question stringlengths 148 1.3k | image stringlengths 1.79k 2.47M | choices stringclasses 324 values | answer stringclasses 358 values | question_type stringclasses 2 values | answer_type stringclasses 4 values | index int64 1 1k | category stringclasses 2 values | context stringclasses 16 values | skills stringclasses 27 values | source stringclasses 31 values | task stringclasses 5 values | answer_option stringclasses 7 values | description stringlengths 46 1.43k |
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Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Subtract all big red rubber cylinders. Subtract all blue objects. How many objects are left? | 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 | null | 7 | free_form | integer | 501 | math-targeted-vqa | synthetic scene | ['arithmetic reasoning'] | CLEVR-Math | math word problem | null | The image features a collection of 3D geometric shapes, including spheres, cylinders, and cubes, in various colors and materials. The main message likely relates to the exploration of geometry, color, and material properties, possibly for artistic, educational, or design purposes. The composition highlights diversity and contrast among the objects. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Are there fewer tandem bikes that are behind the brown metal bicycle than matte trucks on the left side of the green object?
Choices:
(A) Yes
(B) No | 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 | ['Yes', 'No'] | No | multi_choice | text | 502 | general-vqa | synthetic scene | ['arithmetic reasoning'] | Super-CLEVR | visual question answering | B | The image seems to portray various modes of transportation, including a pickup truck, bicycles, a bus, and a plane. The scene might convey a message related to the diversity and evolution of transportation methods. The juxtaposition of different types of vehicles could suggest themes like technological advancement, sustainability, or the choices available for travel. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the age gap between the leftmost and the center person? (Unit: years) | 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 | null | 4 | free_form | integer | 503 | general-vqa | natural image | ['numeric commonsense', 'arithmetic reasoning'] | KVQA | visual question answering | null | The picture conveys a message of diplomatic engagement and peace efforts. The central action of a handshake suggests cooperation or a formal agreement between the individuals involved. The attire and setting imply a high-level meeting or negotiation, often associated with political or international discussions. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: As shown in the figure, D and E are the points on the edges AB and AC of △ABC, DE ∥ BC, if AD:DB=1.0:3.0, AE = 2.0, then the length of AC is ()
Choices:
(A) 10
(B) 8
(C) 6
(D) 4 | 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 | ['10', '8', '6', '4'] | 8 | multi_choice | text | 504 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | UniGeo | geometry problem solving | B | The diagram shows a geometric figure with two triangles sharing a vertex at \( A \). Triangle \( ABC \) is the larger triangle, while triangle \( ADE \) is nested inside it. Segments \( BD \) and \( CE \) are part of the larger triangle, suggesting the triangles might be used to illustrate a concept like similarity or proportion within geometry. The figure may be used to explore relationships or theorems involving these triangles. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: As shown in the figure, in the circle O with a radius of 5.0, the length of the chord AB is 8.0, then the distance from the center O to the chord AB is ()
Choices:
(A) 3
(B) 4
(C) 5
(D) 6 | 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 | ['3', '4', '5', '6'] | 3 | multi_choice | text | 505 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | UniGeo | geometry problem solving | A | The image depicts a circle with its center at point O. A line segment AB is drawn as a chord inside the circle. The main message of this diagram is related to geometry, illustrating the properties of a circle, its center, and a chord. It may be used to discuss concepts like the perpendicular bisector of a chord passing through the center of the circle. |
Hint: Please answer the question requiring a Python list as an answer and provide the final list, e.g., [1, 2, 3], [1.2, 1.3, 1.4], at the end.
Question: Between which two years does the line graph saw its maximum peak? | 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| null | [2014, 2016] | free_form | list | 506 | general-vqa | line plot | ['statistical reasoning'] | ChartQA | figure question answering | null | The main message of the picture is that the share of females aged 45 to 64 in the UK who engaged in binge drinking on their heaviest day of drinking in the last week showed fluctuations from 2005 to 2016. The graph indicates a general upward trend, notably from around 2013 to 2016, where there was a significant increase. Binge drinking is defined here as consuming more than 6 units of alcohol in a single day. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: What would happen if the hawk population increased?
Choices:
(A) mice would increase
(B) sparrows increased
(C) garter snakes would decrease
(D) grass decreased | 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| ['mice would increase', 'sparrows increased', 'garter snakes would decrease', 'grass decreased'] | garter snakes would decrease | multi_choice | text | 507 | general-vqa | scientific figure | ['scientific reasoning'] | AI2D | textbook question answering | C | The main message of the picture is to illustrate a food web, which shows the relationships between different organisms in an ecosystem based on who eats whom. It highlights the flow of energy and nutrients from primary producers, like grass, through various levels of consumers, such as grasshoppers, spiders, and snakes, up to top predators like the hawk. This diagram emphasizes the interdependence of species and the complexity of ecological interactions. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: The owner of a bed and breakfast inn recalled how many guests the inn had hosted each day. What is the median of the numbers?' | 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| null | 5 | free_form | integer | 508 | math-targeted-vqa | table | ['arithmetic reasoning', 'statistical reasoning'] | TabMWP | math word problem | null | The table shows the number of guests staying at an inn over several days of the week. The number of guests is fairly consistent with a peak on Saturday. Here's the breakdown:
- Wednesday: 4 guests
- Thursday: 4 guests
- Friday: 5 guests
- Saturday: 7 guests
- Sunday: 5 guests
The pattern suggests a minor increase in visitors toward the weekend, with the highest occupancy on Saturday. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is Cadet Blue the high median?
Choices:
(A) yes
(B) no | 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| ['yes', 'no'] | yes | multi_choice | text | 509 | general-vqa | pie chart | ['statistical reasoning'] | FigureQA | figure question answering | A | The pie chart visually represents a distribution between two categories: "Web Purple" and "Cadet Blue." It shows that "Web Purple" occupies about one-third of the chart, while "Cadet Blue" covers the remaining two-thirds. The main message highlights this proportion between the two categories. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: As shown in the figure, in Rt△ABC, ∠C = 90.0, AC = 4.0, AB = 5.0, then the value of sinB is ()
Choices:
(A) \frac{2}{3}
(B) \frac{3}{5}
(C) \frac{3}{4}
(D) \frac{4}{5} | 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 | ['\\frac{2}{3}', '\\frac{3}{5}', '\\frac{3}{4}', '\\frac{4}{5}'] | \frac{4}{5} | multi_choice | text | 510 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | UniGeo | geometry problem solving | D | The image shows a right triangle, labeled with vertices A, B, and C, where angle C is the right angle. The main message illustrates a basic geometric shape used in trigonometry and geometry to represent relationships between angles and sides, often for solving problems involving distance, height, or angles. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: How many people like the most preferred object in the whole chart? | 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| null | 9 | free_form | integer | 511 | general-vqa | bar chart | ['statistical reasoning'] | DVQA | figure question answering | null | The bar chart displays the preferences of objects in different categories, measured by the number of people. In the "junk" category, the blue bar (niece) is longer than the red bar (stove), indicating "niece" is preferred. For the "horn" category, the red bar (stove) is preferred over the blue bar (niece). In the "meadow" category, the blue bar (niece) is preferred over the red bar (stove). Overall, it highlights which object is more favored within each category. |
Hint: Please answer the question requiring a floating-point number with two decimal places and provide the final value, e.g., 1.23, 1.34, 1.45, at the end.
Question: What is the y coordinate of the center of mass of the isosceles right triangle of uniform areal density shown in Figure 9-C? | 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| null | 0.24 | free_form | float | 512 | math-targeted-vqa | scientific figure | ['geometry reasoning', 'scientific reasoning'] | SciBench | textbook question answering | null | The image depicts a geometric figure, specifically an isosceles triangle, positioned on a coordinate plane. The triangle has equal side lengths labeled as 'a', with the base lying on the x-axis and the vertex on the y-axis. The figure is related to "Problem 9-8" and seems to be used in a mathematical or physics context, possibly involving geometry or trigonometry problems. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: What is the highest value in states that border West Virginia ?
Choices:
(A) 43.2%-63.6%
(B) 45.2%-65.6%
(C) 42.2%-62.6%
(D) 41.2%-61.6%
(E) 44.2%-64.6% | 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| ['43.2%-63.6%', '45.2%-65.6%', '42.2%-62.6%', '41.2%-61.6%', '44.2%-64.6%'] | 42.2%-62.6% | multi_choice | text | 513 | general-vqa | map chart | ['scientific reasoning', 'statistical reasoning'] | MapQA | figure question answering | C | The map illustrates the percentage of recommendations in different states across the USA. It uses two color categories to show these percentages: a darker color represents states with 42.2%-62.6% recommendations, while a lighter color shows states with 20.1%-41.1% recommendations. The main message of the map is to highlight the variation in recommendation percentages across the country, with certain states having higher percentages. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: If you wanted the leaf with the least main veins, which would you choose?
Choices:
(A) 3 main veins
(B) pinnate
(C) reticulate
(D) palmate | 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 | ['3 main veins', 'pinnate', 'reticulate', 'palmate'] | 3 main veins | multi_choice | text | 514 | general-vqa | scientific figure | ['scientific reasoning'] | TQA | textbook question answering | A | The image illustrates different types of leaf venation patterns. It depicts five specific categories: pinnate, reticulate, palmate, "3 main veins" as seen in some *Ceanothus* species, and parallel. Each leaf is drawn to show the distinctive vein patterns that characterize each type. This serves as an educational guide on botanical leaf structures. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: You would potentially see a decrease in which organism if gulls disappeared?
Choices:
(A) herring
(B) kril
(C) anchovy
(D) phytoplankton | 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hfWtnakwxrb28bAgCJFFu4B74xG2MdzXJyawL6EI9r5V/ILtpmDZUsgjKKh748k59N3vmvQtXmik8Yav5cqOHEEo2nPymJQD9PlrkLWGHS9fs7Ga4W6nnjYSblAC4XCEDsdgYHHXvQBdsoItV0TULYSDy5riYBgMjDMT079agv7y48O3NiNOkt1u1WSRZJ1z+9bEQZVGAT85wOgA6YGK0dH0xNDsJIDOrRCRnUlQgROwP0A69+tYOpR3+o6rFdW9ndwxzpst2liCidIz5m8FuQpbaBtxnIyegoA2LQpHottZwEzJk6lchTuLt92BD77V3kf3iK1tP8Ttofh9YtPtBDc3AD3Wo3o2l5mHOyL7zY+6oO3oOD3y/COh6g9sul2MMIvOJLyYj9zbEgYBx95sAYUdepIBzXUmfw94UlkFora1r6AhpXIPlH/ab7sS/wCyOcdjQBseCbbXFiurzV7m7aKfb5EF2QZBjOXIx8m7I+TtjoCcDrK5HwFeavqNneXuo3T3FvLKDbyMgUNx8xQY/wBXnAXOehOTnNddQAVwfgk/2L4q8S+F5PlVbj+0bMHvDL94D2VuPxrvK4bx/bz6Tc6d40sImkm0lil5GvWW0b74/wCA/eH4mgDua5jxT4Rttckj1GK3t31KCJol85flljbrGT1X1DjlTz6g9BZ3lvqFlBeWsqy286CSORTwykZBqegDzXwl4ha316a1vPNjneRLa+jmGHWbGIZiOn7xRsYjgsqkcNXW2Xg7Q7BbxIrRnjvI/KmSaVpFKZJ2gMTgZY9KreLfCsWtw/bLaNBqcMZRWztE8Z5MTEdjwQeqsAw6cs8F+Jf7aspLO5dv7RsjsmEg2u4BwGK9myCGHZgexGQDbg0bS7WOOODTrSJIuECQqNv04pttoumafb3UdlplrElwCZYo4lVZeMYIxjpxWhRQBxj6F4o1SJYDqNr4d05RhbXS498uPQyEAL/wFfxrF1nQdW8KLb3tp4n1OaOSZYWE8xdlZujANlWGeoK9Oc8V6bXD/EO8hjfR7aSVEAne5fcwGFWNlyfbLigCbRPGjvcQ6frcIinlcRxXcI/cysegIzlGPTByCeh5xXZV4+v/ABOIXhstPudSjYYbyI/k/wC+zhc/jmuy8Ca/Nqdnc6deSSPeWDBC0q7ZGQ5C7wf4wVZT64z3oA66ud8c63/wj/g3Ub5CftBj8q3UdWlf5VA/E5/Cuirz+9b/AITP4jW9hH8+j+HXFxct/DLdn7ie+3kn3yKAOm8I6KPD3hLTNKwN9vAokx3c8sf++ia2qKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDybVLjWNPi1G3vrmPXNEklZJZnfesbA5wXTJgdeOoKggEbTxXGaxFt0yxGonOJBcK0cndsLKoYf3sI3H+3610upag3hvxNey+HJL94nuHSaNLUugkDHcrL0dAxbByrDoCRWd4j/ALJaBJr7TWsYPNV7mCIlrfdn/WxMOUPPzIQAQTjJHIAmm6XZxxPqUchd44HtpOhWQodu8+/yD2rmtBe9iu9NbS4BFNNslt7lxxEEb52A75CgEdDux3rtrSOOGGy2OCLoTQ3MRHyiaIr86+nmIwYj1OR1NdD4Q8PaXqs+qi8sIJoIBDawoyD91hS52/3T868j0FAFO9v9N1YmbVYH0XVwuBqNshkt5cdPMA5x/vDjs1cxearbXsMapPbPqFnPu8lJAySsuQVRujblJK/UVNFFq03jC50zS3aK0N88Fut1mZfLQ4Y5yH+XbISSe6gVe8QeFbzTpozepbxi6PlrdW2XikbqEljYd+cHJ9AQcZAM3TYVi1q1uIrozxXVqwjLLgrGnlhE99oyOan1OwtLaaO/jiRLiW8gMkn8TfMExk+x6VWBdTb2UMEFrqlkDJBBuxHOnRtp64OfqDjr37fRPCml+IPC811JcfadSuI2QTSJj7FKP4VT+EqwGT1PrgigDCvY2u/I0+KPzp7qVESEf8tBuBbP+ztByewqXxhqlxc65qF1YwPcG12WFuqAHDZzI3JAwCcH/rnSaPrTaRLrryQKuurHBZwxNyY5W8wsB/sDbvJ7qB7Umk2V/c2gTStNub2CIlGud6IruD8xBdhuOc5I4znmgBi3d5a6QLV7waZpy5LpBJtkkY9Wlm4JYn+7t9ORWGstvHO0Zv8AS309SDDau21MDs4BBfntuAPcVvPpmu6Zqn9pHRbgSLgoZrVLxYiO6CNyVPvium8L+Mb3VtYXTb23glJRm863ieMxkdnRs7c+uevagDX8Harf6vo73F9FGoWYpBJHE0SyxgDDBWJIGSRnODjNdDRRQAU2SNJY2jkUOjgqysMgg9QadRQB5zpc7/DjXxoV9If+Eav5SdMuXPFrITkwOewJ5U//AF8ejVS1XSrHW9Mn07UbdZ7Wddro38x6EdjXDQapq3w4kSx11p9R8NZ222qqpaS1HZJgOSB0DD/6wAPRq4jxT4YvoNag8WeGwBqlv/x9WmcLexYwV9nwMA98D0FdjaXltf2sd1Zzxz28o3JLEwZWHsRU1AENrcLd2kNyiSIsqBwsilWXIzgg9D7VNRRQBna7rdn4e0efU759sMQ4UctIx6Ko7kngVy3hnwzeanfv4n8VQKb+fDW9k3zLap/CCO7AH8Mk9Scb0+gf2h4jj1PUpEmt7PBsLYD5Y3I+aVvV+w7KPc1uUAAGBgdK4nQ4S/xV8TzxDEMUFvHIR0MjIp/MKo/76rtq84n8QNZ6pqejeEEXV9evrpri4nx/o9nkBR5jDg7QoG0dcfhQBseMvE9xZSQ+H9BUT+ItQGIVHItk7zP6AdvU1reFvDlt4W0KHTbdmkYEyTzv96aU/ec+5P6Yqp4T8Iw+HIp7me4a+1i8O+9v5R80h9B/dUdhXSUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBx/jHSLOOD7fbeGLXUr6aUJI5g3FRg/OwX5m6Afj1AFclZeF/Ekl1JcJo8dvbSJt+ylxDFn+8FLyEfTjqeK9dooA8P1u5bQYdVt9WspLcyQCZQDu8qdBiKaNh1B5Rv+AgjBrsrDUB4O8JfbLqNX1PVJWuIrbeABlQF3Hsqoqlm7c4zkZ1/Htja3HhS9vZlAnsInuIJMcqwHT3VuhHcH6Vz3hbwiuoW1rrevXUk9mkCCxtJyNscA5QycDPY4PtuyQMAGXofgifxQsd7fSywWTBy8oyr3m9t7FVPCoWOQSCT2xwa7rxLplrD4Bv7KGPy4bSyLQDOdhiXchyfQqK0Ztf0a3TdNq1hEvq9ygH8653xL4y8NXHhjWLe38QaXLcPZTKsaXaFmJQ8AZ5NAGd4U0Kx1+z1l7+HfvnjhjdTh4tkauCjdQQ0jc1TH9rfD/XRc3MT3mm3JEUs8WFEvZGYEgLKOnOFYHgggKLXg3xVoGkxanZ6hrNjaz/bSyxzzKhwYo+efcGuyj1TQtcge1iv9PvoplKvEkySB1PUEA0AebaVoMnivxTe3c8X2dpW82+mU/OsZ4jgUjvtUbmHQdOox6xb28NpbR29vEkUMShEjQYCgdABXC/D5BZ6/wCI9NDs6W8iLEWOSVV5VGT3IAUZ74rv6ACiiigAooooAKKKKACmyRpLG0ciK6MCGVhkEehFOooA4a58AT6TdSX/AIL1RtHmc7pLGQeZZyn3T+A+6/gKYPG+u6L+78U+FbuNV4N7pf8ApMJ9yPvKPrmu8ooA5Wx+JXg6/A8vX7SNjxsuGMJB9MOBWuviTQnXcutacV9RdJ/jUl7omlaln7dplndE95oFf+YrKb4feD2YMfDWmZHpbKP6UASXnjrwpYAm48Q6apH8K3CufyUk1it8TbW/Jj8M6LquuSnhXhgMUP4yPjH5V0Vp4T8O2DBrTQtNhYdGS1QH88VrgBQAAAB0AoA4JvDvi7xX/wAjJqaaTprddN0tvncekkx/ULwa6/R9E03QNPSx0qzitbdf4Yx1PqT1J9zV+igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDA1HxpoWlX0ljc3M32uPG6GK1lkbkZGNqnPWsDVvHerXCeT4e8P3wc9bvUbZ440+ifec/kPeu+ooA8b1zU/G2u6ZLY3T2tvDIuGS3snHm+zFicA+3Ncz/AMI3eefbJO91NaLCEmSWaU7yOgwTjbwOOnHSvoqigDwNdIsYm3Lp1up9RAP8Kke0t3jMb20RQjBUxjFe7kA9RmmmKM9Y0P4UAfPU2lzpLGLGWKC3GMxlAec5J5B3ZHHJH1oi0K133DXSRXHmSb48xhTGPQEc/ljpX0GbW3PWCI/VBUZ0+yPWztz9Yh/hQB86fZ7f7Tc20WoXSznfDBh5ECOcuQXB+c5Oee1en+HviRZWlna6f4gtpdNeKJYlu3k86GQqAMmTqpOM/MPxrtjoekGfzjpdl5uNu/7Om7HpnFI+iaQflfTrTnjBiXmgCaz1Ow1CMSWV9bXKHo0MquD+Rq1XPT+A/ClycyeH9P3f3khCt+Ywarj4eeHo/wDj2jv7X/r31G4QfkHxQB1NFIo2qFGcAY5OaWgCpqWoQ6Vp899cLK0MCF38pC5CgZJwPYVjQ+NdOmn09Xtr+C31DYtreSwbYZHYZVd2cgntkAHsTV/xR/yKWs5/58Z//RbVzmh6fqGv+F/D0Go2kNraWiWtyCk3mGfy1BTAwNozgnOemPegCto/ixdEi8QNqQ1O6tbXWJo2uAplW2iwmNxJztGT0zjvXWLr9s/iJtEWGf7ULb7UG2jY8ecZU5554rmf+EY1efwx4v02SK3im1e4nntz5xYDzFVQG44xt9+tTeJdJvrlvDl1aMlrqccptJAG3ZgkQiUA98BQw91oAkv/ABuYbzw/9nsrr7NqU0yvutmeQoiMQUCZ6kD145xjmtW88VWNpFez+TdT21g227nhjDLCcAkEZydoIJ2g4qrrui3jah4cu9KggkTSp23QSSmP920Rj4OD0yDiqdvoWr6dD4h0yCGGe11Sea4t7h5MeUZR8yuvUgHJGM5HHFAGlP4vsI9Qawt7e9vboWyXaJbQ7hLExwGViQCPfNY2teIo9V03QdR0q6uoAdbgtZ4iWiZfnw8ci+vHQ/1qnaWl3oHj+107S7RL1LXw7b27GWfyiFWVwG6HPTkVe1DwnfrZ2otFgnuX1pNWu2aTy1yGB2LwewAGfTPegDc1HxPaaXcBLi1vfs/npbvdrF+6jdyAoJznGWAyARk9ahu/GFla32oWUdlqN1c2CrJPHBb5IRskMMkAj5T059M1z2s+Fte1VNYilitLiSW8jns7ma4b5IldG8pUxhCNp+Ydc1t2GlalH4t1zUZoIUtr+3hijxNuZTGGHIx33evagCnqWtR3Ov8Ag7ULG/kXTr7z3f8AeFY3jEDOCynjg889Kn8Q+MG0/wAOx6nY2s5El5DbxtLbsQ6M6qXUDnGCducZOOua55vAeo3uh+FtI1G1ga30tHS6aK6KlsoVDIducgkNz6Vr6jofiW+8LSaZdS2t5dWl3BNbXDSFDdRxyK/7wYwj4GMjIJ54oA3m8RW5lMNtaXlzcrALiSBItrxoSQNwcrgnBwvU46VUHjfSJRpv2UXV0dSjke1EMBO8oPmU5xhhjBBxjvioYNN1bTvFV5rEVrHPDqdtCtxAJwGgljBAwSAGUhue+R0OazdP8Jalpeq+H5o1gljs5bue6cSbfnuCSQi46LnvjNAHUaJrtrr1rNNbJPE8EzQTwTpskikXGVYc9iDwSOa065/w9pN7pera/JcLEYL6++1Quj5ODGi4Ixwfl/WugoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDl9N8YwalcSGI2gt4XmS4U3P+kW4j3fM8WOAdvr3FRWPjmC9n0hhDF9l1VtsBjuA8sZKll8xAPlBA7E4OAaH8G/2jfWtzq/2GaW2dmFzBbmOaZSrLtdsnjDcjvgdKsaF4f1PR9Pi0p9St5bCCIwwyLblLjy8EKC27GRxyBzjpQAyHxZMfEdnpNxZ28ZvVk8kx3YkkjdF3FJVA+UkZ6E9MVVbx7Ha6Lc6hf2Bha21A2MsMcvmFNrDe5O0fKF+f6Y9aNK8F3mn/8ACP79TgcaK0gRUtdgmRkKEt8xO/ByW6E9q0F8IWba1rV9PI0sGqQiN7YjCoSgSRh7sqoP+A+9ABqfipdIGqXF3bL9hsViAmSXJlkkICoAQAOq5OcfMPeqNz49tdNkvI9QjiPkWq3KPaTiVH3OI9mSBtbcy9eMHPY1YPgyObwOPDlzfzSybVJvdo3+YrBlfHsVXj0GKde+G7/XNAutL1m+tf3qrslsrcxlZFYMsh3MecqDjpQBDJ45tbK5u4dQSLEFoLpZLOYTK43hNnQYfcygDoc1naw99J8QfCL3mnW8AMtxsljn3tjyG+RhtGPXgkVs3Xh6/wBZ0C70rWr22KzxhRJZW5iYOCGWTljyCAcVCfDesXWo6NqGo6xbTXOmSOVEVoUSUMhQkjeSG5zkHHtQB1VFFFABRRRQBU1PTodVsJbK4aVYZQVcROULKRggkdiDS6dYQ6Xp8FjbmQwwKEj8xyxCjoMnsOlFFAFqqEej2ketTatiRrqVAmXclUA/ur0XOBnHXFFFAF+iiigDLXQLNPEDa2HuPtjR+SSZTt2dQu3pjJJ+prUoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k= | ['herring', 'kril', 'anchovy', 'phytoplankton'] | kril | multi_choice | text | 515 | general-vqa | scientific figure | ['scientific reasoning'] | TQA | textbook question answering | B | The main message of the picture is to illustrate a coastal food web, showing the predator-prey relationships among different marine organisms. The food web starts with primary producers such as phytoplankton and seaweed. Krill feed on these producers, and in turn, serve as a food source for herring and anchovy. At the top, gulls prey on both the fish and krill. This diagram demonstrates the flow of energy and the interconnectedness of species within a coastal ecosystem. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Are most the stepping stones square?
Choices:
(A) Yes
(B) No | 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 | ['Yes', 'No'] | No | multi_choice | text | 516 | general-vqa | natural image | ['numeric commonsense', 'arithmetic reasoning'] | VQA2.0 | visual question answering | B | The picture depicts a red fire hydrant on a grassy patch beside a road, with an urban backdrop that includes a brick building and parked cars. The main message of the image emphasizes urban infrastructure, specifically the presence of essential emergency services like fire hydrants in a city setting. It highlights the everyday elements that contribute to the safety and functionality of urban environments. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: At Bloomington Consulting, the head of human resources examined how the number of employees with health care benefits varied in response to policy changes. According to the table, what was the rate of change between 2014 and 2015? (Unit: employees per year) | 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| null | -1 | free_form | integer | 517 | math-targeted-vqa | table | ['arithmetic reasoning', 'statistical reasoning'] | TabMWP | math word problem | null | The main message of the table is to show the number of employees with healthcare benefits over a five-year period from 2012 to 2016. The data indicates a general upward trend, with a noticeable increase in 2016. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the age gap between these two people in image? (Unit: years) | 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 | null | 4 | free_form | integer | 518 | general-vqa | natural image | ['numeric commonsense', 'arithmetic reasoning'] | KVQA | visual question answering | null | The picture conveys a sense of a serious discussion or conversation between two individuals seated on a bench. Their body language, with one person gesturing, suggests an exchange of ideas or sharing of important information. Both are dressed in formal attire, implying a formal or professional setting. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: How many Triangles do you see in the picture? | 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| null | 12 | free_form | integer | 519 | math-targeted-vqa | puzzle test | ['logical reasoning', 'geometry reasoning'] | IQTest | figure question answering | null | The image is an optical illusion that challenges perception. It features a large triangle divided into smaller sections by black lines. A red triangle is highlighted at the top, which draws attention but may also obscure the perception of the complete figure's geometric properties. The image likely explores themes of visual ambiguity and how color and division can alter perception. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Does Dark Magenta have the maximum area under the curve?
Choices:
(A) yes
(B) no | 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| ['yes', 'no'] | yes | multi_choice | text | 520 | general-vqa | scatter plot | ['statistical reasoning'] | FigureQA | figure question answering | A | The scatter plot shows data points with two main trends. One set of data decreases while another increases across the x-axis range. The data points are color-coded with five colors, indicating different categories or groups: Dark Magenta, Web Green, Burlywood, Slate, and Olive Drab, as shown in the legend. This suggests an analysis of separate groups with different behaviors. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: As shown in the figure, AB is the diameter of ⊙O, point C is a point on ⊙O, ∠C = 20.0, then the degree of ∠BOC is ()
Choices:
(A) 20°
(B) 30°
(C) 40°
(D) 60° | 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 | ['20°', '30°', '40°', '60°'] | 40° | multi_choice | text | 521 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | UniGeo | geometry problem solving | C | The image shows a geometric diagram of a circle with center \(O\). It includes a diameter \(AB\) and a point \(C\) on the circle forming a triangle \(ACB\). The main message is likely demonstrating the Inscribed Angle Theorem, which states that an angle \(ACB\) inscribed in a semicircle is a right angle. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Move the ruler to measure the length of the line to the nearest centimeter. The line is about (_) centimeters long. | 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Ue+jfRcdibzT2Ws2eyurp4lnulaCO4E6qIsNkNuUFt3QHHbtVzfRvoUrbCauTbnPVqMepqHfRvpXGOuIIrm2kt5QTHIpRgGIJB68iqNjo0Vhqs97HcXD+ZEkYSSZ3xtLHJLMc/e49MHHU1c30nmCqUmlZCcU3ctb6N9VPM9qN7VI7Etx57qn2edYmVsncm4MMEYIyPXPXtUNha/YlnLSeZLPMZpGC7RuIA4GTgYA70uW9aPxp82lhW6lrzPejzR61VyPWjI96B2Ibuzaa7N1BcLFK0Jgcsm8FScjjI5Bz+ZqzZxxWNjb2kTHy4I1jXPXCjA/lTMj0pcj0p82lhcq3LHnD1o84etV9w9KNw9Km47AkYW+lumk3MyKiDH3FHJ/Mn9B6VY84etV9wo3D2p3uKxY84etQ3aR3llPayMRHNG0bY64Iwf503IoyKL2CxXtLJ4b2O6nuVleK3+zoEj2DBIJJ5OT8orR80etVsijihyvuCSRZ8wetRTmd1X7PMsbBsnem8EYPGMj69e1RcetH40XCwafaCxhkXzDJJLK0sr4xuZvbsOgHsKt76qZPrRub1obvqCViyzsVOxgGxwSMgfhWRDo8kWnQWzXSNJbzmeKQREAMWYkEbjkYYjqKvb2o8w+lNSa2BxTCwtfsUc2ZPMlmlaaR8YBY+g7AAAfhVvfVXzaPMFJtvVglY7bRudNjopNE/5BcX0or3afwI8mW7Pn/VP2g4tT2M3hQxyKMBhqOeP+/VZf/C7f+pe/8nf/ALXRRUTw9Ob5pLU0jWnFWTD/AIXaf+hf/wDJ3/7XR/wu0/8AQv8A/k7/APa6KKj6pR7fmP6xU7h/wu0/9C//AOTv/wBro/4Xaf8AoX//ACd/+10UUfVKPb8w+sVO4f8AC7T/ANC//wCTv/2uj/hdp/6F/wD8nf8A7XRRR9Uo9vzD6xU7h/wu0/8AQv8A/k7/APa6P+F2nP8AyL//AJO//a6KKPqlHt+YfWKncP8Ahdp/6F//AMnf/tdH/C7T/wBC/wD+Tv8A9rooo+qUe35h9Yqdw/4Xaf8AoX//ACd/+10f8LtP/Qv/APk7/wDa6KKPqlHt+YfWKncP+F2n/oX/APyd/wDtdH/C7T/0L/8A5O//AGuiin9Uo9vzD6xU7if8Ls/6l/8A8nf/ALXS/wDC7f8AqXv/ACd/+10UUfVKPb8w+sVO4f8AC7T/ANC//wCTv/2uj/hdp/6F/wD8nf8A7XRRS+qUe35h9Yqdw/4Xaf8AoX//ACd/+10f8Lt/6l//AMnf/tdFFH1Sj2/MPrFTuH/C7T/0L/8A5O//AGuj/hdp/wChf/8AJ3/7XRRR9Uo9vzD6xU7h/wALtP8A0L//AJO//a6P+F2n/oX/APyd/wDtdFFH1Sj2/MPrFTuH/C7T/wBC/wD+Tv8A9ro/4Xaf+hf/APJ3/wC10UUfVKPb8w+sVO4f8LtP/Qv/APk7/wDa6P8Ahdp/6F//AMnf/tdFFH1Sj2/MPrFTuH/C7f8AqXv/ACd/+10f8Lt/6l//AMnf/tdFFP6pR7fiw+sVO4f8LtP/AEL/AP5O/wD2uj/hdp/6F/8A8nf/ALXRRS+qUe35h9Yqdw/4Xaf+hf8A/J3/AO10f8LtP/Qv/wDk7/8Aa6KKPqlHt+YfWKncP+F2n/oX/wDyd/8AtdH/AAu0/wDQv/8Ak7/9rooo+qUe35h9Yqdw/wCF2n/oX/8Ayd/+10f8LtP/AEL/AP5O/wD2uiij6pR7fmH1ip3D/hdv/Uvf+Tv/ANrpV+Nqhsv4cLD0F9j/ANp0UU1hKK6fmH1ip3N+2/aTW2gWJfCOQO/9pf8A2qiiiujYxP/Z | null | 7 | free_form | integer | 522 | math-targeted-vqa | abstract scene | ['numeric commonsense'] | IconQA | math word problem | null | The image shows a ruler measuring a line, which is about 9 centimeters long. The main message of the picture is to illustrate the use of a ruler for measuring length in centimeters. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: As shown in the figure, a teaching interest group wants to measure the height of a tree CD. They firstly measured the elevation angle of the tree top C at point A as 30.0, and then proceeded 10.0 along the direction of AD to point B, and the elevation angle of tree top C measured at B is 60.0 (the three points A, B, and D are on the same straight line), then the height of the tree CD is ()
Choices:
(A) 10m
(B) 5m
(C) 5√{3}m
(D) 10√{3}m | 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 | ['10m', '5m', '5√{3}m', '10√{3}m'] | 5√{3}m | multi_choice | text | 523 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | UniGeo | geometry problem solving | C | The image illustrates a trigonometric problem involving a right triangle formed by two angles with a shared side of 10 meters. It involves angles of 30° and 60° at points A and B, indicating a relationship between these angles, the distance AB, and the height of the tree (line CD). The main purpose is to apply trigonometry, particularly the tangent or sine function, to calculate the height of the tree or other dimensions of the triangle. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: The Kingwood Ski Resort asked its guests how many times they went sledding last winter. How many guests went sledding more than 2 times?' | 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| null | 0 | free_form | integer | 524 | math-targeted-vqa | table | ['arithmetic reasoning', 'statistical reasoning'] | TabMWP | math word problem | null | The table presents data about how often people went sledding last winter. It shows that 17 people went sledding twice, 6 did not go at all, 4 went once, and no one went three times. The most common frequency was going twice. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the lowest value shown on the X axis of first plot? | 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 | null | 0 | free_form | integer | 525 | general-vqa | document image | ['statistical reasoning'] | DocVQA | figure question answering | null | The picture contains two graphs depicting the behavior of a grooved control sample over time.
1. **OCP vs Time (Control 6, grooved)**:
- The graph shows the change in open circuit potential (OCP) over approximately 200 hours. It starts around -100 mV and gradually increases to about 20 mV, suggesting a stabilization or improvement in potential over time.
2. **Current vs Time (Control 6, grooved)**:
- This graph illustrates the current over the same time period. The current fluctuates between -0.02 µA and 0.02 µA but stabilizes close to zero, indicating minimal current flow over time.
The main message is the stabilization of both OCP and current over time for the control sample with a grooved surface. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: What has been done to this letter?
Choices:
(A) slide
(B) flip
(C) turn | 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IxjIOD3qvomt2mveNnurMSCNNOMZ8xcHIkB9fcVxPi21ll1afU4tO1C3tpiGY3MBTDnrz05rFsr+6065FxZzvDKBjchxkeh9RXA8TOE7TWh3rDQnC8XqfQVeXfE6WNtXs41YF0hJYA9Mnisd/HPiKSLyzqJA7lYkB/MCsGWaSeVpZpHkkY5Z3OSfqaiviYzjyxRVDDShLmkzqfh0rN4qUgZCwOT7Dgf1r16vLvBBfRfOvp9I1WZ50CxNBbFl2dc5JGc8flXY/wDCVf8AUB1z/wAA/wD69dWFi409TmxUlKpoH/NQv+4V/wC1a6CuD/4ST/iuvO/sXWf+QZt2fZfm/wBbnOM9K3P+Eq/6gOuf+Af/ANeug5zQ13/kXtT/AOvSX/0A0aF/yL2mf9ekX/oArB1rxP5mhagn9h60u62kG5rTAHynk80aL4n8vQtPT+w9abbbRjctpkH5RyOaAOur5g/aO/5KHp//AGCo/wD0bLXv/wDwlX/UB1z/AMA//r186fH3UP7R8dWM32S7tdumRrsuo9jH97KcgZ6c/oaAPe/hn/yJVh/16Wf/AKRwV2Fcf8M/+RKsP+vSz/8ASOCuwoA5/wAVf8wX/sKwf+zU/wAWa1c6DpC3trFFKfNCMJM4AIPPB9QPzpnir/mC/wDYVg/9mrU1XTodW0yexn4SVcbsZ2nsfwPNTNNxajuVBpSXNsee2/xOvjcxC4s7YQlx5hQNkLnnHPXFdT4OuYbmHV5YZFdJNSmdSO6nbg15brWg32hXbQXUR2Z+SVR8jj2P9KzQxU5UkH1FedDFVINqep6EsNTmk4aHt/iPW7HStKuRcTp5zxMqRA/MxIwOP614fRWvpGiz3V1Yz3EDixmu4oC5GN249B68A1FSpKvJJIunCNCLbZ674YhaDwxpsbdfs6t+Yz/WtakVQqhVAAAwAO1LXqxVkkeXJ3bZz/hX/mNf9hWf/wBlroK5/wAK/wDMa/7Cs/8A7LXQUxGfqP8Ax/aT/wBfbf8AomWtCs/Uf+P7Sf8Ar7b/ANEy1oUAFFFFABRRRQAVn6F/yL2mf9ekX/oArQrP0L/kXtM/69Iv/QBQBdmhiuIXhmjWSJxhkYZBHuK881HwTYXfi06faO1nEbL7T8o3jdv24wT0r0auf/5qF/3Cv/atROnGfxIuFSUPhZzS/Cz5/m1f5Pa35/8AQqvS+BdJ0nQ9QuGD3VwltIyvKcBSFOCAP65rt6z9d/5F7U/+vSX/ANANRHD04u6RcsRUkrNhoX/IvaZ/16Rf+gCtCs/Qv+Re0z/r0i/9AFaFbGJz/wDzUL/uFf8AtWugrn/+ahf9wr/2rXQUAZ+u/wDIvan/ANekv/oBo0L/AJF7TP8Ar0i/9AFGu/8AIvan/wBekv8A6AaNC/5F7TP+vSL/ANAFAGhXzB+0d/yUPT/+wVH/AOjZa+n6+YP2jv8Akoen/wDYKj/9Gy0Aes+A9C+3+FLCf+1dTts2dkPLtrjYnFnBzjFdN/wiv/Ue1z/wM/8ArVn/AAz/AORKsP8Ar0s//SOCuwoA4PxJ4b8r+yP+J1rL79ThX57rOM55HHWtz/hFf+o9rn/gZ/8AWo8Vf8wX/sKwf+zV0FAHOS+EIp4mim1rWZI26q90CD+BWuZ0LwFpd/8A2n59zenyL+WBMOo+VcY/h969Jrn/AAr/AMxr/sKz/wDstTKEZboqM5R2ZnL8NtGRgy3N8GByCJF4/wDHaqeI/DQhGjga1rDBtShQBrrO3ryOODXeVz/ir/mC/wDYVg/9mojFR2QnJy3Yf8Ir/wBR7XP/AAM/+tR/wiv/AFHtc/8AAz/61dBRVCOD8N+G/N/tf/idaymzU5l+S6xnGOTx1rc/4RX/AKj2uf8AgZ/9ajwr/wAxr/sKz/8AstdBQBzJ0L7BrGkT/wBq6nc4uWHl3NxvTmCXnGK6as/Uf+P7Sf8Ar7b/ANEy1oUAFFFFABRRRQAVyOi+GPM0LT3/ALc1pd1tGdq3eAPlHA4rrqz9C/5F7TP+vSL/ANAFAGf/AMIr/wBR7XP/AAM/+tWH/wAI3/xXXk/21rP/ACDN2/7V83+txjOOld5XP/8ANQv+4V/7VoAP+EV/6j2uf+Bn/wBaqOteGPL0LUH/ALc1ptttIdrXeQflPB4rrqz9d/5F7U/+vSX/ANANAGDovhjzNC09/wC3NaXdbRnat3gD5RwOKvf8Ir/1Htc/8DP/AK1aGhf8i9pn/XpF/wCgCtCgDg/+Eb/4rryf7a1n/kGbt/2r5v8AW4xnHStz/hFf+o9rn/gZ/wDWo/5qF/3Cv/atdBQByOteGPL0LUH/ALc1ptttIdrXeQflPB4o0Xwx5mhae/8AbmtLutoztW7wB8o4HFb2u/8AIvan/wBekv8A6AaNC/5F7TP+vSL/ANAFAGf/AMIr/wBR7XP/AAM/+tXzp8fdP/s7x1Yw/a7u63aZG2+6k3sP3sowDjpx+pr6rr5g/aO/5KHp/wD2Co//AEbLQB2Pg74yeD9B8OWlhd3N000dtbI3l27EBltokYc46MjD8OOK3v8Ahf3gb/n4vv8AwFP+NFFAGVrvxu8G3/8AZvkT3h+z38U75tiPkXOf51q/8L+8Df8APxff+Ap/xoooAP8Ahf3gb/n4vv8AwFP+NZWhfG7wbYf2l5894PtF/LOmLYn5Gxj+VFFAGr/wv7wN/wA/F9/4Cn/GsrXfjd4Nv/7N8ie8P2e/infNsR8i5z/OiigDV/4X94G/5+L7/wABT/jR/wAL+8Df8/F9/wCAp/xoooAytC+N3g2w/tLz57wfaL+WdMWxPyNjH8q1f+F/eBv+fi+/8BT/AI0UUAQS/HLwPd3+nf6bdQxxTtJJJJavhR5Ui/wgnqwHStf/AIXb8PP+hh/8krj/AON0UUAH/C7fh5/0MP8A5JXH/wAbo/4Xb8PP+hh/8krj/wCN0UUAH/C7fh5/0MP/AJJXH/xuj/hdvw8/6GH/AMkrj/43RRQAf8Lt+Hn/AEMP/klcf/G6xNL+O3gm00iytpZ70SQwJG2LYkZCgHvRRQBb/wCF/eBv+fi+/wDAU/41lf8AC7vBv/CXf2l5959n+weRn7Mc7/M3dPpRRQBq/wDC/vA3/Pxff+Ap/wAaqap8dvBN3pF7bRT3pkmgeNc2xAyVIHeiigA0v47eCbTSLK2lnvRJDAkbYtiRkKAe9W/+F/eBv+fi+/8AAU/40UUAZX/C7vBv/CXf2l5959n+weRn7Mc7/M3dPpWr/wAL+8Df8/F9/wCAp/xoooAqap8dvBN3pF7bRT3pkmgeNc2xAyVIHejS/jt4JtNIsraWe9EkMCRti2JGQoB70UUAW/8Ahf3gb/n4vv8AwFP+NeJfGLxfpPjXxdaalo7ytbxWCQMZY9h3iSRjx9GFFFAH/9k= | ['slide', 'flip', 'turn'] | slide | multi_choice | text | 526 | math-targeted-vqa | abstract scene | ['geometry reasoning'] | IconQA | math word problem | A | The picture illustrates the concept of "translation" in geometry. It shows a shape, specifically the letter "J," on a grid being moved or shifted to a new position without rotation or resizing. The arrow indicates the direction of this movement from the original position to the new position. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is the number of big shiny cars in front of the red airliner greater than the number of big purple road bikes?
Choices:
(A) Yes
(B) No | 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| ['Yes', 'No'] | Yes | multi_choice | text | 527 | general-vqa | synthetic scene | ['arithmetic reasoning'] | Super-CLEVR | visual question answering | A | The picture portrays a variety of colorful vehicles, including cars, a motorcycle, a plane, and a bike, arranged together. The main message seems to be about transportation diversity, showcasing different modes of transport that cater to various needs and preferences, possibly highlighting the versatility and choices available for travel or mobility. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: 如图，AB∥CD，BD⊥CF，垂足为B，∠ABF＝35°，则∠BDC的度数为（）
Choices:
(A) 25°
(B) 35°
(C) 45°
(D) 55° | 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 | ['25°', '35°', '45°', '55°'] | 55° | multi_choice | text | 528 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | GeoQA+ | geometry problem solving | D | The diagram appears to illustrate the concept of similar triangles and the intercept theorem (or Thales's theorem). It shows line segments that are parallel and intersected by transversals, forming triangles \( \triangle ABF \) and \( \triangle CDE \).
In the image:
- \( AB \) is parallel to \( CD \).
- Line segments \( AF \) and \( ED \) extend from the parallel lines.
- \( F \) creates an intersection with the extension of \( CD \).
