm/VcFfpJ/O5ANnQVPkr8KQ/53/8ST8ZbT6lbUxSXK1Emp0Wc78omd/ouPlyFJhc798k8TPAYengyO/uVP995+2+d+Ffq9Oh0FYsHhkedeGjnlTaebAInKx57wxhlJkoLFwdi/7rjTPeS6/Pv/+5e/3EhqzcefeoY3GN28qj06OHz5979z1TWXe6OJT37xB1/68ldYqgIEoEwrMMrFTaPJt8SBYeCP9z5w+uYNZ2/pNQExp7nhzaffcc99D3S0nr6+uymlLTnm3JLmNpiv08liyhQz0HODQb8/cMF5Z9gBG2AFHMD7zj55xOvbNhyMAHlp2RfSVtQP1kLr2+zyaMA04Of428PPbDzpHW/72GXdx76rZcObNp/x0Xdf8PXa7s03P/jkpNEC2dDe3hGLxtOGV+brMs8QCQHBo48+3t3e197qcLbat73wDKA8/uhDX/3q/xw44AGQb9gxcDa4b99HP/bxz3zxaxaj6RMfu6Cvq/MXV/z0gx/84NhE4lOfvuTq6/9idfSsXtHV0eaUknJQMExPRtevXD37BeUcUIE4cNdTu5ps9v86fpMVaAaagZ4aw+lvPP6uR58Y1kWFlteN82FlFIN5z8vX3zuZhTjgBm5/5LGzjt6yBrCkusEErAfevvWI2x95oufD53aVuC+sSNq8H+qiBwgp9FQWMrxSCjAG/Ov53U2yfMbmIzjiTSe2NzENkjkOy1tPefN3bvzbqg1r1rWaamvrx32htGeNiE1A0gpK57eI8AEDSMM7zvvo28+7CMC9/74FnIFM/tcHPvzvbSP1DXUZkugFI6aetZs8YynucwIAR209/iffAQH+cu/9gAYCDkMC8HhCBt4MAIr8yrbdb35TnUGnybqdZPKmUTEvuKLspe07/vvCj5iQjEgwMN6UiJy2sffRvQfuf+7Vlcesy+c9zJU2PxYrVHfRljxhhj3TPzahaKdsWd2gUwkDUA+ceuS68YT67NBkpRftLAEkAC/w4LPPvfXEEyxAAiZQO+RWTppkSJ2NNRu3HPnYCy9NSzUr1205+PI+Esk16xkQ5+r0p//f53595W85AFDABBiS7gUKSAxEfnXPHllCq72+QNdSQAaRQWjyP1CASoAsrCNCQQyARMCMnBt5nEAFJIzFJ6a09StXymlNzjZiOQAVmALue/ypzatXrKuF0BYCSJyZNcUMnHnyKc9v2x5UISJTF2uVKA/zri3JGOTMYCDhM9GAZ1/Yfuyxx9YDYsYSjiEKGIF64Oijj35m+zZxvsGXgC3LQfOLUSjQN3XWpAJP7PXU2pxH9znqAVm3+aGAATj12MPcIyNDE0r7qs3a+GR0KC6LiBWk7ybWwMNX/uryq678vYr6AtttCmJad9iWr176eRPVKpt+afJQJ7n1MgyF1EBc7ultz+vWJ4DgUk8A/cBz+w6ecfSRzZkuTQBG4Bir3NfS+PiLr0wCajLaKKf1Sg2cXigszhAU6/U+fzjk8Z6wqduY6SEhYMJtcvzmHr/LfTAUjQFaPltu6YMDGiEqsG37C0cducUEGDMvzREHOCtkdNkdj7/U37LmCGtz7fD+nWLuIIQADDwOHn/i4YeiMXXFqnWESxBZwtmggARQApUkDyorB6NEA6EvHXCt2HhkX1dnIXcWT21aHt85YG3vWGWtqZnZyidllTkagJO3bH5q564wUJ2b/hYQCzAE87wiAUwCT+zctWVlb3dq85QVeWoAeoHDe7ue2LlrHFDp4piqehQ8UsnzRXKboQFRYK9vcjoUesPaNkl41TMfNwBNwNY1ax/f4542mN9z/rvu/8fN4mSDA+AK2OT40L4/3/bPj336q2ZOLaoGDkbyzL9i9UuPzrLsHL0vgROoBDGw+EOPPfG2d/xXvQmmfD0q3N4KoAE7duw4eutWobiZNhuTmVoPHLO2O8Lo8/5YMqkut/WKObtaDCza2jIFvHRo4JgNq+sLuBpkoA44ZsPqFw8cmgIU+pokChRnr9te2btlzarWAjU1ADXAhr4VCWPDdl/4bW87edtzD4xORRPpYatpP/vZzyXJcO1VV08GA4899MDDj7yQN30ya5iVsRvOUjAKLmnKRMB79wMPn/Tmt+t1IAsqEAP2+MYTU5FjepryGmwSZyagFlh72MYdr+xJ2divGSyAtghPfEbjqcAL/oRiMB7W47QUcHlJQC2weUV7jEo7RxW1srtw5w2FMkOSFr8KTALb9u0/et2Khhw7XoCIbRtnvatWvbhr5xuPWnvE2t4773kwmaFJDDA0f/eX1/7qVz+57PP/bW1pOPm0U0855ci5RSvL+iciTzP1L0nlULUnH3xo47HHrThqZaLgBo2Jw/tte/YfsaLHppsXUuetLG01SMDmdev37t4dw6zZMksPizAExRb/hZd3rVq9xlI4GExKTbqr16x97qVdGiFLYaNfJNKTOgNeHtNUIm/pabUUPsAmgARt3apV+1/dmwD59Oc/f93vro1ERFtRDhOIKTY2/rMf/9AX9Dz06L8ffeT5/EVlaUhFHidGoBDKlfD0Fb+86tKvftVQQFU45wAV9sKO/QePXLOyTqctuTmPFNjYTOqN8p5B//Ty2jILhOM4ARw6eHDDmjW5Bmquqb1+9epD+w8ojKuSxFOF8DKnzjmQ5KuYq2SdkDQVjcLyrjMMeGXv/r41q6X0lrdAmTJjR3TU1RnN2wfHV249/X3vOPnPV10OEVZMAEjm5q4v/u8PPOP+W27/42mnHp1jETGApdZwlqxKuZs9niwwxqBc8X+3nnPhp7du7K7LN7WJlBEh5+4JhBPqEavaa7LnBX00XfKE4MhVK3fsPziFMt0Ri+J6Xmht0YR1OxLg8dhhTnPuBJllakvAprYaHps+MOKOUbk6N8AXAOc8/XJ9X3DO0wqU0qW5R6FwEGnAvn17N6xeQ1IWf6FfSlytBTauXLntgCcM8pnPfsrnOvDvfz2CpAoKV7NB+HXn3AZXJ46J455//HMkNHnhJy+UAWO+tVFwDopm2b1//+r1680FnkyDAvXAEWtW7j40GC0Qq7E0Mf/nLVm5x0AE2Dfs3tTX05xar2c5rjAAzcBhvd37hr1TsqymPiezjrySRJp5XcpbRZAxKRPCwQX7XPKYKMcfRXX/JaEBcWBgdDo2MbG5o3bOIEKZ8VqGNZ1tLx4anAQUWvujy39ubWzgykyhs06o+rdTXSBmORDOSU2l7Z193//WN2f8YDldRUFIKtr5lVdeWb1qFS3QLzzFmSZz1ACbOlqmOdk1xsvbt1Q4F5S3NM0X50saWbUSPqKdBw9tXtldn5qBCo17zrkENACHr+o76PFE5WS4eDqlpGyRZvltnq84tEjk0s989le/+OX73/8h/9iUpjO5CnGRCN/xSwcOrGxrTc8LuaMt/ROJsxpNO2x1Tzih7o1AAWSD8bhjjjQZMkhYSq5t+aCSwbxp85EmA5k9Nkz4jt3hRGwyvK67MeuMBTkLHSWQOSSga0Xfy/v3lWEvVD5Wy2vJ+Y2qzAUD+jV4JyLre3pqZ/aCLC9LFSFEBmqA9T1d/vD0SDhp4ybvfES+E4fikJtHkPpL5D9m70AmxkdjU+EzTjzxuSee2vXyq1mUjWkpCGb0UAXCwJ7BkQ293bVpyyRnYkifRVAwWVMbKdq6evYPuphwrC1qekcy+ktvd+ab2FQgCrw6NNLR0tCuu8o0tflhEAqT4l7jPFliX1/foUOHincip9u2KpwvZWAR9i37h0brmpocFpp9hJ9vyhfWurNGsjQ2HHB55snbONP0BXInW9o7f/D97993+60XfvD9J564dRbO+XRRGjAG9HsDG1b0mItI5yCcSZxRoK+nd9/+gxqAyqypBYMGRICXDw6u6+6szVfTXPpSzjkF1q+0T4wGJlWks5dnx6LznuY/8otEItFotIzieA4VC+c8Epnh8hk11e3Zs6e9vd0bmkrEp3Se+MxyCIAZdp8xY11HR0f/wIDLXhONTaaM8jIZkgAok8rExAQVS0FqjyIYkuLx6Z07d6mqSiAxEA5qbW7ZvGaFiWnnvfX0933s4iPf/M7xROLpf9xpQmJsbOyOO+7Yt+9VAJde+lXhSwVAOBs11z4dnIbFbIA26vVKLMk8NAvGxsbGogl7U8OTw4MDvrEprhgY0/2qhPoKgqvyTiezfpXiyir49kmDxVXTvN/lOry3YzIQSiiqQTf40wUSQvx+f7pnwwaLZGlqMZueevHlLX1dtUrcyNRczqcsedJTqtvtXnjlya8tZrO5rq4u71dzQl+9cDhMKa2trSUcnEAjlBsNfp/3rWe+2dZS15wwFaMtACSTqaej4/Gnnmy2Ht+cqKFghKNsbZmYmDAbTWazObdvxNBsb+8EIPjEOCjhuPXmPz5y/z1XXv7juKrs3bf7tLe846jVnzJx9bbbbjvppJPe//73AmhpadHJw2AyufcOt3d3O1rqWuJz5xyMjY3V1tYaauu3WPGATMdjid4up0VTZFaCtojBFAqFGhsb8zIkzQnBa5XuQVGULMuzvF02mnaP86jGt6xfY4dmYIwSri8EAOd8dHS0ubmZSEnrrsZgNFCyqr19KDh2/NbDGjVWoyqz8LCloWna+Pi41WqtXFtUVZ2YmCj++fzaIklSGXxiuYhEIjKVTEYTSNKbFAontEh4Y0ddDWAyFezOrPxEC7CqvfWhSHgsolprDRXmqYZBSqsgx6knn/jEIw9fdfPfjjrlzI++/z0NDWYZzRJgkGRbi3XlytUAssaTCRgaGtq65UgTMEODllmvLMiysZaiGVjd0XHI6z2sxylTQxndQAgxGAyV9aDYbBAABoPBaDTOIroBGPS427u6Ggyog0TydY6maaIoWU7tawAObOjtuuPJ51RAlqhJMhWTmKqqKoAy+MRyUR0Wi/mAOGk5MDzSbm1pKXG4U6DFhNamxv1Dwx3r+8gCZ3UT1rGi75o//pETmsOelI8qElCACRVTodFV3a2klNMPCagB1nS17TjYHz328DqgCpPWfEI4+QYGh3t7e2d3nWVBEpNgV+fk9BMjKlpfC2GAC5XfkvKc7B12r+nsyLsX1CM3SrdG01a1t+0b8USK2xFWFcmsKaI7VRHipVUllZ5FkZoXDrr8FoqVFkh5EqcKOQmYDNQCazo7D3n8Y6nVajHSPWj22MjnDUvnKXmGh1Z29xQqi+sbimsQ+1vAALTWyub6un5vOEXHv0SjjwUWzieWjF0fHl7d2WEpcVGjQI2q9DkdewYHi7m9ZB5AU4Q9eTo0ayiLaNxDXt/arq6a0mtqBLpstSqVDo6xxahpCWAi/SsU5vHYymYiFXESkt7xCwOBAr19K4dH3K+JaLGFy29hwDDHWExd3d2a41HNjbDSp6FDAsxavK/dMRHT3HwRZ9xsiPPpLP0R8YWvDo6s6WrLWkXnjEIgqXDStvb2QZdL/6slUeFMCHuh3+PtsLU0Is8qKkCgJzimWV/1dHcODAxgyVUuD+ZdW/TnD/3uqdrGxgYJxhLXWwoYNdZcW2uur+v3Rhc4xrvUk2MNmASGfIE1XV2zxB0XgtCNvt5el8u19BQkAyIH9oDLt6pjtgjrWUCB3vbmyWBgXIWytCuLBYkTm7EmBoaHOnu688UR5VjJuk9SkzED0NXdOzA4zHWfLwCyjk31Izh5Pp05qDXgwBhnsqGzxWIqbQwlYxoI0NfdPTI8xPT5UkvPphfactDlWt3ZUTPThXPfq5NuTwr0GSEx5ZDLH1scG7sELNC+RQSTuIaGezq7UEGcT093p2tkaOET7maogIqTfMTvc7S3GQtnGs7+Lgr0tkgsFvNOJpZyvhQDfMBYVOluc5Y4LyQhAWZgw4q+Qe+MtixZIpiFsMR4ipNyLBDoabMS/eArPkaIgID3tNmCPl8cC71qp+XMzaoHMmd9DgAul6ujowMlqwoFKDhkoAmwN9b1+3zRcjNAqgVSeK3QgP3uiFxjcVioYWYwzdgFBaPLU9FxwmPe67Af8s7UNH2bUFXrUQUsRMS+BijA/pGgzFiPpcyjEs45YdqKGlhkcsA9Gl+qqzYn4MDQ4GBPR0fZdpPIsl7Z5jzk9seWtjU/6HK3dXbNkq8/O8Ta0tfuPORelLOB0rAQlpjwHQ94vH2t9nSUvph1ijfFKYiB8xqgy2Ef8HgX2MYtSk4ODiQAT1hRItGVbTU0M7q52FFPQIEaYFV724ER1yJ5zGfA8+wq01/B7R7p6ekq9Nu52o1KgAlY02mbZuiPZdR00WMoc7FA2hIDBn2BtV2dpZ4/6CFxZgb6nI5BXyC6JJkORQbYkD/QZDHZxSFmWV0uZtzetlbP6PjEYmtLXqTPJYNeb197W/KstowrIAEDYAGa7fYhz+jS6s4cLNzaMugN9LTaUyctrAwHD+XcAqxodw54kjvCRZ9+0jkbAEBS5w9eX29bmR5VAQqYgO7mmoQkHRzni60teQYJE0T6oxEpofTVQ8qI7hGsAMUvpQDQ1tbmSp0vCSy1qRALoy3CczIRi/W0tpoq8IIKNqpOh2N8etq3JD1FYhUd8gVWtNkr0Zb0OXdHZ6fL51tyoya1ig56fW0tTQ26c8nyhjgBOjs6PB4P9N75xZ4Kc7FA2jLonbbUNbSYZ+6AL6McCiYywwy1dcP++FLQlnSuuYBYRYf8gT6nM2VzpsScezHN0yatra0jIyPJdy3aXMty/gBLnuIHemfsBSA5xJMxdSUN9u4266jfP40UQ+eSxEJoCwdGvF5He1vZnhMBwpMzblt7+7DHswTblAODcUyrvLe92YhkJnT5/AFAZ0eH1+sVJS+BuTaDoyMGDPj9fW1tloqHkQR0W2AEhvzjiSVpNQjMr7akB4rP53M6nXkeyPPX3HA4HGIMoaQTG92TpY7gJG9G4dhh0cUM8PjD9S3NlqQpRZB5HdqsyI6U40CbvW5qfDy6qDMu4XkoygXrgCc41t3qzIz6y7Nj0efT532F8Jh3OlpGfKFZvJ36Xns95uVTohHKAK/H3ep0zJzglTvdiqiQVqfT5/WyCpxFpba1oLYgDIQlicJ4Sh69bADcfp/D6UQqVCf1VcGSZ2kKGeg0wkTIkG8svrgzbk5zMWA4CpVKbS0W41zDaM5ICOED7LS2jARHpwvXtBC9ThmolCGpmkhNLwxUpXQ0zhLRSG9rDRWf6aqtS7guqmARFdLdWhsLT40nkiy6RcbnZhy452sswd4i/ktPpsl6QANj3h2HNncc5h+PpW/qSVVEWOoEgNvtbm1tTX2YFnu2KmWLkqwLlYA6oNPR0u8NCIO+pPWlWvscnrMF4WAccAfGm2xWS9q6TkV+zbVjYbm1oIAF6HBYB32p+Je5ZK+wduX5JObZEgONU8Ogx1trkJxVigkkQAeFRSYDHl+8XPskf2B56lOCXEpUFbHEpV+8bCwUZUTScgoRCU8a4Pf5utvby6hpbs+J7MK+VueA1x8tfW2Zb1tlxOVqb2+HTlXKHsHCY97b6hwJBiLF1bQqtatOprGqqvF4PO9Xc0KfVauARwgd8Ph7W9sooGqIq3mIPLM4K/KCMaZpWjweV2UTldDb6hzweNf1OLnKTEwhPMUdMad4BAxcFJXFmSDY4JM6wykATqhGqMRVE4vfcetdG44+/t7ndk4rqjqtKapi4JxzHo/HJyYmNEKlmtr+8QiLTbc2U4UjnojnNsgsIISIZk8/nyASMcitTQ0vHxoIAzUMSMRmL0qES3POFaUiwlTCQYiwOqEoSpYaEELiRqPH41m/fn0ciMVmpCrEbCg+VBRF07ImaAZQTgBCnc0NTDIemkRrPYyJOAo0nUjxTyQSVWGxKOn5/NqSSCRCoVAZr89iSJqWTWOSdsjttTbUT41GDEo0ppWpLYQQRVEikUhcNkaMtc015kNuv2sibo1P1ajxGaaVOSUkABBR1KmpqQIMSfGdO3dmMCS1NFjN9LnnnnvLWy5QrrraPzp2YPsr9//5zxJTQqHQLbfcsmPHDqm2/svf+f6+/uFGi5FN8bHpcVWZLr7dBMLhsBgf4n81QhOysc4g+yenBsJMik0kii5zYmKivMGUHKCME0JEW2WxonACBjpmrBsPhuqMptHQBBJTvDBNi37Ej42NZX6p4/2gfMpQV9fYuG9gcFVbk6pEMOtEEwqFytaWNK9NpWuLkK+mpqapqak8UYB0vC4Gw9Nynck3MXHi4ZtWtdRaUJv3ApNiEAwGTSZTfX19ArACnr7e2x57urnR5ISpvsSiAoGAxWKZhQKqt29lxr+59vgD92zYsPb5Zx5WE+GdL7583nvOfM+b32QEVqxY8ZGPfOTiiy+OAxPA9IGh3tbWvjpir2u28KZiOiOdq+P1epuaWsxmo/4rDaixt7CHn4qDOu3NzWgupoIej8dqtVbO2sM5d7vdDofDYDCkR7Y4lwxOxng8cfQqWyfQgMY566lpms/nczgcac6XXJiBrq6uaDTaYe9pRmOhx1RV9fv9bW1tlXO+JBKJFFtaUch+X3WNXUboaAzj0XjZ+Q9ppAUTcXjdbW3j0/GQGG3z7Vsl/MQz3vLhCy60t7UYZLWj1SrlNJzIixryB7sdNkvhnNvZkc0dDEhgJsBmd7j9wUXxIOdaVkJbRnwBe1N9g577pnJuYsBut/t8vuJPBRYY87PLT7lFGMHIaJgbDM5a2ZD1smSTsKSTZBYfa+axjEhbb62TiCyPiBiqefe8UxADLDUf/dTHJqK+t5x0VF2O5ovTupFAsCf7/GEOZHqQZizJFNczBeB0Ov1+f2VVKAeZkQrJSGQmahoc7bRa9elus8wOHLMS6uk6uN3pDAT8GRmjSwnz7RMj/tFRW2urlHuKrx8mJYVJcIjSWhx2TyCgb9N5iw2hSZIkChDIqTvg9WCAHxifjnfYbJXEwmUhfb7kdruxNAZQMqLc4+t0tlQSC5cLCnQ2Uy0e804mlCV5ol9tbclYCBjAQ/5Aq90xqwBzyJBeqHR3XwGA0+lMn+gnn8wzvc2dI14ZZmZcV0ijZpPdQma/66ckEBAKdDodQa8vvuAn+hkR1hzgydy+GDBcyipKZnfhiENfgAI2oMVSM+jzL81sv2pqS9bUzkEBEgqF2tvaMkdxdkR3kXZqVvmtKftk1t8uHPGAJxB0ONuEOldxlSNARwMo1zxj0UXP0Rd54z4gqqodNlsV5wWkdqSddptrdKzsk7R5RRUHEyPipg8CpPw5MVUbCwS6WltyXkpLN8Qy7rsiQGeb3ef1JuaecausMHnioAAAPp/HbrcmfVyzbfFLG/AS0ALYGmq9obHpRZxxdUv8SDBhsNSIiPKKbM5U1ILoIyl1ou/yBxazpoUxL1Mv51ywGPpCo5SzNksVXpNzjzu6amHgcI1GFjdqlaesPZ/P19baijlUt2RJCWACOqzWoUBwkaPFAAAc8PkDDmcrrXxhyZwmRU27HVZXKPQ6scQKW006BjBChHXrHRt3NNQ1ArRE4yT3LVmzNQUaAWdjrTuUzWgxV7zw7Ch4O3G6zFwvlnCqjgUCnc7m9LcFMvLn3qdlgCTtk3Z7i8sfWgraAsDn89ntdl1sWHUgYiu7Hbbx8PT4jLd0CWG+zHqRieoeHXc2N5nKPX+YBWIMtVlbhv3BWOYYquhFfNbbUTIND6EPGrgKuAKTMmPdOkabatU3NePaXcHFn3HF4PX7/a358i/KKE2vDQRcBlprjZANw+MiXnbRU3oyULK2ZETyzoToZk95YroNTIQ7rM0lnT/kvkWPmTtNRYy3rcUdGss7hggYKSU7fObFMzz6cz1LCABGpTgwEgi2tTTlvzugJP94DiTACLRZrePT08HFWFt46npPxiHIrsaDwVZrE1CppzzD25m6yQCAvb1txOdlC3CQViLmd23xBEdbU2tLVZB1ot/V6hjyB9Lx85nPzkPV8ikfIyQGjARC7baWKp60pCFY99vrjSqV3BOLukMjUAHXWJRy1llX5St0RPeJ1rM7HG6PZ6mpCioYUkzH25JnJmZAAIiozNnUNB9jKLn3bbFOJuI+FErELTk7vAxohMYBd2isy2GrbF7I3xck1b52h8Pt9y98VEj6TmMR3ePyB9ubGhur6TumWRmmTqezpPCtBcM8ri2ecRCT0dbcJM/DayggA446mRpNngnOku9cBGiETgPDgWCbtaUMm7MYCJ1vbW0NBAL6z9PL6cIQXAh7YSQU7HLazfM2DRGgzW4NBQPK0mO0KHsYz2HZc8Dt8zY1N0uEZ5Hqlzc7ZrGrpGdca4vN4xUcQrTyQcN1/6Wg25Xplqr0no0T+ICowrodjsrWlvzazjkXb+rs6AiIaLGcNPeFSVJPxcKF0qto2c2dt4VF91Ggtx5EUTwTSy7+ZR6Pun1+v81m45zNefN1kciaSkWxTqczPeNWPmhI6n/nLCj9ACPUFVKpyWg1wzAfNidJeh5arS0Br48nj4EXAWJtcQWCbdb0Dq2agzld0zrAVl/v8i+5+Jd51Bav19vS0gIQnnMdVBlDivDUZXapZuWgGmBzOjx+H4D05SeFSihyTSPZXv6cVZSnnwRAOeD1+ewOB+Zvj0QAoLUBXFV9U+pixb8wIARMxpROW9LmJOWOn8wxkNHCybMBW8twMDQLo8WioPraImJeGDDqD7TabLR6PvPsfFdAAjqcjoBP8L9QXgIdUSEwACBZPnEGxsCZqFpOfUggEEgxV8wXKNAC1JkNw/7AYp1RMsA1zmWT2WqmFV7CnhdpS8wCdNqtnuBiM93koHraojt8UQB3WKVca22upVr+CZ2D8eKaIv1kriZIQEc9ZMbc4blt3CKj0fKct3AGpoBpDFB19EhIpW2IrMDKz7ZJgVBTEbdvAtrtVnG+lK5p3rV0/rYx3kDA3ir4nypDvpqmLTEz0GVtGfH7XhuWWCXb5STPvMfTZLE0GDMMmyq7bjgoYAUajSaXP5iYT//JlGtkXUfXqae946vf+HE81YEc0AjVCELBYLujpbyJp5g2IYTIIj7X2jIcCOj56fIqxjy5yITNabXZy/t5kXnw4jS2024bj8Qml5hPrOzrIXKgcxbFAe/oeJfDbtYgcZb+St9YxU9OBZ8kqciiNqcnNBZb2W6qRn3yMCdwykFPOe20y/9ws2REOnGeASqR4hokTe2qBZlN1oLIoFnKCszWITnj2q27+wfnd8bVDc/cwR0IBDZt2lRmwZzPqLG+YKJ7LwEFDICj0cQNRncEK2uLJc1ZABRkSAqHw7P+UD+TZlhAUdkUMhn7PZ72lhZDLMG0eJgp+YhzdHwfc4AJkXKnzJhkSBjNtvrafo8vyDbyeKJGnZvYiTEmiIiKeDUAKnE2OhXdf/Dgdy79Umt3z0cu+u/du3cbuKJQOqnyEb+/0db28u6BtpWdVI1VQsMZi8UKcPZQjdCEJLXU1nnHJ0cYLAkVhflfOOfRaDSRSJQhht7dJqyC6enpWCLOQCeMtV6P54Rjj51KMEM8MvsgTvd4mrQJQCQSKUQ9oWer4gQxY12TtWXIEwh32eTElP5JxhiAqampClWIcy6KKh4z2qKvfAV8YizKMC4ZfWOTm3u7ZSXGOYtrWko3khpSxmzBuSABm+acp45+qUIZNG5vqNt1aGBchSWhSEqKxYsAmX2fPq7ROCP5+MQEQ1Iikdi+fbumaeCUE8ohtbS0bFq75k83/sEq8+NOe5Ozd62hofmV557glEUUJTgRbqltfPqBf5za8cFYEbqaW68Z+jVF0TQt+wplwZkEygltrDVrkjzojXTUU1O8YE0BqKoqeLcqRyKR0AhVJdk16pcZt9bVKLFYmi2tJKRZzrJaPhdxbqhvaHB7PDFnfdZQFI0Tj8crX3BKndpmtEX/bovFUi5DEjOCjgJjU9NrV/Q2QDMTqaWhNv0tgPJcC6FQyGg01tfX6ksQe6Rwb89fn3jOaITVWNuA9LuS0fX6fwoEgoEas6Wurm6GnkgnP4C3t7cDAKdIBRQ++tCjP//uN+768x9kKhFC3vKmo//rTUerwA9u+mt774pjjth8zvFHNAImlMrWNAOv11tfX2+xWAo9wAEj0GK1TyuKtb6ppd6ir5e+Em63u76+3mw2ly1MsmTOPR5PY2MjNRqjQGTc22AyrGkgDljqUVDOvBAMSU1NTUmGpDwtnwEKdHR0DA8P2+rNLfUZFREMSVartXKGpHg8XhJvXunvm+PYgmrAyBRUSjobzQamUK6//WPG11T8iX7mk6KEdNQqjEBbcw2nsmsqZc3rbGP9b0n6v6yPMuWf+S9lTxOO447cdNgRW3549Q0nnvu+s976JnGSrQGabIoy3ma1Vh4LN+s8xzjXkhGHdrvfnxlDlUl9J9YiwTRZ+RaZc044TebiBwOdTnt1YmTnclASoNXp8Pu8s4eiV4hS9a16u3wdvKFxm9MhAZyz1HHLvPjNSeowq8Vu841OoK4x+elcKL65RVS+ub7u+1f8jBNZTXU0FXpoMMcZabVa5+P8IVOMZK1aW1v7+/uBVdApRt4nq5gckoynDI522q2mco8dShriFGizmhPRyFiC1RtpFmFQ5auKQKn7ltLfmpwVZuNSCQaDNpsts22yT8SLP9HP96QuTxMAYLPZ9FGr6VivQm8p0eSlkGQQSgA5dccdATTAYHOqVGqz1sx5K8OcmFWkZH0J4LBbPR4XCoZd6wosc7nL6FlCCCcsybjnD3TYWsrWlpLanACdEsyUuoMTuT7Aaq0tpe585uUs3+vz2UQm6oKAAHa7PSs+t9qYGa/pUciBBpsNsmHmVoZ5BgU67EYtHh+Nc2UBzyIYEAZC4WiHrUqW2FxIx78Mpq7XWwqocgwyT/E5iLVlwa5KtNlsbreb63aP5c6spaG5uVGWk1q0ACBAG2ChGAlmsxFUD/mzlYYjUCntbjaXvbaUhGS2n8PmGR2f5bawBUZV+cQABZjUkIhGOxwWslCR5ATodNTEo9FJDQs54wJoaWmRpAWYapNIz7juBcnRn7nTC/AGx1usNrpQq2gy0sfaPOwLLB1usWryiaWs2zET5R10IdZrAQp0SDCBuQKjidQYqnaOYfY+TRTe0txskOW0YTbfnZrkf2lu8Y+NL8AYYjp3WygUcjhm4Ryt7D05e2DBLdZlt7lTq6i+sot1vXM11xYtlf/QbrPOUxZhXoj4l3a71R0ILQy3mFhFxxWYJdlMyQLxYQIEMAKt1qYRf3C+1xbOuZ7ZNRAI2Gy2BduLCm74dluzSqhLy67pYgXCVLGjqYgQGwmEyuN5KRvpGXc4MJMRQVLpYlVChjWfXEWDIaolalJH0guwUxLzQofd5h7Nz3QjkMFfXBZy/Jnw+/12h21+pvQ8OyUCGIA6CcRkdAdjyYPmBVi+Z0X11xZPis9hIX1iJqDTaRvJYeKbJ4ia+sbGw6NBI1MWbF4Qa0unwzqtch+fx5HDwdMpdyqhUxzRyck2a01Wn86rRSQOtZztbf7RjOP2xTLDUHVtiQFDfl+XrcIM9dIg1pYOu23YG8z0n8yXiSRWUZc/FB0bM2nqgs0Lgruj2UgMNRZ3MFFo6cziMCjrRcnfa4TGJeryT0pM6ZYXrk/TcFhtAa8v+Q8CkEUzw1B1n5hXg8qlVntjddnXZ0fSf2JrVgl1LwgZaHKHNjoWGQ2aFnZtoZxTwG63uxfk/iNGEKcYCgQ67Xn4nxZg4LameBeWglusmtrCAP+4Wltf1yRVzL5eCkRGRJMBxlqLLxhn879YC21xB0JToyGztnDagtQAzWVLmicwQuKAJxjqtNsX0roWIIDT1jI2GlKKuC1sATY1VbZVPH5/i90uwrcWzL5MB245na2e4ELMuBzwA1FVDQeDRqYusH1CAIfD4Z/n+xmTLM+CLS0Y6rDNF1vaLKBAZz2oqrrHp5cCW1KVLTGf329NRYgtjH2p10m73S4CsHOSH6t/+DIUiFOjOTo1LjMt6a5ZQLRam8aCwemMg4iq3YKWzuICoBEaA1z+YEc+S2y+QYEmwFpfM+ILxIHZL7dfAJ9k1bSFcSB1V0G1yiwGupBb2GzWoD8wDzMuAxf0FUm90wBvcLS1rY1ySDy5VVqwtZQCXXWgnHlHI/PBipKZ/Ey9CcQZabc1L+ReVCDFDW9zjY5NL4GtS3W0hQOcgAFjgWC7w0p0Hy4QOCjgsFp9Pl+eG3ErnXYYeBxcQYrRRgW8Pt/M2fbCBKWlQIFGwNFQNxIIJmZ8gBmZP1UBJ9AI3MEINRmbjSS1F62o/JLmstS5c8sMW9JM8tJ83yiaB1XKEwAUYGQ0SrnWUbcQUXe5IEBnAyTO3OOxatu4HIzdfctfvviFr3zgI5/cN+jTAL/P57Db9YeAC+bZTEYc2m1ZbEnzAxIIBts7OmhyYZmhYF0AJE/SbNZB75JgS0pmg1VIq5H0qIZGbXU1TSkVJDq3/bwimRQFNAPNFpMrNNrT1E4Lmw0ldzYnQ3v2/uYXV/35ngdfOjhY32JTgfHQaLu9pdIz87JaPnWbqbXf68/RFt1MxThI6Slhuhxgkse6pgAIEYt3CbOi3mAuHmJt6bLZJ+PxEKAnMuOgWUyZcyUvZ6C8AZ/Kqcr8ZanjiYncutGxdptVf4f6wkxCQvjUjGt3BUJVjDjkACA/9NjTew/s/8vNv/vJT749qbKBSRCwrjrQil9TRp8lI31sVu+s8S+ofK0jhHM+Ggq1tbbOZx51QYjTWGeDkckGV+bdNRWu5MlIhbJZLPSIx+OlXKBBo7IhYK4/5HJ1NLeEp1SqRKKaQjhUVVUoEUwfFS5fqqrOzkQTlwwRo6WlxnzI7XZNHxaLT9Wo8bzMLyrTotFoLBabnfOFQGIgGqEtLS2BaWXFhtXvPee4p154+Js/++WK4083UuMtt94XDU8+++yzRqMRwDnnnFN27QBwzsPhcCQSmfNJjVCVSjUyCU5MDcQgJabjiYxfcc4nJycrJRAi0AhVOZkcG7PIhmB4WotH5uRqmR3j4+NliDFmrGuxWg8MDBze16olpsQQDwWCIq8TQEmrnH4cVkdbKKUmk6noQmjCYIIZgYnJY9euaTBQMzEaGSUcjDEilVRUQWiaJknSLEURKnOZdrU6Xh5yMQuRicWk5GMPokQUZTQac/uegJnN5lNOOQWAYEjSCAUhk5Oj/7qf1lhqiWRw9PZOJeINJqOzocZAYDabBT+OyWTKR5tWLBRFMRgMSUqUWcEJGGiH3c4NhtGp+LoGk4lkOFcTiYQsy7Islz1DEUJUEI3SgCtAVbXHaalJMBPU8rSFEMIYSyQSBoOhjJR6k8lktVrHxsaM63tMRGGMKYqSbO3StUUPUVTxz+fvG6PRWF9fAtmPIAgei8RWdXbYTVQ2WYQxllAVSZJKKqoQEolEfqlS5qoG1AKrOjpDkac0oNYs15vzvzcWnTaZTHV1dcW8lwME7JwzT3zh0WOu+uP9pH71Jy867+Z7nlq7ae3ZW9f9zGI+/PDD3/Wud1VSNYFIJGI2my0WSzFDXOSoOhyOyXCkztZSb6zXs09NTU3V1NRUOEmJ3AfP6Ji9qb6NosFM680ZbykJmqZNTU3V1tYWMx1kQQE6O7t3795dbyT1xnpVVSORSG19XeVcFolEopjFPI38opexb3GFoVLa1miaj5vAioGIf2lvMjMiuSaxuqE6xRIAnEGSv/3jn3BYxgi8QMDvetPGFWZAYtXfmBWzGgiXtc3pcPu8pK+l6jIAYOIO9/FJcVtLVU5aylzogHaH/cF/u5g4jSWoZA2vBAVoNkslkgTcvoDd4aQpPpSFQ+qsg6TYWFrsNncgtenimNPFOnu7c85BKKgRxCA8TKPARDTeJTLeePUON0rr/uybnrKyRCofTMmshMmMW6k5KK9gMix7r9/WBIlx/5SqAKwsrtOqyJO/fcuolT8QcDqFi2/xwnk4CNDa1uYPBGapQPY9MLP6AwWFLCClk24941wyyK31BgNAwKp1zFJGOa0Om9flVvPdz0gIqVBfBIeYJzjaZqt0balQdSlgBxpNBncolEgeRFfndKt8hqQMAvzSRfHNnG0viiEGILnIOBwOn0+XEZGblzdb7cQ1dfpzYvE3JSQ5YETkaOptYigUexdN9UAp0NFAuar4wvlPYyscThwIADHGOq0zuX3lBS1UOLKTGaM2q7jpSaPAIuWEVTqyRdCUBoR8/k6HU98qi5Xj1uF0BjweVuaNuKIr8vM/QUQfBwLO1E1gi3MBJAAk765pqjG5g2PzcXcNA9xjGmSDrcm8WHtRASmVG+sJjcUAbdGSwcpuhFS4j4h5CUypSMR7m4l+vV6UHDcK9DYRrir+aXVmxi0lOEl3v2W6yIxW8ng8Npst+XDyyexz5QVAMmPUah/2p+8/qsL6lm4qDnh9/qbmlkXYi2YKJPhfOlqah8TasliSlK8tqSVZAxLAoNfXUl/TsIhtmoKIOGyqMQkeqlJbNj1QcpWLp+7TDPj9na3OpVBTE9DhsI4ER+eJzTEQCFitVix2twpGiw6Hwz85NbmoWS6VzojCzzgYCHbYbZYFj+ieQWqAJ1dth33Y65+Jfyna3CaFeS7FKuqZUmSm9TZAwuLzj5iADnvzSDBYxUgffd29Xn9T07y4p0sASd6k0NpiYUQajoLlOR5doHjkMrVFDE7OuYgQcwdGu+zWhc8WygVNRRxWfcZN3afpczTUNS6BmqYjkUPh6HhVa5peRUf9Pmdz86KvoiRFxtdst7l8o4s4R5WpLckJmJDkGPJ7262LkImaLRBAhY1rbRkOVM3GFe4KMS8MBYJd9pSPaBHHEePJVbSxRqV0cJxrgOhN3WAqc8ZlQBwYHJ0mTO2wNlFRxqJyeYmW7ujo8Hq9yONcKeiVqS6qYImNApMxpctpMy62gYsZS8wxFomOV2l5TubcprgF2xcjQz1XJrH9pUBrW7vb70/vuCpHsqY+X2tTQ40EuuidmoLdZvN4PFjILMNMVEFbDo2qxGRy1pkMi+pnFBDxLx0NJm4wDYyJy2xKUBmu+y8Lgi1t0OfvcizQrQyzQbe90PO/6HcdZZ+7i7VlJDTaZbdZtIQkaP4WNj80jXRfEKDd6fR63Ewc55PcZ1jyYtm8c0bu56UzelbhvMXt99vb2haMfX12EEACEzOuy+erou3AAS8QSWg9rc6F5woqBAI47Haf1wvdYKjwpCtjFdUUunjckHpQoKeJGDj3j8c0SWaLMTNX4ZUBb6DN0VZ5OdWCmFAdDkcgECAQR43FYhafmAaM+BOS2dRsQs5p3SLkiKfR4bAHvF4dG0EyGKfsxUDEvIwEQ10Ou0lTZLZYhk8GBP+Lvb52yB+Ypgb9GaVu00pzq51cVHKbo3RGz4q0Rcw5HvdIq3PhbgIrEq1Op9vlEkwa1YoqcPsDbe2dS2QVFaBAVwMoZ4OjkWqxEYhVdCqR6HY6TExdzMC/pDwcKbdYp8M+4PNPS4ZFkalsbWHCzzjFER4d63I25Ra0MJwvueaomES621rGQ6FoMv6leDmY7r9suN0jbW3OfC9eIJ9MLijQDLQ1Nw56fdGkD5CmZofyfWIDrilTbX2TCTLT6KJqC0mxOwj/TY/T7gqOxiRT8d7OKm64yu/j1G0t4waCLvNSmWsFJKDLDJkxV2AqUZLS5jXbGAeYDIyNDPTY7SL1bUlYJ6kx1NfWOuQPztzGUXHMkcvn6+jspIDE2SLGwumR5BZz2vs93iiVFiX+pVJtGQ4E21qaagCSZ45npHrpH4WQ6QVKGu4SUAu0WptcAX8yhqqQqyu3uORCkWoZDoC5+/cfd8Rht/zyx1/7+PmfuvT7ExwaFssay1gxkoxb1ubhYCjnfsayVjwOAF6vV0SUc84X8QYIPZL8L3ZrjJNgNFY9mdJNlGrVXMdo6u+S0z7T79CAKDDo9fe1tS7++UMmRMv2tjoHvMHpDStqAPCy6IIg1FEKTEU++6UvveIOjUWU8z/wUcPSWFigi/S547GnqnKbKSfggM/rPf7oo8UB9CLeAKGHiBazGonBbPaERpmjfeFlqGhtiQH9Hn+3o6UGmaT6SV2cmduqMj+JQmYpKu0bESf6fU7HIa83OYYoAWEcLGM3lWe10e1bePKRONC96Ujr+s393tFNGzcds7atZjFnB6rbmST3vj3O5gSRBhOVaouIkQ3ENDUa6bQb8+5Fc/4qFpVrnejfrq4uHSFRhd5Iqvt5qrq5jtHU3zO0IPrszUgkEo1GC78AnGuTprqDco13fLLOIIf8oSlNkTgTCdMkeVaULFBPFFBJjmg8Hp+amiqmKJXSBDXUyJI3NL53giuJyfrEVIr8iwKYTCiTk5OEg3OePqwWDEnxeHznzp2qqgqGJA5qdtjbD9+wbc/eJ57Z9aF3fTToHdu97cnHH38SwNjY2N133z0wMADgkksuKa9eaYyNjY2NjZX6Kw4aNtXUNTW99Gp/d4d1Oj4FQLCnl4oEladlw4tD7loD1SLwRcfqAT1XFifJEz3CS9u5ic7yV3bnDOEYNdU1NDR4PB5PaDKWmKpsTyUylkv4gTxDIqj7ndlsnosShUpGQzikqJRuXN3dnFAo8mwHw+EwpbS2tlb8sxJVmZycNBgMFotF/2GhAgUXlsFmTTwohTXWZG9sjpvT346Pj5vNZrPZnPtDgbb2Tt2/aNSAMUpf2v3S+GBo49o11gasXLlyxaqVAP70pxuPPfbY9773vQBsthbOeanLdboKY2NjtbW1gppsFug5ilIcnYyaTO1dneOTk9bNfc0J02gw1NDQYDAYSpIEQEwyEJmG9hxY0d7eVYsWc3PMN93U1CRTqUKvBud8dHS0ubm5VKKWLMIKYjL1JaSXXtrZ2NzQrFooryizXVXVkijO8u9bZmfuEjAC3mCwrb3DAtQY83dMJBIppqhiQCktqSgO1AOtbW2eQMDY0qr/YalFqcA4Ev2+ADGbGowwG7F+/XrRgQaDwel0rl+/HkDZ7EFpyLI8t1TpOBAdTEBPV+eLL75oAAxGEyHEYDCU0eyqCM4ITaztam8EaiTEAFmWjQZjhS4NTdMAFEmYNgsswOr2WiQSoXDM3mg2lGsSa4AKaLJRoxGNkPQB2uwTenbXlrTB8Hg8nZ2duT9MbjAWyM2a33JNR616PB6CDDt7LpKX7E9UYK8/dvgJpx/c+5CzHoZU+STbFq/aqctsEuY7PiBAh9Me9AfU5F6sTDGE52bA6+t1ODI8N0tinw/OOQVaAGutZcjnL5CRMWu0WAoqMAHc8vATg2OTqm4AkbSBlK+EbM6XYiwlUQ4D3C5XZ4oht0ISjGJQqquAAB3t7R63O0tvZxcv90sNOOQJObv6GmUYy/KrFYMMe6N0LpIVtaCqOhSYTACsXBE5MKJiWuUrumwmQKqq67hyTw8hRHg725qbDrp8lfgAVWAK2Osf1YyF17qcZszP+TJ7xTRAAcIaIuMT3a31+qQKppuaSbVJHvKPIU4LRYJRoMtZHx4dm2BIVOZd9Xu8nW3t0J/tzOWgKxUVTDFMBuqAHrttwB+MARopl+kUGPKG61uaLYABINXLaKmWJzp9vjQSDEVncYflrsAc4DP9pQFTwPDYRI3JLGWYBDrPWOp3Od+ViBhwcMRnkUm7LNid0q+YrUUW+JyLAN0G1BjoQZd/9lzctGBZEqazCL0jri5nBs98MnKx4hFQlTaRgBqgx+nod3ujgErL9G9zYMTlam1rE4Otiv1VeVGiBHE20Gm1Dnh8kdJnwHR/acDBScRBLRaLVDgyKkvocrgqVSAK7He5elvtNZlFzB6TMy8WWuFXykAN0NvqPOjyRjNvLSQZVilLW6uZEjKR6TE0Ma1NR1c5jKkxmLNTKiZKoJD4VWgTSoEaYFW7s9/jLXZtyZFZkNSOjIx0d3fnWteLDiGMDJg0dLXaNUk6EM7LdJO7e2QAyx0n/SOu9q4uQsgsS2jWj8pZW5Lnkj7/2q5OwVyxJEIjciAlx1DbgD8QzZ2HihgJoqYDLk9rc2PLEotX0EOc6K/q7AhOTPnL2uVzQCWIAAGPp6/TtgS1RYAAMlclzpwdHYMuT3kDT0wULre7vb29pM1CmdoSAQa9gRUd7ZbFzpfMF84DAJxzYeP2tTsPDnuyVm2eYZUWmI1ARS7+gNe/ol1/fp/zfBXDXEtBur4iY9RWQ2ltTb8/rhXTJZkyi6i/Ae+4zFifKcV6zLUlcO22DroO7uzsdLvdxTyZFVPCU1dC9Pf3t6ZYFItEOUOdA0NxJDTS42wyLba2FILwn5iAvg5rAuiP5Lk/es5pReRF7Rtxr+lsMy/VmkKXMdrZ1d0/PFxKhkISoqYHR1yrO9uymK6WSFSlHgS8r6vLNTjIAK3EC/0E05VvSuHxRI+jnpZiGBV8U64pno7wZUD/UMDW1lpHYFjs1Kh84Twz/zQAtYDV6Rz2BnOFLLwkiNmIaUAQ8E9O9bW16tYWxvmiXxgKZMtPCdDX2zs8NIRSjDEx3Yq96AG3b21Xe23q0JpzAtAlZI+lAwE5epzmWGQqENEUMSxzAuBzQ9PF32JeGPT6bLWmDiNoKWHyBdu0sJeAcqB/aLC3t5csmg1SLIjgeu3pGRgcLGOG1IBDgQQ1m531Bn128RIaQDpQYGWXw+f2RBOaQou9EjPNaBMGXh0YXJXai2KpVhMA5cwJ2OrqDrk9pfFgcc6AKLB32L22q8sCGFiuzVH4vflKTP5/lnKKfwo27v7+Q71dXcW/Zh4xlz+KAH3d3SMDA9BPMUUdJVAAh4aGenr7kMEFvGiZkrODAH1myEwb9AdikqQCRe46CKAC+yegSsa+1qbFZ7SZCwamWoA13R37RjxTwtuZ73QlCf2MTnkCiACv9A+t7mqrAUri6CjgQS5QgvCouiZiLBZb7TAtxSGTAwqsdZrj0YhrIp4+oyRzmfY8ddgyODDQ19tDkcwOX8oQ0furutuHAsEoLfks4oDL3dzaak6eSy5pUM5rgLVd7XuHh6eBEm6OBDjgA0ajsdXdXRaNl3RfVcaATypkDhdGWjmFdbtvZKTbZrXqQjKF7Zs9mkrnayoHc9mCMtACdNma97s8ERE4ONcxPOdcxCtEgaDHu7LLIaWyw3Mwc1az6JCBWmBte+shXyD75G6OFZgBGBgc7O7pmV8RqwSJMwuwsrPNPznlKRQmqHN76qpOGXBgJFzb1OiwUEOJrAOlLQ9JH9GwZ213R61uvV4AA7fslNfkqUtH+97hEXFGSQghfLawA1GdGLD7oLveIK0wzdZMS8dlJGq6pqfbPTo+UbQ1zwEVVAPcQ4Ore7uXoL2Q28IUzMCZ3SKb6hsOjEwVP96F5vQPD/f09pbBOpDROHmCazIFFbFoewaH13S212SG+2f8NrXRqWIM8uyBRoU9eMkZd11Xx16XJ5Kah3hK3EJjXQUiwJ7BoXU9nbVZHtVUyalslqUywITHfI2jQTKaDnqmk/wvKXuh0OQgTlr2B8KyEttkM8o5Dy76Xp8QktW/hEPwVK1Zs2b/oYNz/DxZI8ZT52gD/Yd6e7rLqNUcPZ3VUhqwfwoRla3sdCz9vaAAAczAut7WiWj8wHT2ultoKChABNg34t60srcWMAJC0USfVYtaBdWNywRkQAZaOzoOjQwXGY4jzpr3Dw2v6exszNenS2fx1EPsPNeuWDlw8KCWysyZHRq4uFNkanR0Q1djGZNcnp+k49t1zcTSY+XAkMvZ0VFHZxLx87TmgvuVc93r6U8IuAGwAG3dXXv7XbOs2vqKMMAF+MJTa7u6agGZq2DJTH2t0C6grGixilSuwBu7urr279+fjmab/QXCXth5cPCwvu667PRAAtDsib1cVFLTvANKAtY5TYmpqaGJ6SL8yFQDmQJ2Hezvsra0lkXgMltUZUYMP6iIgjhw8OC6tWulfJuWvJPQos9MFIQAErB6xYr+/n4N0AjNNRGzkuY0YNeBgLW1vcUMIxgS0W9f9uVb//KXz37uy/6xKX1AyMyvFrumAhToa3NMjY55ppRi2Cs1IAAM+QLrenpqMj034o9qWWKVky1l/VwCWoAVna27DvTniQPMgVhF9wy5cq3rIpHHJ0YArmXHdYp4gXENnsGhTava8ypZ3qu0F97qzbODAihw2NouV/+hKQaVSrmc05lTAxjwyr793X0rKABo+/a8dOjQK//17rfbO+zbXno5te4z6LuQzlumWCHkm3JloM1ictZZ9g+5Zh9DQnINeNUdlevru5tM+jgmQohoicXO4ZmJ+M6KEBc70g1dXTv2908iT2RTFkS+5CsDA0euWVFf1tqS5yecc03T4nElJSsAJKgckaUX9xxyNtS0GaAwxJV4mmEgm2og9U/GGCEkHo9nzdxl0FlwzlVVTSQSoswiy0lLohhM7QbY62t37Dm0odNpYjwej+d/EYFC5DFOXYcOnrh1a4IjkUh0dnfJMj1iw6rjTn/bRZ+5dFKBWU2YeAKAqqqCH0eSKtrHEUIURakka0q0hioZapTYYSt7XzzQv3lDL9HA1YI1BadRk2H33n1r1qxROdREPKUvM9OlaPNKrnFJjw1FUUSCfikQU5JoGCIGp5BKk7hEDau7O+5+ZvuginoJciJ/TQUiRtMLI2FDTX2HrQGKonKmKSUc5COvthBCEolEKBTQfxiVTQFzw/b9B9d0tMXHopOJSEJTkvYME0OWJW1cUAZN3+XT09PpvyuhfQEQjUZn+TnhFBCM8Cxr2YxJhrixfnVb+/b9/e2dXdL0pBLOaFlCOOecAFOK9vTLr7404h0dGhh88fn7psM99eaWBgNn0lf+3yd/9Kvf3vzXO6yt3ff8329MLB4IBG666aannnm6oaHhf7/xzbLrJaDnfyoFevYMplK5nhpWOFoeeXH3vkltZSJSn8hbLNMI1YghQIz7Xtn95jPOCI1OsHgk97mJ8GRZUuVBGfxPhTA6Oi6YfeqMNcb6umd3HXJ22dTEFAqMMU4wZqzb9eqrXb2946FJUha70oy2cMHmCACoqalpamrSv3gSGAf2DbvP/sC7VjfXWFAjp/Z+KbkYQLM+Gh0dlSSpsbGxZLlyEAqFjEZjfX39bPo283amv1ZORHbYgdiWTVf85faTJENXY1O7KXcpYABioDU9Pa77H33XipXvO+OEBsAC3Hfn34477oQPf+oTjW2r/7Xr4IUf+a8PnnmDEVixYsX555//yYsvxlyb6Tnh9XobGxstFkvpE0qGtnDQEZ/v8LV9hmd2usfCx/U0NaMhX3EsAToNvHLIXW+UTlnj6AAakNFTnHO322232+fkbZoTmqZ5vV6n01kh5wsAVVX9fn9ra6sgW6oDNmzY4Pb7HFtWtKCB5usILWWnDQ8MnPdf53ZZjY1oABCPx0siXqNpu1BYAIV87RqwfXBcbmhYZaubibrLjIHN/SgvKrSDZxtJM2+n6Q/E5ltEhay219G6ht3Dbo3ktZooQBOAH3hpaOSYTZvqASNAODvj5JN3vrDzt9fe9PDTO790ycXmzLjD9FsqRHnZy5l3gFECSJxR4LBNh7/86j7dvS5ZoCowCezYP3DU2pUNSS95fpGqguruYNOlScDWTWuGDxyc4Mj1aqT3ZhFg17Bf1pQjbEYxj3LOSyU3m1vReYq2YseLL23atEkuZXuUVzEWct+fnqfFWYQEbNy4/uVX9567ul3Nl2sgYtef6Q/BXLO6tTF9pmRsaLjyhhtBDeI2k/SRZHUdR9XaT1MQynHU+r5rnn4ycOoxNUbkPRxTAS+wY9+Bz73v3BzfMbAEziVngehZwTS6xgxnQ80zO/e+5Yi19Zk1FVVQgTDw9Et7tqxeWYsUx1XmZrsY0FzOlKwiRLTLUDjhHx5445ZVs+9kk79NeaIWjnO6wJlA1tsl4I1b1o66h92j4WwPfeosRQOee37b1q1bpRlyZwpqADWAQEJ2Ss+iD6m8ERgGjnUW9Fgbn3tlXzhlh2Q1kgY89Yq71m5fa2/I61FddO9/ISTZgzkIgRFoAk45fOOze/eNAwn9Y6n6KsAg8FL/8ElbDm8S80JZnZZHT7K6X8SAPPXCzo09Xb10joUlz+5qCbR4WgYZWGnACqf92Zf3hHNiV8W8sD8wNR7wvXFjlwzdvockgypJzuisVgWr21AyZ3XAqUcd/uSOF6dmtCX5CrGEqsDzL2w/9qij5CzS93lAJXNKVsvMTMGcAxDsUMdvXusZG38xGMs91BeW0dM7Bxwd7StbLJXcB5FxT58QIn2WL6AAQeClg4OnbdnUXMC6za5YznQ37zqT8cZsTpZ0VxmAZuD49ateHhoOZXroObgCTAJ73d5jVq7qKFjTgsd9PM3LX14NSt7Zz3bwKGlaPXDM6u5pSDuDcVFTmnLjCDv+QHBKikbesNqRdwasbpdVUpru/Dd5AgSWTOtEipOgAdi8+Yj+4REttU9LxyiJeWH/q68ef/RRki5PqQyRCmca85kdy6v+uGQyb+q0zXkCWqjLF91cERAhMBu6u1WQx/Z6lFQYCwAQkgBGNDz89HOnbD089/QqxX8wGyo5nqzu6JQ4MwK1wNYjj3jxpZ0KwKGCTYGNgk0SqFHgmV17jtm41pmy47PEqHqXVbGClM7kP4tADRk46chNO5591hVW02eyHFxYRk/vG9amxo/pbJQrM6HzaAsRIWskmfs1BfzrgQdOPfkEnb2eb9BUKZqoesg/+0qAzLWT3nD8Cy+8EAbiqalIOBm3vTLU1bdita026ffTtSchZPaI4yLcgbOhpM7L9IMVlIcCZxy+cmTfqy8cOMgQx9jLOPAI/C9KGHvWE3x636Ezj9vSmKkt8zevVaFkAhHYzpAdRGME1plxRF/3Ey+/MgEkktUnCWAUeHjHy2cdf6wDqJC+PnsR5oACxCRDBEgAUeDOR59vNErHdjbr9HKpxKiXCjEPGTX1mDVtL7+Avz++/b9OPEoQCCaAV0cjL27fdvFH32may+B8rcAI2IBzT9q67eE7agbqprbd3cwi01xuPPIt20ZbzjjhJIcEy0JHwM4LZKAeeNcZJ15x4219q9ccaTOLTWkU+Pv2A4qivHFDX33mvIDSFTh73CvAFPDqZCwAeIG/Hwy+ODh80bveatPrZZFryMLkTuauaUkvX846kHrMpGn2uPbJd79t+8Ghew6NegE3cK93+qq77nvL8Vt7CUyYu46Lu5TOvo7xVGaRDDQCb9/Qu576xl64064MNSYGnMqh8I6/r44e+uBhfbVLXlWKbGfBHWejOOOU02684677D4WGgCHg34Oju17c8fH3nl2X9mQIr21ZNNZ51hYAf7n11uaO7rF4fJpJHz733DaK2a8+ApZSq882jgACmatmJV5rqvnAuefceNffdz5NjRbzYHD0HaedctIqZ13ODPTaRTJUnE1v6Wh0+UZr2KSZhSlHTLVsbJJqMAnkTrivSRBA4jARHN3TnDjj9LsfePD5HdZEIsGmJz/49rd1GmAUTZHSjvLMQjnrjh4ZsAAXv+dde1zu+uaWw1d1NQDmrBFY5Iuqmjs5y1vKeJKAmYBjm+j6j57z0v7hsYnxj7/19DYLrUlzOMxV7NKZHDKDjQCx7cyYNFmtwVBvMNAEA8AIZFk2GQxgHITpf1lhFN98YE5pZmQmkAEr8OZe2xHnv2f7zt1N9fUbVne3UBjTy0JllcteWyTACLTW1/QefTgBimcAye2zxUJhSZLzgmhcI2AAzMAbV3cBXabkSs3BkY6XW4Kjpxxwg33Nllee/lc9bVFh4pAmWMMbjzgWkLKM1ddWZXkqMjn9iTg4MgAGAzq2bkx/Uq0kX5nrb5RgHJRIgMw0QXCsO7TOjurNwtJp5sKSzJDhJv8Al0AsqW0AFS5goluvS6tWpTfplYdMEfO5K6kFbVuOf/eXdzz457Exn7neevRp56DrCJBaEGmGKu41gPzHaFmggAkz1SLJvc9M75c9KWTEICfJ+Qko0zKdQkuJOrpi6Fz1ybTKbOjCsZcMGDgDoRyUJWVOKScHn12tiQFSk3HVcceuWAMeB8yQ6kAbOGRSmq3MkuQkMzIsRRAwHb87stwEelUpVW3kvIc1OaW8Vl3GeTFzAJf6Z3Z958p8KjA/zWsrMbAYqEEhJp5cBjX92KUA0a3/meJREIDWghiScy6RQQwlr5ycgWvgVKNUyyDvzIP5MWKzM9VmfazQP2fAWGnLwGzxlP8hKKJTxUBJ8niIWDr91/PfbgzgIIZnn3zm69/4PgMIFDU29T9f/+Z119945lvPueWWOwXbfFqOHJEoiAG0FrQOtBZk7rsR8ldKSXzjK195/rkdKZkK4jWxBarovGUpBzssGjjAGZgCpomjWy13oFTAV1noEj8dBPU0dm/f98tf/u7rl33VDAYeeeaJx37z+7+uP+bk0097ww+//9VQZGJuzgr94cWsBxn5VgYKApjkr339f37ygx+/svMgCihMquA5Itlei5hfE2tpTjCzk4/kn1LDE5dcfNEvfvrDT/z3ReNxHs8cCJXEvCQjWWdLCGVg8fj4+KXf/O6Xvv69GoskbLD169f/z2VfaW91RqemGxoaDXJ2VEdVAhkzC6GAXNNQ9+2vXvKjb39tMpYn+2r+sBRm3nnXliW4Xs0uVfY3BCD0+lv+un9w7+cvPsdCfH++6++RIhhGShWp4HdcgxK76dqrV285ou/wXgZwTkFrrR1dl37mg/Xa6D33PHThx77cYDIb0hmdhaIo9GpdnIoTQnT3EQgvqbr5qM6+dvM1f/xzKhcg01WFpFuR5xQ19/tmlST992JlSeTXlipKU/UpYYHXKw4wkLr6RsoZeJRq8aeffyGRNRTmMQyGAeCB0DW/+90HPvJB8VG6BaJj49u3Pb9p/cae9t60IGmUkRtYCLr7BSgAUP6xiz7y+99fNxHVfThnIVUdCVUZBiX7xPJ+qqpqOByuXBpVVRljU1NTlbeUqqpVaW5OoHGWJG3iyU+QbjiuxePxbdu2aZoGTjmhGqH2lua3nnzy7sf/efP1f3344eePe/+pO3Z5mtRRszadSCRGRka2bX+OELJmzRoAZS/XnPNYLKaq+kWLETAKfse/H3WsWd/d3qJGY1GmqTxu5LGExoNR07EnnTPpn37X20/92yOPbTzyCIsWk7nKwCPT0biSKPCqYs+FxL2T05FoIkX+xDmXiSqDOLvXdDRK/7zlpg+8+11xqHPu20TfRSKRUlPh8xZFCAmHw5UrTKl0TQW1pRDd1pzQT2mMMTEI9A+Ux8qXYjmLQ2fll8NLRqBpGgWJx+N6bUkKDwZg69atANLaInGmTAQ2HbblrLed+af7njn1hOPD/pEnH3/AyOPRaHTXrl2yTAF89rOfTfGIlwPOuaDbSjcggSohrmrkr3c/fPyp50DRmBJXAM4VsKlrr7vxq9+/9pGHn0yocRA1piTi8TjV4hpXAaiqWngo5NcWUXfGCQTFBxH881RRFFVVCRcNRRNgBDIFO/O4Y/75t7+c/dY3U6PByDny3S6Y1UGKUtJVK/khGieRSGR9WIbylDz/8nwYGxvL+3mpCIVC4+PjVSkqGAxOTk5WpSi/3x8Oh4t8mHHOuRYaOvThd579vW/976+uujrKeSz5Oe/r67vqqqtmHmWlS5P6lcfjiUajmV/FuOb3D+zp6jnuief8KksVzxSuTQVGDnzmM5fc8H+3nP/RT9x2270K50pKWrfbHYvFShCBMc41zhTOFM65yrkoTePM5XLF4wpnnDONc41xrorfqNrufz/WYWrxjMcnOVfmagBVVV0ul6IoxUtVCIqiuFwuTdMqLyoej7tcLjGnF4NKyZ1e9xDzVUtH5//97TZOZE3HDjX/UMGnXUP73aFwxyq7OpM0QUCMtvbuX/3qCg764Q+/BzNnheX4qAjhANu/+6Urr/z1qaee+q/HnvzKt39iszaaQMC1of5XHA5HQ7NjxOUjktHptHICwtmaDqezqWb/ocGNW1an/XFzxhW8pvG6OqSvAjhSBwX6YUdBJRBKUoFzRP9Vug3LcyQX+hUXzuzpgcE9G954ZKIB2ow7S0r+B0pSEugS9XKyevKaG7rPOTTOlZtvufniT5x/znmnv+WUo/561/0xQAUkkvj7365xWNsa7c7v/exKS31DKvpKkZ2GOmOsf3Aona1NCt6g9jrBsrZkghSam5OjcEHHAlHBFberX6ozqVLWmJ/RCp26iZgDFYwD4GBclxmWU/jMzwgI4UyZDv/oe9+JeX27X9nncHaICYOAERJ/8F/XjQcCv7zie7W1hlQDaaDRBqtpyB9Iewj5EjgSmVcsa0sWqO6//MgcE/N2Yi30VtP279/vbHMY54o0AZIxB4de3vmZT1981llvOe3M0055yxmnvf2dO/cO6TbgeaWloPTjH33/zh3bGzuO6vclzn7biQaAQtxEYrnn7/+87hc/eeIfD2GG2pTBoK7ZsuHpXTtj6btvl+RhdBWxvG8pGQs6JjgjnHGSrSp5ZeBMmQp5f3/DdZ/97P+7+rrfbj1+a2dX77nnvjfnueSqwme2Ogyc7t8zctaZ7zq7vvlHV/1u1VEnX3ThuwAA1GpbcfzWk97wxhNOO+2s9459933vP5sCEmGQwKiqUqq+/kJcCmBZWzKQMSJzP1/QQH4KJF2WSBpFMyIVsHnUOofje1dcce1vr1+3bm3/vlc2r1tjggrIPKUbnKnPPf1cPB7XCBXlEKpJUuLI9Vu/+783/POeu0ydbO3Gvp/f9fd3X/guCwAunXPu+c0NMuA94rCOm+++583vPzvJWzCTBVR0dV7jWNaWpQ1K0hxzs4NzLjRZURK3/u2uL3z5C3f87cZIeBI8Hp4Y275z33FvOMFkAKHysW94gyiaQ5xRqEBsMhSNJtjEVMIBefWq3t7WQ8o0dux/tZbwd7z19M9+/INf/PKHFI3YWppTubQUHJJGDJxnZ2Dmx+th+Xk9aHwVQXT/5fl8Ic1yMXNLrL29LRadhthFFN5GJzP5uLZn18v7DrjXbz6hrqntoUceB/jLL26/5AuXPPT4owD0u7KUq5cCpoaWlst/ednXvvuZP9xw081/vffX3/7iv2+54ay3nzMR41de9YvJcPg737pyPFb7s//9epOYYjmg0fjk9IaePlNxy0vB6LXXDpbXlqUNYqitbZjwhnhSXfXDMhnJr8GAtBOZk81btj755JMNLQ2X//hnMuLg8eNPPvETn7i4ucmaKhOc609FxFUi7OSzTjn5rJNBRdZs5OLzP3T++Rd4vJPHbV719ne8GZDF9in1AwmaYecLu886o05eXluWscggEAw869Zs6d91kE7lZvZq4GGo4U9e8vkrrvkjA0AoiAnEIEExcE0CxOUUQZ//pZ17Nm88bKZsQjIXUArIoBJIOsHcBEgGwMBjnIiSkXG2w2WMJsJhvm7NqtyLPZDnmIcW9GW/drCsLUsZElDTs2K9Mhkad8d12sKSdNhE+82Vv7nu19dSJmwECiIDFFyRuCqCRQHJ1tp59W9+ap6LfpNDf9WzDFCJc4mnCMeRLC75CKWeUHgsrvR1tRtfQzQYlWFZW5YUMruDyJBqu1etaW0i7v3PZGgLVwDtoYefmIxq63rX1SaoJCwdLhx3eivLAEgEeW5cztoFlRKKwEDJs/0DnZs3d3fb816lVEmG3JLFsrYsZUiAxVBTf+EHznnonr+IyxXEKT14wjfcf+vtd1z8qc8YIRs0IEkYkDVIqVgl8nI9lXtwpAJxxhL/emL7mWe/r95kNPzHDKP/kGq+VpC1FU6uDO988+k7nn4iOJWYTmaHMWjKLy7/sVGi115zzdhY8KFHHnz4kW3KzFYhNxZhjpiDQt62fJ9r4JNTQc/99z996pveS3ieCwlfr1j2iS1pcE4I6IatR6zfsPrue+5/z/vO4QAIBTX+8Be/AaVagvz5t7eeeNpJJ562VcuhSORFZH0I7rS8jxVIyWZgePTBh4466phNm9srqt5rDf+JLBZVvNWtusgjmHBeGeVPX/LZ63/7u0gYyb07NYOaouPjP/vxD9zBkQcff+ChR59P/gLQ31OdKqhg5FuBxmAA43ny9hi4zMbVX/78msu+donRAJ6igsxpl4zVbCmMhNy+K7U351dblmZQaqmca3qIXr/99tuffz45OkUdJycnr7nmmomJiUoEK9BcBJK8+ZhjznvHW2649ioOaEQCkQFDTaP10q9/MzAe+uvtN5528tHFnalXIhUDNHB+5XV/eu9HP75584rZbr8qWMiiIVdjS017pvNdjcoVuuoo7RaufNLed999xxxzzAUXXMAYI4Tce++9PT093/72t10uV3kiFWqTZIwJzID0pU9/ODT88n0PPKYkY34pYAQxiMckgPK59g8lsG3kW4s4A4vfe+ffBscjH/z0J4DkNQ8iOEf3apYyCZf6rrjktWX+GIxy/xBYCotyFuaIKMnBddddd+edd952221+v/+VV155+9vfftZZZ+3du3fDhg3lCTBrm9AkT7wsXXH5j1qaGhUt9TkxAHLKOJuTj7Z8zLSPonT19nzre99G2v1WWAMXfVqsOqqv/TOc3Dl/VB3V6o8yJDznnHMef/zxWCx25ZVXXnTRRX/6058aGhoqkWGWunDOQSiIGcaaE44+vEaaO+Aqf41KPARJR3alLkihMNZvPvJYi4QZZtg8ZVKAcrBqhYXlbZlFmXPzU055vV5ZroK7TFVVQogkScU4Z4osqnKpFEWRJKl4mzWXmCtdna985SsPPfTQk08+aTRWelNlIpGQZbkIqRiEr6xweyYSCYPBUPl4IhyJREI2llMUJwwA4am8AEISiUTlrSQ6QlGUqlSQc64oSltbW5FFVY2g7XWPvAovPqx8Lph3pBPnq4nZecl0387L2xcBM1WtltoU2q681lHoRKLQV4uC11mb58Ui1nF5bVnGMorFUvfxLWMZSwfL2rKMZRSLZW1ZxjKKxf8H7kTKi75vuuoAAAAASUVORK5CYII="
}
] |
math-reasoning
|
{
"ground_truth": "3.15",
"style": "rule"
}
|
{
"answer": "3.15",
"index": 23,
"question": "Below is the graph of a trigonometric function. It has a maximum point at $\\left(\\frac{1}{4} \\pi,-2.2\\right)$ and a minimum point at $\\left(\\frac{3}{4} \\pi,-8.5\\right)$. What is the amplitude of the function?\n",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: As shown in the figure, the line a parallel b and they intersect the line c at a and b respectively, angle 1 = 50.0, then the degree of angle 2 is ()\nChoices:\nA:150°\nB:130°\nC:100°\nD:50° You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 24,
"question": "As shown in the figure, the line a parallel b and they intersect the line c at a and b respectively, angle 1 = 50.0, then the degree of angle 2 is ()\nChoices:\nA:150°\nB:130°\nC:100°\nD:50°",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: In the right triangle with hypotenuse length 74 and two sides length 24 and x, use a Pythagorean Triple to find x.\nChoices:\nA:66\nB:68\nC:70\nD:72 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 25,
"question": "In the right triangle with hypotenuse length 74 and two sides length 24 and x, use a Pythagorean Triple to find x.\nChoices:\nA:66\nB:68\nC:70\nD:72",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: A piecewise function, with 2 segments constructed by a line passing (-5,1), (-3,2), and (-1,4) and a line passing (-1,5), (3,3), and (5,1), as shown in the figure. Let $f$ be the function given by the following graph. What is the domain of $f$? \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "$[-5,-3) \\cup(-3,5]$",
"style": "rule"
}
|
{
"answer": "$[-5,-3) \\cup(-3,5]$",
"index": 26,
"question": "A piecewise function, with 2 segments constructed by a line passing (-5,1), (-3,2), and (-1,4) and a line passing (-1,5), (3,3), and (5,1), as shown in the figure. Let $f$ be the function given by the following graph. What is the domain of $f$? \n",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: There is a curve goes through (-4,1), (-1,3), and (0,0). Estimate the intervals on which the function is increasing or decreasing.\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "The function is increasing on (-\\infty,-2.5) \\cup(1, \\infty), and decreasing on (-2.5,1)",
"style": "rule"
}
|
{
"answer": "The function is increasing on (-\\infty,-2.5) \\cup(1, \\infty), and decreasing on (-2.5,1)",
"index": 27,
"question": "There is a curve goes through (-4,1), (-1,3), and (0,0). Estimate the intervals on which the function is increasing or decreasing.\n",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: The graph, which is a piecewise function and passes through the origin, shows Bart's speed while he is competing in a walking race, the x-axis representing Time and the y-axis representing Speed. Which situation corresponds to the graph?\nChoices:\nA:Bart increases his speed for the first half of the race and then slows in the second half\nB:Bart starts off by increasing his pace gradually and then maintains a constant speed\nC:Bart starts off at a constant speed and then increases his speed at a steady rate\nD:Bart increases his speed at a constant rate throughout the entire race You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAk8AAAHzCAYAAAA5J/n9AABFfElEQVR4nO3dd3hUVeLG8TchpBBK6D0RkSKCgBMQRIoiILjYkF9GFEEWBSwoCipKEBsiiAVXRbAgUiYugmJBBBFEkDI0kUiRpfdgAqQnJL8/WGcJhDJk7pyZyffzPPss99zJnTfjJLzce+6ZoPz8/HwBAADgogSbDgAAAOBPKE8AAABuoDwBAAC4gfIEAADgBsoTAACAGyhPAAAAbggxHeBvO3bv0Q9LlmrTlq06kZpmOg4AAH6lTOlIXdWgvjq3b6s60bVNxwloQb6wztPSlav176+/05MD+6t2jRoKDg4qsP94WpZ+XL9Lzi0HtHVvsg4lpykzO9dQWgAAvCc8NERVy0eqfq3yim1QXR2bxahsZNhZj8vLy9ee/fs1fuKH6tm9m9pe28JA2uLBeHnasXuP3pz0sV4fOVyhoaEF9h1OSdeU+Rs16+fN6hJbR60a1VSj6IqqXrG0wkN95qQZAACWyczO1YGjqUrcfVQrEvdpvnOH7mrXUH27NFGVqFJnPT47O1tDX3xVQx7sxxkoixgvTx98NkM339BeMbVqFhifs2yr3py1WnEdrlSvjo1UvnS4oYSXJi0jQ5/O+VLXXdNczRo2NB0HABAgklMzNePHRCUs/kND7mqhO9rUP+sxu/bu0/c/LdGA3r0MJAx8xieMb9qyVbVr1CgwNmGOU7OXbtHEx7vo4duu8bviJEkb/thc4P8BAPCE8qXD9fBt12ji4100e+kWTZjjPOsxtWvU0KYtWw2kKx6Ml6cTqWkF5jhNmOPUtn3JmvxEVzWKqWQw2aVLy8jQ+s2b//dnChQAwMMaxVTS5Ce6atu+5LMKVHBwEDdfWch4eTrdnGVbtXrLAY178Aa/ntO0YfPm824DAOAJ4aEhGvfgDVq95YDmLONMk7f4THk6nJKuN2et1vC7W/t1cUrLyDjrUh1nnwAAVgkPDdHwu1vrzVmrdTgl3XScYsFnytOU+RsV1+FKv71U97cNmzersBn4GzZvlg+sCgEACECNYioprsOVmjJ/o+koxYJPlKfjaVma9fNm9erYyHSUIknPyNCGzVsK3Zd2nn0AABRVr46NNOvnzTqelmU6SsDzifL04/pd6hJbxy/vqjvd+s1bznt2aT1nnwAAFilfOlxdYuvox/W7TEcJeD5RnpxbDqhVo5oXfqAPO3XW6fzzmi7mMQAAXKpWjWrKueWA6RgBzyfK09a9yWoUXdF0jCK50Fmn0x8HAIAVGkVX1Na9yaZjBDyfKE+HktNUvWJp0zEuWXpG5kWfUUrPyLA4DQCguKpesbQOJbO+k9V8ojxlZuf69fIE3EkHAPAF4aEhyszONR0j4PlvY/ERObm5CgkpoRZNGp+1b//hIwoPC1OFcuUMJAMAAFagPBVRyZAQtWjSpNB9HzgS1L5lSzW8vI6XUwEAAKtQnqwUFCQVumRmYMrKztaXC3/U0ZQU1a5eTd1vuMF0JAAAPI7y5OcOHD6ipWucOppyTOGhoWrXIlYpJ04oIixMja64wqtZwkJDdUuH9vrqx0WqUaWKV58bAABvoTz5se279+jX9evVullTXV67trJzcrT+j83avmePbrqutZFM6ZmZys/PV6Xy5Y08PwAAVqM8+anc3JPauHWrml3ZUHWjoyWdOvNzVb0rdDw1VeVKm1n6IemvZJUoUUIVo6KMPD8AAFajPPmplBPHlZqervJlC97JV7pUKXVqc52hVNKBI4dVulSESpcqZSwDAABWojz5qaCgIOXk5OjHX39Vw8svV73LYlS+bFnX/qXONdq4datKhYfryrp19cf27UrPzFSp8HC1aNJEV9U7NR/q0NGjWup0KumvZOXl5ysyIkLX265R3eho5eXladXGjdq07U9lZWcrODhYMTVq6KbrWqtkSIiSkpP1y5q1OpiUJEm68vLL9dex46pTy78/agcAgPOhPPmpilFRalj3cm3YvEXO33+X8/ffVSo8XG1jbaobHa22sTYFBwdry44diggP0z23dldOTo5+WLZcqzduVLXKlXQ0JUUrN/ymVk2bqm50bZ3My9MPvyzTb1u2KrpGDX235GeFhYbq/7rerDKRkfrPnr36efVq7dy3T8FBQVq6Zq2uiK6tru3aKjg4WD+vdup4aqoqV6hg+uUBAMAylCcLBVl8/NbNmim2cWPtO3RI23bu0s59++T8fZNqVaumsNBQ/XXs1JIBVzdoIOnUmlT1L7tMy9et077Dh/Xb5i06kZamBcuXa8Hy/x23bnRtrd2UqH2HDkmS/rNnj2tfWGioTp48qeW//abLa9fS9Taba1/lChV06OhR5jsBAAIa5cliVq/yVDIkRJfVrKnLatbUr+s3aOfevTqZl6djqak6diJVMTUKXkLLyMpUUFCQMjKzlJWdrZuua636l1121nHnLFioqpUq6c5ONykoqGANXLNpk3JzT6pu7egC4/sOHVKZyFLMdwIABDSf+Gy7gGZBe9r055/atnPXWeM5OTmqWa2qSoWHK+X4ceXl56lapYqu/SfS0rR1x05VKl/edTfemcXodMFBQYXuTzl+XOFhYSpX5n939GVmZenYiROqXrlyUb41AAB8HuXJD+05cFBbd+7U3oOHlJ+fr5zcXP26fr0OJiWp+ZVXSjr1uXpZWdnauW+/8vLytP/wYc37+WcFBQfpxlbXqmbVKgoLDdWmbX8qPSNDeXl5SvzzTy1asVK5uSdVo0oVJSUnK/HP7crPz1fKiRP68dcV+s+ePapaqZLS0tP1+7ZtysvL09GUFC1c/qtOpKWprKElEgAA8BYu2/mZ9MxMlS0dqYaXX66fVq7S4aNHFRQUpFrVquofHdqrVESEJCkp+S9F16iuA0eOaKIjQWGhoaobHa1WTa9WeFiYJKldi1j9vNqpKXO+VMmQEF0eXVttmjdXSEgJXXNVI6VlZGjpmjVasnq1ypYurTbXNNdlNWsqPz9ff6Uc08YtW7Uu8Q+VK1NG0dWrac/Bg1q8apVKBJdQ3ejaJl8mAAAsQ3nyM6XCw3Vd8+aSpB6dOxX6mL/nO13doIGublD/nMeKrl5d997avdB9JUNCdGOra3Vjq2vP2hcUFKR2LWLVrkVsgfHTJ48DABCouGwXgJL++ksnT55UhXJlL/xgAADgFspTAMnPz9ecBQs1/5dlSsvI0PdLf9G+Q4dNxwIAIKBw2c5KQUGyfrGC058uSHd0uslrzwcAQHHEmScAAAA3UJ4AAADcQHkCAABwA+XJQlZ/th0AAPA+ypPFvDddHAAAeAPlCQAAwA2UJwAAADdQngAAANzAIpkesP/wYeUXMrkpPz9fJ3NPej8QAACwDOWpiLbt2qUFy5afc/9/9uxRk/N8OC8AAPAvlKciqhcTo8iIiELPPH27eLHq1K7t/VAAAMAylCcPqFGlSqHjQUFBCilRwstpAACAlZgwDgAA4AbKEwAAgBsoT1YKChJrjAMAEFgoTwAAAG6gPFmIDwYGACDwUJ4sxkU7AAACC+UJAADADZQnAAAAN1CeAAAA3EB5AgAAcAPlCQAAwA2UJ6txux0AAAGF8gQAAOAGyhMAAIAbKE8AAABuoDwBAAC4gfIEAADgBsqThYKCJG63AwAgsFCeLBVEdQIAIMBQngAAANxAeQIAAHBDiOkA/m73gQP65qfF59y/a99+Na5Xz3uBAACApShPRVS5fHm1vLqJ8vPPnt20NvEPVSwf5f1QAADAMpSnIooID1ds48aF7vtty1aVLlXKy4kAAICVmPMEAADgBsoTAACAGyhPVmOhJwAAAgrlCQAAwA2UJwAAADdQngAAANxAebJQkJjyBABAoKE8AQAAuIHyZKUgiXNPAAAEFsqTpYJMBwAAAB5GeQIAAHAD5QkAAMANlCcAAAA3UJ4AAADcQHkCAABwA+UJAADADZQnAAAAN1CerMYamQAABBTKk4VYIhMAgMBDebIYJ54AAAgslCcAAAA3UJ4AAADcEGI6QCDYf/iw8gu5PpeXn6+TJ096PxAAALAM5amItu3apQXLlp9z/859+9S80ZVeTAQAAKxEeSqiejExqhcTU+i+T2bPUd3o2l5OBAAArMScJwAAADdQngAAANxAeQIAAHAD5QkAAMANlCcAAAA3UJ4AAADcQHmyUJD4bDsAAAIN5clqtCcAAAIK5QkAAMANlCcAAAA3UJ4AAADcQHkCAABwA+UJAADADZQnKwVJ3G4HAEBgoTxZKsh0AAAA4GGUJwAAADdQngAAANxAeQIAAHAD5QkAAMANlCcL8cHAAAAEHsoTAACAGyhPAAAAbqA8WY3rdgAABJQQ0wH8XXpGhhK3b1d+/tktKTs3V2np6QZSAQAAq1Ceiig9M0v7Dh0utDzlnTypjKwsA6kAAIBVKE9FVKl8lG7reGOh+z6d86UqlS/v5UQAAMBKzHkCAABwA+UJAADADZQnKwVJ3G4HAEBgoTxZKsh0AAAA4GGUJwAAADdQngAAANxAebIQHwwMAEDgoTwBAAC4gfIEAADgBsoTAACAGyhPVmPSEwAAAYXyBAAA4AbKEwAAgBsoTwAAAG6gPAEAALiB8gQAAOAGyhMAAIAbKE9WCpJYqwAAgMBCebJQkIKoTgAABBjKEwAAgBsoTwAAAG6gPHnA/sOHte/Q2f87efKkTp7MMx0P8CsLFiyQJA0ZMsRwEgAoXIjpAP5u265dWrBs+Tn37z5wQC2aNPZiIsB/bdu2TZ07d1azZs20fv16OZ1OTZw4UVdddZXpaADgQnkqonoxMaoXE1Povs++mqs6tWp6ORHgv0aMGCFJWr9+vSTpl19+kc1m08SJE9W3b19zwQDgNFy2A+ATZs+erc8//1yS1KhRI3Xq1EmSlJWVpfvvv1+PPPKIyXgA4EJ5shprFQAXJT4+3vXnsWPH6ocfftDw4cNdY++++65atWrlOisFAKZQngAY98ILLygxMVGS1Lt3b91yyy2SpNGjR+uLL75Q5cqVJUkrV66UzWbT5MmTjWUFAMoTAKM2b96sUaNGSZLCwsL00ksvFdh/5513yul0qmvXrpKkvLw8PfjggxowYIDy8zm1C8D7KE8AjDr9ct1LL72kmEJuwIiOjtZ3332nkSNHusYmTZqk2NhYrV692is5AeBvlCcAxsyaNUuzZs2SJNlsNg0bNuy8j3/hhRc0d+5c1ahRQ5K0du1atWzZUu+//77lWQHgb5QnAMb8vTSBpLMu151L9+7d5XQ6deutt7rGHnroIfXr10/Z2dkezwgAZ6I8WShI3GwHnMvzzz+vLVu2SJL69u3rmtN0MapXr66vvvqqQOH65JNPFBsbq+XLz71oLQB4AuXJSkES9Qk4W2Jiol588UVJUkRExEWfdTrTiBEjNG/ePNc8qY0bN6pNmzaaMGGCx7ICwJkoTwC87szLdbVq1brkY918881yOp3q0aOHa+yxxx5T7969lZaWVqScAFAYypOlgkwHAHxOQkKC5syZI0lq0aKFnnzyySIfs1KlSpo1a5ZeffVV19i0adMUGxurJUuWFPn4AHA6yhMArzp9aYKXX37Zo8d+5plntHDhQl1xxRWSTq0h1aFDB40fP96jzwOgeKM8AfCa+Ph4bdu2TZLUr18/de7c2ePP0bFjRzmdTtntdtfY0KFDZbfbdezYMY8/H4Dih/IEwCt+//1315mmyMjIS54kfjHKlSunmTNn6vXXX3eNJSQkyGazaeHChZY9L4DigfIEwCvOnCT+90KXVnryySe1ZMkSXXnllZKk7du3q1OnThozZozlzw0gcFGeAFhu5syZ+uqrryRJrVq10pAhQ7z23O3atZPT6VTv3r1dY8OHD1ePHj2UlJTktRwAAgflyWos84RiLi8v76zPr/O2UqVKaerUqXr77bddY7Nnz5bNZtO8efO8ngeAf6M8AbDUiBEjtH37dklS//79ddNNNxnLMnjwYC1btkxXX321JGn37t3q1q2bkUIHwH9RngBYZsOGDa61l8qWLesTJeW6666T0+lUv379XGMjR47UbbfdpgMHDhhMBsBfUJ4sxlU7FGdnXq6rVq2awTT/U7JkSX300Ud67733XGNz586VzWbT3LlzDSYD4A8oTxZifXEUZ9OnT9fXX38t6dTZnsGDBxtOdLZBgwZp1apVstlskqQDBw7otttu08iRIw0nA+DLKE8APC43N/espQl8VYsWLeR0OjVgwADX2EsvvaRu3bpp9+7dBpMB8FWUJwAeN2LECO3cuVOSNGDAAN14441mA12EiRMnavLkySpRooQkad68ebLZbPriiy8MJwPga0JMB/B3SckpWrZ2rfLzz57dlJaRoaMpKd4PBRi0bt06vfbaa5KkqKgonz7rdKb+/fsrNjZWAwcO1MqVK5WUlKS77rpLzzzzTIEPHQZQvHHmCYBHnXm5rnLlygbTuK9Zs2ZasWKFHnnkEdfYmDFj1KlTJ9eSCwCKN848FVGl8lG6rWPhlySmf/2NKkaV83IiwJypU6fqu+++kyRdf/31BQqIv3nnnXdcZ6EyMzO1cOFC2Ww2ffDBB4qLizMdD4BBnHkC4BFZWVnGVxL3tD59+sjpdOr666+XJB07dkx2u11Dhw41nAyASZQnAB4RHx/vujtt0KBB6tChg9lAHnLVVVdp6dKlBT6Pb/z48erQoYM2b95sMBkAUyhPAIpszZo1GjdunCSpQoUKAXHW6UxvvPGGpk+frjJlykiSlixZIpvNpmnTphlOBsDbKE8AiuzMSeIVK1Y0mMY6vXr1ktPp1A033CBJSk9PV+/evfXYY48ZTgbAmyhPAIpkypQp+v777yVJ7du310MPPWQ4kbXq16+vRYsWadiwYa6xCRMmqE2bNtq4caPBZAC8hfJkNT7cDgEsIyMj4CaJX6yxY8fq888/V4UKFSRJy5cvV2xsrD755BPDyQBYjfJkMboTAtmIESO0d+9eSdLDDz+stm3bGk7kXT179pTT6VTnzp0lSdnZ2erXr1/An30DijvKk4X4YGAEslWrVumNN96QJFWqVEkvv/yy4URm1KlTR/Pnz9ezzz7rGnv//ffVsmVLrV271mAyAFahPAG4JKdfrnv55ZcVFRVlLowPeOWVVzRnzhxVrVpVkrR69WrFxsZq0qRJhpMB8DTKEwC3ffzxx/rhhx8kSTfccIMGDBhgOJFvuP322+V0OnXLLbdIkvLz8zVgwAA98MADysvLM5wOgKdQngC4JS0t7aylCfA/tWrV0jfffKPnn3/eNfbhhx/KZrNp5cqVBpMB8BTKEwC3jBgxQgcOHJAkPfroo2rTpo3hRL5p1KhR+vrrr1WrVi1J0vr169WqVSu9++67hpMBKCrKk5WCJO63QyBZsWKF3nrrLUlS1apVi+0k8Yv1j3/8Q06nU7fffrtr7JFHHtH999+vrKwsc8EAFAnlCcBFO/NyXdmyZQ2m8Q9Vq1bVnDlzChTNKVOmyGaz6ZdffjGYDMClojxZisUKEDgmT56sH3/8UZLUsWNHPfDAA4YT+ZfnnntO33//verUqSNJ2rRpk9q2bes6kwfAf1CeAFzQ8ePHz1qaAO7r0qWLnE6nevbs6RobMmSI7r33XqWmphpMBsAdlCcAFxQfH69Dhw5Jkh5//HG1atXKcCL/VaFCBX3++ed67bXXXGPTp0+XzWbTTz/9ZDAZgItFeQJwXsuXL9eECRMkSdWrV2dpAg956qmn9OOPP6pevXqSpK1bt+rGG2/UuHHjDCcDcCGUJwDndeYk8dKlSxtME1huvPFGrVmzRr169XKNPfXUU4qLi1NycrLBZADOh/JkoSCxUAH82wcffOC6lNS5c2f985//NJwo8JQpU0bTp093fU6gJH3++eey2WxasGCBwWQAzoXyZDXaE/xUSkoKK4l70ZAhQ/Tzzz+rUaNGkqQdO3aoc+fOGj16tOFkAM5EefKA/YcPa9+hs/+Xc/KkTuadNB0PuCQjRoxQUlKSJOmJJ55Qy5YtDScKfG3btpXT6VSfPn1cY88995zuvPNOHT582GAyAKcLMR3A3+05eFBfLzr3HTKHko56MQ3gGUuXLnV9jEjNmjVZmsCLIiIiNGXKFMXGxurRRx+VJM2ZM0erV6/WBx98oG7duhlOCIDyVES1q1XTQ73uLnTfzG++VY0qVbycCCi6M9d0ioiIMJimeHrkkUcUGxurgQMHasOGDdq7d69uueUWjRo1qsCHDgPwPi7bASjg/fff15IlSyRJN998s/r27Ws2UDHWqlUrOZ3OAhP1R40ape7du2vfvn0GkwHFG+UJgMvRo0eZJO5jQkJC9OGHH2rixImusW+++UaxsbH66quvDCYDii/KEwCX+Ph4/fXXX5KkoUOHKjY21nAi/G3AgAFyOp2u/yYHDx7U7bffXqDsAvAOypOVgiTWKoC/WLJkid5//31JUnR0NJPEfZDNZtPq1as1cOBA19grr7yim2++WTt37jQXDChmKE8AJJ29knhYWJjBNDif999/Xx999JFKliwpSZo/f75iY2M1a9Ysw8mA4oHyZKkg0wGAi/Kvf/1Lv/zyiySpW7duuu+++wwnwoX069dPTqdTrVu3lnRqvlrPnj319NNPG04GBD7KE1DMHTly5KylCeAfrr76ai1fvty1HpQkjR07Vh07dtS2bdsMJgMCG+XJYsx4gq+Lj49XSkqKJOnpp59W8+bNzQaC2yZMmKBPP/1UpUqVkiQtWrRIsbGxmjlzpuFkQGCiPFmIi3bwdT/99JM++OADSdJll13G0gR+7L777pPT6VS7du0kScePH1evXr30xBNPGE4GBB7KE1CMnTlJ/O8JyPBPV155pZYsWVKgML355ptq166dEhMTDSYDAgvlCSimJkyYoOXLl0uSunfvrnvvvddwInjK+PHjNWPGDJUrV07Sqc8qjI2N1dSpUw0nAwID5clqTHqCDzp06BAriQe4u+++W06nUx07dpQkZWRkqE+fPho8eLDhZID/ozwBxdCIESN04sQJSdLw4cPVtGlTw4lghSuuuEILFy4ssHzBO++8o9atW+u3334zmAzwb5QnoJhZuHChPvzwQ0nS5ZdfztIExcCYMWP073//WxUrVpQkrVixQjabTR999JHhZIB/ojwBxcyZazoFB/NroDi46667tGbNGt18882SpNzcXPXv31+DBg0ynAzwP/zWBIqRt956SytWrJAk3Xbbbbr77rsNJ4I3xcTEaN68eQXmu02cOFGxsbFas2aNwWSAf6E8AcXE/v37mSQOSaf+23/55ZeqVq2aJGnNmjWKjY3VxIkTDScD/APlCSgm4uPjlZaWJkl67rnn1KRJE8OJYNJtt90mp9Op7t27u8YGDRqk/v37Kzc312AywPdRnqwUJLFWAXzBDz/8oI8//liSVK9ePSaJQ5JUs2ZNzZ07Vy+88IJr7KOPPpLNZnNd3gVwNsoTUAxwuQ7nM3LkSH377beqXbu2JOm3335T69at9c477xhOBvgmypOlgjjvBOPGjx+v1atXS5LuuOMOxcXFGU4EX9StWzc5nU7dcccdrrHBgwerT58+ysjIMJgM8D2UJwvxwcAwbe/evWctTQCcS5UqVTR79myNHj3aNTZ16lTZbDYtXbrUYDLAt1CegAAWHx/vOmswcuRINWrUyHAi+IPhw4frhx9+0OWXXy5J+uOPP9SuXTu98cYbhpMBviHEdAB/l5ScomVr1yo//+wLdMdTU5V87JiBVID0/fffa8qUKZKkBg0aFJgUDFxIp06d5HQ6NXDgQH3++eeSpCeffFJOp1MTJ05U2bJlDScEzOHMk9WY9ARDmCSOoipfvrwSEhI0btw419jMmTMVGxurRYsWGUwGmMWZpyKqVD5Kt3W8sdB9Cd/NU/ly5bycCJDGjRvnWjG6R48e6tmzp+FE8GdDhw5VbGysBg4cqC1btmjbtm3q2LGjxowZU+BDh4HigjNPQIDZvXt3gbNOTBKHJ3To0EFOp1P33HOPa+yZZ55Rz5499ddffxlMBngf5QkIMCNGjFB2drYkadSoUWrYsKHhRAgUpUuX1rRp0/Tmm2+6xmbNmiWbzab58+cbTAZ4F+UJCCDffvutPvvsM0nSlVdeqeeff95wIgSixx9/XL/88osaN24sSdq5c6duvvlmvfLKK4aTAd5BeQICCGs6wVvatGkjp9Opvn37usZGjBih22+/XYcOHTIXDPACyhMQIF577TWtW7dOkvR///d/uvPOOw0nQqALCwvTJ598on/961+usa+++ko2m03ffPONwWSAtShPQADYsWMHSxPAmIcfflgrV65U8+bNJUn79u1T9+7dNWrUKLPBAItQnizGMk/whvj4eOXm5kqSXnzxRdWvX99wIhQ3LVu2lNPp1AMPPOAae+GFF3TLLbdo7969BpMBnkd5slKQRH2C1b7++mtNnz5dktS4ceMC854AbwoODtakSZP0wQcfKCjo1Kd7fvfdd7LZbJozZ47hdIDnUJ4sxAcDwxu4XAdf8+CDD2rNmjVq2bKlJOnw4cO688479dxzzxlOBngG5QnwY6NHj9Zvv/0mSbLb7br99tvNBgL+q3nz5lq5cqUeeugh19jo0aPVuXNn7dixw2AyoOgoT5bi3BOss337dtcluqCgIJYmgE9699139fHHHys0NFSStGDBAtlsNteHDQP+iPIE+Kn4+Hjl5eVJOrWmU926dQ0nAgp3//33a82aNWrTpo0kKTk5WXFxcXrqqacMJwMuDeUJ8ENffvmlZs6cKUm6+uqr9eyzzxpOBJxf48aN9csvv+ixxx5zjY0bN0433HCDtm7dajAZ4D7KE+CHWEkc/uqtt97SZ599psjISEnS4sWLZbPZXHeMAv6A8mQ1ViqAh7388sv6/fffJUm9evVS9+7dDScC3HPvvffK6XSqffv2kqTU1FTde++9GjJkiOFkwMWhPAF+ZNu2ba6zTiEhIZx1gt9q2LChFi9erKFDh7rG3nrrLV1//fXatGmTwWTAhVGeAD9y5ppOderUMZgGKLpx48bJ4XAoKipKkrRs2TLZbDZ9+umnZoMB50F5AvzE7NmzXbd3N2vWTM8884zhRIBnxMXFyel06qabbpIkZWVlqW/fvnrkkUcMJwMKR3kC/ASTxBHI6tatqwULFmj48OGusXfffVetWrXS+vXrzQUDCkF5shjzxeEJL774ohITEyVJvXv31i233GI4EWCN0aNH64svvlDlypUlSStXrpTNZtOHH35oOBnwP5QnC7G+ODxh8+bNev755yVJoaGhnHVCwLvzzjvldDrVtWtXSVJeXp4eeOABDRgwwHAy4JQQ0wH8XUZmpjb9+afy888+x5SWmamMzEwDqRBIzrxcFx0dbTAN4B3R0dH67rvv9Pzzz+vFF1+UJE2aNElOp1MTJ05UixYtDCdEcUZ5KqIjycla9dvGc+4/duKEF9Mg0MyaNUuzZs2SJNlsNg0bNsxwIsC7XnjhBcXGxmrgwIHav3+/1q5dq5YtW+q9997ToEGDTMdDMUV5KqLo6tX1UK+7C9337++/V7XKlbycCIHkzKUJgOKoe/furgI1d+5cSdJDDz2k1atX64MPPlDJkiUNJ0Rxw5wnwEc9//zz2rJliySpT58+rvkfQHFUvXp1ffXVV65LeJL0ySefyGazafny5QaToTiiPFmKKeO4NImJia6/JMLDw5kkDvxXfHy85s2bp5iYGEnSxo0b1aZNG02YMMFwMhQnlCfAB505SbxWrVoG0wC+5eabb5bT6VSPHj1cY4899ph69+6t9PR0g8lQXFCeAB+TkJCg2bNnS5JatGihJ5980nAiwPdUqlRJs2bN0quvvuoamzZtmmw2m5YsWWIwGYoDyhPgY1hJHLh4zzzzjBYuXKgrrrhC0ql10Tp06KDx48cbToZARnmyGkuMww3x8fHatm2bJKlfv37q3Lmz4USA7+vYsaOcTqfsdrtrbOjQobLb7Tp27JjBZAhUlCfAR/z++++uM02RkZEsTQC4oVy5cpo5c6Zef/1111hCQoJsNpsWLlxoMBkCEeUJ8BFnrulUo0YNg2kA//Tkk09qyZIluvLKKyVJ27dvV6dOnTRmzBjDyRBIKE8W46odLsbMmTP11VdfSZKuvfZaDRkyxHAiwH+1a9dOTqdTvXv3do0NHz5cPXr0UFJSksFkCBSUJwuxyhMuRl5eHpPEAQ8rVaqUpk6dqrfffts1Nnv2bNlsNn3//fcGkyEQUJ4Aw+Lj47V9+3ZJUv/+/XXTTTcZTgQEjsGDB2vZsmVq0qSJJGn37t3q2rUrcwpRJJQnwKANGzZo9OjRkqQyZcpw1gmwwHXXXac1a9aoX79+rrGRI0fqtttu04EDBwwmg7+iPAEGnXm5rmrVqgbTAIGrZMmS+uijj/Tee++5xubOnSubzaavv/7aYDL4I8qTlYIkpozjXKZPn+76pX3ddddp8ODBhhMBgW/QoEFatWqVrrnmGknSgQMHdOutt2rkyJGGk8GfUJ4AA3Jzc89amgCAd7Ro0UJr1qzRgAEDXGMvvfSSunXrpt27dxtMBn9BeQIMGDFihHbu3ClJevDBB3XjjTeaDQQUQxMnTtTkyZNVokQJSdK8efNks9lcny0JnAvlyVIsVoCzrVu3Tq+99pqkU6siM0kcMKd///5yOp269tprJUlJSUnq0aOHhg8fbjgZfBnlCfCyMyeJV65c2WAaAM2aNdOKFSv0yCOPuMbGjBmjTp06uZYRAU5HeQK8aOrUqfr2228lSddff32BX9YAzHrnnXc0ZcoUhYeHS5IWLlwom82mhIQEw8ngayhPgJdkZWWxkjjg4/r06SOn06nrr79eknTs2DHZ7XYNHTrUcDL4EsqTxfJZqQD/FR8f77qTZ9CgQWrfvr3hRAAKc9VVV2np0qV6/PHHXWPjx49Xhw4dtHnzZnPB4DMoT4AXrFmzRuPGjZMkVahQgaUJAD/w5ptvavr06SpTpowkacmSJbLZbJo2bZrhZDCN8mQh7rXD385c06lixYoG0wC4WL169ZLT6dQNN9wgSUpPT1fv3r312GOPGU4Gk0JMB/B3SckpWrZ2rfILuT6XfPy4wsJCDaSCL3n66ad18OBBSVK7du300EMPGU4EwB3169fXokWL9NRTT7nOIKenpxtOBZMoT0UUHBSkGlUKv9X8WOoJlQjm5F5xNnXqVI0dO1aSdOuttzLpFPBjY8eOVYsWLTR69GhNnDjRdBwYRHkqogpR5VQhqkmh+3bvP6AykaW9nAi+YsGCBerTp49ru0uXLmrbtq3BRACKqmfPnurevbtrVXIUT5wWASywceNGxcXFubbj4+O5XAcEiL/XgULxRXkCPOzIkSOy2+1KTk6WdOrjH1588UXDqQAAnkJ5slKQJLHQU3Fjt9uVmJgoSfrHP/6hyZMnG04EAPAkyhPgQffcc48WLVokSYqNjZXD4TCcCADgaZQnwEOGDh2qGTNmSJJq1aolh8OhyMhIw6kAAJ5GebIUy2QWF6+//rrGjx8vSSpRooQcDofq1q1rOBUAwAqUJ6CIpk2bpmHDhrm2ExIS1KZNG4OJAABWojxZjOnigW3hwoXq3bu3a/udd95Rjx49DCYCAFiN8gRcok2bNslut7u2n3vuOT3yyCMGEwEAvIHyZCFWKghcR48eVVxcnI4ePSpJ+uc//6mXX37ZcCoAgDdQnoBLYLfbtWnTJklSt27d9OGHHxpOBADwFsoT4KbevXtr4cKFkqRrrrlGCQkJhhMBALyJ8gS4YdiwYZo2bZokqUaNGnI4HCpdmg9/BoDihPIEXKTx48fr9ddflyQFBwfL4XCoXr16hlMBALyN8gRchBkzZmjo0KGubYfDobZt2xpMBAAwhfIEXMCiRYt0zz33uLYnTJignj17GkwEADCJ8gScR2JiYoG1nIYPH65HH33UYCIAgGmUJyux0JNfS05Olt1u15EjRyRJ999/v0aPHm04FQDANMoTcA5xcXHauHGjJKlr1676+OOPDScCAPgCyhNQiD59+mjBggWSpGbNmsnhcBhOBADwFZQnSwVx0c4PPf3005o6daokqVq1akpISFDZsmUNpwIA+IoQ0wH8XUZmpjb9+afy88+uSalpaSpdKsJAKlyqN998U2PHjnVtOxwO1a9f32AiAICvoTwV0ZHkZK36beM59x8/kerFNCiKmTNn6oknnnBtOxwOtW/f3mAiAIAvojwVUXT16nqo192F7puzYKEqlo/ybiBcksWLF6tXr16u7bfeektxcXEGEwEAfBVznqzGpCeft3nz5gJrOT3zzDN67LHHDCYCAPgyyhOKtZSUFNntdh06dEjSqbvsXn31VcOpAAC+jPKEYs1ut2vDhg2SpC5dumjKlClmAwEAfB7lCcVW3759NX/+fElS06ZNWcsJAHBRKE8oloYPH65PP/1UklSlShU5HA5FRUWZDQUA8AuUJxQ7b7/9tsaMGePaTkhIUMOGDQ0mAgD4E8oTipWEhAQ9/vjjru0ZM2aoQ4cOxvIAAPwP5QnFxpIlSwosSfDGG2/o7rsLX6MLAIBzoTxZKYhlnnzF1q1bCxSnp556SkOGDDGYCADgryhPlqM+mXb8+HHZ7XYdPHhQknTffffptddeM5wKAOCvKE8WCjIdAJJOreW0bt06SVKnTp1cd9kBAHApKE+Woj6Z1q9fP82bN0+S1KRJE9ZyAgAUGeUJAevZZ5/VJ598IkmqXLmyHA6HKlSoYDgVAMDfUZ4QkN55550Cn1HncDjUqFEjg4kAAIGC8oSA8+9//1uDBw92bU+fPl033nijwUQAgEBCebIaN9t51dKlSwssSfD666+rV69eBhMBAAIN5QkBY9u2bbLb7crLy5MkDR06VE8++aThVACAQEN5QkBITU2V3W7X/v37JUn33nuvxo0bZzgVACAQUZ4QEOx2u9auXStJuummm/TZZ58ZTgQACFSUJ/i9/v3769tvv5UkXXXVVazlBACwFOUJfm3EiBH66KOPJEkVK1aUw+FQxYoVDacCAAQyypPFuNnOOv/617/0yiuvuLYdDocaN25sMBEAoDigPMEvffHFF3r00Udd25999pluuukmg4kAAMVFiOkA/i4pOUXL1q5Vfv7Z55iOpqQoOJjPt/O0ZcuWFVjLady4cbr33nsNJgIAFCeUpyIKDgpSjSqVC913Ii1NwUGc3POk7du3y263Kzc3V5L0xBNPaOjQoYZTAQCKE8pTEVWIKqcKUU0K3bf/8GGVjizl5USBKy0tTXa7XXv37pUk9erVS+PHjzecCgBQ3HBaBH7DbrfL6XRKkm688UZNnz7dcCIAQHFEebIU85085cEHH9Q333wjSWrUqBFrOQEAjKE8weeNHDlSkydPliSVL19eDodDlSsXPs8MAACrUZ6sxkJPRfLee+/ppZdecm07HA41aVL4HDMAALyB8gSfNXv2bD388MOu7U8//VSdO3c2mAgAAMoTfNSvv/5aYC2n1157Tffdd5/BRAAAnEJ5gs/ZsWOH7Ha7cnJyJElDhgzRU089ZTgVAACnUJ7gUzIyMmS327V7925Jp5YneOONNwynAgDgfyhPFmO+uHvsdrtWrVolSerQoYNmzpxpOBEAAAVRnuAzBgwYoLlz50qSGjZsyFpOAACfRHmyEEtkXrxRo0Zp0qRJkqSoqCg5HA5VrVrVcCoAAM5GeYJxEydO1AsvvODadjgcatq0qcFEAACcG+XJSpx6uqAvv/xSgwYNcm1/8skn6tKli8FEAACcH+XJckwZP5cVK1YUWMvp1VdfVd++fc0FAgDgIlCeYMSuXbtkt9uVlZUlSXrsscf0zDPPGE4FAMCFUZ7gdVlZWbLb7dq1a5ckKS4uTm+99ZbZUAAAXCTKk6WY9FQYu92uFStWSJLatWvHkgQAAL9CeYJXDRo0SF9++aUkqX79+hQnAIDfoTxZjfniLi+88IImTpwoSSpbtqwcDoeqV69uOBUAAO6hPMErJk2apFGjRrm2HQ6Hmjdvbi4QAACXiPJkMU48SXPnztWAAQNc2x9//LG6du1qMBEAAJeO8gRLrVq1qsBaTq+88oruv/9+g4kAACiaENMBAsH+w4eVX8gppqzsbJUKD/d+IB+xe/du2e12ZWRkSJIeffRRPfvss4ZTAQBQNJSnItq2a5cWLFt+zv25ubleTOM7cnJyZLfbtWPHDklSz549NWHCBMOpAAAoOspTEdWLiVFkREShZ56Wr1un8mXLej+UD7Db7fr1118lSW3btmVJAgBAwKA8eUCNKlUKHQ8PDVVwcPGbVvbwww9r9uzZkqQrrrhCDoejWL4OAIDAxN9o8KiXXnpJ7733niSpdOnScjgcqlGjhuFUAAB4DuXJSsXs01kmT56skSNHurYdDodsNpvBRAAAeB7lyXLFY6Wnb775Rg8++KBr+8MPP9Qtt9xiMBEAANagPKHInE5ngbWcXn75Zf3zn/80mAgAAOtQnlAke/fuld1uV1pamqRTk8Wfe+45w6kAALAO5clSgT3pKTc3V3a7Xdu3b5ck9ejRQ//6178MpwIAwFqUJ1wyu92uZcuWSZLatGnDWk4AgGKB8mSxwhbPDASPPvqovvjiC0lS3bp15XA4FBLCsmEAgMBHeYLbXnnlFdfluVKlSsnhcKhWrVqGUwEA4B2UJwsF4oynjz76SCNGjHBtOxwOxcbGGkwEAIB3UZ5w0b799lv179/ftT1p0iR1797dYCIAALyP8oSLsnbt2gJrOb344ot64IEHDCYCAMAMyhMuaP/+/bLb7UpNTZUkPfTQQ4qPjzecCgAAMyhPOK+8vDzZ7XZt27ZNknTHHXfo3XffNZwKAABzKE84L7vdrqVLl0qSWrduzVpOAIBij/KEcxo8eLD+/e9/S5Lq1Kkjh8Oh0NBQw6kAADCL8mQlP16r4NVXX9U777wjSYqIiJDD4VB0dLThVAAAmEd5spz/LTH+ySef6Nlnn3VtOxwOtWzZ0mAiAAB8B+UJBcybN0/9+vVzbU+cOFG33nqrwUQAAPgWypPF/Om807p16wqs5TRq1CgNGDDAYCIAAHwP5clS/jPp6eDBg7Lb7Tp+/LgkaeDAgXr++ecNpwIAwPeEmA7g75KSk7Vs7Trl5599juloSooqlCtnIJX74uLitHXrVknS7bffrvfff99wIgAAfBPlqYgiIyJUs2qVQstTWkaGQkuWNJDKPXa7XT///LMk6dprr2UtJwAAzoPyVEQR4eGKbdy40H2Hj/6lMB9fF+nxxx9XQkKCJCkmJkYJCQkKCwsznAoAAN/FnKdibMyYMXr77bclSWFhYXI4HIqJiTGcCgAA30Z5KqY+/fRTDR8+3LXtcDjUqlUrg4kAAPAPlKdiaP78+erbt69r+/3339ftt99uLA8AAP6E8lTMbNiwocBaTiNHjtTAgQMNJgIAwL9QnoqRQ4cOyW63KyUlRZL04IMP6oUXXjAbCgAAP0N5Kkbsdrs2b94sSbr11lv1wQcfGE4EAID/oTwVE3fffbcWL14sSWrZsiVrOQEAcIkoT1bykU9neeKJJ1xlqXbt2nI4HIqIiDCcCgAA/0R5sli+4Y8GHjt2rN58801JUsmSJZWQkKA6deoYzQQAgD+jPAWwqVOn6umnn3ZtOxwOtW7d2mAiAAD8H+UpQC1YsEB9+vRxbb/77ru68847DSYCACAwUJ4sZGrK08aNGxUXF+fajo+P10MPPWQoDQAAgYXyZCnv16cjR47IbrcrOTlZktS/f3+9+OKLXs8BAECgojxZzcvzxe12uxITEyVJ//jHPzR58mTvBgAAIMBRngLIPffco0WLFkmSYmNjWcsJAAALUJ4CxNChQzVjxgxJUq1ateRwOBQZGWk4FQAAgYfyFABef/11jR8/XpJUokQJORwO1a1b13AqAAACE+XJz02bNk3Dhg1zbSckJKhNmzYGEwEAENgoT35s4cKF6t27t2v7nXfeUY8ePQwmAgAg8FGe/NSmTZtkt9td288995weeeQRg4kAACgeKE9+6OjRo4qLi9PRo0clSf/85z/18ssvG04FAEDxQHmymBXLPNntdm3atEmS1K1bN3344YcWPAsAAChMiOkAgWD/4cPKL6QlZWZlqVSwZ/tp7969tXDhQknSNddco4SEBI8eHwAAnB/lqYi27dqlBcuWn3N/uTJlPPZcw4YN07Rp0yRJNWrUkMPhUOnSpT12fADAKfn5+fpy4Y86cOTIeR8XERamWzveqIzMLP2wbJmuiI5WuxaxXkoJUyhPRVQvJkaRERGFnnla+dtvKhUe7pHneeONN/T6669LkoKDg+VwOFSvXj2PHBsAUNCBI0dUokSw7uzcSVUrVlR6Zqa+WvijosqVVde2bSVJO/ft04bNWxQeFqaKUVHq1+NOw6nhLZQnD6hRpUqh4xFhoQoOLvqHA8+YMUNPPvmka9vhcKjtf394AQCet/fgITWpX1/VKlWSJKUcP6GMrCw1qFhRQUGnfq9XqVhR5cuV9dg/kuE/KE8+btGiRbrnnntc2xMmTFDPnj0NJgKAwNfy6iYFto+mpCgoKEjVKlV2jUVGRKh9ixbejgYfQHmyVNHOOiUmJhZYy2n48OF69NFHixoKAOCmfYcOKTw0VFFlC85jTcvI0FcLf1TKiRO6su7luuHaa/X1Tz9pz4GDqhBVTpfXqq2NW7cqKztbFaOi1LF1K23YskV/7tqt/Lw8Nbi8jjq0bOk6m3Xo6FEtdTqV9Fey8vLzFRkRoett16hudLSJbxvnwFIFVrvEtQqSk5Nlt9t15L+TFe+//36NHj3ag8EAABcjKztbx1NTVb5cOUVGRBTYFxkRoW4d2qts6dKqWvHUJb7uN9ygy2rWVHZOjk6ePKn7br9Nt3Ror7SMDC1asULR1aqr/1091PDyy3Xg8BGlZ2ZKkrbu3Kkfflmmpg0a6sG4/9MD/9dTlcqX129btnr9e8b5cebJR8XFxWnjxo2SpK5du+rjjz82nAgAiqek5BSlpqfripjCz/4cO3FCklS1UkVJp8rWibQ0xVSvodbNm7keFxQUpOaNGqleTIwkKV/5iggPV6nwcJ1IS9Oq3zbqRFqaFixfrgWn3cRdN7q2Nd8YLhnlyQf16dNHCxYskCQ1b95cDofDcCIAKL4Km+90uv2HjygsNFTlSp+6pJeUnKKs7GxdVqum6zFH/vpL4aGhqlm1qiQpN/ekkpJTVK1SJQUFBelgUpKysrN103WtVf+yyyz/nlA0XLbzMU8//bSmTp0qSapWrZocDofKli1rOBUAFF/nmu/0t6Tkv1SpfJRCQkpIOlW2QkJCVDEqyvWYA0eOKKrs/+7MO5Z6QhmZma6zVX/7e+4TfBvlyYe8+eabGjt2rGvb4XCofv36BhMBQPGWmpaulOPHFRoaqoiwsLP2Jx8/rmMnUlWlwqkSlJ+fr72HDioiLEylS5VyPSb52HFVrlDe9XV/L75ZoVw5SVK1SpUUFhqqTdv+VHpGhvLy8pT4559atGKlcnNPWv1twk1ctrPYxc4XdzgceuKJJwpst2/f3ppQAIDz+m3LVi1bu1b5p62APNGRoDq1aqlru1Pr7P26foPWJSZKkpatW6sTaWnauG2bcnJyJElzFixUxfJR+n3rNknSqt82Ki8vTzv27tPRlBRJ0txFP+kfN3RQlQoV1K5FrH5e7dSUOV+qZEiILo+urTbNm7vOaMF3UJ58wOLFi3X33Xe7tt966y3FxcUZTAQAxdvVDerr6gbnP/PfullTtW7WtMBYqzO2JaldbMGPa2l59dWFHi+6enXde2t3N5PCBC7bGbZ58+YCazk988wzeuyxxwwmAgAA50N5stCFpv2lpKTIbrfr0KFDkk7dZffqq69aHwwAAFwyypOVLtCe7Ha7NmzYIEnq0qWLpkyZYn0mAABQJJQnyxU+Zbxv376aP3++JKlp06as5QQAgJ+gPBkwfPhwffrpp5KkqlWryuFwKOq09UAAAIDvojx52dtvv60xY8a4th0Ohxo2bGgwEQAAcAflyYsSEhL0+OOPu7ZnzJihDh06GMsDAPB9y9etU1pGhukYOA3lyVL/mzH+888/F1iS4I033iiwthMAAIVJOX5CU+d8qeXr1imdEuUTWCTTavnS1q1bCyx6+dRTT2nIkCEGQwEA/Em+pPV/bNaGzVvUtGEDNWvYUKUiIkzHKrYoTxZLT0uT3W7XwYMHJUn33XefXnvtNcOpAAD+KD8//7QS1fC/JSrcdKxih/JksVdHjdK6deskSZ06dXLdZQcAwKU6VaL+0IbNm9WsYUM1vbKhSoVToryF8mShN8e8qtUrV0iSmjRpwlpOAACPys/P17o//tD600oUrEd5slDDq67SD999pzJly6rXgwP07dJfFOSaQ36hD28p+Kj0rCyFBAcrNLTkBb+20L2nPW9qerrCSpZUyZIlz/81he4MKjB0LDVVkeHhCgk5x1sp6PQ/Fv4s2Tk5ysjKUrnSpc/62qDTNy5CVna2snNyVLZ05Lm+gfNFLDCQlpGp/Lw8lY6MPPMR5z7iOQ52IjVVJUqUUOT55igU8rWFPU/y8eMKDw1VxOn/ygw68xAX93olJSerTGSkwsNCzxfk3FFPe+jBI0mqEBWl0NPeV4V+zQUG8vPzdOBIkqpWrKiQEuf4NPlzvMnPHM49matDSUdVo0oVBQWd9SKdtnnh7zk7J1tH/kpWzWpVz3j0Rb5epz0sPSNTKSdOqEaVKuf/mvM+xX/fW2mpSs/IVNVKlS7ws3/24Om7dh84oMoVKigiLOy8X3uun+PT7di7VzWrVv3v7yv335d//6fKPXlSO/ftV52aNVXiXO+F0498nh/M7Oxs7T54UFdERxee5CJ+qP/+U1pGhg4mJalu7doX/NoLfseFvh8L/ikjK+tCR3GVqA2bN1/wsSg6ypOF3h47VpfFxCgiIkItrr323A/ML/SPBUYS/9yuyIgIxdSscdbuwtcwP/cRN2zeovJly6pa5crn/cozvza/kI21iYmqEBWlimct8pl/jmc/e/DIX38pIzNTMTVqnO+rCv3aM4cOHD6snNxc1axa9bwPPPcz/G/P7gMHlZubq+qVK13E63z2UfNP+0NaerpCSoSocoUK5/3ai3m9/jp2TCVLhrhe8/xzJbuIl/FQUpJKlgxRuTJlzvu1F3q98vOl3JOHVDIkRGUiS13S6/X3SE5Ork6ePKmQkJCCf5Gf42sLe1/+LS8rX7knT6pEiRIq6Sr453jFLvB6ZWZnKyc3VyHBJc7+y/IC78szR3NPnlROTs6pknCO9+XZ39eZRzz1Imdn5yg7J0d5eXnn/gYKe73OOFx2To4ys7IKKayFvF7nea1O5uUpJzdX6ZmZysvPP/vBbvx45+TkKDc3VyfS0lSyZIgbr/PZezKzspWTk6OUE8cVHHShG83P+Fk+40nSMzOVmZWl5OPHz/n153qdL/ysZ78hgi6uc0rSf19zWI3yZLEhDz/skePs3n/qX4WxjRsX+Vh//Oc/qlWtmq65qlGRj7Xujz9Ut3ZtNbi8ziUfY+PWrTqSnKxWzZoWOc+K9RuUczJX1zVvXuRjZf66QumZGWpzzTVFPlbK8eOKLFVKbWNtRT7W/sOHVbt6dbVqWvTXa/vu3aoXE6Mm9esX6Tgn8/K0+T//UeP69f73r/FLdDw1Vf/Zs0exja9StUqVinSsg0lJ2nPggK63XaMyhZxBdMf23Xt08MgR3XRdawUHF22Vl41bt2r1xt/V5frri3Qc6dR7fuf+ferarm2RjjPRkaCmDRoU6WdZkjKzsvTxF7N17dVXq3b1akU61tGUFCV8N08dWrZUhahyRTrW7gMH9M1Pi9W1bVuFn7OUX5zN//mPFq9ardtv6lik41ys75b8fFGPq12tmppe2VBTlv1gcSJQngAA8GO1q1dT04YNFV29uukoxQblCQAAP0RpMofyBACAH6ldvbqaNWyg2pQmYyhPAAD4sG7t20mSvv5pMaXJR1Ce/ERISMhpdwsVTcmQkqfuXPHIsUIUUsRjhZTw3PcWEhKi0JDCb5V3V8mQEJX00LE8+d/Po++Fkp45Von/TqD2xLH+PoYnjhVS4tQxzrV8gjv+zlPUyeKSb77nPfGzLMm1pIAnfse43gsePNbf74miCAkJ8ch7yl3db+jg9edE4YLy883e13j/48O0KaexVr3bx2QMn5eemamwkiUvuNbJxUhNT1fpUqU8kEo6kZZW5LuYJCk1LV2lIz2TKS0j4/zrKV2knJwcnczLK/KdOdKpO5AK3i5/6Tz1/Umefd2Pp6aq7JlrdV2iY6mpZ6/7dYk8mcuTx/K197ynfpal4vFe8OTr5WktH/5Uq97to/sfH6ZP3hpnOk5A4syTn/DksvueKk6SPPbLw1N/iUjyWLEoWbKkPPVvS08UsL956vuTPPu6e+ovJUke+8tS8mwuTx7L197zniwCxeG94KvFCd5R9PPPAAAAxQjlCQAAwA2UJwAAADdQngAAANxAeQIAAHAD5QkAAMANlCcAAAA3UJ4AAADcQHkCAABwA+UJAADADZQnAAAAN1CeAAAA3EB5AgAAcAPlCQAAwA2UJwAAADdQngAAANxAeQIAAHAD5QkAAMANlCcAAAA3UJ4AAADcQHkCAABwA+UJAADADZQnAAAAN1CeAAAA3EB5AgAAcAPlCQAAwA2UJwAAADdQngAAANxAeQIAAHAD5QkAAMANlCcAAAA3+ER5Cg8NUWZ2rukYAAD4tczsXIWHhpiOEfB8ojxVLR+pA0dTTccAAMCvHTiaqqrlI03HCHg+UZ7q1yqvxN1HTccAAMCvJe4+qvq1ypuOEfB8ojzFNqiuFYn7TMcAAMCvrUjcp9gG1U3HCHg+UZ46NovRfOcOJadmmo4CAIBfSk7N1HznDnVsFmM6SsDzifJUNjJMd7VrqBk/JpqOAgCAX5rxY6LuatdQZSPDTEcJeD5RniSpb5cmSlj8hxJ3JZmOAgCAX0nclaSExX+ob5cmpqMUCz5TnqpEldKQu1ro1Zm/smwBAAAXKTM7V6/O/FVD7mqhKlGlTMcpFnymPEnSHW3qq0WD6ho26ScKFAAAF5CZnathk35SiwbVdUeb+qbjFBs+VZ4kafAdsapXs7weeGMel/AAADiHxF1JeuCNeapXs7wG3xFrOk6xYrw8lSkdqby8/AJjg++I1Z1tG2jgW/P17ldruQsPAID/Sk7N1LtfrdXAt+brzrYNCi1OeXn5KlOaxTKtYnwN96sa1Nee/fsVU6tmgfE72tRXm6tqacr8jerydIK6xNZRq0Y11Si6oqpXLM3y8wCAYiEzO1cHjqYqcfdRrUjcp/nOHbqrXUPNev6Oc85x2rN/v65qwGU8qwTl5+fnX/hh1tmxe4/enPSxXh85XKGhoYU+5nhaln5cv0vOLQe0dW+yDiWnMScKAFAshIeGqGr5SNWvVV6xDaqrY7OY8y5HkJ2draEvvqohD/ZTnejaXkxafBgvT5K0dOVq/fvr7/TkwP6qXaOGgoODTEcCAMCv5OXla8/+/Ro/8UP17N5Nba9tYTpSwPKJ8iSdOgP1w5Kl2rRlq06kppmOAwCAXylTOlJXNaivzu3bcsbJYj5TngAAAPyB8bvtAAAA/AnlCQAAwA2UJwAAADdQngAAANxAeQIAAHAD5QkAAMANlCcAAAA3UJ4AAADcQHkCAABwA+UJAADADZQnAAAAN1CeAAAA3EB5AgAAcAPlCQAAwA2UJwAAADdQngAAANxAeQIAAHAD5QkAAMAN/w9bS/CoXggi6AAAAABJRU5ErkJggg=="
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 28,
"question": "The graph, which is a piecewise function and passes through the origin, shows Bart's speed while he is competing in a walking race, the x-axis representing Time and the y-axis representing Speed. Which situation corresponds to the graph?\nChoices:\nA:Bart increases his speed for the first half of the race and then slows in the second half\nB:Bart starts off by increasing his pace gradually and then maintains a constant speed\nC:Bart starts off at a constant speed and then increases his speed at a steady rate\nD:Bart increases his speed at a constant rate throughout the entire race",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: In the figure above, line AB, line CD, and line EF intersect at P. If r = 90, s = 50, t = 60, u = 45, and w = 50, what is the value of x?\nChoices:\nA.45\nB.50\nC.65\nD.75\nE.It cannot be determined from the information given You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 29,
"question": "In the figure above, line AB, line CD, and line EF intersect at P. If r = 90, s = 50, t = 60, u = 45, and w = 50, what is the value of x?\nChoices:\nA.45\nB.50\nC.65\nD.75\nE.It cannot be determined from the information given",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: A safety fence is constructed to protect tourists from the danger of an eroding castle toppling down. At point A, the surveyor takes an angle measurement to the top of the tower of 10°. She then walks 29 meters towards the tower and takes another reading of 22° at point B.\nHence or otherwise, find the value of h to the nearest metre. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "9",
"style": "rule"
}
|
{
"answer": "9",
"index": 30,