The message is likely focused on geometrical properties and the relationships of proportions within these triangles. This type of diagram is often used in geometry to demonstrate the properties of parallel lines cut by a transversal and the resulting similar triangles. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: what number does the smaller arrow point to? | 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xW/mXllHKvmSgSm3GGMXRwfcYz9RmuuL1MWh+uO+l+H7ISxmO8KRXtxG3zKzqu1vl6ZLFS2PXNUvBty0WnX1rOii1JJ3x8qwYcqp9QSM/XFS3OvQazqMQEcl6IrKaNhIArzAhcso7NtDcd8e9N0iwe306S3BLiYRzq+3H3olPH5EE+orOq3yMUFeQllfTWWlxJBI8lujI0Rk+YDj5gPYkZx2zXocd/BDpgnZMiJAxMfpnHH6V5xZzyz6SmnWEaf6PPIAHPzZGGHPrwcVtaLeSX9hFp+QFnjkiVyOflXKjPriuGvS52m9LM02VkS6pprz6nAySERQ+ZLHKqgMWZQQPfAxg+hx2rk9Ch+3+MfssUqQh4tsj7CRK6AP0PqyfkDXetFqDW+kxGIhxJHFOcEEAKV3foPzrHurkXOkahd2tsBdr5MtvMi/MuM9cDoemfeuqnU5k7MycUh/h+xlsfB11FO4UebKV2fMATwRg+69KzvFNtDNb2t6rrIshZZGXsSoIHtj+tdVqzppukRWyxrtnLhl6AEgsTx7muEvizWDpvbYg8xUPcnAJ/SuaEnKXMzZeQmgZfU5vNz5y2hMbsch2BXGf+A/yqzqIF3Y3R8wiaDexQc71ZlJHtzzmrWm2yxabFdNIY3mQFcqPlUNwD65/lVWRzp87yG2eZtrx4HIcMMAYHPWupO7IasYuhuZbidHbC7SXB9ag1hpbZFCDbkHAHp61No0GbxmUABgRt9O9ReKGAe2UA8IVJHpUqP75Il/Cc31znOaeKaMFs8gU4V3mB6D4LufMsYUJGY3K8+mc/1r06EZgHuB/hXjXgu52SzxHqMOP5V7BYyGS3Q46rXHVWrOndJmF4ptzLoN2oypUBwceh//AF1w2gzAaiiKCA42kHv9PxFen38InhkhI4kUrn0yK8rQG2vhsQllbDp3U8H+h/OsYvQ1jqdvHE6nEvzkDg/xD8f8asJvAUqd3f0b/A1Da3YkwC5Ix0J5H41Ykt5HINvMAepUjrUtisSRyJOpDncB6jDD8KiuLNZIWziVf4T3FIu8sEni2jpnoc+xpzpNF0zKh5BBww+vrQr9BWKUgu7eDEb/AGi3A5jbqtTWOqRu6gHY+Nuxz/I1IpE3VvnHCkDDfQiuA8TeInl1RrLTQB5Z8t5QvzSPnBx6AHj3qlT9o7IOflPUUaOYlkzFIv3wRjB96rkKZCJI2BJ4IHBryeaG7iVDf31xJI5A8sSnjnkE5q49rapbh0M/39gInb1+tN4W3U0UpPoeiTWxR/MiZoZD0YD5SPf2p/mmb9xPtjm/h3HAY+x7GvPdPMksc4N1eKsZwMXLgd+2asvfX0EbBNTvAh42uyuB/wB9Cp+r9LlpStzHYzwkM4YNvA+Ylef+BD+opI7hokVWBaM849Pce1cnZeJtXFoGkvopNo24mgVj+YwaP+ErvAyB7S1dGwTtLx/l1xS+ryFzdzrpVivIw6HIHcDkVl3+kCZlYgCUfcmXr9KzYfETQTA/ZGBPPySqw+nOK1T4o04xYuYrm3z97fAWUZ91zU+znF7DvbU53UrG4S4S6tGMN1H/AN8v7GtfRNbN4rRygRXkfEkR4/Ee1Sy6lotyhjF/B7biUI/76ArBv7BftSyxXUYkX/VXEbg49mx1FUk2rSRLaveJtjRIbbXE1OyQBJMrcwjoM8hl/HqK1VjMNzJt+VN2/OOuRg/yrD0bWnmk+zXX7q8TqueJB6r61uiXzJd5OV27WHpWdTm+0VC3QsWm6Nd4OVfmr2cqGPcetU4wI9qA5GeKtuw7jJFYoqW4xug5qpcfXirW4Y+WqsxAYjnmrRLIoOJ16Veb7p561QiGbhcVoMPWu2j8JyVtyFvvHnp7Ush/dHPWhuOvSlcfJycV0IwM8Lhgc96sKo4IqEKd+SamXGMAnjg1IyteSlnEa9qWC22Dc4yTUqWwWQuTuJ71KAehpJXdxlef/V9KW0wpNPkTMZ4pLRTyadveDoTyKJFwelZ0sBRsjkVpcZzg1G+ATxVNXFcgi3GMFx0pvGfQVI/PIHFR+hIPNMBpAbgd6YVxzgVIwOMimEH0FMQxgccHHpUbDAB6VMVPcdelQvuI+nWgY1eF54HuKTlh0464FLGCy88/hQVwScdqBCgYIx27UjH7xORzQBg7scHoKaxG7bjg0AMZcqTjj1NMIIGODkU9y2OBTFz0xnigBM4yuaTjGetOIwOnNNAzyODQAAFWxmgg7TjNPAG7P9KcVOOOaYEW3MeDxipCMHPtTShGc9D196cxIxgkj2oAOTwR1HJppXAGM+lPKnknNNbOcjNAEWMHGO/5VIBnsMe9JtwdoH505RwCe1ADTmnn7oyOlKB7cUu3J6cfWgRGFI4z0NLjK5/AU7bk596QjHHODQAnsCOlKPfpS4K4x36U3kgHB5oAdkZOR0p2PyphAHOcU4kjjGaYClRnHY9KZ34FPH407A9MUARHPbvQDluh4FP2jAJ70AA9M0ARcs3pipMA8nGPpS4GCelKFYKT60gBRhcYpwAP3qaqnecmnnv6fzpoCNh83H6U5cAHIPHahjjoPrSDPtigB33sk/WmEjPI496Bw3XNOI9enXFAgIA9eaTAHceuaULu5ySMUhJDdKAAEfQHjpSlQenNIe+BxTwSVAxgUAMZBtyePamjI54/Gnt3Ge/6UEA5UUAKwLHjA9aaR6CkGcc08Dgc0wGqSDz070jAlu9Kfvd8UmeDxjNADhy2PT9aUk5GD3pgGSOOacxy2M80ALncwwf/AK9SD1AqIj5iTmnhscYoEKACcjpTuN3QYNNZhmnbsMPT3oAUdSAM+lOUA4H6mg7TgAfSlCBV/GgAzjPPFJjHJxinkc8HrS89D39aYFdh6jpzUMiHdkDvVlxg8UxkyO2e9ICjIhL8cetV3HP0q9KMCq0i/J9aAK3iCH7XqT3GQYrmLcCD90gkfzB/OsezjNhfo8IeSHaQ6gYBz2P8x9K3797W402wuI12TMHVkXjrnJ/HGax7WVbd55TlvkwnPT6j6V5sb2sdqshtreGGZbk4WZfMT5SVYNjKuGHfParmR/oYWYvBcJukZl4clmAOOo7n8az1W3On3IdnMmWZXyMAdgT61Pou2W1VlU4jYGI4zg55Bp1ElG6COrsaF9ZNoemCKAD7S7I3nRNngN0yPXpXV6QRHaw3EMEx3jyZMphQwyQ5Hoc4z271m3CQyWkjRwiViqNJDnqAwyB+Gf0rbtEEcBgaRiyTs/JxhS3Qewri5ZTScl1NHojKvpbWw1lmMM/nzx+QI0X5U+bqPbkflWg2n+XaxASKgjUBCTgLljn8SDVVopj4kgR5DMjW8jo5B3cOOD9ATj6Crk955lwlrFGWkZ1Yl1HyrnBb2PFd8U01oZX0sjBhuru016204Bfs6OzvNnnbjPP0OB+VUdXnvVuBflR/Z0QUoN+EcHhj7HHHHfFX/EKRaXb6nOj7ppAjR8/Mh6OB9Rj/ACK5uTVLO4g1CCebKi3WOLCEBmDE7tp6HH8zXR5ozbJ/C+pQadrNtcNsPnwfY0kZMbCpBBPbleM10tyraXLdXsNsXtLhI41CnCpJ8y/gDkdOK47R3gMWmXLRNst5nM7jlS7AiPPoeAK7nU45rnTDcs/+jRorNABxIFOQc9jWVZ2evUuGxyGju/myTSqkTTxsy44wRg8VLpV15OpskcsqxW8olDRjJCMAGOPqBVYHZCVyfklKeWR8wB6Zx1qnBdiy1qJxMVjYeVI+cZTOWP8APilGN7pjk9j2K1kSR4trBzlWZsYyRwTiuQ0bU7ixuFF3E4twhQnywM4ZguO3G3BH4966XTgJ9ND7ysmG2yYx9CRXEeIYNQ0mSKPa9/pjsGJdR+7Zm+YEjsScjNcOHiueVMJaFldQGo6ddRTFw/2lrmNSSfLTaO55x1/OoYrFJ9PCLLGzXCMM7TtLZx1H5fjWzrLomlTC3s8TzxhECjkKSO/bisTw/eNLa3UBTK20gfaSd3J9Pc/1rucLLYUZdieIFLdLd38yWHKjnO0L1/D0rP13UiXkjtlKMgXMqHaRkn/Cp9MllktTPLF5bSzPJtcYYKOOfxrL1vYsaMQN8lwo464w2f5inCPvBPYbopguJAxdxMgIOehz/OsrxKQbiNADuXgkdK0tBQQi+UElkIK8ckjqBVHWm3rPlCMPy3bPoK0Vue5m/hMJ0CthTnpRKoVU/wBoZqxZReYz7wfuZ3egqG4dHC4OSvGcda3vrYi2hqeG5/J1mIZ4kBT9P/rV7Xo8m+3j56gGvA7Sb7PewSj+Bw3617j4fm3woARxkfhWVVa3NoO8DWulOc44ryjXYJbXxDdFVKoDuB/vA8/j1r1ydSy+1ef+MoSlysmDiSLAxzyp9PoR+VcltTWm9UT2IFxYRSdGCj5k56eoq3Gk6fPHIrqB06g/h2qv4elil09I328YYdutaj2hDbo2IPqDzUsqWjIoLtZkKB9rd0k5H4HrSmZoz5bZUkfLuPB+hqORHJ/eJux/Eow34jvUfOzCsJVHVTzge460rBoJqeoC20e8ujHtmghZkY9d3QfqRXmuh2hfzbsk7w2xD74yxOfb+ddf4tlKeG7lVdgHZF2P/vA8H8K5OykEGnwKTlmBfHuTjP8AKuuirRbRml75Z1UiSaLBGC4G78avpEv2FSMEBy2T9azb/Bu4Bg7d4GPpWt8q2DFxjAbp9RVS2R0w+KQadAqRzNgfO7VHeRILdiRx7Hk8irNhtSzTHGSSMmorlvMMQIzgkn8DWSfv3Ohq1OxQt4oxpu49Q2RkdBUM8YZLYliACBj2zViJN2mtECGLMeAaivg2YETgkqSPU4FaLc55L3S26KLu2UbT87de/wAvel1aMfYWIbGccepzVe7lMVxbvv8AmEmfzU0rsLjSYpd4JAGcnqanZplNpqUSK+JbT2b73yAnnocjJqxptpDLNcb4YnyImwVB6rUV4mzTSpzhvlPGeM//AFqk0lcXFyUyVIiBB5xxTlL3AhH94r/1uGo2sKXiCGPZtGfkJGDnqPerNve3iLI0N7cq0fyjcwYf+PA0XClr+VgegUD8DzVW2lfy2Q85mI/Anil8SKcY8225ox+IdVS5uFMkEgiG754McenykVaj8bXKWyzT2EDoWx+7lYH9QaxZMpf3ajBzFvJ/Gq92jrpSKV4JBP09qXs4O2hi47+R1i+M7RSgnsrmIuMgqyOOfxFTf8JJpkz7TNJGwGSJIXGPxAIrhL2ICOBlYnhRkipLR5ItVA3HDErn8BSdCFronXmsd7banp0twmzULVief9aoP64rbGZFygDjrlPm/lXlMuUvp0bDKyEAEZ71HphRbe4HlhZEJO9PlI/EVUYKK0Mp03KR6q2N3PB96HAKmvPdN1XUfsm8ajeqVkK484kY+jZq5H4h1TzpUN7HIEOAJLdCT9SuDV8yM/YTtdHV7cNjFSoD15Fcqvim7RkSS1tJc8ZVnj56/wC0KujxVDCSk2nzqcZ/dSo/H47TRcTpTXQ6IAfnTCcE1lR+KNKdAzPcxA9DJbtj81zVhNc0mUgJqVrknGHk2H/x7FCZDi1ui6F39RUkUOxcEjmmQSxTf6mWOQf7Dhv5GrQUqMEEfUVSEQvHxnNRMvrVvjBz0qIrnpmmxIqlD0FNVRVjaCcCmiP5jxQMrlB1ppUY5qyUOemcU0x4PSgCuUO3jk+9QsuegNX/AC8jp0qNo8c9KYFRRgY2/NTSFPHQ1aVMg0GIb+lICHYCMeg7VFIvUj1q4AOuOaR4gTjHFAik0ZK9eaj8v5cjAq75eBnHSmNEdpwKYymUHGRwKNnI5xxVsR7hjH50giG3JGcUAV9gAzgUoB6nFTLF2IzRs64HvQIhdflORSOFzx19amZARk9x3pWi9D26Ci4EGOO9BTkdBinmMjjrS4bDZ6igCNk745/lTFX9DVgDjoPwpCnyigBm0dRgim7D/hUqqB1Ix6UpU56/lTAYFI/Kk2+uKlAz1/Kl2ZOR9KBEBUjHB470gXccn7tWWTC8cGo0GeD2PpQAzYMd6Tb7DpUxXDelBXHJHPpQBEY8tnpTsYIBI5qYqCKjZBjJP0NMBhT09OlIqYHfBp+Mk5HBpQOMDsaQDNnYdqTHGDjFTYzwo/Kl25xxj60wIjHyDnk0oDc/5xTyrE5HSkYbRg8Z7igQ0JvPI+lNdcZ5AqRRg8UpJByVzQBCBz79OaViNuKUjB7GngAx/wCeaAIf4cc80EZGTUuMke5qNlOeMDmgAAAXpSjC8dfTmlAJxSDhuckUANKdueelLt5+ven9eR2pvzbsE/SmAmScDHP060mRuPr608R5HJ/+vTJFwOh9qAEGSSKQg5Jx2pA2Qe5p65P1PFAEYY9T260Zy3Pel2HHGKCm05/OkA4ZVcipB8yk1GGIY5NPjYtwTQAZ+YVIBxkgUEDB4z700Bj0yQKYiZCBnjpTj68dOtMU8ZGKVcgH5qAHkkjp1p20EjJB7U0ZK8DgUD5Wz69qLgIFHIJzUcgyuBUpO80mzjHrQBWKkJlqruuSfQVdf5BgYqAgcDGKAOTl1yFLS2gK7xEuw55IAqGXVkLJJBEjkL8xx78ZrBDEJhl4J61LBIYiSACvpXN7KJ60IRb1LU1611K+0BN+MgcDirNleTWP7tcMhPUetUd8csu7AX6UsczIeeUBp8sbWZ0wp007s7PQnlOoq7ltrDjPvXdqkcY3HB47157oGqQFiDtVugJ7V01/qqpZlo5U4FdTUVBWQ6sVLSKNKbUrRblSkq7wNuAaz7rVYbO8Luoy2OR149688uryeG9WdXO0ntWnr9+lxp8Eqv8AvABkisWk1fqYvDwS5WbXiAwajZ3IW4w3lK5yAQwY4wfQ5Ax6fjXP6dYw3eo6m0u0LHbMWHU8rzj6GqP22T91v9ufYdq2fDs8ceuTyl1RJYihUjis7tI5J4dx2KnhuJJru3sxcN5bSFpEwNrOM4+owR+tdxp0qvZXVs7Luti0LfN8uCuQT+BxXD6DYfYtVSSd2EccpO4fcPOAR6c10NqUg8T3yCVTHcQ72APyn0P1/wAa58RHndl6mUbrQptYRfYrsNIFlaIquOCT/wDr5/Gud1GylijtrnJMchPOzgHsCfXINaNxczLqCwurPG53EbPnXJxj8wfzFbt1osMl/AJGYLAQ4GchsEkqfx/rWyajLUbV0aPhm5l/4RdWuG3O5YA9wM/rzmrM5+16fcW0MCTMUAKTMFAz6+2Rmsi4e00vSXRZTGjS5fbyRnPTH51mzanfJFqMcCCW1ttqxNnDtG3QDuR3rmdNOftEVsrDbx9Rt57e0lvvLLhY2VPmIKdge/GD/OugBfT9OkimTftfepxnK45Pvz2PrXHaHd3dzrKAQAfvPuldwGeGHTr3/Cul1i6FpfxRSGUF+BgDaQOpzXROWtiUhkT2yrMsUWIwQoj3Zxn0B/8A1Vhathp41Q4lWXMYboWI+7/OttI92945YxOWUPt5AHbp0qu+mvJcKZ0Xcsgk56Z9RSTtqNq7M9AYJ3klXawZpDJ0P3cFfwrNkSG+hlZFYwq5HU/Me1buqpI8RijUvIP9ZgZGCP50zcv2AKighAFGR2xxTTtqTa5yzxfZIy+07WXBTPOKyhsYnqDxtHWr2o3Sm+K7CFXKsPWs77snBPrmumC6mL3H9GI9DXr/AILvPN0+3Y8nyxn8OD/KvICSWLE5JOTXoXgO6c2HlocsjsvX15H9amrtc0pdUenhxIMjPSud8SQB7aKUKSY5QPwYFf5la3IGO856soP41R1GE32lzxgENJGwXI6MOR+oFcTNlo7nG+G5A8joEDIScA9u9dQBMgBRuR/C/wDjXK6S4S9Zwm1HKyr6EHrXajaRg/kai5vURWe4HCzRFc9j0/OoZLNZiJIJDn0J5H0NXXhzyhH0bpVGaF4iShaI9QOq0kzKxzHjWOWPw7JvII85BkjDA5PWuRiXAg2naAq8/lmux8b3Ej+GfKkjw32iP5ux4Nc9BbjfIM42KAQcEZxXZTdoBCLcjPumIvIjnJ8zkVs3Z8nRTl2Y7cZz15HWsmVcX1qM5+Yn071r3CZ0+GItu81mPHIPNVPoXTV+Yt2oHkQqTnYo4/CqUoZFMq5+QH+ZrQgAW3UBgSAoA7CqN4D9mAXGSMfmawjZyO6cfc1K1irHTlyNrDgnPOaSeIveRbc7ehI71btSinycDgjPOQcDrUbs32qGM4WPzTyD1OKtPUwaXKitqduvzNkgmQYBPVeeaVIl/sa2wcocE5qe62PfGMkdRkjuF6ii+VLWxt4YQNuR0/M0072QnG15Dr8E6SgI54GR+dS6NAUedjkhwmD9AaS8QNpMIPBGG/HFXNKYNbYBGQazk7QN4RvVv5FeaPGqkYO5kU+31rI857ZnCn78oAI9M5rVvGkGqRggBWGCV9MHFZEsbC4zkhd/TPtWkF3MarfQ0I2R7yd+o+zgEgcZqKfBsWDjpGcc9MU+1V/tChTx9nBKg9ef/rVEVJN3EzHaBxnpjrU3BrS/e5BON2kW8jLn5guc+/8AgKivMwzQyKT14pRIH0MY58ufnA6DBqxeRo9jDIFyDHuPPQ4q72Zi9VdeQl8v+mQPgjee/bgVFpeWa+zjkN/PNWbwGa3s5MneF3AjueKg0/Ect0rD/lmTg+9K/uja9+4um58q6XONsuQPwqe3QNfXTcZbBx7YqPTATJegg8uCKdG+3Udm4bWbaRUS1bLirKNxsygmFi2WyDxx26VJqI2F5M8BB069abMuGAPyqHXJx7GrN8jso8rBJQ5B9KV9UVy6MoynZpsXzEE5NSPLtaEE5G3P1qtOwFjCCQxClh+OKfMoaa3AGd0dXYzv+g8lFtJJGhTfwQdo9fWp5Lu5s4Ve3ubmEhkGEncDk88ZxUTR/wChOCAQFBGOnWo9QUrDEx5BaP8AmaE3cJwXLdo028R6vbFAuoSvubaBMiSA8+4z+tXIfGGpLE7yQ2cm1sYKMhP4gn+Vc9djPlDGMy/1qX7OVgkbJyTn8hT59EZ+xi29DpY/GqlykunHcDj91cA/+hAVcj8W6cxVXiu4mbpmMOP/AB1jXBIpeUt6uBj8DUsBLSxDOCCw/nVOVjJUYs9CTxDo0rYOoRI/pKrIR+YrQint7lQYLmGXP/POVW/ka8uZmFxdYb7uxeuMnaKI9skqmWNGz1yopudifYX2Z6u0bKOVIHuDULLnjivO0untpCIJZ4u/7qZ15/A1JB4j1VZNv9pzH5iMSBHwMcckZojNMUqEoncTTQ2ah7maOFD/ABSMFz9M9fwqtHqunTPtS9iyem8MgP0LACuJa4kucyPLm5kXc07cvn0yelV1e+jQP9vaSMkgpKoYflT5kJ0Z7npixnPTGRn/APVSH72OlcZZ6pNp4DwkxlceZb8mF/6ofcfrXRpr+lPtL3awMwz5c4KkH0Jxj8aaaZEoSW6L5X05pDGT2FLDcW9wuYLiCXv+7lVv5GpmR1wSjDHqKZBVEfOOtIUxxU5HdTSODwODTuMrlTjNAjyvPFT7cdqcFVhkZpAVXXA9sUpRsLjpU7oCpyOBTig2r9KYittHv9DUbqCB6+1WGABO6m7AehwKAIAgYHoMUpjGOp5qTaM5GaD7AEUAQbAWxnNSBOB60pQfX/CnoAVFNAQlCoJ6ihPUDrxVjYCabswcYoAjwO/HrSbDuJzUxX5emPSgYLcdBQIhZOeDmjZ6/hU3OenalwG5HegCDHNHl5GOxFSMmM+3pQvTpTAi8sD5ccUgUk4BqfYVOfak2Acj9KQDAvXJ5x60bOeppQuMf1p4XuKYEeDnnjBpj4PH5VOVAHHaozhCDSAaB8o57UgHHb8KfgMMg0gyBxk80wI9oAHHWhCOhPanuAp5FRgYbPrQIAoznk4pzAMoAGKbj5j0/wAKaWweDwOMUAKcHAz3pMfMQRTgVPI/Cl2cZz7UANIOOBwaTgKB1NOJ7gj8KbvwtMBd3r+VM+96euPSlHpmmZxzgUANxtYcU4YPXAxx0pGOAAKRQd/b1oAdyOfU+lGM9ulA9MUPgjAH1pAIBjpjBGafGB1wPpSKp24xzmpFXpg9KYC5J5xn8aevQ9O9IMEU0KMk/hQIeAByRUhOASOOwpmQy8Dn60mSOD0oGPAIGc9u1C5bHX86UEsMjt70oJC4IxikAYwdw49qTI6dz1pyqAoJpCAOaBEbrzjAxUTJzgDGasAnGCM49qaQcZxge1MDyTzDt2sMqDTwruheNcqOtOCMYSCOAakBEa4j+6eSKyuj2o039pkK5ldQflzTihVih5UHrUrlGVcDb707hCyDkEdaVzVU13EQeXIPJcj8a2ft3m6YybiJFHWsLcvGBg561ftJkiSVXG7I4OKcW7WNadnoZ0zTvHzuK+tWH85beNpQWixwaZ9oYwyRKPlNTSTyNp6QkbqOhhbVtO+hBE7Ekg8DkZp6XhUs4JDHpVVsBVC5DZwRSklSEblRzmixlzvY3YNUa3SPzAGV8ZH45p+oX13KftFg4jfI3BQPm5yB+dY+I5ZPlk2ooyBSRTvFliT83Q1HL1QVKcZ7nWozLpltcXRzeCMoxJCtknjB/L8qks1n1C/vLgXJ8y2gWPBPSUkdR3HUfSsGO/8AN+yGQh2icMAemQe9dHY3FmiapPFlbm7YSHnoQOAPxyahuyu9zCeHlHVbCxILjSb+C/zFISWJUcxEEjg+gK5HsazJGk00xwRSzAEeX97Bzt4P0zWjeyH+0ZTE3+vtcydxuU8N+IyKy47S6ubqIiZZJ4mYKpPVQOMnrnaanRmfKS6HK8erwzvC0H2hW2ucqGOcg+4yD+ldRexCcxPL+89OP5VxuoXG0kiX99E6RxYPKKvP0PJ4PtXSHULj7CbiVVGI942d8Zz9OlS05NMIu23QZZzRRXtxHFtZlIRkTuOwP4596sXLufLVGMbv94gdB7ZrL0li9i17t2yzTl8+2eP1zWhLdQ3U/luo8xQzA9scUS00SE99Sje3HlF2CgIVwzkc56VThzHb4IwGQFdx7+/pUl1byvAty7HzJJcogxjaDzT7hzO3lYA4+8OQKU5NJBY4/U7WQX9w0ieX/HwcjBPr9apHKqAwx6Vs63FJ9uTDbFnB4J6YNZMziQoByFUL9a7abukYSQyus8C3Xk6hLET1CuB9Dg/zrk8Z/KtHQ7v7HrFvJ2J2n6HinNXiyqWkke9RDdscHjGKSRccEd6paXc+dCoP93tWhOAyfhXBJm2x5zqsg03WEiyAA5U+mD0/pXX24L26PFJkMoOG5Fc341tkaaOTADSKPmx3Bx/hWv4cnWbSIlLb2j+Ut9KztdWRu23G7NAytFgupX36il89XXOAV9eoqfoODn261WkiiZwVBQ9ytZk3RyvxARF8PRNHj5rlQRnjoaxY40AmJACs5IGOnFa/xBjMWgw5YMDdLyBj+FutZETsLYlyfl657nB/xrrg/wB2i6NuZmMuybVIQucA449zXQTBBcWMZGclmx7cVztrIo1XH97j6GugnO69sXJxtU5x7/8A6q1qsrDq6fqXEdR8gXHz+X/9eqV3HvXaSAoYDPpzRCkmVYjJF0X6545xVC+meMSElcDB9c81hCOqOurP3XdD7dgbcScj8KsyQh9Rt1c4CksBjGRk1VsWJsIUxtZjx7nNW0V5ruRpDjgqrZxzzVPRsyirpFd8tqkbN03P930qC+OYoxvDOC27B4HHSpwot2iO0MyxbSe5ycf0qO5817WUFQpV2KbRjcML+tUmuZWJkvdaLY+fT4lkIwBk5/lT9EkDtMYhhQcDnOcHFK0KLZxRnnAwx71Boy+XMyKSAW4z3rNv3GbK6qRRPqCML5HU5CqFI9Bg1mTvuuAmcfMTu9607/LPnpvY8j6VhtP5jROpyBIc+4rSm7q5jWsnYvwsxvlweVtlz7gnP9abco41IoG+VwCQPx5/SmzT+XdRP0zGAcemKNTBjvmmBAjaPJ54ycn/ABoSuxSaUX5MqKoWwvUxgEgjn+6cH+dXood9kgJDfKAKz7OQTEQsT8zO3tyB/hWhp4DWbknKxqQMfWibJpJN/Iiu9x0yJVJ8yMMSw/lRZsjXEpzxIi/+g0mMtOj5KjJ9sEA0unCMrbgkbnVR+jD/AAofwsVrzQ6yyuoThT8hWq8OW1eME8tIKljxHrYQE4ZCOnfFRJHt1eDkjM1Lq/Qb2S8y5Ku+NwcEiUflzU96QNj8/dx+YpsoAklPO4Mh+pJqW4X9xFzg4AXPesXLVHTy6M52Z2NnHk5bhfrV8Em6jOMhYRziqMhHlWyAf8tMfXGa0Axiu58rwkWMY9q6X2OKO9/QlX59MOFIJjx+tN1AbrOInGN0fPvmpMAaT1J/dAn3GRRqADWqoOu6LH1NZp+8dDj7nyKVxtN8iE/8tAWyferpkQRup9cfmeKgv1jFwJipDB8H6Dn/ABqmbgTxbl6NIp9wKpLmSZk5cjaHnAk29N0rAfgKLV1d4wD0ZzUfIkR8nBkbt0qxbQBLuH5uiFvzq3sZx1ZFGd09yWHDSgVaUKbwxADaqk/XpxUNuqOboD73m/yqzbosmoSMrBQqBQG9cCs5vc0gtiHzI5Lhwo2+WCpHpiqiSJu4GXDnn8K0Rbw7ZLiJiHlG1s9OetZ8EYFyzDszfoMU42aYp3uh8Eu9Wcc7V/TNWsFrGAqMhjz9KpWKP5N02Ccrgc8CrcWY7G2LHnd6+9KejHTu1qR6hKqGQdNy4H5U3znkv7dd5wFAzn2qa/VHmYBQd3yg+mR1pkca/wBqwKAB8pH1Ipxa5RTi3IiUJ9qmDAPsPGVBJOa1rieawaIQzSxZ6+XKy849AcVkRZN3MR2lA/8AHq09ZO+4hQdfmA9+DSlL3khRppwbaL9prGpG38w6jO2D92RUcfqMn86nHie9jlCkWsm7gboinP8AwFv6VkWqiGycHd8vU+lVXO+8hVR0bufelGo3J6jnQgorQ6l/FRi3efYDCgE+Vcdvow/rViLxZpbxq8kd3CrngmMP/wCgkn9K43UD++mHG4REg5pl4FihgWMcBQce/FaQm7Iwnh43duh6BH4g0aZQF1KFMjgSK0f8xWhDNbXKKYJ4JRjP7uVW/ka8pumaO3V1Jzg5Aq4DGdKicrHkkHJXJAqnU0uZ/V25WuelyRPt+ZWB9wahAAPYivP5b6a0Je0uZYgeR5UrKOn1xVq18Q6q08SC+lKYORIqPzj3FCqJq5MqEk7LU7Xbkcd6TBGMfhXMQ+KLwn54rST59udrJ/In+VaA8RBFBmsmwxxmGYH6cMB/On7SPcn2M97GvtHegptb/CsyPxJpjcO1zEe++DIz9VJq3HqmnTN+61C2J6YZ9h/JsVaZm9Ny0Fwc+tGD15NOj/ermP8AeAjOUIb+VHIb5gV+oxTTAaOo4o+70B4pSRninrjv1p3AZySc9KNvzdKkAJJxxTNpLcigQMoYdajVMcg9amAJyOhpGUcjmgBhUDseKVYyTT9vByfpig8AdjQgGFRgAd+9NAwMdcVOFBXg/lTXXOSAaYEYAxnH4UxxvXPH5VJ249KYPTBHpQBGic8cUu0AEDilKkUhJGMc5oEMK569KYODwaezHaTQOFJxQAwjHIIHtUbAHpUn3vxpmDtoGNwMDHHpS5//AFUqk7eR+NLg7cAjkUxCZO7OOKa+DgE45pSOR2BppXA5FACd8jmmtzmjdsHXg0hJGMcg9aAAjjJzQhGTk8ClUnbkjioz97vSAk4zuFLuJ6dD3pgORtx+NPUDOMc0wHNyoxxQpIwe3ejI3bfypwHYmkA4cjpmnZA4INCYAIOPWnYzgY69vSmA0L8y9acMUu3noM05UJ7YpAKAcDAHvTuCCeOKXHy4pqcHP+RQAm5gMDB+lB5BJzkDpT2UEYAH4U0DgjsaAEyOpGD2pGUOucn6U7GE5puQeg4FNCPKVineB5E5jB5pgG9Rj5eKlhaQxusf3O4NN+9hPu1iz3lFWT/r5AEkKYIO0d6fHCWJCnP1pys/lmPGVHelUDIERO6lc2jCKaHPGnlbMAODU9rIsDMHG4Yx0qH5XjweHzycVYTEDBhlxjmhM6Yx15kZxBMkhj6Z6VPJbyRWaXKNkZ5FQ7ZHuJDGMZOSKkkeTyfKzle4zTvocSWj36lN2yC7r16UxJNvfOauPJFLFHE6gbTzUE0SiY+S2UHQmqTOWpBp3i7iNgIBghgf0pDKdwA5Uc1MoZE82RNykYGarNGRyOpPShCnzR2LUbI5Yj5TjI+tWIpZUUoBuLHPHWqkbME2MuNpyantZRHOJA2QDwKho6qcr2TNaHUd0uXbG1doyeRnqKbcXtxaz/aLSNHdtrb8fNgDlfcVUuniDPlP9Z8ykdjRbzZmBV8BV4z61mopahVoRl7vUZDem7aWX7MfORSxcD7uP/1967OKQXuno4b/AJZBCceo6AVzum3EUHmBkANxkMfaugs5LKHRSpmUvGW3ZOBk9Mfhis6s+XZHI8PKmryI0cRWCiFGWMZBRxjaR3+h61lfat2oJKiuZEBHPGVI5/n+lTz6mY440AMkk6fMD1Xp0/X8qLWAL5s77du3apB55/z1qeZrVmVrkrvcCzMcrRoFQEBjye5wSfrUUkLxw2TM2x5UOSSeO/5+1GqSC5jtvNjZgsio4UcEZFaepxsVnhK/cXcGPYg4xSb5rcpLSOe1PT0nYme6JZR8q4GAD3rEksYFVts+5gM8dK0XuZJbK5Bl3Oi7AP4sk9qypLaYWiuACqk5x1H1rooqSVmzGdiCRApC7gcDkikQ7WVgec5p0WBu3H5cUxiMkjIAPFdPkJaansnhu7E9rA4OQyhvzFdUwJjFeb+BL4NaxxE8plOffkV6PE/mQAiuBrddjqnun3Oc8S2i3dgobPyt1Hb3rK8OsbRZIiQAeRjpXUXiCW2lTH3lOPrXGae0keo4d8ZYrn/P4Vhqma0rOLR1yTqeTx7invtk6Fc+vSqQR+6hl65Wjceh/UUGdjmvH+9dBgDkkfalx/3y1Y8LlrHOOGcnmtXx62dBhGT/AMfSnnnHytWPGwOnKwyAGbk10xf7tepdH4pGbYR+fqxJC5QbyOuQK3w6PJZkLtYqGP061gWMmNSlaIY+Ug49Mc1uWoSS7s03ZYRkt+VVWNcL28y8IlFsuV+U/Nn3zWReyf6BMuccZAPrmty4QqpAPAGAB3+tYV8iiGQEHgHJA6c1hSbuduIWlhlurpZxEvzkHp79qub1NxHCThmXf07UfZYwUEZO0OMZOQBjI/lUWTJqltheTF0HfrxVt3uYqPK0ht4EFwg3HduwPT160XiIdPPeU5LAEjuKZcWzvdxtvcLGSzj1FSTqTarsUPhCf1FOL2BxbTNDZlIwR8pTJx61m6YzrdBioVTIVArXRQbWHPBC7T9cVjI4j1GJc5ZXLYx9aiDumjSqrSizZkU4UsBsByAfp/8AWrk2QxQgIc5kA46DrXT3jgWJYdAp4z7Vy80YW1jYqdrSLj24qsO/dMcWveVi7cbEkh3HDbNoHUfdOTRcZudKyg+VgFXPXoxNJcRkSbpMM0cLDjsafbqDpEbgFS7jGD0GCK02SZlZtyRk2Y8y5iUA7yOo9BW1pUgVbmMDkls1k2Qka+hMagtGSev04/WtDSZGL3btxkNn0GTVVdUZ0HaSHNG7S3ZU5jEYDAdc44FRaZvfyggAMbbeeoGCeKnCDzrzbkgBBweAcCqulsImc5xi5B/AAgj9al/Cy9pxJpdw8Qw5HzBWz+ApJQ/2qEkcmXsfepbnjX492NwRyD+VMuRi7gwR8sqtn05qO3oX39TTaL/TJdy5IVW/Wq0km+KFCASMKpz7cZq/M+ZJWI5xjj6VhecwMj46MuM9RjisoJyOirJRKZXbd2yMpO2boD1wTk1o3E6gXoOQqxYz6nI/Xms9G4tZnH3JmLH2yan2y3tzcQWsE05mOAEBPHWup7o89SST/roXLhymniNB8vkjPtkjFGoMp2oSRh48+vAzWpbeENZvFDXpFpGwwRt3Hb26HA/E1fi0HRbKQLcubqQcbNxY59SF6D61jeMXe5TrdEcvdSJdsEjXLbyxA69Mf1p1noWoSW4gis5mywIwvf0ya75Lm0gtlittNijCjORhBn0+UZ/GkGo3phGDBbyEctDHuwe+C2f1FSq1lZIylPmd2cdF4R1Kb5/KUIp5PmjjPt1rQtfCV+XEiHLbcfcJxW0Lq8LZN7cn1w+0H6gYFUpreJ5RK7Suw7tM5/TNHtZdRJtFb/hELuF2DnYzkkgocknrUn/CJ3fmEpGWLDBypz+H5VDcQQ+WwWPqOx5rip7i5Fw5E0oGcYSRgB+VXCTm7Cc5R2O8fwneSQGUx/KXLfeHXpWe3hq6tnVmDfMGwSo7nmuSiu7u3cvDeXEbjoUlYH9DWtZ654gk4i1Sdhg8TEOAPbcDVNNLdDVSTexojTZrazVNmHG7Jwec/wD6qgFswtoo2iJ2+o96twa/roUJOlncoPWPYfzXH8qux6zaE5vtHlhJ4MttcBh+TYxWbcX/AMOdEaso7xOYnRpLqExg5EhLD8OKG/5D8SqOQucZ710Lf2VcKrm4jLg7gHUo446ntUE2hmK8N7G/zMOAwBBB6YIrRevQnnUvvMK0Bkvp0LbcyDBx05q1qcezUIQZNx556VBPZ3VpJIZIXjV5QQ3qPUGpruJZLyCQsfnPAHXI5xRJWkmzSnrBrzLLJstZ9xzhc8cgVmQh3usuoXLAAD6VtXoWKyJB+aUHI/Kse3mAuWwRsD5BPstZUm2mzeukpxRZvo1RLo7cMEUA/WquoHCwYHBVRTtSlczuEPDqucd8c1HqmGNmOxA5rSCfumVR/E1/WoaqgSBcZ3OM8e1WvL26GrY/g/nWffuDc4z8qkD8cVsRYOiwAHGQOvTrSneMY+oQtKpL0Mq8jMdnGc9VXFNilMEkT7hlsj9KtagFdo4zkDcf51UKh4owAdwywx6dK0g7x1MqsVGenQswEtKwYYxLV29k8rT4WJx8+KpRH96GIwDL6dBWhqTL/Z8BABXzP8aym/fibUo3hIyRIfLkYN37Dmp4Zn8uJHJ4OTuFUhtBmJ5qWE7xHlT8zjr3rdnDHVmhG8WFJiQE5OQMd/UVdh1CcTSJFd3UYDAHbM2APxOKxDu+QEZGcr7CrcShLuVQQd0gzntWb01N4wT0aOgGrahExzeb1z0miRv1AB/WrP8Abl1EoL21tIcEkgsh/qK568mk3OEXcxYKPy5qxM7PBGw5LRkkevFZe1mrO5s8JSbaSN5PFNurgTWc6k4OY5Ecfkdpq2uu6Y/DTyREckSwsMfiMiuDlmHnAD+GPJq2Zh56yg/ejDYH0rf2slucqwkZN2Z3kN9aTnEV7bOT0CzLn8jzVja+zJViPUDivO4JjNbxu+1gVbORmoHu/I8k27NEznny2KcfgRTjXd7WIlg2lzJnpWQcAjrS7cnmuDtPEGpDzCb+4KrJtAkKv7fxA1f/AOEnvYVcyi2kVCAcxFT9cqav20b2Zl9XqWvY6wYBwPWjAHXiuTXxvDHzPYuMHGYpwePowH86uw+MdJuNgxcxMwJw0O79VJrRMwaadmbrruyT0A4qMgL07fpVSPXdKnOE1G3GcDDsUP8A48BVpG80boiki+sbBh+lO6EKRlfr+tRDI49qlJ28MNv1GKiY5wB9c0wEYcAA9e1RtkH1p+OmeW60yQdcUDGjngfjSkAjrimrwM+tOxn3FAhqjuCev5Uvsfx96UL7UmAeMYxxmgBijJyRj3pTjp60pB6Um0DvkUwIivUE/SgAAYBqQrzng9qbjjA+lIBo6c96YV52gVIpyOc8Uw53EkcGgAEfAweaUepoOCQOKdtwu3n1pgP46g4zTh1IFMUH1zUm0k5znvQAAHrjrSgHfyOtOT5RjGRS4J9uKAGZI469qlXP0yKgkmSNwHIz3qRGDAMNpz1xSuBLu9McUhHVjxkdaFwy9Oahu3MduwGRnjNADYrwvMybhg9KtFR1JrAjyJwTW8pJUd+KSdxtACAuMgU3kEjPy08pkVWkukRwueR0waok8wjHJMfCnrT8rIAjrjHQ4pBGCS6sB7VJGyygK3BFc59NBfZf/AFjgldTsGVWkXbkFB8461NHLJbqwTLIetKqxyDdGMMBk80n5G8KeyW/9bDY5kVHRkGW7+lWoYdi5ZwUxmqqvGAYyo3HvVwqbSLczBkNVHuaQdtWzKZ5Dcv5I6ntT7hFW3B3Hzc8ikeRnvN0C9+gp18W37plK5HSi2iOJv3ZP/hio8bRqpIyG6VAp2twSDU+WwDkYHIFIzF8swxkVSOKUU9UT+e5txCVyoO4VFKUkkLfdOKcIz5IdXG4npSPBJFIqydDzkUramsnJrVCqsiREjkPTEZehGCOtSbWDMVf5F5ANKkg2OGj5foaRXLqiLc4O/du2+tP3kLhl+YnP4VK0UbyxpG2MjnPrTNkkbkk7gDt60XQckokiSMG4O5F5waminZcgMQWI4NVCMMF+63enPKXcF+Ao28UrJmilZamxFOjSJI648sj6Z6fyJrY3pKIjHhgEw3qD61ycMjlTGj53cnNWLe/eNySSpPQ9s1jOk3sRKlGWq0OpnUpaYQHzUw49yOQaydV15IwwQsXlGWQHIHfBNNkuftcZjLllUZIB4YH1qlLbo1uwaNQVxkjp9RUQgk/eOCtSnHdGbcW8ssrSwxHa6glV/hPWlFtLJDvmdgh5YY+orStbnMhgwxIAO4jk1Fd+fJZyFQdpbGD6Cunnd7GCirXM1EjVXYENggDNVm6n61cmgEEAQZ3EBj7VRHoe1bQ11M5M6bwbdGK8kiz2Dj8DzXr9if3PJ4rwjR7j7Lq0Dk4Uttb6HivatImL26HPbH5VzVY2n6nRGXNTXkW3xlgema4XUibHVnOfkLYA9D6j9K7qbIl4HWuT8R2wN4GKZEqjHsR/kVyzska0XaRp27zNCkqqGVgGBjODz6qeP1p4vk3bJcKx7SDaT+fB/Oqmj3ObCNCSCmV6+laD5dMFUlU9mAOanQb0lZnLfEHYdAtwoZT9qXOf91qxrVt9gIhgDLHn61peO4I4dDgMaFN1yoKgnb91ug6Csu3ZEtIcDJ+bI/EV0r+EiqNudmWkiQX0zKBg5GPfH+NdNZQFb5ASOFIPsa5WWQC/cAZKnkEcV2lttN4/Jz1C47ZpYl2ibYJXm15k14p8kluNo6D61hXxG1nIZfm/LFbtzwAABnvWPqESi2ZsOWLcj8K5qMtTvxEbpkazNJaiQISzLhjj071CJf9Ns2x1XGM+1SwD/QySxyq8D2qsrg3FixKhV2jdjr8tb6anLK918i2Jx/aDRyfLncn1z0oaLEbhSSfKbAzwabqAGRMPvdPpUirvQ5bqjAYHalpZMu15NMmsbrzPMt3bLY3JuHXAGapXcflarGAM7cH26Ves4gbwSoxPl792R0JUCmX0X78yKeRj/Cs+ZKfyK5W4a9GO1IhdPc7R8ygcfTNYszCW2tlJO7zAR+laWrEyWnlKe67uegxWZuA+yqq8AFulbUdImFd3mT3SHazkrgrggnGaWJMaUqsQORt56jFQ34+WY7gwVcbR24HJ/OpYn8zSYz2CDPPcCm9Iom655ehQsztuISCvLN257VbsH2xXQIwSSp/76zVTAWS0wSB5vTPvVuyZdl6xGf3g5zx1rST0Mafxf12HQsftV4TwGIB/pWdAT9mm5Gfvc+u7rVlNwvLpCTlWHBBB/EVSVgLKfBG4N+maqK3+RE5bNeZpXzsusxnjhCB70TyqLqAsMZccdhVQXK3U8MrDnaF/nTJpA9wqQgvIJOEAySew96XL0G6iV33Zu31wkMLkuN3bn1FZtslzqE5hs7YysWyWHAX/eJ4Arc0vwhJef6XrVz5MQILoH+YD0z6+wro/tdtb26WulWkUECciQxjOfUL3Pu1ZJqGi1ZFSu5swLfwrbWuJdavEjU8ABiE/llj9BWrHrFnbp9n0bTBBAo2iWdSob32dT9WxVe7dF3TTOXlI/1khyx/Ht+FZI1AM2Qh9h1J/D/GjllNamN7mxNcT3pU3lxJPgcKThP++Rx+eaessccfOFUD6CsZXvJx8mIgT9T/AICpRpQnYNOWk9nJIH0FaRwze4c6WxZfWrKJSI5A/OcRDdz+FRDWJ3H7q0cqem8hatw6aicBAB9KtpYqMZArWOGityXUMc3OpSjhYY89uWqMxai+d1yBn0QcV0S2ajHH6VJ9mX0rRUILoT7Q5SXTrqUktdzD/dOKqS6BK6nFzLu9TXb/AGYelNNuPSq9nFdBe0OHTw9KikLcsGP8RFH9lX8Kny5onIPQjAwetdubdemKia1X0pOnF7oaqNHGLLqFtzLa5x3TpUi6jE+6O4hdVI53AjmuqazXBwMVUl01GBzGrZrGWEpy8jWOIa6mbBJbmLbHtPFEUb2w3WkrQ4OSoG5T7FTxSvosSsXUMhzn5TiqckeoWx3YWZe/OGA/lXLLCVIu8GdCxEJaSRq/2kWUrdwDBA+eH+qH+hqOewgv0V7aVT5RJJj7fUdRVFbhXQeYrRnOBuHepFQhxKvyvjAdDg4+tZ+0nDSRpFJr3GVtWMkdvAHyVT5SQOBWTbruk6hQxx+grqY7xmXy7mMSr03qvzfiOh/DFVbjRYZVe5sHBQAkgdM/zH0ranKFrIU5OUryMiRleWVwMohwTUN6d5sc5GAAKhEc0KzpMrRsWyQenWprh9/2Y5+63ArTl5WDnzRd/wCtSK8ieGdlI3Ec5HP41qxlzpaYYfICT71Q1IE3BIH1BNW7eQG0MXO4A9R15FZz96KZpSSjUkNvpAVj2joWyaoRyjdCpIOOvt7VbveOh4yScCs9Y1wkrHo36VpTS5SK9+YvF9zLsHWU/lU+oMTo8C7ssp5+vNUYphGkMgwVMmD9DUuoMPInTookzxUuPvIqMlyyfdFWNwkDkjn61MGUiPcTkHgA89OKou65dcZ6HipVbbGrBTkMCBnn8K2cThhKzNFSQyAnLH5SPrVyYhWwoG8OpP5Vlo5BjIG0qd3Pr/k1p3GWuM4BG9T+lc01Zo9Gk+ZMluspPGRzvc5Hviprr5FjVcfcb8qgucG5tpAPlGcj3zU1+coCp+fY+OPasOqR1qLSbMWVzvcAYOzn6VZjKk2obOBEQcdu1QPEY8vJ1MQ6nrVucBEhK55TaR+IrplbRI40nzMSArCkkQywQuoJNU5X2pbOTjJ6Y6U+B5HaRsDBZy30xTLpA0dsQemMimlaWopO8NBtuXZLoKDnzMgj61JNMXgmHQ/KxNLYDfDeEAY344qORSsbg941z+dPRyaMkmqd15mdekhgPfr2qWzAMkTgnjOabelSCMcjGKdZE7lz8oHQ1vf3DjsvaFnzGRJcMdpOeDSxkJOCMBm5JHHH4VFN8/mDPP8ASgABkG4dcZFQhySvY2bfVb6CZkivbhVBGB5hI/XNaMXiK8RwriKb3dME/iuK5mI/6awJJwwzV2AbbnBxwDik5NFRpwl0OttNctLoqjk28nQbzlD/AMC7fjWgchiCvNcJGwaVx1HSul0G6Z4TaSOWMY3RknnbnBX8DjH1qoVLuzMqlFxV1sa+DtBI68UDKgZFLjHQ0hBA/wDrVsYkgAZc9KZsIz9aC+AKXcGx2x7UCG4JPpxTWDBsA4BFSgcE8+lMZuT3/CmA0896iYHqKlHPH40hwFPGc8cUAVwSTk9KcCCSKVlXpjk8/hQCBwvGeKQB/FnPX8hShgc4/WmqQzAbcCnBQP8A65oAcDjnFO6/gKauScgcDtSrkZPTmgB/8Q9PepM8daj+905NOBxn1GOKAK1/EWjDrzt4NUYLh4nAycZrXZS/B6Vn3VlsO9Qdvf2qWikaMEqTcjHHWoNR+WJQD3rOhu/IkIHQ8Yq9ffvLHzBg/wCFF9AtqUItplRcnLGtsgqoJPGKxdNRpLhc8ovOasalf/N5SHp15oWgPUkur4nKJUNpbNK/muMgfrTbCzeYea+Av861wFVMKMYoSvqxbHl6wNMrujhcdvWiNNwCyHGPamRvhm2sR7U4yl8blOKxdz6aLp6PqSrvWPByUzyamWKNiPKIXjnNVwXKHAyo561JG43jAC4pep0U5R0/r7ieMQyL5bqAwPBqa5Xy4UDncuearQnMh3c4ParV8CtsrBiTnNap+4U31sZkreXdhoUxk9KfqMrTBI3Qhhz71E0padGC4IPT1qW+aTcs7KMNxUp6I45axlbYqOIXSNVOMdaY0W2Rgp3BeaegiwzOOT0pgU5+U5zxTOWST1sKGKjeyfKeKcGZ24YknjBqR2cQ/Zyo9ajRUaXglSKRdmnYGKk7CNpBwaULIVZlIZUp+CoZmXdnioYyMYBK560Ib0kkyQ4XIIwx5BFJg+ZhHzkZpwZt284IT9ajIU9PlJNJDYMWJJkGS3Q0P8u3acgjJHvUgjZNzowcJg0xlzktlZG5FMlppACNrEZUnkU5XYEAYZFO7BojkZCPMUOqdqAY3UYOyQtyD6Uh3Jgw34y0bMeewxViOdl3h/nQnZuHrVUu/wB918xcbBmmo/o20qM4PrStc0utmWYIUF9uVyNvBUnrmppAxfysYB6k/wCFVmleWcSSIvJ3Hb14qwl0CQQ2WL4VW9KiSbMJYWMldaMo3sJjY5kJwOp/lWYM8n1ravbWS8XdC3VjmM/0NY8sbR/LIpDDrmuik9DzKtGVN+8hASrBh1HNeyaBcCSzgdGJVkDfmOa8ar0nwVd+ZpESk8xM0Z+nUfzpVVdXFSbs0d07Zwc+xrG12IPBHMc/unz+B4rVVt6fhVe8jE9rJGRkMpFcFRaM2hKzTMHRipknjJBBIdcenvWuIyDwelc9YyNBfRFvl8zg+oNdGrP7HPtUR1RvVVpHKfEDf/YVqpyR9rH/AKC1c9u8uOFNx3AHqOvzV0vjwb9KsV+7m9UE/wDATXM3ACXaqAdoyce26uuH8NGNNtNsqSQM2rTpnKlgR+JFdZDIiXmMjlQPfgmubD/8TgzRZKlcg46ZPFdA2f7TgU8jYyHHHUVliPeST7Hdg1yttdyzJO7wxMw2s+Dgc/T9MVT1JS1s8gOQoJ249a0Z1aJI8jKAhQMegrO1JnSEYbAYbenPr1rkptcysehVT5WZ8BMmnSIIm3BAN31HAqrgulox4G4HnHPGa07OUtp6g8AP6ZJGKoMB9hgZcfKNxrri9WjgmtmX7pEksGJXgLuOKfZLhGVSSRHg59zVdp1awwed4xn8P/rVZ05TukCk/NjH9axlpE3j709B9m20XKkt88vp6ev5U+7I8tt4J2MBwPbNK0UiTDG3a7ZJ980t8CqEcAlxgfhWbactDbltCxlamw8vJXGCqg+g5qCTAuYUIP3OM8Z49at6oFNluJ3fPH09ec1A4DxoWA+UkMT7D/69dMHaKOOabmyCXM63ChQFYnt6cf0qG0bGmKrHgLnH41oyRBPNKA4CM3H0yf51nxIBpI7ZA+tWpKUfmZzg4zv5FC4YqLUr13A/rWhaf8vS46tz9Mmst0JeJWzkPg88YrQtCP34UYBODj2raa905aT9/UZC5N7O7E8r1JyTxVKNgbW5DHqcVIbhIpJSeOMD3q54d0OXW7xVI8u13fPKen0HqT+lVsrsylLovMrafp93q9wsVsuEQbWlbgKPfH8utd1p1hpOhQyMsbXF7woI4bp+Sr+v1pk8NpZgWlqoj8klcxN9w4557tVUyJEGPrySTyfcmsZzc9ERsW5J5Z5DLcspKnKIowiD2Hr79ar3GpLF8qDe/wDdHX/61Z8lxLdOUiyqeo7/AEq1aWCoPukknvWlOhfWRLdisLe5vJPMnfjsi9B/jWjbaeqABFAHsKvwWoHar0cPoK64wS2M3MqRWar1FXEtwO1Wkhx2qZYqtRIuVlh9ak8sAZxVkRjHFBQDGarlFcgCd8Uuz2qbAPSk2tzlT+VOwXI/LHT2qKRGI+UVa+Xuy/nSMCVYR4ZwDt5744osK5miU7TlCSH8tQpzvPfr6dzU6LvyGQoVOCD/AJ5qGezcWlpGYnkaIhnCjO75SG+vJzVnTYmEMmY5Ej3/ALpZAQQMDPB5A3ZwDRZBca0IqJofatPyhjOKjaHI6UuUdzIeD2qrLaq3attoTVd4OvFTyjTObuNPV85QH6isya1ubYF7c7uf9WelddJB7VSltge1ZzpqSs0aRqNHPW96jSeXMvlSdwf6VcRWSTzYm8uQ9WX+Ieh9fxpbvT1kTaV75yBWczXNgMj95CO2eQPWvPq4Nr3qZ2U8RfSRoyRQ38TQXceyTHyyL0J9j2+hrC1HT5rKZA6/JuyG+vqO1bMF1FdxhkOQRUoYruSUCSFgMZGSv+I9qxhVcXaZry9Y7HM3MyyXH3d2cc/XFW2Zoo1ZBgEnPHUU+80p4ZEuIMNEzA4HIAzzio7pybVVOC3I/WtpW0SNaUr3kQXBLK55PU59KzmOIsZGRwB9a0J3CxSbTxtOc1lTSgbAo6gVtSRhiZK5ctm8uO3JwduD+dTXoLRsCMhmyarxh1td24FvM2j8BVqb/kFRFx84bDEjnrSlpJMqlrBp9jKkc+a5wR8uOKnVilq7nhgQOB7UdrjeTnjv1psag2mG5y44rV7HMk0/vLEBzEjE8kjP51pKwN4Q5+UOo/SswqQicEAtn8qveUQ7sMkhgBk9eK56lmehQTWxNKxW6SIDKls5z71ZvWbzhtyu1WGcdciqVyduo2+cjpnn3rTvDzHvK8q2Priud6OJ1b83qY1+/EJbo0IPFW7rIt7chOuMYqpcFXiixgEQ45+tWyxlgtGIxhsdccCtpbIxjrN+hUtVUSzjccYYAd8460y6basAyRjGaneMJezLg42M3HWopk8yW3G4HLAfhVJ6pmUotRaDSMmK6PrJyKJiCeOpjPX61Jp8ZhguskY87k1CcmSQEdjg59zQ9ZtkLSiovzKdxDthkyfmwD+FNsSTGD6OOv0p1w5KS5APyj8KhsWwwzkgnp2rdfCzhbXOi2T+9m4wCcD2FRzMBL8hByw7UMpZ5uuM9KiiGJyTzgjjPahIJPoWELG7dj8uMEZrSSQK0ZzksccVQfHmxKMAj/PNXYEVljI4UAnp1rKdjalo9CSBcSyDNamlyCK/t2B4Z/LJ9m4/wrMGFunGD05qdGPkhw3KuGB+hz/SovqmaSjeDR2oyOKcox94mpGUGR8Y27iRQUGcr0zXYeYRlB3HvTT8pJqQjGfrTCMDBoAaCdx9DS45x14zSHtSFTtJz19aYhvQ8im5Cnk/LTh6n+VDD5MHHNAxhI6+3Wm8AHnFPUgjGCKRkGOcelAhkYA6k81KOcnsKi28DB59aUnCYz7UAKeep6d6cBgHNC4PSnkZIGaAE5BBA4NSKTgk/rxQcAYPaqU32nJZeVHpSGi8SM4zigOG4JGPrWMXlzklhUbGYnBzz0xSuOxqT2EM2SvyselR28NzbO0bJujI6+gqtDHdtINm7p3q/cJc/Ymy4Zu4HWjcCukJhVxbMGdj+QoSziicSXLhm9PSobSOVZvMfdGgHJbjmpZtPaZd8c27PY0AXHvraJcIwIHUAUwahEVyAeazzpNzt6p+dSrpUwHLggDOPSjUVkcAuyRyfu1KrLkKwyg6mljSN3HmDaKUwkbwgJjBrE+nhCSXMhQcuyIcqeaazhlVAMMDSrEXK+VwRUi7fLKFR5gPWkapSasSW83l5UjJ+lW5FV7IuW6DOKqxq0D5PzbhVoxB7RyGI9qtP3ToXMo2ZjzTK+xQArLxmlkd51EYOdtJOQ+0KORRLHtRWVvn70ltc86TleXVDJJlaNEdMbTzTcI0uVOAORT8SRKC2G3VFhQxU5DZpmMr6XJ90oXzQMgcZqH5Sx3D5ieop5LL+7jf5T2NN3qZF3L0GDQOT2uyyFPmYjO5QM8+tRL5fkyK6neTlTS5UIWQ4bpikhZgdzpuValGr1aQmw+YEVsKw71HtYfMcEZxU5WFkcklXzkVH5TLINjhhjdTTM5R1EX5vkGV9c0MW35YZCjbSlvvl0OW6UBC0gVHzkZOaBCKpOFU/e65o5AJdAc8Z9KUg5IKctyDTlGOUYHac4NA1G4rABx5L8BQxB7Gm/LgF1JYnJPtTjw2HjIyd2R6UqgjJjOVY7QD1pF2ERVMjeUT8xwuT2pzlxy8fCfJkdjQGiVijoyOgIyO5oJl8kqsgK43ke9HUa+HQnjkcwjyW3CMbznqD3okEVzHtlXa2zO8jkntVYSIsKpIjK+/LEelPhVmKiKQNuz8p7Ac0rdQclNWexXm0uUJ5kH7xcDgdef510HgiZ4rm6tZAVbAcAjB44P8xVK2vm3b5YvlB3AqPuirNrqiQ6hFcY8xwrBj/EAe3vVc7tZnLPBw+Kn9x6ZZybhgnqKlk4BFc/pet2lwVCSgP1Cngmugc7o81zzV0cbjKDtJHL3UIjupBg5Qh1I9DWxEHeMOh+8AetZ+rMYrqKTB2tlD/wDXrR04LJZqCOV447Vzwum0dM1zUlI5fx4XXSbTcDn7UMH/AICax7tFF5AT/ut375rf+ISgaTp6ZLE3gAz/ALtYV6yOyrnlZAOnoa6o35URRSfN8iojYK5+UbvTrg8fzrbutq6xEpOd2OB6Vlww7b5Yh9wtuBz75/nWpOitrCS7GVQrA/UcZ+lZVWr/ACOyhFpX80at2peNAGweDzVKdUNu6A456nrnBq/donkIWG4HAwO+aoTCJCx5xk4Un8q4Kb0PUqrcoWrobfDAdcdO2KqpAWh24yojGMVPaq3zAAbRu6c44zTbadVuUiwGSRBk/wB049K7Vpex57s+VMg8iW5sUiiJDxsrHjORg5rUsX8xY2UjGwd8c4qKwfFxIx3Bl28dsd6i05ysjoVb5WKgeg9BWdRuSa7GlKKjJPuakrfOikEbSpzn1PSqN+8gukCggZyKt3bCOPcX+68fOO2TTL1Mxs4XoCy89axg7NM3qK6aRnalzo5IO0l0Ofbms+bzFs2yMAljn+9nbg1f1ANLpGFX5i8ecdhz/jWbeSAWcsZJbDgA57Fv/rV3UfhSPOr6Sb8i/NOyxuMfeiYH/vnFZ6tt06EkcgY5NWpDtjd+gMLiqYG3T0JAB21UV7vzIqNuXyKd06mdNvA3kgDtUqSrbxSu7Z+YY9z6VFc5LKRwBliR0Aq54e0ObxHqYUh0s4zmaUD7o9B7muiy5dTgc+WTsS+HPDk3iC7a4lzFYxt879Nx/ur/AFPauyvruOG1GmacyxQoAkkkYxwBjanp7mn6xcQw2kelaeohihAU7R0A/h9yepNYcs6xJgDnpgVg5Oo9NjO3UdLOsEfOBjtVVIpbttznC54Wnw27zv5kpz6L6VrwWw44rrp0uXVkSkQ29qBjAxWgipEm9yFUetSi3cJmNAzdgTgfjSJa3EqunmL9oglVkYj5cFRnj05P5V0JGTZdhi3AHHB5q4kPYVRsz5d9DAt21yJUZjkglcY+bjoDkitNp0jby1V3m7RoPm/HsPxq0ibjljwOlJJNDBxLIEPZe5+gHJqDzJJGmS7kS0SMBiiOPmU9y59wRgY5qBJYrGaRoIgIZtpSWVygZuhAyC7jGD8oPOaqwXLC3MkzMIYDlDhjMdmOMjjk9KhE0pvJre4uIrcoiyLtAG5TnnL+hGKZFJcXGoSxI1wkyxI0oP8AoyBcnaeQzt35G2kexlWxmvS8EM8W8MViDHchIKmSQsxzjjGOop2EKjQyXUiGe4uUCqU8ve4zyGHyDGeFP41GY4IrqSQ2TmIouDKqrhgWzw7DGQR+VSStYTzwNHcT30bFlZBJJONpXKsVHHBAH/AqbFawRXMzJo0vlSBCGa3jTJAKsPnIIB459c0gIDLaC73/AGe12+XtwbiAEHOc43elOE9l9pWRre0CCNkO2e3OWLKRxv8AQN+dQfZru20O3triwjjaAxgyy3MCplXBGSTnJAIx6mtBkuGvY5DpbMFR0JMkW4ZKEdTz90/nQBVcRzXlm9vaXP2fEgl8jnOQNvEbHOD/ADq1LPFHPCi389uhLeYJyQBheB+9GBzimm0geS7efQ5SruWQ/Zo5CRsUdVJI+YE8euaozvBZ6TbJbzXNpcl7eOTLSrgEgSE7vl45PemBtF7iNrdUNvcLKzLk5TAClicruB6eg6invcLGUE8bxbztUgb1JwTjK89AeoFUvsHmX+bWa2k2wmbzTGC/LbR+8iKnnnJOelMaTUEleYiVvskkilnCzx5C4YnbskAAJ5w2OaQGmmyZPMhdHj/vIcgU1ogwyBiqC3ltqE0NwqlFTc0tzayFiPlwoYqBIq5OfmUDgVNLeyW81pEhW/W6ZhH5bIHwqlidw+Vhx7UWC4PCDxiqktvnPFakTRTsyxs3moMvFIu2RB7qe3uMj3pHhz24qWhpnPTQdeKz57RWUgjNdNNbgjpWfPbEMfSocSkzkbiza3bzbf5WHbsfrS22oLMCroyyqAWQjn6itye268Vi39gX+dCVkUfKR2rlrYeNReZ0UqziywHMRYooZGOXjJwG9/Y1S1KyEyGa2yVySUJ5ApiTySRNBI3lSY4ZR+vNWYGe32MGEjKADv8A4vrXn2lSdpHYnzaxMG8GyKYewHNU3t2mERAxjAz610Oq2cc1vPd2iEofvISCVPWsyNCkceCclsmuqE7RuHKqktQTEdsmVJxKTkd+BV26RW0sMRyxHbvmqpGVjXd0cqOPXByanuJCmlxk9pM/zqJatep1U1yxkvIx5VCzPGVAKnB96aqYVGyQu7+VSyOzzSvtGX+bPvSxr5kO7BOOTXReyPO5byLkOWSEscjO0jr1qaB/MnkVgcKwHPcVVIIsiozwQaSDMJkdmOS/UmsWrpnfBtcty9d7F1VC33AoIqe7VmkgZcncSCuegxTL6As2VxnaRn14pZXUw2zljlTtPpWHZo60neV9jOulYQw4zgIf51auGP2KFQPmyCp5GBTbqNI7eLd0wy8U25YyWVqc5ZgB/hWqd7HM1Zy9Bxy91KwJyITn9KQKrXVsBn7wxU8VrIbl8IwBiIztPJxnFXBpUrTQyjK7CCQTRYzlJamdagizuVfOTMeKgZAs0i4B6/mK2otMkjZy7AgkkdTUcul8ly/IJI+U8ihO0myW4uKRzlwhKSMAMbBz+NVrVwrDrkEVt3OmT+SyDYxYc4b/ABrLhtpobkJLGyZ6kjpXRFpxOGorTRKQqzyqjZBXOfwptuC7bMgA8/pinOqI7EMckHJxRHw2VPUDnpS6B1JYQWvGVhu2nArRsvLMeDxnK896z4MnUDn7oJ5/CrVq+ZY0Jzgnr/hWVRXR0UnZ3JbbL3MncnOM+1Wgu+A8dc5/KoLTiVsH+9/OrsK74gFPQnOawm7M6YK6aO3iPmwRuOjRqw/FQadtB/oKisWB0+1YDIMEf/oIqwSOeleitjxSFxjvxUJU9/5Va4OcioygLkdjTAh2dx25pHB4xkipduOxpv3etAiDB68CmuTtwDUh3fNimY9+9AxgJXnOPalYBl4/GjknGOcd6awIPA4oAAcjkdKbgMCcdTQgO7PY+lSEDsO3NAAgxx0z6VKuPlOeaixux+QqReooESZG7H5ZpcDoP/10AAHpzjinLj1/KgBqqpyMCkCpk4UZFKPlHPeqF3dYLInfrSbsND7m/WEME61FZ3EsiS3EjHYoqlHbPcSAYLZ7+laN1ALbT/LU4zxzU7jILScXTSwuSQxJB9KqSG4spCoZsA5Hoadp5AuEXHU1t3FqtxHtIAwODQtQZRs9TDAJLw3rWqp3L16+9c9LbGF8lOh6jvV7T7v/AJZv+B/pTT7iaOAYbiN4IFOSRo1dR9ymrOkjJ5o+UdKjZ18w7Thc1z2PqudL3ov/ADLUYEhzGQuBzQrA5Vl+YnrUSlZJlCNt9a2otNBttzN75q4U21fojX20Urydv1KkJMUqknfmrDoGibDFVPasya6FpcFUcHHFCXxkDAnFDk+WyRosRScuW4kRQ3KRkA/NU1xFELr51KqRTbaPz7mNEGSDnPpWvfSW6RFLkKOO9WoL2abOCpWUJ23OcWMySOquMLyM1AWJkJdc9qmkkhLfuWI7ZqJlZXwDuA5qUYz8ncCqbMgkMDSAOrbSMg81IHDNueM7OhxTB80nyEnHTNGpLSvdCOUaXjjAp8QkKlFOd/ah1IO1l980RrjLI2D2pXLjF8w/jzR5ikBeDTcIASrfNnipZBIFxw+/n3qIFfM+dMcYP1pFySTsOw/JI3Knb2qMhd2Tlcnj6UpAwCkhBY4INO3nzAZV3Ko2imS/MdscbmVwyp0z6VHjOFKlcHJb2p+6Ntq5KjHzUKZAuQd275cUalNK+g8FgNwkB/gwajiCb2EuUK8DHrSN5bSchkAXH406LzRgLiQfeIo6CvdjkR2k3ZV8jfg+1EgQIN6MjMdwI6YpAyPIxZChY5yOgFPaRgjEFZBjywD1xS6l2XKMaMyRgrKrO3ykHsB0qEkbjuQxsSCCOmO9SloNrYjYBgAD6HvTpFDuRDIWTooPWnczcL7DFaVAUjk3K5Mf1FI8g80M8exWxgj0HBoIbCuybcnaNvt1pu6V5ljRvNABRAewoIbaL21iSIJklG8hAeuFGQa2tK8U3VtGEuJGki29H+vY1y+YxGw2sr8YP86mSSY2uAUdGzkHqAvP9aTjcrmjLSSud/d6hb6rYobZ18xXB2N1Hr9avaWwhBjYrXmqyiKMFWaKUKWPPDHPH6Vuadr11auJZR58YcKGT025P6c/hXNOi1JSQvZx5HBGp8QXBsNN2kEfa/XPbtXOyIzsoXIJmIJPcZrR8Valbapp+nyWrglbkF1IwV44yKoJhL1M/dDM3sc4rXaCOSnBxbTLcK41xVdgFCkgevar9+Gjga5jUh2TcRu9azTGsmqxs5xkHH0rakWOSAxr8qsCoH4GuKrK0kz1cOrwkkW3ZHs4Cq8EAjnpVG6RIYQgU7EwAc5NOjYNp9sMdEAwP1FR3LgW4VieT9a5oqzt5nZUaauZthKDdXCf7Tdu2MYqlIXg1S1/ds25cYHapdNcNqMy553E/kKlBVNYswer5H04rv2k15HmPWmn5ktsoFxL82BgcYpLUCO8kw4IZ9xGcH2/rRp6SLeXAYZXHDe3pTIpDHfSDaCoYcH6Vk1q15G8NFF+Zc1OYskkGMDyllP4NirErGS2XGCDHx9aqX+1ZHLHCm0Yn8GX/Gp48tBGFI4QZrNpKKZom3OSZSm3SWTgHdtVc+3NYk8RCSqzFwMEEVuddMlJJ4AHI6/NWM4Uw3GWyNoANddE4cSr29CzK4+zSqGBURuDnr9aqFHl09VUHLAAYqV3zZyMBhmUjHbHrVW6mMNnHAn+slVSQP4Vx0x6n+VbRjfY5qk0tX2GwWUmralHp1iC248vg8gdWI9AOn/169E3Q+H9Ii0uxG2YrvckcjPVifX0/wDrVBoemr4V0NrmePdqFwoDJ7nlUz2A6k1QaaQ5llcvKxJdjxk/54qas+Z8qOKxXuZfLwo7+9NtrZ5GEkvJPQVLFCbiTzHHA6VrQW/QkV1UaXKrsznLoiO3t8DpWrb2+eAKSCA8cVqQw4wQK6kjJsbFbAdaHt0tJ2vHlSOIxhJN2fvA/KR6nkjHXpVySSO3CKVLzSnEUSn5pD7egHc9qhubWa3urS9nP2qUv5aW0a8DcOTEDyWGOWPbPStFEhsoRyE6itp5H9nxTxmXJQI8+08jP8Pqe/0pVmjtJd+n+X9nm+Ul1Zg7joY1HzSHGQcYXgZbrUnlT63MywCzuHtjxvO+CFyOASP9Y/qfuD3ptiyXcMT2cEsuuxMFn80EmN1O1hI/RUIyAB2IwOKqwiW2sZtRu5lkZ7eeFR++mRXlVW5DKPuIvB6ZOR1pluIbi2gl060M2oQyAyXBzt3qdr7pm+8rDdjBPUccVft7Wy1K6ea6mS6njTb5KoyRKm7spx5g3D7xyM9hWwFCqowMAYAAwB7AdqdguY50qe5vlvJro28ixGEJad1LZwXYEnn0AqVNJsoXL/ZkaUncZJf3jlvXLZ5rSCgck4pjKM8nP49qAuV3V8AMxKjtWVeae8lw0nlRXEBMchgmc7XZQ6MBkELlWUjtla2W2gfeNQNy/HT0NILmPHpskUcbp5DzqsJdJMlJJEjeNieM8q4wcdVq7b24jtYId24xxohJGMlQBn9KnOAQAe/506PGMk8dvWkACLevSnxoYl2pkD0BNLkE9vzpQQOehpgVX0+0lk8w20aSf89Ix5b/APfSYNQT6VOLOe3trvCyq4xcL5p+bO4huGycnrmtMFf60n3hgcYoC5i6gonurZ9RsJIYoGZzcxyFlQ7cKN6YdByTyAPlHNZscLTazeT2RhnjtDGi3nnIkzSSLkxiQApKMY++MnON3ete+sbg3Ej2rSeZcSNIDFL5Xly7Y0jZjkFgoVyevJ6Vk6gINS114LXzYkJdibKDY7yfMigqzbWIw7FiFIAOO1IY+G/g1C4tpLxQ0EMDPG0cckckZbHzvHncq7RwyFlyScitFZ3inWEF76ExecJ4druik4G7Bw4ODgr82FPBqC9/0pNON9GFslbz1vrd2RF+T5AP44c7uedvygZqCKO5sby7nswJYUdVluAgbzCFyfMjT723OPMjw3JyGwaVgNQ+XLGrxOrxtyrocg/5/Oqs0PtSWbve3dxcROlvPIqskIcSRzxgcy5X74JJG5eVCjIzxUyTpO06YImgH7y3BDOpxnjsQcjB4684pNBcy5YVfeFZWKHDgHlT1wfSs6e2z2rYWzmkvEupykLBSgii+YlT2dz97HXAGAehqHaJC6OhjnjIEkbdRnoR6qexqHEpM5O+sc/MPvDkEdqqLIUJQjOPzFdTcWw54rEvbHncp289fSuetSU1ZnRSquLIYLl7WcSIqsCNro33WHof8ai1CzijeO6tQfs0jBguc7PUfgaOuVOMjrT7e8Fs7wzYNtJwxxnaf7w/rXnJOL5Wd3N9uPzMG4kJDlRnD596nvA40qIdNrHIIxzV+80wWN6Ax3RtKCpx2P8AOq2pIRp0Sp8x8w4xW/MrxRtBNxlPyMncfOZS+QVx7Zp0JRMEnOcjGelCHMshYcjt+FMYKtuhbqxNbW6HGu5q2qZVSRkB1yPrTb6PbdNHj5N4IxTrMHywc/KHH8qW4LPeAhhvMig5rm+2elFfulcvXpxbh1PQYz9azlB+yTtj5VlG361o6gD9mY5HDr0FZ837iydTjLSNxWdL4fmb1vi8khb7/j3iJ5IZ/wAeKq3Mz/YYSDgqqnOKeG84RLLwCGb9Kq7HlhcHJVFArograM4Jzvdrqdhp0RMFuWZmLBScknrXTrp0akFiSCO1c9p2Ps9t/up/SuwB+UYH5VyXabOaT2KTWkKDATPvVSRYFVm2khAWOOuK0pwcZXjisO5aXyZYFHEgwaqLbItdlaCa1vbh7doijgZHO4Ef40+XSUbhRj2FVtH0me2vvtM8qttBCKo7njJ/DtXQhcEVpKVnoF2mchc6EvJ2depXg1z81q1pfCJvlK4I9816skasvzKD+FefeI41Gv8ATqq1dOd2HxGSmftMpAywZutWnVlngeMgZG7n+VRQJm7lwMkZx9acWZhbbgMZJzntiqe5rBWWpcs8GfHXKt+eauRusf2aNTgtJjB7iqWnKGkJwQxDflmpypN5p4IGPNb+Vc8tZWOqN1C53emgf2ZZYxjyEHH0qyceh9Kr6X/yB7HB58han5PPTFeitjxXuNIIIBpmf0qV8HrzUXU4HNMQmcnHemM26nMpD59KiOd2c0AIUOTzTCoXoSKlOTxxxUZ64/KgCMtzwaacNz+FOYDBzSY9elAEYHJ5x2qQDjJOSKa2OuM4NOBycigAyCcjtS5Iyx4waeq45JzSbCxz04oAcr+ZxjGKcrjv+opgGMZGBSZzntQA28k8uHCj5m71nRQPcN8vT1rQkthKVZyxA7ZqZQqLgcD6VNrjuPt7dIYwoHzVBqaHyR161aRjt6fpUV4oe2Y46c0+gluZunxL9pBCgEc/WtoDHp71n6am1mbpgVoDJ4JGfpRFaAxJIo5FIYZB/SsyXTmQ5iOR1wa1g2eD+FMyASMcU7XFc8Z859u3NNEjA5zTaMNyQMgU7I155vqPErjkMQavHXLsWZg3+27viqCoXbAoCHpgg96TtsWpVWtGNySSSSSasWzFpAvrUbRMp4G76VPbwAKT0YdqG0a0KdRVDccrpVt5sY3SHrmsS91Ke+bMmAB2FJPPPJFsYkqDVTnJHpSir6sMRUlfQXJ7GnpKwbk9aj70HI/hNU0mc8ZyWqLaXDMhjJyKcShkXbxiqWSDkHFPSUoy55qHDsddPFXspmhvcHcGBzxzTFf5gjjAHWoROruT9309qekmW5OSeKz5X1O5VoyejJCQpLI5+XpSnzCOgbPNOPlPsAG3H3sUzaFY+U5HpmpNXf5Cl49jgoQzdD6GlMZ3KEbdxuPsaCHHJAYLzSHacEZBJ6+goC3cQgnO5cl+RSptySHxjkD3pY2dJCyHOzpQHU4EkfQ5YimEbEjpIGUAK+Rv4qOPHmfKxTJ/SnbVzlZCuTg/SlTdHvLIJE5QGkU99RcusrKrK68qPoaRymBgGJkXBI7sKjUQlcEujgH8TSybkRQGV1I3YoJ5rpkg3iHAZGCfMAepz1phCAgODGyA8jue1OwPJXdERt5Yj0PSiGF5kKxkMcFyD7UFPsiVyA6PEQWVQT3yTUEojEh3xGJkTaCndh3NRxgCRVkBQZyWHoelSr5iyb1dXIG/r0x60JWJlJT1aECjyGKSLIB8oVuvPXFRPsCEmNlJIwQeMDg09v8AVfvISuMnevqemaPKR422T4xgKrd89fyNMzavogb/AFOQRIrAMynqAD0pIJvKBYM0TKCR3Bbt+lOnhfyQ7RbS/IZOmBweKW1bMf7zbJGjB2Q8E9qOgrS57CIziEN5R4Pykew5/pV6GVZIxJuDuoA6gMCeOncf41QixHuKytGSdoU9MHrTxNjYZIxImdxKcHHSk1ctNW940nnB8uQNkYxz710SNujAGMAnjr2rjYrxlj2Cb5SwJWQcHAOP8K1YdXaEp5kJ27V3OhyOnX/61ctag3HQ3w9SEWzYhf8A0eIAfcJH5E1DdSfukHVsYyDUVvOXt38qRSfMOD1zluv60+fiNwQPl965eW0tTpcrwM7TGVJpMAFi7D34BovWVNYse3SoNKkdpHVh8mGIPqaNWlC39p8v93+ddbX723kedKX7i/ma1tLh5oxj71QR5bUJykfDY+Y9qbZOTeO3VQB0qWyZTPdsCCeg71ztctzri+blLV7Hvs5hkBhCVx69D/Si2CmJF3A5A5XvxUF87Bo+wKOTk9RtH+NMsJDhQTjaRxn8qnl/dopNe0Y0M32GUgZU/wDxVYckhMM2NvIAz6ZrZQFbSRducHHP+9WK4Zo5gByOODye38zXXQW5wYp6ImjeNLTfKuUCZ25zuJPA/MfkKveFtPN1ftqtyoaOF/kDdGkxnP0Uf0rJkiknuodPthukDbOO7nr+X9K9AuXg0jSLfS7VeAmXYjkk9Sfcn0rWpPkj5s8+T5mUNb1P7VcFkb5EG1T0+p/GqluGudob7gqrKv2qdYUwVByx/pW9aWwVQAKvDUftyMqkklZEltb8Dj8BWjFD0FLFDtUcVdt4C5GBnNd6RzNj7e3zjFWbiUWEAYRPJMykxxKpJYDqTjkKO5/Ac1cEYtYlYxGR3YJHEvBkb0Hp6k9hTLO5+xLKs0YbWZOXRzhSBkqwboIVHOe2Dn5jW0YmbZVmt7VLLzDMtxfXCCWOcOF2heRIG/5Zxr6/hgk4qFILi/spNT85bm3AzKX+R7qNT86rziKPg4XqxHzdadBbC2hXU54VfTC5nmO3DyknKzMnTywSSqdQDuOTWjBYJe3M9zLG8VlMwdbNuBMw/wCWsi9s8fL3wC3PFVYRUuJYJVTUo5ZdP08RCJpgvlvcKSNqqv8ACoJOG4PJA45qrFI11b2MMVm9vakPNHHYzneRwpPOCZUYgkEkMGJ5xXS3CiRWSREkRxtZHGQw9D+Fc7b20Xhy/wBxQfYrnEYmcZeI9lZu6nsfbmpeg0XrCwmh+zy3MvzLEx8gKuI3fBcAjnBIyF6Ak9gKsXd3FZW7TShmUEKqRjc8jHhVUd2J4/XtU7SfLnGPoa4/UtYkTxolq3zG0jWS2hRgfNZl+cEdnKE7fQqB/FRewEsvivUdPYS6r4dnt7YnHnRvux9T0/UV0Fpf22oWcd1ZSpLbyD5XX1HUEdQR3BqnHremyRhob2G5Ei/LHB+8eUEdPLHJ+hGPWuf0WOTRPE/2RRFHZ6tHJMttHIHFvKmTtyDj7vHHrjsKVwsdPf3iWVv5rLuYsscUQYKZZGOFUHtk9T2AJrnn8T3WnS+RrOjy28zcRSW7hopD2AJPH1ycdxU/jSF5vDk00J/e2jpdIR22nB/Rs/hUfiBV1zwfNcQgbmhW8jx2IGT+hYUMCXxHPq1jb/bLCS3ENqDJcRSAs0nOCM+gHpg9+1RadJrV5Pp+qreQNZ3UY8+xZSqQxnJBQ9WYdz1J9ulqOYax4Y84AH7XYtnPTcUIP/jwNVvCk7zeE9O2Om8RMg3AkAqzDnHtikMZr+p6ro13DqEckM2nbxA1pt2k7hkNu5+bIPPQcDBBNS6rq2oaJNb3V7DaPp8knkzJbhjJCTnDBm+/0PAAHH0NZviuO6GiRCeZXZryJVCrgZO7B9sdKs+NAG0+GItnzNTiT6DLcUBY05Ndgt721trq3u7aO6YpFcToqJu7KRklc++OvStfOBg8eue1cv43PmaKYkALTX0ca568lq6IyL5uwfKofb17ZxTEPyScAZJ5WsuCCK+lvLl9w864KRyRuUbZGpjyGHPJMn4GszUNW1a00mPVIXtNo5kt/JIK5yow5YkkN9K1dN8ldPtBA4eBbePY4P3ht6/UnOffNAGkuIyiIAiooVQOABjGPpiqN1pk0VrOmlyR24kzvt8ARnP3ih/5ZuRnkfLk5I71JNqFpZNAbuZIkndkV5CAoIXdyT04Bq+HDxgpyrAEH2PemFzlJ0jn1SO10iyEBiQz3UEuYFiPCptIzslyD86/KQPm3CnQXlrBYSLfSSRNayMTdEYljlOSwcDO2Q+nKyDGPQdBc2wmKOrtFcRjEc6AFk9iDwy/7J/DB5rBmtSY4LBYI11QghpJFLRzx53SM5/jRv7v3lYjGMZpWAsQSTajaW8dytxYTSIJGiTCmZcdFfqvYso+YeuOaelpDbIUhiSNT1CDr9T1P4mqj3E8kcemy7oyJkQzvIGktj1Xn+InGEk4BzhvmGDppI7OYLgKLhQW3KMLKo6sB2I/iXsenBpWHcz5oQQazbi3BBBFb0sdUZISQfrWbRSZyd3bNE2QOKzbpNygJknoMV1t1bBgQRXP3Fr5ZfIA5ySTXJWpc2q3OqjVtoyPSrsX0Y0u4bMseWt2Pt1XP8vaqF9uiEUDjDBySPpVecywTZBAkVtynPIINad3t1XSY9QiT9+hKzIR0x1/x+lc1tVI6IVeS8OjOZlYrO3YZJz3xTiGliXcuAcce1OkON4Yhsd89jSLuMQJPAA59q6XsRB6tM0baZI/kIwAw/lU8KmebzcDAlGTWaZFM8ShiSWJJNaWmHETDI5c9a5qq5VzHo4eXM1HoWr4bo9mQuHHJ6Gs69YzW7BRysuOPcVNqj7HiPJG7/2UUxOLMsRx5uT+AqKa5Ypm1aTlJxKsWQFycN2JHbBFJFEZLS6bOcY/SpLdjNIx28bAadaqTBeIpUZH+NbNnFCKfpqdTpxH2a3/ANxf5CuwXG0DGcVxunf8etuD12L/ACFdep+UYFcfVnMxJGwcZwD/ACrB1HzZb2C0jlMW8M7unLYHYen1rbk5B4rHv45oriK9jiaUxgq6pywU9wO9VTJdybToLmJJILlxLsY7JcYLL2zir+3nNVLC4mulkeSAxJuwgcYYjuSO1XAMninJ6iJUGAcHtXnfifA8QLnnKIf1NeiR8qa888WYGvISODGo4+pq6XxDRmWnzXErg9HYZpYkaVrbAHzbhgDtiobGQC8fJ+Us3vzitS3EcL2/I6MB9TWk3ys6aUVOI3TyUlBJ6Bh/49Vn/l9ssDIDs2frVeyKiRVwcln/AJip0ybq0YEbVYgisZfEbJe5ZHd6VtOk2WDx5KjP0zVpjg4/KqWi86LZg84jIB/4G1XSp6g16EfhR4st2IRkc5AqPAXgfX3p5OMiojy3TpVCB8lcd6gJxnpx61KWGfp2qI/Nk+9ACAf/AKqQgc/zpSBzn6U3kYBoAj2kjqKbyGAxx9OtPGd2M9R1pu0heO3tQAxjg4GCDz9KQEr37/5zTl+9gjpQT81AD0bcOafk46VHuPGOgp4I2/5xSAXgrk8j+VNH86XOMDFO468UwE3Z6fp3pQuDzzTDwwPI9xTw3GSOTQBIGwcHjjApG4TBFNVg3an+3HHWgAgVI12qNuetSr8vGfbNQBduDj2xTi3z47UIRKTtXPvTSQVJNRs3GM4oLZ4zkUwPIVTcVDAgetPETYKoNyjrip8AsqtkKOM1KVCSFYMsCKx5j24YZdf+CVUiBICDk1ImAhRl+b1pwGWAHD5qaI+U7q6Ak98VLkbUqKuraEXkmLY6HcT2q1bwRybzKCr+lJsEarOjgnd92rMK+dMTMcHFCbOuFGKMibeN6gHaO9UT94g1qzTNF50cfKHqcVlEHcc9zWtNniY6KUkTwqEdWOD3xVqUi4mG1MHHaq9ujFhty1WJBIsqqVKt9KmV7nRQVqe2hWe3XJ7MD0qMwMAWUZAq1lg5d+WBpzvvYkDYDjIoUmiJYenLfQoYI6ihHZGBBrRYQRsQAHDCoTZh1DfdU9DVe0XUyeCqRf7t3ZCLp1Uqe9SC4RsBlwAKrmFkYqPmA6U369qfLFmX1itDSRdEqtwCQCecmpWYuFwoIXjNZoJHGalExXjOM1LpnRTxiekjRZEyinKMOH96RVkCEghgx249agW5bPJyT1qYyggMV28YGPWs2mjvjOnLVMJWUnLoRhdvHrRCofhH24G459akYglQsoORuOR39KYEJXiPcfvEj0pX0Kt71/6/AUxyK6yyKGDHdgUkiROCQ5Uk8DsBQDubCuQDwM+lLOsm3lFIT5Mr3pDaXK7K4+JJfJGyQN5mV255wKjLbWLOhXJz8pxx3pSISGZXZCFG33PenBZtxWNxIv3AT70B0SGRDzGCI4JYn5W7Ae9DeW0gMiFAxySPSkdW8wiRMMDt3D1FOMZM2I5gUPyDd6GmSr2DzNsLIk3ytyysOu3pStk2+TbA7QQXB7tyKR0cRMXhVt3Qjtt601DE0O3zXU4JI7EjpQhMViGz5chCnACv7jn9aliaORGaePyyx3GQDjb06fWopNzRhQBKifKCOxPNLDLtjdI34kGzY/UDr/OjoNO0hI4ZZYGKyKwGEAPX5v8A9VMWOPYwkWSLPzEg5BGPT61NlX3O1uRwcsh4BP3f5GkQFkULcrjldj9gPmH607mcoogVncMoaN8gnJ7dzTlkRY8HfG3JOOhz0H86RlGzcYM57qevf+VL5UZj/dzbe5R/rgY/A/pTITaZdS5ZZEbMcmXPzI21uw//AFfjV0X/AJkflTMFb3GCRgn6H0rIaGTYGWOOTjPynkAHb298U5ZeCuduAMCQZ7evpyazlCMtzohUaVi7pinzXUZCc9adqQV9UtuBwQKqQ3bWzttAxu6A5XHerUmJrpHHIUbgQf8APrWMotT5mS+VwUV3L1owN7MCuGJzgDt2qGyKeb8pIODu5706CQCV3YY+XLHNR6XbhWJf7zEv+B4FYte62zaCfNFFy85kwwPy27Yx+FR2Lbo0ycttA61cuwi2ryAYfaVB9BWdZsBNtB3EHFRF81MbvGoKSUhlDHGCeT6bqyllWHzblOccICePMJ6/gOfyq7dOGjmCnLZIXt36Vl3KvJPDYQgMyER4HeQ9f14/Cu2gt2zzsVJOyOl8EacE+0avKOEBjhJHGerN+XH50up37TSySk/vH+6o7D+EVuTWwsNNh0yDGxIyG9/X8zmsH7IZdSifb8oBz9e1Zx/e1TkasrlrSbLy49zD52OT9a6K3hx1qvawgAcdK2beAeVvYHGc/Uf/AK69aMbaHE3d3I/LK4XHJrZsLdEhaaQhEVSzMeAAByaoQR75S3X/ABNawtp7w/ZLZ41FsVeQuhZJJOqxkDtjBP1WtYIhkDSXtncx6ncWRmtpVEMcEZ/fQ7j8vB4JbjIHI4Haq7Ol1eGTUxiykYxzT5/cvID8sO7tGpzk9HcHJ4Aq1JdTavcwRKRbyMrlNsgYogO2SZT3JPyIcd2ahIJ7jdosnlNY2oVZpY/l81cZWIr/AAnGC2OMY6buNTMh0nTfNVj9oll0eOXfY28vOQP4iTyUBztB+vpW2W5zn3NEjdxxVd5QfX1pDHs2TVO6WK4heGdA8UgKup7iiSYjJz3qB5ck81LYzKs7uTTLsaVeyloyM2k7/wAa/wB0+46f/WIrD8VaewtRd27w2xtH+0Ccp+9mnduFBHORgYHrgcAV0eqWcep2TW7sFcHdFIR9xux+h6H2+lYml6qYpPsl+hS4glOx36q4BXn3wTg+9Zt20ZVr6j9CvF1i3jWSQfYmVpVtFJC+bu/eI3qqkh1XpiTnO2rt1Y2w17S7pIreBbaO4kkkCrGNu1UAJ4GMvxn3rKW5tbXxLHYWnlb5WhkihtyG2P5rmYvjgfu2cfQgdq1LzTbTUrqJ7yPz0ijKpCxOwktksw/i4AAHTqaoRbFxa6naXUdtOk8e1oXYHKEsnI3DrjIzj1rB0628SaLFFpqwWmqWWCkcvmeWYQeu/POzk5GD7Gt6zt7XT7fyLS3jgiyzbEBxuOM9T7Cp+DyOaAKlnp0NhpEOm28jrHFCY1lx8xJzubnOCSSfaqWi6HJos0sUepTS2Ay0NuwA2MwwxY9x6AcEnJGRWx/D14pm7a3XK0Bcz9d0yTVrSCGK4S3eO5SYl0LDjPp3GSR61B4isbrUpNNNpGrpHfiaXc4Xao6Hnt1z+FapeombJ5waAMXxVKiXGjSSZNmuoBpW2k4xjA49t3HtU+vapcWUVrb2riO6vbkQLKRnygSNzAH+LkYz05rQaUovDEcg9fSuc8Um3k0ctPI0UqSiS1Kcs0g4IA9MdT2wPpQBn+J7g6ekWlW9xJLCD9oZJTvdWJbALdwSS+D0J9DXV6RbnTdJtrM/ejQBz/tH5m/UkfhXnllPNe69FdXCS3cjTiWUIAWbHPsOMD0GBXbXuqf2bps16x5jX93n+KQ9B+ByT9KLhYQ41zxgkWQ9no67nB5Dzk/0I/8AHD610V3q1hp67r6+ghONx8yQbj77ep/Ksrw1pz6Vo0UMgJupj50+epkbsfcDA+uaybyEeKfErLAyCz0sBGn2BvNlznbz95QR09AT3FAHZxTrPEkq5AdQy7lKnBGRwenBptxbpcQrHIWBRg8ciHDxsP4lPr+hHB4pN5LElsknJNPL8HDbWxwducHtxTEc5d2+xGgkQSa1KzFHZPkulPXPbytowy/wbQRzglbaI3F6Ybqe4WWLK2xYjfC4GWVj0d8YIY8Onvuq0ltMkht8SxW9uzuspgJMbD7sgf8A5aM5LFlHG0kcYFZjW8g8+5u7mS41OWVUe2gbAkQHMYiUdML86v2IIPemBtxSidZFbYs8TBZkQ8KSMgjvtI5Gfp2pkkdUbOS2j08TxyRia0Tc8h+UTxseWOefmIOQeVcEfXUVo54EmibdE43KenHoR2I6EeoqWhpmZPGDmsq8tg46ciuhljBHIrOmhwcdqyki0zhL+y2hlBAwNwzxkdx+FU9H1EWN8kUx/cyfJLnsex9OP5Gus1C24JHUcj61xep2ggvmkBAVvmUenbHNcsoq9u5u5XjdbljWtNOn3csSqPKchoz7en4f4VSkwoRcjAroYgus+H2jDb7uzxgg5LKOn6cfhXOOVCgEfjjrURbejNoNP3kWZLQ/aYZB0K7qtWBLQsgHzGQ4piOJYrcq2NrAHH06VPakxXBXGV83vWM5Plsz1aMIqacQvwZLqFSCVDkH8qhulVNKxGTy1WplKyOm3O85z6c1VlP/ABLoMDJMgByfeog9jSrGzlfsVbX5ZGD7hiNQR3pseXtrp0ViucD25NXlj36hcA5xhQeecUxYjHbXUWMZx0+tauav9xxxptL7zo9MI+x2xH9xf5V2CMSgx6dDXF6W3+g23/XNf5V2SkCNeccd65HuzkfQRv4SQetJgZwM59fSsPTNQS6vryYyks7Axoc48scAjt1rVF0qxkllXg9faqcWmRe5MF9DgGlHtV/+z/tOm7seXKF3Ag/54rE1Ga7sZNsUKThUMjbmILAdQPet54eUEn3IjNS2NGPPNed+MCRrSEfd8tf5mvQbWVLiFJozlHUMufQ1wPjFf+JvGcdY1+vU1FL4y1qjnYA32gt0Xfz71oRsC0BLfccjHqapfdupMdAwNW4VDXEee8xxg9Mit56mtK6di9Zx7ZnJ6gv/AEp4CC6tRuwxkJAz1qGGXbeleo3MPqcVZEay3tpKBnYST6AVyvR3Z2rWNkdvouTo9oT/AHW49PnarrNgAHpVHSG/4k9ng/wv/wCjHq4xJ49K9CL91Hhy+JiEEtgCo24HFTEj2/OoWOelWIYVGM5pijJ7Y+lPGW4zSKMMT7UARkbQTnio+pzgZHoalbkEdeeahI2/nSAGIFIOe/tSMSVwf0oAIxnjNMAOM0g5GDin9eB09aTHI+Un3oAQj/8AXSMSw4NOYgck80ibccUhgchevShX6A80pXJ3Dj8aYV55H/1qBEpIOc4FD5O0jvxUOW6c8VIr5XJ7UAOBI7jinLJkj86hyNuM05CQf6mmBMxwN2elNJJOAeMUjc8Uw5B96BC8KMkn1pyMFOd2M80mcjHXNQv97BPtTA84KOAQRlfWpVjxIBGeoprbkyinK0scZkcCI/NXLe59RGKT2/ryAKoypGJAalicxOcjfmofMI3K4+YHBNSIxiY4+YEflUs1ptJpocfLK7gxDZ6Vatzl8TjGRxmqIRXUtkhs1ciDtsM4ynarhoy4ttFC5YRzSRoOCaymYebg9jWtdFI7pjByKyGOZjkHr0rWmeHjm7r1NOADepg61PcyPJKolG3HSoLTLSII+G7VNeK5mAmIyPSs3vY9Gm/3N1/wCEhSSowWzwaHjJ3Bzhx29qbtPAXqDwaU9CXOXB/OgzuuqF8vLZiU9ORSAN5YDt8uelS+bJIwCJsIHJ9RSK0ahWb5jnkUXZajG+hEVEigIMN60nkIF3HDNzkVNsV2BDbEY5HtSKhDBY/mfJwfWi5Lpp6tFN7RlUOeFbpURhkBHynnpV47wf3vOCfkqUySSWwUoNmeG9KtTaOV4OnN6XRkfMDxxipFlcEZOcVdaKLGBzJnp2IqF7QKAzEgEnp2qudPc53hasPgYiTodoK4IPWrdtPsH7uXDE4x7VntBIq7tpxUeSOhxQ4J7DhiqlJ++jXMhI2bVYJlQR3zQdqrkFlKjnPc1nRTlTndgg8VYFy+7DEMN2T71m4NHbTxUJItAkBQyKwX5uvXNINiuQ6lCAeV9e1IpgKgEMpDckelOUKeBMAME/N6jpUHUndCRyFWBSQEjBAYdSetEqlG2PFyo28evrT1HzhmRXUHcQvHXtUcoAYYkdWAyd3rR1E01EbujVWKO4PAAPoetTBZZIHfykfIBz3AXrUY5hYnY/bB689xRhFgYbZBnBB9u9MhIQrGYwCWidQST2Y54/SpYo3EbAIkoP7tfUE8gim7iUUhlkA+ZlbqMcYoj2KjsweNlX5WHdv/ANVGo0ooFeJCwXzUBzgZ79v1oddjbFeOQdMkdR1pIy2CUmQ98N/s8ikEbvD/AKlTnjK9c9f5UC32ISpUEhZFPPTkD/IpzsW2t+7kJGCOhHYf0pwZFVl82Re6r2z0/lRISyD5I3zgAr1GOKdzJxtcGj28C3dCRwQ3oMf+hU5fvsoYMowQsg5OO36mlIAHCSrxxzx/ndSmTcWBIkAwRu4b6D8T+lItRSISqxsd6vGcnBHPI/8Ar1oaeQ7KGdWCI21l6+mDWew2M6HdGwJBB5GR/wDXqxYZSdDlSMEnHXHSpqK8WTHSRoxxee00ZfCqdpx/dxVm0ctCuAAVBGO4GajtcBZJQcPu5yKfZKytcRyvucNwQOucVxTd0zrgmpJ9ya7O6wlGeg6VnWxKSeYcZBPft61fujm3kGcjOBmsy3kAjkYcbQeDTpL3GTXs6iYLOscMkxCnywT83ck8VJ4N0977V5LpyNlsu4n1ZuB+mayrmUi3WJduWJc8/lXb+E4Hs/C8kzLiS4YyA+vZf8+9dU37Om/M8ipLmlcuM++aWQ8KDhfoKitY97lyOp4omG2IRgnnA/CrtrFtVRiqwUHrJnNWlZWLMMeMADrWiDmMID3x+AqvDHk44qwMbsAn0r0kcpbtyYI/NVN8mQI0P8bk4Ufn19ganuTdaTafYjOkkcqySy3QBWRFzlztHBJJ2qeDlgMcVXt0uJ73zbeSFFszgLKpKvIV5BI5Xap69ixqESX+syie28mGYeXcFZQXTAP7mMkevzSE47rWsSWStJbm0MEts0OtTSDyYGBR4m+6mxh/yzRRyRxw2eTiti3iSytkgRmYjJZ3+87E5Zj7k5Nc9NqRu7a4vL+QWEpglgg2b5ViAYLJKWUcKWwu7jgVcsDPEsodDFbnaYYzcicA4O4o3Xyz8uM89elNsRpyTDPHUVSll465/GmSTZ6//qqq8vuDUthYfJN19uar+eM9ajeTLcVWeTafoaVyrF/zQ3Q1z3iK2ztvUXkAJN9Oit+HT8q0EnOflI4NEpSaMrIMxuCrADt3qZK6sNaGBpWpQ6ZNJ/o8QEo+eSKNVc/U9x7V01vdw3cZkgkVwB82D0+o7VxElvcedcQohdrcMX29cA4yB39cVtaMLERrdW6MJgm1y0jNtz6dsGsoSd7MqSR0KyjdzU6sCOvPpWaJMY5AzViOXP59a2uQWnY5I7U0nnkGkBBX3pvJ6DJ9KBAxOcccetRuTyM017mBZ/Ia4iWZicRlvm6ZwfT8cZ7U1ySxBBBHUGgCtcS7VPJrA1AWb+bdXNrHM0cR+eQseAOABnA59B3rZujleD17isDUkMgt7bPNxMFb/cX5mP8AKlcZU0zTprS6spxl0kTy5hj/AFbMpx+HTn1FbcunQamkCyExSRyK8cqIrMMdQc9R/hUEeScjIzWvbKF2eooATxDq0+naekVqJHvbwiGKVlAUMxwWyOA3PA7Zz2rR0jT4dI02KxiIIjBLPjBdz95v8PYCoru0tr+1NvcxiSMsr43FSGXoQRyOp/OrKHaoUbtqjALOWP4kkk/jVCLQIyDnNSZx161UDjpmpg4JHJPbpTEOuLdLuLy2aROozGwBwRgrk9MjjPUdaowR3UrJc+QqzQRqsaeT5WQfvwDPJUYXDH+L1GavAjknPNSbsDI5/GgDnnt5DLDqZSIiaYSxR4x5MjYG0sf75GCcDbIFI7mrUOr2D6qttBPv+0jew2H91IeAHPRS3IIP8S+9Pv7ezWfzr5GeymyGiYMyJKf4go7uOAezDjBaqtncra+fFqCyQrMwMhkGHL/wOdueXVR9HQjvTA1pEGP1qnLHlasWc0l3aAyo8c6HbIsi7Gz2bHbcMHHuR2odSTgrioaGjDuoNykEc1ympWQlV1KgkfMuex7/AJj+Vd1PFxXOarbEfMq5YfMv1rCpG6sbQlZnI6PeNpuuRlxtU/I2P4lP+Qam1yzjs9TlXB8uRC0eOnP/ANeqeswmGeO4RCI3G7BHQ+n4VryyHWPC6XPBntSQ5A5wP/rYNckukvkb0nyy5X1Mu1ZQqkZ+/wArn2q3A6vI0Z4Ik3Ais22mAjVSPm3ZzVmwZmupmI7k4/GoqR3Z6dCpblLl7OUuCu0NkgqR2qF8f2bHg/8ALQfnVl1WeSUgjKpn8aqKrSWNsmf+Ww5HpWULWR01m+ZvyJ8kXlywbBO0Chk3JeDfzwOajhJeW5Zyc7hj35qdWAmvCRnGDSej/ryIVramlpnFnb98IK7Aqv2ch/u7ec+mOa5DTjm0iyMfL0rs1/1eR1xWfVnmS0OYiXTbW+EttfQiJotgRpTuBz0+btUsssEw2+dGwPbeK2Lld2Sec9c81zV4IsSK/kcA432x4/EVsmpEJWPTrTA01NvTylx9Norltdvba2kbzZUXNu55PU+n156V0ekc+HrQ+trF/wCgCsS+s4riVd5ddhyDGWj5x7da7sTZQVzmpbsi0eJodLtkcEMIhkdwcVxPjIZ1WLHXyx/6Ea761i8mPZ5ksmM/NK+5vzrhPGDeXrFqeuU/9mNcNP49Dpjtqc6+4XTkjrtNaMa7hGoGMSEGsx23TsR7VqWjL5pBI3K5J9+K1qbXNaNudojQbbyMqCfnYfpWpAmzEgb5Q20j6mqUa41ZAR0Ld/atKKMCJx6Sf1rmqPY66Sep1mkHOkW4zjG8Y/7aNVzPrnFUNGLNpURIxiSUY+kjVePByOfavQh8KPGn8TBmzgYqPBzUhG49qbkjdVEEbDBzSEn8TUh6njio2yOcY9TQA08dOvtUJJ9+tTYHqT71G6k9elAEZHcikYnGO9P24wDTGX5Tz9aBgjEnBx1p5IOcj2piKv8ADzTmB6UAIdpHX/Cm4ZWoKktz2p3Ock8UALuG0kHpTS3qDTSAuWxxTlIx1GaBEeTu64zRnHPX0pJMDnFKuwjJPQelAD1JPGM08HuM1Acjoach+bg8k0wJc4YdeaRyCRz/APWobO04700sCp4waYBuw2DzmhlBOTnpUZPzHjGPxpfMOP1oEeesrbmEXTrSR5yuDtf1qUKC2EIXHWjKsgXgMD1xXJc+s9nre4Y27ww3E9TUsSGJsxnduHSmM2w7FO7cKFAAXYfnPvSNY2UtOn9fMBGu9xKCG7c1ZWOR7bJcbRUP+qlzMASelPhBkicrLtxniqjqUlFXX9fMqybEkDRDJ75rIc5ucsOc9K0pZk24C4dTWaWIuCxGTnNa07nh4+UW0k+pp2kJnkBX5CKW5U+cVlOcDrT9OKyyYLbalugkUzKTuyOvpUS0PQhGDoqzKSlgu3kAng03IUHeMvng1KAXVQxwh71GSANmOc8GmYNWsSFnnlAYiNscH2pqgK3A3N3pJVkLBZThgODSIQQNgO8dfel0Hd82ooARgXJwc8DtT0aSTaowoUEg9KYreWVc/MT/AA0qFW5cEIc4xQEbbCq4G1wT5oOTnvVgFTCJGI2M3zKKq7uVCAL1+b1pw8oKhALN3Wk0XCVrjtg84GMlUJO1mqMElvuF2Gc+9KhLKFdiIySQPSnBt0SxomHUkhx3FMj0IywGA5O0jgelLIiSY2x7Pl+b396crbEIGHLKQ2R0pQoUfvy3K5QjmnexLinoyrNaxhsRvuyOvpUclvNE2AOQegrRRXljkMYVQqjcDwTToSNwCKTIWGyR+n0NPnaMpYSnJ3WhlpPImRnryQalF5vbLKOuTVryonlZ5Uy5Yho17e9VpLIqobpu5UetVeL3MvZ16a913RPBPEXw2VB6n+VSmQs6uWV/4iDWYYpY/mI70olKn51/pScOxUcXJLlmrGgUJjz5eFXq49T0pzMmw7ZH6YAI7HrVWK6Aj2h2HTIPQmrQdvLbDx4B29u9Q0zqp1ISV0PcBk3MiuThiRwQBxSW77AxMjKVG5QeRu7UknEW9oiu8ZBXpjoaW3BMRw6naNxV+59Knobac2gbSoO6NHXOcg9ccn+dMQCPBXzEPqPXv+lOChRteFxyMlfTvSxTtFgRScA7trj8P5UyOuo0M+x9skbDJ4I/D+RzStFkBjDjIyCh9OD+uKV9yJ88KnqB+HH86jk2qchZEBAGD645/WgTViRii4OZkOPl9Mgc/wDj1I6ltwBWQcHOef8APNSF84KTZVQAAy+2T+vFMMabmLJuUYO+M/if54oG9iIBoZSSHiPuM8j/AOvUtmB9oTLKM55HWkU7ZgY39yJRwSOSPzpok2bcom5n4ZT0xniiSujP4WbMWEt5ACSx+b/Cm20u+4JZwMt/ICq1vO3myxdgq4qC3bZcspIzu9PpXLyb3N/a/CzTnOYXIOctk1lo+dPmA4GSBz3zV9pcxvnkg1i3EpigaMHqxNXRjdWMsVK3veREqvc3CxIOZWCJx68V6i6JBDDbRAhVAUj2UYFcD4ZtvO122yCViJlb8P8A6+K7tpN8ruTwox/WnieiPKk2nYhx5t7jqF4rVhTC5rMsQXLSH+ImtdUYxMEXc+DtHqe1d+HhywSOWo7sVjcxSweX5JWXOwOSMt2XI6EjOPpS2V+k1q909vLGsWXYOMh1GcbW6HJGPyp13afZLdoZoXuLNlAlCZLwsOrqByVzyccg8jvUV0ZGt7WLTxDLuKSIC+EaNMN19CdgrpsZlsG5tLBbK6ERW4L+dcRtgovLy5U9SF3AEHHI4FJGHk0xL2wvHhvr6RVPlOGTc38JU8DYg6jBG2oJLyS6kAlsrhcSLbPCMSOFBEkzDHBBAiX6H8KtJeWVzq8t9Eqs0EXk+ZsKs0jcsDkA/KoA56bjTTEyKdWXVLazlsEFnE/k27BGV0XK7WVslZcgb2UjA2889dNIkt7eOKLIRFCjJycfWoJNRlJ+RSAapTXj45z9BRzILF+SRB34HWqsk0Y7jFcxqmqazJfS2ulac8i20w8yadgqysoyUUZHBz6k9OlV7bXbS4n+zXJk068XAaC7OBn2cj/0LH1NTzBY6Z5o+RkVVlljIOMc+9VWglXAcEMV3bSeSuQMj1GSOfemPAxXOTSuOwPcIpJyOKRdQXvzUDW4xyahaPZSuwLIliS4luIwyyy7dx3dNvp/OqEwNlcG/tQBGf8AXRjgLk9QP7p/Q1ajAbqOatxIi8kAgjBzyCO4I9KVrjuMjuhLEHT7p6Z7H0q5FMzKOMevNYU8Y0i8Ai3NZzjcqnJMZBxjPseh7jjtWvHcRo8aB2XdsC+VB5kkzt91UBG1R6se+RxiiLvoxNGrG+VByOKmKK7CORGKuCpB7q3B/Q1nxSgSvHHfq8kK75kkVJVi9ndNgX0602ynEYZEnjuvlRi8NzGSZADvYq7grk46ZXitBGWbuwisHtAIwLhAm94zs38xlgSMYO1JM9OcitW0ZHs1MUzzQs7+S8j728sMVUbu/Cg/jWbMrRz2zW1xdIjTHdFZ3MnlvyWaNSDjAG1ARgFmwOlX4C8OngQxT3T7WaORIpJRcsf494yDngkEgg5BxigBkxXLHrisd187WbjH3bSFYR/vv8zfpkVszCWEy+bbM4hZ2LqyIskakkNjJxkCsbRlee0W4lVllvZpLgFgQJPQKehIAPHX60gL0cAygrTSIKBUMER3ZZWUDGMjGavY+UCmgEAweM0v0p3GfpSEc5PamIXJGKmQ54681CBk44zU6jgYxQBIpyMk/hTwOM96Z9alU55piI5Y0ljeKXPluMNjqPce4OCPcVhXCancyS3N0baOGz3QymLcZHX5WMwPRdp2yKvs3rXR4+lZ1/BbCaK4ugptiPKnWViI89UZx0IByvP94U0AxL/fPFKYnyCYLsquI4mzxyeuGPGM/K/NaDrncCOR19qxrSaGPzrZo7hrdj5C5hYs4x8hAIzho8rk45izWrayPNaq0qssq/JIGIzuHfj1GD+NDAgmSsfUIN0R45XkVvyrxWdcpkVjJGkWcLq1qs+nzLtG5RuQ+nrVDwnchbi4sZdu2ZTwf4j0x+VdBeoIpHD/AHVPfptPWuQvRJperl03YV9ynORg/wCelcc46uPc2bbSl2Flt2s79rdufLk2gn0xTYJDFPIAmCcrx/OtPxGitc2l3FjZOo6eo7/lWSpC3eGJOWHSs170dT0Kck7Mv2khFxIhP39ynI9KVgIbe2QdTODmpfLIu3wB8oY1Uvi6C3bdhRg4B71kvekd01yQbZYgG+Kckj/WYzSoQ816nJ+UCktcLZ3BAwd560Q/eviD85NS93/XYl7JmrpZ/wBBgP8AsV24b/R0weABk1wmjt/xL4M/3ea7ZCwtl2ldxXAyMgHHGRWT+JnmS1IbqWNEzI6Lk4BZgM/nXP3PmYk2i44B+5Krdvep3llXUFsp5/tqGIvL5kany29RgcA5PFUzBDNMY1itTycjYVOO9bJWEtT0nR/+Rdsx3+zRf+gCsy4BEpJ34/2jn8vSm6FqlsoSK7897ONQo2oWUKBgZ2gk9BTNZ1PTjG8mkwQuU+ZolBjJUDnqOvpmu+vHnpJnHSdpWHx5rz/xoCdUgwDnyyf/AB6u7s50uYUniYtHIodSfQjNcP4xydWttrYbym5x1O6vPpK0zqWpzYBDA5/u54qxbybb1olxy9QS4ZyQeMqMfgKI18vWAuDkHnnviuhq6KT5WbEef7VRnA+9wR64rRxw4xxvrMjyZo2AIzLg/lWnkmNiD/F/WuGpuj0qezOn0gf8SxB6yy/+hmrpx0NU9IbOlpjtNKOP96rZI+lenD4EeHP436h069aRht5GDS554NBPFUQJtLD6U0gdO1PJxTSc5NMCNh0PvSYyOmKcxycZxiohkNyeKQAR+fWkK5x3FSEblqMggg5/+tQMZs2nGKdj0FGS3PalGOc9qYiM5PIobgE5yTxTj97moiwHUY/CkMXjdjPGKaQUYADrSgZPGPp7U4jPPp0oEQn5jz+VIPlbPHPNO2nJ9aCp/L3oAeATuJxmmjKelKOT14FKwO0+9MBN+Gwen0oLYpu3vnnpSMpKcYJoATHBxgk0cKN2MU0Ejnkd+tKx3cDJpiOBYiQoo+U9zTcuAVxlfWhZE2rHjD561IJfK3LjcDXIfVK0tWxTGU2+W+4sOc0xccDo+acQRtaN8k9vSm5HRxiTNBTSTJyGjYNMM1LbxJOjMp247VC0jpsaXlRUkCiViY5DGO+KqHU1lvZf8EoyeWiOhHz561l5Ilz1Oa0ZSEaRGO454NZobE2evNa0+p4OOl70UalhGk0nLFWqecCGR8/vBjrUFkqyyZc4qSWYRs6jnPFZyetj0qKSoJsiXLBVY4TORQOAQBxng03asZG47lxmlRnVcEHynPBptGSl0Y5lZ5MTN24oxkAAbSB19aVvLSX5zuXFAw+EZtgAyDSLaV33BWCsropdsfMDTAVB56HnA7Gnox3qIQNw4PvSKdivkBieo9KA3ELM8axPtVRllOOtNLx+SqxowlU9R3pdqgKJWJGDtx2pCkjqgI2gdD60zJ3CIqmJG+bOcoaeFBYea21SpKEUkLbeUUMQDuzSAKud2XBXjH8JpFLZDoxJk+VgEKc57ij92q4+aTK9R/CaHWTZiV9jKvyDHUUglAUCJSjBCHPrTB6aD3G9XMso8wAYH94VIqM4UMTHb+ZyOu04pgaGNWG3zdwG1u6tTl2RuDIGaXf80fYjFIrS+oKH85UtwpcMQJOm4VGmAwAJLHg7v4TmpRENkZklCQszFQOqmoz8oRZEaNGA3EfxDPWgNtR7oPNbcDJOHOVUZUjHWl8qMqDOokZ0GwL169DTPmBHkYCbyEmJwTx0piSkR7V4DY3MRnac0aiTXUhnsPLTeG25YrsPUEetV5IZ7c7XUrnnBrUZt4YJuklwxd85DL60BxvKRMHfBw7dCNvI5qlNmFTC027x0M5L2aMbdxAwVx7HrVmK8j8rDxfxZLDvx0p0lrC/EfzZAYueMHHIqF7ANIfs75jxkM/GTjJH1p3izNLEUtVqixFKrJjzmXOB+B609ASmfkkA+YjofSsz99EuSDtbIGR1qRLrPDD8uKTh2Lhi43tPRmhtjAIPmAjr7H6fXFOeQldqz5GOjjueT+oqv9qR+kjqM88Z/wA81I0gdRmRD36evWotY61Ui9iwPMAAeKNhjOR7/N/LNROEDsjb4mIA45GDyf0xTzsaMnylGDk7X9enHtzUZBB2bigOOGGevf8ALFIuV7JMVQXkwZVfPJ39PU8+uR+tRODEiMYsFm+VgeOOv8xUjOXmLHa/OSMY9zUJKbfuspLDbzx7/wBKaMalktC1A4+1y8/wgY9eKi3BL5iOQSev4UyNit3Jk56gfWmlyLqPB7HtU8ur9DHm0XqXpHBjk28ZOfasWeUvPgc85/GtKeQJC5z3GKxt25z1GTV0Y2uzLGVNUjqvByfvby4OQUQIM+5yf0FdPI5S0Zj1bpWD4WCx6NcORy8uM+wA/wAa2Z2BWKLPJIrCp71Sxx9W2aFim2NVrdsIi91EMEjcCfoKxrXgCuh0n/WOwzwhx+PFetBdDlkyW7bM8eDgjk/Umso3SxapczzwztBDGkbSxx71XGXcEA5H3k5xjiteZA+oFF6BgorEhure6014Y50+03juuzOGzLJtyAeSAh6jjAqmSh1vHcyf6QURgIt0qM5Rt8h81tpwRwvlrz/d6irWnqpsY55FxJcZnYHtv5A/Bdo/CqV/Bfy6e93b6lLHFeyBRbtGrIEd9ihCeVOwirskwZyFGFH3R6Dt+lAXHSzRKzLxx7VQvb6G1sri5dHdYYy5WMAsQPTP5/gakfvnv1qtcTRQQl5XVELLGdylgdx2gYAJwc4/GkBzx8QTWrySaxpN1Z207h4pQhYJ8qghgcZztB7HJPFaRGn61Z8i31C2AAHVjH/Jk/SpJZZFkkTOCSVbnIPYg9jWTc6DaXW+e0/4l94OkkBIRueQyjkZGeVx9KQy3p2iWGmXMk9s1yzOhiVZXBWNSQSBgAnp36VosFJyDkjgcVEhYKoeVpnCKHkYbd7ActjtmlYfLypz60AMcjsKryIMcCpiOcenvSlMjBznGaQFVE+cDIHv6VbVLlvs/kpIqO+GLr5LNkZUKzKST3wqnI7imFBE3mAsSg3AAZJOQAAPUkgfjTJols455IQqlttsH3nEMXBmK5PyjbuBIxwBTQFi4tIrqIpNMJ1dvJjOxQRg5ZiV4cqofBAGCemTWdbTy6ZcfYrxWfT5XJj+0RcEA8MFPQg4yMe+K24gsuZlCiIR7IgBtWKAHjHZQ2Nx9tvpVTU2iu8aUETfK4EUhmX5XCh923HCbTt35xyeMClJX1QJl0wWazQ+b5Ikk2rFG7/ISOFIT7uecAkfTmg39tcOEbMrkK0SzIo8wM20MpfIC5HU4PTjkVz9pM1wYrC7dk5TB83CSIrFlyQDkBicFfXGehG+mmQpLcPlEa4G2VI4V2kZzjD78DPbjmnF3BqwkesW0tvbSp5/lzbVJ3KPLLO0YBGct8ynpwBz7Uyc2MrzF1iVyA8hkQoHBYru4OGBYYzjJOKsmzjXydpceT/q+Iz5f+6Cny8+neqv2NYpJXgdVmZlcSMm1lZTkbSvA5J42Y5NUIyPECAaQFtjH/pDpGiIcoxY8Mn908EHHBBwRnmrEdjFb7lE1ykMShcwxsoYqwKu7DKtjBGcbueemaoTIw8Q6VYIzpFaoJgkjg5OSxxjgs/boe3atWzuIZoXyI0MboCVmDK+5dwAJAywwQRSAsRO0N66PHFFE0mBtchG3JvAI6K/3sEYDAMOuM3opI5kZopopQMZMbhgPriqyRJFHGs6RvDIiwSrMAUDBiYy2QeMkpntlTVczolwtybmUuGa1eO+yRC3Ux70XKngEZVlYDgimI1NozuP0pADyD+tNSTzIEcoUZlztPPf3APvyB1p6ksecDmgBwBzzUic5x0pgPtnFPxjAJ+lMCZfyJpynviowSeMYp6t70xEwIz2pk0KXEDwycLINuf7vo34HB/Cng989fSq987JaNsd0ZiIwYwpcljgAFjtU8/eOcY6UwMuSW8nNvdmBInO6Fhv3N5ob5c8YC71K9ScSVdsrxLq5R4Ul8i4i3JI6bQSvIAzz9wnnGPlqpLEt+92rXstvFLH5yr5qBBKjbWYuPvAOsbcEA5Jx2qumvW0Nqiok7zho7qJIIWcCJiGJLAYCgNIv0WnuBpvqFm1vLPBcQXSRAM4gnViF3AE8Z6Ak/hTLmPaWU9QSKh1aWFpngbR1vUR0h892RFEjgbRn7wXDLlh64xU+55IiZIjFKrGOSPdu2svBAPcdCOAcGokho5nWIMtuA+8pU1y2tR+ZbQyAAlhtb8ODXbanFuhY+hzXNrCskc8LDIVw2PY/wD6q4a6subsdMNVYozr9p8N7eS9qw5PXH/6jWCzYmRufvV18FsgEsSgbZUwfr2rkiB9oAK/NvIrnpSvc66K92xso5BmyMs2R+lVb5lkghkTgE8jvT2YfNg8b8Z/Co5kia0tlQHBfnPXOeazirO56k5NwcSyDtimU4HK9B06VGnyXt0wOAU654zUXmBxdEYwGVfypkAaa8uYycAr25701Hf+uxhKadkbGkH/AIl8PsD/ADNdrtdrMbWCOU4cjODjgmuL0fiwiHcZB/M13MSZtY8jqg/HispfEzgZzZS7nv7eaaExPHCUmfI2ueMBcHkd81TuhcKXVTdheT8oUqf61v3Om2Zzm0g+ojArAnjgUugFrtGeBMykVompCR6NoMQXw3ZnGC1tGx+pQZrmNQmhsp5jcSeUrwsy+bhd2B2/P611uhjPhmy6HNpF/wCgLXP3dpFc4G9VwQT5bByTjvuBGa78S0oROWjuyHw7G8WiWSOCGEI4PUd65PxkQNQtc4+63J+tdxaxtEu0ytIefmfGT+QArhfG2ftVqf8AeGPxFcFPWodC0RzhALAjjLDNTBS2rl15Gc5/CmKoyoI54/OtC2SP7ZMAQGPT8u1bSlZGsY81vUktj5jDbnaZf1xzWijYiH/XTH61RtcI0ACD5pjzmtTYCgJ/vj+dclVrmR3U1aLOj0UgaaRnpPKP1FXsc46is7R8fYX6D/SZB+i1pDOBkE+9ehT+BHiVPjfqIQMYFIV445px4waM8A5qyBhzwBTOe+Oae2d2cdKRsdqAGYyeBQ6/N1zTgSeuaGHOcUhjBkc0xzhSOPc+tLktjrimsQeAeaAGKe2aXo3SgKNxIAGKG7ZNMAGCvWo3Xafan5J/Cms+cg9qAGAYJ7804qWHAxQh5Oc04NgYHSgQm3bgnk0zOeRgCnvzgjikjAwc/WmAhAP1/lSAnbgnt6UMMH8aVeATikAxgB1NP5C4z+OKQAt68UYPJOBTAYy85yM0zHJHSpiM8nFQvkc9B3ApiPOSCOGz161LtaNiFyykU55CgKEZHrUoG0/Id3FcrlofTwpK+jK6ISwCZ3e9OOQzLKPnz1qXcm1ccSimPuRiJRzRcr2ait/8v+HHPHJGqyFg6+lT26GYtg7M1C0TLCsobKg9KlWR5AABs3d6aNUknZlOYLBJJE4D571k5/eHHrWtckW8rBjvyODWTj97x61rT2PDx/xJdjSsmXOXXP0NNkLBnABIJp9jJFHu8xc/SkkkYs7KpCZ/KpludcWvYxVxmQhB3ZBp67yFDn91nimKyRvkfMPSnBB8rN/q2PSkEfIlMscJcBN6EYqEMhOJCeBxT3IXf5QzGeD7UxGVNwcBsjAPpQipt3/qw8AuMjCFR19RTUaRNzxgkY+bNHG4LNlQBxUbSMBtBxxyPUUWE5W1Hgoj5f51I/KpH80pGHJEZ5B61HGWXeYk3Jj5vanMVjRc5ZSOBnpQCfuv+v8AhxdzTIEXauwHnoWFLuUgi2QkFPn4zj3qLzEl+8+3avy+9OjJO5ofk2r8wz1FFhc19mSs0cSFXbzCVG0+lNutztvkQKwUYA/iHrQr7A5iUyIRhtw6VHkI370ljtGwg9KEipyurdCUeYIJDHlYWIDZ5waIlkaVRCV3qSQ+eoprFyjvJId5YZjx96kUqVBlbbH820L1BoJuri5G5ZMGQgEyAjgVK5kDIJH8xwq+WAcjHoajjlYAhCIv3eDn+IUKUkYIMBGYfvG6qaBprdEjOvlh5CNrM2YhxtNR88bxggD5R/EKCsbIPLLeYM72JyCPWpVUK3lxFXYkFJemDjpSKu3uLj90jMyhcMY8dfoabKIy+HV4Y88J1w2P5U1dvlBlUnI2uzjhWJ65qRpHMsgyJpFBBfqCuMcfSgbd0NkZmH3BGvAManBJxwcGnSSAPmccg4aIfLjjANOO0SsFkDYXPmNxlcdPrTspkmJto+bEr/xjH3cetK5XLpe5GflJLpuYKeB0UYGG4phsxKXyY+XBeUdEyfbsafsIQtEdiMGAY8FxxkGlQnIATcFyBGV5Yd8kelO5EoKXxK5QktSu548hBjr60zzJoWwwII7EVphR8vJlkVc4+8u3H8xSsMu4Miyrxuk6nHHTPcVXP3MXhdbwdiit7u2h0XA9Bg9asLPFkBHZc8MOvf8Awpr2kLE4ygHTPVuvNQvZSwthHDOM7l/ukdqLRYlOvDdXRcEimTh0bPJDLgev9Kimwqo3lhctwQeOOvH4iqYneNgZEzn1qwW8yDzRFtXeBnt34o5Wh+3jNW6j2O2cnHBIppIWaPJ4yaYxJfJyB6U2U4dCOzHNJImb6jrl2+z8HvVDpV26bMKjGMmqY61pTWhx4p/vNDuNE/d+HbfA5Ys3/j1OimMupQBycsTj2wDxTbCRYtItUJ/5Zj8yc1Nbxj+0lYAEBCR7ZrjprmrX8xy0TOit+grpdEKMjqxG4sq/mf8A61c1b9BWjbzvCwKHHIP5HIr14uxwvVF66nMUN5c55jjlk69wDior/wD0KzsF522yPKpzwPKgbBH/AAIrTbr97p06EDEuyPH+86j+tQanbWltcsYLRE325Vlhj5YNNEuAo6nG6hghHttPjbS0sp1YKxdhDcFkYpEeSuSM7mU9BUzjABx+dOnmt7rXDJDGVkjtW3loGjb55FwDuAJ+4adInGSfShvoIrORyCK5vVpbrVNQfStOkNuloVlvL0gja45VV78Hp6kZ6CumkUfpWHqa6nFKJ9NW0nEhBnguDtJYAAMrZHVQAef4RUplGa0fiO36XOn6io7Tr5bn8fl/9CNMg1e6AdZvD+pK6uY2+zgyLvHVeRwefU9RTn1m4t1P9paHeW47yQnzE/X/AOKp+lXOo389zqiRbdPmAjjtCf3kqoMb19XHP+9yo6CqJL1reGa4+z3NjLYXLRGaKOWVXMiA4bgAFSPQ9QD6VcKH16Vk2EMc/iDUtQBjmEIjt7aQHKhTHkke+Px+Y1sEZ4A6UhkYjzyevan7AOtPC5xgVIqkqAASScYpgVJsxxeYI97Llgm7ap2jcWJ64XGcDqdoqwIHF1MG2bEkmWNQdxcM2Mt2xsUDH+0c1HMVa2mcMChR7aI5AEsjfewTxtG0c9PlY/W3NIE85lExdy6p5IG/lWJYZIAwATkn0oEZt9ehNSisGaFJHkVmafLFCq+ZvaPGDECMHJzwT2xU2l6WkdnbC5Cy7ATGskQUkMxbLDrjn5UJwByeTgVNGs3BeYNaNaTJFKsdujBSQuFB3cjpuYdyFzmt6Hnqcn19aEMh1LTU1K3EchCzLlopW/hY9Qf9k9/Tg9qp6ZfyOWsrxWjvIcqQ3U47e5/mOa2c5Gcc1larYfa8TwNi7jA2nON4H8JPr6H8O9TJW1QLsy47gD3qscs2BnngfWqdlqBu4mEhAlThgeCfwqtq2sQ6ekkMbCW8xjYjD9ySOrn15+6OfXFNSVris72ILBheX2qX5Csk84gjDDIMaAcY9Pu/lVnUICwiiMrC2IdHJUM0SnaWIPp8q/MeRnkkdOXtddu9PtVtoBBsTO0vFuIycnvzmtjTvFkH27ffQiBCAqPD8yqS3zFtxzjp+Apc6K5Wb9ndSailzG9vuRdqyBMsMMvKHP8AEOc/nUYimgNzNLjzXQuJEbPmGFYmV/YkLJ155NGpWjFYwLkJbxrvt3C+YyAOGKxkHG7OMZPK8Z+Wrcjw6naTbfOiIkeNgQA8brkMp5IIIJHB6GrJJsv5kyOdxjfAbGCVblc44z1HvtzQFJ4HrmoAzfb7x2bcrySGMtyUVXAZAf7uSCB2OfWrSNnPrQAioeucVKgI5zmjBJHPt9KXsaBDZpxbiPEc0ruSBHCgZjgZJ5IHp37gCqGr60bLTrSaxSK4kvZo4rcyEhPmGdxxg/h659KuzOlvJbXMjhYoJcyseiowwWPsCFP51w9x9tPgSx1E3ETx29z9oSMxYdB5rgfMDyMnkEd+tMDoxrWry6xNpVvYWEs1ooNzO00iR84wFGNwPOP4uQe1b1rcRXayRyRASRlUuLeQh9pIyAezKRyDj8iK5K21AWvji+lvIHsVv7RJAsjBxuG3B3LkY4bnt3xWh4fnS98QeIL6GQSRefDDG6nKkKpwcj6UwHTJb3dtaHWDp93JZXAEkcCeYI1cGPlVGGw+zhVx2PNWLG5gstRlikhktYHdoVjeIqSMeYoCjJwd8wAx0HartxZL9iuFiMpcQuIVaQssfO8BR2+ZV9TxVKS6ljvbe/uvs0MEkUcv7p2IUBhu3EgAgJcHkdgaYMkisoL+ziaZrgIyiK4gPyLMYiVXeCNyn5VyARkAZ6VZWGKCBYYUCRrnCjPUnJJJ5JJ7mnWtzBcT3iwTxyhJEYlDkZZBnn6qenrT5B1pSBGPeIGVl9QRXLxr/pLof4gV/wA/lXW3QxmuVuGEGpbz0VwfwzXLWV4u5tTepWtUeO4OSf8A69c9exrDq8w/6a7l/Gu5OnH7Zhectjgd65LXowNVi4+8gP5GvNozTk0d1JWYJGIZAuOshb9KqhfMjhVh/Hwc1aL75UbORuODn2qudzSQjOAWqot3PSklYggzHFKGP3pAfwq7Gii4uGwOMZzVVgY1iQc5PPPTmpy3l31yMnBUE4qpa7GEfdVmaej/APHinOeW/ma7qAk2sJA/gU5/AVwWitnTkIz1b+ZrvLYsLOJlUMfLBCk4ycdM9s1zyXvs4mMnyY2AB6elc5dNIHcEzgAn/lgGGPY1cmkuWmtLTURHI1xE0pVF2GJlx0Knlecc96zJ7eJZJFRAMZ+5dlT+I7VrGNhJnpWgf8ivY5H/AC6Rf+gLWXKWJ539BjcgUdB09a09B/5Faxzz/okX/oC1zWpXlzb3trHbQec8is7x+aDuVQMnJ+62SMeveu/Fq9OKOWhuzQjFcB45H+k2mOuWx9ciu7sbqK9tYrmBiY5Fyueo9QfcHiuG8bj/AEqzznq/9K8+jdTOi10YMCBmIHJXHHvxVy0UfaZnAOQP6VQt2CTsOdxYdvpWpYkfaLkD7prSpdXOqjZ29RLGTd9kOAD5pBFbScquRwHrFtAG1CBAflXcwrcjYrGSB/HXNW3R0Ur6m5o4AsZP+vqT+SVo54wP1rN0c5spenFy/wD6ClaGeevWvRp/Ajxqvxv1YvHI605QOSRTfc54oyCMCqIA8mkY5TH5UoBxgDNGBjkUXAarelIxHUDmhlAOT9TSNgrmkAxuCeKhLcnHBqZsY61AQSeBnA7Uxhktz0NO3c4JHtTF+7/Kl/hz+FMQoIA9zUeGBNKcHseaU8AgkUANXAbHSnjg5xxUWTu5zwePenBzxxnt9KBDyR0I6Ug4z7+1GAct+dNJw3FMBxIKnjJFM5BHU1JnLHIpp4OAaADjtnIFMOOtDE+lN3E/hQA4tt61DvycHpT2b+E/rUT9MjIFAjgnm2qyhQwNMRtpBQ/N6UeWNxWMFhigIuwbeHzXNpY+lvNyv2/rQesg2kniQGnNIwYs43ZGBUeNgZXxu9akj/cqHJDZHSguLk9H/XqKqloCd+B/dqZnd7XBQgDgEVHEiSqzlyPapg7G1ZCMoOM049TZR9266ozZxjnO/j16VnD72Qa1JFWKPerhvVTWaxyxPTJ6VrT2PCxytJdzR0+SAZEqg0SkF22Y2Z9abp7oisHQH3xSSKxVmXG3PSpfxHbB3oR/pjQyRn5RuyMGnIgjZWdsxnnGaiXOSUHGOanKoiKwbd6r6UMinqr9v6+YyR3QMUH7omjzdqGMqGDdD6UjMxjbBHl56Zp4lUROgTKnHPpQO+u4wlEYibJIHBFIQXDEnDDGAe4px2IHDgsccNQCrKSx/eLjaPWglq+goMj+Y6LswMMAaQuEGYssMYbI6U9kabfIcKRglc9abtLM7RAhCBuFBTUun9f11IWMYyCNxx8pHaleMqNznDDGB6ipThFdVAZTgbiOhprqI2Mb5dxjaQeKdzOULb/1/mOEk8aOYiEQjDKR1FRqCN2I96njcf4TUkv73cZpdkqgALjqKVleSNpFKBAQGQHmkU1d/wBf0ieN4Y4nSXcbhSCjDkGq4mj3b2VZS2Qy4xg+tS7pFtyBFmHf/rCOhpImD58hFR1Q78/xUjRu9kmNNu6ovmSHlMxgHPfpSumJB5wAAIDxjg01UTawh3sNoLMf4DUkbTteLhxLKGxluhxTJSVloMK5QMxKIATH3J56U523Z4KRbvuDrnHWnfIFOUDllJ+XjY2akkGZG8wlphndxkYxwam5ooX0GAsIgXTYoCgoON4z1oLgxKJRtiG4xccnnoTUiwnzFRJFkIwUYHge1Rybo2ZpELuN25ccIc9eKEEk0kx25JJSERky37uLOQpyMg0rkeYwmUEnd8i/L5bU1OWfLhnbPmN2xxyPenyIGGI/uDdukP8Ay0GaNBpOwAbQTtLNgh8rwnPByKeo3ux8z+LMsg5xzwR3piRyqNxbamDtGcFxu5FKuXkA8re3O1Mduc5pFx8x5VPLDSJsj6bU4Ytjg89jR5Z3gMgVtwwh+6nTk+xpVZ+sb73CH5jyNuOgz3FIp6jeTG2MnkNIMjgfSkVoMBMYOMtj5Q2eF65AFDeWcKylUAOMcM3XBP0NSMRxlfmCgKAOi9mJHcUwbG7kZ6nrub0+hpk26DGTfwSD1BJHCnngY9ar3WRFApBVOdoz2/xq1tx3HAz14Uf4iql7kbCQck5JPf3qo7mGISUGyMlQeO/rSXAKlTnvTGOVB9OaWUbl3ZzirS1OWUrxYyZgUAzUeKM5orRKyOGpLmlc6+PK6Zaeyr/KtCzObv8A7Z/1qhZtmwtwRnKjFXrXi8I/2P61x0P4htV2Ogg6CrinpVG36Cri5716RxluVTLaxxb3TzJ4V3IcMPnB4PY8Uy5SaHVkKvNdH/RdqSyLnmWQ4DYHHy55pJxcPaxLbSJHO1zFsd13Kpz3HeoJ49VW/QNPayXZltTC4iKIB++4Ycnrn8xTAtXN7Il5e3M1o8RhtoIwkkq4O+R/mLDICjue2DxUsFyLrzkKxrJCQreXKJUORkEMAO3UEZH41W/4nBuL9X+zm88q32fZxwUzJnAfjd97rxUumC9jtGF/CYpOMDykj+bb82AnBXd0PUjrQ9wEcHJOcYqjPG5yVUkc5wK0ihL427ie2cZPYZ7VyNtZajqk8er6hdNbzKWFnBEMJb4JHze2RgjqecnoKQ0jTjyr5Ulc8fKSDUgLty7EsOhzyKbCwmZD5RjDEo8RYjy26Mue2PX0wag0zUI9StXlVmfypmh80jHmgcq/1Ixn3+tNCZPFbRR3VxNGoVrja0qgcM4yNw9CQefcZ9anC/5zSqB2AxTgCWPHuDSGKABx3pzhzFIEBMhjYL/vbTj9aVR8uecntUqZDZQZYcoCcAnsM/XFMRnahDHKYoha/aBIFjR9qlbeBsKNgbgO53c8kKvsKdrDt5KQtZNPDIyny0iciT5iGHmAjZtT893PGatWkbYiaRJQlugRBIuz5zu3ts57EKD2AOOuTSvl3ajJ5dzEk0aMWw7eYy+WEMWPukAnOAf4skZFMDR0+3UWMRRBGJAJQgH3d3IX8F2j8KlaIq/er0agbgBhQSB7Y4qKTAUjrgUxFUnGM9PeoppDjBOBRMw6elULm5iijLSvsjUZZvQUrgY3iKY2ipqUVwtvKZNjZXPmcfeA9RjnseO9c2XMjMXkLuxLM/diTya2/ENpcx6LYaxcPFE9/JujDciKDaSidODjByOpY+lc15oB5Nc7kr6G0Y9yd0z0qFsAGmG9KdBnFRpNv3E8c9KlyLOt8K6kZLW40iVUfZ++tU2ZJbdll9CMZ4PZjW7p73f7yNLRLez2eZH+5wFyxPykH5htwSTnBH0FcV4akZPEtoUKgneDn02nOPf0rrZmijv4Zml2JFIGYrHny1JIQFs8I288AHoTW9NtowmrMuo4NzPCvmSTxSs0fmKQs+QGkiU9NwzuHrwexq8jqwUo25GAZTjqCMg1RjJi1AvLMqxhFJjK43eWMhlbu6Mp4P8AC/oKsQF0hjV0CuEBZRwASMkD86skuK3PXipQvPaqqMN31q0pz60wCSFJ4ngk4jlVo2x1wwIP865WTSZP7Ht9AutXtLWGLHniWPZI6hicoxbayEnOevQHpXW7ueB+lNnhiuovKuIIp4s58uWMOufXBBpgYOnTpq/jKa+sGL2VhZ/ZVmU/Kzs2cKe+Bnn29xXSpboJGmWOMSuu1pAgDEZ6E9T+NNt0SGJYokSKNeVjRQqr9AOKsq2DjGM0xXCJQrq2OjAn6VzdxZMul2ge7mkkRprURPKoXlZFACgDkFE65OK6Yd81zV5c6bb31xbtZubv+0o3Mi2hI+d425lAwPlYjBNMDUjv7a81DfDcxzebaiQhJQ+AHGM46f6wj8Kkk+77VVs5Fa00dhtUi3eIAY4xGMjH1jq1KevvSYkZt0OK5HWhsuC+cEKWB/Aiuvuc4NcprinzU9GUg1hUWhtDc9I0i3tr7TIGKEvsUuVYrjKhh9eMdK8l8XW5t9WiGOY5pIz+DV6z4YE934T0sRzbIhCPNIOG4HHb868y8cwyxXzCXy/MW6OfL+7kgHjPavn8NpXaPRj8KMPI85QDjD5IP0qEEfaIcHP7zFSxsrXUh9CB+lQRso2MeCJsCu2KO6Urq42dXVQSP4iAfQZqTcHu5wSAWAA9xSuD9n3YOUlJx7cU6JM6hJyM4zjHNVfQlxdy9ogxp6j0Zv5mu9gfbpqOsbPtiB2J1bA6D3rgtGH+gjHZm/nXfWi/6DD7xr/KsJ/G2ee1YwLG6We7klura6jvpl25kt2VI0HIRCe3v1JqpeY819zp1ON9qW/XvW3JYxovyzXYHJA+1SEfqaxZ4pVmIQ3bYPVbhf5GtbpvQUVoei6Af+KVsf8Arzh/9AWubupkj1+z3FebaXb8mwZHlk89+AfpXS6FkeGLLrn7JF1652LXPanppv0SOV2CDBAlRJQeByAfu134myhG5y0d2U/CYP8AYELYO15JXTP90ucVz/jSPzLq0AwfmYfqK7Kyikt4VikmWXbwu2IRhV7DA4rj/GbmOezYdpD+PSvPi71Lo6qa7nKQj/iYvjs561oacN00x45NUIyF1BiepkrR09gs8oxhiwA96ursb0EubXuSQReVfW4U8fMo5rWX/VYIJ/ec/nWZCpF0h9Hx+daisPKY+jda5Kjeh201a5uaIc212PS6P/otK1ccYFZXh9S9vfFz0vOOO3lJWyo4r0qa9xHh1f4kvVjMc4NNx14qVgD2xSYwD3qzMZnAyBzSYI607AP4U/aAcmkMjP3eah69s1YYA9ODULYA5zn2oAhHoBUTgp0HWpuAeoyfWonxyaAI8q2ecUm4jhhx0pCAp+tO+Vj+tMBVzgkH2oUbh15p23Ax264pAQMY5piGSDA4pqHBG6pccdKYfvdBjvQBLlefT3poGW+hoAGMU0vggAD/ABpiFLYPTjrSgDqfz9KQjdhj09BSgnp+JoAGwFzn2qEgHPvUjHPXvUYHzDJpgMYHAyCRSP8AdBGfepyfpUcmSPegDzpA+cxHJxzRkFORh805HCyMYsUplUx4Iw4PFcx9JFLl3/yGhSpPmDPvTwpiZWHzKe1NWd8MpAYfSly6EFCWBpalRcbXX9f5j441mLk/L6CrEfnR2rrsynSmWyxyK28kN2p4Wdrd1Aygpp2N1C0E11M+ZVVVkHJHUVmFtzscYz2rRnVVjG0ncOtZ3ck962p7Hg45+8kaOnS7I3XZu3d8dKV4iELhu/IplmJRC+1OPWgxgoWMhDelRL4jsptujFW6eg4DLbkXAxzUjKkZVoiWYjlagjLsSN2OO9OjlKuoQZfpSsVGcf6/Qa8J/wBbkbc8rTNp+Z1H7snmnvncSw+fOcUxuVZ1Yrk8rTTMZJX0/r+uxMsjLG6ICyHqSOlN3KuU2hmPQ+lCyuiOIyNh+9mmbyqsoUMDj5vSixTnYkZU+YSk+aMY96c5Yq7eYEIH3cdRUPmLtZXUsw6NSkqSS5Ik42+hosHOtbf1/wAEcPNeJ2UDyhjcM0EsYyoQlMg78fdproSpcuFYEfIO9PVpRG+35YsjcM80Du9ncaxhRCGy024bX7VIQmXkZwZVI+THWonkLRtGigxFh85HIpV8tVaNRulDDbIDRYnm10/r/MnxMbd3EgWIvhowaREMuwXEmwBCYyR19qaVUKdzN5wbkdQaUIiAHzBKChOP7hpXNLaigFkdkjESqg8xQ2CwzQgjlxH5xigySrMvfHenS70K+b87bRsx3+tMBiWfdNFnLHdEvGKEEo20E+Z42aPagVRvGcFxmpBuCcbkh52sRyfaghMIJZcHy8xYGfoDQ+F3NJsJJIMQONp9aBx01uO3fJ08uEMMjvn1p++RIQV+RdrDdnHmDPNMKM0m1yZLgFdg4ZWHpUbcKuWDdQE5HlnNKxbmyfcrfKq/KDmNWXJJ44JpygcKeCWO1AeIznuDUcm8zOXb5gRuZei+4xSkAl8OCP4j0Mgz1FItPUmUfPnf8+cMWXiI565FNCn5i7YTd88inJzzyPY1GFYIM/Lx8qr/AMtBnvRGrmRR5YdudoPQDng+9A3Ie2zbtkTHomcYOB830NS4zIRnZIG5cfdjOfb1qMOyo21m2lcFyfvjA+Xmj5MqBESASVXHLDPcjuKQ7gFO0Y6EnAxyWx0+hpjMxwHBIA25xnaPQe4p3mbnyXLZHzsCD8vHTPcUu7btB4x0U5AHHDGmhPlYzcdqqTjuF9/7xqvdgMincWwMZPGD6VZwhJwSeMH/AGj6cdqrXfBXOPTjsPf3px3May9xlNBlCDTl5T6fzpqHEhxQrHLDNas86LWn3EZ4yaKD3xRVnJLc6ywX/Q7YknkAjHTvWlb/APH99U/qKytPfdplsduMDGc9cGtSE7b6M/3lI/rXFS/i/M6auxv2/wB0VcSqVscgVeU8civTOMlnZ0tI5I1LulxAwQNjd84GMnp1ovGuZNSjDp9jYtbbHDrKRiVxn0/ixg0XDeVpk0pP+rVZeP8AZZW/pTNTuoLqZWiabaIc7jG8fCzRNkEgc4J6dKfQRNc2Usl5eQTXPnNJBbuDJEApVXkyjKuMqe/fmpNMsY9Pt2t4pNwUrkAYCnbyQMnr1/L61JNbx2WuAI8jebauG8yZpCNki4xuJwPnNNsWDCWQkZdyQD6UMESNwpBHaue1XSJLm7a5tdTvbIyAeYkDfKzf3sZGCRjPrjNdE5ySDVOdeAfakNM5L+wLljMv/CQahib/AFuUyH4xz8/PHH0rW02zFhpsFouP3a/Mw6MxOWP4/wCFSyHbudiFRerswVR9SeBVSx1e2v7u8it8uLcpidMlHDdue4OeehAzxQgZqxgbhu7U9kYN7H0qsZBuByB3zmrynegyaYhg689KmjH7xPcgZxnHv+FMVWGT1NMuSy2szDtGxz6DHJ/LNADbF5fso813kOyJssdx+Zcnk84JGQD03Y7VmahLCmrKJTKQfOWFBKpCSbQ7tsxkKcnBz1yemKv3t2bS8YeUqZAEZfiGSMHj585Vkywxg5BXA6VDqJm+129zbIHSURotyFTyzExYP5jkZX5SoAJHGcc8UxHQK3L8/wAR/nVeYkE5z0pbN2e3Rj1K7Tn1Hyt+oNMuOGP+FMDOlbGawNdLvplyFBLAB8eoVgT+grbmPWsu5z2PSoY0ZOoeJLjWvCtjpRihVLRI0JwWLtGuF+gI9PWuUdyTuJQv1YL2rW1aFbIJLbko7vt8sfdP4fXFRyaVcTZLSQpI2N2wNzXO6bubcysZBI655zTlbHWrp0TUJHOyFWw2BiRenryelaFl4Yd23X06on/POE7nP44wP1NCgw5kWfCduRPNqDbNkYaGMnlg5wSR2GF4z71u3MhEm4WqztG6EAxud5wnyZU4HGWywPT609diRrHFGscSDCRqMBR/nv3qGdW89UhuRFOz4XDupGCOcDhiQrjB9OBXRFWVjJu7NV2VRKWlGzzAQzjcCc8ZUfeyMjA5IJp0OyOGJEcMgQBSPukHJGOTgYIA56Co48vMgQtGZC7RkcFV2OAw+hZefU0QYEEIC4HlrhT2wMEfgQR+FUSXYzlh2HeriH2xVCHPTOPerqgnqelNAS7sDkmsLUtR1O61hNN0SREktoy95NKMxpuxtUjB56ds5PHANbjfhWfffbbR3udNsYrppionjaTy2JUYVwc88cEewPrQBBAvipHQyS6RdKDlo1VkZ/YNtGDXRQTpcQRzQ5MbjcueD9D7jkH3Fclc6r4le1eO20T7I8mIxc+eHEW443YHTr17da6TTLBNLsYbGNzIIV2l26sf4j7c54qhMvgn8qxr+W7SDVwkETQK8blzOVb7kRb5dpBxtGORWwp9+axtSt5pLbXnS6nRVVAY0C7CRFGTnKkjOccEUbASWtnbqtpcLawpI11cKZVjAZsmbILYyeg79hVuTkDI7+tULfSrGO8i1KO323Mt7OTKGb5gzTA8Zx0Hp2rQYDknrSYGdcfxVy2uf6yDAzkkV1V13rltdz+4IOPmP8qyqGkNztfDUd7J4Dskt8GMo6+WeHIBblT68HiuG8d2gtrpogXJV4WJfk5MYz+OTXo3gve3g6BI3aN1LEFVDEjceOfxrhfiOm3Vrgkli08AJ9cRivnqT/2hnpU/hRws0vkSswOct/SobNPMXzHOV83j1zUmpRnzxtTo3OBTbYn7JsGB++Ga9NfBdGrf7yz2LpKm2nwejdPypoBW+L9DsqIpi3uiOgcVLK+b4LjhowP0rOxvfTU0NEbNjnPV2/nXfWRU2UOOyDOPpXn2h8WQGOjt/Ou+sv8AkHQAHB2A1z1PjZ572EnIwSP1FcteeSbmTd9h3Z58yNs/ia2jqMN/c3lpbtPGbfbmVcDdnOcZB4yMZ71k3CXKSlVmviAeqpGw/DitIK2jFc9G0P8A5Fmy6f8AHrF06fcWsNFij3CIxYOCfLDZ+6Oua3NByfDNnnOfssXUf7IrmtS1A2ctukou5TIhKxrEpOABkjpwM/rXfi03TikctHdl6M5Ncb4w4ktWPabBrqrG4juoEnhbdFINyn2rlPGTiGS0Y9pjx68V59NPmsdcHqcttP8AaUpUf8tat2pC3uzcOWGf/rVVTjWHAJ+/xjvT0LDU1AwfnHet5K+nkaxdm35mrAuJnJBB3gVoDP2dxjjdmqNvzduAON+av5PkSj+6a4Km56MNVc3dBlH2W855+0j/ANFrWwmMZ555rn/D4ZvtyEcLNGfzT/61dDjHAr06PwI8Gt/El6gT3pOBil2nPFO8sBhnpWhmRkEn6+9LnjJ4qQ8kYA4ppwWIBxSAiJAyPeopBlSRzUpGG603APBoAgcEqAeKjdR2qdhhuKgc9c8DPWqArlfmyKVQPWnAg9cjFIyMeScUhC5OcHFHHYj0pv3SBn60pI3c5OKYD84OAOtNOMgY5poY7uCcelLnA6d6AFYgDrUZyQD6U89MHkmmjIXqMelAh6j5frS9Md8UkbHkcUpcbsDPpTADgE54NRODgjGB2qQcc+9NwScDFAEe7YxyM/40jk7OacwAkzz0qN3IG3A/GmB57DCZJMAhSBTtvy7SMnPWmFwWAB2n1FCSuisAC2a5nc+ihKCViVB5RYAbgf0pw+TBQnJ6ioBKyucZOalUgDcud+elS0a05x6dCzBHG5YynDU9XmCPHH8wFRwlWk/fLg9qGkfeRbgc9qfQ6/d5E/8AhylIq+QxJxJmsr+I1pyA4cyD5hWZnJatqZ87j3qtDTsWlWHGPkNTTRwmHcrYfPSq1uZFtw2fl9KczgqMfeqJL3jupTSoqMu3X9Bdhfdn5dvT3po/fMoVdjDqaQuSSX4f0pSTLIefLIFBN09v6/yBtjLgk+dmk8tdrFn/AHingUm7dtUABx3pN+eT/rAaZDcXv/X/AARxQuGfIUjqvrUYX7zD/VnqM08ssiszEBwelMC4+Y+vK0Eys3p/X9dhWyqNsU7D1PpTNxX5c7jxhvSpmZ0XJ4iY8gGkK8YB/ck9aEwlG70/r/gDH+VsNzJng5pC53sXB3Z+7609lx+7C7k3fK9IAASu0+aG4emJp3Gs5MbYbapYZSno+YWxt8vdye4prjPzbiZ93IpfKCxrMWVm3cx9KNBLmTv/AF/XkPI/d4C8BjiSnoMITCCvyHzM9/cUxo8RiVhiFicKrdDTU5yJWZSF+XA60i09dRwAH3WJQkDeR9008SENhSDJ82XJ+8KTL4LMQq7hmLGC3vSGTKqsgxGNxQDkj2NA07ANuw7ELHb8xI+6c9aeSgJydzHPznuMdKfK6g7ZEETKoG1f4xTCUK9SqEnavcGkaJJdSRRHn905WLIzI3VTimxk+W5RsEKS+7+IE9s0ojzLvfa0mQDGBwRjrSlI1QFvmLL8gRvunPQ0irMFKmQKq7lz8qkYLjPQ1IpKum05Y4aMA5Cc9Dmgq5nYSMVfdiRyvCc9jTNw2kgKFUAOAcF+eozQUtCUKoL9Nx4ZiMeWc9sUg3BG+Y7CRuIIJJ5waRWchAUYngomAdwz3oQncAHTO04LcbeuVpF3XQezyq7GSMFgPubSAvAw3FK0h+fdgjcC8iHk9eR+dNSQAblV1VgVGGyWPGQfansw3DAAcE4VxkJ14OaAW2jIARuU52MD90g4Xpzn3pVWNj+6Y9MAd2Pp9KBt2hVXI9cnLjjj8KVwXLM7A8DLYB47YoJs7EZ3fMW28DHPp7e9V7lmwiYIU89c596sshweMEEdCQEOe/1qpcbQykElT1z696uO5zV/hZX/AIyKWMDfg01CfM4GRTyP3zZxWhwR118xhGKSnvjIAHSmVSMaiszotKk3aSB/dcj+RrYVgJoH/wBoD8xiuf0SQ+RPEeRkN/StgvmBGHYhvyNcXw1jeWsEdNbN7VoIay7ZvTvWhGa9M4y7s8+ymhHWSJ0H1INMv7mLULCx2zo0tzHIgj3gsd8Lduv3gtS2km1lOOhzUNvBDbaHcNFbxiWxnZyVjAYmOTfknryn86fQRWurvSzPpsmnRxJLKGUmGAqMNGTgtgD7yjjNRGUhshiKi1HUJYNPS0Swu5hp02GmXHlqsb5ByTk/J2HrUkihGZScgEgY7igCS41uHTLB7q9bcq/Kig/NI3ZR/U9hVKLXrlNIe91KxWHCNJFsJ2t3VXHVM8YPQj0PVl7YQXzW0kiK0tq++LzCdjZxlWHoSByOR7jipY7kveSRqk7XO3MluYTI+D6/wsp9c4P6UhmHDpkmrRRX+tXk0zSrvS3jwiIp6fT1wB071rQyWdtLFpkYS3ZozLDGBhZOobnru4PXqO/aopLu004mK4ubG2gQYijlmMksY7rtjzlR2BbI6ZIxWLbX9tqHjS2eC4M6LbvHGXh8oBtrnCrknHPU85NG2gXOnQ5Oc8VdgkOMVUVRjjr6VNG+Dz06UwL6kkcGpUJVgR1+lQJyuamTkUCKDM9oJIormezjiwsdxgMkSnlRIpyGQchZByuCrYxy6eESaWjIyW726Ox82PzlXCsrf7xHzEN/jViX7RDJPPD5TfucqGDbgyq2F44IJOTz6jvmmW8kMFvGhsmhtnIAEURkgAds/e7KS/Q4IzjFUIZorpan+zcSo0KgFJgA28D5hwSOfvYz/eHar9109qxbm3lsLtEs91rbm4R3l2bo1G0DeXOWLBiRtz04AO7nSS5iv7LzUKB0+WRVbIU+x/unBwfw6g0DKE555qhNjk4q/MxXkGqMkiLlpceWgLOfYDJ/SpYHOXqrca5DERlYBk/X7x/UqKubRVOwbzpLi6kH7yZufxO4/wAwPwq+BkilIaHxrgVYWo1AqRQcgAEn0pICUNt+YjO3nHqew/E4H40y3MUupCKVH3WuHIEjY3KxUF1x97ksMdiOtRSXEUQYs7oqAjzEUlVbIXcSOignbkZOScfdq5ZLPCyRzMWZJiwRWLBBnhQTycYP51QiOBVX985dEidWuQiuikoeFOTtb5sY25zxkA1bj3DYsmQ/LN7EksR+BJH4VDCoWCAs8U2whEMR+RCqtuI55b5cbj0ycAVKmSeg6UAW4mGcnA7Zq7G3fqao24Dt3rTWIJHnPJpoQhcdCeAOpqMXVs11LameJbiMLuiZwGG4ZGATz/SlDYfOOQQRkVkN4Y0qR52uIDcSTTPKZZHbf8xyBkHt0/WmB0UalBuKFPcjH61KGBHB68cdq5eLwvFBzp+p6lZH0Sbcv5cfzq7Z2mu29/AbnVxd2YYlx5apIODtzxkrnGcGmhWNW6ku1C/ZImcbWLbIRK24Y2qRkYU88j9Kybw6ZNPqS3cCC8ku4olLRMTnEQVVkxjg7u/1q9eiC4byJjcMgjXzdqI0ce9iEc7vmDA5+Zc471TN/fbnjl04/Y59SaVbn7QpBVZTJ8ydRkRkA9KoC3bW1sv2G4iD75ZppT+8baxZZSTtzt7jnFW2PB4/Gq1lZm2XTlE8zBbR2dHlLLkiMZAPTlj+FWW6GkwRRvO/HauU1wjzLcY7k11N6eWrk9cIM8Q9FJrCpojSG56H4WaSLwdYeUjOzfNw20ZySMn06CuG+IzsdTlDH5/PjVsHjIjXNei+E1A8M2K/KRHEEGAfQdz39ccGvL/H8zHWJMkNm8fnGOAABXz9HXEM9KGyObuTh2bvg/lVGBD5MpPAU7q0Lr7wHYg5+mKpoNttMcdQDXfB+6dlSN5IscPZXJ5+Z/8ACidgl4jHnEXGKAQLScAZw4Jz+FNvvmuo1XqE6ChfFYJaQv8A1uXtBJNoSef3jV3tiM2MBznCCuC0Ef6EwP8Az1au9sRu0+EeqDt+tYVPjZ562MqPjxJqfvBBn64NZ18sX2lyyWxbOfnuCh/Gt6W3nUMReHcRyTbxZIHvgGsK5EqSHdMWI/6dMj9K0i76iiejaEceGbP/AK9Yu+f4R3rk70ouuWOViB8iTOyQsf8Aln19OK63RP8AkXbPBz/osWOMfwL27fSuV1mza9EIyhKDgvEykZUA4ZSD9a9DEu0I3OWjuyHwzkaao6jzHwfbccVheOOBbN6TH+VdTpcLW8KxFI0RAAojzgD8a5XxyB5MJPH70/yrz4O9Q6Uc+q41F3Ixgg0zd5epKDgjdn6VIh/0/B5BUde/FOlQnUgx5K4yBWl9dex0cqcdO5p2fN1IR/ezV+Qny5wo9KpWfE0x77quMWHm+hxXBUfvHpU01E2vDRO7UuOBLEB/3w1b/UZNYPh9wBf57yRf+gtW2rhuM16lJ/u0fP1l+8l6kg+Y4Ap6jPB/CmLxjBpwbNWZi44yKgkzn0qYk+nWopM7iaQyLr07UjZBz3pSdvQ0jfMPr0pgQuTjBIqDORg8DPerJGc55quxO7P5UxERIXOD9acGLHGOKaRyQTyaOcHPHvQISReARgtSjO3JxxSgDzMkjPTNNkI6UwAjBByBSseOPwpvJX3pAGx1PrQA9QSeaUnHB/KmjAzk0jdvQ+tAChWbJHX604dMUicehFLuI7DBpiEIxwO3alJOOcj1owOp60xvf1pgIcUwjKnjn604ng8fSgkD5T070CPNUDMQhGPepULxblA3A+lWre1eTC8kZ+9VoafJC5VAWyOprmd2r2PqaWGkra2MwKVO5erdqcVDRgjiTPSr09lKiBkQk1WFvJjcyMGB5qXfqX7Fp8q1LWnRK0v78dKj1SaCCYeSy7h1qjcXjLiNCcVLHp8MlsXkdmmb7o9K13jqYVK0r8lHVkI2SNlyCWGeO1Z3kO0zIiM3PYVtWFiiS/vAQV5xWtvHzeWgGPampKKujKeBqV4xclZmJDptzHGp2bgeo9KfdxhUQmIqfXFaS6kIonD43DtWRcalJOpjI2qec4qXaWqLlahFwZX3Aggj588UbN7kSttPam7xtAB+bPBqV0Ic+ad3HBFGxzr3l3/rqRhDJgsdoHQ0hUSbEAVSuefWg7wgDj93nigsWQLjCg8NTJ02Y4RK6gAfvc8nNMIIYMMlx1FN3FOFHIP3qkEhG0AHdnBPrRqCcX5CMMIjl88nKelJuJA3cx54FODhSNmfMydwPSmRuqEPwzA/dpiur7/1/XQUPII1Qn91nIxTWlJATouchsU8bOJCRjJ+SkMQ+R3P7s5wAelAmpW0f9f5EakkIMENnO+pELO6+UD5gJJz0NOKblRZHKx8lTSoCwRGcRYBKsR1oEotbkYfADYDPzlccChWRQ4Kb8gYbP3TSOA0ShVCuuSWzjcKkjUFCUBEXAcZ5NAlduw5Zdr7izGZSNjdqRZeXJw7ODvDL0PtRtOwKdwtmf72OabgMoUsECglSRjdQXd/1/X4lhEjwUJEjNt2yZ+6fekkiHzAhmdSfMIIII9qj+9Fv+URhgGTOCfejy3KI+PkYnZg/wA6k05layQ/yl3fI7LEW+WUjpx0ojDYYZC8fNnqwz2oYOrbcN1JaMdj60omlEyEybnTG0kcDHagaSTJFVwFjALFzuQA53D0NN3vmPMm4qAFJHCc9DTRcbuJEXBbJfbyp9qXzoHdR5JQAAMqsfn96CuZdGLG4B5O0EjL45XntTwvyjJbByQo69OGpoyXTDbpBjYDgjHoaRdrEhZgMjOSCOcfd4pDUrbkzMzPLuCMxHztgYA45GO9IThcYyvdQSC/X5qbtIdV245+Vd33TkfezShgx3FigPDPt+6eeBjtQVdJDQyk/NuB6OwAOPTFOwOQcK3ZGJAQ9/zqMsDEAzA+g6bee9SEEgBPmU5xzy31+lIE7h5ZKjYM7j8q55fnoapXYJ2luc/xf0/CrZwVPOenP976VTuyQQCenYdKqG5hiUuRleMkSDmnZzOST3pqnMmAOtPUYmP1rVnnx2S8xW5bJ9ahxhjVvhjnBBB/CoJRiT60RY68NOYt6XMY7rb2dSK6C3Ie2Iz3Irk45PKmRx2NdNYvkumeoyKwrxtJSIpu8bHRadJvt42PXbg/UcVrxEtwOc+lc9psmN6Z6NkfQ1txsGQqQCGUgg9wRzXbB3imc8lZmnAJF3EQuSASBgjJx0/HpUNlFZanfSPN5rW97axXSxmRlTpsfIBALDC5qjbWGnfaGjhjEcsRUO1vJIjISMjLA9cc45x3qszNDb20VhcXVlNaz+VKblVd1inbrx8rLvAwexrW2gjThFzIstosUMjNGHd5pCoDL+5fgAk52qccfe96pQb/ALJCsp/exr5UmP76fIfzwD+NKs09hcIFvGdmcO01ym4gSERyZAx0cRMPrSiCWCe5LztMsz+cC6hSGA2uMDjHCfnU20AVcb+V3YydoPXAJx+OMVy9vp9z4hgj1LUr6VEl3LDDbqAEXPI64Az25J6k10+4hgwJBB4I9ajSOOLzPLiRBI+91QEAt3OM4B+gFIDmbvQbaBbPTrey/fXUuxr9mLLtHJKjPytjqpHGOCc5roBZ2ptY7aFPs8URD27xgboXXo3+0f72ev5VOCykhWZQx5APWl6HoRQBaQsyAuIw5A3eXnZnuRnkD27e9G3nofShMBeCfpUuAy9M0AOgYg4Jx6/Srif5NUFBVgBx/WrseGAyTxVITJdxVgw5IOazntQJ7aNYy09vnyCpUNLGOm0P8jOg4Ktgj7wPNXjjHr2pskazQskkYkQ/NtJ28joQf4T6MORTEQQl7vT18yWSK5QjcyBVkhkDblyMY3AY7YPOKzNkmmXUVuJpBGjSb5ZLbd+7YBtzEffDMcbB0xx83NacBnectJ84CNCWYgyZDKQrY4bAJIcYyGOQD1nMkM1pIjOHh4DeVKCUIIIOQTtIIBGfSgZkfaIp0BA8p9zIUbIBYdQpOOf9kgN7HrWPrswg02SMkq8zCHB4OOrfoMfjWje6e3yQWlwV3zCR3uJiNrl8s7KBh8rgYxxg+ua5rWJXvtVS3UKiK3lpBvYCJmYgqSxPIAGccegpJAWbSIpbRKQdxXc2f7zHJ/pVpFyc1HHcpPBHcBgqSkBnaM4Qlyg3Hf0LA4x25wKnRwsrw5VJQqsnmIFRlZ9m/cWO1Q3XIzjHHNQ9ykSKuVY8BV5ZicAfU9qdI32ZPOmWeOBQXdwmGKDG4rkghfmAz945+Ud6rQXE93/Z1zb2szxSuu4thlQBmDtv4CYwCpAGe+elTR2sSRypMIp1kkVwGjwqlV2hgCT8zdWOeTTQhsVlKXZL5IpkjMYtw8gfDfxMoGNqH5cIfQcdasiVZpvMkINspbzhJMOArNubYp5LdMMOuOSOKeCxBKiZ3d1Q+T9/nOcH+HgY3cYzninxKAseFhWNcPHFCP3YPZicAuR2JGB1APWgAVG2oHXEiqQRuOASSW46ZyxGfSrMafMP1FNVO5qyqjqOaaEPt1/fYzjpitCU4XAJGKp2q7rg45IGasXDYfB7Cq6CIs5OaeG981DuGDzzSlgcDP5UAWUZugP51OnocGqaPzVyM9KaENliUTJfyvGyWiGTy5LdG27QWJD/AHgeB6j2rLlsru202xtHu3lRrdvkeFch2VYxhhgkZmPXn3rQ1SRV054mSSTz3SApGpZmDN82AOvyB+KzY7eyu9W8vTi8MW5VJgJTYY90jBVYfKdxhBGPwqkBqpC0F9cL9pnmSOGNEExDFcs5wGABPCr1zSuSE4NUv7Rs7COVr7Uo981xJtkkXaTGhEakhBgDKkZOAatM6vFHIjI8bjcjowZWHqCODSYFG6bJauT1cl73aOu3A+tdRctyfeubVFutciRzhWlAJxnAB/8ArVzVnaLNqe56vpIEGn29uW+dUXIOMhR8ufpxXi3i+5+06hFKGPzySS4PU5bivXp5lttJM5WMPHbtz6fLk/rXimuukmpJESSVVFH16n+deHhVeq5HoxWhFM5eXjnK/lUKAfZWXuVGc1Zkby0ZQAOtRKpNscA5Cn8etdaeh6DjbVsS3UYukY4XcCOfao7oss6s2M7cAetN52zZ+9lSBS37BpEAOcHtVpe8YN2pv+uppaBzZvn/AJ6tXeaeGNhD/u1wXh8j7HJ6+af6V3umjOnw9Bx1NYVfjZwJ6D5x96ubuw5uGwkmB3S425/CtNtXhvSI7YyRGTd5MssPySheu35s/nisa7Uh3E7WjPjktbt/iacU47jWq0PStGGPD9ouDxbRjBPP3V71hzKePlYcD70m7sPyra0nC+HrQDbxax9Bx9wfpXOXt9DZTRiRoz5nyhYIWLsQoPAHUYz9K9HF604pHJR3ZYgyGxjiuQ8dZ+zxY/57f+ymustZYriOOeCRZIpBuVl6EVynjn/j1jHrMM/ka8+lpNHSjnIUDXOVYcoMH0NPgEn9oOrOTgjdx1qG3yG5GMKD/KrFudt5MAOpU5rSXX0OuCul6mhbZW4lwc8jmrxJ+YjoACT/APWqjagCRiDySpwatTA7Zhn+ADA+tcU9ZHoQ+E2PD4Mi3xHOJEH6NW4IXB68VjeFU2298c5zJEf0euiQYNejTS5EeBWb9rL1Fii2qSeTT2BzyacvBxjrRIAe9aGYxwBgionIznkU9z8uAeaacHnjFAiJgMgc1Fk5weamPJ4AqJiM44piGsCByfwqB/yHtU7Nnp17VWkA3frimBEVO4nJ696GBXPvUhP5ntSEDP0piIuSM9cU0k555xTzwT2GaMjGB+tIYsZ+UkdaMHb81CDGAPxoYk5P/wCqmIbwZAMdOtPOKiwc5AqVWGPp0pgxcHoOhpSfm6cetID0GMc048rk0CGEkdKY2S2M571LzsHPWmsnHCj3pgRlhgj1pM579PelZcDOO1RlsrgYoA8/ttQlhO0HIBz61oLq0wYgAMT0rn1chcAHNTqwUKQTurJpo9ujipWszobfVSWVZAMnrVw3Ntk5Kg46Vy6kqWL5DdRU0MxWQSyLuXpR7SVrHbGrGWj0f9biXCxPfFgRsJyKtRqPOBiPP1qldSrLdq6JtTuKswKzzZhwMVDvsKg1ztJX1+ZcR0Eh80jcO1V5pJNzGI8d6lV1+fzAN30qtLHIsJlUjHpUtnZVk+W5VlaJozlj5majUFuJOMDikbEqqMDdmhyQ5WQEkdOatLQ8eUuZ8z/r1EA3FUIA96Xey70OGHQGmnO8eZnaBRkeUU2naT1p2IuAIRtrncv8qNoCLn7hPShdse8AFlIwD6U3btYHJZcdPSgV7LX+v8xzME6ZERPBpFkBGwnCnnJFMcEBdxJU9B6U7ZwokbAx8tOxPNK+gi72IUfKcnmnhclVVAHU9c9abskGFkOFAyppSXZAGwuBkH1oGtN0Kyo6gBCZt3rxRsRlBUMZMnctIreYFAQIygnd605GbIaIFZAOT60DVm7/ANf8ORYGVIJbOfl9KeQypG7vvXB2j0ojkdZd0IJfBLZFPil8sh0+Y4JZSOlDFFR6/wBf5jZC7CMsy9MJj696cyusuGQb8j5B0NQkoGGGU5/SpkIaQRgqXLcSE0BFpsftZGy6ZTccxA9D60wcjEhY8fJg/dOe9SR72n2oSZgTlt3BFGQFIjDElcSe3PapNbJ6/wBf1+QxkYy9czhvu4yCKRWjCsoYFWxklfuHPapRsLbEYiLd/rCOQcUzao5YDauPlwRv5p3E49ULjAGxlDgHMm4/OKcn3SQ2Itw3IDznHWmjyh87qChztQHkGnxKzSBQAbgkBeeMYpFJakhklyuY1chOmARjHBppRTwCvqJSCO33ah2x5yC6qV6992OlOywzkMuDnyx06daB819x6LFgFgVTuA3zZx/jQIVAHDh15fuFHHNHmSiZn8xXOw5LDgjHSmrIG2qyrnJxjq3Tg0tQTjsx5+R2JYujHpgjzBnrQMsrZ2swXnpjbj+dOUssoIITa3B3cRnnikIBXaAwHVRwTnjr7UFW6jdjKBwQGGf94ZPzUr4BYg7ueSMcnnBHtSkfLgZPIBOO/p9KHI8xs4QnPAB+X2oC1hrNk5xt55IH3T7e1VbvIwrH5lz8vpVgMB78cc9B6fWqt1gEEfdPT1x71UdznxHwFdclgR1qWL/WniiIDGeODREf3xxWj6nHCNnEmGC7c8elRTj5galXAZs9z2qK4B7/AM6mO5tWX7tkVbOnXADQsT8p+U/yrGqSJmWNgpOVIb/GqqR5kcMHZnaWz+Xdrz98bf6it2F8rjNcvBL51qkqfeABH1FdDbSh0Vx0YAinh3pZhUWtx80F4yXVvbrEsd07OLjztphLY3ZXGWII+Uj29KuQ6a9wtyLi7eaS5QQGVkWMIoyRhR33HcT60iMatW8gBKk4DjGfQ+tdPMZmNK1zd2qXN75MUa+YtxFGpLbT+7kJY9CMb8Afw9ajYw2NlHfXL5vLc7JnllLPIVO2VBk9CCWAA/umtS6Z4rzYlsJhdbnIMgVQ4XD7jycMu08AnO6saOcaPOZbq3ee5cJbu9vGGd3UfJjPOHTH4oc0wNKR2TUY7RImcZyz+SSrLlfm35AVdpJHXJGKVgRwc8gGq9hNOliUvEe0a0y5jDBmWLJKdj0+7xzlR0qdEEWYGimieFV+WZlZtrFsZK9DwRj0xSaAXA49PenYHvigdPelxkZ7VIE0PIwP1qVcbuPrUCZBxnFSqcUAS449anjwrc5+lQqT+VSAnpwRTQiyecEA+vSmEHGT696RH+Qg9R2pWBz15qhEUlrHcRzxsXQTRmNwjnbyu3dt6ZwAPoKrSxGFvNlWIpGMs1vF5MkS92QqTkAclCMEA/SrBcBjg1XmmfzR5W7eORgUAQ3kcom+S5bMLKzPKw2FCCSdiIu4MufmLY9Oa5DTzJqOpS3EkDy+arM+yPcqlsbQdxwBtGOTWzrsltFp7LHdBZynkQ28cg/dqzZkHByUwOFI4J4PTGfo0EpsHLQrLvJkRDGJDwoAJQ/fU4xgYYdRmi2gGgkEUy27+SjJHzFvQYXDYyMEgjIyOo71OVW1jvriOym3oSspW32mVx/CzDdjIORkAHj1rTGkvBHFljbS3ceyOK0iwImwCzkFuoDEHbjAyeqgivDazWt3deVptv50ZEcTRQvCkgwDuklYkkZOAFyTg8jrU8o7lf8AeXBgeBIZInPzy5MmxQpx8hEbKAepHQdqk2shVN+XKhikX7pVU8As53NzzhVAzgnpTpEu7yzQTyPG5CsVuFJaVgQx8wfwxkjARcHGCT2qYIAT8zSMzF5JH+9I56sfToAAOAABRYCuqTFJQZFXdwoZ2mKgqQ2G+U8kggHIGD61OFHJUHHb6VMEz2+lOWPHUGmBGAAf8amVT6c05UOOwqRUJO3np6U0hE2nJhXdh1NQXEgaQnPU9aukeRa4HXGKy5Dk4yc0PYEIDk5zkU/P61GCBjJpc9hjpxQBYRuOMVdhJA5Oaz4gS2c1fi6AE7cnknoB600BDMbibUIBbrCy26NJIspK5LgqoDAHBCq5yQRg+9ZLG+uYLjW7a7ksZ4IWlWMIsiuz4fY2euFEKjHeo5fLu4JNStdRuI5byXZNAkg2mHB+VkPKkRKTu46981o2lvKv2MC5Lwzytd3FuyAqNpDBVOAVXd5a4Oc47UxDFtWlW7sbS8h+WFLG+85H3IygguuOHB3P1wNy1OkXkrcERLAkk5dIFYNtG1VySOMsV3ED19c09rMKsbwzPDcw7zHcEB929izq68BkJPTjHUYNFxIOSdoPfGcZ9vak2MzLqTCsfQVlaFAbnXY8DO0M2M9zwP51c1OTEZA78VY8ILb20019dNsQyiFGIJ5xz06csOfauHGT5abN6Kuzc1+4aPTWiLHLkRjA6jOT+gNeOXswn1Z3U8Gbj2A4r1Lxrdi3iVdx/dxvKfr0X+teRW8h3xhiDlxkkc152Cj7rkd6etjVuF3qc8EZp0eDE/ThcH9aY0pkVivcenSlchbV8H+DP61prax6isytgFbgY/gTrTL3b+6ABL45H1qXJYTHAOFWlnEazowb94cABumMVqn7xzTV4O39alrw+R9kkHpKf6V3drufRCsZO4wuF+pBxXCaGT5c44H745x+Fd5pp/4lsHTkZ6+9Y1fjZ560RzwwdM8NheW3p09kO6pLsyea2z7TgDjyyuPyNWJtPe2naa3htFYFtmWkIXd1wucAnvgVjXUuLjNytvxjcd5HFXJp2sEUepaYSPD9rknP2WLJPX/ViuavpA+u6cSWOEl2lmB7L0xWlo19MkUUsmnNJbgBgd27K4BHyk+mKg1rUoNei229rMkkbBlwfIKcEZDDPOD0xXoVoqVNN6HHTupWsZnhtStjKn8K3UoX6bs/zJrF8cjNtHj/AJ7j+RrpdLg+y2qQC3SBY+FVZTJnvkkgc5rnPG4P2VOP+Wy/yNedF/vDqictzI52kgeWOR1p+HGpAAk5wc9KijYeZGA3OAp/Op2AGooAwOCOc81q9GdcbON/M0reMl9inb833sdKtTKQk2DztBNVrdj5xGeBg/rVmclvO4x8nX161wyvzHox+A2vCshKXwPBzEevs9dNGV71yPhUsZb4YAwsXT6tXXxqCmT+VehTfuo+frL94yTdtFBxt7Z7U0nIyBTRjHPX0qzMRh+FNLADHr1zTnz26DpUDsSen5UAO2jacGoCoyMDgVMThQD3pjdcEfkaokgZgpyfrUcmSuQKmlA25J79qh3cYFMCNDnsSQetLjuaaG2sQT9KeCSOx9aaERFSefypNny56E09+nHGPamZwuQOtACJgKQaccce1KFyMjOT0oPC4IzQDGkDbweetIgzyO560h5yaRclvSgRLjDHJFOzgYPPvTAfU/nTlA3EdKYCsOvPWkP6UEZ6HAFJkhcE/pTAikORUWV24INStjuB61GRwTnmgDzVURRuBw3pTwEVTu69qrNuZ90ikVOkbqQ8n3T0rJo9WnK7tGI9mJ2u/I9aej7hwRgdqjKFlyG+Ve1AjLt8pC4/Wo0N1KSeiLE8kMvlnbjHXFWVZDIPI+XjmqpIWJMjJB7CnxgPudG2sO3rUtaHbTm+fXdluKaNC4kXLGqszFoywPy+lAZh1BwepxUFyhVl2sWB6j0ppXsFaq+Ril43RFVQretRuUKsHGXzwc0HlhvBUgccUgBZcMO/XFUkccpNjkeHeROD04pPk+62dhNMYCNjkbvemspVVOcr6U7EObWjRNIFVSsZJjJ70xSsTEIdwI5OOlIATGzA4TPIpUOdxiwBjkEUgvdpr+vQNirwHBU/pSMAhKZD5xhvSmMFGfLbjHOaFZgpVQCp60yOZbWJCoUssmHyPlOelMPpKd2B8uDSkhQwT5gRzxSFVUHAD5HX0oB+X9f5iOkisFfpjK4pWSQttf5SBxjvQUO7BO8Y656Uv95GO6Q4w2elO4lERgSSWJRlGAMdaC5Ctg7GUYxjrSsVXeHy0hwFbNK+07hJuM3G0jpQNrt/X/BI8Juyy4XIyvc0qbDjP+rycDvUqiRps7mNwCMcUITHJvA3PzuBHFDYRh1/r+vIb0RQ52gA7cdTTvMDgLsw6gAAfxUqsqg7QHUrhsjpQAqybFZdhI/ekHikXZodtB2vtypY5iB6UhZoyuWLEAbCDwvsaRASOCqEA/Nn79MUjPzJhARlN3JosDl/X9f12Hhmd3Y5MhzuyBjFKoi3BPM2xhvvleaEwqgSbjhcx4PQn1oGZGZguWAJccYx7UDQ/cgyWRSSMbcEY460fKdyh13rk+ZuPzDHSlVwuQGbGCFJXlvY00umO6kHldvCehzSRo7DyylR+7YRnOxQ/Ktgc0fMzs0obqBKQAcDPajr5v71Du6nb9/ntQpT5BiPPbPQ8/xUgtcAqnGAWK9E2feHPJxSZiVcAg+p5G/p8v4Um3agIAHzYyG56dPpQ67CVIK7Tnhs7KAs+wpKHJyAevB6L/d+tIcZHOD1znt/jRsyU2kg5zyeFPqaQJkjPGTkZx19T7Uxa7DjvHHl5BXdgH/x6ql0AQDtxnk+/vVgqNwx0PTIxz7+1VrggDAHOev9KqO5hX+B3GJ/qm9qLf8A13Slgx5bcZotj+9/WqezOWC96DJlX5yM9TUdwp4HbpUy/wCsxjFR3J5GB3qVub1Yr2bK3OelKr+XIpPToR7UrjBye9NrXdHmtcrNzTpmihZDg7W/Suj02YbWTPCnI+h/+vXHWcn3Xycj5SPX0rds7jyZkP8AB3+hrGMuSoayXNE6yN8gGp1bPpVKF/erStyK7DnHuJHT91jz1YPFnpvHQH2PKn2as+6kN9su7eKSC0C7XuJSFZCG+RgvUhHyCT2Zu1aLAketQ/aEtpCJYnkiuXIVEQvmQj5kx/tjnnjIbkU0BVSW5l23rwxxCISxy2YXeWXOJVJPcY3BQOw5OatCNIk8uNUEZO4GMcPkcNnvkY59KoJFLFMsd27wxNhZ4/MBV1PyxSMw6jgRvg9QpOQauQMiTS2cQOyFd0ZUEqn96Ld0yp5AzwDjtTYEgGM5zSjkAZpDwcGndcVICAHkZx7+hqcD5s9Oe3ao1BIzj6U9OD3NAEqZxxUwJIqIDkHg88VKpG3BpoBVOO34GlmxIi4PA7U1selNLbQSPxpiK08hL4Uc5wB71x+s6tPf3Uljas7W8bFSsecysOCzY7eg6V1cr7GVscg5/GufjtltbdbeJcKOXbvI3dj/AJ4FK4WMDypYFy0RQfTFbPh69HmizlY4OWhbuCOSv0xkj3GO9PVCGIIyD2I4NV4rMWviGzEYxG8gdRn7oB+Yfhz+Bpp3E1Y9ZWD7ZaWTkr+7kEzevCtjH4kZ9qZPCDAVPap9FO7TYuMfIKllj5YVo0T1OXeLaxwOc8UwR4bBFXZ02yMOgzUIHzZzmsyhm045x9aAp7mpQAeAKcEPcUxjFHvipoBuuNo5wMmjG1c1NCpjjaQ9TTQivfS9EH41mhju56Gprl97nB60iIKljGKhPJPApfu46ZqQjA4701UZ3wq5J9uaEBPbxuV3bWwDyQCabqYnks/slqEae5BX522qI1wXJIBxkYQe71Tl8u7vGghkWGe2EkZknDBYipDF1Ycq6gbsYwVxk9qat2b1JtXsrow3byeTbwv91U3fKskZ/vDMpbjA5BwMVaQhSW13UcT2T2rANbuN4LhVILjeOxby0XHbd71o2KOvnSNI0vzeWjtjO0Ek9PViT74FUo7ORLZLi1u54ru5KxQOe8eS251PBJG+UnqCwrWAjjjVIV2xqAFHoo4FDENcnH19apTtwRViR/es+5kwCc9KhsaMfUpQXxngDmu28KWIXQoHkthuMpdTIvv94e9cdp+nnWtat7Ik7JHzIf8AYXlvz6fjXqGr3EejaHcXYQDyYvkQcfN0Ufma8nHzvaCOyhHU8l8faiJbu7CnIaUQr9E6/qK4qzVDIikDPmCr+u3Blv1hL58pOT6seTVC0MayMzjOHGKdKHLSsdsEuZGhhtsgwCCe31pty+y1GecjB/OpgDhgxGSoNU52/wBFfnLDg/nUR1Z6U3ywb8hsT/8AH0D91VAFOvRuuo0U8nbz6UKytHNgYyinnvU8kSibcc5I4xznA6Vd0pXOZRcqbX9bkmh/6u4BOf3x/kK77Tcf2bBn+6fw5NcBoTBluf8Arrn9K7/S/wDkGwn6/wAzWVX42ed0G3C5z9K5y+U7mwZRgE5SLcOldLcuBlF2GUoWWMtgkDv3wK5q8MjFy8Cg4PS6x2+lOCGnZHpOmwrHpMGFwTBFn3/drWDHGUdmJkJPTzIwv/666OyGNMhHpBEP/Ia1zM1zFaqXuCkMOB+8e53DPYc9D7V6WOXupI46D3LCY39a5TxsCbMEc/vV/ka6mCRZQskbq8bAFWU5BHqDXMeNf+PTr/y1XP615lO/OjrjucQCQUVe69fpVuAgamm7n7vT6VR2gKnODkjjpV2zZTqaZB6rjI9q6p7MqD1S9DRtpGaWUDGA4wKuzcSSD/YqhCQrynoBIKtyndJMc8KgH/1q4Zr3j1oXcdTo/CYH2jUMdoov/Qmrplwua5fwcf8ASNRHXEUPOP8AaauqI+XOMHtXZT+FHh4j+LIUqAuKiPByMVLliSBzTWHUYrQxIixk9KaUx3xTiMeoxQzA8gY9aAIORz6Umc8n/wDXUjr8uQSfSoDkYINMQ1h8pGenrUZHUYqQ+3emDoeKoRWf1xUiEkZzSSKAOuKBx+XagBX4+tNZOAaVB1wfbOaHYY5NMQ3GDyaDyQO2KTdnHPTtSElTkZ+tADjheccUxeCTjFC5c89RUvB9PzpiG7t/I7UuMZ3E9abtwcnNSHBXFAEe4MDnvSE8Z44/WkJUHHO6kGMYNADWOOaaxAGSKkbhQexqMjIHIoA824LYkBwTwakMbbFbqg7ZqAyEth87B0p29iSFPydaxsz2YzjqP8syFtmAPSnpF5rBFO1hSKQzYjbHrSs6hQF4fOCal3NoqG7/AK9B8mYVAByVNSQRCaFpN+GHaq7Fo3Vj81SxqWjaQNtx2o2RtCSdTbTsKryBQCPlz1pJx5Uisjbs9c09ZHIVCMKe9R3OYJAFO/PNA5tKF7iM/wBomUSjZioXcrmPOVz1xSPKZZcONmKj81lyhxtJ61SRyTqp3d/mTu/kqQvzAiogvlhJQ4P+yacHMRbaA6kVErbMOOfamkROSb/rT/MlI2r5oI6/dpozJvkDBcfw0vDfOCM55WlMe6NpAVGD92gdm9thhw+WAAA6ikbkl1GF7ipAMnzMDg/d9aa4Vz5qgDnlc0ImUdL/ANf15AwLqzRjaoHIzQFba5RfkA+bmnbN4aUAADqvrTGJcM6LtUdRmgGuogchXMYITjNI7KOFBKEjPtQQWywAAJ+760YG4tt+XPTNMi7sIXzuUKfLJ6+hpUb5WGwlSfv+lG1xHvC4i3dM08I3llhnyS3IzT0BKV/6/qwikib75Az9+nK/beVxnk/xUirjkhvKJOKUg+XiXOcfJipLjdICykO6nYABketO82JiSCRDu/1fekYZDebuE/G30poVt+dp8/ccrjjFA25X/r+vkKxwgEhJUr8mD0pTIyyA5BmHftjFNVG8p9gYjHz5HTmlZCFHDeXk7WxyTTFqShk8vjiM4D5HOfamRqd6gEbv4B6896fzvDY/ejA8vbwRjrQiLjAbg/ebb9w5qTXWTFcuGlDKnP3sfwc9qaq52gAH0H9/mlKKGViRhfujaf3nPWkjhUsq+YoL87v7nNAknfYeFZWc7MMp9f8AVnNCHcx8xGZc5ZQeW96aIuCd4fBwVycv709DsG0bd3Xfu7Y+7QUl3BGUcspf+8M4DD0HvSjZtLFW4+4Dg8ZPX3pAR8o4+b7g3fcOeppGbGdzZGfmAPVucH6Uh3S1FCwlhsB/2QR94+hoZMlSrMwbgcdT3H4VHjfl2OBn5sHnPbFNO9SQSPfB/LFOxPMuxIY8jIk3ZGBkH5unFVLnO5eSe2asbWwex/ixjj6VBdhhIAygEehqo7mFf4HoRREqpx9eadbjLMSegqND8uPWpICcsMGrfU5abvKJOuFkIOT702ZgcAeuaeAd7ccGkkRCykE5756VCep1TT5LIgdclRntUQOSR6VYKneDioGGJH+taRZxVo21JbeQJLtP3X4z6Hsa14HYcMeQKwiCcc4rTtJ94DZ56MPf1qKsdLkU30Ot0u58y3Ck5ZBg/TtWsj9K5awlMU+5fu9x7V0cMgIGDWtKfNEicbM0EO5fcUhjEiNG7FVbGGXqrA5Vh7ggH/8AXTInx71YAzyB+FakFCeWe+u4bX+zz5sTg3ckq7YBGww6qerBxyAOnHcVcjt0t7eO2iLCKJAignnA9cce/wBaspuIwSSB0BpSOgxntTAqbMEgZ4/WkKHtVopkHn9aYU5wRSAhA/GlH3unFSFCACc896NnBIoAVSAuMdamDe9RAdscVICOOM0wHEjGf1pjgkcdutKQfzoOduMimBWkhLrkCqZtPmyVrXjZSCpyabIqr0H50WEYstntcHFOWyzLHKUJdFZFPYBiMn8hj8TWuEEkZUjNTwQq8WD1oSA09DmZIFi54FaUjYG49qzNIYR3GD3BrRmcNcKg7De348KP5n8K0WxD3MW8GJmGD1qsoAODg/jVq7Yee475qsBjkDr0qCkPHHXp0p6imDJ64qUYwSB+tMBVUyNgA4zzS3jiOLbn2GKliXaN34/jWfeSl3wO3pQ9gKY5kJzUwwMc01Rxg4NDHaOtQMR3AOOajmybRxtcq/ys4GQijByyj5mQ42tt5AJPNAIZsgcdqtwr8ykEjHccVSAqzaZNPpdxBGLaO5dsLvPmDygwIhaXAYocYz2BA6VGYX1jVI1u7I28xgIeJ2DSLFuw/I7O2EX0UMf4q2F5Pf61Fd6fa3wiadHEkR+SWJzG4B+8u4dVPQj+VUmIhsIFjaSeN3a2GY7RGbKpHxuK55wzDjJOFUdjVh3O0nNOcqFwFVVAACr0AHQAelVpHxxSbCxFK2DWVfS4XaD1q7NJgHms2G2m1bU4bKDIknfbu/uDqzH6DJrKclFXZSR2Hw90sCC41SVeZD5cXrtUnJ+hb/0EVB8S9VWCG204Pgc3U30HCj8Tk/gK7i0tbTSNNSKMLDbwpuYnsqjJJ9eK+f8Axjrj6lf3F2cg3ThkTOdsS8Kv+PvmvHs6tS7O6irJy7HMNI8tw7sSWbLEn60tsm5gAM/PzT7ePMz9+OM061+W8UDpv6iuxvRpG8Iu6bNVnXzSoxwACKzvme1nB5wwrQCoZmf5cg81RjjaOKYjOCa54WR6VVSdr+ZGDs4XvEM81bklJdVz24P4VCsPzS7+qRAj3pSXa4UjGMHv3xWkkmznptwVifw90uQeu8fyr0TSx/xLYfUg4/M1554eOTdE/wB8fyr0LSz/AMSyIgdM/wAzWNb42eetjPuYkj8RK4XEklq+4+oDKBWbqRXc+4xfdP34C/b1rYu1YXouPskzvHG0SusiYKkgk4Jz2rFvZJm3kQ3S/KeFdP8AGnHoC6nptp/yDof+uMf/AKLWuH1ACXXtJT908YWV8LEUG4LxkHqevNdxa/8AIPi/64xf+gLXF6xDcM1rPFHeLcQnMblEkUZ4Kkbhwa9TGvY46PUTw8DGdRhB/dRXrqg7AHBOPbJrO8agmzIA58xf61r6FC9vaNHIlwJDI0kkkyBd7MckjBPFZPjPi0z/ANNV/rXlp/vDrp+ZwmzMaR5xnIOKtRwOt/GcnYMBSaYm0umVIzuIHvWi8a+dExPoQPStpztodFGkppvtYWA/vJBwQZMdasn5WnckcKCO9Udh84lDgiQHrmrxOZpg2Qu1eQK5prW56NPax0vg4k3OqE4/1cXT/eauqPTBNcp4OIa81bB48uH/ANCaur4PAHFdMPhR4df+LL1FBUgAUZ59c0AH3pSBjnH4VoYkTgZ9qib5RkVM+O+BUTAsPQD2pgIpyoGM1C6hTgcd6UZBxzTiAe/GKYiuxOw8c1Hu4/rU0ik9D06VAw3KTTEMYbzxz3pu4K3Q4pM8Hv8ATtT88dQSOooAacdu9BB2njFLuGeR9KcTuBOKYiELg5/SlcFuvSn/AFHWkP3Rg4NAEWCuCOvWpQ2T170zbke4pwI/ipiH8Hr+FIxIwuOtRFyDz6U8kbM55yKADqckc01gAfT0pQR1JHPpSOMqSWoAbtHI5+vtSbADwKUHK4zyOBTTw3Gcd6YHl6xMG34+TPTvUiRHaxT7vpUbsxY7D8o6ipEbzDhDgVk7nrQUL2SHxpvkAGFNPKBVKk5OetM3BtqA7SD1qXHkbsndnvUM6oJW2+Y6aEwojq+/PaolYMGYkipGR/swlR8j09KYuww5b79DLkve00VrkyMxKK6kJ9aS4RVuB5YJNB8xWVX6dqZOhaYeUcmkXNvl76r1IHUmb96CMVGVHcZXNSPneRKDuqNQAwDg7ParRwTSv/X4jwdu4RplD1PpTzFHhTD1A+YE0zYwVmQnYKRgpAMIbIHzUFbLVf15CiNdgZTl89BSKmY2bJ8zPShVJK+WTv6nmgAFQVz5metArJ9P6/zEUFmyQd+enrT2jVzuGQ+77opiq8jKEJ39aXa7EFc+aOtAlttf+vzAxEZJbEgP3fWlCbi275XHQetNw0hBOfNz1pSM9m87NAabpf1/mIVLkkHD5+5TSzO+4Lh8424qRAWztDefnrmmKjsQACJcnnNMlp9P6/4I35nUED5y33KVUdmBGS27lKkABVdgbz88805FyyhARNnk5obHGnd6/wBf8EjR3DghNx5ypozhSCNwPf8Au08RuJG8vPmDO7JpvyZDBDtGNw3daQ7NaNj2AwyD5lyP3vpSrFnbk7epEhP3vanMY8b1T9ySMx7uaaNoQbvmQ5KqG+7QaWVxoDbTgbMAZTP36exJLZU7ST8mfuH1p5CqMMQz8bX3cCmZU5JwGwdxJ+/zSuPltpcXAPGeQf8AW59ulOhVipIPGQDGDy1Jvjzv8sbM8x5oULuUKygk8SEnA9qRSSTv/X9f0xR94KxII+62fuc0owByDjjcM8v7ikXZ94oGGeU3HJ96aBGpx5g3cEPk/L7UDvYliQ5BDFWyNr54HsaY2Qu3nb1xnkH1oTb5ZJYYJ/1eT6daewUKQXzxw3Pzj0oHHVDY8EEsTnowz94Z7Ubdp+Q9jyTxjHT60qhdpOO/BwfkOelKyZxhsDqVwTj/AGqLj5fdEVm656Dg/wB3rwaRN/VDgYOCT0HPB+tPwoIGM5GSvPzcH5qZgbSd5I67cHketCE1YaXkAAx0+7/s/Wqt1jd0IHbPUVd54GCcjPOfm681Su8Egg59z3qobnNiV+7ZHEA0TEYyKdBkFximw8MQc4NJCCZevWtH1OOEtYliNj5rbh1p8uzbnJzngYoY4nA7cmhxuwTyM9az63O1X5XEjAAlwcnnpUD/AOtbHAz0qwIyW3n1HFNdQ00nHSri7HNUpuS+ZXp8UnlyDJ4PBplFaNXOHVM6LT5gSUJy2OvrW5ZzFf3RPuv+FcbZXBGEJwy/dP8ASt+3ut4AJ5Hf0Nc6bpyNpLmV0dTE+cVdjfK1iWtx5i5ONw4IrRjk4zXYnfVGBoqc9BUoAOT+tVoZN3OOvarAweopgG3JI701sblG5VZ22ICcbjjOB6ng8VMB7Y96hubaG7tpLa4QtDKMNjqO4YHsQeR70CKNzJdQahayRgywyq0Etv3Zhl0KejkbwOxxg9RVtWSSNJIm3xONyOBww/oexHY5qlGl4I5NPuWkuZI0DCRf9cACNkyZ/wBYoIGV+8pyPmBFS21w11H9tgUeZIxF1bH5A0g4YrnG1+hBPDAgHnmnYCyAdw4H5U4jJ4pI3SaPfESVB2sCNrI3dWB5Vh6GpgARnNAEJBHXNMLgHHYGrDD2qB17dKBEZbB3KSMd6UTbhg4zTHG3kVXLEc4pgaMUgDfXirFs4DMoOfxrn7q8ki+zwQyeTLdTeX5q/ejRV3OR744B7ZqwmpW2nrcSvczOglSEwySl9spGQqs/qCM5O0bSaLgbaytFKSDgg006lKs77mRS5VV3sFyecKM9SeeKxxrcVy1itvAzSXu8hJJAvlxpnc5IByuRwR17VSt/ECXE2nusPmTT27TNbx/vCCpIQA/wsTz7A07isbxuGmYkj5jUkZwvQj8a52x1S6F7FNd3UvkyWwMsYhCpHOz/AHAMBvlX6nJroUYuxB5wSCKEMlQ5PQ1MMnA9eaijHzEnGKebhIycgmmImmkEcZ5rJLbjyM1YuZhL05HsO9VwOO/5UmxoU/JiondQu51dgWCKiDLyOeiKPU/pyTwKJpERd8hbbu2oqDLyN/dUdz+g6kgVBKbpUlnhjDXixlYY4mBWDdgcMSATzln74wOOqQD7EzyRyyzyIxMrkbDiOONflGCf4QVY7j1696vLIPLUoQwYBgRyCCMg/lWXJZC58qyuMLZ24QyW8bZXaANiO3G9zgEjhVX1LA1otNuYnBLNTETxk5yxyB1qcvx6VXjxwT2/nRI/Gc4p3AJZOMcjmqcklOlk4681QnmAUkmpbGiG6m7DrXYeA9H8u3fVZVHmTjbDkcrHnr/wI8/QCuO0+y/tXUBC7YgXDTHOCR2UH1Y8ewye1enwXg0rQnutQVYFhQvIiYIQfwqMcE4wPrXn4qp9lGsItmD8R9cW101NJikKy3Q3zEfwwjsf94jH0Brwe+uvtd1JKeFzhR6AdBXQ+LdduNRu5p5jie6bcyg5EaDhUHsAMfn61y4AYYAPJqcPCy5mdcnyr2a6FuIkSMVJ4HFLYDdeZJ4AOcU2AbSc+h4qXS1VbmQvwNpzVS+FnRDVx9TTUIskmD95gpqnKcRMMkZYYq8dqMw7Fs5Paqs4zbZH3sqa5oPU9aovdImIE8oYkfIF+tMV9s8KnBVlB/So7hj5rs3damZVRrZywHy4z6cVvY4Xdydun+ZP4fwGufQsCK9E0pv+JXDx03fzNed6D8slyM9CvP513+lMBpkZz3P86563xs4LaE8hGCcHvWJdfdkwP4Wz+Vac0u3OOlZEsgZmB75qVoNHo1qcafCT/wA8Yv8A0BaxbrJkQDstWI9UgS0aEuqyRxKCsuVHQD34qC7ZX2OGGCueK9LHKXJFs46DV2iBOvPFcz41GLB26fOldOhHauZ8a/8AIOk9mX+dedT+JHVHc4VWYMB6An9a0xIGmjJIb5F/DmskOI3TjOVNaIkjW6VcYVlX8B1rpqI6KLSvqWOPtLmP/noMflVzB825Un+AfyrOWXERcgbzID+FX5GDSSlOpjHP4VzTWp6NNp6o6DwW6/a9QAPLQRkj6OR/WuxCk9TgVwfgVidT1AYJxar/AOjBXdp+nauqKskjwazvUkxfw+lI445p+AeQKRsFcAc+1WZERYYxjmoyfX8Kc+N3cY9aY+CvuKBETj0NM5PI6e1SPgYPYVCTx0qgFkbIwe3U1Wl46Yqf+Hkkk1Cxw2PT3piI9oAyMU0N3zySfpUjYGRwe4qEjBJAoAOeuQRTlcbx1HpSD7uGHB9aMMDkHpTEPJJBI69qjDEcEdakXnjtUTE7vpxQApfA/nShgwOe3pTWAIx7Zpq5HTtQA9h1z3FNzg4AOKeT6DrSEc4BxQIQEY9hQTt75oZe9MIyM46UwFznn3/KmEkE470uTgD8KCCMjHTv3oA8vAzuIIXPWpRtO1QNp9aQZ3beBjvU5dJQsfQg4zWTZ7FOHmRttX5Tyc9RQCUcBzkfyqSZPKbYCHz3oEYj2urbie1TdG3JK9u39fMepZbSQh/+A4qGNTJtUYUmnPGdpLHBJ6U5AX2r933ptjUW5WY8mTzgkhBApiq7zsyMBjvVhE8uYqx3HtTRAJZG+bbj0qbnS6Unb1+f3lNpdrv5h5PGajbHGTkd6llXazLgEDvSBNp+Q7iR6dKtHBKMm7P+v8xqbvIJDjaT0prOM/ISvqKm8jCBg/zelNeMAEucN6YouridOaiLHgqBnaf72KcuCm0nbz97FMwSoDkheoOKQSHYEI+U9DSsWpJbijqFDbSP4qaAQwBJX/a9acq7V/eZ6fLSAnCiXOzHFMntcCCNgIIGfvUBMrzkc/fp67tqmUExdhmoxuXnJ8vPSgGktxyjaABkDON9NClSDk4yRmjnAbqhPC5puCqg/eU5wM9KLEt+Q8IdqsQQpP3s0rAhVYDAyfmHWmKWRV/iUjO30pyMUAZVD8HK+lA01sJtJCl+Ac8560bfmHygHjbg8H605JfLBwgfK4I9KehjJUMAEJ5bHSjUaUX1CQ/vG3hRLkDjpTIvmbam0NzknpUhCMdhI8rJ2vjk0hUeUA5AbHyY+tIuzbuG0eW+GGwEZXuaY7DCAsGUA7cdue9LvDOBn98D+FOAQfOgO3ADDufWgH72wM4D/fG7++B7dKQMpBGMAfwY6+9DBSQB/qySQPQ+9P2EcNIAVzh88EDtQC5mxAQMESHP9/aeDjpUkSRs2HG04+7jrx1psijoDjrlfT3pjKpbHm5xna/r7UblaxequSKqA/fOAfvgdTjpT8bkOP4eWXH3ee1ReSuF2kA8lx2ApWiC7SCCD9w+oz3paFRcl0H8AY3fOcY6YI9/ekO0Y5O3tyM59/aowB93aSvUjHP1+lDBiATnJ4JA4b2osDmO4Ck54yOM8/X6UhKZyevTr39fpTjGfLUkM2TgN/7LTHVw2GUjkj6e1MiV0hTjDAEcHpnr7/Sql3y/Lbs9D61cGwKNwJz3z39PpVO7B3ZwBz0HQVUNznxV/ZjYk7k8c02HJn/GljYr900+H/WtjB4zVu+pywSbjYssF83cT6jFJLkRqQO9MBBl5BqSQEcdQDxWXU773i2gjyx9sihlImm496EOJ9uO9SSYFxKP7wFK+pSScV6mft6kjr0plWtgKj8arMMNW8WeXWp8qTAEhgQcEVp205KhgR6EVl0+KUxPkHIPUUpxuiKcrbnUWt00bhxyOh9x6Vv284dAynIPSuOgmBUEHg1qWV2YHOSSjfeH9RU0pcujHUhfY6yGQ+tXo24rFt5gyqysGVhkEdCK0YZBgc9K6jA0Q3ynA4pT0zUCSA9vb0qXdQMZNCJ1UbmR423xSqMtG3TI9QehU8EU1JWll8mZQl1gnZklZFH8UZPUeo6r0PrUuQelNmhjnj8uVNybgwwSCpHRlI5Uj1FMRE8JeTzVcxThdokUZ3Dsrjoy/XkdiKFuAhVbkLA5OA2cxOf9lj0P+y2D9aPNmt8/aC00Q/5eUT5wP+miD/0NfxA61MCjoHjKSRSDhlIZXH8iKABsq2DkH0pnXPPFQOrQSGG1LfIMtbhTKFHqI+HC+6Ej/Zoju1lQkRMyr957Y+cq/UAB1/FaYEhT9c1C0YOSQasRskqeZEySRk4LqcjPp7H2PNDIGwSOnNIRmz23mLF8gfZLvyJfLdTtIBRiCPUEHgg1ntpk6abDCqxT3LXDXUk8sxAjlJ4IAUluODkYOOnSt8xg9qTywDzxQMyY7S9DiZ72BJsEGS3tAzkHGQZJCSeg7duOOKlWzXythlunUdnuDtH/AABdq/pWrs44AFN2d8ADvTEUbaFYQRHEiOnG6ONVJH1HPSrcbFSBkD65FOEXzA568GpNhHcmgBY59hOehPPvSzqtzGC5KgHOFOPzppUDc7MqKoLMzEAKo6knsKpz6hBCoOWO77pf90G+m4bm/wCAqaALYBYqgyzHptHU1G0xzJHCFllB2t82EjP+2w7/AOyuW+nWqbtNM6RT7ofMHFuEbzJB7RD9431covsa0VMSQNh4o4YPlYBlCQn+6Svyg+oFAFPZhy5cvKVKtKRt+X+6q/wr7dT3JqXLxOYYNjXPBdnGUt1PRn9W/up1PU4HV2ZJRmAvBGf+W7JiQ/8AXNT93/fYfRe9SoiQxLFEgSMEkLknJPViTySe5PJoQDNqogjjVtikn5jlmJ5LMe7E8k0qsR1wMcUrEHtio2NDAlafAwpNV3lJppJHeoZHA60rhYSSUgHJrNuJieAMkkAD1J6U65uAASTgCt7RfCxnX7Tqe9VP3YAQCB7nseuR9B61jVqKC1KSN/QdJk0mGKMlJN6FpnA+8+eo9scD2Fcv4/8AEySObCJ821s2ZcH/AFkvZR7L/PPpW54n8QDSLMW1qwW7lTCY/wCWSdN3sew/PtXi+q3ZnkVE/wBUPu/7R7mvOjF1JHZSjyR52U7qV55TLIfmfmmL90YHIp0ygBD7U4fIobgg9q7dLByvnZas1R1YlTnZxUmnIfOYBc7uvPbNR2xwXyeoP5VNpRzcsP8APWsJ7SPRpJXgmaE2JLhlyOAMCqgJEZBPQjt6U6Qv9oYsSDj+tMOPs7E54bFYxVkd0mRXoBmccfdH4VHMGVRzwMbfyqS6KNdN6fL/ADqRnRgqMmSGzjHUYrVOyRyuPM2GiFvNuMnJOP613emvt0uMHuW/nXEaWR9ruMAgYHH512mmMP7OQYx8zcn61jVfvnnyjbQS6bCk5+lZay5u0j4+ZgKv3ZBU1jxc6nCB3lUfrUN9Bxjo2ddY6PdHzdRN7BDCk8iF97NJIUGG+UD7o+oq3dxzW90I5XDDBxgenX+dVtPIbSnxyc3JP43MorR1fBvRkf3/AP2WvZxfvYdN9DzaTtUZUj5AJBGR0Nc340OLB8jIDpn6Zro1JyK5vxp/yC58Zzlf5ivGpfEjuT1OADt9qwDgDI6VcH728h2nCsQCTVGJSoyx5I4/OrLHyZEx82ADn1rul5F078rbLTY2ufuncAR+PFaryqLjBI/1ZFZBJyST/H37c1ffH3icjYVJArlqR2PSovsdF4LUDV7/AGgf8eS/+jFrto8ngVw3g6VLXUblpCQrWaxgj13g12S6jbKR85GPat4fCjxq+lWRcCkLnOKTacfjUa6jaMeJhnpyCKnBVlBXBU8gg1oYkBGWqIpt459aslB93monGDnn60CKrAgjIyKgYY5GOe1XWjJ+lV2GCSR07UAVtp4IamyLkk5/SrLRZUH14qFwVbGc880xFVuJO5z1yKcFJPOeBUjRnk4zznFOXPQ/zqgIACOvIPQ0oXK09kAXg59KUIccnigRFsIHJ5H6UjL7cgVKSc4HQfrSFS31FAEDRkHr17Ubc9OtTiPuetDLjbkUANHIyMZFNaIZHXNSqvzZxxTyox0/GgRAEO055NMZABtGDVlRjPP4ZpjqCw2imBWVPrx1pXT0qcqVPOaCM4Y9evFAHkuwNIFLEHPrVglUTy/TvVVht2huufvVOm5dwOGz3xWbPVpOzasTJiJuCW3CpRCAgkHX0zVZD5Z3Agk9qmHzRlyxBB6VnI7aUlazQy7csoLDb/WhZGdURsqPWmXTPLEoK4x0Jp6q+FEg4FO2hm5N1XbbQnQEOShLEUh2sXYkhqSNnJJiHHegGHaxf71SdKaa/qxWJdVY4JUnk00F85jJ/Gh94UkfczzzSBWclkJC+9aHnybvZXFIBC4JD55pJGbJEh56Zp7hHCBRhgetAQZZWHJPWi47N6Ia7NgK/YcUOrrtywKmpZIQhKD5+OvpTJYxFjD7lI5ouOUJK9xBlDyd/Hao9xDcfMP5VKGKk+Xzkc5pqIfnKHjHNBLu7JDyCFUo5fg5HpTAu4KUJZhklfSn5UkBGIJHzUigEgRsQ46mkW1d/wBfgIiFnHl5LdSPSk8vOShO4A7qkGCVC5Ujv61CGDtj7pxz70yWorQcVAXMQIIHzZNLGMqSh2kDnJ60jlJByNhA496kLKy/vVwQvy4FHQEk3/X9IaF4bYQpAwQe9KwD4xjIP3MfrSGYnJcfOOFxQJSZM7gJc8ntRqO8dhUyu0qdx5ym3pUhXepdMsMfPx0qEuccNscA5PrQN+MZKnABX+9St1Gppe6SiI+UGZWMRJwR1zS+WVYKR+8OCpzximL5mBg5POVPam7gAd3KEjJ70FXiuhL5Y3YAUOoO75vvUrCLylIxkkgoSePeolYcDjB+6fTnvSkBmPOHOeQPvUBzK2hI0ajqynHR8E7j6UMPmYlQCc7l2/dpi79hPJC5yMfdpG3E5yTk4BJ5P1pajbW9iTHA2k7c/IcDk+9PO7awyf8AbHHPPaoN3qASDyM9ee1S4+cEMNp53DJ2e1BSl2F3SYLbuQAN+egx0prbtuCcjrjP3PelblGByrDkqF7etIRIFXJ4OSh45Ge9ANgVyu0tgjkr2x6/WmNnHOPf/PrUjAeUPn+Uk4+blT6moznbtzwOevT3poiY5eWAzk9OO/sPf3qrc5A5BAycVYyuWygC8ZAHI+lV7gAqCM5HX0qo7nPX+BkcYGME8etPh43k9qSPGwfNz6Ulucs3t1q3sznho4lhT+86emannA+U5xVeMZmPoMZqaUghR78Vk90ehTf7t3ECH7RwemDSt81y5Jx8o/GkHNxgZzgGkckzH6f1pdQdkvmNVSI24ziqZyVORWggPly5Hc1UIxEwI5zVwepz4iGkfRkNHelIyhJFJWtzznFolgnMJweVNa0MwIGDwehrEqe3n8k4OSp/SonG+ppTl0Z09hdNA+08xMckeh9RXRQTAgEHIrj7eUfKc5U9DW3bTYUMhyv8Q96UKvLoxTh1R0sUgIwanDd81jwXG5QynPY+xq9HLmupamJeU5yKcOe9Vlc1MhBxQIlHBBBwR3FRG1XzmliZreUnLNGBtc/7SH5W+vB96fnmpAcimBnz2sjKEkhDIpyvlL5sYPtGSHT/ALZt+FZUd3PdvJPL9nMMZ2RfagXY+jiRmR1U9gWJ4PpXTghXDnop3H8OayI4WjgtZX8zEdui+eN+FJUMw8yL5k5Yna6le461SAS3iuI54rmSdTJcShCqZIMfluSCxZi3KhgSTjt1xWiOgziqSubu4hliuZJniLMoiuIrjqpUkowRzwT/AEq6fPQ4eBJh6wNtP/fD/wBGpALgE5xS7fU+1EciSymNG/ejkxMCrj/gJ5P1GRT+R1oAaB2/lRs56ZFS+39KXjrQIi8vI9utKF49+9SsyRxtLIyxxr1djhR+JqHzZZMfZ4DjP+snzGv1C43N+S/WgCrqMDTQRxCR41e4jVmQDIBJUEfRmQ/UCqE2m3dlagRXcluHUh5LeJLY+5aQhmJPqXFaV1ayywbZ5jICRmNN0ScEEcIGkY5Gcbh0qpLa+TIJHgSFhyZJI4YT9d87PJ+OB9KYytpkUs0VzBEFNvHLs3t+5SddoIZ1TDykg/xMFPWtWOyRDG8hMzxjEe5FVIv+ucY+VfryfeizO6SZt6sCkBJDO2Ttcfef5m4wcnrnPTFW8ccgUCIWA5JJJ96Tt709iBxUTt1qQGtjHAqu7fSnu9VJJQvWgBZJMc1n3FwOecDuabcXPXnC1c0bSTfgXUwIiByiEcH3P+H51lUqKCuykrlnw9pElxcx31wCsSHdEhHJPZjnp7fn6V0Ora1Bo9kHIDSNlYYuhcj19FHc/wBah1DVbfSLMSSc8bY4gfmdvT/E15dr+uT3lzI7vunYYJH3Yx2Ue3/6681uVWR1UqS3exBrerTX1xLulLyyNumk6ZPYD0Ht+FYsn3UB54qZRtKHGcj86hzl8FOSeua6YRUVZHRNaeoszDchPQCkkO9V4GOmadcAbUwaiY/u1wOlWuhE3ZyTLUbHzFx3qzYbVuF9dwxVKFiWUk4qzbyBr1dvqBWc1ozroyTs/M0ZmAmZu+B/Oq0jA2knPV6knJO8HrlaZ8rWsmDwGrnjokelU1bXqVSCsrqB93H86ljyblcjkEfypCokaVh3Ck8+9OVCLxHzwzHIrZvQ44pol0wEX1yCMcD+ddnpw/4lqc/xNXH2IxqVx7qP511+nY+wjk/fNYVPiucVRWk15kd2flNZMHOq2/8A11X+YrYuU3LjNZKKDdkwzIZYmBIHO05qNdxRas0dXo2PsbkHOElJH1u5AP51f1Rt14o68N/MVzGn3+o2arEqWbKS33mZS4LF8Hr3JPFa/wBrnvJDNcRRRtjG2Niw65zkgV6VfEQlQUVucUaUo1LsmB+brXPeMP8AkGzZHdf5it9TzWB4uGdNm+q/zFeZS+NHVHc4HhnXA6VNdsUeEKPlwDioELCUgDA5561LMxMMR5JA/Ku97o1j8DLfDLI2ASGFaMqqyOc4Aizjtms04Ebk55xz71pOnlwHkcx5ya5am6PQoq6dyzYyG3gdjwcIDz61dW6J71nr81rNt7eX+NSw4xWtJtI83GxSqaGilw3rXR6BM8pkhLEpjdj0Oa5WOun8Mc3Mh/6Z/wBRXQ7NXOCSszoCoVck0xlPAI696sMp6dh2qAqC2SakZCRk4z061G0I6+/FWCgJzn3puMLtFNCKRUjI9ajKZHB9uKuGMcFuoqJoyW5NAFdgOgGfWo2Q8Yq15fsKQoPQZ7YpiK6qOmPahgcZPQGpyny8de/FHlhgM9qYEAHXA5pGTb0/SpQFBIpXQdDjnvQIgx0wO9R4zzjBzVgpsxmkIBUg9RQBGg3HB7e9TCMBQc/lSLHkEd6cMDjPt9aEAzyxnPek24ycflU2ADyOKNuCeeopiIGU9cfnUbgZyDjtVll+WmGPIPcmmB5BsHAyMGnqPJY7RuyKi2YGNxIPerECeU3y5fNYN6Ht0o3lsIFVdrg/N6VJGIpFYudrdqY8XJbODnoaaF3SHzDikaq8Xaw64lLwqqjp0pqSvu/fAY7YpzIWtcr/AAng5qNYyrgvz/hT0sRJzc7+noSwyPucxgYHUUExBW3gbj09qbErksUwAKfuVYiGUFjSZpG7jr577FZkfCtkbfSnqu/cA+AO3rSGMqocsPpSqnm7iX247UznS1tYQuGVYyNvPWkORlSSVz1p4AdlBbaB3x1pAMDDE7CetA2m9xNrANsJIHU0xgvbJHepC3llghJQ012jblVOO9NCklawCM4Zk4TvzTRGSGKsFA7etSbAwZ0ACjtmkBDZPC+1Fw5ENYCTAzswPzpDgqowVIHBA61JM4OAybCB6UjyMQquOAOMUaiaimxg3MoEgIAHy+9Cr837xSOPlNLvOBvUlQPl9qYWfowLA8A+lMh2VmSODwsignHy89KU5UusmHOAAR2poVsNkBl6Zp6hkjcrt2cA560i1vcYEAyhI2Ej58dKTy1ywZmKjO04607lo8b8rn7uOaaEbG4EuoHPHSmS0uwrqfuup3YG3ntQ27zNrj5gfvZp20mMkAsnGSTzTWGI8ggoScDPNIbVl/X9fMUAFdxYKQP++qczK0m9AofoVxxSCNs4bBBAAb+7SGLAwzEdw2OtA/etsPBTOATswNw75pMjuSQOh9BShDuC5IftngYxSBVwWUDjGVJ60itR653IdoDHoD/Fz3o6KxAXBPzAfXtQqpt2kgqcZcA/L7UqAhkIyHH3Pl6j1oL12GrJyo3Yx904+7z3pdxKlV3c8lfX3p6lCSShK/xDOMn1pcRgbTtyOQ/Jzx0pXQ1F23IwGChmBIJwCT+lKcFWHHH3ge/0qRiGbjqSdyqvb2prFgE6sBgAjt7UDasNK/LkD9PvUEHaDn6Hjn1zSOw5GzGDyM/d+lRvEcEA8DnjofemkZydtkPUgNwdoB+Vj1X61XmVGBIJBx933qxGXUjBGTzz0PvVaUc8Hg9PX8auO5hV+HUYrfuwMdPzp1vnc3pTY1LJnNLbkhipPHWqezOaF+aLZYjTMpx7VJICqmkjH75cd6dJknrzzWLep6UY2psIh+/Qk8laikyJgDz8x5qRgR5TA06dSZBgc8UJ6ilG8LLo/wAxFIETjoc1XUAocnvVort3DHcVCUwu4dA1OLFUi9PIgcYB2nqRQEy4z6UuCVHI5NSY+cjsBVt2OWMOZ3KuMk47Unep0UEuMVHsJYgdqtSOWVNqzRJBctC2Dyh6it+xvQo6loz3Haua6HFS29xJbuCp+o7GoqU+ZaDhPW0jtYSgYzRHlhyR0P1rQt7tXYI3yuegz1+lctZX6vzG+x+pQ9DWobhJ7dhwXAztrGnVlB8rHOlfU6WOXPfpVhHrnbO8mWIF8yL0P94f41qwXCyLlGyK7YVIy2Odxa3NRWHTNSqf/wBVUUlFWUkzWhJZBIIbPIORxVE2JjmD2xjwoCoGaSORF7KJEOSB2DA4HGatq2eOlPGPbH1p3sBUInLA3EdxOgOdrNHcY+hIVx+Gasw3EU8nlpKDJ1MbAq//AHycN+lP/lSSxRzx+XLGsiDorjcPwz0/CgBZYI54/LmjWRBzscZwfb0PuMGoVs7mMYt7mWQAEiKdPO/ANkN+BJp3lzxKPs0u5R0iuMsv4OPmX8dw9qbM8kiFJrSRR/EDALqM+/ykN+goAiN1MjbJUt0bGQH+0RH8miP86erXkiglFiT+KT7PIQo9d0mxf0NUyyJdxBDBEArbiHvYtp44x2z/AEqx5cbNvEUcj9d0djLMT7h5jtFVYC2loqSLM7PNMPuySkMVH+yAAq/8BA+pqWWWOBVeWRUDHAzyWPoAOWP0BqMfaZFxtEIAx5khWSQ++1fkH5n6VJDCkTMyAtK3DSudzt9W/oMD2qRETSTyfLHbFARgtcOUP/fK5b8ytRw2ZiI2TLD7W1vHF/48Qzfjmrh47UxjRcBiRpCpVAfmYszMxZmY9WZjyTwOTSFvWgv71Cz0