"question": "A safety fence is constructed to protect tourists from the danger of an eroding castle toppling down. At point A, the surveyor takes an angle measurement to the top of the tower of 10°. She then walks 29 meters towards the tower and takes another reading of 22° at point B.\nHence or otherwise, find the value of h to the nearest metre.",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: The perimeter of the rectangle above is p and the area of the rectangle is 36. If l and w are integers, what is one possible value of p? You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAA7gAAAIoCAYAAABDKEesAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAP+lSURBVHhe7P0HgBznYd/9/7Ze770X3B1wh94BAiDYSZGULFm9WJLtvHLiOE4cO+198yZO3jd5/Xccx45kyZJluUiWZFVS7AW993rAHYDrvfft5f/M3oEESIBNAAkOvx9iuLuzM7PzPDu3O799Zp5xxA0BAAAAAPA+51y4BQAAAADgfY2ACwAAAACwBQIuAAAAAMAWCLgAAAAAAFsg4AIAAAAAbIGACwAAAACwBQIuAAAAAMAWCLgAAAAAAFsg4AIAAAAAbIGACwAAAACwBQIuAAAAAMAWCLgAAAAAAFsg4AIAAAAAbIGACwAAAACwBQIuAAAAAMAWCLgAAAAAAFsg4AIAAAAAbIGACwAAAACwBQIuAAAAAMAWCLgAcKeLL9zizsT7AwDAHcMRNxbuAwDedUEpMKWRnn6NjoxrIhSV35kipZYqKydPNaVpyk1xy7Ew9a0XVWx2SHPjQ+rpn9LQtMlrWaXKLCxSZWGaCtJu52vfoUKzivimNDHjM0NIkXhMcVMJ0VBQkYh5fyJpciRlq7Q8RyUFafKaWT5wdQQAwB2KgAsA76VYt4KdZ7Trx89q/4HTOjs5pwFvmaJFj2jZ2i36Jx9frI1VGbctRMXjs/JffE7th5/Xd392Vi9diCu6/CNact+j+tKH6vVAQ1bitT9I4hNtmu0+q1MXu3T80oimAgGFY2HNTgxpeiqgbl+9XAVr9anPb9RH7qtVnpnHPT8rAAB4j3GIMgC8J+JSeEDjJ/br5As7dOjytC5GCpVeUarakhR5+9o1cfqsuoan1GemDs7PdItFFI8MabD1jM6+vFvHDhzXqY4TOrvzgA7uOKYz7cPqNFP55yf+4HAlyZmSpczcLBXkueWe69Xo2f06d2CX9uw/qN3HW3T00qj6poIKL8wCAADuDARcAHhPjCg82awjT/xcT35vt46El0mP/jt9+T//of7o331OXy4JaGnfKY0Oj6vFJMy523KszZQU7VVXS7tO7e/SyLQ1znwtzLZp8tgRXWofVLOZZDIx7QeHI6NMKTV3aeU9D+mjH79Hdy/OUclsj4IDI+oZmlI8GFM4ySuH25X4EuXwZAAA7hwEXAB4180q0nNMHftf0q4TQ9o7lCtP+RKtuWuVljcsU01ViSpTfMoIDWpq2q+hGSkUWZj1lnKbdJYkb5JbKalSPGaNs/6XpHhKhpKTvUrzSh5r9AeJwyGnJ1kOb5kyiqtVVpil0vSIqRUpGglL4agiZpq4ibZWuCXgAgBw5yDgAsC7KqaYCa7d+17Q0Z8+rV39WbpQ+rBWrGvUr6xJVaGJTb6ZoKLukBzJYfmDEfnmzFzRhdlvqUw53OWqaKjVyruqVVpkjTNxtrBRJZs2acmiEjWlWFN9kGUrLStXZeWZysmxHpuvTSsAm3vmJoGOLAAAuHMQcAHgXWOiUKRN/o7DOnLwnF44MqqxDBMs15swWVuqBjOFy0wTjVmB1i1H3Cuv16UkrwlTt+XT2iQ0Z7ZyGzar8dEv6PEv/Lq+/Jkv6Utf/pA++/hKra3OSXSg9IFrwb2ORy63W8nmfTA3AADgDkfABYB3SywkdZ/S6PHntetYr57rzlVa/VLd+9AKLSnNlDdxeLDfBNyofIF0hSPZyspIVl6O5L1NKdPhSFN63T2qf+z39Gt/8N/03//oP+v/928+od/71SVaX5GuZGua+Uk/oKKKx2KKROMyNwAA4A5HwAWAd0XcZKVB9Tef0cldp3WuUxpLqldFfZXWL89Rca41jXWi7bAis6PqDqerz12izPRUlaVKSbcjZSaOrbVacZPkSclSTnGJSqrKVZRv7ie7leScP8f0g45DkAEAeP8g4ALAbWdFpGFFZ1t1/uQ57drbpS5/vry1a7S4vlQrS6Vsl5nEauGd7lBguEtXHNnqyqhRTnqaqs1TVkvqLUd6BQAANkPABYB3w1SHZlsO68yFK9rfG9RkbqWKVq5UfVmhas3TGdY0IZ9iLRc1eKlVUznZii2uV25WugrMU+/b82Dt3PwZp20XAIA7DQEXAG63eFCRjovqP7xfZy/160wwU466ejVsbFJtYY6yFiYLByfVeeayOpq7pZJc5a+pU25m6vu7odXWrcQ0gQMAcKdxxI2F+wCAWy4qxbrV/pO/1KEffF9/8fKkDvkWaclv/o4e+9Kn9fmlGVqdbX0Mj8nXd1Yv/vF3dfrSjCZ/9Z+pcvs9+kSFS5Up80u6vUKKzQ5pZGBYfe0jmvQ5lNTQpJyqCpVblwqyDqF+Qz7FJnrU1zejSz0OeXPyVbeqSoXJVs/QZtnT/Rpoa1Nf74B6hsc1OBnWVNgrT0ae8koqVFFXrZrachWnOZT+jnKjqcPIqCa6zGv0DKpjaE4TcwEzPqxQOCqfPyaHN11p+cXKKShRcVGJSktyVJLjlXd+ATcxpcEd39Lpn3xd397RqZ9edprKeFDJG35V//73HtZvPVqlYqtzsFC/hts61dnZp/7BEY1Mzmncb1bJla5U85oFZZWqrK1VRUmeKjISVyB+ewJDmu5tV3dvv9p7BzUwOKHxSb98EY/iyZnKKCg0r1Gm4tIqlZUUq7o4VVlvq9l/RpHJQXW3mPobntZI2G3eNZeSXE654lE5ouY9TEpXLKNAmWbl8x3m2ZxCxYuqlJ/uVXEScR8AcGcg4ALAbTWs2NwZvfy/vq4nv/GUnuovUH/m3Xr8P/ymPvlPHtK2fKlSQZPPTmn09Bl9/f+9oAv9GdryHz+rjY8t1RKzhNt/HdqZRADtudys1rMXdWzXFfVNJavgE5/Rkge3a0ueWcebhiWra2GfgmPtGmw5rGMnR/XiiQzlLW7Ur35li5rykpQW7dbw+ZM6uXufTp44rRMX2nS2Y1qd5jW8RYtUs2qDNjxwr+6+9y5tqsnVkqy3eXBRPJIIt3P9l9Vy/IhOn72k45fH1Tc2bUKXX3P+gMYmTEDzZimjuEaltU2qa1yllSsbtGZluUrTPUo1i7lxQHujgPugvvJojUrUo7nLZ3Rs3xEdPnxKZ863qKVzSFeGw5p15yln0XLVrdmsTdvv19Z1S7WtPkMlaW814pqyxaY02dGszlOHddJsI4fPtuj8+S51dI1rNOZWxF2gnOpaVS9drsYVm7V69RptW1OhZVWZb1Cua0TnpLk29bec04Gdx3S+fVQ90VQFHV6le93yxoJyhWYVSs1SMLtc2bGoysJ+pTSuUdLmB7W8PENr0iUXCRcAcAdw/aGxcB8AcKuFrijceUS7ntunZw72qyVWJ1fdXXrgQ2t1/6YSVZpQ4I1OK3bueV05eUovDJRqpGSN7rt3sTaUpMnkhlvcMhZVdGbQhMFmtZ0/pqP7d2nPiy/o2Wdf0su79mr/kfM6dGRA3RMmmK5arbKlJjilSdlXM2c0ZMJQv6YGLqn1/CmdPLxPB19+UTuef0Ev79ynHadHdGQoX6mledqy1iHn5Dkd+cefa8/u4zrQMab2sSn5fJMaGx3XmH9G4ZkhjU9Pa2QsqOERKSktVfkVOUp1vcVWzki3fJ3HtP9nz+jFF0/q6KhXo6mVKl20WEtXLFVjY5OaGuu1rKlcZZlxOfpbNdbRqta2TrX2TKhrwqOAI1mFhSlKc96opoOa7TihwQvHdLJjUhfHzTQpS+UuW6z7VzvUlNuuk0+/oKd/sFOHWvp1ecKnaf+cAoFZTYyb4B+dUWBiQqOTUxrrmdLsdFie4gIl5aUr3dSp+6ZvrvXb87Rm2o7pwvNPmvflonZ3xzXmzFF+aaXKa+pVW1+nxVV5qiow5ZodM+Xq0lBXl/r7B9Xnc2tM2cpIT1Je8s1+MIiaYVxzved04slntP9Ai04GihUsatTy5Y1atbRBdbU1qqurUu2iMhWlR5Q6flED5y/ryIlJDScVK3f1MpXnJ6vMI92w+gAAeJcRcAHgtolJ/Sc1dXaXntl1Rs9fnlMwb50y127Xo/cu0X2LshLn30bmutX54pM6e+KKThdtkXfdNj2yLE+LMl234bBPE3AnuzTZeUYXTx/Wwf17TDh9SS++sEf7jl/WmbY+9c84NR2vUM3W9VqyukY1qVLW1RWJ+hWf6jJh7aLOnTuhI/t2a89Tv9DLL+zXyyc71dIb0WTKYuXXZGtr/aRmWo7rxb9/TscumTCZViZPfqGqSrKVk+ySZ2pS0UBIc7PDmuqa0JWOgDxFhSo0oTrbpL+r5ybfVHhC8f6Dunx4h77/Ny/phSMjGirZoPx1D+ixh+/Wh7Zv1Ia167V2w3pt2tKgJdlB6eI+dZ8/owNnm3WhdVznhpKk1EzVNxYpK8WdOFz5+jq/QcBNbZCrsEKba0dVFD2n53+4T888e0mDnly5yqtUWl6k8qIcZbrD8gZn5Q/65B8f0FhnjwZHIootalRyUakqTb1aQf7GpqS5S2rd85Je/v4T2nMloAtpK1XUuF7337tdd997r7Zt36y7N1RqZZVHnolBjVy8oK7eNl1qvaKLk8kajOapvDRTtcWpNz4MO+aT/M1mE92rH3/9F9p1ZlajKz6imu2P6jP3r9XWVY1a2rRESxqbtHjpEi3K8St36KjaTnfrhWMRhQpr1XTfWrP8ZJWaDE3ABQDcCQi4AHDb+DTbuk9XDu7Qi4c7dHzYxIzF29Sw5V59aEOtNhR5TJhqV6jvtJ7++SUdaElR1qZ7tO7u5Vpnnnt751C+VXFFIjETc5PkzS1RTlGxCj1zygoPaXg6qImQ1XKYJnkqtXj7Oi1eVaPqlFcDbtz8F4s5FfckKzkvV6nuqJwDlzU7PKEOk5eiUTN/aopcTp8ckxMan/YqXrRMNeu3aNPmjdq0ZpVWLV2qFUvKtLw2zbzSnCa7pzShSRPoooqVVMhbWq/S9DRVpd0sMcXMv175uo5qz4+e0nMvXtCJaL1cy+7RfQ/epQfW16qxNFWZrzRcWikySynhUan3jHoH+3S439RBaEahiaBcGelKrlykjKwMlZi36Pqgdk3A7TQBd8yM8rjlSA7KMWvWe1gKZdSrasM23XXvFm3duEZrV67Q0iX1WtlUoJoiryLDY5qZ8JuSTssXT5avYLHSswq0sjhJuSbov15IgZ5j6nz5R3ph7xU90V0iR91GPfDYNt29pk6N5QUqzstRdnaWcnLzlZmVq+z4lDJCAxoYnVG/f07h4bACwZgyykqUWl6mLCvHv6YhN+4bUvDCczq974h+sCOgTs9irfz4Q7rrrmqtMG/49aHYI695P9IynJoZj2ryyrTy66pVtn1DogW33BSDgAsAuBMQcAHgthlV37GdOrNjl/adn1RHoFD5G+7X2nu36Z7GPNVm+qWxQxpsPql/3O3S+dnF2vbYej24qUAlJtze+nw73+VCzJkmZ3qximuaVLe0SctyfCp3DqpjeFIXBsNmikwlp1VqyT3r1bDy+oArh0sxT6aScopUWLJI5YUeZY9fUnCqXy1jYU2HzYTWRXsjUc3NpCildLlWPP5x3fPgNj24ql5LF9Wqtnax6paVa9XidLmmpjR4rk3TvqiJf7PyZVUrlL1YSwrTtaL4hu2OZtmz0tBBdR/fob//9h69eCqi2N2f06qPf0JfuLtGG0uSXhfmrHZZR3BWaYEODU1O6VjHtGaCAZMlJxVPK5SqV6soN09NuZL7uqR2bcCdMgHX1KHD1JEnbMqXrpCzXiseeUyPfuGjenBzk9bW12pRjSlj/WItXlmo2jy3fJe7NN0xJJMLFXB7NOGuVXpmge5qylFZxmvLaHWM1a/eIy9q//e+r+cveXSk8GNac/99+t2PL9OagjRlJnvkMevocrrl9GQoJbdCFemzKk4aNe/htE53zSkeHVFobE6R4kVScZ2qsrwqfk1nZeHpDvXv/ZGO7Turn1woka9sjR7/3EZtqs9Uvnn+ddufO13eojJ5QxGl9PYqq7ZC3rXrVWTScxWHKAMA7hA3OzEHAPBL8ZlhVONDw+pqndDYqNsEo2KVlZRrcX2eSkvN07FB9b50QoefaFagsEJlH96uhrqSxHVxrc6Bbg+nXCZkJSUnLXwBmIBUVKTyqhLlZKWZx1YIng/CN+JwOOR0mXDlsM6Q9SotLU/l5YUqKc2Wx7uQcMaTlJFRrcYH7tO6BzZrTW2BajPm21FfYepCpctUZQLvmvr0RE/RVodQ/pFR9XYOaXRyTqGFSV9lrVdYkWC3ruzdrf1P7tPhriT1Za7Q4tX12rY2X6U5Nz3mV87MHGU3NamspkLVjsjCWJ+m50IKROOJM1LfmPX6poyhLFMHtVq8YYvu/eQD2ryuXkuyrTbia1lNwYuUU96k5Y3FWlHvVKaVZef8Ule/JnoGNRIwIdmMsrrpekVgWGrfp9aTZ/SLY2G1B0vUtGGZViyrUuFNT9g16bKqVsWrV6mutFgNiTERRfw9unCuVYcOXlKXCb6vvqvWvYBCwXH1dw2pu21YvukJRSMB+SJWn9fXn//86nxJZihRcXmVNmyqVF19TiLVhq3fRAAAuEMQcAHgtpg1QWhIE6Nj6u4JaEKZciSVm4BbqLryJGU5hhUcatHxIz06diaizMV12vDh1VpUnnnj8yVvCSsgWS1/Vivl/BjFTbzyJis1J1vJyckLIXQ+0rwabK53bUtdLO5Vek6mMnPT5fZYCzVLCGcrO7deqx/ervWba7Q4x6HXNB4aVlgqVWZ+oRpq0lRcYI0zrzg9q6mhMXPjS/xEcD0rCpp6m2jRmf1HtHtni1rDpYrWb9KKxjJtMMuwIvpNpWRKlUtVUrdUa6qKtcysQ4oJqsWlJarMS1ZuqiNRQ2/MTBErkDOlUcvvukuPfHyt1lSny0S9GzCvl1Km6hpTxrospVk9hsVMGhwZU3B4XBOhiHWm7XXBOj7Zp8lz+9Vy+rL2duVoOq1WmzZUa3ldqjw3e0MsqYVKql6isvwCNZi3IFGdjmn5L7ep5ehFdQ9NatyMmg/T1v+DikZ9mpwKanrSZ961YUV9feruHFLHkDR1za8L19eJWxk5xapf16CqxaXKMO+5+7qEDgDAe4uACwC3hQm400OanJhU37RMwM2VcipVXFGg6oKw4i271fH8UzoSyNPFxsdVv3SJHqlxqez2Nd2+ARPsHNbw2jDz5qxIeHXe+UhsReQUudypSkvzJALnzdtUk5WUlKyMDK8J1wuj/EEFTcj1B0OJg3Wvy3SxiElelzV3+YROX+rR4ZG4pgsrlLOkTlW5Gaowk1ix+aYcGSYBL1Pl6sf18a/8ln77//x9/fa//5f6yuc+pE+tzNPKPMdrDk9+jasrk5wuR1aBsrIzVOh+41DtcqcrNz9X+YU58iRWzpRhdk6RmTn5wjH5zZhX82FAM+O9unKqWe1XJjXpqFRmWYNWLC/UEpOg3/gyPBVyFdWqsjRPNXkLrckxE50H+hRsu6KB0Wn1mFFWi/H8u+yR02kCfnKSUlPC8jj7NTVyVvuf26WXXzil88NhzSSmvYEcE6Yb16mstk7LM90q97797QYAgNuFgAsAt0PYBNzxYU1NTavf5IwZFchTXK6C7JjyQ90aOn1GZ460qT97kTx3P6ymhgo1maDw7udbk9riMcVi1mB1IfX2xK+dN3FZdetrxWMCr0vueDQRfG5+6K8Jxk6n3F6nnFePiQ1HFAsEFYlEE4fKXtc4aF2iqL9dk5fO6VL/pFpDKVJJiQprSlWQkvQGQfoqK4mVKm/RZm37xGf18d/6DX3xn3xWn3pss+5flKVqU/lveB7p1coxodyRmq4ktzPRMv1GszgdbqWkpSk1Pc2EXauQVolMOQIhhU2dWUf3zi/Wujeu6fEBtZ7vUXfPlKJur1zOsGKTg5oIBTU2ManZyQlNTFw7zCRu/eE+jQ5MaNwfUizZrFGiPq33dlTxoV6NmOl6A/MHzs+/R8lyezKVV5yvorJ0ZaQGpbFWXd67w4Tcndp37IJOdM5oeCaoqHl/rb7DrhZfadlSaYNyzfbckOFJnC8+/wMHAADvPQIuANwOvjnFxkc0MTOjfhOB4mXlSl9SrcK5C0o99XPta4nqidktqmpapS/dW6rG0qtNmHawkHZuceiJxYKaGx7SUHefxmYCirtTTNbKUkFuplK91541+ia86XLmVSqvpFy1ZVkqy/G8hXB8A28n1VmTvuHkVlvugGbGh3Sl3afh4RE5wwfVuvvr+uo//3X9q09+Sl/8whf0WTN84brhc4nbT3/yt/TF3/hD/de/36GfdMd1MXGKsfXTQq9mBrvVNzQtk38VuHrqsfn696bkqXp5g+qXL1Ju4lq5k1LfUbUf+JF+9Gd/oq/+j2/qaz89oqfOjqrPZPJXAq7Ta0J+hpKSUpSZ5FCKqfpb/FYDAPCOEXAB4HaYm1VwdFSTc36NWfHJhKj0nKhCA20aONms9rkCjZbfo+VLG/RohVfFt77L5PfQfBSyWnRfCUU3Y7UMXjtR4jhpa3h9aIrHfJo0dTrUN6pZn0lq7iSlpSYrMzVJbuvE4rfMLNmVIpcnSemm3pPe7jehVa6rg/VwfuwNWVMkpovFri/o68JxwPwb1Oz4qLqHQxqxRrkm5Btt1aUDe3T05Ze0a9dO7di5y9xeO+xI3L784gHt3tuilkmXfPkFyivIVUFBsQmglapalKf8VI+8YfOy1zSnu5JzlbV4hWpXr9XSmnKVm3FJsRH5e47q/N4f6ckf/FD/+OSLemLnUR043akLQ3OamAspkmjpd8nhdJl6nz+nGwCAOwVfSwBwy5kgMzujyeFRTc9FFJRb7rkWpfTv0J5T0/rehcUqaFyjX//0Mq2rz7mux1rciBUMI4rFpjU+Oq7Bvgn5rWNtnU7zz2my4tVzgN9/XlntSEgmvcs/YQK8P6gh5SlS+Sta9Yl/q//451/T177zV/r6N76uv/z61/X1mwzfsG7/4i/0F4nhG2b4qr71nT/S//of/0xfebhJW3KlvGs3Nk+6VLpZpWse0cc/sl6f2Fqk0lf2CkKKTrSo+/BPtPN7f6E//3//TH/y1Z/oe7vbdKw/mGhvBgDgTkTABYBbLqpI0K/Z6RkFgtYxoS65AuNyTw9oKJijgZQ1aljWqMdW56omg4/htyaseNyq0zlNjvkVDppRjpgi0ahC4YiisTdqR72zJUJu2ATcqUn5Z6Y1Zso0bXVKlrZSNes+oo/+k9/Qlz/9eX35S1/WF7/8ZX35hsOX9KUv/Zp+7fOf1ec+9Ul9+pOf0ic/+Ql9+nMf0cc+uk1bG4tVZ/Js2rXHYju8ZtOsUnbtBm194B596ENbtHlllWqTPMryOMwOwpwCg63qOfW8jjz9E/3sx0/qied368WDZ3SsY1R9/oj8Nz/BGgCA9wR7VgBwyznmj0Y1/3PETXAxgTcYK5cvdYM23LNVv/aFNdrQWGBdRAZvWcxUZ1SRSEzhsNWplRkVD2s2ENC0L2iC7nXdUb3/RCOSb1bBoD9x6aDEObl9AwoMjWrIhPnZxLjbw5lSrMylj2nV47+h3/qdz+t3vnSPHmjKVdV113Ya1Eznfp1++i/1w299Q//tz5/U3z1/QS1T0Zv3tgwAwHuAgAsAt1xc0WhYQX9Q4aCVdNPlyGtQQcNmrd+0Qg+sLlR1hut155jijcxfjsjpdMnpcprBjIqGFBib1MTwhGaDVi/E72PWLyLRqGJxE+ATx1ubSDvRqanBXrUNzanXjLl9ET5JjowaFa7Yrrsfe0wf+dgjeuS+u3T3hgY1VuQrK9WrNHdUjtCIxjvPqmXHs3rpiWf0ixcOa+epHrUMhRV4H7egAwDshYALALecQ6HgrKZHxzQ76TWPa7Vk5Srd+9gqNdUVzF+jFG+TdfJokpKSvUpNc8trdTptHdbbNaCxKz0a8ftv3Xmh70VWc5ivY49Hbrcpn8NK79YVa3s0NTmkjr6gRkzevbaPqrfqhrNYI2/4RJqUt0zl6z+iD/3m7+mf/ut/qX/7lY/oNx5cqrVFbuug6QUjUt9end3zvP767/bo6f1t6ovMX/IIAID3GgEXAG6pOYUmLqq7o1Pnu6fVP5EkuUpUXlWppSsKVZKzMBneJo/JgClKz0hTdm6KvNbhs7Gg1N+p6fZL6hiaUocZ9fZCrpXyIgoHfJoandbMlF9hkyJj70XTunWN3PQMJaWmK8sEXG8iLg5qfLxfrZfH1DcUf4PrCd+cw1pOzKfpqVmNjc0pEIwqbpXPEVc8GlFw1ie/GULRqFm+ecKdqaS8OpUtvVebHnpMjz/2qD7y6AN66L67tG1NhRYVpifO43VExuRvOaWLOw7r2Ol2XZmOaMIs9h1kcAAAbikCLgDcMjGFu4+r++m/0e4X9+on5/w6N5ksJacrPTVJ6Sbr2upqQO+aRCKT02mF20wVFmfJm2Z9fZmAG7qoQPdJnbo0rKO90uwr13l9K6yJxzXSc1n7njyqk0faNBqJWUt9VyVCoddsHDn5Ss3MVoHTIet3EIfGNDLap3Nnu9XRPaHgOwreo4r5L+nowbN69rlWtffPJEptbash/6R6z7Wo7VSrBmd8iXNprwvRySXKrr9baz786/q1f/t/6vd+79f1rx5t1MOLTchNTDAqDZzTaHenzvYG1UvXygCAOwABFwB+aRFFAyOa7j2lSxcu60zntEZCbqXk5iglI1tuV4qSPC6lmHR7bSe2eHuczlRlFxWpqMoEr3QrYllnpfYrONaq8yebdeRYtzpHrU693qLQsIJ9Z9TZekkXBmbVOxtV1KRN6z16t1oiX3kdZ7KUVaz0nAJVZntVbEa5rN64h3vUc/KEWpov6+Jo8O11NhWbVrjvojpPndLFjkFdmYxoJnx1G4wrGpzVZNsVDV26rH4TcE1cfc1hxl650wuUWdKoymUP6u6HHtRjj2zStjWLtCjbY5YzZxYzoOmJUfWOhzXuMw9pwgUAvMcIuADwS7HawyY0cnqXTnznr/TC4WHtyv2oyu/5sP71p5bpoRVFSlKyXDGXkr3zZ5K+ZYSF6zicpiYrKlW6uEGlaZnKSIyNKejrUcuuXTr81E4d7ZxQW2L8mwnJ33lRF77/C108fVlDdYsUq6tVtstpYt18m/G7K9Ukz0plFpaqoSZFFVnmC9paibEO+U48o7OHDunnpyd0xjoO+C0JmH+dOvfUHu34u73qjzjkXV2n1PzMhS9+h+LhoGLD3Zrr71TflF/9MatWbsbMVVinqgce0dqtG7S9NFWLExtoSIFIWIFAVGFOwgUA3AEIuADwy4hNS5NdGh0aUttoVFPeUmXXrdHSjeu1ZUuTVlZmqzgekCcUlHVJ3JsfQTuneHBcw0Pj6hmY0WwgMn+u5Ltivodia7iW9ehNV8GaL3G7MFznzeY2z1v/5m9eYd1fWOr1XCZ6FtYqp3aFmqpLtDJJ85daCo8r3nZC7Ud2as+OfXpxf7tOdo9pbDYgXyiicNS6rFBEsUhAId+UZkevaPDyXh0/ckb7LvrUF85QSV2pyioylPKaOphfE6turllHq8wL01n/f+0c15svyfV1a+5b/+ZvEoPVgZYpnLKKqrR0bY3qG1KVnviGHpOmz6nj9AHtfmGPdu49p9NdIxqd9WvWbFDzZYspHoua8gUVDsxqdrxHI5f26bQJ/btPDerUcKqS8/LVUJ+r3MyrX/vmNh6SM9Ar33iHWrvHdbnfZOKbb6BGrpx5S1RWXam6XK8KEwk83bwtKcpKdynVFGG+LAAAvHcIuADwyxgbUuBSs8adeZrc9htqvP8R/eaGfG1eWi5X5RLlZyWrUUNKnpvS8JRufs3QSIeCQ0e1a/cp/eyFK+oYmntHnQq9fSaSmKDicDqvCXHW/63H1vg3Dy0OM1Fi2lemfHUpbzyvw7y0dcmf+dd5xcKKvG5+q3dhb728FRu0eV2dHl6XoYJ06wmrpto027lTz3/7m/rWH39T33lyv5463amW/gmNTZvQZ4LtzES3htuP6PTzP9JP/+ef6rvPnNJTKVs0V79ND9ama2OOKfUNvhUTq/Nq5cyPMBM6za01+XXr+BqJWrHqNlG/1pTzgzXntYucv5eunJJarbx/k5atXqyi+SeMKU1dOaBz3/+afvrtv9X//uFu/ezQZbUMTmpkxqe52VkFrOA+2a/RrmNqPfSkfvq/v6qv//F39YvRbHWu/ZgWNzbogUKp5JVDCKy6j8jjHtCcr1OnzvXpVPOUfIE3OmzAKm2ynG630lLjcidbbehVysopVn1liormTxwGAOA9dYOvcgDAWxWXR3FXpjKKa1WxfLWWNBSrJsdjsliRHDn1qijL0OqKabli07rSF9akb2HGq2IzCo1cVPeRkzq4/4Ja+6c0HncpbBLfu3K+rpWywiGF5uYUDkcWQrXVjBdMtA6GzN3rwudrWIEwYuaPhEKKx69eqdXcWkHHOX+t35uXw5ovqNmJkAloC6Os1kizHuYmcYbt9XnJWpFMebLrVL9hs7Y8sEWbmkpU6LWmiyrm69NM5yGd3v2Cdr7wnJ595hk98/TTevqpX+gXTz6hJ37+pJ742TN6+qVj2n12Qj2RXGU2rVBNk1leTlKi46TX57N4onU0HDB1c7V1MxhUfHZOoXA00Wvz1VLfiMMZVSgQUGDOr6ipz/njzkOKRcOmfq21vv6L2JFVrqxlW9S0br22rijX0iTrTFgzX8gE0f7DOnfwZe144flE2Z59xirbU3oqUb4n9aQZfv4zc/+Z3Xrx+IDOjWfIU9Woxk2rtKSyINFx1XVvpSMql9uE4+keXTl0WCd3H9PJ9jGz/d3s6PigeWJQ06Pj6huT/Kllyl65VnWNi7Qkz3NNIAcA4L3j+kNj4T4A4G1yJKXKlVOu7IISVeWmqCjVIU8iRSQnDql1mfDqCV5WW+YiXfY2aklBqurnTx41THAZO6SB0zv1/X84rWcP+5W6bJWW3b1CjcVpyvK8Pm7dFr1HNHDuoF461aMzvQEzwoTr5HyVrt+oisV1WpItZd1sVQKDmji7U83nL2pvm0+Tfuv6PWUqWbJY6x9ZqZpszzXXT32tUQ2fPajTz+3TqQ6/2hLdF5eakFejdZvqtWpF4etDmeFwepVSUqKMwnxlzg4peapPXWMRzSWSZtiEwUlNDbWpp/m4zhzZqwN7dmjnyy/rpZf2a8ee8zo/kqbZ6gfVdM+D+vSjS7W1IUu5JoW/9nXmTWviwmFdPnBYp7rmdHnWVEQkx7y1RVq+eYkaVhYrz0x103OrI0MaPv6Smk+e1f6OOY34rClzlFVapab71qqqPN2U+JrXtjqbSi9QitmIipPGFfVPqa1rdqFzKRP+/ZOaHe1Q/6XTOntknw7u2aldO1/Wyy+9pJd27NFLL5/SkeZpjRbdpZL7PqNPfHizPr25VDVZztf14B319Wvq4h5dam7Ry/sH1TnoV7ysUu68IlXlOBMHTV9vSOreq+MvHNFPnxrQUNEa1Xzus3rwnuV6sCpNudaRAAtTAgDwXiHgAsAvw+mWw5sij9eELvfVcGsxu/oOrwkJE0pO8Wso4NZw/5S8M4OKzAxosK9THa2ndeHMaZ26OKDzA6mKZi3Sqm0rtWp5icpSHInOjm69mCK+afknhjU9M6q+7ma1HHhZh/ce1M5zQ+pNHEMdUiTsVDzDxEuHRykBn4nrIQVNRLKuleqJzinmH9H4RKdaTx7U0Zd3aP/xSzrRKwXjVk9DLjnTU5RWmGbmdyk+7TdzmYpJ9sgRCyk+OyLfVKt62o7q4It7tGvHKZ0ZtbrqSqye4lGnMguSlZSdqlDMKUdE8rhMQHMvVK7DhER3jlJzMpRhnkxNcivs9ips5vW643JEA/L7fArMWte2ndLUpBmm/JqJpsmdWaGSpg1aacLt3Xct1z1L81TumT/UeF5M0cCcApODmpm4bNbxhI7u2K19e07rZG9MYzGrbTNqpnEovSRdzsx0RUMxOUNRub1uq9HahP5pBacHNT7ZodYzh3XkhZd14NglneyTfIn6iSjq8spbkG3uJ8ll5vU6HCY0u+VOLCBNKake5aS75fIkm+WbqjMr6E1yKBY25fL7FZizymaC/OSkJk35JqeDmo0ny5Vaoryq5Vq6/WFtvf9uPbimTI2Zrw+3lvDckEZbTqu3Z0wdU0mKpqQr27xnSY6AXLMTphjWOeGDGhke1uBQvwnV59VmwvC5K0H1RipVtvlubfvIdt21pECL04i2AIA7gyNuLNwHANxS5uM1NqTgcItOPf2CDr58WMenHeqIJinZPy5vNKpRd5WSypZr8z13664Ny7S6OjtxmZibtgj+0gKa7WnVyKUzujLYowsd7Tq3Z7/OHbmkZhNu5xamSkhpUHrdSm1e36gN61eoac0mLSnPUaOrU+HB8zp48qj27zXD80d1fjBodYf0quQa5a++S8uaVmjTkiVat7FJy9bXqFhDcrYfNcHvqPYeOqpde87qwNmR+XD7inQl121U/aa7tXHDRm1ZvVR3Lc5Xgwm914kHFQuOaXKgTe3HD+v8qVM6dP6yzrV2qKdzTAMmGEatA6STylVUv1j1y1Zr6ZoNWrtysdY1lauyMEOZ3teGv7D8Q5c00nJcly6e0okzZ7Vn/zkdOT+q8YUp5qUr1axj3fq7tG7Fam1Y3mDqqVaLCp3yDjZr5PJpHbt4VkeOndbh54+puden4YU55+XK07hFTas3655NG7Rt/WJtWFmkkhTPwnsfMmUzwbzvsvountS502d19MR5nb14Wa2do+qzGtoTvFJmjUoX1auhsVGNy1apqalRK5eUq868V7mpbhNYFya9TlS+kVZd/PkPdOFim5rdJZpyJptS+eQwIT5owrLVHpvqjCgeDSgQmdOczylfIENZZfWqWrFKS5uqtXxRgQoyPLLa7QEAuBMQcAHgthvT8P4X1Lpvr/YNRXTe55bHP2l116PJ1AZlVK/S/Q9t0saVxaq0GicX5ro9QvINdmi8q1Xdw/1qHxjUleZO9XQMaSrqUNBlXj1unXjrUiCWpeTMIlU31KpuSYMWLV2h2uIsLXL2KTx6WafOn9OZ8+06f25QQxN+RZPdils961on0CbnyJVdpZLSGi1ZtEiNy+tUv7xUBaYuHD3n1HHxgo6fbdH5tlG1DfoUNKHK7XGalw7L4fDIkVutjPJGNSxdrhVN9Vpdk62qnNcfNDvPr3Bvs/qutOr05S5d7uzXQN+gRmcimlKWkrKLVVpVoyoTcusam9RQXaiG7JsdThtRYKxTEx3N6jDLu3jZlK9tzKyjeQ3rjGuvywS+iKxLFrlyKpVZUq9FZrlLTB2tXFamylwTmEevJOr33JVLam7tUsuFIQ2N+hRJcilmNdDGzJLc6YqmVamwcomWLV+hFUurtdKE+AJTh1Zr8qvrNieNm8B+5bLOm/B+ub1bHf3DGp7yaSZsFpacp7TcMpVUVKm61gTshgbVVJerJk9vEDqtr/2YgtND6j1xQsMj45rKzjfvtwmzo32amTZh3O9KtIinOM3/YgEFI375Q6kKOkpUvrhJyzevUH1pyjWdVgEAcGcg4ALAbRdV1D+noHVoacRqHTPhyoRAK8TEnF45PUlKSU1WcpIJvmbkjYPXrRJPhMhoJKRwJGKGqMKhcKKDKevo23iip1/ra8Fh/m/1/mvWyetJDF5vcuIwYY8JgfFoSMFgUEEzbzAYVcTqQOlqt8DW14p1qK3TI7fbzOcxQ5LXDG65TF3IupzN1XlDEYVMnVj/JXoZTnwlmVuXx8xu5vEmKcm8dpLHJY/LWviNxEyZ5ju6spYZMuWKmHJFTYFiC2Vwm3XwmOVZh5J7PaZMZvVuvDSzJibARsNmHa3Ot6x1DJs6eu06WrdmHV1us0yrfGa5Sd755ZqZTYY162IN1vqY+rE6mErUrcOqZPPP6rnrav0kJSvJ1E2yCc8ua5rrmHq1OqQKW8sx62NurfcsUbZEVbnMP1M+t3ntRPmscprBqv75BdxU3ATaSCBg3ruo2Q5NcLdGmrJblx2KWNeoWiimVV6rJuNxp7l1yW3VYXKSvGZbcL92dQEAeI8RcAEAuFMkQuv83dvq3XodAADeZW/2Ay8AAHi3vFuhk3ALALApAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi5eEY/HF+4BAAB8MLE/BLy/OcwfMX/FuA6bBAAA+CByOBwL9wC8XxFwcZ2hoSE98cQTunjxorxer1wu18IzAAAA9hONRhUKhbR06VJ99KMfVUFBwcIzAN6PCLi4TnNzs37zN39TR44cWRgDAABgf1u2bNFf//Vfa/HixQtjALwfcQ4urmP93hEMBhceAQAAfDBY+z+0+wDvfwRcXMfpdCotLW3hEQAAwAeDtf9j7QcBeH/jrxhvGR0vAAAAu2C/BrAnzsHFdS5cuKCvfOUrOnDgwMKY67ndbqWkpCQ6n2LTAQAA7ydWqI1EIgoEAonba23fvl3f+ta31NDQsDAGwPsRARfXebOAu2zZMv36r/+6qqqqNDc3R8gFAADvC9bhx6mpqbp06ZK+853v6MqVKwvPzCPgAvZAwMV13izgPvroo/rbv/1butAHAADvS52dnfriF7+offv2LYyZR8AF7IFzcAEAAPCBQdsOYG8EXLwt1sXQfT7fwiMAAID3F7/fr1gstvAIgN0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAHBrxRducWPUz21DwAUAAABwazkWbnFj1M9tQ8AFAAAA8LbE/MPyt+/U+Rf+Rn/7p/9Lf/rn/6C/fPaCdl6a0nQktjDVB0g0oNhEh8YuH9HxvS/pxWef1vPPP61nnv6Zfv6jv9f3vveP+sZ39+mJPe3qmQspbGahEff2IOACAAAAeFsi010aPflzHfr+/9Kf/eF/1n/6f76uP/r7Q/r5sQH1B6KJ8PZBCnDxaEjRyW5NdpzSuSO7teuFp/T8kz/UT7//bf3tt/5MX/3at/Xfv/6SvvvCZXXMBBWy5pmfFbcYARcAAADAWxQxw4imR67o7O6TOnngnDpnZjQ3dlldu/aq+chZnR32q9tM9UFqx3W4kuTMqlROdZNWrm/S6sY85cx0aebiCbWcO6/Tl7rUOzyjIV9EYVMxHKF8+xBwAQAAALxFVsCdkG9mSB0XB9XbY4JsIq2FpOFLGu/oUsdUWENRKfpBaqI0AdeVW6Pchs1ac8923b91qRozQsqYHtbEWFihmaCZxiUleeVwOAhhtxF1CwAAAOAtcpshW8mpuSqrSld+nhROBFkT3jKqlVFapvIsjwrMQ+cHspnSY4ZCpWUXqrQgVUXZpmaserDOSzb1xGHJtx8BFwAAAMBbZAXcXKXnVWvxhmVauqFSlZmp8uTUqWTrJi1Z06im/GSVmqlMxv2A8iruylJuXqbyC5KVnGxGOUzKnf+H24yACwAAAOBtcCspp15l27+o+37jP+rf/N//Rf/9P/1z/ad/eq8+fXeVKlPdJuJ9wMOcCbQOp+MD2or93iLgAgAAAHhbXGklymp8WGs+8n/o13/nX+j3fvuz+qcfWaEHGnOV53bSUhmPKRaNyfzDu4yACwAAAOAdcyUnyeW1zj29Bieb4j1CwAUAAABwa3Fo7hsg/d9OBFwAAADg3fBL5pp3Ovt7GaeIcni3EXABAACAdyoeM/8iikZCCgcDCvh98s3NaHZ6UtOTExqfmtPEbEhB6zIxb7VVMx6VQj5Fgj7NhaLyR6SYSYo3nj2mWNiv0MyEpifGNDI2qfFpa76Ywgvnf96+xlSzUnFT9nBAQd+c5qamNTvrM+trXnsh2b75a5uVjJq688/JPzMrXyCkgBk1v+pmIea5aNA8NzulKVO+8ZERjQ6PanTMqttZTftC8puCWvXzzpj3LxJUyD+ruRnzGpOTmpyYMMO4xsfHNDZmbiemNDk9pxlfUH7zfkTMi73jl7NYPSobTpn3OWLqztpepsxrjplymfINm/KNjE5obHLGlM+8pimftfm8I2bbtLaP4Ny0ZibHNTFm1d+QhoaGNWS9jlWPk6Ye5wKmbBFFrLd0YdY3Z00cTmyn/lmz/GlTf9PTZjDrbYYZc98apmdN3c35zd/FnAI+nwLmdYLWe/xLVeLNOeLGwn1AFy5c0Fe+8hUdOHBgYcz1Hn74YX3zm99UVVXVwhgAAID3j5vt62zfvl3f+ta31NDQsDDmrTBBJziryNyk2amfMoFkShNWCDNBZXywV2PTQfV6lstdvEKP31WuLYsyF+Z7E/5xqWu/eqalo+51Sskp1tYypzKtromvY6WeGU22HFbH/p3a1zqjI1MFKli2Xhvu2aI1lTlakj0/5e1hYkRkUGMd7epo6dGVllFFSmqVt2WbqksyVJ8kud804c5KY926dOyiukyBg4vXK2PZMi3NlfKt8o00a/BKs05ebFPzlX5190xpOuCWI7dMudWLVbtyvZYurtLq6lRlv6PrEpnX7GtR2/nzOt82rEv9MyaA+U3JwpqeCSsQ8Sg5r1R55TWqqKpTTXWlFtcVqDTF8Ybh3T9wRO3/+N/03HMv6S8OBtQ5VyEt+pS2fPwx/T9/sF335FsdcQ3K33lZp0+c1+XLHWrvHVLvWEAToSS5c0pUWNOgRctWaNmypWoqSVVp6sLC34iV7K5dMX+nZrsv6czpi2puadeVnn71js5qwudUPDlXmSVVKqlcpNq6Bi1ZUqNljaUqMtuZdTGoNxeQwgPqO3NeF860qmMqptGoVy63W8lOh1xhn8nyDoVyyuRNz1FZfE65aSmK1K5Qekm56jOknLf2Qm+L6w+NhfuARkZG9NRTT6mnp2dhzPXq6ur04Q9/WNnZt/XTEgAA4La42b5OdXV1Yh8nLy9vYcxbE5/pk6/vvFounNPhE6d1+swpnT19QicP79HxE2e087Jbl2fyTSjK19KqjLcUHMJjlzR84Amdbe3VDn+d5pIKtLzAoXTPayNV1AwmWJ/dqfM/+1s98dx+/eRgj1r86YoXLFJxbobq8ty35pBNq6U6ElTEhD+/z6e56RHNjrapu/WMzp44rMO7j2nfy+fVHUxStGmFsvPSVG4K63pllU1YjUcUCYcUNPMHA3OanR7WaNd5XTl3UoeeO6RjR9o0lFeuSGWVClw+pU9cVs/5Ezpz/IgOHT2iw4cO6+Cu/Tpy7oxONvfo0uCMxgJeRVzJys5NU2Zmkqyurt68vGZdon6Fp/s11d2qyxebde5Cq5ovm5DePWi2ERPaRwfV19trtpNe9ff1mWFQgyYYjs+aMrhMwE5LU5LHmQhyNxKZ7dNE8z5dudKuYz0RTYbNvnPeclUtqda967OVlzap6YsndfHEMR05fERHjxzW8SMHdfDQKZ24cFbN57vUOjKt0TkpGE9Vamqy8nJTEq/3RsF6/kmzXUTn5J/o1eCVi2ptbtb5881qbr6g880mjLa0quVSh9o6utXRZcrYP6LBCZ9mrGZ3b6pcyalKMWXzvtE1juIBRcbaNHrplM6cPKvjZ9vVPjyp4WmfZmfm5JuZ0uzEkCYnhjU4PqaB/n71n2vRQN+ERnMrFS8sVmmKlHEbLpZMwMV1CLgAAMDObm3AjSvWc0ijx36kHz/xnL76oz3afeS8Ll7pUUdPn4YmgxqdKVQsqURr1lVocX2uzD79GwSwiBn6NNV2VDu/96z2nZ9RZ8Ea5ZaWan2xW+ne1wYOa3oTcC+eUOvuvTp9ZVptvhkFozma8JSqqiRLy+uy9FYa/t5MLDSp0GCzepsP6tDOZ/XcU0/oJz96Uj/7xYvaefCEDp7s04UOUyOldareslY1Ja8NuH6T3Ic03N6si4f26ahZxo6nf2bmf0Y/ef6gXtw3qMsjKcrdtEJVS806n3tGvc/+UD/ccVFPnJs0AVFyux2KzY0pMhPVdGRK/jETqDp7NDU5q7n8CjmyC1WaLCW/WWiKj0mjR3Xq2af0/W/+Qi9f9Kktc7lKlm/Uffdt09Ztd2vTxk26Z/sqbVpdpgJ/r4KXjunyhXMmfF7Rma6wuiaTlFOQruKc5MSPFq97Z14bcCO5UoGpl7pMPbTYrPP5Pfr7P/2ZXtjTola/SzNOj5JTTHCOBuWbCioYm1ZwZkJDnSZYXxpWIDldrqpqpaW5lP2mCX5agQvPqnXv0/q7py/p2fMRuUobVLVqg1atv0tb7tqouzc3anllujJne+UfuKz27iu6eLlfF9uCmgp5VFBbqIwU102uZzwp+S7p3PNmO/jeczowmK7+6nu1fONmPX7Pem1cs0rLly/VqnXLtaS+ROXRDjnbT+ngvn4d7fQobbkJ+ksrVG02zIzbcMLsbVgkAAAA8AERjygeDSkUic6fKxnwKTo3rumZmCamfSZRjyk0OqzJOZ9GzeSB+bluLDotjZ9V38Wj2nv8ig6cH9HwhF8Rs+wbn1VoRQ+PvJn5yqmqVWmJWzmukDQzqr6uUQ2Oz8k8ujViEUX8M/JPjWhytE/97RfUcnSvju07qf0nLqu1r1vDoaDG/U7FzHq5XpcyomYZQYUDs5qZGNFY5zl1n96pAzt3a8eBU2oZ7tTFgRn19/VqvOOi2i9eUHNrt9omHJpJrlD+otVavmGL7n7ADFsqtaTQLW+kX76h/Tp9YI9eOnhZBy6Oacw6YfmNxOcU6DmvjsPmtfcc1svHenVxPFmOkhVatG677rl3m7Zv2aJt2x/Q1nt/VY9+7CE9tLpITckmZHZfUtupl3XkqRf1zHOHdKhlQO0meJt3+S0w6xUdl2+sUx3nT+vsyYs6c3lCfXOpSippUPWqzVp39/2674FtemhzlVYWmyDoG1Zo6LAuH3tRew6d0c6WcbVPLCzuhqwW/Qn5+pvVfGC/9u08pkOXZ9QZK1b6orVaefeH9OBHP6NPfv6L+tKXPqdf++QD+pWtlVpVGFC894oGTr6sw78wofXlI9rbMqIrpmAh6yj41/L3KdR9RGf2HzL10KpzY2lyNd6lJVvu1l3r1mj1qhVas2a1VqzYqHVb79LWFRVaWeKS2zensf5p+a33yPoR4vXJ+ZagBRfXoQUXAADY2a0+RNmRlCVvyTJVrbtP2+/brocbM7QqY1rTc1PqmbJCaZY8SSYgbWlU7Yoy5Zmd+pu1qEbnujS692c68sIO/fSICV6OEqUsu1sNiyq1qcyrjNe14FopIUlp6UnKr8hQPOjTbFevRpOqFK7eoE2rqnXP0txb0IIbV8zhUNSZpqS8SpU3rVR9VYGWpEwoKTqmS8NhE4SsdsxCFdY1adl9a1VbnKoys3qvtODGzJ24R+70YmWUVKk6P6aK5AkNDk/qfL8V+62yeOQxITA4NqYRlSpad4823nufPvbIVm3ftFZrVy3Xus0rtKS+VIX+MXknBjU4Y/JWxK3haInS0rK1silPZRneRCve6/JTbNTkv2M688Jz+odv7dCBkXz5NnxKWz50vz5/X73WVWYqy6zGq/OZpThd8o5eUXSyU2eGJtUxaUJkYErRYEiu4mo5citVlu5R7mvOj36lBbetU8d6w5q0elVK8ZuAP63hbrPO3noteejDuv9jj+nR7Rt097q1WrF8tSljrdYtz1d2PKzZtl5NB+MKyK+ptHIFUqtVV5iuFaUpidp6nZhJpD271HX4RX37+216viVH5Y88rgc+/aDuX1GpZcWZyklPUUqKeR/T8pWZna6qcreSnBH1XejRiM+vUGhEM84kjXirlZqSreWlSUp5tRneiCjYvl89+5/UL3aN6vnuKlXcs12PfmK9VpW69Pq/HrP8AvN6WTnym3SeHompaNt65S+pVnWylEkLLgAAAHCncMiRUaLUqvVqXHOfHnv80/rsJ+7Tr25v0PKKHLNrbwVck8DmxjU749O4dT7l/IyvYbW8mWDRf1Gn9h3XoYPNap8MaDYW05TVi64/pKi5f2NeuXIbVLj5Pq1ct1obK3O1rCJbpeUFyspMk8kQt0BcDmeyXJllyq5sUlXdOq2/e7se275MW1eUKjfdiltWCHLIedN0YQKwM1NpWYUqr2lUnVnXTRsb1VRlQnHi+aB5jRlNjU5qeCiqSM5iFa59UFvv26b71y/VqsZ6NSxeobqlD2vb/Q/qkU1LdPeSHBVa/XaFJ6WWy+q92KH+maDGzSirRq9nQvp4m8ZO7dSxPUf17MEJdcYrVHX/Q9p03wZtrs5Wvgmpr1v9mAmFFdVatGKxKkryFsLviPwDV9TZP6YrI2HNBG7Uun6NxEwhE4zHFfAFNBwskrtkjTY++iE9/MhG3bV6qZoa6rR4cZMWr7lH6x99UPeYIL/eBO5qs0IOE3Ajg/26crZDfQOT1hZ1AzFFfQMaOHVAZ3cf0L7LcbU6m7RozVo9tKVKK8oylZnskdflNO+RSw5XspLyG5S/cavWbF6vtdX5qjdLSdKUfJ3NOrb7tE6e6lLfXMQ6YzmxJc/zaXqwW12nzqm9c0Kj0VyzXeSqrMijrIUprpckJS9V0Yqtumv9It27PENFWW5FImaNb7ZJ/5IIuAAAAMCtkluogoZaleTlLgS3WcXCU5qZ8Wti2sScGx1BGzXJd/SIhpt36ZkD7Xq+OSYzqRHUxORU4jIuoegbpQGrjbbKvLQJMkuKtXplhZqWVaukKCdxzu8vzwR5p0Nej/PVTrJM4E0tLlROQZ5S3FbAnY9BN416DhM7XNe0O6ZnKqmkTDkZWSoyD71WAHTG5anfqKJ7PqUHtq7TJ5Zmq+Z1zc8mLXoLVLukRkuWVygr0UtRUJocVHjYatENatiMCSemvcp6NKihKye19x+f155Dg7qUslpZTWv0wPoCLauYn+qGHGb55VXKa1qmmrwM1S6MjodcipkyeTwm1F9TrNe7WiPmnYjUqLjmLn3oyx/Whz++SSsLk1Sw8Oyr0iVPnQpNqF67PEfVV9dtdEr+7n5NmI1oxDy8/ocSK873KTxxTkd2ntSLL3drosBsg/fepWWVeVpinjUx8wassTVKL6rTysY8La00WdRKh1Mjih8/rJ6z53VqLKgOM2r+BwNr453U5OS4ujomNDk8Zqp2VIGAX6Mmdd/88PskE6oL1LC0Wqs3VSo7L5WACwAAALwvZOYotbxSBdlZKjYPPfIpFp3WrC+QOC83dH3ySoj5RjR++pyuHG9Wx0QgEWASgSIW0pw/oNlASNE3vbKnwwSuTDmSKlVWUqFVTUWqKk6+8aGsb5vVc68JciZbzrdgWsySU1OVlJoid6LZ9i20Yr46s6kYj5xpGUpOSrIi3XxwNkkxqbhaeQ2r1VBdqNL0awL1tRxpSi3KU2FZvlJTrDZqq1InFZ0x4WsuLOvI8OtbcE36Cl5S/6Wz2n/gok71xeQrW67C+nqtLk+VyXU3Z12zNrNCadVrtXzlet2/fJFWl67S4g3rtLq+RIvz3cp4Xe/W1zIrk6gas57uMmWVNGj1xiatqs5Q0Q1Tp7WsfGXlFWpRba4KC00NWKMCc4qZQDk347O6eLo+TFrXTfZ3abbnrE6f69bR9rDiJdVatH6ZaktybhJuLdb7VqT03DI1mNeqrvDKm2jyn5JmL2i0u03N/XPqnr0aRq2CWD1hRxPn0cYjZk0ivRrqadPZkz1qGzTjbxJaHc4M5dTVqnLVEpUVZCnPvLTV4/XtQMAFAAAAbhV3ppRbpOz0dJWZhxnyKxaf01wwZEJuTOHrWnCtNDAm/2SnDj/frmN7JpRVUaC6dcVKtc7pjJjnzb+oyRWOREi6Gau9t1uD41Gd6agxMaRCmxrStMhK2LeLFbhjccXNkLj/diXmjyXmt2rBWoJDXiV53EpNMnH6jTKj9aQJxh4zOBPh2lpCQJFQUL6ACVnB16zS3Jh05YR6Wi/qYH9I7d48JS1ZpLKKIpU7429yGLe1IqVy59+lzR/9kv6P//Tv9fv/3/+tf/3v/pl+60Mr9Vhtsorf6CRnaz0S62LiXEaOvBmZyjLvbZo16qY8SknJUG5BrlIz0hZ+FzCFmplTOBBKhMjrfieJmkcmZI5fPK+W4YDaXEXKqqxW05ISFRe8UUXOS8kpUHl5ngoKM+RKXLjYb4ZBzcwOqr1rWgPDibfKsCJpqpJT0pSdnaSMLKuir+ji8b169gfPa8/RNrWaMHzDjs1cJqiXLVZqwxotLs7TMlMBmbfm15fXIeACAAAAt4SVZMyee1q+sjMzVJxhHXBqAlx8VtMmnIxNBhW89tjS2Jw0dUbDl8/oaK9LlyNVWtRQrg1LzfxWAgqa4GLmC875TahJJIwbi1qXvWnRuC+ivqxl8hbWqjHfa2LZ7WTKalKk1bvztVnyLXtl3vn555fhlNvllOdNg48JYYnzSN1yJpKwNXfUhOWIIpG4otHE4l81O665jlYNdPeofSaucEqWsiuKVZCfrcw3TNIW63kTpFNKVbxsk9Y99IgeePxBPXzfem1qKFRFikMpbyVRWUHca5bjNSHeOhTbjLp5vTlMHrQuG5Qij5l+XkSOUESxaCxxoPC1W0Ms5tNMb48GWts0ZLaX6WhIc4PNGj61R/tfPKjjhw7o8MH92r//+uHAoYM6dOywdr18SHtbhtU6EtSs/+pajWpyekSdvVMaHguabfjq+FRl5ppAXFeqwiK33NaPK+2n1bL/Re17/gU9/6JZ3hlTz0MzmgrOr2uCdRx3dpG8BRUqzkxXWXL8rdXbO0DABQAAAG4JKwylSp5sZeRkqKDIlWipi8dmTLid0uDIbKKF8apoYFyTB17QFRNATuY2aWjTR7R+WZ0eqEhVQYoJBP6ANDCiueFxTUSiibBww1A0NKS5E6c1GwsrfO9GpS9vUJlZlTduJbwzJUKvKeR1AfV1rCfnJ3p1Oqvu51t+X5tZg3PTGurp18jwpPxxt6mYdOVnZygzNSkx11vmzZTSC5WblabiDIcJqgvj34rEKpv1jcWshu/rAuqNWPUQs1q4XyngQsHm/1233tb2NWy2k672fgXDU1L4iq784s/14//r1/T7v/lZfeIzn9OnP/t5fe5zn7tmMI8/81l95pOf1hd/5//Wv/jGfn1n/6xmr2kanpucVM/wtEan/dccIp+uvPJqLd64QtVV5fMdS8V7FO3ZrUM/+oa++V/+m/7kqz/UN547r/1ds4kOv17hSJKszq08LqV4bnQpqVuDgAsAAADcMl45XOlKy0hVTp5XKVYDXCyk2TmfJqd915yDO6XgWLtOHe3XieaI3NWLVbd1jRpri1WdmaRUt7WbbsKwmS/s9ytgwo7V+PtKnkuwwvKoRvpHdPJcWJPRLC1aW6XqulylWSfMvk9dX8abMBO9bjor/L2u2EH5fVMa7h3R2MiMwnGnHF5Tv8nzh0O/rVqyOpxyeuUxySzJ3H17NWyt7fwaX82Kr1v/61jhfX54hVW+hbvzrOcCJghPaXx0TAO905qdtZq/s5Wek638wixlmSCfnp6uDGvIyLhmSE+MT09NV1ZemQoWb1Tjxi3asnWrtm7erC2bture7Wu1tS5LNVnOxPnX88x2mV+tgmVbtHzNam1blKNKa1P1j8o/dlGd53dp347n9eLzz+npp1/Ssy+d1aHWIfVOBOWzUr3D6sXZhNvXleXWIeACAAAAt4zVLVKyklOTlZ6VZB2Vmkg0wWBI/kAwEbASvdFGzmim55SeP5eu/QPLta6pTp/ZXqzywgzFHNYBrNbu/3y4efXea42YAHxCl/tG9fMrizQRrdVDDelabXVLDMNKVHMKmIA7NDCpybGwqcdYIqy9Ljy+L1nr71c8OqXpyWmNjkQ1PZMnd9YWbfvN/6Lf/fZP9Jc/+Il++qN/1I/M8I//eIPBjP/hD76v73/3b/Tdv/m2vv1Xf6W/+uu/1re/81f6xn/9Hf3RJxr1K41pSkn84LIgpVqumoe04f4H9BufXq3ty7JlXa1p3pyCvYd1+aXv6Id/9if6//7wq/rz7+7UT4/16crU/FEItxsBFwAAALhlrIBrgm1yktLS3UqcQhmPKBwIa9YfVNRptcOOK3rmpNqOnVenihSoXqclNcVaW5iqpNxMuVIzlG51ymPFAatjoVmffJF4ouufVw9tjSs60q/RY83qG/BprrhBGZXVqsv2KHdhCli1FVIkHNDsdEB+nzUuqmjM6ogqrFAkepMfDt5Pgibgzmpu2q8pE+DNFiaXJ1UZZY0qW7lY65Yv0eKly9RkhmXLbjYs1bKmRjU1LtGSJWZobDSDma+2QosK05Sf5lr4UWDhJa1+mZOqVNq4URsffFQPfeh+PbKmTiuL0lVgXZcq4pN/vE+TPUd06eBO7Xnxab3w7NN68oWDeuH8gNonQ4lt+XYh4AIAAAC3lNcEW49SUl3yJAJuSAqENO0LKO4Yl3w9OvXCKR3d0S7X4lot+uhdqi5OU7p1yHF6prxZOSowyTjH6o92fFyhkUlNhqLWxW4WAq7VDjaiwSvdOvBEl0ZHHVr2SKMWb6h4kx6BP4isTr6sjqccipvKM/+XTOCdnPFpzh9KnA/7/hY25Qoq6IvIZzaQmMZMWfvU39+v9ivS8C1Mktcf/u2QM3+Zctd/Ro984Tf0B//60/riY6u0qTJN1pWN5lmV26Ph009o/w//t772Z9/RH/3li3ruTL86zXrd/Lq5vxwCLgAAAHALORxeE27TlJmdbl3Nxuznm+Aajig4O61A31mNth3X/raIjk6Vq7i+RnetK1Rp9vy81oVIXckpSnW6lGoFXvkVCQTkj8yfg5sQHlGs56h6uvt0Nlwqf26Nltfnqa7g9l1b9P3JSmTWOZ9uuT0uub3zYzQ9o4meIU2MT2nWNmloPn26TMSNREbVPzii9q4JTc++2uZ/6yXJnVam/Mb1WnP3g7rvsY/o8V/5sD78yEZtbKpQTa5XWY6wYmGfZobaNHxst47teUnPvHhcLxzqVcd46JojEm4dAi4AAABwS3mUmpah7NwcJVm9IVvHdkbNzvzkkMZO7dTlo3u1N1iu8+WPaGl9lR4pk/KtvoHiJqS4PHKaweNwmKVYu/8Rxc0QCccScTex8z7YocHdL6qzf0RdK++Re8UGrUh3qtx6DtewasuEME+S0jO9Skk3MdAaNT4pX0uHhvuGNRiLJa7b+v5tyHXL4bAOiZ8vX+KiQpEp9fYNqr1zSFNzt6ud9BrOPDmL12vZw7+mT/6LP9C/+t3f0B984QH9yvoaNeZd05t3rFPBjl164ecv6e9/eEQnuic0Zkbf6vNyCbgAAADALeWSx+NRUpLX5FUrcphoOtspX+9pHd3Toj2HphUuWKRFW9epvqpAVp9QiaM6rfSVkiZ3WroyvS5lJnb9fQqHg5oLu6yzLeXwnVNfx2W9fNGljmCx6paaEFGfp9y3dc2aDwqrVTNZSclpys1LV0a2y3prpNCI1H1OA12dOjsYUv/ClG+d1RX2jAY7+9TR3KuxSV+idf12tpXe2Hz55nvtTlFWTuLsWLN6PoU6ujTQ0q6BKd87Pt81MjOhqZZWDXX2qj8Q1dT8WAWnpzTWPajJienEsqNmu3V4Us12W6yc8pVauu5ubbn/UT368Y/rVz/1Yf3K3Q1aXZaqbGsTnetX7OIZXTl1Rhe6x9VhqjJxavQtxF8CAAAAcEuZIOpwmLxqdvxd1kHDJqhOntNc+wG9tG9CL57JV23jYv3qhxerpsjqlecqK31lyZ2RpZwUj3JMMHZrVqGgX9MmScyO9irQ8rxar7TpZ+MrNZC2Vo82ZmqrScjv+1NJb5tkpaRkqqg0Vzn5mYkr/UjD0sQp9bW1al/zlC6Zh2+dVdNTJkN26/yhs9r34jl1DkwlQtq7H3AtKXK4s5SZl6H84iSlZJhRkZDU3qbx5ma1D0+p3Yx6+yE3oNneNrU9v0vnj55X82zYqjVT+oCm+3rUfvSMukzAHzXjrg+opoKz6lSw8hHd+2u/o9/4N7+v3/vSI/rNu6vUVJJoXza65BhqUUfvhFqGTOa1mtBvIQIuAAAAcAs5HE55kkzYSEtVUuIkXGOiT2ETUEc8RZouXaO6RZXaVO5QwdV9/gRr1zxZLm+K0tM8iUM7XVbrb2hC8dlL6r7cqpde7ldzp0cFTY1asmqRqnNMgDPTvb0WyA+W5IwcFdZWqaikSFmJyzRZLbC96r9yTkdeOqqT5/rV85ZD1pxC7afUuW+/Lo3OqDs5WyG3N9G5VyI7v6vmW3CdzmwVFeerqiZXaYnr9QTNv8ua6TqhI0cvaveZaQ2+cgL3WxAdVKRzl1rPn9HL/TG1zCYpzelUlnnKYWJ8aHxE01daNTQwrD5Tb1bnZ6+yfthxy52ULndyifKqV2nV9m3a8sBdWl9XqvrEFJMK+8Y0Pu3T2KzZvK1j728hAi4AAABwS5mok5qqtKwMpSRfTbBxOQNSxopVKnnwPjVWFyZ29q/v9dgKLB453VZLnFcpKS6zpLjiwUGFhw6p9ewF/WBHsjqmqvT4I/V6eGuuUki2by4zV1kNS1ReUalKt3vhB4E5zXSc07mnn9HhA6d0dCisvvmp34AJxoF+te3cr9NPHdKAJ0XRNcuUnp/znv7I4HRlq7iiTIsaK5WdYyVcqy25W4GRE9r38hE988w5tfTPvMVW3LjCfRfUu+OnOnH2vF7yLNJATp3qUt0qTDzvUHRuXLGhNo2NDJltMaqxNwyoqXIvWqea++7XxsYKbciR8szYqEmhkWhcMeso/Ft8+AEBFwAAALilzC62xytvSrI8LhNsE+NM8MhqUtPqJm3dUqPqole63rmGNaXXBNxkJaVaPTFHzaMhjfW36uCTx3Xq9LgidUtVsm6FmsqzVGUS1XvWa7J1zRjrEGynI3F3Pt6Z+6YM1jVTr7+kzA1Yh3AvDFapr538lcXdjLVw89pO6/VfeSHrta8u8zWzp5hIVbZKFfVN2rYkW0u8C5nK36NI50Gd3fm0fva9n+vnz53WocuD6pnwaSYQUTgWVTTiV2huRJO9zWo7/KR2/fQJPX1+RocjtcouLdPa2gwVpt8oUpn1MBVhVnHhobVSVn0t1I81av6ZG7KOAnC6rDJencq6NQszy7k6/1UOV4qSapaoZNU6NZYVqMKMs142OtuvieY9Or/zCT35xEv66YELOtY5qoHpoHzhqGLxmBmiioR9CswMabzruC7v/56effIl/fWeWZ2aylPt8io1LilUlueVgsgZm1Q82K6evl6daJnSwPjCUzdkbaEFSi8sV3FeqoozHHIpQ1FXrnKyU1WQa7b4W7wR3+jdAAAAAPCOmfjhcsnt9ph7VpQyj50rlLroXm1Zt1iPrk5VSfr8lNezYkuSCTYpSkkxAddkYI9nXIGRTh1+skftXR41/cpmrf/wKpUmmeXPz/TesIpl9Q599f4r4vMPrxv3Bsx0N5z0jea3njOvHU+8/vUTXl2l62VL6StVvniVHt5WrXVNafIkEqJPCl5Qx4En9eM/+7r+5js/1vd3ndTus+263D2g/sEBDQ50qPfKKbUce1kvfvfv9OO/+ameHctVa8Ojaqiv1UMFUtFNApq1Lq+sT+L26jq/Fda018yfMP/gdUtwmi2hZJlyVmzT+sVV2l5sHiaOlzblGzmkwSM/0o//9vv6i796Sk/sPq0jrd1q7zVlGx7S0FC/Bvra1H3phM7sflIv/c1X9Q8/3qu/vFipnow1+tjdFXqwMUnua46/drlmTPDuVW9vh44c6VZb5/UHKV/Pak2OKRwy5XHE5ErymvWtUFL2IlWX5aiuVEol4AIAAAB3OMd8DIkErL33XHmWrdKK+7ZoRV2Z6syYG7Xfzu+ap8jtSVVWdpLSTQiOhE0Sc5cqd+NmLdu6XpsaS9Ro8lrau3/C5/WcJrhY1/WdnVEoZpXVOk7Vr0gsJH84ceawvIkQeTNmnrBf4WhYc+bR/CmwVghyKe7yWg3gN2cle/PavskJBcJXLzITUixutbo651/7upRjPchVds0qLfvQr+ie++/SIw2ZKk7UoSlHZEDh4dO6cPgl7X7yh/rp9/5af/NXX9c3vvZVfe2r39D//up39K3vvqCnzwV0ybVEJU3LtXXjItWXZs5flucGPJ6oee/DCvkiZr3MCLNumpxWdHpOc3F3otflN6qeWDSkuckpBX1XL/MTNlVs6su6HvLrerOyClKslMJlWr1tix780Fqtqk61jhkwTJ3Mdmu85ajO7X9WO37+ff3o7/5Kf/3Nr+vrf2GV76v66v/+C33tL76jb//4gH56xqHe5MVaee9m3b11qZoKUhOHJr+6uTnkcpsajk9prOWUmp/+hfbsPa0dPYHEJX9ez6r7QUUGL6m9bVKXxjKU0rRaS+7bpBXV+W/wt/DOEXABAACAWy1upRCHCXw58rpqtXzzGt3zoVVaXJadOF/zxqxd82S53Sbg5qYoMztbDmeN0hru0kNf+bQ+8tl7tbkoJXFZofdafHZK470DGh4ckz9iRUprMIE3MKmRkRmNj5tI9rqmxmtMTyk0PKKpuTlNmIfW3FYYCwUDmpudM8tJjLihuH9ak319GjCvPxO0orH1Qj5Fwmb8xJwZpMD8Aq/jzl+sovs/o60felRf2FKjbYuSrwluUwr0nVDzCz/Q03/7Nf3ln/2J/uf/+BP9yZ9+Q3/+1z/Vd59p1qlIg9zrPqWH7l+nL9yVo9qsm0WpOfl9kxodnTP1EFGieqxIOzog/9Cg+id9GjJjbrCKC2Y0OT6q3p5RTZjyzFejqZDwmGampzU8+vqOnayWf1dStRruvk/3fPoxbV1drxXZiQPj54V6NNe+X8ee+a5+/M0/01/86Z/oj//of+iP//h/6n/+r2/qa3/zM/1w74COxjYqd8Ov6J/+5j36/ENVKplv6r6Ow+1OHH4d7m3VxMHndOzgET19flDNQ1d/bLiWXxpu1dil82puD6stVKUyE8K3fewurarITYTnW30kgusPjYX7gPlAGtFTTz2lnp6ehTHXq6ur04c//GFlmw9cAACA95ub7etUV1cn9nHy8qwucH5ZJpL4Lik03qe97VnqdS3VvY9v06P3LlJDlpT6hi2bJjhM9Wnq3CH1TTnUWXy/qrY+oE8+tlZb6tNU5n7DmW+baGhGvsEOjfS0qK3jnI4f2Kndz76olw9d0bGB+EIIMwFzLqKpmaDmTD37p8Y0FzZxz5EqtzeuZOeUGd+r7rNHdWH389rx/A49s79Vpybmo148OqOJgFNz07OKTQ0rHJjTbCxJIadHqc5Zxed61Nd2Vqf2vaRdzz6vF/c163BHbKH1d0azsyFNhOKas0LhrAlW1gmwaSb4uZ2JEOWw/u9MV2p6qjKzs5Sem6/sjFRlJLvkdZogauYPxmKKmyGWGJLkzK5QYe0qNa7frm0P3q/77l6juxqLVJ3quu7851jEhNrhLo10nNSVC3u1/+WX9cwzB7T3nE9XrE6braAXn9ZcMKigM6aJ6ZBmp0KKO11KSvPKHZlReKRNwz1ndfb0Xu157gW9+PxhHWyNaSzRYmsiramf6VhUU3NBzY6HFAnG5U5yKynFkwjqDqc30blZSmq2UtIylF+QrexcU16zol6zfiG/qSvrvNtXymcGV67SSxapvGGNlm+6R3c/cJ8e3L5SW5cVq8LM9/rwGdRU92UNXOrUUDhDkdxiFRYlK8u8t4GhLvV3dajj8mVdbrmg1tZmnT97SqdPtOjMFZ+GXbUqWrtN2x7dprvXVGlJjkspt6G5lYCL6xBwAQCAnb1rATfYq2hgRs2+egXz1+qxexp03+IMZZl8+mYRNTI9rJlLFzXtLZJ/46e0fNtd+vjSTNUkvXcHX0b9Y5rpPK/eS6d0rvmEjhw5rr0HWnW+ywQ1U9z5gGsEfZoYGNX0+Jh84YgCngy5MguVnSllO8c0acLxxYN7dGDXAb18wASggYCmX2n4iyo249PUyKgCvln54g5F0gqVnJ6hAs+EHJOXdfHoXh3Zs1+7DlzUiTbzWib8vdISGjPLGp3V1Lh10HOS3Ga+zJIcE2BNCDRj5uvdJVdagbLrm1RZUaolBakqyEyWw+U2YS4oZ8AnfzRF0bRKFdWv0arN92j7Y7+qRz76EX3sgZW6f3m+SlJcrzsMNhaa1GzPOfWeP6wT+/do3/4T2nNuWJcC0VfrRj4TnoOaMMF2esoEaqUoOdOUrciE0OiYgt1n1d58RAcO7jPzn9Phs2PqN4VL5OOEWc35AhoenlMw6JYzKUs5+SbI5iQnDpVOlM+RZspXrLK6Gi1qqFKpCbh5Zn2TzFrEoyYY+60Qb6Z05iu1pFENqzdr7d0P6p7HPqbHP/yQPvnISm1ekqd8k2xfbd2+VkhTAyMaGwzIU1GnsrVNqskKK3Piioa6OtXc2qn2K5fV3XZJrS2ndaH1kk5diqg/VKmaex7W9o8+oPtXlmpVrvu2hFuLI/7Wz3TGB8CFCxf0la98RQcOHFgYc72HH35Y3/zmN1VVVbUwBgAA4P3jZvs627dv17e+9S01NDQsjPllmN1rX7vCU0M62pWuPn+eVi3JVUPJzQ9OvlZ4ekBTF45r0OdUd8EaZRUWa32h403Oab29osEp+YZ6NDE2pIHJcQ0Mjqq/a0RTs0GFTDi0YpxTMUXiXkWcGcrOK1BpZalKKqtVUlqmslyXctzTmhnoVd/lDnV19Kirf1hjwZiJfVaUisnpcCgcS5U7OVsFpUUqqSgzy6hVSUG2SlNn5fINqftKuzrbe9TZPaKRSZ8CTpesvOYwaxAxMS7kzDGvXaLq6hrVLCpVZU2Bck3AtS7H9LrqC4/J39epnv4BtfePmOA4pqmpOU2H3Qp7spSZW6DCkvkylJYVqzLfo7SbvAex8Kz8I90aH+hWT2+vugfG1Tns14w/IpfH6u3ZbBOxuBxJVuAvUW5hmSrKK1RdWaiqskylx6YVGenS4GCf2vv61d09poH+WQWsE3i9TlO7EbP+pn7c2fJklJi6MeWrrlRddZ7K8lJeDbiviCTKN9bdrYGeXvX2mfdtdFJD0wHNJc7rTlNKRo7yzLZVUFyiojLzHhXnqizb8yY9cwc13dej0Y5uzbo9CqSkKjo3qcjUhCYDJoKHnXKbslpbRCQaMO9nXIFwprzpRapaWq+qarNdmDfjVh+WfC0CLq5DwAUAAHb27gRcAO+V9+44BwAAAMCm3nELEk1PwC+FgAsAAADcYjc5kvXNveMZAVgIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDg4m1xu91KT09feAQAAPD+Yu3HuFyuhUcA7IaAi7clGo0qEAgsPAIAAHh/sfZjYrHYwiMAduOIGwv3AV24cEFf+cpXdODAgYUx16uvr9fHPvYxlZWVye/3i80HAAC8HzgcDiUnJ6uzs1M///nP1dXVtfDMvO3bt+tb3/qWGhoaFsYAeD8i4OI6bxZwLdYXBAAAwPvVjXZ/CbiAPRBwcZ03CrhWsGVzAQAAdvDa/RoCLmAPnIOLt4xwCwAA7IL9GsCeCLi4jtWJ1MzMzMIjAACADwZr/4fOp4D3Pw5RxnUuXryo3/7t39bu3bsTj71eb+IWAADAjkKhUOL2/vvv1ze+8Y1Eh5oA3r8IuLjOxMSEduzYoY6ODnk8Hq4TBwAAbM06ei0cDqu2tlb33XefcnJyFp4B8H5EwMUrrE2BHpIBAMAHGftDwPsb5+ACAAAAAGyBFlwAAAAAgC3QggsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAvgOvH4wh0AHwj8yQMA7ISAC+A6DsfCHQAfCPzJAwDsxBE3Fu5/MEX9kn9UE2Oj6uof0fDAkMaHRzTpi2gm7kl883tcDsUiKXJ68lSyrFG1qxtVk+VU/tv9eSAekQKj8k2MqKNvVINDo5qbGNPkjF9jQYdCMcnrMi8ZiykaisqZnCZvboHSc0qUl1uiirI81VZkKt3lZIfEVqIKzwxrbrRXg8Oj6huZ1MjQhCYn5hSUUzGPOzHV/OYWVzweUywcViQSUSQWl/lnOG4eTM3z1iSJ5x1m23E65XS65DT33eY2ubBGmfXrtLiyQCuL3GYbXFhQbEqa7VdnyxU1N/dqIJilcFa16pfWqKmxRLnmzyN5fkoAdwTrj31WMf+UhgbGNDw8pRnzXRaMRM3ff0SxWEj+2RmFHKmK5Dcpr6RSq8uTlZfKb90A3qm4ooFJ+Ub6NTY+ocEJv+ZCEbNnY/ZuImZfJRRWYDqiUNCj7Lo6laxsVFmWR0Vmfxe4XQi4wXFpvEXtly5q7/FmnT1xWm1nz6i1b1Idcy6FohETcJ0Kh3PlSmrQ2s9+Rg995TN6tDFfm7MXlvFWRQPSVItGO5q14/BFnT5zUUPtrWrv7te5fp/GzY6I2/zBx2NOM3iVVlimwqblqqhbrbraddq2cbHu31KukiR3IuAScu0iJF//OQ1fOKRTF1p19Hy7mk+Z7eJSlwZ8UU073IkQezV3Wl8m8VjMBF0r7CZ2ad86k3ITizG38WjM3HEra8VjqvnVf61P3b9a/3x9qjKSFnZ2fa2Kde/Rk9//hf7uewd1fLJS/pr79fgXH9fnPn+3Vua7VDw/JYA7gvk0iA4qPNFpvstade5sl/pHZzQxPatAYEJzMxMaHujTtLdE4dW/qRWb79Pv3p2rpUWehfkB4O2KKWg+c8YvHtWlyx062T6qwclp+YM+TU1NacJ8Bo10m/2cmUzVf/xj2vrPv6httala42U/FreP6w+NhfsfUFY8iCvqTJGSc5Sbl6Wy4jQlKSjfwIimgiZ+JJrIfCYQTGksmKK5aJpysjJUZrWmmizw1n/7ttJIzHwUJCnmyVZWXp4qq/OUnSqFB7o1OxnRjHmteDxV8Yq7VLd+mz50z3ptWbNUjbUVaqjMVUleqpKdCyEFthGPRs2G5JEzrVBpOSWqyHGqNHVWkxOT6pmOJgJt7JXBq6TKFapau1lrVi7T+uVNWrq0SY1NTWq60WCeW7q0UY2LF6m+sljlOUnKckwrPB0xW3VMgXiRvE3btHRRme6q8CjJbW1dMUX6Tqr/6DN6aedhPXl4WP2BEfkngooWlsldUqeS9FSVm20XwJ0kZj5QnOY7LU3e5FTlpweVYkJvz4WLaj5xQZfaeszfsle+kvUqrG7QlppUFafTlALgl5D4td1p9mGylJKbryy3X8njl9TXfknHLnSppWtKo7NeZSxqUs3WNarJ86rMOmJxYXbgVqMF93UmTZa9rHPP/ULP/fU/6PlTXdo3bHb2rcYui6dBrspt+uiv/6o+/+WHtK7ErYp3fHRXyAyjGjm3Q7u++md69vmTerLHrEHFPVry8d/Txx7apH++LVdl6fOHqOKDwvxJju+T7/zT+to3XtI3fnhavWZsJPFVkClvWqPWfvHz2vaR+3V/WZKWpMXNLm381W30tcxsDkdM0cC0/GP9Guk4q/Yz+3Xw0Hm9dGRYMzUPqPpz/16ffnCtfneD1YJrvU5Q0yd/pNYnv6bvvHRBf3VkVokGX2Wr6JGvaNUnvqLf2lahjzV4rZEA7kRRnzR9SL3HX9Jf/c8n9fMXWnTZjA7lLFbJx/6t7n/0cf2B+Y5ZXsh3DIBbJSRf64vqeu5b+ofnj+iru4c1Hcw041dq8699Th//D1/UffWpWmU+dgi4uF048eZ1sqXUJjU0rdD92xu1ckmRUpzX/AmGuxXtPagTe/fppz8/oWOtU5pZeOrts8JBqQpKFmnV8ko1NhTL6ypXalqVlq5YpKZlhSq4w8NtdGZKvpYWjXb3qCcc1bgZxy8mvyyzveVWKnVxo6qK81Vn/kpzro5Xsgmr2copqlBFfZ2qF9WqsqZa1dU1ZrBuXzvUqObq7aIlql+2Tqu2PqR7P/4ZPfbY/Xp8ea5WFcyf+20dqfDqe+dRckam8kqLlJXmkfdqeHYUKSOnQHVlGcrLJNziAyo8Is1cUe/gsM73hjQ2e4d+6rlSzYdHobLKipWf4k18jlhttbHo1XP3gV9SaFCablPXwJgu9Ic16WfDglepefmqrCxUYV66XIlNImKG+c8dthC8Gwi4N5SmpIIqrdnQoIb6IiU5r62mgBRsUeeJ/Xrmxzu19+gVXfKbz/eFZ9+JuCtHlfXlqmqokTepShkpJWqqzVR1iflIuGM/CawVC2puoEfdh06p7UK7ukIE3FsnWfHsEmWmm+3A5Mj5gGvxmpibqtSUVGVmeJRk9fLkMLusTpfcbvcNBpdcLrdcTo88SelKzSlVfu161d/1Md3zyIP62MZyba5OUrLHoXCiCfjqu+eUN79CJcvXqn5xg5bmmPmd1fIs2qSljUu0bUmOqvIWJgU+SOJRabxDvs4Tam3r1UkTcIfn7tRPPaublww5sguVk56mIvMozRrt4jQX3AKxoDR6WVMdJ9Tc1q9TfWFNEHBhcacqrbRIOQW5SvNYP6tZnzjznWHy2YN3AwH3ZtweOZKT5PV65Hxd97TmA3zsoiYvvqh9uw/rH1/qUvOQ9evUO+PwJCs5N1tZuQUmsBSY8JKt/JxkZbuv7VjoTjMrhZvV33pKzz3fqgMnhjUdtg6UJeDeGuZP04RWl9Mp65TY6zYDq6Moh9N6Wtf99vKWWUvLUkFRhVaurVVdQ5Fc5vXCQbMNX/vmpVUoadEj2vSRf6rf/Q//UX/4X39f/9fvf1aff2CZ1hW4lU+/NPggcoxr8NxJnXhqp85d6FJn0GE+De/kr1Kr53Sr13QHX/i4hawvi1H1Hj+qE0/vUfPlAXWHnPLH2cpgmH0UayfFaXZS7tjdWNgan0Q3E4tKkajCUY/ijgwzwq2cbI9SUq7+8j0mjRzVmUMH9PNfnNCR5gGNmLHvKNxZKSUlVd7UDBOoM5TkSVGK16Ek89Qd+8HgG5A6Dqrl5DE9s79Pxy7NKRCJJw5/w60Qk6IRRWOxRCv+dafXWr0nm/FWv1Tm5p1LtS571aTKxTUqSEtSmiN+/fbmLZCzaKOWPvAF/dq//H3923/7W/qDrzysj26u1qI0x3xLEPCBMb9DH5lu1YUjx7TrmeM6f2VI49aPQ3fsN6m1zjHzeRFVzHxu/DIfF8CrrC1pSIHRizpzwPwtPHdCLd1jmjSB5s79W8C7Km7tw0QT+zDvaL8Y+CXxUXRT1gd4XNF4vmLulVq8bJM+9qm1Wr+yRCnzExg+RTuOqm//T7Vj30n99OycOnwLT71tVquciRfWdUqtX9qtuwvP3HkmNdt7Vvt/+rx2vWR28sb9Goq5EgfDXT0QBe8DqQVS9SZVN67Vg415WlviVeJIotdyuk3YTZPb41Ga+cSg4RYfTOY7YeC0+nf8THsPntIvLs3pylTMOqBCLr5J8YESVqzrqLpf/rl2Hm7WM20Bdc3GE/st13ZZAgDvFb6Wb8b69cns0ERiWYq7GlRrAu6DH79X2zYvVl2KS1nzU0mhNvlbd+jY/sN6cvcVnemcSZxK/7ZYP2+Z15u/tqk1zJ+Ib63BHSc+Ls2e15XTh/TC04e172ibhsJx+ZO888F8YTK8D3gzpfwVKq5q0j2Lc7Wy1Aq47J0ArxdRLNir7pMHdeLZ57X/ZJtOjDs0HHbLY/bo3XfsB9/r/55pTcE7Z209YYVnO9V5ZJ+OP/ei9p3r1qlJpyYiLnnN98ed+7cA4IOEj6Kbmt8NiEetwOmSM2exMpse19Z7t+vLH6rR2rJr27HGNHR8j8799CfaebRVu8akcRvtRbxalBkF+8/oxI/+US/87EW9eHlM56zjkWJepaSkKz072eqD+sYbFVejeo8tbM+J/y9wJpuQm6fUjDyVF6SqIOtG55u/uffbO2ut7y+zzu+38uIdeO2bPHZaw3t+oJef26m/2dWtE4NzZqRbSanpSs5IVqb1wXcT7+32Yh2S4UqEjnfwp33r8EdzvbdZH+9p9V334lFp8Ij6d/1Azzy3V3+3p1cXJvzmu8Rj/hYylJLpVpZ1NZibYDMA8G5x/aGxcB/X8vdKIxd0+NSU9jR7VLJhjTZ+dLuW5sW12DGkiYlZtXZOajbRzGr+F5jQXO+EQrklihZUqNjs9JRbx3O+FeEpaeKcOi6N6NmjZp78Um1+fLmq81MTgfGtn9dqfX3EFItEFAkFFQqFFAyGFApevR+cH0JhhSJRRaPWIdhmHmvPxww32/9JjI+MKTZ9Ua2HduqF7/1MLx1o0dFR67dc823mKFJFY4kaVpaYsOSRa2ZGUX9YvmDUrI1Zrtm7slp3b75/FVc8GjHrbdYrGFAwEFAg4FfAb92awax7KBxROGatr7UUh5zON1retazzVc16hAMKmWX5A9ayrPNa5/f43vpy3m2zps4HdWXfSV08eFFdEWk8saaZcnvL1HD3OjWsXqTqVCn7LRXATBQ370Y8bN73iAJhR6IuXU53opfl/z97/wEYWXaeZ8IPQgEo5JxzDt0NoNE5p8mR5HCGpKxAaeWVZQVbXmdr7d1/1+u1tbblJMmiRFFiDsMweXo654CccyrkKlRC5fR/5xbQg+5Gp5keckjhna4BUHXr3HPP+cL73hNujC4KXbS0xUZlabML/AT8XnzSFz6xG18wbNtRj9x+Ym/SH1pZyi7FPj1iq5pdupVtqv4J4A+IHWszGaR0ZTvqx2oJd0OOlWvy+1SZa/aj+lr9VGX7pL8jCEZEaeWoKXThssJ1CQZ8+Hxie6oe2nfE9la/q16avagNM9TGXveth4K0lZQXkLp45DrUd9XK5kht11qJE9KOyje18yj7lrp5/WqmiHwuhasbDBuXr/xarsPnkT5Q9Qr7h0srQ/7WylltN1WC1mb3KusTQEi1o1yb9KeqQ0Dt7C3nV+2l2Y+0iaq7ikUe6aPwta/6tXpkjbotJsd+lBssWj/K+VWbq7bRYp2yIy3WrcU99Z46l4p76htrbXSP/tTeVPFUrsc1zcz1d+l4+we8frqbNwZXUCtRonRp5NRtIaeomILoENlRLnzSr07pC5/El1Dkh/b2+LEWM5XNf3iN6trDL6mDP1LsyiN+bcVhNTDwwQ2Gu6aZlG879Jkk1e6nvLqafSV6cu6bq8L+HxQf8Um5Hq/yTWk7ietylattL+2u+YyySdWvAYkR8pE0gBYj7moD9T3pd80uwvVV9fZL7lK+uNaP2vviHwHtEWarNn2v9gxJHQPhGOByujT/X4sF2kvax63aRXtE0lpZ8lLXp/nsqm1q17Due9p3lS1J3ZSPqeuS72u547a6hHNNQOqu6qB9T/moikFae0Ro13D399Yg9RAfV3bs1WKsHCQHqkk1t2KH+kyLaWv1UnFm7ZrU4WvX9BihFSbnR3KobYKpy29w850f8/2z/bw7ITYvB8Tqs8iuayA3v5D86ACZkSqGesQXpM5iJcHV2HlvX5DKa3nhw75f810tLstPLV6s9oFcrtQofJ0fLWZ8VKzxCbFVeWlcSl5+LTaHf/okpin7V/EwoPpMKqvFd+36H7aua/4t5as2uOXb0hYqJ2n9vtoWUr40h/ST4lmr3fUwkLgcDIb9T/mcau8N/U/lY2XzqmQ5wb378A64F8DYS2fvKKfb5rH51CMv8yhs3Er9wUbKMnTkhsP+w0HijGqTcB7ZIM+v1XW1PSLU5laP0h6b+IVDREjNh93E3TBdgb7v8Z+/Osv/+b1kdv7a8/zeH73IzlgzKePnuf769/nx997i7X4z/beeEZRGXNWTVB94ml/9O0d4/kgppeLAD3xaqEMox+g3OPVGL7/z34QY1uzgD/70SxyuzaRUPn74p42qrlzCMtzHSG8ffZNmJpYkAQkJCkqgddhdeIT0RCZnkZRTSEFxBWXlZVRVF1OYGnmPTYPcUuwci11XufL6Dzlz9gbvd0wxagsK9VNQz6lJJ6Moh+KaHNLiI4mTaOjzFRGVuJUDn9nL019ooVwXse5RN+Gafhh4hBDM9TM73E/30BgDYwampowsWUQkRySgS5XkWVZGYXklFRX1VJXmU1cU++Fa6NsLuwOSbJb6WR64yvUOA1dGfATzGyhs3suO2lxaiuMfoX1/mpgn5G7n3f/7K7z+R69zTrphWBsbLyAucSfP/6vf4vkvP8GRTCi5HzddD+8yWDqZWgxwaq6M5NRMntyaTFLcg1KAXfpnEsPoAJOGeSZ01bgyG9ldkcb2wkdtPbEa8xDzIyO0dY4xPmtk2efGsuLBtuwlQp9GclEZecUllJUUU1xUQEG+CIlYIQerJdwORfwWMY2OMtE7yPDQCGPTc8yseLUpc353FAkp+ZQeeZb6PbvZnR+NdLmGkN9F0DSGcW5CfGWW0YkZZkZnMJrt2IjCE9AR4Y8lo7KR6idfoLG2iJ3S3vH3fTS1BffsEJPD43RPRDK9kkXd7jp27MghUz0x2zJE/4122tqG6BuzseRLQl+5i9JtTRxpyachL+Ee9mjBMdoj5Q7SNTTO8Pgchhkzy44Q3ugU4rNyyVXPRC6vFh+ppbY0k6rM6A/d4r4+8hjgn8c+NsFA6wjL0WlEbt8vfZhKg05OG1zGO97N8PAw7UNTjE0YWVwSghKTQlxOCXk126hq2MrW8nRq0kUUrhb58BCbchkw9HRK/4/TO21n0eqWSxayJkRwxe4hEBWHLj2P9HyxqdIqyitKqKzIIlca+97dacM2cIGxS2/zznuXefNCH70LXqyrGTMiMpHkwjIyCgrIS4wkLSYSnyta+qKcqmdeoWnfbg4WRFK4am+PF0KejQPM9nXRMzhJ76QRozOIKxTu89hYiZvpVWQWF7L3aBLp/nEu/8s/5oOvXeCUfD6XWkP+Z/4JJ557nv/tYDpbs+9n1A5CZhE2Q4P0j3sZXMogr7ZCyi2nKFra3jmCobuLG9d66BsxMW2NIbJwKwWNu9i3vZidlakkrpZ0G0JGbCN9jI+M0zNlY87mIyYuWvxcSKrdjMsbwh4lOTWtkJLyWumvIuqr0kjbMBBIb9tGsU3coP1GHxeuTDJrF0EbGyPCL6AJC29kClEJeRRVb6F2SwNN9YVU5elJ8C9KfBuhv7uTzp4husYsGFQsUtNtdSLhgyKlovVEJOaSklNKWWUdNdWlbK3OJDcpRrOfCG0HihUcC+MYOjsY6BumY3CW2WUnLmKJzNtCxpbD7G6u4HhjBhlqa/y7YME13sXUxBS9nhKW42vZXZslfaM+MwsnGaOvo5/evjEtxs2KjVtIITpVcnnpFmpqq9jZWERJeoy2QeVjRWgZc/dphi+8yxviC+9eHmLAFFC3YQUienQppEjczszLRUIYydFReF068Q9pq+dfpXlnI4fyIWt9xW6LST5pvjEWhofo7hhkbN7CrCuE2yuJL+DB4QyJPUjOT80ms7CEoopK6Qfxs5IMCj/cFOWnABGUllEW+zronzDRMy8iMBSJXuw2WoR9ZEQQpy8Rf0QyeTlRZEvicgTzCenyaSxLoSz33j1ze4h2EZjvZ1ryWWffFFNLVpU9cLpE3NkdeCP0+FMknuUWSZ4skZgv+bIslxw1KStcgIb7h33JKeP9klNGxP+sTJu9RMWqJRchfCtmEZA+bJGp6FIKKCqr1c5RX5VOdsy9S7wNli7o/w5//Z33+ZdfacfgUFxxO3t++Uu88s9/hWNV8TSJ89yztDsr753FPTNCb/cAfQPjjExLvjbaWXZKxBD7S8opIkdssFR4YnV1GfV1Bajm3twz5G8vNkdw74W1EdwOO+f6YsnfWsbuE7UUxMSTkpZHRqSdVO+8ECkHg/Ou1efVuvFLQjMKeYvLzUGfV0B6fAxpD/Kwjz2CKycPuPBapjCOCclob6OtvZvOgQn6x2aYmzMwP2NgYlQExbgQlTkRAAtLLBhtLEuSdIckPQsBjI6KIlanHiexPq54pPhZjEPdXHvrPG3dk4xKzrEFtFt6ApXYnXgcRkyzUxjGhpmYmGBw2M3UQgIZNSXU7K8gSxL6epKjlR/yyr9lVhZEnAxIvRXBkFd7RycdNzvp6uwV8jbM0OikltANi1Yh9BLnglEi8vTok6TOUtC9l42quokIGLhI37vf5Y0fn+Rb77Vzc8rHAlmkZqZSVpyibZx0zyJ+ZnjACO7hHdQ0PcoIrsA1D9Mf0Ddk4NsD6ULUk9lVJgQvdo0xhkcJAj4fXrcLj8eOc2WBxbE+Rrpaab94imtXr3JpIZ5ByijJTqI+5yHTR8hHKGCVvh5jsqedno4uWjuFMI+OMzk3JXY5xkj/oPycZGJmQezThNHqxOr0CMkJaKP4eJxCmpzYV1ZYcfiE9AgpinJJ561gnpnQSPZQ6wXar5zi1Pk2LrV30SdEpKN9HlN2PXHlW6hMj0Y4bRhCnILmKZbnxhgQgdzf08Xg9fO0yzWevtFNtwimHvl+35wOX+VOMvLzqBWH1GsOuXYnX42oCpF2OXBZDFim+xhou8TNyxeEBM5zYSCCpMI0qhsSibINM99+gUvvvME7P3mbN9+5wJn2ITpnoqRvUykoy6SwIEkjp7d8Xvw64FrEPDXMaK/UR+rY3iX+0S6vVvGRLiG8g6MMCSken11kziRt5hJ/jowWMhhPnF6nJfiHHjh4IMKjeX65Zp9HbMTrYMU0ycKo1O3qDS6+dZWBBTfW8jpiU1PICRrxS5sMtl2j7cYVLly+xKWzF7hw4SpX2/voGF9kyhzAHpK6JsSRnpVInDj1fe8h3IK0v8eKa2mE6cEuOltb6egaoGtompFJAwvzQoCmpF1GRpmcMjC9MM/c4jKLxhVsYjveSB3BKB2xUZHEqNHI29pIBTcH1uEbTF05w5WeKa5Me7CKLSpvUZ+GQiKgHWZsC1MsTEtsHZtiaHiaBbkeyhpJLauiStRYxmNVG1K2bxmXWeyhU3xS2vxGew8dA+I/U7NMzy0wPzfP0tIyS1YPdo+HyDgPTssCE+dbmRqYZUJKudcIbkiNkmgzNcKjhE7rPPb5QUa6r9N26TSnL4/zXnsAX3wCdc3p6JnF0n2J1tPv8u6PfsKbb5/l3ZtdtA17mfWlkZ6XQWllBgnStrf61O8kYJtgWch1d1s7bSLausdmJQ4sYbVZsSwvSnuOYpgUEittOjmzxMySXIs3Al1SIjFJYitS3TvjfmBlmpXpm3RdOMP7r7/JaRHcV7q66O7qFj/pprfLQPeSCN3YNDJycsjLSycnLYY4vwn/0iijfTdou36Rcx+c4/SVNjp61Pe66OqWn52jDJhDIgnU0w7SSUtLJS83kVTxL+WrYYHrwL08zVxvKz1XznLuHanD1V6u9I7QbYzHm1VDflE2DcUJJInN+b3CG8SPXCp2mA0sT0jsuHZK6nCVswY9fd4CSjN0VKc58C8MMNrTyo3LV7hy8RKXL54RX7rGRRHz7f0zTBrdrPjEjqVe+hTJaSJCHlaHPBhqREz6pfcKE1fPcaF3lhuzXpx+ba7Iqi+I0FtZxjo3yZz4wpj02/DIDEZnNJGVzWSWlFEjsTN5fbrQ6ueX1GDXOMCMxNqe9g5ahbv0jkwyInnAMDMl3GVC863R0WkMs8K5Fo0sWpyYxYfVyKJ6nGOUeua7GMS9ucBjQNBGcGUSw4DE3mvie/0T9E5JXUxmVuwWrJYllsV252aNzBok54jfLMxN0LOgw+DOojArgeLMe98QVuP7hDz4PSYsc8KJ+rolJ/WJ/QkHGp9ienGBaYNwLMlVk5NTwokkps0uMLtkk7YQn4yMI1IXS2JseC10uMwNEHQTtE9jmZTcIVyrTeJw57CBcfE/i82CxbzEovShYXJC/G+S8Wl1DjcWV4jopAR0yYkSM0U4PqitP+4IrvaB4iRuPPYF8Y9+RqRNuqTOnZ0dwhPb6ezqoatngP4hiX9j01qsmBOSaPeFiIhNIFqfgF4qGvPQw86b+EXC5gjuvXDHCO6OX36S3/sPn2WHEIFcFYgcfSKcLvDON37Aj14/zeWZILPa7lLi+bElZOx6ie3Hn+E3Predp7ZkaJtS3dPFPu4IbkiEy0I7l34iif2dToYj8nEXbaG2qoCGklRSRcDEBLwE/C6cNglihgGmx0Zp75ln2ixBRyXerTvY/dQJ9myvYXdeFElrmkcSECEbK4vzTA1OMNMvhK/3FOfa+vlRqxG7W11ZHXVHmjn2uWbKRZSnuX1EqM25YnIobSimurGQdCnv9hutIpx904y+9zadVzu47khnTh2frScvSeiCmiJmXcJhHJFAOynEdY5ZC0SmF5FVt5PaYy9zcG8jLzanka/YzoZYEp3YxY3v/Zhv/5fvc7Z3jm5fFL6oOlIrjvDCb7zIa//LMZrTo8hf/canB/cZwU3axfN/+Fu8+OUT2ghuUfgLD4ZtiMCV/8EHo0H+q/2zlFQ28IdPppGbtEo9gyKqHbPMToxJYh1kdHicCREKBiHL81Y7ptlZXB7pm+1/h/zjX+bvHS3h1S3qruyDIELEOcn8tXfouN7DT266WIjIpGpfM2Vl2RTGBYkPWnBZJUH19tB+7ibDC05mYjKISkgWEppEkjhBnJAov9+DS0zS5S0mJnEbRz6/h6e/sIU8EdARYtPO4Q8YajvJV3/Uyg+7hJBo569m22/9M578pS/xpYZYxGTCCPqkXss47VYWbS7Mc8Pa929eusxf/rCbHm1mRhQJlS9y6B/+77x0oolXxSGFEwu8eBQpHe9jfHSMPiFkY5NqVHWRpUV5377CWHA3vtxj/P5vlPLrT4fof/8i73/9ND39A4zM2ZkQzR7S+rSJ7K1H+aV/9iVe+Mx2tomjZKhTsILPKCTkzTfo6DVww1+AJ0HEcm6sEMUgvhUlquewi8AbHZ4SImHE4tMTm1dOfvMRthx7nid3V/B0fZLQ8scBReKtct3zTPYJyRoZY2payOeMkCMhWtNTbhYn9eTv3c/R//3XaMxyUXjthwz3jPOmCB6zy0l8lJCxSSFPA1PI4ThJgqRiisq2sfOlFzny2Wc4Up7C1vus47sF3wArgzd565snudolQjlVRHVxFdtrcykVMpkYGSIqoKazrYgIN2Ca6mNE2qmjf5nlYBr64m1U7d7H3icOs6cm90O7uAWxtSWDEMEhIa0i0oc7OfXmNc6fHdKm+fqi8yk6+BQNe/ayuyCWiqSQmFSUNgshs3YrecVFlKVEkPKQ94AeDJ+85pi/epIb773LyX4/rbYcCqvLaW4qoyBFYq+omuhoocp+RWINmBcm6Z2YY1gIrKm7jyUh5GNSiictPIJ77NkXVkdwlUwTm3IIEZ1U+WGE3uEJbVbDlEEE58IsZiHwU/4alpKf5pXPVPPPf02Pva+Lt//8XTo7ehgyLDHu0Ob8CCqJyz/EZ373VV79zSfZkRFBofb+EoHFAW68+aaItF4uWQuwp1VzYF8lTTVZpEZHEavdDHNJzhljses8Pb3jnBkKYk2pp/LY5zh8cDuf35NF8R1TKUJ+ZZuTTF56g9Yff53vXhjkx6Pr6E3505Qc/SKvHdvGF3YXUZKfSqJexEBQBLd9Ua5vmvH+Nq5+5ztcOHmF0zNqdw2FJCLjm9n3G69x4Ml9HCjMpC4nmcwMsbEY9QRxBXUeiU9uC7ZFKefyW9x8/X/yI4l17xp3UXT8Kf7+77/Ese1FNCT7iTbPsDg8wNTUJMNTkgfHDCJa5pmfnsTqj8Sz8zfI3fcZfrtujkPRXbzzfj8nrxtwCVn3iZB2zIlNGmbompHYqhhCfDYFdTsoPfQahw7t5VcO51EbDlSPByEnzvlplicHmZ3rpX+gi/d/eIXLN0TwqY/1pdosmS07W9idG0VxQgR+EdzRSVlkiS/kF+VTJq6ecHuXSSAfx97xNpfOd/Pts0ZMMVnk72iktCSH6iy9tK/YsldEn9um3aSZH+ljcmCQ3hknk8I9EosaqW7ex7ETuziwu5SS2PCcsscPEfSTV5i58GNOda/wzlw+2eUlHNpXTl6KngSh0broSIIixgLLw5gmurl8+gY3+21Yt7xGwdEv8HePFPB09d21U5YT5oZih+Y+et/6ETc7J7lgzsWTXMj2rcWU5CaTHBOSnvbj8zpZMfSz2H2R1qEZzk5JM8aWUlSxm30nDvDMC3toyI8lb0PCqWZxDdP+zjtcOn2TS8vZLCTWsGdPJTu25JIRG01cUBKsXIfDNM1S9zkG+4Y51edlMbZS+viz7D+8h1f3ZlOd8gD7+rgjuBoceIdPMd55k9evOehe0lEonCEvJ4FYie0htxXXighyg/hRew8T8zbmotKJzqqnpO4o+w7t5jMvbqMhR68yzaqvbuJvCzZHcO+FO0dwGyvY/WQtOTGRJCuXjBGClJ9JvNNEnCSrJbsEXKtfjW8IDxSybgoyb48ksyCb9MJckkRkxt/Luz7OCG7AjnvqBhM33uON18/zw/dFhCbWkrrrKQ4e2c8zh7fSVFFBRVU1lTUN1G0rpTodkgPLGEfknL29tIuQGRq1YI4WsRqfTLYE7ExRFOq8ESokROhFTEiiKqmiojqLLREj2I0Gzg9acHgVFd9F83Mv8nf++Rd5sWkbe5uaaGquo3mbELw8CczSXLoPo7hEdCFq7lHMIzc4/8YHnD4/yGBkCcGyHbTs3MGBPfJz1w62N9UK6UmnICmAzzCGaXyKESGcMxNGRp2pBGJTqChNIzs1dnWa2J1QOz6LQDh/g/d+cJMBbwib6p9QBG6TnqwGuZ699dr0wrCg+DThXiO4SUTH5FMlJK96WyXFkjNShcgrBNU6NUm04ZdcZvh/8okIkwgvtokexi+dpH3KS1dcM1n5+RwqixMSsWqYAafY/QJLMxMMC4kY7u5goP06N9r6aB2ZZW7ZjtEmCTa/mZyGneyuSKUh607GcicUKZ/HOt7KzR9/mw/ev87rvfEsJKvp689y7MntHKyqFPvcQvWWYipT5fjpXubHh2jrn2ZuZpypEanL4CD9Q+MMjk2I2BBBNe5lZjGRjJpyag/UUxSnJzergIzCCCoS7YwPLzLQtyT9DdHxhRTuPEDVti1szYoid41jqDW5MWpEKIO0zFzyS4X0lvhID9rpaRNib3IJrUkkuaCe8r0HqS3LoV4cMk5zSC9eIcXWqWEM4wMMDHTSdvUGVy920zFj0qZOOf1ZeDJK2FrupUwvZPTqCFeuzbLiDYhwV+vH1DonNSEzTropg4p9jZRIG4hWIjFkFxMQAtx5hZM/+IBL3UYmUxpIqt7B/t072Lt7J9t3bGf7tnIpP5H0CAcrY0MsiMgeXRpnesbDtCdd3DmZirJ0UmKjVv3540DdLrDjtS0yNyZCYkDsqesCbdev8N7lUUbm5zC5E/An5VLenE2CYwrLlXP0jZloXckgMi2f2koRs0LWspODxEZ6sK/YcTmlnxbmWIrIxJVZTX56EnWZaqrqvSBC0intOHSWrgsn+c63r3G2y4mj/AAle47xzIk9HN9eI+dSdlVDdd1WttRkUpLgIdI6g6GvjaHeIXqHDNJWflzxGcQlxJOXLiRIBMuHbRSNLiGdpPwq8mpypJ39cs5J+q5PsCCfBnQlVDz7Kxz80q/xpWcbRbw00bh9G41bq6nKSyE3PkKzFeWBH6/dFaQU97TogRtce/cd3vrhOc7P6JnN3MXWg0d54fkTHN5Rw9bqKiorq6gS0Vud4yXVO8PIjS46r0isX7QwHwiF1w+rEdy6/ZRJ+3w4ghsg4F7GPjPG3MQAQ0NddLW1ceXsDdrGF5hYWsHm0ONPraCoJIrGrHmm+8Y4d26SRYu0rZQRIXHG61drDoWKO5MpahLf2VVHYVIE6SGRvtY+FnvO8vY3vsMP327jgrMaV+lhnn9uPy/trqGyUHy1sJjC4grKKzKpiJ7COz/ApXM3aR9cYNSeIWIqjXoRwzlCsNfbdERkHNEJOWSmisCKX2LZ5qBzyIxDLdhEcmnjE1SdeIUX99XwRLUa2YkM59YIHZFxqcSnllBQlkuuZ4b4FQMTFhvTdnVEPqk52zn8q5/n+PNNHCpMJi8pVhv5/7Bf1W9is9GJ6FPySYuzEzfXyqI/g+7UZ9l++CC//WoD20Xh6VTsWJ5neXqU2cleRgbbuXruMmcv9dKzsMzMkhtXdi0ZBTmUBwaJnOnizPUF2iZCxEvb5FeVUpyXRm6akHy/B4/NhssjQmphiWlbGp7oNBrqRfBm6O+RFz8CpI10SZkkF9aIkM6gqcDDYtcYA92z6jYyEQk11Lz0Gxz5wmv8naebONjUSJP4wrYG8cGcJLL1Qpluc2ivhJMljP2X6Xrnu7zzQRc/6IzEll5P07PPceDwfk5sr6a2vJJKzYfraWjIoSjejc4+xcxQL93t/QwPz9G/4MMXl0R8ehZJ8XGkx6m14Y8T6pbNHHM3T3P129/j/T4fV+MOULFrH7/0snCVogKKxG7z8wsoKCihSC1LiDViEMHV1zbBUnoDkbU72FGWQm2GZnG3QeufgGQqu+T5jsucev0dzt000B2qJKZiB0eePMTBfXU0lZdTppZpVdVRV6an3D+IcbyfU5eGmZ0dwzBowxSTRFxJBakS9/OlzW8f0RYSYR3APHie97/zPV7/0WXOmYsxFR7hiaf388qhemoKVv2vSM5VlUdVzAyRpkGunL/JjYFpRsxiX7o06oQH5ot9abODwoXfjY81gqtyzQqe5RGGz73FtTNXeHswkjFKqN0p3OPAHnZub5HXNnY0VVCVL/7tmcVrFKErNjE3M8n0qFs4UxxpknNSslLJkNM/cNR5E79Q2BS498KGAreOPE3gKqhApSdFkmlaVgz2RRPLo4vYRUtI6BZeb8PvdggdzBA3TZeElEhh4j3EwEcVuIFZCSBXufrGD/n6X7zPe6PJzBY/xf4Xn+JXPtPC7sp0cuSUtwf7OGKSc0hIzaQg0UWazophxsKieRmTCEe72Yk/K5+IjCyyhWiLLr8djnm841fpHBjjVL9VBK6aeFxG+Y5admpTuLnHWl6BFlwU2Vhk/sIPaHvzR3ynU8fVmH3sfvo4X3i+hR0VORSmiqjQxxMfn0BCRgHJickURBml5ksMzjqwul34Fla0TQRiy6qIy5RkL+cVvnIHRCxFO1kcGGLiWhsG0YwieQXSqonbqDu6naOHqyiNvX369KcD9xK4iSJwc7XRz4qtZZJII0gNeQn6A6sb6Ky9gvLya+tMPbZZzIY2ei+f4Z0fXuDKlI6l/L2UlhdysDh2ncCVvglGE5GYR2KREJaqbBpLhbRJextGljWxqOYTxJbvJLduB7vKHkLg+uQ6Js8yeuUdvvH9q5wcicS15Tm2HDvO5/eXsiMjvIYtjCT0Ij5z0r0EfC7Ge2ZYlC7URmFTK4nd8TmOPPUCv/65p3nxmeMcOSrJf38VdcVp2gwBbaAs0kiEY4YOEZO9XbPhERhdLnnb91G+ZQtb1gvcuyAnC82IaJ3k6tlBJo0iGuV69Tk1lOw+QHXpeoErbSWEOio+mwwRxuV1BaRFCBGaHsFpCYbtLFZOlKQjRvrC50ggqXgnTSee5MnjWzjQkEGyxywJ3CHeUEVs1U4Oidjf15RNsXRz9Mowk+/8DRfeu8A3xwuZyTnIC589xstHG9hSIH6dLL6h1xOfmEpiRiFp+mjxEfFNr4meGS9+lwPHkl3EexIxpdUkpsSRd1828hBQrqtthiXEOqOYjOxUypOsxPit9E+aRNyqg+KICPqJci5gtfgxJW8hs+koTz51mGeP7mF3cyMtO7bSvLOWkuRoki0zuJddIgQ8OEUM2ELZlBWkCIFKu8e6TTVFdxDH6Fne+Np3+c4POrngqCWi8Vk+99oJPnu8lvrsOJLvjAUxicSl5pOSEk9hvJUoIZQDkyLmVNyeNooIiiKYX0pscjy50k53T+k2gmWUzgu93Lgxyby8E4jKIlfsqmJbIw2ZkH2PkdqP0+RhKA8wY+r6gNbvfJ3XT83w1kIVOfuf4bUvP8ez+6rYlhVL6m3XLF6VkEasPp3saJv4h1HseYURi5adNIGbqAlcNUU5flXgSgdHiL/HiZDJK6CsvkjsLIpIwwSeRRcL8nEoSi4yOZboCIkvK/IztZ76o09x7IkWjrXkiI158C2qdfUF+Ap3suNYC0f3lVIeE4Hev4jx+ru0vf0GPz47wJWleCK2PEnDgSM815RLXdodmU7+1EmO8jhtjLWOsmSyYl2KIioxifxtVVLHJNKVr9zZwPoAcUk+FqeXmJHvWdxK1EcRKtxGatV2dpSm0qQS40aQnJLinyHkWaJDYl7fgkve1Et5hVQe3E1FdT4l4tb3nxERwjXfw8zVc4y6M1ioek7EXj3P1yWTsBY7ohKITswmpyiNoqJYAksmjD0GLPKRVyJZtC4g7WXGYgww75Z+aNzPoRef5PjRvexr2cb2lp1sqa+iKTtAgYjpuUULRpf4xlIkOsmd+dsqSSkMr1d+fFOV1yDWbxzl+tlu2kXgLqq34grI33GAyoZaGtLhzq68E2qq78rNH3DlrTf5sx/0cdkqef7oqxx5/gRf2F/G9oI4Em+rt1xIVDwJ6RmkFeSSFHARbxzHvCLtZjEzteBlXvRUYmYyOWVpWv88IDM9PPxS8OIVOk9f4us/GGI0uobCpz/DoV3VHCjU3b3eWZdCtD6NBNcSGVFWzLmNWLO2srM4aYN8qYKqG79tgL6ffJ3Tb5zjO8PZzGQf4OlXnuRzzzTTUpxKjiiz293bjT56kYUZI11Xp5jzBwmFzFgjEiXn5ZGWnMiWkgTi10/NDS2z1HaK7nd/xJunujk3E42v5ijVB4/zzPYCWrLuCGASBKPF/0KSw8faRlmcW8Ys9kXsQ9rXxxK4kovnLrLQ+i5/861+ftgaR+r+Jzn8hac50VJOU34amRKrE+LV0haJV3K9RflRJMQGmRs0sGCTuOFbkvwdzXJsKbq4dBqEJCaq7eQ38bcGm739iLjdGfVE5W2j7OAT7NsviXxrJhXJazsY2gmZeum7dpkzH1zjWv8co5J/PNpnjwNCekyjGDtPce3UBd44N0a/O5eEPc/QcngvT9RkaIn47jwj78RmkVa9l+0njvPUM3vYU5NClhAon+kiXedO8f7Ffs71LjPvkArfgaDatc4b0HZ5VKE5HKBFUAlB9appxeoY7f07oDWKOtaoTbvsv3KFs+910LWSgavmOFt37eSpymzKU/UkxEQTLYE5MkoEREwWGZVCSg7v4ODBOipz1UQTOYu7HUPvDS60TXJ9xIXVs9FZJc3pCsksraV5fyPbq1MozMlGX7aNwgON1FXlUayP0Kau/PzAIxzfiHGih6GrF7hx8Tznz1/g/AW1rvH210X1Up+fO82Z99/ig9MXePfGNG0TTunDIDFqBGK9QUfEENJlkJRTQWVdM40iQg+/fJhDLZXUiKoLz+CMku+s2fiDodYTLfXdZEj6+1rPAgO2RBKr6qlpaaAy884NvqTUtDKy9h9g+94WmoX8lcu7GiVILSKh4hBbjrzCq7/ya/zm//oKX/7lfRzbXkihmPQtzRoRSVCn1pNHayRnLWWHbfUBUFOzIkToRIoolWu8/wQsIdpxaSQVVJBftZ+G3U9weH8T+2vSqRCxowVWnxqFXcBoCmBwFpJRe5ATr77Ii1/4PJ/57As8d+IYJw7u5ciJvew5JCKpNIuCiJBci4js6W5unLrEhUtjjMRUE914nH27t7K/MJX8pFjiJFFHCxmPFNKnSygiv2EHh45vZ++uCgpFOGq3ckzXGO5q50zHHD0GHx5tNP/jQK4qpBfylkNmbjGV20WwyzWrjXPK0lNWY40Dn1tix4TYqD2eyMqDVB16lhefkOvcsYXGLWqDn4M0HXxJhP4Bnm0uZGuxEiniv3MzLHT0Mz21yLz8qR7EcydCATvB6TambnzA6Xev83672FdGI7lyjoP7t3AgT0/mhsxWYklyKQXNhzj6nLT74S005UUIOZ3CPCIx9OwF3rk6Tqv4hl1tR3snJL6F3D5tp+oPI01ITEZNSxUypXTQJwazNEYfo+2X+OCdS1wa8TGTeYDyPcf43FP1HCpMIH3Da04R3dFEveSmE8fqqM5PuSXMbr/Ctb8k5sYkE59dRG7lLqqanuCQ5JJDW3NpKBDxoDo4ILHXsYjd7GLSmkVM/k4OvPg8L736Gi987iVeePoJnji4j6NH97D/eAvbqgsoiY8gVXJE0L+Eob+X3gvtDE64sYVEGqSkkJyeRMKGQyvigZklpJeWU5qejEhmIv2DmCaG6J8R0SvNIqnobkSJwipupKiskpb8eG2Zj1oj6zGL2DDMs7xsvXceDsYRUVwuJHwLpTkZq9Oq7dLvJhaWlpmZC+G4b19LDBGJsWK1y7Ex+COzqNlWQlVlJom32jla9G0ayYUV5NTuomH/HnZsraBBRHfe6hFe6xK2WfEHRzwrqU3UHDjB8y8c5NjuRpoatlJX18L2w0/z7HP7ee5IHTX5qdrIMIxgnxpkaMbKsIQAtZzjsSIk1u+TPK/5gjZfLXxVakde8RGf24+4w32gvMeBY76fwfPvalPB3+n2MR5ZQd0TxzjyVDM7S5PuvkGlQU9kYjW5W06w/9ghnj9Sy44iicOuKTy957ny7gecuzlE26yfpY3s4qPCaQFDDzOjI9yY9GLwJZBRkE1ulpqavHrMbdATkbqVmh0tHH9yKw3lIsAkpkSrfUvuREj6zD+GaeQ6l987y6lzIwxFqXj/FEeO7uS56gyKxX/ucm+dsJaSOvLKq6nPTqZM3orAiX/RQG//LBPS/67b6qb2UjGxOCJC+nwbAyMrLPt1+JOU/yVrM1fuhmRPybup5ZUUZ6ZRJD0dwzCWiQEGDBaGTULDHrd9rSLkWRRtfJXes2c51+Ok3VVNQeNOnnmimh2laaQnxBCr9k2IjJaUHUdsZhVZuw+y4+AeWspzqZUy9OK3bkMvN851cP3GOAabV7O+DbtsE7+Q2BS4HxtZkLSNHU8c57VfP8Hehnxy5F2tYUNOGLvA7NUf8cbZbr5/w87cRqztkaHc1Mj8cBfXfniW1hsGDGSTXFlF865KygvSPiT894SQh9LtZG0/wt76Yg4JKU8XAhG0T9BxVoLtBx2MLK+occSNBetHgoSWpV7s3ae4KHV+eyiNmLxqjhyupVLI1z0hgkUUF9m1W6hJTloVPV4cNhFrV3touznKgis8MnE71KrfAgqbn+LJ3/+n/No/+zf8we/8E/6Pf/y/yOtZXjlUQUl0xAPuxn+aoHrCgtfTRfuP/zt/8y/+Pv/69/4ev/27v8vf/53f5Xfl5+2v3+Pv/97/xj/8Z/8P/+o/fJs//0krN61OliIksYmAu2vfBSV4Y3Tqx2pClZbJzCc5RZKbmMutpaurP+8PdZQNr3uKgbYB2i9NsGgNEZmQSlZmCtlp8dpawbuRCLG1pBVVs6shjYbsVZEq9bbMmrE7fJKUk4nVJwo3TiBRbaIkxdwKZCp7rU7N1n7V3nwErH33gV8Mb0oUbkN19jTik9IoLEokPUPIhnrfFUHEsp7ckmq2PL2P6tpcctXhEjMi8/bS/Nnf5Vf/5f/N//mvfp1/8xt7OV6bTXpAPM5wlfmO87wr8eLiXC4lDbUc3FepTYu8J5JTia5vJL+8ivpYnRaDlK0szoxz7Xw3vQMz2ujQx4K6JmUca40dKT2TnUNidi7ZMbGr0/ydQu4yid/xAvWHn+NzO0s5UhK7gY8JSckuZEtzGSUi7LVRgKAQyXkR98tmZiV03tqcXoOqvI+Af5bhy9e48uPLdI+7WI4ppnhbDc3bS7VHsz0QcZlENhyirHk3R6tS2SF2rbb4sgppu/rWVYmlI0Jgg2r84NFt55OCaRLHjXe0jW1+MhJkJqWchqO7aZS4XSIf3zHucgeEuBaWkVK7larMdOrlHdUXiv/f7cfhKbcfxoVkbeQjvyCZnJwIolRQ8MuHSzGkpRVT/8RealsqyNdupIrfpjdTefzXePWf/Fv+xb/+Pf7t7xzllV1F5EeqB4yYRQAtMD+9wEi/E5sixn4bdqOJyVkTNudGklNVJE5Edxz6WzeszLg9Rmbn7SI4g/g3FDLqlmUp2QUlNDdlUVKs+lJ6dHqOhfYhZmYld8oRG341UtorvYzYim3UFWbTIifNEKLs9MzRPzFH94iIV8f9WL26xTuDzbhC/3AOTmcxzbVZ1FfotE2QwljfznKC2BxS0tIozoklTXNxL76oYlxZB9h5+CB/5/NN7BZbVbO5boccXFZFdn0DVWkpVMg7kWLLbt8SMwtW5hbUI1/CR356II7t7dYE3dun+vmg1YUzQmJbWR076tKpKVDX8CCkklmzhebnDrGtoUoTd6it00zXaO3o4c3Ls4zNbcQHPiKcdmxTMxiX5iWirmD0u5lbdkouWuvDjRFRUkb6zl2U5OVREfCT4r/bbkJeG+6uM4yeeYd3b1q5bCmgqLmRw4frKU0Vobx63N0QG0+oIr2glO1V8ZRKENDilSsgJhylvW6HVDawwNKc+F+fBbM228aGZ9kkYtiIeUV7YwOIjcXo0UfrVv1P+IfY19yCTbMv72O3L3UV88JDe2i/0Mp774wypy8g88h+GipyaZBPN54hqG5HlxKfXc222ky2lMpxqgnsy9B6ndn2DjqWXIzIW5+QJt/EpxAPjiWbeDCiskms38n2EyeEiG5lb3E8+RrrkBQaMmAbv86N81f44EwnnRNmTTR+PAj1849jGO7j8sVBeqY8kjYKyCouYUtdNvmZD9Ot6phSEoq2SUAoYWd1HNmKF/iNBHs6GW3rYnDOxpS89dhSRciFxzAoweY63YMr9NkLSCsuY/eOHIqz75MplFxPKiFFrctKS9TuyGtBzrGMq2eIif4JZh0ejRDfTtpUmfHos+spPvAsB57/PC+++DKvvniEzx6rpqU4mSQ55H5n/vRBiS/1+BMnLruNFZsNm00SsN2O/baXet+G1WLFal2RZOzFpR5MKYgSRahd850MXqkyJWBuQTJETJKQ3DhS5Ne1TcIejvirc5nxOWaYHJ1jaMglNDECXayexIRYEvR3jB7fgnKcPJLSC6itzKC0UMS2ItZWNXK3gG3ZjlVIqKLDUZFSVynk9mJU+3xEcauwqmwf/P3wWT88dwzRujiSU2LQKyagQVosMoucohLqmoooTF0bFZYLElKbUdFE7a797N3dwN6GHAqVtlfP0x5qZ6K9k/aJSCYDpZTXlrGzMYnM+82jj0iGnEqyCoqoTIqRaLAqfIzzLLX3Mzk2x5z0/71ozEPjzk7TJ6JLSCJRCJW6bDVSFhmfQmJlE4V19TQVJZF21/CDgvRbYgp5JTmkZ4k414oVEmY3CZ90YHQFFRVeB9UbS/jMw/R39HLl6iRjzliCKSWUVhVSX51KypqB3hcSOWLqyC5rYHd9HluEHWsb31imsLTeZKh3mCGzV5t2+ZHs57HDi2N2hLFLIujbJ+ixJuDPFHtqqaSyOH3jady3Qa4iKgNddgHZiZKX5B3VTJp93+MCP+xhsaDIOBKTxF8To9XsXYGy4HRSM4uoaSynLFe3umRHvhWVTlJBPZU79rNrTxMHGgupzF67uREkFBFJVJzE4+RYbRPDaHUjJFlPmj5CxJ920B1QJ1QjNDp0cnJ15mixCl/AjkkEhsXq1ZZi3A31vQztESp129VjQ5KIVxdlm8U11IdBhO6IMxReRnAX1IE5RGeWU1KQQV3u6o09j4mpoQkRB1Ms2u/jRWotpXkQo8nEgK8ER2IlDYVJVEluDbefQjhmhdtZXXg8Or2elKQo9FqAkGuKycKXVie+X8W+slTt8Tq3vn4LUkJ8NvF5BeTGx2s3z/RiL15pn2WzU14e/Gqb4U8TPNI+hk5m1Lrjvjm6PeJ8GRXkllZIW+spXj3s/pCWyC4lq3mHtta8TpxAu6HnGme8f5DrV0cZn7U9Nt6iLf9xuvGpEepoaVPrPIbeXsaGJ5gSG7wnkguIK9kmOayAbRkxZMaGezwM5XxBfC4pq+MGPRfbtXg/H1VOeV0ZO7aJiNeM9l5Qd0LySS2opXF/CzsPVlBdXEXe1nrJJblU5SZw2+kUxP+iJf/GJScipqbtq6KWZKTHq13kNwoGqgDlf2pG3Zr/qZ2rlX05WLZ8AvalZgh4DLhmuujqHONSvxOPxJqyPY1UFGbcJ96pumahT5WYU55JRUkcEmoEdnD2szwxTN+snXH5c5UGbeJvAe6OmZv4aIiqJKrgCEefPcKXv9RMU2myorFh+ExYr7xL/0++z9s3x3l/XnLgx5lC412C6Q4MY6NcmvYyrPZojikiJzOT0oJYRAM+BFRAEOIQnUVpdSk124pJSlXJ1iUBZgj3TB9948v0L0h8eCy3vJToMDM/OUZ/2wizxmiCyVUUlJXQUCSh+r6WqKh6PmnZuRRmx5Mn16fxAK/UdXoC1/Q0UzYvc/LWxlVV15VEQlo2BRUF5GWlaKRMEwA/V1CNlC6Ccwe7Xvsn/N3//nX+49e+yTf/5q/5hrz++q/Xvf7mb/jrr32Vr33lf/A///j/4I/+9a/zu184wKGCZAqi/SIoQtqS2/sjnIRDwZAmVx94+G1Q37AK3zOyZHYxL5xQiVL1PEp11/vO3Hs7YojTp5CTnyl9nkKkcqSgiJ+ZBZxLFpa8wTtG9z4NCAtrNbtVLRPVEJ1OqKBMriGdEtFV95mjsIoAXp+RiYFhBrumMblSicmsorwynzph2XeP4KyHujtVSGZ2NsXZcWQqbaLedloRdYt1dp4JR1CtJH3EfrwPlEISQhJS0xNv3VTQERUVQ0JcNHFSh/vaWLTEn7g4+RGzmoh88s+F1+PF6Rbyt56IKOLjmMA/0UHv+ByX1TJAstEnFFKUk0yRsHu9Nvr1ICjLSyY5NU9inoif6myitWBiEv3cg3FqjPZxJxNiYPcSgD89KCE1xdz0EFfOi030quk/mWSlZ0ucTyL9/gaxCnW9Ev9EJK6R1EdK+qt9GwxK+2v9IcE3v5TEvByKEyOlNg8DVYc0omLKqW5p4uDLe2nYtY/KqoM8vbeRz+wvojTr1l2hdVCOLzYSE02UkHNVb1WSP+BlxeXB6fJp/rYxoojPLaBMzldWWkqudpxBurmLGckXHROSLzacShu2j6joTLLzMigsSyBBOa5rBXqGmG/vZ8Kyot0A2TDX2EwEem8wZ5pnoLqOlbo6KpN02k1ZlYXuRthr1LN2tdih2lhVIU58IiFOfOl+vaUOFKPXCZmPjtRuJKgWCwS9OKR9HNI+gXs30M8E/hUzxq5uxnv6JB758ERK4woHSC3MJT82WpsF8nD2KUemVVNYXEBzhV7bmE+LH2OTzLVK+fNG7eb8x76hJ4iU+JSo9jxQjyWMlOA+O4Dh5A+5cuo8P+5ZpueeIxYZRMRWiuAqYk9jKvnZWqBZhUoS83jtI/R0jHLjpgmzN5Ok7ArKi1IoyxITuEUgN4JqpURSSlrY9tpv8fLv/+/8w3/8h/wfv/er/OEvbef5pkxSbrMdYTxRpZRt3cbBl/awdd8eySuHOLG7mVcOlVCdvxFpDPtfTEw4dqjS1GvNvjT/e+z2pdp3HHOfGmBZYTCURXxRKQ31pRTm3bdBNMQKxysqzCQvN5kYbVMWxTrmcDhnxTSszAhJDHwc7r2Jnyus94BNfCyI8yWUk9e0l31PHOHgjiqak6NWSa1kUncPC10XuXTuBqevTDC05AnzBQWVpx4F9mUCk4PMzRgYsgUkiEtqi0ojOSGRTDnnRlThXoiMSiJDkkRhZZEIY0WSVa1m8VimGTOYGZsLIHzzMUDImZqiZpDE3zeP2WojFGHBPCmBrK2Ti91dtN+8SZu8bt72aqet7SrdA1c4e3WIIZMdk1QxnLicEq1mcCzOMWv2sCjvh59HvBEiiRBCrZ61GXPr0Q4/j4gX8lVAwdaD7HzhKM8+cZjDx45zRF7Hj697HTvG8See4onnPssLn/ssn/vsS7z41AGeVGseC/TaDqK+gBInq8VuCPWhEi5r4uURoJhaYIWg04ZNiIxF3vLLf+p5iU63egUkOYYP3QixcWLLeVmkZaai05ihGKF9Ba/Dpe2Kqvr/Pl//GUDaSIk8SfgaSVWI04uqTSMuPk6LA/fXXyrrWvA655kcnWdkaBGnZwW/b5H5frH/nh4utLfTIT7Rept/tGo+0tF1ic6eG1zuGmdS2sgqnRV2W2l52xQWoxGDza9Wcz5eqGtWL/kvfNnqOdqR0mcR2mSA+/WxNvoepUYG1ZRNFQRVG/i1TdJ8oh5u+65aH200sCJxb3JxmRHNg5PEl9NITdaTHvdoN6xiEtPJryohT5Rxkto4ScVotR7XOMvglJ25Ze3SfsawCz8bZ3FmjLYBI6Mu1UbZZKRlUJQdR+pD3chUkO+ptlY3l8J/PSTC/Rq2aWkM1R5C9tV0+JiEBO3xRyrXPFwz6ST+5pBTK4T8yWc4+OwLPClx6rndtRysTiXnw+fShaGcyGvE75phdnqRJZdXtYZmIeoOkk/bVE+OuV8npeair95KkQjc6tRo0lUOkvY0GKbpHFwWEXqv7/q0R9N4vD5tr4KwkJWIszSCZWyA4XkLo3LqjfSxx2Jipn2cpQUHUXUVpNSXka3XPaDdw22rLiV8OXKkOE+EBL4H95WUHBlFtBqdk7/U8eqGk9Y+q2tkPz0ISnxbZnZI7YxvQFK2cCaJkZnp6FOTRZCFr/bB16wgXCUmn6zcHGrKk8nS7rRIp9hEzIyNMrdoZlr0rrol9LGhTyQ2v5iM3FyKtM3YZvGNXKX3yineP3mGd8+1c3VknhmrG5sE3Q/1kxq2zyI7M43yEvEXbW+EVWhJYgHv8jgj4wv0zvqwRWQQn5VPbnq8NiL94HgWSVRSodjYQbYdfY5nnnuWF0/s5sTWHKozYu4YwZVzR2SRWdnEFuEF+8X/nnjiCZ7d28DR2gwKtcGN9RDL8S4T9Ij/Tc2zuCLXJu+G/W/NvgKPPUaGQm6cczPMDw4zb7FjEV93Lk9gG7xM24U2uttb6Wxbn//CObC1rY327k6uCr++NrLI0LKXFbdqYwULthUjk7NW5owu/BvO+tjELyLuyCqb+HiQiJK+neStL/HsU3v58tMlVOeshSkffvcE/W+/w/lvvMlFIbC98q5GQu+f/e5CyGbFOGXAaFrGqn1PBS+1dlISnfz6SJ0qoo/sXNLyC8iJ1a9ON/Pg9puZXbAwtyCi4rHM6RCi7TCwOG9ldMKNyzdByPwWp77yh/zr1z7P//K5V3j1i1/kNXl98bbXq7z22i/xyst/j9/8B/+J//TBKO+LrlVkJyxz57AsLzFvcmOWCPyLH7vUBQYIeN14pB02HIS4E7os4gt2Ut14gGeP13N4Ry4J8dFav35yBEhK9nkIeVy45TxqumlQ/gsE7BiX7SyanPjuY1cRcQnCT3NITRfyo83tU8cK0ZaM+ukibfeByv5BIQEiDhQxuL9pqiOE0NtnMMw4mJj2Egx1szL2Lb79//t9/slnP8uvvfqq5iNfuM0/vqD5yKuv/Aqf/9w/4Pf/r6/z5902rgkrD7eTurUwx7LEinmTkKjb5/0+VoRDWPisWj89VEet9af6vyoh/NLKCheoIRTyEVhaYnFqBpNjRaKpsgkRTRHh6XOKOj5S3NMnCD8uJCMzm1wVN7U31c0YIcZChExmt3YNP1N4rDAzjGl2hj5LkGlFmKPEJ1LSyM2IusdGPHdCXYO81LWoPgm/+RGw2hmqnODaqP2DbPp2RETqiZE4VLD3C3zml7/E7/zmMzzTUkxVgkiBO6/FO8/KVBedJ89y8dR1Opbst5bLKNmnDl9nHhtDbTaVXU9+cQk7SmMp085hYnpmhu6eGWYW7BvUX70zT9A2zHDfJG0dLhakG7TRQcbxmvoZGDXRMynp7LZlw8p/LVhF4HZdX8E6q6O5roCmhhxtdPXRoXoq3GcPA9Wztx0pjaNWEzywjX5qUO1jx+M2MTO9zJzBIzlM3lJz02PEj3VqlP5RaquOTSItQ8RZeRZJ6Ws8ywzWOcySY9Rz8x2PYqD3QlIGVG2noKKWnWkx2lpnNRtgqftdLv/Vv+cr/98f86//y4/4i/f66FjwrptdpOoYTWysWraiQ7f+MQ9qmo9lAf/ClNTTyYTEslBKKrrMVJJiozUeFo5JD4ISponEJaSSm59KelrcPWYKKMQQk9tI9q7XeO5Lv8Tv/q/P8/K+SuqSI0i500T9S7hne+g5c54L74q4nDWL9WtDClr54VlYn4B1hYQfLCwxMTqL0y0dGJxk8r3/wY/+8Jf5p7/xGp979Qt8/rX1+S+cA7/w2muSAz/P3/m7/5jf+uOT/MkHFhbX5TqXZZkpceRFswhcFbg28bcCHyXybuK+SBQ90UDdngMcfmIfe+sLKY1RoUUQXCa4cIORa2c5c6GTsx1WprTFhEqghsPFg0NGCLdzheX5RSxWGx7tC+r7UdpIiBo1eaROVfM/0zLRZ+aQpY8jW95SqcLrWxFCbGXBtILHr5LTx4VdhPm8EG0LUxK3rKrOyUno9TEkRKqJjfcKOoooRxLwx6GLzyevcTtbd+5kx64WdjQfEAKxh4O7yqlIjdVGye4d3H+BoMil349fCIL3oRK4apUEUvJLadhaSnVlFolCLCJ80q+fGIkXw9TFERGrRy8JW62ZVj7gE7taNJpZWLKJ8L2PXenECpMSxT5i0UWoOoq9JCWjS4zXyLDaTugTSK+PF2uiQr1W37on1B19iQ9+64LmcwZpGldEPBHJiSTERBEvbaD8euNy1BTSSNHSCcRnlFGyfQfNO3ewUz1LeuthWppa2NlQQGFsJImfVHev6431JnXf08mH2rHrvyBQJd3JdUNBL3azReLeEisudVtHHaDsOkpiXoT22yPZg9glWblCjDPJ0UUhUki+78HmFGK8aGXZ6tIo+c8UalrsggGLyYjBoza+ihU3SBDCHEuiPvIBMwI+QShblT5Tt8fu2793IZJIfTpxGcUUlIqwLc8lL02v7c4c6ZN4YJ5lfmqc0f5uhvrGGJhcYlb6we4LaTNzbutfzUjCv94bSdJexeQWltBcn02JWpguFD0wbWC6cxDDjFGbsn8bQn5JTsNYJ7vpN4cYCKaQEC/2oa3vXsJpnWRwZJa+YRGzzvUWotj0GMuL89yYTmDOk0tDWQZbiiOJuf1hpA+HNd94IMIH3nnoQzXPTxUqUa3g9YjwmFMiZnW2lSIsKhdFfpRZVWI7IgqzCzIlNagMowoUeelZwmp1iJgJseHek48Ktb9BSi0F1U0c2tvAnko92Top2LPI8mQHg+dO8sF77/LOW+/x7rtnOHVpgK4pEwsOH25VJQlmaqq5mkFxCwGxM7MR5/wsSytOFlR+E/4VGR9+vrLKlQ/fHlK2tF9sbBS6DTduXINwzNhUYtOKyCsuoaoij/yMBM3/ovx2vJY5Fg0TjA30MtQzQt/EAjNmJzY1i0GuY82mFFPVrmXtjccGr5iyDbNpmdlpCyvaKEaihOo4khLk2nQRWg+r112QN0OBIBHqOcB5Wyls3EHLjp3sahGeKPlv34Ht7C5LoTQlgs0nBf3twWZXfyKIJar6AIVHX+HZg9v4XEMiedq8YeWas7hMrXzwvXf5/jcu0j7jxRwl4UxNMVqNGRs68C348LgdWMxWXA4XGve/FWlU4An/9tCQwEh8KlGpmWSI2FQCV9uL1O+Rc9gwWh6TwBVRHlw2YrNbJJjDclwLMdt+k1f/8X/kT77/Xb7xg+/x7W99S3t967bXt/n2t+X9b3+Tb37zb/ibv/wLvvrnf85X/udX+Mpf/ne++jf/ln/3r77ELzVn05Qodd+06HtDjdbnZJOYoR5ZEUmc10/k/Y3toyNCZc0sojMKyEtPoESMUlEQvE5M8ybm5s047rvF56pNa8JPVVIcqLSQ+NxM8mMib+3o/AsDNR/XZsUnPrLssIuPxODMOEru4X/I7/y/f8Zf/ugHfPN73+E7d/nHeh/5Bt/8m6/xtb/4Cn/551/hz8VH/uJr/5W/+Oq/5g9/6ylertBTKc79SPHhU4KQkB+HtIvFYhWSrMiyugpxdi3ghW8OPhKiRB6mZKBPTiFHhL8SuEokh9xOFpetWFZcQuo+Ked4SHhckitM2gZyEj3ljVV/UOJSfOJnXLvHCA8hYy/zrW9x8utf4Wt/9nW++kYvp6Z1hGoaqdi7nfqMJG0dqxL1D5+NVDJIJzuviK07KikqSw0TnvkpbB0dTE/NMSI6Zf20ffXccO9AOzPtrfTEFDO97Rm2NlXydFWUxB2xQpeRocFJ+gdmWHatG8JVo+1TrSzOTHEhVMF4ci0VOfHUqKnzmzlJoHptBb/bjtXkVnsGhvtRGwr8iD4sHqs2uEvNzCAxPmGVzDrEL6zYHWoTJOFKt42yf1QoRlRMft1envjVl3nyud00ZYZjhobgPMGp83S+8ef8zb//v/ijP/oK//Fbl3i7a0EbwNgoy4XUkotlE5bFRcwet3h3+OrDfO6nDekJ8xBLXe9x9tt/yV//6V/xlz9s551hcJXWU3ZgJ/U5adrItaKxqt8+mWq6pC2l7yQPmhZ9wj9TiYjbxZ4v/Qt+68++w3/95vf4nuS578rrrhyo5b9v861vqhz4Vf76L4UffuXP+Z9/8Rd85atf4U/+7T/iP3xxG69uSyJp7bn/m/iFx2ZPfyIQqhRRQHJpC80H9nPsWAvbyzNJUXFcfewy4Om+TNfFc5y5OsTVISH7bgkbarrO2jH3RBC/34fb7dameIaPlRDqd+D1qo0lQtqy+oeHKiGeyPhEEmOi1T3v8NQYdSfbKwlCXoHHQfTcLoI2CytCIJfVOf1JREUXUdSwmx1bm9m5tYmWHequ2w52bPhqYUfLdrY3N9Hc2EhjYxONTdtoaq6jrqqAwpRYUqJDWr78xSF+jxnRIjGz6skqaWBXRQZb82KJve8d348DFVoy0CUXUlaSRVVZODmysgIT45jGxpm1q92/7wG/WLHVzIrVicsjwjwtl9TGKorLcsmSOqtZBp9UzX8mUD7mFAIoyd0qfmxWVxhIQ59YQdWug+yt28bOJrH/DX1j7dVCi/KRpkaaNB+Rn81bxU+qqZY+yI2PIiEq7B0/dz6i1l1Ku7jdHjXrexUijHxO7Zmcaq3drbcfChLl1A7h+niSxZ6UbWr25Pfj9njD68vU3z9LeL24xV9cLve6mK5qJQJXfvzc9eF6BF1i67OYJjoYuHaac9f6uTJsZs4pwj0uUbomg5TMXPLLJEcUZZOtj0EtOdZuQqy+Hg46YnIKKWjcQnFpAQWqAAz4ZnoYnzLQOeNFuPQqpF19Rqa6xxlsXcSZXEXu/uPs3beVQw3iP2pTL6cV3+Aws32jGMwubTqqVheHWYRxD4tziyxnS7ArqaYwOVbb2Vg75d96qFbyiu+KDzv9mj1r7aZ2/Flx4nO6cD/y1FHJMbFxEiMTiY2JWW1n8dsI5b9+cR+1JEZ78zFAp+2snbfjCDuPPcGTTxzgWHMhVTlqBDQo/MaMyzyOYeQi186d5NT77/DWWx/w9vttXBoyMuMI4F1/eRLPvHLNLuXf2uOD5EP1zB231D2gZmsopvcJIugmsDKPeaqL4ZunuHC1h4v9Rgz2AIHYePG/dJIzcskrFf8rySM7IU7jhmv+98nAK8LfgcvuxGLyitwNEimcJbl4C6U7m9m7Q/JZyw6a5bVx/lMvyYHbm4UnfpgDG5ua2FZXQX1BCgXJaklLxEPOjtjEzzs2Be4niahMsg88RfPnX+WZXZUck2yXrkVhCWjBLlbGz/CTH13iu2/1M74sJCZWR0ic74HEXTtg/VEiEzxG7ZExC5bAIz6GSJUTLYEkWnsUw4fCQUwjWm0fr573+cAaPRg+LwGXA2fAL6RAoovfSGhijMWZeUbl48eyGcRqzR9DbX8xoUsTAzxAYd0hvni0jOe2J5P4iQ15q3JTiYktoGpLCVta8khUw64hsc7hbuy9XfQtrjAob200iyzktrE0Pc7CjAWrL52YvCr2H2qgsT6fFG1N7i8YVMb1uPG7neK/IUnuagrbLL5JIU3zRsbkkI1GAh4dP88+slpr7YeifxaJKUaWrU6Mav8g9fZDQ9lQNFFR0cRIzNVu6imIbcVGRxGtphSuvvWzgtq52Ofx4ff5V8mu2EjE6vpXeeMTJcCfKER12MYw93/A+a/9J772R/+ZP359mB8ulJN+5DU++9t/ly//0tO8dqSelqwksnUhouS6V2XAoyMrH31DC2UlpWyPV9t0mSXoDDI6OcG1bjOzS+ogVfKS6O5xetrNtLfGkZO7haeePswTx3eyo6mS3DR1G0Ry7fgAtr4+hpZWtNyl4pffbmKsY4TFeQtZDWWUbCsjM+aWVW1iHdT0VuVbmn+pIdb5JRzGZcxBEVfy1sP3sZSgHmGj0xEp/hrOCvJehPLrSO056481VUSkQHITFQc+xxf/we/wd//u5/ilw1XsLIwP37xdg7mP+Ruv8+5f/A/++P/6E/70+5d4Y9jO5DqSo+ZfKP8Oqm3mNX4l3mx3ELDacfoCH+GG3SPCMYVt+CxXv/Xf+Pq//w/88Xc6+fZUIbpdn+XFv/dbfPlXXuBLx7eyOy+NvNgQulX/+2RjjuLFam8RHw6bWgJhFsE7y+LCHKMjIRbueTf80fE4KO0mPv34BWSKnybEgb6a3Ia97DuylycON1CfF7+6diqA3zTKzI0L3Dx/mQud03QZHDi8QSFX9xO5ai1CLImJUk5cLCHtQLUmzYzT6cBsDeB65L3xRXVHRgmJCN+h0xAdS0JyIqnJ8cRIsvjYEAIfoUh8xFpZJoKWSRaXlpmwh7fC2cQnCdX20YR0KcTGp5KTpiczSYjAJ3Y3UxmmCIe4LHK27aDu0AF2bS0kX9vacRTT6E0uXezgbKuIN0tgXeKUtO43MDvcx8XLBgbm4ogv2c223Ts52pTP1sIY4tQw/S8iVEfc8hElZ+fxLk8zs2hjSnL/Y8zvP3dQm0nFxcWRkJigEdcw1bIT9Fmw28MbzKmdlx8eqgy19i+8NES1uOYGsXrSUxNJio99xE1vPiGoOtyqh0gpvw2Py4nVoXbP/3mDtLBvCefMDTrPvcc7b3zAe9emaV+MJZBcQFFVNVV1ddQW51CanUhaYqr0kg69JCXVAqrHP1qoyiQiu5ai4lKaSxMo1gpbYGpiiu72KQxG9UQDKTk4yspEJ91LEXQGqsguKONQYwl1zVsprGugPCuNHO02yhjWuUH6JpcZNKrRtiVcliW6u7zMLsRTWp1HTV0WSZsCdx2Uh8URpdMTn6TTBKHGBNxi00YzHnFgWyC8GeEj9bH4b2SU2rl9zUfixFaSiI/Xa7sWx2ibnzwuyDkihQ+lV5HffICdR5/mxLPP8/yzT/Lc3q3sKM2iOF0nNfDjty/imL/BxI2znHv3NO+/fYVrA7PMSFhXYUrbaT5a8m+0iHO1TEzlPa+RgHkBo80tFvW4bmjeAf8ynoVW+i6d5L033ufdy6Ncn4vGpc+joKIq7H+leZSJ/2WkpEkfxRCv6KFc+icrbj9ESEitSoPKPoJBE/OLS4xNGLFYf1o12MQvCrQYs4lPEhJw48poeFKC4Ref51BDIfU6tT2CwO+AqUvMtb7LD0928eb1BZYdfqJ14Q0J1kL27ZDkEJ9EZnYmSSlJq8lACVwrbo8Di82P+6Myn9UTqjASEZNMXk4G+dmpxOkeQ6JWgTxWPa8vPNVME7jeaQleJsamA493d9ePxoJ+wRHu3I1s6pPk8RExYj9bTlB5/PO8enwnX2xJpSxmAbuQ3NM/eJuffO88V8eWmb6VuxbFJ84wcPUi33/HSOdyKZXPfo7jLxzlyaok6sV4Psn6/sygrknYWLT4SHykIkmqQRbwOA1MzVnlFeaCf1sRERFHshCurOwMYoW8hqOUWm9nY8XpxmYXQviRGKEKFuH1rCFi0YuoKsrPJCst8cObfT8jKOIeExcjZhGzSuBXhAfPY7eamVvyYX20IeufOdTiGb/hKjMX/4bv/flX+eOvnONdcw3Onb/Oi68+x+9/po6d+TFi+2tQHfo4pmMniQEVk1dcTHNLNoUl6j236NlJRm/2Mr1olqjjJzDSzWLbVXoi0hmoPUxuSS67M3Uk5lQSW9FIQ34WLSKYkjFgd47RMzBPX98sXls/K6Y5bvRniVguY0t5Ok2VEWpz4E3cgvKmZHT6NDJy40nP0SaICQeSPl624beuYPOHtJHLjyZj1iwkmYiobNJThb9kR6GFiscOVfEskssP0PzSb/Gl3/19/sU//TK/86XDPLMtj8r09bTawPzFk5z/i2/zztkezi4EtOf1awMK+jj0CXpi1aO3tHkAM6JxJzDM25m0ioV+tIa4D8TG59tZvPpNfvLVv+Q//8n7/NhQgLHxyzzxysv8wee3cLAsPrxXhgblf0HtWeYfz/8eFupOlsS7OInDUgnt3kRQPbt2XnuUktn+UM+M2MQmbmFT4H7C0AJDdCrkNFLafIgjR3ZwYm8BZSkq4EtQC05hmR+hq3eCnmG1Q6gEFSE291C3GnQJyaQX5JGWmkqCNoSrApGVZbuFyVkblvAzdB4Sqobhx7m4vOG1bF6hGLG6TArz0uWVKL8/BjOJ0xOZnEJCbLy2QVAkToKBOaYNc/QPmjDZPko0V9+x43YYGRtZYGLSgsun1uCEP93EpwCSsIguJb1iN7uffJqnnzvEofosKhOdRNummB/uoPfKac6fPMu75y5x4dQ1zrVOM7qSRLSQzIZjT/P8k7s43lxCRWqMdmPoo3TvbdPi7gclJML/PtJ5PjLUqG18AtHiI8m6WNRyP3UTyOWaZXR0gaHRFRwfSeCq2GDBYlpkaHCBWSFPvp8OW3msiIjQEZ+RQUZ+LimK/WhYwRcQsWe0Mj3vxP1Igk9NAHQT8Hhw+MMjRwGJTMlJGZQWpZKVEfd4lmZ8HKj1hSrGJyQK6VQxWNXSiNVuZnrB9Yhx/mcNife2IUZuXub8W+c5f2GY7oUgvswK8pt30lBXRnG89PGq74WhDPVxbaaVRpYo29qWakpKUiWOSO4wTWId7GJ6dpQBywJdNycYvDqLLzGHnF1NFBemk6PVJp/YjCrqqwpoqtKRKl0RsC8wOjjNQPsgMwM3RSTP0BtTiDmzmoqsJKolhet+xubz6UJY4MbEpZGbn0x2nnAAbSqbiBbnHG7zEgsWn0S8RxFTcqTPi8flwutzayOjalOxiPQiMjNSKEqBxMfRB16po2Ueh8XEvDOAWU4UUsu6dInEpxaQW7eDpv1HOfTUCzz90md4+YVjPNdSSo26OaLmWYSGMI210dE3xrURK/Nq4bbieCnJJKSlkRSjRp3VVc/jXpkQPjRDz6AL20cYqAg5rHinhjHNzzEldV2+Nc9ZrsE1ymTnFS68dZZzZwfomPfiTC4lT/yvvr6C8qRYEqS9PmR7q/4X/vFTQIykwQT0iXpS0qLQq77zu/BPGZjrH2XOLDkwfOAjI+CyYx8dwzhpYN7txyLX81O5pE38TPEYlMsm7ocP42sO0ZlNHHrpCT7z2kFaSjKQGC9hX22E4MS4sIxxXsJ7yE9QTRsNf2ljCAlOKS4WEpZJ9q0zWJg3LjIwtsiC6VHCgCT6kE0StpBgl0dLMG4pNS4un9LCNEoKool9HNN8hKRFZuSQKj/VQ8zVc96CgSWmJibp6Zxg1qhWHj4qVAaYYMnQw8mTPVy4OoXZ5d8MXJ9GxOSTvudZWj7zGs8f2M2LWwvZU6snO3qKuUvf4f2/+M/8l//4X/kPXznJN65FMpt9hCN/8A/5zX/8K/zGsTIOFcWuG9n5iHgosqMOEjH8UMc+RqjFYslp6NKzyIgLP65LkXCPe4Hh/nH6ew2Ybn/w5kNC2JR/hNGBHt5+p4+23kWhOj+HHqIeZ5aVRVpREdlq51TtzRBe/zITMwsMTRhZcT7KHQA51mkWQmnD5A5I9FSpMJ+0lFwqS5LJyRQr+GnbwJ3QJxKbk0daWjoZWv1Uv5lYtpsYn5F6Wz7RVXqPEVLvwDiBhStcOXOZ7/1wgG5bLJGJ1dQ1VrKrOYeM8LSeTxDREoKKKG5uprSoWHpawUDkTDvTE23cGOrngwtLtF6LICe7kGNHKinLW7uRkoAurpDqraVsbclTm2+Dw4ZjaISRG210Xb5Cz9wMU/WV+LY3UJQYq+W4zQnK66GcSU9sbDoFJVnkF6WiDVxqkmWSlWUD47MuZtXuyg99r1sOdK5gNy/jdDi0W1bE5hJVWk5OViolOm3s/uPDYRaa0c7S+ACti26G1USK20JoPKTVUbTns5z41T/gt//Bb/Kv/v6TfGZ3BaXabD2pWdQiU3OzdPbMs2iUL0fKB8LfErLF9mPjkXAjcLHinqKrfYibNyZY/AgK1zM3jvHiSQbaO7hu9jGhiXEFAxiv0HrxMt99vVeuQ64hukpsuordYtO5aZ8GKaCXdkolKTWJrNw44jWSKBcwMY6lp4fx+WVtzfujT/bz4VqYZOL9M/RebKXH4latsXpDZBO/yNgUuPeCNpKjiO6Hr4+79C9Cn0NM1W7q9hzlicNbOFqXRO6qeFSPRSOkCFqIkDr3/ZAoGbawjrzCQrZkRGpCWQVH18wMho5BZmaNLGvvPQRUNrEa8RrnmHesMKskd0QlKSU11BWkUiWnirsjU6vneoZv6ymodlLPYYvUOPo9ax6RRkRqIZlZaZSnqfvpgoAD32gP09cv0t43Satw8YeX5gFCVhFH56/Qe62HSW8IS5wQElWP1SNuR4Cgz4ND7crr9oeT4SZ+SnATchlZnDQyvRRDwtZjbHvpC7z4/Ak+e3wXe7c3sq2hji11tdTV1VFTt40tjU3s2LWNpposcpPVswHF/1RRtxGLDaDZptqER21SsXZ4UMw8xAOfdqXWQgW8RPg92o6eYXrx4cjvg9zyY0E9Vik6i+i0AvKzEjVipG1c4ljG3nudsRtXuT68xJDvURKzG+/MEGMnL4pAHmcmMhZHjF7a8ZO8kE8Iqn3Si4gvrqM8P516+VOR15DHzvLQGNM9o8yKbz9020gswDQvxHqRaY+XJRWR0uvJKy5jS56eQgklt/d3OOYp8/rQrtQmNmoNoFpSor3xeCECl9wiUjOyKNZHrJJgO8Y5AyPtw0xOm7Bq790PqmJR2iaCUVJXabZViF2rukvs/sRHqkPieCJg7ONdDI1P0r7iD99QiE4iJTWZjIxo9BveRFW1VesUo4mWOqq/1mqqvDLsmY+A1DziyrdSXFJEQ2oEWdJ6Qec44+3nuXbyDKeHPbSGqsksLuFAbRIF6sHqq4iOTSO3toqybWp3ZPHMoEk0wzWm5LtvvT3CxR4f8eXFlDWWkJHwOO4If8ohMVaNrX+oRVd9QUjS/cwpLiGN/NpKiqpLydbmcCvOM4fZMk33wAIjk368t6vH+0CEi82CcXYRq0lNX5V+KS2huKmWorx07SbhY+kJvyha+wSmJQO9sw6mzGqDqNXPNIgtR8USHZNIYloxeU17aTl4nMO7t3KwLoVidZkhOytmC/OLK6xoNyqFVCl7zCulcPURWNo9HqcRa881Rq5d5drQEoPSPA8X0yxgvsn4aD8fDHsZXo4iITqCpLWHZZvnWBnvZnRsjFaTR+JdBMGoRJJSksnMjCNhw7vHKuOqTbzCOw+v9z+Fxx81YiUmpZKZnUFxeboIXfWeJDzvGM7pNtpb+znXbsHwKDOVQyaCs5cY723jzJSbbqtOiyVJUvm7eWJA0r9bOKIDl2eTI/4i4O4+3sQnCAkR0XUklh/m6ZcP8sqLW6jKStB2Lg4j3B0PfBZapKjO3K0UlJezrzKeKi0ySsSdnGL5ZhvjEzMaEX6ojZsCcuCCBL+ZKabsDhbU2GrdVvIaG2koSKZaAsHtse9+lbtfyBOBm1giojyHuqo4stTdOUV8Ftqx3HyH81e6+EmnhQk1feeBUHWYwzTazbmvn+f6uVGCJbmkbCsjPvbD1vwQKokuY1s0MDE4wZR6wL+c+lHi5CY+KiQ9e8awjl7mva/+mNd/0MN4wUFyvvD7fO6Lv8pv/+qv8et/7w/47T/45/yrf/GP+Jd/8Ov81peO8/yecoQb3H0H/hGyqrISdbh6hqrL49FG+LQnMtwL6vkzjhW8K0JCAv5bN1se4ZQfA4o+5KBLEZJcmkF1uVy7cjyfOMT4RWauneSdqyOc7Hez/FCMR5GoSSZv3uSDv7rAwMgysU0VpFTladNAf+6gpnDrioku3Ep9ZR5iHuQoV/c4oX+AxbZOhhct2m7TD+XXTiGtEvNMEvsmvAHcMfnSPi2U1lWyNUNHoRyycTPdHf8+seYUAkpWKWm5udSkR2t1ihTCF5iaYPTSDQaHJhmX8P3gEY0Pa6h+u62+n1jl10HifGhxHvPoGPPiW4vam1FEyftBcUi1dvp2wbAeq4LpsdQzS/6J+BGBu7NCT0m86stFJq+cpfX1d7iyHMtQ1UGyRajuTJND158zRpyxvJac2q1UpWZQITEl1noBU/8FvnvSyoXuZGpL89m7JZOEWOXLfwtwyxWkoVbb6oH3SuJTSGhopKROuE9CvCZCI1CzEQy0t43SPzjPykM/d9+B2bSEYWyB5UVlQFnSPzVs319HWV7aurWkHxcSS4NqkyMRnJMWphdd2g3Te6OIqOIDbNvRxLP78qgskLcU1/H58QfE5rXRDGUjhejyqqgsTEfMhhRF/3wSlyYuMXf9fd6TeP++xHuT+McDYR7B0flj2geH+aGtHEN0KU2p0VTJRyJlwbiEZXSUBYs1vAZY3ThSfqn8T4no+/jf+h+fNCKEf+YU5FNZV0xahlK4qp0N+JZbuXL2Gj95o4veKdtDj+KGjBJzzv6AdsmD70q/jKTUUBYfg1qGf7uXSh+HlrEuzAhHnGR6dhmTtMlHmCW+iU8RNgXuvaAyrs9DwOsUDaieMSsk+aHvpt0f0anFZDUeovHgUU7sKmdvptr3T2E1sD8wmKjQXUhBdQN7jzeztS4xPCIaHCNgaGVgaJTLQy7mlK57EALLWAb7GFAjAlY11aae2v3b2X+glrKM8Pb3640kMiqa2NWNT8J30MOBwe1aYVkUgQo8Hx7vwy2CYWHWjMMbQSA6l8KaKpr21VKSr5cAo6KqEbexl8FLJzn7+o948/2rXBqQIGNaweoJ4A0ECYnwCAVEnLitOJanmO0/R+uPvs1bb17ktDGF2eQqqksyaciPRH/baLMqX8TKdAdDb3+Xk9/5K7717W/wV997j2++1cO1UQtWiZ/3jO0/U0grqt0h1Z1TaeYP21T+UKMu6n2J0A8kFB8LqvDwhmfq/Gun0mY0qDv1t97ZCCoxOfGZB5k49z6nX3+Tdy70cHHYxIzVg0ca3a9KjdQRFaMnRh9PQnycdoNCJ9cXFQpJ6eENLh7pWYa6eCIS00lK0GsjXspTgn4bc+MTjHSPMGPxbCBR5B3vIrbxdnquDnKxfQ6L23driqE6PqhGEOXfvTeOUUR8tV0+bCi5vnBfrW+/jaE+TSYmoZDKphoad5aRm6xSsGI3BizTbXSefJOTP3yTN0530ja+KO3oYsUXFNIU9pFgwI3PacK2MMzEzfe4+I3v8Oa5AS66C3FnltFUmkK5xJoPbekxQF2zeqlfw+9ol33r99WfG0K1lbSPeoWxWopW5p3fVX+lE51URm1LI/uONFCRJ22rbkO4ejFPttM6OEersDfH3R18FwLWGabauxgaWGQumEdkxTb2HmtmR1Mx+foore9vO3+0dHycHp38VDFRjQyphzlZ7Q4Wl1147kwMVjMeEXUWp1tb7/UwHPVuiMCNLCGnqIIdLQVUCFHW6rQygX/sIl03bvDWxUm6l0P3yUvyDd8MjtEhppet2g0A7cZN0I97xYnD7savbHtDqH5VfaReq28pqD5bHfl9OFsKEVKPwJJc4PKu1dQhfm1kfm6J8Qn19IDVt9dD8op/oZfxrn4GTQ6m5C1120bNQAiIM4aidMRsICbv3f3SntEFFBQV07Q1j4J85cwuHAtGFoaMBFOySNu+jfxCEUryyW0lqwWjSeUkF9XRUJ7FFgksiepMIeEH5OFKLKe+JJ2t0kf6e8aIe0H6aNXm1a8awm89BKQHpD/Ujt+3+kIrK/x67FBFKl+IlZgdHa0mlaKTdggEXZhtTpbM0s+3JVTpe7Pk+KUlzJ4QK7oUyJY2rt7OoZZidmaszlSZmWbx+k1Gu4cYsAZ58PJyOcI9imFklBsdInLduehK99K8vYFjTdmUZT5yJ9wbkZKAIp3YjAsMt48yPraI9QFtGxmTS1ZOFqWFySSp6QkhsZ+EJHKyReBrJEV9P4OY5DLqmqvZsTuPHHXTX4sUM1gM7RLvf8wHwol+9EEH10cWmBKCZZdA49NEsgefy4x9YRBD9/tcfP883zy5SNdSPDn1ZZRV5ZEes2bB0gde4bKa//lWWaaLUMjE4sISY+OWe2zyaSVo6meys4fBRRsT8o66eaguPSDWFhT/0906xwZQB6rcd2dbyd/3bL6IOGKKqshtaqGmOJcSVYS8HXTNY+6/RM+ZN3j7zQ/44eV+bk6amLN5tMcqBdSsLRHsAb/EYocRy0w3E62vc+rNd/nr00tcXUwkt6aI2vpc0m6LGcpY7din2hl8+zu8/52v8k3hiF/97nt86+0+ro9ZsSk3Dx+8iZ8zPFx++tsICQgOqw3XyjI+rwmHUwScLfx8so8PCXYZu8lpfIqXntrOyweKVqdDKWdTE38eBimkV2yl5cUnadm5jWrJNHo1Yc3ZyeBAP2cuzzA8dT9apc6ygkfIUldrD9dvzLLoKyWhcj9PHW/imQOF5CdvMMFHF0NCcjIJiYnEadvbr8hrBpt5nnGDkL1bwyeKihhZnJ9jYGCOmRkJsCLDcxq20Xh8H7XlRatrkAWhJUw33qT16/+Dr3/te/zJ6xc52TbCoGGBWSEfxqVFTEuzzE/3C9k5xZW3vsvX/ugv+PqP22nL20PknqfZW5xGizSr9hSaW1B1mGW2+xSn/+yP+cZ/+n/4b//zj/l3/+3r/NGfnuatq5MYfGtTUT9tWI2qqz/uhPbeRh88dtzjJA+sgCKys7gW27j4g9f5/ld/zOn+KTqWLUx232T8kvTj5SucuXaTa9evc/P6Na5duy6vVq7f7Kazb4SRmTkMiyYWJLlaVx52ylCa+FYh2atT4dPVW34Llp5Oui9cpXd8jnF563YOJgRs8hojbWd5/Uw/77Qu4XT5xcMU1PRmEQMer/bIxnuPNH2I21pF/rhfK30IZbgR6GKzKd3RQuORXVRmZ2g3rtSK/KBjHMMH3+LC1/6Mr3z9Df7y7Rtc7p9kbHZJe4yCaWkB48I0s+OdDLe+ywff+Tpf+Q9/xeutJoa3PEtmy36O5sVQfdsNoMeL9de59vt9r/3Whw9zdNixo6JyKNq9l10vHKexuoQy7ZMpXMud3Gwb5sKNJZYs9+skZUXSVvMjXLvcQ9egG3diE9VN+/jMUw3s35pOwobsS08oQchpvF57lrm6cRIK2phfWGR0bAGzdZ1CC7lZmZrAODTCrMXOglyWikSPDhV/C8kprmH38QbqG/PD0xjVQ0SWr9Jz9Rzf/u5VzrZOMXfPpnMQGu5nrq2VvjkTffKOitgEpI6LEldn1c79DxEB15cvv2t/3vOcd0DaM1IXi06vJzZ6LaeIEPIbGB4Yof3mODNLd7aQk5BpgvErV+i63Eq70c6IvKsyWoQQWY9X+aNXW2EThvyiTZt9ENLILSqhfkc1+QVadBBE4vOlUVZZwq59FRRma0rjDijHKSQ2s4otW/JoatCRqNSdmk1V0ULu1kYRt4lUCKPaIGs+BB62MTfGrRVDPw1EiCRNTCUxPk4kWligBgNWZsWWxsZF/EmsvgXvCvbxcZaGR5m1iS8Qhz+ijsyyHTz5dCPHD0msVgUEFqD3ElMd7VyZstMnHX3feB+ckfTSxmDPCJd7/SzFbyV/z7Mc2NnAicpYilTfPC6ISCMqiEN4yOT1Tkb7Rply+x8wiuiXPpFOiYoRy1TDF5kUFeSzpTqPrNS1OXHRQqcKqdnbws4nd1CelxEW+2ILKt7PnPo65/7qv/OnX/sxf/aT65zvGmPYMC/xfpGlBQOzE70MXH+Hi9//U775vfP813OpEglrePHJMg5vT1o3M1AEZbSIUeV/4YXPAuU7BiZGR2i7NsbU3J1XI/5onWb6xnXJmzdonzczJO+qSBEpSdArQtntEbF8y//kWtWIcPi3MFZ/ufX3w0DdbMutJbXxMNtryjgiJLFIUylSH+N1TDe/ww//+uv8lz/9ET841c7VwWnJgQssGZcwGhdZmJtkZqyTvktvceov/xPf+Prb/JeObLqjtvPsgVKeb05AH7Ne9qgrmmGm4yQf/Ml/4uv/+d8JR/wv/L//7Rv8f392hndvSk4VQ9wcyf35RNS/Eaz+volbEAeebWXkwinOi/PfmPESVVxGZl0TJel6StbWNXxkKAIVQ4w+FrWcJyrCj13d7V+MYDlQRHJ5JXufbqA8M14j2evvN92G2Dh0IjSjJODEBNRDwk2YJYmYbSHM9hBxsToSMtJITIoh/s5bGcElXJMXJHid4fU3+7hsSCJu+1PseeYJXjxSR0tRnLZb5J1fI+QgIijCY3KO9mvjzEqgV+MH/rgEgro4oj0uot3zLI/1Mni9g/45D7PRWaRIPQrSYolM0BEXo8NttRJYXmTF4sCo3fJ14XMus2xbwWpZwjwnhH6kj/6OVjpar3Pj+lWuXrrCpfMigrpm6LMkE1G6k6YnTnBoZyU7cmOIvauyFolMQwyeO8973zrF1dkQc2o+nN2D3agno7KI8u0VpOsjH89mFI8Vy0SY++g4fZMLl0eZkCyxotlNJJExyWRvF1JVXUNtqlC2u677ccEheXCMkUvtXD7by4g3hFWSckRhE+mV29lTlcmWrHudXNETI875Aa7/5BSt12bod3px+D2EnAtYZ8cYGx5ksL+Xvp4uerq76dJePXTLq7dPXr0idNvbpP/l1TNE99gi03YhFroEosWGEjYUa5LW1UPpZ0bwGkcZMTqZFhtlxY3TYxeGbGFZCIJhcozpkR4GOi/ReuU6Z25M0im2GshMQa+PInJ6GrdZPY/QJ0RGSFm0nNPjJl4ImxpwdEfFST+opwSuQUTwdDuG6xfoGDXTvazyfTYkqUeTVNK0PU8T2/f05TWozZTER6Ijo3AvmwiaFjFbfNL30p4hOy6L1N9hx2qaY1mucXygm572m7S3XuP6tStcvig+crGNGwMWxv35pG7bz+4nj3BwSz4NyqEfJyRu4R7GPNTP6TMD9Bsd0lYx6HNqKN57hNqKLJoztR7ZGCtjuEeucFGE6ZleM76Qas1sindup2p3k7b+P7zudB3U5iwJevSxeiJ8bmL9NlxGMxarHaMtCpcrSGJyAonpioCv7x8FiTPOEUx9p7h48iI/+GCO0cgqCo+8yPGn9/Hs7lKqkiPDu3feBdX+LhZ7+1kUm52SGGsK+qXOIjmFyKbHeeU6bdhmupnq6+L6oI0hm56EvGyy0+O1+PLR7i1EEK0LEp8gBFuEqG1+iRWjS87kwbdsxWS34bYtY162sGi2SOw0Y7MssrwwyfSw2HfbFdpEaN8U3xnqn8GyFN6JNOR1ERB/9NiNEosXWbS7MPpiCejiRbjJOcMnJ2gdZu76WXoHpmgVDeLySUaKK6G8rpRdByrJiYl4OEEXnMfnmKe7c5qBUYs2EhTye6U8aVmHVZpWcpdlgYWpfrHpDm5clTbsUvnFi1EOshnUI1Sc2mh4QG3bE5lAUmCZJO8ERrOZtqkANm8UGckx6JQguSeiiNBZ5RibiOspxnuMmMkhmL2Tfc8d5enjW7TpomIGd0CVqSMy5CF+ZYQV6xI3By0shPJJEGG16+BOnm8SERMv8TH8hYeEov9GFjtuMHDhJn1zPgxBOXlWE/FlzTzRnE9L/oYLJAXqTAZ8hj4uvXOTtjEjs/KOLzGP+Or9VFSUc6RSOMRDddCjQE0tX2Ghs5vF4SEmxKCsPvUQqARt2qvyhaigGfNUJ+PiK1eHHEy4pR4FWWQmx4mIixRhF0NSotqJOArfihXnkhWjdxmbPYA9KkFaJYG0lCRSE+TY1bOGIX7omsLY/gHX3n+fN69ZaXVVUXToKZ5++QhP7iikIUXE3OrRjwVedUOpm/aOUd46PYzFEyQuOx9dSipZSVEb239onoWbp+i4eI2z06kYUnZx8KkjPHe0jgbJmamrDhYh8T4yQWxW2iPotBFpM2ExCz+RdlScyGNdxmgXTiTx3jI3wsSQ5MWOm7Rev8zVyxe5dL2HqxLrZykmuWY/e/Zv5ajkmgJJNGrmVxjyS3CRoPCy3l4DA32m8Ah5yIvbGyF+aZNTKe4lAnF6gMnBDim/k2ttoxgk5hg9ASzK/xYl70gI9ROLPyqJhICNVN8EVquR9kkfJpeOTBHvt/SjVwLG1A3aOof4oFPilk99kEne1kaqD+ygMiuKvLucRb0RR1RsLDFuG7FB4bMrNuZNUleJ30GvxPtlOybLMk7LnNR3mLG+TnqEJ968eZ3rV6RdLl3i8vVerg/YmVdPcGg+zv7D23mqJY8y3fp9CBTMkhMG6Tt1lve/c47r8yEW1Jxtm8QcUzzZ1UWUNVWQFrc2y3ITP0/YFLh3QYmtGWY6L3Dph+9xudPAsMuFO62YyMwayjJSacz5aFTlLkTFEJ2dK+QlhmTLBH67jx5THgkl5Rx4toGyBwlcNUEoLoesjHgqi6RObkk6EwuYFCmeXMAWpceRlEuyJIq8VN26QGwnYBZx8f4PuPjeJb7flchUyl6e/vIrvPLZfezOF8eW4jakwzohtXq3BLxFpq4NYrd4JUS4cEkgXJw1S9CZweU00H+1jbaTncxEZxLa0kJxXjKl2u3JFCIS0kVUesiOs2FcsjE979AIjwqdQceSkMRBIR6SsK9e4sqlC1y4cIHzFy5x8YoE3S4Dk84c9HtfY/fzL/HlJyo4UhJHnFT2rlip9oS2DjAg3zv9/jBTvrWpT0IY3AkUbqmhZGeDNhU08+4v/2zhGCQ4fJmTp7t4p3OOeXkrfH/UQ0S02E3pVhJyKmnIjEO665NBaA7mOmg738HJS2NMBsKj3YHMWvS5teysSKOl4F7kS/nRCl7LPGM3epgen2HB48S5ssCiYYzxwX4Gujvpbm+no6OddvmpXh0dbUIkJIHfuCYJXBLVhXNcvHiOc5c6uHBzEuHGOBKzSBIRU5gSvYFvKN+MIzEwR0zEAv1zNrrnVK2FRNsmhXD103HtJr3datMKEYTv/YRzFzp5dyQNU3I1T7zaREtVIr6rnSwbLNp6Ja/HhVXs1L5sJuD1442WBJyRgT5eR+ItuzNhHLjOwLlLdEzYkdxKKKjG29Io31ZGWbMkSXHAB64LU3NBozOIjk8kN36FpCgH09Mm5iU2hMdFXPissyxP9DHYcY2bQnIua/4hfnLpqvhILzf7hBTFN5B54pd58vlj/OrhQpoyRLRr33+MCMhFLnQw3dPNOxfH6FsW0SQ9EptZQU7TXolJeWxJY4MbT2EEZtoxtJ7iQsc4F8ddBEOqN1PI2bqVwq1bqJD+zbuLqUprR6QQGZ9FSX4MhUIWrUvS9tNLLBnnMS9YWInPxJuQQU5GIllCTML9o3xnCevINTrf+A7vnRnnjalS4pqe4Au/9VmePVTL1uQIEu4pjnTSNUHchmFc80OM2RxMOoSEmoVwmRZw+hxCwhaYbT/NeG8X50xZGPSVbKvKoiEt9uMR7th4MYls9CE/ac55ia82xpdE4IZshExDTA2LgBXyPW6YZ9FixDg/ztxIN11nT3LtohA+IZ4DgRRiDbOkLi5ryzIcyj8dU9gNowyMTDM872YlMZ/YtCyKhLSLThPYsc91M3zmLJ0DIk7V/cKg+Ls3lbzKQqp2V4mg1K3uaH0fqCZN9BEd6WVGROtSx7SaaySWLBZtNUgdBhgem6Kzd4Cp/gv0tF3j9bf7aZ3wEduyi0yxo2K5zviVeU1MOUWY+5aMOBeHsBj76Ji2c31ObCI2ma3Fiegf9Fg7fZAoeS12DWDumWAmrpnQtmd44dntvLwzk1z5+r1ybqQIjwTdIi6bnWvXbVgji6h/4SX2HtjGfrHHZBH8j4YVMU2JayKEWs+0M2gKsqBiQFod+oI6Dm3JYVfxvaKGR77eg7m3jbfe6+HajFXd0iWkzyKysJmSokIOVCSSoX/cnq8jJLbomerHsTjKsMXNnNsnIVCEqmUBh9/J3IKBudYPGB4Y4py1AGNSOTuqM6hO0oXjUHQ8UVllpKQlU6xbJtZrYnJyUezXgmHCicsfRVJBLknyeVbsOi7iF0E/c5Orb7/NGz+8yhVHJc6mV3jx1aP8+gvV1GXEqPlxjxceo1xbP/2dfZy+2InB7GOZPOISkykvS9PE6u0tLKLJ3k/7+yc5d0YEqa6FmOaX+cyzzby0I5289cdHyB8xucSmZFCW5pZ45WRywsSM8KpwvPcStIm4NfQz0nmD1iuXuHTxIhfOS2682sFNEZZjkY0U7zrGa790lBM7iikVWqi7cxZKvJ+YGB9zfdMsto9hldClxYCVWRwzA4yPT9LRO8xE/0UGO6/w47d7udTvIKKhmYyqMooto6TYp5kWc7W5vASMwvUWRkQE9tJjMHFlJhlPVApbipNIWvMB04jY5nmudoxwdtAqfareTCKzup7CpibK0mMp3rCzoomISCA9Q0dGVgwrEt8tBrVsSLN4oRYr+G3CJ8bUDbxrImovcvGCahP5KX50+VoXndNBDPF7Kdr7DF/+8jFePFhKiZDEux/dJX1r6adX+vXMBxJLheNoM1wUR3QlUNxYQ/GOenKTIsl4VNfexM8cmwI3INJKSMPyrHoURw99nefouvwu7715krckOLUuqUAgwcZsx2Rcxm00sGwxMWdysmQLEVLrUIToqoT46PavvpWEXo0gxkogC8SxYNCRmZ/D1qe2kSfCVY36aFzjnogSwZhAYnIycQmppKSmkS5/J8cFiYl2ScIxMD/Uy0BXL739g/QP9jI40ENPzwh9ohYWA0KcKvfSdPgATx/bRktZAkq/3/taJDTH6AgKyYhYEZriteAUAWBaceG1+nAEAkTrJDhEp5KUW05Z4zYa6kupSBMitHohEVHx0maxJKSkEhefQmp8HOmJIsCjAgScbpx++Rnw4/evvaIJCqFNL6impGYXzfuPcORJee2qYntRvPbsNq2+isPeVnEVUUWczCywPDmFadnKoiorpoLMul3sOraD/TvLKIn/WY/gBvDZF7HPDjA51k93xw06T73DqbdP8eaFfm6a10/PDRH0WVm2+iXwL+IxGbDZTBiMHm0NdHRcNHExH1HM+KWAlTlMCzMMDQ+LMD1H55kPeOd0O2fGbBp50oSr1SvndKDzLeMSYr/kCGL1SPLQRRN/6/at6gixbxEtujg1rT2KkFNI6ZILS1A9Gkv1cbifA7f6Ofy6/e9A+KfbIkJinulFN2ZziGi9nrTCbBLEd+6U2BFCwHQibGIS4/EHooU8eYjy2nA7fLjlp8cmQmDZx0pAiFpsJimFW6lsOcS+Aw2c2JtEmmuJkXc6MEyZWcnKJ7qgXNtdt7qijJqackrL8ynMTyTBK4ROkuzcyHU6W89y+p3TvC8k9YZByWkFIToOO46IABanmjVgwiMEzu6PxBkRR3RUpNi8duA6qHaLJCpWT2KCnvjkNPGVZDLVTTBRHVEhIfcOL56gWm+0rp0CQhhT88kqrqdy2z52Hz3OsRP7OLStiC1CFO5F2B8N6qaFR/rChGlqlImbF8RO3+X9U9c52T6HUSMwftzOgFxjhJAQMyGHGa8/KKRBT1RUkLigCYdpgtEeISby3VPvn+VUu5FJjVWoAuxYhdzanX6CVheRXp/0kYjL+BgtDt6yrigpLymepKRU9Oq54BlCNGOljWIDRITsWOZGme7rpre7j77BQQYGhQz19tLdN8nIjPR9YhXZTYc4eHwvT+yrojY9ksQHjPypmw86/wq6KLF/v5Bcm9jyig3fih1XMAKPGo1RsS2jlKzqRhrqymkUwZWh/7itL/JYyo2L05OckiKkP4PU5HhSdEF0IYnx1mWcIq6NakdZqx2z0Sr+6cURTEKXVUxJcwXlRSnop5cImD0E8itIqW2iXshry44Wmpubad5eT9NWIbLJIuBMo1gnW+nrPsfZ90/z3vvXuDLgYVoLQtJRfisrfmkDnx+riBr3shGHV908jJMmirpjHwQFadcIETbRsUT6QiTqQ5p/+gJe8Uk3HmlTlz2IIyS+Gp9IfHoB6UX11DZvZ9feJupyhWiG5rVcMzFvYVZyj5qr7I1OQJ9VJHGglsqaWpqqsqnKjhWful8/Kkg/xYoPDo3jX7LgrTtM2oEneXpPKftz4u4/Ih0pSSbBiXvFz2Cbh9jEUrZ/7gQtLYXUJkVoN1ofDIlpanf02UHJzZfoOC8x9u2LnLw6R7/2qZxD4rvL5ZIWteMOubUYa5cYGyftFhvpxKGWI3RfYfjC+3zwwQXeuDTMoGt1eZNTjfwF8TttQuhd+KQ51MyKiCgRf2KK9zXzB0J9OUwQYqTfoqN8WLxeyUeSZ51W4QAO3OIrHhFu0dI/8dmV5NU0sqWuhK0FCaTcutulfsZK+wlXSUwiITWd5NRkUuXvOOEBOp9RctuYNkOlq0d8eGBAeEuf8Jg+zYcHZwNY48rIaznK3qMHOLGrlMbMx/AouY3gEhE0P8DYrI1um56Y1AyKMuKEM6icZGDGMMHU2AjjoyMMDfQz1NtOZ+cgXSLUTbGSO3aeYN/R/RxryqU2Rfchn7vFVyLEHqWtJF8lqHgmPpCuZvfp1bES/9weEYfrOVEkAX0OqYU1VDbtZ/eR45w43MLhpmIRyWoGygYdLP0RoZ63q/xPLeWShvKHJFbbxf8CYs82H/aQTt6PJz4tj9SCOqobm9h9oIUG9bhIFojxmZlcNDNj9xGUmO6O1Iv/FcqxNZTX1lJfGEdRcBbv8igDA5IH1d4b757mgxujdC2pi1X5Q3iEN1JsWXzAbCLoMGF1BTH7YiQ/RBG/pkCV8I+Xukhsj41LIDUtmZQ08XedxOCAA78rgFvxh/U5MJiALqOAnLItVG8/oOXA40daONJcREW8+M0GzaIFEvEv87RogCmDcESbcETht7GVZG/ZzZ5jLexrKdF2sQ8vD9nEzxM2Ba7fDpZhDMOdXLh4icunTnLp3fc5d32IG+KUajqXBp8Jr2GIuVkDQwt2DEKyXcF4ktMSyc6M15Lihv7zEIiQaJNYmE6cLgn/lIuc3HQKDm8hPS38fLS7+MKdiFALcAvILi6nvrGKqvIcCtOjiPPMYBltpePKDS6ca6Wrr4f+kWFJGKOMTDuxJjSQ0XiCp18+ystPbmNLjghquYj7X4cai0ghTgJwtnq8gwRKt10InmTR5agEISjpZGaUUNq0l+3PPSPBoYZdOTGk3zaEEak9MkmfW0FZeSH1QkyyU4QYqnOHhIC5w5uOBFUSFAKRUd7Mtj1HOHDiWZ595fO8+MIxXthVSHOeJLT19b2r4hLJpU1jgm6SRWyseEPM2ZNIrN/P1udf5onDDRyvSibn/hf8U4BfkvkopqEr9LRd4vz5c5x87wInz/XTtyCfrR71ISRRmOdYloS6YJxnfHmFWUsUXuLJyJbkmCjJQo565MvyiIQ1j0iy7uN6azvXxR+unr/OjaEFJp0adQrDZyM0P4vFbsZg92L0xOKPFhGWEkdW4lpHq7OLiNNnklufT1Fhkrb7q2NulgWnuu3wUSAtIWJ+sd+EPykdfUM9aSmx5Ib51odQCT4+i7jsYgrS9JSlRmhT51wuJzZJzp6QnuikPDIKG6jc8zz7n3mZL71ymJcOFlIWY8M7O03fpRmMvhQStuyiomU3+/buYN+eZrZvq6euMpviNLFO6bO5tvN0XjrDmVMi1C73cXXctbpLrIJqMxMWi4OpaYuIkGX8XjeumBQC4ifJcVEk3WtoTwmCpCKS88upqcqjuiyLVCE8cRFCYgMuvC4PoiMFeiLTqymo20nLgeMcefZFnv/853jpqd083ZhJZZqQea3AxwFFUBx4bJNMtV6i/dwZ3j95mfNtU4xJGNX0rYJPbdwjxMW4hMPjYkWIUERSjhC2IGkhaVeJSTfPqNGNq5y+Ns6g8McP7cGrkeSZWRHGIiJCImTjMlNIyU7SyOttzRWVSnRKEaU1ldRtERFXkEpOohAW8yCzvde5dr6Vy1fb6RseoHdwiJ7eKaYscfjy9lG1/wSvvHKQJ3aVUSbkJ37Ddbd3ICKGOBHVaVkpREUEifI4pa5+nI4oCTPJJGTlk11zgOodx3nmQB3Ht6SRJeL2kf1wQwjZlTZMraijuKyYhuJ0ctOF/Oli0Ef6xL5XcIvgVI/O9PlF5CVIXbYeYcuRJ3j+aAkHSnW4JxzYHCmktxxmi8TSp158hRc/8zKff/EYzx3aQouI8czQHJbeK/ReOcv506c5faGNC/3LjH94h00g8V6E/dSMHav0s4rXTuljX3wmCfoY0iTs3n3NYgMxGeQWZlFanSMiV9rM5xUR5hGfELvOyCG7qJyCmt3U7zrOc597hhee2cfukkwqEtXUY58QWB9LMyacKyGc4r/JxVsp23qcPXv28NljVbSUijgWcfvg9pZsLX2J0agdH7f7CAX7D7KnJJmSB82GUYXrJNb6Y7CMRJGdU0LL8zuoqUhGrda4lzvfjgCeZbVG+xrdF09z7j2JHW0TtIot3WrmoDiUcUH6yyaCwovJqyeoSyQ3S0datBXzwHUGr5zh9KmLnLoqtr3kFcK/+l3xIaxLOI3LWAJqWYmI9qRMkhITtb6JfgwBIULaTy85OyUjRTS/j0jxc7dZRIc3mpjkFJJyisipP0LdrqM8d6CSwzUpcm61PdgdiEokJruK7NIattYWU1OaJj4sEtkyykznZVqvX+fczX7au7sZHRoUP15geC6KUOFOKo99hqef3MvLewqpTg/fAPtEoJ6Du2RgKZTCYk6jcJYcdmWvSB0NDHYPMjI4yMTEsIjbXvp7umltFXE7aMGevpXcAy9x4ok9vLCniEqp4232cVtjKEFXQEJOObU1+dryjpS4WPHtCO2GWlB8Rd1ERpdDes12addj7H/yc7zw0nN86TN7ObKtgKL4SI0PbQyJnroMsvKyKK+RWJwkdZEyA5JHfO5IYtOzySosI7+qReLXMZ56+VleevEgeytyqJQklZ0kcTUyIP63zIrViyM+h4TCekq2HmXnnn189kQ1O/JE+E60M959hevXz3Hu3FVOXRqidza4Lr6LKF1ZYX7WiNOyhFdyhTkQhzM6jZSEWDLXr6WLSCAyPpe8slKq6iQ2ZCaTLXFDr24y+d3Y1Y1ejZakEJ1RSXnjHrYfOMHhZz8r7fIMr4lfHtmWS64o27tHbtcg7RIjNhh0ahzRJgXOOZJJ3nKQbc+/xJOH6jhWlaT2X9/EzyEiQtpK+L/FUKNWjlkW5+boH5tjzqDWKS2wpJKKX+0PKAkwKkTQ6ycYEKKckkm8BO/s3FKKCgqpKsukJDdRI1/39KEHInxnyzE3T//5Kdz6JFIPbiMjLUFzrEcL3EKk52eYmxQSOj3N9NwihiUfVrcEhuR4EuQVHalDHx8eYc0rKqZWCHv+o27K4LXgWx7HMDZKf/84o0tu5iUJxySIoMkrpKiqUohnKYXJam/YD6Gs7TYuGVRrcWeYnpiWJCE/5xdZWLZhdYmwC4lQEyGQlJZNTl4+eQUFFBQXkZ8Zr01bugVlwfdsfJ+2FtM80kW3CLUug5BmSag59c1sKc9gS66IsNUjf3YISHMasM2NYZidZ0yC/6xBba5lxS3yJKDTSZsJcZPGi1ACR65X8gKRUXEk5ArpzS8gI1PEXJ4SQkJ8RfSpa3pke1SPpFlRm1gYGREiaZyZER09w4Ldg9GrtjoK22JQ+FNERCxxWbmkFAqRkcRYlJ9PdV4Secl3Ujxh3Iunmbh5lT/75hAdEx4y6wpEsFyKDaMAAAxYSURBVCSjD4pIWH3cQvj/67BqJBFBYW0BD16P+MfKMrMDBubG7UTsfomiL/6vvLKzlNcqdOvWG61HgJB5DPPUsIicKYYml5hddmH3R2t2lZxdSG5ptRCWEuorUsjSDGFRwsEE7acGmF2S8+bkyXUKMchIIz09jbTUFFKFHCRGS3K1zIlYG2bGYGBiboHppRUWLOFdKqOjVX/5tOvy6TKJTszTns1YVpRFRkGJiCRJ3ElRG6+PU19afz2+RVyLM4yPTjE5PcvMgpElEYF2TxB/ZLzk50whmjnkSR+oZ2MXFBWQnx59+zrCO8v8SFBxyo3PscTiyCjToxOMjE0xa7JjCaobLGqcMyj/xeCPSCIpPYv84nwKSsooLC6lIC1CRIAI3/kphvtHGBubEZG0jM0bwBcVLVUMM3QPSUTosyksLKWyspTyaikjX0izfLaxgBBp7TOyPDXFjLwmpT8MaqRvWT0gSifxI0G7IRcdpWaNKH+ppKS0gJqypNti08NhRf5JTB0dEmI7xvC4mQU15zc5jUSJe7mldZSUFFFfqCflkwosQYm9i1NMT80wNik5a34Bkxq5FdHl1aWQmCDCWuwrt6yGotI8avM94mtGBs6PMDm+gj83X8ip2EleDjkZMSTfsgu5Dvc8S6MjzE5NMjE7JzZtY27Zi8sfQicsUe1frHbsDsh5Qvo8crNFgBaJfxQUkZor1y+xJ1OS4b1NTYSbfY6JwRFGxScnJM4t2QMEJR/FpeeRnlcstlJEVWU++QlqLoaCBDvrGHNjw7TfHGJswYkpMhWdeuZoaS3VFflsrUpddx0PAz/O0W5sM9PMZtTgyquhPBHy7jt8q6Bs1IHDsszwhRncwViyD9SSlpGo2dLDjdVLvLfOSTNIvB8fZWx8WvKnkxkR7qoPYkTUhHzS1pFx6LMlxkrb5hSWS4zNoa4ongydC9uU9NHoKCOjk0wuiA26QzjEDaLVMwaD0kueaGKTM0grr6CgvIwKEQlFmkCQYx6DwNWgpsjbF5gcGmBkSGLBhJWllQgi0zJIzg/3TWlxAXUF4ndr57xnHJLY4prHNi+xdDJs2zOzEmecYi6R4r9xMaQmSK6OTiBGn0FmSQWFleVU5MWR+UkncIdJ0sIQUzYfPa54IkRcZQSs2G0uifciPqXNdWrmkpqN5PPjcktcFkaYVFRNTnkVNUWpFD7KMqKgCD+J96PD08Lh5lgwmVi0ODELVQ3GSFwV384QX8uX+FhSnEN5QcIjjC5KIc55ZiR+jwxOMD5tlLK9+OKSxf9yScstIb9I+V8BhSlRq9O9JbKvjGOcHKXj5gDDBulnEZWRKQXkltRJjC6ksUb8T3x7ZXKEJeGfU4uLTBsk3xrMrHhUvFDxXeWPoJSWSCg2nTwR26VS/7TcYlIz8yjJiCdHrfm5C+JzfpPE9wlmJsQ2DHPMLJqZtzpFkIqvqFkzSelk5OSSLVwoTzhJoZRdlBmj8fIHQ3L50gjLalnH4AI9IsjJrSGvvpGtZRnU58Q+pF9v4tOGTYGrQZog/O+O3+8BJTbCv6z9e0wQ8aJigCrw1jk+CsIiKIz1vws2KvcjnWtdO8kJPjyFlKUVJv8L/3sI3KusdVirY7jwhyx3Davlr5WtlRWu3KOV8wlj/bXfqx02wq3+exzXtNpWq3/dvx7rz7fW7+shid42yNy7f8bVq4P8j/FdeIr28I9+cwdPbM3SdoyMFpGryr/7HKtli7jFaxdxK4J7SYjgxXfoPvMBZ9jFYOWv8svH6vgnRzPvc4c2fDFa+Xddy+o5bv1cgxy39pzD9Rd1q53XsK5s9Z3bC78D69snfLLby7ofVs+wWv6GIfux2sDDYPV6V+uyQY3uXSf5jnb82s8Nse47d7X7vbDWB/K/8L8wVhv+tjIeusyNsFb+3ee5dabwv08O69vurnaUetw6+brf1XHqwI0+W49wI0qZq8ffE7efZ/XfQ0AK1f6t/VzD+jLurFv4KOWXt46XA7RD1n4+Km5dp2D1ZI9SzlqMUI9R+khQ/RH+5T7tLGWH/2m/f9gm8oXwv3Xl3I3wo4LWl/G4sVaPtZ+ruNUnj3Lu9e1wR3lSwofXvoaN3vuEcJ82vj8e5frX48O2uDver7vuW+38KAg37F19tr6uG5Wr2mC1LmvfWbOvW/VZ307rf78L4ROFv7b+9/vhwzbZsOzVSqzV/FadHgpSmvq3Vq52/eFKPVIxm/hUYVPgfpqhuubRvHQTm/h0IOSCpZtMdlzjh1+/wI3JKOx7v0jNkSP8+uEs6h51xoCI5ZDHjG3wfQzt7/L1gTx+Yj3Mq8fr+WefLSb2cfmJioabLreJTfzi4mP6+MZpeTNwbGITm9jEpwmPa7LKJj4JbIrbTfycIuBawtj+Hj3v/4Tvnl/h5FwpVdtrePZYFrmPLG4VIomIzSClso6G/c3UVRZq0/fj/OoxVY8Rmy63iU38YuNj+vjGaXkzcGxiE5vYxKcJmwJ3E5vYxGOEWqM2i3exjetnrvHu6VFGonOJbGiipiSLbTFqS4iPAfWc2OhIkpP1pGanEZ8Uz6M+eXITm9jEJjaxiU1sYhO/uNgUuJvYxCYeH4J+cI7gNNzg6rV+TnVYMKXlkb6tmqL0/3979/PT9B3HcfzVVmhpSwEprQUKViLIfrklWzTLfhgPO2zRi4f9E0ZPxpMXk108mpHsuJPZ3E7TYbZsi5k/wki2RWTqVFbBVWqhpS1Q+rv7thSTcdEFLvt+n4/k2+b76bf9HvrtJ319v9+83x51G5tsadLJrKj8ZEU1I9YGIj3qCvgoAAEAAIBnCLgAtk+9xPKTqBbv39HMYkoPasZQyS5bbYdanc8tUfocOWXmk/r1alKZRFVDw50K9Xu4OxAAAADPEHABbJtataxKMqmV+FOlSmWV61NMNqliPKb4YlpZY5v1ZjD/QaMOXlq1YlSPHi3q1gOH1koejez2qi+wvgkAAABQZ9mA2ygH3vjjDKzjeNg6mzGlOFrrV2t3yG6rd7FckeYmlPrtW41/N6GvJ2K6v9zoXPqCclJqWtGrV/TNp1/px1sJzb3yjtr3v67Xulo0YMxgXMAFAADABsu3CapUKsrlco3n9Z5esIr6oV//zl0ul5zO9Zbm2KLyqvT4kqI3L+uTz37WxeuPZeRZOdr2KHjgI73x7ns6eni/DuwLqc9tl7fFplrjZ1fvOtfsc2c81IwIXKsWVEg/VnrunqZu3NbkzVmt7j0o/9GP9fZIUId7CLcAAAD4N0sG3I1gUzc7O6uxsTHNzMzI4/HIbueubauon9hwu906duyYjhw50hzFltSKUuGBlu7e0KXPv9TlS9f1U7SoZP21trA6whHtCYcVGehVf39QuwId2ulzyd3qkL1aVrWwqsJyUksLC0rEF5SpOFXwhNTeEVBfsFe7X9qnoVdHFOluVQ/VpQAAALCJpa/gVqtVXbhwQSdOnNDS0lJzFFZz5swZnT17trmGralPJ3mVMvf18MoXmvj+B128OadfoktaK5dUrBq/OzklR6e6w70K9gbUG+pSZ7tLLuO99uKqitkFpZ4uKB5PK+fdLefIIb116H19+MFBvRnxKeJa3xMAAACwmWUD7vT0tM6fP6/x8XHFYrHmKKzo1KlTOnfuXHMN26FWyWgtPqP4zF3dvjWt6T/+1L3onKKxhOaTy0ql15TLF1S1tal1V786/H4FO33qbvepw2ssO/3y+QPa1T+gcCSiwcF+hfsCCnhtamvuAwAAANjMsgH32rVrOn78uKamptTT06OWlhaKDFlMNpuVz+fT6dOndfLkyeYotteKCnN3FHt4V7/feWiE3L8VW1jUk9hTxf+aV7pgU35nnzz+oHr93QoF+xQKDWpg74iGXh7V3sFuDbU3PwoAAAB4DssG3EQiocnJycatyV6vVw6Hg4BrMaVSqXFiY3R0VMPDw81RbLtiRvnljFLpZWVXc8rl81rL5ZVbzqlYkSqtbjmcLrmdTrW1uY3FK6/Pp/auTvncdrmoJAUAAIAXZPkiU8AGjgsAAADg/42SwQAAAAAAU7B0FWUAAAAAgHlwBRcAAAAAYAoEXAAAAACAKRBwAQAAAACmQMAFAAAAAJgCARcAAAAAYAoEXAAAAACAKRBwAQAAAACmQMAFAAAAAJgCARcAAAAAYAoEXAAAAACAKRBwAQAAAACmQMAFAAAAAJgCARcAAAAAYAoEXAAAAACACUj/ALRbeIFfDPk1AAAAAElFTkSuQmCC"
}
] |
math-reasoning
|
{
"ground_truth": "24",
"style": "rule"
}
|
{
"answer": "24",
"index": 31,
"question": "The perimeter of the rectangle above is p and the area of the rectangle is 36. If l and w are integers, what is one possible value of p?",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: There is a curve that goes through (-3,0), (-2,1), and (-1,2). Determine if this relation is a one-to-one function.\nChoices:\nA:This is a one-to-one function\nB:This is not a one-to-one function You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 32,
"question": "There is a curve that goes through (-3,0), (-2,1), and (-1,2). Determine if this relation is a one-to-one function.\nChoices:\nA:This is a one-to-one function\nB:This is not a one-to-one function",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: In triangle ABC, angle A is 60°, angle B is 35°, and the length of the perpendicular CD of AB is 9. Consider the following diagram.Hence, find the length of AB correct to two decimal places. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "18.05",
"style": "rule"
}
|
{
"answer": "18.05",
"index": 33,
"question": "In triangle ABC, angle A is 60°, angle B is 35°, and the length of the perpendicular CD of AB is 9. Consider the following diagram.Hence, find the length of AB correct to two decimal places.",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: As shown in the figure, given the angle of circumference angle A = 50.0, then the size of angle OBC is ()\nChoices:\nA:50°\nB:40°\nC:130°\nD:80° You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 34,
"question": "As shown in the figure, given the angle of circumference angle A = 50.0, then the size of angle OBC is ()\nChoices:\nA:50°\nB:40°\nC:130°\nD:80°",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: Consider the graph of the line whose x-intercept is 0.5 and y-intercept is 2. What is the slope of the line?\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "slope =-4",
"style": "rule"
}
|
{
"answer": "slope =-4",
"index": 35,
"question": "Consider the graph of the line whose x-intercept is 0.5 and y-intercept is 2. What is the slope of the line?\n",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: The graphs of logarithm function $f(x)=\\ln x$ passing (1,4) and logarithm function $g(x)$ passing (1,0) are shown below. $g(x)$ is a transformation of $f(x)$.\n\nHence state the equation of $g(x)$.\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "$g(x)=\\ln x+4$",
"style": "rule"
}
|
{
"answer": "$g(x)=\\ln x+4$",
"index": 36,
"question": "The graphs of logarithm function $f(x)=\\ln x$ passing (1,4) and logarithm function $g(x)$ passing (1,0) are shown below. $g(x)$ is a transformation of $f(x)$.\n\nHence state the equation of $g(x)$.\n",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: The function $f(x)=5 x-x^2$ in blue gives the number of mosquitos in the forest (in millions), and the function $g(x)=3 x-0.5 x^2$ in red gives the number of bats (in millions). In both equations $x$ represents rainfall (in centimeters). $g(x)$ goes through (0,0), (3,6), (6,0) and opens downward. $f(x)$ in blue goes through (0,0), (2,6), (3,6), (5,0) and opens downsward. When there is $0 \\mathrm{~cm}$ of rainfall, the number of mosquitos is the same as the number of bats. What is another rainfall amount where the number of mosquitos is the same as the number of bats?\nRound your answer to the nearest half centimeter.\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "4",
"style": "rule"
}
|
{
"answer": "4",
"index": 37,
"question": "The function $f(x)=5 x-x^2$ in blue gives the number of mosquitos in the forest (in millions), and the function $g(x)=3 x-0.5 x^2$ in red gives the number of bats (in millions). In both equations $x$ represents rainfall (in centimeters). $g(x)$ goes through (0,0), (3,6), (6,0) and opens downward. $f(x)$ in blue goes through (0,0), (2,6), (3,6), (5,0) and opens downsward. When there is $0 \\mathrm{~cm}$ of rainfall, the number of mosquitos is the same as the number of bats. What is another rainfall amount where the number of mosquitos is the same as the number of bats?\nRound your answer to the nearest half centimeter.\n",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: In the diagram, the solid is 3 cm thick. The edge is 9 cm and the angle is 45°. Calculate the volume of the solid, correct to one decimal places. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAl0AAAFrCAYAAADrSTwGAAAAAXNSR0IArs4c6QAAAFBlWElmTU0AKgAAAAgAAgESAAMAAAABAAEAAIdpAAQAAAABAAAAJgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAACXaADAAQAAAABAAABawAAAAAp+vDyAAABWWlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNS40LjAiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp0aWZmPSJodHRwOi8vbnMuYWRvYmUuY29tL3RpZmYvMS4wLyI+CiAgICAgICAgIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgpMwidZAABAAElEQVR4Ae2daZCUVZq2H1CUVUBENpFVdtlkEwFFREFkFKYVcemeEbd2DNE2/IETY/efDr/+0doYOrbTinSLAqIoIoqKiIBsiuw7AgIii7iwiDuf1zOdmNQUUFX55pvvcp+IjMqqynzPOdfJqrzzWcsd/nmYhgiIgAiIgAiIgAiIQF4JlM/r1XVxERABERABERABERABJyDRpReCCIiACIiACIiACIRAQKIrBMiaQgREQAREQAREQAQkuvQaEAEREAEREAEREIEQCEh0hQBZU4iACIiACIiACIiARJdeAyIgAiIgAiIgAiIQAgGJrhAgawoREAEREAEREAERkOjSa0AEREAEREAEREAEQiAg0RUCZE0hAiIgAiIgAiIgAhJdeg2IgAiIgAiIgAiIQAgEJLpCgKwpREAEREAEREAEROBkIRABETD74osv7Msvv7QKFSpYxYoV/XbKKafYySefbOXL67OJXiMiIAIiIAK5E5Doyp2hrpAAAjNmzLApU6ZYnTp1rHXr1ta2bVtr2LChnX766Va5cuUE7FBbEAEREAERKDQBia5Cn4DmLyiBH374wa1cq1evtvnz51vz5s1t69atNnv27COC69RTT/U1YvGqVKmSnXXWWdasWTNr3Lix1axZ061hBd2EJhcBERABEYgFAYmuWByTFpkvAt99951t377dtm3b5u7FKlWq2L59+2zNmjVHpvzpp5/s+++/9xsCrFWrVnbeeedZp06drEGDBpYRZeXKlXO3JJaxqlWr+n3ckxoiIAIiIAIiAAG9I+h1kGoCiK6PP/7YBVf9+vXtjjvusEaNGhk/z4xvv/3WPvnkE8Matm7dOtu9e7dNnTrVnnnmGY8BwwKG4CIeDEsZgqxPnz5+v3bt2pnL6KsIiIAIiEDKCUh0pfwFkPbtI6gQXSeddJLHcjVt2tS4ZQ9ckMR3IcY6dOhgn3/+ue3Zs8eFGo/jGgcOHLCdO3e6WHv//fdtw4YNVqNGDatWrZpfivvEi+GabNKkiVvIsufQfREQAREQgeQTkOhK/hlrh8chgGBCIOEGbNGihbsEiz6c32Gx4ta+ffuiv7avv/7aRdjy5cuN28qVK23ZsmV26NAhy7gmEV24IrGEde3a1dq1a+fXQezhnsQdyY2YMQ0REAEREIFkEpDoSua5alclJIBgWrx4sZ155pluycrEZ5Xw6f4wSkzUq1fPLVtdunRxsYWYQ3DxFdfkkiVLfB4yJF966aUj4qp69eo+L+7IXr16HRFjpZlfjxUBERABEYgHAYmueJyTVpknAj/++KPt37/fMxFxH1Kbq7SDmC6exw0RlT0yrsm6devaOeec465MhBiB+dQF27Vrl8eIvfLKK/bhhx8ecTtiGcMViWWN52bclNnX1n0REAEREIF4EZDoitd5abV5IlCrVi07++yzyyS6jrekbNckbsXMQHiRNUn819y5c90KRqkKrGO4JRFvuCL37t3rbk9cmwTr44Lkd3zFNakhAiIgAiIQHwISXfE5K600jwQylqWyWLrKsizmwZJFna+ePXt6XBhWt4MHD9qqVavsgw8+8Piwhx9+2A4fPuyZkWRH4oIcOHCgP6eoVa0s69BzREAEREAEwiMg0RUea80UYQIImrLEc5V1S1itmI8bVe8zAwsY8WVY3agDRnkKXJGIsUzJih07dti7777rcWHUBKNuGBX0i2ZdZq6pryIgAiIgAtEgINEVjXPQKgpAgHgrRA4uvagMRFjjnyvdc8seuBlfe+01e+uttzz2a+3ate6GxH1JXbBLLrnEv+c5CLHTTjvN3ZD8XkMEREAERCAaBPQfORrnoFUUgABNrsksxJIU9YEr8fLLL3f3IhmXDEpTEA82a9YsW7Ro0ZFyF507d7b+/fv744lV0xABERABEYgGAYmuaJyDVlEAAp9++qlXmMe6FPX6WFisEFDZIoo4NFyRBNzTuggX5MaNGz0jcuLEibZixQqjrRFB97gqW7ZseSQ7sgC4NaUIiIAIpJ6ARFfqXwLpBUBs1Pr1690VhzsuboNiq9z69u3rS//qq69s3rx59vrrr7sFjEr7WMWoI9avX78jdcAQcJSgYM+ITUpeaIiACIiACOSfgERX/hlrhogSoJ0P1i4Km2YHs0d0uSdcFhYtMiEJqr/99ts96xEX5HvvvWdz5syxN954w+O9zjjjDLvooovcBcljsYZpiIAIiIAI5J+ARFf+GWuGiBKgfyLWLoLQaXYd90HdLmK/sktJZFyQzZo1O+KC3LJliy1dutTbH7FvekISuH/hhRd6Vf24c9D6RUAERCCqBCS6onoyWlfeCVARnqxAKsUnQXQVB6yoCzI7C5Lge5IIsHQR78VXrH64H6kfhgsy6rFuxe1ZPxMBERCBqBKQ6IrqyWhdoRCgSCk1sRAZaRjZWZCZ7M3p06d7BuTdd9/tCKh+P3ToUI8VyzTmTgMb7VEEREAE8k1AoivfhHX9SBPIWHXSEteUnQXZsGFD40ZdL6x9Bw4cMFoRUUYDIUb2IwVX6UnZsWNHa926daTPUosTAREQgagTkOiK+glpfYEToK0OBVFpu0PmHqIjrPY/gW8mhwsiwLBqkdnIjUHg/TvvvGOTJ0+22bNnezYk8V4kHcCN52AtI1YMZlTW1xABERABESgZAYmuknHSoxJEAMFFXSuq0WscTYCAe2p/XXrppZ7ZuWbNGnvxxRftiSeesCeffNLIfLziiiv8Ru9IapxpiIAIiIAIlIyARFfJOOlRCSLw3XffuaAgkF7jaAIEznNDeJFcQGA9lsBdu3bZZ5995v0fqYK/YcMGt3a1adPG2rdvb4g1Bd0fzVLfiYAIiEBRAhJdRYno+8QTQHR99NFHRjFRhIKKgxZ/5GQvktXIjYHwGj9+vNf8evvttz0GDMFF2Q3qg2H5wvVIvTDKV2iIgAiIgAgcTaDcz3Eah4/+kb4TgWQToCDqmDFjbPHixe4e++Mf/+gB48nede67o7wEsV0E3CPAqH5P/Nfy5ctdaFEZf/DgwS7AsmuF5T6zriACIiACySAgS1cyzlG7KAUBYrmwdBHbRZC44pJKBq9ChQpeSJViqrgeaSPE13PPPdd7PtJ26KmnnrJ3333XuZIR2bVrV39cyWbQo0RABEQg2QQkupJ9vtpdMQRwL27bts1dYcQiSXQVA+kEP8ItSw0vboMGDXKr19SpU73e17Jlyzzgnt/huqUOGi5HWi0h3DREQAREIK0EJLrSevIp3vcPP/zgQeHUn+rQoYMCwHN8LWT3fLz55pu9ztekSZPs5Zdf9rITiK/evXvb8OHD3VKW43R6ugiIgAjEloBEV2yPTgsvKwHCGIlPotaU3ItlpfjL87J7PuJupOAq9buwcJEhunnzZi87gXURl6Pcjr+w0z0REIF0EZDoStd5a7dZBMjOozioRnAEMgVXqeXVv39/2759u40bN84mTpxor7zyylFuR1y7ynYMjr2uJAIiEH0CEl3RPyOtUARiSYCK9ZSRuOWWWzyrkfZC2W5HquAr2zGWR6tFi4AIlJGARFcZwelp8SSwf/9+27NnjxHXpZFfArgYSVLA5Uix1aJux7179x7JdqTel4qs5vc8dHUREIHCE5DoKvwZaAUhEvjiiy/c5UUGo0Z4BI7ldpwwYYItXLjQm2tniqwSZ1erVi31dgzveDSTCIhASATKhzSPphGBSBCguCf1pCS6Cncc2W5H6nqNHDnSFzN69GgbMWKE/e1vf5MwLtzxaGYREIE8EpClK49wdenoEcCltXPnTsOaQpFPjfAJZLsda9aseaTIKn0cV65cadT5wgVMdukll1xiF110UfiL1IwiIAIikAcCEl15gKpLRpcAb+a0AaKfIEHeGoUlkF1k9bLLLrPXXnvN3nrrLb9hlTx06JCLY2LDKK6KENMQAREQgbgSkOiK68lp3WUiQAmDtWvXetYcb+Ia0SFA+YjLL7/cevXqZVu2bLHnnnvOFi1a5AVWmzdvbtdee61deeWV0VmwViICIiACpSQg0VVKYHp4vAlgOfn666/dykWwtkZ0CBBsz5lkbvTG3LBhg61bt87bC40dO9Z7PHbq1MktlQ0aNIjO4rUSERABESgBAYmuEkDSQ5JDgDdyKqhTLV2WruieK820qePFbePGjbZp0yZbs2aNJ0GQCHHBBRfYeeedZ/Xq1fM2TvR41BABERCBqBOQ6Ir6CWl9gROg6TJWEoK4NaJPgPpef/7znz2jccWKFfb000/btGnTrHXr1vaHP/zBCMCvXLly9DeiFYqACKSegERX6l8C6QOAVYTAbNxZGtEnwFkR00W2KUVW6Z05b948o5cjJSeaNm1qLVq0sAsvvFCB9tE/Tq1QBFJNQO86qT7+9GyeN2pqc9HoWiOeBOiViVWLW9u2be2ll16yxYsX24IFC6xJkyZu7cL6hQWTrEi5HON5zlq1CCSZgERXkk9XeztCAMFF5uKXX3555Ge6E18CXbt2tXPOOceTIp544gkjyJ4aX2Q3Xn311S7KqlSpEt8NauUiIAKJJCDRlchj1aaKEvjmm29s9erVtmvXLncrUqBTI74ECLTnxkBo4YIk4P6jjz6yxx9/3Ps8Uli1T58+8d2kVi4CIpA4AhJdiTtSbag4Aoiu9evX2759+4x6UGQwaiSDABXrKSNBnNfUqVNtxowZtnv3bj/runXr2hlnnGFYvRBmGiIgAiJQSAISXYWkr7lDI/Djjz+6a5EyEbwJE/OjkRwCVatWtZ49e7pbceDAgTZq1CibNGmSrVq1yv793//df0frJw0REAERKCQBia5C0tfcoRGgKCruRcRWhw4dVGIgNPLhTITlEgsmN874rrvucsGFxQvr18KFC12QDRkyxGrXrh3OojSLCIiACBQhINFVBIi+TSYB3ItUNu/YsaNXM69YsWIyN6pduai69dZbbcvPrYRwOVLXa/bs2fb22297MVVckcpw1AtFBESgEARUxrkQ1DVnwQhgBVFMV8Hwhzox1eoHDBhgjz32mGc0kr1677332ujRo90KhvVTQwREQATCJCBLV5i0NVfBCSC4eDOmKr1GsgkQOM+NOL6hQ4d6tiMFVRFflJmgoCpB+N27d082CO1OBEQgMgQkuiJzFFpIGAQosKmYnjBIR2sOSkfQq5HAegLsaSP0zjvv2FdffeUNttXDMVrnpdWIQFIJyL2Y1JPVvkRABI4igGuZSvYjR460P/3pT0ZcH0VV7777bm+mTdyfhgiIgAjkk4AsXfmkq2tHgsD+/fttz5499sMPP0RiPVpEYQjQFoh6XZmaXXfeeadnNe7cudOD7Vu2bOmijGr3mcKrhVmpZhUBEUgqAYmupJ6s9nWEAIKLSuXU6lJR1CNYUn0HF/Mdd9xhnTt3ttdff93efPNNW7p0qfd1RJy1a9dObuhUv0K0eRHIDwG5F/PDVVeNEAEq0VM6AHcSRTQ1RCBD4Nxzz7Wbb77ZHn74YWvfvr29/PLLdvvtt3vcV+Yx+ioCIiACQRGQpSsokrpOZAnQ5BprV506dbw+U2QXqoWFTgBXI7FetWrVMgqnktU6ffp0e/XVV90dTf/Ghg0bGgkYGiIgAiKQKwGJrlwJ6vmRJ3DgwAEjrosSAQgvDRHIJoA7sXLlynbppZdaq1at7Pvvv/dYL4LsaYxOjFeTJk289IRKjWST030REIHSEjjpDz+P0j5JjxeBOBHAcoF78ZprrvGyAVQj1xCB4ghg9aJifdOmTe3w4cP2yiuv2LJly+zgwYPWvHlzuaeLg6afiYAIlJiALF0lRqUHxpUAlguC6OvWrevV6OO6D607/wROOeUUO/vssz3hokaNGh5Mv2TJEps8ebJ9+umnNmjQIKPml4YIiIAIlIWARFdZqOk5sSOACynTDDl2i9eCQyfQoEEDF+kUVH3qqafsf/7nf7yK/bfffmv169f3rgZYxXhdaYiACIhASQnoP0ZJSelxsSZAqQiCodXoOtbHGOriEVTU67rxxhvtz3/+s5111lme1ahiqqEegyYTgUQRUExXoo5Tm8kmQDHUvXv32syZM71OFzFdCqTPJqT7xyNAED3CizIj9G/EUkovR1oHbd261ciKPfnkk13MK8D+eCT1OxEQgQwBuRczJPQ1cQSI5SIOhzdJDRHIhQDFVG+99Vav5fXaa695WYlPPvnEPv/8c+vfv781atRIVexzAaznikBKCEh0peSg07hNgucRXIcOHUrj9rXnPBCgmCrW0h49etiLL75oTz75pG3YsMF+9atfWb9+/fIwoy4pAiKQJAISXUk6Te3lKAI0MF63bp3/jL56iuc6Co++KQMBiqlSLBWXI68vsh2XL1/u4p5WUxRYxSqmIQIiIALFEVAgfXFU9LNEEMDCtWrVKt9LmzZtvPJ4IjamTRSUAHFcCKsBAwbYiBEjvMvBrFmzbPTo0bZgwQLvflDQBWpyERCByBKQ6Irs0WhhuRL47rvv7OOPP7avv/7aqLmkZte5EtXzswlgOW3durX95S9/saFDh9qmTZvsd7/7nfo2ZkPSfREQgaMIyL14FA59kyQCBNLv2rXLW7jQAkjuxSSdbuH3QmYj7kYq1RPTxfeZvo0//fSTDR482Ot54YLUEAEREAEISHTpdZBYAplAeqxcuBcluhJ71AXf2EUXXeStgzJ9G//xj3+425G+jRRaVSHVgh+RFiACkSAg0RWJY9Ai8kkA0UVhS1kc8klZ16bN1KhRo2zRokU2Z84cj/Hq3bu3DRs2zNq2betWMVESARFINwGJrnSffyp2T+FKilpqiEA+CWT3baxcubLt27fPNm/ebM8884z3bKTcBFYvDREQgfQSkOhK79kneudUo6dPHrE1GiIQJgGEFSUlqGg/ZcoUW7hwocd78Xok85Hq9qpgH+aJaC4RiA4Bia7onIVWEiCBL774wqgYToyNhgiETQDR1bNnT0/iWLx4sbsaKaKK5Wv48OFqRxX2gWg+EYgIAYmuiByElhEsAdqz0B+PYHqyyjREIEwClCehVyMB9Li2+QBADa+XX37Z3Y6XXXaZde/ePcwlaS4REIEIEJDoisAhaAnBE6DR9fbt243YGt74NESgEAQycV633HKLi/8xY8bY2LFjDfd3vXr1jOB7JXgU4mQ0pwgUhoBMAIXhrlnzTABL1+7du61Vq1aeuZjn6XR5ETgmASytp512mt144432pz/9yUuXTJo0yR588EHbuXPnMZ+nX4iACCSPgERX8s5UO/qZwI4dO4xeePXr11cvPL0iCkqAgHrcjZlG2XfeeafHetE6iIbZBNpriIAIpIOARFc6zjl1u8TKRUwX7ptatWqlbv/acDQJ0LPxjjvusCuuuMKzG8eNG+cZjhs3bvRs22iuWqsSAREIioBEV1AkdZ1IESCAHgvD2Wef7Sn6kVqcFpN6AldfffURVyMxXvfee69t27Yt9VwEQASSTkCiK+knnOL9UQuJSvQ1a9ZMMQVtPYoEsHj16NHDcDW2bNnS5s+fbw8//LDhctQQARFILgFlLyb3bFO/MwpR8uZWrVq11LMQgOgRyLgaWRklJejXSOwXHxQaNmyoLgrROzKtSARyJiBLV84IdQEREAERKDsBXI2jR4+2Tp062fTp0+VqLDtKPVMEIk9AoivyR6QFloYA9Y/27Nlj+/fvL83T9FgRKBgBLF4USr3tttuM/oxr1qyxRx55RK7Ggp2IJhaB/BGQezF/bHXlAhCgv92WLVvsyy+/9P52BNNriEDUCdCP8frrr/dlfvbZZ/bss8/6fbkao35yWp8IlI6ALF2l46VHR5zAoUOHbNmyZS66zjjjDG8wHPEla3kicITAwIED7b/+67+sXbt2cjUeoaI7IpAcAhJdyTlL7eRnAjS43rVrlwckE4ysFit6WcSJABavzp0726233ipXY5wOTmsVgRISkHuxhKD0sHgQQHR9+umnLraaNWumDLB4HJtWmUUg29VIfOLTTz/tjdvlasyCpLsiEFMCsnTF9OC07OIJfP3117Z48WJ/k2rfvr03vC7+kfqpCESbAK7GUaNGeWNsejWqgGq0z0urE4GSEJDoKgklPSY2BKhET+YibkVaAFGrS0ME4kgAi1eXLl3s7rvvtrZt29r7779vY8aMUa/GOB6m1iwC/ySgdyS9FBJJoGrVqt7+R6Irkcebmk1lF1B99NFHbcKECf5Bol69ev6hQjGLqXkpaKMJISBLV0IOUts4mkCNGjW8srfelI7mou/iSSC7VyOuxgcffNB27twZz81o1SKQYgISXSk+/KRt/bvvvjNiun766Sev0XXqqad60+uk7VP7SR8BLF6ZXo1NmjTxwqlPPvmkXI3peyloxzEnIPdizA9Qy/+FwDfffOPxXMR1aYhA0ggUdTWOGzfOXY2NGzd2VzoN3jVEQASiTUCWrmifj1ZXCgIURv3qq688c7EUT9NDRSBWBLJdjTNnzrTx48fb559/Hqs9aLEikFYCEl1pPfkE7nvr1q22YsUKq1mzphHTpSECSSSAxatbt2520003uYXrzTfftAULFtgnn3ySxO1qTyKQKAJyLybqONO9GUTXypUrjTcl0u01RCCpBGhxNWLECI9ffOGFFwyLFzGMfNioVKmSlS+vz9NJPXvtK94EJLrifX5afRYBgugPHDhglIuoXLly1m90VwSSRQBRddpppxmuxgYNGtjo0aNdgPFhg5peVapUSdaGtRsRSAgBfRxKyEFqG+ZxLbRNoVnw2WefLSQikFgC5cqV8/6iCK7zzjvP+zXiXpw4caK7Gcnk1RABEYgeAYmu6J2JVlRGAl9++aV98cUX3ihYoquMEPW0WBGgDh2FUq+88kqrXr26zZkzxyvX039UQwREIHoE5F6M3ploRTkQOOmkk/zNh7gWDRFIAwHc6T179rTDhw+7yxFXIx8+7rzzzjRsX3sUgVgRkOiK1XFpsScigOiqVq2aVaxY8UQP1e9FIBEEMh80OnTo4MWBsXa99tprHkxPzBeJJRoiIALRICD3YjTOQavIgQCf8L/99lv7/vvv/Y2GIHq1/8kBqJ4aSwLEd1FKonv37vbRRx/ZX/7yFy8lQZyjhgiIQDQISHRF4xy0ihwIEDS8fft2I6ZLQwTSTKBu3bo2atQoGzRokO3evdvvv/TSS2lGor2LQKQIyL0YqePQYspC4IcffvDMRcpFaIhAmglg4SWJ5KqrrvISEjTHfuONN6xOnTp24YUXqmhwml8c2nskCEh0ReIYtIhcCCC6du7caVi8iOcixkVDBNJMoE+fPla/fn3buHGj35599lkXY61atfLiqWlmo72LQCEJyL1YSPqaOxACFEVdvny5iy1qFqkwaiBYdZGYE6CUxB/+8Afr0aOHLV261N555x2P9Yr5trR8EYg1AVm6Yn18WjwECKIncBhLF280FSpUEBgRSD0Byqa0adPGLrvsMsMaPHv2bG+P1bRpU8/uVaug1L9EBKAABGTpKgB0TRksAcTWtm3b7Mcff/TYFYmuYPnqavEkgKjC6tu7d2/713/9V9uxY4cXTl29erUdOnQonpvSqkUg5gQkumJ+gFq++af4zz77zIOEqVWkwqh6VYjALwRq1qxprVu3tgEDBnh8Fy5HVaz/hY/uiUCYBCS6wqStufJCgDpd1OiqUaOGNW7c2E499dS8zKOLikAcCZx88sl25pln2uWXX25NmjSx9evX2yOPPGKzZs2K43a0ZhGINQHFdMX6+LT4bAJkLqr6djYR3ReB/yVQpUoVD6gn9hH34tNPP+2xj1jATj/9dMVB6oUiAiERkKUrJNCaRgREQAQKTWDgwIFeMJWEk0WLFtn48eO9xl2h16X5RSAtBCS60nLSCd3n/v37jTYnZGdpiIAIHJ8AVq3OnTvbrbfe6lbhmTNn2ubNm42/Iw0REIH8E5Doyj9jzZBHAl988YW3ACKmS0MERODEBM444wwbMWKEderUyf923n//fc/+PfEz9QgREIFcCSimK1eCen5BCXz++ee2detWI5helegLehSaPCYEKCVx2mmn2fnnn+9WYuK7+PuhppeGCIhAfglIdOWXr66eZwJ79+71FkD0myNDS0MEROD4BMqVK+cfUAiip0n83Llzbfr06UaW49VXX61klOPj029FICcCci/mhE9PLjQB4rko+tisWTPvNVfo9Wh+EYgLgQYNGli3bt2se/fuXr9r9OjRtnLlStu3b19ctqB1ikDsCEh0xe7ItOBsAtu3b7e1a9e6lYsgYQ0REIGSE6hbt65nM1I4FVf9c88951XrS34FPVIERKA0BOReLA0tPTZyBGhnQsPrs846y2rVqhW59WlBIhBlAqeccorhmr/iiiu8wDCN4z/88ENr3769Uckel6OGCIhAcARk6QqOpa5UAAI//fSTx6fwxiFLVwEOQFMmgkCvXr3sN7/5jfH3tGrVKluyZIl/mEnE5rQJEYgQAYmuCB2GllI2AjS4Jj6FT+YaIiACpSdQsWJF/xu69NJL7ZNPPrGHHnrIdu3aVfoL6RkiIALHJSDRdVw8+mUcCJACT79FuULicFpaYxQJ8DeEpZiK9bjqV6xYYY899pjNnj07isvVmkQgtgQkumJ7dOleOHWFvv32W49DSTcJ7V4EgiGQ6c9I/S6sxmPHjrUZM2bYwYMH3e0YzCy6igikm4BEV7rPP7a7/+6777yaNnWGNERABIIjMGTIEHvwwQc9I3jbtm0e40XCioYIiEDuBCS6cmeoKxSAwDfffGOrV6/24o7Vq1dXNfoCnIGmTCaB2rVre4ugK6+80vg7mzRpktFuS0MERCB3AhJduTPUFQpAgDeD9evXe4ZVnTp1jGB6DREQgWAI4F6kOn21atXsjTfe8GxGChFriIAI5EZAois3fnp2gQj8+OOPbuWqXLmyNWrUyKg3pCECIhAMgUqVKlnbtm2tQ4cOnqTyn//5n27xCubquooIpJeARFd6zz7WOyfGBPcigzcH3iQ0REAEgiFANiOB9RdccIER40W1+oULF9qCBQs8sD6YWXQVEUgfAYmu9J15InaMe3HdunW+l5YtWxp1hjREQASCJdCxY0d3M7Zr1857nNIY+6uvvgp2El1NBFJEQKIrRYedxK1i4VIgfRJPVnuKCgFiJn/3u9958dS3337b9u/fH5WlaR0iEDsCEl2xOzItOJsAgqtevXoKpM+GovsiECAB4iY7depkzZs3d9fi3/72NxVNDZCvLpUuAhJd6TrvROyW/nAE0lMglewqUtxVjT4RR6tNRJAAf1v8jZ177rnWpEkTGzdunIqmRvCctKR4EFAL+Xick1aZRYB4LlwcCC8NERCBcAhceOGFhtWLhtiZoqkksRBwryECIlAyArJ0lYyTHhUhAmQuEsyLxUtDBEQgHAI1atSw1q1b2+DBg1U0NRzkmiWBBCS6EnioSd8Sgmvnzp1ehV5FUZN+2tpflAhkiqaSLTx16lRbs2aN18uL0hq1FhGIMgGJriifjtZWLAEq0VMzqG7dut4frtgH6YciIAKBE8gUTW3YsKGLrb/+9a/27rvvBj6PLigCSSUg0ZXUk03wvmhyvWvXLi8VUbVq1QTvVFsTgWgRyBRNveSSS+yGG26wzZs324oVK4wWQT/88EO0FqvViEAECUh0RfBQtKTjEzhw4IDHdFE/iDgTDREQgXAJ9OnTx26++WZvEYTlecmSJd4HNdxVaDYRiB8Bia74nVnqV7x7926P6erevbu1aNEi9TwEQAQKQYBMxvPOO882bNhgDz30kFufC7EOzSkCcSIg0RWn09JancD333/vNbqaNm3q9YOERQREIHwCWJnpy0jDeVpyzZ492zZt2hT+QjSjCMSIgERXjA5LS/2FQKZgI8VRNURABMIncNppp1m/fv2sZ8+exv2ZM2d6Da/wV6IZRSA+BCS64nNWWqkIiIAIRI4AQfUjRoywlStX2tq1ayO3Pi1IBKJEQKIrSqehtRyXANlRZEmp4e5xMemXIhAqAcpHdOjQwbMXFyxYYFOmTFHtrlBPQJPFiYBEV5xOK+VrJZbr008/9czFlKPQ9kUgMgRw8SO8aAm0detWGz9+vH84UseIyByRFhIhAhJdEToMLeX4BOi1SDV62gBpiIAIRIdAgwYN7P/9v/9nvXr1MkpIYJGmR6qGCIjA0QQkuo7moe8iTIB/4mRJMVq2bGm0ItEQAREoPIFTTz3VyCbm75Kq9c8884zNnTu38AvTCkQgYgQkuiJ2IFrOsQl8/fXXtmzZMsPi1aZNG//nfuxH6zciIAJhEzjnnHP8b/OFF17wEhLffvutl3cJex2aTwSiSuDkqC5M6xKBogRwKy5fvtwtXNQIOumkk4o+RN+LgAgUkEDXrl2NVkHU7KJd1/bt2+2ss87yyvUFXJamFoHIEJClKzJHoYWciEAmpouaQFSil3vxRMT0exEIlwB/m82aNfP6XXv37rVx48YZXzVEQAT+l4BEl14JsSFw+PBhT0un5yLuRYmu2BydFpoiAtWrV7fBgwcb2cYTJkywLVu2KPklReevrR6fgETX8fnotxEkgGsRl8Upp5wSwdVpSSKQbgJVq1b1KvXNmzc3mtPPmzfPPvroo3RD0e5F4J8EFNOll0LsCFSoUEExIrE7NS04LQSItcTaRfkISkeQxVi/fn1r165dWhBonyJwTAKydB0TjX4RJQJUoycTSgUXo3QqWosIHJtA9+7d7aqrrvJ+jIsXL7Zdu3a5y/HYz9BvRCD5BCS6kn/GidjhF198YZ988on+aSfiNLWJNBCoWbOmUTQVy/SiRYu8Uv3nn3+ehq1rjyJwTAISXcdEo19EiQD/rGkxQgYjKekaIiAC0SZw8sknW926dW3YsGFGVuOcOXM8xivaq9bqRCC/BPTulV++unpABEg7p+ZP5cqVVRQ1IKa6jAjkm0CtWrXshhtusCZNmtjKlSv9g9O+ffvyPa2uLwKRJSDRFdmj0cKyCWDp2r17t7Vq1cozF7N/p/siIALRJECGMZnGZBzzN/zcc8/Z+++/H83FalUiEAIBia4QIGuK3Alg5aLvYr169ax27dq5X1BXEAERyDuBcuXKeaZxjx49bODAgW7t2rBhQ97n1QQiEFUCEl1RPRmt6ygCZD5RZJEYEVwWGiIgAvEhQCbj1VdfbZ999pkhupTJGJ+z00qDJSDRFSxPXS2PBHBVNGrUyE4//fQ8zqJLi4AIBE1AmYxBE9X14kpAoiuuJ5fCdWfiQ/gHriECIhAfAspkjM9ZaaX5JSDRlV++unqABPjHTTxXtWrVAryqLiUCIhAGAWUyhkFZc0SdgERX1E9I6xMBERCBBBDIWKqVyZiAw9QWykxAoqvM6PTEMAjQ/of+bfv37w9jOs0hAiKQJwLKZMwTWF02VgQkumJ1XOlbLP0WyVr88ssvvZ0I/7g1REAE4ksgO5Nx48aN/qGKD1caIpAGAhJdaTjlGO/x0KFDtmzZMhddZ5xxhhHXpSECIhBfAtmZjB9++KG9+OKLRm9VDRFIAwGJrjSccoz3iKXro48+Mj4JN2zY0IgL0RABEYgfgZ9++sm+/vprmz9/vr3wwgv+QYqCx7NmzVL4QPyOUysuIwGZDcoITk8Lh0DGvUiT62bNmnl163Bm1iwiIAK5Ejh8+LB99913Ru9UCqMSmzlt2jR79dVX/QMUFi56MmLR1hCBNBCQ6ErDKcd4j4gu4j4QXO3bt/eG1zHejpYuAqkigOCihde4cePs+eeftx9//NHOPPNM69Spk/9Nv/fee/bpp5+miok2m24CEl3pPv/I7x6XBJ+Cq1ev7v+k5V6M/JFpgSknwN8rIQHLly+31atXuxtx8+bN3kmiW7duds4553gPVf6WeZxEV8pfMCnbvkRXyg48rtultg/NriW64nqCWneSCWDBOnDggH311Vdu2Zo3b5698847LryqVq1qbdq0sf79+9vw4cOtTp069s0339imTZtkuU7yi0J7K5aARFexWPTDqBE49dRT7bTTTjNiuzREQASiRQDBhdCaOnWqiy2+Jxxg5MiR1rNnTxdaiC/1TY3WuWk14ROQ6AqfuWYsIQHiQch2wsV40kkn+a2ET9XDREAE8kxg37599v7779uGDRu8lh6xl7gW27Zta82bN3fRhfAiHrNSpUp5Xo0uLwLxICDRFY9zSuUqcUGQ7YTrQkMERKDwBL7//nv7/PPP3ZW4detWmzBhgmcfkplYoUIFu+iii2zw4MFu3SIOU0MEROBoAhJdR/PQdxEiwKdmYkQkuiJ0KFpKqgkguMaPH29z5sxxscX3AwcOtPvvv98aNGhgFDBGbOFK1BABEfi/BCS6/i8T/SQiBPgkvWLFCqOCNYH0GiIgAuETQFi9/vrr9sknn3itLTISEVZXXXWV180jI5HWPvydqmNE+OejGeNFQKIrXueVqtWSZk4LoLp161rt2rVTtXdtVgQKRYDuD1iZKWiKi5/ep2PGjLEdO3ZYxYoV3ZqFG/FXv/qVJ7cQb6khAiJQMgISXSXjpEcVgACfsKnh065dO2U9FYC/pkwngUyV+GeeecZo00OzeYTYsGHD7Nprr3VrFlmIyiZO5+tDu86NgERXbvz07DwSIDuKW4sWLax+/fp5nEmXFoF0EyBhZdu2bTZjxgzDrY+Viw88/O2RfUiM1vnnn+/1ttJNSrsXgdwISHTlxk/PziMBXBy0AWrZsqUXRs3jVLq0CKSOAH9fiC0sWwgsKsg/9dRT/kEHl/55551nQ4YMsX79+gXOhnIwxIhhRStXrlzg19cFRSCqBCS6onoyWpcTIA2drCiCdDVEQASCI0ALHqrGT5482UUXBYhx5V988cV2wQUXeLX4fCWw7N692x555BFbtGiRx2xKeAV3rrpStAlIdEX7fFK/OirQ82agrKjUvxQEIAACWJeI01qyZIl/5fvKlStbnz59vCdiq1atvLhp06ZNA5jtl0tkuy+xrGHhwrrWu3dvu+SSS5Qo8wsq3Us4AYmuhB9wHLd3+PBhw/1AIUYNERCB3AgQF4nIobsD2cBz58612bNn+/dnnXWWDR061Pr27etWrtxmOvrZxbkvn3jiCXdp0n+RxtcE5l955ZVHP1HfiUCCCUh0Jfhw47o1BNf27dv9jSKue9C6RSAqBGjV89JLL9nixYsNtx5B8cRqde3a1dv14LqvVq1a4Mst6r6ktAQib9CgQd78Ggu2ejEGjl0XjDgBia6IH1Aal4foymRQpXH/2rMI5Epg6dKl9sEHH7jIIkD+448/dssSsVrESPIVFyIV5IMcmzZtslWrVtnatWu9J2O2+5L5GjVqZB07drTWrVsHOa2uJQKxISDRFZujSs9CEV28SeAO4RO4ii+m5+y107IToK4dPRCpqfXGG2/YlClT7ODBg95GCwvTDTfcYJ06dQo8firbffnee+/ZzJkzvUUQmcf16tXLm/uy7KT0TBEoHAGJrsKx18zHIMA/a0QXbpCGDRt6oO8xHqofi4AI/JMArXrGjh3rwosPLgit3//+9/71lFNOMeKoCJoPemS7L3fu3OlFU0eMGGHt27d30ZUv92XQ+9D1RCAMAhJdYVDWHKUiQOsRXBSkkRNsS+yHhgiIwC8EsGaRBYjg+fDDD92ahRuRgHla9GBhwo1I3FY+4qYWLlxo8+fPtwMHDhixW2QikvmI2/Lss8/2jEQ+MOUjVuwXCronAvEjINEVvzNL/IoRXRs3bvSYE2JAJLoSf+TaYAkIZLJ6qRaPRYl4KQLkcSXSkgdx1aVLF7vnnntc+JTgkiV6SGZe3JcIPb6fNm2aTZw40Uu5UMuLAsY33nijZ0CqT2qJsOpBKSUg0ZXSg4/ytvmnTrkI/pkjunCNaIhA2glksnrHjRvngoe/EQQO2YDDhw936xbuQ6rJBzky806YMMFefPFF/9vE0ob78r777rPGjRt7I+xatWpZpUqVgpxa1xKBxBGQ6ErckSZjQwgvRBf/2CW6knGm2kXpCVDrCvcdrsPVq1e7+3DHjh3+YYTq8fRFxAVPyx6sXUGN4uYlo7h69eo+15lnnunuy27duuXFfRnUPnQdEYgaAYmuqJ2I1nOEAPEgclUcwaE7KSHw448/eqzUV1995fXq5s2b5+16EF4klxCnRZ2tyy+/3LAuBTVONG+bNm28kClWNYLyNURABEpPQKKr9Mz0DBEQARHIGwGC0xFaU6dOdbHF92QCjhw50nr27OluRKxaWJ2CHCeaF6GF6MtHYH6Q+9C1RCDKBCS6onw6KVwbPdr27NnjtYZSuH1tOaUEqHVFJuKGDRtsy5YtnkhCs/d+/fq5mx0rE8ILd2KQcVPFzYtrsW3btl6tnjnzMW9Kj1nbFgGT6NKLIFIEyMziTYfgXQ0RSDIBXuNkIVIEmJILZAOuXLnSP3QguIYNG+YFTYlrDDKD90TzUnJi8ODBblUL2pqW5PPU3kSgJAQkukpCSY8JjQA9F1esWOGWLlWiDw27JioAAQTXgw8+6EHylGPA6nTZZZfZqFGjPEidLERitoJOJDnRvLQGQmzhStQQAREIloBEV7A8dbUcCWRailAqggwpDRFIEgHEFZXjqbGFdYv+iBQTvfTSS73dVefOnT1QniruJ58czL9nXPZkPC5YsMB27doV2rxJOjftRQSCIhDMX3VQq9F1Uk+AjC2qahPDgltFQwTiTIB6VrgPETuZelf/+Mc/PCsRCxZWpaFDh9r1118f6Daz50XgrVmzxmts7d6928VdvuYNdBO6mAgkkIBEVwIPNc5bouci9Yhuuukmia44H6TW7gSo4L5kyRJ76KGHXGjhMq9SpYr9+te/9rgprFkIoKBH9rzESDIPRUxvu+0269u3r3+fj3mD3oeuJwJJIyDRlbQTjfl+aHZNGyDqcwVZ7DHmWLT8GBH47LPPbNOmTfbee++5GxHrEhZcipmSCYjbnHY9WHODHFi01q1b5yIP1yXroPZW9+7drXXr1l5QtWPHjn4/yHl1LREQgZITkOgqOSs9MiQCfCongBiLgIYIxIEAZRaIncLCRN9Qyj/QF5HaV4gsKsZT0JQSEEGOTAwkLsxly5bZnDlzvLYXH1zq16/v8w0YMMB69OgR5LS6lgiIQBkJSHSVEZyelj8CpMs3aNDACCbWEIE4EKBVzzvvvGOTJ092NyI9EPv06WO9evWyDh06GN/T1irokRF3ixcvNixqFStWdPdh7969DasWXR1U9iFo6rqeCJSdgERX2dnpmXkiUL58ea9LFFT2Vp6WqcumnAAuxFWrVtnatWu9qCnuPcQVMVMtW7a0Tp06+Vc+QAQ5li5d6lmPiCxaAxEHSf/FCy64wKvV52veIPega4lAWglIdKX15CO2bxpck931/fffR2xlWo4I/EIg251HzNbMmTO9oCmxiPXq1fNMREQX8VtBDkpNEKNFVuIbb7xhU6ZM8Tgx/m4oOXHDDTe4yFOv0iCp61oiEDwBia7gmeqKZSCQSaenXISGCESVQLY7jyKjJHuMGDHCA+QRXbjEcekFPajtNXbsWBde/K0w11133eVtgXBb0hcRK5uGCIhAtAlIdEX7fFKzuoMHD3rwMfWMiEFRNfrUHH3kN7pw4UKbP3++B8UTu0VmYKtWrdydh5XpkksusYYNGwYmtrBmEZDPvMRqMchK5OcE4hOYj+giXoz7QVesj/yBaIEiEGMCEl0xPrwkLZ3sK95geLPhUzvB9BoiEDYB3HU//fSTvw5x6SF0pk2b5n0RiTHEqkS81o033uguxKDceZR2INOR0hK4EYkPmzRpklevP/30073GFjFbv/3tbz3JJGwumk8ERCAYAhJdwXDUVXIkwJsObzi4SGgBpE/vOQLV08tEAMFF3BblHp5//nkXQJRfoDvCfffd5+KHDEFKmlSqVKlMcxT3JATXvHnzbOrUqTZr1iyPbaR46VVXXWXXXXedz8/fBpYtDREQgfgSkOiK79klauXEqZCFheWAYo6q0ZWo4430ZrLdeYsWLTKC4mm8fuqpp1r//v29YjwZiN26dTOsTkENanvhriQDkRv1vfgZRVObN2/uAo+sRGp8qVBwUNR1HREoLAGJrsLy1+z/JIDowqXSrFkzo+mvgoL10sgngRO588g+JFZr+PDh7u4Oai1k5+K2xLJF/CLWrdmzZ9uKFSvccnbRRRd5e6CePXuqvlZQ0HUdEYgQAYmuCB2GlmJe3JFP9Qqk16shnwRO5M4jQL5q1aqBWrbYD4Jr/PjxXjmeHqOsA4H1wAMPWNu2ba1u3boutphbQwREIHkEJLqSd6ax3hHxMhJdsT7CyC6+UO48hBYlH7DkEiSP2CIejExEAvMpZooLkYxEXJoaIiACySUg0ZXcs43Nzghext1D5hhvOnItxuboIr/Q4tx5tOshhgprEoVMBw8e7NamoNrlECNGNi4V43Gbb9261caMGWM7duxwSy4B8sSKXXHFFR4gL6EV+ZeRFigCgRGQ6AoMpS5UVgJkh9EsGOGlIQJBEijOnde+fXsbOXKkCy2yEhFbQbrzKHtCq55HH33Uk0MQfgixYcOG2bXXXmuUnmBOrFzK0g3ytHUtEYg+AYmu6J9R4ldIFXqsAGoBlPijDmWDlHygcvyGDRv8RkYiLuuMO4/sQIQXSRtBlX3AbUgvRloD4Ubcs2ePx28xFzdE3fnnn+/3Q4GgSURABCJJQKIrkseSrkXxhrVlyxb/1C9XS7rOPqjd4sajLQ9uPb6++OKL3hMRFx9JGWQi0p8Qy1ZQrzFixLDQYtmi3EOmRRDB8dTTIk5ryJAhLvaC2qeuIwIiEG8CEl3xPr9ErJ6aSLxpYRGgMKqGCJSWAELrwQcf9FgtiuwitAYOHOjxWvRCJI6KgqZBuvOosUV82OTJk72uF7GIffr08fY8HTp08NhEXIgaIiACIpAhINGVIaGvBSOAK4Zg40x8TcEWooljQwALEy7pBQsWeL0r+iF+8MEHRqkHxBbuPCxNZAaSEVu+fPlA9rZmzRqP16KQL+5EXImILQLyaQ/EfHylmKqGCIiACBQlINFVlIi+D50A7hksFcTZqPJ26PhjM2EmK5CioogdBBBuxIwLEWvW0KFD7frrrw90TwTj4wJn/rffftt7MW7bts0TPyjzwJyILgqqaoiACIjA8QhIdB2Pjn4XCgFiYA4ePOjuRaxdGiJQHAHE+ZIlS+yhhx7yGECyABs3bmy33Xabix6+R3gFPaixNXbsWBdeuC7JPLz99tvt3HPP9dpaNWvWNFyYGiIgAiJwIgISXScipN/nnQClInD/EM9F3I2GCGQIYNFat26diy1ciFi1ED4dO3b0G68Z7rdu3TrzlJy+UjOOEiaLFy/2Gx8IEHpk2NKih96L3C6++GJ3h0ts5YRbTxaB1BGQ6ErdkUdzw1gpaHatN7Fonk+Yq8rOCqTe1Zw5czxgHTGUj6xAivKS/bh37163ZhEvNm3aNK8izwcCLFtdunSxe+65x2PGwmShuURABJJFQKIrWeep3YhA7AlkZwWSYEEgPDFTvXv3tnxkBSK4yKAdN26cPf/88x6rhbi74IIL7JprrvF+iATL0xdRQwREQARyISDRlQs9PTcnAgQmE6eDZUEj3QSOlRVIQdN8ZAVm92GkF2KmQC/ZjwTEUzj1nHPOsc6dOyu5I90vTe1eBAIlINEVKE5drDQEMhYG3vDKlStXmqfqsQkgQOV4zp6Cpm+99Za79LA44dLLR1bgifowdu3a1YuZXn755YotTMDrS1sQgSgSkOiK4qmkZE2ILuod8cZboUIFCa+UnHtmm5kK7gStEzBPPB+ZiJQOQXQFnRV4oj6MzEnJEmK4NERABEQgHwQkuvJBVdcsEYFvv/3WRRfVw5s3b+6xOyV6oh4UWwILFy60+fPnG1mBxG5Rc4sipsRsETNFu56GDRsGllBRiD6MsT0cLVwERCDvBCS68o5YExyLAKKL9j9YuYifIWBaIzkEMlmBWDIp80AMH1mBEydONLJVaZHTtm1bu+WWW/z8CVYPYmBBDbsPYxDr1jVEQASST0CiK/lnHNkdEsy8fPlyj5+h3lJQjYgju+GULSwTs/fqq68aN6q6U/aBArj33XefFzatVKmSlwoJUnAXog9jyo5W2xUBESgjAYmuMoLT03InQMA0FhDcSYiuIJsR5746XaEsBDIZqbgR6YuIlQsXIoK6f//+XjGevoTdunXzIqNlmaPoc8h+pS3PjBkzjmTDrl271l9TNFHPVx/GouvQ9yIgAiJwIgISXScipN/njQDuJ96kcTORqi/RlTfUeb0w4pkYLQQ01iyC4umJ+MYbb3hQOi5EYrWGDx9uderUCWQt2QVUqVSPxfSJJ57w8iPMQYzgsGHD7MorrwxkPl1EBERABIIgINEVBEVdIycCiC5cThJdOWEs2JMRXPPmzbOpU6farFmzjNIM9ET8zW9+Y5RfwLKFtYn2OUGN7AKqiC6SMXgNDRo0yC1qWNaCnC+odes6IiAC6SYg0ZXu84/E7gmkVzxXJI6ixIvILi6KlYmECH6GOw8rEwVN6YdIU+gqVaqU+LrHe2B2H0b6MfI9wfd9+vSxpk2bujsxyD6Mx1uLficCIiACZSEg0VUWanpOzgRwK5K9SINhjXgQKK646OzZs23FihVGQDwNoQcPHmw9e/YMrNZVdgHVZcuW2dy5c405KaiKZWvo0KFeboIq8hoiIAIiEHUCEl1RP6GEro/2P1gqeCPXiAeB4oqLIrAeeOABL/1AnS0Ki+JKDGpkF1DdvXu3X3vIkCFG9XgsakEXUA1q3bqOCIiACBRHQKKrOCr6Wd4JEIeDiwi3IlaS0gysH2SrzZw50+OF6I9Xv379o2LCEHM8bv369V6AlTICuL+oD8UbdatWrby/HlXIM4NyBlu2bDH6ABIzhBWO2CRcZvTiK+06M9eN81eyD999913nQvPpRYsWedV2eiISi9epUycvbgrHoFzERQuo8lrhvGhATXwYX3EnnnHGGXFGq7WLgAikkIBEVwoPPQpbpozApk2b3DJC65WSDoQQ/fkQXA8//LC/AdeqVctrfWUH4u/du9dF3Zw5c/wrz8kU6GS+Hj162MCBAz3YmueRScnvCQh/7733jCbIuEB5s8fCg8DAkoNoS/rILi4Kt+eee87PCtHKIBPxhhtucPderkIrU0AVxlg/+b5oAVXiw2688UZvRF27du2k49f+REAEEkwg+e8gCT68OG+NmJxMXE5Js8wQXFijaCMzfvx4L09wrJgwakS9/PLLLpywxtx0002e4cbPEWxTpkzxSvhYsogNouwBAmP69Olu3cJlRoA/oo0YohYtWnjF/DRYV4oWF0UIXX311X7jNYelEKGbLXLL+lrMFFCdMGGCl5nAQonY5UwyBVQpnMp8abQ0lpWrnicCIhBNAhJd0TyXxK8KlxGWLlxFuAZLMiiCiQgiFuzMM890EXWs5zVp0sRwgSEMcA0S/0NZAW5ch4w73GUILa6FAMTawuN5bpcuXdyqhQDBKrdnzx63hCVRdMEDDohRGGDxK1pc9Pzzz/e4rWPxLs3PSaDg/Gl0vWTJEi+gylkQD0YfRs4j6AKqpVmfHisCIiAC+SIg0ZUvsrrucQkgZHijve6660pUMBMLF2Lr7bff9mbIBHDzpo0VprjRoUMH41Z0IMAoK0CpAYQWMUtYubC4IAZwI2JVQQCUK1fO7+PS4nfckjKwJrF/zgGuZCCOGTPGBRf7D7q4aHYBVYTsqlWr3KqIO5fAe+LmKGQaZAHVpJyV9iECIpAcAhJdyTnL2O0EqxMipySNjrGK4RqkECe1n7BGleR5RaEgrohNwi3Jmz2CijitatWqeYD4xx9/7EH0O3bscKsXAfUE43fv3t3XWvR6cf2e+CmsTA89z17kgAAAGN9JREFU9JAHyXMWtGPCDUvMFrFaJXX7loRB0QKqnAHnOHLkSC8xQRX5oAuolmRdeowIiIAIhElAoitM2prrKALETBGcfrxAeiwkZCHiDqROE26/9u3b+3UQCqUdZCdyHVyaWFcyjbZZCxl4xH/h+vrrX//qrkjEAYHcxH5h/YrzwKJFxihiiz0ivIiXyldxUc6Nkg8bNmxwYVe0gCrnyC2tmaFxfi1p7SIgAmUjINFVNm56VhkJ4A7EyoSYwsKEpQkrU3GDx+ICI74IsXDw4EHr3bu392mkrENmEHxNzz9cZogIrDTly5fP/Nq/8jtcibi1uFam1AGxQ5mB6MLKQzA9sWMMYpkuvPBCnzOoyuqZ+cL4CjNitIjbWrp0qe/rnXfe8YQE+l0GXVyUs6CeFudGnBgB8itXrvTzQdjmo4BqGBw1hwiIgAgEQUCiKwiKukaJCSC4sICUJD6Kx/IGPm7cOK/JRLwPFirevLMHFhsyFcl4o7kyrseimW4Ij9dee80FAG6za6+91i1d2dfhOdT8wvJC30AGQgtLXBwFF+snVgsRSSwcLlNEad++fV28EtsWdHFRzuvxxx93CxdWRQLzKc1x//33e3A8iQhBF1BlnxoiIAIiEAcCEl1xOKUErTHjLszUfDre1gjyxq1IwDxigQxCrDQEuGcyChEVxGnxZk+2Iq7AooM4LVyKWHrIjCPAnvpbRd2FuCuJK+IW54EVkL2yb+4jthCSxKVlXKhwyrbylXW/GfacCy5LzoHzYh6SHRhkJDI3Ai8Ndc7KylLPEwERSD4Bia7kn3GkdsibNCIA9xOWpaJuwOzF4hLDbUjAPG/m1Mti4HYkm5Hf484iSJtrIcYQTJlrIvBwryHMKHjKc3AVYnnJWNxwOxLMH3cxgEUp42LFqkWBUar2w4B4NLJEcakGUVw0O/MRly1JDs8++6yfK8IVa9agQYPs+uuvzz5O3RcBERCB1BOQ6Er9SyBcAAgkxBNv1pQlOF5Fc4Lc6bOHUEJcZQb3icvCZYXF6pprrnFXIZab7KKdCC4KqdJWBhckVc0JnkdwYZXBikbl+n/5l3+JfUuZ119/3caOHevCC1cqVrzbb7/dMwThQnZgWbI9M8yzv2ZnPlL2A3cv8WG33Xabuy4RsEmsZ5bNQPdFQAREoCwEJLrKQk3PKTMBLF1k0WEtIT7reBYmXIrcir6BI6YQb7zZY9lCVOAuy86C5PebN292dySPI0AegYZVi5gyrF+Ug8AqhjUojiO7R2GmyCiB6sSscbv44os9zu1YiQql2XPRzEesanCj8XTr1q09C5QYMe5riIAIiIAIFE9Aoqt4LvppngggtojNQmwhlsrSSoY3fFxaBONj1SFLjgB6gt0zZSSwZH3wwQduVSO2CKtZdnV5shMRDVjbMu7IPG05kMviUkWwYpnD0sTAujVp0iR3q2LZopzGPffc41anICY9XuYjgpkYugEDBngfyyDm0zVEQAREIOkEJLqSfsIR2x9CiXpNBLNTH6osQevvvvuu/fd//7eLNyxaCBLilrCKEazNIJAcQUKNKAQaMU4ZcYXwQ6wR3I1YIxYs6gPBhbgkk5N9MYhja9eund1yyy1u0cJ9SN2zoMaJMh+xoBVNRghqbl1HBERABJJIQKIriaca4T0RT0XmIgIBa0lZLF24EocNG+bB2ggm3I9YzbLjw7BgEQ+GsMuOB8tG07RpUxctQcU6ZV87iPsIVCx22T0KcZkiLLt16+YWLcQmFi7cpkGMMDMfg1ivriECIiACcSIg0RWn00rQWrHSEIOVcQeWZmtYqLgdb5Cpxy1uA5cn1jssccfqUdi/f/9AexRmZz5S+oG6XgTII1YJkA8y8zFu56H1ioAIiECQBCS6gqSpa5WYAFYpRFfG5VfiJyb8gQgumkBPnTrVZs2a5VbBfPcozM58RPRhgSQzFEsgFrQgMx8TfnzangiIgAgcl4BE13Hx6JdBEqCuFkH0xFRh4SqLlSvI9UTlWmH2KIQ9gfhkPuK2ZFB+g58TGE/xWAqbXnDBBX6/LO7fILgSp8eaqGpPw3Fqu2H9w/qGlRRBiJuZBAli+TREQAREIA4EJLricEoJWSPiApfZsWKsErLNEm0DBrj1sGzhystnj8JslyWZn5R/IBgfCxelJYgLQ2T99re/DaRKfYkAnOBB8EFoLViwwDNQuY9YpMAtQpDSFPTFvPzyy90SV7Q11Akur1+LgAiIQEEISHQVBHs6J6UKPUVREQFpHwiu8ePHewNqGkLzfb56FBZ1WSJoSD646qqrPF6LnpUkE2DlisrI8MEax3opgEtPTRInyEydOXOm/f3vf3dXKLXCcIFqiIAIiEDUCUh0Rf2EErQ++iXSD5Dg7DS+SSIksC5hacLitHr1aneVERhP7FSPHj0C61FIhijFX6m6z40yHfyMivxkdmLdOuecc7wvYnZR2Si83CiPQdsnWjfhZiRTk/6NvG6IAcQ6RxkQ3I6LFi1ysZjG11MUzkprEAERKB0Bia7S8dKjcyCAi4g3S+JxiBtK+qA8Bu4w4tgQPMQnjRkzxt1mmUr7CK4rrrjC62xll7woC5tslyUCl4B8Wi5Rb4s4KKrVDx482BtRR7m+FqUyKAJLjTXquSFGEVwZcUhtNboL0OKJvbVv396FWVmY6TkiIAIiECYBia4waad8Liw9FPjkjTSqtbGCPCIEF8Lhscces1WrVrlrleBwaoxde+21XpUf8YOVK4iA9YxLjmr7WNFwK1KN/4EHHvAisBROZb6yFKQNksuJrgU3ki4QrVi2iku4oDAr9cpwV7NPDREQARGIAwGJrjicUkLWSCA9GWhYupLqDkIsbNu2zWbMmOFJA+wZodmiRQtr1qyZCx4CwHHzBTGyXZa45IiBQpCQiYiYo1YZrjksi7la0oJYb0mugRUQcUhbJyx2xHARz5UJlmfPFI3ltYQww8KnIQIiIAJxICDRFYdTSsgacbHhOiLVP0nuRfaF2CK7DjFADNUTTzzhP6NSPqKH6vgIoVwHljLmw/2GRSjbZUk/y0xzbyxpBMjHRWhlc0FsYZUj5ozMTmK72AvCC4sg8XDsGwaIM9V6y6an+yIgAlEmINEV5dNJ4NoQBQiRTI/EJGyRgHUquU+ePNlFF+4wRMKgQYPs0ksvdVcqVqcgBsKObMdnnnnG62vhXsu4LHFbkt0HW4LNg3BZBrHm0l6DPWAJ/bd/+zd77bXXXHT98Y9/9JguxBgxXcTJsT9EF/FqGiIgAiIQBwISXXE4pQStEasE1hesMnEeZCBSVHTJkiX+le+JU6PXI+5TinZ27NjRA75z3SeWHRIQsPgwDxYeLGpFXZaIkSQMRBfWrs6dO/trhZpcWBJ5zRBMj/DClYpbEc6Uv9AQAREQgTgQiPc7XxwIa42e9k8ZgLjH3hCfhWWJemPLli3zGltYuHDzkV03dOhQ69u3rzfRzvXYs12WlHt4//337aWXXvKgceppBemyzHWt+Xg+FlFc0NwuueSSI1NkyknMnTvX47nIYkySq/rIRnVHBEQgkQQkuhJ5rNHaFG+UBJMjWOI8MsKHYHUsLQR8I7J69+7tVi3cegSxBzGyXZawy1jRevXqdST7MyiXZRDrDesaWLxm/dyTkpguLFxdunRxwRvW/JpHBERABHIhINGVCz09t0QEEF0ERCO6cBHhPorLWLNmjWfPUdSVLDq+EuBN2xwsLGQHkhhAnFquI3su3IkZlyXCjjmCnCvXtYb1fIqj0sHg4MGDLtypyzV9+nR3O1LfjOB6XJEaIiACIhAHAhJdcTilmK8R0YVYwS1H4HNxdZeitEVKEhBHRYA67kPe5BGNuEdxI95www0ugGrXrp3zshGizEdW51tvvWXTpk1zcYHQQNQF6bLMebEFuACvGfjAnwQC3LpY/hCitDHC1Rr3+MACYNWUIiACBSIg0VUg8GmaFkGB6MJFhkUo6tlmtOoZO3asCy/ET/369e3+++/3AHlcemTWBVXc9d133/Vm18RtUZMK9+Rtt93mVdYRXUG6LOP4mqPVD+5ECr6SrUiSwt133+11zho2bBjLkhhxPAetWQREIBgCEl3BcNRVjkOAQHMqsuNWpO9flGpHYc2iDAO1tXBdUd2cjEQsULTNQfhww52IVSWXMgyZtkDEhHFjLirH79y50y688EIXXIgsAscRFEHFhx3naCL/K+K2aPODCxGxTikOXK2UxCCmTkMEREAE4kRAoitOpxXTtSK6sORkSikUWnQRJ4TLk9ILCB5ip958803vU4hlCxcoAdr33HNPzkHa2XPhsiQQHBci1rTMXIiKu+66K+e5YvryOO6yEZ/cgigse9yJ9EsREAERCIGARFcIkNM+BcKDeChcc9RVysVaFATLTDbluHHjbOLEib42XIZYs6655hqvA4X7kHpQuY7suZ5//nkXWljM8jFXrmvV80VABERABPJLQKIrv3x19X8SQHghunAPFUJ0UfeKMgy4EXHp4T7cvHmz1apVy7p16+YZiWQlUpCTApy5jGPNhUss6LlyWaeeKwIiIAIiEC4Bia5wead6NmKUgsj4KylE3HfETdEYmYy3efPmeTYiwqtq1aoejN2/f38bPnx4zg24iQ1jHgqoUi0+n3OVdP96nAiIgAiIQLQISHRF6zy0mgAJILgQP1OnTnWxxffET40cOdJ69uzpQgvxhQUq14Hgok8gZR8ooprPuXJdq54vAiIgAiJQGAISXYXhnppZCRynOTGWoDAGliZEz4YNG7xqOQH8ZA12797dSz+0a9fOhVezZs1yLl2RPReuS+pIkWFH0Deu1DZt2gQ2VxjsNIcIiIAIiEB+CUh05Zdv6q9OhiA1uhA++SqKSpA+BTSxLlFEc8KECS6AyBakh9+gQYPs6quvNhpC51q9nMB4Mh4p2snXF1980eeiLRD7IxCf4qnErhU6SzP1Lz4BEAEREIGIEZDoitiBJG05xFIRuI7YwZWXj4HgGj9+vBfQxNrE9wMHDvSCphRjJVuQ+ldBFGVFaD344IMekI9LEaHFXIMHD/a6WtSVIji/EMkC+WCra4qACIiACARHQKIrOJa6UjEEcMEhgii/gPAJanBNal1RYwuLFsKOIP3rrrvOpzjvvPPcpcicubSJwT2KcJw5c6bvg3k/+OADr6mF2EJIMhd9ESnWWb58+aC2qOuIgAiIgAgkjIBEV8IONGrbwRqEUKFnYS6Zi8SE4dLDjYeLDzfimDFjbMeOHS52sDBRyf3666/PGQElHxBbVKonE5FK9czFXiicylz0RAxirpwXqwuIgAiIgAjEhoBEV2yOKp4LJZ4LK9RNN93kcU5l3QUCaOnSpfboo496jBhxXAixYcOG2bXXXuvWLMRQEIOgeBpdT5482UUXLkSqorMHguSxnAU1VxDr1TVEQAREQATiQUCiKx7nFNtV0uyaNkBYuUpbdBRr07Zt22zGjBlu2SILEqsZWYHccO2df/75fj9XQLgp161b530X+cr3VKXv06fPkfZFHTt2tNatW+c6lZ4vAiIgAiKQUgISXSk9+DC3jWWI4PKSZA4Wde1RyPSpp57yoqPEhRE/NWTIkEB68RFvRmV63JbLli2zuXPnev9Fvif7EBdi3759jTITGiIgAiIgAiKQKwGJrlwJ6vknJEDZBrIISxJIX9S1R9kFRM/FF1/s/QqxPlEDK4hBPa+XXnrJFi9e7LFiWM4QdF27drXmzZv7eqmiryECIiACIiACQRCQ6AqCoq7xfwhQlwu3Iu5FMvoQT8fKIjyea49+iK1atfIaW02bNv0/85T2BwsXLrT58+d7TS9izXBftmjRwgUdwpBG1MyjmK3SktXjRUAEREAETkRAoutEhPT7MhGg7yHuO4RXcSMM1x5Ntsl0xIVI5iGB99OmTbOJEye6AMQC16hRIy9mSrxWLtmVxe1RPxMBERABERCBbAISXdk0dD8wAicSXWG49hBc1Nh69dVX/UY9L0Qg8Vr33Xefl7GgiCnFU3FbaoiACIiACIhAPglIdOWTboqvTTD6hx9+6NYu3HaIG0o+UFiUWltUjs+Haw93JrW1iNNasmSJW7l27drl7s3+/fu725D1dOvWLZBG1yk+Ym1dBERABESglAQkukoJTA8vGYGDBw/aokWLjgSob9myxUXYlClTjN+VK1cuMNceVjX6LuJCpE3PqlWrbPr06TZv3jwvK0F5CQqnDh8+3OrUqVOyDehRIiACIiACIhAwAYmugIHqcv9LgOKlWLKoeUX8FpYtYqhw7f3+97/3YqNBufYQXAisqVOn2qxZs4yyE+eee66NHDnSevbs6UKLzMTTTz9dxyMCIiACIiACBSMg0VUw9MmeGNGF1Qk3IzFTAwYM8LIRuPYoyZCrAELIERe2YcMGw4q2ceNGF1tYtSj30L59e781a9YskEbXyT4t7U4EREAERCAMAhJdYVBO4RxkCtK6B3FFLNW9997rgeu5oEDIEQ+GkCNAfsKECW5BI0AeK9pFF11kgwcPdusWPRI1REAEREAERCBKBCS6onQaCVwLFi4EF9Xkcx0Irscff9wtXFi3aAk0cOBAu//++92KRm0txBauRA0REAEREAERiBoBia6onUjC1oOl6+yzzy7Trij5gNCi+TQZidwnK7FevXpuzeKitAXq3r27V48/VvHVMk2uJ4mACIiACIhAwAQkugIGqsvlRgC3JO5DyjxQ1JS2QH//+99ddBF4jzVr0KBBdv311+c2kZ4tAiIgAiIgAiETkOgKGbimOz4B4sCor/XQQw/Z1q1bvbQELsNf//rXHq+FNUsteo7PUL8VAREQARGIJgGJrmieS6pWld17MeNGpOZWJgOR7McuXboYmYkaIiACIiACIhBXAhJdcT25mK+bAqkIq/3793ul+jlz5njsFm16EFnEag0ZMsT69esX851q+SIgAiIgAiLwvwQkuvRKKAiBFStWeNX4t99+23bs2GEVK1a0vn37Wu/eva1Dhw7eC7FGjRoFWZsmFQEREAEREIF8EJDoygdVXbNYAmvWrHGr1scff2zcR2xRvJTsQzISO3XqZC1btvTyD8VeQD8UAREQAREQgRgTkOiK8eHFYel79+619evXG1mJlH54/fXXvYI83zdu3Niuu+46F1u1a9eOw3a0RhEQAREQAREoMwGJrjKj0xNLQoDG01i1qBpPY2ritf7jP/7DWrdu7RYtGlBXrly5JJfSY0RABERABEQg1gTKHf55xHoHWnwkCezZs8cmTZpkxGxR+qFXr17uQkRk9ejRw+rXr2/VqlWL5Nq1KBEQAREQARHIBwGJrnxQ1TWPEHj22Wdt7ty5NmrUqDJXpj9yMd0RAREQAREQgRgTkOiK8eHFYen0Rzxw4ID3XqSivIYIiIAIiIAIpJWARFdaT177FgEREAEREAERCJVA+VBn02QiIAIiIAIiIAIikFICEl0pPXhtWwREQAREQAREIFwCEl3h8tZsIiACIiACIiACKSUg0ZXSg9e2RUAEREAEREAEwiUg0RUub80mAiIgAiIgAiKQUgISXSk9eG1bBERABERABEQgXAISXeHy1mwiIAIiIAIiIAIpJSDRldKD17ZFQAREQAREQATCJSDRFS5vzSYCIiACIiACIpBSAhJdKT14bVsEREAEREAERCBcAhJd4fLWbCIgAiIgAiIgAiklINGV0oPXtkVABERABERABMIlINEVLm/NJgIiIAIiIAIikFICEl0pPXhtWwREQAREQAREIFwCEl3h8tZsIiACIiACIiACKSUg0ZXSg9e2RUAEREAEREAEwiUg0RUub80mAiIgAiIgAiKQUgISXSk9eG1bBERABERABEQgXAISXeHy1mwiIAIiIAIiIAIpJSDRldKD17ZFQAREQAREQATCJSDRFS5vzSYCIiACIiACIpBSAhJdKT14bVsEREAEREAERCBcAhJd4fLWbCIgAiIgAiIgAiklINGV0oPXtkVABERABERABMIlINEVLm/NJgIiIAIiIAIikFICEl0pPXhtWwREQAREQAREIFwCEl3h8tZsIiACIiACIiACKSUg0ZXSg9e2RUAEREAEREAEwiUg0RUub80mAiIgAiIgAiKQUgISXSk9eG1bBERABERABEQgXAISXeHy1mwiIAIiIAIiIAIpJSDRldKD17ZFQAREQAREQATCJSDRFS5vzSYCIiACIiACIpBSAhJdKT14bVsEREAEREAERCBcAhJd4fLWbCIgAiIgAiIgAiklINGV0oPXtkVABERABERABMIlINEVLm/NJgIiIAIiIAIikFICEl0pPXhtWwREQAREQAREIFwCEl3h8tZsIiACIiACIiACKSUg0ZXSg9e2RUAEREAEREAEwiUg0RUub80mAiIgAiIgAiKQUgISXSk9eG1bBERABERABEQgXAISXeHy1mwiIAIiIAIiIAIpJSDRldKD17ZFQAREQAREQATCJSDRFS5vzSYCIiACIiACIpBSAv8fjVcvQ511AK0AAAAASUVORK5CYII="
}
] |
math-reasoning
|
{
"ground_truth": "Volume $=89.1 \\mathrm{~cm}^{3}$",
"style": "rule"
}
|
{
"answer": "Volume $=89.1 \\mathrm{~cm}^{3}$",
"index": 38,
"question": "In the diagram, the solid is 3 cm thick. The edge is 9 cm and the angle is 45°. Calculate the volume of the solid, correct to one decimal places.",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: In the figure, there are four lines intersect at four points. Two pairs of lines are parallel to each other. m \\angle 1 = 123. Find the measure of \\angle 14.\nChoices:\nA:47\nB:57\nC:67\nD:123 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 39,
"question": "In the figure, there are four lines intersect at four points. Two pairs of lines are parallel to each other. m \\angle 1 = 123. Find the measure of \\angle 14.\nChoices:\nA:47\nB:57\nC:67\nD:123",
"split": "test",
"task": "Text Dominant"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: f(x)=-5(x+4)^2+8. Which function has a greater maximum, f(x) or g(x)?\nChoices:\nA:$f$ has a greater maximum than $g$.\nB:$g$ has a greater maximum than $f$.\nC:$f$ and $g$ share the same maximum. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 40,
"question": "f(x)=-5(x+4)^2+8. Which function has a greater maximum, f(x) or g(x)?\nChoices:\nA:$f$ has a greater maximum than $g$.\nB:$g$ has a greater maximum than $f$.\nC:$f$ and $g$ share the same maximum.",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: As shown in the figure, a parallel b, angle 1 = 50.0, then angle 2 = ()\nChoices:\nA:50°\nB:130°\nC:40°\nD:60° You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 41,
"question": "As shown in the figure, a parallel b, angle 1 = 50.0, then angle 2 = ()\nChoices:\nA:50°\nB:130°\nC:40°\nD:60°",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Two shorter rays are parallel. Find y in the figure.\nChoices:\nA:5\nB:6\nC:7\nD:8 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 42,
"question": "Two shorter rays are parallel. Find y in the figure.\nChoices:\nA:5\nB:6\nC:7\nD:8",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: There is an isosceles triangle with side length 32. The base angle is 54 degrees. Find x. Round to the nearest tenth.\nChoices:\nA:18.8\nB:23.2\nC:25.9\nD:44.0 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 43,
"question": "There is an isosceles triangle with side length 32. The base angle is 54 degrees. Find x. Round to the nearest tenth.\nChoices:\nA:18.8\nB:23.2\nC:25.9\nD:44.0",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Find x.\nChoices:\nA:60\nB:80\nC:90\nD:120 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 44,
"question": "Find x.\nChoices:\nA:60\nB:80\nC:90\nD:120",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Find D E.\nChoices:\nA:3\nB:4\nC:6\nD:9 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "D",
"style": "rule"
}
|
{
"answer": "D",
"index": 45,
"question": "Find D E.\nChoices:\nA:3\nB:4\nC:6\nD:9",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Elena knows that Lea has a garden with an area of 100 square meters. She does not know the specific width, $w$, and length, $l$ of the garden. The graph below represents the widths that correspond to possible lengths of Lea's garden. As the possible width of Lea's garden increases, what does its possible length approach?\nChoices:\nA:$\\infty$\nB:$\\hline 0$\nC:$\\hline 10$\nD:$\\hline 120$ You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 46,
"question": "Elena knows that Lea has a garden with an area of 100 square meters. She does not know the specific width, $w$, and length, $l$ of the garden. The graph below represents the widths that correspond to possible lengths of Lea's garden. As the possible width of Lea's garden increases, what does its possible length approach?\nChoices:\nA:$\\infty$\nB:$\\hline 0$\nC:$\\hline 10$\nD:$\\hline 120$",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: Now find the distance x-y between the two sightings.\n\nRound your answer to the nearest metre. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "675 m",
"style": "rule"
}
|
{
"answer": "675 m",
"index": 47,
"question": "Now find the distance x-y between the two sightings.\n\nRound your answer to the nearest metre.",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: In triangle A B C, A B = x, B C = 16. Find x. Round to the nearest tenth.\nChoices:\nA:5.8\nB:6.5\nC:14.2\nD:44.3 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 48,
"question": "In triangle A B C, A B = x, B C = 16. Find x. Round to the nearest tenth.\nChoices:\nA:5.8\nB:6.5\nC:14.2\nD:44.3",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: As shown in the figure, AB parallel CD, AB = 2.0, CD = 5.0, the distance between point P and CD is 3.0, then the distance between AB and CD is ().\nChoices:\nA:\\frac{6}{5}\nB:\\frac{7}{6}\nC:\\frac{9}{5}\nD:\\frac{15}{2} You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 49,
"question": "As shown in the figure, AB parallel CD, AB = 2.0, CD = 5.0, the distance between point P and CD is 3.0, then the distance between AB and CD is ().\nChoices:\nA:\\frac{6}{5}\nB:\\frac{7}{6}\nC:\\frac{9}{5}\nD:\\frac{15}{2}",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: A square prism has a side $GF$ of length 15cm as shown.\n\nNow, we want to find $y$, the length of the diagonal $DF$.\n\nCalculate $y$ to two decimal places.\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "$y=21.61$",
"style": "rule"
}
|
{
"answer": "$y=21.61$",
"index": 50,
"question": "A square prism has a side $GF$ of length 15cm as shown.\n\nNow, we want to find $y$, the length of the diagonal $DF$.\n\nCalculate $y$ to two decimal places.\n",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Find A B if \\triangle A B C is an isosceles triangle.\nChoices:\nA:3\nB:4\nC:7\nD:11 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 51,
"question": "Find A B if \\triangle A B C is an isosceles triangle.\nChoices:\nA:3\nB:4\nC:7\nD:11",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: As shown in the figure, if angle OBC = 40.0, then the degree of angle AOB is ()\nChoices:\nA:40°\nB:50°\nC:80°\nD:100° You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 52,
"question": "As shown in the figure, if angle OBC = 40.0, then the degree of angle AOB is ()\nChoices:\nA:40°\nB:50°\nC:80°\nD:100°",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: The graph shows an angle $a$ in standard position with its terminal side intersecting the figure at $P\\left(-\\frac{21}{29}, \\frac{20}{29}\\right)$.\n\nFind the value of $\\cos a$.\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "$-\\frac{21}{29}$",
"style": "rule"
}
|
{
"answer": "$-\\frac{21}{29}$",
"index": 53,
"question": "The graph shows an angle $a$ in standard position with its terminal side intersecting the figure at $P\\left(-\\frac{21}{29}, \\frac{20}{29}\\right)$.\n\nFind the value of $\\cos a$.\n",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: As shown in the figure, AC = 4.0, tanA = frac {1.0}{2.0}, then the length of BC is ()\nChoices:\nA:2\nB:8\nC:2√{5}\nD:4√{5} You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 54,
"question": "As shown in the figure, AC = 4.0, tanA = frac {1.0}{2.0}, then the length of BC is ()\nChoices:\nA:2\nB:8\nC:2√{5}\nD:4√{5}",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: They each used a square piece of paper with a side length of 12.0 to make a pair of jigsaw puzzles, and cooperated to design the work shown in the picture. Help them calculate the sum of the area of the three figures circled in the figure, it is ()\nChoices:\nA:12cm\nB:24cm\nC:36cm\nD:48cm You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 55,
"question": "They each used a square piece of paper with a side length of 12.0 to make a pair of jigsaw puzzles, and cooperated to design the work shown in the picture. Help them calculate the sum of the area of the three figures circled in the figure, it is ()\nChoices:\nA:12cm\nB:24cm\nC:36cm\nD:48cm",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: Esteban's account balance can be modeled by $f(t)=1000 \\cdot e^{(0.08 t)}$ and Anna's account balance can be modeled by $g(t)=750 \\cdot e^{(0.12 t)}$, where $t$ is the number of years since they opened their accounts. When do the accounts have the same balance?\nRound your answer to the nearest integer. \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "7",
"style": "rule"
}
|
{
"answer": "7",
"index": 56,
"question": "Esteban's account balance can be modeled by $f(t)=1000 \\cdot e^{(0.08 t)}$ and Anna's account balance can be modeled by $g(t)=750 \\cdot e^{(0.12 t)}$, where $t$ is the number of years since they opened their accounts. When do the accounts have the same balance?\nRound your answer to the nearest integer. \n",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: Calculate the area of the following triangle.\n\nRound your answer to two decimal places. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "60.21 \\mathrm{m}^2",
"style": "rule"
}
|
{
"answer": "60.21 \\mathrm{m}^2",
"index": 57,
"question": "Calculate the area of the following triangle.\n\nRound your answer to two decimal places.",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: Calculate the area of the following figure, correct to one decimal place. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "Area $=9.4 \\mathrm{~cm}^{2}$",
"style": "rule"
}
|
{
"answer": "Area $=9.4 \\mathrm{~cm}^{2}$",
"index": 58,
"question": "Calculate the area of the following figure, correct to one decimal place.",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: In the figure above, a shaded polygon which has equal sides and equal angles is partially covered with a sheet of blank paper. If x + y = 80, how many sides does the polygon have?\nChoices:\nA.Ten\nB.Nine\nC.Eight\nD.Seven\nE.Six You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 59,
"question": "In the figure above, a shaded polygon which has equal sides and equal angles is partially covered with a sheet of blank paper. If x + y = 80, how many sides does the polygon have?\nChoices:\nA.Ten\nB.Nine\nC.Eight\nD.Seven\nE.Six",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Determine if this relation is a one-to-one function.\nChoices:\nA:This is a one-to-one function\nB:This is not a one-to-one function You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAcwAAAHQCAIAAACjrc0xAAEAAElEQVR4nOz9aZAc2XUfjt7MrH3furq6et/QQDcaOzAEZiM5wyFFiaQkypQfKf/tCIVkWSFHWKOh9EV2hCIctkMOO/T39vwsyhIlm6JIzgxnxcxgMNgbDaABNIDe97W6q7r2PSuX+z4c9GUis6q6uisLC1m/mMB0ZmWee/Iu5557zr3nUBhjVEcdddRRR21AP2kG6qijItS1gTqeUdSFbB1PF0oJU4qiHjMnddShCupCto4nBqk8hb8xxlJhWtde6/g5gOZJM1DHLzRGRkZSqZTf7+/r6xNFkaZpjHEkEhkbG8vlcsePH29oaKjrsHU806gL2ToeN0BdzWQyZ8+e/eSTT6LR6OnTp7u7uxmGgV/n5ub+23/7b4VC4fXXX//c5z5nMBieNMt11LF31IVsHY8VYAGIx+N3797927/923v37m1tbWWz2X/6T/+py+WiKApjHAqFPvnkk3Q6/Wu/9mtHjhwBISuzJNRRx7OCuk22jscKEKMzMzPf+973MMb79u3zer3pdHpxcVEQBIQQwzA2m62zs1Or1TIMQ9O09MUnynsddewFdSFbx+OGKIpGo/HEiRP/9b/+129+85stLS35fH5jYwOELEJIEIRcLmc2mxsaGiwWC3mxrsnW8SyiLmTreNxgGKajo+PXfu3XWltbXS6XXq9nWTYSiYiiiBAqFAqxWCyVSv3u7/5uT08P0WTrqOMZRd0mW8fjBkVRVqvVarUihBwOh8lkYlk2Go2CkJ2YmLh586bNZvvGN77h9/ufNLN11FEt6mpCHU8SHo/HbrezLBsOhzHGhUJheHj4zp07r7zySn9/v9lslj4MUriOOp4t1IVsHU8SXq/XZrPl8/lQKCQIQiAQGBsb0+v1f/InfyK1xiKEMMZ100EdzyLqvbaOxwrZDgG32221WguFApgL/vIv/3Jtbe0LX/iC3++XidS616uOZxR1IVvHY4VMVur1eo1GA/L09u3bY2Nj+/fv//Vf/3WtVluXqnX8fKAuZOt4kqBp2mQyabXatbW1v/7rv/b7/Z///Oe7urrKv1XfMFvHM4S6kK3jsUIpHy0Wi16vX1paevDgwRe+8IVTp07tSKSu5NbxDKEuZOt4wjCbzUajESH0ne9857nnnnO5XE+aozrqUBN1IVtHbSFTXeF0rPRmNBpNJBKdnZ2/+Zu/2dzc/NgZrKOO2qJ+GKGO2qLo0h5uYoynp6fn5uba2tr+5E/+pKmpSaPRQCCYejiYOn5uUBeydTxugPQURTEWi/3kJz+JRCJf+tKXXnnlFZ1OR36tS9g6fm5QNxfU8QQgCEIsFvvwww8/+eQTr9f7jW98w2q11uNs1fFzibqQreNxQxTFZDJ5+/bt119/3Wg0fvWrXz1+/DhCiKKougJbx88f6kK2jseNWCz2zjvv/PZv/7ZOp/u93/u9V1555UlzVEcdNUTdJlvH4wPG+M6dO++88857772Xz+f//M///MyZMyaT6UnzVUcdNUTdClbH4wDGmOO46enpH/zgB9evX8cYv/DCC3/0R3/kcDjqYV/q+PlGXZOt43GAoiiO4xYXF2Ox2MGDB0+fPv3aa6/VJWwdvwioa7J1PCZwHLexseFwOMxmMySmraOOXwTUhWwdjwkYY0EQaJqmabp+1qCOXxzUhWwdTwZ1OVvHLwjqFrE6ag5RFJVzeV3C1vELgrqQraO2gLQx9dNcdfzCot7166ijjjpqiLomW8eTB8ZYmom2PvHX8fOEupCt48kjlUpNT09HIhGO41DdXFvHzxfqQraOJwyMcTQavXnz5ubmJsuyT5qdOupQGXUhW8eTBGzkCofD165dCwaDoMmiusWgjp8j1IVsHU8SYBkIhUJXr17d3NwEIVvfQlvHzxPqQraOxwqliprP52Ox2NbWViAQyOfzqG6TrePnC3UhW8djhVKAbm1tra+vcxy3vLycy+WeCFd11FE71IVsHU8YoVBoeXm5UCjMzMyk0+knzU4ddaiMupCt4wljfX19fn6e47ipqaloNMrz/JPmqI461ERdyNbxJIExDgQC8/PzPM+vrKysr69nMpknzVQddaiJupCt40kin88HAoH19XW4nJiYWF1dfbIs1VGHuqgL2TqeJMbHx+fn51mWBYfYvXv3FhcXnzRTddShJupCto4niVu3bs3OzpJYiBMTE4uLi+RIQh11/BygLmTreNwAeYoxZll2dHR0eXmZ7OtaX19fWFgIhUJPlME66lATdSFbx+MGiFSe50Oh0MzMjFSkYoxnZmZu376N6idr6/h5QV3I1vFkkMvlPvjgg2AwiLblKUVRFEWNj48PDQ2hEue+6pK3jmcOdSFbx5NBNpt9//33Nzc3yR2MMcY4FApNT08HAgFBEJRv1U/c1vHMoS5k63gCSKfTs7OzDx48SKVSsp/y+fzi4uKFCxfqYQ/r+PlAXcjW8VgB6/3Nzc1z585Jz3dJVdS1tbW33norlUrJ0iXUbQV1PItQTcjWB4C6+HmtT4qiBEFYWFj44Q9/mM/naZpmGIZhGIQQ/EHTdCQSGRoaWltbkyqzYLF9cozXUcce8cQ0WSzBbl+U/VHmmScFGQN740f5VvXf9TTUzPj4+Llz55aXl3meb2xsPHny5LFjx8xm85EjR06dOtXa2sowTCqV+rM/+7PJyckny20ddVQPjVqEQMsgbuIKn98tSDjn8nGdn7jKQxgAPvfAD+TQltXnnr+LVBeQfYL1gzFOJBJGo/E73/lOb29vV1dXQ0PDrVu3/uN//I9f+cpXjh07JgjC8vLy0tJSPB4vFAosy+r1+ifFbR0qQtbxfnFCs6smZAkec91VLtYfD57CriPTXp84e01NTZ///OcNBkN7e7vH46FpOhwOI4QaGxtPnTrV0NAQi8XW1tbW19d9Pt8T57aOOqqEmkJWqrWVn7X2NqcpH6tQsZU+hspqc0Xv70gcSRT56nVYKXZksnzpMiI7fvWuZojK65w8JooiRVHd3d09PT3kyXQ6nclkBEFIJpM8z+v1+sbGRp/Pd+LECXI2jDRZJXNqmX5SOdvSO/CHlIfyFV459tDfKiSyt8cqr5w9j2hZHVbJ8DMBNW2yyhWutIPKnoQ/dqWHKhuYlFi0pypfBKlXxi4p/YRSN2V/SCWplI0yBVVoia58GlDeV0oK5TBQtk75ylGyV8ZqXLROaJpW8qa8I5sRpW1d9NNkl0XpK3tm0QZVVpFMbyhV/9LOWb7dycyhLE75+aW+UVm0lHLRonfLj/JFZQcrxVjRX6UdZsdGVD7z7ELN3QXSHomKKVyodP9Axfq98r70raJElM8Ufb1M+5USxErlZUeRVKojymqpDIVSNHe8L/tq8lHSXl5eWJRB0aFS/kNICJhSkNWJrJaQYjlSiuHy/MtqQDaYZQ1aVBUor+iVf4DaBirbCQmdMiKsaP8sI7mkUwV6tIZL8VNmGpCSlf5RtMaKviKbQpQvlpmoit5/mqGakFU2UqmuUFToyCjI5szyHVf5yp5BBmGp8barIU2e2XHoSu/sCmXGhlKOy0ZaeRSdF8uMAUqh5UmfoWmaenShXfSxUh+140/KqbToi1KZAraLMq8oe2aF8n0PXbHo5F1UhJX/Uhkd5QPKsUY2I8tavPy4Q6V7UVGNWMaSbICXf0BG+ZmTs7XdwlW0ysoos6VeL/pu5XWtFDc7Plk9igrWKsuq5JOLzna7LWhHBir5okqmRoQQTdNgRigvO/bwUxlgjKHQMlDOXrviYbeM7er5HaVY5VDWQ5UdRsX+9tgo1xQq7y6QqiqCILAsm8/nHQ4HTdMsy2YyGZZlvV4vTdPZbDadTmOMPR4PwzDZbDaVSmm1WngYnCFGo9FqtcJlNpu1WCwGgwFjnEqlgA5CqFAopNNpnucbGhoQQrlcLpvNAlmKouBFmqY9Hg9CKJlM5vN5nU7ncDgoiorFYhzHGY1Gi8VCURQcQLJarQaDASEUi8VEUXQ4HBqNplAoJBIJjUbjdDoRQplMJpPJALcURSUSiXw+r9frHQ4HQgjoGAwGq9VKUdTW1hZCyGw2m0wmhFA8HtdoNAaDQaPRYIy3trZ0Op3ZbKZpWhTFaDRqMpksFosoirlcLp1OWywWs9ksiiIwb7PZzGYzz/PAntVqNZlMPM9vbW1ptVqoIp7ng8GgyWQym806nY7juFAoZLPZDAYDwzAsy25tbXk8HoPBIIoiNITb7dbr9VCZ+XweLvP5fDKZFEXR5XLpdDr4VRRFu92u1WpzuVw8HgduGYaBSyiFoqhsNptMJhsaGjQaDc/zmUwml8s1NjYihKAncBwHPUEQBDj3BT0Hmh6qmqbpZDKZy+WgjUgLQikY42QyWSgUnE6nRqPhOC6VSgmCAB0jm81mMhmKotxuN0VRQEer1bpcLoxxIpGAzWHSJoNvwRhD3UJlQqPQNG21WrVaLcdxsVhMp9PZ7XaKonieTyaTUPMIISBrNBptNhvGWEqWoqhQKERRFPQEjHEoFNJqtWazWa/Xi6K4tbVlNBqhJ3Acl0gkLBaLyWQSBAFGh91uN5vN4CFkWdZut5tMJuAHY2yz2YxGI8dx4XBYq9VarVZo0FAoBF1Iq9UWCoVgMOh0Oo1GI5QSDAYbGhr0ej3P81CK1+vV6XQsy0JP8Hq9Wq0WegLG2OVyabVaaFyGYaDms9lsIpEgPSGfz2cyGZPJpNfrMcYwWBoaGhiG4TgOhEBjYyNFUTBaYfCCTMhmsxRFuVwuiqJSqVQ2m9VqtU6nE0ZZoVAgw1MmcJ5mqKbJgtFNqrpmMpn5+fkLFy7kcjnoYdevX3///fchidPq6upnn3127tw5uJyfnz979uyVK1fg4dnZ2Q8//PDevXtw5md2dpZsXy8UCmNjY59++inP84IgRKPRmzdvnj9/HjS4tbW1K1euXLx4ETiZmpo6f/789evXgasHDx6cO3fu9u3b8Ovt27fPnTs3NTUFa5CbN29evHgRUqEIgjA8PDw0NJRMJhFCkUjk4sWLt27dgs9cXFwkdERRvH///rlz5+7fvw+lDA8PE7IIoYsXL164cGFhYQF+vXXr1sTERDweh3noo48+Gh0dzWQyoihGIpGPP/54enpaEIRCoTA/P//+++/Pzc2BzLp169aHH344Pz+PEEqn0+fPn//kk09WVlYQQqlU6v3337906dLa2pogCIlE4q233hoZGYlGowihZDL5ox/9aHp6OpfLFQqF9fX1H/zgB1CZqVRqcnLyRz/6EcQbjEaj169f/+lPfwoTw9bW1mefffbRRx9FIhGYD65evXr16tV4PI4QWltbe+edd0ZHRyH+wOrq6ltvvbW0tJTP5/P5/MzMzE9/+tNYLCYIQjwev3v37nvvvZfP5ymK2tjYuHbt2tmzZwuFAtTtxsYGRVEw8czMzHz88cfXr1+HXycnJ8+ePTs2NsbzPEVR4+Pjn3zyCXwmy7J37949f/48qb3r169fvnwZ6nllZeXSpUtXr15FCPE8PzExcf78+Rs3bkDnvHv37rlz5+7duwcP37hx4/z58zMzM/Dr8PDw5cuXA4EAxpjjuCtXrgwPD8MEA3UCL8Ll0NDQ5OQkRVGCINy9e/ejjz4aHx+HLnT16tVPPvlkZmaGoiiO486fP3/p0qXl5WVg6ezZs8PDw6FQCEr54IMP7t+/DxpDKBT6+OOPl5aWRFGEynznnXcgZ0Qymbxx48YHH3wATZ9IJD799NNPPvkE+m0sFnvnnXcuX74M4c2i0eiPf/zjO3fuxGIxqOof/vCHc3NzpJQf/OAHm5ubgiCkUqmxsbEf/ehH8GQ4HB4aGnr77bfhMhAInD9//uzZs3C5urr60UcfXb16FUbH0tLS+++//+DBg1wuJ4ri+vr6lStXVldXC4VCPp+fmJj44IMP4JB0NBodGRn58MMPIfpPIBC4evXquXPnwGSxvLx85cqVK1euwKQ7MTHx8ccf37hxA369f//+hQsX1tbWOI4rv6J62qCaJktWfOSz0+n05OTk+fPnX375ZbPZbDAYQLsEDc5kMnm9XlEU4UilxWJpbm42m81wabVam5qaQJeBy8bGRpPJRFEUTdN2u12j0bz99tuNjY1NTU1ut1un00GhZrPZ6/WSAE42m83r9RqNRnLp8/ncbjdcwoRps9kQQqDywDiPxWLQgdrb27VaLUII9hUBA6CM+Hw+0GopinI4HCzLgk6EEPJ4PDqdzmq1wqXX68UYm81muBwbG4PO9+KLL1IUBZ+p0Whomtbr9T6fD/RfmqbNZrPf7wcVSaPRuFwuQRCArEajgc80m80YY41G4/f7jUbj9PT05uZmR0dHS0sLqJ/wcGtrq9VqhXOrJpOpvb0dvkWn09lstra2NtAOdDqdx+OBfVTkqzmO0+v1y8vLN27cePDgwSuvvAJ1YjQam5ubQdNHCJlMptbWVmhBiqKsVmtLS4tWq4VSXC6X3++HxjUajaA9wdym1WqBT1EUBUGANrLZbND0cAlqI0LIbrc3NjYajUbSE0RR1Gg0IKNdLhfJqgAdLJvN3r17NxAImEymxsZGUDApinI6nYIgkCYDzZ00mdvthiUOlNLQ0KDVaqEUnU7X2NgIL3Ic995770UikVOnTkFPcDqdHMfZ7XYYEQ0NDWazGchSFOXz+RiGgQZlGKapqcnhcEBV0zTt9/uhMqGUTCYzPDycz+cPHDgAlQldSK/XezweGEEIIa1W29jYKIoiXOp0upaWFrvdDg2q1Wrb2tpIT9DpdG1tbRaLBRID0zTd3t5uMBhomtZqtXa7vbW1VafTYYz1en1DQ4MgCKStfT4fORhiMpmamprMZjM0vdlshm+haTqTyUxMTFy6dOnIkSMURTEMY7fbm5ub4UnoCcQabjQa3W632WyGS4vF0tDQAHUOTQ+jAxrF4XAsLS199NFHvb29p06dIveffqgjZKUuAvK3wWBobm4+cuSITqejKMput/f29ra3t8Pogm4NzYkx9nq9JpNJo9FAbwBZYzAYoI3hEsQEQqi1tRUhdP/+/Uwmo9Ppuru7SZwRl8sFBOHS5/NB28Nle3u71+slJ4g6Ozubm5uJCO7u7hYEQa/X53K5TCbT0dHR19cHC0aLxXLgwAEQHwghr9cL6y94sa2tDcjCt/f09MAQhV8PHDiAEAJpSFHUgQMHYG0FnWlwcNBgMEBHN5vNhw4dgj6n1Wp9Pp/JZIIhqtPpurq6mpubYUowGAwHDx7EGINENhqNx44do2ka4lrp9foTJ07AIhEhZDKZnnvuOYfDAQt5l8v1/PPPg5VGr9c3NzdbrVYga7FYent7W1pa4NJutw8MDGCMLRZLOBzW6/UHDx7cv38/kHW73cePH4dVIdT88ePHHQ4HVEtTUxPYK2iaBrEOC0+EkMPh2LdvH8dxIFBsNhss4UF1bWxstFgsINQQQn6/3+l0mkwmaPqWlha3222z2aAtoAXhu8xmc19fH3HjeDweo9GYSCQ2NjYSiURHR4fX64USMcYdHR1NTU1k4dnT08PzPJkIe3t7odERQgzD7N+/n6ZpaFCr1TowMABdGi79fn9nZyc0bkdHh8/ngydpmu7r6+M4DsgyDDMwMACVDCPl8OHDYCkCzePIkSMmkwl6gt1uP3PmzMzMDFi3mpqaLBYLNIper+/u7gZJCo07ODgI5gLoZseOHQNzAbB36tQpq9UKPFit1jNnzjidzs3NzWw229TU1N/fDyYvo9HY2trqcDiAH6vV2tvb29raCvYTh8PR398PxUHTHz58WKPRwJc2NDSQnpBKpZxO5+HDh91uNzR3S0sLMVBYLJauri6/30/TNMbY6XTu37+f53kYoW63m1QdQqi5uRmmB7hsa2vjOG5ychLU8N1LqScG9V11RMiyLBuPx+PxeFdXF5FHpV5Bu9T80+n0/Py8TqcDGVHNqkFm1uF5PpfLzc3NNTc3g3WP+DSlDrSif1dS0MbGRiaTsVgsPp+vPCe7pY8QWlhYyOfzHR0doIVVztWOj4VCoVgsptfr29vblW7Mauo/m82++eab//Jf/svvfve73/nOdzo6OtTiGSGUy+U2Njai0Wh3d7fT6azShCd7XRCE6elpp9PpdDphptmReIUMwJSzvLys0+lkFaLsjXvgfGlpKZVKud1uv9+/NwqlkMvlYrFYLpfr7Ozc0bWopFm+lGQyub6+znFcV1cXzFXPBFQTsuVrR7m5RymkSlGonf2lfNF7k6RlSilPpxoJu+eBhxQbhoq2VJnm25HV8vcxxul0+s0333z99dffeOON73znO+3t7XuWIJXUQ5nmKPWxqHTf2+1X78hzmT5Z6qfKL0uVVSGpHb+l8hrYsRV2xcBTDpUDxBCA2QVjDFZXWa1JH6YUuwKlT0o7BLkPf4DhVUq8DMr3J+VPgiAQ25CM4R0pI8nIlPUYwjYhjkoPY1IDRX+VghQkCALGGFbWuxrkMlLkdfKvKIqiKMJ2q6KUS43bUmwQnskDOyo+ZT6EkFKOWFknlHYnJavKEV5efJB+UuFXKx+QciX9AzqhdH9bqe5a9JJ8oKxx0XZrAnHoKkVJSbtf+S8CgoRPsNjIKBOahCsZZfKByt5I7kAnhNf31lueCFSzySLF5sd4PD43Nzc7O/u1r30NdHupoFS2vZQa3t7GqOxY8MfW1talS5dsNtuhQ4fIurvMjKrsPaVmS9gTc+nSpYMHD+7btw/6yp5nVOVnDg0NxePxtra2w4cPoxLiWPp8KeGlLIjjuJs3b2YymZMnTzocjlIawY6VX7QOFxYW5ubmMMavvvpqGeNPKSaLKomyQUXMqUWFXSkmlSOTPIMQSiQSExMTq6urZ86cAVO+9K1daXZKKcBx3Icffuh0Ont6emDdvbeVR9Fyl5aWJicn3W73c889p5T1ZTTfMnMDYX5kZGRzc7O1tfXo0aOVcKisDdkl2FgpikomkzMzM2tra1/72tfAql606qR/lx+P0jvr6+u3bt1iGAacCiVq96mDmie+ilCXzPBK/UgJIoWLTlP40aPZ1DbKT7YyBpSqsewSSdRM6TO4hF1F+ZO00yjfoh5VfMiTO8rQUgzIKJOqKy9hSxVXvqDyTCpflFVy0del7VK0KYs2UKlyZRULVV1e+67ksrz0lEn88lA2QdE6l/K/I+dIUkuU5Py09F+pICtDWUqt8vohXwHqkYy4bAwqyyrTuLIJY0fOn0KoH+qQwGAwNDU16XQ62DBQatImkEm0MvWIMTabzf39/Xq9HpyhlWuayvEgm0hhk1N/fz9skFa+WIbmjk8ihNra2mBP9Y6s7kp9hs7d2tpaKBRkXq8yOkJRKOuToiiXywWhs0ot0ypUnJFEEEilZyWzyB4AW5psNhs434tixzqRMiZT3/bv3w+nTipnaceBAHA6nb29vWTDQxlqZfR6cikrrrm52W63w/4EFUFRlNFohL0Qyq/bcVDv2BB2u/3AgQOwX0UFdh8XVO7ZZVZAeyZV4a87lig1G+2oke2tNygFh+xXpBB55VdkqjO52waSPUbqUEUOU6nUT37ykz/6oz964403vv3tb3d0dBStmaIU4I+iFViqCaiytgjlT9X35D1gV90AS44Il//8Sgot1cS7rYfyE630fiVT8p7ZeBqgsiYrWwFhheNrD6RKATxIZO2w4/PSdXRReScjTpUwru+o0pbS0eAmsTwWjftXeUUVfRIOpJVZT5E+vVvFH287NCpH+SKkXaVoJezIYdEHZB8IbGOMoRMWVdJL0dyRDSAOD6johyGiB4iXpyyrvQqblZzPlKod5T9kV0Ifb3tfy7+rrGGZPFXegU64Y7U8VVDf8UU6cTwen5mZmZyc/OY3vwnrKRVnoVAodP78eZvNduzYscr3+hEohxbhDRxfn3766cGDB/v7+4nxfg/ElX8ghC5duhSLxTo6Oo4dO7ZbyuXB8/zQ0FAqlTp9+jQ5jVaGvV1hZmZmenoaIfSVr3yFnK9DT6WiIWUgkUjcv39/eXn55ZdfbmtrQ3v9/KLgOO6nP/2py+Xav39/S0uLWmShN87NzY2NjTU2Np45c2ZvRMr8euPGjUAg0N7efuLEiR0f3hUSicTU1NTy8vI3v/nNPYwdKZRcra6uXr9+XaPRvPTSSxCr5JmA+lu4yDBjGMZsNrtcLtUneYQQhI2Ao0HwU4Ur2VJSQCoQIfJFUbtP9ULEarVijMl5MHVhsVhomobOveNibVcwGAxgwiuvej9xCYse/V6GYaxWK4Q1UXcCAGoOh8NqtUpnHbVgMBjg/JXqlBFCJpMJ4suoPimSUV+LngCjnmGYKsX3Y4b6vJLKNRgMfr8fogHJfqqeuNlsPnjwoEajIQc/drv+LQU43nrw4EE4u7nb13dEe3t7oVCoheWepum2tjae52USXJXuDgccZcvApxPS7zUYDK2trR6Ph0Q/ULEUhmH6+/ulcSpUJO50Ovv6+mqURLKlpcXj8dRCgsNhehJ1RF3Y7fb+/n6Kop4tx5c6QlZmVYHpEYJBuFwuVYqQTbl6vV667ZHwsIeZWfYKBGqREld3tocoObWgTCI61oK4xWIp6jJ+OiFd8dRuQyVN0ypaCWSA0BOqVzjUDImRpDpA2YTghNIS90ZNZpY1mUzPlngFqJ9IEUnkHcZYEASIyqFuERhjiH2nPE62K2pIscEFbkLQCtnnKB/eA4jPYW/+wPKQOgPVJU58DhBE7SmXttLWJM7AWuhWHMfVqCnx9rFDtZYOUoEFJwOBuOpWFKhzsqKvhrhMc4I6QdvHyZ7yTkigmpBVNlUsFpuenh4fH//Wt75VZpdihZA5IoPB4CeffGK320+cONHc3Lwrj7mMpmwfCc/z0Wj0448/PnLkCHF8Sb+uSjl74cKFaDTa2dkJPgekXl/hef7KlSupVOr5558nRjG19iGBD1MUxa997WvEDv7USlvCWCwWu3fv3tLS0ssvv9zV1aVuEYVC4a233nK5XP39/bJ1VZWUEUKzs7P3799vbGx88cUXVSEr7Q9DQ0MbGxsdHR0nT55UtwXj8fjExMTS0tK3vvWt8mGhKgSW7DFdWlq6du2aRqP54he/CMGbngmoHOpQCghO2tPTo7pbAGNsMBg6OztJuoEqZ0sp/zRNA3EIAVe09GqKg7CNEK4flTgDszdQFNXY2Gi326WGPNnktGfYbLbW1lbZ/rCnU8IiCWMQEhfcX3BnDxtIlSBqYEdHh+prWOiQEOe3eu1ESRwh1NjYqNPpoBOqO1PqdDppTNjqIV2UWCyWzs5OhmGkyRGefqhvkyUAE7g0onY1kOmSFotlcHCQRPks9eQeQBxfEAFTqSPvuF+6/Fd0dHQIgkDqRF2bbHt7uyiKlcc5rBwej4fEV63k+Ser5JLSDQZDW1sbRJiGn1ThitrePwNRhlUf8+D4MhqNNXKjt7S0QJqZPczx5VsWRj1kl6mORzkoirLb7RBG+dmyzNbQXAAxoSE2fvX0ZURAFEotVlKL8G5HuHQlBTQhW5HSmYaLJeCrvCyKomBA1kIAAfGiHFYPhmFAdlOPnogt9SFPVsmVrUt0Op3q0gq+HTphhScJdwWtVluLQ/rAJAzMvVk2yzwPfQ/i3KvCuaxKNRoNRLt/trZwqRkgRjYrCoKQyWS2trZIMpgqgSUp43mej0Qi8Xgcwumj0udGlBRK/UQEB8dxkUgkl8spl5bVd51UKhWNRrPZbJV0lMAYJ5PJRCJRi7jx+Xw+Ho9DhkFKcoatQlVIRavIrgB5zCKRCOknu0UpzimKgqRVkMwRqT2v5PP5WCyWTqdVpIm2mYROmE6n98ZzmTqBCofkcmWerBAy9gqFQiQSiUaje27NJwL1VR5SrYlE4sGDB++++y6kSiz6zK5AFFWKoqLR6IcffnjlyhVI+SfDbg+AIklzguPrww8/nJubq3B62NXn3Lp16/z58xMTE7vlcEfwPH/79u0rV65AYlF1iS8vL1+4cOHixYs8zyvdgLKHC4VCJpNJPwoZV49H7CaTybt3737wwQeBQGBvFMpMJBzHnTt3DpIhVk4QtIQdn1ldXb1w4QJJ9agu7t+//9lnn01MTMg4qfCyjGhOp9MPHjz4+OOPpRmI9wZlLQUCgY8//vjTTz+FfI5lnnyqoKbWLVutQ2YnSGBV9EnA3hZZFovlxIkTkAdQSUq5Xq68GSDGz7Fjx3w+H6EjO05WzcKwu7sb8lbt7fUyYBimu7ub4zhYUqlLvKGh4eDBg1Sx7Uqyy0Qi8fbbb3/66afSB1paWr70pS+98MILUmO0iuvrUqRMJlNXV5dyv/auzOilntRoNIODg2azeVfhrIraoJCiGhsaGoB45ZQrR0dHh8vlku5mRY8u5or6SytpMoPB0N7e7nA4qt95pizI5XIdPXoUXDLln3yqUNtQh36/HzJ0Su/L2mlvfR1CHaJH/TA7kqqkLDDIHjx4ULqzUia1y0uZMgDHV43MpnDiC1Xsm9oV3G43TAw7cr68vHz58uULFy7A1jrCm7ojoUIpCY6vlpaWMikA9gzIjaiiJ50AHF82m00mBJFKnDc3N0M2w1Kll2GsEsdXGeJlIJt4lLORzWZTjvqnH+oLWWnt8DwPipX0AeXkWaEjRfqrKIqFQgGGrnRDtdRWuDdbKlBgWRYyksperEb5gncFQRAEgWEYtVyCUvpkLV9NGIeiEEURsm3vuH19ZmaG47gzZ8689tprxG7T3Nx89OhRqb+CND2qermn3Asss7BDknNZ6aiCXoEfjf4n+3AgDsEiKtzVX3TFXfQtQRCAOHTySsZI5SCdULrzRzlqipZVvnSMsSAIPM/v1qtWasBKb8Kop561uN01iV1A5FQ0Gg0GgwMDA0WPYJMBVkl9yRbs2Wx2YWGBhEeQ9b9SNMsMLem7kK22sbHR6/WSngemtFKDrZJPgGfW19dzuZzT6WxqatrxlV0BY7yxscGybGtr6457XHY7VuPxeDgcxhiTlDxSUkiyCl5ZWWloaDh16tQ//sf/GJUQK+SyjMWzcpSZU1mWDQaDsVgMNj4jyR4SaNDylQCPlYqvKori/Py80WhsaGiQaZ1lCJLXy5gLRFFMJBKhUMhsNre1tcmM4DuWsiOCwWAymXQ4HM3NzVJ+ykvzSgQ9y7LhcDgejw8MDCij3JZBGR2Z3M9kMisrKwzDtLe318iQUguoGR+L/A2tlc1mFxcXh4eH8/m88hnymKzblRpyso6eTqdv3749Pj6eSCSkBMuPHKVmKv0J/hBFMZVKjYyMbGxskKSH8G/RzC5ol5Jidnb23r17Kysr0pulXif3pRpfKc+JIAhzc3MTExPZbFb6QFH3hewTduQkFAo9ePBgbGwM9FkpZLXKcZzNZiOJ16StXJR40eVC0YdlfUx2WfSxXC43Pz9/69Yt8HfLpBXhqihjsr4k65+wKLl79+7s7Gw8HlcWXYZyef7hMhwO37t3b2FhQflrJSjfIRcXF+/du7e6uqqcAstI80oEfT6fX1paunPnjtT5XOb5MpWgvB+JRG7fvn3nzh3VN13UFLXKVou2fQ52u73CsH47iiqZdeZzn/ucXq8H9aQ8J7sCTdM2m+306dMNDQ3KTbilyiqqoRTF/v378/k8uErIw8pXiGahLK4UfYZh9u3bx3GcNCiUkh/lZSWKks/nA/tG+bOSFEUlk8lAIHDlyhUQ9+3t7YcOHerq6oLXd6wf5dq/DOelXieXJpNp3759Pp8PwsSUb8TyUFY+wzAnT540Go3Ejbkjz0V/Kqoeer3eY8eOVb/rvuiqq7u7Gw4HkkFXVGktaoEpD6PR2NXV5fF4yjiKpSXuqBpLfyJpJVUPe1ZT1GSHNvxtNBqNRqMsonYlC7QdKSOJ46vC1ysH7C6QEd8V2fLfCL6pHVGh7JOCOL5QWdVYOeQq4WfHgGqElF6vZ1l2dnb2wYMHy8vLLpdrcHDw5Zdf/sIXvlD0KJpWqwXL4B623+84hUCow1IPK+/L6rz8rM8wzP79+8s8sKtvkT5MURTEsirDqhJK5ksJfRLuA5X4zB1ni1Kc6PV6v99PrBBFUXThsuPDGGObzaZ6XrLHgFqln0HblvtCoQAh8vC2WwYcSmB6RwiBggOXFEVByC5wszAMAxuGiJ0epkf4lWVZjUYD1l5RFGGgCoIA6xRQuOASCkUI8TwPdMAHwvM8ZMeBsU0cOwihdDoNMQ8JP4RbtO03IOGxgQ5ksQc6QBZ+5TgOY0xKyWQyoihqtVqDwUBRFMuyhA48rNFo4DgvFAqVQGqPXBJupZcQFEqv1wN7AHBEAFlgnmVZvV4PXwp1AgIOSgT24BIIajQaeIvneXIWjrQRMA+XWq0WTiSzLJvP50VRnJube/Dgwfj4uMPhOHXqFMMwPM+T4xJ4O0oW/M2yrPSYBtGaqe2jfcAhqSKoE+hCyjbCGMO/HMfp9XronPAraTJoX2kbSZuMYRgpWVj+Q4Q2iEaWSqUwxgaDAfqhlKyMDkKIOG2kl1AoxrhQKEBlQm2k02no1XCAClqQ8KPsCdKBA0WQFiSfCZc6na5QKEBxcO4LvhraRafTSXsCjFZgAEohPYqQJZ4u4IdlWUgVCt8FgwV6lFQIkNYkl0QIQBtB7ZFLoJzL5XQ6ndFoVD1+WO1Qwy1c+Xx+fX19dXX19OnTJpMpl8slk8l8Pt/c3KzVarPZLFiyYB2ayWTi8bhWq4VFOpxcslgssOEulUqlUimHwwGrp3Q6HQwGFxYWGhsbOzo6EEKZTKalpQVjDKUghECDTiaTmUxGo9HAYepYLJbP5w0GA+SuiEajLMtCKXApiiL8fevWLdjn6/V6GYaBoybAHgjKZDJpMBhgEZpIJLLZrMlkgjCdcL7IarWCJrK1tSWKIiRMxRjDIrq5ubmnpwdjHAqFjEajzWbTarWFQiEUClmtVofDIYpiOp2Ox+MOh8NutwuCEIvFcrmcw+Gw2WyCIABZiMzP83woFAJqGo2mq6srHo9DFlWDwSAIwtramsvlgrwJuVwuEAjAcX6e59PpdCwW8/v9RqOR47h4PJ7JZJqamoxGYz6fj0Qioij6fL54PD43NxeLxc6cOWOz2TQaTTab3draslqtdrtdo9HkcrlQKORyub7+9a+DpMAY0zR97ty5//Jf/svQ0NCf//mf/+3f/q1erw8Gg5FIBIwhGONsNjs/P8/z/MrKytzcHDG3iaLo8XhAeOl0OrvdzjBMIpHIZDIul8toNGKM4/F4Pp9vbGzUaDSFQiEej4uiCE2fzWZB0AOfLS0tMKtB9CboCUajEVowGo1yHAc9AWMMPcFms5nNZoxxOBymadrlcmk0GpZlI5EIND3P8yMjIwihrq4u2JkXj8dzuRz0BIxxJBKBaQkadGtrC5a6kB1jc3NTr9fbbDaj0SiK4sbGhtVqhZ4gCML4+HgsFmttbe3v70+n09Fo1OVyQdNHo9F8Pu92uy0WC8/zwWAQYwztWygUNjY2dDodhD7gOG59fd1ms0Hs/EKhsLa21tLSsry8vLW1ZTabfT6f0+nU6/Ucx6VSKSgRnozH49BR9Xp9LpeLxWKCIPh8Pr1en81mY7GYRqPxeDw6nS6bzUYiEegJHMctLS2tr6+/8MILer0ePByJRKKlpYWiqEKhkEwmc7lca2srRVHZbDaZTAqCAIM3m81C64NBP5VKpdNpvV4PTZbNZpeXl2dnZ30+X39/f4WexqcBNUxGlkqlZmdnP/vsMzifGolE7t69e/78+VwuhxAKBALDw8NXr14Ft9ja2tqVK1dGRkZYlqUoamlp6eLFi1NTU3B+bnl5+dq1a+vr66AdLy4uXrt2bWpqKhKJpFKpiYmJoaEhhBBFURsbGzdu3Lh+/TrwsLi4ODQ0dPv2bWiP6enpq1evPnjwAH4dGxu7du3awsIC/Hrv3r2bN2+Gw2F48eLFiyMjI8BtLBa7cePG/fv3EUIY49XV1WvXro2NjcHl1NTU1atXp6amgOzo6OjQ0ND8/Dxc3rhx48aNG2tra8Dh0NDQrVu3AoEATPKXLl0aHx/PZrOCICQSiStXriwtLfE8XygUlpeXP/vss6WlJYRQPp8fGxu7ePHi6uoqSPlr165dvXoVDjJlMplLly7dvHlzbm4ukUik0+lPP/10bGwMprFUKvXhhx8uLi7m83me5zc2Nt577721tTWe52EfxdmzZyORCEIoHo+Pjo6eO3cO3EThcHh4ePjy5cvxeJxl2fn5+ffee+/evXtwhG9zc/P8+fOTk5OZTAZq/ty5c5ubmxzHAbd/93d/l8lknnvuuePHj2s0GtjatbGx8fd///ff/e5333jjjTfeeONP/uRP/vW//tf/8A//kM/nP/roo//wH/7DH//xH7/xxhvf/e53//iP//jv//7vL1++fOfOHXL6bmZm5vLlyxsbG6CUQdOD8ptIJO7evXvz5k2o9kAgcOvWrbt376ZSqXA4PDs7e+PGDXKAamJi4sqVK5OTk9CCo6Oj165dg6qmKGp0dHRkZATmLZ7nb926NTo6mslkQIxev34dzkoJgnDnzp2PPvpobGwMLicmJi5dujQ3N4cQ4jju9u3bV69eBbKiKF67dm14eBiaTBCEy5cvj46ORiIR0Eahw0NPSKVSH3zwwfDw8NbWVj6fX1xcPHfuHDR9Npu9d+/eZ599tr6+Dl89NDR07do1OHWWTCbPnz9/69Yt6MbxePzDDz8cGxsDzSMej7/33nsbGxuxWCwQCExMTEBbC4KQTqdnZmY++OAD6DPRaHR0dPSTTz4Bx3IwGBwaGrp06RJo7hsbGxcvXrx58yb0hLW1tc8++2xqaiqXywmCsLS09OmnnwaDQY7jOI4DIQALODgFeunSJVBgQ6HQyMjIlStXYOG1vr5+69atkZERCBU9Pz9/5cqVe/fuweXCwsKFCxcuX74cDodBrcaPuoWfWtRQk7XZbAMDAy6XC4JoOBwOyDcHQUwaGhoOHz6MMQZVpbGx8ejRoxDLAyHk9/thkoeVAlyCUknTdFNTE6yb3G43rEo8Hg9UtMfjOXjwIOGhpaXFbDaTzYBdXV0NDQ3EmdDb29vc3Ex29vT19XEcZ7fbtVrtmTNnQGOC5ZLNZhscHARWKYry+XwQqwLodHZ2Aidw2dfXx7IsMagNDg6CogGXL7/8siAIfr8fVo7Hjx+3Wq0Q8ctqtR47dgyyomm12qampueeew6Ubr1e39PT09jY2NjYiBAyGo1HjhwRRREmeYPBcOzYMVjFWywWm8124sQJ0HkRQiaT6YUXXgCVhGGYhoaGl19+GQIAwl59nU4HlWC1Wvv6+pqamsDy5XQ6Dx06JAgCROk/depUc3NzZ2cn1IPH43nuuedAqUQINTQ0nD592uv1QpNBg2q1WrPZ7PV6bTYbzLUOh+PMmTMkGChN0/l8/tatW8vLy4cPHz5z5ozb7SaO6Z6eHo/HA8Z9WGK3t7fb7Xbwq2g0mu7ubp/PB6Zeq9W6f/9+chK6oaEBVEKHwwEx/cCaAb+C5wc0SoqiZE3W19cniiJcajSagYEBEh/HZrMdPnwYztRptdpXXnklk8mACZKiKOhgUJkajaa/v79QKJBDHIcPH6ZpGpY7NE2DXwu8TxqN5uTJk6BUUhSl0+l+6Zd+iWGYlpYWrVbr9/s/97nPwZ4/g8HQ19fn9/uhY5jN5iNHjiCEgKzZbH7uueeMRiNp0BdeeMHtdoNKbrVaX3rpJVByGxoawAQEIwjWbXq9HrqxzWY7cOBAU1MTnK1yu92HDx8WBAHGckNDw/Hjx/V6PTR9Y2PjqVOnXC4XMA9qJqxBwU9gMplgGWGxWHp7e+EsJUVRbrd7YGAADBoIIa/XC+YIaOvW1laLxUIsA42Njc8///yRI0daW1th/xaxOz/lKq0KuxR3BVXMKGQpihCCeCXlnaTVcKiksGffUe2AH92II60f6QMVeorL+5RB6ShFTfY3PPaf//N//l//63+1tLT86Ec/cjgcoKcTCrlc7p133vnud7/7h3/4h//oH/0jiFoLv2o0GjBElmeyTJ1gydZmtEtPVCWl7PnhMi9Kmw8rtlhVXxb5G4ytexNShIGirb+32i5TCtoOSPIMZQInqOGJL57nWZZlWRasafCrKl2Woiie5+PxOMMwJpMJ1JNSD1cyGqUPgMqTTCbJ9Ct7hqrM7y/rheQynU6De0HFmJikoEwmw/O82WyWxYKTMUmV3Uolqw14Mp/PsyyLEALtWPYM2nZhQeAoi8UCWUURQoFAYHl52Wg0/uqv/qper6dpWqfTSQ8akfh15m0U5a2MKC8qgOAmmLbB8l4mk7nsdUKh/GwK61+NRmMwGCrcoFYUyh4FFZ7P5zUaTdFd93uWX6QTgjNQ2gl31CeK8ixrCFEUc7lcoVBQ7q3cM7cAmqYh8BBCyGq1PkPRDtWfFsiQS6VSk5OTZ8+erTysHy67M1n6azwe/+yzz4aHh8GYKPtVSmTH7ijTvHiej8Vi58+fX1xcJGvPokKqzCKACFbZKwih0dHRK1euzM7OlucKPbqVXfqH7G9yyfP86OjojRs3UqmUjM6OZZV5GDgHM/TQ0BAYyIq+m8lkPv7443/7b//tBx98kE6nwen8V3/1V+Pj41/84hd///d/H+SF7BNgowjGmGVZ0Fak2pCUDdnfpdQl6R0ICnXu3LlQKESaQPmN0pqktk9tyupZKYB4nr948eLt27eLhoLbEVL6SuLr6+vXrl2bmJiocjks/Vjy9/j4+JUrV6anp6U3y9eklEiZHgU+kgsXLpSJYCejUKpRlGwHg0Ewy5LTH88EajUbQPOAn0p6X6bWFX2r1MPSX+EUM+yYKfNuUd6UPEjnZCJqy8c5LN/vlcoguQnegEqCKCrFCpLIF6USgRACuSa9o/xDdkBZhqINRG3v/kGlBwPIJr1ePz4+/umnn/7VX/0VhL/KZrP/5J/8k1dffbVomgmlLJN9chmllfBZvq1hZxLJXyl7uJSkRiXqXNYbS3XConJT+UCZ0jHGQLzod1XCP2FJOYJg+EgPNEoJlq8fabUU7WYQsaTUFKJ8pWgLylR7+EMQhEKhQHa5KYk/naihucBkMnV2drpcLmmoQ2m1Su8oX5c+rPzVZrOdOnWKeGyUdV2+26ESnQ8hpNForFYrGPKrDLOiXFIhhPr6+mDv8I6Uy6DoxzIM09vbKwt1KBWsUOflPwr2SCpPnTc2NoJbo8wyzWAwnDhx4vd///dHR0ej0ajD4Thw4EB7e3t/fz9xDVX+XaUksnLAlxHHRqOxp6enqamJJFUrWnWVjFVl6XDiC/ZLycotxSp6VGyVKd3r9R49erTMacnKFyhK4l1dXdKUPKVo7lgtynnCZDKBU1FqISwqMYtWjrJc6d9ut/vkyZPgIi71aU8hHrfji6DUDFy+XZXT4BNHhQyrTnkPpKR1vqOmX4aH8jez2ezKysrGxgZFUR0dHT6fr3wKrFQq9eabb/7hH/7hG2+88Vu/9Vvt7e1lStkVVO8kpZSyXZVYtOfLOvaOTSClszc2SvFW/gMfD1T8oqcBNcnxBX+D4yuTybjdbqWDeEftrxRZ+FsQBHB8SXdooRJr4VIrtaLiBtY7iUTCZDJVkpFwtxIW0sPo9XrYDVP+3V31LYxxKpUSBEHmFiiqsFdYLnkll8vlcjmKomQODeWTJpNp//79yvOmpb6FvC5d31TIbSniRAvmOC6Xy0GwCBIKbscldilQihVYOBwGxx10wl1JKKlnX6bfURSVz+czmYxery+16Ck1WVYioFOpVKFQkBHfrSArWueCIMAxELJ0QDuNOOWdUi+yLJtKpSiKIps7nwmomeNL9jdsDn/rrbfS6bTUhoJ2sp2XWkdIu/jW1tY777xz8eLFYDAofbeSOMRFuzUBz/PhcPjdd9+dnp7ebbIs2UcV7bI3btz45JNPxsbGKlmIUY962MpUGsaY47ibN29euHAhkUiUr+Hy5RblfHFx8fz58+fPn4eDtoR+hYpb+Sd3ZLX8A8qKIpepVOrmzZvvvPOOLP3MHiQsEKS2gRDief7s2bNDQ0Obm5tKPsuoEfCTbJOWFKIoLi0tnTt3Dk6UlYGyFCLIyqjAd+7c+fjjj8mpHPJi+Q5WtHvLekIymRwdHf3ggw+kY4d0qqJcSZdZRb+FPL++vv7+++9//PHH0Wh0b937iaCG2yBAzXS5XMq0r5WrVLKb5I5Wq4VThpDWuLzmW/5X5SwKxPeQWLuS5y0WC2zqLvWNMmqlphzlwzRNQ5gIUGP3IEfKwGAwwJHTyluQMCa7o/zq8sN7x+KKsgSXDMNYrVaXyyVVfPZWM7LeAgzDiY89a1VlBDFU+J5t9+W7Cpz0VW4iLFqHOxKUAkZ9qexK5ZcyRV+RVjiYv2H3tLrdu6aooZCFMyROp5OY5HZVL+Uftlgsx44dgxxfZTTfMjRLabIgqo4ePVoqT1GV5qGenp5CoUCOrOyZjhI0TXd3d/M8D9NDeYPDbotuaGiAo3q1yN20B34qBETe8/l85UOIVQ5pt2EY5siRI9JEc2p9BUVRHo+HHDJUHR0dHY2NjbAlGVXHtuxdo9HY3t4OEUhUMaRKK9zpdB49ehRGaJVkHydqKGRh2lGrcxNAy8F50FqMTNiHVIZ4lYVCiJlqKJQCTdNw1BKwW5WzPEhYk2dIg0AI6XQ6aZ2oyz9N0xD3RC2CUsBR5hoRhzO4SKUKkRLRarVut5vQVxEYYzirojrlWqOGQhbij2SzWY/Ho1biM9KcHMdBHCDZSR5VioDzCGazuRZpX8HxZTAYYDYu4w3YLTDGiURCEAQIi6UOu9sAPwxCyOVyFTW/PJ3gOA78MA6HA8JQqMgzxpg4vvR6vbqUYeyAmqx6PSeTSZZlIU5b9dSkvPE8n81m8/m8NG53NfxLF2S5XA7C9Dgcjl9Ex5cS8Xh8ZGTk7/7u72QHkPYG2bomFAr9+Mc//vjjjzc2NqonLgXP81tbWz/+8Y8nJychVpDSWVeN0f3y5cvvvvvu6Ogo2vYvV79kA3Acd+3atU8++SQWi6nCqhQzMzMffvjh2bNnC4VCJb6sJwvCYSKRuHbt2g9/+MPl5WXZr3uuGdITCoXCm2++efHiRfCq7WhZ3lURS0tLH3zwwY0bN1AN6vnGjRvvvPPO3bt3VaQJ355MJm/duvX2228rHV/VAOp2bW3tJz/5ybvvvru3I3ZPCjXMjKDX65uamgYHB1XRNGU6iNlsPnDggMVikemD1QCIQESiAwcOSBOWqKhvtrW1uVwuCKZFDkGpQpmm6dbWVgiYWw2donC5XD09PWg7OLTq9NWFtBO2trZqtVowm0orec9fQV5kGObAgQNWq1XFTkiKcDgcPT09qkQAUAKC4TU2NqrFM9E3dTodBMlTa/FKBj5FUTabra+vDyKWqEL88UD9zAik2SD3jMPhUMt4L+0NJpPp4MGD4DtGClFYDX0QsoODgyaTSZk5sXpDZ3t7O/imCEG1NFmGYTo6OqTEVSELICENn62U90ajsbW11ev1grRSy1wARBiG6e/vJ0EvVZx7wMmj0+lq5Phqbm5uaGgg2SKqhHRFbzAYWlpaZDm+qicOf9vt9oGBAYqini3LbA1tshqNBtIBqEsWKl2n05GYpOoCiEu9JepCubtFRfWH1LbquwhNJtMzpD6QkanRaCA2rrraN5lra9dPIIou/K2uTRZjrO6olPKm+qiXEjcYDLVYpdUaNTQXgAk8k8lAsG21igD6kB4DNFmdTgcHvVTRUzDG4FUD966Ky3lAPB6HKHO1mH7A8QU7N8tv4dotstlsNpulKAq2izzlFgPy4TzPZzKZXC4H8bCRqpyLohgOh7VaLTi+1CILACePVquFqN5qkYVqAccXdEK1eggQgQpnWVatXTTSbpzP55PJJKj5v7ihDqXVCilbvv/97xPHl4rqVSgU+sEPfnD27FlIwqFc11cOGVccxwHxsbExON2EFFvQq8GFCxfeeustcHypC47jLl++/OGHH4LjS90tXDMzM++99967774L6f/2TGfHClSrkwCTsVjs0qVL/+f//B/i+KqePt4Gx3E/+tGPPv30U8gtpBYwxpCA8u2334a8SipShmq5fv36W2+9defOHaT2fBmPx2/cuPEP//APsvB7e4a0Gy8vL//DP/zDm2++Cbl2nhXUcDawWCx9fX2Q6wLuqNicDofj5ZdfNhgM1e/Ik3HFMIzdbn/55ZfBfl/0mWowODiYy+VU3z6MthOlQIBq1TXN5uZm0B2KRkVAe9X0pXs2AGrtD4PXLRbL4OAgmCBl9PcMqePrxRdfNJlM4CNVC0Df7/efPn26Rrvu9+/f39TUpG4nhHa0WCz79++XRuFSEV6v96WXXqJp+tlKDF4TISs1m9ZoRxuEsIODA7Jy90BN+iI4vnp7e2FbpezJ6oeo3+8nCczVBUVRQLwW3hK73Q6TZanNjxXWjOwxahs7PrlbwOt6vd7n87nd7jIxA/cMhmG6uroYhlG9NcG8TtK2q0gWWs3r9YJjTS3KpDPAqHc6nbXIE2OxWLq6uhBCz5ZltiZRuIibHrQe1asbyoJM7tJdUGivclY58nU6XY32KoG1tBZdkKIoiGdcC7YZhoEMz9LidnyrQmZUd9MRQJ1AP6kFcZ1OpzpxspUQeriKlNF2q0nzFapIFm2fNq6RyR5yFyG1TRy1Rk2icAEKhUI0Gl1eXlbLOiMti2XZtbW1jY0NSNlNdkHtynJadMc+xphl2ZWVFYhlVTm1CrG1tbW+vi7Nn6HiDvZwOLyxsQHnBdRlO5VKra+vb2xs7IosRVGpVCoSiUBm6aJcqX5uQopCoRAOh1dWVqCfqAtBEFZXV4PBoOrEMcapVGpjYwNys6uOaDS6vr6uFnFps3IcF41GVTRSS3tFNptdW1sLBAKQiPNZQa1OfIGn+969e2+//XY6nZber4YsJBFBCEUikffff//SpUtbW1vK9eaulq4ybYvneSA+MzMDp1bUnTZJqEO4VFHx5Djuxo0bly5dSiaTquuzS0tLn3322WeffUaS0MhmJqmslP40MjLy5ptvXr58mWwpB8cOeUYtj2JRpFKp27dvv/POO2TYq1gQx3Eff/zx8PAwCXWoCqCKVlZWzp07B74pFQGff/fu3Y8//nhiYkIVmlLlBkIdfvjhh5UkWKqQOPk7EAh88MEHH330UY3mnhqhhjm+HA7HsWPHurq6pDuHqxz5ZPXk8Xh+9Vd/VavVlgqqVgmkw54wptFogDjJt4rUEIWEwpkzZ0gULrWIAzQazZkzZziOg00/6srZrq4ucO9I4yiS7TXo0ZM5cAcCq3/ve9+bn5//2te+9rWvfY3stCtq7JbafJBKcxukKRoYGCC7qlWsGa1W+7WvfU0ahUstUBTV0dEhjWCnCsiHHz9+vL+/32KxqNtJwJR8/Pjx/fv3q2iLIEw2Nzd//etfp2m6Fn7j2qFWQhZjrNVqIdqmujvaoMb1en1LSwuSHEDaQ3cpKikIcYZhSFhlKeUqzb4ej0dpk1VFrNA07Xa7gbjqRiuLxQKHEaDCZYIVnqEePb2WSqX++q//+ubNm0ajEYSFzICuBKXqtjO0HXdY3fmSgKZpv9+P1Qj/KANFURaLxWg01sif4XK5VNxajiT9AfQeFU8DS9kzmUyyUY9UbdAaoVbmAoqiRFFkWVaaFkGKPa/aoEIFQUin09lsdrfJC0oRlP4BG6qlkVBUXGPm83mIC0UKlUqWagrCGOfz+Xw+L3VPqQUIZ5XNZkvtuJLewRhvbW0NDQ3dvHkzlUoZDIZKtvGpPlTALgE5kKQ5ZVVEOp0maV8r52rHO2g7iB3pJ6qAdDaWZUknVKXaCRFS4RW+uKsODwMzk8lIK/wpl7CoplG4CoXC1tbW3NxcUcdXlVWTy+VmZ2eXl5dJc1YppKS9JJ/Pz83NlUpxUSXnm5ubS0tLkUiE3JGp0numjDEOBAILCwv5fF5mMN0bNellPB5fXl5eWVkBUUVqWylzMca5XG5ycvK9997r7+93uVyCIOTzeRlN8jdxc0u3c6gyq4GDdGNjY2pqKpVK7ahHVwjCmyiKi4uLxPtaOVc73sEYZzKZpaWlPQeZK6PZYIw3NzcXFhbC4fDeiBcFtX0Uc2tra2lpqVQP3HGSLkoWkE6n5+fn5+fna+HGrB1qK2TD4fD8/LzquwvQdkS1+/fvg9uaYFdDqKizWxCEZDJ5/fr1YDBIhuUeRmYpMREKhebn52WDRypn9wyapmdnZ+/fv0/0TfjAvYkV2VsbGxsTExNEyKLSW1wpipqenh4ZGbFara+//npraytCSLlXmohpk8lktVoZhnG73WTnZvW1Achms1NTU0NDQzCr7bZ7FL1PiAiCMD4+HgqFql9OFS19ampqdnZWRZpkzTQ7O3vnzh3VD6ohhDKZzPr6+sLCAt4GerTaq5nkksnkxMTEyMiIKtFTHxtqeOILFmsQkhUhFAqFFhcXI5HIyy+/bDabV1dX5+fneZ4/c+aMyWRaXFycm5szm81Hjx41GAwwX/n9/n379un1+rm5ueXl5d7e3qamJozxzMzM+vr61772NaPRKAgCVPoXvvAFhNDa2trS0pIoii+99BJCaHZ2dm1tzWAwnD59GiE0NjYWDAadTuexY8cQQnfv3o3FYi0tLX19fQihkZGRdDrd09Pj9Xq/9a1vTU1NXb9+fWBgwGazRSKRiYkJk8kE2S+Wl5cXFhacTueRI0cQQuPj45ubm16vd3BwECEEa+Tm5mbI2Hr58mWEUFtbW3t7O0VRqVTK4XB4vV6on88++8zr9XZ1dRmNxlQqNTIy0tHR0dXVxfP86urq7Oxsb29vT09PNpudmJgIh8N9fX2dnZ2ZTObWrVuCIOzbt6+1tTWVSl29etVqtXZ1dT333HMURb377rutra2dnZ0ulyuZTH766acHDx5saWnRarVbW1tXrlw5ffp0U1NTPp9fX1+fmJh48cUXGxoaotHo/Pz85ubm6dOn3W731tbWxMREoVA4ceIEnM6AOjl06JDD4QgEAnfu3Glra+vs7LRarWtra/fu3XvppZcMBsP58+c/+eSTr3/96xRF0TQdjUYfPHgwPDx8/Pjxzc3Nq1ev3rt3j3QSQRBmZmbS6fQPfvCDkZEROE0Pvx47dszn8+n1ervd3tvbyzAMVDUcWOJ5fnJyMhaLnTp1ymQyxePxmZmZQqHw4osvIoRWVlaWlpYoinrhhRdOnDixubn52WefWa3WkydPIoTu3bsXDocbGhoOHTqEELp161Y6nW5tbYVwjjdv3uR5HvLWFAqFmzdv6nQ6CK0ZiUQePHjgcrkOHz7MMMzg4ODa2trq6qrL5eJ5HmRuS0vLgQMHeJ6/efNmLpdra2vr7e3lef7y5csajaajo6OtrU0QhM8++8xut3d2dno8Ho7jzp8/D02m1+tjsdjw8HBvb29XV1c+n19dXZ2cnBwcHOzs7Eyn05OTk1tbWwcPHmxra0smkyMjI4IgDAwM+P3+eDx+7do1u92+b98+r9cbi8UuXLjQ2dnZ2dlpt9uj0ej58+ePHz9++PDhwcHBdDr94x//+KWXXvJ4PJDIfXJy8pVXXnE6nZFIZG5uLhgMvvTSSw6HA1YDPM+fOnXKbrevrq5OTEzAaTqbzba8vDw2NtbR0dHZ2elwOBwOB2yvhE6+uLi4sLDw4osvms3mRCKxtLS0tbX1yiuvMAwTCASWlpby+fzLL7/MMMzKysrq6ipFUc899xzDMFNTU2traw6HAwbd+Pj46upqb29ve3t73fH1EHB0Cs5+YIwhXkwikQBViOO4dDrNcRxcQrJftK3TsSybTCZdLheMN/iVbP/M5/OFQgGOvUajURIvnaIonufT6TTRtuBFYsHJ5/OpVMpoNOLtQOvpdJqYvbLZbC6XEwRBp9M1NjZOT09ns1nYbAQmYLStYQFZOFglimIul0ulUiTIfCaTSaVShCzwRo78m0wmi8UCqVwQQvAiMCyKInkRXkkmk7AlENbgUAnwZDqd5nkeVgmCICQSCZqmOzo63G53PB5PJpPZbBY+HLz8YKuFhoAgNWjbjAvJGmBGhDbieR4qE0qEzI9ut9tqtUIVEfaIaYLjOODh7Nmzq6ur+/fvP3DgADwJ5gKWZeGtzc3N+fl5qBwoZWNjQxTFYDCo1+ulsb6am5sh+hekF6MoqlAopFIpjuNIT8hkMvBdJPs3vMtxXCaT0Wg04IQJBoPpdJo4TKDpyaHVbDYr7Qm5XK5QKEAp8CvP81AidDDShRobG8PhMFHZoI2gTiiKggBJpAWBH1B7McapVEqr1UIbYYyTySSpW47jCoWC1Wq12+2QaCCRSECTiaKYzWZJJUDPFASB/JpIJEgpkNweyJKeUCgUfD6f0WgMBoOxWAyeFAQhl8tFo1HyIvQEeBEqk2VZcklGK0IIGiWXy2GMIVmJzWYj61dgHqoIOlgqlYIXwcZKFl5QCogLMnhJplTowI2NjV6vt6hH+qlFbUMdWq1WSKlGUZTZbG5uboagWQghm83W0dEhCAIsJJ1OZ1dXl8FggK0ILperu7ub5K2BX+12O2RngwA/kUgErHhNTU3Em2m1Wtvb24mQBTFNFqENDQ1arZbkqmpqarJarST6QXNzcy6XM5vNcIwCIuHCu0ajsa2tzWAwQKM6HI6Ojg4YohRFeb1e2EpB6EjTHLW1tcErcOl2u+GjaJoWRRG+C47wGgyGrq4uyO/CMIzL5ert7YVJW6vV+v1+s9kMdLRaLdQebB7S6/W9vb0mkwnymet0ur6+PrfbDT59vV4PMci1Wi3DMBaLZWBgwG63w/kZj8dz4MABCJ5rMpmam5uNRiPsMDObzVCK0WgkoZV0Oh3Ug9Vq7e3thTuk5ufn5z/55BOn0/nKK6/s27cPjreZTKampqbm5mZSutQPJgjC3bt3QVM7fPgwOZaOMd63b5/H4zEajSaTiTQ9TdOQPZNhGMgGCH3GZDL5/X6ycrfZbG1tbaIoxuNxaNaOjg5SbmNjI5gp4BIO8pPtgE1NTYIgQPtCIi+tVgsdFdKDEuksCEJjY6PD4QCd3efzkXgaFEW1tLQUCgVoQZgCaZomEZBhdyOJ0tvT0+PxeKAnmM3m3t5ejHE8HjeZTC6Xq6+vD2pGp9P5/X4QZNC4HR0deDt6oU6n6+3thcxJ0G8hkgCUYjQaoelBtFEUNTAwAJnE9Hp9Q0PDwMAAebG5udlsNkMXslqtHR0dED0O6ra7u9tgMEDT2+12WP+BcNdoNA0NDVarFcRlQ0MDKC7Qw30+H4nUbLFYWltbC4UCXNpsttbWVqhJjDFUI0kBRZIzbm1twZngZ0LCIoRUS5ihRC6XC4fDm5ubg4ODsu1+sH2kQjpFPUKxWOzu3bsGg2Hfvn2kT5ea2aT3dyya5/lkMnn79m1YmJRqSGLuLOq1UDJMsLi4mEgkQEyXYrIUZM/IvgVjfP/+/Uwmc/DgQWks8x0JFi1a9hXLy8vBYNBsNpMtkNK3oDai0ehf/MVfDA0N/dIv/dKv/uqvAoXf/u3fTiQS3/zmN3/rt35LmUAbbCY//elP//k//+f/7t/9u1/5lV/x+/07friy9FIfm0qlFhYWAoHAkSNHfD5f0c+U3ix/KQPP8yMjI16vFwRHGbaV9Vzqb7TdrCzL3r9/32AwHDx4UMmSjHKpEpX8QEU9ePAgGo36/f7e3t5SX1eqxPJfl06nYdEAMfWVDxe9LFVvpDbgTiQSmZ2dzeVyR44cgRnxmVBma6jJZjKZhYWF0dHRvr4+EsoTb5/LLvoKaS2k2FlFbpJ12ezsrMPhgDDssl9LDb/y3QUehuX/3Nyc0+mE0FPKV8qIV+JbkN0nN6empkKhUE9PDygg0s/cscfAM3h7m62sGmHdnUgkenp6rFZrJZ1POc6LVhEsZufm5jDGPT09MHhk7wqCEAqF/uf//J8wGN577z2e5wVBmJ6e5jjur//6r69du/abv/mbX/3qV30+H5I4YYgRKRwOkzWmjIEyggOVnUvy+Tx40nt7e2VfhB49AVGUVBnJjrYdX8FgkKKozs7OMoyRj4U1FtnIXHR6gCXO3Nzc1NSU3+8vypKMsuxXQRBKbcSGP7a2tlZWVhiGqUTIkhLL1z+1vbtgZWVlbm5uYGCgaFWgslO78mHpnpBYLDY2NgZZf4p+/tOJWmmyYL3K5XK5XM7tdu/tPIJS5pLqlgXtlj5fihQqJlOUb4miCNlqYft9GQWkFMPK4qQAe2jRRKFltJJS1GSvJ5NJnudl2mL57yU34Q/yvdJhCaKQBO0uyokgCLFY7MMPP2RZtlAogAFdEIS//Mu/TKfTJ0+efO21144dO9bf3w/LXsJGOp3+yU9+8vrrr3/3u9/99re/3d7eDj8RPb38AqW8kkiCdjscDuXpKeWyplTllJqbpdlqlRyWQdFKlv5EgnaDHaDCXle+k5BWBls/pEwuP5HsFmTU7zZodxk1H21/PgTtRgg5nc5nKFttDUMdghlLduJwV02o1ArJ3zumnymqCpW6lAIslZDokDxMRmP5vi4VVaVYKnMYRsmkVGWuRM+VGjRln19Uy5bJKSkbMl0JHFBleABT6Ze//GWe5wuFAniKEELvvvuuwWA4evToV77yFYfDAdbeUvqyVOgU3T8n0/1L1QOhA+ln7HZ7UWVCKsSLzmRSBpTFUdvpZ/agqUg/v2hfhfQzZVbZsgatRNSSQkvFYy1TXIUAvWcPmcbL6BPk0mAwqJWX7HGihuYC8Dkmk0nwG1T+YhltglzCMlCn01UfFFzWNUVRBA+40+kEB0vllHcUggihUCjEsqzZbHY6nep2F1hx8zzvdruJYlXKgqFkuDwz0JQYY7/fX9TaQ1EUTE54e5tHPp+H8D2g1bpcLovFUuUJ1N3O0IVCIZFIZDKZhoYG4kJRYm/rOVEU19bWIHaBKgnQpJ08lUolEgnwR0l/lU4JO045paRkOBzO5XImk4m4Z6tUYAlgP0M2mwUX1o7PK5XWMshkMuFwmKZpr9erSiDpx4OaHEaATgBHVoaHh2HvDmDHuihV0VJVCyGUSqVu3bo1NjYmO4wgfX5HPqUEyfNwGGFkZGR9fZ1sr5GVXqZEUHykWq2suJmZmXv37sF+wB05LDO9KyEIwuzs7NjYGGymkX2XlAfZHdnXyZ6By2Aw+ODBgwcPHpD9cCSSFvlYjLEoilAi2LXPnz8PO3gePHgwNjaWSqXIgTFlZ5AqrUX13KLslVLP4W9g48aNG5FIpOjMLX1XWg+lFFvp34Ig3LlzZ3p6Whq4snIULZcQ39raunfv3uLiolSeSv+V6fhSstLWV1YXxhicJaurq9L7pO0ID3uQXLlcbmlp6fbt22SDPKGGHl3tySpB+lHKgQl3otHonTt37t69Kz2M8JRLWFTTKFwY40KhALtWK288IqGKrs7IfdjWp9frKzw2riRY9A78IYoinHYn5aLKpHb5hRv8zbJsLpfb8RRcUSVlx/5UKBRYlgXxV2YEKrkqo9LCJWyclN4n+xmlkwpRcqPR6PDw8PDwcGdnZ2trq8FgOHfunMfjgc1YylKQYgSWWjPu2BDSB6SxC8o8qRTuRaW89Ca1fYDYZDJVGdav6GqDxC6QFYp2UwOlxlGhUIC9wNL7sgVK0YlwRwiCAD281PgqRbZMDyTPg4Vdo9HsNnj8k0UNHV8gB8HxtbdFYpk25jguHo/Dzuc9m8BL2SVguz5sElQ9DBJs8Nbr9arnjscYw8kLq9Wqei5PaEqEUIVWDpZl4/G4dIrV6/Uej0ev18uqlDi+3njjjW9/+9uynW1VQhCETCaTz+ftdrter1dX68EYRyIRrVZrNBqrSeVSlCsIrgRejWrYLvounDHR6/Ww4VfFaiFzg9vtVl38wfEEiqIgtl/lyseThfqaLFEE4DDCHkzgBGUqTqvVVpnyvoxdQkZc3SasXQ446HzkUl22pZG0KoFer29sbJT6D8ujDKulVgaVgGEYm81GNrTtmU5RUBSliigpSkGv1xOzYzVFFH2XjMpSavueUf2oLwOok6dcpCpRW8dXPB6PRqPd3d1q7bcg9ZvL5dbX13U6ndvtljqsd0Wt6POwwFxfX3e73XAsam/ESyEQCLAsa7VaZSlOqy9CFMXNzU2e5xsbG1V3wiYSiVgsRlFUW1tbGe1+z19RZkVVuaFACZZlo9FoMpmE80u7pVDeGg5RuPR6vcPhUDetLMY4mUxGo1GTyVT5RFUJWfiWYDCYyWSknVAtrZCsYDo7O1VZBUr5gZMOFEU1NTVJp/ynXObWJLscGNcgLtm1a9fUiksmre5kMjk8PHzv3j3i+KpSwpJBDnEArl+/vrq6CsZ7dZsQwggtLS2V52e3ACvH9PS0NAqXitjc3BwdHb179275iFNPW3fP5XLT09PXr18Ph8PEo1I5k6DllfoVQsBMTEzEYjF12N0GxjgUCt29e1f1KFxQA7Ozs9AJqWKescqZVN7M5XLz8/PDw8NVRu+VuvvIzXA4fOPGDVkUrhoZPFVETTRZqBeNRgNGnz1PaDI3iLS6GYaBc9/Uoy7XangmxcFeP61Wq+5KCmAymcgZcBUBrBqNRrCB7laa7AitVgsrhqdNjJYHRVEklCKqgbkAOiGcqVerZoAUOeOgbvcDUnAMocpOWJQrmqaLHrSphjipAfDBaDQa1V0ONUUNYxfwPM+ybD6fdzgcauXnINUNcYAYhjGZTGCLkPbFPfRLqeEPok9B0hTVZUoqleJ5Xq/XS2cIVSjDpghRFEnMFBWJQ84FtG1TVlFa1drxBW50i8VC4jmpRRxjDMcOIVRKJTtYKgf46EGsqMHsI4DYYLKYZ6oAKpzjODh0o+7wgYQOFEWBqFWRck1R2yhcMBurPg+j7dxNRX9Ce2paqeEPiKs7Zgikk7y6Y55EeCJQ1/EFx1LJukFd+jUCxP0il+rOahRFkTAlO25L2i2kji/VYTaba7G5haIoUuG1cE/VtE5qhxoK2Xw+D46vnp6eaja4KIExzmazq6urcMRIre5CxEcul1tZWfF4PC6XS2rrUMU0sbq6yrKs3W6vcneEEqIoBgIBjuOamprUzXKKEIrFYtFolKKo9vZ2iF2pLv0agWXZcDgMji/Vc8oKgjA/P28wGJxOp+qOr0QiEY1GDQZDU1OT6rW9sbEBji84m64iffA0plIpCH+uuvd1c3MTgk/uaq/Lk0UN089kMpm5ubnLly+TOMpVAkvOsSSTyWvXro2Ojhb1OezNBkIMEYlEYmhoaG1tTWq8L7+VunJMTEzcunVrYWEBPWoIrh6CIExNTY2OjkKYcLXIAjY2Nu7cuQNB+NWlrC5kH57JZKanp69evbq1tQV3VBz2giBcv359bGwM9l2oRRYQDAZv3bo1MzOjLlnA9PT0zZs34TiZWp0QaiCbzc7NzVXv+CqKcDg8PDx88+ZNCBPzrKCGmizslOQ4Ti3ribQfm0ymvr4+El66zJO7Bdh5e3t7IaeDlCbZVLhn4gghv98vVWPVNRc0NTVBPGO1aBKQALiqn86oKfR6fVNTkzJQUfXAGNM0DVEl97yJsChZIGKz2SBnjOquV4SQ3+83GAwej0et5JIEMOohlqMqZKXsQbBwOP1RPeXHhloJWYyx0WhsbW31er2qL10RQmazeXBwkGEYqG4VOwpN0xaL5fDhw8qtpqoU0d3dTfJBqAuapjs7O0VRrEUX9Hg8IKfU8mHWCLI2MhqNHR0dkFRC9YIYhjl06BDDMCq61KjtQxOQ7GfH2G97Q2trK8w91RAv+skGg6G1tdXn86k1GUuLcDgchw8fRgip7q+rKWoY6pBhGHC81mIDA4SwI5fq+tbgmJBaBGWQ9g/56XhgoMhLsPLaodfCdqWfXeOHZSCKKkp0V9DpdGUU5MoPZZU60o6KbUqtXnLBjiKIGagiWYIaHW3CGJev8CpBpuFqqqLMFq4aaZokCdCzhRruk83n89FoNBqN7tu3T63uQvpENptdXFw0GAyNjY2q+BykJleIJNTQ0OB2u8mJL6SSKF9eXi4UCjabzev1qquhiKK4vr7OcZzf79fr9Q8lK0U9lLPVIRqNQiCrzs5OpTJb+YeUccErJ+Pq6wfCLUK8TRK4EqkkZ0VRnJ2dNRqNLpdLdWkbi8XC4TBkXVOXMkIoEAik02mbzQZZKqoHqU8Y9clkErILq0KcFJFMJjc3NymKamlpeYaU2do6vhYWFq5cuaLWiS8kGXWJRGJ4eHh0dDQajZLDIaoQh4CY169fX1tbI6EOq6QMADpTU1M3b96EwzZyBqRqLJb8h2hZS+FtPVUK4vhKp9MY44fkKIRoFTwbGxsbd+/evX37dnmHRhmJWQp4GyR24q5eL49sNjszM3P16lXZiS9VjKdw4mt8fFzdE19QG8FgcGRkBE58qehEIie+bt26tbi4qBZNUrfZbHZ2dnZ4eFgVBynpBnDEJhKJXL9+/caNG5A6+lmBapqsVNeDv81mc09PjzSotiqlELfA888/r9frIUJH9YoJ6SUMwzgcjhdeeIHkykUq6bBApL+/n2XZKkMrFQXDMP39/RzHmc1mmQJevQYHrhJqOz+b3NCh0PSVpZTf/UaVzvxWDUwmU39/v9/vB0+jiposRVEajeZzn/ucwWCQbdmuHhRF+Xy+kydPgr6mYs1AE/T29kLq6GpIkTqUNqvZbN63b5/P51PF3U3aCBx0Ho/n9OnT4DWpnvhjg2pCVjnAQAIq803tGdKBATm6aZpW0UZDeoxer29ra9NqtbVwOzQ2NoqiKA3UVoKbnX+U2XApimpoaMAYkzr52ZwHn1bFt1itVpgsSZ1IBavMILu+vn79+vVPP/2UoqjTp08///zzXV1d0icf+ZbtOaC8jN4tgBkIIaRMCaVKm9I03dbWBtK2emoEwJvFYqlFpE2oFo/HIwiCWlkqpBZ5rVbrdrshR7oK7EroUxRlNpuhwmtnra4FariFCzpfUWmyNz1C+gpN0zDmiw7yKkGI1wLgia4FZYqiivqLKYqqvjyNRkPTtGxPm5IBhNC9e/fOnj07NDQUCoW2trYePHgwPz//K7/yKydPntxViVW2JrxLpuGipKovgqRh3jORUqjRCX1gVV0PEvl8KfHq15dSTRnukN1EzxbUbEVZneZyOTDe79+/XzbzVN8pM5nM8vIybMojawdV+rooivl8Xub4UgVQPysrK7lczm63F/E5KLYXlN9vQCFa+gzGOLC+yvN8k9+v0+keMeOCWK+ifsDxhRDq6uoqFQ9FFMV0On3lypXZ2Vmv13vs2LGNjY1Lly799Kc/1Wg0R44cKTqwiUldNveo0prg+IrH4+3t7codI1UWAQnPTSaTy+VSdzsKnPgKhUJms7m5uVl1yxJxfDU1NalIFiHEsmwkEkkmk/v27aty7Cg/OZFIBAIBmqZbW1ufIceXysscqY8+m80uLCw8ePCgvb29kqzdO0L6LvimXC7XyZMnpQaa6rsj5Pi6fv368ePHSRYAFW2yk5OTkUiku7tbFccuRkhECCMkICQianxhJZVKvejy2nUGBpxe1VkJCDY2NsbGxqiyx2oFQdja2kokEq+++uqrr77q8Xgoivr93//9t95669atWyzLFl3W0DQNBFXxR8mQzWanpqYWFhZMJlMtjtWOjIx4PJ6DBw+qTjwYDN65c8fn8zU3N6teLbOzs2tra11dXT6fTy3iMPSy2ez8/Pzi4mJ3d3c1QrboQIYTXxqNxuFw/IIKWfTowsFmsx08eLCjo0O6D7z6BSDA5XK9+uqrGo0GfA7VhBSQvcUwjN1uf+WVV5xOZy3WaydPnszn88UPaCh4Jzd+ZvZ6eP+hDisixCPEIyQgxFNo38nnBSwyJiaPkGb7P3BUyWumtJJctBpbW1udTifDMGXqhGEYj8fz+uuva7VaIoi9Xi/snSJqrMxLptFowDhIRHDRvbR76zkWi+XQoUM9PT3lE8jLUGFxGo3mi1/8oiqR/WSgKKqtra0WkcMA/f393d3dFotFLVMe2latLBbL4OBgT0+PtLn3bBuUvdvU1PSlL31JEITapRepBWobhctqtZLEeWQ9SNzTxJ6NtjepkEvZr8pLnU4Hk7BGo5H+StaeUApJMEWaShRFMsESlmSl6PV6v99P2KYkuR2ldGQlSj8Nnin6adJsKFI6hCXCDLl8pB4oJCJKREhEiEUonMHroehycCscT6bzLC8KmEIMhQx6XaPN3ux1t3ndPrtWQ1FahGiEQL0VRZFGFCr2LcoKgUvIeCbt8dLVPakHCB9MPjyZTAYCgVOnTn39618n92Wv8zwPaSU5jsPbkFagtCDlT6Sti3YwhmFcLpfdbofse6QzFKUjawjypKzvkRchNzVo4qQmy3Rj2a+ypoeeSehDMnBpu5AjsLIvVZItXwpFUU6nEwgqhwPhQTYXSktU1jzQgakUzhlL5WPRUko1mXQQyXqjTqeDXSLP1pEENbdwyearVCq1tLQ0Pz//2muvmc3maDS6srISi8VOnz5tNBo3NzeXl5d5nj9+/LjRaFxfX19aWjKZTAMDAwaDYXl5eXl52efzdXZ26nS6lZWVtbW1zs5Or9eLMV5cXNzc3Ny3b5/FYkmn02tra5lM5vTp0wihYDC4uroqiuKpU6coilpZWdnY2DAYDEePHkUITU1NRSIRu91+8OBBhNDExEQikfD5fF1dXQih+/fv53K5zs5Oj8cDgUV0Ol1fX5/ZbI7H4zMzMyaTaXBwECG0tra2urpqs9kGBgYoipqZmdna2nK73fv37wc6mUymsbGxu7sbITQyMoIxbm5ubmlpQQgNDQ1pNJr29na/3y+K4tDQkNvtbm9vNxgM2Wx2dHS0tbmlra2NF4VAILC0sNjV1dXW0Z7P52dnpuKJVGt3t8fvjxXQ7cmlmWB0JZoORpNbiVQym81xPEIII0QhpKUpi9HYYLf4G90dHoeZyz4/uL+j0WGkUDoWHR66duzEca/XWygUAoHA7Ozsc88953K5ksnk4uJiKBQ6ceKEy+WKRqMzMzM8zw8ODppMpvX19ampKfhMm80WCoXGx8f9fn9bWxs06NjYWH9/v8fj4ThuYmLi/Pnzq6uri4uLr776am9v74MHDwYHB2HFNz4+jhCCYcmy7NjYWD6fv3jxYiKRcDgcZFvo4OCg1+vV6/VWq7Wjo0Oj0czNzYVCoe7u7oaGBkEQ5ubmEonE4cOHDQZDKpVaXFzkOA48bBsbG2traxRFHTp0iOO4paWlaDRqNpvhXObk5GQsFnO5XPv376coCtJJQH+DFuR5Hg6Fi6J49+5drVbb29trNBrj8fjU1JTdbj9w4IAoinNzc4FAwO/39/f3C4IwMzMTiUR8Pl9PT48gCPfu3cvlcn6/v7OzUxCE4eFhrVbb0tLi9/sFQRgaGrLZbLBE4Hn+2rVrTU1Nra2tOp0ukUjcvn27ra2tra0NzpgsLCzs37+/paUFNqJGo9G+vr6mpqZ0Ov3gwQNRFHt7exsbGyGbvdVqhW4cj8eHh4dbW1tbW1ttNlsikbh69erBgwftdjvGOB6PT0xMnD592uFwZLPZQCAwNzf3/PPP2+32WCy2tLQUDoefe+45aOv5+XmO444ePWqxWDY3N2E49Pf3m83mQCAwPT3d0tICzC8tLU1OTh4/ftzj8WCMV1dX19bWTp06BW20uroajUaff/55mqZDoRAEpfvc5z7HMMzGxgaYXA8fPswwzMLCQiAQsFqtBw8eZBhmZmZmY2PD4XComM7q8UDNLVwyOZtKpWZmZi5fvvziiy+azWYIsx2LxWCXMuQC4jgORhTEReR5Hi7BaQZdAS7j8Xg+n4c5M5vNrq+vsyzb0NBgs9nS6TSJylMoFJLJJNFZstlsPB4n8Q3gkugd6XQ6Ho+TpUc6nU6n07lcLpPJPHjwYH193efzwQ55nueTySRko8EY5/P5RCJB6GQyGVIKfHgymQTmKYpKJBKiKLrdbvj1/v37giDQNO33+zHGsVgMEptjjCErmsflpihKFMVcLheNx5rYPEJIEIQsW4hm8yieXRWiE6tbF0buja+Fw6lsjuUELFIUzTAPvf8CFkVRFHmBpmmj2dBgNhkL2WA6f2agp7vRqRepSCrFcgVSmdFoFLJD8zyfTqdjsRhRLROJRKFQ4Hk+Go2Oj4/funXr+eef53keYwxB7ex2uyAIICsjkQjLshjjSCRy+/btn/70p+vr62azeXFx8cGDBx6PZ2BgAJKzTU1NEd2H5/lAICAIQigUmp2dBSUIISSKIhgoIEIz3t7rHo1GYboSRTGVSsXjcehR0EYkzTXLsnC5vLwciUQKhQJENIdGgSYjwUmhC0GcabSdzBWSa4GNXqfTwVeTNMnw0+joaCAQoCiqv78f6MRiMbDPYoyTyWQmkyExZ5PJJMMw0BOg6SmKgqoWRTEWi1mtVvgWjuPm5+djsRg4efL5fCQSgWh2giDAOGJZFm1nSxIEgbQgHM+BLEE8z0ciERDiMDq2trby+Tx0UYgDCU0mCEI2mw2Hw6TpU6lUOByGF2G0sizL8zy0dSwW43me/BqLxWB2zOfzCwsLV69eHRgYgA6Wy+Wi0Sj0cMjpHY1GQWJAG5FsSfl8PplMEhkCo5WSHHNYXl5eWFjgOG7//v01OtBcC9QwM0IwGLx79+7Nmzf/4A/+wOVyQaT3fD7f0NDAMAzIMoyxy+ViGCaTyUBGdQg7lM1mM5mM0WiE5SdckhVrKpVaXl6+ceOG2+0+evSow+HgeR6mzXw+n81mEUIul4uiKBCaNE1Dz4aOpdVqYTiBlIdS4FIQBJ1Ol8lkPvzww66uroGBAbDMchwHI0TKHqEDZPV6PYwumEggwwdCKBKJYIxNJhOY6n/4wx/G4/GDBw++8MILoihGIhGdTmc2mxmG4Xk+FouZzWaTyYQxzmQy2WzWYrGYTCYRUzkRB5L54ZXgpdG5K/enNuIpntHqNLSFRjaj1mbWWgw6k86AECrwQoZlo6l8ssAlebHAYabAuU36Ewc6v/Lc4ZcOtNko1q7XGTQMFsRcLpdMp1wul1Fv4DgOEmi7XC6dTkdmLIfDMT8/f+fOnUQi8eu//utut1ur1eZyuWQyaTAYIBEDTISQeRsOWd29e5dl2ZGRkZWVlUOHDv3pn/7pSy+9xLLsxsZGOBwmK0GWZS9evPgXf/EX3/nOd1599VXwB8I0A5OoXq+HKoKmz+VycBNjnEqlIAg/tFEqlcIYu91ujDHkMI/H4zAyT5061dTURHpCPB6H1AAwxcp6QiwWE0XRZDJBOh/IIweJ1iErNYT14jjub/7mbwwGw7Fjxw4ePAj8sCwLVloQo4IgAFmMMZw6g56AMd7a2tJqtSaTCQyvW1tbEFWOoqhCoXDr1q35+fnOzs4XX3wxl8ulUimbzWYymUDow8lso9EI6etFUbTZbAaDgeO4aDQK+RT0ej3HcXA2FxKIgJB1OBy3bt0CBbyvrw/aGjIapFKphoYGeBJ6gsfj0Wq1IJcRQg6HgzQ9VIJGo8lms5BJxGQypVKpkZGR+/fv/87v/A5UJnRjt9sNPTybzYJ6BOMol8uBCgLDPJfLgTWDtDW4uWiaTqVSk5OTt2/fBpeJNL+kchn9VEFNISv7VJgeQWw9UuSj8Stl1itUwmQm+1sQBJhywcdShmzRUqhHN0JI/4BnCoUCOHmktqRSlMv8pGQeJn/Yc7rjl4oIY4oWEOIRyiD0fz4eefvanYn1cIHW8jxv0ml623zHuzv7e1rbm9wNDovJgCgKsQUUSbCrm5GJpbU7s8sTC8upPE/TGo3ItToMXzp+4Pf/P19poJH+oVsMI/QzA21RSxwMe0EQZBufSz0MnwmLkvPnz//3//7f7969+9WvfvU//af/BEfdpC2FMX733Xd/93d/99/8m3/za7/2a36/n9yXmnGlpUj/lhn4ZM/zPC8IAuT7kfYTKec7toK0z8g6TKFQoLZjIZVveumvso6nfBEhBMopTdMwnZR6UcmtjA60gtSeCxMbnIgBlVz6pdIOLxvOsl8JMzAj/qzTiiLGWOrGlPKjpFzGYqusE1lrPhNQ/6SKVFaWckYru53UNi8bRdKfyLvEJS2lpmxI2fwmE6/Kt8gD4P2XfpGSJeWQVv6t/Emr1cpGeNGHRSRQFEUhikcoIaLJzezfnL10e25lPZbmkMamRUf7u186fGCww9/ssNj1WoOe1jOIoRCFkGBA7Vp9v73pdIf3l4/un1kPXro/MzK1EEzya2n+3Ttz8+Ef/z9fful4d6NPi/SIQgiJWGQouhT/GOOibu6iT8LXwRjDGJ8+ffrTTz+9ePHiyMgIx3HKRoFFDKw0RVFUDh5SrlLYSalJ/yD9CsSf9DyCsjXLtIL0YWVzU9uHEZRkkUKUKGusaIcnlwzDkGCblMIWVwkdAJFf0p+I3qPs/NJL2ScrCyUPSEuRjjLlk0hR29KD2kWLIHcYhoHTJUqaTzNqdaQEIQRrT3ABFRW1yjoqVdFKFAqFSCSi0Whg5ViGDUJZKv3LcI4x5jguEolYLBZYu5UagbJRXWF7R6NRWJmWCl9Ahr2IaB6hKIeGFzZ+ennks/vzkSxn1NJ9bY0vDnQ/f7B3f5O7yaIxM4hBiEFIxGI8EhMEwe50WLVazFBeg6bNZutwWdu87t5W39WJuYmljfV4OpHOI3wl8fyxzw90NZmQDiGaosuIG4qioCkRQhDpudTXyQYGRVFOp5P4movKIIwxGOxgdwH5qahMlylQytKlD6BtK3MulysVQ0NGSinQi96Hm6IohkIhyOMr25Mn03lRCUkqrTTZ/Uwmk06n9Xo9yUhYqgPveF/2vQihRCIBZo3ye6F27NLKhoBRn8vlvF6vVLuvhFRRmtJLMFNgjMHE8UxIWFTrHF+BQGB5efnll18ur8+WuUMga8tsNjs2NmaxWPbt21c+t9qOslUGyPk6NjbW3d0N2Z53fIWIhkpKWV5eTqVSPp9PuX39kdG+rcMOL2y8OfTgo5GJTEG0mQxHO5peOdL3xSN9vQ0mHaz3MUIUphCFBXFtbSWXyx0YOKjVaiFyF0OhFgvltbg6G+ztLsunZv316dVQMnPxwRyPGITQl450NWgR1GAZ5mFzCMaUy+UBGVt0jgS/jfQAbiqVymazDQ0NL774otQpXKosZXsVnXR3nCnhMp/Pr66ubm5uHj58WHoOW/mK9C2ZlC8qYRFCoihOTk5arda2tjaZkC06ExdlWPrhUv5jsdji4qLT6QQ3QHkKUg7Jk2WeX1tbC4fDPp9PKmRLzW2obN+WvcKy7Pr6ejAYVD2FHUIokUhMTk7C9gOizz79qKGQhZiBgUAArJCVo4xWSH5iWXZzc9PhcLS1tSlfKTUTShWlUm+Joshx3ObmJljWK9FSleuaMohGo7FYDDwhVLGVL0VRcMogj9BEMPvmpZsf3Z7KiZRVq3luX/tvfuG5lwabGyikRwjBuwhD6FiMMeSw6+3jMX54k6EQg5AGo04b0/C5vja/T68b/vT2eILD18ZmBDZrs1te7vVSFNKVXYJls9mtrS2MKVEU4XyD8jFBEDY2NtLptNlsdjgcer2eZdkHDx7EYrEjR478s3/2z4qe0iGLDGnOkipXguRd8CUGAoHe3l5UQo4UtQOUkbDSPzY3N3melx7eK7MuLsohVlgeAblcLhgMytT/UqSkCzUZlJ8simI8Ht/a2iIrjPLrg/IfInsRdqQEg8FS31UJZK+QS9DbwC/3rEhYhNTeXSATZ6IoQqqVUn16b8TRtgeJuI+kz6Bi3WXHQpXEKbWjKwFgJxBN0wxDYYwRxWCEkYhpmiaHsHg4aIDQn/zPdy6PL8TSeZuOOdPd/K/+n9846NNbHiqwjzCMKAohJAoCODSQZOw93NeFEI9QDqGlBPpfb3/04d2pUCpv0GoGmt3/8V/+014nbS825ZJqEUWRODTQ9kwAT6DtYRCLxf7H//gf//f//t9Dhw5961vf6ujoWFxc/N73vmez2b75zW9+85vfLLosSKfTP/nJT15//fU33njj29/+NmQSUwsYw3Y2Ecx50vtI0k8qXIUoAVZmWegcUkQl2msp0QZsUxRVjYenFH1JJ2R2fFhJE5U1KAPntdjKCvIE6uQZErI1PFaLtt0OpZ7ZM3G07UEil+XXmJUUWoa4rIgqQQQ3xgIRVY90U4R4hFYy6K/eO397bi2eK7gs5pM9zf/qH/1Sv1dvRUiLEHyqlGGgI6twqR7EbP/XaUe//fUvCYz209HptXh6NpT4b3//1h9861cGPQaEEI0wjYqY/4gceXQ2QrSEDYPBcPr06eHh4du3b8/OznZ2djY1Nb366qvHjx+H/eTla0a2zlALUCdEmSD7c+Fyx5V1UT6JJlG0E0opl0eZ0skcX02FlKJPKMserqSsMiMLb0dkVt31L1vrqKsa1ho1NBfABuZYLNbV1bWr+I+llFDp/Vwut7a2BsfsTCYT0baqD5olCALYlSAspsw5W70ICAQC+XzearV6PB6MEaIQRToqFkSKERBaTQnnxxY/uPUgmOJNGuZUj/+3vvz8Yb/Jsn0uVgkKIVEUN0LBQqHg8zaWSl7JIGRGqNfF/MaLxzmO/fjuXCzLXh5b6u6cMpzs2+8xMpiiKZGiYMcPRghhRCOEEvE4xP9va2t7uBfqETmPEEI6nW5wcPBf/It/MT8/D5HGWlpauru7W1paYMtk+drbg7zbEYVCAUwoTU1NsHd1x/ysFVqHEEKiKC4tLYFvqmgcgD0DY5xMJqPRqNFoVCtDjBTBYBC2YEMQH3J/t58gW/9RFAWjPp1Od3Z2qh5rPJ1OB4NByMr8DMU8rK3ja2NjY3Z2Fg7bSX+qZLCRJ4s+n8lkxsfHYQM2sfRVOBWXASx2gPiBAwfIqa09E5QRpyhqeXk5Ho+3tLR4PB7ZA6CQxgV0f3nz/aHR1UiGZpj+rtavnBp4eb/PtFNriaK4srKSyWQcNrtOpyu+4RFjBiEjRZ3qcCRPHY5khUujE5Gs+NGNez6r3nXygG/biUhRFMYieTESiczPz2OMW1tbSzHAMExDQ8NXv/rVQqEAu5jJ/EdoVl5d1QNjDI6vtbU1s9ksDRlR5pXKmQTHFxxLg40oqvQWMPLEYrGZmRmPx9PY2Fhll1Yu7dfW1kKhUHNzs7IT7gpKxliWDQQC6+vr6pp9oCxwfMGZoF9EIatsS/AgwYkO2cO76jRFVUhRFFmWhT3V6FETWzXMk7Ly+TzsKJJ9VDXdHd4tFApwPBEp6kEUEUuj2Wj+s/H5ofFZSqtrNGt+6dShLx07ADpsCe6BOsIYc2yhkGcf1j/CcMTg0VJEiqIYhIyIeuFgc4rHa2trc+Hs2FLgs7G5Fn+jq8ulQds7ZhENxl6MMTm4KYoisR2XQqlMq6osNXYFURQLhUIul4MK37ERd2s3yOfzLMuCoVDmkKhmjQ8VzrIseHiqtxjgR7cucBwHPVyVaY/UKugohUIBTsBXT1kGGPUQ10Z14rWDataNor5XMIGTfel7aNFSPkq8fXRK6tCosnNLiYBXTRqIqxqaUhCfgyy3jYiRQKE0Qv/tk7s/ODe0FMlQfP6ff+OV33jhyJFGsxFhGsmr9+G7EplHjpNR1MMzXI/yLZJvxBRiEbOYxmdvT/2H//NORmScBuobzx/7029/0YOQFj30aBEOBUGAnq3Vaon4VlZdUTtP0UsCdR1f0vqBv4VtZ2CVc2TRssBBKt0XUT1gKqqFk4dUDtSJzPGlCnEsOfGlCkHpH1Lv62NeFVUDlY0msj/gsE01tjZqG2h72JD7JMuF7GFVvoWc1kXqLXLx9lGoR48CCyD7BAqxCN2YC92eXl6PpvQ6+lBP65eOHNjnNuu2D79KmfkZV9RDUYox1jAaDaN5OOaLKJs0QjRGNKZoGlFahJrN1Av9HZ8/2m836RLZwt25tY9uzKQQ4h55S0RIhKaEkUMjqkiy3EeVJqVI3fM6Y1eQ1g/Ug0ajAeOJujZT+ECoE3XFN5CCo01FPVRVUkYIQWuq654iilT5oMO7Iij7g6ZpGD7VE3+cUP9YLfkjl8tFIpFQKDQwMFD+vEAlkGmpmUxmfn5er9fLNlRXD4gbND8/7/P5Ghoa1DXeI4QWFhby+bzD4YAoXBRFwXmCAkIxhD4deTCxvMlj1GEz/eZrLx7wuxwaxBQVaQpgjJeXlgqFQmt7W3mLFYUohDCDkIVC7U7jN7/0QiAcfZDNLQWjn9y6f/Tgvm4TkkxfGCEUDoe3trYQQvv27WMYppRIUW5LeLLIZrOhUCgej3d0dJBd/VVCqg9OTEwYjcaGhgYVOyFIq2g0urm5CScd1KKMtplfWVlJpVLQCdWdHki+n/7+/lJpiirnU/Z3PB5fXV2laVqaCkD17Siqo4YGMnB8TUxMkOhzBHuYmWXKQiaTmZycXFhYgJhbeyarBMY4m81OTk6SSFHqYm1tbXZ2NhQKPSwO0XD0IM2jOyupa9Pzm7G402w61uH78rEejxExDw0FO7eUKIprgfWFpcXSFjERIZFCIsICxphCIo2QXYNe6nWd3tfa5HKmc+ydhcC1iaVIThQQwghhJGJMIUTHYrH5+fmFhYXy5rDyNfb4B0OhUFhbW5uYmJDG0KsShA4EkF1ZWUmn06pQJsAYx+Px+fn5QCCgLmUAeKSDwaDqlOG8wPT0NIkquTc6shUq/JFMJqenp2dnZ3O5XNEnn07UUMgyDKPT6YxGo7IWqq8XSCgrC8ajVnVrNBoIDafuAhP+0Ol0BoOBbOmnEBIQKiAUTBd+euH64la6IPAdTe7XTh3y65Bx21AgNZWUKUKr1ZKoImVAZiwKIS1CVoRePXVof7sPY2Erzb57cXg1kmYREiSvMAxjMBh2XJFIY/s/DYAwKyaTSXkSoXpQFKXshGpRhsysque+hnbXarVGo5HklFWRPk3TOp0OdpWoLv6gTmqRKb2mqKGZTOb4qp6adPmAEOI4Dmw0SO0lAzg0ZGeE1AI4viQODZFHdExEQwvhf/X/fj/IilYt/esvnfzT33ypcXtXLC6Wm7YoIKo4raF+FrqwxPPkvoiRSKEYQv/fc3f/9qMrgThrRvy//Z1/9JUjPT4D0m2/C4HAaVTRAaRdNcdjPvGl7g6HMie+qgHMqeD4Uv3YobJO1CKrruNLiWf0xJfKQkQqsmWOr6LPVA7plAuTpE6nIw2pbo2DQ6NGsyUE8SSiCmOKR2hhK31pdCKcKXCccLC77VRfuxUhBmPpV1VSbwxDaTQ0CWVQ5km8beelKcQgZELoWHfr5wb2YZFPc+KV0YmJ9RCPkLC9yYCmaA2jkR6dKkKz4iNb5Mkdv6hKkE5IWlPdZgXflOpdBXq46o4vQlxWJ2qRJcRVlLDSbyfOwGdIwqJaHKslYwx8Dpubm0eOHJEeQFLFTJNKpaampgwGQ1tbm9LnsAfFVurNgDzSTU1NTU1Nqq8EZ2Zmstmsy+VqbW3GiMEUyiI0s5W4Nj5XoCibXnOqu/V4V4sOIYREjBiEEEYUhSiKEhHCVIl5ESMkYnFhbp5lWYgfVmwL189AS34Bo8FBv+dUT9ulu1OhbP7O4uqhte7BDq+XoWiEEUbQlBRGAwMDjLb46oEMs1L1r1yO1BqQqSgajfb09JAMQFVC2lXu3btnMpl8Ph9JXaNWEaFQaGNjw2azdXV1qS5TFhYWEomE2+1ubW1Vl3gul9vY2IhGo8eOHVNFiEvZC4fDS0tLNE339vbC+b1nQtqqr6yRzy4UCsFgcGpqCg7/oOr0F+lb4JuamZlZXl6GIKelntwDYHfBzMwM5CCR8Vy9CgZJ8cLhMEUxCCEOURvJwsTq1ux6CGPc5Ws41OlvtzFk9gOVE6OdbbKiKG5sbKysrORyud1ySCPUaEADLY2DPa1aCq1HU+PLG4ubMR4hET107C4tLS0uLhLHV/kFSiUesMcwQiDbzezsLPimVJHsUsfX/Pz8+vp6LRxfkNRyY2NDXcqAzc3NhYUF4n2tHqRiWZYNBoNzc3O1WKyk0+m5uTk4tI2eBZcXQB1NVrZtGP6FhF1+v1+2qN9b1ci8jTqdzu/3m81mWWj66ic3WJL4/X6r1UoyxFCSzb97/gSA2+3W6gwWmxVtR8aaXtl4MLecLfAakT/R39PusesRQuhhofTDvbQIIbrMMSsKIRpRTqfTYDCAt2RXVUEjrEVUq9vy8rGDdyam4yyaWFy/O+sZbHZqENJQlNls9nq9CCGKKX72X1pRys5AnpE+XyFv1UCr1bpcrkKhUCqYbDWgadrn81mtVoPBINtiWD1MJpPX64UkjNVDxh4kPVRrT5uUMqTkKhQKqlcIQggiOYBvTUWytYY6QlY2iuBfs9nc29vb3d1di2w8DofjxRdfRAjJjgxUaYvAGDMMA8RV92YABgYGRExRNBZFUaBpFqGp1Y2ZlXWG0Tr19OcG+9q9dg1CDKJEUaBpjaSz7vBpDMP09/fDJ+y2HiiMNBTy2fXPDfQ2u6yFKLcWik2vbaYQMiCEMfb7/RCphCSOLSVDpZc7CvpaGw3MZvP+/fv7+vpq0Qk1Gs2ZM2cQOWKnHiAGColaUL2zTsZeX19fjY44m83mffv29fb2qmuWBf4bGhrA5vMMJfhCNd3CtWf7eiUDDzRlZVK/KiFVw2Vsgy+i+lIYhtFotrMoIjQb4WbWw+FYyqTTHuvr7HBbrZrt81006Ul0hS0FPoc9DHj4Lh1CjUb69MF9VoMulc0ubMbuLyXy6OHHazQaRqPBD2tJLlJlNQM5u/L5PORKKIVa6LMy7yv0E7UEiuwza7EFBYqAM6+wJU5d5mEaVv3EFwBGveouNVInJPmjFE/VrkElahiFK5PJbG5urq+vnzx5clchcyoZeIlEYnx83GQydXR0qOhzgA0o6XR6fHy8ra0NkkhLNbLqLRKTk5OpTNrtdnd1dnEI3V9cWQjGcoLotxteOjrQZNHpEKIwwtTD1AaVl8Xz/NzcXD6f7+3tJedhKgSMChohlxa9eHjg+kwglEysRJMjM/MnOo6JCAWDm5uBDUyhQ4cOaWiNkinCJ8/zIyMj165dW1tbQwi1tbV97nOfO3To0G5Z2jOkNZbJZFZXV7e2tvbv308Soqi1SZ7n+du3b5vNZr/f73K5quFZVgQ4vlZXV2022759+9Ty8JDeOzs7G4/HGxoaVNwwB5TB0xiJRE6ePKm6EA+Hw3NzcxRFHThwQJm96amFajOkcjIpFArhcHhhYWG36WcqQT6fX15eXl9fl574qh4URYEKtrS0FI/HZf6u6oExDgaDqyvr8XgcIcQiNDq/uhxPUVpNo8t2ZmBfg47SguKIH7EOVMIAjMxAIEAsYrtlm0HIxqBD3S3NXpfBZAym83fnVlIFxCGUSqXW11fXV9ewIP7svK2CPsdxN2/efOutt956662LFy++//773/ve977//e8PDQ2VUWl35TTbFQqFQigUWlxclPYTtdRnURSXl5c3NzdV7ITk21Op1MrKChxlVh3hcHh1dTUSiahOGTKcrqysqL7tDCGUyWSWlpZWVlZYliU/Pf17DFTTZJXfaTAYwOtVpZW6aCWazeYDBw4YDAaIBq0KyBkBIC5Nyypd/lTTohRFtba2ujxuh8uTxyhSQDOrm7FUxmrSdzV5erwG2/a8t4dSaJpubW2FLKR70LgxxjRCBopqNKLelsaJtY21SHJhI7wazrgazTaXu6enB2OqeJhahBBCPM9vbGz87//9v1dWVo4fP37kyJHl5eV33nnnRz/6UTweP3bsmNPplJ28KmpJV3HMwCY/s9msuuIDi+79+/ebTCZ1iYN4cjqdfX19lQQ73xVloAN+XbW8agCgDKPebDYXbeg9AyjYbLYDBw7QNC1NFveUS1hUU3OBwWBobm6ufqtp0Uo0mUyDg4NSO6n0sb016kNvPk2bzebBwcEaOb46OztFUeQ1mjiH7s+tB6PJQp7t9jgG2/16hKjt+K0Q+BUCdaLKehLDMO3t7cSEt1sJC39QCOkQOtTuG522rQYikUR6ZGqu2T7Y5nZ7HQ6k8DRKKWSz2bNnzzqdzm984xtf/OIXwUXm9Xq///3vLy4uXr169Stf+QrJ5CxzvNTIrGYwGFpbW1XfDYrQwyhfAwMDSO0DDtAPnU4n2MFUtMmSSmhtba1Rhev1+paWlubmZrX0EiQZzna7fWBgAGq+WkYfI1RuPDl1mpb5YdRqWnALFN0bVIafHUH2GICrpBYdkaZpjYamEIoV8K2p+UQmr0FUi9s22N2mRYimHmFjtx+yt4nhkYIw0iA00Obv9jqMWg1bEEZnF8M5Vtz2acheJH9TFGU0Gl977bXf+Z3fef75500mk16vh6xfPT09LMsmEgnIDEieBwpGo9FiscCmjuq35siajFI72KsMkM+qKPGiNrQdQeZU6OFqnR+VMkNWbLUQVVQNDhmTGgB5ovpejlqjhppsIpFYXFycmZn55V/+ZYvFkslkotFoNpvt7OzU6XSJRCISiYii2N7ertFoYrFYNBqFDaparTYcDkejUZvN5vF4NBpNJBKBAypwzCMej6+vr4fDYbfb3dTUxPN8Pp/v6upCCCWTSThE0NnZiRAKh8PJZFKj0YAuEwwG0+k0qNgIoY2NjVwuB6UghNbW1nieh2wid+7cYRimubm5ublZo9HkcrlQKATsURQF3BqNRghXCGTNZnNTUxNCaHV1leM4QnZpaQlj7HA4YHV28eJFUeAau/uSztb78yvJAmc2G9q9ji6fgy2IgZUFh8PhcrkwRvF4PBKJuN1ut9vJcdxWKJTJZNweL2z8XFtbE0URguxxHAcnYeLxuE6na21tDQaDsB40Go35fH5+fr6xsdFmszEMk81mFxYWOjo6rFYrx3HJZDIUCkHsuFwuF42Gw+m8raWzw+vx2M2heHp6dT1RwJFEen3i3vLK2pkzZ7xer16vTyQS6+vrLpfL5XJBgwYCAb/fDyvcaDS6tbXV09PjcDhMJhNkimZZdmpqKhaLSRcfoijev3+f47jJyUmPx+PxeEAKOByOnp6eQqGQSCQgJRpN06FQKJlMer1eyKkeCoVyuVxLS4tWq83n85FIhOd5cOYkEgkoESG0tbXV0NAAJzJbWlqg6SHJFSR+X1tbgyZzu90YY6hbl8tltVoFQVhbW9NoNEAhl8ttbm6aTKbGxkaO4y5cuMBxXG9vL2yKCoVC6XTaZrN5vV6gw3Gcw+Fwu92QEIymaafTabfbRVFcWFgwGAxOp9NsNsO5Brvd7nQ6NRpNoVC4ceMGDJaenp5EIhEKhXw+n9PpBCtzJpOBXbT5fH59fR1WDDabLZfLraysGAwGt9ttsViy2ezi4qLT6XS5XAaDIZfLzc3NtbW1bW5uxmIxvV5vNBpbW1uNRiM0UCgUguOC2Ww2EomkUqnOzk6j0ZhKpSBkV0tLi8FggCd1Op3P59Pr9fF4PBgMQr/lOG52dnZubu7VV1+FNoLB0tHRodVqWZaNxWKZTKa7u5umaRitHMd1dXVB743H4zRNt7S00DS9tbWVSCTA/kBRVDQaXVxcXF9fb25u7uvrs1qttZNd6qKGQjabzc7Pz1+7du2VV16xWCypVGppaQkyC+l0OkhhxPN8U1OTVquNRCLT09MWiwW68tbW1vT0dHt7u8Ph0Gg04XB4fn4e7F9wrml8fBy8DVarNRKJRCIRELIQII7neRCyoVBoZWXFZDJBUM5AIBAIBDweDwjZlZWVaDTa1tYG0hASZPX19dnt9tXV1VQqxbIsjLRMJjM3N2exWECqRqPRmZkZt9vt9/sRQhsbG4FAAI7hIoSWlpZSqVRrayuQnZubE0Wxq6sLhOzo6ChNI87mKegaFzZChUKh2dfQ3uB2GxCXzE1NTXV1dTkcDp7nw+HwxMREf3+/2+0sFAorKyvBYLB/gHE6nSzLzszMCIIA+Y5yudzk5KTBYIADuy6Xa2xsDFKrGY1GlmVHR0fhcLNOp4vH43fu3LHZbCaTCU7ljY6Oejwes9mczWaXlpaWN4KnvP42n6vF27ARSayHE4F42i+ildX1K1eu+Hw+m80GQnZ8fLyzs9NsNkODPnjwwGKxwBHqra2tsbGxjo6OlZWVcDgMIdny+fyVK1emp6elQpbjuPn5eZZlb926lUwmYWQyDNPT0+PxeKDbtLS0uFwumqY3NjZWV1chzhOIv0gkAn0mk8ksLCxwHAdCNhqNLi8v5/P5hoaGcDgMacdMJhMI2fX19VAo1NjY2NjYiDFeXl5OpVIdHR1ut5uiqMXFRUEQNBoNCNn5+XmdTmez2TQaTSaTmZ2ddbvd8OL4+Hg0GtVoNH19fSBVNzY22tvbvV6vKIqLi4uZTKazsxOE7PT0tFar7e7uBiEL+cG0Wq3JZOJ5fmxsrLOzEwKGZTKZGzduQONyHLe1tfXgwQOtVgtNv7y8HAwGdTqd0+mE04miKOr1ehCyY2NjTqdTr9dDg46Ojvb29hoMBoPBkMlk7ty5Y7VaY7FYMBiEBFHwMAQmvX//vs/nMxqNmUxmeXl5bW0NLhOJxNzcHMdxbrfbYDDE4/HJyUmLxQLvRqNR0hMQQmtra9evXz9x4gSc0QgGgzMzM01NTRqNJpvNrq6ubm5uwmhNJBIQrbSjo4Om6Wg0urS0hBDy+/00TQeDwaWlJafT6fP5NBpNMBi8d+/e+vq6TqeD158V1ErIYoxBYTx06BBZA0KeKBhggiDwPA8hqdB29h5yckYURZ7niT8aHiaHXDmO0+v1hw4dgjNIm5ubJIOTIAgcx5Gjn3BJfuV5Xvorz/OFQoGUAvwghKxW6+nTp+/fvw9Pgo0M6FDb+ZekzMOllM4jZAsc3g5NRFFUW0e7yWKzOBsehKKJZAbxqNntaPO4NAhxglAoFKTsbXNLI0RzvFjgBCBL+CEpzliW1Wq1PT09MH+wLAs5ygCQDI3ULbAHP0lrDEYdX+A0fKHN4+7wN46Mz2RYNLmwPni0s3tgcCscJXloBIHjOBboAA+Q3AlsAtDWhULh008/XVlZaW9v379/P03TsVgMjooSc4EoiqlUCmOcyWS2trbgiKpGowGtDdgjpXAcR6qIME8+E7oN1B58pkaj6enpaWtrW11d3djYIEH1oW5JRDS4JHULdEiTQby3R6poO/XRiRMn5ufniVYlo8NxHLkE5oECuSQtCO+SFwVBcLlcnZ2dvb29eDvBGvlq0jFInUBULdIK0NzQV0lXhO8Cljo7O/1+fyQSuX//PvRqYIB47aFiSceAQqWDt1AoSPs/lEJRlF6vb2tr6+/vl41B0kmALLkkg458OJEhpOnhslAoWK3WEydOHDt27BlSY1EtQh0SAx/EJRMEASKcQsfFGIPMJVHLwGgLcopswCYjGX6Fd4kVCX4l5ioYgYQstFnRS+jTFEXBYIPGlpEFow9wjraNbkCHcAt0SH55uCRxF4EssRpzbAEhRGsePpxnOZ5h7q1H//fl+z88d5mhtb/xypnf/vzhE60uBiGxUCDmYCiUbKSHUsgljFjgAfouXIL9kWVZ+AlIgbiBn6RkoRRBEODMiCiKgsAJGCGdfiHB/9/hif/fjz/IFPhXTx3+F6+ceOGAn86zOpoCyjxf4Hleo9FBodCCpE5EUcxms4FA4Hd/93fb29t/7/d+79SpUzRNw/EEma/y/fff/4M/+IM//dM//ZVf+RWSARtCwQKHpG5BEkEYMxiTpE7gQxBC0LikBbVaLd4O7keaXtpkMNShJwDzpDJlVU06BukJIPvIGRApWeBH2hMgej2peQiTKG0jae1xHEdsskCKtDXpCdKmJ5VQKBSkBxmADthJQZUh54NIJFLSEziOA8+ksmNI+z9UAr2dIowMT+AW5CYJNQcPAx1oL4wxCWULw5M0mbidRw5tBwUlLUhqXt1Az48B6oeqlHo2oMnhbAk5cQwVB3eIOkO6l/ISbccTQNvDUqPR8Dyfy+WAJlFPoENLnSfSQilFaE5ZsiASVg4Ccen1etIVZGRldGQnTYEsuaPVw4si5PLisVgQ6Egmux5NcbTWZNA2+xr8HheDEI0wI0mJJqsEGbfSrkZRlE6nwxhDTgTwOJEn4VfysLTm0XboRVJdNK3XICQi5LJpmhtdVpsxGc9txJLBZCpXQCaMtRqGohmEkEajYxgtaXFClvhV0un066+/7vF4vvrVrx46dAhGoDKIOyi/UO16vb6MkoIxlnILDUoYkDq4SBcSBCGfz/M8LwuALQ0hSJqsaAui7Zme1B6znVUFlgjSU3bMdpQ/LMmVSShLGYBGkV5KA6LDvA7EjUajtCdIuS1KB5oebx+RkjY9TdOwvS+Xy8FcRfoJ6W94O/Ws1LcMdKRtzUhSy0gvifpJKIO0lT4p5bZo3cpGK+lRUOEsy5pMJqYGSU5rBPXjYJK/0+n0wsLC1atXZdlQyEiQOZqLElG+BUgmk8PDw6Ojo7CrX/piUd18x5YgMlEURSC+vr5OzAXl3yXsSZ9U3gHMz88P3707PruYYgsioj0Oq89tsxkRgxANpxAw3tvyQhCE6enpe/fuZTIZ8jmluJX+IXuMQohGyEQhj9XU5HYhhNJsYWphZWjkzsTkNFkGQv8utVNnfn7+b/7mb+Lx+Je//OUzZ86YzWaqxNZdWPyCKlf+w6lix5qlNabsURCtbWhoKBwOl6mHonek1ORVtL2EGhkZmZycjMViSKFh7FhWGWCMg8Hg3bt35+fnyz9WqhToe2QykD0wPz8/MjICBtAyfBZ9t/wluFVv3bolXfhLnyxak0Vvyi4piopGozdv3rxz504qlVJy/tSihtvNYCrOZrN7mG3Kywggnk6nYUKW/bSHmU3aF0HOZjIZlmV3FHY78inBw/gDeZbbjCTWtsKxZJZGYkuD3WsxaCXRX7a7XcniyoBl2VwuJ90pJaVZlIisdR7+irEGoQajvqvRraXoTJZd2dpaCW6l2fyOnFAUFQgEhoaGhoeHf/3Xf/0rX/lKW1sbz/OpVCqdTkuP/yk5kd4pM1mWGpPK5oDze5lMhtjlZQQrnM+KdiqMcTab3TE+Q6myShUN9cBxXDablR5tKspVGSLSx2S/Qj8B80UlFHZ8gLQdKJtkmlc+L2NmVy3C83wmk8lkMqTCn341FtV0d4HFYunv79+3b1/RwAVkbCsHuXQSRpK2kd5xOp2vvfYaMSNUQpzsflcKfSlxhmFcLteXv/zlR/MXyHNn7k3ZRAj1Hz4keGP3UncCwXkKi61et8es0zxaiqwsKZ9lKDMMc+TIEYwxWe0q6ZTSBGXVRVEUjZDToOlqatBrmEg8IWqbOvoPnuhuZjQ/i7FbtAVTqdSFCxdu3Ljx+c9//rd/+7dhe0MkEllYWPB4PK2trUXzWRRV/YpWe9H1gbTepL9ardajR48eOnRIam6SElROMEripe5rNJovfvGLxF6sFB8y5mWTQSnVHp5sbW2FsH5KZmTjAikg60jKUgYHB8FsWkYBKspeUW1dyonFYjl48OD+/fuli33yUUpSUnWb2jZNlOKqsbHxC1/4Ahjri/L8dKKGQhYsLKWs1KUWVsr70o5CGoam6TIRQosSJ/216CiSvoIxBtOVkqBSDpbiQQmMMUXRNIOyiE4UxCxb0DFMi8vpNBqYEnQe3gHBSBX76dE7YJ4rw2El1fXQDoCQQ6dpb3AbtNoky6U5MStQjAYhTFMUWFGKz1hvvvnmBx984PV6f+M3fiMWi0UikVgsdunSpbfffvvf//t/D5sfiqKUnEWPmpjKCBclYBouOhMrhUgZcVPqPlgey9eq8oHyzQGQeSlK9o0KGFY+CXWyo65QYaGyUUay5pTnU1YJlTSERqOBXWKlJo+nEzUUsoVCIZVKpVKp5ubmor18V5CNMZZlt7a2tFqtw+GQOnkA1dQ++Fg3NzcdDofFYpEdL6mmUeHdeJqdmFtaXNukdXo9g1obXHaDRpWeIopiNBrleR5OB+zqXaWGQiNkNzBtPq/FZIhx/FowMjG79Hxrg9nyM26VOux77733/e9/f3x83GAwjI+Pg3sd9nI5nc62tjbpqfNKsCvhogTssc9kMg0NDaToojPlHiCKYiAQ0Ol0Vqt1V3HmKkEmk4Gt+LKsOaqIlWg0ms/nTSaTuuELEEIcx6VSqUwm09LSoroEhCMSFEU1NDRUkpX5KUENdxfkcrnV1dW5uTmPxyP13iI1RFU6nb57967Vah0YGCDu1EoUhB35B2vvvXv3+vr6uru7d6s6lSb98P9rgc3R8anF9Q2NyWLVUU0eh8OgYRBCSCxpIq+sZDhElMlkjh07plwdl4dMVccIUQgZNMhlMbmc1i2W3wxHHkxOz7S7mwa7tQ+TIyg+EeNEItHb2wuntoiLjKZpl8t19OhRt9vNPN5wy3DkCeJtEiGr1uCEHF8Oh+NhUjX1gDEOh8MzMzMejwfOR6irta2srMCxIIfDoa6oyuVyS0tLGxsbfr9frbYm3x6Lxe7du6fRaE6dOiVLiaJKQTWC+pqs9JthR0stQkVQih1OSL3qxpLNswB1ejm8TdOJPBfL5DQOa4PL5rKYjPTPhGuVpZCti2ivDkDpJYOQSc/43M7FcDLD8okcm+cFEdEioqQxFgh0Ot2hQ4cgZop0Mz9N01arta2tDQbG4xwV1KNbkVSBlP9apKoFUI+GF1C3xqhaZtWGgQnbh9WlXHTUP+USFtVCyBJzid1uHxwcHBwclP5a5QAj77rd7l/+5V9GErmgSl1TFKXRaDweDxBHj9qCqyONMEIiQs3drf6ufYblSIHNNjtbTRqGflgQRSFEsnnvoTiGYU6cOLE37qSuGIQe7uISENIxqM1lGxEKjF7vaW7v2n8AM8RODIrqz0SMwWB4/vnnKyzl8YwNq9V67Nix48ePq0hTKmG//OUvq0gZALXU1tbW3t5O7qhbXUeOHEEIKXehVA+bzXb48OFDhw6pRVn67X6/v6mp6emXqjKoNgnDHo4dDdLVLOSRQtWSbR7YG2VZETLIjHd73lQAEBAKx9iteJLNF0waxu92GbTanwWQxRhVYZqQvrVbPolnSQoGIR2N/G67Xa/leT6WyQXCMR4h2X6lCnfhyEJwVVmTFaLod6lIvBZfQW2D7Iuq0SeQzTbqkq1y+40M0npAj9b54+lC1UNNTZaSeP8xxizLhsPhcDh84MCB6teJMvUHTjoYDIampiY4IySlvLckcUABzoMuLi56vV6PxyNdm+ya/0d3BcCRr3A8kUplsMAbNbomt414kUCBrGY4iaK4urpaKBRaW1sr3OMi+yKMMQUq9/Y9LYW8LodJy1AizmSyoUi80O4yPPz1oWW2Qt+UbGsORVF7a6YKAWXlcrlgMJhMJtva2lRMUwQQBGFqaspoNHo8HrXidhMJBTFczGYzxDZSERjjtbW1ZDLpdDpVVwzz+Xw4HE4kEgcOHFCLMqETj8fX1tZomm5vb4fjLarQrzVU6+IyjQ/698bGxsTEBNnzXGWlSNXJbDY7PT29tLSUyWRkv6LqgiiLoghBrSKRiGyqJHr63ihjhASEoolMJp/DgmjSMo1Oh6FIuqw9AoTs4uJiPp+v8BVZi0gvwWKgYVCDw2oxaCmEM9lsKJ7kKCRdMpSqjTLLAvJATUMvQ1ksywYCgfHxcYhBo24RgiDMzMysrKyoeACJVFEsFpufn4dgOuqCoqiNjY25ublgMKi6Ms6y7MbGBoSIIzfVKiKVSk1PT0MiO1UIPh7UZAsX3j5rDJk5SKB+VUxLeDtmhM1mM5vNqmQelnHFMIzdblfuEdk1/4pnBYQS2WwuX6Bp2qzTNTisWpoqLmmK7Y3dESaTido+6rrH2qYg6tLDVbaWRi6bxWjQ0homzwvRdJpDSEQII5qC/6NHypIuFSthoKYrPnBgGo1Gh8NB9mur6B1FCFmtVpPJpGL6awKdTmc2m1XfGQYwGo1Wq7UWW/ohPILFYnlkwq6iwmVuRoiJ/GxlRqjh7gKbzTYwMAC+ZsDe5Kz0FfK33W5X3edA5gaXy/Xaa68px+Qe+H/EaowQRiiby7MFjqIog45x2606DVmlV2s91Gg0x44dq4YCcIykawKE3HbGajQwDMXyQiyVLmCEKYQRRg/l6V6qSDV3YllQFAUnvqpsxKLAGOt0uldffbVqNouAoijImkPKUtePRNzRqlts4MTXwYMHq2S46F5mn88HIZufLdQk/8Sef93xFWIFr1HmDKSwe5RhpgyIekY9qqiJCGULHM+LCCGzUeuwMxr64WOU9OXq1LtqPAMY0Qg9PH9BIaRFyEEjp8Wo1+oKHJdK54BRCiOKYuDJMjaHUoyVr2TVUTmHlaNGXiMl1J2KZKRUH0fEa1c9HfK3ujuIHj9qeOIrk8lsbm6ura2dOnVKxVUPVDSE5TcajR0dHeTUiirdEYJQjI2NtbW1QTh35TPlC8IYo+39/Jj6mfQUEeIRSqWz+QKv02jtZpNNgzSKgwB75hxMhPl8vre3d89uAbk8QohByGLQ6XW6dCaXzOYKPBI1u+julew5qR0ymczq6urW1tb+/fsbGhqUZo09s4QxhihcZrO5ubnZ5XKpyDaG1PGrqzabra+vT0XKgOnp6UQi4fF4VE8xkMlkAoFAOBw+deqUWvtkSRttbW3Nzs4yDHPgwAHV0w/XDjU0bRQKBUgBIg28pBZYll1ZWdnc3JSawNWytbEsu7q6mkwmyR3ZM7vUZ0WERLzt+IqnMyxX0OoYm8FgeGjRRAiJGAsPyVKS/3YDURTD4fDm5iZEca6cz/JgELIaDXoNw4tCiuWyPBIQEh/u2dtZj5Ou06tnZrfgOC4SiaysrORyOSUz1bAEuyPW1tYgz5gq3EqRSqUCgUA0GkU10Jej0ej6+ro0TKha4DguGo1CkjTV2c7lcmtra+vr6+BLf1ZQQ00WfFNFU4JXaZlFCEESN5PJVH1+UxkgPrHP51MqgxWyTVE/MxJgClHbM5mIUB6hWCabL/AWk8FiMNC7FqQ7cO5wOPR6vSxDcDUAUW8y6PU6nSjgXJ5NZkVOT6vJdy2h0WgcDkdTU5MywEX1oGka0hfWwoNkNpu9Xi9sO1N9fnI4HKIogjKo7gpDq9Xa7fbGxka1NB4pHYPB4PP5IOxU9cQfG2q4u8BisfT19e3bt09Z3XvwHclesdvtn//852uxAmUYxuFwfP7zn5eWDn9XvsCkyGkoyZ5TAaEUh9J5jhN4nU5nNOrJ06iiOpGfsJKBpmnZ+bo9Q7q1gUbIqNXqNQwWRZYTMtk8bzNRD8W4iFDJOinqsaw1ZAVZLBap91UVhxt5XaPRvPTSS6p/GhD0+/2QphPVoPYOHDhA/laXstls3r9/f19fnypkZY3l9Xohrd+zhVodu4Y/VOkcZUzg1KOnQWoBpc9kV8VJXxcxSmURK4gYY4ZGRr0WNHy1PoHURvXUKImEpRAyGY06yIomiLl8QRQf7pRAZVey0rp6Uj4u9CiHqmwtkHZvZRHVg1iNlSWqglpvm1N3L4T0X5LVURXijw01NBekUqnV1dXl5eWXX355twHulJDps7FYbGRkxGKxkJhPSKW+CDH8R0ZGuru729vblbaOivYnwez16IMCQrlCocBxCCEtzRh1WsnvlVgOdpgRIa10Lpc7ePCgbKMi2s2uVaXvy6DVaBkGISwIQibPCiLRz2klSalzCfKYajQakiHqMbu/UqnUwsLC5ubm4cOHIUWjijzwPH/lyhWbzdbW1ub1etUVLoFAYGFhwel0Hjx4UBWaBBRFjY2NRSIRn89X3qtW4RdJuw1klQ8Ggy+99FL124dlO4uCweD4+DgEpwdDyhPxpu4WNRSy4KYPh8MkI3GVfgbpJTg0ID0Ukkz+FfaJ8o8Bcb/fv2MkoaKkKIoiPi+8HTkQISSIKM8WCgIviqJOyxh1+p9FLXiU2t7qCmOcTCZJqpUiXJVlG5WYP2iE9FqdQadBCHGikGdZnucRkhvFCM1sNru6ugojbXNz8/Tp0wMDA9J4fY9zYAiCkEgkIpEIyeOiYukQwBdjDH6Y6slKecvlcrFYTGp8VJHzdDodi8UgAHYZVFgcWUJRFMVxXDqdhmpRvbkhxYZGo4GkcEor4tOJGgpZvV7v8Xi6u7t3jG2qbIYdG8ZgMHR2dhqNxj1sDitvzaAoymg0dnZ2Op1OsouwFIclmdy+/ahoQyzHC4KIEGIYWq/TohLa6d66Dk3TPp8vn89LE5QWZb6MCfVnO3y3/6UQ0mm3c1NjnOcKYjHuCE3IXXj+/Plbt27Nzc392Z/9WXd3t/SZPQy8Xa1UpGMbfJhardZisVReXIVgGKajo8NkMu1qoVbGVC3922aztba2SjcqFbWE7K2r/P/J+9MoOY7rQBiNyKx9r67q6n1f0UBjBwiABAGR4CKKIkXy2bIkS7Kt+SSPPbYljTzfWPYZj8fnm3ek8cgjj8+88ViyxKddIinuCwhiJ9AAGt3ofV+qu7qru6q69r0yM96Piw4mshZUd2VB5PM9ODidWZk3IiNu3Lhx18rKSpVKJYvbGV0IMEcqlaqyslJcqXcbJ6p8rRgMhubmZlpzt/TO3xsoI5PV6XQtLS0tLS13fTK3MFgQTCbTfffdJ9bOSCav8GWBVliWNRqNhw8fFguVlIboK9ugeEJQJs0LBEMrasVtdUHhF4snSpZlOzs7Je+iopnabQ5Ila0i/QUtxM0JJM1xOYed/sEwDIQ7r62tgUSTU+WypcVWjBgu/RCMEUI6na6zs1NivSwGSfYz2a8oFIoDBw5sdbWLvz3fuxhjh8NRWVmZr2n6WIFfC0BbW1spzK5AH3Q6XWtrawH32+0xR3iroqJCUifiIwFlZLLlOxXmpNHCwtpW5abCa7JIli1JP0AIymR4QUAYY5ZlFQpGXNprS0f4Ivsv/oripyP7IZbFDIMwxkRA6QzPE1FIW9auY7VaH3jggaqqKp1O9/d///f5zBTb2Fm39FjpbRVDQhKquCvmAgegAjSWD6cE21b3LXGHi3y3GBm8fLCNM9CHAcpr+HI6nfPz86dOnRJrfwoMUzG8DCGEMfb5fNeuXTMYDDt27Chsc9iSNIcQ4jguFApduXKlu7u7ra0tZ+3MYvt/R8AXIuSDegEMwkr2jsEvZnEWvsnz/ODgYCwW27t3r8lkknxyPnYgxSwQhDHCIskUIQXDsJhBCPEI8zwhIsaZ3TGGYdRqtVqtprbgfHyWPk9TCBW5fopfaeFweGZmZmVl5cCBA9k1HEtcsZlM5uzZsxaLpaWlxeFwbINx5/uJELKysjI1NQVle/JlGCgsVBaAW7dueb3e2tpa6tyW792t7v2RSATKzzz88MNbKlxSjEFidXV1aGgIktPLG2JXVihjxBesLkkubaovy/n8lk6F6XQ6k8ncNVc3XbqFJ1j8PNRSJKJUUkVmBMcYixMPMOiOJgkhHBF4RBBCDPuB0lP8QPFyH8ryJ8MY8zwvHpMiP/mOmwwW+e0KBBGMEItvDyMhPNksnVCgCbIJ+RoSA8uyEFGSr7BxNuCiXfcIIZlMJpVK5Xy4dJmoGArcHmCMOY4DG2bxGQboZxYef47j0um0OBshbfSudwqDIAgcx2VjRiI+nt1bcUMFWhQEAfxVipn6Dw+UtyQ4ZJkDEonH48FgMJFINDY2KpXKcDgcCoUEQaitrVUqlcFgEGypECEWCAQCgYDBYIDSe36/PxKJWK1Wg8FACPH7/ZALXKVSKRQKt9udTqebmpoIIdFoNBQKEUIgg1EgEIhEIizLghQDEZAajQbkjvX19WQyaTQaIfuB2+3OZDIWi0Wv1+/YsYPjuLW1NZvNplaroTiuWq2uqqoihITD4WAwqFarq6urCSEbGxuxWEyn04ESzb3mzqTSRqMRNtvl5WUBEaPZitRGYZM4GIKA9y86XUatymKxKBSKVCq1trZmNputVqsgCOFwOBAI2Gw2s9nMcZzP54vH4xUVFRaLJZ1OQ6ZRq9VqMpnS6bTL5VKpVBaLxeFwMAwzOztrMpkgYWM6nXY6nXa73Wg0siwbj8ddLldtba3BYAB/Nb/fX1dXp9VqU6lUIBCIxWJwGY/Hff4Az6pZzKqVys1FyyPCIIQikZhn3W02myGRYDgc9ng8lZWVer2eZdlkMun1egVBUCgUhJBAIOD3+5ubmyGZgMfjoZsox3ETExMcx83Pz/f19c3NzcEQEUKqq6sNBoNCoVCr1UBIGxsb0WjUbrfrdDoY+WQyCaYtCOPmeb62tpZhGCCwdDpdX19vMpkymYzT6VSpVDU1NYQQj8eTTCa1Wi04t7vdbo7j9Ho9TNnq6iohxGw2GwwGKEnLsqzdblcoFPBdGo0GzDtNTU2w2UOHfT5fLBYzGo02m43n+fX19UwmYzKZYEIh4bTJZDKZTISQhYUFrVZrNps1Gg0hZGlpyWg0ms1mGL1QKFRdXW2z2egc2Ww2i8UCcavRaLSystJoNKbT6bW1NYSQzWYzGAypVMrlcmk0GqvVqtfrk8mk0+m0Wq1ms1mlUsFldXV1ZWWlyWRSqVSTk5ONjY1arTaTyYTD4Y2NjebmZrVaDb4NsVisoaFBo9HEYrGNjQ0YW7VaDU8qlUqHw6FSqUKhkNfrtVgs8C1mszkajUajUTA2BoPBUChUX1+vVCpTqVQoFIrH483NzRhjqMibyWQaGxthyiAzb21tLcbY7/eHw2FYZXB4DYfD9fX11NL4UVEdlFGS5TguGo16vV7YjX0+X39//+nTpyHQe3V19fLlyxcuXEgkEoQQp9N57ty5GzduQC6C+fn5s2fPTkxMgOfN4uLixYsXXS5XJpPJZDITExM3b97s7u5ubW3lef7WrVuXL19GCGGM3W53X1/flStXoA9zc3OXLl3q7+8HBjE5OXn+/PmhoSGYm+Hh4QsXLszMzMDl4ODglStXPB6PTqfbsWOH0+m8ceNGNBpFCAWDwb6+vlu3bgGepaWlixcvDg8PQysTExPnz58fGxtDCCFCBvpvAlp4+MqVK1euXHE6neLtF8rTI4QuXLgwOjoajUbB2ejcuXNzc3OwXS8sLLz77rvAdBKJxNDQ0Hvvved0OhFCsVjs/fffv3DhwsrKCkIoGo2eOXOmr69PqVS2tLRwHPfmm28ODQ0FAgGMcSQSefXVV2dnZxOJRCaTcbvdv/71r2EwY7HY9PT066+/7vP5MMbBYPDmzZtvvvnmxsYGQsjn9V65cnngxg0GIY1GRcgd4snKmvvt0++MjY1B3vTV1dU333wTSjMghDY2NoaGhjiOA244Nzd3+vRpSKH985///Jvf/OZf/MVffPOb3/zLv/zLv/qrv/rJT36STCZff/31b3/723/5l3/5zW9+Ex745S9/CdM3NTXF8zzGeHp6+ty5cysrKyAxjY6OXrp0KRaLwdbb399/9erV291bWbly5crQ0FB9fX1PT8/a2trFixdv3rwJK3N0dPTixYu3pwyhgYGBixcvLi4uIoQIIQMDA319fevr6yAIX7t2bWBgIBqNQivvv//+6Ogo4LHZbCsrK8vLywghnudHRkbOnTs3OTkJlzdu3Lh48eL8/DxcXrp06cqVKzBlHMedO3fu5s2bPp8PIZROp8+cOTM+Pg4eeKANU6lUdXV1yWRybm4OxhbmemBg4N13311ZWYHJvXjx4vnz54HVhkKhd99998qVK5ByPhgMvv766yMjI6FQCCEUCARefvnl+fn5ioqK9vZ2hmFeeuklj8fD83wkEpmYmHjllVcCgQBCCAbzzTffhBfX19cvX7589uxZSOjhdrvPnj3b19cHq8Plcp0+fXp8fDyZTKrVakIIeO/BGWJmZubMmTOxWIzn+WAweOvWrbNnz4Ko63a7r127dvHiRTgNuFyua9euXb9+HX6dnp4+f/784OAgXI6Pjw8PD+v1+vb2dvAp+khwWCSjJEuP1TQFnFarhUBjiOw2mUzd3d11dXVwabPZent7BUGAQ2JNTc2BAwfUajWwHhBGKisr6aVCoYBLQRCam5srKiqgLaPR2NHRAYybEGKz2Xbu3ElPcLDx0vTbzc3NFosFNlhCSFtbW3V1dUVFBXS+q6srlUrRnF4dHR08z+v1ekKI0Wjs7e0Fj3qGYaqqqvbt2weKZoxxU1MTbOOAp7OzM5lMgmcoQqi3t1dApMLuEDYHCiEkYMTxPEFo7759FUadTqcDr4YDBw7Y7XaMsUKhqKmpOXz4MEhearW6vb3d4XBAqKVWq929e7cgCCA7a7XagwcParVaEMR0Ot3Ro0dBdIWJOH78eH19PaQ1sNlsDz74oMPhUCgUWq22oaEBYwyu3RAJXVVVBZ5DFotl167djFIbwjiTyWzS9O2N2W63HzlypNJmh7QAlZWVR48eraqqgrO/0Whsbm4eGRlJpVIMw9TV1WGMlUqlxWJ54IEHQDYBPMlk8tatW263e/fu3UeOHLFaraANEAShs7PT4XCA5AIKvsbGRqPRCFIkIaS1tbWyslKr1WKMjUZjV1cXx3HwU2Vl5Z49e2grjY2NBoMBkprD1EPaAfi1q6sLpgwmtKuri+f5iooKmIidO3fCsQzk0N27d9O8FuC9ABTFMExra6vNZoNZUCgU3d3dqVQK5ohlWeiP3W5Hm1UvDQYDfK9CoTh48KDdbtdoNBDYvXfvXqAElUpVW1t75MiRqqoqmOv29vaqqiqIwdHpdHv27CGEQKN6vf7w4cN6vd5sNsOE3n///VVVVdBho9H44IMPwqKAOTpx4gQcEXQ6XXNzs1KpBJoxGo07duyAk8QmJewSBAFo3maz7d+/nzpQOhyOI0eOVFZWAlqr1drd3Q2CP5wpVSoVjJ7BYAAyBi5hs9l6enrS6TTLsjBlcB/+b2ho0Gq1er0eLmHVy17D/B6AnMUnJKrrUCi0sLAwOzv7+OOPw8k0nU5zHGcwGBiGyWQyoFsBuuc4DlajRqNhGCaVSqXTaZVKBS6fcKnVamHaUqnU+vr60NCQ0Wjs7u62WCw8zwM1gKhLCAFqSKVSmUwGaAhe5DiOZVnws0skEjzPK5VK2H6TySQwbpAT29raWltboT/QPYwxnFPghEj99ZLJJKAFmovH4zzPq1QqoLlYLEYwYpXqDZ59e2LlH3/+ypwneGhn+588fv+pXfV8LKlmCHwmISQej8NX086r1WqVSiUIAnQeLnmeTyaTwHxh44nFYizLDg0NJZPJPXv2KBQKpVKpVCoVCgXP87FYDJ4EvW0sFtNqtUqlEsYknU6D0xXP89AKZPvnOC6RTHNK5eha6H+e7n+nb9CkVf3BJ0999khPm1kpZPhUMq5UKlUqFUwoqGKglcnJye9///v/63/9r29961vPPvus3W4HzUwmk4lEIuK0VYIgvP322//xP/7Hr3/9648//jjEZQFAAiCo6Q1DBEMNkwKEwXGcVqtlWRY6LwgCpYR0Oh0Oh5eXl1dWVvbs2QM6IiAMwKNQKGCHSCQSoNmAVuLxOIwt0Bv0Vq1WMwwDE4ExhiP2u+++azKZ2traYC+E/oB+AyiBEEIJLBaLAdOEkYcpUyqVsH9Eo1EYTJij5eXl6elpu92+f//+dDqdTqcllABDzfM87Z5SqeQ4LpFIgO2RTj20CEMUjUa1Wu3w8LDX662urm5tbYWpB7SZTAa0PXCWopcgkyKEYKgzmUwymWQYBlgnXELno9Ho7OzsysrKo48+ChISxcMwDKAFJoAQgmAiyrtpbBHsmtAfOkfJZNLlck1MTCgUivvuu+8jZPgqi04Wb/pLqtVqWn6G+loihIDyxMmigCNQNg3iJ0UovsQYQ30LUMiCOPbB9ygUMLWweWS/iESbAX0R7sAliGxKpVKn08FkE0Iknad8EAB0avRS7JoO7J5AJhUBAWtAmyp8hJBBrxHPARSFBGwajYbmjgKCpjhZlhU7bIBED3wB6NJoNNKxZVkWlIBwR6FQgJiDNiMvKGaoGEQ7oFAodAYFhxBPbpv+MMYQlYAQUipZlfKD3sIM0kvQh2BRUACMmEqlkrg6ptNp8IXQ6/VVVVX19fUoP8DWRT8NRh4uxZ2HGQQeRImExiMQQiRJucTO7fDrpqGP0J1VMkQAarVar9cDD6UERvtA5wjGRBwQgTGWxEfA1NNWoPYMEIyYjMWUAE+K8SgUCnFENUy9+GGYemCIGo0GRp6ipeMAEgM0BPQvXp50rmmjlG6ht0ajEVY3jAkdFiqIAEjwSC4lTABWvVarlciFH37NrPzVatEmk6WlZLOzEeI85n7JnQLDZzAYdu/erVKpwBSWbZrEIsv7XadB/CtQLXhBFfragkhyAoMRywLhYYFgTuDzOULlREWfyTdKhJDm5uZMJlM4Ci7naOQbInCWEAjmCSIIs4goWQYzYAG77TyRr7ccx8F+IOZf2Q+n02lQxIM4WaDnSOQrUmBOsch3DdK6V1VViUvVil8kWY6rkssCwLJsT0+PQqHIjviSNJGz0WyE4ikG1Q1dO9mvbI+5wFuNjY1VVVV3jZbM7nlOED+g0WgghblkGMW93VLPxQ+bzeaenh7J/vQh57CoHJKsWDg1m81UkqVQ5BBLHpNcUpsjXXIoi8vTxYbze4xmAwjgUEooJ5FJWkTFERCDEMZIxSrgyMnzPHVzKaCxoT9lf6m4P9AowzBUoVlgQUr6nM1l7ngYIYLAvff2uyzLQjZZjHPPER18kGWoG2yBUQINLCHkrsqrfLtpvv6DFpgq8rKfLExmOQeTAsQxo7tRVGGGm+9JECTx5rkn24sLZ0UhZiOhXyR50mKxZM/7XVHlo0DxA7Dq6VFJ/NWSnmOMBUEofktDCIll7Y8QyF/hh/4NOrJYLCYRT4ocI/GCRFk+oZB9JpFIgLgk5qQ5SQHncc7NBhDBYrEYaF3zvSgmDsmyFHcbIYREJbSVSiWLEcaMIJAUl8uZMFcrEt6U3SX6yalUCvSA2Xgk33jXLYcQIiBeQEhAKM1zPJ9BRGAwUilZ2iHxUKOs2QedO60tms28sj+z+PUjeV3yafRXQRDS6XQ8Hqd0IhkcCfPKN7b5+kCJsMhuS+gz3xchhEC7CprQfH6y2SOWc+olCwToJJFI5KwvkG+ZSPb7fI/RVS+Z7pz8Ouf6Ine694pfBH8YcMXJ2fqHE8rowhWJRMbGxl577bV4PF4Knpw7diAQeOeddy5fvgy+R/RJ8Vvwh3i2iuGzPM8HAoG33nprdnYWFk8uvllUtz/4HyEE6axUClgwPM9zHEdZ1VY3npzPcxzX399/+fJl8BQW/1Qk4xBLdhhjjDBIshmeS/O3h0KjVCmwlDGJL/1+/+XLl3/xi1+cOXMmnU6/9NJL3//+9y9duiT2IS9wXi44AHf/BPGwI4Qikcjg4ODrr7++trYm+SkfkuIZPcdxZ86cuX79usfjkfxUvEiefQfk+uXl5XPnzg0NDRWJEOUfVcrW6QgMDw+Di+RdcebrcL5Rikajw8PD77777pY2nuzLnPjX1tZOnz599uzZQCCwpcX4m4UyBiOADp66ZZQCOOvUplQq7Xa7Xq+/a/mZ7EVV+HSPMQbk9LCWE1VxcEctA4ZFapVCyWKGYTKckEylkVjKpSBJeVA0YIzNZrPEekB/KhIDKGE3n2ZAkk2mMhAQrFQwGo268HxCXDLLsseOHTt69KhareZ5PhwOizMub30ktwngGAdJp2RHjjGGEIB8VodtACVICCigysdiEBZ+RvwruHmAe2LJRH4HgKktmUyWY4rVarXNZqNOILLjLxPIzGTFcwaed3V1dWJL7va09dnvGo3GQ4cOSar9SPSM+fAUlmXAUn/48GGVSgXuezkfu2tXEULilwgiLMI6jVKlVGCMMwIfT2dI1lulkA7Lsh0dHYIgiO3v24M79iGE4ql0OsNjjFkWa9RKlimEXKPRNDU1QVyT0WiEMD+z2VyOKu45Qdx58CptaWkpRxkulmUPHDhA40pkAdrzyspKi8UCFCg7Q2ltbW1qahI7zMjVBOTea2hokKtUrRgqKioOHTqEECrHbJYPZA5GEPM4jLFCoRAbl1EJ+6SEe4J5CmMsXrqFT9PFNwQBFNmaxGJA7DCA4FgNo4EwwyCDhlWyDEIknckkUsnbRWU/EGcx/W97PQc/G7CtbY+pYclXIIQQSmcyGY5HDFaxCr32A0mWZHWWEGIymSCZf2GbUvmAkgoMBfiW0jUvYzdgwMW5U2UB6CFLPVHKMGjg1kaRy9gEXfVI1qEGVHRXuGcbtiwgW1+zOWkmkwkEAuUrCb6ysrK2tgZRuUikLy9eWUMfFr8iCAK4PUNqheyHi4Rsjq9AyKxBBq1SoVBkMnwslUbgI7WJuUSKFJcEh6inUrBR4BCKp1LJDIcIVimUWrVKwealmwIb6j0+38EGDEUulpeXwR6YzfdLaYLnebfb7fP55C0JDsqxaDTqdruhJLi8QAgJBAKrq6tQElxe5Saseoh7Ln3G6fKkY7KysrK6ukrrXHwkoIwbQiwWm5ubu3z5sowjQqctHA5DZDqE59OfYHMuQDcS20v2Tg4KxKtXrwKhIJE5qDDm2z2Ef5uoxVTGIKRGqMJgUCmUaU6IxpPcB78UBiGn8lYCPM9PTEwMDQ1BlH0xvc37FZggJGzW3EXxJJdKpxmG0aoVZr1SgRFGwubXSft2V/P0PQNCSDwen5qaev/998FAKi/f53n++vXrIyMj5WCFHo+nv79/ZmZGXrRAGDMzMzdu3FhYWEByb37xeHx2dvbatWu06FQp2MTGGIyxz+fr6+u7du0apFD4qEC5DF+EEChEAQFIsuOn5WdyVv4oUiErBokiArIcZLPgYnS++YBBSIWQWa/XqpWRWCKaSHEQCYYxIQww81IoHtw2U6kUtcOUgu02m4ZK5olkiuMVStag1eg1dyGafI3ee0sFxlilUomjaWUBMak0NTVttfxMkWA0GhsbG7caEVMkQBqQckSmqlQqSLkglyLiA9sAIZAQQxLz9uGHcjFZIOuWlpbW1lZ5RRggcaPReOTIERnR0rkE8+jRo0fFzeV7eAv4N/83alUqhZLno5FEOsYjK4vIbT57Bz3d2URRBw6WZbu7uymGrfbw9ou8gBkGYQZj4PqIRyiSjKczGSWrMOpUKgZlWzTyqTvusS8BbZS2CAlcsqvylKi1RwhBrgOww5SDwquqqiAjjLwAnW9vb5cdMwBYGtva2mSfdIyxzWb7KJafKW/SbnAFlxcnnTyatDtbr1oM0Ys5WvavkNK4RF8IaYsIKRDSadVqJcsTIZJIBiIok+VVXUqjkGKjFF0BFtWORAjxCMUQCsfjqVRGpWSter0KiQvqfKAyozL+Hdjy2G3IJmyjh3f/hDu1rpDcB2YTlcxhKYDWG4hQ3g+hTDyTyZTDnoE2k3aXAzkMOOR5kR1gTCQDfu/VUFuFsjBZ+OxEIuFyuQYHB+XVyQLyaDQ6MjIyPT0diUTowYQO95ZWkeRhyFQ0NDQEiaW3PIXktklegpY6v+rUapWSFQQhnk5vhKPcpj6T9p98UFB8a8Dz/OLi4vT0NNhhtsFKCCFIpEgmCPMI+cNCJJHmeV6jVJn1WrEYm0+dclcon92cAsxdIpFwOp1DQ0OhUAhneVuXCIIgjI2Nzc/Py64iJIT4fL6JiQnIISs7LC0tjY+PQ953eSGVSi0vL4+MjJSjYEQwGBwZGaEpjAHuvRpKDMXwh60x2SI5Dnx2Mpl0u93j4+MyCrN0kcTj8cnJyYWFBclwl76tCYIA1hJIeyzllSXgZxDCCJn1Oo1KJSASTWZ8wVBGQMKmj8FtTR/aJtUQQlwu18LCAmRB3KqXRU75N8MjfygWjad5XlApWavRoLjzxW319F4AMHFIEz45OQl8UN4FyfP89PT00tIS5K6WF0Kh0NzcHGT4lh3cbvfMzAzk+ZYXUqmU2+2enp6WeOaUiBYwRCKRqampmZkZed05SulS9oE4+2OL0snS5bclGtVoNFCspRzBNlqttqOjQ5ymTwylCCyQfLazsxMyCW0ZVZ5nQUBUIlRhMOi1aoRQKiN4gqE0X0Vk0oxjjGtra1Op1FaDET4QorMO1DxB3mA0mkwLgqBTq+xmo+L2zvzRcFSEREKQi1p25CzLtre36/X6chi+zGZzS0tLObqNEKqpqdFqteXQb6pUqurqagkFymX+MhgMHR0dOQ1f8p5RCoNYPybpIcr1sUUtbwmvybZmSH6FvyH2o6WlJWcXi/8e2pb4RZPJdOjQoWwxs3hhNp9NBgIxDx8+LH5M7EdSZM+zgUGIQajaZjEbDVjBRjlhdSOcypnpItvLvwhgWVZi4dk2EELAjYsX0FogGEvxCGOzwVDrsIkpBmOMtqnbuEeg0+na29s7OjrondJXI8UAEV+ldjEPOBwOqD8mOxBCWltb6d/y8iatVgvIy3HKAcNXzvNlfqPxHY+hXDH6xYD4la2+W6wMdVeNp4QNwWEB0qBIspNte1LFphVCCGTXVigUNPwD50olUxibpPMAoF9nWRaiboqcwmKARajGrqmsMKvV6pggrG4E0xl+cxYEglgE3HW7LUCuKXE29CLhg7GFFzfnOskhtz8cTnMKJVth0jdU2lQIMbc1zwQjjD/cIi0hBIiQFiAoXTMrpkOO47AonaNcgDGGZJgYYxljdsXIISawHMGvgFz2bqNNfoIQgkA7tJWoQrDDUxoossWcTK9wK9k/FUUZ4pZwrmrMYuEZfmIYJhqNTk9Pnz17thQFSk6xHGMcCoUuX748MDAAdd9o01syp9APEb8C+U0uXbq0tLQEDtXbNqlJvwUhFqGlhdWVxZlULMyo1CsbgQQvcMCwMCYlSIVAQysrK4uLi/kqYEuez9FDjAkitBsEoQxBLm+AZxR8Ju1ZcS5OTzH8baIhhKAPn05WrPdACEWj0fHx8QsXLkC9QgBZZDeMsSAIk5OTi4uLUGNVRiCErK2tXb9+fWpqSl6RELCtrKxMT0+Xw/CVTCZBCV4O7xGv13vx4sUrV65AeUckMr1So0L2W3SN02Df4lvMaaHdKv0UxWQlm392q7Tf4lg6KGXs8Xhk9BQRa5epCxcSjeOWsFGRREIQgBy+RXzEQFucoc1oKAEhYfM1gcVClU5r0+s4nqxthDZiiSRB5Lb8WpJ4xXHc0NBQX18fJcHCz2ffJASEU4wQ4iGgluNd/mCCJ3q1qkKn0bCIJbdjvVgMGoUPF2Qfp2ghKXhArpVPCOE47sKFCwMDA2IOLhdyWg6reA1YMQAjMz4+fvHiRdnDyRBCsVhsfHz8/Pnz5fDignrsPp8vG3k+6SpbhVj6FisIQiQSuXz58tramiSz7cLCwsWLF2mCSoAtqAuyb9IPAOc1Wj8OftJoNLW1tVC1EBWUsYsHigEqxEGxv3zdKxJhtpUQknZL5MFtHTOZ7HBYPh5HiaiCT2GlPhCLrwcj0RqLTs2wd/qfbkNnlMlkFhYWfD7f8ePHt4EkWxZICsgXjXrDUQ5hPeGZVJxPJBHJIEEFzPhDC/Q4RQhJJpPRaJQuS7lUkBjjTCYDRbzFOl+5IJPJxONxWhFZXuQgydLCzDICJBUZHx8HhiBvz81m844dO/CdVdcQQuAKjRDKjuuTfeiSyeT4+PgLL7wwOzv70EMPPfzwwzD7hJDXX3/97NmzKysrer3+Bz/4AX1ly3Ztyc4QiURWV1cXFxdra2uh6DR9RqfTNTY2NjY2wpNbOsUX5ukYY8gNXF1d3dzcvNVPyG5FopCNRCK3bt2yWq1tbW1Qr7QEneymvhghhAREBOf87OLURCKY1jbURpIxl8cfbKqqVN+xD+VugnyAKBtA0eb3+2GfJ4QAiym+t1QWABFeQCic4lY3guF4UqXSZDYiK3O+uXrTyd1tSKHYNOPJAOWwkNCvjsfjTqdzcHCwp6ensbFRdjuPx+MxGo3gMycXZhgQv98/Pj7e1NR0+PDhUjBnUy8hJBQK+Xy+SCQi+4DA+dXr9d611lzxQDtptVqtVmt2n3men52d9Xq9NTU1DQ0NUGE3+/VSmgYAz9FXXnnl+eef93q9KysrFRUVHR0dqVTqxo0bP/nJT4aGhrKjPPKuk3ykT9dhIpHwer23bt36p3/6pz/+4z++ceMGPZHRZ6BM9FZX0V05LELI6/W+9NJLZ86cyU5KX3wrYtmNdjKTyXi93hdffHFsbEzi4bslhW8+6O+7NtTfF9nwVlhMaU5weQMb8dQm/ywJOeQPg4LkqATaum1SQCiU4pzr/ngyrddq0rHQ5MjAlcsXhExJR4dskF3WEEMoFLp27doLL7zgcrlkb4sQEo1GobaNjGiBMhcWFt54443+/v4S1QXiT6ZbOFSIgdrmMvR4E8AwkEqloEKMLNunmIwBOajy6K8gT7z//vvf/va3/+7v/q6/v399fV08KSXZUe40Qbnd7pdeeunSpUtPPvmk1Wq9efPm5ORkJpNZWVn56le/Go/HP/nJT/7+7//+7/zO74iR5JVkC/QMisJfuHABam94vV4o5iw5fYTD4YWFhcnJyU9+8pOS6sdFgvggLxHxwB3PbrfndMIthr+I2auYe7IsC8iNRiO1RW47PSsSC6CEQQQZtLqW2uqorVqtUQmCsOwLbCTSHEIIMaJQq1zs9m6kAqp9ekbbHm3RMecQ8qf4ebc3zfEqBtdVV2hwvdlsJgxoCqgaZPvybOFpkkXIUiqVVqu1pqZGUgNcFmAYBhKz0krvMoJer3c4HFCRUHbkQCoyuhaID2FAhHK5W4i/fXV1tb+/X6FQHD16FJx84VeFQlFXV6dWq1944YW33nrrwQcfPHXq1PHjx3fs2JGzk8V/juSVSCSyY8eOvXv37tu3L51Ov/3225FIZGBg4K233mJZ9stf/vL9998P2ZzF2HIz2Zy9SaVSS0tLo6OjAwMDAwMDLpdrbW0tEAiwLPuxj32sqqqKEYW9ww7AcRw4FRXzYdlQYERgLiXELZF2i0Se04hHy/8ByOagg1E6nawwaiurbbxFx2Ky5PFtxDO8iLGWsvvjTShgbC0GCUJIQCgQTy+41wjPVRp1NmIX0r5MOgnmv21rZLO1NIXPTKUDsMLtlUwuDOVQdIiXt4ysKhtkOZaJsSHRlG0v4X1OkEiyICBLRh5j3Nra2tnZ+frrr0ej0fPnz09MTLz22mu7du3at2/f7t276+vrDQbDllRnkj8AmpuboZSRTqd79NFHBwYGTp8+7Xa7DQbDX//1X99333051dy5mSxFnUwmg8Gg2+1eXl5eWFiYnZ2dmZmZmZlZWlqi0rhWq33sscdqa2slr2u1WtheylErAmOsUqm0Wq14Ny6ew2YDfVGhUNhsNpVKpVKpJL5+xSG/o64XEgugGCHCYCTUWPRVLXV8a+Ppi5c9fr83FI6RWgOGuFshSzbMvpMb1Go1jEnptV4gw2EgmVpe9xI+09lU15hiPIl1FAsJm+Uetsdns7XbarUaPKkNBoNCodhqmejCAIXmlEqlBKGM+LVarYwxjZRbGY1GWp5DdlAoFBqNphzSvU6nMxgMUBdKlkEWIzGbzT09PdAK3KFU1NDQ0N3dbTQao9Goz+fzer1zc3MjIyP9/f0tLS2dnZ1tbW0NDQ01NTV2u33bHAnKyyOEOI47evRodXX11atXDQbDv/t3/+7kyZP5Av8+YLLpdDqVSiWTyUQikUwmQbvn9XqdTufMzMzExMT4+LjX681ORMAwTEVFhdfrBc8h8aBAANz8/Pz2Pgkgp3uW0+lMJpOxWGx5eblE/boYPyiVotFoMplcX1+fnZ0VUzndPwtSj5TJSmBjY4NPJVWEJyxRsjjOodkVz/CEpk6VwRynxEgAdy5SFDYxQJ1dyB4PaaS3ROUfSAcMFpBiQ6GbXFoPJtIsy+iVrDZDcDoVCASmpqZgwDHDECKPqOL1enmeDwaD8/PzkAcg56QXA2IlGsZ4fX09FApB1pLJyUnxM9vuMH09FovF43EoYSCXQysgFwTB4/HE43Gfz0e7LSNsbGzE4/GNjQ3ZkUej0WAwGI1G5+bmZC93iDGGw+vS0hK9SdV9hBCj0UhtEpAbaGlpiRBSXV3d1dXV09PT2dnZ0dFhs9kgIh9EQJ1OBwJKzkNtTr2BQqFoamqqrq4mhBgMho997GNqtTqfEKag74dCIZfLtbS05HQ6nU6ny+VaXl6en59fX1+nX5iTjFKp1AsvvGAymcTJuUEbrVAolErlNmxfdwWgj9XV1UAgUFlZuW082ePIcVwgEJiZmXn11VcnJiYkGcep1X57zWFMrlzp4zhuyhthliI6g4lT66+OTvpvXbQmfAouo0Ak2/cUEwTcjGCUzzOVEJJOpwcHBxOJRCqVgv22eLiTwzICo/BrrNOaKsZs0yWTV/veNzhvhaaHE5Hw/+d//x8Q8DFBhGyHzUpoMZ1Oz8/PJ5PJN954Y2Zmhkbrb5vPIhGthsPh6elpl8v14osvXrlyZRuoCkAmk5menl5fX3e5XDU1NTISOSFkaWlpenra6XRC4Rx5udXg4KDH4/H5fPPz86Vo8yTvEkIikcj8/Pzq6uo//MM/yMVkwSiCEAJ+ghBKpVKS8jYMw0BshVgSotvt2tra2trahQsXEEKVlZXNzc1NTU319fUNDQ2NjY0tLS319fV2u12ipBarKcSqLYwxz/Pgo6ZSqRKJhNvtttls+XTcHwzTwsLCyMjIjRs3+vv7h4eHQ6EQIJJ424o/gH6eVqvNWdBQ8qnbA8kBE1CBnRGUBrC50Sa2RJHZhAIjmEwmobY2TLB8JC6kUhmEUFpfgVp6G04+IVgc0TVX+tb5xPQtDZdSEu6DwAXapSKYLEA6nSaEAHFvdWXeJiOMeKRIsUpc36Hc/1Bl+y4cDzivvIenbygC64TPaNW3z5iQvFtAOZMv3AXEdhKymfKVDvg2EBZoCIIR1Gp19hLaBlnSt+ATEokEVKulhY1LBPr5kEwWCkGWjlaCHBLsAo8osdsSxTq1xEiC6eWCbHUTZXzQNLjTFcAAdjnQ8/T29h46dOjw4cN79uxpaWkp7PglvhOPx995551vf/vbN2/ebGxs/L3f+70//dM/hTIW2S9+QGfRaDQUCvn9/kAgEAgEgsGgy+VyOp1zc3Nzc3Mul0vMbcUEajQav/a1r0FOLLH0Af5bsVissrKydDumZC6dTuePfvQjh8Px8MMPQxp2ut1tDyEFSI73ox/96Pjx40ePHgW9Ff3ebduU6PM/+tGPNry+1n2HWx9+8sz4wsRGik8lDtlVj+1qrVJwGj5DNlW3aFNpsCkt3kV1EI/HX3nllVAo9NRTT9XW1or7nPNLc3ZSEAROoQ5j1bmppXOueEqprtcyn9jXkRy9Nnb5vUwm8+Uvf5nq8ra3PiW2r0Qi0dfX9/zzz3/yk5988MEHoXiJLMd5jLHH47lw4cLw8PCnP/1pqKFLu126eJhKpb7zne/U1tbed999O3bskFeSHRgYuHTpUlNT0zPPPFPigEgAY/zyyy/Pzc3t2rXrscceKx2z+CDo8Xj6+vrGxsb+5E/+RKfTycVnAU8ymYQIZovFQo+YVJ4YGhr6l3/5F7fbTedXjEGtVtvt9ra2tvb29qamprq6OrvdbrFYrFZrRUWFxWIRx33kM6EDzlAoNDg4+J3vfGf37t0DAwPvv//+gQMHfvnLX8KRGkQ0cVjEB2dhvV5vMBjq6uoAF+iD3G736urq8vLyzMwMKDhcLpekbBxUPXnooYdgedD7PM+DktdisVDH+BJN3nTghoeH33333ZaWloceeujAgQPbYLL5WkkkEnNzc6dPnz5y5Mhzzz2n0WjEEnQpmOGP69evOzWqg/t6H3z4+HosPbM+lcxw1trOgydPHahU6wRBQAQjdhtMNpFIzM7Orq2tPfnkk83NzZKNIfv5fHORZJjFOJrMXOCXB4V4vK256fHjR70GPuGaT6VST3/yKa1eR9NzlDImt5tLJgkhP/3pT3fv3v3444/T6JXSAWO8uLgYCATW1tYefPDBkydPwieXcjQRD1o0Gv35z3/e1dX18MMPHzlyREY+KAiCwWBYWlrauXPns88+KxdaAIzx3NxcJpM5ePAgIJdLmMUYLy8vp1Ipv9//7LPPlshkxXQLeNLpNOSPNhqNECVEHwOvA4jSpHPEMIzBYACdQGtra2tra0NDQ11dHXh/iuun3ZUvCYLg9/s1Go0gCENDQz/84Q8rKioeffRRlUp18+bN+fl58DEYHx93uVx79uzJzWQlZ3zIktnU1IQ2Sx9PTEwMDw8PDw9PTEz4fD6fzxePxwVB4DhuYmLi4MGDkD2WooJjlF6vl/HUIJaA8KavH13wWzLF5htW6DbGOGdt+mI3ifzRWSzLYswyCFWqFUd2dJwbXQhG40sbofHl9b2VjZhhNqck2z/hLl8H9e4htRKdgtsYinYPJIQniJlZD8yvB+PxpFmnOtjRXKVT+IkgIB4wsyxGiCAkj3ModdikDqfyEgz0mU4iFiUKKbEhwAYpuOTtNtn035I9vxcAvtMDsvSeU+sTECF1lS19hJFopsBOJdY10cf8fv/q6ipNtK/X6202W3V1dVtb2+7du3fv3g0hf0V+rAQ/VLB+/fXX1Wo1z/PDw8Pj4+N/8zd/s3v3bo/H093dPTo6+vbbb8/Ozg4MDESjUXCBoJDXT1bcBsuy9fX19fX1jzzySCgUGhkZOXv27LvvvjszMxMOh3mev3bt2sc//vH29nbxB4BTG8dxZfJEAf4uCTMr3lqS/QzV9iYSCZD5U6kUnEpkXD8cx2V4DvOcWYX3dbZVW8yujbDLG7oxOvPc/kZhs4CCpGPFdAA6nMlkionylDwA0RYYY4LZDEI3J+bn3OsECxV67cGuNrtGKaTSmQwv0QjLYpDJZDLgskKT8pSIUAyguwcikWAuvSGMMWiT5S1khzbNmOK8NvIihxpfoMGXhcPSv+HwCqpClUolS7wDPQFD0hyMMeipxRvb/Pz8+Pg4Qgg86nbs2HHy5MlHHnnk2LFjBXLYS2wDkqM2/RvCr/7v//v/9nq9CoVix44dX/rSl06cOKHX63fu3PnAAw/09fX97d/+Lcuyhw8f/vznPy/JZXEXP9lsMBqNBw8e3Llz52c/+9nBwcG33nrrjTfeuHr1qtPp3Ldvn1hbFwgEJiYmRkdHP/OZz0DgioxA7ox0yN7ctgHiwaXse5srM89TtzeedIbwGTVG1UbUVlM1s+YPRuOzq2vuCNEZsBZLy8EW2SicaCBs/K5v5fwugpCAcISgyWW3OxTVaNT11daOeqtZiRSICIIgCALBCKQWdLtujjxRQ9l2arm4LWzGOe23pQAhRBCEtbU1m80me8YpvJl3qRzdxhiHw+H19XVaH69EECPheT4UCq2vr8uoPKFNLC4uXr58mWXZRx55hJbyhS8CFbbBYPjEJz7xxBNP7Nu3r7a2Fpy0xN0Tm8uyl4AksJPyXIwxVFAPBoN79+79/Oc//4UvfEGn0xFC2tvbjx8//qtf/crpdD766KO///u//9hjj0k6v+UEMQzDgBuz0Wg0m83t7e2PP/742bNnwUONMlmMsVqtrqysbG9vL0f6XpA38wkpWwLJcIN+J5lMAgeXcbWDQuN2odB0hkVIjVBvW/3w4rIvHFnzh/vGZix722s0DHs342ZOUCqV3d3dDofDaDRutc+3d2yEAhy6Nb/u9PqjyWS93dzb1mRUIRVCXCaTTKbB7Cc+pm1xDPJ+SDbFyzLyUC85kUiIo91LRw4cRKFQ3Hfffc3NzfKmsyKb6cBBmEWybjnw7e3t7alUCpSB8oJWq21razt8+PBWayAVA0ajsbm5mWEYcbY/jHEmk6msrHzqqaeampoOHjzY0NBgsVhyRhxISFfSw+wDNzzAsmxdXd13vvMdn89XVVUFUQ8wkiqV6uDBg//wD//g8/laW1s7OjqyUwhsv7qUQqGorKy02Wzd3d1NTU3ZcRSQ6tBsNovvy0Uudrv96aefLkdteoj4euKJJ7q6uuT1pgZUJ0+e7O3t7e7uxggpENrXXn912Dy5tBaIJs/eGt3T3WrXMEokbEqWW1CzqNXqhx56KB6Pb3vNcwhtcOjCyOR6IMIKqKnCdLirFSavubnxxInjsKVv6mS2qQIqckhlGXmz2Xzffffp9fr6+nox2tJ1hYQQpVL56U9/2mg0UuSyAIhOHR0dn/rUpyCQUl5tL8b46NGjnZ2dpaydfAvZbDYfOXKkpaWlHEzWZDKBupOalehs7tmzB+xaFRUVxSgnt8SIGIYxmUyPPvoo6A+p3xuQgd1uh5+om6AEuQyuIfm6SzZBrjwUYlE/k8lEIhGlUkk/TBAEsZ1qSzjFnwCyj8fjMZvNWq2W5/lSPP6yBwcckFUqlUajERQKP0L/++XLz18Y8EaS1Xrmb/7490612+0MYhBChMeYLV7LjBCKx+NQhwJiQ4rvNiEEYRwg6NYG95//9/93dNmvZJinDnd8/bOfbFQjHUKxaBS8Z6C+JBg3St8yCSGxWOyFF174+te//o1vfOOzn/3stnNX5gQ4lMTjcZPJJHt4tyAIsVgsnU7LHlyLEII0uAghrVYroy8UBXAfBg9fGc9q9MQgznkv11kW+Am6Uxsr8UCQ9+h5V2Uu/btADikZ6qTm47DgwpVKpcxmc04+u9XhoIOYSCTi8TgcEyKRCOhPCSH19fVbJfRsuQbU6tXV1dFodGlpKZPJdHV1bXXaaAC+RM8bi8VmZ2fD4bBWq62trbXX1OtVbGd9ZXtd9frItDvADU47u61ac6VeiRBCmBF7XGMsEIHNJT/CaMfjcahQzbJsT0+Pw+HQ6/WSiLUCA8EhFEwKU8ue2RVPIk0a6yq7amuq1EiBEEFEpVIZDIZ0mltZcSsUjNVq3YZSIlezMvMOCsBEwHYElm65lh89zkcikbGxMY/HYzKZWlpaamtrNRpN6TZejuMSicTS0pLX6xUEwWq1dnZ2QryPLLsaxjidTnu9Xr/f39DQQLPNlQhghgGjMUKI53nosE6n20ZFyJxfConMoZ40zZAnEZJkP3re9Sd8pydPNshTjDpnJ0Kh0Pj4+PDw8O/+7u/mNHzlVEgXAKqEPnPmzD/+4z9C8QzY3AwGw86dO//+7/8enPCLx5kN4K5x7dq1X//61/Pz8wcOHPjWt761VSQw4uLNLR6P37p16z/9p/+0uroai8UEQWhsbPzGf/yLYydP9ra17FkN3xidSjHKG6Mzx1pqOiv1GCEVZpBo6xYQYfAdiRSopJDJZFwu11//9V/39fWBNUOpVP7xH//xM888A/VrC+7JCGPEI8QjtOQNnr02GOMQg/jOpvo9bU1qhBiEIpHImdPvvvHGGxMTU+Fw+P/6v74E6SvLxyJLh6Ghoffff//mzZvLy8sNDQ1/9md/tn//fiST51YmkxkcHPzrv/7rycnJZDKJMW5ubv7c5z732c9+tnT97PLy8v/4H//j+vXra2trqVTK4XA88cQTf/qnf1pdXV36iQr+v3z58k9/+tOFhYV/+qd/0mg0cvkA/NVf/dWlS5doxTNCSFdX16c//ek/+IM/2KqBIadY6nK5Lly4wDDMY489Vl1dTVGV3vmyQrmYLEJIq9U2NjbmzMKV07R3V4TwDFRq29jY2Lt3L9WAWCyWQ4cO0VMVZcfb6DbLslqtdnJycnBwMBqNHjp0qEC3890EoKJHPB6/fv36iy++6HA4nnnmGZZlL168+Oabb37r//3//ENdXcPu/V319ubaiil3eM61Prbk7mmpbdEhjAQk4qoMum11QiLnBYwxVFX6x3/8x3g8/qlPfaqysnJ+fv75559//vnnTSZTRUWFJEgka1QRQkhAaINDM6sbA9PzGYIdFn1Pa21XY6UKSETgIVYlFovMz89CQPOHmcOizcNELBYbHBxECCWTSbiPS7Z6xWKxCxcuvPLKK4SQL33pSyqV6vr16319ff/yL//S1NR07NixioqKbSOfnJx8/fXXR0dHf/u3f7uiomJ4ePjs2bO/+tWvurq6Hn300Zqamu2hFa+LWCx25syZt956y2azyZUJN5PJ+Hy+xcVFi8XS1dVF2+rt7YWCMUi0Uooff8nzVqt17969EGIAD8ioHCgflJHJajSampoaSL8Id2RxtPJ6vdFotLW19Utf+hLNWqDVaiFlJH0snxH5rrOSTCaXlpbm5ub8fj+tIw1Q4MXCaCEcpa6u7vHHHz948KBKpTKbzVNTUzeuXfeuu1sFrrPGdt/Ojll3/0YsPjDj7Gqsqd1ZqyCIxXf3/A2Hw4uLizzPP/nkkwcPHqyoqHA6nel0+s033+zr69u3b5/dbi/wvQghglAGoanVYP/MkicYFRDqbW3c1VBlUyEFQhghtVrd3d0NbpUzMzMY4/LlOZUL6urqjhw5EolEXn311WQyKaPD6cbGxsrKikql+sIXvnD06FHwytTpdL/85S/feuutpqYmYLLbW//pdFqr1T733HNPPPGE3W7fs2ePSqX6b//tv/X19e3evXvbTBYA+nPt2rWxsbFgMAg5TUrfdRBCqVRqYmJCp9MdOXLk6NGjVLqsrq4u3SpI+2YwGICDlyNJY+mQbxhlZrIS1ibRS8qiTnK73alUaufOnY8//rj4vuThfNw8nwYZ7vM87/V633zzTbB3gV4vW8ldTEP0V/Dc6uzsbGpqamtrAwmrqamps7NzcXGRxYjluTar8Xhv95t9o76kMLTobptaPNJRq1UxkGGWoA9KzNM8ruIumUymz372s0eOHDEYDIQQm832Z3/2Z7du3YLUE0eOHMnxydA9dDt1bISgm3Mr16cXUwxrZPGDOzt7qqy0tqNGo2tsbGRZdm1tlWU/yPjzYZYjamtra2troY6spFptiX3meb6pqam1tfWhhx5KpVKQtJ7n+Z/+9Kc3btygUbDba6W6uvrUqVNdXV1AJ83Nzfv27RMHrZUCyWRyfn7++vXrOp1OEnhdIuZ0Oj01NVVVVXXs2LFTp07BzXwLZ0tsXfxkdvzbh4f8CnxRWSRZGMR0Oh0KhYLBYGtrqyzmRfiGjY2NTCZjNpsjkQjP81AtBoL5xA8X8HkQTzy6U3cejUbHx8d/8Ytf/OEf/uHi4uL09DTP8/TMQjYjdwuTSDZt6XQ6qspIJBIcx7lcLrfbfd9997W2tpp1Gj1COxuq97U3Xpt1uQPhofnVYafH3OHQi2Zok5tLGwJuAt/idrt5nq+tre3s7NTpdLBJFO6wgFAaoQVfqn/ONb3q0ak13XW2w13NTWaVQvRiMplcWVkZHh4W17P68JB4Tth0byFiA7q4z9tjuM3NzcChBEFYXV3V6XQWiwWsDuLyU9sDh8MBeUYgImtiYuLGjRsOh+PZZ59ta2srBbMgCMvLy3//93+/Z8+ej3/841qttr+/n+6XJUI6nV5bWwPrHNiiIe09uLhkN1E8nxU/E4/HPR4PxpjWE/rwUGCBnsjJZCWbVTQanZycHB4e/sIXviA2fJUiShBCQqHQ8vLywMDAtWvX5ubment7H3744WPHjrW0tNDHCqgIxD/hOxM8I4SuX7/+wgsvPPnkkyzLQpFhcbIfLIoAKdBJSRP0f3j34sWLP/rRj6ampvbu3ftf/st/cTgcDEIKhKoNqs99/MTKD381EUtOLq+9eP7qno6nVQixiMGYUD2z+IskDWUymZGRkXQ67XBUBwIhnuc7Ojo6ujpJTon+NiLEYRRD6JXL1/tnFnnMtFj1//bTz7RUGpUIMeSDtgKBwNjYWF/fdZ7fTkrJ3yCIZ1kuhPBHJpO5cOFCc3Pzzp07EUIsy+7fv7+U7MYUPyFkbW3tH//xH8+cOeNwOP75n//5wIED2fWutwRut/v999+/fv36V77yFXBdwJs5sEtBCwPL8/zGxsby8vKvfvWrH/7wh2NjY0899dSjjz7a09NjNptzNlF8u5TSPB7P+fPnFQrFY489Jlcp3HsAcjJZyagZjcbu7u6qqirJcOTkgLdu3bpw4UIgEMjra6ZQ2Gy2T3/603a73WazbWxsIIQYhrl69eqtW7fee++9L3zhC4cPH5ZUgAgGg9evX79y5Uo+zkgI0ev1+/btO3z48PT09KVLlziO+/SnP61QKF577bXFxUWJYCJGwnHcysrKj3/8Y1C5Sk5DaFOSampqOn78eHt7ezweHx0dPXfu3ODgINTvefHFF5977rmamhqGYcxKtL+l8mBnozfuDCWSI8ueX10YFRZG0h5XJpXARBAzWbRJ3HV1dfv379+3bx/GmGXZ3t5eqI/w3e9+1+PxPPnkk7SWnMTsEIlEzp07NzQ8yhmspL6jb9oVF7BKwQSdM6d/9sMhnNQKSavZuKtn58mTJ6EcYU9Pz3333Tc2NpZzHj/kUOI6zwlKpfLBBx/U6/VOp/Odd95RKpWf/OQnSw+jAjftt99+u6+vb3Z21u/3v/XWWwaDobe312w2b3VvI5tR/4ODg6dPn/7iF7/Y2NjodDppwqoSewudUSqVdXV1wWAQyiIkk8mf/OQn586de/bZZ5988snW1tbsLm2jLYfDceLECYwxFdo+Ejt9GQ1farWaRmQVGAu4DwcB2F1zPqlUKiHwv7OzE2O8b98+pVIZDofn5uYuXLjwxhtvJJPJ2tralpYWsWoCnBnX1tYK9NNsNofD4WAweOXKFSjq29HRwfO8wWCAjFaS58Xfkkql1tfXQW+brd6Cm3q9HoRiQkgmk+nt7bVYLBMTE2NjYz/84Q9Zln3iiSdaWlpUCFUr0SMHds9uxPunnSvR1K/Ovl8XWzOnQ0ohg/nNLA2gkCXAZBm1WhuPJ6FRhmFqa2sjkUh/f//LL790+PDhY8eOVVisonEW4C0YmVA4uuhe28Ch2Sl/UG3mlOqaCnOXHePAqj8VY/kUl7SF6m4rInQ6XX19fU/3jjsGhNyRpaGAigbdQ6acT28uO3KGYdra2lKpFDDET3ziE/v375clTQfP8zab7amnntqzZ8/s7Oxrr722sbHxla985dixY8W7W4mPO0NDQ6Ojozab7ZlnnjGbzRDFo1Qq8/mwbxX0ev3Jkye7urpAyxEIBEZGRl577bUf//jHSqUSfDDow9uQYQGMRqPRaMx3MP3QgvxMVmxEghGHwmqF36qrqztx4gQkiwTeJDkLsyxrMBg0Go3NZmtsbOQ4DtySk8lkdXX1f//v//3ll1/+zGc+U1VVJaZyrVbb2dkJZ6KcyjKMMXgmXLly5eLFiy0tLQcPHpybmyOEgM43EonMzc1ZLBaj0Uhz/8C7UNzs1KlTEAohEQroJ9jtdrDvq9Xq1tbW3t5epVI5PT3905/+9Lvf/e7zzz/f0NDQ0tICqQwO7Wi8ueheXt9YCcWGvN7K9qqu9j3NFq0inUSERyLNA/xttdrAegt3EonE+Pj46dOn1Wr15z73OfAMzTlHaq2ma+/esMZ0zeldujnHG7WVKuX+lvrneo8i3zKTyWAk6PVakLIRQpBzHhwMPhiEO8sp4jxxL2IJujAZlA5igV18Uy78EoV+KpUaGBjo7+/XarV/9Ed/VFlZKSkKt41PZlnWarWePHnykUceCQQC586d+8//+T//6le/2rdvX09PD5TCzteEeHboOPj9/jfffHN2dvbo0aOCILhcro2NDVib6+vrUMCpRK9nvV5/5MgRIADI+hoOh91u96VLl86dO/fMM89UVVVtgwwkqlvIMIcQosEIHwkoi3cB/J1MJtfW1lZXVw8ePHhXBUpTUxM9ZxUQfOhqAedQyHh77Nix6enpf/7nf56ZmZEcqfR6fW9vb29vb7YxSvx3KpX6vd/7vYWFhcOHD//kJz8B9jo1NRUIBG7cuPH973///vvvP3DggIRQGIax2+1PPfVUvn5KqEqhUNTW1jqdzkwmU19f//nPf/4HP/jBrVu3VlZWCOERZlmE7Ar0sV2dK+u+Fy4NYo0+Za2rPfDAiS5bBUYsQQy+A3/WsAsLCwsvvPDCSy+99J/+0386fPhw9ukSY0yIgDCr1GjbdvV4Lc1X4n1KWyQVjnS2Oh7f1/3owTYj6sVI2lAsFltYWLhxs/+OmsyMdI6yOSztAJYp50thyFba0G7I3pYgCPPz89/61rdCodDv/d7vnThxIrsztN3iPx8i5aPR6Orqqkajeeihh0ZGRn784x+vrKysr69LmCxFKyE5+itC6MaNGxcvXgwEAtXV1d/73vcwxpOTk7Ozs5FI5Lvf/a7D4XjqqadA41TKaMDrqVTK7XZvbGwcOHDgiSeeWFtbC4VCS0tLDodDQgbbMHyFQqGZmRmoEiBOuf0hB5mZrJitQB2X4eHh3bt3F6OlFq/GfL/Sn2Kx2NjYGJSOMJvNEAxTUVGR0+aYi9HckawgmUweP368o6NDEIT+/n5BEKAwRCaT8fv9ExMTHR0dcOSn2ArQtKQDkocnJyeDwWB7e7tGowEfic2fBAYxCoT2NVvX9u0YdbonVn19Y9MKRBSJvR/f16zFSAF8llD84loJAsdxP/vZz/r6+v7oj/7oqaeeAiq8U/KC4WXSCKUQuj7n+cXlodN9t5IcqaswPn5o98MH2tQiBYC427FYzOVyzczMgLtFgeUhUf7me+xeQuEObxtnPB7/2te+lkqlfvu3f5uWGBDTldisVPxoAMGsrKwMDg5WV1fv2LGju7sbiqqK1xGdnexVI2lIoVAcOHAACqSCKnZ1dTUajUIJy1AoBHWmZYFEIrG8vLy4uHjgwIH6+nqTyaTRaKxWq2RYihwNyWOhUAhqmzY2Nv7rZbIAVIrs6upyOBz5ypGLId/Q5+O8cJ5SqVQ2m+3GjRvDw8Msy3Z2duas0pq9beI7/QR0Ot2XvvQlSG8IPk8cx337298eHR194IEH/uAP/gAqAuWTyArsCtkP9Pb2ZjIZg8Hgcrl8Pt++ffsaGhqAUWKEFAiZMDrc2fhbp+7/h5+9HOHIrZkli5oxmUzH2ir0wGERwegOjQow0JdeelmpVH7+859/5JFHLBYLxtjpdG5sbJhMptbWVowxJggxmCCURmhoLf7WjfH3h2fiaUElpD51/MEHelrsGDEiRSuY5SFjrNls3r1796lTp8bGxiAVQL7qD5KvFg/Xvee5MMX5cqCUsg2sr6+/++67bW1tx44dO378uMlkEgRhYWEBnPwhI18p2sPq6ur77rtPq9WGw+HLly/HYrGamhpxEoBidjKyGXYFynqe5yGxwI0bN1577TW32/0Xf/EXarUaquRtZxSymtPpdN3d3fX19Rjjmzdv+nw+yOog6e2W9hv6cLbh6yMBZTR8qVQqcPq764CS/JVjxO8SQpLJ5M2bN8H81d7ejhByuVzXrl1bXl7+zGc+09zcXHymJTFmpVJJq+xR+PGPfzw1NWW3248fP17g3bviJ4S43W6n0xmLxY4cOVJVVcWy7OLi4rlz5zQazW//9m+DAxAAixCDUI1R8bHe9rmFfWduzfhCkf7pZa26X685uqPaaGaRkmCMMMYfqJjD4fDp06d/8Ytf9Pb2dnZ2hkKhoaGheDx+6dKlTCbzyU9+8vYIY8QhFENoIci/3jd0cWRm3R/Wq5X372g7tb+7tdKo2EzBnb0Y9Hp9VVVVXV0dxnirObB/U/IsXdg0GKGY3bEYWFxcfO+99371q1899thj9fX1oVBoYGAgkUi8+uqrtbW1VG+wVQ1JJpOZmZlZWFiA0JXm5uaNjY3BwcErV66cOHGit7c324urGOTZGUHD4fDFixfD4fChQ4ckpaa3AalUam1t7dq1a3v27Kmvr4eMxoODg9evX29paTl16pQkM+G2Idvw9ZGAcjFZspn6OpFIVFRUFNBSi00l+caOnozi8fivf/1rt9t9/PjxPXv2aDSa8fHx+fn5rq6uf//v/73NZtvG6ONNcw1MXjqd9vl8a2trXq83Eok4nc7Z2dmqqqoCuvYCsw4/ra6uvvnmm6Ojo36/H1CNjIz09fU9+eSTn/rUp1paWgiBkAcG3tFh3G5WfvGx4/5w7Pr00mog+u7gtEaj+dT9+3dVG2xKhBFCt5UWJBKLDA7d+ru/+zun08kwiGGQPxhCCIWDoeHh4a6uri9+8YsMwxCEBITCPJoJpk4PTL18dWjZF9JplD21tt999P69tRYTizZDvITbzguYRQhhhDKZjNfrHR0dHRkZEQRhcXFxampKo9HY7fbshIp0NCATIFSHvmdejbT1QCCwsbGxsLAgCILP55ufn29paQED5pZ0gtkQDAYvXbr0wx/+sL+/v6ury+fzQQWaaDT62muv/dt/+2/F4d1baiKdTvf19f385z8/fvw4qNRXV1f7+/tra2u/8pWviKvtbq/nUIzH4/FMTEysrKzEYrEbN240NzcXedzMB8lkcnp6+jvf+c5jjz0GpotYLHb58mWtVvv0009//OMf3zZmdOcAplKpaDSKMTYajeUoBVAmKKMkG4vFIKzz0UcfLeBHXcwuShctxjgQCLz99ttvv/22zWZrbW21WCz333//008/LfFP3JLMAn2AZ0Kh0DvvvPOzn/1sfHxcEISJiYkf/OAHzz33XGdnJwStZqMSa2YlojfezO4ci8Xee++906dPw6GvoaHh8OHDX/va1+6s43sbG0uQhUV7avSfe/TBdPq9y+OL/njiZ2+dS3MZ8sCB/c0WA0IKjBmEEeIXFhZeeeWV2dlZjuPeeuutt956i1EoEUKYoPb29gMHDtQ3NAgI8QjFEZrxJ17tG3n+9TNhTsESobOq4tOn7j++o8aMkIIgjBHZ9GEQBAFhgtHtMTl9+vTPfvazK1euqFSqixcvRqPRjY2NJ554Ils/gzHOZDKQ13F8fDwWi3V2dra1td0bAYQ2MTQ0dObMmUuXLmm12vX19ZdeeikajcLeXKLuYmJi4ty5c8PDwyqV6nvf+x66XRwTY4ytVuuhQ4fgjAVAqaLIz49Go4ODg1evXrVYLFAKcM+ePd/73vfoKa14bWb2AZHjOK/X++KLL/7yl78cHx83m83f+c53Hn/88UcffbQUjQHDMIIgzM3Nfec736moqKioqDCZTE1NTX/+53/e29trNBq3h1byORhjn89369YthUJx+PBheatRlBVkY7LZTA18VD0eT/FHywJ+BQghhmHMZvN//a//9XOf+1x/f//k5GR7e/tDDz3U09MD+3A+k0sxeit6CRUf9u3b9+lPf7qpqQm+wmq1SioqZnc1J/MF5N3d3V/96lcff/zx/v7+paUlULcdOXJExNw/eFtABGMMHl0PdFSmH7qPYdnzg+Npte7VK8Nef+iZ44ef2FdvQEiBEItxbXXN/+vZ33rqyU8CoadSqZaWFp1OxzCMxWKprq0REOIQSiJ0cdb3yqWbZwbHo4JCyKQPtDU89+C+Jw51GBFSbX4TpAknBEHZXFDKKpVKyHN2/Pjxo0ePptPpZDJpt9vzSRMjIyOnT59+//33x8bGenp6vvKVr9A1nNPNoxymf5vNdvTo0V27dkWjUY/HU1VV1dLSIosTe11d3Ze//OXPfe5zCKFbt27pdLrq6mqoew+JZcUPF6M5paDVaj//+c/ff//9N27cgJDuQ4cOPf744yaTSTzUxWCj9gYxQO2o7u7u3/md38lkMg6HA/K0lVhSWq/XP/DAA++///6VK1fm5uZCoZDD4fj93//9iooKcXHZbVhEJa4pUGycZVnZK1eWFWRjstmjZjAYoMRF8UfFuw49y7LV1dUGg6G1tdXv9xuNxpqaGrpVio0MhW0OBebbYDAcOHCgubm5oqLCaDRCBmWLxQJOsjnZdwGigftqtbqurs5isbS1tUUiEa1Wa7fbYSvOfheER4yQCiELi450N2Uwq1Aozg5ORgThxvRyLJF0Ljef3NfTWWsxsozGWtm1S6dUYCyQ7h07eZ43Go2MUoEQw6hUWMkEEHKux66MzZ4bnRt2rvoTHOIyR3e0PfXA/kd626oUSIEQVGHIHi68acM8fPhwZ2cnBJhAfVmWZfPVjLBYLO3t7RsbG+fOnWtubhZ7KOfclsoh4TY1NVVVVUHxx2QyqVQqocQAKmLTLdylyspKai5va2sDzCBmKpXKnFnSC1Cg+A7si729vdXV1YFAQBCEyspKmkRN4mBTGFtOYFnWbDYfOHCgu7sbY6xWq8GGmV2W6q6YxT42kEW7o6PDbDYHg8FkMgk56bOXxl3HVgISanE4HA888AAIW0Vi+DBAeSO+KisrtxfKXXjTMxgMer0eknRsDy2FbAxKpbKmpobmlCOEiA8mOV8XdzUfUbIsazKZclQTwFgUNiUghPCmSxYiWIlwrY450VmvZYlSwd6cW/YEYjfn1tzB2MxG7GBXc1etvdlqqjToVSxiENIY9RRRmiBPjFtej86u+ftnXYPT8/NuXyKZNBm0e5sbnjm653hPS5NFoUQI362YGHj41tTUFDnglZWVhw8fNplM3//+99HdDsvAOO6q10ZbFD9NJlM+L59tYBODeGspwJ4KQwHOpVKp6urq6urqSsSW8zHYJmnljsLP0xNGkdtStoVNwiVzHllyct58C3/bA/4bhLIwWbIZLp1MJpPJpNVqLZy8KltvdVcZJ5PJBINBCAOTlK4s8GIxqwuM0YFAAFh5gQ+UXObjFJJe0RxFOZETQsCkhRCoRxkFZqr1zIM7m8wVNuv5vhvTSy5vaHHdv+TxjS0s7Wyu3d3S0FbjcJi1GgWrYBhCiIBIiueDkdTC+sbIomtk3jW54k1ygoplGuzm3pb6Z0/cd7S9GkrLsEhAiKFsPt/gwFSyLAtHy8IjCVZgQRBYlgVXBJzfBZ1lWaVSiTG+7Rl2x1Dccey96zpHWRueIAiRSCSZTEL50mxNBcrFxO/K7in4fD61Wq3Vaost85Nnz8jGDKWVYG8u0KtijHjZv0YikXQ6DTWnCz8JkN3hnFIqxhiCsjiOAydCCdoCyCXfknNkUqlUOBxGCFksln/thi8YlGg0KjZ8QeYBsALBUPI8T+sv8TzPcRzDMGCtBoc+SB1AL2nxPp7nfT7fpUuXjEbjnj17qqqqKFpoBSEkxoMxhimBamAULeQcALT0V0JIKBQ6e/Zsb29vV1eXQqEAG4IYLbQCvUUIwYdQPICW/gq5AaFRQsj4+HggEKirq9u1axegxZvJkAhBHMczDJSexITgDJ9hFAoFw1pYdKTe0PO5U69dGXvlwvWhhbUEUk67/ZMrvjeujVZajPWOSpvZYNJpGRbHUilfMLLq3fD4Q5FkWkBYpzXoUKqz0vDood5PnbyvSscaWaRECBEhIwh8Jq1SqcAEB4OgVCrBmkGnDLzQwK0ddjVBEDiOY1mWRi1zHAezCSMPfu9ADDARSqWS5/lMJiNJqQOvKBQKMB8jkUzHsiyIXXQwxTW7AI94UgghUGMYLoPB4NTU1OLi4rFjx8B5EygBpgwuMcag44MZBMLAogxVMIO0FUqoHMddvny5qqqqo6MDDvWUwKC3EgITtwJ7OcYYBhB+pZQpCMLGxsbAwIDFYjl69ChsVHQTElMURUvHhKKFzoNiB/oDMa9KpXJiYmJtba2hoWHnzp106mFMxOsILtGmsxBdZQVWaywWm5ubW19ff+SRR2ijMPXwJCwxUL5Rv124BN0O2iy8KB5qeHh1dfXWrVs8z584caL0bGf3DMrowuX3+69cufLqq68eOXJEr9e73W6Y2qefftpoNM7NzY2OjmYymccff9xoNE5PTw8PD1sslgceeECv14+Pj4+Ojra2toKf1sTExPT0dG9vb1NTkyAIIyMjN2/eZFnWaDQGAoGZmZlQKPT0008jhBYWFqampgRBePLJJxFCY2Njc3Nzer3+0UcfRQjdvHnT5XI5HI7jx48TQvr6+rxeL7SCMb506VI0Gu3p6TEajTzPv/fee0tLS8eOHTObzV6v98aNGwaD4cEHH0QIzczMTExMVFZWPvDAA4QQQFtfX3/48GHAEwgEWlpa9u/fTwh55513CCGdnZ2Q2ubll19OpVIPP/zwrl27BEH49a9/DQxXr9f7/f4LFy50dXXt3Lkzk8nMzc3dGh7as2fPrp6dyVhssP+6N5Loae/p+PxzF0fm3rp8fWFtI84LCaR2+qOroRiLkQIhghGPCC8QTkAcxykQ1mDE+Vef+Nixp+4/sL+1RhEN/vInP3/s1CNNjY2JVHx2dnag/+aTTz4JKa5HRkacTufjjz9eU1Pjdrv7+/tTqdTJkydTqdTQ0NDVq1efe+65I0eOWK3WxcXFvr6+tra2rq4uk8k0Pz9/7dq1kydP1tfXq9XqqampH/7wh4lEwmq1qlSq6enpgYGB5557bmho6J133hkZGUGb4ichZGVlJRqN/uAHPzhz5gz1JSKEPPfcc7W1tTzPm0ym3bt3q1SqwcHB+fn5gwcPgk1yYGDA4/E89NBDBoPB5/MNDw+nUqlPfOITQAkTExOxWKyxsVGhUIyNjQ0PD5tMpoceegghdO3atbW1tZqammPHjiGELl++HAqFOjo6du7cCTOYTqd7enoaGhoymcx7772nUqkOHjxoNBo9Hs+1a9ccDseRI0c4jhsfHz937tzHPvaxT33qUxzHXb9+fWVlpbW19cCBAxzHnT17NhqNdnR07N69O5PJvP766yqVqqurq729nef5l19+2W63d3d3V1dXp9Ppl156qa2tbceOHVqt1ufzfe9731Or1Q888EAikZidnR0YGDh69GhXV1c4HO7v719bWzt06FBHR0cgEDh//jwhBAwJkKbAZrPt2bOnrq7O6/W+/PLLEDNmt9vBteDEiROJRCKdTs/NzV27du2pp56qqamJRCLT09ODg4PPPPOMw+HweDyjo6Mul+vJJ5+02+3Ly8uDg4PJZPLUqVM2m21xcRGWwwMPPGCxWObm5q5fv97R0dHT04Mxnpqaevnll9va2pqamgghk5OT4+Pjn/jEJ4xGo9/vn5ycdLvdzz77rEKhWF5enpycjMViTz/9tEKhmJubm5ubwxifOnVKoVAMDQ3Nzc3ZbLYHH3yQZdmBgYHLly/7fL4DBw5sT8/zm4IyFlK0Wq0HDx6kahSFQqHX68EIixBSqVTAy2A3VqvVFosFEl8hhDQajcVioRYztVoN+VngHKHRaBobGzs7O+HETQtkAlqDwUA9zzUajclkonj0er3JZIJljDHW6XQQ9oc3zTvQltlsfuCBB6anp8FGD2KU0WikRli1Wg14QOACPFqtFn7V6XQ8z2u1WvgVHDOh8wihEydOqFQq8PLBGJvNZr1ezzAKhBiFSmmymGlksFqtNhstGpUWIcQwjF5rSKb4Gp3SXmuq0XQdrK8YXlh2+sKLgbDLHwzEYmlO4HnEE8IwjFbJmnXqKou5tdLeXGnRC4nDu7q6GmrMahSKcPYKi0qtwCxiMaPTaOnhS6FQ6HQ66kqhVCqNRqNGo1EoFB6PZ3p6GjItnDlzxmQyra2tjY2N1dbWNjY26nQ68Cw+duwYfCbML5xRCCEwv3DfbDaLy46BcgZjrNVqbTYbDBfaDB+CuaMzqNVqwQgJlKDVaqmaGwiM2idhysD6CuwmEAhQFY2YEggher0eOkkpAZJUwUQYDAaQqUHyNRqNMNdKpfLJJ59cXFyEHD1ACWazmRZHgUKwdELNZrNCoYBWMMYmkwnKCdNLiAsAetu5c2dNTU1HRwcQPOxVQAkGKMztngAAlL9JREFUg8FsNsN5AmxZVOQE0xl1I4VcMzqdDg5kcKlWqzs6Otra2mKx2NDQEH1Rq9XSqVcoFNAKvTQajWAoo5Oo1+th8cIlOJJrNBoow0XL68KUwZMsy8JioUQizh6lVquBA8CvsHjplGk0mq6urmPHjtXW1sriFnbPoIyGL4PBsGPHjpaWFhgmk8nU3NxcXV0NtAKFjunBwWazKRQKhUIBU15ZWQnzCpPqcDhglcLZqra21mq1AmWnUimGYahLR0VFhTi0obKyUqwvq6mpAa4Klw0NDZWVlXTCmpqaMpkMUGFzc7NWqxUEAR7W6/Xt7e00zTv0lq7J2tpaIDKEECGkubkZco/Br+3t7YQQaoS57777VCoVcA2McXd3t06nU6vVYKLt7u42GYxw8qqsrGRZpcViQghBvHZlZcJiNphYZLTrmiubuuoqV0Kx5WDcHYl6I7FYMsViBYPZDJ/RqpR2o8Zh0jdYzHUVRiNJ2816jQJhARm1mgP79kOECJhBlEolbIRarba5ubmqqgoujUZjZ2enIAg6nc5utx85csThcPj9fmAN4C+hUqmgDnZ9fX1nZyeMDMbYbrcfPHhQoVAkk0me5+12e09PDxjQjh8/3tPTQ+uz8Tx/+fLlmzdvgouY2Jje3NwMw0it9jCDoOVXKBT19fV2ux0mQq/Xt7S0wHaLMa6oqICeVFRU2Gw2g8FQWVlJFXl1dXUVFRV0FmDq6XqGAxNMGcuybW1tDMMAU9Pr9eBlgRBiGKa3t7eurg5YGMYY0MLoMQzT0tLCcRwQGIR9g5sXNLpjxw6QHmB+d+3aBQYGYKP33Xef2Ww2GAwcx8FygNQwarW6qanJ4XCAPRZYjyAIsIfpdLpdu3YB84LLvXv3UglAr9cfOHDAbrcbDAaYGjgOgmsXlDQHMtbr9U1NTbB8EEJms7mjowOkFoSQxWLZuXMnLAFYdLt27TKZTFAKobW1taqqSq1WA/eExQtEotPpGhoa7HY7LFKTydTW1gY6AcBDOT5CqKqqCnY7WEc1NTWQSxo0D9vkSr8JyG3v2wbk1NzHYrFoNArLeKt4cvq4iFXgGxsbCoWCOlfd9ZUiGwWtls/nM5lM5ah6DeVzQARjGAZyvFL3KUIIQpgQAWOMkCC6/0GeQyhZwCMkIARRBhmEYhxKpvlUIkkI0ei0KgVrUCEFQjDuEC9LCMIIAQ4izk676TRWAMLhcCwWA04HfBO2inQ6DbpXEF2BTwH3nJubO3r0aE9Pz1e/+tVnnnmGNioZUp7nf/3rX//hH/7h3/7t3z799NO1tbVyDPNtAPNRIpGw2WzAEbJtNfnevatXgyAI6+vrsEVpNJptk19OiMVikUhErVZbrdZS8OQc80AgkEqltFrtNrKA52sFkGQymWg0mkgkxPN41ybuOtRwP5FI+P1+hmFsNps4Qe2HHGSrOZo9NOFweHR09JVXXonH43CnGIYuWQP5fgoEAm+++ebFixfX19dRHkrKtn7m6wZ9DFT+fr//jTfemJmZAQuDXPsQwI0bN86cOTMxMZHT4wJvGmEBJPc3eyIghFiEVAipCdERYiakVoFadExkdtQ72l+v5OtVyEKIESENQipBgKKzDIaYLiL+InwX7nobPB7P0NDQzZs3LRZLQ0NDU1NTTU2N1Wp1OByNjY1wCdITtbfEYjEwAIq/FH4Ve87G4/FIJCIIQjAYhOw8ANsedvGLkUhkYGDg1VdfXVlZkQwpykW0YiSSZS/pD2zG77zzTl9fHxBhNvltu/+CICwtLZ09e/bWrVuF+1kMZL8+NDT07rvvQpGLu7I/McFILrMfDofDw8PD77zzjngq79p/LMpUJ2lLjGF1dfXtt98+c+ZMIBAojPBDBeXKJwuGSIvFUl9fLy6TVTyGnByT/grlLkBjmA8zzgpJyMmLszugUqnq6+s3Jc0tp/koDHDeoRIERFhtum0JCCGMGYRwVrpWZpM/IsoqIDYMw58IC7ygUChUKlUmlVYpPjg6SNNII4zI7dy0xX8S9TmTzA79g/JQMTMVg/hOds1R4CziBbbtARe/qFKpKioqGhoaqFa3SMziD8n5RRhj0FyJFVDZGLb9CXq9vrq6ukQxFuWhdqvVyvN8zpR1FCRfnW9aaStk0yHEarXW1tYWn3Qm3ziLD5eADcpzQO3UIpF/GKAs+WThD61W29TURI9pW8VQ+L7RaNy3bx/obYvHVgyxAs59+/ZRJos2aYjkzxZWPLS3t6fTaVq8Nh9ghLIXaJ5XQCoUGAa1tbTyPJ99LqZPYowQwWjri9ZutwOfkowAze8jWRtg4kAIKZXKwol1svl1ns5vB6AaBQjdW8Wcs2NiYBhmz549SqUynz/1Nr6CChMw4GXSP7a0tNCCr/lgS2uHkgGs+qqqquJXSuFxFt+0Wq179+5FmzbqjwqU0fClVCrBFCsjTjriKpWqurq68MPbEwFgN6YRX2IoncMihHImttjsKmThui1h3rXrmyEEdCdAlgorRZj7jVx48ySGvQOgqnmebmchJCSZTHo8HvD3DAQC6XRaLH1kv1gOVoI2sy4UFtm2DQzDSAKcSgd6UMg54KWA+JRZIByuRFAoFGazuUxhrxqNJqfu+0MOZfST5TguGo1Go9Gampri42HEGAqc01OplM/nA8MXzU4EPxXYGMXYsjW2lAQh26HY8CXjvELBBerIIjkrbfZmKyf5TQBtMs/zYKXNWW5r2wBTiRByOBz5UlPSKQsGg7Ozs1evXlWr1RsbG9PT03Nzc6DeEWsbxHMhVz8lM5XJZMLhMOTblJ1nEULcbjcYvmTP5RiNRsHwVVFRIQtCvJnSE2McCAQgw4Bc2w9NJkcNXzQIu/S1Q1dHPB4PBoMY43+lhi8JYIxDodDg4OALL7wQjUa3sYroOhSXKaR/+3y+l19++ezZs7QSrZhboTzrls46ysUg0ObesLGx8corr0xNTYHhC4nUBaWzg6tXr7799tujo6PiLt3Zy+1wWIQQx3HXrl07e/ZsMBjcEoctpsH5+fkzZ868++67YNCQGENu49mcsvHx8VdeeeXixYsdHR319fUTExOvvPLK9PQ0HU9pB+QTTCSMOxQKXb9+/de//vXKygp9RhaeDgzltddeu3z58tramoz7BEJIEASn0/nuu+/evHkTydFhquwCVDdv3nzrrbeGh4fl6jbdX8Ph8MDAwGuvvSZeO7LgRwitrKy8/vrrb7311sbGhvj+hxzKmLtAo9E0NTUpFIp8uZqKBDGzoH8bjcYDBw6AD4r4p8LyL0BOCZcqFiEfwr59+6qrq2lzMkqybW1t4PEn2edLx08rVNOwCBnB4XBABQdQsBbWn0IUE96MTM1kMuAzX2SFUVlGGzBotdq2tjZwrYX7Mgr4LMvu3bvXYDCAPCgjkWCM7Xb7zp07TSaTjKNB/2huboZ8tfLSCVhiwLtZxlMU2lzdVqt1z549EHVCW5SxlTJBGXMXaLXampqaiooKGQV7ukLAbx8CSyRNF0mUYv2AhGUAcnFZjuLR3hUaGxvByZRiLh0nAMuy9fX1giBQJivjsrdarYC2GEZpNpshkITG2kuqCgIU44dQChBCNBpNXV1dZWVlOZYlwzCdnZ2lixE5ASIe81UnKwUIIdXV1RCaISOFACq1Wl1dXW2z2eRisuIemkymrq4uWKHZv35oQX4mSz+bZVnIsykvWUMTEKlSyhLFefL9YIwVCoXJZJIwhdK/gmzG4JaJLCjx0VGSETmEmdLhKkDchBCJCp5e5uxS+U58sCXodDoINyrshLQlAFQ0sansE4oxhuipMpGKvOppJPJXg+AxGc9SYjzUkH7XglUfKpCfydLPTqfT4XA4FAo1NjbKm5cMY5xMJtfW1sALsrAnSmE89G/KNSBTkdvttlqtZrNZRpEQMHi93nQ6rdfr5TJoUIBiVhzHQc0CeekvEolAljkwaBTgsJJNS/xrzgEvK6TT6VAoFIlEIEZTrnapjn55eRkSBspuVYtGo8FgUKPRyJtuClih3+9PJBI6nQ5CdeVCixBKp9ORSCQWi0nKQZWIHKYsHo/7fD6GYSorK7e96u89yGz4EksloVDo1q1bL774IkT+oJJlFvHrXq/3tddeO3/+PDV8iR/Ytp0NIQSGr1dffXVqaooaeWRkB1evXj19+vT4+LjsEhwYvs6dOxcMBuGOjE3Mz8+/9957Z86cgUx64p/Ew15A9pd05t7IIOFw+MaNG6+++urq6mp2u9sYH2r/xBin0+m33377/fffFxNh6QD4FxYWzpw5Mzg4KCNmhG4HEw4MDLz11lvU+loK0NGAgY1EIoODg2+++SakeSwdPxLZq1dWVt5444233nrL7/fLgvneQLmCERBCJpMJ0mfQA3Ip60pi0bLZbI899pharab5RPJ1o0jM9FKhUFRUVHz84x+H0KwSu50Nhw4dSiaTNBGRjADJXtPpdOE0z9uDpqYm8KzMPpRIjCqS8RRP3L3XoEFcSVtbW06v6m10RnJ6ffjhhyG9QEm9zNVEY2NjOTzDAHbv3t3W1iaLD7tkDI1GY29vb3Nzs+zaZIxxdXX1I488wjDMR6iKIiprMAKc5SU14LYNkgmDbId4M5dzzme2AeBmoFarIQlpOfhCZWUlZPiWEScAxthutxNCypE0HvL7oTy+sZJuSH6V+HjdS1AqlTabTZxFSEaA3GM0eba8AEln5LXRU7DZbLReibygUqmgfl05kOv1+oaGBrSZ5PujAuXyk0Wbec4hnahcOLHIDRbSxcviuyrBTwjJZDKSUPoSMVMMNP17OUD2AZdglhQeztdQ9v3foIGifGOCNnP7lw95mUgFig7IjhzWDtRNKMeYiFe97MjLB/IzWfr9qVRqfX2dajblQg7LFdLFLy8vJxIJnJWJY0tzgO+MXxAEIZFIzM3NQaYfjDHUKSmx5xTD6urqwsKC1+uVnVAIIW63e3l5GXIPyos8FAotLi4uLi5KVmbOkRErEPIdBcq9TgB/KpVaW1ubmZmJRCKyNyoIwvz8/MrKSiwWkxEtQDgcXlxchPxeMgKMwPr6+sLCgs/nkx15Op32eDxzc3Pl2B4ikcjc3Nz8/HwymZQdeflAfiZLV1QsFpudnX3vvfcSiYTsyEOh0KVLl/r7+0EFXuDEWjxa+B8KQ126dMnpdILgRj2iZFmiIyMjV69ehTIblLnLgpnjuLGxsZs3b8bjcdlJfGVl5caNG9evXxdHbUm2N/FeRTazatHDAbqTx5VbtgX8sVhsfHz8/PnzsKtl78dbBfGHcBz3/vvvDw0N0QAkGWF1dfX69etTU1PyooVhmZqaunr16szMDJJ142EYJhaLTU1NXb58uRxM1ufzXbly5cqVK6FQCO58JERa2ZJ2ZwPHcclkEvIly66gEVerpRVHSjeswR+ZTCYUCkGGjgIOSduDUCjEcRxU2pAXMyEkFAoRQmhFCRkhkUgkk0lCiNVqLb63pKBHF0A0Gn3hhRe+/vWvf+Mb3/jsZz/b3NwsV58RQhzHJRKJRCIhTkgoy4BTXyjqD15qX++ERCIRj8eVSmU5MrnQarWyp7OCAU+lUuAcJu9WmkwmI5EIVJf4116t9jZqhUKv19O6WChP0oDiQbw2lEplZWVlKZJRPn8j8AOHiMMCDknbBvGaEfu+lA4YY4vFUiYLPiRAQgUNXzn9CujfsnepGKCVvmScSvGsye7sTIEOeDlAnF5dXoAooXKUFEEIqdXq/Gk8P7xQRiYLe1o8Hrfb7ZKA920wAskqhep7VJIt0RdH0lBOSVYuAEm2HEIEISQcDkNtV9kl2WQyCRUuKioq8o2JWAMLBpBYLKbRaKDAuLz9KRIgFVw6naaVB0sHMRn7fD6lUqnT6WS3d8OAl1WSpRXGZASe5+PxeCqVEtfKLBEoUaVSKdCtm83mj5CDQVkMX8AQk8nk6urqyMhIKpWSPLA9Dit+KxaLTUxMzM3NRaNRsdavdBAEIR6PT0xM+Hw+iV4pW7G4VSCELC0tTU9Pr62tySjDAkDNkrm5uUQiIa/TBULI7/fPzMzMzMyIHQyy7Y3wRYFAYHx8/MKFC2+//fbZs2dHRkZkt7EUCclkcmVlZXR0lGrxZAH4cJ7nJycnFxcXYeXLiJkQ4vf7p6enXS5XOQ4BLpdrampK3hgKgFQq5Xa7JycnJY4oJQIMQjgcnpiYmJ6ephWtPhIgf8QX8A5CSDKZdLvdIyMjtJQswPakTomZCPjgwsIChJNJGFYxdJnPIQHkr9HRUa/XK/biQiJJbdt0jzEGJisuTSYX8Dzvcrnm5+fBu0BeDu73++fm5mZnZ6nbXPaww99gDvqrv/qrT3ziE1/84hc/+clPfuMb33jvvffoqpN9AygAyWRyeXl5fHwctNW0A9tGKH6X47jJyUmn0ykjk6XngGAwODMzQwPVZARCyOrq6tTUlNvtlh15Op1eWVmZmJigH1IiQjGZhUKhycnJqakpGW3p9wDkrFaL7jwwchyXSqWSySStul56E3RJcxwXDoch/YdYBV4Kc6EMlOO4SCSi1Wohu1IBVeM2IBKJQBYuWkJcxlNVLBbjeR5KdsuCk0IymQTeDalzCvThhRde+MUvfhEIBB566CGVSvWrX/1qcXHxwIEDX//610+cOJF9yiur4Yvn+UQiARXaZT9gAitkWVaj0ciOPJVKJRIJhUJBDaSyANBbLBbLZDKUCGUEnueTySToZ2TUEZHNOGbwliuHabd8IFtHxYaj26gVCnHmRwrbZivityD4NRttKQyLOnIplUoxcgmfLZEn5tOClc5tMcYGg0EWr95sKMYOw3Gcz+ebm5s7cODA/v3729raFArFzp07/8//+T/Xr1//xS9+cfjw4XusSgOtvexoKbGVL76TGnnkBaANmitHdvwsy4K5W1600G2VSvURUsVSKONuAIUo4vF4VVWVvMGvCKFUKuX3+yEnobwGRwiG2djYMBqN1DWiMPIteU34/f5MJqPVasGgIRfvhp4Hg0GoQip7ljyYSoSQ3W4vIKEIgrBr166mpqZdu3ZBB+rr669evXrmzJkbN24UCEspkwIhk8nEYrF4PA75cO/6fJFbHTwjCILH44FCiltN6ZmvIXofKqVD8dftdRLlp8xgMJhKpTQaTeFiXGIzZjEtwikwFoslk8mqqqriB4QeIgu/kkgkQqEQ7G0fIW5bLpsv6GTX1tZGR0clOtnsJ3Ne5rxPb4LalEbySJ6X/L0lFa0gCFQnW+BhcT8LSNDZn7O8vAyGr8LPoy3yHUKIIAjLy8uzs7PZGqsCqPKNv+RmOBxeXl5eXl4uMM4sy1ZUVDzxxBO9vb3iAw3kopWQAX2Xxv5nZ/Uu5hPyWSOp9dXpdA4PD4fD4WLslltilIIgTExMOJ1Oan3N7kO+5gp4aKBNl+eZmZmchi9xW4UVzdmGCvjf5XJNTk4CERYYWGpSLpLDYoxTqdTq6urk5KTYaHzXNShx9StAhBMTE+Pj47Df3zPNfolQLkkWYwyOUC6XSxLILBlQ8SW5s+a2eHbFDxNCEomE0+m0WCwNDQ1idbD43exe0ZsUDxEVniGbYbXJZHJhYcHhcIi7Iekt3XjFCv7svyXrAWPs9/u9Xm/O4o+S78WbEb1io1/OFgFYlvV4PIFAoL29nZ6R8y3+7A+R0Ld4gWGMeZ5Pp9OgFxMnWBLjxxiDSkGCBErVdnZ2AjOlaOExlUoFRSggHwoszsLcNntN5hv5dDq9vr4+NzfX1tbmcDgkT2b3X4z2rpeCIKysrAiCUF1dLWZJ+SR9+mmSPoi7QVtJpVIrKysw5jm/Ot+L2aSYXXHH4/G4XK7sapsSfipBJf60nI0ihNLpdCAQyJYhciIR45Esk5wcIxaLuVwunud37NiBChLJhwrkNHxJpof6yVZWVrIsm0qlQN0ObrOJRAIcA6xWq0KhiMfjsVgMKkExDAOXGo0GigXBiU+v18MahkuVSsUwDIhIHMdB+AC0iBCCgJNIJJJMJhUKBZy5wuFwKpVSqVRwSgqFQplMBlpBCAUCAbAaKZXKcDhMHQkVCgU46EG5Y4wxdI/iAbRqtRo0AMFgENCC+nVjY4MQotVqQVHl8/kwxlqtFk6vwHD1ej3DMBzHBYNBnU4HT8bj8Wg0ajAYdDqdIAiRSCSVSkE2LJ7nQ6GQIAiQDS+Tyfj9fqgmApJjIBDQarXgv8lxnMfjMZvNwMWg0K/NZtNoNGAXisViVqtVrVbTUqNQDTSdTkMRTLPZPDY2Njg4GAgEOI6DVKEsyyoUCsiQIgiCUqmsrq7+rd/6La1WC7tgLBaz2+1+v/9v/uZvzp8//4d/+Id/8Ad/wLJsKBSCwrf0XPz222//7d/+7Ze//OWnnnqqrq6OkhM1soH9B2MME2o0GtVqNSEkGo1mMhmoHgYusYIg2Gw2Qgj4mfI8r9PpwIlQEIR8lABTT6twBwIBQgiUVCCEBAIBhmEMBgPLsplMBihBMtdQjAvIRqvVGgwGeJHnebiElOpgqtVqtVAsXalUQrQY/ApTRgUUhJBer9dqtclkMhwOm0wmnU4Hn5lKpUwmE0w9FHCFrF2g6YICuiqVKpPJ+Hw++C5YKV6v12KxwJQBJcPUAyVEIhEoSwMmpmQyCQngIdQKIWSxWJRKJTwJg6BQKBKJRDgcphQOU280GulqjcVilZWVQOEQDwZetHSOIDE5xOZhjIEJwFwrlUpYdPSSlCemsXwgv+GLXsKMrq6ums1mrVYbCARmZmY8Hs9jjz1mMBho7piPfexjCoViZWVlcnLSaDQePnxYp9MtLy9PTk42NTXt2LFDo9G4XK7Z2dmenp76+npCyNzc3Pr6+mOPPYYQ2tjYmJqaCofDjz/+OCHE6/WCm9GpU6cQQsvLy06nU6fTnThxghAyOzvrdrttNtuRI0cQQpOTkxsbG01NTVAicGJiIhaLdXd3NzQ0VFRUXL16NZPJ7Nmzx2w2RyKRgYEBo9F45MgRQsjq6urs7KzNZjt06BBCaG5uzu1219TU7Nu3jxAyOjoaDocbGxt37dqFEBocHCSEtLa2trS0MAyzuLhoMBhqa2sRQoIgXL9+vbq6urOzU6/XR6PR69evt7W1dXZ2ptPp5eXliYmJnp6erq6uZDIJ57udO3d2dHQkEokbN27wPN/T09Pc3JxIJK5cuWI2m3fs2GGz2UKh0IULF5qbm9vb2+12ezweP3v27L59+5qbm5VKpdfrPXPmzMmTJ+vr65PJ5OLi4vDw8KlTp6qqqsLh8OTk5MrKysmTJx0ORyAQGBoaymQyR48ehWoRY2Nj4XDYaDSqVKpEIhEIBGBLUCgUyWRSo9E89NBDtbW1PM+vrq6OjY19/OMf/+Uvfzk2NlZbWwuFKd1u9+nTp2/cuAF0wjBMOp2GlB/nzp1bXV01GAzg7IUxPnLkCOQjtlgs3d3dSqVyfn5+eXl59+7ddXV1HMdNTU1tbGzcf//9er0+FAqNj49nMpmHH34YY7y2tjY3N6dQKE6ePKnX68fGxpaXl00m07FjxzDGU1NTXq+3qqrqwIEDhJCxsbFoNNrc3NzV1YUQGhsby2QyHR0ddXV1mUxmaGhIpVLt2bNHp9MFg8GBgQGbzXbgwAH4hNnZWYvF0tPTIwjCzMzM2tpaY2Pj7t27eZ4fHR2NRqMtLS07duwghAwMDCgUira2tpaWFkLItWvXrFZre3u7w+HIZDLvv/9+c3NzR0eHSqWCVnp6ehwOB2g8RkdH9+/f39ramkgkxsbGPB7P3r17W1paYrHYzZs3OY7bs2dPQ0NDOBy+fPmy1Wrt6emprq4Oh8Pnzp1rb29vb2+3Wq2hUOjMmTNHjhxpaGjQarVer/f06dOPPvqow+GIxWJACU888YTNZgsGg1NTU6urq4888khFRcXGxsbo6GgymTxx4oTFYllfXx8aGjIYDAcPHjSbzW63+9atWy0tLUDGkMaloaGhpqaG53mn0zkzM3Pq1Cm9Xh8Oh2dnZ9fX1z/xiU+wLAurNZFIPPbYYyzLrq2tLS4uYowfeOABhmGcTqfT6ayoqDh06JBCoZidnfX7/Tt37tyStvfDAOU1fAWDQZfLtW/fPoQQ7K6pVApkE5VKZTKZOI6DS7VabTabdTodXGo0GrBU0IchxgPOERBEND8/D3WQqBsKxhiqAFF9EJSzpZYxvV5vNpvpUVqn04ENCi5BnAQp2+12p9NpnU4HJ1yQYUFGwxiD0ErbBSsWxQP46aXRaCSEgNyNEAoEArDtQ2ptkEzFrcD+r1AotFqtxWKBS4ZhdDod/RaoLsXzPNhbWJa1WCw6nc7n84FEZrFYqCMXJDkGMRaGyGazwYtQibKiogKeBNMw2M2gDzBHgL+pqYnjOOiVhMmCiAdeQXSItFrtjRs33nzzzYqKiscff7y7u1uhUIC5v6Kigh4boRgPSPdQgZGervR6vU6nA2kdph6eocnUYQZBfQERtNS2BqcQnufX19ej0SjP82azmVoy9Xp9KpWiMwgHJkonBoOB4zhqWjEYDLScD4wJ4AEOEgwGqccIzBGNPwaKok4CJpOJZVnxpcFgUCgUMGIwgwzDMAwDN91uNyVgSv8MwwAZU8IwmUy0NCeQEKCFCbVarTqdjk5oRUWFWq2GQJtMJgN1TqFRWHSUFPV6Pb2EZUXz28J6pKtDpVLRzqfTab/f73a7W1tb0WahP4vFQk8kMEQwAiqVymg0UhdMlUoF5xUYalgjNOpSp9MFAgGn05lIJGpqaj5C5WfKpS5ACAWDwfn5+cnJyaefflqv14M6Bt1Z5o+IasFT/aNEG5hTHenxeN5//31Iw15dXU1VS9mtUKUPvlOLn++S47hQKHTx4sUdO3ZALVKUXwNVWMFHNvWqSKSJu3z5cjAYBGEH5dfTSQZB/KS4D+JfeZ6/ceNGLBY7ePAgcPDCX03/lgyX5En42+fzwcazZ8+eArk5eJ4HVp5KpRYXF7/zne84nc7f/d3f/dznPofv9J5GInXBa6+99s1vfvNP/uRPnnvuOcjKDO2CGxM9GEo6DwMCigs6JpR3AwaQyJaWlo4cOVJfX08/Dd6lykG6K0tqUIonRTyh0IFMJvPGG29YrdaOjg44mojpBB6T0C3Jr1WnaOHvxcXFyclJu91++PBh8byIP1NCGJIpy/krrJT+/v719fX6+vre3l6Kh/6ajzCy6ST7RWqve/LJJ2Hzy0lUYjx0Bu+66peWlm7evKlUKo8dOyZXdbJ7AOVSF6BNtWw6nZbwEfo8udNvg2VZMXHTh+n0SN6NRqOgE0Si1SKelWxU8KSYXsU6eMqVwMGAbG4AEgzoTmaa3TfJYxKbA4wJrR5G9xjJ69ntSvBIukSlQlByYYzFz0s+U/y6ZKjzDd3Gxsb8/DzLsrA3SBgEBbpa3G73m2+++eabb/7P//k/H330UbrgQRAT+1EajUbI02a1WisqKgqkXJGsc8mASEaM/pFMJkGSzR4QSgkFxpY+k/0wISSVSonjR7PnK+d45iyQnt0HCABBueal8IviZyQEDxMEdJJOp8XdwKJ67zkpQbI8KR+kaOHTMpkM2OvEjDV7XuileC4kQ5391alUKpPJyBuzW24oY6rDMsV+AEBQFpgR5FWBw94QjUYh4ktGzABg/YPTtLyYCSGxWEwQBDi/y4s8lUqBD1Z2gqVsNrSysvLuu+++9tprf/qnf7p79244HiYSifn5eVorjEIsFnvxxRe/+tWv/vmf//lnPvMZqHKazb63B5QI9Xq9vJ6VsHAg7BDEbbn6DJBOpyHiS3bHfoRQLBYDfQjVgMmFmed5IBVa6VlGgL2B/Ks1fGVDmWI/AKiZWHbAGCuVyvJF8ogHRF76xhiXI7oJgAYgZe/KEiHF5/O98cYb169fP3LkSHd3N2hFFxcXz549q1Qqf+u3fguYrJg104O/LF2VCG7lIELahNiZP590vz385YtuIoSIB0ReVghyj+zRugDZYyLvCioTyM9k6Wcnk8lgMOj3+9vb28VDI8u4xOPxpaUltVrtcDjkXUJQfmZ5edlut0NaP3ln0eVyQbVa6ocrFwiCAGrTcpgFAoEAFKGAQqQ5n4GiEi+++OLPf/7z9fV1hULxgx/8AHQjLpdreHj4C1/4wl1F7NJHW4wB/NXC4XBdXV12Jt8Sm+B5fm5uDuxFsucMDAaD4H1VW1srOytxu93RaNRkMlVVVcmIFm2GYkYikfb2dtnPr5FIxO12Y4zB5wR9RFxl5WeyVDyJx+NOp3N8fLyhoUHMZLc6LpLTKPwPPlVgeJWRyRJCeJ6PRCL9/f3gvEUNX5IT8bZhZmYmEAg0Nzc7HA55SYTn+dnZ2Wg0CsMiL3KPxzM5OUkIaWhooIpXLFKsI4Q4jltbW3vnnXeWl5cxxu+++y59nWGY2traRx55hJbmvjfLIx6Pz83NLS4ugqk6p7Jv2yAIwuDgYEVFRVdXl9FolOuLwP7j9XpHR0cdDgeY1GQEjPHCwsLq6mpLS0tVVZW8HByihBYXF1taWmQXUPx+P7jBgW8Dvf8hl2fLIsmiTX02pPkp8fslp1G8aSUDp255lY94000HQhKogl/chxJnFM7dZSqeoVKp1Gp1OTJkg9t8to1OPCAw6b/1W7/11FNPgQc7fVij0TgcDsmZ5h4AhKuAs5Hs5geMMYQSyDubMKTgw1emQgBgEgABQl7koG0rk5IQHMLAEVDSaDmakwvK6MIFgZgQmiKx/peIGSHEcVw8HgfnvpxeVtsGIkrpn11zofRWwDalVCplFzbh9EAIgb1H3u09lUqlUilQ+2YfLGgHwFxDiYr+AQ7IOd8td6pDsMPArikjZoQQIQSsryqVSkbkZDOtXyKRgL1NdiaSSCQ4jgM+LrvhCxRE8or2gCqTyQB1QfSdLMjvAZTRhQu2HYkNfRvjnvOcTuMaS8EsBrE4BtG9BTpTCpRpk0eb3u/i87uMkJ15L6eTDYjSBfCIPXXugQACRKjT6cR8X5adGL6iHLVhoHtlNXyJV6Xshi+NRiOv5wztoVKp/AjVT6RQRu+CZDK5sbHh8/m6u7tLz4wpIYVoNLq4uKjRaKqqqiBGSPzANhYSfR6cfubn56uqqiDCWl4qhJAVi8VCtZNyAWThSqfT9fX1kG5cRuQbGxuQhKG9vT1biChywO+97iyZTHo8nlAo1NjYCBunLB2ghq/p6WmNRmOz2eTltoSQUCi0vr6u1+vr6+tlxIwQwhi7XC7Q3dfU1MiLPJlM+ny+UCjU3d0tV6p+tDngkHCKYZjGxkYqT5TeRLlBztTlkjtg+Lp27ZqkxpcsTUSj0Zs3b0IoPRJFB5R+nBcEAZC73W4atJOvG9uAmZmZW7duLS8vZ/9UImYwfI2NjUH2eDHO0gVbj8czMjIyOjqaXeMrn6t59rjd+yURj8fn5+dv3LgBrhEyAqiVBgcHp6en5S0gBuDz+YaHh+fn55F8zm0UFhYWbt26tbS0JC9ahFAikVhYWBgcHIQcNKUjpHYRtGn4unXrljjBECrD+MgLZVQXqFQqu93e1tYml4QvbkKj0bS0tECepHwd2CqAVReCzZubm6k3dYkysgSqq6sheD8bW+kWwqqqKsixkNNaWAqYTCYQqQoEj0m0tJJGcVaM3z0AIELQ4iFZGT2olRoaGsRZLGQEvV7f0NBgNpvLMVyQCQ9GRl7kKpXK4XBA+oVSDLASXT/8odPpmpqaFAqFxEPxQy7PliviCzzMIYQU0mTQ+9seEfG7kJkNGKK8KnDoeSKRAGtGdm9LpMtkMsnzvFKpzKlxK3F8UqmUIAiyjwlCCPK/IITuaofZquqg3IavTCYDNdghDYpcbAUWDlhflUql7AFIMOAQTiYjKySbqbXB8CUvcrQZVpvJZGguHlkAOslxXDKZxBhrNJp/jYYvCtQmwLKsOOcQQCnjLn63TLWb0KaEUtbQqQKDUOL45ItBKH0hiW0OBbAV/9O9kT7A/0RsDJTrXAIvlsmMSQgRD7jsYyWO35MXOThuyl6dDG86bpZvYZYPymL4gplLJBJ+v399fX3Xrl2y20mj0ej8/Lxara6pqZHRWQQhJAgCKPKqqqog0zDKSstUCiwuLoLhS3Ync57nwfDV2NhIua1cq8jn8/l8PkIIFDgoXvf9m7VOpFKp9fX1YDAI+h95kfM8PzExodVqKysrZXcz2NjY8Hg8er2+sbFRXswIoaWlpUgkYrVaZSfCZDLp9XpDoVBPT49c6gJ6JxQKQZxLS0tL+bx0ZAeZvdapGEs2K8Rcv35d7JQuSxMIoWg0OjAwMDExEYlExLYp0KuWgp/nebHhS/wT3kxzVwr+2dnZkZGRlZUVee1pCCFBEObm5sDwJdkVSmdzEIAkMXxRyLcJ0aWS7Vh2b4wVsF/29/eD4UvSaInDwvP8rVu3ZmZmgsFgKXhygs/nGxkZWVxclBctfPLi4uLIyIikYpssAKv+1q1bJSbKkihkgX4CgcDg4ODw8DAYvj4qILMkK7a36HS6lpYWWoVC3iaghgIkM6Y3JUt6e/hZloUKCFSMRXd+V4n9hzIH2VJV6ZhZlu3o6JBdHQZQVVUFp1fQhUlYZ87msr0OxG/dG/FWq9W2t7dXVVWVI/0oy7IHDhzQ6XQyphOig1ZZWbl3794yyWttbW1gI0WyHjUIITqdrrW1FSpOyYKTUg4hBKokQCkg9Js+JBUPZUwQA4ZdKAokeytarRaqueRUFG5v6MlmulKtVguVWrLPO6VPKqQYh8x4suwKFBiGgYp+4gGXWGm33QqUFUB3ZlOFP3KqO7Mv0b1lrwBqtbqqqsrhcNACBKUPtRgDEKGMVi/aQxhwGS11YnA4HFDaXV7bFEJIqVRWVlZWVFTIHtuNMTYYDC0tLdAK+tA7FVAoV4IYtBnJLtnQZKQYcc1UtMURz6nxEZ9nJchlBBgWySleLns33gRxczn/3gZIslBvA7Ps+0oxLTIMQ4sOQLZsWfgsEhUzlxHEfQM6ybeHlQKAVl4+KFn45Zhf2ft8b6CMPY7H4y6Xa2BgQByMsFVWmO+nWCw2NDQ0NTUFRTS3CtndoFwPEhcMDQ2tr6+XIwH7wsLC+Pj46uqq7JgFQXA6ndPT04lEQnbkPp9vYmJiYmKiyDEhhECRt2QyKYtT+vYgkUgsLi7eunUL1KaUv5eCk5KKIAgjIyNzc3MyBiPQHvr9/vHx8XLECyCElpeXx8fHXS6X7JiTyeTy8vLIyIggCLIrfIPB4MjIyNjYWDkovHxQLiZLCEkmkysrKyMjI5BRfxtACU5s14L/Y7HY5OTk/Pw8qMBLmU6JrQy8CyYmJiCKNBt5iaSzvLw8PT29vr5eCpKcAGG1c3NzyWRSdvr2+/2zs7MzMzP5mCwdRkJIOByGOKszZ85cunRpYmIiEAggOVQ6W4VUKrWysjI2NgZ8EOcqCLQlEA8sz/OTk5OLi4vlsMNAdWcwkMqoY4H+u1wuIEJ56QQ8td1uN2TFlAsn/T8cDk9NTU1NTcXjcVmQ3xuQMwsXulM9B/ECiUSioqKilFOV5KwENJfJZKDyh06noxVSt31CkSguOY4Lh8MQTiaxcpZO6+FwmOM4tVpdehJICRBCotEolJ+R3Tc+kUiAH7g4p1pOEATh/PnzP/nJT15//fWNjQ1BEB555JEvf/nLzz77bM7vLVMwAnVfTyQSkApO9vIzhJBAIAC5rORCTkkxmUxCFi7ZPUOBTjiOA+TyGr5g1afTaavVWvrRXrKuU6lULBYD5axSqfxXZ/iSSCggLwCfKnGsc9pPIHEv1dFIVJzbaILyUIwxIJeYBeSaTjAfUV2bvIo2iO8sh95KrVYDH7kr8tOnT//yl7/0+/1/8zd/o9FofvSjH42Pj//4xz9uamravXv3PcgnKxb9oG6j7HmH0eYMiolQLrTwB6SpLYf+GmOs1+tpgWcZOSzGGOr9lL7qASTrWqVSgQFT7OLy4YcyZuGCdFbJZJJWb5cFYGSpJCtLntCckizkaZR9ImOxGM/zxUiyW7UREUKgVK3BYJBdkk2n01SSLdyZdDp9+PDhurq6vXv3qlQqq9X6T//0T7Ozs/39/T09PfeAyYq7B8qfdDptNBplD0MCxQhkU5Txu2C/T6VSiUSCZVkYcLm8RABgTGSvKgLnVyiyC6Wbin+xmAfS6TQkPzKZTB+hQorl0slijBOJxMrKyuDgIDV8bUM1IVGYUojFYiMjIzMzM9szfBUAqAc+PDzs8XioxYaIoET8i4uLExMTWzJ8FclhBUFYXFwEw5fsOtmNjY3JycliDF/t7e2PPfbYo48+2tDQUFVV1dvbW1tbCwHW9170SCaTTqdzeHi4HImyeJ4fGxubn5+HVHByAbBUv98/MTFBbVMyDh0hZHl5WUyEslALdBsMX6Ojo4IgFGnwLP7TQqHQ6OjoxMSEOM/chx/kj/iif3McFwwGV1dX6bLcKqFka2PpT+l02u12e71e4OBbopLsh7HIeUsQhHQ6vbq6GolExE/KZXyAUOO7LkuJS9ldga5Mr9ebyWRk2Q/EEIvFvF4vbDyFMff09LS0tKjVakEQIpHI4OBgIpHYu3fv/ffffw8yLkv6Bh4Oq6ur5bBHQ+VKv98ve0wjwzDxeHx9fT3n3rAlwshGjhAKBoNi5Nsg7GxrMCDhOC4UCtE0odtGKL5Dz3OJRMLtdq+trW3blv4bgbJk4aLjW2CUiz8jFGlxymn7ysmm86HK9+tdO1DgKFe8uSznk3c9JFIP0AJdKvzwVnso+VuszpbYwePx+LVr1771rW/t2LHjS1/60q5du3L2MBqNvvjii1/72te+8Y1vfO5zn4NQ/QJTJpnoIl1fC0yuLHtn9rwXmMpiMGyjAygr9DHnrzK2mPOTi1mJhbtReLI+KvYuCmWJ+CqQ2JDeKTDckrVamHYpiNFmtyLBWQBDdiuF2avkga0SQb4Bye5wTswS84LYfJfdRM55KXLhDQ0NgX9iMBiMRqM8z2s0GrPZHI/H4/E4x3F6vb6jo+PJJ59Uq9WRSGR2dvbs2bPPP/+80+lMp9PXr1+vqakRW5xpKzqdzmAwMAxjt9uzc0tmf4hkuIrczguTTTFTlu8ZyR6TD22BzVvSw5wN3ZWJY5F4m00qOT+zRKZfYEjv2tvCjRazxj9CUMaIr2g06na7V1dXDx8+rNVq4dQWCoX27t2r1Wo9Hs/q6qogCD09PRqNxu12r6ysaLXajo4OlUrlcrlWVlYcDkd9fb1SqVxZWVlfX6+rq7Pb7YIgrK2tQWUOm82m0Wi8Xm84HN63bx9CyOv1rq2tEUJ2796NEHK5XF6vV6VS9fT0IIQWFhb8fr/RaOzs7EQIgUq3srKyoaEBITQ1NQW1W8xm8/z8/Pr6utlsbmtr02g04XAYqt10dHRgjNfW1txut8Fg6OjoIIQsLCwEAgF4GCE0OTkZj8crKysbGxsxxkNDQwihqqoqqDfT39+PMa6trYUQ2IGBAcjIpdFo4vH45ORkVVVVbW0tz/M+n295ebm+vr6uri6VSjmdzmAw2NDQUFNTk0wmJycnBUGor693OByJRGJ0dFSlUun1eqvVqlKpRkdH7XY7JAiPx+M3b95saWlxOBwsy4JH986dO202Wzqd9ng8S0tLvb29FoslEom4XC6/379z506LxRIMBhcXFzmO6+zsXF9fP3fu3MjIiNForKqq0mg0gUBgeXm5oqKisrJSpVJFIpG+vr49e/Y0NDSkUimXyzUxMfHMM88sLS3Nzc09//zzi4uL/+E//AeO4yCKhC48SLOSTCbPnz8fDAbFWR06OzsrKiqg+ml9fT3LsouLiz6fr6mpyWaz8TzvdDojkUh3d7dGo4lGoy6Xi+O4Xbt2YYw9Ho/X60UI1dXVgf9ZNBpVqVRdXV0Iobm5uWAwaLFYYMqmpqYSiURlZSUkJgfVc01Njc1m4zhucnKSZdmmpiatVhsOhxcWFoxGY1tbG8/zIyMjfr+/rq6uq6uLEDI/Px8IBCorK5uamsCLNpVKAYHxPD88PMyybHV1tcPhEATh5s2bMJgWiyWTyQwMDDgcjurqarVaHY/H+/r6jEZjc3OzxWLxeDxOp7Otra26uhoysIRCIZjQaDQ6PT1NCGlubrbZbNFodGRkxGAwNDQ0wITeunWrpqampqZGr9eD9mbnzp0IoVgslkgkAoHAjh07TCZTMplcX19fWlrav3+/0WgMhUIrKyuBQGDPnj0Gg2FjY2NpaSmTyezcuVOv13s8noWFBZ1O19bWBmt5YWHB4XDU1dWxLOtyuRYXF3t7e81mM2hU1tbWdu/erVarY7HY2tpaKBTav38/wzA+nw/O/nv27GFZdn193ePxYIx37NjBsuzS0pLX69Xr9V1dXRhjl8sF89vW1maz2e5x2eNSoIwWOig/c/Pmzd27d2u12ng87na7IfMhQigajS4tLfE8D/wuFAo5nU6TyQRJAwKBwOLiIsMwNTU1SqUyGAw6nU6j0Wi1WgVBCAQCs7OzhJD29vba2lqfz7e+vg5MNhKJrKysCIKwe/duQkggEHA6nXq9HgjL5/O5XK7KykpoFCYV8tsjhNbW1uLxuNVq1el0IyMja2trra2tTU1NCKFkMulyuShXDYVCS0tLdru9o6MDIeT1el0uV11dXWtrK8bY7XaHQiGWZeHkC/7kWq0WmOzo6CjHcYQQSGLgdDozmQzwqWQyubi4qFKpampq4DMXFhYMBkNdXR3HccDZTSZTTU1NOp1eXl7mOM5sNjscjnQ67XQ6wekHePTCwgLP8xaLRa/XZzKZ6elpi8VitVoxxtFodGJioqGhwWq1ZjKZjY2NmZmZ9vZ2i8WSTCbX1taWl5eB9cTj8aWlJcidaLFY7Ha7Wq0+fPhwc3OzTqdbWVnRaDTt7e319fVwOTs7m0gkICW50Whsamr67Gc/u76+Tn1mv/jFLyqVyvHx8bNnz9ITD8dxLpcrk8mMjIyEQiFx0cN0Ot3U1AQ7B1jPYLXbbDagBI/H4/P5Wltb1Wo1KOzS6TQQWDgcdrvdPM+zLAtLNxaLabVaYLIejweWN0wZrHylUglM1u12ZzIZk8lUUVEhCMLKyopKpYKNMJFILC0tORyO1tZWjuMGBwfX1tYOHz7c1dUF/VldXWUYpqmpSRCE1dXVWCymUqkaGhoIIUtLS7BhAJN1Op02mw02FZ7ngeCBfaTT6cHBQSh/bTAYgsHg/Pw87JqZTGZtbW1tbc1ms8HULy0tEULsdrvNZkulUgsLC1artaKiAiZ0amqKZVmr1arX6+GypaUlFAqtra2lUqlIJNLc3GwwGNLp9MbGxtTUVE9Pj9FopJTQ1dVlMBhisdjy8nIqlWpvbwdmvbi4aDabGxoadDodxJ6wLOtwOHieX1pa6uvra21tNRqNPM/7/f75+fnu7m6VSgWZJ91u9969exmGicViKysr8XgcRCJYvBjj7u5uhJDf74ch6ujoAOFgcnLS4/EghPR6PWWyH37tQRkTxEDiDLApE0JUKpXFYgGiRwip1WoQRuBSp9PZ7XadTgfeqXq93m63G41GWIdwCQ5VkLjXYrGsra0lEgmMsdls5jgOWtdoNLD80KbfqN1up2nAjEYjJWuEkMlkAtd9uDSbzVAGHDzYdTqdxWKB3KlKpRKYLzyp1WrFtfOMRiP0Fi4tFotCoaBoIUUTrd8JEis9KgIe8EdRKBSVlZWQFgS8jOESBtNkMmUyGcDDsmxFRQWc2emLLMtGIhEoGOFwOMxmM+S4YVm2qqpKr9dDQgaNRlNTUwPzAoPpcDjAJKVUKi0WSyqVgvgOlUpVUVEBXutdXV3PPvvs7t27n376afCCjEQiXq+3rq4OCqeD7AMjplarYa02Nja2tbV5vd65ubnh4eHFxcWWlha73Q4RB1SShRIADoejsbERymLCWEGCIa1WS2uJGwwGOL7AoRJmkHbebDZnMhl4UqvVVlRUgCNUNBqtrKyETYhOPbBReBimgNbms1gsUEwBfrVYLNRDU6VS2Ww2msKYEGIwGOjkAiVA+ADDMBaLBXz16FxDMVf6dWazmXofw4ugMAHXN/CFgogbh8NBpx7WEeCB/hBCwEFNoVA4HA6DwQBolUolJFwGAoM9GA5/iURCoVCA4AxLFcRq8WCm02m4hGKR6XQa8Gg0GqBM+BUy6kKZbrByq9VqrVYLunKDwVBZWQkZkaDINJ0jtVpttVrpOMPipeoCWPUWi4WOs9ls9ng84ARJGc6HnMMieQ1fEs235GaBV0rfiyR4toqwFKMEbRoVbZ2T3MxnvCrwbgGbAypaL5zTVJLPaiFpunCfJaMxODj4wx/+8Oc///l3v/vdU6dO2e12Cc6XX3753/ybf/Otb33rySefdDgcaOvqwi0ZAEuBbWsbC7xyz+w521M9l2LC2l4T/38Gclarzdbx57MbUpBFk51tO8pegYUxiDtc+IF8P+XjOOROi3zOZ/JlnMs5Vtl/S/hj8UMq7rP4DwlLzW4aTvpYZGnJ/kzxK06nc3JyUq1W79u3LzuHaTwej0QigiD4/f5UKiV+t/jpyB5DQkg+C1I2wsKiBtmE7KZxHm+qAgizu0SnrBiJp3ipKHt2spvI+UzOO+LLfNRVYLGLGyrwpYW/7jeYaagUKGO12kQisbGx4fP5duzYQYNtSt/2AWKx2Pz8vEajqa6upuf0fHts8YnX8GZNh7m5Ocj0vKVYtZw2X8nftPzMXUveF5adsx8TBMHlcoHtTpx1YauQEzlMJSEEFGSSX+mySaVS165d0+l07e3toCdZXV3t7+8PBoO/8zu/U1VVBedNySYBpz9w7xV/YCm7L7wL9pxQKNTU1JQzv7u4/0XyDgo8z09NTWk0GrvdLik/U7rcAC7PULNWfL94zPlkDoTQ8vJyNBo1m82UCPOx/nyX+SCVSnk8nuzyM5LO5EOec3YohEIhCKBobm4GNdpHQgQuo04WlNxTU1NtbW3bjmjMN+jxeHxqaspkMhmNRspkUX5SKP6UxHEcpPhiWTY7nX7hSS3mkLu8vBwKhcBJoHCXttoKIcTlcsViMbEa+q59LhLAfCEIQltbW86NB2MsCEIqlXrttdfC4fDOnTtbW1v1ev3i4qLf7z9y5MhnPvOZnCUbsuUdWZYNfDWkglteXrZareLy2tlcdRuNCoIAFkWNRiNLjS9xH0Kh0OzsLHV92XYnczYBFv/GxsZtE2E+SKVSa2trLperu7u7gMxbTCez6RZcKcBDg+YAkaXbZYUyehdgjFmWlXg+bm/B0yVBXwdVPWjTxY+V0lu0ucih4AJlJYX1lVttArpdpoLG4jEpwFC2ASzL0mhxMVuUTC5CKBgMnj9//vz5801NTc3NzQzD7N69+8EHHwTPqlL6sCUQ0wklQvFQyNIZQF6OjDzQc9nL3cNXw8IsU2b67FW/Pch5JAUKRx8RGRagLBFf2zZAFUZY2GIgrxCEsrbT0q0T2eaj0rsqRk7/Ln1XK7K5nJgDgcD58+cvXry4sbGxa9eup59+uq2tTcygJQNbplSHH2koKweRcaX8RvB/5KAskqzs45tP9JBRUqOQU1snS1tlJTuxJI7Kv8/nPPXDTaPRePLkyYMHD3Icp9VqLRZLTkHvXi7CMo0GzRYoO5RvmyzrTo/k47AfIUH1rlAWJgsDHY/HPR6P2+3ev3+/vAVrCSGRSGRyclKj0YCfvIzzQSsj1NXV1dTUSMzWpc/99PR0LBaz2WyNjY3yUhLP83Nzc6lUqrW1lbr0Av7S2cH6+vra2hpCaNeuXfl0svAHuL7nK+B6j1dOPB5fWVnZ2NiA4DEZMYO9bmBgQK/XV1dXy1iwFpB7vd7V1VUILZMRLYz//Px8MBi02WwQayMjJBKJtbU1v9+/b98+oJNtawizb4JhgGGYjo4OsSXmQw5l3IfT6bTX652dnc1kMnJhpvtkMpmcn593uVyyF6Kg3gWBQCDbZaR0HrG6uup0Ojc2NmTBJgYIOAYHA8lPpTcEQW4QpFf4yQ+DAEIl+nQ6vb6+Pjc3J3uFGDjTzM/PQ8ySvMgRQuFw2Ol0QoCT7ABxuhB2LC9AoPbCwkI+p7ctgUSZGY1G5+fnFxcX5U17Vm4oo+ELoonsdrssyntyp/elUqmsqKigkS3ix1DJ61ypVNpstnJk7EYIQZSRjMmSJciVSqUkn7Es8rJarYaDf7ZEnK1mzZ6Fe3z6o21BiJHdbi9HqDuEacle2AZAo9FUVFTIK69RZZfRaEylUrIXtkEIQeRY8Rm7C4NEWQfhbWBYKx35PQP5DV8FVpqMyFFWkE9Oa9X2MJf+WPFIymEBy4ewlLZopHJhDHQW8rV17w1fIFJBz8tkbyzT/iE78pxr86OimRXbGz5ahcHLmIWrHJQnxikZaCwKI5FLB4Tye/6XArIjzIe8+J/uCuLRLsZvf9sPyA6UvZbDgnSPrYtyIcw27crbFi4ueq0YPChrqCVd/fCbyMqoLojFYqurqy6X68iRIzSDhlwA+fp0Ol1rayu1Ocgy1jzPR6PR4eHhpqYmSN1WOk4KhJCxsbFYLOZwOFpaWmTEjDYDkBKJRFdXF6TakRH56urqysoKQmjfvn0f5vJKkiUXi8WcTieEHdrtdhnPEBhjjuP6+vpMJlNdXV123EopQAiBJFhmsxnShskLU1NTkJIRrGoyMilIrOX1eu+77z656IR2z+v1zszMMAwD6YdwHqejDxvImbtAciedTgcCgaWlJZoiS0aAjKXr6+uyq8AFQYDEhuFwWHZdCsbY5/NBpk64Q+0DpYMgCJD1UUZLI4VoNAq5Fj/k8eOSJQcZ/JaWluLxuETwLH1xQjJDr9dbDjsMyChgIJUd/H7/6uoqJUIZAZJn0tJk8kI8Hl9eXl5dXYUcF+VoohxQxtwFarW6srIyk8nIoqWWqJO0Wm1raysUlBU/ULoyCGMMyCGNv+yHkerqapPJBOnpkKz7MMMw1dXVyWRSpVLJ3nOj0djQ0IAxLkW0vzcnO7HWSK1WV1VVgQ1W3j6AZrClpcVgMFCHORnBZDI1NTVB4kfZB83hcNAcidtGLnkXLlUqlcPhkIRilg7gg2gwGFpaWsTpIj8SUJaILzHIHiYgNq3Qn0pX09zVUCMXSLpdih45H/JyMDJZ3HFyvn4PDF+obEYeeacPlS2IMbsV+EMW25QET5nGJLu5D782FqDsyjV5tdTi1+W18BTgsPI6A+CsELJSsOVDXlb6yx6WIvtWpv4U3668i7McgyymimxPgNIh29GidN10Nv5Se1kQ4b23nZYI5Yr4whjHYjGXy7W0tHT//fdLApC2DZQ4gsHg4OCgXq9vb2+XN5KH47hoNHrr1q3m5uaGhgaaOJXSfYnRU8PDw+FwuLq6ur29Xb5eI4QQx3ETExOJRGLHjh2yu0Curq4uLy8jhA4dOgQag3JYpWWHaDS6sLDg9Xp37txZVVUFN+XqsyAI77//vslkqq+vh0zkcgEhxO12QyGZnp4eGY+b8O3j4+OBQMDhcEDNOrmQo82SRevr68ePH5fFaCzunsfjmZiYYFkWCoiVjvzeQBlzF2QymUgk4vF47hojtCW0FLnP50ulUnIZecQbO0StOByOnH4/JRJlMBgMhUJlCgoMh8ORSKQclsZ4PO73+wkhgiAUuXg+DCyY5/lwOOzxeKAam7wAlkae5ysrK2VHnkwmA4FAmbK1RaPRjY0NKKcm7xyBc87GxkbpG4NEc4IxTqVSPp9PoVCUw7RbPiijukCr1dbX1+v1+m0nky0Aer1+z549arVaLpGNTiQYSfbu3UszdkvIpUSibG1tTaVSJpMpW7lcImaWZVtaWtLpdDli1WjkHpS6gpuFtSjiO+CTUKBWfJlAo9FAGVcoFSUvsCwLRVjFmWrlApvN1tPTo9VqyzFWjY2NNpsNKqfJazVRq9VQKLd0D0IqVNEeWiyW3t5ehmHKFDBZJpCNyWZrjsDOWFVVVQ5riU6nKyCbFEk3EhsUvAIVDNvb2/NxhBKJsq6uTqwLk4vDAraamhp5NcgUrFYr8Kmcy7JwK4IgCIIgDtTJ1gaWyQCrVqtra2vv2sPtAcMwUOxWdjsMxthsNtNCorIDlKPfUm9zrgLJTYyxWq2urq6WrPrtjQxlKfRdo9EIQtW/UsNXzs/GGHMct21/jgKDSAjhOC5nKD0qekXlowM4FKNNyUtedQFlNzmRbxsAD4QaS27KAlTnA5mes428+SZrZmbmpZdeisfjX/3qV81mcz6uUabVAlMpCIKYCGVcnDDgoLiXRSoEDRXDMEAnZcqmyPM82SzUto3FgkRiJr1DyQB6Lo5E2N6YZL9FCOF5Xjzg20B770FmdYGYzqLRqMvlWlxcPHHihNiRsHhCLPBYMBi8efOmXq/v7OyEYJv/X3tfFiPHdZ1d1fu+znTPvu8rV5ESrcW0LMqxHclCbCOyARtOgATZYMQOkAc/5MEvBpKX5CVAgDhxjD+OJVvyIlmLQ1ILRXEnZzicfWH3bN3TM71XV1fX8j98mItS9TI909VDUunzMJjqqjr31L3nnnvuOeeeo5aTFFa8GzdudHV1tbe3oyS4isM5MTGRTCYbGhr6+vrUxczz/N27d1mWHR4eJjW0KwRC4fr6eiAQoCgKJ3nyRXnBKcGy7E9/+tNf/vKXAwMD+cKiNIWlNxBlbi9QC25jY2N8fLyhoUHebvnbnWKP8Tz/4YcfovI5zLKV9zmRHevr63B8jYyMVIhTDvicmZmZSCTS0NCwr+NkpXsMt3DELhQKPf3006oblMPh8N27d7Va7ZEjR6ph/6kSVDHPAio+oRCpKgjlO0pBENLpdCaTyXfyVLjxxFKcTqdJXb/KccoxsCzLMEx+NkJVIJvNMgwDPUVdzBzHZTKZTCazL2Ju3rz59ttv37t3L5fLlVPsZE+xW+aTBARBYFk2lUrle1/pT4Za5/dYibskTi6dTrMsq5ZrV46f5/lMJlOlnH7gk2w2qzpmzHqGYdTiQDmeXC7HMAw4XBXkhwNVTBADy2Zzc7PiPEyZu6pihj90utPpPHPmjE6nyw8Oq1Cb0Gq1QG6xWA6mxhaMQCT/DA8P8zxvNBpVtyhptdrBwUFRFG0224H3mMVMus3NzchfVyJTjNyVx7JsIBB45513KIpyOp10XsaQgp9fQozSxZO85NsryP9Wq3VwcLCrqwvhHPKhoT7JivRucJ78l2KWEPyo1Woff/xxrVarOHZYsoPLApqm/X6/0+ks//h/Qa4riJmiqL6+vo6Ojv16pMvZeWBz2d7eXrmVQ8pLwVNfX//444/TNK1K2cpDg2pFF8Aoo9frUaBUwdMlRqug51r+C/7qdDp5ZKLC7XYwxxe51Ol0MEEU5NrSyPN5XfF8Qf4obdYsE1RhPoUdgJBkMpnyzzIWWwVpml5YWPjpT3/qdru/8pWvvP322wj8yl91pF0oRo/iFSJn83/Pt2BQu+lNifFEwYEEFR4mVvJyhgNI5DHa6q6a6PBy5Cb5IsUsKAE2m61MoaxopdglaRfBOfJDzNQnu5QqMq3yQbEcUhRlNBqrEapUbVDfXEA6RRTFTCYTj8cViV9LA70LBJv8FzIfeJ7f3t6ORqPYd8sf2JfNV9Ec/gFysjUuyEwlcMoZK/95hmHi8TjJpS8nuPIpmkgkotFoJXGyij0ynaeBklsF99d4ZW1t7cqVK9PT0y+99JLNZstkMqgzWnDhNBgMEN8GgyFfcVOMOxksQphi3irw8zyfSCS2trbI1pjedc4QJ2E+gymaKAaiKO7s7BD7jIoSFhQi6pnaD8vtSTMgmUxub2+n0+kSQ5zfSolLMhY8zzMMk0gkqEILpGIxKLNdgiSXy8Vise3t7f/rcbKkR5LJ5PLy8vz8/B/8wR/YbDZBEMCLKKGMS5qmMffyL3me12q1sJ3jLpmlPM9HIpHr1687HI6BgQGPxyNJErLTi6IIew0ueZ4XBIHMcJhZcUlRVC6Xg4aFS57nISZSqdTly5e7urq6urqgTYiiiGAGPAl6yCVaIXgUd9Eo+ZZbt24lEomWlpbR0VGKojiOwy20AtslYlGBh1zyPA8vOVRC8BnexYuiKOLE19GjR41GIz4ZD2ezWVJfWpIkjuNIIWt0NXLKoPewC8EcQCs6ne7q1auXL19OJBKdnZ24pdFo0DTxJns8nrNnz+r1+o8//vj69etPPPFEc3NzLpeD6ZxhGMST5nI5nufJrCOmXtjysPzQu/sV8pi8q8m3oG91Op2ceIPBQDgqkUisrKysrq4eO3asoaGBMBg6E7XfCSco0KJv0fOEGDkn8Dx/+fJlm80GsxjIA1r50ONSMWT4XvQhbBSEE8DGKysri4uLdXV1R48exRihiDfw4KvJ0CNYBZccx6FF9Ekul8NX4xJDPz8/Hw6HGxsb+/v75UMvCAJ6j7Af7oIATCvStxRFofS3fLayLDs3N7e6uvr888/LpwOeRCuiKCpmK8Ejv1R0Js/za2trk5OTBoPh5MmT6p7zrCqoLGTla1c2m93Y2JicnHz22Wcpikomk6FQKJVKDQ8Pm0ymaDS6ubkpCMLAwIDRaIxEIuvr6xaLpbOz02AwhMPhzc1Nr9fb2Nio1+vD4fDW1lZTU5Pb7ZYkaWNjY2FhAYIMtj+GYUZHRyVJisVi4XBYFMXh4WGKosLh8Pb2tsFg6OvroyhqfX0dp62QyzUYDKZSKa/XixkSCARYlq2vrwdHwpmOXF84LGgymSBiIpFIOBxGTiBJktbX12OxmNPpbG9vlyRpeXk5k8l4PJ6WlhaKoubm5iRJ8vl8Pp+PoqjFxUWGYZADVxTFmZkZp9PZ0NBgMBgYhllcXKyvr29oaBAEYXt7e319vbGxsbGxMZfLBQKBRCLR3Nzs9/s5jgPapqamurq6bDY7PT2t0+nS6bTBYMhmszMzM3V1dX6/H4rk5OQkjn7qdLp4PH7v3j1EZeDg3Orq6tDQkMPhYBhmY2MjFov19/c7HI5EIhEIBERR7O7u3tzcfP/996enp3t7e10ul16vxzbFbDZbrVatVstxnN1u/8xnPrO6unr37l2e55966ikop1qtNplMLi0tjY6OJhKJqamplZUVMIlGo8lkMteuXeM47vbt22azub6+nnBRV1cX2jKbzU1NTVqtdmNjY2dnp6Wlxe12i6K4traWSqV6enrQe+vr6zzPDw0NURQVjUbD4XA6ndbpdOCoeDxuMplwmnl1dTWZTDocDuSjQdmourq6xsZGXAqC4Pf7XS6XIAgLCws6na61tdVoNKZSqUAgYLPZOjo6JEmKRqPr6+tms7m5uVkUxdXV1Xg8jqEXRXFpaSmbzdbX1zc2NoqiODs7q9VqfT5fXV2dIAjT09NWq9Xv9zscDkEQ7t275/V6fT6fXq9PpVKTk5PgRjJGHR0dPp8vm80Gg8FkMtnW1lZXV8ey7MLCAkVRLS0tHo8nk8kAbVNTk9PpZBhmcnKyoaHB5/NZLJZ0Oj05OdnV1QXhFY/Hb9y4MTw87HA4stlsOBxeW1sbGxuz2WypVAqcMDQ0ZLPZkskkOKG3t9disezs7KytrRmNxo6ODpPJtLOzEwwGwW8URcVisXv37p06dQpyMBQKhUKhwcFBk8mE4qrxeHxsbEyr1SYSic3NzVwuNzIyQtP0zs5OJBKhaRqzNRQKRSIRq9Xa1dWl0WjW19dnZma2trba2tpU3DQcAlTxxJder3e5XC0tLVjGMc02NjZ6e3sxMDMzM7lcrrOzE0J2amoK+Y8xJe7evdvV1VVfXw8hOz09bTAYcFAqGAxubGw8//zzdrt9Z2dnYmIiGo2Ojo5inObm5gRBgJANhULz8/NWqxWhKsFgMBgMNjQ0QDgi1gRqiCRJS0tLyWTSZDJ1dXWdPXv2/PnzKysrTU1NZrM5lUrNzc1BOkuSFIlEpqen6+vrIazX1tbu37/f2tqK2p8owtjb24tzB5CGNE3X19fTNO1wOHw+HyazKIpTU1MtLS0ul0un0zEMMzU1NTg46PP5crlcKBSamJjQ6XSNjY0cx62srKytrRkMBr/fn8lkZmZmBEEwmUyYaRMTEy6Xa3x8vL29HYkd+vr6rFar1WplWfbatWtarRbOn52dnStXrvh8PrfbzbLs+vr6jRs3WlpaHA4HAp7u37/f1NQEIYsxamxs7Orq+sxnPkPtJlS02+2hUCgcDns8nubmZpPJFIlEdnZ2otHor3/9652dHSyliUQCMi4Wi925c6e1tTUUCl28ePHChQvU7k6Q5/lwOIxQhLW1NWL5FQTh+eef7+7uttvtXq8XGQvX1taWlpZsNpvL5eJ5HqUGW1tbDQYDiGdZFkJ2e3sbQu1LX/rS+Pj49evX792753K5cIYFaUmbm5shZJeXl+PxeG9vL8ZlaWkJB+ecTqcgCPPz88jbaTAYUqnU9PR0Q0NDe3u7TqcbHR1F7ARGMxAIBIPB3t7e1tZWURQXFhaSyWR/fz+E7PT0NLRRuBOmpqZQSs5ut/M8PzEx0dvbi1DiZDK5s7Nz/Pjx4eHhbDYbCoVu375ts9kgZKGbW63Wuro6wglWq9Xj8aTT6Tt37tTV1dlsNqfTmU6nb9y4MTo6inyMqVTqypUrNputv79fq9UGAoG33nqrtbXVZrOxLLuxsXH9+vXu7m6r1YrZev/+/Y6ODpvNFo1GZ2dnWZbFGc5oNDo5Oel0Ov1+v9ls3tnZuXPnzsDAgNvtttvtOIyQSCScTqcoihsbG5jLRqORYZj79++vrq6i5nE0Gl1YWEin00NDQxqNBpNXo9H09PTodLqNjY3Z2Vmfz9fR0aHRaFZXV3d2dkZHR48cOSI3K5VviX5QoFqqw/xPxS/E44FtYy6Xc7vd2FZgk+hwOHDJMIxGo3E4HBqNhmEY5EVF8ADLsizL2mw2dC7DMLlcDpXAEekiCILL5cLmKJPJSJIEVRFxKhqNBukkUqlULpfT6XTwhCSTyVwuZzKZ0EoikRBF0Ww2Y0+E4DOr1YqNYSqVInIKxMvxYDcHL18ikRAEwWg04mx4PB6nZI4jchgBfbWzs6PX6y0WCzZTiUTCZDLBW40+sVgsZrMZUWXZbNZqtZrNZmyEBUGw2Wwmk4nn+Xg8rtPpQDzP89FoFHhA/M7Ojs1mMxqNGo2G4zjo3UajEQE3qVTK5XIZDAb0Hsdx8Gvncrl0Oi2KosPh0Ol0sAxQheyk+CeZTP7ud7/70Y9+1NfX94UvfIGiKIvF8tZbb7333nt2u/1P/uRPurq6RkdHYe0h6momkzl//vw///M/v/zyy+fOnYM8Qkf5fD7QScJIMKAWiwXhGQzD8Dxvt9u1Wi3P86AWQ48xomkaAZXpdBr7cazTCNHT6/Vw0ZAhw4lkOSfgLk3TVqtVo9GAE8iLxAhgMBigSSB0xGq1SpIEtBaLxWQyQe3VaDTgBFEUY7GYXq83Go14d3t7G0Om0WhgUUFNTEmSWJZNp9M2mw1Dn06neZ4HWnw1hKzRaETCEAQ8YECj0ajZbEaoTC6X29nZQeVHXG5vb3u9Xr1ez/M8+M3tduv1egRLYZbpdLpsNptOp8ls5TgulUqB/zUaDVgIxGOyw6gCU0wmk8lms1g80ArHcYhUyWazLMuKooi5jCGDEKBpGgwP1yVN04jDwy1VRNahQbXyycLGlEwmE4lEa2urXq+Xdo+CEPsj5hI5QQSbLLFJYUcDuyG5RP+KosgwzObmpl6vr6urg0iiaRq2LYKW2pVo8ks5WpiHYBSjZIeasCPzer3I201cJQq09G48E/F7EAuyJDvTpbgMh8Msy1qtVgQwwMBHHAKwgZAPkb8Io1jBu6T3sPny+/2wahHi5edkFK1IuzlfyC35oJDjUvF4HHK8sbGxWHROLBb78Y9//M4772Da5HI57LWhdp0+fbqhoeEv/uIvent7ieMClrhf//rXf/M3f/P3f//3L774IvbduKXT6WAJJUB6Xn4pHyMFg2Wz2VgslkwmGxsbIRZLjKB8yChZsAG5JGjxJFRXk8nkdDrBhAo8ZMiIzk5GAXdpWUgcBoVIEIZhtra2cEpV2j36JedwfIuCM4uNtYLBQqEQwzB2u93tdhPDN+4SGzEZ+nzGIG5DRZ/A7QG/LjLYkUmnYDBoSwWnlSiKkM6kFTKt0ul0JBIRRRGbp0dF2lbLXACHRjAYXFhYgJmJ/mRSfcKI1K4lV74FkN+lZJIF3QpT7OTkpMPhMJlM8hwx+a3IqVKgJX4GcklRVC6Xg0VsZGTE7XbTu47mEmgVJ1tKXy4uLsZiMVIVCqoKaYV0Ap1Xg0BxTlF+Fy9i+5xOp10ul5wFFX1boqvznyRdFIlEFhYWYFIsJmTNZvNTTz3V398PVz7cGm+++SbDMA0NDd/85jfNZnNDQ4MiEIeUEqFp2mQylc79kT+gxfoE35VKpbA/tVqt8uR4Bx5BwooURQmCMDEx4fF4enp6IGRLDNm+LkVR3N7enp6ehplYLovzhz6fE/a8DAaDoVCotbUVfgJq13SjaIVgLmd64n/4SGCKwY97MpgcDyXrw/zZmkgkJiYmNBqNy+VSvWxg9aCKNlmdTmcymcpJcrHfFQlD5XQ6rVarWhXYFZLO6XRiq6i4WzlAjmDDSKarWoAtbfkR7OV/lNFo3DM9o9FoPH78uOLHzc3NiYmJpqaml156qeBbuVwOii1c/KW7er8DodVqrVar2+2Wj+a+oGCLhFUcDgdsMgdDXgJgm1L9mANQWSwWKCj7eqsgAfLfocWDw+l9xn2X87BOp4M58WEu5ZkP6psLSnSWioxSGnPpy/1i2xeS/T5WpT6psAdKYMtHVfAuooUSicS//Mu/vPrqq52dnf/2b/9mt9sRiiB/vdrlZwrSXPp31Rs6GJJquHSkTx4KUKsHCtJc1e6tnjBRHdQ/jEDLYowVEvxgnQJrkfyfPTGXvtyzuYLPl4mk/Meq5xXN/4QKWyE2O0o2f/IdX/J2M5nM3Nzcf/zHf7zyyitzc3NTU1M//OEP33vvvVgsVgklB6af/C/nnAoXHvJPfldUAnI7D11exP6eoBg+glkt9itIs1zsqthK9SZOlUBlrZvYvyVJQkzcxsbGsWPHKqkuKR8/ancmJ5PJmZkZk8nU1tbmcrkqV9wIK8CPPz093dLS4vf7Vd+YzM7OMgzj9Xrb2trUxczzPAIzu7u7Va+fGg6HQ6GQJEkjIyPEP6PoZ0WfY8P7ne98h/hSiG1HrE4GPwVIkpTJZNbW1ra3t3t7eysszqoAmqZ5nr99+7bVam1oaEBIg1ogSdLW1tba2prD4eju7q4coUI8LS0tIZ4XQYcqAkKto9HosWPH6F1QC/n29vby8rJGo+nt7a1SbZFqgMoSBDMHY4mS9/Pz82NjYyo2gTFjWXZxcdHlctXX1yP+Qz5/DjCu5BVRFFmWXVpaQqC4ipQDNjc3d3Z2KIpSXchKkoTjHi0tLaoXR4jH44FAQJKkwcFBuT+k2PMGg6GhoeHJJ580GAwGg0EUxUwmQ061H4KEBXkcx4VCoUAg0NTU5PV61d1s4riB1+t1OBzqClmKohD/7/f7VRGyAPLJOOwjiqLqQpbjuK2trdXV1SNHjijsQgcGMljpdHp5eRkHQ4iQffjtBlWMLtDr9Xa7vbm5Wa2+lgPmMGI/1cUMyhHxo+LgEVbweDx6vb4aaYQ0Go3b7TaZTET7VpH/rFYrDlOUKR/1er3H41Gk+j38+aDX691uN8dxCj5RhR6NRtPY2OhwOKqRtcRisfh8viqlm8IxASBX1yyLI0g4y6u6tddoNPr9fs3uYWjAQy5hqerFyQIOzdNVjXYf/hWyNDwo+hXeCaqQRJP/r67ja8+vflSG9XCccupK2EfCi3v4UK0sXACapsWKM3ZLsuhrSpbqqeDyQO5W3ughDGSVVjj5uSx1Yb8EF1NnDnOSqOJ9LQezumjp3aMWKuLM/18txxrxp1WOSgGqe3EPH6qbhWt1dTUQCDz55JOV+GEUExX/R6PRW7dumc3mnp4eeUHmyplGXn6mra1NdcfXrVu3UqlUQ0OD6iXveZ6fmppiGGZkZERdWwe1m/aBoqhTp07J7T/lz4HDUUYUaFOp1NLSUigUGhsbU9fCLkkSys84HA5SfkYVAA+vr6+vrKy4XC5k4agcJ7Xb7TRNT01NbW9v+3y+/v5+dQcCCXRCodCTTz4pP2hzYJC/HgqF7t27p9Vqx8bGHqHyM1WM6eV5Hpm3cJBO3XmVy+W2trYcDkcluVMLAhIgbG1tkZJQ6kI8Ho9Go2pVMpeDJEmJRAL5GVRHzrLs9vY2TdM4eUla3NeYltiCVAmQTzYUCqlexwWa5vb2tiiKqjtIaZpmWTYSiRBPsipzh+zokU8WRwYqRysHQRCSySRyU6iCUP7t2Wx2a2sLWTWoR8duUEUhazAY6urqOjs7YaVWtztMJlN7e7vZbFacrqt8aHFkpbOzE0VTKsSWD36/3263VyMbpkajgavEaDSqTrndbkfmxgMHBhymbCVgMBjgr1Oc1lVlfmq12vb2dovFgo2ainZJSZKsVmtrayt8U6qPJpJewi2pLiCdCFWk0vMBQI7BarVic4mQ0EdCwlLqZuGq6n6wTA/1gdst9mJVPeMK5I/KynywMGRFNxLLYyqVeuWVV773ve9V6cSX/NSAuqFjj8p4KeBw/Ejqoi0xDR/+UVCN5wo6lFUEgrBKQQV7WhKrMZBVRV4NzZEMrsIbWc4rit/z7ezVAxgiVcwUUdr7WiFmqjpjR6B6Ela+nlVDwlIypwtp6yGXsJSK5gLSEWTBQeWPpaWl5557rnRqpQNAJBK5fPmy3W4fGhpCJiG1lEHkZr106dLAwEBXV5fqjq8rV67E4/Hm5mY4NCo8QyEHnudv3bqVTqePHDmiuq1jeXl5aWmJpmk4NMpHnu8WI2L3EKZHIpGYnZ1dW1s7efIkcqhXziGE/lwu9/vf/97pdHZ1dSEhoYq74/v378/NzXm93mPHjqkos4Dq1q1b4XC4ubl5ZGRExWgcWHsXFxfX19efe+45VRxflKxP1tbWkIXr/2j5mYLLI3L0KsJHVGEXnMsyGAwKr1rl80eSJEEQWJZFuk8FzZXTn81ms9ks8depK2g4juM4Tq04NjkIggDMVAXxOmQqqkhYaYAbE5mhqSpoWNlsluM4kjxMRfyCIGSzWXh4VKQZqDiOA+UqSlj8RYfL01eqQPQuCILAMIxer1fEdD7kymxVHF/4ZhRKUet4hmJ3YLFY+vv7jUYj3PRq9TI2lUAuP4WpIrS0tCAdOPlFLQOLRqNpbm7mOK7MUtL7ApfLBWvp4ZyIVQsMBgMKCKkYzkGUcY1Gg0yyxE2vSm8DudPpRCWYamy9caBRrSgouQqCo5hVyqjtcDh6e3tR9yG/9YcWquX4qgbIs4pUr7l8z4zibv6P+8VP5Sn+FeIs1lCVfI/kktoP2cXoOYRUh9Qnh1UtUajgExU7HBUBVNw/yaF6vlx193yfGlDf8SUHVSQ4Nr8URckdFwVlnyrtyi2kdKG0jRVKWPnMJL+oqAERqKqEpfZjVK2G+WJfUNBzUiHI5ZR8s1w5ZklWUKcaC7BaPgA5yD2BqtCcP+8I5kcOqmIuwDoci8WWlpbm5ua+/OUvH3izVmxt3Nraev/99x0OR7GTPAee1ahC+MEHHwwODvb29srrwVAVK240TV+6dCkWi7W1tY2OjuYjzH+r/A8RBOHq1asMw5w4caJ8x1eZ+JeWllB6+uzZs4pqFHIMPM9vbm4yDANbOWad0Wh0u93l56lSUSLH4/Hp6elgMHj69OnW1tYSmMtvlDyZy+V+97vfuVyunp6epqYmSaUQMQjr+/fvo677yZMnK0SYP4muX78eCoVaWlrGx8crppeiZGycSCTm5+eDweCXv/xl1PUqn7aCCOW/rK6uXr9+XafTPf744yTI9+FXmdUXsoTVUCUiPzB+X50if1Lxv8FgQOkwKm9IyIp6sN6HHbkcFiFQUNErSABKZJOyd/lvKXDuiwZUHtzXVC9zGqBPCqoSBEMulwsEAv/5n/+5uLgof/LkyZOf//zniwnZfJwltt7FFqFiv9M0Le/wEitl+eJA/qTBYCAdXibBpX8ngA4nBQcrkSP5k0ir1er1+n3xSZn6qUaj0Wq15R+H2fMx+QPyPikfwwOHKuYusFgszc3NNpsN5ZXUXXCsVuvw8LDBYCiWu/fAu0KNRmO1WlFFkSqb7HzhSBUZ/vb2do7j1PXXoUWdTtfe3o6S1AdGkv87fvR6vWDuEokLOI67c+fOe++9t7OzQ5IcUhQ1OjqaX2Jrv/xQbMkphgS/m0ym1tZWj8dz4JyBJUZTo9EMDg4aDIZiyA+8vaVp2uPx9Pf3F8t2v68teX5Xw/u6r8BKWhagWqJdo9HY0tKCCqQHWF1K33U4HENDQ5ih5b/1wKEq5gJ8Mw7Y4YwdpbYlyGw2d3V1lX6GloVklo9Zo9EYjcbOzk7yC9GVqOJKlryhYndxC8aNMgV3QQWt2OsEObWXGbSg66PgOkHA4XA4HA7Fi4pNaDabnZiYaGxs/MIXvnDy5EmSDKy7u5u4s0or73LMe86cYsTLASEu1CflnWL7TH2yqxWqcYl9mEajaWtrU3SCHGeJLi3IJPLPsdvtdru9oCFSgar0ZcG2MCvzeaB0Q4pBKfg/zjEr0uWUPw1Ly2UkfS/nAx8qqGIIF7U71YnDKn/mKOSXHEk+y+J34nglcqREFyvYSI6qBG8pSJL/LdOEVIwXCz6Qf0vRaP7vBQnObxFiLn9XqJBNBXu4IFXFiMdlLpcLBoMDAwOf/exnT5w4QUZfPkbFliu5NCk4rPkkFevVfB5TPFxQLObL1mImCDkeuaertMSnZVurcviBLFF7zgsFqcXklPyj6N0ze6SSUEEo0efFpmfBX0qvLvmfX2xBKkeVfghB/RNf5DIWiy0sLMzOzr7wwgvY1BfrytJMqRhXiIxwOHzhwgWXyzU6OtrU1KRAWHAFpsoYbIqieJ6PxWLnz58fGRmB46uct0p3i5yeDz74IBqNdnR0FPM5FPyEPRmLpulcLnflypV0Ov3YY4+hJE9Bo5u06weXx8PJn8SiqKAcJ74kSXrmmWeIcTafQkEQOjs7GxsbS8xe+QfK5Q6B0p9crD5YwedjsdjU1FQgEHjiiSfyS63IBVM+KxaUs3LgOO63v/2tx+Pp7e0lTFgCin1aQQm7vLw8PT1dX19/6tSpgoxN1lGFIC6IXIH/6tWr6+vrra2tihLu5evI+f/gbjwen52dDQaDL774YumUmPKPlQ9o/pQh/weDwWvXrul0uieeeELF3JLVBjU1WcUYGI3G+vp6QRCIM1qxIhVUOujiOzX5LRLzLLc/FlvM99ytKMjQarV1dXUWi+XA7tF8ysn/TU1NNpvN6XSWxrMvCQvQaDQOhyPfM1CQNkhSdOmeqi5FUSaTyePxaDSaYk4eCO5YLHb37t1IJIKu8/v9x48fR80xqpCSDj5BRTK73S4vnFPs84u5awoupSjmWFdXd4BSnntuS1F+xu127zdnIL2X7knTtNPprK+vh3ZCyzRQxZP5CRlKI8el1Wqtq6vLZ8LS37vnMk9RlFar9Xg8+QevC6oO5BPynyy42sHNk8vlFPEtDzmoeaxWsd1DlSez2YyZw7JsMplkWbahoUGv16fT6UQiIUmSz+fT6XTJZDKRSCD9mk6nSyQSiUTCarU6HA6tVhuPx9PptMPhsFgsoigiayo0QZ1OF4lEcrlcY2MjRVHpdDqVSomiiMt4PM4wjFarxboXjUYzmQxyMFIUFYlEOI5DKxRFbW1t8Txvt9ttNtuRI0cYholEIuCYbDYbjUZBHk3TqVQqmUwaDAa4d4DWbDbDV7a1tZXL5SwWC07UbG5uSpIEcxJN0x6Px+12E6Gzvr5uNBqdTidaiUQiNpvN4XCgaG4ikYAxFPp1JpNxuVx2u53n+XA4TFGU0+m0Wq25XC4UCun1evStTqe7f/8+PsRoNHIct76+Dlmg0WhYlt3c3PT5fBaLhef5VCqVSCT8fr/JZMpms8lkMp1Ok8tYLBYKhba3t1mWzeVyPM/fv38fvmOc+0Q8g9/vr6+vR8LZtbW1+/fvb2xsbG5uNjc3P/nkk2fPnh0YGNDpdB6Ph2XZcDgcjUap3YkkCEIgEBBFcWNjY2pqKhwOE0byer1Go1Gj0cC5pNFoYrEYwzAul8tsNmO3lM1mkbiP47hEIiEIAhIBp1IpcEJnZ2dTU5Moiuvr63q9Hpywvb2dzWaxcpAhs1qtkDtbW1uiKNrtdvDb1taWRqNxuVw6nY5l2Wg0ajKZ3G63TqcbGBhgWZYwPzjBarWigjI4CgMqSdLm5ibWEvht1tbW4LmFohAMBm02G1YanHltb2/HWKfT6Vgs5vF4cInp4PF4bDYbx3GRSISiKPQJx3HhcFiv1zudTrPZnM1mNzc3gdZgMLAsu7Gx4fV6m5ubkclheXkZygo4IR6PNzY2Go3GbDabSCQYhmlsbDQYDAzDxONxQRB8Pp/BYAA9GFC9Xp9KpaLRKIzIJpPJ5/PZbDbMCEmSkslkKpVC4WeO41KpFMMwzc3NGo0Gs5Xn+aamJkyrdDpN0zSyU+IzMctomo5GoxzH9fX1URSlCAl9yA0Iamqy9CfNbajGvLy8/Mwzz+h0umg0Oj8/Hw6Hn3/+eb1ev7W1NTMzIwjC008/bbPZNjc3p6en7Xb7qVOndDrd2trazMxMe3v70NCQVqvd3NxcXFwcGBhobW3FTmpjY+O5556jaToWi83OziYSCUjVSCQyPz9PhOza2trKyorFYnnmmWckSVpeXl5fX6+vr4eQXVhY2N7ebm9vR5qMubm5VCo1ODiIPJ53794VBOHYsWNOpzOZTE5OTtpsNpSV3tzcnJubQ6FAmqbv37+/urra2NiIzdfMzEw8Hm9vb8eefWJiQhTF7u7u3t5e3EWqULPZLIrijRs3Ghsb+/v7LRZLKpW6ceNGT0+P1WrleX59fX1qamp4eNjhcHAcNz8/v7m5OTIyYrfbM5nMnTt3BEEYHh7u7OzMZDJXr151OBx9fX1erzeZTF6+fLmzs7Onp8doNDIM8/777x8/fryjo0Ov10cikQsXLnz2s59tbW1lWTYQCExOTj777LMNDQ2pVGpmZiYYDJ49e9ZkMqVSqbt373700UczMzPIirC1tZXNZlGuMZVKbW1tYWo9+eST4+PjLMuOj49jAszOzgYCgYWFhWvXrs3NzX3lK19pamo6ffr01tbWhQsXbty4IYoitF2O4xYWFliWPX/+/Pr6ut1uJ4bOU6dONTQ0GAwGt9sNP/7KykowGBwbG2tpaeF5HiN45swZm82WSqWmp6ez2azf76dpOhwOLy4u6nS6p59+2mKxTE1Nra6uOhwOCFmUS/D7/RCyYCEkEcZlNpvt6+szm825XO7u3bsGgwGflk6nJyYmvF7v8ePHJUliWXZmZsbr9Y6NjQmCsLi4uLGxgaHnef7evXvpdLqzs3NoaEgQhFu3bun1+p6ens7OTkEQbty44fF4enp6/H4/z/PXr19vb2/v6+szmUyxWOzq1avDw8P19fUcx62urk5OTh4/fhxDPzMzEw6Hjxw5YrPZGIa5deuWKIpHjhxpbW1Np9NXrlxBPQWz2ZxMJj/44IPe3t6enh4wxsWLFx9//PHm5maz2by1tXXx4sVz5875/X6GYe7fvz8xMfHFL37RaDTG4/GZmZm1tbXnnnvO6/Vub29PTk7mcrmnnnrKYDBsbW3dvn3bbrcjIjsUCt26dau7u7uvr89iscRisenp6cHBQbgcg8Hg3Nzcs88+izGam5sLhUIwKO3s7MzPzzMM4/f7tVptOBxeWVmhafqpp57SarWBQGBlZcXr9aIYx/Lycjgc7u/vb2lpqUZt1uqByo4v+SaFZdnV1dXbt28//vjj0AhYloVyQVEUz/MMw/A8L+3WD0+lUkjbI0kSx3EMw2SzWTwMDSuXy+EutIlAIOByubLZLMuy6XSaoihJkniez2QygiBIu/5uhmHIBoTjuEwmQ5Lk40WSg4Nl2UwmA30tHA5HIhHIQYqiBEHIZDIgjxBP4kgymUw6nc5mswQt8IAGlmUFQSCX8/PzRqMRgoOiqHQ6TdKXCIKQTqc5jsO3oBOQSga9R+6KooiAf3I3nU5rtdpYLGaz2QRBSKVS6AfcTaVS2WwWphvkrkfPI+1LMpnEk8iMk06ncZnL5TKZjNvt/upXvypJEpZMv9/f1dVltVojkcji4mJ9fX1jY2N7e7sgCCsrK9/97nehpO/s7Lz88suBQOAf//Ef33rrLYZh/uqv/gpjt76+Pjc3h77SaDSCIIRCIVEUd3Z2lpeXjUYjSeaCpchut+f3CTgB4wtUyEZEUpNgjGiaTiaTHMel02mGYUgkGcuyDMOAE0CVfMjAJCSJD3oSVOVyOYZhsCkRBGFubm5hYYHUL8hms6lUCmiBh2EYQjz0MlK3gmEYi8VCeh6Di+/K5XKbm5tut7uurg6vgFHhrcpkMpgOGFyQB2oxuEajkQx9MpnMZrPgW5RWyuVyyWQyHo9vbW1B9wdazDJCD1pB7htckvkI5Vqn05FLfLUoioIgbG5uTk5OdnV14S6GjBCgGLJMJpNKpdBduCS6GkbNYrGQy3A4DKMBCShUiJ2HE6pVC0SSpGg0Ojs7OzU19bWvfc3hcGSzWbBRfX29RqOBYJIkyev1arXadDoNMeFyubRaLTYOJpPJbrfTNI0ZYrPZYFlDHaGJiQmn0zkyMuJwOARBgFIJtpYkCboqZA3sRBRFJRIJlmWxPacoKhaLcRxnsVigfEWjUUEQjEZjJpN59913Ozs7+/v7nU6nVqvFHk2n08ECAHpQ/ViO1uFwYF/D8zyIpygKpTiQP5+m6XfffTcWi3V2dp44cUIUxUgkYjQarVYrWolGoxaLBWlBGIZJp9NWqxVyM5FIIMAWem40GoUVwmKx5HK5nZ0drVZ7+/btbDZ78uRJbH4tFgumaCgUcjqdIAAbTI/HYzKZyIwlkxmzxePxYM+IS5PJhJJT2Wz2xIkTdrtdo9FABBsMBoPBYDQaIaq8Xi8kDmQcy7Lf+c53Lly48Oyzz/77v/+72+1mWXZraysej8uNSxcuXPiHf/iHv/7rv37mmWfq6+vJLZibEDkPWwe6GttSbEU5jsPOHbIDHEXtrnzxeByUHz16FDtWrG0Fh4zkkYnFYoIgWK1WdFE0GtVoNNjIcxwXj8cNBoPT6eQ47rXXXnM6nYODg/CqxeNxlB/H0IOjgFaSpEgkAhkBwbG1taXX6y0WC9aVra0ts9lssVg0Gg3HcXB8+f3+06dPY4xgAYAYzWazuMzlcrFYTJIkh8NhMplyudz29rbBYLBarbAURSIRcJRer4eccrvdN2/eDIVCTU1NqE6GbHYMwySTyfr6er1eTzgBl7D1iaII+0Amk4FxD2YuhmESiQRaSSaTU1NTy8vLL7zwArQQTO26ujpwONQRn88H/QMrel1dHWQC5K/b7dZoNDAswPSBoV9YWJiZmTEYDE8//fQj5PiqYsEl6JuRSKS/vz8/Fl0OBzCpJJPJmZkZo9HY1ta2ZzKhfeGHTjE7O9vW1kZCLFVcKgOBAOzLsEMdgOASd7Hv7uzsREGUfP/swQDWz2g0StN0e3t7vi+4BG1//Md//Oabb547d+7nP/95QeTZbPa11177y7/8yx/84Ad/9Ed/1NLSomJvMwyzurq6s7PT29urerUVQRDu3bsHE8SepUL3OwQMwywvL5tMpu7u7gPQVrq5xcXFRCJRV1fX2tp6AOQl2mIYZnt7O5VKDQwMUGrrmLFY7P79+4Ig9Pb2FjuF9BBCFWt8GY1Gn88Hp0TpIT/ASMA3RdN0sfOpe+IvFnIAf/SRI0cK2n0KBtOUgPzHyjnkXlo4liCgs7NTkiQSFHFg2Zof6uB0OsHWBX3BxQDmiKamJvgrCpLEcRySDmO/qe60RD1j2H/Lf6ucfkM/DwwM0LJQuRIvFmPCYs+bzeZKSsmWfrGjo6NY0/vlGcXzZrMZHF4aSf4DJV4htxwOB1Ld/x+1yRbsNVEUSUx1Oa+Uxk99UvqQSPv80BapUFC6AvLDIRSUy89QyAmQigTTlBCIiscA5WDY78oBCxphwWJ8vGfPF6StRN5rpGqOx+Ow4cIuwbJsKBRKp9NPPPHEl7/85WKYC3ZmOUSWA7CcCoJA4nbLQVvOk7glj/EsGMB7YPUCc0f17L1kahRDvt8+V0wcAEoal/PhZFqVqbLIZ/2+6HyAUJVUh8RQvbW1NTs7S+r3lnilBKBnFcOQyWQWFhZWV1eJEZ08TNi6NH650kQmFdpiWRZua4VUKi24y/yc9fX15eVlhN0cDEMxQBRUIBBQlL/O75D8wdoTsFNbWVkhola+RGk0msXFxX/6p3/6+te//pvf/CYSiSSTyatXr/75n/+50+l84YUXTpw4UQwzWe3yKancloV4tfn5+WQyqWhuzybkgqDgY4IgLC0tra2twe+qiswiLaJ60+bmZv6t0mSXBtATCoXgrJfjrBxomuY4LhQKKTIEFYMy11HyTCqVWlxcXFpaUr3Ae1VBZXOBXBghKOTu3bsdHR0Gg6GSfWv+u8lk8vr1616v12QyyYPmSrSiGFHFlCB3eZ5PJpM3btwYHx/Pz3NReiNfzrcsLCzgxBfCOfPXjwMDQoiSySRCrOhCwfn5UKZ+F4lE7t27J0lSR0eHQo9AQxaLxe/3Ly4u/vCHP/x//+//NTc3OxyOxx577Nlnnx0bG1Mc/qHydJn8/1XpEyzGKysr5ABIviVkTyTFnhEE4fbt2263e3h4GPEGZVJVzk4LUVN+vx+V2BXEVNg5iGXE2Ty12A+QyWRWVlZWVlZ6e3uLTTEC+/2WWCx269Yt+LH3NII/PKB+CBcRiyaTqampCXnPKkFY8Her1To2NiYvK0Lm58E0TXKXZOHy+XxEmpRjB9gT8Ep7e3t9fT2iHfY0zu4LNBpNe3s7y7LYre+LyD2fxOFRKm+nRobb6/WePXsW4Y0URTU0NAwODjY1NeX7KBS6ZFUBrlEcByCtq4Vcq9UODg5aLBaEKJT/Yjmj43Q6+/r6VKyaIwcsgdAhVDHLEDCZTM3NzYiROMB6VhocDsfg4CAKRFWI6jChKjWNyzd+HRh5wVtUFSLmqvEV1UAuR0UMyipSXo6fBP8Hg0FEnsFzvScZqVTqlVde+d73vle98jN7LsD7QpW/xlSIs3RDVeXAquKvHHO1v/1woIr5ZCVJyuVyuVzObDarpa+RhReWU+QFJ9ELlSwYcp6WJIll2T2TABwM4ElH7Cdpkap4/uPzUTkVWwd1uZPneYSpk3zMxezUJCpIbuo5sP9nv6BoSBRFnudzuZzJZNJqtZV3tULC4kwtUrxXQnY+4ACLVqstHf64X0D/cBwH3xRhQlXQUrsdzvM82U5VAgruQrAKRVE4bF0h8kODKhLKMMzKysrHH39MjkJVAgplJJFIXLt2bXJyMh6PU7LBKOaj2BPkAwnka2trMJiqq+zPz8/fvn07GAwSatUyiomiOD8/PzU1hVMelSOUQzgcvnPnzsTEBEQtlXeKel9itHrmAkVDDMPgaO/Ozo78gQrXY2n3/NKNGzdmZ2djsdjBKS6CPxKJTExMLC0tqYsZn7+0tHTr1q1AIKCKai8f+kwms7y8jJO+B56MxRra3t6+fv36zZs3iRvzkQDVhKzc14x/OI7b3t5eWloi5wgrAQU3ZDIZZCHJZDLyByoXWNCRV1ZW5KeSVIRQKLS6ukoypKioxOHU0Pr6uiodroBkMrm2tra6ulosg2qZZmu5Llltyyz2UqFQaGlpCQEAcoIPjJZ8rCAIwWBwc3MTyNUCokYEg8GtrS1K1Y4Cqq2trWAwuL29XSEearc3SMwDjpzhyAClxh5FvpYzDBMIBFZXV8lJ5QqRHw6omYVL8Y/ZbG5pacGZS7VaIWC328fHx3EsUhWEZDXW6XRA7vf7VbRsEjxdXV0IJqXUNjlptdqOjg6O45A5UC20gLq6usHBQYqi5NkID+z9y/+/GkDTtMlk6ujocDqd8mOBlRgN5F+t1+tHRkbMZnN+zsDKwePxDA4OqlumiOBpa2tzu917HpUsBxW5RM+YTKaWlhabzaZiKCvBg2P0Wq2WHGh8JIy2h+fnrSqUExNTCWZ1cR4O8sOBCj9BkqR0Ov3qq6/+7d/+bfUcX48iVJvxKLUXucNxCT6KU6aKx2pxCggJW1W3UiOfBdwCyBCc7+Y+GGZpN9ERUp/IMavipM5kMqIoooRqhaTmU46TqSp6GgnAh0lRlEJN3i/xag1TmSCKIsdx8L6q7saUJIlhmIIlVCsHnuc5jtNqtQdIN54PCqmKlGwoJq0KcmJCwaxHfqLKMSuayOVyyLIGN6aK+KsKVXR8JZPJ6elppLmrHBsx+uAyGo2eP3/+8uXLxK4kjw2oZOoKghCNRn//+98vLy+TlIlU8ZpL+4U7d+68//77yPWnrk1WEIQ7d+58/PHHiURCbjlVZbMSDAYvXbp06dIlkgDwYJgP01xAURTSv7777rv5R6cqB57nkRu34Pm9SkCSpLW1tQ8//HBqakoVhApOu3fv3gcffDA7O6sWcvwjSVIqlbp3796FCxfkHFgJyJeHUCh04cKF999/X11PY7WhuposMkIeeJLL+1f+l9rVZJEdVf6KWm56hmFIdlH8WE4SkHIgk8kgdWk1LBscxyHpp+raIhIbKvzFD//GDQlMSYbcykER6scwDMoKqIJcDkiuisgc1VV+JLGE+0hFoHdjK7FdU0XZVIRwpdNpvV6vlgQ/HKiikIXjy2w2H3hLUoKxbDabuo4vAhqNBim+kPeWksl6VSxZXV1dLMsWdJXIJ/ABWoHjC5VvyI9qTU6cf6MetQRIZrO5o6PD5XIpHF8H7ha5g1er1Y6OjlbJ8VVXVzc0NITMs+q6XimKamlpcbvd1SDbZDIh+yiikiunXG74QuFUnU6nri2i2vCoOr5UX9tLIFREHVVi7S2N5FFx3FW4GCgglUpV2/FVPZ/MIZiVq0FtNRxfpZt7+Dc91YMqpjrEkRWYwCvxwxRkCPimaJo2Go0VBhXlNwdzAXF8qWJGJLQxDCOKol6vVyj4lRNPHF8Kt4Aq3QL3EUVROMlzOLO0coC5AFUPwCdq2cHRA+l0GnUe1XV8SZLE83w2m83nkwMjpGSKAkoi6XQ6VbxqcpA7vuRa/4ERyrmX1KdBvQwVyD0UUD/VITHbxePx27dv/+IXv6gwVBuzQqFxRyKR119//cKFC/J0bZWMJXk3l8tFIpFf/epXs7OzckNehcdXCP4rV668/fbbd+/eJWgPjFMBPM9fvXr1/PnzOzs7cj+hIjTiYLC0tPTuu+++++67MFVTD6uEJZ+J8UokEjdu3Hj99dfX19fljFR5t8PZ/cYbb1y6dKkaXrWVlZV33nnn2rVrlaMi3n8ycDdv3nzrrbfAhOruZROJxM2bN994440KHaQE5Gy2urr629/+9s0336zkGMXhQxVzF2CFrzwwvuCURiYeucpGqxQnS9O0RqMxm816vZ5MSBXDANAn5EC6Kqs9wQDkqEqv6I0K8ev1elR4VjciQnVQ7E8RX0UUH/J75dyC18GE1egQrVZrNptRyqxC/PQnD0Bj/0ecJeraIsCEij45QBMFLTw6nQ5D+QipsdQhOL5Q0K0SPAVHyGazjY2NoWw9paoc1Gq1Vqt1fHzc4/FgLBVoK2T6zs5O1EOslNA80Gg0cHztOe0P8AkoI0Q9Io4v8nU48eX1euH4UnHVgeNreHjYaDRWcnSqGODEl+o6Cv5pbW31er3VKJNlNptbW1s9Hk+FkdqKr8YlHF9IRorfHwlrb9VrfNXX15ffC3t2GamZYTKZenp65IqJ/HVFxDu1n9gA6Mg9PT0FCZPyjpbtd5ibmpr2fOZgrKPRaBobG/f7VpneCafTWQ1ntIKSErcONpcMBkNDQwPyo6sLkiRpNJqurq7yny/hfMvfdigiIvZFWEEJJQdSIXS/qPZ8wGAw+Hy+cpAXRFW6W2w2m0I7efglLFUNIUv6BXnJcrkcDjKX8245ElDaTXXIMAxN0yaTiaQ6JINUUGEpk8Xh+Eqn08i6IN9dUoW2mQVpLiHQGYYRBEGv1+f7HBRrRkEoHQWBUFa5M7DgKwr6S+wDCOtzHMdxHDbI5YcMwzBaorqt4vcSY1ROc/kgiiJxfMGKUhrKaVTObKlUihw7LIFqT8GX/1043QSjwZ5k56MiHFhQJ8hkMjzPw6tWoktL3IK6kz8RyBG7/e7VaJm5vOCcpXaDtcGEqrt2qwfqn/giYxyNRq9fv/5f//VfJC9ZscVN4VOSXyp+J/jD4fDPf/7zt99+Gz4Huki2vWKYaZknTfEWz/PhcPh//ud/pqen5Y6vcswR+eesyF/S9Pvvv/+rX/3qzp07ig/Ml/sFmyhBA8dxH3744VtvvaXIH1ZCKBdbDMjrZIrOz8//9re/lTs0SohLedPFqtsqPjC/e+VjRBc63Czv4WIQj8c/+uij//7v/w4Gg8WIpPIGS0GGIvSd0Mlx3GuvvXb+/Pm1tbX8pglPFuyo0mSLori4uPib3/zm448/Luf5gpAvqgglV65cef3112/evEnnuZRL7yco2cJZ8MlYLHb16tVf/vKX+z2gQZauEhweCAR+8Ytf/PrXv0ZyMgIPs4SlqqfJ0jRtMBg8Hk9nZyfRIApqBPLJk6/Hydc3+XRFWRGr1Ur0wWLqRn5DCsif20ajsb293el0lvO8HAiFpOn8dn0+n8lkIjtBupAdoxwNMf8BrVZbX19vs9kKOr6KKVMFUeVPS4fD0dLSAqG5p+ZbgvL8xyRZHdxiZBSkNp9b8kGv19fV1SGHdD7mfJbLX62l4iWCNBpNS0uLw+EA8tI9mf97ib6iadpmszU3NyNbW+nPLFh3tuDgkv/r6uooikINpHwmKbYqyPsq/0lp16Xm9XqRbrwYwfmgaLFYJV2U26iwotXhQ1UKKeJ/s9nc3NzsdDqLpXbP5+8SCBWsYLVah4aG9Hp9sV1JvpggPJEvI+Rkw/E1PDzscDgKVnim9pohxSgBtLe3I19JsQcK/rLnA5IkabXa9vZ2nuflVRSLvVKwY0s0hJqVkDgHWABKPJCv7ZZDTzkgSRIOINXX1+cblAkzUJ9kxRJLvgJQ44swYT5HlbPIFftMt9vd39+/Z1mEYmsAIaDgZqW5udnr9VosFrk4K/3J+d1SUIIbDIampiaPx1P+HMmX18VSjDqdzqGhIZqmH60TX+oXUiT/6/X6fRnv96UIGI3GpqamcoZQwejlPA9GKcZqcq4tqC2W5i2v17snDQcAtAjdREGP4smCeuie88FqteZz9r4Eh6LpfJ2UyrMOFZMRe5JBQK/XK/pEgbyELrlnQwfzNJYJBTs8H8qhM/8ZoiArTEb5mmk5zcmf1+l0cuR70l/MnFIQzGbzfi3UDwNUMboAJ76y2azdbtdoNDjBIooiDoDBkQKdFJeo2YUDRUh0Au8QTdPZbJbjOKPRiI0wSYOCQ1moKQRtAskVJUnCZTabRSoW8Ct8IIi2o3Z9UCStOMMw0q7XKJFI4BbSBgqCkMlkFOQRPCzL5nI5cpnJZODaglchlUpRFAVSKYqCwdRkMqHRdDqN7Q9N0zjGptfr8ST5aqPRiLwb0FINBgPoAbW4hBuQoiidTqfX61OplMFgQO0pURSTySRepGlaEIRkMmm1WhEIjJ632Ww6nQ5jxPO81WrV6XSkFZygz2QyeBIVlnK5HHL0IMyI47hMJkP8S0BrtVpBAMYFMUP4XxAE+V1q19iCryYp/nCJztRoNOhqeDvR84IgYFCQGxAcRcmOqOG7iEjF1h6dCbcSTdPpdBrsRDiBoii9Xo9cJMhnaDKZwMYsy4I8SZISiQS8alarVZIkoAXfSpIEjiKntpLJJJZwg8GAdzHW2Fknk0nc0mg0oijGYjH0PDicZVmEV4MTsBkiQ09RlMlkQr4kHEJDCDmGHkyi1WoFQUilUlarFXMTQhCeTPySzwk2m02r1WIik8mLJ9F7mLzgWwwZ+MTpdEIhxQiiZDr8kIIg4JLMVowgLqndU4X4THQ1aQWpOfBL9WSXulBFIRuLxe7evXv79u1vfetbLpdrbW3tzp07a2trL7/8stPpXFxcvHHjhiiKL774osPhmJ6evnHjhtvt/vznP2+z2SYmJm7fvt3X13fy5EmLxTI1NXX37t0TJ050dXXRNH3v3r3r169vb28fPXp0eHj4/v37y8vL3/zmNyVJWlxcnJiYkCTp61//uiRJk5OT09PTdrv9xRdfpCjq2rVrS0tLjY2N586doyjqww8/3Nzc7O/vf+yxx2iavnjxIsMwp06dampq+q//+q/Nzc2jR49+/vOft9vtoVDogw8+cDqdeHFmZubOnTuNjY3PPvusJElA297e/vTTT9M0feHChUgk0tfX9/jjj1MU9cYbb4iiODIyMjo6KknST37yk2w2+9hjjz355JM8z7/yyittbW1Hjx612+07OztvvPHG6OjokSNHeJ6fnp6+du3ayZMnjx49mk6nP/zww2AweOrUqfHx8WQyCR/UyZMnBwcHE4nEa6+9hpnc1tbW29v7+uuvd3d3Dw8PNzY2RqPRH//4x08//fTAwIDRaAwGgz/72c9efPHF3t5ehmGmp6cvX7781a9+tbW1NRKJ3Lx5c2Fh4aWXXmppaVldXb106RLLss8//7woiufPn7948eK3vvWtI0eOOJ1OnAEbHh4+evSoy+VaWlp65513zp49izGampq6fPny17/+dY/Hs7OzMzk5OTs7+61vfctqtQaDwYmJia2trW984xsWiyUSiWxsbFAUhSVhcnJyYmLC6/WeO3fOZDLdunVrampqYGDg5MmTRqPx+vXr8/PzTzzxRHd3dy6X++ijj9bX17/0pS85nc5wOHz9+nWWZb/61a/SND0/P49klU1NTevr61arNZFIGI3GL37xixRFXb58ORgMtra2nj17VpKkixcvxmKxgYGB48ePUxT1v//7v9ls9ujRo11dXTzPv/3220aj8YknnnA6nZubmxcvXmxqajp79izLsv/6r/8aDoefeeaZP/zDPxQE4dKlS4FAoL+//8yZMzzPv/POO8lkcmho6MSJEzzP/+pXv9Lr9aOjo4ODgzzP//KXv/T5fKOjo62trZlM5mc/+1l/f//4+LjD4Uin0z/60Y8kSXr22WfPnDkzPT398ccfP/3006Ojo/F4/PLly4FA4KmnnhoaGopGo2+++aYoimfOnOnt7Y1EIq+++qrf73/sscfa2trC4fBPf/rTI0eOjI+P+3y+cDj8k5/85OWXX15fX19YWIBEe+655/x+fzwen5qa+uijj7797W83NDRsbm7evHlzcXHx5Zdf9vv9gUAAxfq+9KUv+Xy+hYWFS5cuuVyuz33ucx6PZ35+/uLFi2NjY+Pj4xqN5qOPPnrvvff+7M/+rKGhgef5iYmJO3fufO1rX7Pb7VtbWxMTE4FA4Nvf/rZer19ZWZmYmEilUi+//LJer5+fn7937x5FUS+++KJOp7tz58709HR9ff25c+c0Gs3s7OyFCxdmZ2eff/75M2fOeDye8lXgBwvVPYzQ1tZGzkc7nc6enp76+npcer3ekZERaIsURfl8vrGxMXIUCsGkdXV1UIsQ1odLSZL8fv/Y2BjDMC0tLXa7HUceKIqiadrr9Q4ODpIdUENDg7zeZ2trq81mIzHYnZ2ddXV1JJK3u7sb2hZN08ePH08mk01NTXjXZrMNDg6CcpqmfT7fyMgI8NA03dzcbLVaXS4X8HR1dTU0NNTX16MV0INLYBYEobW1ld5N4+RyuXCOxWKxoOwN1LSGhoYjR47g241GY1dXl9frRRCi0WgcGhoSRbGuro6maaPRODY2hlA2p9NptVqPHj1Kos3NZvOpU6eam5uNRqNWq3W73WfOnPH5fFA9WlpaTp486XA4oO93dXU5nU68CBMY1BmsE/A8QJp7vd7jx4/7fD5yeeLECaBFzx8/fhxaktVqbW9vt1qt0OBcLldvb29zczMG12q1IpUasvc2NjbSNI1UA5IkNTU16XS6+vp69AnyuiHWXafTtbe3u91u7APsdntvby+UVoqikESNdIjBYEBEFGZme3u7y+VyOp247O7uzmQy6FuKonp6egRBcLvdsBf39fWBjTUajd1uh72eoii9Xn/69OlUKtXd3U1RlEaj6ezsdLlccCtptdq+vr5sNgu0Go1meHhYq9ViyDD0+Haot0eOHKmrq8O3GAyGZ555hqKojo4OhPoeO3YMLGQymcAJaMVisYyMjEiShE261Wo9duyYzWYDhTab7fTp042NjdDfcWm325uamoxGI4Jn4HvAIYLTp09jKqEzvV4vLsEJ2DSgb8fHx3EgDRPz+PHjfr8fxHd2dgItNHQMKDYiVqu1s7OTHFXweDz9/f0cx+Gyrq5uYGCA2OgbGxt1Oh0JAEUr7e3tPT09qhyEOzSoYhYu5ObIZrPYOGDHwfM8BhXbSUmSYEzIZrMwF2A/wrJsNpsl5/OwTcAmETtT7BOxlUZCCghHbOQpioKYYFkWQwjrAfDAtUVRFMMwPM+TeFjsGTG9Y7EY9uYQE8hMQY6a4Lt0Oh14Dsln9Xo9LlOpFFLAwHqQTCaxr4cwikaj9O65Roqi4vE42Qtjr0eexP7IZDKZTCZYErBJxPRAol6yZ0wmk+BF1FxA2k3EbwqCEI/HsfHEtjqRSNjtdmIuYBgGl9gkYqXR6XQkhyzpLoZhHA4H2b4hjQ5kN3IHy60QmUwGe09sEjmOQ8AGOEEQBMiXRCLx6quvfv/73/+7v/s76E2QhsgwkslkOI6TcwKKmEFAI94TZgfsqSmKwljDHkXtmguwByeGIww9GUEMGVqhKAp9C/OUJEmpVIreTUrC8zzDMHhRkqRoNIrQBZvNBotKLpeDlQkvSpIEtJIkwVyAzTvMBRgstBKPx0lniqKIBBQWi8VsNqMzLRYLhh5fjQElnAADFAwCMBdgQBOJBG6B+EQi4XA4iGmFoihitMGAOhwO8Ax26+AEMlthPQA9EM06nS6bzaKSCDEXZDIZp9MJYwsmC6Y5bB2CIMhnK4QAhoznefAbjITgBFgPstkswzCotPJoJYh5VFMdAvJXs0dlfStG577of7AfW6L1fRGGGl/f/e53v//973/jG99QpDos6Fosk6pq9E8JX+J+3/p0APm0T/E3VgiPjPG4IOxXwqq7ouRjOzB+8mJp763il32J4wP8UhoKyppit0qksif+5fyYB0rm9SaXBeks2HQ15nxBnAWjI0q89TBrNgdmAxV7W1IpU9pDAo+wkCVjUI6EKvMBBcL9Yishd0o/WQ5hCoUu/4ESZJdDauWdU0wCUp/Mb1/i9WIt0p88/VX+u5XDnswgf6BMYbqnUH6AUGIUDpmGT41eXF0hW42ByZ9sJeb2wSipZHQVDVWibJaAQxY0xVqR00ycjfvCBjU2/38qb6Af1JSrZOVWa9VXHfY7MatqCtivxrCvZx4GqK6QrTYPqa7DHgIlxaDaGkQ1OLL8vblcksbj8UgkgrPtxAdIf7LOsyAIm5ubiUQCsa759H/KdpQHgEq+fb9cegCuLp+8/WoMlc+1Q4Yqlp+pfPUriKF6RrcynVF7UlUm2jLhYPxdgsL90nMw+hX+EFp2pjkYDM7Ozup0Or/f73a7bTZbNpulaRou9Ww2u7Ozs7OzEwgEnnzySeQSzKfhgai3h+nb2bOtalBCxqh821GxJ9U10ebP+kfIz6aakD2wjW9fOKsKZbLLIWgBFYK6k/Ng9Of7Q8g/6+vrr7zyyu9///vHHntsbGyss7NzYWFBkqTFxUW9Xr+9vX3r1q3Z2VmHw9HZ2Qkh+5BMp8Mk44F88n6XrsO3UB1y06rAox3CVYNHERAY+6d/+qd6vV6n0yGQNpfL4XyBJEkIz/zBD36Ag2f5utUjpMXUoAaPcHRBDR5FQED7wMDAuXPnaJpmGCaRSKTTaRyHTyaTSPXQ2Nj4uc99zufzFdStahK2Bo8Q1IRsDQ4VaJpGLbKXXnqJ5AKWJEkURbKp8vl8n/vc58j53RrU4JGGmpCtwQOA+vr6M2fO4AS94pZGo2ltbX3hhRfyy/PUoAaPItSEbA0eAOh0Op/Ph1xK5EcYAYxGY0dHx2c+85mC+aprLoQaPHJQE7I1OGyA28pqtb700kv5Sa/7+vpOnDih1WofdZ9yDWoAqAnZGhw2QFAaDIZTp061tLQQiwGE7+Dg4OnTp8s5xVeDGjwSUBOyNXgwgMy2g4ODcmXWarX29PT09/dTNaW1Bp8WqAnZGjwwoGn6xIkTyHgNaG1t7erqQtL7miZbg08H1IRsDaoLBXMOEDhx4kRvby/J0XXkyJHOzk5yEvfwqKxBDaoGNSFbg+oCrKvFknq0traiEgx+HxkZaWtrq4nXGnyaoCZka1B1KKaWSpKk1Wqbmpo6OjpomjabzX19fQ0NDYdPYQ1qUD2oCdkaPACQJ59tamrq7u7WarXd3d1+vx+lz2pQg08N1IRsDR4AyBVbCFmDwTA0NITSig+QsBrUQHWoCdkaPGDw+/2tra06na63txeFZgG16IIafDqgJmRr8IDB6XTW19fDOCvPV1BTaWvw6YCakK3BoUJ+2RitVltXVzc+Pt7Y2Gg0GsmtEgVua1CDRwhqQrYGhwr5+WFpmq6rq3viiScaGhrkSWHKKXBbgxo8/FDj4xo8GJAHzyIjF4RszUpQg08Z1NJw1ODBA8uy8XjcZrORgrW1AjM1+NRATcjWoAY1qEEVoWYuqEENalCDKkJNyNbgwUBtC1WD/yPw/wEGD0GTxcHebQAAAABJRU5ErkJggg=="
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 60,
"question": "Determine if this relation is a one-to-one function.\nChoices:\nA:This is a one-to-one function\nB:This is not a one-to-one function",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: What is the value of $\\sec \\theta$ ?\nChoices:\nA:$\\frac{1}{x}$\nB:$x$\nC:$y$\nD:$\\frac{1}{y}$ You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 61,
"question": "What is the value of $\\sec \\theta$ ?\nChoices:\nA:$\\frac{1}{x}$\nB:$x$\nC:$y$\nD:$\\frac{1}{y}$",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: The length of BC side is 10 cm.\nCalculate the area of the divider correct to two decimal places, using your rounded answer from the previous part. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "75.15 \\mathrm{m}^2",
"style": "rule"
}
|
{
"answer": "75.15 \\mathrm{m}^2",
"index": 62,
"question": "The length of BC side is 10 cm.\nCalculate the area of the divider correct to two decimal places, using your rounded answer from the previous part.",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: Below is the graph of a trigonometric function. What is the amplitude of the function?\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "3.15",
"style": "rule"
}
|
{
"answer": "3.15",
"index": 63,
"question": "Below is the graph of a trigonometric function. What is the amplitude of the function?\n",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: As shown in the figure, the line a parallel b, angle 1 = 50.0, then the degree of angle 2 is ()\nChoices:\nA:150°\nB:130°\nC:100°\nD:50° You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 64,
"question": "As shown in the figure, the line a parallel b, angle 1 = 50.0, then the degree of angle 2 is ()\nChoices:\nA:150°\nB:130°\nC:100°\nD:50°",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: In the triangle with hypotenuse length 74, use a Pythagorean Triple to find x.\nChoices:\nA:66\nB:68\nC:70\nD:72 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAQcAAAD/CAYAAAD8HRNnAAABRmlDQ1BJQ0MgUHJvZmlsZQAAKJFjYGASSSwoyGFhYGDIzSspCnJ3UoiIjFJgf8LAzCDOwM8gyyCcmFxc4BgQ4ANUwgCjUcG3awyMIPqyLsis6bce3FrtZzyDZVvGAdHJ7DMw1aMArpTU4mQg/QeI05MLikoYGBhTgGzl8pICELsDyBYpAjoKyJ4DYqdD2BtA7CQI+whYTUiQM5B9A8gWSM5IBJrB+ALI1klCEk9HYkPtBQFeF1cfH4VgVyNzQ0sPAu4lGZSkVpSAaOf8gsqizPSMEgVHYCilKnjmJevpKBgZGBkwMIDCHKL68w1wWDKKcSDEUtoZGIy1gIJcCLGsJwwMe6YzMAieQoipZwO9ZcfAcCCyILEoEe4Axm8sxWnGRhA293YGBtZp//9/DmdgYNdkYPh7/f//39v///+7jIGB+RZQ7zcAnBlfsvFBIHgAAABEZVhJZk1NACoAAAAIAAIBEgADAAAAAQABAACHaQAEAAAAAQAAACYAAAAAAAKgAgAEAAAAAQAAAQegAwAEAAAAAQAAAP8AAAAAjDDnhQAAAVlpVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IlhNUCBDb3JlIDYuMC4wIj4KICAgPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4KICAgICAgPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIKICAgICAgICAgICAgeG1sbnM6dGlmZj0iaHR0cDovL25zLmFkb2JlLmNvbS90aWZmLzEuMC8iPgogICAgICAgICA8dGlmZjpPcmllbnRhdGlvbj4xPC90aWZmOk9yaWVudGF0aW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4KGV7hBwAAM21JREFUeAHtXQdYFUcXPRYUC6BgV7D3hqKo2Bsosfeo0UR/u2I3aqwxGhMjdixJjF3svQD2XrFr7GJHBQUsIGj+O7uPB+ijvQLv7bvzfeLu7MzszJnlsDtz77lp/qMETowAI8AIfIFA2i/O+ZQRYAQYAQkBJgd+EBgBRkAjAkwOGmHhTEaAEWBy4GeAEWAENCLA5KARFs5kBBgBJgd+BhgBRkAjAkwOGmHhTEaAEWBy4GeAEWAENCLA5KARFs5kBBgBJgd+BhgBRkAjAkwOGmHhTEaAEWBy4GeAEWAENCLA5KARFs5kBBgBJgd+BhgBRkAjAkwOGmHhTEaAEWBy4GeAEWAENCKQXmMuZzICJobAoQMH4L1uHR48eIB3796hcOHCqFmzJjp36QIrK6skj+bvv//G0qVLpfLrqL0CBQokua7SCqZhJSilTal5jUcImY0YPhxr167VOPBChQph+YoVKF68uMbrsTODg4NRvXp1vA0Lk7L3E+GULl06dhGzOubPCrOa7uQPtp3nXvTwOoigdxHJr5wCNby9vdXEkDZtWpQrVw6NGzdGrly5pLuLN4m+ffokqSdTfv5ZTQxJqqDwQkwOCp9gXYZ38FYgNl0MwD+nbiHXwBWYufcKoj4bl+So58yZ0hDTEDEs/ecf+Pr5SW8Kx44fR2UnJ+najRs3sGfPngShuHbtGjZu3JhgGXO7yORgbjOexPF+ptf1/vP3qUt//vQZI9acQCmP1fC98VSdn5oHz549w5MnT6QuNGjQAK6ururuZM2aFaNHj1afnz17Vn2s6WDsmDH49OkTBMlwkhFgJPhJ0IjAggM38O+btzHX0smPyt3Qd3D7dQeaTNmBuy/lb/OYQil7dOfOHfUNa9BawZfJ0dFRnRVAnxfxpe3bt0OQR1ZauOyTxE+Q+NpSUj6Tg5JmU09jCfnwESNWn5Bbo7+kz+d3x8v53dDdOWZRz+f2UxQbsRZDV57A24hIPd05ec2EhYaqK+TKnVt9HH1gYWERfYj379+rj2MffPz4EWKtQaSBAwcie/bssS+b9TGTg1lPv+bBj151Eh+jPkkXf25dBbmtLZEjS0YsG9gA/lPbo1o+W7kifXrM9rsC+wEr8dfRW0jpCChOVapgyNCh0r+KFSt+NZjbt2+r8/Lnz68+jn0wb+5c6dPEwcEB/fr1i33J7I/ZzsHsH4G4AFx/HoJFR/+VMh0yZ8Lo5jGv5iKzkr0tTk1vj7Vn7mHoX0cQGB6BNx8j0evPg5i/1R8LBzZEjcI54zZqoLPc9LYwatSoeFtfSjYL0alS5crRh+r/AwMDsXDhQul8wsSJiP2moS5kxgf85mDGk69p6P0XHFBnz+1bDxZp06jPYx9861wEDxZ0xdhvKgFp5DKXXobAZeJmdPT0xbOQD7GLp/jx6tWrIbY5RRKfCm3btv2qD5MnTZI+N2rUqAF3d/evrpt7BpODuT8Bsca/9eJDHA54IeXUK5gLLR0dYl39+tDSIj2mdnTGozld0KqcvbrA+ov3kW/wSkzafB4faZcjpdORI0fw09ix0m2F7cOv06fD0tIyTjf8/f2xjRYi06VLh1+mTo1zjU9kBJgc+EmQEBC/xB6LDqrR8BrQQH2c2EGBbFmwZZQ7jkxojbK2KlNlsoeYvPUcCtN6xCb/gMSa0Nv1ffv2oXu3bhALjSL9PGUKWrRo8VX7Yuvyv8+f0aFDB7O2gvwKmFgZTA6xwDDnw+k7LuHR+3AJgn51SqN0Hptkw1G7WC5cmdUZXt/XRWaLdFL9p9Rmu9l7Ufunzbj69E2y20xOhd27dqFnjx6IiJCtOYcOG4YedP5lWk8+E5cvX5a2LseNH//lZT5XIcC+FfwoIDA0HHk8VgL0l9SSfqmf07alTaYMOiETGh6JsatPYsHhG3Ha6eVaHr+1rYLsOrYfp1E62bx5M4YMHoyoqCjJkGn8uHHoG8/ugwutMQiz6gL29mjdqlWcps7T58YJsq4UqU2bNshPjldj6C3DHBOTgznO+hdj7jTLF+su3Jdy53WvjYENy3xRQvvTm4Gh6DdmEw5Gya/5UktWmTC7nTMG1SuJtKrFTO3vIBPDYA8PycIxffr08PT0RLv27eNtsjz5XwQFBcV7PfYFYTEZbYUZO98cjpkczGGWExjjqfuvUGPiJqlE6exZcW12l+jNhwRqJf3S5zcf8Nh5GvZntcDkhiUQEBiirlzc3g5e39VCo1J51HnJPRCfB82aNUNUZCQyZcqEJUuWoGGjRgk206B+fbx69UpjmQ8fPkgu3+Ji9uy2sLGxxomTJzWWVXomk4PSZziR8VUa7o2LtAUp0sFxrVCvxNeWhok0keDl1yO24M2Ko8g5viUyDqiDmX7XMGbLeUC1vgHaBf2malHM+7Y6CttlTbAtTRc70BvCsWPHIHYlhONVbP8KTeUTy5s3bx5+nTZNKsYu24mhxdcVi8DSY7fVxNCyrL3eiSHqRiBCyFkrQ+HcyNK3tmQzMdqtHF7M6ITv6tGni7ChICfPXWfuosjodRix8RzefYxKMt5i4THaoaptu3Y6E0OSb2wmBdlC0kwm+sthil/CEcuOytn03T+vd90vi+h8Hjx6K/4jM2y7X1oijUXMxlhOq4xY0aM2Bjcqg360aHn2xhMgIgozt5/H0mO34NmpGr6vXjTR+586dUq9M/Hm9WusWL483jq58+SBm5tbvNf5wtcIMDl8jYlZ5IxfdwavyexZpDHujrDPnkWv4/6w4yrenbyJrPXKwrJxKY1tOznY4cyYZlhNpthD1p7Cq6AwvA4Oww9e+zCPPj+8vnNBtUI5NNYVmY8fP1Zf8yMdB/EvviTEX5gc4kNHc34MnWu+zrkKROBe0FvM2ndVGllOywyY0OZrvwNdhv1fxCcETdxObwvpkf3Xrw2Qvmy7C5liP/q9A0a3qQJklP9e+d9+huqTNqOz8N+grVZNKVrOTdM1bfMyZtBtC1fb+xpjPV6QNMZZMXCf3H/bhT3X5L+6SzJnRc9prZHWNrPe7ho2Yz9ezdiF7L3qI9vU5slq92HwO3h4n8a20+RRSesRUsqUEVNaVsaPTcrH6+uRrJtw4SQhwOSQJJiUU0ioOLlN3yH94jm9j8KGI3eRzjozbIc1QdY+LoBK1EXbEX9+HopHNaYjLRk55T89BmlpfUGbdIgk6vqvOoEbD2RfD9FGgTzZMK+zC1o5xvhxaNM210kaAkwOScNJEaWE9FvJcZtw5xEZANFOgf+kNii+5yaCSUT2U8g7ZCiShxYPW8GyUQmtxxvUew1Cyaci9x+dkLmbs9btiIpCH2LB4ZsYuvEMokJjxFrqVnCAV1cXlNHCxFunDplZZSYHM5pwz/3XMXy5vEPRvWFZLOteSxr959cfEDJlD0K8T0q7C1kblIPtry2RrrBdstD5ePYhnjSbA8syDsh7wEPtyp2sRjQUFspUY4RWhB+tk6hEaJA+Hfo2KofprSvrbOqt4ZacRQgwOZjJYyCk5XOMXAe8JZ2FLJZ4SX/ZhbpT7BR17Tle0fbjh9O35MXEHnVg/WNjpMkat1zsOupj+jP/rNE8hF8NQP5tHshQvaD6kr4ObpAQTX+Srzt06aG6yfT0SeTZrioG1NWPKba6YT4A71aYyUMwahNZJQpioPR7a6eviEHkpy+bB3l29EWeJT8gfS4bBC8+gMfVfsX7FaTcLN7xE0jvVp1D+JUHsG5W2SDEIG4tPEUPDm+KrSPcYZ9X1noUnxseSw+j7IQtEFL6nPSHAL856A9Lo23p0pM3cBy3ASDNhsL5bXFrajukj0fhKXoQYjsybM5BvPbaj8/vI2BZriDsprdCBuev3wj+exshkchnejuxP0mLkHmto5sx2P+RpBfxu89VjNsmTLFVAXfI4LK5czHM/bYaCtkm3xTbYJ010YaZHEx04pLTbRfaujyp2rrc9WMzuJfVLLaqqc3Pz0LxevwOhO7wly5bt3BC9p+bxSGAkPE7pbcMu+Hu9BnSSFMzBst7ERaOoevPYI3QvYwOuEO2Ej82dcTEZhWRKYNsN2GwDii4YSYHBU+uGNr68wHoOGevNEpXpyLwGdxYqxF/PBWAoDFbEX4tAGkzZ0T2/g1hNbg+PpOAy6Nav0mfIflPjUKajBZata9rpbMBr9CXZPL9bz1TN5XDzgqe5ND1HRlZcUo+AkwOycfMZGpERH5GoTHr8fwFeV2SiMvt6R1RLKeV9v2ndYf3K88haPouRL0KhUV+O0SRC/Z/JLAi1ikytSqvfdt6qrn89F0MIyOqYDLFjk5VSubDQtr6rFIwebsv0fXN9X8mBwXP/IQdFzFlw2lphIObVcLsDrrZHURDJdYYQqb74c3fh/AfrWNkqlZCWsiMvp7a/38gp7KJOy9hxp6LkkOX1B9aY+lK8ncz21dFLqu4YrOp3V9jvT+Tg7HOjI79ekIiKwVGkTR7+EdYkQDs0xkdkVXPr/yf7gUh6KftsB3XVNrp0LHLeq/+IPgtBq05jZ1nKWxe9GYLfRJNbeWEka7l2BQ7EcSZHBIByFQvtyMl6U0nbkndX9K7AXrVKm6qQ9G53/v/fS6ZYt96+FLdlgNthc6nT43m5Quo8/ggLgJMDnHxUMTZsbsvUPvnrZJtQoWieXBxAukp0DafOSdhOj7/kDDFPovPYTGm2A0cC2JBFxeUym347VdTw5/JwdRmLJH+ClulCpO34uo9MggiRjg+sTVciqRMeLpEumYUl1+TKfZoCrazZL8wxVYF3KHF2v6NyuNXMsW2tkyd3RajAOeLTjA5fAGIqZ8upoC2fSlupUjta5XE+t71pGP+EReBa89kU+wjl2NMsTPYZMas9s7oV7uk2b9pCbSYHOI+MyZ9FkaxInKR/0Q4eViCRFyekFZjPptMJj0mQ3d+M4UA9CCpuieBMQF3yhTKBa9uNVGXgvSYc2LfCgXN/ljyXJSIgcY0sUVlJoYkzG0bigd6j6KGT+5YAyBRGZGuk4ZEvSlb0XrhATx6TURrponfHBQy8SJ4TKmx64HIT8hLTlMPfuuADDoKtygEmiQPQ0QGH0am2N7Hb8aYYtMb2NhvHDHevTxFAzMvU2wmhyQ/OsZdsNEsH+y/8EDq5IYhTdGucsIRso17NKnbOxHopx+pUF0kHcvolDOHNWaTQ1fnquZjis3kED37Jvz/zquP0fz3XdIIapW3x9GR7iY8GuPp+tITdzB83Wm8ef1W3Snn0vmxsEsNVCblbKUnJgcTn2Hhulx87AYEPH1NggxpceWX9iiXL5uJj8p4ui/ie0zYfhGeey8B0QF3yBS7Wz1hiu2sURfDeHqvW094QVI3/FK9tggvJxED9aQXybsxMeh3SrKQy/fMdlVw97eOaFqFAu0IYzIi5BUHriPnCG/8RpoSUdGu4vq9daq3xm8OqT4F2nfgZVgEbV2S/4SIO0mRq4NJ+k3foe21750ya/qRerdQxZZEelVDLJTPVjLF/qZc0nUyTAEdfnMwhVmKp4/DN5xRB6Sd1bYKE0M8OOkzu3HpfLj5S1t4dq8NZJVtSB48DUaz33eiMS0K334Rqs/bpWpb/OaQqvBrf/PzD4NQZcIm6RVXhLL/lx7YtObuQKE9nFrVDH7/EaM2ncPfB6/FMcUe5FoBU1tWgpWJm2IzOWj1WKR+papTd+DczafSN7DfmJZoVCpP6nfKTHtwhdSwxNbn8auP1AhkJjd5T1qw7F2rhMmaYjM5qKfTdA5WUuDZbvP9pA5/41wUOwemrG6j6SCVsj3d4B+ADrNlSb7oO7erWRIb+tSLPjWp/3nNwaSmCxAqR8MoIrWUSEh1HmkkcjIOBN5HRknbydG9ETYniylSuKkm87IHNdVZitXvySR/JkLVizSiSUUUtmMJ9ljwpMqhcJMfRjoRs3eSQrdKcaqPW0V4da5m0utATA6p8jhpd1Mhe/ab0EWklN3WCj83d9SuIa6lNwSEJ2wbctDapzJdF0K+i76vgz61tY83qrfO6dgQk4OOAKZkdY+1JBYbQa+ulGaRnT/HZEhJ9L++l9i2dKPty/tPgqWLljZZ4DvYFbUV4urN5PD1nBtlzoGbz7HjDAmlUqpcIi+6VyNrPU6phoDP9adoMn+fOsRgadKA8BnqCvvsWVKtT/q+MZODvhE1QHtC/1BY5Unfs2TXv8iEF7kMAE+KNylM1kespflQycy1qFYc3r3qKO5NjskhxR+t5N9wweGbuBkgKyd3qV0KVQvmSH4jXENnBD5SjI6ey49j1aHrcltE1OPbOit27YfJQedHxrANCEHUIRvOyjehmAueegpMY9heK691EZOz6RzfmHB7pBq1oU8DRetmMDkY+XM8ZrO/Wkr9l5ZOHK0pFeZLmKo3oYXH6C3kPKS0tXdoE1TMr2zXeCaHVHjYknpLoZC8eP8Vqbg9BWEZ5VYuqVW5nJ4QWHP2Hrr8eViKHCaarF6mAHYOagS7LLLepJ5uY5TNMDkY5bTIneq/OmbRa37nGhy+LQXnShg2/bjlPGZsOy8FBxK37tm4PBaRClR6Wmswh8TkYKSzLCTTo2Mq1KeoTC0q2htpT5XXrbcRkWi/+BD2nrsnDy59OszrVhsD65VU3mATGBGTQwLgpNYlsSouYilIiR5MLwrXxillELgX9BZunnvVYi5prTLDz6MxGpQ0P69XJoeUeeaSdZfpe6+qg6z0p1dZjuOYLPi0LiwC7jaa5wuEfZDaKOGQkxYeXc3Wf4VdtrV+lAxTUcROyDdqHblfRkCEZ3tJUas4fqNhsI7d6pyD/2LIymNk2PRJynavWhTrydVaaEiaazLfkRvpjA+loCqCGEQScRuZGAw7UUK9u8+q4/hnH6k5iURqWqNbO2EabRubu7AWk4P8SBjFTxFMZZ2ItkRJxGsUAV05GQ6BV+8i8M1cP5y58US+CUW3Wtu7PjpVKWS4m5pQy0wORjJZYuus38rjchg2+pMlArma+18uQ07NRfKkbOLpg8CXsiCsiGjlM9QNlextDXlbk2qbycFIpuufk3dw8c5zqTetqxc3+wjPhpyW9ecD0HHxAbVhU5WS+bDbwxU5rZRv2JQcXJkckoOWgcqKffVhFHZNSvRqO6eTs4HuxM2O234BUzeRr4p4VaPUrUEZ/NWtFhuYaXg0mBw0gJLSWSLcWogqHqOI6KwkTYCUxjK++4mwdp2WHMZOlSaGCB3o2aUmhjYsE18Vs89nckjlR+DuyzDM8rks9SIXffeKUO+c9IuAkNdrMstX7fYugtH4kn+ECFDDKX4EmBzixyZFrgwUStKqAK2zyX/C0oKnRJ/AH7oVCDcybPoY8l5qtmgBO2nhsWhOK33eRpFt8ZOYitMqpMb2npft96uVyY9veQtNr7PhdeQmBiw/CkTKhk2uTkWwkQybTD0SlV5BSqAxJocEwDHkJRGZeUC09Fu6tFjI/hN6g1tg23/NKfzpK3+uiT3h4c0rYwbFE+Xt4aTDzOSQdKz0WnLO/uu4+zhIavP7eqV5f11P6Ir4lc0pGtiJq4/lFinwz4pe9fGdcxE93cF8mmFySIW5DiLLvBGkFSAlWhyb0a5qKvRCebe8SjEr3WbtxdPAEGlwtnZW8BnihioF7ZQ32BQYEZNDCoD85S1Gin32t7Ln3wyy489hBqpCX2Kg73Ohf9GWgstE+6VULp4XuymGRG5rS33fymzaY3JI4akWZrv/HLwh3bVIAVsM4X12nWdgEoUInLyRjMhorUGkznVL45/vayEDreVw0h4BJocEsFvo5YVLly5JJQZ5eKBs2bLq0h8/fsToH3/E+/fvYWdnh6nTpqmvJXTQfxWJuJCYi0jzaRHSXCTHEsJE22vhFLi2819HseXkLbkJIoPpnWrgR9ba1BbSOPWYHOLAEffEIkMGbN++Xcq0srbGjBkz1AXGjx8Pb29v6XzSpEnq/IQO1pFN/8lrj6UibrSt1rRs/oSK87UEEHj85h0ZNvnh2v1AuVQWS+wa2AjujGkCqCXvEou9JIBXaGgoHB0dEf7hAwWutcXly5eRLl06+Pr64ofvvyfz/P/QqFEjrFi5MoFW5EsRkZ9RcPQ62QuQgq3ent4RxdgQJ1HcNBU4dvcF3CiGxHsiCJEK5stOhk1NUDK3tabinKclAvxRlgBw1vS24Nq4sVTidXAw9u/fj5cvX2Lo0KESMeTLlw/zFyxIoIWYS7/suax2Dx7sVoGJIQaaZB39eew2ak/briaGBiS+e3lSayaGZKGYtML85pAITidOnEC7tm2lUu7u7ggJCcHx48eR3sIC27ZtQ6VKlRJpARCvwPaj1ksuwlbZsuDpjI7ImtEi0XpcIAYBES90kPcZeO29KMcMJXV4j28qkVpWVaRly6YYoPR4xGsOiYDp4uKCggULIiAgALt371aXHjtmTJKIQVQYTA81wj9KdT07VmNiUKOYtAMRErDVgv1qqX6QYdPSH+riB5diSWuAS2mFAH9WJAG2jh07xinVkNYZ+vbrFycvvpOjd15g88nb0uWKRfOgp0vx+IpyvgYEbjwPQcVJW9XEYJM9K06MbcHEoAErfWfxm0MSEHWM9emQJm1azJ83Lwm1ZD2RfispapUQFqFX34XdXNi2P0nIyYV2XHmMFgv2Ae9lwd0KRK57hrgin02mZLTCRbVFgN8cEkHuA+1U/DR2rLrUf58/49y5c+rzhA4WHb2l3mrrULMEahTOmVBxvhYLgal7rqDFTPqMUxFD+1olcWZscyaGWBgZ+pDJIRGER40cifv378cptWrVqjjnmk5Cw0n6bQOtNYhE4dpn0VoDp8QREFu+HZYcwri19MYlLB4pLuUv37pgfe96yGjBj2viCOqvBKOdAJYb1q/Hpk2bpBI9e/ZEAXs5XuWBAwfw+vXrBGoCY7f6IzxE3oef1KIS/8VLEC354lMK6OM8bQc2HJPl+ZE5I7YPd8dPTcsnoTYX0TcCTA7xIHrv3j2MUX1OFCtWDBMmTEDr1q2l0pGRkVi7Zk08NYGbgaFY4HdFup4vtw3GNOGHO16wVBdEzI4yEzbj8l1ZgbtAnmy4RvYLzcsXSKwqXzcQAkwOGoCNJL+JXr164f27d7Age4aFixZBmFJ36dIFYkFSpGjTaQ3VMWAN+U+o1IfmdnZhByBNIMXK++fEHdSYtk0tslunggMuT26NMnlsYpXiw5RGgMlBA+ITJk7EjevXpSvDhg9XO1w5ODigsmrn4s6dO/D39/+qtlhh33/hgZRfu7w92lZy+KoMZ8gIiE2cwRT+r8fi/UBEFO3oUGCfphVxcHgTZM+UgWFKZQSYHL6YgJNkEbli+XIp18nJCR7kjRk7te/QQX26ccMG9bE4EHEXBwrpN5FI+tyLpd9kLDT8FAu2jUiYZe7OC7LFI/mbLOnVAF7fVmeLRw14pUYWm0/rEfVf917B2DUyOfRyrYAlXWvosXXlNCXWZJrM8sGDp8HSoDKTSbkPCbPUKppLOYNUwEiYHPQ0iS/CwpF7JLlwi315q0wI/qMTvxprwHbPtSdwn0+GTe/CpatlC+cmw6bGHMhHA1apncUWknqageEbSPpNZbAzu50zE4MGXGf4XsWotTFiN61qFMfa/9XhWB0asDKGLCYHPczCuYAgrDoiS7+VcMiJQfVK6qFV5TTxkZSvflh2DGsOyxgJw6aJ7aphUrOKyhmkAkfC5KCHSe0r/CeENR+ttnt1deEFtViYBoaGw52EWfxvP5NzyVp0U78GaOPIuzixYDLKQyYHHadlxem7OH/rqdRKs6rF0LBUHh1bVE518UblNtsHwUFh0qDy5rKB77AmKJcvm3IGqeCRMDnoMLkfKMblUG9SPRaJNAbmdWb/CRkMYPWZe+j650HZfoEyXcoVwPYBjWDHMvzREBn9/0wOOkzRRJJEj/6rOLKpIwrZZtWhNWVUFYZNIzedw8wdZCAmTiiJbV2vztVZadvEppjJQcsJE2HdZ+whyTJKIrLSZF5cQxgZNrVbfAi+quDAIMOm+d1qY0BdXqDV8jFL1WpMDlrC77GWPieEyS+lWZ2qIVMG84by7sswCkXno47/md46M/w8XFGvRG4tEeZqqY2AeT/RWqJ/4OZz7DhzR6rtVCIfulUrqmVLyqjmd+MpXOeRYZMqxF/Jgjmxd6grf2aZ+PQyOSRzAoUKcn/hPyE+p2m/ftF3LslsQVnFZ1G08GGrjwNRchSvZs7F4N27LrKY+ZuUEmaZySGZszj/0E3cDHgp1epap7TZRnAWTma9Vh7H8v3XZARJI3Nsm6qY2jJxqf5kQs7FUwkBJodkAC8k0oduJDNpkUilaCbFTDDH9DIsAt/M98PZG0/k4VtmwLo+DdDBqaA5wqHYMTM5JGNqR28+j89h76UaU1s5IZeVZTJqK6PohUfBkkfli1eh0oBy57TG3mFucMxvq4wB8ijUCDA5qKFI+ODasxAs2X9VKuSQNztGupZLuIICr4pAwJ0WH1AH6HEunR+7PBojBxs2KXC2SZJEkaMywKD6rYpZdJtP/hMWtBhpLknYMv207QJ+3UKfVCrDpu8blsWS72qaFQ7mMt/R42RyiEYigf83XXiIo1ceSSVE4FZzEj19RybiHciwaffZuzJC6dNh9ne1MLh+qQQQ40tKQIDJIZFZFO7GHip1J2Hxt8CMpN/uB72l9QVf3Hoo784IERu/Qa5oxM5liTw1yrjM5JDIPArpt6eBIVKpAY3Lo1Ru60RqKOPywVuBcJ3ri6hQeQG2mL0dfMijsogd+48oY4YTHwXLxCWA0TMKspJv1DrgQwQsbbIgcEZHWFtaJFBDGZeELcegFUfJsOmTNKAmVYpgQ596HB1cGdOb5FHwm0MCUA1ZR/4TRAwiebZ3VjwxRJFhU9/VJ/G3KiCPiPo7sqUTfmvtxAGAE3hOlHqJySGemT15/yXWn7glXRUiqH1rl4inpDKyg95FoBn5R5y6/lgeEBk2re5VF52rFlHGAHkUyUaAyUEDZGK3rt+KaOm3NFhI/hP0R1Sx6crTN3D13IvnL+S1lRzkgr53qBucHOwUO2YeWOIIMDlowGgphWe7pIrZ2IYUkmsXU248hY3+D9FeGDapPp8ql8iLPRRDwhytPzU8CmadxeTwxfS/jYjE8PUq6Td6tZ7TyfmLEso5nbDjIqZsOiOL49KwutYrg7+71+TYnsqZYp1GwuTwBXzjt19UB3T9qZkjClA0JqUloX357V9HsO3UbXlo6dJiBgX8HdG4rNKGyuPRAQEmh1jg3SE1o9l7L0k5wqFoPAV1VVp69PodKTb54saDF/LQsmbC3oGN4FYmn9KGyuPREQEmh1gADlxziqLhynv7s7+tgYwWyoozfPTOC7hSDInwkHfSqAuTJ6UPLTwWz2Uehl2xppoPk4AAk4MKJJ/rT+GjEkatXqYAOlUplAT4TKfI4qO30HfZETX5NapUCJspuIyVGRh1mc4sGVdPmRxoPoTxT3/hdSkSfX8v/E450bGFrN0AEsNdpPpcElG5hjSrDM92VRW9PStPJv/UBQEmB0JvNukg3nssh4P/oX5pxQiXCOWqFhTR+pjKo1QE3ln2v3robuaCuLr8wphTXbMnB2EZOHLLeXnOaXFuRltlSL8JcRo3Mmx6EvhGGlu27Fklw6ZqhXKY0/PNY9UBAbMnhxFCE1Ilqf4H+RAoIVzbtsuP0MprP/Be9gtxLJYHu8mwKa9NJh0eFa5qbgiYNTlcfBKMZYfksPBFCthicMMyJj//U3ZfxoT1tOsion5T6li7FJZ/X1txOy8mP1EmMACzJod+K08CJOYiFum8utY06ViO4ZFR6Pr3UWxSOYuJmBrTOtXAmCblTeAx5C4aIwJmSw7e5x6oPRCbOBUxaSOgJ28+oCmFur9yL1B+xjJbYsfAhmhGka05MQLaImCW5CD+yg5eQ28NIlFkpvnfVpePTfDniXsv0YSIIeyNbNgklLGFYpO5KFaZ4JSZTJfNkhx+2XMF0XEXhrhVQNGcViYzYbE7KrxHey49DJCvhEh1Kzhg24CGsMmUIXYxPmYEtELA7MjhMf2FnbrzogSWDW3vTWnhqBVwqVlJGDYNXncG8/fQOMS6I62ZDGjqiLkdnWmpgU44MQJ6QMDsyMFjLbkoh3+UoJvZoZrJ6SKGkGGT2KY8dOmhPP30WfTXD3XRs2YxPTwO3AQjEIOAWZHDYXI82qJyUxZ7/z1cTOsX6t/AUMmw6eGz19IMWpE7+d4hbnApkjNmRvmIEdATAmZDDkL6rf8K8p8QB7TN52Vi0m+7rj5BMzKFxvtwaerLFcmNPUMaK1JvQk/PNjejIwJmQw4Lj97EdZWGQceaJVGjsOn8tZ3ucxVjvFU2GTThbVxKYHXP2rC0MJvp0/Ex5+raIGAWT1doeCSGbqC1BpEyZcSsDqYh/SaibXVfehTeR/+V+05vPJPbV8eEbyrI5/yTETAgAmZBDmO2+ONjiBy5aXKLyibhYyAC6riTMMvFO8/l6SdS29KvIVo52hvwceCmGYEYBBRPDmIRz2vfFWnE+XNnw+gm5WJGb6RHpx+8IotHX7wODlP3Wxg2lc1rY6Q95m4pEQHFk8OA1RR/QiX9NrdLDaNXVl5x+i66/3UIiJANm2qWs8d20ni0zcyGTUr8BTTmMSmaHHZceYwDFwMk/OuQ9WAbRwejnQuxiTKc3Mdn7fSXDZuop33cKpJpdzWTdggzWsC5Y4kioFhyiCSX5YGr6K1BpPRp4dXFRT42wp9htGDaZuEB7LvwQO6dRTp4da+DfnVKGGFvuUvmgoBiyWGG71VEGwv1bljOaL/XhRy+CEV3n7QlRMpgkxm+g91QV8FRtszll8vUx5nmP0qmPogv+/8iLBy5R3pLSkhprTLj1R8dkd0InZF8bzyFGwWvjVaiKl0oF1k8usLBVnmBdL6cIz43fgQU+eYwbD3ZNKgk0maRyrIxEsNMv2sYsZY+e6JIbIZSi2rF4d2rDjKRrwQnRsAYEFDck3guIAirVUZDJQvmxMB6JY0BZ3UfxFpIz2XHsPLQdTmPDJvGtXE2Se9Q9aD4QJEIKI4c+qwk/wmhn0iey15dXYzKhVl87rjP8cP5W0/lh4kC9W7o2xDtKhvvLooin3oeVJIQUBQ5LCcbAf9bz6SBN3cuhgYl8yQJhJQo5P8wiBSbfPHyVah0uzy5bEgqvgkq5s+WErfnezACyUZAMeQgIkcP8z4tA0DBW+aSfYCxpLWkV9l5yUG1joQIt7djUCPkyJLRWLrI/WAEvkJAMeQwYcdFBAfJ5sY/kipSIdusXw02pTPEPtAYCpjz2zYKmqPaFOrRqDwWd63Bhk0pPRl8v2QjoAhyuB/0Fn+oYkHmsLPCxGYVkw2Eviu8jYhEh8WHsefcXbnp9Okwt1stDKpXSt+34vYYAYMgoAhy8KBAsdG+CJ6kJJ3a24H3iKyakGHT7UdB0qQJWws/j8ZGtQZikKeJG1UUAiZPDvv/fY6dZ+9Ik1KlZD5851wkVSdI9Md1nh8+h8ku4sXt7SSp+MJ2qf+Zk6rA8M1NDgGTJgehwtxf+E8IG0+yF1hE0m+pmeYe/BeDVx4jw6ZPUjfcqxbF+j71kIUNm1JzWvjeWiJg0uQw79BN3Hr4Uhp61zql4eRgpyUMulUThk19Vh3HP/uuyQ2RPPxoCso7raUTWCleN2y5duohYLLk8Jok2odsVEm/Ufg3z/apI/326l0EmtFnxOnrT+RZJMOmtb3ro1OVQqk3q3xnRkAPCJgsOfy4ibYHwz5IEExrVRk5rVLeZkBE6W7i6YPAl7JhU84c1pLjVOVUeoPRw/PATTACagRMkhyuPn2DPw9clQZRMF92jHBNeem3Df4B6LDogNqwSSyG7vZwTRWSUs8mHzACekTAJMmhn5B+U3kzzif/CQtajEzJNG77BUzdfFb24aAbd2tQBn+RDUNK9yMlx8z3Mj8ETI4cNvo/xLErj6SZalipUIqGmRcm2h3/PIwdp+WtU6EwNbNLTQxrWMb8nhweseIRMClyEHEcBgsNBJFISm1B5xrycQr8fBj8Dm6zfPBvgLw7gqyZ4EP+Ea6l86XA3fkWjEDKI2BS5DBtzxU8DQyRUBrYuDxK5rZOEcREjE3XOT7q2BdFCtjChzwqi+W0SpH7800YgdRAwGRk4p5SkJf8QvqNImRb2mTBixkdYWVpYXDMvI7cxIDlR9Xy9o0rF8Kmvg1S5N4GHxzfgBFIAAGTeXMYuo78J4gYRJpN4ewMTQxRZNg0YO0pLPG5LMNHa57Dmjvhj7ZV2LBJRoR/KhwBkyCHE/deYv3xW9JUiOjSvWuVMOi0BL//iBYU0fr4VXnhE6QPsaJX/VT32zDooLlxRuALBIyeHIQMQr+Vwn+CDsgWeSH5TxjSJFnYULjN2qte28hua0XrC66oWjDHF9DxKSOgbASMnhz+PnEbl+8+l2ahTY3iqFU0l8FmZOvFR2i9cD/wIUK6h2PxvNg72BW5rS0Ndk9umBEwVgSMmhyEYMowsdYgEvkszOlkOP+JybsuYdIGupcQp6X0LTlyLfuhltHH1pQ6yz8YAQMgYNTkMG7bBYS9eScNe1yzSiiQLYveIQiPjELnv45iy0l5TQPp0mJ6pxr40S3lTbL1PjhukBHQAQGjJQcRJm6Oaqcgd05rjGtaQYdhaq76mIinySw/XLsfKBfIYoldFNHavWx+zRU4lxEwIwSMlhwGrDmlti2Y09kFGS3S6nVajtMOiOtsH7xXvZkIBy5h2JRShlV6HQw3xggYAAGjJIc9157A9/w9abg1yhZAR6eCeh36X8dvo9fSw2ryqe9YEFv7N4R1ChhV6XUg3BgjYEAEjI4cJOMjIf0mEn3/L+xaUz7Ww08hKzfI+wy89l6UpeXIsGmQeyUyqqpqVJGx9DBUboIR0BkBoyOHWSS1Fh2Ovkf9snqLCBVCylEtF+zH4csPZdBI1/HvHnXRw6WYziByA4yAEhEwKnIQkmujKAiMlMjr8fe2TnrB/MbzEMmj8tGz11J7NtmzYg+Fuq9ROKde2udGGAElImBU5DByIwmovAuXcJ5JPgx2eggXt+PKY7SgNwa8l9utUDQPdpNhU/5smZQ4nzwmRkBvCBgNOVx4FIxlh25IAytawA4e9UvrPMhpe6/gJ++TasOmdjVLYlWPOnrf+dC5o9wAI2CECBgNOUjSbyTmAlok9CL/ifQ6SL9FRH5Gt3+OYP2xmzLk1NaUDtUxzl3/thJGOKfcJUZALwgYBTmIKNTR0u5NnYrqpK4kdB/cKdT9JZU/BjJnxLZ+DdGior1eAONGGAFzQSDVyUGYLw9ZQ6/+ItEOwrxvq8nHWvw8df8VmpJh05vXb6XaBfJkk0LRlcljo0VrXIURMG8EUp0cpuy+ghev5LgPQ90qoKiW0mvLTt3FD38fUgfUrV3eHtvIFDp7pgzmPcM8ekZASwRSlRwevX6HabvIIIlSNtpenNKyUrKHIWQehm44gzm7LqgNm/o1qYj5naqxYVOy0eQKjEAMAqlKDh7e5CKtkn6b2bFasgPOhoZHos3CA9h/4YE8IlKkXvx9XfSuXTxmhHzECDACWiGQauQgFJ23npLjPwhRleRaKt5+EQpXCkX34GmwNHAhOutHhk2GFIPRCmGuxAiYKAKpQg7iU6D/iuOy9BttMy6kqFXJScIxy10YNr2VY2WWKZQLe0nKzT67/vUektMvLssIKAmBVCEHIfd+/cELCcdOZJhUvXDS9Rln+F7FqLW0uyFsIii1Ium4tf+rA0uLVBmK1Af+wQgoEYEU/40S6wTDNp6RscyUEZ4kM5+UJKJd9Vh2DKsPy1aUtNqICW2rYXLzikmpzmUYAUYgmQikODmMJseqjyHvpW7+3LIy8tok7uMQGBoO9zm+8L/9TB4ekcpGCizTtpJDMofLxRkBRiCpCKQoOQjvyIV+V6W+5c+dLUk6jecCguBGhk3BQWFSvby5bCTDpvL5siV1jFyOEWAEtEAgRclhgLCEjPokdXN+F5dElZ1Xn7mHrn8eVBs2CVWoHWTYpA9vTS2w4iqMgFkhkGLksP3SIxy8GCCBW6eCA1o5xu/rIHYzRm0+hz+2+8s7GlTrf67lsZCiauvikGVWM8uDZQR0RCBFyCGSYkEMjPafSJ8uwa1LEaui3aJD8FFpSIIMm+Z3q40BdUvqOFSuzggwAslBIEXI4Xefq4hWYerTsBzic4S6S3L0brN8cPdxkDSG9NaZ4evhivolcidnTFyWEWAE9IBAmv8o6aGdeJsQOw15RnpLIebEL/urGR1ho8EZat+/z9F4ni8QJhs2lSyYUzJsKmSbNd62+QIjwAgYDgGDvzkMI6eo6NiTnu2qaiSG2QeuY+gqspiMkg2bvnEuinW96yXb18JwMHHLjID5IWBQcjgb8Aprjv4roVqK3gS+XDcQaxG9Vh7H8v3XZOQpfPbYNlXxS4tKBo2kbX7TzCNmBJKPgEHJoe9Kij8hAtNK0m8147hQvwyLwDfz/XD2xhO51xQo17tPA70HsEk+JFyDEWAEBAIGIwchvuJ/S7ZobOFcPM6iohCTbUILj9EiL7lyWNP6ghsq2dvyrDACjICRIGAQcnj3MQrDhFaDSBnjSr+tOx+ATosPqHUcqpbOT8FrGyOnVUa5PP9kBBgBo0DAIOQwcftFvA6WzZ1Hf+MIB9ssEHsiP227gF+3UGwK1QbJ9w3LYsl3NWGhg9K0UaDInWAEFIiA3rcy7we9RZHR6yST5xx2Vnj4WweIPYiOSw5h15m7MoTp02IWxcAc0qCMAiHlITECykBA728Og9aeUvtCzP62OgLfhsPN0xe3Hr6UEbPKBL9BrmhUKo8yEORRMAIKRUCv5CAMmXadld8OxFpCvmxZUHzCFkSFyi7aIpKVDy08aqswrdA54GExAkaJgN7IQYS377/ymKwATWsIlRzs0OC3HUCk7IXp5lSENBjqIWtGC6MEgjvFCDACcRHQ25qDZOW47Gjc1sUZGTaNaFEZv7epwoZNX6PDOYyA0SKglzeH4PcfMXTTua8HSYZNq/5XF12ci3x9jXMYAUbAqBHQCzn8SNoL0Q5T0aMVOxV7hrihSkG76Cz+nxFgBEwIAZ3J4crTN/jL90qcIVcukRe7ydU6t7VlnHw+YQQYAdNBQOc1hzTdFscZbZe6pbH0+1qJSsDFqcQnjAAjYHQIpNWlR2KHwqVcAXUTM76rhVU96zAxqBHhA0bAdBHQ+c1BDH0kLUaWpDD3/6tZ3HSR4J4zAoxAHAT0Qg5xWuQTRoARUAQCOn1WKAIBHgQjwAhoRIDJQSMsnMkIMAJMDvwMMAKMgEYEmBw0wsKZjAAjwOTAzwAjwAhoRIDJQSMsnMkIMAJMDvwMMAKMgEYEmBw0wsKZjAAjwOTAzwAjwAhoRIDJQSMsnMkIMAJMDvwMMAKMgEYEmBw0wsKZjAAjwOTAzwAjwAhoRIDJQSMsnMkIMAJMDvwMMAKMgEYEmBw0wsKZjAAjwOTAzwAjwAhoRIDJQSMsnMkIMAJMDvwMMAKMgEYEmBw0wsKZjAAjwOTAzwAjwAhoRIDJQSMsnMkIMAJMDvwMMAKMgEYEmBw0wsKZjAAjwOTAzwAjwAhoROD/ZbBi//llg64AAAAASUVORK5CYII="
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 65,
"question": "In the triangle with hypotenuse length 74, use a Pythagorean Triple to find x.\nChoices:\nA:66\nB:68\nC:70\nD:72",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: Let $f$ be the function given by the following graph. What is the domain of $f$? \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "$[-5,-3) \\cup(-3,5]$",
"style": "rule"
}
|
{
"answer": "$[-5,-3) \\cup(-3,5]$",
"index": 66,
"question": "Let $f$ be the function given by the following graph. What is the domain of $f$? \n",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: Estimate the intervals on which the function is increasing or decreasing.\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "The function is increasing on (-\\infty,-2.5) \\cup(1, \\infty), and decreasing on (-2.5,1)",
"style": "rule"
}
|
{
"answer": "The function is increasing on (-\\infty,-2.5) \\cup(1, \\infty), and decreasing on (-2.5,1)",
"index": 67,
"question": "Estimate the intervals on which the function is increasing or decreasing.\n",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: The graph shows Bart's speed while he is competing in a walking race. Which situation corresponds to the graph?\nChoices:\nA:Bart increases his speed for the first half of the race and then slows in the second half\nB:Bart starts off by increasing his pace gradually and then maintains a constant speed\nC:Bart starts off at a constant speed and then increases his speed at a steady rate\nD:Bart increases his speed at a constant rate throughout the entire race You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 68,
"question": "The graph shows Bart's speed while he is competing in a walking race. Which situation corresponds to the graph?\nChoices:\nA:Bart increases his speed for the first half of the race and then slows in the second half\nB:Bart starts off by increasing his pace gradually and then maintains a constant speed\nC:Bart starts off at a constant speed and then increases his speed at a steady rate\nD:Bart increases his speed at a constant rate throughout the entire race",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: In the figure above, if r = 90, s = 50, t = 60, u = 45, and w = 50, what is the value of x?\nChoices:\nA.45\nB.50\nC.65\nD.75\nE.It cannot be determined from the information given You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 69,
"question": "In the figure above, if r = 90, s = 50, t = 60, u = 45, and w = 50, what is the value of x?\nChoices:\nA.45\nB.50\nC.65\nD.75\nE.It cannot be determined from the information given",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: Find the value of h to the nearest metre. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "9",
"style": "rule"
}
|
{
"answer": "9",
"index": 70,
"question": "Find the value of h to the nearest metre.",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: The perimeter of the rectangle above is p and the area of the rectangle is 36. If l and w are integers, what is one possible value of p? You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAA7gAAAIoCAYAAABDKEesAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAP+lSURBVHhe7P0HgBznYd/9/7Ze770X3B1wh94BAiDYSZGULFm9WJLtvHLiOE4cO+198yZO3jd5/Xccx45kyZJluUiWZFVS7AW993rAHYDrvfft5f/M3oEESIBNAAkOvx9iuLuzM7PzPDu3O799Zp5xxA0BAAAAAPA+51y4BQAAAADgfY2ACwAAAACwBQIuAAAAAMAWCLgAAAAAAFsg4AIAAAAAbIGACwAAAACwBQIuAAAAAMAWCLgAAAAAAFsg4AIAAAAAbIGACwAAAACwBQIuAAAAAMAWCLgAAAAAAFsg4AIAAAAAbIGACwAAAACwBQIuAAAAAMAWCLgAAAAAAFsg4AIAAAAAbIGACwAAAACwBQIuAAAAAMAWCLgAcKeLL9zizsT7AwDAHcMRNxbuAwDedUEpMKWRnn6NjoxrIhSV35kipZYqKydPNaVpyk1xy7Ew9a0XVWx2SHPjQ+rpn9LQtMlrWaXKLCxSZWGaCtJu52vfoUKzivimNDHjM0NIkXhMcVMJ0VBQkYh5fyJpciRlq7Q8RyUFafKaWT5wdQQAwB2KgAsA76VYt4KdZ7Trx89q/4HTOjs5pwFvmaJFj2jZ2i36Jx9frI1VGbctRMXjs/JffE7th5/Xd392Vi9diCu6/CNact+j+tKH6vVAQ1bitT9I4hNtmu0+q1MXu3T80oimAgGFY2HNTgxpeiqgbl+9XAVr9anPb9RH7qtVnpnHPT8rAAB4j3GIMgC8J+JSeEDjJ/br5As7dOjytC5GCpVeUarakhR5+9o1cfqsuoan1GemDs7PdItFFI8MabD1jM6+vFvHDhzXqY4TOrvzgA7uOKYz7cPqNFP55yf+4HAlyZmSpczcLBXkueWe69Xo2f06d2CX9uw/qN3HW3T00qj6poIKL8wCAADuDARcAHhPjCg82awjT/xcT35vt46El0mP/jt9+T//of7o331OXy4JaGnfKY0Oj6vFJMy523KszZQU7VVXS7tO7e/SyLQ1znwtzLZp8tgRXWofVLOZZDIx7QeHI6NMKTV3aeU9D+mjH79Hdy/OUclsj4IDI+oZmlI8GFM4ySuH25X4EuXwZAAA7hwEXAB4180q0nNMHftf0q4TQ9o7lCtP+RKtuWuVljcsU01ViSpTfMoIDWpq2q+hGSkUWZj1lnKbdJYkb5JbKalSPGaNs/6XpHhKhpKTvUrzSh5r9AeJwyGnJ1kOb5kyiqtVVpil0vSIqRUpGglL4agiZpq4ibZWuCXgAgBw5yDgAsC7KqaYCa7d+17Q0Z8+rV39WbpQ+rBWrGvUr6xJVaGJTb6ZoKLukBzJYfmDEfnmzFzRhdlvqUw53OWqaKjVyruqVVpkjTNxtrBRJZs2acmiEjWlWFN9kGUrLStXZeWZysmxHpuvTSsAm3vmJoGOLAAAuHMQcAHgXWOiUKRN/o7DOnLwnF44MqqxDBMs15swWVuqBjOFy0wTjVmB1i1H3Cuv16UkrwlTt+XT2iQ0Z7ZyGzar8dEv6PEv/Lq+/Jkv6Utf/pA++/hKra3OSXSg9IFrwb2ORy63W8nmfTA3AADgDkfABYB3SywkdZ/S6PHntetYr57rzlVa/VLd+9AKLSnNlDdxeLDfBNyofIF0hSPZyspIVl6O5L1NKdPhSFN63T2qf+z39Gt/8N/03//oP+v/928+od/71SVaX5GuZGua+Uk/oKKKx2KKROMyNwAA4A5HwAWAd0XcZKVB9Tef0cldp3WuUxpLqldFfZXWL89Rca41jXWi7bAis6PqDqerz12izPRUlaVKSbcjZSaOrbVacZPkSclSTnGJSqrKVZRv7ie7leScP8f0g45DkAEAeP8g4ALAbWdFpGFFZ1t1/uQ57drbpS5/vry1a7S4vlQrS6Vsl5nEauGd7lBguEtXHNnqyqhRTnqaqs1TVkvqLUd6BQAANkPABYB3w1SHZlsO68yFK9rfG9RkbqWKVq5UfVmhas3TGdY0IZ9iLRc1eKlVUznZii2uV25WugrMU+/b82Dt3PwZp20XAIA7DQEXAG63eFCRjovqP7xfZy/160wwU466ejVsbFJtYY6yFiYLByfVeeayOpq7pZJc5a+pU25m6vu7odXWrcQ0gQMAcKdxxI2F+wCAWy4qxbrV/pO/1KEffF9/8fKkDvkWaclv/o4e+9Kn9fmlGVqdbX0Mj8nXd1Yv/vF3dfrSjCZ/9Z+pcvs9+kSFS5Up80u6vUKKzQ5pZGBYfe0jmvQ5lNTQpJyqCpVblwqyDqF+Qz7FJnrU1zejSz0OeXPyVbeqSoXJVs/QZtnT/Rpoa1Nf74B6hsc1OBnWVNgrT0ae8koqVFFXrZrachWnOZT+jnKjqcPIqCa6zGv0DKpjaE4TcwEzPqxQOCqfPyaHN11p+cXKKShRcVGJSktyVJLjlXd+ATcxpcEd39Lpn3xd397RqZ9edprKeFDJG35V//73HtZvPVqlYqtzsFC/hts61dnZp/7BEY1Mzmncb1bJla5U85oFZZWqrK1VRUmeKjISVyB+ewJDmu5tV3dvv9p7BzUwOKHxSb98EY/iyZnKKCg0r1Gm4tIqlZUUq7o4VVlvq9l/RpHJQXW3mPobntZI2G3eNZeSXE654lE5ouY9TEpXLKNAmWbl8x3m2ZxCxYuqlJ/uVXEScR8AcGcg4ALAbTWs2NwZvfy/vq4nv/GUnuovUH/m3Xr8P/ymPvlPHtK2fKlSQZPPTmn09Bl9/f+9oAv9GdryHz+rjY8t1RKzhNt/HdqZRADtudys1rMXdWzXFfVNJavgE5/Rkge3a0ueWcebhiWra2GfgmPtGmw5rGMnR/XiiQzlLW7Ur35li5rykpQW7dbw+ZM6uXufTp44rRMX2nS2Y1qd5jW8RYtUs2qDNjxwr+6+9y5tqsnVkqy3eXBRPJIIt3P9l9Vy/IhOn72k45fH1Tc2bUKXX3P+gMYmTEDzZimjuEaltU2qa1yllSsbtGZluUrTPUo1i7lxQHujgPugvvJojUrUo7nLZ3Rs3xEdPnxKZ863qKVzSFeGw5p15yln0XLVrdmsTdvv19Z1S7WtPkMlaW814pqyxaY02dGszlOHddJsI4fPtuj8+S51dI1rNOZWxF2gnOpaVS9drsYVm7V69RptW1OhZVWZb1Cua0TnpLk29bec04Gdx3S+fVQ90VQFHV6le93yxoJyhWYVSs1SMLtc2bGoysJ+pTSuUdLmB7W8PENr0iUXCRcAcAdw/aGxcB8AcKuFrijceUS7ntunZw72qyVWJ1fdXXrgQ2t1/6YSVZpQ4I1OK3bueV05eUovDJRqpGSN7rt3sTaUpMnkhlvcMhZVdGbQhMFmtZ0/pqP7d2nPiy/o2Wdf0su79mr/kfM6dGRA3RMmmK5arbKlJjilSdlXM2c0ZMJQv6YGLqn1/CmdPLxPB19+UTuef0Ev79ynHadHdGQoX6mledqy1iHn5Dkd+cefa8/u4zrQMab2sSn5fJMaGx3XmH9G4ZkhjU9Pa2QsqOERKSktVfkVOUp1vcVWzki3fJ3HtP9nz+jFF0/q6KhXo6mVKl20WEtXLFVjY5OaGuu1rKlcZZlxOfpbNdbRqta2TrX2TKhrwqOAI1mFhSlKc96opoOa7TihwQvHdLJjUhfHzTQpS+UuW6z7VzvUlNuuk0+/oKd/sFOHWvp1ecKnaf+cAoFZTYyb4B+dUWBiQqOTUxrrmdLsdFie4gIl5aUr3dSp+6ZvrvXb87Rm2o7pwvNPmvflonZ3xzXmzFF+aaXKa+pVW1+nxVV5qiow5ZodM+Xq0lBXl/r7B9Xnc2tM2cpIT1Je8s1+MIiaYVxzved04slntP9Ai04GihUsatTy5Y1atbRBdbU1qqurUu2iMhWlR5Q6flED5y/ryIlJDScVK3f1MpXnJ6vMI92w+gAAeJcRcAHgtolJ/Sc1dXaXntl1Rs9fnlMwb50y127Xo/cu0X2LshLn30bmutX54pM6e+KKThdtkXfdNj2yLE+LMl234bBPE3AnuzTZeUYXTx/Wwf17TDh9SS++sEf7jl/WmbY+9c84NR2vUM3W9VqyukY1qVLW1RWJ+hWf6jJh7aLOnTuhI/t2a89Tv9DLL+zXyyc71dIb0WTKYuXXZGtr/aRmWo7rxb9/TscumTCZViZPfqGqSrKVk+ySZ2pS0UBIc7PDmuqa0JWOgDxFhSo0oTrbpL+r5ybfVHhC8f6Dunx4h77/Ny/phSMjGirZoPx1D+ixh+/Wh7Zv1Ia167V2w3pt2tKgJdlB6eI+dZ8/owNnm3WhdVznhpKk1EzVNxYpK8WdOFz5+jq/QcBNbZCrsEKba0dVFD2n53+4T888e0mDnly5yqtUWl6k8qIcZbrD8gZn5Q/65B8f0FhnjwZHIootalRyUakqTb1aQf7GpqS5S2rd85Je/v4T2nMloAtpK1XUuF7337tdd997r7Zt36y7N1RqZZVHnolBjVy8oK7eNl1qvaKLk8kajOapvDRTtcWpNz4MO+aT/M1mE92rH3/9F9p1ZlajKz6imu2P6jP3r9XWVY1a2rRESxqbtHjpEi3K8St36KjaTnfrhWMRhQpr1XTfWrP8ZJWaDE3ABQDcCQi4AHDb+DTbuk9XDu7Qi4c7dHzYxIzF29Sw5V59aEOtNhR5TJhqV6jvtJ7++SUdaElR1qZ7tO7u5Vpnnnt751C+VXFFIjETc5PkzS1RTlGxCj1zygoPaXg6qImQ1XKYJnkqtXj7Oi1eVaPqlFcDbtz8F4s5FfckKzkvV6nuqJwDlzU7PKEOk5eiUTN/aopcTp8ckxMan/YqXrRMNeu3aNPmjdq0ZpVWLV2qFUvKtLw2zbzSnCa7pzShSRPoooqVVMhbWq/S9DRVpd0sMcXMv175uo5qz4+e0nMvXtCJaL1cy+7RfQ/epQfW16qxNFWZrzRcWikySynhUan3jHoH+3S439RBaEahiaBcGelKrlykjKwMlZi36Pqgdk3A7TQBd8yM8rjlSA7KMWvWe1gKZdSrasM23XXvFm3duEZrV67Q0iX1WtlUoJoiryLDY5qZ8JuSTssXT5avYLHSswq0sjhJuSbov15IgZ5j6nz5R3ph7xU90V0iR91GPfDYNt29pk6N5QUqzstRdnaWcnLzlZmVq+z4lDJCAxoYnVG/f07h4bACwZgyykqUWl6mLCvHv6YhN+4bUvDCczq974h+sCOgTs9irfz4Q7rrrmqtMG/49aHYI695P9IynJoZj2ryyrTy66pVtn1DogW33BSDgAsAuBMQcAHgthlV37GdOrNjl/adn1RHoFD5G+7X2nu36Z7GPNVm+qWxQxpsPql/3O3S+dnF2vbYej24qUAlJtze+nw73+VCzJkmZ3qximuaVLe0SctyfCp3DqpjeFIXBsNmikwlp1VqyT3r1bDy+oArh0sxT6aScopUWLJI5YUeZY9fUnCqXy1jYU2HzYTWRXsjUc3NpCildLlWPP5x3fPgNj24ql5LF9Wqtnax6paVa9XidLmmpjR4rk3TvqiJf7PyZVUrlL1YSwrTtaL4hu2OZtmz0tBBdR/fob//9h69eCqi2N2f06qPf0JfuLtGG0uSXhfmrHZZR3BWaYEODU1O6VjHtGaCAZMlJxVPK5SqV6soN09NuZL7uqR2bcCdMgHX1KHD1JEnbMqXrpCzXiseeUyPfuGjenBzk9bW12pRjSlj/WItXlmo2jy3fJe7NN0xJJMLFXB7NOGuVXpmge5qylFZxmvLaHWM1a/eIy9q//e+r+cveXSk8GNac/99+t2PL9OagjRlJnvkMevocrrl9GQoJbdCFemzKk4aNe/htE53zSkeHVFobE6R4kVScZ2qsrwqfk1nZeHpDvXv/ZGO7Turn1woka9sjR7/3EZtqs9Uvnn+ddufO13eojJ5QxGl9PYqq7ZC3rXrVWTScxWHKAMA7hA3OzEHAPBL8ZlhVONDw+pqndDYqNsEo2KVlZRrcX2eSkvN07FB9b50QoefaFagsEJlH96uhrqSxHVxrc6Bbg+nXCZkJSUnLXwBmIBUVKTyqhLlZKWZx1YIng/CN+JwOOR0mXDlsM6Q9SotLU/l5YUqKc2Wx7uQcMaTlJFRrcYH7tO6BzZrTW2BajPm21FfYepCpctUZQLvmvr0RE/RVodQ/pFR9XYOaXRyTqGFSV9lrVdYkWC3ruzdrf1P7tPhriT1Za7Q4tX12rY2X6U5Nz3mV87MHGU3NamspkLVjsjCWJ+m50IKROOJM1LfmPX6poyhLFMHtVq8YYvu/eQD2ryuXkuyrTbia1lNwYuUU96k5Y3FWlHvVKaVZef8Ule/JnoGNRIwIdmMsrrpekVgWGrfp9aTZ/SLY2G1B0vUtGGZViyrUuFNT9g16bKqVsWrV6mutFgNiTERRfw9unCuVYcOXlKXCb6vvqvWvYBCwXH1dw2pu21YvukJRSMB+SJWn9fXn//86nxJZihRcXmVNmyqVF19TiLVhq3fRAAAuEMQcAHgtpg1QWhIE6Nj6u4JaEKZciSVm4BbqLryJGU5hhUcatHxIz06diaizMV12vDh1VpUnnnj8yVvCSsgWS1/Vivl/BjFTbzyJis1J1vJyckLIXQ+0rwabK53bUtdLO5Vek6mMnPT5fZYCzVLCGcrO7deqx/ervWba7Q4x6HXNB4aVlgqVWZ+oRpq0lRcYI0zrzg9q6mhMXPjS/xEcD0rCpp6m2jRmf1HtHtni1rDpYrWb9KKxjJtMMuwIvpNpWRKlUtVUrdUa6qKtcysQ4oJqsWlJarMS1ZuqiNRQ2/MTBErkDOlUcvvukuPfHyt1lSny0S9GzCvl1Km6hpTxrospVk9hsVMGhwZU3B4XBOhiHWm7XXBOj7Zp8lz+9Vy+rL2duVoOq1WmzZUa3ldqjw3e0MsqYVKql6isvwCNZi3IFGdjmn5L7ep5ehFdQ9NatyMmg/T1v+DikZ9mpwKanrSZ961YUV9feruHFLHkDR1za8L19eJWxk5xapf16CqxaXKMO+5+7qEDgDAe4uACwC3hQm400OanJhU37RMwM2VcipVXFGg6oKw4i271fH8UzoSyNPFxsdVv3SJHqlxqez2Nd2+ARPsHNbw2jDz5qxIeHXe+UhsReQUudypSkvzJALnzdtUk5WUlKyMDK8J1wuj/EEFTcj1B0OJg3Wvy3SxiElelzV3+YROX+rR4ZG4pgsrlLOkTlW5Gaowk1ix+aYcGSYBL1Pl6sf18a/8ln77//x9/fa//5f6yuc+pE+tzNPKPMdrDk9+jasrk5wuR1aBsrIzVOh+41DtcqcrNz9X+YU58iRWzpRhdk6RmTn5wjH5zZhX82FAM+O9unKqWe1XJjXpqFRmWYNWLC/UEpOg3/gyPBVyFdWqsjRPNXkLrckxE50H+hRsu6KB0Wn1mFFWi/H8u+yR02kCfnKSUlPC8jj7NTVyVvuf26WXXzil88NhzSSmvYEcE6Yb16mstk7LM90q97797QYAgNuFgAsAt0PYBNzxYU1NTavf5IwZFchTXK6C7JjyQ90aOn1GZ460qT97kTx3P6ymhgo1maDw7udbk9riMcVi1mB1IfX2xK+dN3FZdetrxWMCr0vueDQRfG5+6K8Jxk6n3F6nnFePiQ1HFAsEFYlEE4fKXtc4aF2iqL9dk5fO6VL/pFpDKVJJiQprSlWQkvQGQfoqK4mVKm/RZm37xGf18d/6DX3xn3xWn3pss+5flKVqU/lveB7p1coxodyRmq4ktzPRMv1GszgdbqWkpSk1Pc2EXauQVolMOQIhhU2dWUf3zi/Wujeu6fEBtZ7vUXfPlKJur1zOsGKTg5oIBTU2ManZyQlNTFw7zCRu/eE+jQ5MaNwfUizZrFGiPq33dlTxoV6NmOl6A/MHzs+/R8lyezKVV5yvorJ0ZaQGpbFWXd67w4Tcndp37IJOdM5oeCaoqHl/rb7DrhZfadlSaYNyzfbckOFJnC8+/wMHAADvPQIuANwOvjnFxkc0MTOjfhOB4mXlSl9SrcK5C0o99XPta4nqidktqmpapS/dW6rG0qtNmHawkHZuceiJxYKaGx7SUHefxmYCirtTTNbKUkFuplK91541+ia86XLmVSqvpFy1ZVkqy/G8hXB8A28n1VmTvuHkVlvugGbGh3Sl3afh4RE5wwfVuvvr+uo//3X9q09+Sl/8whf0WTN84brhc4nbT3/yt/TF3/hD/de/36GfdMd1MXGKsfXTQq9mBrvVNzQtk38VuHrqsfn696bkqXp5g+qXL1Ju4lq5k1LfUbUf+JF+9Gd/oq/+j2/qaz89oqfOjqrPZPJXAq7Ta0J+hpKSUpSZ5FCKqfpb/FYDAPCOEXAB4HaYm1VwdFSTc36NWfHJhKj0nKhCA20aONms9rkCjZbfo+VLG/RohVfFt77L5PfQfBSyWnRfCUU3Y7UMXjtR4jhpa3h9aIrHfJo0dTrUN6pZn0lq7iSlpSYrMzVJbuvE4rfMLNmVIpcnSemm3pPe7jehVa6rg/VwfuwNWVMkpovFri/o68JxwPwb1Oz4qLqHQxqxRrkm5Btt1aUDe3T05Ze0a9dO7di5y9xeO+xI3L784gHt3tuilkmXfPkFyivIVUFBsQmglapalKf8VI+8YfOy1zSnu5JzlbV4hWpXr9XSmnKVm3FJsRH5e47q/N4f6ckf/FD/+OSLemLnUR043akLQ3OamAspkmjpd8nhdJl6nz+nGwCAOwVfSwBwy5kgMzujyeFRTc9FFJRb7rkWpfTv0J5T0/rehcUqaFyjX//0Mq2rz7mux1rciBUMI4rFpjU+Oq7Bvgn5rWNtnU7zz2my4tVzgN9/XlntSEgmvcs/YQK8P6gh5SlS+Sta9Yl/q//451/T177zV/r6N76uv/z61/X1mwzfsG7/4i/0F4nhG2b4qr71nT/S//of/0xfebhJW3KlvGs3Nk+6VLpZpWse0cc/sl6f2Fqk0lf2CkKKTrSo+/BPtPN7f6E//3//TH/y1Z/oe7vbdKw/mGhvBgDgTkTABYBbLqpI0K/Z6RkFgtYxoS65AuNyTw9oKJijgZQ1aljWqMdW56omg4/htyaseNyq0zlNjvkVDppRjpgi0ahC4YiisTdqR72zJUJu2ATcqUn5Z6Y1Zso0bXVKlrZSNes+oo/+k9/Qlz/9eX35S1/WF7/8ZX35hsOX9KUv/Zp+7fOf1ec+9Ul9+pOf0ic/+Ql9+nMf0cc+uk1bG4tVZ/Js2rXHYju8ZtOsUnbtBm194B596ENbtHlllWqTPMryOMwOwpwCg63qOfW8jjz9E/3sx0/qied368WDZ3SsY1R9/oj8Nz/BGgCA9wR7VgBwyznmj0Y1/3PETXAxgTcYK5cvdYM23LNVv/aFNdrQWGBdRAZvWcxUZ1SRSEzhsNWplRkVD2s2ENC0L2iC7nXdUb3/RCOSb1bBoD9x6aDEObl9AwoMjWrIhPnZxLjbw5lSrMylj2nV47+h3/qdz+t3vnSPHmjKVdV113Ya1Eznfp1++i/1w299Q//tz5/U3z1/QS1T0Zv3tgwAwHuAgAsAt1xc0WhYQX9Q4aCVdNPlyGtQQcNmrd+0Qg+sLlR1hut155jijcxfjsjpdMnpcprBjIqGFBib1MTwhGaDVi/E72PWLyLRqGJxE+ATx1ubSDvRqanBXrUNzanXjLl9ET5JjowaFa7Yrrsfe0wf+dgjeuS+u3T3hgY1VuQrK9WrNHdUjtCIxjvPqmXHs3rpiWf0ixcOa+epHrUMhRV4H7egAwDshYALALecQ6HgrKZHxzQ76TWPa7Vk5Srd+9gqNdUVzF+jFG+TdfJokpKSvUpNc8trdTptHdbbNaCxKz0a8ftv3Xmh70VWc5ivY49Hbrcpn8NK79YVa3s0NTmkjr6gRkzevbaPqrfqhrNYI2/4RJqUt0zl6z+iD/3m7+mf/ut/qX/7lY/oNx5cqrVFbuug6QUjUt9end3zvP767/bo6f1t6ovMX/IIAID3GgEXAG6pOYUmLqq7o1Pnu6fVP5EkuUpUXlWppSsKVZKzMBneJo/JgClKz0hTdm6KvNbhs7Gg1N+p6fZL6hiaUocZ9fZCrpXyIgoHfJoandbMlF9hkyJj70XTunWN3PQMJaWmK8sEXG8iLg5qfLxfrZfH1DcUf4PrCd+cw1pOzKfpqVmNjc0pEIwqbpXPEVc8GlFw1ie/GULRqFm+ecKdqaS8OpUtvVebHnpMjz/2qD7y6AN66L67tG1NhRYVpifO43VExuRvOaWLOw7r2Ol2XZmOaMIs9h1kcAAAbikCLgDcMjGFu4+r++m/0e4X9+on5/w6N5ksJacrPTVJ6Sbr2upqQO+aRCKT02mF20wVFmfJm2Z9fZmAG7qoQPdJnbo0rKO90uwr13l9K6yJxzXSc1n7njyqk0faNBqJWUt9VyVCoddsHDn5Ss3MVoHTIet3EIfGNDLap3Nnu9XRPaHgOwreo4r5L+nowbN69rlWtffPJEptbash/6R6z7Wo7VSrBmd8iXNprwvRySXKrr9baz786/q1f/t/6vd+79f1rx5t1MOLTchNTDAqDZzTaHenzvYG1UvXygCAOwABFwB+aRFFAyOa7j2lSxcu60zntEZCbqXk5iglI1tuV4qSPC6lmHR7bSe2eHuczlRlFxWpqMoEr3QrYllnpfYrONaq8yebdeRYtzpHrU693qLQsIJ9Z9TZekkXBmbVOxtV1KRN6z16t1oiX3kdZ7KUVaz0nAJVZntVbEa5rN64h3vUc/KEWpov6+Jo8O11NhWbVrjvojpPndLFjkFdmYxoJnx1G4wrGpzVZNsVDV26rH4TcE1cfc1hxl650wuUWdKoymUP6u6HHtRjj2zStjWLtCjbY5YzZxYzoOmJUfWOhzXuMw9pwgUAvMcIuADwS7HawyY0cnqXTnznr/TC4WHtyv2oyu/5sP71p5bpoRVFSlKyXDGXkr3zZ5K+ZYSF6zicpiYrKlW6uEGlaZnKSIyNKejrUcuuXTr81E4d7ZxQW2L8mwnJ33lRF77/C108fVlDdYsUq6tVtstpYt18m/G7K9Ukz0plFpaqoSZFFVnmC9paibEO+U48o7OHDunnpyd0xjoO+C0JmH+dOvfUHu34u73qjzjkXV2n1PzMhS9+h+LhoGLD3Zrr71TflF/9MatWbsbMVVinqgce0dqtG7S9NFWLExtoSIFIWIFAVGFOwgUA3AEIuADwy4hNS5NdGh0aUttoVFPeUmXXrdHSjeu1ZUuTVlZmqzgekCcUlHVJ3JsfQTuneHBcw0Pj6hmY0WwgMn+u5Ltivodia7iW9ehNV8GaL3G7MFznzeY2z1v/5m9eYd1fWOr1XCZ6FtYqp3aFmqpLtDJJ85daCo8r3nZC7Ud2as+OfXpxf7tOdo9pbDYgXyiicNS6rFBEsUhAId+UZkevaPDyXh0/ckb7LvrUF85QSV2pyioylPKaOphfE6turllHq8wL01n/f+0c15svyfV1a+5b/+ZvEoPVgZYpnLKKqrR0bY3qG1KVnviGHpOmz6nj9AHtfmGPdu49p9NdIxqd9WvWbFDzZYspHoua8gUVDsxqdrxHI5f26bQJ/btPDerUcKqS8/LVUJ+r3MyrX/vmNh6SM9Ar33iHWrvHdbnfZOKbb6BGrpx5S1RWXam6XK8KEwk83bwtKcpKdynVFGG+LAAAvHcIuADwyxgbUuBSs8adeZrc9htqvP8R/eaGfG1eWi5X5RLlZyWrUUNKnpvS8JRufs3QSIeCQ0e1a/cp/eyFK+oYmntHnQq9fSaSmKDicDqvCXHW/63H1vg3Dy0OM1Fi2lemfHUpbzyvw7y0dcmf+dd5xcKKvG5+q3dhb728FRu0eV2dHl6XoYJ06wmrpto027lTz3/7m/rWH39T33lyv5463amW/gmNTZvQZ4LtzES3htuP6PTzP9JP/+ef6rvPnNJTKVs0V79ND9ama2OOKfUNvhUTq/Nq5cyPMBM6za01+XXr+BqJWrHqNlG/1pTzgzXntYucv5eunJJarbx/k5atXqyi+SeMKU1dOaBz3/+afvrtv9X//uFu/ezQZbUMTmpkxqe52VkFrOA+2a/RrmNqPfSkfvq/v6qv//F39YvRbHWu/ZgWNzbogUKp5JVDCKy6j8jjHtCcr1OnzvXpVPOUfIE3OmzAKm2ynG630lLjcidbbehVysopVn1liormTxwGAOA9dYOvcgDAWxWXR3FXpjKKa1WxfLWWNBSrJsdjsliRHDn1qijL0OqKabli07rSF9akb2HGq2IzCo1cVPeRkzq4/4Ja+6c0HncpbBLfu3K+rpWywiGF5uYUDkcWQrXVjBdMtA6GzN3rwudrWIEwYuaPhEKKx69eqdXcWkHHOX+t35uXw5ovqNmJkAloC6Os1kizHuYmcYbt9XnJWpFMebLrVL9hs7Y8sEWbmkpU6LWmiyrm69NM5yGd3v2Cdr7wnJ595hk98/TTevqpX+gXTz6hJ37+pJ742TN6+qVj2n12Qj2RXGU2rVBNk1leTlKi46TX57N4onU0HDB1c7V1MxhUfHZOoXA00Wvz1VLfiMMZVSgQUGDOr6ipz/njzkOKRcOmfq21vv6L2JFVrqxlW9S0br22rijX0iTrTFgzX8gE0f7DOnfwZe144flE2Z59xirbU3oqUb4n9aQZfv4zc/+Z3Xrx+IDOjWfIU9Woxk2rtKSyINFx1XVvpSMql9uE4+keXTl0WCd3H9PJ9jGz/d3s6PigeWJQ06Pj6huT/Kllyl65VnWNi7Qkz3NNIAcA4L3j+kNj4T4A4G1yJKXKlVOu7IISVeWmqCjVIU8iRSQnDql1mfDqCV5WW+YiXfY2aklBqurnTx41THAZO6SB0zv1/X84rWcP+5W6bJWW3b1CjcVpyvK8Pm7dFr1HNHDuoF461aMzvQEzwoTr5HyVrt+oisV1WpItZd1sVQKDmji7U83nL2pvm0+Tfuv6PWUqWbJY6x9ZqZpszzXXT32tUQ2fPajTz+3TqQ6/2hLdF5eakFejdZvqtWpF4etDmeFwepVSUqKMwnxlzg4peapPXWMRzSWSZtiEwUlNDbWpp/m4zhzZqwN7dmjnyy/rpZf2a8ee8zo/kqbZ6gfVdM+D+vSjS7W1IUu5JoW/9nXmTWviwmFdPnBYp7rmdHnWVEQkx7y1RVq+eYkaVhYrz0x103OrI0MaPv6Smk+e1f6OOY34rClzlFVapab71qqqPN2U+JrXtjqbSi9QitmIipPGFfVPqa1rdqFzKRP+/ZOaHe1Q/6XTOntknw7u2aldO1/Wyy+9pJd27NFLL5/SkeZpjRbdpZL7PqNPfHizPr25VDVZztf14B319Wvq4h5dam7Ry/sH1TnoV7ysUu68IlXlOBMHTV9vSOreq+MvHNFPnxrQUNEa1Xzus3rwnuV6sCpNudaRAAtTAgDwXiHgAsAvw+mWw5sij9eELvfVcGsxu/oOrwkJE0pO8Wso4NZw/5S8M4OKzAxosK9THa2ndeHMaZ26OKDzA6mKZi3Sqm0rtWp5icpSHInOjm69mCK+afknhjU9M6q+7ma1HHhZh/ce1M5zQ+pNHEMdUiTsVDzDxEuHRykBn4nrIQVNRLKuleqJzinmH9H4RKdaTx7U0Zd3aP/xSzrRKwXjVk9DLjnTU5RWmGbmdyk+7TdzmYpJ9sgRCyk+OyLfVKt62o7q4It7tGvHKZ0ZtbrqSqye4lGnMguSlZSdqlDMKUdE8rhMQHMvVK7DhER3jlJzMpRhnkxNcivs9ips5vW643JEA/L7fArMWte2ndLUpBmm/JqJpsmdWaGSpg1aacLt3Xct1z1L81TumT/UeF5M0cCcApODmpm4bNbxhI7u2K19e07rZG9MYzGrbTNqpnEovSRdzsx0RUMxOUNRub1uq9HahP5pBacHNT7ZodYzh3XkhZd14NglneyTfIn6iSjq8spbkG3uJ8ll5vU6HCY0u+VOLCBNKake5aS75fIkm+WbqjMr6E1yKBY25fL7FZizymaC/OSkJk35JqeDmo0ny5Vaoryq5Vq6/WFtvf9uPbimTI2Zrw+3lvDckEZbTqu3Z0wdU0mKpqQr27xnSY6AXLMTphjWOeGDGhke1uBQvwnV59VmwvC5K0H1RipVtvlubfvIdt21pECL04i2AIA7gyNuLNwHANxS5uM1NqTgcItOPf2CDr58WMenHeqIJinZPy5vNKpRd5WSypZr8z13664Ny7S6OjtxmZibtgj+0gKa7WnVyKUzujLYowsd7Tq3Z7/OHbmkZhNu5xamSkhpUHrdSm1e36gN61eoac0mLSnPUaOrU+HB8zp48qj27zXD80d1fjBodYf0quQa5a++S8uaVmjTkiVat7FJy9bXqFhDcrYfNcHvqPYeOqpde87qwNmR+XD7inQl121U/aa7tXHDRm1ZvVR3Lc5Xgwm914kHFQuOaXKgTe3HD+v8qVM6dP6yzrV2qKdzTAMmGEatA6STylVUv1j1y1Zr6ZoNWrtysdY1lauyMEOZ3teGv7D8Q5c00nJcly6e0okzZ7Vn/zkdOT+q8YUp5qUr1axj3fq7tG7Fam1Y3mDqqVaLCp3yDjZr5PJpHbt4VkeOndbh54+puden4YU55+XK07hFTas3655NG7Rt/WJtWFmkkhTPwnsfMmUzwbzvsvountS502d19MR5nb14Wa2do+qzGtoTvFJmjUoX1auhsVGNy1apqalRK5eUq868V7mpbhNYFya9TlS+kVZd/PkPdOFim5rdJZpyJptS+eQwIT5owrLVHpvqjCgeDSgQmdOczylfIENZZfWqWrFKS5uqtXxRgQoyPLLa7QEAuBMQcAHgthvT8P4X1Lpvr/YNRXTe55bHP2l116PJ1AZlVK/S/Q9t0saVxaq0GicX5ro9QvINdmi8q1Xdw/1qHxjUleZO9XQMaSrqUNBlXj1unXjrUiCWpeTMIlU31KpuSYMWLV2h2uIsLXL2KTx6WafOn9OZ8+06f25QQxN+RZPdils961on0CbnyJVdpZLSGi1ZtEiNy+tUv7xUBaYuHD3n1HHxgo6fbdH5tlG1DfoUNKHK7XGalw7L4fDIkVutjPJGNSxdrhVN9Vpdk62qnNcfNDvPr3Bvs/qutOr05S5d7uzXQN+gRmcimlKWkrKLVVpVoyoTcusam9RQXaiG7JsdThtRYKxTEx3N6jDLu3jZlK9tzKyjeQ3rjGuvywS+iKxLFrlyKpVZUq9FZrlLTB2tXFamylwTmEevJOr33JVLam7tUsuFIQ2N+hRJcilmNdDGzJLc6YqmVamwcomWLV+hFUurtdKE+AJTh1Zr8qvrNieNm8B+5bLOm/B+ub1bHf3DGp7yaSZsFpacp7TcMpVUVKm61gTshgbVVJerJk9vEDqtr/2YgtND6j1xQsMj45rKzjfvtwmzo32amTZh3O9KtIinOM3/YgEFI375Q6kKOkpUvrhJyzevUH1pyjWdVgEAcGcg4ALAbRdV1D+noHVoacRqHTPhyoRAK8TEnF45PUlKSU1WcpIJvmbkjYPXrRJPhMhoJKRwJGKGqMKhcKKDKevo23iip1/ra8Fh/m/1/mvWyetJDF5vcuIwYY8JgfFoSMFgUEEzbzAYVcTqQOlqt8DW14p1qK3TI7fbzOcxQ5LXDG65TF3IupzN1XlDEYVMnVj/JXoZTnwlmVuXx8xu5vEmKcm8dpLHJY/LWviNxEyZ5ju6spYZMuWKmHJFTYFiC2Vwm3XwmOVZh5J7PaZMZvVuvDSzJibARsNmHa3Ot6x1DJs6eu06WrdmHV1us0yrfGa5Sd755ZqZTYY162IN1vqY+rE6mErUrcOqZPPP6rnrav0kJSvJ1E2yCc8ua5rrmHq1OqQKW8sx62NurfcsUbZEVbnMP1M+t3ntRPmscprBqv75BdxU3ATaSCBg3ruo2Q5NcLdGmrJblx2KWNeoWiimVV6rJuNxp7l1yW3VYXKSvGZbcL92dQEAeI8RcAEAuFMkQuv83dvq3XodAADeZW/2Ay8AAHi3vFuhk3ALALApAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi5eEY/HF+4BAAB8MLE/BLy/OcwfMX/FuA6bBAAA+CByOBwL9wC8XxFwcZ2hoSE98cQTunjxorxer1wu18IzAAAA9hONRhUKhbR06VJ99KMfVUFBwcIzAN6PCLi4TnNzs37zN39TR44cWRgDAABgf1u2bNFf//Vfa/HixQtjALwfcQ4urmP93hEMBhceAQAAfDBY+z+0+wDvfwRcXMfpdCotLW3hEQAAwAeDtf9j7QcBeH/jrxhvGR0vAAAAu2C/BrAnzsHFdS5cuKCvfOUrOnDgwMKY67ndbqWkpCQ6n2LTAQAA7ydWqI1EIgoEAonba23fvl3f+ta31NDQsDAGwPsRARfXebOAu2zZMv36r/+6qqqqNDc3R8gFAADvC9bhx6mpqbp06ZK+853v6MqVKwvPzCPgAvZAwMV13izgPvroo/rbv/1butAHAADvS52dnfriF7+offv2LYyZR8AF7IFzcAEAAPCBQdsOYG8EXLwt1sXQfT7fwiMAAID3F7/fr1gstvAIgN0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAADYAgEXAAAAAGALBFwAAAAAgC0QcAEAAAAAtkDABQAAAHBrxRducWPUz21DwAUAAABwazkWbnFj1M9tQ8AFAAAA8LbE/MPyt+/U+Rf+Rn/7p/9Lf/rn/6C/fPaCdl6a0nQktjDVB0g0oNhEh8YuH9HxvS/pxWef1vPPP61nnv6Zfv6jv9f3vveP+sZ39+mJPe3qmQspbGahEff2IOACAAAAeFsi010aPflzHfr+/9Kf/eF/1n/6f76uP/r7Q/r5sQH1B6KJ8PZBCnDxaEjRyW5NdpzSuSO7teuFp/T8kz/UT7//bf3tt/5MX/3at/Xfv/6SvvvCZXXMBBWy5pmfFbcYARcAAADAWxQxw4imR67o7O6TOnngnDpnZjQ3dlldu/aq+chZnR32q9tM9UFqx3W4kuTMqlROdZNWrm/S6sY85cx0aebiCbWcO6/Tl7rUOzyjIV9EYVMxHKF8+xBwAQAAALxFVsCdkG9mSB0XB9XbY4JsIq2FpOFLGu/oUsdUWENRKfpBaqI0AdeVW6Pchs1ac8923b91qRozQsqYHtbEWFihmaCZxiUleeVwOAhhtxF1CwAAAOAtcpshW8mpuSqrSld+nhROBFkT3jKqlVFapvIsjwrMQ+cHspnSY4ZCpWUXqrQgVUXZpmaserDOSzb1xGHJtx8BFwAAAMBbZAXcXKXnVWvxhmVauqFSlZmp8uTUqWTrJi1Z06im/GSVmqlMxv2A8iruylJuXqbyC5KVnGxGOUzKnf+H24yACwAAAOBtcCspp15l27+o+37jP+rf/N//Rf/9P/1z/ad/eq8+fXeVKlPdJuJ9wMOcCbQOp+MD2or93iLgAgAAAHhbXGklymp8WGs+8n/o13/nX+j3fvuz+qcfWaEHGnOV53bSUhmPKRaNyfzDu4yACwAAAOAdcyUnyeW1zj29Bieb4j1CwAUAAABwa3Fo7hsg/d9OBFwAAADg3fBL5pp3Ovt7GaeIcni3EXABAACAdyoeM/8iikZCCgcDCvh98s3NaHZ6UtOTExqfmtPEbEhB6zIxb7VVMx6VQj5Fgj7NhaLyR6SYSYo3nj2mWNiv0MyEpifGNDI2qfFpa76Ywgvnf96+xlSzUnFT9nBAQd+c5qamNTvrM+trXnsh2b75a5uVjJq688/JPzMrXyCkgBk1v+pmIea5aNA8NzulKVO+8ZERjQ6PanTMqttZTftC8puCWvXzzpj3LxJUyD+ruRnzGpOTmpyYMMO4xsfHNDZmbiemNDk9pxlfUH7zfkTMi73jl7NYPSobTpn3OWLqztpepsxrjplymfINm/KNjE5obHLGlM+8pimftfm8I2bbtLaP4Ny0ZibHNTFm1d+QhoaGNWS9jlWPk6Ye5wKmbBFFrLd0YdY3Z00cTmyn/lmz/GlTf9PTZjDrbYYZc98apmdN3c35zd/FnAI+nwLmdYLWe/xLVeLNOeLGwn1AFy5c0Fe+8hUdOHBgYcz1Hn74YX3zm99UVVXVwhgAAID3j5vt62zfvl3f+ta31NDQsDDmrTBBJziryNyk2amfMoFkShNWCDNBZXywV2PTQfV6lstdvEKP31WuLYsyF+Z7E/5xqWu/eqalo+51Sskp1tYypzKtromvY6WeGU22HFbH/p3a1zqjI1MFKli2Xhvu2aI1lTlakj0/5e1hYkRkUGMd7epo6dGVllFFSmqVt2WbqksyVJ8kud804c5KY926dOyiukyBg4vXK2PZMi3NlfKt8o00a/BKs05ebFPzlX5190xpOuCWI7dMudWLVbtyvZYurtLq6lRlv6PrEpnX7GtR2/nzOt82rEv9MyaA+U3JwpqeCSsQ8Sg5r1R55TWqqKpTTXWlFtcVqDTF8Ybh3T9wRO3/+N/03HMv6S8OBtQ5VyEt+pS2fPwx/T9/sF335FsdcQ3K33lZp0+c1+XLHWrvHVLvWEAToSS5c0pUWNOgRctWaNmypWoqSVVp6sLC34iV7K5dMX+nZrsv6czpi2puadeVnn71js5qwudUPDlXmSVVKqlcpNq6Bi1ZUqNljaUqMtuZdTGoNxeQwgPqO3NeF860qmMqptGoVy63W8lOh1xhn8nyDoVyyuRNz1FZfE65aSmK1K5Qekm56jOknLf2Qm+L6w+NhfuARkZG9NRTT6mnp2dhzPXq6ur04Q9/WNnZt/XTEgAA4La42b5OdXV1Yh8nLy9vYcxbE5/pk6/vvFounNPhE6d1+swpnT19QicP79HxE2e087Jbl2fyTSjK19KqjLcUHMJjlzR84Amdbe3VDn+d5pIKtLzAoXTPayNV1AwmWJ/dqfM/+1s98dx+/eRgj1r86YoXLFJxbobq8ty35pBNq6U6ElTEhD+/z6e56RHNjrapu/WMzp44rMO7j2nfy+fVHUxStGmFsvPSVG4K63pllU1YjUcUCYcUNPMHA3OanR7WaNd5XTl3UoeeO6RjR9o0lFeuSGWVClw+pU9cVs/5Ezpz/IgOHT2iw4cO6+Cu/Tpy7oxONvfo0uCMxgJeRVzJys5NU2Zmkqyurt68vGZdon6Fp/s11d2qyxebde5Cq5ovm5DePWi2ERPaRwfV19trtpNe9ff1mWFQgyYYjs+aMrhMwE5LU5LHmQhyNxKZ7dNE8z5dudKuYz0RTYbNvnPeclUtqda967OVlzap6YsndfHEMR05fERHjxzW8SMHdfDQKZ24cFbN57vUOjKt0TkpGE9Vamqy8nJTEq/3RsF6/kmzXUTn5J/o1eCVi2ptbtb5881qbr6g880mjLa0quVSh9o6utXRZcrYP6LBCZ9mrGZ3b6pcyalKMWXzvtE1juIBRcbaNHrplM6cPKvjZ9vVPjyp4WmfZmfm5JuZ0uzEkCYnhjU4PqaB/n71n2vRQN+ERnMrFS8sVmmKlHEbLpZMwMV1CLgAAMDObm3AjSvWc0ijx36kHz/xnL76oz3afeS8Ll7pUUdPn4YmgxqdKVQsqURr1lVocX2uzD79GwSwiBn6NNV2VDu/96z2nZ9RZ8Ea5ZaWan2xW+ne1wYOa3oTcC+eUOvuvTp9ZVptvhkFozma8JSqqiRLy+uy9FYa/t5MLDSp0GCzepsP6tDOZ/XcU0/oJz96Uj/7xYvaefCEDp7s04UOUyOldareslY1Ja8NuH6T3Ic03N6si4f26ahZxo6nf2bmf0Y/ef6gXtw3qMsjKcrdtEJVS806n3tGvc/+UD/ccVFPnJs0AVFyux2KzY0pMhPVdGRK/jETqDp7NDU5q7n8CjmyC1WaLCW/WWiKj0mjR3Xq2af0/W/+Qi9f9Kktc7lKlm/Uffdt09Ztd2vTxk26Z/sqbVpdpgJ/r4KXjunyhXMmfF7Rma6wuiaTlFOQruKc5MSPFq97Z14bcCO5UoGpl7pMPbTYrPP5Pfr7P/2ZXtjTola/SzNOj5JTTHCOBuWbCioYm1ZwZkJDnSZYXxpWIDldrqpqpaW5lP2mCX5agQvPqnXv0/q7py/p2fMRuUobVLVqg1atv0tb7tqouzc3anllujJne+UfuKz27iu6eLlfF9uCmgp5VFBbqIwU102uZzwp+S7p3PNmO/jeczowmK7+6nu1fONmPX7Pem1cs0rLly/VqnXLtaS+ROXRDjnbT+ngvn4d7fQobbkJ+ksrVG02zIzbcMLsbVgkAAAA8AERjygeDSkUic6fKxnwKTo3rumZmCamfSZRjyk0OqzJOZ9GzeSB+bluLDotjZ9V38Wj2nv8ig6cH9HwhF8Rs+wbn1VoRQ+PvJn5yqmqVWmJWzmukDQzqr6uUQ2Oz8k8ujViEUX8M/JPjWhytE/97RfUcnSvju07qf0nLqu1r1vDoaDG/U7FzHq5XpcyomYZQYUDs5qZGNFY5zl1n96pAzt3a8eBU2oZ7tTFgRn19/VqvOOi2i9eUHNrt9omHJpJrlD+otVavmGL7n7ADFsqtaTQLW+kX76h/Tp9YI9eOnhZBy6Oacw6YfmNxOcU6DmvjsPmtfcc1svHenVxPFmOkhVatG677rl3m7Zv2aJt2x/Q1nt/VY9+7CE9tLpITckmZHZfUtupl3XkqRf1zHOHdKhlQO0meJt3+S0w6xUdl2+sUx3nT+vsyYs6c3lCfXOpSippUPWqzVp39/2674FtemhzlVYWmyDoG1Zo6LAuH3tRew6d0c6WcbVPLCzuhqwW/Qn5+pvVfGC/9u08pkOXZ9QZK1b6orVaefeH9OBHP6NPfv6L+tKXPqdf++QD+pWtlVpVGFC894oGTr6sw78wofXlI9rbMqIrpmAh6yj41/L3KdR9RGf2HzL10KpzY2lyNd6lJVvu1l3r1mj1qhVas2a1VqzYqHVb79LWFRVaWeKS2zensf5p+a33yPoR4vXJ+ZagBRfXoQUXAADY2a0+RNmRlCVvyTJVrbtP2+/brocbM7QqY1rTc1PqmbJCaZY8SSYgbWlU7Yoy5Zmd+pu1qEbnujS692c68sIO/fSICV6OEqUsu1sNiyq1qcyrjNe14FopIUlp6UnKr8hQPOjTbFevRpOqFK7eoE2rqnXP0txb0IIbV8zhUNSZpqS8SpU3rVR9VYGWpEwoKTqmS8NhE4SsdsxCFdY1adl9a1VbnKoys3qvtODGzJ24R+70YmWUVKk6P6aK5AkNDk/qfL8V+62yeOQxITA4NqYRlSpad4823nufPvbIVm3ftFZrVy3Xus0rtKS+VIX+MXknBjU4Y/JWxK3haInS0rK1silPZRneRCve6/JTbNTkv2M688Jz+odv7dCBkXz5NnxKWz50vz5/X73WVWYqy6zGq/OZpThd8o5eUXSyU2eGJtUxaUJkYErRYEiu4mo5citVlu5R7mvOj36lBbetU8d6w5q0elVK8ZuAP63hbrPO3noteejDuv9jj+nR7Rt097q1WrF8tSljrdYtz1d2PKzZtl5NB+MKyK+ptHIFUqtVV5iuFaUpidp6nZhJpD271HX4RX37+216viVH5Y88rgc+/aDuX1GpZcWZyklPUUqKeR/T8pWZna6qcreSnBH1XejRiM+vUGhEM84kjXirlZqSreWlSUp5tRneiCjYvl89+5/UL3aN6vnuKlXcs12PfmK9VpW69Pq/HrP8AvN6WTnym3SeHompaNt65S+pVnWylEkLLgAAAHCncMiRUaLUqvVqXHOfHnv80/rsJ+7Tr25v0PKKHLNrbwVck8DmxjU749O4dT7l/IyvYbW8mWDRf1Gn9h3XoYPNap8MaDYW05TVi64/pKi5f2NeuXIbVLj5Pq1ct1obK3O1rCJbpeUFyspMk8kQt0BcDmeyXJllyq5sUlXdOq2/e7se275MW1eUKjfdiltWCHLIedN0YQKwM1NpWYUqr2lUnVnXTRsb1VRlQnHi+aB5jRlNjU5qeCiqSM5iFa59UFvv26b71y/VqsZ6NSxeobqlD2vb/Q/qkU1LdPeSHBVa/XaFJ6WWy+q92KH+maDGzSirRq9nQvp4m8ZO7dSxPUf17MEJdcYrVHX/Q9p03wZtrs5Wvgmpr1v9mAmFFdVatGKxKkryFsLviPwDV9TZP6YrI2HNBG7Uun6NxEwhE4zHFfAFNBwskrtkjTY++iE9/MhG3bV6qZoa6rR4cZMWr7lH6x99UPeYIL/eBO5qs0IOE3Ajg/26crZDfQOT1hZ1AzFFfQMaOHVAZ3cf0L7LcbU6m7RozVo9tKVKK8oylZnskdflNO+RSw5XspLyG5S/cavWbF6vtdX5qjdLSdKUfJ3NOrb7tE6e6lLfXMQ6YzmxJc/zaXqwW12nzqm9c0Kj0VyzXeSqrMijrIUprpckJS9V0Yqtumv9It27PENFWW5FImaNb7ZJ/5IIuAAAAMCtkluogoZaleTlLgS3WcXCU5qZ8Wti2sScGx1BGzXJd/SIhpt36ZkD7Xq+OSYzqRHUxORU4jIuoegbpQGrjbbKvLQJMkuKtXplhZqWVaukKCdxzu8vzwR5p0Nej/PVTrJM4E0tLlROQZ5S3FbAnY9BN416DhM7XNe0O6ZnKqmkTDkZWSoyD71WAHTG5anfqKJ7PqUHtq7TJ5Zmq+Z1zc8mLXoLVLukRkuWVygr0UtRUJocVHjYatENatiMCSemvcp6NKihKye19x+f155Dg7qUslpZTWv0wPoCLauYn+qGHGb55VXKa1qmmrwM1S6MjodcipkyeTwm1F9TrNe7WiPmnYjUqLjmLn3oyx/Whz++SSsLk1Sw8Oyr0iVPnQpNqF67PEfVV9dtdEr+7n5NmI1oxDy8/ocSK873KTxxTkd2ntSLL3drosBsg/fepWWVeVpinjUx8wassTVKL6rTysY8La00WdRKh1Mjih8/rJ6z53VqLKgOM2r+BwNr453U5OS4ujomNDk8Zqp2VIGAX6Mmdd/88PskE6oL1LC0Wqs3VSo7L5WACwAAALwvZOYotbxSBdlZKjYPPfIpFp3WrC+QOC83dH3ySoj5RjR++pyuHG9Wx0QgEWASgSIW0pw/oNlASNE3vbKnwwSuTDmSKlVWUqFVTUWqKk6+8aGsb5vVc68JciZbzrdgWsySU1OVlJoid6LZ9i20Yr46s6kYj5xpGUpOSrIi3XxwNkkxqbhaeQ2r1VBdqNL0awL1tRxpSi3KU2FZvlJTrDZqq1InFZ0x4WsuLOvI8OtbcE36Cl5S/6Wz2n/gok71xeQrW67C+nqtLk+VyXU3Z12zNrNCadVrtXzlet2/fJFWl67S4g3rtLq+RIvz3cp4Xe/W1zIrk6gas57uMmWVNGj1xiatqs5Q0Q1Tp7WsfGXlFWpRba4KC00NWKMCc4qZQDk347O6eLo+TFrXTfZ3abbnrE6f69bR9rDiJdVatH6ZaktybhJuLdb7VqT03DI1mNeqrvDKm2jyn5JmL2i0u03N/XPqnr0aRq2CWD1hRxPn0cYjZk0ivRrqadPZkz1qGzTjbxJaHc4M5dTVqnLVEpUVZCnPvLTV4/XtQMAFAAAAbhV3ppRbpOz0dJWZhxnyKxaf01wwZEJuTOHrWnCtNDAm/2SnDj/frmN7JpRVUaC6dcVKtc7pjJjnzb+oyRWOREi6Gau9t1uD41Gd6agxMaRCmxrStMhK2LeLFbhjccXNkLj/diXmjyXmt2rBWoJDXiV53EpNMnH6jTKj9aQJxh4zOBPh2lpCQJFQUL6ACVnB16zS3Jh05YR6Wi/qYH9I7d48JS1ZpLKKIpU7429yGLe1IqVy59+lzR/9kv6P//Tv9fv/3/+tf/3v/pl+60Mr9Vhtsorf6CRnaz0S62LiXEaOvBmZyjLvbZo16qY8SknJUG5BrlIz0hZ+FzCFmplTOBBKhMjrfieJmkcmZI5fPK+W4YDaXEXKqqxW05ISFRe8UUXOS8kpUHl5ngoKM+RKXLjYb4ZBzcwOqr1rWgPDibfKsCJpqpJT0pSdnaSMLKuir+ji8b169gfPa8/RNrWaMHzDjs1cJqiXLVZqwxotLs7TMlMBmbfm15fXIeACAAAAt4SVZMyee1q+sjMzVJxhHXBqAlx8VtMmnIxNBhW89tjS2Jw0dUbDl8/oaK9LlyNVWtRQrg1LzfxWAgqa4GLmC875TahJJIwbi1qXvWnRuC+ivqxl8hbWqjHfa2LZ7WTKalKk1bvztVnyLXtl3vn555fhlNvllOdNg48JYYnzSN1yJpKwNXfUhOWIIpG4otHE4l81O665jlYNdPeofSaucEqWsiuKVZCfrcw3TNIW63kTpFNKVbxsk9Y99IgeePxBPXzfem1qKFRFikMpbyVRWUHca5bjNSHeOhTbjLp5vTlMHrQuG5Qij5l+XkSOUESxaCxxoPC1W0Ms5tNMb48GWts0ZLaX6WhIc4PNGj61R/tfPKjjhw7o8MH92r//+uHAoYM6dOywdr18SHtbhtU6EtSs/+pajWpyekSdvVMaHguabfjq+FRl5ppAXFeqwiK33NaPK+2n1bL/Re17/gU9/6JZ3hlTz0MzmgrOr2uCdRx3dpG8BRUqzkxXWXL8rdXbO0DABQAAAG4JKwylSp5sZeRkqKDIlWipi8dmTLid0uDIbKKF8apoYFyTB17QFRNATuY2aWjTR7R+WZ0eqEhVQYoJBP6ANDCiueFxTUSiibBww1A0NKS5E6c1GwsrfO9GpS9vUJlZlTduJbwzJUKvKeR1AfV1rCfnJ3p1Oqvu51t+X5tZg3PTGurp18jwpPxxt6mYdOVnZygzNSkx11vmzZTSC5WblabiDIcJqgvj34rEKpv1jcWshu/rAuqNWPUQs1q4XyngQsHm/1233tb2NWy2k672fgXDU1L4iq784s/14//r1/T7v/lZfeIzn9OnP/t5fe5zn7tmMI8/81l95pOf1hd/5//Wv/jGfn1n/6xmr2kanpucVM/wtEan/dccIp+uvPJqLd64QtVV5fMdS8V7FO3ZrUM/+oa++V/+m/7kqz/UN547r/1ds4kOv17hSJKszq08LqV4bnQpqVuDgAsAAADcMl45XOlKy0hVTp5XKVYDXCyk2TmfJqd915yDO6XgWLtOHe3XieaI3NWLVbd1jRpri1WdmaRUt7WbbsKwmS/s9ytgwo7V+PtKnkuwwvKoRvpHdPJcWJPRLC1aW6XqulylWSfMvk9dX8abMBO9bjor/L2u2EH5fVMa7h3R2MiMwnGnHF5Tv8nzh0O/rVqyOpxyeuUxySzJ3H17NWyt7fwaX82Kr1v/61jhfX54hVW+hbvzrOcCJghPaXx0TAO905qdtZq/s5Wek638wixlmSCfnp6uDGvIyLhmSE+MT09NV1ZemQoWb1Tjxi3asnWrtm7erC2bture7Wu1tS5LNVnOxPnX88x2mV+tgmVbtHzNam1blKNKa1P1j8o/dlGd53dp347n9eLzz+npp1/Ssy+d1aHWIfVOBOWzUr3D6sXZhNvXleXWIeACAAAAt4zVLVKyklOTlZ6VZB2Vmkg0wWBI/kAwEbASvdFGzmim55SeP5eu/QPLta6pTp/ZXqzywgzFHNYBrNbu/3y4efXea42YAHxCl/tG9fMrizQRrdVDDelabXVLDMNKVHMKmIA7NDCpybGwqcdYIqy9Ljy+L1nr71c8OqXpyWmNjkQ1PZMnd9YWbfvN/6Lf/fZP9Jc/+Il++qN/1I/M8I//eIPBjP/hD76v73/3b/Tdv/m2vv1Xf6W/+uu/1re/81f6xn/9Hf3RJxr1K41pSkn84LIgpVqumoe04f4H9BufXq3ty7JlXa1p3pyCvYd1+aXv6Id/9if6//7wq/rz7+7UT4/16crU/FEItxsBFwAAALhlrIBrgm1yktLS3UqcQhmPKBwIa9YfVNRptcOOK3rmpNqOnVenihSoXqclNcVaW5iqpNxMuVIzlG51ymPFAatjoVmffJF4ouufVw9tjSs60q/RY83qG/BprrhBGZXVqsv2KHdhCli1FVIkHNDsdEB+nzUuqmjM6ogqrFAkepMfDt5Pgibgzmpu2q8pE+DNFiaXJ1UZZY0qW7lY65Yv0eKly9RkhmXLbjYs1bKmRjU1LtGSJWZobDSDma+2QosK05Sf5lr4UWDhJa1+mZOqVNq4URsffFQPfeh+PbKmTiuL0lVgXZcq4pN/vE+TPUd06eBO7Xnxab3w7NN68oWDeuH8gNonQ4lt+XYh4AIAAAC3lNcEW49SUl3yJAJuSAqENO0LKO4Yl3w9OvXCKR3d0S7X4lot+uhdqi5OU7p1yHF6prxZOSowyTjH6o92fFyhkUlNhqLWxW4WAq7VDjaiwSvdOvBEl0ZHHVr2SKMWb6h4kx6BP4isTr6sjqccipvKM/+XTOCdnPFpzh9KnA/7/hY25Qoq6IvIZzaQmMZMWfvU39+v9ivS8C1Mktcf/u2QM3+Zctd/Ro984Tf0B//60/riY6u0qTJN1pWN5lmV26Ph009o/w//t772Z9/RH/3li3ruTL86zXrd/Lq5vxwCLgAAAHALORxeE27TlJmdbl3Nxuznm+Aajig4O61A31mNth3X/raIjk6Vq7i+RnetK1Rp9vy81oVIXckpSnW6lGoFXvkVCQTkj8yfg5sQHlGs56h6uvt0Nlwqf26Nltfnqa7g9l1b9P3JSmTWOZ9uuT0uub3zYzQ9o4meIU2MT2nWNmloPn26TMSNREbVPzii9q4JTc++2uZ/6yXJnVam/Mb1WnP3g7rvsY/o8V/5sD78yEZtbKpQTa5XWY6wYmGfZobaNHxst47teUnPvHhcLxzqVcd46JojEm4dAi4AAABwS3mUmpah7NwcJVm9IVvHdkbNzvzkkMZO7dTlo3u1N1iu8+WPaGl9lR4pk/KtvoHiJqS4PHKaweNwmKVYu/8Rxc0QCccScTex8z7YocHdL6qzf0RdK++Re8UGrUh3qtx6DtewasuEME+S0jO9Skk3MdAaNT4pX0uHhvuGNRiLJa7b+v5tyHXL4bAOiZ8vX+KiQpEp9fYNqr1zSFNzt6ud9BrOPDmL12vZw7+mT/6LP9C/+t3f0B984QH9yvoaNeZd05t3rFPBjl164ecv6e9/eEQnuic0Zkbf6vNyCbgAAADALeWSx+NRUpLX5FUrcphoOtspX+9pHd3Toj2HphUuWKRFW9epvqpAVp9QiaM6rfSVkiZ3WroyvS5lJnb9fQqHg5oLu6yzLeXwnVNfx2W9fNGljmCx6paaEFGfp9y3dc2aDwqrVTNZSclpys1LV0a2y3prpNCI1H1OA12dOjsYUv/ClG+d1RX2jAY7+9TR3KuxSV+idf12tpXe2Hz55nvtTlFWTuLsWLN6PoU6ujTQ0q6BKd87Pt81MjOhqZZWDXX2qj8Q1dT8WAWnpzTWPajJienEsqNmu3V4Us12W6yc8pVauu5ubbn/UT368Y/rVz/1Yf3K3Q1aXZaqbGsTnetX7OIZXTl1Rhe6x9VhqjJxavQtxF8CAAAAcEuZIOpwmLxqdvxd1kHDJqhOntNc+wG9tG9CL57JV23jYv3qhxerpsjqlecqK31lyZ2RpZwUj3JMMHZrVqGgX9MmScyO9irQ8rxar7TpZ+MrNZC2Vo82ZmqrScjv+1NJb5tkpaRkqqg0Vzn5mYkr/UjD0sQp9bW1al/zlC6Zh2+dVdNTJkN26/yhs9r34jl1DkwlQtq7H3AtKXK4s5SZl6H84iSlZJhRkZDU3qbx5ma1D0+p3Yx6+yE3oNneNrU9v0vnj55X82zYqjVT+oCm+3rUfvSMukzAHzXjrg+opoKz6lSw8hHd+2u/o9/4N7+v3/vSI/rNu6vUVJJoXza65BhqUUfvhFqGTOa1mtBvIQIuAAAAcAs5HE55kkzYSEtVUuIkXGOiT2ETUEc8RZouXaO6RZXaVO5QwdV9/gRr1zxZLm+K0tM8iUM7XVbrb2hC8dlL6r7cqpde7ldzp0cFTY1asmqRqnNMgDPTvb0WyA+W5IwcFdZWqaikSFmJyzRZLbC96r9yTkdeOqqT5/rV85ZD1pxC7afUuW+/Lo3OqDs5WyG3N9G5VyI7v6vmW3CdzmwVFeerqiZXaYnr9QTNv8ua6TqhI0cvaveZaQ2+cgL3WxAdVKRzl1rPn9HL/TG1zCYpzelUlnnKYWJ8aHxE01daNTQwrD5Tb1bnZ6+yfthxy52ULndyifKqV2nV9m3a8sBdWl9XqvrEFJMK+8Y0Pu3T2KzZvK1j728hAi4AAABwS5mok5qqtKwMpSRfTbBxOQNSxopVKnnwPjVWFyZ29q/v9dgKLB453VZLnFcpKS6zpLjiwUGFhw6p9ewF/WBHsjqmqvT4I/V6eGuuUki2by4zV1kNS1ReUalKt3vhB4E5zXSc07mnn9HhA6d0dCisvvmp34AJxoF+te3cr9NPHdKAJ0XRNcuUnp/znv7I4HRlq7iiTIsaK5WdYyVcqy25W4GRE9r38hE988w5tfTPvMVW3LjCfRfUu+OnOnH2vF7yLNJATp3qUt0qTDzvUHRuXLGhNo2NDJltMaqxNwyoqXIvWqea++7XxsYKbciR8szYqEmhkWhcMeso/Ft8+AEBFwAAALilzC62xytvSrI8LhNsE+NM8MhqUtPqJm3dUqPqole63rmGNaXXBNxkJaVaPTFHzaMhjfW36uCTx3Xq9LgidUtVsm6FmsqzVGUS1XvWa7J1zRjrEGynI3F3Pt6Z+6YM1jVTr7+kzA1Yh3AvDFapr538lcXdjLVw89pO6/VfeSHrta8u8zWzp5hIVbZKFfVN2rYkW0u8C5nK36NI50Gd3fm0fva9n+vnz53WocuD6pnwaSYQUTgWVTTiV2huRJO9zWo7/KR2/fQJPX1+RocjtcouLdPa2gwVpt8oUpn1MBVhVnHhobVSVn0t1I81av6ZG7KOAnC6rDJencq6NQszy7k6/1UOV4qSapaoZNU6NZYVqMKMs142OtuvieY9Or/zCT35xEv66YELOtY5qoHpoHzhqGLxmBmiioR9CswMabzruC7v/56effIl/fWeWZ2aylPt8io1LilUlueVgsgZm1Q82K6evl6daJnSwPjCUzdkbaEFSi8sV3FeqoozHHIpQ1FXrnKyU1WQa7b4W7wR3+jdAAAAAPCOmfjhcsnt9ph7VpQyj50rlLroXm1Zt1iPrk5VSfr8lNezYkuSCTYpSkkxAddkYI9nXIGRTh1+skftXR41/cpmrf/wKpUmmeXPz/TesIpl9Q599f4r4vMPrxv3Bsx0N5z0jea3njOvHU+8/vUTXl2l62VL6StVvniVHt5WrXVNafIkEqJPCl5Qx4En9eM/+7r+5js/1vd3ndTus+263D2g/sEBDQ50qPfKKbUce1kvfvfv9OO/+ameHctVa8Ojaqiv1UMFUtFNApq1Lq+sT+L26jq/Fda018yfMP/gdUtwmi2hZJlyVmzT+sVV2l5sHiaOlzblGzmkwSM/0o//9vv6i796Sk/sPq0jrd1q7zVlGx7S0FC/Bvra1H3phM7sflIv/c1X9Q8/3qu/vFipnow1+tjdFXqwMUnua46/drlmTPDuVW9vh44c6VZb5/UHKV/Pak2OKRwy5XHE5ErymvWtUFL2IlWX5aiuVEol4AIAAAB3OMd8DIkErL33XHmWrdKK+7ZoRV2Z6syYG7Xfzu+ap8jtSVVWdpLSTQiOhE0Sc5cqd+NmLdu6XpsaS9Ro8lrau3/C5/WcJrhY1/WdnVEoZpXVOk7Vr0gsJH84ceawvIkQeTNmnrBf4WhYc+bR/CmwVghyKe7yWg3gN2cle/PavskJBcJXLzITUixutbo651/7upRjPchVds0qLfvQr+ie++/SIw2ZKk7UoSlHZEDh4dO6cPgl7X7yh/rp9/5af/NXX9c3vvZVfe2r39D//up39K3vvqCnzwV0ybVEJU3LtXXjItWXZs5flucGPJ6oee/DCvkiZr3MCLNumpxWdHpOc3F3otflN6qeWDSkuckpBX1XL/MTNlVs6su6HvLrerOyClKslMJlWr1tix780Fqtqk61jhkwTJ3Mdmu85ajO7X9WO37+ff3o7/5Kf/3Nr+vrf2GV76v66v/+C33tL76jb//4gH56xqHe5MVaee9m3b11qZoKUhOHJr+6uTnkcpsajk9prOWUmp/+hfbsPa0dPYHEJX9ez6r7QUUGL6m9bVKXxjKU0rRaS+7bpBXV+W/wt/DOEXABAACAWy1upRCHCXw58rpqtXzzGt3zoVVaXJadOF/zxqxd82S53Sbg5qYoMztbDmeN0hru0kNf+bQ+8tl7tbkoJXFZofdafHZK470DGh4ckz9iRUprMIE3MKmRkRmNj5tI9rqmxmtMTyk0PKKpuTlNmIfW3FYYCwUDmpudM8tJjLihuH9ak319GjCvPxO0orH1Qj5Fwmb8xJwZpMD8Aq/jzl+sovs/o60felRf2FKjbYuSrwluUwr0nVDzCz/Q03/7Nf3ln/2J/uf/+BP9yZ9+Q3/+1z/Vd59p1qlIg9zrPqWH7l+nL9yVo9qsm0WpOfl9kxodnTP1EFGieqxIOzog/9Cg+id9GjJjbrCKC2Y0OT6q3p5RTZjyzFejqZDwmGampzU8+vqOnayWf1dStRruvk/3fPoxbV1drxXZiQPj54V6NNe+X8ee+a5+/M0/01/86Z/oj//of+iP//h/6n/+r2/qa3/zM/1w74COxjYqd8Ov6J/+5j36/ENVKplv6r6Ow+1OHH4d7m3VxMHndOzgET19flDNQ1d/bLiWXxpu1dil82puD6stVKUyE8K3fewurarITYTnW30kgusPjYX7gPlAGtFTTz2lnp6ehTHXq6ur04c//GFlmw9cAACA95ub7etUV1cn9nHy8qwucH5ZJpL4Lik03qe97VnqdS3VvY9v06P3LlJDlpT6hi2bJjhM9Wnq3CH1TTnUWXy/qrY+oE8+tlZb6tNU5n7DmW+baGhGvsEOjfS0qK3jnI4f2Kndz76olw9d0bGB+EIIMwFzLqKpmaDmTD37p8Y0FzZxz5EqtzeuZOeUGd+r7rNHdWH389rx/A49s79Vpybmo148OqOJgFNz07OKTQ0rHJjTbCxJIadHqc5Zxed61Nd2Vqf2vaRdzz6vF/c163BHbKH1d0azsyFNhOKas0LhrAlW1gmwaSb4uZ2JEOWw/u9MV2p6qjKzs5Sem6/sjFRlJLvkdZogauYPxmKKmyGWGJLkzK5QYe0qNa7frm0P3q/77l6juxqLVJ3quu7851jEhNrhLo10nNSVC3u1/+WX9cwzB7T3nE9XrE6braAXn9ZcMKigM6aJ6ZBmp0KKO11KSvPKHZlReKRNwz1ndfb0Xu157gW9+PxhHWyNaSzRYmsiramf6VhUU3NBzY6HFAnG5U5yKynFkwjqDqc30blZSmq2UtIylF+QrexcU16zol6zfiG/qSvrvNtXymcGV67SSxapvGGNlm+6R3c/cJ8e3L5SW5cVq8LM9/rwGdRU92UNXOrUUDhDkdxiFRYlK8u8t4GhLvV3dajj8mVdbrmg1tZmnT97SqdPtOjMFZ+GXbUqWrtN2x7dprvXVGlJjkspt6G5lYCL6xBwAQCAnb1rATfYq2hgRs2+egXz1+qxexp03+IMZZl8+mYRNTI9rJlLFzXtLZJ/46e0fNtd+vjSTNUkvXcHX0b9Y5rpPK/eS6d0rvmEjhw5rr0HWnW+ywQ1U9z5gGsEfZoYGNX0+Jh84YgCngy5MguVnSllO8c0acLxxYN7dGDXAb18wASggYCmX2n4iyo249PUyKgCvln54g5F0gqVnJ6hAs+EHJOXdfHoXh3Zs1+7DlzUiTbzWib8vdISGjPLGp3V1Lh10HOS3Ga+zJIcE2BNCDRj5uvdJVdagbLrm1RZUaolBakqyEyWw+U2YS4oZ8AnfzRF0bRKFdWv0arN92j7Y7+qRz76EX3sgZW6f3m+SlJcrzsMNhaa1GzPOfWeP6wT+/do3/4T2nNuWJcC0VfrRj4TnoOaMMF2esoEaqUoOdOUrciE0OiYgt1n1d58RAcO7jPzn9Phs2PqN4VL5OOEWc35AhoenlMw6JYzKUs5+SbI5iQnDpVOlM+RZspXrLK6Gi1qqFKpCbh5Zn2TzFrEoyYY+60Qb6Z05iu1pFENqzdr7d0P6p7HPqbHP/yQPvnISm1ekqd8k2xfbd2+VkhTAyMaGwzIU1GnsrVNqskKK3Piioa6OtXc2qn2K5fV3XZJrS2ndaH1kk5diqg/VKmaex7W9o8+oPtXlmpVrvu2hFuLI/7Wz3TGB8CFCxf0la98RQcOHFgYc72HH35Y3/zmN1VVVbUwBgAA4P3jZvs627dv17e+9S01NDQsjPllmN1rX7vCU0M62pWuPn+eVi3JVUPJzQ9OvlZ4ekBTF45r0OdUd8EaZRUWa32h403Oab29osEp+YZ6NDE2pIHJcQ0Mjqq/a0RTs0GFTDi0YpxTMUXiXkWcGcrOK1BpZalKKqtVUlqmslyXctzTmhnoVd/lDnV19Kirf1hjwZiJfVaUisnpcCgcS5U7OVsFpUUqqSgzy6hVSUG2SlNn5fINqftKuzrbe9TZPaKRSZ8CTpesvOYwaxAxMS7kzDGvXaLq6hrVLCpVZU2Bck3AtS7H9LrqC4/J39epnv4BtfePmOA4pqmpOU2H3Qp7spSZW6DCkvkylJYVqzLfo7SbvAex8Kz8I90aH+hWT2+vugfG1Tns14w/IpfH6u3ZbBOxuBxJVuAvUW5hmSrKK1RdWaiqskylx6YVGenS4GCf2vv61d09poH+WQWsE3i9TlO7EbP+pn7c2fJklJi6MeWrrlRddZ7K8lJeDbiviCTKN9bdrYGeXvX2mfdtdFJD0wHNJc7rTlNKRo7yzLZVUFyiojLzHhXnqizb8yY9cwc13dej0Y5uzbo9CqSkKjo3qcjUhCYDJoKHnXKbslpbRCQaMO9nXIFwprzpRapaWq+qarNdmDfjVh+WfC0CLq5DwAUAAHb27gRcAO+V9+44BwAAAMCm3nELEk1PwC+FgAsAAADcYjc5kvXNveMZAVgIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDgAgAAAABsgYALAAAAALAFAi4AAAAAwBYIuAAAAAAAWyDg4m1xu91KT09feAQAAPD+Yu3HuFyuhUcA7IaAi7clGo0qEAgsPAIAAHh/sfZjYrHYwiMAduOIGwv3AV24cEFf+cpXdODAgYUx16uvr9fHPvYxlZWVye/3i80HAAC8HzgcDiUnJ6uzs1M///nP1dXVtfDMvO3bt+tb3/qWGhoaFsYAeD8i4OI6bxZwLdYXBAAAwPvVjXZ/CbiAPRBwcZ03CrhWsGVzAQAAdvDa/RoCLmAPnIOLt4xwCwAA7IL9GsCeCLi4jtWJ1MzMzMIjAACADwZr/4fOp4D3Pw5RxnUuXryo3/7t39bu3bsTj71eb+IWAADAjkKhUOL2/vvv1ze+8Y1Eh5oA3r8IuLjOxMSEduzYoY6ODnk8Hq4TBwAAbM06ei0cDqu2tlb33XefcnJyFp4B8H5EwMUrrE2BHpIBAMAHGftDwPsb5+ACAAAAAGyBFlwAAAAAgC3QggsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAsAAAAAsAUCLgAAAADAFgi4AAAAAABbIOACAAAAAGyBgAvgOvH4wh0AHwj8yQMA7ISAC+A6DsfCHQAfCPzJAwDsxBE3Fu5/MEX9kn9UE2Oj6uof0fDAkMaHRzTpi2gm7kl883tcDsUiKXJ68lSyrFG1qxtVk+VU/tv9eSAekQKj8k2MqKNvVINDo5qbGNPkjF9jQYdCMcnrMi8ZiykaisqZnCZvboHSc0qUl1uiirI81VZkKt3lZIfEVqIKzwxrbrRXg8Oj6huZ1MjQhCYn5hSUUzGPOzHV/OYWVzweUywcViQSUSQWl/lnOG4eTM3z1iSJ5x1m23E65XS65DT33eY2ubBGmfXrtLiyQCuL3GYbXFhQbEqa7VdnyxU1N/dqIJilcFa16pfWqKmxRLnmzyN5fkoAdwTrj31WMf+UhgbGNDw8pRnzXRaMRM3ff0SxWEj+2RmFHKmK5Dcpr6RSq8uTlZfKb90A3qm4ooFJ+Ub6NTY+ocEJv+ZCEbNnY/ZuImZfJRRWYDqiUNCj7Lo6laxsVFmWR0Vmfxe4XQi4wXFpvEXtly5q7/FmnT1xWm1nz6i1b1Idcy6FohETcJ0Kh3PlSmrQ2s9+Rg995TN6tDFfm7MXlvFWRQPSVItGO5q14/BFnT5zUUPtrWrv7te5fp/GzY6I2/zBx2NOM3iVVlimwqblqqhbrbraddq2cbHu31KukiR3IuAScu0iJF//OQ1fOKRTF1p19Hy7mk+Z7eJSlwZ8UU073IkQezV3Wl8m8VjMBF0r7CZ2ad86k3ITizG38WjM3HEra8VjqvnVf61P3b9a/3x9qjKSFnZ2fa2Kde/Rk9//hf7uewd1fLJS/pr79fgXH9fnPn+3Vua7VDw/JYA7gvk0iA4qPNFpvstade5sl/pHZzQxPatAYEJzMxMaHujTtLdE4dW/qRWb79Pv3p2rpUWehfkB4O2KKWg+c8YvHtWlyx062T6qwclp+YM+TU1NacJ8Bo10m/2cmUzVf/xj2vrPv6httala42U/FreP6w+NhfsfUFY8iCvqTJGSc5Sbl6Wy4jQlKSjfwIimgiZ+JJrIfCYQTGksmKK5aJpysjJUZrWmmizw1n/7ttJIzHwUJCnmyVZWXp4qq/OUnSqFB7o1OxnRjHmteDxV8Yq7VLd+mz50z3ptWbNUjbUVaqjMVUleqpKdCyEFthGPRs2G5JEzrVBpOSWqyHGqNHVWkxOT6pmOJgJt7JXBq6TKFapau1lrVi7T+uVNWrq0SY1NTWq60WCeW7q0UY2LF6m+sljlOUnKckwrPB0xW3VMgXiRvE3btHRRme6q8CjJbW1dMUX6Tqr/6DN6aedhPXl4WP2BEfkngooWlsldUqeS9FSVm20XwJ0kZj5QnOY7LU3e5FTlpweVYkJvz4WLaj5xQZfaeszfsle+kvUqrG7QlppUFafTlALgl5D4td1p9mGylJKbryy3X8njl9TXfknHLnSppWtKo7NeZSxqUs3WNarJ86rMOmJxYXbgVqMF93UmTZa9rHPP/ULP/fU/6PlTXdo3bHb2rcYui6dBrspt+uiv/6o+/+WHtK7ErYp3fHRXyAyjGjm3Q7u++md69vmTerLHrEHFPVry8d/Txx7apH++LVdl6fOHqOKDwvxJju+T7/zT+to3XtI3fnhavWZsJPFVkClvWqPWfvHz2vaR+3V/WZKWpMXNLm381W30tcxsDkdM0cC0/GP9Guk4q/Yz+3Xw0Hm9dGRYMzUPqPpz/16ffnCtfneD1YJrvU5Q0yd/pNYnv6bvvHRBf3VkVokGX2Wr6JGvaNUnvqLf2lahjzV4rZEA7kRRnzR9SL3HX9Jf/c8n9fMXWnTZjA7lLFbJx/6t7n/0cf2B+Y5ZXsh3DIBbJSRf64vqeu5b+ofnj+iru4c1Hcw041dq8699Th//D1/UffWpWmU+dgi4uF048eZ1sqXUJjU0rdD92xu1ckmRUpzX/AmGuxXtPagTe/fppz8/oWOtU5pZeOrts8JBqQpKFmnV8ko1NhTL6ypXalqVlq5YpKZlhSq4w8NtdGZKvpYWjXb3qCcc1bgZxy8mvyyzveVWKnVxo6qK81Vn/kpzro5Xsgmr2copqlBFfZ2qF9WqsqZa1dU1ZrBuXzvUqObq7aIlql+2Tqu2PqR7P/4ZPfbY/Xp8ea5WFcyf+20dqfDqe+dRckam8kqLlJXmkfdqeHYUKSOnQHVlGcrLJNziAyo8Is1cUe/gsM73hjQ2e4d+6rlSzYdHobLKipWf4k18jlhttbHo1XP3gV9SaFCablPXwJgu9Ic16WfDglepefmqrCxUYV66XIlNImKG+c8dthC8Gwi4N5SmpIIqrdnQoIb6IiU5r62mgBRsUeeJ/Xrmxzu19+gVXfKbz/eFZ9+JuCtHlfXlqmqokTepShkpJWqqzVR1iflIuGM/CawVC2puoEfdh06p7UK7ukIE3FsnWfHsEmWmm+3A5Mj5gGvxmpibqtSUVGVmeJRk9fLkMLusTpfcbvcNBpdcLrdcTo88SelKzSlVfu161d/1Md3zyIP62MZyba5OUrLHoXCiCfjqu+eUN79CJcvXqn5xg5bmmPmd1fIs2qSljUu0bUmOqvIWJgU+SOJRabxDvs4Tam3r1UkTcIfn7tRPPaublww5sguVk56mIvMozRrt4jQX3AKxoDR6WVMdJ9Tc1q9TfWFNEHBhcacqrbRIOQW5SvNYP6tZnzjznWHy2YN3AwH3ZtweOZKT5PV65Hxd97TmA3zsoiYvvqh9uw/rH1/qUvOQ9evUO+PwJCs5N1tZuQUmsBSY8JKt/JxkZbuv7VjoTjMrhZvV33pKzz3fqgMnhjUdtg6UJeDeGuZP04RWl9Mp65TY6zYDq6Moh9N6Wtf99vKWWUvLUkFRhVaurVVdQ5Fc5vXCQbMNX/vmpVUoadEj2vSRf6rf/Q//UX/4X39f/9fvf1aff2CZ1hW4lU+/NPggcoxr8NxJnXhqp85d6FJn0GE+De/kr1Kr53Sr13QHX/i4hawvi1H1Hj+qE0/vUfPlAXWHnPLH2cpgmH0UayfFaXZS7tjdWNgan0Q3E4tKkajCUY/ijgwzwq2cbI9SUq7+8j0mjRzVmUMH9PNfnNCR5gGNmLHvKNxZKSUlVd7UDBOoM5TkSVGK16Ek89Qd+8HgG5A6Dqrl5DE9s79Pxy7NKRCJJw5/w60Qk6IRRWOxRCv+dafXWr0nm/FWv1Tm5p1LtS571aTKxTUqSEtSmiN+/fbmLZCzaKOWPvAF/dq//H3923/7W/qDrzysj26u1qI0x3xLEPCBMb9DH5lu1YUjx7TrmeM6f2VI49aPQ3fsN6m1zjHzeRFVzHxu/DIfF8CrrC1pSIHRizpzwPwtPHdCLd1jmjSB5s79W8C7Km7tw0QT+zDvaL8Y+CXxUXRT1gd4XNF4vmLulVq8bJM+9qm1Wr+yRCnzExg+RTuOqm//T7Vj30n99OycOnwLT71tVquciRfWdUqtX9qtuwvP3HkmNdt7Vvt/+rx2vWR28sb9Goq5EgfDXT0QBe8DqQVS9SZVN67Vg415WlviVeJIotdyuk3YTZPb41Ga+cSg4RYfTOY7YeC0+nf8THsPntIvLs3pylTMOqBCLr5J8YESVqzrqLpf/rl2Hm7WM20Bdc3GE/st13ZZAgDvFb6Wb8b69cns0ERiWYq7GlRrAu6DH79X2zYvVl2KS1nzU0mhNvlbd+jY/sN6cvcVnemcSZxK/7ZYP2+Z15u/tqk1zJ+Ib63BHSc+Ls2e15XTh/TC04e172ibhsJx+ZO888F8YTK8D3gzpfwVKq5q0j2Lc7Wy1Aq47J0ArxdRLNir7pMHdeLZ57X/ZJtOjDs0HHbLY/bo3XfsB9/r/55pTcE7Z209YYVnO9V5ZJ+OP/ei9p3r1qlJpyYiLnnN98ed+7cA4IOEj6Kbmt8NiEetwOmSM2exMpse19Z7t+vLH6rR2rJr27HGNHR8j8799CfaebRVu8akcRvtRbxalBkF+8/oxI/+US/87EW9eHlM56zjkWJepaSkKz072eqD+sYbFVejeo8tbM+J/y9wJpuQm6fUjDyVF6SqIOtG55u/uffbO2ut7y+zzu+38uIdeO2bPHZaw3t+oJef26m/2dWtE4NzZqRbSanpSs5IVqb1wXcT7+32Yh2S4UqEjnfwp33r8EdzvbdZH+9p9V334lFp8Ij6d/1Azzy3V3+3p1cXJvzmu8Rj/hYylJLpVpZ1NZibYDMA8G5x/aGxcB/X8vdKIxd0+NSU9jR7VLJhjTZ+dLuW5sW12DGkiYlZtXZOajbRzGr+F5jQXO+EQrklihZUqNjs9JRbx3O+FeEpaeKcOi6N6NmjZp78Um1+fLmq81MTgfGtn9dqfX3EFItEFAkFFQqFFAyGFApevR+cH0JhhSJRRaPWIdhmHmvPxww32/9JjI+MKTZ9Ua2HduqF7/1MLx1o0dFR67dc823mKFJFY4kaVpaYsOSRa2ZGUX9YvmDUrI1Zrtm7slp3b75/FVc8GjHrbdYrGFAwEFAg4FfAb92awax7KBxROGatr7UUh5zON1retazzVc16hAMKmWX5A9ayrPNa5/f43vpy3m2zps4HdWXfSV08eFFdEWk8saaZcnvL1HD3OjWsXqTqVCn7LRXATBQ370Y8bN73iAJhR6IuXU53opfl/z97/wEYWXaeZ8IPQgEo5JxzDt0NoNE5p8mR5HCGpKxAaeWVZQVbXmdr7d1/1+u1tbblJMmiRFFiDsMweXo654CccyrkKlRC5fR/5xbQg+5Gp5keckjhna4BUHXr3HPP+cL73hNujC4KXbS0xUZlabML/AT8XnzSFz6xG18wbNtRj9x+Ym/SH1pZyi7FPj1iq5pdupVtqv4J4A+IHWszGaR0ZTvqx2oJd0OOlWvy+1SZa/aj+lr9VGX7pL8jCEZEaeWoKXThssJ1CQZ8+Hxie6oe2nfE9la/q16avagNM9TGXveth4K0lZQXkLp45DrUd9XK5kht11qJE9KOyje18yj7lrp5/WqmiHwuhasbDBuXr/xarsPnkT5Q9Qr7h0srQ/7WylltN1WC1mb3KusTQEi1o1yb9KeqQ0Dt7C3nV+2l2Y+0iaq7ikUe6aPwta/6tXpkjbotJsd+lBssWj/K+VWbq7bRYp2yIy3WrcU99Z46l4p76htrbXSP/tTeVPFUrsc1zcz1d+l4+we8frqbNwZXUCtRonRp5NRtIaeomILoENlRLnzSr07pC5/El1Dkh/b2+LEWM5XNf3iN6trDL6mDP1LsyiN+bcVhNTDwwQ2Gu6aZlG879Jkk1e6nvLqafSV6cu6bq8L+HxQf8Um5Hq/yTWk7ietylattL+2u+YyySdWvAYkR8pE0gBYj7moD9T3pd80uwvVV9fZL7lK+uNaP2vviHwHtEWarNn2v9gxJHQPhGOByujT/X4sF2kvax63aRXtE0lpZ8lLXp/nsqm1q17Due9p3lS1J3ZSPqeuS72u547a6hHNNQOqu6qB9T/moikFae0Ro13D399Yg9RAfV3bs1WKsHCQHqkk1t2KH+kyLaWv1UnFm7ZrU4WvX9BihFSbnR3KobYKpy29w850f8/2z/bw7ITYvB8Tqs8iuayA3v5D86ACZkSqGesQXpM5iJcHV2HlvX5DKa3nhw75f810tLstPLV6s9oFcrtQofJ0fLWZ8VKzxCbFVeWlcSl5+LTaHf/okpin7V/EwoPpMKqvFd+36H7aua/4t5as2uOXb0hYqJ2n9vtoWUr40h/ST4lmr3fUwkLgcDIb9T/mcau8N/U/lY2XzqmQ5wb378A64F8DYS2fvKKfb5rH51CMv8yhs3Er9wUbKMnTkhsP+w0HijGqTcB7ZIM+v1XW1PSLU5laP0h6b+IVDREjNh93E3TBdgb7v8Z+/Osv/+b1kdv7a8/zeH73IzlgzKePnuf769/nx997i7X4z/beeEZRGXNWTVB94ml/9O0d4/kgppeLAD3xaqEMox+g3OPVGL7/z34QY1uzgD/70SxyuzaRUPn74p42qrlzCMtzHSG8ffZNmJpYkAQkJCkqgddhdeIT0RCZnkZRTSEFxBWXlZVRVF1OYGnmPTYPcUuwci11XufL6Dzlz9gbvd0wxagsK9VNQz6lJJ6Moh+KaHNLiI4mTaOjzFRGVuJUDn9nL019ooVwXse5RN+Gafhh4hBDM9TM73E/30BgDYwampowsWUQkRySgS5XkWVZGYXklFRX1VJXmU1cU++Fa6NsLuwOSbJb6WR64yvUOA1dGfATzGyhs3suO2lxaiuMfoX1/mpgn5G7n3f/7K7z+R69zTrphWBsbLyAucSfP/6vf4vkvP8GRTCi5HzddD+8yWDqZWgxwaq6M5NRMntyaTFLcg1KAXfpnEsPoAJOGeSZ01bgyG9ldkcb2wkdtPbEa8xDzIyO0dY4xPmtk2efGsuLBtuwlQp9GclEZecUllJUUU1xUQEG+CIlYIQerJdwORfwWMY2OMtE7yPDQCGPTc8yseLUpc353FAkp+ZQeeZb6PbvZnR+NdLmGkN9F0DSGcW5CfGWW0YkZZkZnMJrt2IjCE9AR4Y8lo7KR6idfoLG2iJ3S3vH3fTS1BffsEJPD43RPRDK9kkXd7jp27MghUz0x2zJE/4122tqG6BuzseRLQl+5i9JtTRxpyachL+Ee9mjBMdoj5Q7SNTTO8Pgchhkzy44Q3ugU4rNyyVXPRC6vFh+ppbY0k6rM6A/d4r4+8hjgn8c+NsFA6wjL0WlEbt8vfZhKg05OG1zGO97N8PAw7UNTjE0YWVwSghKTQlxOCXk126hq2MrW8nRq0kUUrhb58BCbchkw9HRK/4/TO21n0eqWSxayJkRwxe4hEBWHLj2P9HyxqdIqyitKqKzIIlca+97dacM2cIGxS2/zznuXefNCH70LXqyrGTMiMpHkwjIyCgrIS4wkLSYSnyta+qKcqmdeoWnfbg4WRFK4am+PF0KejQPM9nXRMzhJ76QRozOIKxTu89hYiZvpVWQWF7L3aBLp/nEu/8s/5oOvXeCUfD6XWkP+Z/4JJ557nv/tYDpbs+9n1A5CZhE2Q4P0j3sZXMogr7ZCyi2nKFra3jmCobuLG9d66BsxMW2NIbJwKwWNu9i3vZidlakkrpZ0G0JGbCN9jI+M0zNlY87mIyYuWvxcSKrdjMsbwh4lOTWtkJLyWumvIuqr0kjbMBBIb9tGsU3coP1GHxeuTDJrF0EbGyPCL6AJC29kClEJeRRVb6F2SwNN9YVU5elJ8C9KfBuhv7uTzp4husYsGFQsUtNtdSLhgyKlovVEJOaSklNKWWUdNdWlbK3OJDcpRrOfCG0HihUcC+MYOjsY6BumY3CW2WUnLmKJzNtCxpbD7G6u4HhjBhlqa/y7YME13sXUxBS9nhKW42vZXZslfaM+MwsnGaOvo5/evjEtxs2KjVtIITpVcnnpFmpqq9jZWERJeoy2QeVjRWgZc/dphi+8yxviC+9eHmLAFFC3YQUienQppEjczszLRUIYydFReF068Q9pq+dfpXlnI4fyIWt9xW6LST5pvjEWhofo7hhkbN7CrCuE2yuJL+DB4QyJPUjOT80ms7CEoopK6Qfxs5IMCj/cFOWnABGUllEW+zronzDRMy8iMBSJXuw2WoR9ZEQQpy8Rf0QyeTlRZEvicgTzCenyaSxLoSz33j1ze4h2EZjvZ1ryWWffFFNLVpU9cLpE3NkdeCP0+FMknuUWSZ4skZgv+bIslxw1KStcgIb7h33JKeP9klNGxP+sTJu9RMWqJRchfCtmEZA+bJGp6FIKKCqr1c5RX5VOdsy9S7wNli7o/w5//Z33+ZdfacfgUFxxO3t++Uu88s9/hWNV8TSJ89yztDsr753FPTNCb/cAfQPjjExLvjbaWXZKxBD7S8opIkdssFR4YnV1GfV1Bajm3twz5G8vNkdw74W1EdwOO+f6YsnfWsbuE7UUxMSTkpZHRqSdVO+8ECkHg/Ou1efVuvFLQjMKeYvLzUGfV0B6fAxpD/Kwjz2CKycPuPBapjCOCclob6OtvZvOgQn6x2aYmzMwP2NgYlQExbgQlTkRAAtLLBhtLEuSdIckPQsBjI6KIlanHiexPq54pPhZjEPdXHvrPG3dk4xKzrEFtFt6ApXYnXgcRkyzUxjGhpmYmGBw2M3UQgIZNSXU7K8gSxL6epKjlR/yyr9lVhZEnAxIvRXBkFd7RycdNzvp6uwV8jbM0OikltANi1Yh9BLnglEi8vTok6TOUtC9l42quokIGLhI37vf5Y0fn+Rb77Vzc8rHAlmkZqZSVpyibZx0zyJ+ZnjACO7hHdQ0PcoIrsA1D9Mf0Ddk4NsD6ULUk9lVJgQvdo0xhkcJAj4fXrcLj8eOc2WBxbE+Rrpaab94imtXr3JpIZ5ByijJTqI+5yHTR8hHKGCVvh5jsqedno4uWjuFMI+OMzk3JXY5xkj/oPycZGJmQezThNHqxOr0CMkJaKP4eJxCmpzYV1ZYcfiE9AgpinJJ561gnpnQSPZQ6wXar5zi1Pk2LrV30SdEpKN9HlN2PXHlW6hMj0Y4bRhCnILmKZbnxhgQgdzf08Xg9fO0yzWevtFNtwimHvl+35wOX+VOMvLzqBWH1GsOuXYnX42oCpF2OXBZDFim+xhou8TNyxeEBM5zYSCCpMI0qhsSibINM99+gUvvvME7P3mbN9+5wJn2ITpnoqRvUykoy6SwIEkjp7d8Xvw64FrEPDXMaK/UR+rY3iX+0S6vVvGRLiG8g6MMCSken11kziRt5hJ/jowWMhhPnF6nJfiHHjh4IMKjeX65Zp9HbMTrYMU0ycKo1O3qDS6+dZWBBTfW8jpiU1PICRrxS5sMtl2j7cYVLly+xKWzF7hw4SpX2/voGF9kyhzAHpK6JsSRnpVInDj1fe8h3IK0v8eKa2mE6cEuOltb6egaoGtompFJAwvzQoCmpF1GRpmcMjC9MM/c4jKLxhVsYjveSB3BKB2xUZHEqNHI29pIBTcH1uEbTF05w5WeKa5Me7CKLSpvUZ+GQiKgHWZsC1MsTEtsHZtiaHiaBbkeyhpJLauiStRYxmNVG1K2bxmXWeyhU3xS2vxGew8dA+I/U7NMzy0wPzfP0tIyS1YPdo+HyDgPTssCE+dbmRqYZUJKudcIbkiNkmgzNcKjhE7rPPb5QUa6r9N26TSnL4/zXnsAX3wCdc3p6JnF0n2J1tPv8u6PfsKbb5/l3ZtdtA17mfWlkZ6XQWllBgnStrf61O8kYJtgWch1d1s7bSLausdmJQ4sYbVZsSwvSnuOYpgUEittOjmzxMySXIs3Al1SIjFJYitS3TvjfmBlmpXpm3RdOMP7r7/JaRHcV7q66O7qFj/pprfLQPeSCN3YNDJycsjLSycnLYY4vwn/0iijfTdou36Rcx+c4/SVNjp61Pe66OqWn52jDJhDIgnU0w7SSUtLJS83kVTxL+WrYYHrwL08zVxvKz1XznLuHanD1V6u9I7QbYzHm1VDflE2DcUJJInN+b3CG8SPXCp2mA0sT0jsuHZK6nCVswY9fd4CSjN0VKc58C8MMNrTyo3LV7hy8RKXL54RX7rGRRHz7f0zTBrdrPjEjqVe+hTJaSJCHlaHPBhqREz6pfcKE1fPcaF3lhuzXpx+ba7Iqi+I0FtZxjo3yZz4wpj02/DIDEZnNJGVzWSWlFEjsTN5fbrQ6ueX1GDXOMCMxNqe9g5ahbv0jkwyInnAMDMl3GVC863R0WkMs8K5Fo0sWpyYxYfVyKJ6nGOUeua7GMS9ucBjQNBGcGUSw4DE3mvie/0T9E5JXUxmVuwWrJYllsV252aNzBok54jfLMxN0LOgw+DOojArgeLMe98QVuP7hDz4PSYsc8KJ+rolJ/WJ/QkHGp9ienGBaYNwLMlVk5NTwokkps0uMLtkk7YQn4yMI1IXS2JseC10uMwNEHQTtE9jmZTcIVyrTeJw57CBcfE/i82CxbzEovShYXJC/G+S8Wl1DjcWV4jopAR0yYkSM0U4PqitP+4IrvaB4iRuPPYF8Y9+RqRNuqTOnZ0dwhPb6ezqoatngP4hiX9j01qsmBOSaPeFiIhNIFqfgF4qGvPQw86b+EXC5gjuvXDHCO6OX36S3/sPn2WHEIFcFYgcfSKcLvDON37Aj14/zeWZILPa7lLi+bElZOx6ie3Hn+E3Predp7ZkaJtS3dPFPu4IbkiEy0I7l34iif2dToYj8nEXbaG2qoCGklRSRcDEBLwE/C6cNglihgGmx0Zp75ln2ixBRyXerTvY/dQJ9myvYXdeFElrmkcSECEbK4vzTA1OMNMvhK/3FOfa+vlRqxG7W11ZHXVHmjn2uWbKRZSnuX1EqM25YnIobSimurGQdCnv9hutIpx904y+9zadVzu47khnTh2frScvSeiCmiJmXcJhHJFAOynEdY5ZC0SmF5FVt5PaYy9zcG8jLzanka/YzoZYEp3YxY3v/Zhv/5fvc7Z3jm5fFL6oOlIrjvDCb7zIa//LMZrTo8hf/canB/cZwU3axfN/+Fu8+OUT2ghuUfgLD4ZtiMCV/8EHo0H+q/2zlFQ28IdPppGbtEo9gyKqHbPMToxJYh1kdHicCREKBiHL81Y7ptlZXB7pm+1/h/zjX+bvHS3h1S3qruyDIELEOcn8tXfouN7DT266WIjIpGpfM2Vl2RTGBYkPWnBZJUH19tB+7ibDC05mYjKISkgWEppEkjhBnJAov9+DS0zS5S0mJnEbRz6/h6e/sIU8EdARYtPO4Q8YajvJV3/Uyg+7hJBo569m22/9M578pS/xpYZYxGTCCPqkXss47VYWbS7Mc8Pa929eusxf/rCbHm1mRhQJlS9y6B/+77x0oolXxSGFEwu8eBQpHe9jfHSMPiFkY5NqVHWRpUV5377CWHA3vtxj/P5vlPLrT4fof/8i73/9ND39A4zM2ZkQzR7S+rSJ7K1H+aV/9iVe+Mx2tomjZKhTsILPKCTkzTfo6DVww1+AJ0HEcm6sEMUgvhUlquewi8AbHZ4SImHE4tMTm1dOfvMRthx7nid3V/B0fZLQ8scBReKtct3zTPYJyRoZY2payOeMkCMhWtNTbhYn9eTv3c/R//3XaMxyUXjthwz3jPOmCB6zy0l8lJCxSSFPA1PI4ThJgqRiisq2sfOlFzny2Wc4Up7C1vus47sF3wArgzd565snudolQjlVRHVxFdtrcykVMpkYGSIqoKazrYgIN2Ca6mNE2qmjf5nlYBr64m1U7d7H3icOs6cm90O7uAWxtSWDEMEhIa0i0oc7OfXmNc6fHdKm+fqi8yk6+BQNe/ayuyCWiqSQmFSUNgshs3YrecVFlKVEkPKQ94AeDJ+85pi/epIb773LyX4/rbYcCqvLaW4qoyBFYq+omuhoocp+RWINmBcm6Z2YY1gIrKm7jyUh5GNSiictPIJ77NkXVkdwlUwTm3IIEZ1U+WGE3uEJbVbDlEEE58IsZiHwU/4alpKf5pXPVPPPf02Pva+Lt//8XTo7ehgyLDHu0Ob8CCqJyz/EZ373VV79zSfZkRFBofb+EoHFAW68+aaItF4uWQuwp1VzYF8lTTVZpEZHEavdDHNJzhljses8Pb3jnBkKYk2pp/LY5zh8cDuf35NF8R1TKUJ+ZZuTTF56g9Yff53vXhjkx6Pr6E3505Qc/SKvHdvGF3YXUZKfSqJexEBQBLd9Ua5vmvH+Nq5+5ztcOHmF0zNqdw2FJCLjm9n3G69x4Ml9HCjMpC4nmcwMsbEY9QRxBXUeiU9uC7ZFKefyW9x8/X/yI4l17xp3UXT8Kf7+77/Ese1FNCT7iTbPsDg8wNTUJMNTkgfHDCJa5pmfnsTqj8Sz8zfI3fcZfrtujkPRXbzzfj8nrxtwCVn3iZB2zIlNGmbompHYqhhCfDYFdTsoPfQahw7t5VcO51EbDlSPByEnzvlplicHmZ3rpX+gi/d/eIXLN0TwqY/1pdosmS07W9idG0VxQgR+EdzRSVlkiS/kF+VTJq6ecHuXSSAfx97xNpfOd/Pts0ZMMVnk72iktCSH6iy9tK/YsldEn9um3aSZH+ljcmCQ3hknk8I9EosaqW7ex7ETuziwu5SS2PCcsscPEfSTV5i58GNOda/wzlw+2eUlHNpXTl6KngSh0broSIIixgLLw5gmurl8+gY3+21Yt7xGwdEv8HePFPB09d21U5YT5oZih+Y+et/6ETc7J7lgzsWTXMj2rcWU5CaTHBOSnvbj8zpZMfSz2H2R1qEZzk5JM8aWUlSxm30nDvDMC3toyI8lb0PCqWZxDdP+zjtcOn2TS8vZLCTWsGdPJTu25JIRG01cUBKsXIfDNM1S9zkG+4Y51edlMbZS+viz7D+8h1f3ZlOd8gD7+rgjuBoceIdPMd55k9evOehe0lEonCEvJ4FYie0htxXXighyg/hRew8T8zbmotKJzqqnpO4o+w7t5jMvbqMhR68yzaqvbuJvCzZHcO+FO0dwGyvY/WQtOTGRJCuXjBGClJ9JvNNEnCSrJbsEXKtfjW8IDxSybgoyb48ksyCb9MJckkRkxt/Luz7OCG7AjnvqBhM33uON18/zw/dFhCbWkrrrKQ4e2c8zh7fSVFFBRVU1lTUN1G0rpTodkgPLGEfknL29tIuQGRq1YI4WsRqfTLYE7ExRFOq8ESokROhFTEiiKqmiojqLLREj2I0Gzg9acHgVFd9F83Mv8nf++Rd5sWkbe5uaaGquo3mbELw8CczSXLoPo7hEdCFq7lHMIzc4/8YHnD4/yGBkCcGyHbTs3MGBPfJz1w62N9UK6UmnICmAzzCGaXyKESGcMxNGRp2pBGJTqChNIzs1dnWa2J1QOz6LQDh/g/d+cJMBbwib6p9QBG6TnqwGuZ699dr0wrCg+DThXiO4SUTH5FMlJK96WyXFkjNShcgrBNU6NUm04ZdcZvh/8okIkwgvtokexi+dpH3KS1dcM1n5+RwqixMSsWqYAafY/QJLMxMMC4kY7u5goP06N9r6aB2ZZW7ZjtEmCTa/mZyGneyuSKUh607GcicUKZ/HOt7KzR9/mw/ev87rvfEsJKvp689y7MntHKyqFPvcQvWWYipT5fjpXubHh2jrn2ZuZpypEanL4CD9Q+MMjk2I2BBBNe5lZjGRjJpyag/UUxSnJzergIzCCCoS7YwPLzLQtyT9DdHxhRTuPEDVti1szYoid41jqDW5MWpEKIO0zFzyS4X0lvhID9rpaRNib3IJrUkkuaCe8r0HqS3LoV4cMk5zSC9eIcXWqWEM4wMMDHTSdvUGVy920zFj0qZOOf1ZeDJK2FrupUwvZPTqCFeuzbLiDYhwV+vH1DonNSEzTropg4p9jZRIG4hWIjFkFxMQAtx5hZM/+IBL3UYmUxpIqt7B/t072Lt7J9t3bGf7tnIpP5H0CAcrY0MsiMgeXRpnesbDtCdd3DmZirJ0UmKjVv3540DdLrDjtS0yNyZCYkDsqesCbdev8N7lUUbm5zC5E/An5VLenE2CYwrLlXP0jZloXckgMi2f2koRs0LWspODxEZ6sK/YcTmlnxbmWIrIxJVZTX56EnWZaqrqvSBC0intOHSWrgsn+c63r3G2y4mj/AAle47xzIk9HN9eI+dSdlVDdd1WttRkUpLgIdI6g6GvjaHeIXqHDNJWflzxGcQlxJOXLiRIBMuHbRSNLiGdpPwq8mpypJ39cs5J+q5PsCCfBnQlVDz7Kxz80q/xpWcbRbw00bh9G41bq6nKSyE3PkKzFeWBH6/dFaQU97TogRtce/cd3vrhOc7P6JnN3MXWg0d54fkTHN5Rw9bqKiorq6gS0Vud4yXVO8PIjS46r0isX7QwHwiF1w+rEdy6/ZRJ+3w4ghsg4F7GPjPG3MQAQ0NddLW1ceXsDdrGF5hYWsHm0ONPraCoJIrGrHmm+8Y4d26SRYu0rZQRIXHG61drDoWKO5MpahLf2VVHYVIE6SGRvtY+FnvO8vY3vsMP327jgrMaV+lhnn9uPy/trqGyUHy1sJjC4grKKzKpiJ7COz/ApXM3aR9cYNSeIWIqjXoRwzlCsNfbdERkHNEJOWSmisCKX2LZ5qBzyIxDLdhEcmnjE1SdeIUX99XwRLUa2YkM59YIHZFxqcSnllBQlkuuZ4b4FQMTFhvTdnVEPqk52zn8q5/n+PNNHCpMJi8pVhv5/7Bf1W9is9GJ6FPySYuzEzfXyqI/g+7UZ9l++CC//WoD20Xh6VTsWJ5neXqU2cleRgbbuXruMmcv9dKzsMzMkhtXdi0ZBTmUBwaJnOnizPUF2iZCxEvb5FeVUpyXRm6akHy/B4/NhssjQmphiWlbGp7oNBrqRfBm6O+RFz8CpI10SZkkF9aIkM6gqcDDYtcYA92z6jYyEQk11Lz0Gxz5wmv8naebONjUSJP4wrYG8cGcJLL1Qpluc2ivhJMljP2X6Xrnu7zzQRc/6IzEll5P07PPceDwfk5sr6a2vJJKzYfraWjIoSjejc4+xcxQL93t/QwPz9G/4MMXl0R8ehZJ8XGkx6m14Y8T6pbNHHM3T3P129/j/T4fV+MOULFrH7/0snCVogKKxG7z8wsoKCihSC1LiDViEMHV1zbBUnoDkbU72FGWQm2GZnG3QeufgGQqu+T5jsucev0dzt000B2qJKZiB0eePMTBfXU0lZdTppZpVdVRV6an3D+IcbyfU5eGmZ0dwzBowxSTRFxJBakS9/OlzW8f0RYSYR3APHie97/zPV7/0WXOmYsxFR7hiaf388qhemoKVv2vSM5VlUdVzAyRpkGunL/JjYFpRsxiX7o06oQH5ot9abODwoXfjY81gqtyzQqe5RGGz73FtTNXeHswkjFKqN0p3OPAHnZub5HXNnY0VVCVL/7tmcVrFKErNjE3M8n0qFs4UxxpknNSslLJkNM/cNR5E79Q2BS498KGAreOPE3gKqhApSdFkmlaVgz2RRPLo4vYRUtI6BZeb8PvdggdzBA3TZeElEhh4j3EwEcVuIFZCSBXufrGD/n6X7zPe6PJzBY/xf4Xn+JXPtPC7sp0cuSUtwf7OGKSc0hIzaQg0UWazophxsKieRmTCEe72Yk/K5+IjCyyhWiLLr8djnm841fpHBjjVL9VBK6aeFxG+Y5admpTuLnHWl6BFlwU2Vhk/sIPaHvzR3ynU8fVmH3sfvo4X3i+hR0VORSmiqjQxxMfn0BCRgHJickURBml5ksMzjqwul34Fla0TQRiy6qIy5RkL+cVvnIHRCxFO1kcGGLiWhsG0YwieQXSqonbqDu6naOHqyiNvX369KcD9xK4iSJwc7XRz4qtZZJII0gNeQn6A6sb6Ky9gvLya+tMPbZZzIY2ei+f4Z0fXuDKlI6l/L2UlhdysDh2ncCVvglGE5GYR2KREJaqbBpLhbRJextGljWxqOYTxJbvJLduB7vKHkLg+uQ6Js8yeuUdvvH9q5wcicS15Tm2HDvO5/eXsiMjvIYtjCT0Ij5z0r0EfC7Ge2ZYlC7URmFTK4nd8TmOPPUCv/65p3nxmeMcOSrJf38VdcVp2gwBbaAs0kiEY4YOEZO9XbPhERhdLnnb91G+ZQtb1gvcuyAnC82IaJ3k6tlBJo0iGuV69Tk1lOw+QHXpeoErbSWEOio+mwwRxuV1BaRFCBGaHsFpCYbtLFZOlKQjRvrC50ggqXgnTSee5MnjWzjQkEGyxywJ3CHeUEVs1U4Oidjf15RNsXRz9Mowk+/8DRfeu8A3xwuZyTnIC589xstHG9hSIH6dLL6h1xOfmEpiRiFp+mjxEfFNr4meGS9+lwPHkl3EexIxpdUkpsSRd1828hBQrqtthiXEOqOYjOxUypOsxPit9E+aRNyqg+KICPqJci5gtfgxJW8hs+koTz51mGeP7mF3cyMtO7bSvLOWkuRoki0zuJddIgQ8OEUM2ELZlBWkCIFKu8e6TTVFdxDH6Fne+Np3+c4POrngqCWi8Vk+99oJPnu8lvrsOJLvjAUxicSl5pOSEk9hvJUoIZQDkyLmVNyeNooIiiKYX0pscjy50k53T+k2gmWUzgu93Lgxyby8E4jKIlfsqmJbIw2ZkH2PkdqP0+RhKA8wY+r6gNbvfJ3XT83w1kIVOfuf4bUvP8ez+6rYlhVL6m3XLF6VkEasPp3saJv4h1HseYURi5adNIGbqAlcNUU5flXgSgdHiL/HiZDJK6CsvkjsLIpIwwSeRRcL8nEoSi4yOZboCIkvK/IztZ76o09x7IkWjrXkiI158C2qdfUF+Ap3suNYC0f3lVIeE4Hev4jx+ru0vf0GPz47wJWleCK2PEnDgSM815RLXdodmU7+1EmO8jhtjLWOsmSyYl2KIioxifxtVVLHJNKVr9zZwPoAcUk+FqeXmJHvWdxK1EcRKtxGatV2dpSm0qQS40aQnJLinyHkWaJDYl7fgkve1Et5hVQe3E1FdT4l4tb3nxERwjXfw8zVc4y6M1ioek7EXj3P1yWTsBY7ohKITswmpyiNoqJYAksmjD0GLPKRVyJZtC4g7WXGYgww75Z+aNzPoRef5PjRvexr2cb2lp1sqa+iKTtAgYjpuUULRpf4xlIkOsmd+dsqSSkMr1d+fFOV1yDWbxzl+tlu2kXgLqq34grI33GAyoZaGtLhzq68E2qq78rNH3DlrTf5sx/0cdkqef7oqxx5/gRf2F/G9oI4Em+rt1xIVDwJ6RmkFeSSFHARbxzHvCLtZjEzteBlXvRUYmYyOWVpWv88IDM9PPxS8OIVOk9f4us/GGI0uobCpz/DoV3VHCjU3b3eWZdCtD6NBNcSGVFWzLmNWLO2srM4aYN8qYKqG79tgL6ffJ3Tb5zjO8PZzGQf4OlXnuRzzzTTUpxKjiiz293bjT56kYUZI11Xp5jzBwmFzFgjEiXn5ZGWnMiWkgTi10/NDS2z1HaK7nd/xJunujk3E42v5ijVB4/zzPYCWrLuCGASBKPF/0KSw8faRlmcW8Ys9kXsQ9rXxxK4kovnLrLQ+i5/861+ftgaR+r+Jzn8hac50VJOU34amRKrE+LV0haJV3K9RflRJMQGmRs0sGCTuOFbkvwdzXJsKbq4dBqEJCaq7eQ38bcGm739iLjdGfVE5W2j7OAT7NsviXxrJhXJazsY2gmZeum7dpkzH1zjWv8co5J/PNpnjwNCekyjGDtPce3UBd44N0a/O5eEPc/QcngvT9RkaIn47jwj78RmkVa9l+0njvPUM3vYU5NClhAon+kiXedO8f7Ffs71LjPvkArfgaDatc4b0HZ5VKE5HKBFUAlB9appxeoY7f07oDWKOtaoTbvsv3KFs+910LWSgavmOFt37eSpymzKU/UkxEQTLYE5MkoEREwWGZVCSg7v4ODBOipz1UQTOYu7HUPvDS60TXJ9xIXVs9FZJc3pCsksraV5fyPbq1MozMlGX7aNwgON1FXlUayP0Kau/PzAIxzfiHGih6GrF7hx8Tznz1/g/AW1rvH210X1Up+fO82Z99/ig9MXePfGNG0TTunDIDFqBGK9QUfEENJlkJRTQWVdM40iQg+/fJhDLZXUiKoLz+CMku+s2fiDodYTLfXdZEj6+1rPAgO2RBKr6qlpaaAy884NvqTUtDKy9h9g+94WmoX8lcu7GiVILSKh4hBbjrzCq7/ya/zm//oKX/7lfRzbXkihmPQtzRoRSVCn1pNHayRnLWWHbfUBUFOzIkToRIoolWu8/wQsIdpxaSQVVJBftZ+G3U9weH8T+2vSqRCxowVWnxqFXcBoCmBwFpJRe5ATr77Ii1/4PJ/57As8d+IYJw7u5ciJvew5JCKpNIuCiJBci4js6W5unLrEhUtjjMRUE914nH27t7K/MJX8pFjiJFFHCxmPFNKnSygiv2EHh45vZ++uCgpFOGq3ckzXGO5q50zHHD0GHx5tNP/jQK4qpBfylkNmbjGV20WwyzWrjXPK0lNWY40Dn1tix4TYqD2eyMqDVB16lhefkOvcsYXGLWqDn4M0HXxJhP4Bnm0uZGuxEiniv3MzLHT0Mz21yLz8qR7EcydCATvB6TambnzA6Xev83672FdGI7lyjoP7t3AgT0/mhsxWYklyKQXNhzj6nLT74S005UUIOZ3CPCIx9OwF3rk6Tqv4hl1tR3snJL6F3D5tp+oPI01ITEZNSxUypXTQJwazNEYfo+2X+OCdS1wa8TGTeYDyPcf43FP1HCpMIH3Da04R3dFEveSmE8fqqM5PuSXMbr/Ctb8k5sYkE59dRG7lLqqanuCQ5JJDW3NpKBDxoDo4ILHXsYjd7GLSmkVM/k4OvPg8L736Gi987iVeePoJnji4j6NH97D/eAvbqgsoiY8gVXJE0L+Eob+X3gvtDE64sYVEGqSkkJyeRMKGQyvigZklpJeWU5qejEhmIv2DmCaG6J8R0SvNIqnobkSJwipupKiskpb8eG2Zj1oj6zGL2DDMs7xsvXceDsYRUVwuJHwLpTkZq9Oq7dLvJhaWlpmZC+G4b19LDBGJsWK1y7Ex+COzqNlWQlVlJom32jla9G0ayYUV5NTuomH/HnZsraBBRHfe6hFe6xK2WfEHRzwrqU3UHDjB8y8c5NjuRpoatlJX18L2w0/z7HP7ee5IHTX5qdrIMIxgnxpkaMbKsIQAtZzjsSIk1u+TPK/5gjZfLXxVakde8RGf24+4w32gvMeBY76fwfPvalPB3+n2MR5ZQd0TxzjyVDM7S5PuvkGlQU9kYjW5W06w/9ghnj9Sy44iicOuKTy957ny7gecuzlE26yfpY3s4qPCaQFDDzOjI9yY9GLwJZBRkE1ulpqavHrMbdATkbqVmh0tHH9yKw3lIsAkpkSrfUvuREj6zD+GaeQ6l987y6lzIwxFqXj/FEeO7uS56gyKxX/ucm+dsJaSOvLKq6nPTqZM3orAiX/RQG//LBPS/67b6qb2UjGxOCJC+nwbAyMrLPt1+JOU/yVrM1fuhmRPybup5ZUUZ6ZRJD0dwzCWiQEGDBaGTULDHrd9rSLkWRRtfJXes2c51+Ok3VVNQeNOnnmimh2laaQnxBCr9k2IjJaUHUdsZhVZuw+y4+AeWspzqZUy9OK3bkMvN851cP3GOAabV7O+DbtsE7+Q2BS4HxtZkLSNHU8c57VfP8Hehnxy5F2tYUNOGLvA7NUf8cbZbr5/w87cRqztkaHc1Mj8cBfXfniW1hsGDGSTXFlF865KygvSPiT894SQh9LtZG0/wt76Yg4JKU8XAhG0T9BxVoLtBx2MLK+occSNBetHgoSWpV7s3ae4KHV+eyiNmLxqjhyupVLI1z0hgkUUF9m1W6hJTloVPV4cNhFrV3touznKgis8MnE71KrfAgqbn+LJ3/+n/No/+zf8we/8E/6Pf/y/yOtZXjlUQUl0xAPuxn+aoHrCgtfTRfuP/zt/8y/+Pv/69/4ev/27v8vf/53f5Xfl5+2v3+Pv/97/xj/8Z/8P/+o/fJs//0krN61OliIksYmAu2vfBSV4Y3Tqx2pClZbJzCc5RZKbmMutpaurP+8PdZQNr3uKgbYB2i9NsGgNEZmQSlZmCtlp8dpawbuRCLG1pBVVs6shjYbsVZEq9bbMmrE7fJKUk4nVJwo3TiBRbaIkxdwKZCp7rU7N1n7V3nwErH33gV8Mb0oUbkN19jTik9IoLEokPUPIhnrfFUHEsp7ckmq2PL2P6tpcctXhEjMi8/bS/Nnf5Vf/5f/N//mvfp1/8xt7OV6bTXpAPM5wlfmO87wr8eLiXC4lDbUc3FepTYu8J5JTia5vJL+8ivpYnRaDlK0szoxz7Xw3vQMz2ujQx4K6JmUca40dKT2TnUNidi7ZMbGr0/ydQu4yid/xAvWHn+NzO0s5UhK7gY8JSckuZEtzGSUi7LVRgKAQyXkR98tmZiV03tqcXoOqvI+Af5bhy9e48uPLdI+7WI4ppnhbDc3bS7VHsz0QcZlENhyirHk3R6tS2SF2rbb4sgppu/rWVYmlI0Jgg2r84NFt55OCaRLHjXe0jW1+MhJkJqWchqO7aZS4XSIf3zHucgeEuBaWkVK7larMdOrlHdUXiv/f7cfhKbcfxoVkbeQjvyCZnJwIolRQ8MuHSzGkpRVT/8RealsqyNdupIrfpjdTefzXePWf/Fv+xb/+Pf7t7xzllV1F5EeqB4yYRQAtMD+9wEi/E5sixn4bdqOJyVkTNudGklNVJE5Edxz6WzeszLg9Rmbn7SI4g/g3FDLqlmUp2QUlNDdlUVKs+lJ6dHqOhfYhZmYld8oRG341UtorvYzYim3UFWbTIifNEKLs9MzRPzFH94iIV8f9WL26xTuDzbhC/3AOTmcxzbVZ1FfotE2QwljfznKC2BxS0tIozoklTXNxL76oYlxZB9h5+CB/5/NN7BZbVbO5boccXFZFdn0DVWkpVMg7kWLLbt8SMwtW5hbUI1/CR356II7t7dYE3dun+vmg1YUzQmJbWR076tKpKVDX8CCkklmzhebnDrGtoUoTd6it00zXaO3o4c3Ls4zNbcQHPiKcdmxTMxiX5iWirmD0u5lbdkouWuvDjRFRUkb6zl2U5OVREfCT4r/bbkJeG+6uM4yeeYd3b1q5bCmgqLmRw4frKU0Vobx63N0QG0+oIr2glO1V8ZRKENDilSsgJhylvW6HVDawwNKc+F+fBbM228aGZ9kkYtiIeUV7YwOIjcXo0UfrVv1P+IfY19yCTbMv72O3L3UV88JDe2i/0Mp774wypy8g88h+GipyaZBPN54hqG5HlxKfXc222ky2lMpxqgnsy9B6ndn2DjqWXIzIW5+QJt/EpxAPjiWbeDCiskms38n2EyeEiG5lb3E8+RrrkBQaMmAbv86N81f44EwnnRNmTTR+PAj1849jGO7j8sVBeqY8kjYKyCouYUtdNvmZD9Ot6phSEoq2SUAoYWd1HNmKF/iNBHs6GW3rYnDOxpS89dhSRciFxzAoweY63YMr9NkLSCsuY/eOHIqz75MplFxPKiFFrctKS9TuyGtBzrGMq2eIif4JZh0ejRDfTtpUmfHos+spPvAsB57/PC+++DKvvniEzx6rpqU4mSQ55H5n/vRBiS/1+BMnLruNFZsNm00SsN2O/baXet+G1WLFal2RZOzFpR5MKYgSRahd850MXqkyJWBuQTJETJKQ3DhS5Ne1TcIejvirc5nxOWaYHJ1jaMglNDECXayexIRYEvR3jB7fgnKcPJLSC6itzKC0UMS2ItZWNXK3gG3ZjlVIqKLDUZFSVynk9mJU+3xEcauwqmwf/P3wWT88dwzRujiSU2LQKyagQVosMoucohLqmoooTF0bFZYLElKbUdFE7a797N3dwN6GHAqVtlfP0x5qZ6K9k/aJSCYDpZTXlrGzMYnM+82jj0iGnEqyCoqoTIqRaLAqfIzzLLX3Mzk2x5z0/71ozEPjzk7TJ6JLSCJRCJW6bDVSFhmfQmJlE4V19TQVJZF21/CDgvRbYgp5JTmkZ4k414oVEmY3CZ90YHQFFRVeB9UbS/jMw/R39HLl6iRjzliCKSWUVhVSX51KypqB3hcSOWLqyC5rYHd9HluEHWsb31imsLTeZKh3mCGzV5t2+ZHs57HDi2N2hLFLIujbJ+ixJuDPFHtqqaSyOH3jady3Qa4iKgNddgHZiZKX5B3VTJp93+MCP+xhsaDIOBKTxF8To9XsXYGy4HRSM4uoaSynLFe3umRHvhWVTlJBPZU79rNrTxMHGgupzF67uREkFBFJVJzE4+RYbRPDaHUjJFlPmj5CxJ920B1QJ1QjNDp0cnJ15mixCl/AjkkEhsXq1ZZi3A31vQztESp129VjQ5KIVxdlm8U11IdBhO6IMxReRnAX1IE5RGeWU1KQQV3u6o09j4mpoQkRB1Ms2u/jRWotpXkQo8nEgK8ER2IlDYVJVEluDbefQjhmhdtZXXg8Or2elKQo9FqAkGuKycKXVie+X8W+slTt8Tq3vn4LUkJ8NvF5BeTGx2s3z/RiL15pn2WzU14e/Gqb4U8TPNI+hk5m1Lrjvjm6PeJ8GRXkllZIW+spXj3s/pCWyC4lq3mHtta8TpxAu6HnGme8f5DrV0cZn7U9Nt6iLf9xuvGpEepoaVPrPIbeXsaGJ5gSG7wnkguIK9kmOayAbRkxZMaGezwM5XxBfC4pq+MGPRfbtXg/H1VOeV0ZO7aJiNeM9l5Qd0LySS2opXF/CzsPVlBdXEXe1nrJJblU5SZw2+kUxP+iJf/GJScipqbtq6KWZKTHq13kNwoGqgDlf2pG3Zr/qZ2rlX05WLZ8AvalZgh4DLhmuujqHONSvxOPxJqyPY1UFGbcJ96pumahT5WYU55JRUkcEmoEdnD2szwxTN+snXH5c5UGbeJvAe6OmZv4aIiqJKrgCEefPcKXv9RMU2myorFh+ExYr7xL/0++z9s3x3l/XnLgx5lC412C6Q4MY6NcmvYyrPZojikiJzOT0oJYRAM+BFRAEOIQnUVpdSk124pJSlXJ1iUBZgj3TB9948v0L0h8eCy3vJToMDM/OUZ/2wizxmiCyVUUlJXQUCSh+r6WqKh6PmnZuRRmx5Mn16fxAK/UdXoC1/Q0UzYvc/LWxlVV15VEQlo2BRUF5GWlaKRMEwA/V1CNlC6Ccwe7Xvsn/N3//nX+49e+yTf/5q/5hrz++q/Xvf7mb/jrr32Vr33lf/A///j/4I/+9a/zu184wKGCZAqi/SIoQtqS2/sjnIRDwZAmVx94+G1Q37AK3zOyZHYxL5xQiVL1PEp11/vO3Hs7YojTp5CTnyl9nkKkcqSgiJ+ZBZxLFpa8wTtG9z4NCAtrNbtVLRPVEJ1OqKBMriGdEtFV95mjsIoAXp+RiYFhBrumMblSicmsorwynzph2XeP4KyHujtVSGZ2NsXZcWQqbaLedloRdYt1dp4JR1CtJH3EfrwPlEISQhJS0xNv3VTQERUVQ0JcNHFSh/vaWLTEn7g4+RGzmoh88s+F1+PF6Rbyt56IKOLjmMA/0UHv+ByX1TJAstEnFFKUk0yRsHu9Nvr1ICjLSyY5NU9inoif6myitWBiEv3cg3FqjPZxJxNiYPcSgD89KCE1xdz0EFfOi030quk/mWSlZ0ucTyL9/gaxCnW9Ev9EJK6R1EdK+qt9GwxK+2v9IcE3v5TEvByKEyOlNg8DVYc0omLKqW5p4uDLe2nYtY/KqoM8vbeRz+wvojTr1l2hdVCOLzYSE02UkHNVb1WSP+BlxeXB6fJp/rYxoojPLaBMzldWWkqudpxBurmLGckXHROSLzacShu2j6joTLLzMigsSyBBOa5rBXqGmG/vZ8Kyot0A2TDX2EwEem8wZ5pnoLqOlbo6KpN02k1ZlYXuRthr1LN2tdih2lhVIU58IiFOfOl+vaUOFKPXCZmPjtRuJKgWCwS9OKR9HNI+gXs30M8E/hUzxq5uxnv6JB758ERK4woHSC3MJT82WpsF8nD2KUemVVNYXEBzhV7bmE+LH2OTzLVK+fNG7eb8x76hJ4iU+JSo9jxQjyWMlOA+O4Dh5A+5cuo8P+5ZpueeIxYZRMRWiuAqYk9jKvnZWqBZhUoS83jtI/R0jHLjpgmzN5Ok7ArKi1IoyxITuEUgN4JqpURSSlrY9tpv8fLv/+/8w3/8h/wfv/er/OEvbef5pkxSbrMdYTxRpZRt3cbBl/awdd8eySuHOLG7mVcOlVCdvxFpDPtfTEw4dqjS1GvNvjT/e+z2pdp3HHOfGmBZYTCURXxRKQ31pRTm3bdBNMQKxysqzCQvN5kYbVMWxTrmcDhnxTSszAhJDHwc7r2Jnyus94BNfCyI8yWUk9e0l31PHOHgjiqak6NWSa1kUncPC10XuXTuBqevTDC05AnzBQWVpx4F9mUCk4PMzRgYsgUkiEtqi0ojOSGRTDnnRlThXoiMSiJDkkRhZZEIY0WSVa1m8VimGTOYGZsLIHzzMUDImZqiZpDE3zeP2WojFGHBPCmBrK2Ti91dtN+8SZu8bt72aqet7SrdA1c4e3WIIZMdk1QxnLicEq1mcCzOMWv2sCjvh59HvBEiiRBCrZ61GXPr0Q4/j4gX8lVAwdaD7HzhKM8+cZjDx45zRF7Hj697HTvG8See4onnPssLn/ssn/vsS7z41AGeVGseC/TaDqK+gBInq8VuCPWhEi5r4uURoJhaYIWg04ZNiIxF3vLLf+p5iU63egUkOYYP3QixcWLLeVmkZaai05ihGKF9Ba/Dpe2Kqvr/Pl//GUDaSIk8SfgaSVWI04uqTSMuPk6LA/fXXyrrWvA655kcnWdkaBGnZwW/b5H5frH/nh4utLfTIT7Rept/tGo+0tF1ic6eG1zuGmdS2sgqnRV2W2l52xQWoxGDza9Wcz5eqGtWL/kvfNnqOdqR0mcR2mSA+/WxNvoepUYG1ZRNFQRVG/i1TdJ8oh5u+65aH200sCJxb3JxmRHNg5PEl9NITdaTHvdoN6xiEtPJryohT5Rxkto4ScVotR7XOMvglJ25Ze3SfsawCz8bZ3FmjLYBI6Mu1UbZZKRlUJQdR+pD3chUkO+ptlY3l8J/PSTC/Rq2aWkM1R5C9tV0+JiEBO3xRyrXPFwz6ST+5pBTK4T8yWc4+OwLPClx6rndtRysTiXnw+fShaGcyGvE75phdnqRJZdXtYZmIeoOkk/bVE+OuV8npeair95KkQjc6tRo0lUOkvY0GKbpHFwWEXqv7/q0R9N4vD5tr4KwkJWIszSCZWyA4XkLo3LqjfSxx2Jipn2cpQUHUXUVpNSXka3XPaDdw22rLiV8OXKkOE+EBL4H95WUHBlFtBqdk7/U8eqGk9Y+q2tkPz0ISnxbZnZI7YxvQFK2cCaJkZnp6FOTRZCFr/bB16wgXCUmn6zcHGrKk8nS7rRIp9hEzIyNMrdoZlr0rrol9LGhTyQ2v5iM3FyKtM3YZvGNXKX3yineP3mGd8+1c3VknhmrG5sE3Q/1kxq2zyI7M43yEvEXbW+EVWhJYgHv8jgj4wv0zvqwRWQQn5VPbnq8NiL94HgWSVRSodjYQbYdfY5nnnuWF0/s5sTWHKozYu4YwZVzR2SRWdnEFuEF+8X/nnjiCZ7d28DR2gwKtcGN9RDL8S4T9Ij/Tc2zuCLXJu+G/W/NvgKPPUaGQm6cczPMDw4zb7FjEV93Lk9gG7xM24U2uttb6Wxbn//CObC1rY327k6uCr++NrLI0LKXFbdqYwULthUjk7NW5owu/BvO+tjELyLuyCqb+HiQiJK+neStL/HsU3v58tMlVOeshSkffvcE/W+/w/lvvMlFIbC98q5GQu+f/e5CyGbFOGXAaFrGqn1PBS+1dlISnfz6SJ0qoo/sXNLyC8iJ1a9ON/Pg9puZXbAwtyCi4rHM6RCi7TCwOG9ldMKNyzdByPwWp77yh/zr1z7P//K5V3j1i1/kNXl98bbXq7z22i/xyst/j9/8B/+J//TBKO+LrlVkJyxz57AsLzFvcmOWCPyLH7vUBQYIeN14pB02HIS4E7os4gt2Ut14gGeP13N4Ry4J8dFav35yBEhK9nkIeVy45TxqumlQ/gsE7BiX7SyanPjuY1cRcQnCT3NITRfyo83tU8cK0ZaM+ukibfeByv5BIQEiDhQxuL9pqiOE0NtnMMw4mJj2Egx1szL2Lb79//t9/slnP8uvvfqq5iNfuM0/vqD5yKuv/Aqf/9w/4Pf/r6/z5902rgkrD7eTurUwx7LEinmTkKjb5/0+VoRDWPisWj89VEet9af6vyoh/NLKCheoIRTyEVhaYnFqBpNjRaKpsgkRTRHh6XOKOj5S3NMnCD8uJCMzm1wVN7U31c0YIcZChExmt3YNP1N4rDAzjGl2hj5LkGlFmKPEJ1LSyM2IusdGPHdCXYO81LWoPgm/+RGw2hmqnODaqP2DbPp2RETqiZE4VLD3C3zml7/E7/zmMzzTUkxVgkiBO6/FO8/KVBedJ89y8dR1Opbst5bLKNmnDl9nHhtDbTaVXU9+cQk7SmMp085hYnpmhu6eGWYW7BvUX70zT9A2zHDfJG0dLhakG7TRQcbxmvoZGDXRMynp7LZlw8p/LVhF4HZdX8E6q6O5roCmhhxtdPXRoXoq3GcPA9Wztx0pjaNWEzywjX5qUO1jx+M2MTO9zJzBIzlM3lJz02PEj3VqlP5RaquOTSItQ8RZeRZJ6Ws8ywzWOcySY9Rz8x2PYqD3QlIGVG2noKKWnWkx2lpnNRtgqftdLv/Vv+cr/98f86//y4/4i/f66FjwrptdpOoYTWysWraiQ7f+MQ9qmo9lAf/ClNTTyYTEslBKKrrMVJJiozUeFo5JD4ISponEJaSSm59KelrcPWYKKMQQk9tI9q7XeO5Lv8Tv/q/P8/K+SuqSI0i500T9S7hne+g5c54L74q4nDWL9WtDClr54VlYn4B1hYQfLCwxMTqL0y0dGJxk8r3/wY/+8Jf5p7/xGp979Qt8/rX1+S+cA7/w2muSAz/P3/m7/5jf+uOT/MkHFhbX5TqXZZkpceRFswhcFbg28bcCHyXybuK+SBQ90UDdngMcfmIfe+sLKY1RoUUQXCa4cIORa2c5c6GTsx1WprTFhEqghsPFg0NGCLdzheX5RSxWGx7tC+r7UdpIiBo1eaROVfM/0zLRZ+aQpY8jW95SqcLrWxFCbGXBtILHr5LTx4VdhPm8EG0LUxK3rKrOyUno9TEkRKqJjfcKOoooRxLwx6GLzyevcTtbd+5kx64WdjQfEAKxh4O7yqlIjdVGye4d3H+BoMil349fCIL3oRK4apUEUvJLadhaSnVlFolCLCJ80q+fGIkXw9TFERGrRy8JW62ZVj7gE7taNJpZWLKJ8L2PXenECpMSxT5i0UWoOoq9JCWjS4zXyLDaTugTSK+PF2uiQr1W37on1B19iQ9+64LmcwZpGldEPBHJiSTERBEvbaD8euNy1BTSSNHSCcRnlFGyfQfNO3ewUz1LeuthWppa2NlQQGFsJImfVHev6431JnXf08mH2rHrvyBQJd3JdUNBL3azReLeEisudVtHHaDsOkpiXoT22yPZg9glWblCjDPJ0UUhUki+78HmFGK8aGXZ6tIo+c8UalrsggGLyYjBoza+ihU3SBDCHEuiPvIBMwI+QShblT5Tt8fu2793IZJIfTpxGcUUlIqwLc8lL02v7c4c6ZN4YJ5lfmqc0f5uhvrGGJhcYlb6we4LaTNzbutfzUjCv94bSdJexeQWltBcn02JWpguFD0wbWC6cxDDjFGbsn8bQn5JTsNYJ7vpN4cYCKaQEC/2oa3vXsJpnWRwZJa+YRGzzvUWotj0GMuL89yYTmDOk0tDWQZbiiOJuf1hpA+HNd94IMIH3nnoQzXPTxUqUa3g9YjwmFMiZnW2lSIsKhdFfpRZVWI7IgqzCzIlNagMowoUeelZwmp1iJgJseHek48Ktb9BSi0F1U0c2tvAnko92Top2LPI8mQHg+dO8sF77/LOW+/x7rtnOHVpgK4pEwsOH25VJQlmaqq5mkFxCwGxM7MR5/wsSytOFlR+E/4VGR9+vrLKlQ/fHlK2tF9sbBS6DTduXINwzNhUYtOKyCsuoaoij/yMBM3/ovx2vJY5Fg0TjA30MtQzQt/EAjNmJzY1i0GuY82mFFPVrmXtjccGr5iyDbNpmdlpCyvaKEaihOo4khLk2nQRWg+r112QN0OBIBHqOcB5Wyls3EHLjp3sahGeKPlv34Ht7C5LoTQlgs0nBf3twWZXfyKIJar6AIVHX+HZg9v4XEMiedq8YeWas7hMrXzwvXf5/jcu0j7jxRwl4UxNMVqNGRs68C348LgdWMxWXA4XGve/FWlU4An/9tCQwEh8KlGpmWSI2FQCV9uL1O+Rc9gwWh6TwBVRHlw2YrNbJJjDclwLMdt+k1f/8X/kT77/Xb7xg+/x7W99S3t967bXt/n2t+X9b3+Tb37zb/ibv/wLvvrnf85X/udX+Mpf/ne++jf/ln/3r77ELzVn05Qodd+06HtDjdbnZJOYoR5ZEUmc10/k/Y3toyNCZc0sojMKyEtPoESMUlEQvE5M8ybm5s047rvF56pNa8JPVVIcqLSQ+NxM8mMib+3o/AsDNR/XZsUnPrLssIuPxODMOEru4X/I7/y/f8Zf/ugHfPN73+E7d/nHeh/5Bt/8m6/xtb/4Cn/551/hz8VH/uJr/5W/+Oq/5g9/6ylertBTKc79SPHhU4KQkB+HtIvFYhWSrMiyugpxdi3ghW8OPhKiRB6mZKBPTiFHhL8SuEokh9xOFpetWFZcQuo+Ked4SHhckitM2gZyEj3ljVV/UOJSfOJnXLvHCA8hYy/zrW9x8utf4Wt/9nW++kYvp6Z1hGoaqdi7nfqMJG0dqxL1D5+NVDJIJzuviK07KikqSw0TnvkpbB0dTE/NMSI6Zf20ffXccO9AOzPtrfTEFDO97Rm2NlXydFWUxB2xQpeRocFJ+gdmWHatG8JVo+1TrSzOTHEhVMF4ci0VOfHUqKnzmzlJoHptBb/bjtXkVnsGhvtRGwr8iD4sHqs2uEvNzCAxPmGVzDrEL6zYHWoTJOFKt42yf1QoRlRMft1envjVl3nyud00ZYZjhobgPMGp83S+8ef8zb//v/ijP/oK//Fbl3i7a0EbwNgoy4XUkotlE5bFRcwet3h3+OrDfO6nDekJ8xBLXe9x9tt/yV//6V/xlz9s551hcJXWU3ZgJ/U5adrItaKxqt8+mWq6pC2l7yQPmhZ9wj9TiYjbxZ4v/Qt+68++w3/95vf4nuS578rrrhyo5b9v861vqhz4Vf76L4UffuXP+Z9/8Rd85atf4U/+7T/iP3xxG69uSyJp7bn/m/iFx2ZPfyIQqhRRQHJpC80H9nPsWAvbyzNJUXFcfewy4Om+TNfFc5y5OsTVISH7bgkbarrO2jH3RBC/34fb7dameIaPlRDqd+D1qo0lQtqy+oeHKiGeyPhEEmOi1T3v8NQYdSfbKwlCXoHHQfTcLoI2CytCIJfVOf1JREUXUdSwmx1bm9m5tYmWHequ2w52bPhqYUfLdrY3N9Hc2EhjYxONTdtoaq6jrqqAwpRYUqJDWr78xSF+jxnRIjGz6skqaWBXRQZb82KJve8d348DFVoy0CUXUlaSRVVZODmysgIT45jGxpm1q92/7wG/WLHVzIrVicsjwjwtl9TGKorLcsmSOqtZBp9UzX8mUD7mFAIoyd0qfmxWVxhIQ59YQdWug+yt28bOJrH/DX1j7dVCi/KRpkaaNB+Rn81bxU+qqZY+yI2PIiEq7B0/dz6i1l1Ku7jdHjXrexUijHxO7Zmcaq3drbcfChLl1A7h+niSxZ6UbWr25Pfj9njD68vU3z9LeL24xV9cLve6mK5qJQJXfvzc9eF6BF1i67OYJjoYuHaac9f6uTJsZs4pwj0uUbomg5TMXPLLJEcUZZOtj0EtOdZuQqy+Hg46YnIKKWjcQnFpAQWqAAz4ZnoYnzLQOeNFuPQqpF19Rqa6xxlsXcSZXEXu/uPs3beVQw3iP2pTL6cV3+Aws32jGMwubTqqVheHWYRxD4tziyxnS7ArqaYwOVbb2Vg75d96qFbyiu+KDzv9mj1r7aZ2/Flx4nO6cD/y1FHJMbFxEiMTiY2JWW1n8dsI5b9+cR+1JEZ78zFAp+2snbfjCDuPPcGTTxzgWHMhVTlqBDQo/MaMyzyOYeQi186d5NT77/DWWx/w9vttXBoyMuMI4F1/eRLPvHLNLuXf2uOD5EP1zB231D2gZmsopvcJIugmsDKPeaqL4ZunuHC1h4v9Rgz2AIHYePG/dJIzcskrFf8rySM7IU7jhmv+98nAK8LfgcvuxGLyitwNEimcJbl4C6U7m9m7Q/JZyw6a5bVx/lMvyYHbm4UnfpgDG5ua2FZXQX1BCgXJaklLxEPOjtjEzzs2Be4niahMsg88RfPnX+WZXZUck2yXrkVhCWjBLlbGz/CTH13iu2/1M74sJCZWR0ic74HEXTtg/VEiEzxG7ZExC5bAIz6GSJUTLYEkWnsUw4fCQUwjWm0fr573+cAaPRg+LwGXA2fAL6RAoovfSGhijMWZeUbl48eyGcRqzR9DbX8xoUsTAzxAYd0hvni0jOe2J5P4iQ15q3JTiYktoGpLCVta8khUw64hsc7hbuy9XfQtrjAob200iyzktrE0Pc7CjAWrL52YvCr2H2qgsT6fFG1N7i8YVMb1uPG7neK/IUnuagrbLL5JIU3zRsbkkI1GAh4dP88+slpr7YeifxaJKUaWrU6Mav8g9fZDQ9lQNFFR0cRIzNVu6imIbcVGRxGtphSuvvWzgtq52Ofx4ff5V8mu2EjE6vpXeeMTJcCfKER12MYw93/A+a/9J772R/+ZP359mB8ulJN+5DU++9t/ly//0tO8dqSelqwksnUhouS6V2XAoyMrH31DC2UlpWyPV9t0mSXoDDI6OcG1bjOzS+ogVfKS6O5xetrNtLfGkZO7haeePswTx3eyo6mS3DR1G0Ry7fgAtr4+hpZWtNyl4pffbmKsY4TFeQtZDWWUbCsjM+aWVW1iHdT0VuVbmn+pIdb5JRzGZcxBEVfy1sP3sZSgHmGj0xEp/hrOCvJehPLrSO056481VUSkQHITFQc+xxf/we/wd//u5/ilw1XsLIwP37xdg7mP+Ruv8+5f/A/++P/6E/70+5d4Y9jO5DqSo+ZfKP8Oqm3mNX4l3mx3ELDacfoCH+GG3SPCMYVt+CxXv/Xf+Pq//w/88Xc6+fZUIbpdn+XFv/dbfPlXXuBLx7eyOy+NvNgQulX/+2RjjuLFam8RHw6bWgJhFsE7y+LCHKMjIRbueTf80fE4KO0mPv34BWSKnybEgb6a3Ia97DuylycON1CfF7+6diqA3zTKzI0L3Dx/mQud03QZHDi8QSFX9xO5ai1CLImJUk5cLCHtQLUmzYzT6cBsDeB65L3xRXVHRgmJCN+h0xAdS0JyIqnJ8cRIsvjYEAIfoUh8xFpZJoKWSRaXlpmwh7fC2cQnCdX20YR0KcTGp5KTpiczSYjAJ3Y3UxmmCIe4LHK27aDu0AF2bS0kX9vacRTT6E0uXezgbKuIN0tgXeKUtO43MDvcx8XLBgbm4ogv2c223Ts52pTP1sIY4tQw/S8iVEfc8hElZ+fxLk8zs2hjSnL/Y8zvP3dQm0nFxcWRkJigEdcw1bIT9Fmw28MbzKmdlx8eqgy19i+8NES1uOYGsXrSUxNJio99xE1vPiGoOtyqh0gpvw2Py4nVoXbP/3mDtLBvCefMDTrPvcc7b3zAe9emaV+MJZBcQFFVNVV1ddQW51CanUhaYqr0kg69JCXVAqrHP1qoyiQiu5ai4lKaSxMo1gpbYGpiiu72KQxG9UQDKTk4yspEJ91LEXQGqsguKONQYwl1zVsprGugPCuNHO02yhjWuUH6JpcZNKrRtiVcliW6u7zMLsRTWp1HTV0WSZsCdx2Uh8URpdMTn6TTBKHGBNxi00YzHnFgWyC8GeEj9bH4b2SU2rl9zUfixFaSiI/Xa7sWx2ibnzwuyDkihQ+lV5HffICdR5/mxLPP8/yzT/Lc3q3sKM2iOF0nNfDjty/imL/BxI2znHv3NO+/fYVrA7PMSFhXYUrbaT5a8m+0iHO1TEzlPa+RgHkBo80tFvW4bmjeAf8ynoVW+i6d5L033ufdy6Ncn4vGpc+joKIq7H+leZSJ/2WkpEkfxRCv6KFc+icrbj9ESEitSoPKPoJBE/OLS4xNGLFYf1o12MQvCrQYs4lPEhJw48poeFKC4Ref51BDIfU6tT2CwO+AqUvMtb7LD0928eb1BZYdfqJ14Q0J1kL27ZDkEJ9EZnYmSSlJq8lACVwrbo8Di82P+6Myn9UTqjASEZNMXk4G+dmpxOkeQ6JWgTxWPa8vPNVME7jeaQleJsamA493d9ePxoJ+wRHu3I1s6pPk8RExYj9bTlB5/PO8enwnX2xJpSxmAbuQ3NM/eJuffO88V8eWmb6VuxbFJ84wcPUi33/HSOdyKZXPfo7jLxzlyaok6sV4Psn6/sygrknYWLT4SHykIkmqQRbwOA1MzVnlFeaCf1sRERFHshCurOwMYoW8hqOUWm9nY8XpxmYXQviRGKEKFuH1rCFi0YuoKsrPJCst8cObfT8jKOIeExcjZhGzSuBXhAfPY7eamVvyYX20IeufOdTiGb/hKjMX/4bv/flX+eOvnONdcw3Onb/Oi68+x+9/po6d+TFi+2tQHfo4pmMniQEVk1dcTHNLNoUl6j236NlJRm/2Mr1olqjjJzDSzWLbVXoi0hmoPUxuSS67M3Uk5lQSW9FIQ34WLSKYkjFgd47RMzBPX98sXls/K6Y5bvRniVguY0t5Ok2VEWpz4E3cgvKmZHT6NDJy40nP0SaICQeSPl624beuYPOHtJHLjyZj1iwkmYiobNJThb9kR6GFiscOVfEskssP0PzSb/Gl3/19/sU//TK/86XDPLMtj8r09bTawPzFk5z/i2/zztkezi4EtOf1awMK+jj0CXpi1aO3tHkAM6JxJzDM25m0ioV+tIa4D8TG59tZvPpNfvLVv+Q//8n7/NhQgLHxyzzxysv8wee3cLAsPrxXhgblf0HtWeYfz/8eFupOlsS7OInDUgnt3kRQPbt2XnuUktn+UM+M2MQmbmFT4H7C0AJDdCrkNFLafIgjR3ZwYm8BZSkq4EtQC05hmR+hq3eCnmG1Q6gEFSE291C3GnQJyaQX5JGWmkqCNoSrApGVZbuFyVkblvAzdB4Sqobhx7m4vOG1bF6hGLG6TArz0uWVKL8/BjOJ0xOZnEJCbLy2QVAkToKBOaYNc/QPmjDZPko0V9+x43YYGRtZYGLSgsun1uCEP93EpwCSsIguJb1iN7uffJqnnzvEofosKhOdRNummB/uoPfKac6fPMu75y5x4dQ1zrVOM7qSRLSQzIZjT/P8k7s43lxCRWqMdmPoo3TvbdPi7gclJML/PtJ5PjLUqG18AtHiI8m6WNRyP3UTyOWaZXR0gaHRFRwfSeCq2GDBYlpkaHCBWSFPvp8OW3msiIjQEZ+RQUZ+LimK/WhYwRcQsWe0Mj3vxP1Igk9NAHQT8Hhw+MMjRwGJTMlJGZQWpZKVEfd4lmZ8HKj1hSrGJyQK6VQxWNXSiNVuZnrB9Yhx/mcNife2IUZuXub8W+c5f2GY7oUgvswK8pt30lBXRnG89PGq74WhDPVxbaaVRpYo29qWakpKUiWOSO4wTWId7GJ6dpQBywJdNycYvDqLLzGHnF1NFBemk6PVJp/YjCrqqwpoqtKRKl0RsC8wOjjNQPsgMwM3RSTP0BtTiDmzmoqsJKolhet+xubz6UJY4MbEpZGbn0x2nnAAbSqbiBbnHG7zEgsWn0S8RxFTcqTPi8flwutzayOjalOxiPQiMjNSKEqBxMfRB16po2Ueh8XEvDOAWU4UUsu6dInEpxaQW7eDpv1HOfTUCzz90md4+YVjPNdSSo26OaLmWYSGMI210dE3xrURK/Nq4bbieCnJJKSlkRSjRp3VVc/jXpkQPjRDz6AL20cYqAg5rHinhjHNzzEldV2+Nc9ZrsE1ymTnFS68dZZzZwfomPfiTC4lT/yvvr6C8qRYEqS9PmR7q/4X/vFTQIykwQT0iXpS0qLQq77zu/BPGZjrH2XOLDkwfOAjI+CyYx8dwzhpYN7txyLX81O5pE38TPEYlMsm7ocP42sO0ZlNHHrpCT7z2kFaSjKQGC9hX22E4MS4sIxxXsJ7yE9QTRsNf2ljCAlOKS4WEpZJ9q0zWJg3LjIwtsiC6VHCgCT6kE0StpBgl0dLMG4pNS4un9LCNEoKool9HNN8hKRFZuSQKj/VQ8zVc96CgSWmJibp6Zxg1qhWHj4qVAaYYMnQw8mTPVy4OoXZ5d8MXJ9GxOSTvudZWj7zGs8f2M2LWwvZU6snO3qKuUvf4f2/+M/8l//4X/kPXznJN65FMpt9hCN/8A/5zX/8K/zGsTIOFcWuG9n5iHgosqMOEjH8UMc+RqjFYslp6NKzyIgLP65LkXCPe4Hh/nH6ew2Ybn/w5kNC2JR/hNGBHt5+p4+23kWhOj+HHqIeZ5aVRVpREdlq51TtzRBe/zITMwsMTRhZcT7KHQA51mkWQmnD5A5I9FSpMJ+0lFwqS5LJyRQr+GnbwJ3QJxKbk0daWjoZWv1Uv5lYtpsYn5F6Wz7RVXqPEVLvwDiBhStcOXOZ7/1wgG5bLJGJ1dQ1VrKrOYeM8LSeTxDREoKKKG5uprSoWHpawUDkTDvTE23cGOrngwtLtF6LICe7kGNHKinLW7uRkoAurpDqraVsbclTm2+Dw4ZjaISRG210Xb5Cz9wMU/WV+LY3UJQYq+W4zQnK66GcSU9sbDoFJVnkF6WiDVxqkmWSlWUD47MuZtXuyg99r1sOdK5gNy/jdDi0W1bE5hJVWk5OViolOm3s/uPDYRaa0c7S+ACti26G1USK20JoPKTVUbTns5z41T/gt//Bb/Kv/v6TfGZ3BaXabD2pWdQiU3OzdPbMs2iUL0fKB8LfErLF9mPjkXAjcLHinqKrfYibNyZY/AgK1zM3jvHiSQbaO7hu9jGhiXEFAxiv0HrxMt99vVeuQ64hukpsuordYtO5aZ8GKaCXdkolKTWJrNw44jWSKBcwMY6lp4fx+WVtzfujT/bz4VqYZOL9M/RebKXH4latsXpDZBO/yNgUuPeCNpKjiO6Hr4+79C9Cn0NM1W7q9hzlicNbOFqXRO6qeFSPRSOkCFqIkDr3/ZAoGbawjrzCQrZkRGpCWQVH18wMho5BZmaNLGvvPQRUNrEa8RrnmHesMKskd0QlKSU11BWkUiWnirsjU6vneoZv6ymodlLPYYvUOPo9ax6RRkRqIZlZaZSnqfvpgoAD32gP09cv0t43Satw8YeX5gFCVhFH56/Qe62HSW8IS5wQElWP1SNuR4Cgz4ND7crr9oeT4SZ+SnATchlZnDQyvRRDwtZjbHvpC7z4/Ak+e3wXe7c3sq2hji11tdTV1VFTt40tjU3s2LWNpposcpPVswHF/1RRtxGLDaDZptqER21SsXZ4UMw8xAOfdqXWQgW8RPg92o6eYXrx4cjvg9zyY0E9Vik6i+i0AvKzEjVipG1c4ljG3nudsRtXuT68xJDvURKzG+/MEGMnL4pAHmcmMhZHjF7a8ZO8kE8Iqn3Si4gvrqM8P516+VOR15DHzvLQGNM9o8yKbz9020gswDQvxHqRaY+XJRWR0uvJKy5jS56eQgklt/d3OOYp8/rQrtQmNmoNoFpSor3xeCECl9wiUjOyKNZHrJJgO8Y5AyPtw0xOm7Bq790PqmJR2iaCUVJXabZViF2rukvs/sRHqkPieCJg7ONdDI1P0r7iD99QiE4iJTWZjIxo9BveRFW1VesUo4mWOqq/1mqqvDLsmY+A1DziyrdSXFJEQ2oEWdJ6Qec44+3nuXbyDKeHPbSGqsksLuFAbRIF6sHqq4iOTSO3toqybWp3ZPHMoEk0wzWm5LtvvT3CxR4f8eXFlDWWkJHwOO4If8ohMVaNrX+oRVd9QUjS/cwpLiGN/NpKiqpLydbmcCvOM4fZMk33wAIjk368t6vH+0CEi82CcXYRq0lNX5V+KS2huKmWorx07SbhY+kJvyha+wSmJQO9sw6mzGqDqNXPNIgtR8USHZNIYloxeU17aTl4nMO7t3KwLoVidZkhOytmC/OLK6xoNyqFVCl7zCulcPURWNo9HqcRa881Rq5d5drQEoPSPA8X0yxgvsn4aD8fDHsZXo4iITqCpLWHZZvnWBnvZnRsjFaTR+JdBMGoRJJSksnMjCNhw7vHKuOqTbzCOw+v9z+Fxx81YiUmpZKZnUFxeboIXfWeJDzvGM7pNtpb+znXbsHwKDOVQyaCs5cY723jzJSbbqtOiyVJUvm7eWJA0r9bOKIDl2eTI/4i4O4+3sQnCAkR0XUklh/m6ZcP8sqLW6jKStB2Lg4j3B0PfBZapKjO3K0UlJezrzKeKi0ySsSdnGL5ZhvjEzMaEX6ojZsCcuCCBL+ZKabsDhbU2GrdVvIaG2koSKZaAsHtse9+lbtfyBOBm1giojyHuqo4stTdOUV8Ftqx3HyH81e6+EmnhQk1feeBUHWYwzTazbmvn+f6uVGCJbmkbCsjPvbD1vwQKokuY1s0MDE4wZR6wL+c+lHi5CY+KiQ9e8awjl7mva/+mNd/0MN4wUFyvvD7fO6Lv8pv/+qv8et/7w/47T/45/yrf/GP+Jd/8Ov81peO8/yecoQb3H0H/hGyqrISdbh6hqrL49FG+LQnMtwL6vkzjhW8K0JCAv5bN1se4ZQfA4o+5KBLEZJcmkF1uVy7cjyfOMT4RWauneSdqyOc7Hez/FCMR5GoSSZv3uSDv7rAwMgysU0VpFTladNAf+6gpnDrioku3Ep9ZR5iHuQoV/c4oX+AxbZOhhct2m7TD+XXTiGtEvNMEvsmvAHcMfnSPi2U1lWyNUNHoRyycTPdHf8+seYUAkpWKWm5udSkR2t1ihTCF5iaYPTSDQaHJhmX8P3gEY0Pa6h+u62+n1jl10HifGhxHvPoGPPiW4vam1FEyftBcUi1dvp2wbAeq4LpsdQzS/6J+BGBu7NCT0m86stFJq+cpfX1d7iyHMtQ1UGyRajuTJND158zRpyxvJac2q1UpWZQITEl1noBU/8FvnvSyoXuZGpL89m7JZOEWOXLfwtwyxWkoVbb6oH3SuJTSGhopKROuE9CvCZCI1CzEQy0t43SPzjPykM/d9+B2bSEYWyB5UVlQFnSPzVs319HWV7aurWkHxcSS4NqkyMRnJMWphdd2g3Te6OIqOIDbNvRxLP78qgskLcU1/H58QfE5rXRDGUjhejyqqgsTEfMhhRF/3wSlyYuMXf9fd6TeP++xHuT+McDYR7B0flj2geH+aGtHEN0KU2p0VTJRyJlwbiEZXSUBYs1vAZY3ThSfqn8T4no+/jf+h+fNCKEf+YU5FNZV0xahlK4qp0N+JZbuXL2Gj95o4veKdtDj+KGjBJzzv6AdsmD70q/jKTUUBYfg1qGf7uXSh+HlrEuzAhHnGR6dhmTtMlHmCW+iU8RNgXuvaAyrs9DwOsUDaieMSsk+aHvpt0f0anFZDUeovHgUU7sKmdvptr3T2E1sD8wmKjQXUhBdQN7jzeztS4xPCIaHCNgaGVgaJTLQy7mlK57EALLWAb7GFAjAlY11aae2v3b2X+glrKM8Pb3640kMiqa2NWNT8J30MOBwe1aYVkUgQo8Hx7vwy2CYWHWjMMbQSA6l8KaKpr21VKSr5cAo6KqEbexl8FLJzn7+o948/2rXBqQIGNaweoJ4A0ECYnwCAVEnLitOJanmO0/R+uPvs1bb17ktDGF2eQqqksyaciPRH/baLMqX8TKdAdDb3+Xk9/5K7717W/wV997j2++1cO1UQtWiZ/3jO0/U0grqt0h1Z1TaeYP21T+UKMu6n2J0A8kFB8LqvDwhmfq/Gun0mY0qDv1t97ZCCoxOfGZB5k49z6nX3+Tdy70cHHYxIzVg0ca3a9KjdQRFaMnRh9PQnycdoNCJ9cXFQpJ6eENLh7pWYa6eCIS00lK0GsjXspTgn4bc+MTjHSPMGPxbCBR5B3vIrbxdnquDnKxfQ6L23driqE6PqhGEOXfvTeOUUR8tV0+bCi5vnBfrW+/jaE+TSYmoZDKphoad5aRm6xSsGI3BizTbXSefJOTP3yTN0530ja+KO3oYsUXFNIU9pFgwI3PacK2MMzEzfe4+I3v8Oa5AS66C3FnltFUmkK5xJoPbekxQF2zeqlfw+9ol33r99WfG0K1lbSPeoWxWopW5p3fVX+lE51URm1LI/uONFCRJ22rbkO4ejFPttM6OEersDfH3R18FwLWGabauxgaWGQumEdkxTb2HmtmR1Mx+foore9vO3+0dHycHp38VDFRjQyphzlZ7Q4Wl1147kwMVjMeEXUWp1tb7/UwHPVuiMCNLCGnqIIdLQVUCFHW6rQygX/sIl03bvDWxUm6l0P3yUvyDd8MjtEhppet2g0A7cZN0I97xYnD7savbHtDqH5VfaReq28pqD5bHfl9OFsKEVKPwJJc4PKu1dQhfm1kfm6J8Qn19IDVt9dD8op/oZfxrn4GTQ6m5C1120bNQAiIM4aidMRsICbv3f3SntEFFBQV07Q1j4J85cwuHAtGFoaMBFOySNu+jfxCEUryyW0lqwWjSeUkF9XRUJ7FFgksiepMIeEH5OFKLKe+JJ2t0kf6e8aIe0H6aNXm1a8awm89BKQHpD/Ujt+3+kIrK/x67FBFKl+IlZgdHa0mlaKTdggEXZhtTpbM0s+3JVTpe7Pk+KUlzJ4QK7oUyJY2rt7OoZZidmaszlSZmWbx+k1Gu4cYsAZ58PJyOcI9imFklBsdInLduehK99K8vYFjTdmUZT5yJ9wbkZKAIp3YjAsMt48yPraI9QFtGxmTS1ZOFqWFySSp6QkhsZ+EJHKyReBrJEV9P4OY5DLqmqvZsTuPHHXTX4sUM1gM7RLvf8wHwol+9EEH10cWmBKCZZdA49NEsgefy4x9YRBD9/tcfP883zy5SNdSPDn1ZZRV5ZEes2bB0gde4bKa//lWWaaLUMjE4sISY+OWe2zyaSVo6meys4fBRRsT8o66eaguPSDWFhT/0906xwZQB6rcd2dbyd/3bL6IOGKKqshtaqGmOJcSVYS8HXTNY+6/RM+ZN3j7zQ/44eV+bk6amLN5tMcqBdSsLRHsAb/EYocRy0w3E62vc+rNd/nr00tcXUwkt6aI2vpc0m6LGcpY7din2hl8+zu8/52v8k3hiF/97nt86+0+ro9ZsSk3Dx+8iZ8zPFx++tsICQgOqw3XyjI+rwmHUwScLfx8so8PCXYZu8lpfIqXntrOyweKVqdDKWdTE38eBimkV2yl5cUnadm5jWrJNHo1Yc3ZyeBAP2cuzzA8dT9apc6ygkfIUldrD9dvzLLoKyWhcj9PHW/imQOF5CdvMMFHF0NCcjIJiYnEadvbr8hrBpt5nnGDkL1bwyeKihhZnJ9jYGCOmRkJsCLDcxq20Xh8H7XlRatrkAWhJUw33qT16/+Dr3/te/zJ6xc52TbCoGGBWSEfxqVFTEuzzE/3C9k5xZW3vsvX/ugv+PqP22nL20PknqfZW5xGizSr9hSaW1B1mGW2+xSn/+yP+cZ/+n/4b//zj/l3/+3r/NGfnuatq5MYfGtTUT9tWI2qqz/uhPbeRh88dtzjJA+sgCKys7gW27j4g9f5/ld/zOn+KTqWLUx232T8kvTj5SucuXaTa9evc/P6Na5duy6vVq7f7Kazb4SRmTkMiyYWJLlaVx52ylCa+FYh2atT4dPVW34Llp5Oui9cpXd8jnF563YOJgRs8hojbWd5/Uw/77Qu4XT5xcMU1PRmEQMer/bIxnuPNH2I21pF/rhfK30IZbgR6GKzKd3RQuORXVRmZ2g3rtSK/KBjHMMH3+LC1/6Mr3z9Df7y7Rtc7p9kbHZJe4yCaWkB48I0s+OdDLe+ywff+Tpf+Q9/xeutJoa3PEtmy36O5sVQfdsNoMeL9de59vt9r/3Whw9zdNixo6JyKNq9l10vHKexuoQy7ZMpXMud3Gwb5sKNJZYs9+skZUXSVvMjXLvcQ9egG3diE9VN+/jMUw3s35pOwobsS08oQchpvF57lrm6cRIK2phfWGR0bAGzdZ1CC7lZmZrAODTCrMXOglyWikSPDhV/C8kprmH38QbqG/PD0xjVQ0SWr9Jz9Rzf/u5VzrZOMXfPpnMQGu5nrq2VvjkTffKOitgEpI6LEldn1c79DxEB15cvv2t/3vOcd0DaM1IXi06vJzZ6LaeIEPIbGB4Yof3mODNLd7aQk5BpgvErV+i63Eq70c6IvKsyWoQQWY9X+aNXW2EThvyiTZt9ENLILSqhfkc1+QVadBBE4vOlUVZZwq59FRRma0rjDijHKSQ2s4otW/JoatCRqNSdmk1V0ULu1kYRt4lUCKPaIGs+BB62MTfGrRVDPw1EiCRNTCUxPk4kWligBgNWZsWWxsZF/EmsvgXvCvbxcZaGR5m1iS8Qhz+ijsyyHTz5dCPHD0msVgUEFqD3ElMd7VyZstMnHX3feB+ckfTSxmDPCJd7/SzFbyV/z7Mc2NnAicpYilTfPC6ISCMqiEN4yOT1Tkb7Rply+x8wiuiXPpFOiYoRy1TDF5kUFeSzpTqPrNS1OXHRQqcKqdnbws4nd1CelxEW+2ILKt7PnPo65/7qv/OnX/sxf/aT65zvGmPYMC/xfpGlBQOzE70MXH+Hi9//U775vfP813OpEglrePHJMg5vT1o3M1AEZbSIUeV/4YXPAuU7BiZGR2i7NsbU3J1XI/5onWb6xnXJmzdonzczJO+qSBEpSdArQtntEbF8y//kWtWIcPi3MFZ/ufX3w0DdbMutJbXxMNtryjgiJLFIUylSH+N1TDe/ww//+uv8lz/9ET841c7VwWnJgQssGZcwGhdZmJtkZqyTvktvceov/xPf+Prb/JeObLqjtvPsgVKeb05AH7Ne9qgrmmGm4yQf/Ml/4uv/+d8JR/wv/L//7Rv8f392hndvSk4VQ9wcyf35RNS/Eaz+volbEAeebWXkwinOi/PfmPESVVxGZl0TJel6StbWNXxkKAIVQ4w+FrWcJyrCj13d7V+MYDlQRHJ5JXufbqA8M14j2evvN92G2Dh0IjSjJODEBNRDwk2YJYmYbSHM9hBxsToSMtJITIoh/s5bGcElXJMXJHid4fU3+7hsSCJu+1PseeYJXjxSR0tRnLZb5J1fI+QgIijCY3KO9mvjzEqgV+MH/rgEgro4oj0uot3zLI/1Mni9g/45D7PRWaRIPQrSYolM0BEXo8NttRJYXmTF4sCo3fJ14XMus2xbwWpZwjwnhH6kj/6OVjpar3Pj+lWuXrrCpfMigrpm6LMkE1G6k6YnTnBoZyU7cmOIvauyFolMQwyeO8973zrF1dkQc2o+nN2D3agno7KI8u0VpOsjH89mFI8Vy0SY++g4fZMLl0eZkCyxotlNJJExyWRvF1JVXUNtqlC2u677ccEheXCMkUvtXD7by4g3hFWSckRhE+mV29lTlcmWrHudXNETI875Aa7/5BSt12bod3px+D2EnAtYZ8cYGx5ksL+Xvp4uerq76dJePXTLq7dPXr0idNvbpP/l1TNE99gi03YhFroEosWGEjYUa5LW1UPpZ0bwGkcZMTqZFhtlxY3TYxeGbGFZCIJhcozpkR4GOi/ReuU6Z25M0im2GshMQa+PInJ6GrdZPY/QJ0RGSFm0nNPjJl4ImxpwdEfFST+opwSuQUTwdDuG6xfoGDXTvazyfTYkqUeTVNK0PU8T2/f05TWozZTER6Ijo3AvmwiaFjFbfNL30p4hOy6L1N9hx2qaY1mucXygm572m7S3XuP6tStcvig+crGNGwMWxv35pG7bz+4nj3BwSz4NyqEfJyRu4R7GPNTP6TMD9Bsd0lYx6HNqKN57hNqKLJoztR7ZGCtjuEeucFGE6ZleM76Qas1sindup2p3k7b+P7zudB3U5iwJevSxeiJ8bmL9NlxGMxarHaMtCpcrSGJyAonpioCv7x8FiTPOEUx9p7h48iI/+GCO0cgqCo+8yPGn9/Hs7lKqkiPDu3feBdX+LhZ7+1kUm52SGGsK+qXOIjmFyKbHeeU6bdhmupnq6+L6oI0hm56EvGyy0+O1+PLR7i1EEK0LEp8gBFuEqG1+iRWjS87kwbdsxWS34bYtY162sGi2SOw0Y7MssrwwyfSw2HfbFdpEaN8U3xnqn8GyFN6JNOR1ERB/9NiNEosXWbS7MPpiCejiRbjJOcMnJ2gdZu76WXoHpmgVDeLySUaKK6G8rpRdByrJiYl4OEEXnMfnmKe7c5qBUYs2EhTye6U8aVmHVZpWcpdlgYWpfrHpDm5clTbsUvnFi1EOshnUI1Sc2mh4QG3bE5lAUmCZJO8ERrOZtqkANm8UGckx6JQguSeiiNBZ5RibiOspxnuMmMkhmL2Tfc8d5enjW7TpomIGd0CVqSMy5CF+ZYQV6xI3By0shPJJEGG16+BOnm8SERMv8TH8hYeEov9GFjtuMHDhJn1zPgxBOXlWE/FlzTzRnE9L/oYLJAXqTAZ8hj4uvXOTtjEjs/KOLzGP+Or9VFSUc6RSOMRDddCjQE0tX2Ghs5vF4SEmxKCsPvUQqARt2qvyhaigGfNUJ+PiK1eHHEy4pR4FWWQmx4mIixRhF0NSotqJOArfihXnkhWjdxmbPYA9KkFaJYG0lCRSE+TY1bOGIX7omsLY/gHX3n+fN69ZaXVVUXToKZ5++QhP7iikIUXE3OrRjwVedUOpm/aOUd46PYzFEyQuOx9dSipZSVEb239onoWbp+i4eI2z06kYUnZx8KkjPHe0jgbJmamrDhYh8T4yQWxW2iPotBFpM2ExCz+RdlScyGNdxmgXTiTx3jI3wsSQ5MWOm7Rev8zVyxe5dL2HqxLrZykmuWY/e/Zv5ajkmgJJNGrmVxjyS3CRoPCy3l4DA32m8Ah5yIvbGyF+aZNTKe4lAnF6gMnBDim/k2ttoxgk5hg9ASzK/xYl70gI9ROLPyqJhICNVN8EVquR9kkfJpeOTBHvt/SjVwLG1A3aOof4oFPilk99kEne1kaqD+ygMiuKvLucRb0RR1RsLDFuG7FB4bMrNuZNUleJ30GvxPtlOybLMk7LnNR3mLG+TnqEJ968eZ3rV6RdLl3i8vVerg/YmVdPcGg+zv7D23mqJY8y3fp9CBTMkhMG6Tt1lve/c47r8yEW1Jxtm8QcUzzZ1UWUNVWQFrc2y3ITP0/YFLh3QYmtGWY6L3Dph+9xudPAsMuFO62YyMwayjJSacz5aFTlLkTFEJ2dK+QlhmTLBH67jx5THgkl5Rx4toGyBwlcNUEoLoesjHgqi6RObkk6EwuYFCmeXMAWpceRlEuyJIq8VN26QGwnYBZx8f4PuPjeJb7flchUyl6e/vIrvPLZfezOF8eW4jakwzohtXq3BLxFpq4NYrd4JUS4cEkgXJw1S9CZweU00H+1jbaTncxEZxLa0kJxXjKl2u3JFCIS0kVUesiOs2FcsjE979AIjwqdQceSkMRBIR6SsK9e4sqlC1y4cIHzFy5x8YoE3S4Dk84c9HtfY/fzL/HlJyo4UhJHnFT2rlip9oS2DjAg3zv9/jBTvrWpT0IY3AkUbqmhZGeDNhU08+4v/2zhGCQ4fJmTp7t4p3OOeXkrfH/UQ0S02E3pVhJyKmnIjEO665NBaA7mOmg738HJS2NMBsKj3YHMWvS5teysSKOl4F7kS/nRCl7LPGM3epgen2HB48S5ssCiYYzxwX4Gujvpbm+no6OddvmpXh0dbUIkJIHfuCYJXBLVhXNcvHiOc5c6uHBzEuHGOBKzSBIRU5gSvYFvKN+MIzEwR0zEAv1zNrrnVK2FRNsmhXD103HtJr3datMKEYTv/YRzFzp5dyQNU3I1T7zaREtVIr6rnSwbLNp6Ja/HhVXs1L5sJuD1442WBJyRgT5eR+ItuzNhHLjOwLlLdEzYkdxKKKjG29Io31ZGWbMkSXHAB64LU3NBozOIjk8kN36FpCgH09Mm5iU2hMdFXPissyxP9DHYcY2bQnIua/4hfnLpqvhILzf7hBTFN5B54pd58vlj/OrhQpoyRLRr33+MCMhFLnQw3dPNOxfH6FsW0SQ9EptZQU7TXolJeWxJY4MbT2EEZtoxtJ7iQsc4F8ddBEOqN1PI2bqVwq1bqJD+zbuLqUprR6QQGZ9FSX4MhUIWrUvS9tNLLBnnMS9YWInPxJuQQU5GIllCTML9o3xnCevINTrf+A7vnRnnjalS4pqe4Au/9VmePVTL1uQIEu4pjnTSNUHchmFc80OM2RxMOoSEmoVwmRZw+hxCwhaYbT/NeG8X50xZGPSVbKvKoiEt9uMR7th4MYls9CE/ac55ia82xpdE4IZshExDTA2LgBXyPW6YZ9FixDg/ztxIN11nT3LtohA+IZ4DgRRiDbOkLi5ryzIcyj8dU9gNowyMTDM872YlMZ/YtCyKhLSLThPYsc91M3zmLJ0DIk7V/cKg+Ls3lbzKQqp2V4mg1K3uaH0fqCZN9BEd6WVGROtSx7SaaySWLBZtNUgdBhgem6Kzd4Cp/gv0tF3j9bf7aZ3wEduyi0yxo2K5zviVeU1MOUWY+5aMOBeHsBj76Ji2c31ObCI2ma3Fiegf9Fg7fZAoeS12DWDumWAmrpnQtmd44dntvLwzk1z5+r1ybqQIjwTdIi6bnWvXbVgji6h/4SX2HtjGfrHHZBH8j4YVMU2JayKEWs+0M2gKsqBiQFod+oI6Dm3JYVfxvaKGR77eg7m3jbfe6+HajFXd0iWkzyKysJmSokIOVCSSoX/cnq8jJLbomerHsTjKsMXNnNsnIVCEqmUBh9/J3IKBudYPGB4Y4py1AGNSOTuqM6hO0oXjUHQ8UVllpKQlU6xbJtZrYnJyUezXgmHCicsfRVJBLknyeVbsOi7iF0E/c5Orb7/NGz+8yhVHJc6mV3jx1aP8+gvV1GXEqPlxjxceo1xbP/2dfZy+2InB7GOZPOISkykvS9PE6u0tLKLJ3k/7+yc5d0YEqa6FmOaX+cyzzby0I5289cdHyB8xucSmZFCW5pZ45WRywsSM8KpwvPcStIm4NfQz0nmD1iuXuHTxIhfOS2682sFNEZZjkY0U7zrGa790lBM7iikVWqi7cxZKvJ+YGB9zfdMsto9hldClxYCVWRwzA4yPT9LRO8xE/0UGO6/w47d7udTvIKKhmYyqMooto6TYp5kWc7W5vASMwvUWRkQE9tJjMHFlJhlPVApbipNIWvMB04jY5nmudoxwdtAqfareTCKzup7CpibK0mMp3rCzoomISCA9Q0dGVgwrEt8tBrVsSLN4oRYr+G3CJ8bUDbxrImovcvGCahP5KX50+VoXndNBDPF7Kdr7DF/+8jFePFhKiZDEux/dJX1r6adX+vXMBxJLheNoM1wUR3QlUNxYQ/GOenKTIsl4VNfexM8cmwI3INJKSMPyrHoURw99nefouvwu7715krckOLUuqUAgwcZsx2Rcxm00sGwxMWdysmQLEVLrUIToqoT46PavvpWEXo0gxkogC8SxYNCRmZ/D1qe2kSfCVY36aFzjnogSwZhAYnIycQmppKSmkS5/J8cFiYl2ScIxMD/Uy0BXL739g/QP9jI40ENPzwh9ohYWA0KcKvfSdPgATx/bRktZAkq/3/taJDTH6AgKyYhYEZriteAUAWBaceG1+nAEAkTrJDhEp5KUW05Z4zYa6kupSBMitHohEVHx0maxJKSkEhefQmp8HOmJIsCjAgScbpx++Rnw4/evvaIJCqFNL6impGYXzfuPcORJee2qYntRvPbsNq2+isPeVnEVUUWczCywPDmFadnKoiorpoLMul3sOraD/TvLKIn/WY/gBvDZF7HPDjA51k93xw06T73DqbdP8eaFfm6a10/PDRH0WVm2+iXwL+IxGbDZTBiMHm0NdHRcNHExH1HM+KWAlTlMCzMMDQ+LMD1H55kPeOd0O2fGbBp50oSr1SvndKDzLeMSYr/kCGL1SPLQRRN/6/at6gixbxEtujg1rT2KkFNI6ZILS1A9Gkv1cbifA7f6Ofy6/e9A+KfbIkJinulFN2ZziGi9nrTCbBLEd+6U2BFCwHQibGIS4/EHooU8eYjy2nA7fLjlp8cmQmDZx0pAiFpsJimFW6lsOcS+Aw2c2JtEmmuJkXc6MEyZWcnKJ7qgXNtdt7qijJqackrL8ynMTyTBK4ROkuzcyHU6W89y+p3TvC8k9YZByWkFIToOO46IABanmjVgwiMEzu6PxBkRR3RUpNi8duA6qHaLJCpWT2KCnvjkNPGVZDLVTTBRHVEhIfcOL56gWm+0rp0CQhhT88kqrqdy2z52Hz3OsRP7OLStiC1CFO5F2B8N6qaFR/rChGlqlImbF8RO3+X9U9c52T6HUSMwftzOgFxjhJAQMyGHGa8/KKRBT1RUkLigCYdpgtEeISby3VPvn+VUu5FJjVWoAuxYhdzanX6CVheRXp/0kYjL+BgtDt6yrigpLymepKRU9Oq54BlCNGOljWIDRITsWOZGme7rpre7j77BQQYGhQz19tLdN8nIjPR9YhXZTYc4eHwvT+yrojY9ksQHjPypmw86/wq6KLF/v5Bcm9jyig3fih1XMAKPGo1RsS2jlKzqRhrqymkUwZWh/7itL/JYyo2L05OckiKkP4PU5HhSdEF0IYnx1mWcIq6NakdZqx2z0Sr+6cURTEKXVUxJcwXlRSnop5cImD0E8itIqW2iXshry44Wmpubad5eT9NWIbLJIuBMo1gnW+nrPsfZ90/z3vvXuDLgYVoLQtJRfisrfmkDnx+riBr3shGHV908jJMmirpjHwQFadcIETbRsUT6QiTqQ5p/+gJe8Uk3HmlTlz2IIyS+Gp9IfHoB6UX11DZvZ9feJupyhWiG5rVcMzFvYVZyj5qr7I1OQJ9VJHGglsqaWpqqsqnKjhWful8/Kkg/xYoPDo3jX7LgrTtM2oEneXpPKftz4u4/Ih0pSSbBiXvFz2Cbh9jEUrZ/7gQtLYXUJkVoN1ofDIlpanf02UHJzZfoOC8x9u2LnLw6R7/2qZxD4rvL5ZIWteMOubUYa5cYGyftFhvpxKGWI3RfYfjC+3zwwQXeuDTMoGt1eZNTjfwF8TttQuhd+KQ51MyKiCgRf2KK9zXzB0J9OUwQYqTfoqN8WLxeyUeSZ51W4QAO3OIrHhFu0dI/8dmV5NU0sqWuhK0FCaTcutulfsZK+wlXSUwiITWd5NRkUuXvOOEBOp9RctuYNkOlq0d8eGBAeEuf8Jg+zYcHZwNY48rIaznK3qMHOLGrlMbMx/AouY3gEhE0P8DYrI1um56Y1AyKMuKEM6icZGDGMMHU2AjjoyMMDfQz1NtOZ+cgXSLUTbGSO3aeYN/R/RxryqU2Rfchn7vFVyLEHqWtJF8lqHgmPpCuZvfp1bES/9weEYfrOVEkAX0OqYU1VDbtZ/eR45w43MLhpmIRyWoGygYdLP0RoZ63q/xPLeWShvKHJFbbxf8CYs82H/aQTt6PJz4tj9SCOqobm9h9oIUG9bhIFojxmZlcNDNj9xGUmO6O1Iv/FcqxNZTX1lJfGEdRcBbv8igDA5IH1d4b757mgxujdC2pi1X5Q3iEN1JsWXzAbCLoMGF1BTH7YiQ/RBG/pkCV8I+Xukhsj41LIDUtmZQ08XedxOCAA78rgFvxh/U5MJiALqOAnLItVG8/oOXA40daONJcREW8+M0GzaIFEvEv87RogCmDcESbcETht7GVZG/ZzZ5jLexrKdF2sQ8vD9nEzxM2Ba7fDpZhDMOdXLh4icunTnLp3fc5d32IG+KUajqXBp8Jr2GIuVkDQwt2DEKyXcF4ktMSyc6M15Lihv7zEIiQaJNYmE6cLgn/lIuc3HQKDm8hPS38fLS7+MKdiFALcAvILi6nvrGKqvIcCtOjiPPMYBltpePKDS6ca6Wrr4f+kWFJGKOMTDuxJjSQ0XiCp18+ystPbmNLjghquYj7X4cai0ghTgJwtnq8gwRKt10InmTR5agEISjpZGaUUNq0l+3PPSPBoYZdOTGk3zaEEak9MkmfW0FZeSH1QkyyU4QYqnOHhIC5w5uOBFUSFAKRUd7Mtj1HOHDiWZ595fO8+MIxXthVSHOeJLT19b2r4hLJpU1jgm6SRWyseEPM2ZNIrN/P1udf5onDDRyvSibn/hf8U4BfkvkopqEr9LRd4vz5c5x87wInz/XTtyCfrR71ISRRmOdYloS6YJxnfHmFWUsUXuLJyJbkmCjJQo565MvyiIQ1j0iy7uN6azvXxR+unr/OjaEFJp0adQrDZyM0P4vFbsZg92L0xOKPFhGWEkdW4lpHq7OLiNNnklufT1Fhkrb7q2NulgWnuu3wUSAtIWJ+sd+EPykdfUM9aSmx5Ib51odQCT4+i7jsYgrS9JSlRmhT51wuJzZJzp6QnuikPDIKG6jc8zz7n3mZL71ymJcOFlIWY8M7O03fpRmMvhQStuyiomU3+/buYN+eZrZvq6euMpviNLFO6bO5tvN0XjrDmVMi1C73cXXctbpLrIJqMxMWi4OpaYuIkGX8XjeumBQC4ifJcVEk3WtoTwmCpCKS88upqcqjuiyLVCE8cRFCYgMuvC4PoiMFeiLTqymo20nLgeMcefZFnv/853jpqd083ZhJZZqQea3AxwFFUBx4bJNMtV6i/dwZ3j95mfNtU4xJGNX0rYJPbdwjxMW4hMPjYkWIUERSjhC2IGkhaVeJSTfPqNGNq5y+Ns6g8McP7cGrkeSZWRHGIiJCImTjMlNIyU7SyOttzRWVSnRKEaU1ldRtERFXkEpOohAW8yCzvde5dr6Vy1fb6RseoHdwiJ7eKaYscfjy9lG1/wSvvHKQJ3aVUSbkJ37Ddbd3ICKGOBHVaVkpREUEifI4pa5+nI4oCTPJJGTlk11zgOodx3nmQB3Ht6SRJeL2kf1wQwjZlTZMraijuKyYhuJ0ctOF/Oli0Ef6xL5XcIvgVI/O9PlF5CVIXbYeYcuRJ3j+aAkHSnW4JxzYHCmktxxmi8TSp158hRc/8zKff/EYzx3aQouI8czQHJbeK/ReOcv506c5faGNC/3LjH94h00g8V6E/dSMHav0s4rXTuljX3wmCfoY0iTs3n3NYgMxGeQWZlFanSMiV9rM5xUR5hGfELvOyCG7qJyCmt3U7zrOc597hhee2cfukkwqEtXUY58QWB9LMyacKyGc4r/JxVsp23qcPXv28NljVbSUijgWcfvg9pZsLX2J0agdH7f7CAX7D7KnJJmSB82GUYXrJNb6Y7CMRJGdU0LL8zuoqUhGrda4lzvfjgCeZbVG+xrdF09z7j2JHW0TtIot3WrmoDiUcUH6yyaCwovJqyeoSyQ3S0datBXzwHUGr5zh9KmLnLoqtr3kFcK/+l3xIaxLOI3LWAJqWYmI9qRMkhITtb6JfgwBIULaTy85OyUjRTS/j0jxc7dZRIc3mpjkFJJyisipP0LdrqM8d6CSwzUpcm61PdgdiEokJruK7NIattYWU1OaJj4sEtkyykznZVqvX+fczX7au7sZHRoUP15geC6KUOFOKo99hqef3MvLewqpTg/fAPtEoJ6Du2RgKZTCYk6jcJYcdmWvSB0NDHYPMjI4yMTEsIjbXvp7umltFXE7aMGevpXcAy9x4ok9vLCniEqp4232cVtjKEFXQEJOObU1+dryjpS4WPHtCO2GWlB8Rd1ERpdDes12addj7H/yc7zw0nN86TN7ObKtgKL4SI0PbQyJnroMsvKyKK+RWJwkdZEyA5JHfO5IYtOzySosI7+qReLXMZ56+VleevEgeytyqJQklZ0kcTUyIP63zIrViyM+h4TCekq2HmXnnn189kQ1O/JE+E60M959hevXz3Hu3FVOXRqidza4Lr6LKF1ZYX7WiNOyhFdyhTkQhzM6jZSEWDLXr6WLSCAyPpe8slKq6iQ2ZCaTLXFDr24y+d3Y1Y1ejZakEJ1RSXnjHrYfOMHhZz8r7fIMr4lfHtmWS64o27tHbtcg7RIjNhh0ahzRJgXOOZJJ3nKQbc+/xJOH6jhWlaT2X9/EzyEiQtpK+L/FUKNWjlkW5+boH5tjzqDWKS2wpJKKX+0PKAkwKkTQ6ycYEKKckkm8BO/s3FKKCgqpKsukJDdRI1/39KEHInxnyzE3T//5Kdz6JFIPbiMjLUFzrEcL3EKk52eYmxQSOj3N9NwihiUfVrcEhuR4EuQVHalDHx8eYc0rKqZWCHv+o27K4LXgWx7HMDZKf/84o0tu5iUJxySIoMkrpKiqUohnKYXJam/YD6Gs7TYuGVRrcWeYnpiWJCE/5xdZWLZhdYmwC4lQEyGQlJZNTl4+eQUFFBQXkZ8Zr01bugVlwfdsfJ+2FtM80kW3CLUug5BmSag59c1sKc9gS66IsNUjf3YISHMasM2NYZidZ0yC/6xBba5lxS3yJKDTSZsJcZPGi1ACR65X8gKRUXEk5ArpzS8gI1PEXJ4SQkJ8RfSpa3pke1SPpFlRm1gYGREiaZyZER09w4Ldg9GrtjoK22JQ+FNERCxxWbmkFAqRkcRYlJ9PdV4Secl3Ujxh3Iunmbh5lT/75hAdEx4y6wpEsFyKDaMAAAxYSURBVCSjD4pIWH3cQvj/67BqJBFBYW0BD16P+MfKMrMDBubG7UTsfomiL/6vvLKzlNcqdOvWG61HgJB5DPPUsIicKYYml5hddmH3R2t2lZxdSG5ptRCWEuorUsjSDGFRwsEE7acGmF2S8+bkyXUKMchIIz09jbTUFFKFHCRGS3K1zIlYG2bGYGBiboHppRUWLOFdKqOjVX/5tOvy6TKJTszTns1YVpRFRkGJiCRJ3ElRG6+PU19afz2+RVyLM4yPTjE5PcvMgpElEYF2TxB/ZLzk50whmjnkSR+oZ2MXFBWQnx59+zrCO8v8SFBxyo3PscTiyCjToxOMjE0xa7JjCaobLGqcMyj/xeCPSCIpPYv84nwKSsooLC6lIC1CRIAI3/kphvtHGBubEZG0jM0bwBcVLVUMM3QPSUTosyksLKWyspTyaikjX0izfLaxgBBp7TOyPDXFjLwmpT8MaqRvWT0gSifxI0G7IRcdpWaNKH+ppKS0gJqypNti08NhRf5JTB0dEmI7xvC4mQU15zc5jUSJe7mldZSUFFFfqCflkwosQYm9i1NMT80wNik5a34Bkxq5FdHl1aWQmCDCWuwrt6yGotI8avM94mtGBs6PMDm+gj83X8ip2EleDjkZMSTfsgu5Dvc8S6MjzE5NMjE7JzZtY27Zi8sfQicsUe1frHbsDsh5Qvo8crNFgBaJfxQUkZor1y+xJ1OS4b1NTYSbfY6JwRFGxScnJM4t2QMEJR/FpeeRnlcstlJEVWU++QlqLoaCBDvrGHNjw7TfHGJswYkpMhWdeuZoaS3VFflsrUpddx0PAz/O0W5sM9PMZtTgyquhPBHy7jt8q6Bs1IHDsszwhRncwViyD9SSlpGo2dLDjdVLvLfOSTNIvB8fZWx8WvKnkxkR7qoPYkTUhHzS1pFx6LMlxkrb5hSWS4zNoa4ongydC9uU9NHoKCOjk0wuiA26QzjEDaLVMwaD0kueaGKTM0grr6CgvIwKEQlFmkCQYx6DwNWgpsjbF5gcGmBkSGLBhJWllQgi0zJIzg/3TWlxAXUF4ndr57xnHJLY4prHNi+xdDJs2zOzEmecYi6R4r9xMaQmSK6OTiBGn0FmSQWFleVU5MWR+UkncIdJ0sIQUzYfPa54IkRcZQSs2G0uifciPqXNdWrmkpqN5PPjcktcFkaYVFRNTnkVNUWpFD7KMqKgCD+J96PD08Lh5lgwmVi0ODELVQ3GSFwV384QX8uX+FhSnEN5QcIjjC5KIc55ZiR+jwxOMD5tlLK9+OKSxf9yScstIb9I+V8BhSlRq9O9JbKvjGOcHKXj5gDDBulnEZWRKQXkltRJjC6ksUb8T3x7ZXKEJeGfU4uLTBsk3xrMrHhUvFDxXeWPoJSWSCg2nTwR26VS/7TcYlIz8yjJiCdHrfm5C+JzfpPE9wlmJsQ2DHPMLJqZtzpFkIqvqFkzSelk5OSSLVwoTzhJoZRdlBmj8fIHQ3L50gjLalnH4AI9IsjJrSGvvpGtZRnU58Q+pF9v4tOGTYGrQZog/O+O3+8BJTbCv6z9e0wQ8aJigCrw1jk+CsIiKIz1vws2KvcjnWtdO8kJPjyFlKUVJv8L/3sI3KusdVirY7jwhyx3Davlr5WtlRWu3KOV8wlj/bXfqx02wq3+exzXtNpWq3/dvx7rz7fW7+shid42yNy7f8bVq4P8j/FdeIr28I9+cwdPbM3SdoyMFpGryr/7HKtli7jFaxdxK4J7SYjgxXfoPvMBZ9jFYOWv8svH6vgnRzPvc4c2fDFa+Xddy+o5bv1cgxy39pzD9Rd1q53XsK5s9Z3bC78D69snfLLby7ofVs+wWv6GIfux2sDDYPV6V+uyQY3uXSf5jnb82s8Nse47d7X7vbDWB/K/8L8wVhv+tjIeusyNsFb+3ee5dabwv08O69vurnaUetw6+brf1XHqwI0+W49wI0qZq8ffE7efZ/XfQ0AK1f6t/VzD+jLurFv4KOWXt46XA7RD1n4+Km5dp2D1ZI9SzlqMUI9R+khQ/RH+5T7tLGWH/2m/f9gm8oXwv3Xl3I3wo4LWl/G4sVaPtZ+ruNUnj3Lu9e1wR3lSwofXvoaN3vuEcJ82vj8e5frX48O2uDver7vuW+38KAg37F19tr6uG5Wr2mC1LmvfWbOvW/VZ307rf78L4ROFv7b+9/vhwzbZsOzVSqzV/FadHgpSmvq3Vq52/eFKPVIxm/hUYVPgfpqhuubRvHQTm/h0IOSCpZtMdlzjh1+/wI3JKOx7v0jNkSP8+uEs6h51xoCI5ZDHjG3wfQzt7/L1gTx+Yj3Mq8fr+WefLSb2cfmJioabLreJTfzi4mP6+MZpeTNwbGITm9jEpwmPa7LKJj4JbIrbTfycIuBawtj+Hj3v/4Tvnl/h5FwpVdtrePZYFrmPLG4VIomIzSClso6G/c3UVRZq0/fj/OoxVY8Rmy63iU38YuNj+vjGaXkzcGxiE5vYxKcJmwJ3E5vYxGOEWqM2i3exjetnrvHu6VFGonOJbGiipiSLbTFqS4iPAfWc2OhIkpP1pGanEZ8Uz6M+eXITm9jEJjaxiU1sYhO/uNgUuJvYxCYeH4J+cI7gNNzg6rV+TnVYMKXlkb6tmqL0/3979/PT9B3HcfzVVmhpSwEprQUKViLIfrklWzTLfhgPO2zRi4f9E0ZPxpMXk108mpHsuJPZ3E7TYbZsi5k/wki2RWTqVFbBVWqhpS1Q+rv7thSTcdEFLvt+n4/k2+b76bf9HvrtJ319v9+83x51G5tsadLJrKj8ZEU1I9YGIj3qCvgoAAEAAIBnCLgAtk+9xPKTqBbv39HMYkoPasZQyS5bbYdanc8tUfocOWXmk/r1alKZRFVDw50K9Xu4OxAAAADPEHABbJtataxKMqmV+FOlSmWV61NMNqliPKb4YlpZY5v1ZjD/QaMOXlq1YlSPHi3q1gOH1koejez2qi+wvgkAAABQZ9mA2ygH3vjjDKzjeNg6mzGlOFrrV2t3yG6rd7FckeYmlPrtW41/N6GvJ2K6v9zoXPqCclJqWtGrV/TNp1/px1sJzb3yjtr3v67Xulo0YMxgXMAFAADABsu3CapUKsrlco3n9Z5esIr6oV//zl0ul5zO9Zbm2KLyqvT4kqI3L+uTz37WxeuPZeRZOdr2KHjgI73x7ns6eni/DuwLqc9tl7fFplrjZ1fvOtfsc2c81IwIXKsWVEg/VnrunqZu3NbkzVmt7j0o/9GP9fZIUId7CLcAAAD4N0sG3I1gUzc7O6uxsTHNzMzI4/HIbueubauon9hwu906duyYjhw50hzFltSKUuGBlu7e0KXPv9TlS9f1U7SoZP21trA6whHtCYcVGehVf39QuwId2ulzyd3qkL1aVrWwqsJyUksLC0rEF5SpOFXwhNTeEVBfsFe7X9qnoVdHFOluVQ/VpQAAALCJpa/gVqtVXbhwQSdOnNDS0lJzFFZz5swZnT17trmGralPJ3mVMvf18MoXmvj+B128OadfoktaK5dUrBq/OzklR6e6w70K9gbUG+pSZ7tLLuO99uKqitkFpZ4uKB5PK+fdLefIIb116H19+MFBvRnxKeJa3xMAAACwmWUD7vT0tM6fP6/x8XHFYrHmKKzo1KlTOnfuXHMN26FWyWgtPqP4zF3dvjWt6T/+1L3onKKxhOaTy0ql15TLF1S1tal1V786/H4FO33qbvepw2ssO/3y+QPa1T+gcCSiwcF+hfsCCnhtamvuAwAAANjMsgH32rVrOn78uKamptTT06OWlhaKDFlMNpuVz+fT6dOndfLkyeYotteKCnN3FHt4V7/feWiE3L8VW1jUk9hTxf+aV7pgU35nnzz+oHr93QoF+xQKDWpg74iGXh7V3sFuDbU3PwoAAAB4DssG3EQiocnJycatyV6vVw6Hg4BrMaVSqXFiY3R0VMPDw81RbLtiRvnljFLpZWVXc8rl81rL5ZVbzqlYkSqtbjmcLrmdTrW1uY3FK6/Pp/auTvncdrmoJAUAAIAXZPkiU8AGjgsAAADg/42SwQAAAAAAU7B0FWUAAAAAgHlwBRcAAAAAYAoEXAAAAACAKRBwAQAAAACmQMAFAAAAAJgCARcAAAAAYAoEXAAAAACAKRBwAQAAAACmQMAFAAAAAJgCARcAAAAAYAoEXAAAAACAKRBwAQAAAACmQMAFAAAAAJgCARcAAAAAYAoEXAAAAACACUj/ALRbeIFfDPk1AAAAAElFTkSuQmCC"
}
] |
math-reasoning
|
{
"ground_truth": "24",
"style": "rule"
}
|
{
"answer": "24",
"index": 71,
"question": "The perimeter of the rectangle above is p and the area of the rectangle is 36. If l and w are integers, what is one possible value of p?",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Determine if this relation is a one-to-one function.\nChoices:\nA:This is a one-to-one function\nB:This is not a one-to-one function You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 72,
"question": "Determine if this relation is a one-to-one function.\nChoices:\nA:This is a one-to-one function\nB:This is not a one-to-one function",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: Consider the following diagram.Hence, find the length of AB correct to two decimal places. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "18.05",
"style": "rule"
}
|
{
"answer": "18.05",
"index": 73,
"question": "Consider the following diagram.Hence, find the length of AB correct to two decimal places.",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: As shown in the figure, given the angle of circumference angle A = 50.0, then the size of angle OBC is ()\nChoices:\nA:50°\nB:40°\nC:130°\nD:80° You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 74,
"question": "As shown in the figure, given the angle of circumference angle A = 50.0, then the size of angle OBC is ()\nChoices:\nA:50°\nB:40°\nC:130°\nD:80°",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: What is the slope of the line?\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAiYAAAH1CAYAAADCjDVaAABf/0lEQVR4nO3deXAbV54n+C+AJAHwEsFTJC3RtkqHZck6SIn3IVEuH2VZJVdNV1u1sz3bU9PR65mYmJ6ejt3+Y6diZmNitnt6pid6Yys6qid6pyd2XF011Xa7XGVZEk9RtOSiRFEXraNkmYdEkSAJEGdmAkjsHxTSoETxEpEPIL6fiIqCgQTfT8BD4ovMl++ZotFoFERERERJwCy6ACIiIqIYBhMiIiJKGgwmRERElDQYTIiIiChpMJgQERFR0mAwISIioqTBYEJERERJg8GEiIiIkgaDCRERESUNBhMiIiJKGgwmRERElDQYTIiIiChpMJgQERFR0mAwISIioqQhGdXQvZFRnO7pxY1bt+H1+Y1qloiIaF3IzcnGy9u34ZstTXhh8ybR5SSMKRqNRhPdSO/n/fgfH3+CP/z9H2BTeTnMZtO8xz1+BR2Dw7h4axy3x1yYcPkhq+FEl0VERCScLVNCqSMb255zoHp7Gdr2ViIv2/rEdpoWxeiDB/iPf/lf8A+OvommmgMCqk28hAeTeyOj+PMf/zX+7F//MTIzM+c9NukO4L+euoafn72J77Vsw6FdG+FwOFBWmANbpmEHcwAAiqLg4cOHqKiogCQZ23bMyMgICgsLkZ2dLaT9iYkJSJKEwsJCIe273W4EAgGUl5cLaV+WZUxMTOC5556DxWJZk78ZDoeRm5sLWZaxb98+DAwMLLr98PAwiouLkZWVtSbtpxqXywVZllFWViak/WAwiMnJSWzatAlms/FnujVNw+joKEpKSmC32w1vHwDGx8dhs9ngcDiEtD8zMwNVVbFx40Yh7QcCATidTmzevBkmk2npJ6wBWQ1jfNqHoZFp9N98gE9+/SW+27wD/+i13SjJf3JfoKoq/tW//ff4g9/73XV55CThn7zTPb34w9//wROh5MO+2/juv/kQ2bYMnPqT7+GfvP4ySjdk4oWyfMNDCVGiSJKEuro6AMDly5fhdrvFFrSEn538FB3nL4gugyit2DIlvFCWj2/VbMH/8T/V4+f/+2EU5Vnx3X/zIT7su/3E9pmZmfjD3/8BTvf0Cqg28RIeTG7cuo1Nj/0C/osPL+KD3lv4y3/xGv7psf1w5NgSXQaRMIcOHdJv9/Ym747k1r17mHK59P8nIjGimoYTh3bgL//Fa/ig9xb+4sOLT2yzqbwcN249GVrWg4QHE6/PP29MyV98eBF37rvwV//yDeysLEp080TCHT58WL999uxZgZUs7srNWwveJiIxdlYW4a/+5Ru4c9/1RDgxm03r9kISQ0+ifth3G/23xvEffu8QT9dQ2qipqYHVOjeQLVmDyeNHSXjUhCg52DIl/IffO4T+W+MLntZZjwwLJpPuAP785/3443frGEoorUiShCNHjgAAfv3rX8Pj8Qiu6EkLHSHhUROi5GDLlPDH79bhz3/ej0l3QHQ5CWdYMPmvp67he60v8fQNpaXm5mb9dnd3t7hCFvC0oyM8akKUPHZWFuF7rS/hv566JrqUhDMkmHj8Cn5+9iZOtO00ojmipBMfTDo7OwVW8qTFjozwqAlR8jjRthM/P3sTHr8iupSEMuScSsfgML7Xsg0WTYXHoy64jSzL0DRN2GHucHhuQjev17tmc1isRjAYRCQSEdJ2OBwW+h4oiiK0/VAoBGCuD6z1HBY7d+6E3W5HMBjEmTNnFv03BgIBvT8m2pdjY4seFbl17x6+sek5OPLyDKlHURREIpGk6ANGzWERLzatVCAQ0GsxWiQSgaIowt4DVVWF9gFVnfuO8ng8QvqApmkAAL/fr9cSYwHwvZZt6BgcxvGGbYbXZhRDgsnFW+P4Tu1meL3ep26jaRo0TVt0m0SK7RD8fr+QzhirIRgMQlHEpOFIJIJIJCLsPdA0DdFoVHgf8Pl8CekDBw8eRE9PD4aGhjA8PIyCgoIFtzOyD9z4zd0lt7l66zb279huQDXi+0DsSyEZgomICd6AudcgFAoJew9iP8zSvQ8Eg0HIsvzE44d2bcTfXRhhMHlWt8dccDj2oKIs/6nbeDweeL1eVFRUGFHSE2Izv27cuFHozK8FBQWc+VXwzK9lZWUJOWr26quvoqenBwDwm9/8BsePH39im+HhYRQWFhoy8+ute/cw6/Mtud3oxASOth1ecru1kCwzv5aXlwud+bWoqIgzvwqe+bWiokJIMIlEIhgbG0NRURFstifn+FLNbtweu2J4XUYy5JM34fKjrDDHiKaIklb8OJNkuGyY40eIUk9ZYQ4mXOtz/pIYQ4KJrIZ5iTClvaamJv226GDCK26IUpMtU1r3i9wyLRAZqK2tDR0dHRgcHITP50NOjpgjiR6fHwd2737i/vsTEwCAitJSo0siIgLAYEJkqMOHD6OjowOapqGnpwff+ta3hNRxYPeuBe8fHR9HcUHBUx8nIko0McO+idJUqqybQ0QkCoMJkYFqa2uR92hOkGSbaI2IKBkwmBAZrLGxEQBw6dIl+JZxuS4RUTrhGBMigzU3N+OTTz5BNBpFe3s7vv3tb4suyRC3v/oKXZ//GpFIBCaTCQ3792Pnli34sL0dzpkZ2KxWtFTtR9ajlZiJKD3xiAmRwVpaWvTbHR0dAisx1rbnn8c3G+phs1rRVleLV7ZvgyRZ8Mr2bdj+wvM48da3ULBhg+gyiUgwBhMig9XW1uqz+ybbSsOJVpCfj8yMDMjK3BogsqJg1utD84EDsPFICRGBwYRIiPr6egDA9evXMTMzI7ga4+RlZ8Nus2HaPTe52/U7d7C5vAwZgpaBIKLkw2BCJED89PS9vb0CKzGWyWRCXk423B4v7o6Mwm6zYWNRkeiyiCiJMJgQCRA/ziS2sF+6KHYUwOP34eGUEzu3bBFdDhElGQYTIgHq6upgfTSmIt3GmeRmZ8OakYmXt24VsnorESU3BhMiASRJ0o+aXLlyJc3mM4miZs8ryM/NFV0IESUhBhMiQWLT02ualjbT00+73XB5PHi+okJ0KUSUpBhMiAQ5cuSIfns9T0/fNzCAv/3kE4w9fIirt25j+wsv8BQOET0VgwmRIPv27UNOTg6A9T3Rmt1mg9vjRfev+/HyN7Yg99EcLkREC+HkAUSCmM1mNDU14eTJkxgcHITL5RJdUkLs37kT+3fuFF0GEaUIHjEhEihdp6cnInoaBhMigeKDSbpdNkxEtBCeyiESqLq6GjabDbIs4+zZs/ijP/qjFf8NfzCIj9o74PZ6AQD5ubk4dqQN2Xb7WpdLRJRwPGJCJJAkSWhoaAAAXLt2DX6/f0XPvzM8jP/+i49RWlSI9068i/dOvIvSokJcGBxMQLVERInHYEIkWPzpnM8++2zZz/MHg+i/eg3FBQVoq6sDMBdU7o6MwuNbWcAhIkoWDCZEgsUmWgOA8+fPL/t5t+7dgy8QwK5tW/X7tlZW4ve+91s4/uqRRZ5JRJS8OMaESLCamhpYrVYoioJf//rXy37e8P0HkCQJXr8fP/7pzxCORGCzWvH24UMocjgSWDERUeLwiAmRYJIk4dChQwCAoaGhZa2b4w8GEZRlSBYL7k9M4PtvH8V7J97F3pd24IPTZ3BneDjRZRMRJQSDCVESiE1Pr2kazp07t+znyYqCHS++qF+Bs/2FF5CTlYXrt+8kpE4iokRjMCFKAvEDYFcSTHKyslBeUqL/d7bdDrvNBpfHg6l1OpMsEa1vho0xURRl0cfD4TCi0eiS2yVKKBQCAKiqikgkIqQGYO51EPUaaJqGSCQirP1IJJI0fcBsNjazv/zyy8jJyYHP58O5c+eWfA1UVUU0GtVvS3H1apqGUDiMyelp5GZlragOLRplH8DcaypiocHYexoKhQzvg/E1iO4DmqYJ7wOKogjpA5qm6XWk62KXhgWThw8frul2ieJ0OoW273a7hbYPAMFgUGj7ovvA5OSkkHarqqrQ09OD/v5+3Lt3D/YlJkjLybLDOePC2P37yItbGE8NqbCYTIio6opfy5CqIhAICH8PRLc/MTEhtH3R6yaFQqEVz6mz1tK9D8zMzAhtXyTDgklFRcWij/t8Pvh8PmzcuNGgiuZTVRVOpxMbN26ExWIRUsODBw+Qn5+PrBX+yl0rU1NTsFgscAi6osPj8SAYDKK0tFRI+4qiYGpqSlgfeO2119DT0wMA+M1vfoPXX3990e2dXi8mpmeQYbPpn69AMAgtChTk5yMUBaZXOJ9JWNNgtVmX/LwmyuzsLBRFQUnc6SkjybKM6elplJWVCTlioWkaxsfHUVhYCJvNZnj7wFwwt1qt2LBhg5D23W43QqEQiouLhbQfDAYxMzOD8vJyIUcsIpEIHj58iKKiIlitVsPbTwaGBRNJWrwps9kMk8m05HaJEjt9Y7FYhNUgun2TyQSz2SysfdF9IBwOA5jrqyKCSWtrq367p6cHb7311qLbV+/ahdHxhxi4MYRNZWXIttvRf/06/IEADr6yG1srK1dcw1f37yMzIzNt+0DsfZckSVgwidXB/YD4PiAimMTaFP1dJFJ6/quJktCBAwf0+UyWu9Lw8VeP4MMz7fibD/8eAGCzWvHON1/lPCZElLIYTIiShCRJqKqqwmeffYbLly9jZmYGBQUFSz6Ps7wS0XrCy4WJkkhsQT8AOHv2rMBKiIjEYDAhSiL19fX6bQYTIkpHDCZESWTv3r3IyckBwGBCROmJwYQoiZhMJjQ3NwMALl26BK/XK7giIiJjMZgQJZmmpib99kqmpyciWg8YTIiSDAfAElE6YzAhSjJVVVXIfjTFPIMJEaUbBhOiJBQbZ/LZZ59xnAkRpRUGE6IkFAsmAI+aEFF6YTAhSkLxwWS509MTEa0HDCZESai+vh52ux0A0NXVJbgaIiLjcK0coiRVX1+Pjo4ODA4Owufz6ROvPauZ2Vmc7b/41MdysrPWpB0iotXgEROiJBV/Oqezs9OwdkUs9U5EFMMjJkRJ6vEBsG+//faa/N2CDRvw7SNtCz72wekzsGVa16QdIqLV4BEToiRVW1ur3+7u7hZXCBGRgRhMiJKUzWbDoUOHAACXL1+Gz+cTXBERUeIxmBAlscOHDwMANE3jujlElBYYTIiS2JEjR/TbnGiNiNIBgwlREqutrdUvE+ZEa0SUDhhMiJJcY2MjAKC/v3/eOBN/MIj3P/4lBoaG5t334Zl2TLlchtdJRLQWeLkwUZJrbm7Gp59+img0io6ODhw7dmze4xcGr+DC4BUAgGSx4FBtDYocDhGlEhE9MwYToiTX0tKi3+7s7JwXTAryN+DYkTZkP5q+nogo1fFUDlGSO3jwIGw2GwDOZ0JE6x+PmBAlOUmSUFdXh66uLly9evWJdXPujY3hs4HLCEciyM/N5REUIkppPGJClALip6ePX204KCsY+s1dfP/to3jvxLuw22w4fa5PRIlERGuCwYQoBbS2tuq3e3p6AADZdjuaqqvwrdYW/QjJrm1bMTM7izvDwyLKJCJ6ZgwmRCmgsbERVuvc4nqxYAIARQ7HvNM2jrw8mEwmjDx4YHiNRERrwbAxJiMjI4s+Ho1Gl7VdosTafyBwhx6NRjE1NYXp6Wlh7QOA3+8X2r7oPnD//n0h7cc4nU6YTKYn7q+urkZfXx8GBgbwxRdfIDs7+4ltZFWFxWzG2MMJ3LpzB7bMzBW1rSgKvD6v8PdAdPtjY2NC2o+ZnJxcsA8YIRqNQlVVeL1eYe0D4vvA6OiokPZjJiYmhPUB0QwLJoWFhYs+HgwGIcsyHILmXwiFQpidnUV+fj4sFouQGqanp5GTk6P/Mjba7OwsLBbLvIGVRvL7/VBVVXgfcDgcMJvFHEycmppCbm7ugn3gm9/8Jvr6+qBpGm7fvj1vuvqYgCzDYrFA0zR8Nf4QiqqsqH2/LCMvN3fJz2ui+P1+hEIh5OfnC2lfVVV4PB5hfUDTNMzMzCAvLw+ZKwyVa8XtdiMjI2PB4GsEn8+HcDgsrA8oigKv14uCggIhwSDWBzZs2ICMjAzD208GhgWTpTp5JBKBoijCPgyKomB2dhZZWVmQJDEXK01PT8NqtQrdIUiSJKz9UCiEcDgsrH1ZlvU+ICqcTk1NwWazISsr64nHXn/9dfzwhz8EgLmAkpUN58wMDtXWYGtl5dxGZjPMJhPMFgsaD1Sv+OqcD06fQV5OjrD3QFVVRCIRYe2bzWZ4PB5kZ2cLDSY2mw12QVdWeTweocFEURREo1Fh7ZtMJni9XmRnZwsJJpFIRO8DsWkC0g3HmBCliOrqan1H1dHRgbycbGzZvOnrUALg1r17cHu92LHlRV4yTEQpifOYEKUIs9mM5uZmnD59GpcvX8b+HTswcPMmfvT+T/RtJIsFrzbUzwsrRESphMGEKIW0tLTg9OnTiEaj6OrqwjvvvIO2ujrRZRERrRmeyiFKIfHr5nB6eiJajxhMiFJITU2NPs7k7NmzgqshIlp7DCZEKUSSJNTW1gIArl27Bp/PJ7giIqK1xWBClGJi09NrmjZv3RwiovWAwYQoxRw+fFi/HT89PRHResBgQpRi6urq9JlhOc6EiNYbBhOiFCNJEg4dOgQA6O/vRyAQEFwREdHaYTAhSkFtbW36bV42TETrCYMJUQpqbm7Wb3d0dAishIhobTGYEKWgx9fNISJaLzglPVEKil8358qVK5iamkJRUdGyn39/YnLB+9VQaK1KJCJaFQYTohQVWzcHmLs655133lnW867duo3eS5ee+niGxN0CEYnDPRBRioofZ7KSYLJ7+zbs3r5twcc+OH0GxQUFa1IfEdFqcIwJUYqqra3lujlEtO4wmBClKEmSUFdXBwC4fPkyvF6v4IqIiJ4dgwlRCuP09ES03jCYEKWw+GDC0zlEtB4wmBClsPr6euTk5ABgMCGi9YHBhCjFtba2AgA+//xzfHr2LDrOnxdbEBHRM2AwIUpxscuGq+vrcW/svuBqiIieDYMJUYprbm7GBocDLa9+E5qmiS6HiOiZMJgQpbiamhq89Z3v4trlASiKIrocIqJnwmBClOLuDA+jrKwMX1y9ikgkAkVRRZdERLRqDCZEKcwfDOLuyAgKsuz6fRMTEwIrIiJ6NgwmRCns0o0b2LJ5MxobGvT7JicZTIgodXERP6IUdWd4GACwtbISWysr9ftjR0z6r11f8d/0BQIozM9fk/qIiFbDsGCy1OHlcDiMSCQi7DB07GqGqakpmEwmITVEo1HMzs7C5/MJaV9VVYRCIWHvQbL0AafTKawPAIDb7V5y3RtZUXDj9h3s275Nf7327dsHAJhxuXDr9m1YzWaEIuEVt+8P+IX2AU3TkqIPiOR2u+HxeIS0HQ6HEQgEoKpixiqFQiFEo1FhfSASiQAAJicnhbQfjUYBAC6XC2Zzep7UMCyYSNLiTUWjUWiatuR2iRLrjJIkCf1Sslgswl6DUCgEs9ksrH1N09gHsLw+MOOcwsTMNH51rk+/77Xv/gMAwMGGRnRcvIRXtm3FSy+8sKK2747dR4aUkRTvgcj2LRaLkD4Q+1KyWCywWCyGtw/M/UAxmUxC3wOR+wFgbl8oqv1oNApFUYT2AdEMe+ULCwsXfdzj8cDr9S65XaIoioJgMIj8/HxhHdLv9yMnJwfZ2dlC2p+YmIAkScLeA7fbjUAgIKx9WZYRDAbhcDiE7RB8Ph9yc3ORlZW16HaFhYXYt+vlefd19/ai/4ubuDF4GaW5uXjvxLsrbl+SJNhsNmHvgcvlgizLwtoPBoMIBoMoKCgQ8mtV0zT4/X7k5ubCbrcv/YQEUFUVNpsNDodDSPszMzNQVVVYHwgEApBlGQUFBULCaSQSgd/vR15eHmw2m+HtJ4P0PE5EtA7t2rVL35G2t7cLroaIaHU4+JUoxfmDQXzU3gG314us7GwcbGzCwcYm9F26hIaqKtHlERGtCI+YEKW4bLsdJ46+hfdOvAvv6Aj+6fdP4J9+/wQmHl21Q0SUShhMiNaR2IJ+ANDV1SWwEiKi1WEwIVpHDhw4oA+YYzAholTEYEK0jkiShMbGRgDAjRs3MDMzI7giIqKVYTAhWmfiT+ecPXtWYCVERCvHYEK0zrS2tuq3u7u7hdVBRLQaDCZE60xdXR2sVisAHjEhotTDYEK0zkiShJaWFgDAlStXhK29RES0GgwmROvQkSNHAMxNcc6jJkSUShhMiNahtrY2/TbHmRBRKuGU9ETr0N69e5GTkwOfz4eenp4nHr8/sfCS7moolOjSiIgWxWBCtA6ZzWY0NTXh5MmTuHjxImRZ1ide6792Hf3Xrj31uRkCl5snIuIeiGidam5uxsmTJ6FpGnp7e/Hqq68CAA7s3oXykpIFn9N78SJKBC03T0QEMJgQrVvx85m0t7frwQQAKkoXDiaZGRmJLouIaFEc/Eq0TlVXV+unbzo7OwVXQ0S0PAwmROuUJEloaGgAAFy6dInzmRBRSmAwIVrHYqdzotEo2tvbxRZDRLQMDCZE69jhw4f125xojYhSAYMJ0Tp28OBB5OTkAGAwIaLUwKtyiFLch2faMe50AgDyc3Nx7Egbsu12AF+vm/OrX/0Kly5dgtfrRW5urshyiYgWxSMmRCnKHwzi/Y9/icqKcrx34l38zvFvAwB++slJTLlc+nbxp3N6e3uNLpOIaEUYTIhS1K1792C32bB/504AQLbdjh1bXoSsKLhy86a+XWylYQALTk9PRJRMGEyIUpRrdhbjTic+PPP11Ta52dmQLBZ4fH79vn379nGcCRGlDI4xIUpRbXV1aKurm3ff9dt3IEkSmqqr9PvMZjMaGxvx6aef4sKFC/D5fHpQISJKNgwmRCmu4/x53Lr3FQCgdu8eHH/1yBPbtLa24tNPPwUwd9TkzTffNLJEIqJl46kcohTXVlenD369efdL/PXffTBv8Cswt6BfDKenJ6JkxmBCtE5k2+048MpuhMNh9F68NO+xAwcOcN0cIkoJhp3Kcbvdiz6uqio0TVtyu0SJRCIAAI/HA7NZXF4LBAIIhUJC2g6Hw0LfA1mWhbYfDocBzPUBk8kkpAZgrg+oqrqq5+ZYbbDbbJh2u3HmXB9MiOqP7dy1CwMXL+Ly5cv48JNPkJuX98TzZ71eZGZIwt4DRVEQiUSSog+I5Pf7oSiKkLYjkQgURRH2HqiqinA4LLwPzM7OCmk/Gp37zPp8PsiyLKQG0QwLJoFAYNHHNU1DNBpdcrtEiXWGYDAo7EspGo1CURRhwSQSiUDTNGHvQSQSEdoHNE0DMNdXRQYTWZaXDMeyouLclUEEZQX7dmzHcyUl+v3RqIZIJIIcuw0VxcX6cw63tmLg4kUAwPSDB6jateuJv+t0uyGZLWnfB/x+v5A+ENsPLacPJIqmaQiFQvprYTT2AfF9QDTDgkl5efmij3s8Hni93iW3SxRFUfDw4UOUlpZCksSMCR4ZGYHD4UB2draQ9icmJiBJEgoLC4W073a7EQgEhPUBWZYxMTGBjRs3wmKxCKlheHgYBQUFyMrKWnQ7fzAI6boEk0mFw+HQX7MplwvhiIaMjAxsffFFFDkc+nOOHj2KP/uzPwMAfPHFF/jBD37wxN+9ePMWsrOzhb0HLpcLsiyjrKxMSPvBYBCTk5MoKysT8qWgaRpGR0dRWFgI+6PZe402Pj4Om80GR1zfMdLMzAxUVcXGjRuFtB8IBOB0OlFeXi4kmEQiEYyNjaGoqEg//ZpueFUOUQrKtttRWlQIu8+GrZWV+v29Fy9BVhTU7t0zL5QAc+vmxHA+EyJKVgwmRCmqra4OA0ND+NH7P9HvkywWvNpQPy+sxNhsNjQ3N+Ps2bO4ePEi180hoqTEYEKUwvbv3KlPSb8cbW1t+tGS3t5ezmdCREknPUfWEKWp+AX9eDqHiJIRgwlRGmlsbNQHV3NBPyJKRgwmRGmmqakJAPD555/D5/MJroaIaD4GE6I0E5uePhqNoqurS3A1RETzMZgQpRmum0NEyYzBhCjNNDQ06JN3MZgQUbJhMCFKQ/X19QCAq1evcpwJESUVBhOiNMTTOUSUrBhMiNJQfDDhfCZElEwYTIjSUE1Njb5AWHd3t9hiiIjicEp6ojQzMzuLs/0XsXXHS7g2eBkDAwP4249/CZvdjpnZWWQJWtWWiAjgEROitJNlt6OitBSNTY0A5uYzmRgbQ0VpKTIzMmCxWARXSETpjMGEKM3YMjNxYPcu/M8nTuj3jQ9/hQO7dyEnKwu2zEyB1RFRumMwIUpTBw8eRE5ODgCgvb1dcDVERHMYTIjSlNlsRkNDAwBgYGCA85kQUVJgMCFKY/Hr5vCoCRElAwYTojTW2tqq3+aCfkSUDBhMiNLYwYMH9flMenp6BFdDRMRgQpTWJEnS1825du0a5GBQcEVElO44wRpRCptyufCLzi7IigIAyM/NxbEjbchewSRpLS0t6OzshKZpuH71KjZVVCSqXCKiJfGICVGKmnK5cPpcH94+fAjvnXgXv/XG65BVFT/95CSmXK5l/52Wlhb99o0rVxJRKhHRsjGYEKWoobt3ceCV3ShyOAAARQ4HmqqrEA6H0Xvx0rL/TkNDA6xWKwDgxrWrCamViGi5GEyIUpA/GMTY+EN0Xfgcd4aH9fvLS0qQk5WFoCzDv8zxIpIk6ZcNf3nnDoKBQEJqJiJaDgYTohSUbbfDbrNBkiQ48vKe+e+1tbUBmJvP5OqVwWf+e0REq8XBr0Qp6virR564LyjLkFUVjry8FQ2APXz4sH774q9/vSb1ERGtBo+YEK0jV27eBAA0VVet6HlVVVX6fCYD/f1rXhcR0XIZdsREluVFHw+Hw4hGo0tulyihUAgAoCgKwuGwkBpidYh6DTRNQyQSEda+6D6gqiqAuT5gNovL7KvtA9NuN8YeTqD2lVeQY7fjyhdfrOj5+6qqcL6vD7+5fRsPHz5Efn7+imt4VuFwGJqmJUUfMJlMhrcfjUb1OkS0D8ztB8LhsLD3IBKJCO0Dse8CWZaFvAeapgH4ui+mI8OCycTExJpulyhTU1NC25+dncXs7KzQGoKCJ9kS3QecTqfQ9t1u94qfI6sq+oe+wLZNm5CdmYGJiQnkZ2Wt6G80NTTgfF8fotEoPvroI7z++usrrmOtiO4Dk5OTQttfTR9YS+FwGAHBg6DTvQ+4VnDJ/3pjWDB57rnnFn3c6/XC7/dj48aNBlU0n6qqmJycxMaNGyFJYobe3L9/Hw6HA1kr/EJZK06nc24w5aPLT43m8XgQDAZRWloqpH1FUeB0OlFWVgaLxSKkhrGxMRQWFsK+gvEhgWAQn5ztxYFXduMbmzevuu2jR4/iT//0TwEAN27cwA9+8INV/63Vmp2dhSzLwvqALMuYmppCeXm5kKNmmqbhwYMHKCoq0k+tGW1iYgI2mw0bNmwQ0r7b7YaqqigpKRHSfjAYxPT0NCoqKoQcMYlEIhgfH0dxcbF+GX+6MewbeKkdfWwnIOoLIb59UTXE6hDVvslkgslkEto+wD6w0j7Q3d+P/S/vxNbKSv2+sxcvourll1c0ALa2thYZmZkIqSp6e3uFvAai+2B8HxARTGKfgXTfDyRLHxB1Oi1Wh8j9kEgc/EqUwj48046K0tJ5oSQ2f8lKQgkwN5/Jjp07AQCDg4Pwer1rVygR0TLxcmGiFPXhmXaMO50YdzpxYXD+VPLbX3h+VX/z5VdewbXBQQBAd3c3jh49+oxVEhGtDIMJUYpaaB6TZ7V77z787X/7bwCAnp4eBhMiMhxP5RCRbuuOHcjIzAQAnD17VnA1RJSOGEyISGexWFBVXQ0A6O/v5zgTIjIcgwkRzbPvUTAB5saZEBEZicGEiObZs2+/fruzs1NgJUSUjhhMiGie7S+9pE/uxWBCREZjMCGieSwWC5qbmwEAV69eFT5FPxGlFwYTInpCS0uLfru3t1dgJUSUbhhMiOgJsSMmAC8bJiJjMZgQ0RMaGxv1cSYMJkRkJM78SpSG+q9dX/B+XyCAwvx8AEBdXR26urpw+fJlzM7OClttlojSC4MJUZq5OzKC/mvXnvq4LxAAALS1taGrqwvA3FETTk9PREZgMCFKM1s2b8Z7JzYv+NgHp88gLycHAHD48GH9fgYTIjIKx5gQ0YLq6uqQ8yik9PT0CK6GiNIFgwkRPVXssuGLFy/C5/MJroaI0gGDCRE9Veyy4Wg0ivb2dsHVEFE6YDAhoqeKn8+E09MTkREYTIjoqWpra2G32wEwmBCRMRhMiGhRTU1NAIAbN25gZmZGcDVEtN4xmBCtAwNDQ3j/41/CHwyu+d+OP53Dq3OIKNE4jwlRippyufCLzi7IigIAyM/NTUg78Qv6nT17FsePH09IO0REAIMJUcoqcjjwu995BwDQcf48JqamE9JOY2Mj7HY7gsEgj5gQUcLxVA4RLamxsREAcOXKFc5nQkQJxWBCREuKTU+vaRqPmhBRQjGYENGS2tra9NsMJkSUSAwmRLSkqqoqfd0czgBLRInEwa9E69T9ickVP0cNhRa832w2o7m5GZ988gkGBwfhcrngcDietUQioicYFkyGh4fXdLtEuX//vtD2p6amMDU1JbQG0YMbRfeBsbExoe07nc4VP8fn9yMUDmNsbAy2zMxVtx3VNHi93gXfg927d+OTTz5BNBrFz372M7z++uurbmcpovvA6Oio0PYnJ1ceKteSqqrweDxCaxDdB0ZGRoS2PzExIbR9kQwLJsXFxYs+HggEIMsyCgoKDKpovlAoBLfbjYKCAlgsFiE1TE1NIScnBzabTUj7brcbFosFuQmaD2Mpfr8fiqII6wOqqmJ2dhaFhYUwm8Wc5XQ6ncjLy4PVal3R82wjo7AEgigsLETWo/4z455dcfsmkwl2u33Bz+sbb7yBP/mTPwEAXL58Gf/wH/7DFf/9pfh8PoRCIWFHY0T3AU3TMD09jQ0bNiDzGQLms3C5XMjIyNBP3RnN5/MhHA4jPz9fSPuKosDj8aCoqAgmk8nw9pOhD4hmWDDJyspa9PFwOAxFUZbcLlGUR5NU2e12SJK4M1xWq1XYa+D1eiFJkrD2VVVFKBQS1r7ZbMbs7CzsdruwcAqsrg9IkgXmR6Ei69HaNqt5HTOvZz61DzQ1NcFms0GWZfT19SXkfVIUBZFIRFgfiH0RZWVlCQ0mVqtVX6PIaLOzs8jIyBD2HsiyDE3ThLUfk5WVJSSYRCIRAIDNZhP2I1U0Dn4lWidkVUVQlhP2981ms75uzvXr17luDhElBAe/EqWox6ekB4CfnfwUAFC7dw/279y55m02NzfjzJkzAIDe3l4cO3ZszdsgovTGYEKUouKnpDdKa2urfru7u5vBhIjWHE/lENGy1dbW6gNzOdEaESUCgwkRLZskSTh06BAArptDRInBYEJEKxKbnp7r5hBRIjCYENGKxBb0A3g6h4jWHoMJEa3I3r179cm3zp49K7gaIlpvGEyIaEXi5zO5dOkS5ATOnUJE6YeXCxPRirW2tuLkyZMIh8Po6enBa6+9JrokoqQx6/PhFx2dUFQV4UgEWys3o27fPnzU3gGXxwPJYsGh2hpsrawUXWpS4hETIlqx5uZm/XZHR4fASoiSz4acHHz/6Ft4vqICG3JyULd3L2yZmSjI34CG/fvxv3znHYaSRTCYENGKVVdX6+t4MJgQPclsNqOxaj8sFjN6L13CZ5cvo3rXLuzZsR0ZAtdjSwUMJkS0YpIkoaGhAQAwMDAAj8cjuCKi5GOzWrH3pZcw9nACJYWFKBS0YnKqYWwjSjN3R0Zw6lzfUx9f7q+5lpYW/WhJZ2cnvv3tb69FeUTrxr2xMciKgl1bt2JgaAhlxcXIzc4WXVbSYzAhSjNbNm/GsbaFl1PvvXgR+Xl5y/o7LS0t+u2enh4GE6JH3F4vPr9yFRtyc1C7Zw8UVcXwg/u4MHgFbXW1MJt5smIxDCZEaaiitGTB+zMzMpb9N+rr6yFJEsLhMOczIXqk9+IlXLt9GwCw/YXnAQC/vnoNUy43plxujD18iLfbDvO0ziIYTIhoVSRJQn19Pc6ePauPM8lb5tEWovWqqboKTdVVS95HT8fjSUS0avHT0/f29gqshIjWCwYTIlq12ErDAKenJ6K1wWBCRKtWX18Pq9UKgMGEiNYGgwkRrZokSfpRkwsXLsDn8wmuiIhSHYMJET2T1tZW/XZPT4+4QohoXWAwIaJnwnVziGgtMZgQ0TOpq6vT183p6uoSXA1R6vmk5yxGx8dFl5E0ki6Y3Lp3Dz87+anoMohoBRobGwEAg4ODmJmZEVwNUer5uKsbH3d1YfThQ9GlCJc0weTLsTF0XxpAx/kLmHK5RJdDRCsQfzqHV+cQrc7o+EN80nMWv74xhPsTE6LLEUZ4MIkdIfls8ApmOaKfKCUxmBCtHafbjVN9n80dQUnDUzzCpqS/de8erty8xaMjROtATU2NfpvBhGhtjI4/xOj4Q2wq24i9O3ZgU1mZ6JIMYXgwYSAhWn9sNhsOHTqErq4uXLp0CV6vF7m5uaLLIloXHg8o651hwWQ1gaT/2nXDDmNp0ShCqgrz0BAyLKt7WdRQCFpUgy3TuqrnK4qCiKYhy25f1fOBueW281fxhRCNRqEoCiRJgiSt7t+/2rZjArIMi9kM6/Ubq3q+rCqwmC3IWGX9aiiEqKYh89YtmGBa8fOj0Sj8wSBysrJW1T4w1wcyMjJWvSy6LxCAzWqFZLGs6vnTs7Pw+P1wrmIAa+mmzfrtP/mL/xv7DxxY8d8Ih8MIRyKwWVf3GQKerR9qmoZQKATL0Berfg2ftR8qioKoCavejzxrP1RDKkKhMLJX8fy1+Az4gwFkShnIWMFK1/Ge9TMgqwpMUeDSrdurev5qaNHosraLBZT1zrBgUpifj8L8/BUfKSkuKEhQRfNFIhEEAgHIodCq25ycnoYvEMCmjas73Ob1ejHldq+6fX8wiIdTU8gqKUH2CsONPxgEEEVedo5+6adRbceMjj9AXlbWqleo/XJ0FNaszFW/flOuGVilDOTk5MBkWnkw8QeDmJiexgvPPbeq9v3BIGwZGTCZzcjJzl7V33g4NYVsu33Vr4HH74fdal3V85tbWvC3/+1vAABf/eYOXnvttRX/DZ/fB0VRUSjgMwDMBaNgMIjgM+wHnqUfRqNR+Hw+zPr9z7QfeJZ+6PX5MOvzIstuX9V+5FnaBgD1oYrc7Gzk5uSs6vnP+hm4//Ah8nKykZubA6ziB8pqTExPL3vb1eybUo1hwaTI4UBbXS327NiOKzdv4da9e0s+58DuXQZUNkdRFDx8+BDTPj/2v7xzVX+j/9p13J+YWPXy1sPDw7hy586qn39/YhJfjo5i97ZtqCgtWfFzH048xPMVFSgsLDS07Zj2c0G8WFGBF194YVXPn3a7UVFauup+c+WLL5CflYXnnnsOllX82oq9Bs/y/oXlICwZmXiufHXh9trt29hcXr7q18A5M4PigoJV/RuaqqvwB+/9r1AUBXdv3lzV3xi9fx/u2Vns3rm6z+Cz9sNgMIjJyUk4vT5U73p5VTU8Sz/UNA2jo6P48sH4M+8HVvv8kdFR/GZ0FNu3fGNV+5FnaRsAei5cwAsVFdi8adOqnv+sn4HuC5/jhbKN2Lx5s2Eh4JOepcdlmUwm7NmxA3t3bMf/e+5nBlQljuFjTFYTUIgoNVQdOIDPzp3D559/Dp/Ph5xV/uolojnxgeRZTvOnEmGXC8cCym+98Tq2r/IXMhEll31V1QDmTkl0dnYKroYodZlMJux96SX8zrePoX7f3rQJJUASzGMSCyjfam7CptJS0eUQ0TPYX12t3+b09EQrZzKZ8GJFOX77jdfTLpDECJvH5HGOvDzs37EdR9sOiy6FiFZp9549sFqtUBSFR0yIlunNlq8nKIxEIhgbG4N9FRchrBfCj5gQ0fqy/dHA1atXr8LH2ZyJaIWS5ojJenBg9y7s3rZVWPsVpSU41ta26qtiUrXtmDeam2DNzBTWfkVpCd559Yiw9gHgd45/e9WXa6+FA7t34dhbb+Hq5csAgM7OTrz99tuGtc9+KLYf8jNAa4FHTNbYs0wMtRZE7pBFtg1A6JdBzMbiYqHtJ8MOua2tTb/d09NjePvsh2L7IT8D9KwYTIhoTbW0tMD+6MtBRDAhotTGYEJEa66+vh4AcPnyZY4zIaIVYTAhojUXO52jaRrOnTsnuBoiSiUMJkS05uLHmXR3d4srhIhSDoNJktmQI26p+MxVroa6VmzW9L1uf72prq7Wp6Nvb29f0XNXuyrsepIMA2hFWe2qymslM3N1qxrT2mEwecwr27cJa9tkMqHawIUL41WUlhi2kvPT7Nr6DaFXNYleGiF2NUlB/gahdawFs9mMxsZGAMDAwABcy1xVPCcrCxtyxYXzmP07XxLa/j6B7WdIEva99JKwq5s2l5chM0NcONi7Y4ewtmkO5zEhXTosp01AUFZw/c6dBR/zBQKrXm7+cS0tLfj0008RjUbR3d2N48ePL+t57IfpzZqZCVVVRZdBAjGYEKWZoCLj/sTEgo+poRDC4fCatNPc/PU0211dXcsOJkSU3hhMFvDhmXaMO50A5iZMe/vwIRQ5HAlv977Tic5LA3irtUVv787wMG5++SWOHjqU8PYXMjA0hOH7D3DcwNkc7wwPo+vC5whHIgCA2r17sP/RNOdGmHK58Kues5AVBQCQn5uLY0faDJ+46c7wMM5fHsSbLc1r2v8KNmzAt4+0LfjYB6fPICcra03aOXjwIGw2G2RZXtZ8JneGh9F3aQA1u3ehbE0qWL6BoSFcGLyi//e255/Hkfo6Q2uI3+/k5eTg+KtHhE0W5vJ4cPJcH77Z2GDIvs8fDOKj9g7s2PIint+4Ub/v9Lk+NFVXGVJDzCe9vZicngH6PjN0/09fYzCJ4/H70fH3H8GxYQPeO/EugLkdVu/FS4Z9MSuqip+d/FT/79iXoghTLhcGv7gJR16eYW3eHhnBA+cUvv/2UWTb7foXhmt2Fm11if+i8Pj9OHf1mr4zmnK58IvOLvz0k5OG7KBkVcUH7R3wPJr7Q/RMws9CkiTU1dWhq6tLXzcn57HTRLEvJLfXCwCwChhbEAvf7514F8FgEOcHLuPmV1/B6/cb8rmP/1I+1nYYd+7eRf8XNw3rcwu5NPQFZAGnUy4MXsEFzAVEyWLBodoaw/79sc96Xk42vtVQj82bN+PyF18Yuv+nOQwmca5/+SWsViu+2dgA4OsvZltmJvzBoCG/XrZu3ozDdbUJb2c5zg8OIhqNGtZeUFZwf9KJg3te0V/r7S+8gJt3v8Twg3FMuVwJ30mNTEygetfLejtFDgeaqqvQdeFzQ3ZQtsxMvHOkDVlZWRgYGsLgFzcT2l6itbS0oKurC8Dc6ZyjR4/OezzbbseJo28BmAsIl28MGVqfPxjE5PS0/pkHgC3PVUAzmXD7q68wMDSU8KN1t+7dg91mw/6dO6FpGmyZmdhauRmXbgzhys2bhgTyeLeHR+ALBg1tE5gb9H3sSBuUYBCqqmLjoyMnRum9eAm2zEy0HjgAv9crZP9Pc3hVziN3R0fh8fmx/YXn9Q5Y5HDgd7/zDk4cfSvtOuXA0BCKHQWwG/iLXVYVBBUFXRc+x53hYQBzX1x2mw3hcBgujyeh7QdkGVPuWfT8ul9vHwDKS0qQk5WFoCzDL2CHncoOHz6s307G6ekfTE5i5ME4PmrvmPfebi4rg2SxwDU7m/AaXLOzGHc68eGZry+rzsnKgmSxwOPzJ7z9eFMuF1xeL0oLxV6hZ7Q7w8Nwzsxgx5YXkWWbm7Ygnff/ovGIySNjD78eDPjXf/cBZEXRDyVuraw0tJaO8+dx695XAIDtLzxv+C+mKZcLk9MzaKquwpejo4a168jLw5sN9SgvL9fvi+0wtmzelPD3IctmQ2aGhEgkYujpq/Wsrq4OVqsViqIkZTBx5OVBkiTYbTZk2+0ICgiebXV1+mdc0zQAwBdf3oMkSWiqrjK0lovXb2D785W49+CBoe3G3BsbQ9/AZUQiEUPHdo3E/Xt/8slJKKoK6cLnQvb/xGCi8/r9sJjNGHkwrp/XjQ3C9Pr9hg2+fOB0oqy4CO+deFc/52nE4eR4F6/fQPWulw1r73Gxf7esKMjPzdXHmxihfvduPPfcc7DETfIVlGXIqgpHXh5/Oa2QJEloaWnB6dOnMTAwsOA4E5Fiv4of5w34EY5E4Nhg3Jwy8T9Iql7eiZo93zSsbWDuKGlJYQHyBb0/QVnB0G/u4q3mJlhMJpy/dh2nz/UZMr7D4/NDkiQM33+A1xrqEVFVKNGo4ft/msNTOXHUcBiby8v08QVbKytRXFCAm3e/NOQQfkVxMWp279J/PRU5HKgsLzOsfQD44t49lBQWCB2FHvuyeO/Eu9ix5UX8zYd/j47z54XVc+Xm3DgPo3+9rsTA0BDe//iXSXmqKX7dnLNnzwquZmmyquLWl/dQVlxs6BdSW10dfv+3v4e2A9W4MzyCv/67DzC1zInpnlXsKKmoL+Bsux1N1VX4VmuLfvp417atmJmdnXdaNZFkRUFlRTkKHoVRo/f/9LW0OmISfzleTPylqJmShOdK5w+4ysvJhnNmBg8mJ5/5kN7jl8ECT16KWl4yf7ZFx4YNuDsyuibtA4u/Bm6vFzOzHjRWVz9zO0/z+GWZAFBWXPzUX0X7d+7E8P0HuDsyis3l5c/8Gjx+FQjw9ej/TaWlT2w/5XLh/sTkml6yuFQ/XK74I0vAXF9KRofiLnXv6OjAm2++KbCapd2fnHtv4gfEGsmWmYl9L+1A38Blw64IEX2UFID++VIehQBHXh5MJhNGHjww5HSKzWrF5rL5F6qv5f6fli+tgslqP+DhSARe/7MPQttaWbnizp2bnQ0Aa/bhXOw1uPnVV3h5yzeeuY3F7N+5c8VfwJUV5Rh3OtfkNYi/CuRxsizP+29/MIjOC5+jbt/eNd0prdUXTfxpiI7z5zExNb0mf3etVVVV6fOZdHR0iC5nUV+OjeHB1JSQeWvibSwqQk5WFlweT8KvRoudwkm2uTrsNhtsmZmYmJoWelXMWu3/afnSKpgsZlPZRky5XHB7PdhYXDTvMcli0QPCejXlcsHpcuP0+fM4/dhpE7fXix+9/5OED8QduvslBm/deuoRFCOvUPAHg/hVdw/27XyJv5SekdlsRktLC06dOoUrV65gamoKRUVFSz/RYHeGh3Ht9h0c2PmSYV+CsSN4vkAAh2prsGXTpnmPx65GS2RoGL7/AONO5xNHMgHgZyc/FTbBoJEqK8rhnJmBy+NBVnHxvMfSYf+fbBhMHonNdukLBObd7/H5kZOV9cQplrU25XLh9IXPYbPZhMz4WORw4GhzEyRJQmFhIYCvd5r2RzWJErtkMy/HuJ1D54ULT4SSsxcvourll9f1DjpRYsEEmLts+Dvf+Y7giuabcrlw/fYdvFpfB9+jy9KnXC78ZngEtXv3GF5PUFYgqyokSUr4FWKPf7bHx8dx+fZtPJyaNmyCtw/PtMM5M4NDtTUoFHBKMhY8vH4/EBdMjNr/03wc/PrIlk2bsLGoEFdv3tIHnA0MDWHc6cSOLS8m/MvIbrPBZrVi7/bt89q6fvsOJEnCnjRY8bKsuAh2qxW7tm3V77szPIy7I6PIz81F7d69htTxUUcnKkpL54WS2OA3o0OJEfO3GCF+3ZzFLhsOaxp8/sBTH0+EKZdLn/o8NocFMDcte0722kzP/zTZdjtKiwpRXFAwr79duHoVsqJg70s7ku4USyLk5WQ/MSXArXv34PZ6Ddn/bq2sxJbNmzD4xU3MPPohdHnoC8P2/zQfj5jE2bt1K26P3denhJcsFrzaUG/Iofxsux0HX96JXw99gbOXLun35+fm4ntvvmH4ByN+gKZRp3IceXlo2b8fF65ew5m+z/T7Fxscu9Y+u3YNLo8XD6emnji0vf2F5xPe/uNT0gPAmb7PcKbvMyFz2qyVmpoafZxJ/JU5Cw1G7h8aQv/QkCH/3vgBxPFLQQBfD4pOtLa6OgwMDeFH7/9Ev89i4L4n3uOD0406ldNWV4eO8+fnvQZG7n/ja/hFV7eQ9ulrDCaPOVRzEK821Atp25aZieNth5GdBOczRZ26sVkznzo41QgLzWNipPgp6R//0r517yvcHRlNyUmf4tfNuXLlCtxuN/Lz858YjOxyuSDLMsoeuzoiUR6fxyQYDGJychKbNm2C2WzcAeXYoHBN0zA6OoqSkhLYBfxK379zJ8ocDthsNjgMPlITm2huZmZGyJT0sRrq9uyB0+nE5s2bYTKZDK+BDAwmriWux1dVFZqmLbldokQeXcLr8XiEdcZoNAq/3w9VwOJZwNxpA5HvgaIoiEQiwvvA7Oys0B2S3++H8ugS4Deecsnq46+RoqqIaBpmZ2ehPrq66KFzasVtB2UZsiwn5D2ora3V1805efIkXn/99Se2Ed0HwuEwAMDtdgvpA7G1qXw+3xNXiRklEolAUZS03Q/E9wER4vuAiJmIk4FhwWSpD1kkEkE0GhX2YYxNBS3LstAvpVAopH9BGi0SiUDTNKE7RPaBuZAe2zkul/botVNkGaZodG6unKg2b86c5YhGowiFQgl5D2prv16c8uzZs2htbX1iG9F9UHQfiH0praYPrBVN0xAOhw1dwDNerO1k6AMixF53RVEMPWqXTAwLJksdmvV4PPB6vYYdwn2coih4+PAhSkpKIEliznCNjIzMHd4WdCpnYmJi3lU5RnO73QgEAsL6gCzLmJiYQGlpqbBTOcPDw3A4HMjKWtmgS/tXX0HyB1BSWvpMYwHujN1Hbm5uQt6DN998Ezk5OfD5fLh06dKCbRh9KudxsVM5GzduFPKlEDuVU1BQIORUDjB3VY6IUzkxIk/lAEAgEIDT6cTGjRuFhNNIJIKxsTEUFhbCFjcYO52kZxwjWodkVUVQ0K+85YitmwMA/f398MYNeCUiiuHgV6IU9fiU9AD0K0tWM8W9EVpbW/GrX/0KANDd3Y2jR48KroiIkg2DCVGKetrKuMksfj6Tjo4OBhMiegJP5RCRYQ4ePKiPnejs7BRcDRElIwYTIjJUU1MTAODatWuYnk7OhQeJSBwGEyIyVGwALLD49PRElJ4YTIjIUPHjTOKnpyciAhhMiMhgjY2N+vwMPGJCRI9jMCEiwzU2NgIABgcHMftoNVciIoDBhIgEOHTokH67t7dXYCVElGwYTIjIcG1tbfptjjMhongMJkRkuJqaGuTm5gKAvuIwERHAYEJEgsQuG7506RJ8Pp/gaogoWTCYEKWh+xOTC/5PDYUMqyF22XA0GsWZM2cMa5eIkhvXyiFKM/3XrqP/2rWnPp4hGbNbiJ9oraurC8ePHzekXSJKbgwmRGnmwO5dKC8pWfCx3osXUVJYaEgdBw8eRE5ODnw+H9fNISIdgwlRGqooXTiYZGZkGFpHfX09Tp8+jRs3bmBmZgYmk8nQ9oko+XCMCREJEz89PWeBJSKAwYSIBIofZ8L5TIgIYDAhIoEaGxuRlZUFAOju7hZbDBElBQYTIhKqoaEBAHD16lX4/X7B1RCRaBz8SpTCplwu/KKzC7KiAADyc3Nx7Egbsu12wZUtX1tbG86cOQNN09DX1zdv3AkRpR8eMSFKUVMuF06f68Pbhw/hvRPv4rfeeB2yquKnn5zElMslurxlO3LkiH67r69PYCVElAwYTIhS1NDduzjwym4UORwAgCKHA03VVQiHw+i9eElwdcu3b98+5OTkAADOnTsnuBoiEo3BhCgF+YNBjI0/RNeFz3FneFi/v7ykBDlZWQjKMvzBoMAKl89sNuunb65cuQLl0WkpIkpPDCZEKSjbbofdZoMkSXDk5Yku55nFgommabhw4YLgaohIJA5+JUpRx1898sR9QVmGrKpw5OWl1ADY1tZW/fa5c+fw27/92+KKISKheMSEaB25cvMmAKCpukpwJStTVVUFm80GgONMiNIdj5gQJSl/MIiP2jvg9nr1+ySLBYdqa7C1svKJ7adcLtyfmERTdZU+IDZVSJKExsZGtLe34+rVq/D5fPqAWCJKL4YFk+ASA/FCoRCi0eiS2yVKKBQCAMiyDIvFIqQGAFBVFWazmANZmqYhHA4Lew/C4bDQPqCqKoC5PiDqPYjVYTKZYAZw/Ejbgts8/hoFZBntn51H1cs78VxJyapfQ5F9oL6+Hu3t7YhGo/jkk09w9OhRw2uI7wMiFhSMRqPz6hAhGfYDmqYJ3w8Eg0EhfUDTNACAoih6f0g3hgWTycnJNd0uUaanp4W27/F44PF4hNYgy7LQ9kX3gampKaHtz87Ormh7WVXRP/QFtlRUICcz85lev1AohGAwKOQ92L17t3771KlTqKmpMbyGGKfTKaxtAHC73ULbD4fDCAQCQmsQvR9I9z4gkmHBZNOmTYs+7vV64fP5UFZWZlBF86mqiomJCZSVlUGSxJzhGhsbQ0FBgb52iNGcTicsFgsKCgqEtD87O4tgMIiNGzcKaV9RFExOTqK8vFzYUbPR0VEUFRXBvoKBq7/q7sHBV17BNyo36/eduzSAitIS2KzWFbVvMpuRk5Oz5Oc1EcrKymC1WqEoCi5fviykBlmW4XQ6UVFRIeSomaZpuH//PoqLi/UxN0abmJiA1WpFfn6+kPZdLhdCoRBKSkqEtB8MBjE1NYXnnntOyBGTSCSCBw8eoKSkBNYVfn7XC8O+gZf6kMc6gKhD6PHtizyMbzKZ0rZ99oGv61hu+x+eaUdlRTm2vfC8fp8/GARMwJbNm5/+xKfIzMgQ1gcyMzNRXV2Nvr4+XLlyBYFAwPBxJqnYB9Zb+8m0HxB5Ok90HxCJg1+JUtSHZ9ox7nRi3OnEhcEr8x7bHhdUUklDQwP6+vqgaRp6enrwrW99S3RJRGQwBhOiFLXQPCaprqmpCX/6p38KAOju7mYwIUpD6XmciIiSUk1NDTIzMwEAZ8+eFVwNEYnAYEJESUOSJP1qnIsXLwq/QoyIjMdgQkRJJX7dnO7ubrHFEJHhGEyIKKnU1tbqtzs6OgRWQkQiMJgQUVLZs2ePPodHZ2en4GqIyGgMJkSUVGLr5gDAwMAAXC6X4IqIyEgMJkSUdFpbW/XbPT094gohIsMxmBBR0okNgAV42TBRumEwIaKkU1dXp69ZxWBClF4YTIgo6UiShPr6egDApUuXhK+4TUTGYTAhoqTU1tam3+7t7RVYCREZiWvlEKWZmdlZnO2/+NTHsux2gyta2OHDh/HDH/4QwNzpHK6bQ5QeGEyI0kyW3Y6K0tIFH/P4fLBYLAZXtLDa2lpYrVYoisJxJkRphMGEKM3YMjNxYPeuBR8bHR+H7dEieqJJkoTDhw/j5MmTuHDhArxeL3Jzc0WXRUQJxjEmRJS0Wlpa9Nucz4QoPTCYEFHSip/PhNPTE6UHBhMiSlp1dXXIysoCwAX9iNIFgwkRJbWGhgYAwNWrVzEzMyO4GiJKNA5+JUpxH55px7jTCQDIz83FsSNtyE6SS37XQnNzM86cOQNgbj6TY8eOCa6IiBKJR0yIUpQ/GMT7H/8SlRXleO/Eu/id498GAPz0k5OYWkcr8nLdHKL0wmBClKJu3bsHu82G/Tt3AgCy7Xbs2PIiZEXBlZs3BVe3dg4ePKjf5pU5ROsfgwlRinLNzmLc6cSHZ9r1+3KzsyFZLPD4/AIrW1s2mw2HDh0CAFy+fBk+n09wRUSUSAwmRCmqra4O7514F8dfPaLfd/32HUiShKbqKoGVrb3Dhw8DADRN4+kconWOwYQoxXWcP48fvf8T/Oj9n6Cyohy/+513UORwiC5rTcWCCcBxJkTrHa/KIUpxbXV1aKurgz8YxEftHRj84ibePnxoXYWT+vp65Obmwuv1cqI1onWOwYQoScWChtvr1e+TLBYcqq3B1srKJ7bPtttx4JXd6LrwOXovXpp3imc9aGhowKeffoqLFy/C5/MhJydHdElElACGBRNN0xZ9PBqNLmu7RIm1H41GhdWQ7u2zD3xdh6ZpsFut+O1vvbngNk+rb2NREXKysuDyzGJyenpVR02StQ80NTXh008/RTQaRXt7O95+++2EtS/qNRDdfnwdydgHjG7fZDIJa190HxDJsGAyOjq6ptslyoMHD4S2Pz09jenpaaE1+P1ir+gQ3Qfu378vtP2pqaklt5FVFReu34CsKHjlG99AeXGRfn8oHEYoFMbde18huMIrWBRFgc/nE/4eLNT+jh079NsfffQR9u3bl7D2x8bGEva3l8P5aMI8UVRVhTfuSJ0Iovug6D4wOTkptH2RDAsmJSUliz4eCAQQDAZRWFhoUEXzhUIhuFwuFBYWwmKxCKnB6XQiNzcXNptNSPtutxtmsxl5eXlC2vf7/VAUBQUFBULaV1UVbrcbRUVFMJvFjAufnJzEhg0bYLVaF90uIMtz/dRkQt6GPP3zNe2eRTgSgSRJ8KsKvnwwvqL2ZVXFBrN5yc9rovh8PqiqumAfeOONN5CVlYVAIICLFy8mpEZFUTA7OyusD2iahqmpqWX1gUSZmZlBZmamsFNlXq8X4XAYDkFjpGJ9oLi4WMgRk1gfyM/PR2ZmpuHtJwPDgol9iSmyQ6EQZFlecrtEie2EbDYbJEnc0JvMzExhr4HH44EkScLaVxQFqqoKaz+2E7LZbMLCKbC8PmC321FWXASPz4+Xt27V7+8/1wdFVVG7d48+8dpKfHD6DHKzs4W9B7IsIxwOP7X9uro6dHR04Pr164hEIgn78rTb7cKCCQBYrVah+0KR+4FgMDh3KlNQ+7FTKXa7XUgwiUQiAOb6gKgfqaJx8CtRimqrq8PA0BB+9P5P9PskiwWvNtQvODh2PWhubtZXGe7s7EzIOBMiEovBhCiF7d+5c1VHRlJV/Lo5PT09DCZE6xAnWCOilNHY2KiPveju7hZbDBElBIMJEaUMSZLQ1NQEABgcHOS6OUTrEIMJEaWU+HVzent7BVdDRGuNwYSIUsqRI1/PaMvp6YnWHwYTIkopVVVV+mXCsSt0iGj9YDAhopRiNpvR0NAAYG6cicvlElwREa0lBhMiSjktLS0A5ibD4ukcovWFwYSIUk5ra6t+++zZs+IKIaI1x2BCRCnnwIED+nTdPT09gqshorXEYEJEKUeSJNTX1wMArl27xvlMiNYRBhMiSkmxcSaapqGrq0twNUS0VrhWDlEa6r92fcH7fYEACvPzjS1mlQ4fPowf/vCHAOampz969KjgiohoLTCYEKWZuyMj6L927amP+wIBA6tZvdraWlitViiKwgGwROsIgwlRmtmyeTPeO7F5wcc+OH0GeY8mL0t2kiShtbUVp06dwsDAAGRZ1gfEElHq4hgTIkpZsenpNU3jLLBE6wSDCRGlrNgAWIDT0xOtFwwmRJSyqqqq9NM3nAGWaH1gMCGilGU2m/WjJleuXMH09LTgiojoWTGYEFFKi5+evru7W1gdRLQ2GEyI1pGO8+fRcf686DIM1dzcrN/mZcNEqY/BhGiduDM8jLsjo6LLMNzBgwf1cSYMJkSpj8GEaB3wB4O4fvuO6DKEiF83Z3BwEC6XS3BFRPQsGEyI1oFLN26gsqIckpSecyYePnxYv93b2yuwEiJ6VgwmRCnuzvAwAGBzWZngSsSJDyY8nUOU2hhMiFKYPxjE3ZERVL38suhShDpw4AByHk2lz2BClNoYTIhS2KUbN7Bl82Zk2+2iSxEqtm4OAPT398Pj8YgtiIhWLT1PSBOlAH8wiI/aO+D2evX7JIsFh2prsLWyUj+Fs7WyUlSJSaW5uRm//OUvAQBdXV04duyY4IqIaDUMCybj4+OLPh6JRKBp2pLbJUo0GgUATE5OwmQyCavB7XYL+7UXDoehqipUVRXSvug+oGkaAGBiYkJYHwAAl8uF2dlZAMCh6qoFt7n31Ve4cecO9mzdqr9ebp8PmqYhGAxifHwcoXB4xW0rqgp/wC/sPXiWPrBz50799scff4yDBw+u+G/E9wGRZmZmYDaLOaAdCoUQiUQgy7KQ9sPhMKLRqPD9wMOHD4W0H/sump6eFtYHRDMsmCy1HHnsC1HUsuWRSAShUAhWq1VYZ1BVFRkZGcjIyBDSfiAQgNlsFvYeKIqCUCgktA+Ew2HYbDZhwURVVWRmZi55dc2Ey4WJGRdOfvbkZGojDycw8nACxY58FG7YsKL2ZUWBGrIJew9iX4arab++vh5ZWVkIBALo6+tb1d8Ih8MIh8OwWq1C+kA0Gl12H0iUSCQCi8UitA9EIhFh7cf6gKj2o9Go/l1ksViE1CCaYT3f4XAs+rjH40E4HF5yu0RRFAV+vx8bNmwQtkPwer3Izs5Gdna2kPZVVYUkScLeA7fbDU3ThLUvy7LeB0TtEDweD7Kzs5GVlbXodg6HA3vjjhAAwJTLhV90dqGyvAxtdXW4PzG54vYnXW44NuQLew9cLhdkWV51+01NTTh16hRu3ryJcDiM4uLiFT0/GAwiEAggPz9fyA8UTdPg9XqRk5MDu6BxQ7Isw2azCesDMzMzUFVVWPuBQEDvAyLCaSQS0fuAqHAkGseYEK1TFaUlK35OpqCjdWulubkZp06dAjA3n8k777wjuCIiWikGE6IU9/gg2Vv3vsKte1+hdu8e7H/sqMp69/i6OQwmRKmHwYQoxWXb7Thx9C3RZSSFxsZG2Gw2yLKMnp4e0eUQ0Sqk55BfIlq3GhsbAcytm+Pz+QRXQ0QrxWBCROtK/PT0XV1dAishotVgMCGidYXr5hClNgYTIlpXampqkJeXBwDo7u4WWwwRrRiDCRGtO01NTQCAgYEBjjMhSjEMJkS07sQuG9Y0DX19fYKrIaKVYDAhonWnpaVFv81xJkSphcGEiNadmpoafWmH9vZ2wdUQ0UowmBDRutTQ0AAA6O/v5zgTohTCYEKUhu5PTC74PzUUEl3amomNM4lGo+js7BRcDREtF6ekJ0ozd0dGcOrc0weE2qxWA6tJnPh1c7q6uvD2228LrIaIlovBhCjNbNm8Ge+d2LzgYx+cPoPC/HxjC0qQuro6WK1WKIrC+UyIUghP5RDRuiRJElpbWwEAV69e5TgTohTBYEJE61ZsenpN07jaMFGKYDAhonXryJEj+m2eziFKDQwmRLRu7d27Fzk5OQA40RpRqmAwIaJ1y2w261fnXLx4EbIsC66IiJbCYEJE61psenpN09Db2yu4GiJaCoMJUYryB4N4/+NfYmBoaN59H55px5TLJbCy5BK7Mgfg9PREqYDzmBCluAuDV3Bh8AoAQLJYcKi2BkUOh+Cqkkd1dTVsNhtkWeYMsEQpgMGEKIUV5G/AsSNtyLbbRZeStMxmM5qamnDmzBlcunQJPp9PHxBLRMmHp3KIaN2LXzeno6NDcDVEtBgeMSFKcffGxvDZwGWEIxHk5+byCMoC4seZdHV14dixY+KKIaJF8YgJUQoLygqGfnMX33/7KN478S7sNhtOL7JAX7qqra2FzWYDwPlMiJIdgwlRisq229FUXYVvtbboR0h2bduKmdlZ3BkeFlxdcpEkCTU1NQCAK1eucN0coiTGUzlEScofDOKj9g64vV79vthVN1srKwHgiatvHHl5MJlMGHnwAFm2lZ/OUUOhZys6ibW2tqKnpweapqG7uxtvvfWW6JKIaAGGBZOZmZlFH1dVFZqmLbldokQiEQDA7OwsTCaTkBqi0Sj8fj8URRHSfigUQiQSEfYeKIoitP1YH3C73cL6AAD4fD59htLXG+oX3OZpr5GiKMiQJIw9nAA0DZLFsqK2ZUWGa9a9LvtAdXW1fvv06dOor3/ytQ2HwwAAl8slpA9Eo1EAgNfrRTAYNLx9YO5zIMvyuuwDyxHfB0SI7wOBQEBIDaIZFkxUVV308Ugkgmg0uuR2iaJpGoC5OkV+KYVCIb0Wo0WjUWiaJuw9YB+YEw6HV90HQqqKaDQKk8mETRs3wpaZuaLnP5iahjUjU2gfSFQf3Lt3LzIz5/5tfX19C7Yhug/EvpSepQ88q/jXQIRk2g+IEOsDsR+K6ciwYLJx48ZFH/d4PPB6vUtulyiKouDhw4coLi6GJIk5wzUyMoL8/HxkZ2cLaX9iYgKSJKGwsFBI+263G4FAQFgfkGUZExMTKCkpgWWFRxrWyvDwMPLz85GVlbXkth+eaYdzZmbeqR1/MKgfJakoL1/x1TkXv7iJrKwsYe+By+WCLMsJa//QoUM4deoUBgYGkJeX98TrHAwGMTk5idLSUpjNxg/B0zQNo6OjcDgcsAu6smp8fBw2mw0OQZP0zczMQFVVYX0wEAjA6XSitLRUSDiNRCIYGxtDQUGBPmA73XDwK1GKysvJxpbNm/RQAgC37t2D2+vFji0v8pLhBRw+fFi/3dPTI7ASInoaDn4lSlFtdXXoOH8eP3r/J/p9ksWCVxvq54UV+lpsojUA6OjowBtvvCGwGiJaCIMJUQprq6tDW12d6DJSRvy6OZwBlig58VQOEaUNSZLQ0NAAABgcHMT09LTgiojocQwmRJRW4qen5yywRMmHwYSI0kr8OBMGE6Lkw2BCRGmlvr5enxKAwYQo+TCYEFFaiR9nMjAwAG/clP9EJB6DCRGlnfj5THjUhCi5MJgQUdphMCFKXgwmRJR2Ghsb9em+GUyIkguDCRGlpUOHDgEALly4AI/HI7gaIophMCGitNTS0qLf5ro5RMmDU9ITpZm7IyM4da7vqY9nZGQYWI04j6+bc/ToUYHVEFEMgwlRmtmyeTMO7F741MUXd+8iLyfb4IrEqKurg91uRzAYRGdnp+hyiOgRBhOiNHRg964F7x8dH4fZlD5neBsaGtDe3o5r165hZmYGdrtddElEaS999kBERI/h9PREyYfBhIjSFoMJUfJhMCGitFVTU6PfZjAhSg4MJkSUtmw2mz4L7OXLl+Hz+QRXREQMJkSU1mLBRNM0fPbZZ4KrISIGEyJKa0eOHNFvnzt3TmAlRATwcmGilOcPBvFRewfcXi8AID83F8eOtCGbl74uS01NDXJzc+H1etHV1YV/9s/+meiSiNIaj5gQpbA7w8P477/4GKVFhXjvxLt478S7KC0qxIXBQdGlpZTGxkYAwMDAAPx+v+BqiNIbgwlRivIHg+i/eg3FBQVoq6sDMBdU7o6MwuPjl+tKxC4bjkaj6Ot7+nT9RJR4PJVDlKJu3bsHXyCAA6/s1u/bWlmJrZWVAqtKTfEL+n322Wf4x//4Hwushii9MZgQpajh+w8gSRK8fj9+/NOfIRyJwGa14u3Dh1DkcIguL6UcOHAANpsNsizjwoULosshSms8lUOUgvzBIIKyDMliwf2JCXz/7aN478S72PvSDnxw+gzuDA+LLjGlSJKEhoYGAMDNmzc5nwmRQAwmRClMVhTsePFF/Qqc7S+8gJysLFy/fUdwZaknfnr6rq4ugZUQpTfDTuUEAoFFH1dVFdFodMntEiUUCgEAgsEgLBaLkBoAQFEUmEwmIW1HIhEAS79XiRIKhaBpmrD2VVUFMNcHzGZxmV1RFABAQJbx6bk+eOJ+vVssFjTs24uNRUXQolFk2e1w5Obqr5kJQGZmBmZmZ9Hx2XlYVvjv8Ph8yLLZ0rIP1NbW6rc7Ojrw6quvGl6DpmkA5vpANBo1vP1YDaFQSFgfCIfDQvcD+ucvEBCyL471AVmW9dvpxrBg4nQ613S7RJmZmRHavtfrhffRfBQihEIhyLIsrH1AfB+Ynp4W2r7H49FvN+15ZcFtpqen9SA5PT0Nf2am/lgoFEI4HEZWZibKi4tW1Pa40wktEhH+Hohof8uWLcjMzISqquju7hb6GszOzgprG5gLB8FgUGgNovvg1NSU0PZF9wGRDAsmmzdvXvTx2BdyeXm5QRXNpygKJiYmUF5eDkkSMyZ4dHQUhYWFyMrKEtL+5OQkJElCQUGBkPZnZ2cRCARQVlYmpH1ZljE5OYmKigphR81GRkZQXFwM+zImRxt1TmFkfBwFhYXzBrteun0bGYqKb7z4wooHwV66dRu5uTlLfl4Txe12Q5ZlbNy4UUj7jY2N6OzsxI0bN1BQUICcnBxD29c0DWNjY8vuA4nw8OFD2Gw25OfnC2nf5XJBVVWUlpYKaT8YDMLpdGLTpk1CjphEIhHcv38fJSUlsNlshrefDAz7Bl7uGyzqNEasXZPJJKyGx2th+2LaTZU+UJC/AV+OjsLt9aL4UZj0B4OQZQWOvDz9vlW0nhL//kQ4fPgwOjs7oWka+vr68Prrrxvafqr1wfXevogakqkPiMLBr0Qpav/OnSguKED/1WvwPzrsfmFwEL5AALu2bRVcXWo6dOiQfrujo0NgJUTpi/OYEKWw468ewYdn2vE3H/49AMBmteKdb77KeUxWac+ePcjOzobf72cwIRKEwYQoxR1/9cjSG9GymM1mVFdXo6enB5cvX4bL5YKDIY/IUDyVQ0QUp6amRr/d2dkpsBKi9MRgQkQUJz6YdHd3iyuEKE0xmBARxdmzZ49+mebZs2cFV0OUfhhMiIjiSJKkzwJ79epVrptDZDAGEyKix7S2tuq3Oc6EyFgMJkREj4mfz6Snp0dgJUTph8GEiOgxtbW1sFqtADjOhMhoDCZERI+RJAmHDx8GAFy8eFHowppE6YbBhIhoAW1tbfptXjZMZBwGEyKiBTQ3N+u3OQCWyDgMJkREC6iqqtLnM+G6OUTGYTAhIlqA2WzWj5pcu3YNTqdTcEVE6YHBhIjoKeLnM+Flw0TGYDAhInqK+HEmvGyYyBgMJkRET1FTU8N1c4gMxmBCRPQUkiShvr4eAHDlyhXMzMwIroho/WMwISJaRGyiNQA4d+6cwEqI0gODCRHRIuKDCU/nECUegwkR0SLq6uqQk5MDgMGEyAgMJkRES4itNtzf34/Z2VnB1RCtbwwmRERLiL9smOvmECWWIcHElilBVsNGNEVEtObigwmnpyeRZDUMW6YkuoyEMiSYlDqyMT7tM6IpInoG+1/eiU1lG0WXkXQOHjyI7OxsAEBXV5fgaiidjU/7UOrIFl1GQhkSTLY958DQyLQRTRHRM3i+ogLPV1SILiMpNTY2AgCuX7/O+UxImKGRaWx7ziG6jIQy5HhQ9fYyXBi6j2/VbDGiOSJaho+7ujA6/nBZ27534t0EV5P8mpubcerUKQBz40zeeecdwRVROrowdB/V28tEl5FQhgSTtr2V+Pfvn8cffKcaG7KtC24TjUYBAJFIxIiSnqBpmv7/omoQ3X40GkU0GhXaPpAcfUAko/rA7m3blhVMTCaTYe+J6D4Y3wdi/TEmdsQEmFvQ79ixY2vefqzNdN8PJEMfiEQiMJlMwtpfqA/M+hWcungPf/RbNYbXZSRDgklethXfbd6B/qFh7CjLWnTbsbExI0p6qvHxcaHtz8zMCD1MrCgK/H6/sPYB8X3gwYMHQtufnjbmtKcJQHF+Ppxu96LbvVBeZvh7IroP3L9//4n7KisrYbPZIMsyzpw5k9Aap6amEva3lyMUCsHr9QqtIRn7gJGcTucT990cD+C7zTuQ95Qf+OuFYUN7/9Fru/Hdf/MhfvwvXsXzpXlPPB4IBBAIBFBUVGRUSfOEQiHMzMygqKgIFotFSA2Tk5PIy8vTFw0zmsvlgsViQV7ek++PEXw+HxRFQWFhoZD2VVWFy+VCcXExzGYxV9JPTEwgPz8fVqsxO579AE71ffbUx00mE2r27IHdoD7p9XqhqqqwPqAoCtxu91P7QENDAzo6OnDr1i1kZ2frE6+tFU3T4HQ6De0Dj5uenkZmZiZyc3OFtO/1ehEKhVBQUCCk/VgfKCkpEXbExOl0wuFwIDMzU7//qwkP/t1Pz+HnPzxueE1GMyyYlORn4Q++ewD/7ief46/+5RtPXO6kqipMJpOwL+VYB7RarZAkcZdiZWRkCHsNzGYzLBaLsPZlWYaqqsLaj7FarcLCKWBsH9hSWYlNX3751FM6e3bsgCM/35BaACAYDCIcDgvrA7FTKTabbcFgcuTIEXR0dEDTNFy4cAFvvfXWmrYfO4yfmZkpdD8gSZKw9gOBACKRiLD2Y++BzWYTEkxip2/i+4CshvHvfvI5/uC7B1CSv/hZh/XA0J+Fxxu24cD2MvzRj7s4rwlRkti7Y8eC95tMJuzdsd3gapLbkSNH9Nucnp6MIKth/NGPu3BgexmON2wTXY4hDD9e/c+PV2NrhQP/5D+dxNCw2POoRARsKitbcO6SPTt2IMtuF1BR8qqurtZPdXZ2dgquhta7oeEp/JP/dBJbKxz458erRZdjmIQHk9ycbGja/NHt//x4Nd5p2o7f/8+n8P98NACXT050GUS0iMePmvBoydM1NTUBAAYGBuDzceJIWnsmsxnvd93E7//nU3inafuCoUTTosjNWZ8TrSU8mLy8fRtGF7jK4XjDNvz8h8fhl0N47X/7Kf7q0xuYmFVxb9zN0zxEBnv8qAmPljxdLJhEo1Gum0NrQlbDuDfuxq8+v4v/8//7DN/9vzox5VHw8x8ef+rpm9EHD/Dy9vV5ascUffxi/TV2b2QUf/7jv8af/es/njfCOJ7Hr6BjcBgXb43j9pgLEy4/wwkREaUFW6aEUkc2tj3nQPX2MrTtrVz0kmBVVfGv/u2/xx/83u/ihc2bDKzUGAkPJgDQ+3k//sfHn+APf/8H2FReDrPZ+JHOREREqUzTohh98AD/8S//C/7B0TfRVHNAdEkJYUgwAeaOnJzu6cWNW7fh9YmdwIuIiCjV5OZk4+Xt2/DNlqZ1eaQkxrBgQkRERLQUMdNbEhERES2AwYSIiIiSBoMJERERJQ0GEyIiIkoaDCZERESUNBhMiIiIKGkwmBAREVHSYDAhIiKipMFgQkREREmDwYSIiIiSBoMJERERJQ0GEyIiIkoaDCZERESUNP5/W0F0z4ohqeUAAAAASUVORK5CYII="
}
] |
math-reasoning
|
{
"ground_truth": "slope =-4",
"style": "rule"
}
|
{
"answer": "slope =-4",
"index": 75,
"question": "What is the slope of the line?\n",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: The logarithm function $f(x)=\\ln x$ and logarithm function $g(x)$ is a transformation of $f(x)$.\n\nHence state the equation of $g(x)$.\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "$g(x)=\\ln x+4$",
"style": "rule"
}
|
{
"answer": "$g(x)=\\ln x+4$",
"index": 76,
"question": "The logarithm function $f(x)=\\ln x$ and logarithm function $g(x)$ is a transformation of $f(x)$.\n\nHence state the equation of $g(x)$.\n",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: The function $f(x)=5 x-x^2$ gives the number of mosquitos in the forest (in millions), and the function $g(x)=3 x-0.5 x^2$ gives the number of bats (in millions). In both equations $x$ represents rainfall (in centimeters). When there is $0 \\mathrm{~cm}$ of rainfall, the number of mosquitos is the same as the number of bats. What is another rainfall amount where the number of mosquitos is the same as the number of bats?\nRound your answer to the nearest half centimeter.\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "4",
"style": "rule"
}
|
{
"answer": "4",
"index": 77,
"question": "The function $f(x)=5 x-x^2$ gives the number of mosquitos in the forest (in millions), and the function $g(x)=3 x-0.5 x^2$ gives the number of bats (in millions). In both equations $x$ represents rainfall (in centimeters). When there is $0 \\mathrm{~cm}$ of rainfall, the number of mosquitos is the same as the number of bats. What is another rainfall amount where the number of mosquitos is the same as the number of bats?\nRound your answer to the nearest half centimeter.\n",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: The solid is 3 cm thick. Calculate the volume of the solid, correct to one decimal places. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "Volume $=89.1 \\mathrm{~cm}^{3}$",
"style": "rule"
}
|
{
"answer": "Volume $=89.1 \\mathrm{~cm}^{3}$",
"index": 78,
"question": "The solid is 3 cm thick. Calculate the volume of the solid, correct to one decimal places.",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Two pairs of lines are parallel to each other. In the figure, m \\angle 1 = 123. Find the measure of \\angle 14.\nChoices:\nA:47\nB:57\nC:67\nD:123 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 79,
"question": "Two pairs of lines are parallel to each other. In the figure, m \\angle 1 = 123. Find the measure of \\angle 14.\nChoices:\nA:47\nB:57\nC:67\nD:123",
"split": "test",
"task": "Text Lite"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: f(x)=-5(x+4)^2+8. Which function has a greater maximum, f(x) or g(x)?\nChoices:\nA:$f$ has a greater maximum than $g$.\nB:$g$ has a greater maximum than $f$.\nC:$f$ and $g$ share the same maximum. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 80,
"question": "f(x)=-5(x+4)^2+8. Which function has a greater maximum, f(x) or g(x)?\nChoices:\nA:$f$ has a greater maximum than $g$.\nB:$g$ has a greater maximum than $f$.\nC:$f$ and $g$ share the same maximum.",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: As shown in the figure, angle 1 = 50.0, then angle 2 = ()\nChoices:\nA:50°\nB:130°\nC:40°\nD:60° You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 81,
"question": "As shown in the figure, angle 1 = 50.0, then angle 2 = ()\nChoices:\nA:50°\nB:130°\nC:40°\nD:60°",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Find y in the figure.\nChoices:\nA:5\nB:6\nC:7\nD:8 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 82,
"question": "Find y in the figure.\nChoices:\nA:5\nB:6\nC:7\nD:8",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: There is a triangle with side length 32. The base angle is 54 degrees. Find x. Round to the nearest tenth.\nChoices:\nA:18.8\nB:23.2\nC:25.9\nD:44.0 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 83,
"question": "There is a triangle with side length 32. The base angle is 54 degrees. Find x. Round to the nearest tenth.\nChoices:\nA:18.8\nB:23.2\nC:25.9\nD:44.0",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Find x.\nChoices:\nA:60\nB:80\nC:90\nD:120 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 84,
"question": "Find x.\nChoices:\nA:60\nB:80\nC:90\nD:120",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Find D E.\nChoices:\nA:3\nB:4\nC:6\nD:9 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAZAAAAEECAYAAAAGSGKZAAA0BklEQVR4nO3de1iUZf7H8TcNqBCieMIDKgoCKp4FTU3dyrQsTU1LS9NCd7d0+7mma2WpW7amGZlWW+bZNDW1soOnNjXPIqLgCVFRB00REASGkRnm98foCDjAzDDDnL6v6+q6GpgZbgSez/Pc9/O9vx46nU6HEEIIYaYH7D0AIYQQzkkCRAghhEUkQIQQQlhEAkQIIYRFJECEEEJYRAJECCGERSRAhBBCWEQCRAghhEUkQIQQQlhEAkQIIYRFJECEEEJYRAJECCGERSRAhBBCWEQCRAghhEUkQIQQQlhEAkQIIYRFJECEEEJYRAJECCGERTztPQAhhKMpJP/Pkxz4Yz+HjyWQcGQf+06lg39LuvXoRMfO3en1eE/aN/DBw95DFXblIT3RhRB6OjRpx/jhv3P4z+L93CzrqYo2DJk9m3eebYWvpIjbkgARQgBq/jy4jHdfncv/0rWAD00ee57hj3SgRXAD/Lw0ZF89x8n9W1m3ZjdKLUATnvpkGR8900ymMtyUBIgQbk/N1d9jGBf9Jae0CmpGjebNqS/Tv0NDqt13daEl5+Qa3hg5gx3pWqgbzfL/vUn36rKc6o7kpy6EW9ORn7SRmW98zSmtglp9Z7BiyZsM6WgsPAAU+LZ6junvPIUXQNpu9p7MqdwhC4chASKEOys4zdp3PmRHuhZF61dZMHs4rXwV5bzIi/qdu9MFgDSSr2bbfpzCIckUlhBuq4Cr30/mkf/7gQLa8te1S3mjSy3T7qzS5HDjRg4aPPD0rU0dX1kFcUfyUxfCXRVe5Pdvd1IAKHq/yPNRJoYHgKcvder72nBwwhnIFJYQbqrw3B7WH8gC6vPEsO4Eyu24wkwSIEK4JTWXDu8mAYCWRLWsLUWBwmwSIEK4pVuknDyn/1//NoQ3rmrf4QinJAEihDvSZXHlbIb+/9sGUq+8G6+EMEIW0YVwR9osrifdqd/w8sLT5PkrHQXKw2yJvUIhNQjt3ZOWNSV93JUEiBDCdLo09n75NhNXJqPoOostAyQ83JlMYQnhjhS1CWxbQ///BxM5l2dKOZiWW3FriVmdDITw3N8eI0iOIG5NfvxCuCOPerTuEab//1u/s3nvn5QdIVpykr5j2rj5nNAqqPPcZCb0qid3brk5CRAh3FI1Qno9SaQC4DzfTX2fFcfT0Rh7qi4P5d5F/HP42/ycrkURNZmv3nmUus6UHnkHmfNQCG2n7UQ2XrEeWQMRwi154NViIG9O2s7QOXvRpv/CewMO89OwkQzq1YaQBn54FmRz9VwiB375jnV7LqJFQa2+77FsXtn7ZW3ck0J2eh7P9QvFu6pjHGJ06Zc4dV1bxjNucujDEYz44lQpn2/C8GUbeK93HVsMz2k5xk9XCFH5PGrSdtxcVnh9yJuzf+CSNo2j6z7m6Dojz/V/iNHTpvDXge2oW8YtW8q0XIZs0teXbIy/weevdiKw7oM2+gZMlcOpLT+xTwulVrvo8khPzQRFEzr0DsX/vm/RjyZ+XrYdphOSABHCnXk2oMvYuWx6bAT7du3k9z0HOfR7HEptbcJ6dKZ1WAeiHu5Oj66tqF+t7BlvlVrDa/+NMzzenF3A5tkH+K5/EEMeCbb1d3I/XT5ZVy6SuHMZH8zeTVnXH+hucf1iNlR9ltdiptPbT2b3TSEBIoTb86JGsyieaBbFE6Mtf5d1v53jx5u3ARhQpyo/3lAD8OzPKbx89DozR7WttKuRwrPLGNJn5p2tWkyQc5Xks3nQohmNfCU8TCUBIoSosPjkdEb/pgRgQM0qfPvPrpy5nMXYJceJVRey5Eoexz46yAdDw3i8cyObj8ejeguefv0f9AJAh/r8byzZfLLU5+vUedwqAJ82QQRIfphMAkQIUSEqtYboxccNj+eOaYt3VU/ah9Rm9/SH+fjbBKYdz+CIRkffNad548hV3hweQS2/ajYbk0f97rw8sfudR4Vk78zim7IC5OZ1Lhb4EBzSANmk3nSStUKICvn42wSO3C4E4Lv+QYQG1jB8zruqJ2+/1IGtw8PpdGfx/aOkLB7/z37ik9PtMt77FZKTeoFz+NHE5wb7l7/PuCc6ExLUmf7R77N813lypO2eURIgQgiL7U28xrTj+k0ZX27oU+pi+eOdG7Ht7W680bw6AEduF9Lhi3hmfXMMldpo9Ukl0pCVdh016ez9z9946d/byWzYgb90epDkHYt576WBvDD/MLckRO4jASKEsEhGdj6vrzxheDxzVNsyn1/LrxpzX4viu/5Bho9Ni7tBz3/vIUmZZathmqCQ/NxbaCnE87EZ/HJkB+sXL2LRhh0c+HEGj9VWcWLBbP576EY51fruRwJECGGRD5bFc0SjP6RuHR5u8h1WQx4J5vLUroypq6/KiM3XEhYTy4rtyXa6GvHAv/tk1m3cwMp/PUVozbv1Hl74tx3KpAkPo9AeY8NPCdyUBClGAkQIYbYN/zvHvIu5AExuWdPsO6sC6z7Ikqk9WPZooOFjL225yPMf7UeZlmvVsZavKnVatKNjx3a0qFOy1NCbph0jCULLjQOnUBZIghQlASKEMIsyLZdnf04BoHPVB5g6rLXF7/XSk2GcmdiZp330W6P8mHGbxrMPsHFPihVGag0eeHr74AOQeo30fAmQoiRAhBAmU6k1vLv4qOHxopfbVvh23NDAGqyd1oNP2vgbPjZk0znGfnbYDlcjZajhi4/pnbfcggSIEMJka7cksTRNX2H+fsc6tA+pbZX39a7qSfQD+fx+KIVOVfSHpa/PZzN4YSzbYlOt8jVKlb2Td1o1IyToRZafzS/xSR35GWlcBxRhQTTwlgApSgJECGGSJGUWY3ZfBWBArSr881nLp65Kuh1/kfyX9tPpiYb8MeNhZkUFAHA4R0PfNaeZsvQoGdklD+5W4tuAkBY+QAbXMkp+jSwSd/7ONbwIigwlQPKjGAkQIUS5VGoNIxYcMTye+1Jbq23VrlPdJmfczzwwsBa+Ex/Fu6onbz0Xwdbh4UT66r/G3MQM+s07aJviwwca021QFAqS+G7JDxzPLLgzsDwub/+C9746BYrujOjTgirW/+pOTbYyEUKU6+NvEwy37C57NLBYtXlF3Zr+M7rDKqqfGYyH971D9OOdG9E5tDazN5xibmIGh3M0+uLDqAAmPhNuxV4jPoQ8+0/e3p/Mv7fOYPCOJXToHUrNm0nsPnIJrSKMIZ/O4IVQHyt9PdchVyBCiDLFJ6cbqs1fzMlnwFf7KEj60yrvnb8tkYK55/HZ0Buv0Pr3fb6WXzXmjNFvhXLX24eu0euDvVa9GvHwbcPI+WtZ9+kURvQLIG3nDn4/70uvkVP4eNMKZvVvKmfbRnjodDq5L00IYVRGdj795h3kcI6+wO/8gCbUmLwd3WEVPht64z24k8XvrVVmkDX4WxTt/KmxaHi5z1em5TJz3Um+Pn+vKe3yfk0Z2jPIYTofuhsJEItpSftlCj1e3Vh2o5r79GX2ngU8GyjdzYTjm7L0KHMT9VcfW4eH83jnRuhUt7k1/WcK5p7HM7ohvtP7ogisZfZ7Z41dg/ZYJjU2Pm/W6zfuSTF0PQQYGODNnBGtrTqtJkwjU1gWyyYpNt7M8ABCO9G6gYSHcHzbYlMN4TE5opah2tzDuwp+cwbx4Na+aI9lkjX4W/K3JZr13rkr9qH5+go+7/c0O3wG9wjizMTODAzwBuCHayrCYmIdqPjQfcgViKUKz7B80GDeO5aHz9PT+XJM29L7LRfl3ZBWLetju04IQlScMi2XxrMPABDp68mWSV2MFgxqlRnkzNyK5usrVJnVCt+JjxZbCDemIOlPssO+ocqsVlR/6wmLx6hSa1i/O4WXtlw0fCy6uR/Th7VygD7s7kECxFKZ25kSNY6NBb5EfvA9q0cEI7eIC1cx9rPDhrWGPWMi6B4RUObzc1fsI/+l/XhEelN91WCjC+Kgv2U3s9fXAPjvii43bEwRn5zOuJWJhnUauDfdJmxLprAsokOddJQdBQAhPBzRQMJDuIwV25MN4TErKqDc8AB4cFQ3/M68AEB22Dfkrthn9Hk5Mb/pb9ldNdgq4QHQPqQ2u97qbig+BGxffCgACRAL3ebqudNkA3iF06KxSZNXQji8JGWWYUoo0teTic+El/OKe7xC6+O/K5oqs1qR/9J+/SK5MsPw+fxtidx++yTVlj9U6hWKpe4WH+4ZE3Ff8eHexGtW/VriHgkQi9wi5eSdu0BahRFUQ2Hf4QhhBSq1himr7zWIWjW2vdm3x3p4V6H6W08YFthvNl5K/rZECjNyyJu2G8/ohjw4qpu1h27QPSKALZO6MDlCvzB/OEdDj6WJfLA20QE6H7oeCRBLaK9wcqd+gze/bi1pIv+KwgXEfH+aH66pAH19RUVui632eAQ1t4zCM7ohuX23crPfCnSHVfhO72ut4ZaqsooPhWxlYhHd1TMcUmoBX4KrZHIiLq6cV/jRpG0wdWQraOGg4pPTefuQfqonurkfQ3sGVfg9H6jlS41Fw1E9cYS8ITt5cKtl9SKWerxzIy43rWkoPry7FYoUH1qP3IVltkKyd86kx+gV5Jn6ktC32PzrWFrKTJdwQCWrzS9P7Wr122C1yoxKDY+SpPjQNmTyxWxqUs+eNj08AN8erWgq4SEc1OwNpwzhsWFQsE1qKOwZHiDFh7YiVyDm0l3mh78NYtLWdOg1h53LhhIoM1PCSW2LTaXvmtOAvtp8zpgOdh6RbUnxoXXJFYi5VJc4vi8d8CKkR2saSHgIJ6VMy2Xa5mRAf8vu1CEt7Twi2/Ou6smoPiEc/Xt7w+2+X5/PpvHsA7bvfOiCJEDMVJh6lrhbAA2IbFEPmZkSzmrmupOGqauYoeEV7m3uTKT40DokQMyiJSvlDPoL/mBaNq1u5/EIYZmNe1LMrjZ3NXeLD4tejdwtPpSrEdNIgJgll7NxcRQABHaiTROpQBfOJ0mZZbgjydxqc1fUPqT2fcWHfdecluJDE0iAmEOXRnLcFQC8HgolUOavhJMpWW3+1cgIqYegePHh3asRKT4snwSIOW6eJz4uB/ClfYfm1LT3eIQw0+KtycWqzduH1LbziBzL450bsXF8Z6Kb+wEYig8X/nharkaMkAAxg/ZyEgcLABrSIbiu7MArnEp8cjoTdunn9gcGeFul2twVBdZ9kEWvRbJhULDhYxN2pTJ8/iGSlFl2HJnjkQAxWQFXzySQCqCIoE1zuWdcOA+VWsO4lfe6Bi4c006mrsoxuEcQl6d2va/4cMX2ZDuPzHFIIaEQbqBob/MNg4IZ3CPIvgNyIlJ8WDoJECFcXNFq8+jmfix6LdLOI3JOScosXlwUX6zzobuHsQSIEC5MmZbL4IWxHM7RlNnbXJhGpdYQ8/1pw87FoN8CZuqQlm757yoBYgV3786QOWXhaIr2Npc+4dZTsg97pK8n7z8d4nb/vrKIXkEqtYbxCw8zfuFhuc1POJSS1ebudnCzJSk+1JMrkAq4Gx5Lrug3d3+5oQ8Lx0fa/EpEl3OO39asYN3Gn/nfKRWBUX15cuAzDBvYnSBfqW4U+qmrxrMPAPqz411vdZcrZBvZFpvKtM3Jxa5GvhoZYWKNzVV+nTCQCZvTyn6aogkd+vXmkb6DefbJttR1kOZ0EiAWKhked9k6RHQ5R/nvy2OYdygLRZOO9AytxpUjBzmTCbX6zmDZvOG0khBxayq1huHzDxkKBo/+vb0UDNqYMi3X0PnwrgW9GvFK35CyjwV5e3mvy4ssv2XqV1JQZ9inbPrgCRo4QIhIgFjA2JUHUAlXIrmcXDSOQbOOE/rKJ3z15iM08PRAl3+eze+O5Z/r0omcsYYVo1viZeWvLJzHiu3JhltOl/dryqg+IXYekfswt/Nh4dllDOkzkwQa0n/GB7zU1sgGrQWZnD/8E0tjvueMFqAl49auZkqXmjb5HswhayBmKm3aauH4yGJBYpM1kdvJ7Fx3GK3Xo0RH9zScgXhUa0a/F4cQTBZxOxP5U04J3FZ8crohPKTavPKZV3xYdHfvMLr06krHjh3v/6/Lozw7fi5LFwxFf4S5zNFz6TjCn7kEiBnKWvPwruppNESUablW+/q6rFSSUgogKJTmtYte3XhQJagVUT6gPZTIuVuFVvuawnmUrDafM6K1rHvYwcmLN7mSW2B4HOnrSdtm/kaemceFxBP63b0btSW8YZUy3tWTeh270RUABVW9HOPnKgFiIlMWzL2rerJ40kN82lE/37zkSh6D5lsvRHQ3r3OxAPDxoZoDzH8KxxLz/elivc1LmzYRtqFSa/hgbSJ919z7OcyKCmDXW92Nr0HprnP6wAUAvLq1plnVsv+mtZlpXAKgNsEN/RxiLz7HiDEHZ+7dVhNeaA/E84+4dGJVWgbNP8ym1yMrvO3BAy1GsylltNHP6dR53CoAWjWjka+cF7ibbbGphuK26OZ+bl0dbQ8lq9RNqgu5dZlTCTmAD+Gtm1B23OeRtOd3kgGCB9C/Y01rDb1C5EhTDktv1Z3wQnvDlcjdELHmdFZxWm6eiOVAgYKAbi1pJD9Vt5KRnV+st/n0Ya3sPCL3smJ7MmExsYbwiG7ux8bxncutu9GmnGB3HkAgD7VsUMbBWEvOibV8OGc/0Jxnpw6jg7cjXH/IFUiZKlrnYasrkaJ0+RlcPLGDJXPXc6PucywY1f7OQptwF/9amWA4eL3/dIjbb/BXWYzdumv6XW9FdvemMQHet/jzz7wSzykkPyOFU/t+Ycln33K0MJSnPpjHtMcaOMT0FchtvKWyZpHggm/0IQLQ2VthnRApPMPyQYN571geoKBm21f4z5f/pE8DabPrToreNjo5ohZzxnSw84jcQ9ENKkF/5bdqbHsz1p1usHPaEKJXXTLt6f7d+GvMHCb2buRQZ/0y2WGEtSvMbTKd5eFNvXY9eeTRjgQqtNw8vpg3X1/Izqvqir2vcBrKtNxivc1njmhj5xG5PpVaw5SlR4uFx92FcrNuWtBe5+yhq6Y/P3MfX06cQszOVBxpoxS5AinBltuT2ORKBNDlp3H6ty+Z8o/FJLX+J2u+eZWO1aUa3ZVJtXnlM7aBYszQcLpHBJj/Zmm/8HrX1/hZW4Mec39g6dCmRqalCsnPvMzZ2C18PetTfk7JA8Wj/HvHZ4xo5hgzDXIFUoSt97ay1cK6R7W6tHxyFNF96qI9/hM/H5e2m65u/e4UQ3gs6NVIwsOGVGoNK7Yn0+GL+GIL5VsmdbEsPNCRlxTHLi1AGN0j6pWypvEA1fyb0qbPOGZ/PI5mANqDbN6vdIgiQpAAMVCpNfzj66OG8BhTq4pNtiOZ8EJ7YoJ9AX2IDF4Ya2KI6NDcSOZoXBxHz964/zLWox6tuoYCSuLOpiGlhK4rSZlVrNr8lb6yVYmtKNNyGT7/ULFuhBsGBbPotcgK9P9Qk3r2NDkAPuG0aFTe1YQH3g2b6gPEwUiAcC887t5NMVKl5v1fTlIlLbucV5pPq8xg1LIjfJiuf+/DORqTQ+T2uU2MHzyEl5YnUvJ+jXv8aFqvusPcpSGsS6XW8OKieMNjqTa3nY17Umg8+4DhSm9ggDdnJna2Qo1NNikn9AWEtAkjqHr5h+F7RYS1CGlYw2H+viVAoFh4RDf34/M3IqlWoCVr8LdolRlW+zpaZQZZg78FYNL7vVjQS3+fuGkh4oF3wyBCFaBWppFV8hpWl03quWtAQ0IDHaNKVVifVJvbXkZ2PlOWHi22KeKCXo1Y83qUdf691Rc4uu0KoKBRzwgal/fHqsvgyOaf9EWEdR+nX6daFR+Dlbh9gCz88XSx8Pg0ugO+zetSY+PzAFYLkaLhUWPj8ygCazF+QLhZIeJRP4LenWug/WMNy345Q5bmToro8ri8YzHzViejaPcEvcOlDsAV7U28JtXmNhafnE6/eQeZm6j/m4/09eTo39szfkC41a70dFfOcTQLIIAuofUp83YX3S0ubP6EqZ8fBwLpM+U5oky4Yqksbn0X1sIfTzNhl76U5254FP0lMXbQt0R571N0HJG+nmwc37mUu7O05JxcwxsjZ7AjXXunH4gfN5MOcfRSHtR+kndXfsDIVo5ziSusIyM7n37zDhquPi5P7SoFg1akUmtYvDXZ8HcItup1Xkj2zpn0GL2CPEIZPnc6g4KNvX8B2ZdOcvCn1SzZkYwWX1oWaeHgKNw2QEoetLdM6mL0F6WiIWLq680KkQt7+XHd9/zw81aOXILATr3o+egTPDPoUTo08JHwcEFTlh41nBVLb3PrSlJmMWX1CcNaB+inB21zhZdHwmcvMGhuvOkv8Y9ixJQpTBja0WE6Ed7llgFi+sFaz9IQMfd15o5LuAepNredkg2gopv7MX1YK9v93eku8t3ogUzdVc6t9v4t6dYjkq49H+ORv0QSVqeaQ54Yul2AWHqQNjcMLA0dCRFRVMne5qVdKQvzZGTn86+VCfftYzW0Z5Dc1WYGx1mNqQQVOTgrAmuZvLBekWkvcxfWhetSqTXMXHfS8PirkRESHlawN/Ea/eYdNITH3YXyUX3K6V8u7uM2AWKNM3tTQsQaC+8SIgL01eZ3D3KzogKk2ryC7jZ86rH03nYkkyNqld7wSZTLLaawrD0tVFpIWOuuLVuNWziPJGUWYTGxgL6Abc3rUXJ2XAElGz6B3IxgDS4fILY6CJcMC8Cq4XGXhIj7Uak19Ppgr+Fgd2ZiZykYrIAV25OLbUVi84VyN+LSAWLrg2/RELnLmuFxl4SIe/lgbaKhYND0BkWipIo1fBKmcNkAqayDrrWnrUojIeIe4pPT6fBFPKA/U170WqR9B+SktsWmMm1zcrGt181r+CRM4ZIBUtkH27uL6bYKj7skRFybVJtXnEqtYfrqBEPRJehvQJj4jPW2IhH3uFyAuPpB1tW/P3dWtNrcdpXQrstYw6f3nw6RhXIbcqkAKXpw7eTlwfeTurjkwVVCxPUU7bEt1ebmUak1rN+dct9C+Ycj20jdjI25TB1IsfDw9GDpL2eom3TFzqOyDakTcS3KtFxDeET6ejJ1SEs7j8h5KNNy+cfXR63c8EmYyiUCpOQZ+abxHWjSpSY5PX6kIOlPO4/ONiREXEfRavOYoeFy4DPRtthUGs8+YLjLynoNn4SpnH4Kq7TpHJ3qNpm9vsajoTc117yAh3cVO4/UNmQ6y7kVrVGYFRXAW89F2HlEji8jO5/ZG07JQrkDcOoAKe/geTv+Irc6fIfPht54D+5kr2HanISIcypabR7p68mut7rLAbAcxhbKvxoZIVuR2InTTmGZctCs0r4pXpObo5p9EJ3qtj2GWSlkOsv5qNQapqw+YXi8amx7CY8yqNQaFv54mg5fxBfbx2rLpC4SHnbklAGyLTbV5DNu7+iH0B1Wof4jqTKHWOkkRJxLzPenDQ2MlvdrKgVuZVCm5TJ8/qFi3QI3DApmzpgOsl5kZ04XIHsTrxW7Y6W86Rqv0Po8MLAW6vUJlTVEu5EQcQ7xyenFepsP7Rlk3wE5sI17Umg8+4AhbAcGeHN5aldZKHcQThUgexOv0WNpouGxqXP9VQaHofn6iktPY90lIeLYMrLzGbfy3u/w9GGtZOrKiIzsfMZ+drhYt8AFvRqx5vUoWd9zIE4TICXDY8+YCJN/kbza6g+omsulN4FyJRIijmv2hlOGOfwNg4LlYGhEaQ2fxg+Qu6wcjVMEiLHw6B4RYPLrvcIaAKBJTC3nma5DQsTxbItNNdx6OjmilkzDlCANn5yPwwdIRcMDcNkakPJIiDgOZVou0zYnA1JtbkySMovh8w8Z1oZA3/BpzpgOctXhwCr4k1FxatFonp51qMxnKZpE0qdnN7o91p/+PUKo4elh0ruXDI8FvRpRt2Y1kpRZZo/0ZmR1vG9pqGrBa53Z4x0bEH35Fl+fzzaEiGlrR1rSfplCj1c3ojX3i3aZxY5vRxBk2o/ZLcxcd9JwVv3+0yFy91ARG/ekFFvrkIZPzqNihYS6i3w3eiBTd5l6UFZQq+8Mls0bTitfRZnPLBkewnpM642Qyd5/P8tLS86b/f5+f/+W/f/qQlXLh+hSih4gpdr8ntIaPg3tGSRXHU6iYj8llZJTcVmAF81e/pDZTzXlvpNOXR7XEv5g07JV/C8lj4ytMxhd1ZcNHw+kcSlXIhIetnU4R0NYTGzZ04GF10k+ot9HzOfp6Xw5pq2JgeCBd8NwCY87kpRZhvCI9PVk4jPhdh6RY5CGT66hQgFSmHqWuFsADeja82E6daxj/ImdutOnfy8+e+1VFhzKIuPHL1j2XE/e6W68AVPTAF/OTOxckaEJE/iUdZaXdYkTJ/MAX1o/9DBdOwbff3IgylSy2vyrkRFuf2atUmuI+f50sbUO2cfKeVXgJ6Yl/WwC+n1EW9IupKwzBw886z7EuKlj+GnwJ1wgifW/Huf17r3xM/Jsmfu0Nx3qpKPsKAAI4eGIBhIeFli8NblYtbm730mUpMzixUXx0vDJhVTgLqxcLiQk6hdYA9sQ1sCrnOd74N2uD8NC9c/LO3SWVLNXZ0XluM3Vc6fJBvAKp0VjmZAyV3xyumHrjYEB3m5dba5Sa1ixPZmwmFhDeEQ392Pj+M4SHk7O8iuQwquc2qcEwKd3a5qWvSaup/CjXhNfSMqEtBxUTrsPsKu7RcrJO3fFtAojqIYpP1xxl0qtKVZtvnBMO7edniltoXxUnxA7jkpYi+VXIEXnyFs1prr1xuQUdJfXMya4GSHBf+e7y0W2SNHd5PjnLxIW9DB/W55AjjOGpPYKJ3fqz579urWkicNXCzmW6asTpNqc0hs+SXi4DgtPi3SoL5xgfwFAQzoE1zV/jryJP9Wd+MDkEdiDEUOa8se6/Wz47RwDR7fECy2Zh5bw9rwD1BjwEW+/EIGvEy4e6K6e4ZBSC/gSXCWTE3FxJrzqQRq2CqV+NSf8hq2oaLV5dHM/t6w2V6k1TF+dIA2f3ICFP83bXD19nKsAXh3pEGriGZbmOheOZALg0yaIACcOEDzq031IfwLWfU7cpr2cHRFOy6w9fP7vpSSFj2PxO0+VepuyYyvkVnIi+sjI4ej8vzNsvgkv8xnF1wemu3WAlKw2/3BkGzuPqPIZa/gUMzTc7N0jhHOwMEAsmyPXXT7NwUwAfzq1a+rk014e+HR4gtHtVvDhsZ/ZdrQTZ795l6Wn2zFp0zi613XWMy01qWdPk2fuyyIjCHHmS0orcOdqc5Vaw+KtycV6dkQ39+PDkW3c6t/B3Vh2lNNe5+yhqwD4dmpBI5OOGxr+PHbwzpltK3q3d4FbQ6s0p/egznx07A9WTf4HXII+c2cQ3bam835vuhskxd45Oeg1h53LhhLotN9M5dm4J8Uw1z8rKsCt7i5SpuUyfukxwy3LoF/7ccfpO3dj0Smj7uoJ9iYVAHXp1bk5Pia96DJ7v/8DLaDoPZBHQlzhrMSHkP7DeaY23Lx0kwavzODdQcGUd0OzQ1Nd4vi+dMCLkB6taSDhUS5lWq7bVptLwyf3ZsEViA7VxTPEA9CMiGY1TXvN0R/5cmcmEMJzo3u5yFmtDnXaZVJuagEFvo0bUscp1z3uKbq7QGSLesgNvGVTqTWMX3rM8Nhdqs0zsvOZveFUsYXyBb0a8UrfELf4/oWeBT/pfC6eTCAHoHobWjU14UqiIJlNn67kAqDo8iIju1tw15YD0t2K5cupn3BEC5BlWExvVcVZvzstWSln0DcMDqZlU+depaoM63enGM6+F/Rq5BbV5sYWyr8aGeEW37sozoIprJukHL+g/9+OYTT1LudgqfmTPR9PZebOdFD05I3pQ2jh5awH2CJ0mRxd/BGfH6/FUx9+yGstvNAe+5Wdp52530YuZ+PiKAAI7ESbJlKBXpb45HRe2nIR0E/dvNLXtesb7jZ86vBFfLGGT1smdZHwcFPmB4j6Egm70wAFjaLCypwj1+Uk8+sHr/LKF3FoCaTP7HcY3crX8tE6DC2Zh5YyfcERagyYyKQhT/LYM22ABH744xxO23ldl0Zy3BUAvB4KJVDmr0pVstp8zojWLj11U1bDJ7nLyn2Z/RtfeOkU+7MA/GjKNY4ZKzIryOLy8V1sWLmefZfygEAem/k5c58Nce4F5jt0afp6j1M1BzFvcj8ae1Yl4OFHCZ4bx7mNO0l8uS0dy7syc0Q3zxMflwN4EVg9h/NxcSZONSqo3iScFnXc54ol5vvTxarNXXkbcmn4JEpjZoAUnSPPZN/ccewr8/kKanYaxRtvv8azHetVtP2hY9BdZcdH/2bpiVo89cmr9G+sP/uqEt6dgS0+4eOzW9lx/CU6dqlp33FaQHs5iYMFAAVcWPJPnlti6iu78872r2lRym7+rmZbbKrhTNyVq80zsvP518oEafgkSmXmb0EeFxJP6OfIS+VDYKduRLXvTNRfHqFPV9Nb2Dq+fC7/8DFvr71IrQEfMempoHv/gFWCefiZNnw89xg/7DzD+C5dTLu92WEUcPVMAqnlP/F+1cMJaeQeVx8Z2fnFqs2nD2tl5xHZhrGGT7JQLkqqWEtbIdzM2M8OG87Itw4Pd7mCQWMNnyZH1GLmiDZy1SHuI78RQpioaLX55IhaLhce0vBJmEsCRAgTlKw2nznCtTZKXLE92XBLMshCuTCNBIgQ5VCpNcxcd9Lw2JWqzaXhk6gI1/grEMKG1u++N3XlStXm22JT6bvmtOFxpK8nq8a2d+lbkoV1SYAIUYYkZZbLVZtLwydhLfLbIkQpVGoNLy6KNzx2hWpzafgkrMm5/xqEsKGi1ebL+zV16qkdlVrD+t0p9y2US8MnURESIEIYsTfxWrFqc2deVDa2UC4Nn4Q1SIAIUUJGdj4T199bXHbmavOS+1gNDPBmzojWTn01JRyHBIgQJczecMowdbV1eLhT1kJIwydRGSxqaSuEq9q4J8Vw0HXWavP45HT6zTto+D4ifT05+vf2jB9g7l1WBVz95V9EBTWj7bSdZJf/AuFm5FREiDtKVptPHdLSziMyj0qtYfHWZCbsurcl5uSIWkwd0tKyhXJVIpv++wsZYGRjUB15Bz+iz3Ofc+3+VwLg8+JS9rzfGz/zv7JwEhIgQmC82tyZ7k5KUmYxZfUJQ3tdqOhCeT6Xt65m2fGcUj6vJTf9Ohn4ENgpilD/+w8lnk395ADj4uTnKwTFq81nRQU4VbW5sYXyhWPaVWjtRpe5n0WztuDdpD6KS38aeYaGm9evUkAdHp4wl/d6u0kzGFGMrIEIt1ey2nziM+F2HpFpMrLzGfvZ4WLhsbxfU9a8HlXBhf88kn9YwdrCxxn78sMY7/SSQ2ryZaAxIY1coU21sIQEiHBrKrWGKatPGB47S7X53sRr9Jt30HDVdHehfFSfit9lpUvbw+LPjhL+8gj6BHmX8qTbqLJvg08wTQOqVOjrCefl+H8pQthQzPenDesGzlBtbvuGT9kkrFvKpsK+fDI4Au8zPxp/mu4W1y9mQ4tmNPKV81B3JT954bbik9Odqto8SZnF8PmHioXH1uHhzBnTwWpXTbqrf7B0yRk6ThjNYw28Sn9izlWSz+bh1aQa2ftX8V50fzoHhdD5ib/y3rJdpORorTIe4dgkQIRbysjOZ9zKRMNjR682X7E9mbCYWMPVUnRzPy5P7WrdOhVdJkfXruCXB57hrwNDKSM+0GWloVRD4Z45jH3hP/yWWY+Oj7bDN2kby2eMpu+Iz4m7JSHi6mQKS7ilotXmGwYFO2y1eeU1fNJRcPZH5i44Q8d3ZtDdXwEUlv7s/FxuakHr2Ye3tk3lmVB/PNGhyYznm6n/4L2tXzH9i06smNwNfw8rD1U4DAkQ4Xa2xaYWqzZ31E0Ft8WmMm1zcrGt123W8EmXxt6Vq4hr/QprhpR99QE6Cv178O7GDVC9CW1a+N85kHjg6d+eEZOi2bJjBofX7+DY2C709ldYf7zCIUiACLeiTMs1dOFz1GpzYwvltm34pKPg7K98ufo2Ty4YRIfq5R3wPfCsE0IHo6UfHngFtefh5l4cPnuMk5dV9PaX23xdlQSIcCtFq81jhoY7XLW5sYZP7z8dYts9uXSp7PhsCXGtn2f9XxpR4Rknz2o86OMF3OBqRj4gAeKqJECE21ixPblYtbkjdeErreHT9GGtbL8+cyuZfdsvoc2bw+CWc4w/Z9UYOq5qwvBlG8yoOn+Q6t5yiHFl8tMVbqFotXmkr6dDVZvbveGTpx9Nej3GIwX3f0qXmcTuI5egSUd6hgbRxE9/ZbFz2hCiV92gzYyNbBgdVvx2zvybXLuuBkVTmje8fxtG4TokQITLK1ltvmpse4epNt8Wm2pYkwE7NXzy6cjYLxYx9r5PFJK9cyY9Rq+AnhOYZ9hZN59GIY2BVK5fu0k+RXfr1ZGXsJsfrmqhRRvCAspejhfOTepAhMtzxGrzjOx8piw9Wiw8ZkUFsOb1KIcYX9mqEtStD5EKLdfWrWD98XT0KzaF5F/ezsf/XsE1ahD5wl8IryL38LoyxzgNE8JGSlabD+0ZZN8BYXyhPGZouEOtyZTNA68Wz/DOu4cYPf0X3huwk6WdogitmU3SzjiUWh+aDPsPc14ML+d2YOHsJECEy1KpNfdVm9tz6srqDZ/syaMGrUbN5Yc2/fh+06/8b9cu/nfEm7DHRjJpwBCefbItdT3l6sPVeeh0Op29ByGELUxZetRQMFipi9JGKNNyGb/0mBUbPglhf3IFIlySI1Wb26LhkxCOQAJEuBxlWi7TNicD9q02z8jOZ/aGU4YgA1jQqxGv9K14zw4hHIH8FguXM3PdScMC9ftPh9hlfWFv4jUmrj9dbKH8q5ERTtUqV4jySIAIl7JxT/He5jbdAsQI2zd8EsJxyG+0cBlJyizDWoM9qs2TlFlMWX2i2EL51uHhlR5iQlQWCRDhEkpWm381MqJSz/hLLpRX2j5WQtiRBIhwCYu3JherNq+stYbSGj4N7RkkU1bC5clvuHB68cnphuK8gQHelVZtbqzhkyyUC3ciASKcWslq84Vj2tn8zL/yGz4J4Zjkt104temrEyq1t3mSMosXF8VXbsMnIRyUBIhwWkWrzaOb+9m02tyuDZ+EcFASIMIpZWTnF6s2/3BkG5t9rdIWykf1CbHZ1xTCGUiACKf0r5UJlVJt7hANn4RwUBIgwukUrTafHFHLJusPKrWG6asTiu1jJQvlQhQnfwnCqSjTcg0Fe52qPMDMEdafunL+hk9CVA4JEOE0VGoN45ceMzz+aM95Ct65SbWZ/fHwrmKV9ze2UP7hyDbO1/BJiEogASKcxvrdKYZq8wW9GtGle03yhuzkZtI3+C0ciCKwlsXvLQ2fhDCfdCQUTiE+OZ0OX8QD+oXsNa9H4V3Vk9vxF8kZ9zMANTY+b1GISMMnISwjASIcnkqtodcHew1rEmcmdi52F5RWmUHW4G9RtPPH79MhJk9nScMnISpG/kqEw4v5/nSxavOSt9AqAmvxYEwfcnr8SE6z36j+1hPlvqexhXLZx0oI80iACIe2LTbVsOdUWdXmVbu3QLP8IfJf2o+6VwhVu7cw+rzSGj5NHdJSFsqFMJNMYQmHlZGdT795BzmcoyHS15ON4zuXuS6hU93m5vBv0F1R4b8r+r6pLGMNn2ShXAjLPWDvAQhRmpLV5uUtant4V8F3zhPoDqvI/zWh2Oc27kkhLCbWEB7Rzf24PLWrhIcQFSBTWMIhWVpt7hVaH6/JzVHNPki1J9qQWVDIv1YmSMMnIWxAprCEw1Gm5dJ49gFAv7i9663uZh3sb8df5FaH70hY+yhTTmTJQrkQNiKnYMKhqNQaZq47aXhsSW9zbctGfPK3MN4/mG742OSIWswc0UauOoSwIvlrEg5l/e57U1ezogLMvlowNHzy8Qak4ZMQtiQBIhxGkjLLsA/VwABvJj4TbtbrV2xPloZPQlQiCRDhEFRqDS8uijc8njOitcnTTdLwSQj7kAARDqFotfnyfk1Nbti0LTaVaZuTiy2UrxrbXho+CVEJJECE3e1NvFas2tyUKwdp+CSE/clfmrCrjOx8Jq6/1zJ2+rBW5b7G2D5WslAuROWTABF2NXvDKUMQbB0eXuaCtzR8EsKxSIAIu9m4J8UwBVVetbmxhXLZx0oI+5IAEXZRtLd5pK8nU4e0LPW5xho+zRnRWhbKhbAzCRBR6YxVmxubgjLW8EkWyoVwHPJXKCqdKdXm0vBJCMcnASIqVXnV5iq1hsVbk5mwK9XwMWn4JIRjkgARlUal1jBl9QnD45LV5sq0XMYvPSYNn4RwEhIgotLEfH/aEA4lq82NLZQvHNNO9rESwoFJgIhKEZ+cXqzafGjPIEC/UC4Nn4RwTvIXKmwuIzufcSsTDY+nD2uFd1VP9iZeY+L607JQLoSTkgARNle02nzDoGBq+1Xlg7WJhisSkIZPQjgj+WsVNrUtNrVYtXlEkD/D5x8qtlC+dXi47GMlhBOSABE2o0zLpe8a/UaJkb6e1PTxIiwm1vB5afgkhHPz0Ol0OnsPQrimsZ8dLrY4XpQslAvh/OSvV9jEiu3JRsNDGj4J4TokQITVFa02L0r2sRLCtchfsiiTLjOOtct38acOUITT/2/9aFHFo9Tnl6w2B2n4JISrkgARpdNlcHjRTKZ9fvzOB56m2bA+tKhf+q/N4q3Jxe6wkoVyIVzXA/YegHBUOvJPbWLel8eLfCyZC1fyy3zVMw81JtJXHzAbBgWz6LVICQ8hXJRcgQjjNBf4af6XHNHWoNPQXmjW/8gxbnDhz1uAb6kvC6z7IBvHdyZPrZGFciFcnFyBCCM0pP2+lI+2pkHQ8/zj/wbTvjpABvEX0tCW8+rAug9KeAjhBiRAxH10mfv5ctZabtCEp6e8SLf6/tSuoQC0XE+5hvHKDiGEu5EAESVkk7D6c1amFKDo8jKv9mmEh6IWjcL9ACg4lsKf5V2CCCHcggSIKEJHwfmfifnkAFpFV15/exAtvDwAPxq0qKt/ilLJtdxCu45SCOEYJEDEPbpUdsz/L38UKKgzYhzD2/jd+UQV/APuBEjeOS5eu223IQohHIcEiLhDS+auJcz84RJ4PcWbr/bA31Av6EXNegEoALjKpeuqUt9FCOE+JECEniqe5e+t4gY1iHz7rzzZwKvIJxX41w+kOgDpnLuSjezAKYSQABFAHmfXLuSLcwUQPJKJQ0LxKvEMRb1AIgDI4vj5P5FJLCGEFBK6PR2aS78yb9ZOfX3HuYWMaLOwzFdkn71KJlC/MoYnhHBYcgXi7nR/8vtnn7OjwIzXHLnAFY3NRiSEcBJyBeLWtGTuW85/1p4HRSTjPp3EYw1KTl7dpeL0mrd4d/0lyLzA5RsaOpaxqaIQwvXJEcCd5Z/ku/nfcgkvmoyewNgnuxS586okDQ0vtdMHCJdJvX4bJECEcGsyheW2VJzf+BkfH8qC2oOYHN21jPAAUOBXt96dbRRTOaPMqpRRCiEclwSIm9Jd/R8L5u2ggBpEThhdxtTVXR5UqxdIMwBuciY1s9xNFYUQrk0CxB3prrPr80/YnK6F4DFMfi78vtt2jXmgZj2aKAAKuHLxOrk2HqYQwrFJgLgdLbfi1hKzOhkIYcQ7w+ngXebc1T3+9Wl2Z3eTvIQUrsmWWEK4NQ+dTidFxUIIIcwmVyBCCCEsIgEihBDCIhIgQgghLCIBIoQQwiISIEIIISwiASKEEMIiEiBCCCEsIgEihBDCIhIgQgghLCIBIoQQwiISIEIIISwiASKEEMIiEiBCCCEsIgEihBDCIhIgQgghLCIBIoQQwiISIEIIISwiASKEEMIiEiBCCCEs8v+KBmiV5p7GqAAAAABJRU5ErkJggg=="
}
] |
math-reasoning
|
{
"ground_truth": "D",
"style": "rule"
}
|
{
"answer": "D",
"index": 85,
"question": "Find D E.\nChoices:\nA:3\nB:4\nC:6\nD:9",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Elena knows that Lea has a garden with an area of 100 square meters. She does not know the specific width, $w$, and length, $l$ of the garden. The graph below represents the widths that correspond to possible lengths of Lea's garden. As the possible width of Lea's garden increases, what does its possible length approach?\nChoices:\nA:$\\infty$\nB:$\\hline 0$\nC:$\\hline 10$\nD:$\\hline 120$ You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 86,
"question": "Elena knows that Lea has a garden with an area of 100 square meters. She does not know the specific width, $w$, and length, $l$ of the garden. The graph below represents the widths that correspond to possible lengths of Lea's garden. As the possible width of Lea's garden increases, what does its possible length approach?\nChoices:\nA:$\\infty$\nB:$\\hline 0$\nC:$\\hline 10$\nD:$\\hline 120$",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: Now find the distance x-y between the two sightings.\n\nRound your answer to the nearest metre. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "675 m",
"style": "rule"
}
|
{
"answer": "675 m",
"index": 87,
"question": "Now find the distance x-y between the two sightings.\n\nRound your answer to the nearest metre.",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: In triangle A B C, A B = x, B C = 16. Find x. Round to the nearest tenth.\nChoices:\nA:5.8\nB:6.5\nC:14.2\nD:44.3 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 88,
"question": "In triangle A B C, A B = x, B C = 16. Find x. Round to the nearest tenth.\nChoices:\nA:5.8\nB:6.5\nC:14.2\nD:44.3",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: As shown in the figure, AB = 2.0, CD = 5.0, the distance between point P and CD is 3.0, then the distance between AB and CD is ().\nChoices:\nA:\\frac{6}{5}\nB:\\frac{7}{6}\nC:\\frac{9}{5}\nD:\\frac{15}{2} You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAJwAAABuCAAAAAD3iSWDAAAHfElEQVR4nM1bW2wUVRj+zuylUIn4UKQJCyhoLNQQJCRoMGBStBCIIYGEmwQwQolgbEgwELkUiEaiGDQ0QPRheUDAaEqilG60SSsXW2mCGLA10kKzawRphGqr3Z2d+X2Y2fvczszZ1i/ZnZ0z//nn2/9yrjMgoVgFANtEaZMgFJ/taaTEt/VEQrQJJkc35yPwcg9jQrQJJvfbn6WE7imCtAkm17wEbO+FDWK8KppcZCtjP0RLxXgVfjFqdMTuC7KZBrGW65kOQBw/ceQIwLGNAFikVZBKJtAPsYlAZwVi08qvlwhRKDLmQtofDV3oDohRKM5yxFJfwiAu5pj2VX8JANoH9FJP/11wO4fI3skA8OkOaMS8WVLUCIJUIiKqvEhERH+HWlTvKkVmazbayyd7VyKEHDHBmaBDSMwxPbYObs4q7OsAvHYX3iMjjaayWNbZ16G/vCoUma03z07IOlu8YKdXhZ5jLh1sBVHX31btUbe4bG2dJzwnhLl1965EYeE5j0q9Bq3e1jaVRwuvDVU0edItyq39t2YalLat7CjLsgOv30U1wiZornImZwzvMUcA2x4zuZjDjXsU4JJclr0ZUNc2zlSstS99tpIxxs7zuMpdqLZ2Zp1EQwbJQHqu1K7IFKxupFZ0GsoagpucSkQkz8i5xZCF/NATDamf8qxBiqIzneG24J5DMAB4d/Kk7LKs6Ux2zBMDUPL5xNT55Xmj8da2Co7Y47UcEVH47KzB9En16fRP1domYYDHqe46/tjArEdHp07qBpemLzBjm9zV57GRTgpP6+K4kRtyH29h09Msek/ZzFEJt1f2EYDY/QqsntHMcydel2reSS9equQgvmuXExGFjxBF0Vgct+oNVGyAqFVfgRvoZiD7dv+9rQAQqUJycWgeh+GcZ6vOIVZzDrillz0z7iVHFeuA7+bjFFj1NZ422Dk5jdve/fjlqdWn0HMIQN1QFey7Z4kA5ewy3cJcXRh/zGXQbtwzGGCoosGFfr5RSc56SE6s2QVe+/KrZdYSBuBrSrIdM7Avnn/FAnPC/Nw8LIG99gjXIlyVvUgBXI/nzvV+xFmj+S7vPdyMhLX46h/LWe2dtq84axRrIccAyuzNNXw1+MkRAyUWhKeCe07QPe5hvlu5s9zaMUe567hYh3KREIS+ocP81RiAXq4xCb/lPC3E3VhwJcQhzm05hrtxeykTVG7dCJ41O46uThu3xWeetpGzQPIqjzSvW4mtfegYXxX34HUrwxLeniEXygmOmzm2nJAdGmLK869scSrN6dbejmXchPLw8/y2qQ5F+dwaX9pnL2SD6eedcrO3XI4jtz/4xB0jU+WWccLn1v5RAjZSiUUqnTXFEgAlkUiojqTHitjkZbi+Qf9pNzUC4Asg4CD2ehfFBW3g1w4c137Y5L7zYXp86eYSr1uUOnxnSh3JpcglgKCi+CWSIflBMhBE6gCAZLTMqVGTQBAJBGRIPhmS6wnIJHsRQE8IkgOQg0DSDzkA2c9kP0vCD/0AQPYz2Sdp5yQjqH2CbskBXddW2AulYo35kiAJRIkEERGDT4V+AEDsDwQkhRj5VAAB/eMqALVKgRoHa2E6OQYfkSIBUjAYzE0OAoDY7B5AEhJymoqp+99w8NeIZFmNE1EyrhBRXCFSKC6TKlPqQPTvrKOZYjWupj8ecJvIbvWMERQFAQZADiCVA7kJkfD/E96UKU4AwdTHuyGtkNVDJM2Tryib5PEjtT5riUx8KaaSl7oZUoEsbppLJU2HbWU0yHHZzPPR0EUvsWWOaNltawEHHf9z6zcVw6sAem0e73BALqOiKKFnAQcdfubvief25Q2rq3bkmuvEMTHA3XUKALM8syEXW/MiLGp7xutjjlk8j2Uac1p87XyMc9WKF32jxphftE6IomeA9Q0s3dpf9OxkQPdJ06tW5JrnZpZsircAWrLDPGMtGvDyi473lL3g9LNmVwpjLh0GP95YUyxr5SJmNlE0Sohh7gjMb2cUcwwgRNwvEXKCIb7TeNJpkhAsUvOgqIxyUNJVZ9wOG4fivfIrxYp/I9wpv2lUbNYI241mBCM2wchww7iDww/DmKvn2y4QgjPthWVG5CLvP110LgXwry9sHozIffDF+OKTyceyisMFEZYdc9lL0sM9IgcejC5Y/CtMiLiYt0BEoMCtB98cCRoAgK7j+SV57V4k9PswNLrGuDe+I7cg33L3GsqHyU4FoLL6vDnB/6sRzhs85VpO1AtbbpE3sJOAzBrNoV3DNk4ygbI750kaNbOJcmPuq5xPCAgFMQANpd+nf0MC2AnGFslvA5UbR5IbGAOouq0LAJjmTYpiG1EUR5w/IVtU9JGqvZkdGiTIlduIiHbzPK5YJGSMs6qT1D2hQf/J/gMAMPVxzbbD36dmkL51Uq4A2/frbv+HO0oBYF2+wEji8iQAeLJD+knU29kC8c0CAJiiin7XUASSjfMBoHu6NKMHAGLnR5ZPDu68UAogdqAKYTQStS4cwSQtQPgIEdGqhQRqAVA70nyyIc/oJIpiYfp9CDX7Me6RPbZovm0kov8Ai5ugxvrXTS8AAAAASUVORK5CYII="
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 89,
"question": "As shown in the figure, AB = 2.0, CD = 5.0, the distance between point P and CD is 3.0, then the distance between AB and CD is ().\nChoices:\nA:\\frac{6}{5}\nB:\\frac{7}{6}\nC:\\frac{9}{5}\nD:\\frac{15}{2}",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: A solid figure has a side $GF$ of length 15cm as shown.\n\nNow, we want to find $y$, the length of the diagonal $DF$.\n\nCalculate $y$ to two decimal places.\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "$y=21.61$",
"style": "rule"
}
|
{
"answer": "$y=21.61$",
"index": 90,
"question": "A solid figure has a side $GF$ of length 15cm as shown.\n\nNow, we want to find $y$, the length of the diagonal $DF$.\n\nCalculate $y$ to two decimal places.\n",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: Find A B.\nChoices:\nA:3\nB:4\nC:7\nD:11 You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 91,
"question": "Find A B.\nChoices:\nA:3\nB:4\nC:7\nD:11",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: As shown in the figure, if angle OBC = 40.0, then the degree of angle AOB is ()\nChoices:\nA:40°\nB:50°\nC:80°\nD:100° You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 92,
"question": "As shown in the figure, if angle OBC = 40.0, then the degree of angle AOB is ()\nChoices:\nA:40°\nB:50°\nC:80°\nD:100°",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: The graph shows an angle $a$ in standard position with its terminal side intersecting the figure at $P\\left(-\\frac{21}{29}, \\frac{20}{29}\\right)$.\n\nFind the value of $\\cos a$.\n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "$-\\frac{21}{29}$",
"style": "rule"
}
|
{
"answer": "$-\\frac{21}{29}$",
"index": 93,
"question": "The graph shows an angle $a$ in standard position with its terminal side intersecting the figure at $P\\left(-\\frac{21}{29}, \\frac{20}{29}\\right)$.\n\nFind the value of $\\cos a$.\n",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: As shown in the figure, AC = 4.0, tanA = frac {1.0}{2.0}, then the length of BC is ()\nChoices:\nA:2\nB:8\nC:2√{5}\nD:4√{5} You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "A",
"style": "rule"
}
|
{
"answer": "A",
"index": 94,
"question": "As shown in the figure, AC = 4.0, tanA = frac {1.0}{2.0}, then the length of BC is ()\nChoices:\nA:2\nB:8\nC:2√{5}\nD:4√{5}",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: They each used a square piece of paper with a side length of 12.0 to make a pair of jigsaw puzzles, and cooperated to design the work shown in the picture. Help them calculate the sum of the area of the three figures circled in the figure, it is ()\nChoices:\nA:12cm\nB:24cm\nC:36cm\nD:48cm You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "C",
"style": "rule"
}
|
{
"answer": "C",
"index": 95,
"question": "They each used a square piece of paper with a side length of 12.0 to make a pair of jigsaw puzzles, and cooperated to design the work shown in the picture. Help them calculate the sum of the area of the three figures circled in the figure, it is ()\nChoices:\nA:12cm\nB:24cm\nC:36cm\nD:48cm",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: Esteban's account balance can be modeled by $f(t)=1000 \\cdot e^{(0.08 t)}$ and Anna's account balance can be modeled by $g(t)=750 \\cdot e^{(0.12 t)}$, where $t$ is the number of years since they opened their accounts. When do the accounts have the same balance?\nRound your answer to the nearest integer. \n You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "7",
"style": "rule"
}
|
{
"answer": "7",
"index": 96,
"question": "Esteban's account balance can be modeled by $f(t)=1000 \\cdot e^{(0.08 t)}$ and Anna's account balance can be modeled by $g(t)=750 \\cdot e^{(0.12 t)}$, where $t$ is the number of years since they opened their accounts. When do the accounts have the same balance?\nRound your answer to the nearest integer. \n",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: Calculate the area of the following triangle.\n\nRound your answer to two decimal places. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "60.21 \\mathrm{m}^2",
"style": "rule"
}
|
{
"answer": "60.21 \\mathrm{m}^2",
"index": 97,
"question": "Calculate the area of the following triangle.\n\nRound your answer to two decimal places.",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the final value, e.g., 1, 2.5, 300.\nQuestion: Calculate the area of the following figure, correct to one decimal place. You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "Area $=9.4 \\mathrm{~cm}^{2}$",
"style": "rule"
}
|
{
"answer": "Area $=9.4 \\mathrm{~cm}^{2}$",
"index": 98,
"question": "Calculate the area of the following figure, correct to one decimal place.",
"split": "test",
"task": "Vision Intensive"
}
|
MathVerse
|
[
{
"content": "<image> Please directly answer the question and provide the correct option letter, e.g., A, B, C, D.\nQuestion: In the figure above, a shaded polygon which has equal sides is partially covered with a sheet of blank paper. If x + y = 80, how many sides does the polygon have?\nChoices:\nA.Ten\nB.Nine\nC.Eight\nD.Seven\nE.Six You FIRST think about the reasoning process as an internal monologue and then provide the final answer. The reasoning process MUST BE enclosed within <think> </think> tags. The final answer MUST BE put in \\boxed{}.",
"role": "user"
}
] |
[
{
"bytes": "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"
}
] |
math-reasoning
|
{
"ground_truth": "B",
"style": "rule"
}
|
{
"answer": "B",
"index": 99,
"question": "In the figure above, a shaded polygon which has equal sides is partially covered with a sheet of blank paper. If x + y = 80, how many sides does the polygon have?\nChoices:\nA.Ten\nB.Nine\nC.Eight\nD.Seven\nE.Six",
"split": "test",
"task": "Vision Intensive"
}
|
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.