ADuOtV5JKSacLnJxWdcXnULUtjJZ7gJ3rNkmeWQKgLMegHenRwzXb8ZVf75H8q1bOzht/ugtIepPJNc1Wuo6LcpRbK1ro4cBrk5kJyFHIX/69aN3qcWkQhTteQjMcKcE+5PUD3/Ks3UdbS3V4rZ1aX+KT+FP8T+lcPqOrtPMyxOzM5+eU8ljXF71VnXTpJayLOt67NPO5eUyTngtnhB/dUdhWFESxfqMjNMmQqMEk55FWbYALKzcnaOK6YwUI6G0W5Tt0JEQDyuvOKryHDqO2SKvvF8sDDJHFUJv9bjPG40oO7OitFxivkMkBKJzycgUjZSPaV6VJIB5CHPfim8MPm5wDWiZzSjr8hIlIcH1NWrUYuQccbhUEajII7VYjOJQM9WBqJM3oRtY0MDzJs9ugqugxaSjHenybhJMeowKZH/qZBXOloerJpyt6kCZSN89dq/zpEYi4QnnnNPY53gf3BTdjh4mx8vetThatsWtNkMl9Kx7r/Wuw05ttmB/tGuN01guoyIOyn+ddhp5xaA4zhz/AErCoveOKo7yZPIM98elcvDBqSR5SeFIkJQZcKHP97J7E5rqcgr0+lZ9xFA9z5ksSMx43FQTj606cuXRmVrmUZ7+IhFureTYSN4lUseR6A4OM/nXVWZm+yxefjzCPmx61x2q6rNY32LW5ljRDjywcAj1wK7G2lMtvDKRhpI1YjHQkU6msU7CtaXKWlPNYfi0f8S2fH+z/wChCttAaxfFQxpsx4/h/mKygrSRcNzg1BMoAx0qYR77fIP3UGfzqKMZuFX1yankLQgKOjp0zXZLsdMFo29ie4TZEo/vFcVdukdrfao/5Yn+dVbr5mXJ+RSoGavPl8jBACGuaTasz0KcE3JDLQn7DOM5+5VqHO0E1XhA+zXSAYCGPmrEGSozW0GeVi1+8sW466nwwP3sx77B/OuXiFdd4WTP2gn+6v8AOuj7JwTOiK5qJ48c9asADnHNNKHGBUiKZXdzgikK8fzqw6E8g49qi2kjk4oAryKd2BwMVHhto9varLIc4B+lJg7cAZPYUxFcAH+VIUxkj/8AVUu0/lzQB2biqEQFT0z+NNKHacMOKsEYU9KQAkd+aAKpQ7gafs+Xgc44zUjoRwPpRtyoyDQBA6qR71GFw2f51ZKZyMZqPbtoAYEy3yg0oQHn86fsAYlT+FOVcdjigBvRsfkaUgn8vSn7ecH6g04jkY6ZzTEV3Q7eOKQA456irJTmoivBwPrTA8TDKw2p1qZWEbgx5J9KgMexvkxnv71KiqCpTO6sXY9ek5J+f9bEjPksXU5oVhuBlXg9KTnJ83g9qUY3qZR8tSdF23f+vmNlc42JwpNOVDG4LHctF15e0eXkA06MmJum/I/Km9hJXqe8OSF9pdDhafNG3kgFePWki3MGO7ABzinzXR8nBQgHvUHUlTVN30KMluVwd5x/KkEO/cd+MdvWnMWZQwO7npTN25mySDWiuedJQUtEP2FlG8YFM5GAT8uelL86MA4yKesfllXGCM5xRsNJy2+YEheQcAHpTHVS24Z9qllxMS4OHJ6UpBdcE4k6ClctxvdFcLgEMpBPYGpNmMArhjzmpNqDckinf2NHmBR5bJnJ4b0ouKNNR3Y243Jy5DZH5VHvO0MW3DGPpUr/ACZUMGQ9aazRru8o5XvQgmvebuMVyUOzLcc0jYGGwSmeRUitEwdkOAB09aaHDsCigc9KZDWi1ELDJZF+XPCGgAuSU4cnhKXzHMvKhZM9O1N80hsEbZN3WnZi5l1Y4K7SNtBEnORSx+YFYjjjnPel3nkE98hvWkYuSof5WA+WkVotdQjMnm5CDOfuU3DCTK4zzuGOlPUtvG5grg8vmldiQvylTjggfeoHZWE3MQQCfLyMj1pOOpO8YOBn7vvSsoI2jIlB59KQICCQArgc8/eoB3EZUHU5U87u+fSnptDYJw3Y9sUHcxyMBh1THSgrkAqSU9O+aBpWd0h67t21VPOP3fr70wZPLAlQemeakYE8sw4/5af0piHDqQ218/hikW73AEcZYAnoR/KlceuQw6joMf40gIAxs3D09/Wl3x4x1A6N3z70C0tZsd02ESBRzg91+tGBggkhuPlA7etN8zn/AFeSe2OtBbB4PBPBPUGkVdDnLeWvGcZ2ngce9RDJxngDoOTj2p7b+QBznPT73vSEdmPbjPemRLUBkjDDK55AHOf8KrTM3Ujlu/rVj92A3O30PUj2qtPt3KADnv6Vcdznru0BYRu6n8DTI8iU55pqnGKkQYmABPNU+pzxafL5FmI5uUJOfQVK6nB56VAMK6t3yasrhoyeMY6msZb3PTo6xcWQnPlg7uhqdgCVPfIFV8Bk2jk5qeTeoXjgEGkyqb0b9BHBDsc54BqFnC24BHBY1M4JZzjoMVGVC2wbGTmnEVRPW3n+ZWGMqT78VKoPmMBmkCjzBzxmp2wZ3KnIAqmznpQIIhh5MjvSKPmfAPFSwKCZCRk5pAu1vrQ3qUqb5U/UrtFuVm96hOcZxV7aDG3Hc1Bs/dEnmrjI5atDquxCGZTlTg1p2eofMFm6f3gKzD0zRnFOcFNanNGbi9TsYLwBVGQ0Z7jrVq0wJHcSEjPHNcVBdSwH5GIHcdjWvbarEwxJmNvUVyypzhqjb3Z7HWxXjLJtYEjqGAq/FchjhWH0zzXMQ3JZomzujXn5O/4VoRPFLKHR8tjselXDEtaMylROhSep1mB71z8cs0Y+8CP7p5/WpotRyxV42Ug4z1FdUK8JdTJwkjeWTjGakEgYYHWseK9jcZWRT+NTi4961TT2IsaQIIwSTTyR/hWaLj3qQXIHGaYjREnGN7D2zS7s9effNZ4uB604XQ9elMC9u47UhbvmqBuh680xrsetAF4yDHNRPKPWs+S+2jJOBVR7x2OFVmJ9B/XpUuSW40mzSkuVXjNUZ73HQ1EtvcS/fYIPb5v8KmjsYk5YF29W5x+HSuaeKhHYpQZR3T3JygJU8ZPAqzDpqfK0rb2Bzjt+X+NST3VvbqS8qDA+6Dlj7AVlXevCOLchWHP8bkFvwHauSdec9EbQpG1Nd2tmp82RVI52jkn8K5rVPEBZChbyoj/Ap+Z/qfSufvdcklZhFuJPWRzk1lnzJHyzFiRnJNOFBvWRsuWO2rLV5fTXX+xEDgKKrqmVj7ZapljzCgI55p6DdbxjA+VsZ9a3TUVZG6puTu+xDcZchD/D09hVm3i82N1UgMVH40yaMLJLx93FTafhWBxyFJ/GplL3TajTtU1RJCwNuqtnIcCqdwmHkBB6+tW0Akid8fxg1FcAEzE5J3Cog7SOirHmpooMxEOMng0hfc2VGDT5v9VxnnGaiJLP8ua6FqeVNtStfsXo02hQMEkA0kbDztoGcEVNGAIkPGQcGq+cXTcdCKyWtz0pLkUTUOGSUY5IzVVc+Q5NWsAs5BwuKgiGYZeRwMisI6HoVNWn6jPKAY4PVabOdsEaj+LBP4UR7nc8EYGKguAWMUYONwArVLXU4akkoNpBDNJBIs6AMckHPcVs23iRIDsdHT17isU4QBMZG7im3YGTheSeKpwjJ6nHOHuuXY7CHxBZSgAzIPqcfzqR7+ycf61fzrhjGC8QB64p8saxnd15zUOiujMlF6t9DsfL0i5mSadYXdehd8fmO9aL63YRgk3cA/4EWP5CvN5VJkbjtT4ADE1N0brVkqznY7S78W2aZWHzbhvTHlp/jXPXus3eq7RKQkIPyxIMKP8AH8aztm2fJGOOlLGflwDj5ulUqcY7GsFZ6+ZLgx3C8g/L1p9w3mCEcdMcfWq0v+uQ7uc1fuYlEgCDqoOfQ0PRq50QvJSitiadTtYgZxtIq40gVghU/Mp5qhO5y4B5GO/vVvbI77mXGEP5VzSWiud8NJOwWcubW89mQfrVuHngDoKoWJzbXeDwDFn86v2+MZznPNbpWPFxMryL0I5Fdh4XGEuD/u/1rkIcZ612PhnHlT/7y/yNbvY45bm+CM88etKeOBTGIPFBYAdetSgB0JXmomwDyPp71LuzgDOKY4ByRTER4yxyfpTHQq3XrTwxHXGfeo3k/iGCfSgQjDqAOntTWUjnsRSb+OR154p5IPY0xDGHGO1IF444pTyevSlBHA96aAayjHT8KY3DAYp5b2pDyeTTAQjjP86ZsGetLkdM9DSNge/bFIBCDnGaVcc5FOQE8H60p27sA/lQAgUHkA0KgXPeobqTykAB6+lNgk3pknmi+tgLBxg8/lUTcdOfWnn654ppB28iqEeIMWXgj5yfWlTKjd/FmiSN/wCMDcelSJhUO9RntWL2PWjF82ug5y/DSAc80qyFgNw4oKvtR3T5O1Jhj8wX5AaRvqncW4VBsIOFNOjm8rcVG4H9KdczRSRoAuOecVAisFO37vSjoVJ8tS8CxERInA+YnpTrmVmjEJj2mmxxICpTO6ppgVYGUcetJnRGMnBplSRQqjYeV61GrIUIbh80+UK0h8vjioxh8Kx78mmtjjn8Wn/AHKwjYhxuz09qMMhDKdxPOKGGxmAO5fWkc85iz070Cem/T+vmIS7HK4Dk0hEm7BYBgetIMlgCNrdaXew4fGM/epmd09x5kOzayk5P3qjVX2/OCVJ608yEoq5yntTdzgjncmelA5NX1Y8wgklCNoA4JpmwHJUBeelOJDnco289KRyzNlgFfpxQrjajukBVCnB+cnpSIu6QbMq+e9HTg5znrSHd1IIXrnNMl23sSABiFfAfPL05shFVh+7z971qFQ4AJ+YEnFSMH2rtbfnJ2jtSLjLR6AyuqqG+ZSCVx2pjrztLBhxk+lPWNipZGJ4+YHtSRqA5KpwCOPWgTTfQaHULtfLKM4I9aUuduDlgOntUgHO6Pk87lx0oIUHKg7eMjNF0NQlbcTfiMAr8oJ+fuaTzGOCyjOPlI7UpRdoZCOSfk9KepRflQllONwxSui7PuRkZOXJwc/MO5o2EORjDdevapC65OE3Lz8p/hpPMITarAIW9OaLi5YjljbGUHf7mOnvTRCQN5OUJwfXOKSUtu3bmOTgN60q5L4LBWAPOetLUr3b2sP8ALReDKOmQRz+FDeWh3AHcScjHBHtTFDDdlcDHIx2p5I8tQWyOoP8AdoKVrAZFK4CcdueV9qYWkZmPAPQgDrRkgg4CnHbuP8aUhCcjIHcdStAm2xpII+8SAMDPb2+lIcdcceh/nT24wMAscdD1H+NMztx0ODwf6U0RINqYOOvY+v8A9eq0/MuAMe3pVos3IC5B+bBOPxqrL99SQMY9KuO5z17cuhEP9YARTs5kRgDmmgEODmnEgFcHoatnFHYslTvHoDmrSDMLZ+lVXcgg561ciA8o4rCb0PYwyTm0QRruXIHRqmuDg4+hqGBvnbpjPap7zhEcdTx+tJ/FY0h/AckIxb95j1qu0n+jhccg1aYFVf61RCt5bE8YanBEYiTXzTHqpJ3HgjFTRgedJ6VEThvYkU/cftLKB2oZELRa9f8AMdCMM4GeTSbcyKMk4yMU2Fj9oYDPFCHFyRnoaTWrLUk4xXmSsmImA9TUG0GHBFWZD8rrnoTUYC+Sv07Uky5xTfyKnlbUT3NRbMvtq0ASI8jjcRUYTM2R3zWykedOknayIXiI6HmmAkHkVdkjIXjv1zVSRSJMY71UZXMq1HkehJDdSwMNjke1atvq4f8A4+E+jL1rHkQA474pu1hyDUSpxnuJSlB2ep10GqYjzHIJu+0nmr6X6HBZWQ9fWuCDMOQTxVmLUZ4x8sjY9DzWMsM/ssfPB76HcpdQyMcMMY6gcU+O4VlO0uCP0ril1ZxgMoI68Vbt9Yjj6+Zj2NT7OcQ5YvZnYbymN1weem4Cka5uFY+WobHqODXPx63CWwLhk+ozVlNWj2fLcxH6jB/nR7SrEXsUzZe7ljjUsp5IBAFPikklJwcAH06/rWX/AGm4GfOg/Bv/AK9A1ckMTNAFHo2DS9vUD2Hka+HyMyH8BQEyxG52I5IJrCOvAAg3UQ56gVXl16AHJumb02LS56r6sPYpHT+VH1wvHNH2y3h+9LHkdgcmuLl8QwHICSSfVv6VUk1+YriKJI+evWl7GpLcLQW7O5k1mJd22JmwOpOBWLdeIydwkn/4BHxmuUkvLi4YrLKxB7Z4FRoCGz6HAPvWkcNb4mWuXojTu9Zknk228YQdiRzWbIXkbc7l29z0p9rGTcDIPcGrAgAkOe4OK292GiLhBzV2VBDt+V8hiMgVKke1nIyfkqaZD5q89FGeKYCQXz2XBo5rouNNR6EqDfGgxgsxqQRAW8R45f8ArTbf5kjwf4/wp6km2TBBxJx+dZyvc6oWe/YW4h2CZi2d1MtPmlPpg0XMhKuD3JptixyMcjBpa8uppeKqpRJoGxAy5P3hVa7BEknpgEVPnbGSDgZ5pl8NwZgf4RRH4i6sb0tOn/BKL5K/lmkRSrsB2pTzD170NwDtx15rfyPLtrzFhSwQ89WFIcec5I5BqGOQngnPI5qcjMj7emKhqzOmE1NK39bl1GYyZA425pseCJsZAx0NPY42Y/u4IqGJv9cc9ulY7nottNJi8ISBk5GapzsQYWxkjFXMhpMZ6oapyDKpjPH+NaQ31OTEJuNl/Wws4Ky8+vpS3aZLHcOmafdoftBPJ6GobjO48cEDmqi72OeorKSaGnBa3I7damuFBwMfWoRuDQA/lU03ytTe6CC9yV/L8iKQqA3Jz7VFAQN4z2pZx8/17U2Dq/sKpL3TmlJ+1RLIczL/ALtMQMFyPWlf/WJn+7SxOBgY6NR0K0ctRGX/AEiME5yecVfuZP3irn7oFUSSbpP96rDndcEE8kiolq0b0nbmt3/Qkmic3BGSeRWk7sCHU4AQgg1Rkc+apHUttqw0xVSShI2kex5rnnd2O+m1FuwtuBHaXPPLMlWbd+MDtVUN/okp6ZkXj8DUkDgcHrW0LtHj4rSpoa0L8iuw8OTBbeY+rD+RriYm4rptAuFW3mVmAbcOp9q6UtDjmdObgZphufeqBuE7OPzqM3C/3h+dLlJuaX2vHemm896yjOOeaja4GetNRFc1HuwR1qM3QwTmsprjjrUZueOtHKFzVN32zS/avQ/rWL9oHrSi59DRyhc2vtQ29etJ9qGOtYv2rnrR9pGetFgubX2kZyTS/age9Yv2ketH2kY607CubD3HcEVWW8Ibk1RF0PUVXlmCsWz1qZLqhpm/HdA8hsU77QpJOa56O9CnrVgXQPehagy7c3G9zk0ttLgEZrIa5Bc5IqaC4BUnNSlqU3obIm9DSm4+Xk1kPdqo5NQNdlzjd+tU9CTzZ5WBBfoelSh03fveeOKhePfksw9vahR8wDnOazaR6inNS1JzMzx4HKrTlk3AhRhe4pscB8suhAA7UKpLcYANQ7HTF1NG+pZupbcWyBVAcdaroSiA/wAJp8oUWyjALZ9KhWNkAJOR6U9Giqkpe0v5GpC8VxjY21x04qG/DoF3uGBPSiCNp3zHhMUk0rR/fAcg1UndG0nJxu+pSLxtIcZGBSM4YKCCPeo5cyOzrhSOgpPm+VZAcdfrRY851HdoeCQDtIKUhkDcggY7UogIAcYCZzjNOkRZFL5CtnoKNB8s+UQujvtfsOMUxTtYFl+QZ6mnoU3ESjnHFAZY+oyKA31b/rzDd8o2gbSc0qKcjyjub09KaAVUFCCT1HpSIWMmY2wQOc0WBOzV/wCvQkX5zhhh89aCuXxIwGO9RAl8Bwy/7XSlfGAGGV7etFtR8ytf+vmK0p4RiSo6YFAfYfnG8EcD0pip6nIA/Kn+W4UtF8y45zRoQnN6igtCA0YDAjkelOVhnfGSpAOQaiQ7gTwhHX3p7FmA8xSpx8uKGioy00/r/IHO4kodnTj1pUkcSZBCyCmlCBtlIyehz0FKroq7XPAzggd6Bpvmu9B3OSSSrEZ+tDbmkBIAfjv0pGmDfKyl+MA+lAY4I4Kg596RV1shxyQAcKexA+9Ttm99rHZJ2OeMVHtZ15YkAcf7NIEGSWG5M45PNAX8iRdpOMgOO2M7qVmV+QP3meR2NMCKjAMxKHHI7UpUgrggA/dPcCgpN2tYXAIbYMY6r6UpfKDksoBwP7tN2bchj1PDAcE1IFA35IVv0b2pDSbI8kHKnvwT/WnYIKgLjI6Ho1O2lsnAxn5lHH5U0r8gy24eo6r7UBytCDnkc47d+lBDZznOeh6UoJ6k/N0BHf2oLEsyqvX7y0C6CELkEcdj/jTioHLfz4I9OKYUPBJyT0OaUhWAByOfujt70wWz0DKjleeePb/61V7gnzMk59/WpeOMHn69faoJyGYEDB7j0NVFanPXl7g0n7vanSHnBBwDmmNjYDQxOPWrOVvdFiQjyhgcYq/B/qhyOnFVPLDooHTFWLUYjHOc1hP4T1sKmqmvVEEYKyNk45OasXIzEnPQ80xx/pBHr2qaTJQr1ANTJ6pmtONoSiAXzY2XPJqgQVjdSf4s1fiTG8dTngA1VKgkAjnJzTg7XIxEeZRfXUi3ZY4IIwKmGDcKQcZHSoigE5UHIxiptv71D6HHFVIxpp9e437l3n1zxTo1BvMnvUco2XCcnqcmpjhZ1IHGKT2LitbdmKgbEuR0NNP+pUj3qeNstKtRbgsIyetTe7OhxSjv0f5jEO6FGHQPTFOJQMdT1pY8iDGBjdwaVUYzDnoaruc6u+W3kTSgbcjHaoJE3SKBjuanlTkDNRhf9IXdnpUxZrWjd2a7EO0c5HJpHjGcH0qdo1U4z165ocZbGOcVXMYuirO5UjjGcH1qOVQruM96thep77qjljG5i3rzVqWpyzo+5oUsYXPvTtpBxUgXdEAOm7k0bTuXIyM9a0ucqpkYzu61OqHcw3fpTvKIlYAYBINTrEN5+lRKSOmlh29yqyMOpqMbm9eKutF19DUQUAEgHHp+NCkFSg0yDYS3fqBT2iAl2g9fepghJPpkcUTxlXyOtHNqL2Fk3YgMYEiAY96HUhB6bjxU4U+YmByelRz5ECk+tClqKdJKLf8AXQVFDTE5II7U5UCq24fxcUiZ89DjHAzVoLujY9fm9KmTsbUqakvPULCM+cznoO1T4zKARxtP86dAuJnPsOKV2w0ZxnhjWMpXkehClyU7EIH72RSQcLUezMcpJ6d6ljA8qRurEf1qAklJsDORVIymrK78yWFQqxYPXJ5+lJCceWM8FxUcLsYowQTyfyp2R5Ue3OcinYiNrJrsOuHDW7nvuOfam2UgUoBn5sgg0ska/ZWfJOSRTbRV+Vj9aNOVlLm9tF+X6izki1bBHDU6X57Vj3wKbOA8EmOzU5V/0U+u0Uuhbu5yXS3+ZnAfL14FTNyFHrUTkYxknn8qdu+6AMmt2eZFpXQQAbySOB/jVkkFpcdqrxBhn3yKkf5bhgO46/hUy1ZrS92CNHacqecHpmocFY2wPvD+tShsqob8Kr7irnJ+Ug8VgkerUaSTYoyJgfVT/KoG+5Hzx/8AXqeGbzWRSOgIpEUFQSDweBV7bnM0prT+thlxnfknsKiuHAbpngVLeMPNJHTAzUcoDNnHQDvVR6GNXXmSFlGZLcjqf8adOCxOe1NZh5sGO1LOwLEE80dUN2tL5fkQSkNx044qOLJLAHHFTSJnJA6DioIj87AjOB0rRbHHUTVRNkjf6xM9MU2PnJHTNOYAtGDz8tIilTjtml0Cz5h7jbcKQeh61YUF7ksD05qtJ9/rgk1NGds4H8I5I/Cpex0QfvNeZYQ7uSPmDjn8KnldjCQMDjj35qBOFJBxyKd5hKfQ8fnWDWp1xdkyR5Fi0ne5wXuAfwCn/Goob2PI+YYqZYIrmELIDsDkqM1PHa20W0iBRjocZrRSVjy60XKbZPaXUcjBVYt/ujNVPEF1JFeR4iuYIwm1WPAc+vpWlDtGCB/3zXTaasN1aPDLFHcQnhlYBvzFaqpbcwcNDzEajLn/AI+Jx/wKj+0pe11P+dekjwT4ekkJe1lQHn93K3H4Zqwvw00K4UmBpmHfbKePrVxkpbGLi0eX/wBpz9rmWk/tOfP/AB9S16e3wq0s9JLkf9tB/hUD/CqxHS4uR/wIf4VdhWPN/wC07n/n6ko/tO5/5+n/ADNegt8LLbtd3A/AVA/wuQci9m/FRRYDhf7Uuuv2l/zNKNWux/y9P+Zrs2+F7DpfP/37FRt8MZh0vv8AyH/9eiwHJDWLz/n5b8zTv7Zvf+flvzrpm+GV0Ol6v4x//Xpv/Csr7tdx/wDfBosI5z+274f8vB/OnDXL3/nvXQH4Z6mOlzEf+Amo2+G+qqOJ4D+dFgMQa7ejnzqX+3b08GQH8q1T8PNYHR4D+J/wpv8Awr7Wu3kH/gR/wpWAy/7bu/7wp66/dr/EKvHwDrg/5Zxf99//AFqibwNrg/5YRn/gdHKFyqdduScnFPXxDdKMACnnwVrg/wCXZf8AvsUw+DtcUf8AHp/4+KOUdwOv3DclRTk8QzIfuKfrUR8J64P+XJz9GFNPhbWx/wAuEn5iiwrlRELDfvOB0WlCEMHzn2NRskhy+SM9RUsXQM2Mg9KxZ6kFd2sSASSAlW2gcketIoaRtvTHenMS7HHy+1KgMrhAcVNzpUU2l/T/AMh5mAtvKZR14OKjQqrL39qkkdY4DGV+bOc1BGCrDaSSOlBUpNSSNBHDyZUlfWoJHEVwTy3oDSwwiSTLvtHeq8oKzEodwBxRvobVKklFSa6/1oRySJvJbjnpSLODJiUfL2oKK+S+c5zT0TPVSePSq0OC8+a9/wCvMiO4KrJkjP3acDvXJGGJxinJaTF9+MDPFPa1O3GCGobRMbvYif5ch6btK5ZMsOpzT3R4/lIJHqaapPJVsjOTzQOS1EAXI2LjHUZqXKvk/wCrIGOlN3oQMLg+lOaQMcSjDY4pFxSXUaHYqocZTkCkztYFcH2poV0IYfN149KdycOp+amRdvcMgcxknPUYp3mAnKDbgcg96iUbs/wnrx3p5IBO9DntihoIze4128wbj8h7YHWpGErLhzuwOMdhTQxCkkAjHPHSlY5DiPOMcg96BruxqqwR+dyg9zQFGwj7wOeMdKMM5OPkfsBSlS3BOGHf1NBKXkOARQdnHHzA96CSZSUTaw/hxStjIyoV8DGBSMSzfPnOT8wpGm2n9f8AAF398EN/ECetKT8+VG1jnK44pWBwgk2jIwregprYHDksueGHc0FarcFILjaPqpPepMDI2jP95f8ACo8JxkhGHO7OaeJiwQN8pH3SOKGOLS0YFztO0YHOQe1BPyAk5X2/hpPvY6Bh0I7/AFpuAQSp5yOD0NILsXhXGxv90n0pSXVuBtOOR0poUbtx49vSlkfr/ECeDTFeyuxRllbA47j+7QHxjggjoRSDdnhgDnr2NLtZuh98f1oHfqhHfn5lxzyBQGXseexpuVx/I9ce1PUktwmW/u44NBKldiAA52jr1B/pVaUHdye2BVneeB0Ud/Sq83LnIznpVR3MMQk4aEa5K496eAWR+tImME/zpYsksKtnPBXt5lhCPJU+lTWvIHWq8Q3RDjvU8GAw5PGaxlsz0sPfmiwlOLkt6U+SXajH1xxTJCGmzjtSXCqVX3FSlsauTSm0WYjiVuOAPzqiSfOIz39atIW85z/s1VlH70Z4HWnBasWIleC9Rm4iUkDgHmrCSbgpA5LVWU79xFTIREIw47k1ckc1GTT30f8AmLOT9sAyeTUtxhJUI9Kbcj9/uBxj1qKRjIEIOeaha2N5Plc11uWoOWcn26VGwJgBPYkZqaHaC4B9P5VXDExMM8AmpW5vK3Ik/MWEAwPzwDnFOQEXZ6kbqZD8iuADUg4vSfWh9SKdvcJZl4Jz0NMi5mOewp02TG351FG3+kkHjj+lSl7pvUaVVDHbfJjPQ1ITiYLjrzUbKPOGCOWOakbH2lO/FWzni3q/MaQGdh23UModstwGan5G5/UU2b5mJ6ZY9vahPUJpWKiKDux/eHSnbB9Oabb4DHnIBFPc5YAHvWjepxwS5LkzIQ/TrzUiIS7EDgCllGJgMdF496VJAXdR1PNZNux3wjHm17gUAyD3FVlTGfTmrzA4BA9qrgY3Ej1NKL0HWp6ojI2t9WFOuBhm4xgCh870/wB4ZqSVGe4deB8vFVfUycNGkQquJUPr0qGdcRqMdSKmXPnoM9qinP7oc5wf61S3RlUS9m/67ABtudvbFXIGAjYn1qkxzdL7VZQEW7k/3qU1oVh5Wk7eZaVh9pkB7oKZO4jkTAyApqGJgbwHtgAVbkx9oQYyKyatI7Ivmpv1K0WCrjn7v9ahQgbwScYNPBVZTg9jkVFux5g9jWiOeTSS8h0BAjjJ4G4090BVADUUWWSLJyDnGalXHlJySckU3uTTacbeX+Qk3y2KAdzmo7fJjzjgdqJ2P2Ue1NtyPJI3kYHSml7pm5fvV6EzkvFJgdTmljcmzOBg45NJHIogOCM7uajWdfKkXcOeRU2ua80Y2be6K+3cjHHFNUkMD2BFJvwMfrSFwI9vfOa3SZ5UpR3ROCS5IPGTUkiEzc/zqCKSMRY5zn0qYzqzgjPTB4qGnc6YSg46s0M4K1XwDNjtzmmmfldobjj7ppqtIrFvKlbPfaayUWjvniKbsrk2ArptA6H+VIpCQgnvzTB9oIGLeQ8HtShLoxbPsxI7ZIp8rM/rFO7aIZn3kkjGSKV8BeuTilkt7svkRbfqwoNncsuNiDjH3qrTucrq6tkJJNxEBT5wOT/nrUq6dd7hINnHHWnvYXT4DlF/CndXWpMZrlkmtWVJyQQAcdKgizufHUitFtJuGG4yrz7U0aTIM4lAz/s01KKVrmU3KU+axWOAiEHk8UwZBJ61fTRy2AZmGPapBpAY4aVy3fpS5o9ynKT6FBcSXCrnGae4KTKSRg+9aC6FHy29uPU4pp0e3DYL5+rUnKPcpTmuhS89FyC+PmzViHfIgBXamc5PU1aTSLcNwvI9TnirCWsfRHUf0+tZycehaqVCOPIUKBhR0qwkLtypHNN8vy8neDg9hU0ciqwJ3An2pKJkye3tyT94Rt2JHFb2noIHDzL5UmMCVfuH6+lZtuxdl3xMM8ZzxXQWReBSFTeh/hzVSZDLqtu+ZlPP8acg1MjNGweNzkd1OCKoNbRM5eyne0nPJj6o31Q/0xUbXMkQ234NqeguIzujP1OPl/H86lO2xLR01vrJGBcLuH99Rz+IrUilhnTfEwZfbt+FcaZmiRXlKvGR/rU6f596dHdumJrZi+O8bcito1mtzNwOwZB2FMZAeo4rGs/EIOBcIT23qMEfUVsRXMFxHvilVh7Hp+HauiMlLYzaaIzGoB4yaaUX+7U5IHGRxTGI5561RJCUB/HrViOEbOnvUBIHccetSpPjAxTExTFjnApuxc81MGWRc5pCBQIr+WoY8ds0GIcgCpODx1oAGeGJoGM8oFefSmmBfTip++e1Rsc+wNMCAwIeMCm/Z029BVim5wOOaBFYW6c5UY7cU4wR4wUBxUgBxxjNAzjrQB89hCzFmbbjtUqR/IZCQNvQetKY3lfIQjFT/ZpHwMYrj3PcjyxbZVYeeSTxU8YLsqIcEd8VfaxR4FwMN65psdrEFAOd/r7UrXNIzjGV73My5DK2084PWnwgod6jNbEtpCYgxUk1HGkUXCp8p65p20sQpxU3Jle3tnn3EDBPNC2jwO3yBge+auo43HAwPallYHqoP9KdkiKldyXu6FOKFXXlNueoxVpbVRg7QfwpVdVOQPerKyjjIppJnG5z6kPkg/w8VItqrjGKtRlG4NaMNorLkUOlbcFNIxm0lZuNnWs+98PywAvFnGM7SOtd5aWq5GRVue0SRNpT5TxnFRZobranj0hdWEcikMOKXcVZt43DH5V1/iHw6dpdEz6GuVMEsOUCkjvTNoS5tbkKKPMLRE464prbjglduB19as/ZyzfKNvFSC3LkeZjA6YouW4q1myopHzBwScDafSpdrRjB+bcO/argiRQMAGnpEvGRRcj2iWxnbDuAHfrUjW7uSVGPQVo/ZQ/RauwWPQkUtSXV0OfaCUDc68+ophcFSrqcfwnNdktjGyYxWZf6IQC8S9RyKY4Vlez0MFXZQykAoerelG4KeAXj5wDT2BidkBIwcbD1NRlmV8Ku188/Sg2bt1CMFOmWU9R3FCqTxncDng9qduJYYXDDt6+9MZuM9G5z70C0SDCq2SNy+lEexWDAFh3FOJO7I4fv6Yo8za4KgIw7etMSSuDFsErwvVh6UgUAc8j19KPMJ+Yr83fPc0iOQNwAAzyp6Gl0BtNkigdzg44J9KcW6gYVuhGMZqNnXgjkdMf1pfkJ4+6e56j3oLUuiAEckDjPI9KTLMvJO3oGp+V6MQP7rUgcYwB9R6igGvMaEIPYk+vf3p5Y7Bkcdj6U3cWbgbR6elNJy/J3MfyNAtEtCQY+VcgNnt0NVpgS2Tx7VOrEZXA69KrzMcAk5zmqjuZV2nAjHXpUkYOGPX6VGrf7J5p6MVUjY3PHSrZy02rolhJWMZHerEIJI/UVVjZwmPKY/hU0TujcwSE544rKSOyhVjG12OkP70HHalnYBUB9KY6XEsm5YH5GAMUSRXT4JgIB96SS01LlWVpW6+RcU7ZHfrgDH5VUlAaZQR2NSCO8yx+znkY60xra7Z1OxVx6tUxsnuXVrRnFJJ/d5ldMI5H1qWcmRkJGAMUfYLkyZAXv3qT7BdlNuUxnJ5q3KN73OaPMouNnYLvBVsdf/rVXix9nUnkqauNp9045kTnjGKaNJnVdplUA+2alTila5pNylU5lEnh2jeM8npVbAxKBxg5qwum3HmZWft3WlGlSAH/SG564UVClFPc3lVcklyvS5DEflf06UrMBd59MVYTSycgTyHPXgUf2SPMy08hb8KXNC+4/ayslykbsChGM8etVlybnJxWidLXdgtIfX5qT+yYg2SX/AO+qSnBLcdScpyTsUHK+ZgdSRRK+24Ug8A1e/sy1ycIx/wCBGk/sm2Zs7P8Ax41XtIGbdR7JL5lNXDF8kDJqKeVRKPmBw2cfhWoul24O3ysn3OaU6Xbbv9Upx9cUlVhcJ+0cbaGNFKvJ4HzUqugmOWH4mtxdOhB/1KflTktbcceUp9sU3Wj2IVOaS1RlT3MRdQGBBpiTRLLuJ7HkVuCxDsP3Y5PAAqdrNIX2bAXHUADArNVo2skbNzcua6MZruIrwGPH901UErMzDypDx/dNdMbQ7dxwB0BPApFgO0qo4PfHJpRqxWyKqSqT3f4HNmRzwIZMg/3akd7lpA4tn6V0P2UKuTgDvmmGAlsIMj1o9uuxHLP+Y5vy7vzVJtmOBjGaQ2t46FfI2gnPJrp1s8EEjIxk+1P8pjEESLr/ABnuPan9Z7Ih0L7yZzBs7zzt3lrke/FWFtL9o2QJGFY+vSt9bM7s46frVn7K5UhlCIMEsRUyxL7FQo2vaTOYh06+UsweMcc8dKcbK8dgRMu4dMLW/wCV5j7YlIiHtyaeISqg/wAql4iXYpU7K1395zX9lT7smcA/7tNbSH6mckn0FdGYhsLk4BOCO/4VE0Epcl1wzc9MdaaxMyHQh1/MxF0fgfvn/LpUo0hBjc8h/HFbCptk/Q0bCJOfuqePek8RN9QVCC6GQdFi2glnOe2aa+kQIcANn/erXyqkNzgDPB5FRffkZsEbjwD2oVefcPY010K39nJMULRF9ihACTwBUI02DzNphAY8YrWmSaG33FCocld3rTbQOkiy4B2noR60vbSte5Xsodit/ZkCwBjAm4k9vTFS2lhFuYGBApH3jHuwa0nJLhNm1UHC/h1p6xqIZR93AHfgn0+pqfat9SfZRvaxmtpwSR1XY204yFxSm3RpE2rjK859c1qxwMsZcpyeeehpJbbypoDkfPHuCg5P+T1pc77jVNFc2+2EqVUMemevbmkS3LRkMg45GR1+laYgYMqiPLEFeR696ZBH86qwynQnNJSdy3BFL7IUlDMgwwK4I6npVYwSDB2jgnjHNbbR7oZG5XyWAxnGMgZ/pVRXdcFlGwYAIHJHTmr5iXBGc9qrDfs6H5s9hRJZRM5IT5Tx8p71a81Um2tFlevBxuB4pVuYkdo1QFeCik9OOaakTyoz0sSSQCwwOfSla0kCAPKRnkc8GtAOZCz7WBAyDx+XP0qRpEaP5lJJyPl6g/T0qluTyoyHh4wS3HUA8EU/7J5m3GTkfdz+uavqBKGQ7g6+nWmxxhtzBBlDgkcH64qkTYzWgjdRsB3fw4PBHp9adHbxMSpBVsdWz8p/wrQktYTE8kSntlMdfxqu0YY5TdzwD0x7GmJogjhiPEnytjAyKtpYwOOVTeeRnv8ASmRxq7YkG1u+e3uKlV0V0VgcE7lPr9KWwWIpLMxTFSqfKM9elJHAitg7On39v6GtQKsiOWZBu43A4H/1qY0ARQTj5ePmHI+vbFFwsVfsbnBBw2OH6qR+FAglRth2n059KuorL0OFP8IbIJ9vT6VJKuVVgCNvUGrUmRJFdRLAoZyPK4zk8Cta2mHAUgEdutUzEI8SBtpxg7uFxSKGtmaUJ5aZGRglSPoOn1FPmuZNGndW8V7Gu/Kupyrpwyn2NS25ngg2yt9owMbxwxHuOlVhfJ5SupDxkcEHOfpUkNyrgtG4YAZ68ge9BFiMQRxln06YwMx3eSR8hP8Au9vwqv58BlCXUJsLr+GRT8jfRuhHsauGaOQ9Vz3wKikGFbeEeLnhl7UxMhlnvbdylzH58BHE8HDAe4/wpyXFwF86ymS4XupO1vzHf602NEt4ytoAqY3CIklfwHYfSqUjwPcBWDWd4ehzjdj0PQ1aJZehv4ppylzeanaSH+ATHr7dQfwNbUelXE8Xm2+u3zJ6rKDj6gjiuSlluIQ8WoxLcQHgSIPm/Ff8KsWV35O19OuyNvVM8gemD0rWM2tzNxvsdIdI1A9NbvD9Qh/9lo/srUxyutXGf9yM/wBKgsfFcDN5N6PLlHBKjB/Ef1FbKX9vIoZJFKk5BFaqSZDTM9bDW0I263J+MCf4VK2n+IFGRrKn626/41eW9iBzvqdtQgcfeFVoTZmN9n8RDpqVucetqP8AGmmLxKOl7ZnHY25/+KrXF3CRy/WnfaYMjDjpQBjEeJ8YEtgw94WH/s1MZ/Ey4+XTmx7OK6BbmHb98HmmedGw5ccdOaYGF9s8SBcfZNPPuJHH9KPt/iEfe06zPf5Z2H8xW008XTIo8xOTuHT1oEYg1LXuv9kQHHpc/wD1qYdW1kcNowPP8Nyv+FdArpgfMD+NMdkIIG32xTA8UQhwGznPtUwPGR1qpokyyZRsZFdLHZqy5AGK53Fpnf7VGGRK2fvY6jNSxRy/LlTW2LMVMtmvpU8oe2RkiJmUDGPWj7EX61tLbKO1PWMdhT5UT7bsYy6dkdDUy6Zu5K1srEPSpViNKyI9qzHXSx6D8qe2lD0Fa4Q08L60Ndhe0Zz7WLxcgGrNrOyEKa2WgVhyKoz2W3LqKqFS2kiZO6NC2kEij1Fb1qUmhC4+YVxNrcPFcYPSus0u4xMpPRq2UNfIjmLtxpiy25VhnIrzrxBo5s5mKrxXsscAlgyB2rmfEOki4gb5eRSqU7ChUszx/wAs0BD0Iro30YBiMVAdKO/aKwcbHUqiZkx2xc4UVow6ccDctbVjpHk8sOa0msNy8CouJy7GAtiqgYFPSDBrWNm6HkUhtsc4rSJk5lSKLoavxWnmpyKdFAQQcVpW6AEA1SiS2cL4j0LaPtMK4cda5HJBIcDIJ59TXtV7ZJNAyFc5FeS63YNp+oumPkbJA9PWs5KzsdOHqfZM53YkBzn/AGqQsQoDfMvY+lKMIcj5l7A0xWwpx09KDpbaerHg+vI7GkBBbD5ZfWjPUrx6ikRirEoByDwaBX2Hk4XHUccjtTS3ZiCexpu7D8dD2NG4D7q5+tOwnK44tngD5qdjJJJwe6+tMXrkcijjnd93sfSkNPuP4UjA3DuDQSOMdPUDkU3d8vzfnTWf5uDg9fY0WBySRIMA8Y3ep70n3h8vXqQahaQDoc/SkDyPgID7Gnymfto7EoIBG89Bxir0MIeNXYAlucYqnDZTSHLHb9a3HUkAzzbmCgcAD6VnUmkt9TSnzNaorLGqjG0DvgU9UJ5CjHvUm6MAhPmY9+mKVVduCQB6CuZyZ0JJAseVp6JnIUHg0uY0Xbgbh+Oaehd/Zfes3JlKwjQ7W5fA9qULGOQDkdO5NPJUyDJ3H9BTxywG0YHp0qeZlob82MADkd+TUJi+bGCSPzq+EBXJ4X8qUFNuI0JPf0qVJgyiLdjyRT/IUYAJJPHFWFjZ1Ysw4/KplVBhiR+AqrsXoVjCSvTHHbmhLUbc4/E1oiF2GVGB3YnH14o/0WLI3eY/8qFewMpLbFm+UdOpqUWyohLYcr1A6CrwZ5QAi7QD3qJpYbcMSQz9T2ANNDtdFOOGR2YRxkAdaX7NHGd8jc56elSvqOTiNdzddx4X8u9Qs0kzjzG3sP4ew/Ck9A0Qx5l6JGD6E8D61CxMpw2OvRRViSPYdzEL6DqTTolVmART6Hn+tCfYVyqsLElj0xngU4RluAK0PILnphByEHI/+vTpWS3QHI56DvS3YXKiWpAycY7dqGEEa7iAT2A65p6yTXDfINoxxkdanWwAZc5YnGOKdn1FoUwHnXJURr6AVJHahDzjpnJ6VZZdrFEwWB4x2pVjI+aR9xBySTxTs2IY8LKNqJgA/e7n6elBt/JAwpLHGBjt60+ISykhCBk9cfyq2kUUHO/c7etFh3RVW2eXDTkkIOFHao5HjiC8feB4zzU11cFyFgUsxGC3p9KhW027S3LZ4FHKPmQxYGldDJgDoAKllSKJGGG38bUA60pkdZAqDc46dMCp4bYO29/mY9cmhLW7E2QhHuG3yqVGOVHQ1aSHbEuWYIO/p7VZljES7ypx+earOwCpI0mFzwvc+wqbajTHRRwFGkcqqr03Z/lUMitckF8BB8wAPPJ7/SmndcSr5rYRSSBjge+PWp8BWJC7k+vWqtYOcjSFI+c/59qgmAQ7mTAHA9BmrMt0sbMgwQOQSOg/xqi7PcyA7SpPQevuaVgbQxYyV37Ds9M9KtCIbSQyqWAA56etIkjJGykkqOMAdagmZyyqr5Y/MSG6e1KwXsPO24IEalUGOepOO/8AOm7MsETk9OTxUiMluqYXD46f1qpLOGbam4EnLc9vSiwX7iSr5sqoSCuc8DGD3p0cYZyzDIzkgelNZkAQKWGeW5omkRSFRyrEkMfw5o30En1EnnMzKqhvLTO0E9BU9pGvzIVJJw3sD6VWjUbfMZ9qjpx1q5ZlGglZmGWKnk/oPzFDBPUvzQxpdSopyF4yT1qAgkyRZ2g43DHB9KflpSsuQM4yo9OlTRyp5axEJvdixJ/lmiysO+osUAC4Ybsg896WSNTNCo3EFc+nTvVmNMxyOGUccbep/wAKgkl+WE+Yu/ed2ODjFNiuLNG7NEQCVHBwev1qKFisjqFOOhBqwrB4EZj82R+FUpnkL5wAjD5dvcVFtRpjruJNwkLsAwAxnhvqKqACRWBG3djoemOauMFkt85BYDJ4/OqhmbzCSgHyhSAOGOKaJbK8qARAs+Sn3fQimkCRc4Xdn5fb8e1SSBXYoF+UYKnpxSBEErqGOw8jPp2qiGxYsSqWPXHGPWnDEcuBkIfX19KhZfKlG0bQeG46H1qymJXVGY7cjHNWTceYxNGR5iiSNQVJ4Df7NOWUSJkplyuCD3prYSYxFOf4Tmkdcr58RGFH7xPT3AqkIjT5AViyCecZ7j0pkyuXMkW/djDjGMirMZQkNlSO/vVeQbCeXI6kKaq5JWbb5xZXJA/i9KtI6OAksY39yOnpn/8AVUMkDNG0qMFIGWB/iH+NNWVHG1mbHBBHY0xE4zaOQxJiI6H0960YZgYRhsoRg9yP/rVlGWdCbeUR/MOCQSGFSxlrUoyDPPTJ4/8ArUrCubCwHy8oQyNyeenuKjMexQJB8vRiRkD/AApbe4Mqh0YBcfMp7n8KsSQidcxkK3r/AI0EtkAjDEBuFHQdc+4NMSCKFHiUMqbicxjaUYnOSB61K8HlsY9gZSATGO3up7fSnxmFlLqXZ4/kbb99PTIp3IZUlsrtCZLdAVfltpGc+pXofqOah8sqscxl2Sf7RCtk+hPUexrSWVAu5Cpifo+CUP8AvD+E+/T6U65C3Fu4dQCOMFQwB7cdwf8AOKpMgy01J0fFwQ8YO3eoKlG9HU/zq8sznkZKnp6VCbd2s2URIG24ADHaw9Bnp9DVBLaazZSPNVMYODkDPZl6fiKtWZLRqbInXarbCPTjFU7l2YGG7tvMgJ4fhl/H0pj3iRSgO5Rm4BJ+Un+hpyXMrMUeNx/tdVI9qaJGoPLj/wBGdJIh/A7bse2fSq9xaW1wRIC1rP2ZakktI2DSW58uQ84TlW+oqCW6lhC/aI3EXTOOP8/WqRINJcR4S+hSe3HSdAdyj3HWn28kkeX0y7Rx18pzkf8A1qEWXPm2kobJ3NGTx+FM8u2nOXha2nBOHTAP144NAF+DXVEnl3cbW8rD+LlT9DV1pohDuaQYIxuz1rH/ANIjTZOouYjwGwM49TSwww4P2aUhD1jPK/kaATNSO5RpEi87aSBnJ6CmWguI7dZJZWbzGJGWz3OB+VUSYEciWIIxGA4XK/j3H61rWclmYEt2CoUUAZPyn6GqSE3qPMko4LGniVhwHOfrTSyp1dSB3yKQsoUlQpHrms7tdTVJMQ3Mol2lztNQRXd1HceVLKSrH5WPf2qR2SQEYxn07VBdfPFFg4beP0pqTE4ouwXU3mSRvISynj6GpPtE27G84xWc0pFzG3TcCpP8qupIU+8KOeQuVHklnFdLOskUT5HtXcaZK5AV1PI6VvadoVsVBYVdm0iK3w6AAV2taWOdStoZZiHpSiM4rUFmHjOw5I54qsYiPWsWh3Kwjz2pViAbmrAiPpUiwktRYdxiRg808J61ZSA1KsFOwrlPyvajyz3FaItu1O+z+wosFzPROcGpjAGTkVZS2BbpVsW4AUVEo3VxpnG6paGA71Fb2gKtxag5+YCpdVsg9uSBmq/hJglxNAx5HNb0HzK3YmSszutJkDLsbrRqdqGU8cGq0BMNwCOhrVmxLDn2rqmlKNzOWjujzLUrX7NdtkfLmsyaRY5UI9a6zxHa5XeB7Vxl3GSF56VwPszaOrOitwssQYVeit81T0eLfbKCe1bUMOwfSsmtS2VntEPUVRuLVUORWtIxJIAqnKhPBqk7EtFBFHSrEOM1XdCj8mnxyhTmt46ktmkwDQ5rhfHGnh7MXKLypyfpXZi4XyjzWXqluL7R50I7EVFeNlcqlK0jx0klumxjTP4gD+dPOBIVfPBIpOBwehrM77X1AEkc4HofWkIJyWPPtTSwXIPIP6UnnDkDkdvanYzc4r4mSf73B9aQn5juIyO9Rea3ShI5JDwDx607dyXWT+FXHtKB9f50eeOy/XNSx6ezfeNWotPj45yTWbnBDiqsvIzQZHGADg9qlSzkbBJxWqqQxEg4JHGAKkX94p2Lt/CodfsjRYa7953KMWnoF3EZx3bgVYVYkPyjPsBTmVRjc5bHYUodQ/yjH0rJyb3OiNOMdkSJ5j8KoUYpSgQAudzU1TOQR91aciqnL8k+tZs06ChgeFQk/pS4GclwPYGnYaT7qnHvT1tsHkc/kKm4hA2DtQAn1qaNHPJOP51IiBcBcEngj0qZYi+M5CgcgVDKTIAgBzjJPcnJqZYXIznHt3p/yRcIMn0H681YDAABAWY9R6Uco7sYIQMFySQO9PDCJQVHJ/P8qlEYMY3naPRepqF7uJPljXLD8TTUQuOERcgyDaMk4PU0/wA23jbCxrx1J5NVS00jAt8q4I464pPOgt+GPze45oFctOzyOWKqFxyfanRvZwRZ3Ddjqe9ZD6jLITjlRz07UJ5RXfLIS7HhF5P/ANanZhzouSXssjYiIA7dgP8AGoGjlfDvt3AAheP5U0ZEu/G0dAM5OTVkEJGC6hVHRQMsx96EhXuRrGJJAXICegPWpl3J8qKI89ABz9ag8ud58xwmNR0Bx0qeKKWM/MuD68UNCTHRWo58zqevNWVCx/dKsMfQDFZtzfNFJ5ewufQnj8e9RRQXU/Mj4B5AzgU1F9Qc+xekvpJWMcI/4F2Ap0cAMheY7mPv0FMisG/iPTrzQ6OMRRMpPPIFOzewubuW8pDGHPyr0x1JqF7ouxIDLGo6Z5PuaRbYNJ+8lLPgZPoKMKCwhBftk9qaiJyG+cQEUIyqeQB1IqSPc77nUKoP3cVJFbELvZ/mPBPenTSiKMjd8393rkVXKLmHPdRRQth1XaPTk1QFwbpuEPHHXg0Km9t8vP4VYLiBAAvzN0yOKFGwuYYs6Ixwn3RlmzjFILmS4bKZCZ44605IBPJuIyufStK3tVCHCYxQ1YOZkECgHhACe571M1yIVwMZHr2qYuiApkZHXFVZJQ8bLHgnOCSKhRuPmIpb9o89WYgYXOOaQ75tkhTJ7dhUqQBiXfO48knmp/K+XOMDP5VfKkLmIclskhQCOTnFQtKY43zIoKjgdall3c4O1APyqiFWeUgvwvXnqaXKNSsNLGWTcBlcYJzyx9akBZj6+uKkDqrMMZBHPamxy+WxZYwVB6+h9aXKNSFaRo25GG/hHJJHrSRjYuZBtx0JHJqBC8khncAZ4HPFNuZwysRn5f4Tzmly9A5uol3KUZQMeYRzzkjNMji8sEty5HAqmhkDGWTJLVYglmeQbR8xOR+FNx6C5rslYiFA7BiSATxzz0FVjvlkABBY/wCcUXVxLK5QoAqtwe5pLYMIpZSQCo+VT3alYHK7LU21WCg70Ucn/arRto4Uhikkw7FWdgRnj3rGh8zbjap2jOCfWtO0kw21wZAVx1wBUtaFxkWuJrU8KAR8oBwMZqMwIIInG7KuRkDrSSeZ8qJF0HGTn8qqLPNvUeXtBPAGcUuUVzbhaMb1IflePm7VWlWJ4kkDbZEYcetV7Ceb7SysAy9ARUVx5kiTMYtoHQ56kGi2ormzARJC4B246ZHeq91dK1tGp4kU7arWtzM8bZU8Dnn2prNvTBBxjByOrdR+lS0UpFu3fHyhcAjPT8Khlt0WQg/K+/IA7jH+H8qqw3kuRhPl71NeXH2dUuTExIGPpnpTSsxNjg8YiIQfMcMuV6+opkiRCNiSuQAU/qKoR348w4OVz+lL5q7fmBKqdy5PUVdrEc1zU+zxlVKypyOcjIORioYo1d9qcbOOR1qpbznOzblTypHcVLvQqXidl2DJH1PNPQm5YmjAg2qoDryuO59KbHIGjBQHJ4bPeozKZwACD35pX3RMHJUAkBuep9adhXHqwgm4RSp5zjpSSvhyCQoY5JK5qOR2PLMuH4IquXeKUxSkZx8pPRh2NUhNjmXydschVgw4I6H3pr27hRLDyinDDHSmOiSOBhiMZPIH5f4UyOb7NK0ZJAYcEniqsTcmyCgQkuG5Vt3zD/Cp7ZyhCTSYyMoccN9aobRGTLFuYMDuUevrVmFFkgXMj+WemOx/xp2C5fMTwy+fA2YmwXjzyp9R7e1adpIksZdCMnng9/8ACsm1nljPlSFWDEFX9vT2rQitPL/eROPUr6//AF6kll62ukd/JkTy5+eCOGHse9PlhjjuBIRiQLgOPT0z6e1Mt5ILpdhHfoRghvX61fiRlAW5KsvrjFJksyDZw/anNsxhlYZZcHY49cf5NVgYlZ4XZy2DtjLZbjunr9K35LKLYBkuvUcnI/Gs+7tIJ18ueJJEXqTwy+4P9aaYmjLnudoW5MbT2xGDLF95fZ17j9RVcOqxbTI625OY5Q+Que2e341dW0JJ3u+5fuTq3Lj39aj8iSNX3KkJ52yJzHKPRhVpkmPdhUndGdznBOByPfA6/UVXfVpLU8sHVvu84/8A1/pWwtn5rMkhCqOVQfwH/ZPp7Vm3VrK8jxK8bAc4cDj2I/qKtO5DLFvexXCqRJ5ch5APenpqUbz/AGaXIY8YccGsK5s0jYrGTE/B2buD/un+hqSK8uYgEnj+0RDgOB86fUVVkK5tm2TdvgUoSckqabHLcAFLmJXj7EDqPpVaOcwwGWFHkj68HOPwq3a6nBP8m5SxGQH/AKetLUAi2KP9GZgBxsJzUZaN5SJYHhfOPMXgH8v61ZktzgtCMPnOB3qESlJDHPG656EgYNMQpe5gTiIXKZ7HnFSwtESHiZ4Wzkqwxn6g0CB2Um3lweu09KhaeUPtvIdgHSRRlaANe3uo0Y/areP18xF/mKbcfZAwcIGVj1X0qiGlji3Q4lX0X0p0N5DLuUOYnHVT2+ooDYuzJbbd1rMI3PGMZB/Csy4unhubdJhlGkwXQZBOK0Fy8kbNwQck9iMU6Sxl1HUYRFhIoAXL7eGY9BTVmK7RSubqWdFjtLZpHXqz/KB6e9TI16kX77ykLHjBLHNWBHNYNgW/mZ+8yHJ/Wo/PikZTKJI8ZPzKRikylcvafeAADdzWhqF2psHII3Yrj7C6xg5zWhc3G62bk5Irtb0OZoteGr8Xd+8LtyOldDe2Kg7lHBryzStUOn+IIpCcLvw30zXs4ZLm1Ei4KsuRVzgnBSQ9mYsduM8gU8Qc9KfKxQ4FKkoI5ODXOMdHEAOmealEa4ByKFdeQOwprSYPHencBxKq2MjinDDelQct0p6Erg8/hRdDSJEiw+cVYwCRUW8Fcn0pqyDON2fpWcpdBpEssIkiZfUVx8kj6RriSjIVmwa7aEg1yfi6D5TIOCOaKUuWaYSR2KzLJbpMp4IzStr1rBiOSUKTxzXL+HNZjuNO8p2HAxnPQ1heK5Slo8iMQy8jFdvOoys9jN6qx3mqbLi0LKQR1GK4O9XE+z3p/hTXJdRslWRskDaar65J5Nwp7E9a5atlM0prodVo6ARrz2rcAGOlYWhMHt0IbtW1JKsZwWH51g3qaS3I5TFEctgVTeVHY7Tmq2qTBuEasuOV4++acVcVi7c/MeBUMUZPBpRcrt560qXKK1bR0JcJMtJbA4yetE0IihlXsVqFr3pio7q+82PbjtSrSXKEKUm9EeNaifJ1K6iGCBIw/WqW9icDvW5qmnxHUrhgzHc5OMUyO02rwgHvWHtYpHV7KpJ2bMuO1mkGQvy+pqZNPJIySa0lULwTkfnUwZtqiOLBHc81Eq8uhpDCx6lGPTjjOzpVgxpECO49OtWRFI3MrkL3FCtEM7V5A6msHUbOhUktkVFjmkyQpA7VOtmykM7YHt3qQmWXiIMQOh6VILV2w00vbpnpUuZooEWI1z936nkmmbmkG1EI7Ek1bSGBBkEZx37mnbJM/u0GPU9qnmRXKUfJT+M59u1AKsSEH6VbFoxcmQkn9KegjQE7dzZ4x3p84uUriGRzgZwfzqb7GLdfnxu7A9atiKST51dIsjoDSRw4bJG4n+93qHJg0iBFcjhOvc1P5THl2LAevAqR5HRghX5uw64qWKOeTgoq+5P9KNxWGxoFBITf7noKahlkmUZ7/dHAq20ccUZMrFsYPXGKqPdSSDFugUA4JxxVpC2J2iijLtKwYr1CdMVD/aP8MEZHHOP8abHblS3mnJPOO1JOwh2+UFJ/ix2p2uJti+XcTnMmVB5wOAaa7panAyXHIxg1GXu5AGSRCxHHzdv6VWMErrlDub0pqPcTkPe8nOXz5YPXHFIIkeIOS7luiryQM+tO8pjDsds7f+WY4FNSVv8AV7CgPQLVWIv3FaJAoBcomMmMHJJqaFF2YXMROeCMsajjs3fBJMYHPz9T71cjgwS5O31Ld6VkhogjglklXnaoPStBIFVdzOPTk96rvqEIYAOBj+LHH4VUnupZ7rdaZCYxuP8AP2p8rY+ZI1ZbiGCMO77QDwMcn6VmvNPeNhQY4uq4+9+frT4bN2Id8u5P5GrU4WLCkdeWxQrdAu2RW9rFHy5LE/3uatkpGFG8Fj/COtVC0krbkVkToMnqKSJVyY1U7+5zxj3qrX3JbtsWy7vxnCjsOtM3eWm4pjP3c/xH1pCxd/KiYdMNJVlLJUVZJnOc9+posK5WWOWXsEXGTz1+tWsJbw7wPujJomkSLaH+VeuAOazZvNuZQqnMfYD+tNK4m7E0l2HbMRycjGKFiz80rHnnB71LBCtrt6Z/UU2eV5WCxJk9yB0qrdiLkEt1GJAixAkccmp4Y2kbcyAZ/Kp7TTwSHMYLdTurVS2UKHfoO1S3bYFdlWKLIOQMAdqVpHztQnA4yD0qwwQqCWVE9T/OoJHM7mKADyhwe24VFrlXsVCC4KopGOCwqWC0bjOOT09q0YbYIvzJjjoBVv7OGXLgqB0xTb7CuZ/lCNfm49s5xUE0hG1d4weuOtW550iViiAkcA1nMHu5M7QAw5we9CXcEVn3SMyRk7c8mnGAQptGQzelXTaiKDapwR+NRhH6O25m4GOopjTIHhMajI5PUVR4nlDJkKp4A6Zq3cTF5jborjPB5/WpFgS2iOVOOgOetPYL3K0swiUKGG7HC4xms+a7Mr+WiKVznpg5+tWJ51Qt8u5zkCqkZZY8eWCcdQKEluJy6AoY4VlwM8nParc5FvboIv4uCQOahjwPvN9Vqvc3LiQnGI1PB7Gi12O9kQTFg46sTU2NzKPMViR90f41EfmlWQMRxkHNJEgzvbnkk/WnYlM2bO0RsurHywhVh71ZjtykbMGyEwoBGDjPNUwwQQpHkOTv4J54qfc4BkeZmJIGM96ycTVSLLbvObcMnHy9sCoppI0W3iU/Ox3E8dBnmnCXzAckd+RUEgV7SObaoIYAHv1NS0FyWExKSqjBbknNMkjM29A4AByB6n0qvZ7nvXLj5AcYHSrEqi4LqnyOuCMHBNFrCvcLKT5VV+FxzVpgWnkiVVaJhk+1ZdlcDe0YI+Vs9KvTMFw4cfNx+FJrUakVx+7YoG5DYwO1X5HElq/mJuwOnqazolP2hhHIHL++MetWIJWzswODjBp2BMqMtsTEEj27xk56D6GnCGPcNzHuoAptwhxNGWAKN5i88gHqKMq0CkShSeVGP0qkrkNirbqh3qjMsbckehqeWOIqZIgVYZFMMh8kjpnKtg85ptrIWAUsGZSVbH86LCuFo6ZO1SFJ43fyqxcxCQHjI5496pXRkhkUQ4Ebc4q0k7T24IUpnr9aduorkI3ovlt6gqcdRUMkpQYY4APykc49qfPuEO0hi4O4MODVZnSeFt4w3UdsU0hNi/aY2yCuHBx7GnXEUronl7SoOFY/wH0zVArKxd9xMi44x1FWra8fy/KJKuw4BHBq7dibkwklicJIqhgMYDA81NvdFSWJcjG2ROOff61WkSWeRRtiV8de5+pq1bFwzKCNw+8vWgLmnbtHPEh5YMMHHGKs2zzI7xyqDHn91IO49D6EVVSNrdlmiUGIH509R/jWmEWWESxncCOQOlQxkk8EhQSROwlXO0g8H6jvVuN1urZYZcbz6HofY1n288sM+x1PlnpxnFX/ACULmVBy/wB7396lqwiXM9ooILTpnkHAI+lSPGk67lGNw7jtVeC8cSPDNGQAcBiOGFSxQrGMQvhR0XPT2+lAjJNjPbyObdsc58pzlfw9KjmWYbmgReAc27dz7H0rZlSK5cK3yzJ8wwcEVmapZhwvzujA5V1OcGrTJZlW7Zjd4g5KcGCT5WX2B/lVExh5ndgbgRnAYHEqD0I7iteOeWGURXUYy/SZV+V/r6GnuilvNKBJMYL4H+cVdybHOTQRu2+CMsGBIBGVY/0qqjCRy7RldnBQZDp7g9x7VvRM0jPErCKQdcJ8re4pEgKTNuRY3PLZGVb6Gq5ibGTHeRwsCzgBjgSKP/QhUlzYW92MsDHKeRLH0+tSalpsq/vrdADn5gvf8O9VUvY1Xy3LxOBwOoPtTT7CJ4ZtQ05f9IH2i3H/AC0Q/Mo9celbNvcwXcWVKSxnsa5yyvbgSEoGK55D9D/hWhALYzZibyLjuo4B/DpTYI0Li0lEgktZNpXgxt0P+FDTlFAuFxkZPrUVvqEkcphvYtjE/K45VhWj+6uEIABUdD3qb9xmc9vvXzrC4VTnkDkH8KlQ7uLuNQx7joagl0WQSefZSlG/2f6joabHqTxy/Zr+EK/QNt4ane4iZLO6iYyWl35kZ5EUoz+vWrUGpNGwWeN7dzx6qfxFCQ5G63fH48VG14kb7LtNuTjf2oA11uFkXPBHqKljVZCysny+/eslVjODBKBmp1ujb8SHGO4FTYakzjtPuCcVryyE2zDPauZ0yXIHPSuhjO6IjHau97GDRx965W6Jzgg16v4K8SR3emR2074dBgEmvK9WTZcHirfh27aG62g4zV05Xg4iaueq6jchLxwp49qZDK8ntis2FjcIpJycc1pwR7FyRisXpuBfhJ28jORT/LJ5wajiOelWlxsAPWs2xhHGCvfpTjtQde9M8zaen0qN3yMA9Oal3GSlweARUTpt+bpVcNgnPrTJ5/k4z0pDNCK7WPO58YHrWX4kkS5siUwflrHuLxw+MnrUrTiSyYOe1NxsrhujjvDt/JBqckBYhSTgVs+KWZ9LcjPSsXTI4x4gb6mul8QRhtLcDHSt5XsmTYwfh9P800ZPRs1q+KCTwDyDXPeB2KajcDOBj+tdB4hG47gc45rKs7WZrSi2y9ot/JHaIuTwK0ZL935JrmNMmxGBmtFpR3Ix9a5nM6/ZXZee5ZhyartOe5qlLdhM8iq32tSSS1Zuq1saqmkaRuhnGelILzmslroFunOKcLlj/CSan2smVyo2oLnzX29MVNM+1ST2FZdnPtOShJzVi8uR5JONvue9YzqyehtCCRyt2zS3DmNMNnrimR2csrZdyQDgrVxwzSFolLE+op3kybcOwUdT25o52kWoLqQC2ghbDMF470O2RthQn3I6VIY4o8k7pG9e1IJ5T8iqBn071Or1HZEYtpHQ+Y4UDkjPWlijhj6KCQOC1SJBKxOeOeSetXItMG0uw47lqHPuxqPZGdvmlO2P5VHtUsdgZG+dzk84FaLC3iG1B5jf7J4pY/tDkHiMdQAKlzfQfLrqQR2kcR2qnJ7mpAAqnyo974xk9AauiFmxvdsds8CmAojbVXcuep4FZ6vVl+hQFvLK371sk9sVY8iC3hy+Ae20ZzTpZPNz5WSc4J7VGIdi/vJAF9B3q9TN2IBOrMBGMDPTHJ+tSLbSl/3r7U/2TyBUsFxaQxuAu3vnGSTTGMs7ExAqD1Lda0S1IuhSbS3PyEMx/E1GWluZE2Ky4PWo1jjt/mJDEYPBoe8IkLB9oHTtWiWpDfcme2VWAllLsOtRSzxRR7UPXqary3LM2XkIJ5DHvUIKyK2EMjZ4J6AVaiQ5diRpxNIFX5iPfgfWn+YDmKMZJ5J7ZqEwbwuckqM/LwBS52sUMmMD5QtWRd9SZFRBmY5bPKqcD6U92C42Fc4+VAe1UxDNIvPyr+tXIImjUkEH60OyBMSKKRuCBg+gq/aWSW+XLDPU8VEJ4oAQCCT1PbNZs+ryCfELbz0J7UK7BtLc6CUoqmbaCMZz2rFub37QvlQIJFz8xzgfSoS17eRqjOdjn7p6VdhgWCNYyinB4wKLJCu3sVLfSpZpGdxhVGBkcCt2206KKNYzjBGCahW7RB82QSMEVAVuJ0YbiAOh6HFDuwVkX5JorYFYwJXIxx2+tUpYHlcyuWPPHpUlvAq/dGwLyWNEk370RWz7ufmOKaVgb7ldmlH3jhBxwOTUtvp1xIWbO1G7D0rSt9PGBKxXHuamkuEClQCqgckdMUX6IVu5XWCK2XBA9M1n3N1Iz7ItzsvIyOlS73nnwobbniriQCKPfLx6imklqxN32M6O2nuMNMWPHT2qdAsCny0+YD73pVhpGk5UEIOpA60JE00ZUgqmck9M09yDPkE9y4CZCk5LdCx/wrSstPaNQcknufStCC3WJRgA7fbtVjzBCMgcnoMVPN0QJEfk+UikjLe1UpzO5wSAMnHrRNdyCdWP4DNSQQtJJvk5B6GhLuO5BBbPNy/Cg5wK07aBYz8oBz1+tSpCBwOB6U9cRKeOfegQjLs3M2MnoM1UuHwjOzfNjoOlJNdKZigcbc8n+lVQr3TsSp2E4HaiwyvDG87YAbYDk571fkhiihwF+bjp3qYCK0hx04wBVdGYuXl/AUtwRFCkkkmGIwTwMYqpeLLHPujlHJxweoqe7uHE5RSDnoP7opba2ThplJPoKaC5FaWhikMrtuY88iq9/dhXXYBhfStS+nitIgBzmucnZ7ycnJUHgjHBoSu9Q2ICsk7mSVl68Y706FRLNtZgo5GasSQmNAu0DPt2qLyhAqlRuLdqryJIL1HjjzHtcE/My46VQMb3DLGOARkg9var8jlFJWLHfGc4NQxuJA7Dhwc4x29qa0QPVkD20ipH5jAp2+gqxFbs0fmA9OoB7VFGrOBkkkkjnsKsyzfZo9oXhlwc9qT7Au4sUpluZWZsRxLgAe9SvmL7PICcMpJz37VUtLU+RJKZBhm6DvWjOR5kNvkMCu7PYe1S9ylsKhUNgk8g5PoKiuJEGnKocfKwU9u9KhIcgjntVaSVDbsGUA7hhsdamw7iwmWO8QA4TGRitIOba4zlFLLxuPU1RRm2Idnfg1O374Rb8ZBwM+npSaAgVjau+5QCTuAA6g1JIQ8aFTx3GKp3YlF7FISNhyqj6VpRBHjzIAqAY+X19aGJMpXarbSpLGCoc96dbsXl3lz7896JnFxCbdyCIwSrZ5qO2ZFjGOpo6DvqaFwqlkfK4bhj3qmkOEKqDtb5l+ntVx4ybY5A6Z470yQI1tG6nbtxwx6VKYmV1dZp2Utn5QSAO9Qwq63Ibdjopz39DSNHsnMoOMHOB6VJcZZt6ICWGSB61oSWXJkiYE/MvIBqCCQK7NvIjkOGX0YVYtXS4i3k89CKqXMSRs5ORnlSOmaF2AnmichiH+btjvWVOghKsWBzwTnv61oJMs8Wcklew7VVvIeCV+ZD155px0ZL2IGl3tw21hypWkMrz7niTEqckDv71V8s25RmbcjdPb2q5ak7WdDhgc9O1abEIlspfMcMJMkEY9Qa0LhJNrSQEKwOXWsyS1lRzdKR5ZIyFFaVrcrK4Ug5I2k47VL7lLszV0y63xmM9G6j3qeQvp7ecoZoSRuUc7QapuBbfPGhYcdOK2LScTRKAQcjkEVmyh0bpLAZEkLx/XpUaz/ZtuFYQZwSD92oVgFhfNNCdtvIcyJ7+oq2iQzqXiYc+ho0A0UZJo8odwI7nrVbz2gmCuhKHo2OhrPWaawlYsN0HX5eo/CtFbiK4iEgYOjD5SBS2EJLClyyyo7JKh3Kynn6e4p6XcUshhlI3dwRVPzmtmGCSpOMelWhJG/zcEnqaBEMmmRrI8sbN8w5QnK/lVK4jZSwfBhIwUI6Vaa9e0kCShmiY4DelTyeTMgYfMD6VSYjk3tJoGaWwk8yIHLRHt9Kmtrz7YsgUBsDmIjDA1YvNPa0uDdWr7GP3kPRv8KqOst03mRr9nu145+61XdE2JYDnckUm7H3oyfmjNZtxYM87rMgDH7kmOD7EVox2y7knnTypx1dTir7ReegxLtI6cdaE7COOhN1Y3giI5J+4ehHtVu6ugwyI8leuPvL/jWhfsdypLGVkX7uR8r/AEPasi8C7lZAS4OSg+8PxrRO5LVi3FqmzDS7ZLc9COorUWdJYfMs5QWx0B7+hFZEcVtcx5gfbJ3GMH8RWbK32OdZLfKuDhtp+VqLJhex1Nhr8bzG1u42huBxz0b6VqyJBcrtkQOo6HPSuSS8tdRiVbtNsg6N3rat2aGMBH3IOhJqXEaZfa1EJ3Qnge/I/wAaYZPMyksKuvrmnRXiSKA5Cn0prorNuU4+lLYCF7MY325w3p6U0Xz27BLtDz3xxT2hkUl9x9uaFuQBiVAy5wapMR5zps+yYDPBrsLVtyjHpXCBirgj612Gi3ImhA7iu1aoyWpma/DtbcKzNPk8q7jOe9dJ4gizb7h2rkkO18g8g0qekrCZ6tpUwaBSTW5HKCvSuV8ON59pGc5yK6cL5QpzhqJ7luFh1yealaYKpycVkyXMgPBwBVWSd25JrFoaNWa9QfxZxVV9VAyAKz2bI5NQNgdTS0Rag2XZNQLHrUZvC3GTVIkdhTd1S5RRrGiydijHJqOab9yyqahLEmmSsoiYmo9omX7FJHP2RKa4Gzj5q6XWJfN09lB6jtXMR/8AITyD3zW7cMXgx14q51LRsRClcxPDkb297KcEZNbesMXj5zUOnQlGZsDrRqrkR45xXPOrzHTCnylC3mMZ4OKs/axu5fmsZpQrd6hedic1jytmvNY2ZLpOpP0qP7QvXHvWQ05wB2phnb1pqkxc5sfawJM4p51IbuF6e1YRnYnr0pDOwPrmn7En2h0tvq22QZUVZa/F23K5QD0rm7aV24A5NbttAFj+Ynp61hVhGLOqi3Is+Z8vyBR7DrUZyTxFuPTLc1YSJABg4Hqab5yKdqZbNY37HS0Q+QpBL96ljghjRXJQDtSeSZWI6c5zViGwGOQevekSiEvuKeSDxwSakEc0pw7EJ6DpUzNbwKSWBx2qE3xk4RSO3SqUQuWVtIIlyz89R61HJchchEGfU0jQySENIdo9PSmvLFbY+TJHUmny9QvbURYbqfDk4A4BNSGCO3UmY7j19qr/ANpSSMVVflPAprCSVt08gwvamkS5DJr8AFYoh+FRmJpl3SMVQc8DvTmaJELRnae3HWqz3O+PY+efSrS7GbfcmikgT7nzEDHNRz3srfKoCgcEYqqzbR+74HcnvT451QllAaT1YcCrSsZuQ+KKTDZAUdSSec1CY5CWIG4j+9zQJAsheRyznoKfPexLCUA3O45wOBWiIbRGkKyygSvn0HpVhFFu3zHIAyEFVoIZp9oIKhhwelasemNDyVLN3OaGC12KTSz3HygCND1FWbawQ8spOOc96smMIm9mUKKz7jVGD4jk+UZHrQve0DRbl55IIRgLvyPTis+fUxHJjG4egFU2murjaEbYg44q7b6cDGHc5Y9c1VktyOZvYqNPLeOpZfLA/hUdanjsig3HbjrWgLZVHTj2psssRXaG8wjtii7ewcvcZFvz82PJHIOeRUkk5uGAhiwR/HTDBJMMsdqenpU4byosRkAY5JphcZbxjeTPyc5zVoMoTIJbjgZ/pVJJ2kPlopds/fxV+CyIO+QlqGktxJjAlzOQhYBO4HcVdjhjtlyVHqaRrlIFCxLknjiqN1cySybANxHX2o1kO66lt9RjVGj3ZJyFHQVVVZ7tuThfT0pLexLsHfj0zV1ZUXKKdoUZJp2tsLV7j40EJxHz0ycc1SnaaY7Cc88AHt71N5ktw2YgFHTPertpY7G3vy9LbViv2ILa1YIHcn0wOlaMMYGVH1xiphCe4AFR3F0IY2CLlvahtsVhs0ogHJyc9KrfafOUcZf0FUT51y+9iRnn2FadpbKFBPX19aajbcGyGCwd7gSM+7/YPb6VqLGI1GBnAoQoCAv4kUskqrnJHvzRe5ILOE3F+1Ubu6WUFEbaM8mqNxctJvZTiNc5J71FbQPcMsjnKg9OlO3ULliGMTyK20fL6960meOFRnknjFMXZCnygAgVH5m7llOTSGglMQk8x8njgZ7VBJIhBlcEYPC0SspKliCopY0WeQnHy54GKAuNgh8+Xe2fxrQlaO3j3HaPTNNKIgyMCse+vnaVlMZK9M0twI9Rl+0qUUncSOppkcXkx7nXkj86VUZmVjznngdKSaQMxQk8Cqt0RJCGZ51BG7dwMHpTGilWY7hlVBGBUESknMbMHDdexFWZJdkZEhyfWmO5WaMySEKMD0JqpHGn2hyy4AGR6VZZz5TEEsxOOmMClgjCqHc4Y8UCGqA43ALx1Hoaiv4nlkUOCrMM8dKmMeXYAqAaSLzpbhFmO5RxwaENi7DFp8UZAx1yKkCPlZAOduBUl4oggWMNn1zVe3abdt3cAcCoKLKs8S5VRvaqFySYShAPz7gcdK1EYkAvyRWdMqsjhAzOc/gKS3EyRHDQKMcqanmUMqDHI6Y7VXtiGQA4GeDVpYD5bMGP0pMZm3dwVuOc/JjH1q1DMXAyMgt1xTbi3Sa181iA+ctUtqgcDnGRmh2sLqRmFG3ELtbPQ8ZFQRqInKnkL2FX5onDIyZO0k1R8xWuDhfmbr9aS1BmpZyCRNhHFZ80EsMzx5HlE5XnNXbUsrYAwc0y/SRCsi460loxsoSAGIg8FuDToSVg2gZYHjIqSCLzCySnHcYqSUgSRNj5T8p9M1fkSQ28hhusscJJ/wChVZu4w8QkxwvDD2qtLE6lwMZ+8vHSpxOrw8nJI5HvQ+4iuFCKkin5DkEjinyxLGmdu7PTiqsodFxu2qPXrT45XK7A+So4piKVxaBhu6d6S2cqQpPsQKvShwh4BNUVkG0gfKwOc4q1qibGrFuLGNi3lkYH1qvBFPaXCl/uk8e1Os7kybR1544rSnhF7CIh8hHOf61F7Fbmhb4miG5QeKhBOmfMSfKJ4zUGm3D2rGCbllPXtW1LGl3DsZAyehFRsx7k0Hl3cQcEbWH1rHvreTRLo3sMjfZnIEkXUD3FW7SFrF9qsfKJ+6f4fpWoyJcwmOQbkYdDQnZiKK+Xe24khf5XGQRUC+fp0bHaHQHJUD9aheE6LIzRqzwnqvXFacU0N7aq8ZDKw4Pce1P8gGwzQXkQYLn145FLM4hXcvb9az57ae3uRPbOFz99D91h/jVsTRXEZG4ehWiwiUSJMNsiA/XtWfO91Y3O9F8y3PLY7VJdBok3xnKgfiKS0vopsoxB7YNNCZaK29/asNwYMO3asU201hIIJiWhJ+SQnp9a1I7dInZoCQDzirO+OdfKlAyfWhCZiybt3lXA3p2k7rUVu11ZsRMRLAT8rg84962HtGiyqAMnbPasu7mlsVEqxl4v4kxVJ3EXDNBcoQSGHrWZcaeuH8tyyHoR95acWjuYBc2GA38SdD+VQTvsAZHKTEdD600BmSWsyXKuQ/vLH/UVZmsVZfMROSOTjg1btpHL7mj2y9CD0NOuLlNwDN5UhOBu6Gqu7k2MeK3Jk+Xn/YI7+1SpPc291+6baCOY26fhU5kkgl3KnU8oTwfpSPNBeggja45yR0qriLaX0U8RTCpMP4DViK4aGMBlOMdjkZrmLkTJzIoZQeHSp7O+nRdr4eP9aOXQSZ1sVyr9D19afLDBMDlMMejCsSLezB4pMf7Jq2L2SEgSqQO9Ta2xR5zWpol2YbgAng1RurdrW6kiYYINRxuUkVh1BrsgzBaM7vUIftFgSBnIrhJEMcxU9jXe6VMt3p+CcnGK5LWbU2943HBPFJ+7Ib2Oy8IyAafHk9K6aa53Vw/haciLZnFdRuyKmtXVzeFDm1JJJc1XZyeaeelRsfauKVdI6Y0IoYWJ701jx9aXPtTeD1rGVc2VMaDmmM3OPSnZAbGKa5zyMCo9tctUxCpIzVa5fbERVnB29eKz71lSMnNKFRykkTOFo3Mm0+a+JPc10IAO1RyPWsXTwksxfODmuhs0UyjJrerL3rGOHjeLZLHCqR5BrC1aTJIJrp50RYic9BXF6xP+9OGFZR1lY6JaRuZznmoiajaTPQ5/Go9/oDXYoHI5XJmYYBHWmEgdTTc4PKn603hmxzVJE3HfQ0+OJnPWmpaTSt8gJzWvZaW4+ZweO1RUmorcuEXLoS2NsE+Zzk+layl2UALjHrS21qvy5wMevWpZLmCE8nO2vOnJydz0ILlVkJHbvIdzMasJHDF95lzWZNqMkuFgGBSxRXEoy7YFPk7j5l0NBryGL7gDEdaQTSzggZGe9VcxQLgEM2OaZLelEHl/kKduyDmLPlRx/fO4980hvoYuEUEms9pJrgd1UnFESpG2G6+9O3cjn7Fs301wxVFwO/PWnhC6nzGL4FVp5/JULEQfaomvJWRcAA9OKaVxcy6k8t0ifIg2t7VVe4YHGSQevvUTK7Hcx2gdRnk1HGZWbKL+dUopEOfQlLuBuJ2r2z1pNx2gRqM9yac64P73JIpPMYyYSMkdqpEtjkVQ2H5PXmkEkSycJubHAHQU/wCyyzvubIA9KuQWgRsqozTQtSosctw5d0C9sVbjskQ5IBPXmrbqsa/ORk9hUc86iPn5CPU8mnfsOyHRiP7zAYU/lTLy88qNsy49BWVNfyPEI4V5zyxqNLWWZgz5JqlG25Ln0iRyvPchQocIT+dXLXTD/Ep/Gr8SGKIAxg4HBpsl2QCAME96d3siVHqyRbSNRt445pHcoflIz2qr5jH/AFeSx6mm7GJVmbn0o5e42xzyzSnaSQO+Kmt0ULxjIqLeiHDvjPHFRfaHk/dQA49adibkwuMzMCS2O1TrGZ25XOeKbaaeVOWzubuavsEhHBy3pRcFruLGgtyAFX8aWW7YZwwCgc1RuLsk4LfN7dqSNWmwGOPehR6sHLsPEzzMSoA96sxwCFd7n6ColjWNgoOfXipmKMykk7vTtVehIrSAAAE5PTFPAWdNoAOep96IrUO+SOtaMECxLkLyeKV0gvcW2tUjQKBVpFWNSS+FpNyIvIwAKoXN6GUhenSp3GTXFyME+aAgHWqoZrgbUJx1LetVvJNxjdkKOxrRgjWJcIoBqloS2PtrVY1yccdzVnciZAx9ajJBXk8VVe4igB3PzRuIkmnECsxYACsQao91dOg4Rar6ncy3U2yI8dODU2nac0SbnHzHrVKNldi5rlyO2+0MMrhB0ANaIUWyZA59KrO4gAwcfSmiUZLltwxkZpMNix5gUGST8B6VWluyq5AIZulDzIy5zknjAqOOIyTb2zjsKENsfbQGQlmJOeorRCLGuc44pikIucAVRurwSB13YGMUtwItR1Py5BEn3iMiq6F7gZcEEe9R5R5lyMleOaslmCnoPYVVrCbuLJIscf3uOpNZPmvJcOwA5GBn0p0+5lJclVznA70lvAZ3DqDn+lNAXIF8iIbgN3rVaWTzZQx+VVPNOvJxDHjvVKFzM2x+p/Sn5iuW4p0lYhc7OvIomBkkwpwQOKlEawxhfbrVRpCFO3r3NSMjklI6qcjg5qSzDO6op5zk1AQWZUJPPUmrunqwuCQQT3OaHsJMfLvuJnBX5V4GaII3W4ZANwXHI7U+W4Mdxg/jSQyEXUj7sE9agq44MYy4Kj61QkdskDjPBrUP7zggc96z7hR5MgQjcO1JPUBltKDHs7DjOK0EKmBhn6EVj2UgSMllOK0In+UtvGDnihrUEytIpELqDlifWptN3bCobqcc00gMAowWBz0qtby+TcPzwGp7qwGpexSIu9MtnrVLYjfOBhxwa1Wk823AUjkc1kSjy97DGCealDLcUnzDLZ7ZqxdAtakEZxWbBN5mCmBg9a04sSIyHJJHWk0FzPluVVosLt7ZB7VK/TYSCScis6ePYzI33lb5RU6ytLChJwRxmrsTctvJ50AYHK4wcdqrQERSHcDhuhNPKNFxkFX5AzULyeW/zj7uMH1oSBlm7jEsQ4yOvpWY6iJ1dQePlI9a1fPR4cjGKx7mf97jHB5zTiiWaCMhj4Gc9qjNhHJk8qeo570yGVMBQcZ6Zq7E/wC7KkdenpRqgMyAvZXflyLwTwRXTWwEiKTnOOtZcimbIK8gcE1Jpl+TmJyARSlqrgtC9cRF5VaIfMvX6VpWMm6PaCD9TVcfvULRnDVUt7g2kh8wYHf3qd0UzdkRZYyNuGIxn3qnayyW0hhkJIH3WzVqORXj3AjHWo7yDzl8yJsMBjHr71O24i2ypLEc85FYE4fRZfOiBMLH5l9KuWl0Y/3Uvyt23d6t3UK3Nvg4545FVsIhSZbq0DKQUYfjWJNZz2c3mW5ZhnOOoIp8azaVchSSYGPT0rWwJIsqcinsLcitrpJkUONj45U1TudKjluPOgdonPp0NMuHeKTO0sR6Vatb1LhcY+fuKfoISzuWjYxyEkjjJq9mOTDg8iqtzaCWMsvDEZz3NZsN69nIsV0wA/hYmla4XN5JiG+c8elSSRCRD0IPtVRZUnUAnB6gimCae2mw2DEenrSBlSW0CMTB+7cc9Kqj/SV8m9iVZM/K6963gYbpNy43e3UVRmtA6lGHPY9OatMRSS3dWKkZC9GNV7m1kn3LOC6dRjjFXEmEClHJx2pN+/dJHOCo6Ac07gUraBzhFKyxr2PUUs9vEgMnlEjvUygf62E7XH609L1HYxy7Y5PQ8A0xGHdiJBheUbpjtVUkFkKkI4/iHQ/WtS/ihdiu8K/UA9DWa2mykcfpWiaJaLIunXG5f3mOq96uxamuPLucDI44rKihlgbPDr3FTzbZ4jtAZh1FGgiXxvpJtrkXKLw3XFcjjnPpXt3iLRl1HT5YiPmxkfWvFrm3e0upIXBDKcc1rTdtDG91c2/Dl4UnERPBrV8R6YZIBOoPFcjazGC4Rxng5r1G0kj1LRsnByAK0qLS5cddDmPDsTIoyuOc10u7HfmqqWiWshHAGD0pfMGc+leHXqXlY9ijTtFFkt3UZphyeRzSefngjtUZl681g5dDoUBSPU8UmFHcio5G3YwTxxUZfHBNTdj5R8smD16UzzCB71EZgT05qNpT09KpJjUR8sxFZWozArjd0FWJXJBcnFY1zIZJFTP3jzj0rqoQ1ucuKnyxsaOk2+2PeTyeea6KyCnLE44rFt18uJRnB9K0FkIi+Q84/Os6s7yuXh6fLBE167+W22QbQOK4+e1muLg7m4NbN7eSRgj/APXWYs8kx6nr1rWjzJcwVEm7MbFpsKg7z065qVbeANhVzSoOxPSp4wo/GqlKXVkqEVsiMWqOdojA/Cpk0yFTkp1NPa5ihBycmqb6izZCCpXO9gaitzTCW8AAJXpUTalEhIQZJ61m/v5zzn2qdLILy559KOVL4mHM9okr3k8zYTIFPS1Z13yN+tR+ckAIQAkUwXE0hySeKVn0HfuXVaKD7vzH1phvHbCocD0xUUcbuACMA1YMCW6735OMj3qdFuPVkaxSSNjByamTyImw5ywHQVXF0zN8mVFCKrkkE727VXqLQfJdnO0IKqO5LfO34U6VXLfpxSGEg7gvB744qopEN3IzI24BBkHnmrCMfL+RcMO9OigUjkZ/pUv2iG3XB+Z8flQ+yEk92METsC2Q3c54pRcxxLgDc+O1Rbprliq5CEfnV20scAbhk+9VZINehUInuzuYBR6AVpW1mQqk5GOtPMe1cAAd6YboKcEkfrSbGlbctbRHxnCmh2UQttIX1JrMutV8mPauHY9Bms0y3N0fmYhSegPFNRBzS0Lst4A5EZ3v69hVZVlnn3Skk/Wpbe1UNkkGryxLH1IzVcyWxnZy3KyWqghug71bMsUGDxwKrXE4tx8xGT2qgBJcnJYqnana+4XS0RsreA5Yc5HaqkkxaTLrwKYp8hQIxu9arzSFYy78f1ql5EuRdLB0ynymmyOsXUb2rOgkkY8AhfWtSG2ON7EZ7fWnsK9yGGBrhw7DHPetKGOOAg7Ru+lMAZFx+XFUp7vyc/NlscYpaseiNK5vFQYL7FHWs9r0u2IlJz3qgGkuZVDZwa0UjW3xgcnpVpWIvcILNixZz8x5qSaYQnYnXtQbgIhPVjxxTLdGlbcw6mn5sRPHvYYQEseprStbQnlgSevSi1tsLkDmryt5Y4H1JqHLsNE0SgDbtp8kqxe561Vm1CNEwGBNZkl6zPtDbj6VKTYy1cXRl6k/h3pkMbM+D09KjjQu2Tk5PNaMEWzg1Wwr3HCEAdKeMK2CRgU2QlgoxwKq3V1HCmWI3UbiuOubpYxgHIrl9UuHmukSMnHerE98bifanSrdvaofmIy1Wvd1IepHYWjRxgnljyfpWt5whTaDzjiod4jBX2/Ks+ecxuMnrSeo1ZFqWRpOWGSenNV3LNAqk7WB7HrUcc+5t5IxShGuJ9ynA6cU0Jss2yMJNzNkela0RXbnpVa3hVAN3UdaZc3CxJgHAzSeo0RaneNGhEXUjmsaOWWT1NW5bkNkDB3UsDIFwBzVJWE3cWD92vIIb35qOW+IfrnHtxUhYuTmqqKjFkOfm9T3oAZ9r+1zhSnyjjNaWY44wRxgYqpDaxwnAGc8570s8glHljjjBoApXJE8zZJIHQ0mmRtNM7nIA4FWDEpjChuO1WYAFQgDGO/bNDegJak8iKkeARk8VkNJskZC3QjNWJZHklyX+UVBMsTDdn5ialIbZBJIrSbt3TitCzikz5q8Jj1rImxHnHHf3ra0uYvYYIINOW1xLcc6lpTuYYxnrTbYbrhiTwOlNXMjspH6U62GwsAc47VmUTbsMeBk9Oaq78Sn5QQQckVYDAkjAB6E1UdwjdQQTzmlYEyvFGV3ZJK54qzbR/KRjg9CaqQyFncZIU84q3ZgyTFM4A7GqaBDGcwtkLyDxVHzQ10+e/NW7xZEn2Z4HXmqVwBBcIVABI5NERNm5aHfEytx2qheFoI2jySG5qxYSqQQ3HoaZdYcsnTPQmp6jKtsSIlZRkkVsWrYjRs81hwloWCPjBPFa9pnb98D9RRJBEgvlzcAkYB70zCLwCpq1fx77cY5K96yQzIxBUYHenF3QMmd5FcAHIXkfSluDvQEjAYfkaeUDosgOM4FQpJkvE/X+HimIqwyNBNsdvlJ4GanlCPyqjrVW6bacFehqzCQ0YwRyKrzJ8hk2AocDhRzzVy1l+6ScjoKiIAi2kHDHAxVOB/IlMZJwx4o3QbG9K8bLuT/AFgHNUvLCTCdeCD8w9qswxKFGTlu3vT5bcMnyHr1qE0h2NWzdHAKsDmjULQzQEpwT3rJ02X7NN5ZOB1HtXTROsigNjn2qHoylqjK067e3ZYJsnt7Vt7Ay/IeD+lZd7Z5O9evXjvTrK6JTYxOV60PXVALfwlzkjBHem2V47jYT04+taOUkXB5xx9awNRjaxfzYs7c5px10ZLNmWFZlwwHtWFeXD6Zcp8zGI9RWhp96LqBXJBIGDxTtRsftduyYGf4TQtHZgMUw3MPmxnIx2rOuYXgbzEBDdciqVtcXWj3PkyjMZOPwrokmiu4MqQQR+VVrEncgsr4yBVkYBiOmafe6fBfwkHG71qlc24Ugp8pHcVPbXOSAW+bGPrR5oDKtpp9ImMVzkwA/Kx7V0MMsVxEpB3KwyDVO/t0vbZkZBkjIIrA0+W70y4MLAmPPftTa5lfqLY2buK5sLk3NruKHllq7ZajDqMZB4kXAKk4IoiuFlUAYOeoqrc6eRMLm2OyReTtHWle+47Fq6tiR90EH2rMSyltJGkgJKHqh6VqWd+Jv3Uww4/AGrDwAfMM/TtRewjJLQvGQoKS+/HNZzoJOLkD0BHJrWuY4XYrtw453VWG3O2cY7g1SYMqy2kbW4BJI7NnmmxrLbqF3+Yg7g5NS3cptTkLujYVTCSq4mtH3IfvJTRJJO0W3dtIHTIFU5kWHbNG3X0rSQLOu3AVz1X1qJ9P/jAODwRVJiaPWp0yK8l+IGjfZ7sXsS4V/vY9a9allUCue12zttRtGinPyZzxW89HcwppvRHiiozsAgJPoK7bw7FqSWwDRskIOct3rV03SdOsXZlhTr1bkirl7qlpFDtznA4AHepqV48tkdVPDzbuZ085V23dRVYzdiR1qndXjTSl1GMnpUAkkYkenSvIcLu7PXjLlSSNP7UFHXBqM3fPBrPKkDJJzSeYA2CTjNCpoftC614QCKZ557c4qqZkXPzc1Gb1Af8APFUqfZCdRLdl4OW5zxSSS/Ng84FZrahgHFVpb89zgelXGhJszeISL15dgRYB6deazLEGe6MhOQOmapTTtM2O1WrWXyRhTz9K61S5IWW5xuftZ36I6SNSwwDmns7Wy5Y9O9ZdteFSCT9c1FqWpGZfLXt6VyKjJysdqq2iRXt+ZZDg8ZqBbvHHfpmqbMTk9aQZ6Ada7VTilY5ZVG3cvG9x6VGb2ZjgGoo7d3PINXorZV644qXyRDmkyONHlOSTWhDbogBPJpi4TjFOVXlOMGsZSuaJFrzQq8ACo/3kzYAz9KnW0JAL9BxUpMcK5HbisLq+hqtSKLTwxLScD0Jq3HBDHk4GKrCdpGORhadLMV+4D7VL5nuWrInZ0RM7QT2qlJI0v3zkinKS5+c8egNDRsTtUDHNCSTJbKskmPkC9u1SwrLgjGM1bt7UOcld3vVxoFiGZCp9MVTl0J5XuUYol6sM+5FLKxU7RjAHWp2YzHCDgGpbe0BGGprzG10RmuJJD8i49wKmTTy/zY57mtZLZOcDFOLQxKRuHvzTTYuTuVobVYkAxk8HpSSXIhbAH4d6Zc3HlkssuAPWse4vGl+WLnntVKLE5JFye9aUOSQuBjAqgXlmUhcgEVJZwyeZlwcVoIFjdhjgVei2M9ZGZFZtzvyeKvW8I24Ix6c1M0oOdvzdfpVZpjGpYoDzxU3bDlSLrwiGEybeB3rPnvWbAhBLf3vSl+1SzxmMNlPpSBFVcIuSBz7VSVtxN32K3lO53ykliau29q8ybmO1APzpq7AQ0jcDJx3NMN/LKfKiPHtVasjRbks0yW58qEbj1/Gqi2st3JmTOD2q/DZE/O3Jq1xDwCOmTS5rDtfcjgsVhVc4OKLhjEu/GF6YqrPqAWXCtwPzqlc3cl0wAPHpVJNibS2LNxqIEQRD8x71XgtmlIdiT60kEHzfOc49e1W5ZkiQBR1q9tiN9yXy4oflxz2qC4uV3ADJPr6VC0nmkFc5NWraxLEM9NeYb6IS0iMvJzg1rwwBVXA+uKIrMKBgYzVxAY+WOFqJSHYkVvKTB5qnd3ioMA9e3vUVzefNtQnniqKxNLLvZjxSSG3bYJi8j/uwfpV+zttq7jnce9SW9qcqT+VaMUIVcZ71VyRIo1UAVP0ByAKaU2HfxiqN9eBVO1ulK1xhe6gLe3JUDJrk5rq4vbnapYgnir7XTTsY8blJ9at2lgkI8zYMnmtEkjN6kdrp+zbuHzd60siGPGM0nmDZ8o5qtPJ5agk81Ldx2sJJLgl3PHas65lEnDDiluGeYZHQZP1ojt3dxkZ5qkSx1tEDtGDtFbdvGqjOMVBBaoMHFWZnWGM9MYqWykhlxcFVKrXPXt00mURsknrmrVzdcsuclvSqcFo0k24855qooUn0LNpC2wMw/HNOmnESMdvT261KzeWuOnHOO1NLqkLMwBFDYWKgvD5XU5PSpLeBiqs31PvVe1Vbq6zgBQc4raCqq5x+FD0FuRsdsGT16ZrOmfHVgamuLgB8McLUEKC5uQeqDpQMmQk4ZRwRyKeJCNwBH0q3JAgKgAADoKpOqrIcdxU3uFig8zG5EYwOeac6/vAeOKf5KrOZCw3Z60SfOxPO7rkd6oRXnTzpQBx2ratoykKrxwOKyLYHzMn1rfiU+RweccVMthpFE5aWTBI4pbFt28HtnNCB2mKt+YqzaoIsqvQ81BRG5iCkEY/SsuVMuOfl9a2JETaWYc+grIllQSMi9KFuJiRxqjYD1eslw5GRnmqMAV5MMePWrADRzBlPy+tNgiadN824gE+lZuoh/MXK46AHFajsrYJHzVS1HcVXDcHrSiwktCxYgL1APFSSRGRssCcdKgt2wqEdQAKvSEMgIPPtUvcaMm9iMKhjwKs20uUVSCcjrTtRjWWFQDgjqKitN2xQRnFO94j6mvHEHgIJrIuIHdmVQTt4rWgbOVPQ/hUDstvI5Yk5FTF2Y3sZUEpCmPOCDTJ2Csr5wwHarEihbjfj5SOKgeJC2GOc+tamZHIFnTLDgjrToDHb4B5HSmkYiKkY9KpiORx8p6U0SzZcRPDuHSqTx+YDwBjoaIJCI9pBJ7inBt4I4yP5UJWHe5bs7kNGFPUetaIXzFynXHSsW22JNyQM9frW/ajpjHPWoloNFGaLDrIuQ3U1rafcMwUZz/SoZ4BuLAcN2FQLMtpJkjAPPNTvoPY6PYHQ9uMVmzw/Z5gw796s290Jo8oeMdqdcoZoTgjcOlQtBiW7bTz60twizRsGAKn1rOivGj+WXII9e4q/FMjpuHOapoRjGCXT2Lx/dzyD/KtW0vVnjBGCaW7hFxAwC9q5xVl0u53cmM9R7VS1RL0OgvrOO7jIKgnFYtusmmXRUkmI9jW/azJPCrgjDCqmo2nnRnaOaSfQGKWjmi3DkVj6hBOi+bb9V6jFR21xPY3HlyqSmeTitkbJo9ynINX8ItzL0nWXlbybgBXHQnvWtcWqToTgZ7Vm3VkEzKijd7VDY60fNMM6lT2NDV9ULbccDLaT4fIHqPrW1bT712nBzUUwS6hIwMmsiCeWzujHKSI84yaVroextXVitwvmIdrjuO9OtLhwBHNk4706C7XbnIIzUhEc3zKRmp8gCe1WQbgBzWdcwbSAQPY1pRzmNtrc4NSSxpKnGKaYHM3MiIPLkJMZ71FHaiMeZbSdecA1pX9koViRn0PpWTFFJC26Igj+7Wi2JZMsnmP842uD1HSryyEqA5x7mqJmjnO0jZLjv3qpHevBOYZhlc457UWuK51914mU8QnPrmsS61i4nYjd1rHa45PSo2uCeBWEqk57noKMY/CjQa6kccsc/WqzyAHls1TaZjyKhaQt1JqVTfUftC80yjkHJqM3OMdM9DVFpME8mommCgnPIrRUiHV7Gg90c4zVV52bvVNrk9jUJmY8AmtoUbGM6yXUtvcEcZ61CbjrzVYknvSVsqaRhLEPoS/aD0AqNmZuppKSrUUjF1JPcfHjOTmrIyfwqsiE844q1FC7DAzWc7HVQvbYQysF2qfamAMxq7HZZwWNWBEkXGOcVk6kVsbqF2UY7VjyeBVqO2VR0qyqswwBxUq2znFYyqtl+zRX+VeAM09InkOTmr8doM/P1xUuxYxgYPt71i59i1ErxWq4yf51ahVUbjHShMMD09cUZIJAGc1Dd9y0kiQvtHBAqpJl2wBkmpypU5HJ7U9YzkEjGaWw7ldY8DDdalMIKjAwKkMJX5iTj6VLG6KBuI9qYFeO2xgkED3pHZUcA1LIzyPhAMe3pSRWpLZYHmnYPQFmeUAIMY9KsLBI4+ck/WpkgwMAAfhT94QZJ5pXGhkduYz04pWkELE59/pTBK8rcHCjqSaqXk8cXyj943Q00mwbSQ6bUtp4OF9TWbcakjBgmc+ppjwPO2eR/OpIdKKZYjvkVokluYuUpbFJIZ5wWZjg1ftrVI1yRlj61cVPK/g7dqfsL852gdyaTm2ChbUhz5Rx0+lRSTBlxkUXEqg7FBOSeQP1qsIy5yRx71SXcTYLI5Q7Ofr3qRYJpEy2WUinny4k4x6dM077cNm3HbgVXoT6kaRHGAcAc9KQ3KQAovJ7nrUbySTsACcHpipI7B1wzEE09FuK/YZ5P2hgTx+NXoLSOI5PFRM4iHQcntVa4uJOhYgexqdWPRbmpJdogMcbduvpWRe3rDKIc+9VHmMnC9fSnwWpckvz9a0UVHczlNvRESRvKcDn3q/DAkC5Y4qdI1iTAALfWq9ww68+3NO9xctgd+/QEcCk2NcN6j1NNjhaf6A1rWtqIxwKptIW5HbWYXGQK1IoDnjFPhhAUcVJI6RKenHNZuVyrEhdIkyTjFY97qRJIQ9eKdcXQdSM9OlUI4GnlOegNVGPcTZJC7uRwa1baDg8cmmQWyqQAOnFX0jwoPAokxJE0SgKARg1KWVcZPI7VF5gRefxqlPMGzh8cVIxb3UFVSAw49Kx3lFz3PvTJiHlKBic8Vbs7UgfN9c4rVWSJeo6zs1XnHJq+xES4GT2PvShhHH8gzUErc5YGpvcaVhk0wRdx6gfSqW77SeoA785qG68yQnB4J5p9uNkW0Dr1poljiq/cXoKv28WApwB+FV1hbAbHer8Y2Jg9RQ2CQ53WGMsTWLdXTTkgf6vrx3p97cmWXyl6d/Sqrg7di8470RQNjoIkaTJJJFXiURcDA7YzVWJGij5xz6VHcSNs4PU9AapiQXEg3ghs4680jS+ZEUGfT6VWZDtU45NW7W3IHzHk9qYE9rarEm5QKkeQYIJ/A0shEceM4zWXPOYpAzNxnNTuGxee3jdQW7inWUSxcY7nmkt3FwqOCMdKsTEIuAcduKH2GMu50VeDj8KzJZTM/yEe9LM+6baScUyKEozNk80JCbGvndkn5RUQnO49RngVOyAP7YoSBZnGB0OCKYrE8MIdR3rTIZYQAQDiooo0XGB74FSyuAnc/jUSZSKO4Bi2Tjr71btCZELdjT7eGNojxyamhjCRlQD3qGyircLkYzg1lSRCNskH61rS8Hk5471nXQxxnH+NCYmVol3sRjJFaKRBYg2cn9azYpGEjAVajd2bGSPrVSEiaXOwYzn0rKuC7c9gf1rSlyvHrxVaYHyyR0I6URBktm4YAHj+laflgwvzyOaybFQR06DHNa23bBkjtzUy3GjNlk+UgjpUFrKdwG44z0qa4TLDHAJ5pi222TIxzzQrWA1bWXJwefwovIhIoJGR39aiswS5zkd60ZUV4WHtWbdmX0OfvG+VRGMgdRTcpLEpI54qSdViZgcDnpUVvtO5Cw9q2Wxn1K1xJtIUc9s0qyCMhwCAaWWD94QMZPpT4ot8bIaroTrcqs224BU/KelXXRPLEiY3Y5qnLGYlw2DirVliZCM8ijpcQ2MDYWJ59Par+m3e792xwfyzULW/wAp2j6+9RxEQMCTyKT1RWx0caeaOtUtSsmmgIU4x6dqt2kwKgr/ACq6VDBs8jHasr2ZTOZ0S/a1mNvITgHHNddGweMY788CuV1PTfJm+0J94cn/ABrU0m+MsKgk7h2qppP3iYvoSalabkZ0HzdqztMu2jkMEoIBPGe1b7MGGT0PtWXqESIPPVefUUovoNmlEcd/wpl3bR3cZBA6VWtLpZogck4q4rArkD8KNhGLC0mnzlD/AKvPatmO4SRFPXNVrqISq2RyKyIbw21z5Uhwp4B9Kq3MLY1ru1SXkDj6VRiuBavscEL/AJ5rURg6g5HIqhqNr5sbY4YdKS7CsWmKSJlOQawtStAcvGNrD070tnfvZymGbGPftWnPtmh3IQRjOc1S91hozO0rVOkUzAEcDNas9tHcpzgn1rBuNO3IZFyG/nU2k6m0T/ZrnPoCf5U2r6oS7MkeKa2fKt8o9a1LF1OCWGeO/Wi4hE8R2nr0NYjm60+bcASmfypfEg2OqYDHTk9KiV2hf5uRnGaqWV+t1Gu4FXHWrxRZUK568VOw1qSF4bhCODmqEliFbKc81l3Bu9Mu9wBaM8n6VrWuowXiDa2HxyDT2EZ1xp6sN4G2TuPWqElp5xw4+f171v3qMsLNGvzfXpWHFfkylJhtINUmJoxzIo6mo2nAHBFZrTlu/wCNRmRj3q1R7msq0UXnuhnPIxVc3JJqvknrRWqppGMq7voSGYseCajJYnk8UUVaSRlKpKW4UlLSYJ6UybNhRTgjMcAVIts5PSk5JFKnJkGD2FSRxFu1XI7P1FXEt0UdOaxlWSOiFDqytb23PNaESqvAHWljiyemRVuO2Jwccdq5J1L7nZCNiHyi2cd6kSz5yBmrixKvYn8amUDAJFYOb6GtrleO1VMcVOUCjgAn0oeQBSc4Hp61D5wY7QMHuanVjuhp3ZJJH50D5hjp70uzeP61IsOO/FUK9iLBDcE/UVIA7D2qykKleSM0jskYIPehK4XGYVAMjJFPaTAznpVZpTuPH5VJHG0vJyPanawk+wNKZV2qPm+lPjtjnJ4BqxDBtIyOKsnYmaCtxkUKqOAOKCAp64qGW9VBhT83pmsye+3d8N2zT5bhzJGtPcoiEZHHvWbPdoDuJz6VnPcSztt5PapYLJ5PvZz2FVyJbkObewG7uJWwoIHap7a2L/NISWqzHZ7cA1LkRry3OfShy7AovqKsCpyR0pxlVDjHJFQ+flTyOv41WkJlyq9Rzx3qUr7lNpElzdqoK5yT6VUTzpR1KrnGfanGEKyljzUu/JCKf/1Ve2xnqx0Nvuwc7j70k6NHtBwRj1qUOlsGJK/TFU5Lk3L42/pTSbB2RE0ioTnG7HpTY4mdmIHB/Pip0sSz5OR7Zq9GsaDbjmm5WIs3uVljWEhhx70k0shUbSRU8wUDcxHy9KyLq7BO1D8oPFEU2EmkiV51jj5wW7k1U8ySaTIyBQlu8/zNnFTiHBCqOfpWuiM3dixWwJ+XGO9TtN9nTZtAOOtSxbLeMs5+br/9as65lM8uEAx/Kluxv3VoS/a2KEAZzT4Ld5my2KW1sHYDd9a2reAKMccU3JdASb3G2lmI+RkfSr6W4B5FLGuxc5wB61FNOVOAePWs7tlWJZZlhXr1rMnlLtgnFJPOGPByTTI4DI+DzWkUSyJYzI44PWtSC1CAYOPWlitgqj1q1GoJAzmhsVgjUh8DHFTtIqLnjH1qJ2EYzyKzrq53IQD19sUlqBYkuA+eflHWs2aSR5dqtwe1VhJI0m1SSvQDPWtK1tyfvcn+VXbl3JbuMtLI7st1q+7CNcDqP0p4CxA4POKp3cwCbcjJqW2x7ALsBTz196g+0h3IP0Bqk3QkdaWFGkfn6VaQrlhi0rHAGP51aggAxkZPSiCDb1B696uohUE569KlvoNIBtjQkjpzz61Ua8XeQMY9c1DfXvl5jzn2rDNy0k2BxmiMbg3Y0N+6ckVNGwUncB044qC2jKndzyKkz+8IyAap6Eq4k90FXAwT2qpaOZp8uOM5FNaN/tBBGRVmGHP3cZoQFnarc4IwfSp0aOJOgz70iKFTHtUErfKcEdO1G4FS7uv3hGcgVTwLqT5qbMjPLjrk1q2NltiBcZz0p7C3JrcRwQABhnHrUMk26UKDux29alljVRu71mFzG7MxIPYUtxvQW8QtMNgwaleRkjUdxUSM0r5LZGakzvXJ7Dj/AAqnoSNeXKc55HpVixiMY3E554quNryhcDA4xWnGo8sDHIqXohosQKHPvSXMexeMU+2AC5zS3XKgAZNZlFNvMjjBXvUyu3l7qS5PlRKDw3enxYaEcYxSGV5snB54PNZ9wxYcj9K2HUL8oXPpWVegK2D3FCeomV7YKAWPFTxlvMAHQd6r27CRtoByOBzVoIyEA49KpiQ64B2nj3qqZZFjbcOnrWhIAYc8+1U3wylQM/jSQMisrnJx2FdBFkwAkdfWuetYNknTmtuKXEQGOKU/II7FeSMGTJwOfSosIH46jjipZNpPOee1UWJSUnsaSKNOCXGCCa0ojuXB5rGt5AV4xn1rRglOAM8VDWpRR1G0DScDrWST5EwUn261010u9Ny8N0Fc9foQMtk+/arg7qxEu4ybKsGBpnmFZAwHSlU+bCSD0H1pQvyc9RWiJJZCrJggYPNVbf8A0e6AHIPpVyCRJF8tuvaopocKWU4IpJ20BrqaJVtu7OQe1Vp4g0LMByKLOcyAITntj0rRliXydqjkjvS2YblDSbthJ5LMR6c10ceDGMnt+lcjjybnJ65ro7Cbei4Oc9OKU0txx7ElxH5ilWJbHFUIV+yyjGeeOa2GGVBA/Osu6hZjleg5pJ9BNGvEyumQe31qO5tvMiYZ6isi2vTFIIncD0FbccolXGfahqw7nN4eznKnIU+h6Vq2t8snyk80ahpvn/MOtZRhks51wSR71WjJ2N9mUrg8555FY2qWO9PNH3hzWnDJ5sYIJHYU51V4trDI6Uk7MDC0rUyG8mQ+2fSt0Dd78Vi3WmASCSIfUVoWjFUCkk44B9aqVnqhK5U1jTTMvmR53AenWqWmX8kDiCcHaOBurpQ28AEDmsy/09X+eNQHHNCl0YW6l0ojx5AHPPFY1/ZB8uAN49KsWV00I8qTgA8VosiygnjBGc0th7mXp+oFVEMpJI6E1qMqSr8wByO9ZM9iUJkj7c8U221B0fypfzptX1RJFqDT2MivCMD2rQ0vWBdLtbhx1561I8MdyuG+YEVlXGlvaSeZEe/b+VPRqzDY6srFdQ7XUEfyrmtT06XTpjPbk7Cc4HardnqBGBIcN356mtXel1GUfBB9ulQrxHuUNM1aO7Xy5GAYevc0mqaSs6+ZEAG9qoXmlvaXHnwDvnHY1dstW3ERTjB6c1XnEXqedUUd8ClAJOAK7TnUWxKKkEROMVKlsT2qXJI1jQkyuFJ5xThGTWhFZE44NXEsQuMjtWMq6RsqEVuZKWpbsanSz9RWoIQB0FPWMHtWMq7ZsqXYpJaAD7v41YWAKM4q0Iz6VItuw5IOKxlUb3LjBFPyyeAMcU+O2JPPNaUdsAmcD86aRg4ABx3qOfsXyBDAq9RSyNngHp2phchepJpUUt14Hv3qNd2VsJn58sTkDgVHLLJnYvAGe9WViIzg/n3pGhDSdPemh6kCKW5PHrmp47fPzcf1qURKB6e5pxdUUgHmi99hWsIUVcAd6jJx1OO9MVyz4xwOnvUq27ydOATj6U0u4r9homZvlTinCF5MA5+pq5BaiMjIz9alIUdOo6ZNO47FeKwB5NTpGsXB5qE3u3IGfeqE2olRwc+9Uo3FdIvTzhG4IHFZc+okFgCM+5qpJdSz5AJx9aiS0klIPOCPSrUEtzN1H0FRnncncR361Itm3JJyDVyC0Ma5I+tWjGCOmKHIFG+5UigCgDB/KryMEXoB/Wk245JAxxiqstwI/lXr+XFRZstWiixNP2HT2qhPOc/L0NRNK7tyOP508L/E3+RVWsJybHRswHOQDU0bfN3OOlIo8w4APPcU+R1gQqD1H50AiKZwWwT0oEqRodpAJ/CqpDysTircVqvDMD0/Oh2Qk7kfktcN0JGe3pVyK1SNcsMY70/ekYwo+oqjdXbKM7j0zgUk3LYbstWXTKiJnjnpWbNqA3MF5b+lZkt3LI2Mnk1Pawlxkjk1ooWWpk53dkIzzztgk4zSxwBMbvvVa2CBCTwT0FUpJvnPt0FUtSWrbmjEuyMlhw1RSSrCcjrnpmq63MrjYAOuKnhtnkwzL+NDVtx3vsNYyXbADirttpoRdxA55zVm3tQpHGe9aKRA7emKhz7FKPcgjhCrwvGcVZAWLnNLINijaKrOxVMMQc9qS1L2GT3oIwBge9VWuCylQefX0qCbLycHmrMFpnBIzWiSRm2x1taE/Mec9K0oYUXsOnXNLCgReR04p+OQOlF7k2Argcnj1pPNC+39ajnlCjqKxLm9JbG45pxVxN2Lt5fYOwMM1nvI8h43YIpik3Byw4FacFqBzV6RJu2Ns7f7pdavhgi5B59KjAwPlJ4HSlJKjkc9uah6lbDWc8jgYrOu0ldw4zVt2Jb6Dmoi25sDtVLQTKwicYB6mr1tDjqBwakjtw3uauxwhF5HPUmlKQ0h8aqoyQBkVWurkhSEODUVxclM7ScY5rMuro7cqc8c570oxuNtIikffK24gg9O9KkEe7eFwTzUUDb+Sv8AhVzKovJNabELUVpdiY709FDxZPXtVNZDLL/9arM0m2MIgwe2KQ7kcmOSDkZ6+lWrVQFP9RUVvCSuWx6U938pTg/rQ+weYy5n8piBnPSq3nZBJ/WopZNxyeM01ssAB9aaQh8EYeXOM1rLny8cDHrVS2j8uP39T3qeSbyozk9OSKTGhrsSDnBH86zHIlm2Ajnj3qyboshIPP0qtDHlyxxn270oiY/AhGMVDJOU4qZ4TI+SfpVOVMXAUdqoRqWFqJFEmea0dijsSfrxTLCMpEo9quMo7jP4Vm2UkV1YqevPenyMAAcg9MVXnlRXBB/+vUP2gueR0pNAmPuJvMkVCcDjNWtpSMEdhmszcDcg5Oc1rPlo8AEGk0BXL4cEkVmX2HYgdK0JcBMnPPPSs6X75PXviiKBlaxBjmyePWtGWQEgDrxVKA7347Vabrn6GnLcS2Hy58rHH41VjAUEk4HbirrIPLOR3rIunKcKW4oiD0J4iTcE5HXH4VpLlk4+uM1hWbkuck5znJNblu4MgQk0SBCTKVUNjHpVC4+flVxxWzOm5fl4Pr61nlkG5evGc1KZVhtsQV4HP8qvQMQ3OWrOiOybPTJxmtJWGPvYIpMEXCS0R4ORzWNcjfI0bDn+ZrYhkBUqTzWfdKFkLY69O1KLsxsyFX7PKyknB6UGQopA6HrT7z5uQO2frQkQli+o61s2Z2K9nJtuMsa15oyY8oQcisdoCknp6fSr6SuYwM59qH3Bditbs1vcYOcN2robdhMnzjmsGdGXDH0yK0tPuQ6hT1FKWuoLsQajCS3yjheho0u4KNsLAeladzCJoyQOcfjWEEMFx8w4B/SkndWB6HYRTK8eDmmyoGGeo9qoWUpdVz8w9a0MnbtJB561Fijl9Yt3SQTRnHPPsa1dFvvPh2uRvHXmpru3EsTKQCT+Vc/FmyvTzhQfzFaL3lYjZnZlsjFU7yFZUKkZPUe1LbTiWMHOcjippVyves9mUYkMrW8209DWojh1xmqF7Duy6n5ufxqvaXZRtjH5uOtXa5OxqvF8uAB9aoMzQSFj0zz6fhV8OHXg8VHLAJVI/hoTsBHBcxy5wSWHOatM2Vx1J4rDkge1nDjOPStC3ulmAAYAjmhrsJMr6lEY18xB06471RsdY2y7JRge/Y10MipMm1h1rl9U04wyNIg6c4qo2ejE7rU6VCHQENms+8td2XA+bOeO/wBaztH1Io3kyH5TwK32YSJxUtOLHe6M2yuDEwR+BnitfMciAEA8dazJ7fJ3IPmNNhuHgIVzwPWhq+wCXumvuMsecDmmWd68TBJOSO9bEcySpnINZ19ZA7nReeuB3oTvowsa8UiTRgHDAisrVNOAUywDDY7VVtL2SBtrDABxmtmOcSLzggiizTEeaLEasx2xParkduB1q3HEgA456VUqzN4RS2RThswD0q7Fagdql+VT0/KpAx/OueU5M2URqIq9/bpTn6ACpI4GZuAePari2qqPmxWTlYtRuUI7cydifrVlLVRjd1qyHROFqMzE/dqXJspR7gsSJ3//AF01iCfQCmlyf96oS+DyefTtQk2PRFouAnTNVJXzx0z14p+WfjoPSmmM9c4xTSE3cbHljVpANvHXp1qBEO7Iyce9Tq4TIwCetMS0JRkkcfnRuCnOPzpigsMAEfQ9Kmjt2dsnIHsaOUfN2IZWLnCDOehPaiCzd+Tnj0rQS2Cclc1ajCKOTxjpTukFr7lGKyG7kZ461bECL1HI5xmnGVFOFwDjOaqXd0qLgHk+lKzY9Eiad1jTkgVmSXQxjd8vtVee9Mg+Uc+vrVVEaQ59qtR7mbn2HTylz8vr0qJLV5pBknaav29iDgsCcHNaUUSx9h69KrmsTyuW5nQacoXLDpVvyY0z0GO9Tu4A25/CqNzKVABOPaldsq1h0kioOOce9UZbwLwTz2qGWeQnaowMcYqJbdnXkgDPWqUV1Jcuw/7VLLnHGT2FKqbiGJOaUJHAcEnj1NLuG0EHr0FP0F6kcmI+md1NBJALdM4/GkkdctzknpQkbyH68nFPYVydZtq4U4Bp/lNMw3DA+tOgtMAM4PFSyTxxDHGfaocuxS8xVjSNMEd+c9qglnKZ5IpslyERi34VkXF4Xb5OB6U4xbCU1FF03gUFc9e/rVKWR53wv51CqO3NXYYxxjgVpZR2MbuRDFCVb5l59xWjHtRSVIzxS/uzjLgYznPrVO4nIXCjFK/MUkoklywKkAnJ7VTWB3bOD7VLEslxgEe9a8FvtUZBJpuXLoLl5mVrSzOQcY+o61qJDwOvWnJDtGQakEgQ8kcdfrWbk2aKNiZYsLnpimvJjocVWku+MdO9VZbvPyqOe5oiht2J5LvaSc8+lQGSSVs4OMflTIYWmOSPbNaMUG04atVZEasigttxyxx3+tacUYApUiULkDqKSSQKCBxxSbuKw5jgdOlRSSBU3EdvWopJgq5zz/Ssu6vS+UXPPFOKbE9CW4ulOef/AK1ZiwtI5P6mrEVsZDlsnPWr8UCxdOnUCtLpEWuNtrbZjNWzIEGF4zUUk2PlAxj09ajZz97nn0qdxljzMfU1Wmm5OD9c96gactnaTjH5UIC5UMeB+tNIQNI7HGCBmrMELHDH6U+KBepHvVtQFHb60N9hpD4x5YzUFzMQh2Glln2qeQAKzLi5BG0cnpUpXG9CBpizkMc5ojhMhJIGD2qSKDzFz0FToojUcd6u9iNyCRBEOMAioVnBVgSAfWm3km0HJ69vWs1pscA/UUwehqxMkWSOpHapom3tuzVCBGdc8nPvV5cxrjoAOlFgRaZwsfB9qz55SWIokn9T+FVQxkk68dTQtAbHOGePA9Kls4ycAjtSwQszEDOD0FaMcSx4J60N2BITaUUDnHU8VTdyzYOMHpVq5lH3R3rLuZdvIzk+1StRvQmQDdyc4qXABzjgEe1V4GOwE9D1pxkGMZ4J6CqsSSSyhYy3OeuDVOyfz7jkbh1pGk8w+WDmtOxshEN+BRsg3Zo27DYMA8fpTrliF4PNJCMEEYyBUdxliT1xWXUszpdzP169KsxDC4IJPamxRnzScdRxgVYHDDJpyYkik+BODgYBrUSTKqAOaoyIGmyvBPP1q7t2gY/Kk3oMin+7zn61jXDANwc5961pjuJXHAHfisi7TLkkEYNESWOtccEjFW93YkZHvVK2xjpzmhpG87aexxTaBGoT5kR78VmXEW4mte2UGM9uKqyRBJGyc57VKdmNoxEIWXHTFbNtjcDWXcRqs2c9a07QjC46jvVSJiaUjDbjOOOtZd1GVJK89zWqY90eMAe9QtECpz1NZJl2uYJnIkB9PwrUt59ygHDYPXtWZfwmOfgcCrVlIDHyMVpJaCW5rpwQc8/1pt4hK7gOtNjZcgZP4dKuYV49p71k3bUs5uYBl24zg4zTLN8uUY8dqsX0ZgmPOBms4syTBhkVtFXRk9GaMsO7d054PrRBGVb196InLruJ6jFISVZSOTjB+tHkD7kk6YjOB1qlZSmK6ZSCAT+NaAbzYsgcjg1nuu1sgEbT1PGaI9gfc6a3dXXBYkYqlf2wI3DHNVrG4O7YWOa0nHmRYwQam1mPdGdZXBjYLn8DW9C4Zeua5K7DwSblH1rW0q+3psY05LqJPobxQMOayL60UndxkdK1on3Ac8dKiu4g8RwO3SpixszrOXyyFxwO1aoYN8wP4VzEjPFN04PQ1q2F4ZF2McEGqlHqSmXbiDdGSBxjtXPXNvIkm4KQBk5rp/4KrSxK+4EDBz0pRdgauULK5ymDnIrSjfIArFmjMMu5AeP5VdtbkSLxz602hIs3MKSLgn/61YDrNa3AxkKDkEV0i4YAY61WurYSDkfWhOw2htrP5qKSfr65qSeJZlwQDwcGqCFoGwOxrQhmV16ihrqJHNXmnPbS+YgJANX9M1EMvlydRWvJCkykEdRWJeaebctJFnHXApp30YWtsbXyuAB9ap3FsGbjIbqKp2Go4cROfYEn9K1/vgH24pNNMNzNgmaBtp6e9aSyo65HP4VRu4yQSByBVOG5eBgrZA9adr6oL2NGa2RskKM/zqn5r2zhcHjmtGKVJUx61FcRLJkHg54NJMTOZ3fN6mp0LtxzSQwbuorSjiRF5xmspSsdUUyCG3Z+TwOtX1tlQZOc9qhEyqODyKR7hm74BrGV2bJW3LQZEJAxUUs7HgnjHFV1kBbpk+tMkfcc4x9KnlKciVZAVIPJ9c0hkyeT+VRIjkZI61ZSFV9D9appCvcYpaToMA96lFuAck1INg5OAKj87kgHNCT6CJAAo9PpQQF461ESWPcjGRUkURbPB6U7AmJgnjHtUkdsWbnpU8dv03dKtqFUZ6D60X7AJBbqq+4qx5arkn+dRvcKmACOKoXV+NuMnk0JXKui1PdKoIB9utZ8l7tyN3r0HWs6e8LMfTP51VBaQlhwM5FWodzNz7Gi1+xY9fzpGZ5l5OSeKS3tCepOMVpR2yqPu4p6INWZ8VqWHKn1q9Daqgzjn2q3HCo7CnlMfQVLbGokQAUY6UhyTk8VIQoBBPSqckm9sA8U7FN2GyyjkDr3qoyGQ4J3VaEJYZPahyEBA7jHpT2IepT8uNRluoPAqN2z9wf/AF6kKlmDZPrUcjhPlBNNaiZVkbaw/iPpTAWY4xkntTwpmP1qzbxJHnOM/TNNuxKVxkFpvySOvvV1VSAdRkD8qY1xGm3HHFUru9XBAYE/Wo1kVpFFqW8XpngVmTznfkYz2qi9yXyM4x0ApUDyHkcVqqaWrMnUvoiWScuuzJI70yGIbssetTC2AbJGMn86kWHbuY8AU76aC5W3diAc5A4A5qGS4A4HA9KlkbA28HPemxWjStu6g0Ky3G77IiRnkPQkVdgsC7BjirVrZgFRjP4VqxQBR0qJT7FRh3KkFoFxx05q2EUckdKfJIsYyT0FZkt8N/A6H1qEnIvYvzShE7CqRYsNxOKrteBl5P51D55YkHp6e1aRiS5Ek0gzgNjH61LBAZPemwwNIwLAVrQwhF7celU3YlJsfb24ROB9fep0X5vT60nmYBAxu75pyMM5JOTU7lk5OF7fSs+4fIIHWn3U/locde1Y015kkAkk1cYkN2J5ZGYYB5/lUcNpufLdDUURMjAkfjWxAihANvar2RO4LEqAEeneo5OQAvWrBAPbgfnUchSNPm59BUoZVbK980OQY/vc+gqtPOGOAcZNNWRifaqSJbGhWUn9KsQAEj0NIsZPGOvrV2C3Kjpge1NuwkiaMALknmkll2AgUjuI4iSOaybu74wDyam12Vewt3eZOxTyKbAhfB5/KqkFu0z5zxWokflJ6AVaskTuyUbUXAFRu+CQKgluAh6dehquZCSSMnrSsO9iG9JZ8+vNQwWhk5I9yc1fWMScsOKnRFXoB6Cgm1wgiEceOM+tQTy9QpyMflUs0jKOD24rMllJJ4I5poHoOkkwufyohYE8Dn6VEmZGwTxWhbWmB7daYkTxMEXOOnSp/M3AgnH8qiOFwAAD3qOZ9uccDvUbliOwOcmoZEEpwaieUsxHI9KliVtmT0znmmkSGzauBVOVyAR+FaLfLkH/APXWZdMu8AcEdarcTJ7SLeQ1bUP3AoPQVnWC4jBxWvAmeSMcdaiQ4okXCoDioCxcsSePpU0zhYyMU2JFZTxULuUQR4ViwPJ9aWRgOQOg5pzxbSTkY9KrTyBVYdPwo3ESQYaT29PSrrcLjvWXYzZlPI/+tWq+NuPSlIEVZOcsMZPf2rKuT8zDjFa8uPLPoBWJc/LIeBgdPenETIoiUJDGnxgtJnpnpTYyG7nk85qxApD8nryM1TEi/bblHU56morl/mOOn0qaMdGx7E1BdDAIxUdSzKmOZN2f/rVetZdqqc59aoTBt386ltWO7bxz71bWhC3OjiYPFjsBUMo2MOeB2p9kQFGT9aZeA4yOM8Vi9yzNvFDgDiobddrZHb0qW53GPPFVbdyWIOfbNadBPc1YZTkbj3q9C49eves5PlbPGT/nNXoyRz19azKRBqsAddxA+tYcowMV090pktevSuauISmRz+NXTZE0OtpDjDdumanlGY+M+v0qhbORJtz19utaPLQ8D3qmrMS1QllMGbDEfSrE9qDwv3T19qzUJS4zjGf51rpIXjwfSh6bDWpjKzW9yDwcHA+ldHC2+JSO46isW6jy27GAR6Vp6bKph2HGRz9KJaq4kQXsG/k4BPUVnW7m2mP1xXQTRBgSCCOhrKng+YkD6+1EX0YNG9aSb4gR3qzJymD/ACrG06YoRG2cjoK2FcEDFQ9xmNfxY3HB2ntVS2mCEHHK9a6OaFZUIP4VkXFkUDYqk+hLRpWtysqgdalcHOT16cViW0xhk2nvW3G4cYGORUyVgTKtxCGjIwBis1W8iQgjHPOK3doPGAay7+2Dj5chh3pxYNFmCYOu4EYq0SHGDnNYlozwtgj5D1rWjbeOKGgRBdW/BxjnpWbHO0UoweM85rccbway7+2OxnGS9OL6CZoQyrLGrAgk9qkkQSLgnjpzXO2d+0E2CcA9RW7HIJIwy9+fpSlGwJmNqFiYHMkYOPQVNp1+GKo7d/WtSaLz4yOOlcveWstpcbkXgHtVx95WYtjp5IxKuexrJvbRgGZfw4qbTdQMkWxhzWhIocZOCMVN3FlbnKJey20m0k9eRmtq1vknXOfrx0rP1TTixLoOeelZMM0trJjnjqK1spIzvYvCfawA/wAmpDKSoJb8PWqWQeQcE+9J5yqcc/8A165nA6lMvB+pGKHkUgDknvmq25n69amiiORkk96lx6lqRJEzt8oTHoKuQwgcN81JEqr0J/rUnmAYI4B7Cs3qWvMnREUE4GKY7gfdxj3pvmFm4HymgK0mSfwFCXcdyEkt2JzxUscBbAY49qsxW3HTkcVZEWOfT2p6AtSGKEd+1W0QLyQKjMiRjriqtxfrGpHAoSuPYuTSpGODVCa+K9wBWZcagxJHO01Tadnxk1ooESqWNKW+YqwB/WqTyyNwCaYscknTpWla2WMZFXZIzu2VobRnbdjtWrb2KKu4jkjHAq3FEiryKV3VO65FQ7lqICNI1wF6VIrKevXFUZLkDPJqJbstwMjPXipUblppGr5qJ3qvNeLggdQaq5aQY7UhXA5INVawN9hfOd87iVFSKyoNxxzVTcSccKPao3Z1GRwT/nimTfuXHuOo688DNU5Z8tkYLVCWLcZ9zxSLE77cDn1oVkF7itKX4BwTRHbtJycVZjtAPmf8PSllnSLgEE+napcr7BbuROgiGCBkcA1XeUryG7daimuMs359apzXG4FQeKaiKUkht1dNu2hs8daoMzyNUvlmTnn0qZIwoxtrdWijnd5MbBbZ5PUHpWjEoTkiqySbFycbqY8zOeD34qHeTLVolyVwV4qDeztt9OtLEpfIwMGrkNoGGRx/KpbsVZsqpES+TwK1bSHHAGAKEt+eOTjOKtRgIBms5SNIwsPVFTJAPpSNOMHaPu9ahmuAD169qpSzDJJaiKKbsLdTmReDtX1rPcsMkYxT5X8wgEjj0pyRGQ5PetUrGMndkMKPK3X9K07e06E/rRBGqAZFXYmDsMds0Ngoli2i2noCc1YPsODxwKjjBx0qUOqgHsOpqSxvl5qGSYRA+1OluFQAZ6/pWJf3oKkKauMSWxl9qIZtgOfXmq0CtK2SeKoojTSk9a6CxttuMjmtXZGSvJk9vbhVAxlsZq6inbjGKQR7VPp0pwIQe9Z7mlrASU57elZtxMXbAqxPOH+UdBVLAZs4xVxRLYghH3ic+1LHCxfn8qsqpKgDP5Vbhg4GfzNO9hWEhg46/e9KmkZY1x1x1pZHES4Jwcdqyp7ppHKqajcrYS9uBkkNkA8VjZMkxJ5zV2VS4wB+NPgsyG3HHPNaLQzerLFsgSMHocU+WYDjAwOlML4GW/8A11A53nr2pFbFWdyW3GnQkuR7nHvQyh2IHTFXLS2wN2Me9MVrslhiwuTz6ZpkxEYzmp2IjXGM+tZF5M24gH8O9Jasb0RJJJ5pxk4qGVVXtn2qOOXaM56DmnAtKwIBxmmRcktlAIOK0xJkZ6GoIoQFyRTm4HTik9SkrD2fHX+XSoJ5BsJJ3Z5NNnYjGCeaqzOXYDPHWhAyRU3tkdB1qyvyr26etRwIQuTxmiVgqk9CehpiQvmbuMnrmq5ti0hPqakQbm4PJFaNqgOOh7ZpdAtcS0tyq4PY81pKNqdAcD600IEP8hSTvsBAwO/WobuWkVrmQiTaBhas2udgyMms/d5k2AeCa04sBc5A9KOhLGXHHGO3QVi3bNzz+FbFw4IyefXFZ88e5MkZpIfQZpiksCOD3rWbIXkCqOnoA3Iq+5HoCKUgWxVuG+U8duMVj3HzscD61rztuViOD2rMkwCcke9NEsrQHBwen+FaUSoBkgA9azY/vZBA59avISCBjk4zTYItq/OARj0qOZQ7c8etEYG0NjrTJnCjIODU9SijMoHTqOKihbDcinTSZJyMetJHjcOepq76EdTWsnODkn2q5cKNucHJH61TtVAJPY8c1flOYuh6YxWTLRkzD5cE49qpx/LLngevNaMqYz8vNUnjKlgPXPNUmJl2Jsge/TirMfJPXFZ0TkL0PPHFXIJCSCf0qWUjS2bo+vXnBrGvIdpJI+U+tbUbDbnjPSqN+uV9qmL1BnNlGSQEnGD2rTt8MoOc4pk0YbJA6Uy1fDFSQPWtnqjNKzEuoTnf6c+9T2cmQA2c9MVO6BkGRn1zVOJvJuO1G6C1mW7hQeOg7VDBN5cmF6mrMp3x5B5+lZ0o2MHz15pRGzficSJuP86guE2jt04qPTpt/wAtX5E3KWJ6dKnZj6GXG2yUdRjiteFg6cc1jXK+UcgkHPepLG6+bac885qmrq5HU3A5HBOTUU3zrxzSh9yZ/nRjPWpGYtwnksT2PUVasb0E7WOGp97CGibH1rA814JwPTjNaJcyJ2Z2atvU4/OoZF7cH2zUFjceYqnr71ebHY5NZPQoy5IQOfyp0U+1tueOlXnhBXvVCWDZkg4xVLURcV84weRSTJ5iNVWOXDc1ciO4cHsKWwHKajbPDJvUGrGl6i6MEk4U1uXVoJEYEDGKwJrT7M+5c7e/tWqkmrE2szp4mDKM8kjIqvd2qzKTjt2qlZ3ZXC5OO2a0t47ms2mhnPvA1m24EgdxV21vC2ATnPHWrd1Gjx5AzWGyNBNuTlc889Kta7i2NxvmXB7+vpWNe2Kkll4xVqG9XoST9akkIkTIAIPOM0K6YPU5BZC/Jz+FWIgCPr+lQRg9CKtITxz09KJFRLCKBgk/NUgnC5GRzVfzGcnnAPHWpI7dnIOcZxWVu5qn2LKSlj/LFWUiZucHmi2ttpUdB39cVppCq8elZuxpFN7kUFsTxiraxKq8k5FNMiJxkDH6VXe7O8kHFTZmtkkXGKR5yQMd6ry3IUADJ44xVKe8AUfMTVWS4LDGfrVqBDnYlnvMDnJJHSsuWVmfBJC9cVPhn681JHaluGHfitFaJk5ORSVHc8DPuatQWZ79+9aUdmqrkgZFTlUUE8cUubsNQ7kUNuqDke/SrY2Rrn0qo90E4J/P0qCS8GGwRz6UrXK0Rfe6HXIwPWqc15uYgcjGMVRMzOSCcnOaljh3/NjHanawc19hoLSPgdB+VXLePbhie+aaiBFHH3fxpxY4yBz/ADoeoLQsmYANtxkd81E7cZzn6Cqpl5wBRvLcCko2HzD3kVBjNRfNL6/lThCWJJqzEqxrjIBoctAV2MW2HoeamRUi5JHHbvmo5bkIflbPrjtVWaVduWOcmp3L2Jrm927gvf8AnWPNdsTnPJ70TS++OPSqhBc4B61pGC6mM5thJLnnBzQsRYbjz7U9YBnJOeamCjb0qnLsZpX3IQD8wXoO9KDsXngdKlJUIRxgVA4LcBc5/WktRvQid9zZqxbw7yCe/QUkFsSwbHB9a2ILbO0kAd6JzS0Q4Qb1YW9uePp69KvLFt4NSRxrH0654JpksowQCM9K573OlRsDMBwP/rVWkkPRRTJJcnBIOegHahpEK4BwcVSiJsrTSBWx1aqpLM2P1NPlJLEAHrT4YjjJHFaqyRi22JFAWwSOtaEcIQZI70kaLjgdMCplHPt6UrlJWI8enWrUEIypIORUYG0c043KqpH4GkBe3hVPoKqT3QUAflVSa8JBweB+lUpLrjOT6VUUJyC81BvmH5Vm7nnkyBT3RppcZ+talpZKEB29uta3sjKzkxllZbRk/WtuLbGqgenNVwAvAFL5oUEnIFRqzVJJFpnwuSc8etZl5efPhW+WkubwdFbtjj0qgGLv6888VaRMmXI8lM561JEhcqTx702FSBhcVowQjA4PFNuwkPhiBUA4xng1YZRFHnv0pm9Il3elZt7fFsgGo1Y7W3Ir+9AyAenTnrVRXOOvzHk1SmdpJCWPSpYgSAcdqtKyI5rl+EFm6+1XCVVBgD86pROI1yCfb3pGuV4yT/8AXpsaI7yYBsYx3wKqpcZ6g+gptw5lYjORninwWxbueaETuyeFS3bnqKv+ZsU88j0qBVEa5wM8Cq1zcEZAB57Clux7E0swxjPWs6fIJbr6GljcsST34omAbgD60xN3IIsvjPOa1rWEAjj9aqW0Oxs+3NXIXCyYPHvmhhFFlgVGDx7VC7hjjmpLiYGH1I9Kz2n6k56VNinoNuJgD1PPFJCQ7Kf0qtKTIwHXNWIFwvPHFVaxF9S/HtxjHB/SmzopXtxUe4r04xzih5Q6jLcdcCkVcIfvcAjHStGDIHrx3qjGvz7sjtg1oQAFec/hSkwiWlchScHHFVbiT0I561NLLs4z+ZrPlkyecA1KKYlqcyZPrWwOIxjHNY9vgMTgfXNXVmxnGcYpskZMSHGc59KrzMCD2Hepp2O7/AVWk/HGaSH0LFkCF68delWZSdxGAcVDatx7CnTNj370mLoRvkr0rNmPDD/JrSBypGeTz1rOvmChhnGKcdxMrQDMnGAc1p+WcA+1Y9vITL681tq2FA+lEgiSRKSmPz4qGaPvip4m9Bx9aZcMNrHA4qCjKkiPzEDkGqwkxJjPWrDTHJB+lUmJ8ytUZs3bWQke+cA1o5+RS2duKybHIXkGtVSCmB+ArJ6M0RBLtB7etULhsHOMZ44q1cqA3T6Vm3Lgkg59jTQNj4ZDkjODmrsDA455rKiO7BB9smrkZKkEUMlM3YGJUUt5EJIhnGfUVSt5SB15Y4NaORJCeaz2LOekUhtp5xVVSyTevPStG8i2vgfXisyQhSTj61tHUzehsREOmDggjgis67Qod2OR3qxaSh4wF6ii9G5dx6e9JaMb1RJZsJYQCeTUV1CN3GeKqWdx5cgBJ9K1p9rpuGe1DVmC1RQtJTFIMNjFb8EgddxI59K5qX93ISBitOxuQFwSOOnvTlHqJPoWrqASKR3xxWDM5t5sjI5yK6J5DtyOv8qwNWU5yAeOlEBSNvTbsTRKSc1fH3vQCuS0m6Mcu3PHp611UblkU4568VMlZjTuhs65UHHJ79qxbu23NuwffAreYfLn8qoXPHb5e9OL1Eynp8phcIeh6H3roEYOMkgCuRluBFIQeBnitfTr4PhScGnOL3EjbOSPYdqrTxna36ZqVZAR6jvmmSDepA9OazKMh8I+F+X8c5q1bzYIBYcVXuI+u5eneoI5SnXitNxHQg7kHTBqpc2gdScA0trcggKf/wBdTtIPoc1NrMDnbiJ7aTAB29hVyyugw2yEZHT3qzewrKrE/h7VgsHhlJz0OOa0VmiXodLjIHPHTFULi3Dk4GO2aZa3oeMA5zVokEHjg9Km1guc/dxvbtjkqTnIp1pfHOxicfWr94gkRsfyrnJ1aKQjkVrHVEvQgiLEYHSrkSElRmq0MZ4PbuK0oYwMDIrObNI3JIoMsCQetX4oRx1AHOahV1XjP5/rSG5C8Z5zWDuzaKNOMqOOBih512n06nHGayvtYxjPT1prXJdSATSUTTmSRcluPlOTmqjylup78Y9KiLb8flUkcDSkcY/matWJcmyPBZhjkdKmjty+N3TvV6CzxyQAatrCE4x0FLmBRKkNqMZwQBxU8duq8kc81LkIMYHFQy3KR8kY/GpepaSQ6SRUyAen61mXF2Mnke/pUVze7zgPwe9U9jy8Lkg9/WrjHuZyn2ElmeVsqenWpYUZjkHipYrQBcngCraIEHHpV3sQk2EMCgbse3NWDgIQMH+lVxNjr2pxmAX3IzU2ZorCltrZHFQSTAjAI/OoJJC7ZHJzSRo2fm4GKNhcxKhZ8AA7c9+1Woocgg9etRxbUGSKGuggyDwPWpbfQpW6k0kqRLtz7VSkvSchT0qlNclyTk5HNVWlOe9UoXIdS2xe+0dh1NRyXJOeTmqy5OAKlCADJ5J7VVkieZsjJZ87j0pyNg44AHNPZPQd+PWomYR8HqelPcWxK8h+XB4qIznsOg9KiZyxyetSJDuOCM+1FktxXbEUtIc4q7b2zMVJ79qnt7QbQT1+laMMSqSTgY9qylPsawh3I4LUL1FXlVI1xkfzzUZcLkrjiq0tzngHBx6VjZtm2xJLMc7BgYqlPcElkI4odjuJJyRz1qs+WbHT+taKKJlIPO3E4x6cU7cWwCfr7UiRYxirscI4IAq7kK7K6wggZ596txx9D3FSLFjbwDxTj8vpxyKVx2FHyk4FN37Tgmo3kIGQfWq0lxhWPrQkDdiaW5AJA7dKqNOXJz9KryTEE8ikWcBc5JrRRM3IlmP7snOcj8xVMMzttIp0shfnJOPyqa3iz1Gc9+9XsQ3dk9tGc5wB+FaqHaNufY1SHAwO9KJTjr9anc0TsXS47/jiqdxc/Ntxnvmq8t0VXg5qkZiWBpqLJciy5LJ6+4qWEBW7f1qOEM3Qj8quw25z0znoKvYlFyFAcEDHerYbyh+HGaZFFtXJIGOorPvbvykYA/8A1qjc02Ev7w4wpx6jNZnmGRyM81TmuWkbrmn2xYtyK0jGxk5XZaWIFs5yc5q4iBYsHH4Go4wqruzknqaRpAMhT7HmmxobM4XJGCccVQeY9Nxq1Kc8k8VSCFnPFJImTJYVLNk1rW8Q288cVTt4wgHH/wBarbPx8oIHFDKiguJgo4xgVlO26TknmrEitIecgE9MVDLCU5IPtxQhO4olVI8d6RD5vOKrMjvyFY/QVdtbdlXcQw/CmJXZZUFVyDSrxu5NNJCdske1VXZwc8jPelYq9iy5ycZNVJcZzzUiSHaR1qGZ9zfQYoSJb0HRYxnuT0qypCnPAFVkBUZ4pplI+8cCm0CZYlmG0tnPp71BCxdsCq7yGQ4zx7VesYdx3ZyM0tgvdmjChwOAcirsakIRmo4k4XHSpySi46elZtmiKd1JtU8jFZ7TjpkH3qe7bzAR/KsqQsGGD17VUYkSZs2p3gHr61e2fK2O3SsqxyQCD+tarMQvJB/GpluNERUMwBJGKZMo+UZpUYkkmo5Hw/HGBxSQyaEYXPQY/ChgGOTToiTHkAYJzzQGKnJ44pARFMKQTjjrWZetu5x2rQmkJDDk81k3LfKaqK1JbK8GPMA9a2wVEagisCJ9soPvWzHJ5kWPb17U5oUWThyrADvTZ2JUr6c9aYvJJOcfnUjgFDk8/Ssy7mTIOvPFQMwDCrkyhXOR0qlLy3GBWqM2a1k+6PAzx3zWzECwz68VgWRG0Hue9bNvJjjP51lJalxegtxGMHIwKw735ZB+Wa6CUZXkYFYWoKM5A+goiEtitA46GtBGyB0HtWQhKt/Wr0D5XORVSRMWacQ2sSMdKvxtx1HBrMhlAACnHtVyOYZ6dsVm0aJjryLeu705rEuUZSx4A/nW87ZTk84rIvF+Vgfw5pwJkUbacxyYJ61oud0eM7ieawtxDjnoe9bVs6vHkHn0rSS6kxZmSZSTOCBmtm1l82Ecjj+VZ97EOWA680ljKUbbTeqBOzLF2hz9fSo7SR1kw3GOPrVuXDLyOcVQU7Jc0LVCe5vxnzI++SOlVrmESRbeuB2p1o4YYHtip5lxyR25xWexe5z4j8m4yo6fpXQ2M+5RkjpWTeKByBTLS6MbAbsjvz2q2rohaHT71YckcVWnj3qR29qSGXcoAGMd81OcdM8moWg2czqFuwzheByKq2c7xSKcdOtdFdQrIG5OetYNxGYZSwA2mtYu6Ifc6aC4WVFbPP1q4pDYx1x61zVhPg4Jx0HWtuJwf8Kzasy9yW5i3ISAMgf5zWHcr5TAngetdFk7QCM1k6hCSCwoi9RMrWsxXkk8c8etaKTBxknnrzXOHdDJ06e/Sr0NwCoZSfzq2hJmzv3dRgfpWdfW+4ZxkjuO9SpKMZ654FKzhkPueaS0YM58ySQyfKdrCtGG83qCTg1VvogcuB06Y71RSRlOefetbJkXsbbTAjBNZ13Gr84/GnJcB1wDyBTJDkYJHAoSC5//2Q== | null | 1020 | free_form | integer | 529 | general-vqa | natural image | ['numeric commonsense', 'arithmetic reasoning'] | TextVQA | visual question answering | null | The main message of the picture appears to be focused on weather observation and vintage style. It features a barometer with markings for different weather conditions ("Regen" for rain, "Normal," and "Sol" for sunny) and a temperature gauge on the right. The wooden casing and classic design lend an old-fashioned, nostalgic feel, emphasizing traditional methods of tracking the weather indoors. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: The advertising agency counted the number of billboards in each city in the state. How many cities have fewer than 70 billboards? (Unit: cities) | 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 | null | 9 | free_form | integer | 530 | math-targeted-vqa | table | ['arithmetic reasoning', 'statistical reasoning'] | TabMWP | math word problem | null | The stem-and-leaf plot represents the number of billboards in various cities. Each "stem" corresponds to the tens digit, while each "leaf" represents the units digit. For example, "4 | 1 1" indicates that two cities have 41 billboards each. The data ranges from 41 to 90 billboards, with most cities clustering around 50 to 70 billboards, indicating a fairly even spread within that range. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: What time is shown? Answer by typing a time word, not a number. It is (_) to five.
Choices:
(A) half
(B) quarter
(C) o'clock
(D) quarter to
(E) quarter past | 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 | ['half', 'quarter', "o'clock", 'quarter to', 'quarter past'] | quarter | multi_choice | text | 531 | math-targeted-vqa | abstract scene | ['numeric commonsense'] | IconQA | math word problem | B | The picture shows an analog clock with the time set to 9:25. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Are there fewer gray trucks that are in front of the large aeroplane than big yellow metal objects in front of the purple object?
Choices:
(A) Yes
(B) No | 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B6VnmJotzBD+5kLL7qeo/U1o59iKe95NFYSWyorxM6yEEHIIyMj8DUzvuhoiRw6bgcg4IPrTh61VVkhYqGAjf7u44Cn057VNBKJY1ZfmBHbvVJ3ESFA6kOAVPXPesiPOl6gI8n7PL93PatnDHqKo6vAZrFm/ij+cf1pgX8UYqtp83n2Ubnk4wfwq1QAmKMUUUAJijFLRQAmKTFOooAbijFOpMUANxRTqTFACYpMU6igBuKTFOxSUANxRinUmKAG4pMU7FFADSKTFOpKAG0U7FJQA2ilxRigBtJTsUUANxSYp2KSgBKSnUmKAG0U6koAbRinYpKALQWnBaeFpwWmIjC0oWpAtLtpgR7aXbUm2jbQAzbRipMUYoAZijFPxRigBmKTFPxRigBmKMU/FJikA3FGKdijFADcUmKdijFADcUYp1JigYmKKXFGKAExSU7FGKAGEgd6N6/5FKUpOlIAJUjBNVmgKPvQhx6HrVjeKQuMetMDGuImtpjcwAjP34iOtTrqNvLHu+63TaauttfhlGPTFV5NJtJsttKMe6mtOaMlaRd09yIb5TlRgdsmmPDIn3mGB6086ZcRjEF42PRhVZtPvZGxcykp/stS5IvdhyruQSyC7l+zJll/iYHgVqRx7I1SMABBgc02Oz8iPbFb7R3bd1p1vKzySomCY0aRtxAwFGT1PPHbrWNZRcbXskDfRDLSRCkiNFgocbvWr0BTyQoPPJqhBOJEAWMtkk/rVpd2eImFTGPvOXczhpBItiRehPNZOqnyb22uh0Bwx/wA/jV184zt5FUroi4haFlIbt9asZo+YCAQSRQJTj/Gs/TLkSR+RLw8fH1FaG1G6HAoAq3dst6EWRvlToAMcVZjjEaKijhRgADtT1QckdOMU4DoPXofekklsMVSG6EflTZk3QSAgYKnvRn58HrUd9L5FlK5ODtIH1qhFTQTmxYej/wBBWpWfo0Rj09SeC5LVoYpAJRS4oxQAlFLijigBMUUtFMBtFOpKAEpKdRQA2kxTqKAG0mKdRigBuKTFOxRigBuKTFOpKQDcUYpaKAG4opaSmAmKTFOxSUAJikxTqSgBtFLRQA2ilpKAEpKdSUAJSUtFAGltpdtPxS4qhDMUuKdilxQA3FGKdijFADcUYp1JigBuKMU6igBuKTFOooAbikxTqSgBMUlLTZJEiQvIwVR1JNIBcUlUI9c06RtouAp/2gRVuO5glGY5o3+jA0k09h2a3JKKMg1T1DU7XTY907/MfuovLNTBJvRFuiudj8XW5/1ttIv+6wNaFrr+nXThFm2OegcYpcyLdOS3RpUUtFBA05phUmpaSgCDyzSeWasUYoAr7DS7TU+KMCgCHYfWgxkjqamwKMUAV8OBjHHtWfequVTYST6D+ZrXwR2phVfSolFSVmNMyLa2/fpsZUx26Ee3vW7kDgVRnuIbc7jgv7darDWUPBRl+nNTFRhoOzZquocYNUJbRlJONw9uopE1CB/+WpH14qdJVflXz9Gq00xWaMqe1fd50DAyL1Hep7W7WUbS22Tup71eeIP94Z96o3OmLK25ZSre4zTEW0ZjkYqXcQOexrOS31KBcIySr6Zpj399F8rWoB91OKANRpEJG44I71mXMjapdJawnMKHLvUQinvDm4uFjT0FaViqQDy4V+Xu3rTAuoixoqKMKowKWnUlIBKMUtFACYoxS0UANxRilooASkp1GKAG0UtFADaKWigBtFOxSUAJSU6koASkp1JQA2ilooAbRilpKAExSYp1JQAmKTFOpKAG4oxS0YoAbRilpKAExSYp1JQAlJinUlAGtiloorQQYopaKAEopaSkAUlLSUAFJS0lABSUUUAJTS1D5qvcu6W0rp98ISPrigCtf6pBYr87bpOyDrXLXuo3F++ZGwnZB0FUZ3vTK7usTkkknJH880xbuSPlrV/qo3fyrnqRqS22NoSgiTy2Azikw2RtBpU1O2ziVSp9Dx/OpjLazDIf6YNYckl0NueL6kL3t9aFQl1IhboN/wDSqs80sshkmZ3c9XbvS38cUtnKytudUJQHrXKpczxNlJXU+mf6V0Rh7upn7XleiN6e7igj3O30A6mqi6xE33o3X6c1XvT9rVZRzMqAuB3GM5qtbWzzOMDg1ajYmpVc/Q9H0Txpb3Pl291hGCqgcA8+5rrEljlGY5FYf7JzXl1raxW4G1fmxyetXFkKnKOQR3BxVGR6M7qi5dgozjJNOrgP7Svdgj+0My5Bw/zDj610Oja819d/ZJlXzNu7clAG9RRRQAUGimM2KAFLUzcaaTmmtIiffdVz6nFAEm81SvdTjgYQqczEZwOwqVrmEKSJUJA6bhXIC/QTSSywzK7nLMRuz+VTPnS91XLhHmepoyO0jFmNMxUEd9bSHCzJn0JwanDA9DXDLmvqdKS6C4oGQcg4NFLSuFiVLqeP7srfic1OmpTqfmCt9RVOirVSS6icEzWj1hf44SP901YTVLZxyxX/AHhWFRVquyHSR0Qlt35SRc/7JqWKRicEZ98VzFSJPNH9yVx9DWirrqiXS7HUYowKwE1S6Tq4b/eFWE1pv44Qf901aqxZDpyNejFUE1a3b729fqKspeW8n3Zk/E4qlJPZkuLRNijFAIPQg0VQhKMUtFACUUtFACYpKWikAlJS0UAJRS0lACUUtJQAmKKWigBtFLSUAJRS0lACUlOpKAEpKdSUANopaKAG4pKdSUAJikxTqSgBKSlooA1aKSjNWIXNGaTNGaAFpM0maM0ALSUZpM0ALmkozSUALSUZpKAFqJ8AEClYt2qM5FIZzd9bxLKfIDDnkHpVW2W1+3wfbkdrYOPOEWN5XuFzxmupkijk++in6ism90KGZxNBiOUfkfrQIzoLPTbhNQkmu2hEUe62h27mlbP3SegAHJP5ZrLOn28g3BVBP+zg/pitOXTL2PO6EsB0K81QFhq0KAtGH/EZpDK/9mbTlXbHs/8AiKglsJT97a49JIwf5VcaW5i/1tu6+5Whb1O/H44/nigDKay2yiT7Om8cZR8foaVFWD/lgyDrjZx+lbInRhyOPcUyUwpEZAgz0G3jJoAoJcQswBfAzzjrUgO44Xk1Otn592qyukELHlmHmbB78ZP4VFLA9t9oggZ1kYFCEztIyOvb0oAaxCA5NXtAVRrkLMXDtxhewHrWZvYyAAB3HU44X6eprpfD2nkf6SwI9z3qVvdmkpK3LE6yioAx9acHNUZkh4GaiZsmh5eOlMBoAo6tqA06yeQFfNI+QH+eK4K4uZ7qQyyypKx7uCKv6tfPPfu7uCP4QG4C/hWNIzk5K5A6FCM12QpqMfM3jGyJ0O3LvHtxjlGz3xUS6jONRkiEpIBfAI9Aau2kllJAgKkXG7Gc8N6ZU9/pUQ0Qx3bTrNncSSCPXNaJNbF2fQhtNUNwJRcxI4jjLnavWp4L7T5GxFJJC3oCR/Liq1npV3ayTEqnzRFVIORn8ap7LuJ8vYKzLzkJg/pUv+8ibtbnSh7hDhLvPtIAalW8u0+/DG49VbH86xdUMWwhy6nYpyvNRaczJa3nl3ZcqgILZGw/jWdTDUm/hLbs7HRjU0H+thlT/gOf5VNHfW0hwsyZ9CcGuUTUtUT+BJ19Rg/yq7eanDbSrHPb7wUDEjHGfrXO8FTfwtoSkdMCD0NLXNWt3ZXO8wNJEUXc2CVwKtRXUjDMF8sg9Gw38qweBn9lplJm3S1li+uk+/FG4/2Wx/OpV1SP/lpFKn/Ac/yrGWGqx3Q7l+iq8d/ay8LMmfQnBqcEHoc1i01uAtFFLRcLCrI6HKuy/Q1YTULpOkpP+9zVaiqU2iXFM0U1iUffjRvpxVhNYhP343X6c1jUmKtVpEukjok1C1fpKB9eKnV0cZVgR7GuWxQMg5BIPtVqv3IdI6qiubS8uY/uzPj3OamttamfU4LNlDmTJZgMbRitoT53ZEum0b1JS0lUZhRRketFACUUtJQAlFLSUAJRS0UANopaSgBKKWkoASilpKAEpKdSUAJSU6koAbRS0UANopaKANDNGabmjNWIdmjNNzRmgB2aTNJmkzQA7NGabmjNAC5ozSZpKQC0ZpKKADNFJRQMQqD2ppjHan0lAEJQ0wpnqtWaSgCoYk7oPyqvLp9rL9+FD+FadIQD2pAc/J4dsXJKKUPqpqlc+GpSFaC6clSG2vyDiurMantTfK96AOOkt7iL78DqT1OKrCyu33mOOTymPFd15X+1SiJB/CCaAOY03QSSJLldidRGOp+tdEirGgVQAo4AFTeWtHlj1pDGUop3l+9OCYpgMMeVz6VTv5pILKR4lDScBQemScCtGqOobzbMsCgyH1poRwt7bxlyGg3zdypx+tUlsmZsFnjJ6BwGB/GtVYLi4upLZUd5iSSAOcAEk/hjNBuYlKyQ28MbeaXYbcjtgAHIwPT3rvilJcx1xXMrlJIEijCzWqiVZFZJ0J55xgjOMdecVpVBLKnlsGdcr1yelPEqOMo4YexzVqy0KWg/imlNzIwGCppM0u6mMV40kBDorD3Gag+wWwSVFiCCRdrbeMip91LuosmFkYsnhuLO6G4kQ+/NP1Gyv5HVrd1KhApVscn8a18ilqPZx6E8i6GDYw3MQuhcWip+6PKjG78qyM2ucETQkH2YD+VdrUckEMwxJEjj/aUGk6emjJdPQw7uWaK1svs94Iz5f8Rxv6etTabc30t3HFOqtG3V1wf1FXrnS7W6VFdCPLGE2nGBUNjoqWd+k8crEA/dYUuWSdxOMk7lu+m0q2vGtbiV0cAHLR7l59xTLiGCzhjnFwEikAKujEA1Fr3hy+v9Re6t3jKsANpbB4FJrsTW+i2cMsJcoiqyg9Dj2rJSv8Rw0K7k0ua5LFeykZhvFkH+1hqnXVJ0OHjjb3VsVxkf2V5FA82Nsj0I/pWlftNHeMIrhVwB8pbH8+Kh0aU1dx+47VN2OpGqRg4liljPuuf5VPHfW0uAsyZ9CcGuSs7i6Z2WdFKBCQwA5P1FQpq6McSwsPXnNYywVJ7NoPaW3O7BB6EGiuVS8g8kTxuYUJxkMVGatRX9zgGO6WQe+G/lWUsBNfC0ylUTOgorITV514khRvdTirCatA3DxyJ/wHP8qwlhqsd0UpJlm6nS1tnmfooz9ayfD147+JLUScyTF2b2GDgU3Wb2KaJfLk3IoyV9TVTwkHn8SWUuc4D5P516GGpezotvdmVSR32sXNzBZyPCVVVVi5PXGDjH44rChuXnhV97HI9a1vELS/YnjKjY42kiuS0y6Mc8lpJkbThSe4pUKvJU5Xsziq7m5DO8MyyKTlT69a6iKVZolkQ5VhmudTyWjViFDdDnsR/Q1d066WKfyNw8uTlf9k+ldFePMrpaocHY2KKWkriNhKKWkoASilpKAEopaSgBKKWkoASilpKAEopaSgBKKWkoASkp1JQAlJTqSgRbzRmm5ozViHZozTc0ZpAOzRmm5ozQA7NJmkooGLRmkzRQAtJmikoAWikooAWkoooAKKKKQBRRRQAUUUUAFFFFABS0lLQAUUUUAI2dpxVY9at00op6imMyLzTLe9O5wVkHR161kt4ZaN90MiH/AHsiuqMS1EwAPBq41JR2KUmtjln8OOQd3lsTycjvWfN4bdDuWJlPrG1dvijaKm7vcV2efGyvIOEuX+ki5o82+j+/Ckg9UOK75okcYZQR7iqsml2sn/LMKf8AZ4rRVZIpTaOMGooOJYpIz7ipo7qCT7kq/TOK6KXQkb7khHswzWbceGyf+WMbe68GtFiH1LVVlUH0pcmoJNElgPyNPF+oqIw38X3ZEk9mGDWirxe5aqoubsUoaqP2q4j/ANbauB6oc0q39uxwzbD6OMVopxezKUky9mnx4Mqf7wqskiPyjg/Q5qaNgsisegINV0G9mb9Zmon98v8Au1cS8gfpIAffis/UWDTjaQRtHSsKaalqePgqco1veVtDOlgglOWiQkc5K1TvNNt7ljI+4Me4NXzwarvdQBihkAI4rV26nrNLqZlvp32VpDHKTuUqMjpVY2GoKOQJRjvhv51uxIshyHU/Q1bSILUKmuhPs0znLhPJ0aIT2xyZDlV+XHXms+NbeSQCN5Y2PYrn+VdvgEYxUL2NrIwZoIy3rjmh0tdwdMwtQFzFeBYblFwo+QsB+hqbT7i+kuUguIlMZ6uF9vUVdvdFt76Uyuzq5GMqai0/RjYXfmicum0jbjFHLJS8g5HzFDVgw1Hyk6eXwPcit3wTAqasgAOUjZifyH+NZ2owgXUtyeSkYAX1NdB4PSSG4QMoyYyG9j1P61nV2ZE1a51l/ard2rxN3Fec6nbyWswm58y3JDe49a9PrmfEdgBi5Vcg8OPUVwVFdXRzVI3VzMs7lbmBWBqwCQQR1HSues5Xsb2SEgmP7yn2JrdDlgCOhr08LV9rDXdHOdRYXQurYEn514arNcxYXbWtyGOdh4Ye1dOCGAIOQeRXNXpckvI6YS5kFFFFYFiUtJRQAtJS0UAJSUtFACUlLRQA2ilooAbRS0UANopaKAG0UtJQBPmjNNzRVCHZozSUUALRSUUALRSUUALRmkooAWkoopAFLSUUAFFFFABRRRQAtFJRQAtFFFABRRRQAUUUUALRRRQAUtJS0AQvuNR4NWcUbQaYyrRVgxg0wxUARUU8xkUm0+lADcUYpaKBjSoPaoZLOCX70Sn8KsUtAGZJo0DfdLLVGfQCw48tx/tCuhoxTA4yfw5t58hl94zVNtNuYTiO5cf7MgzXf7c0x4UcfMoP1FNTkthqTRwBOoRfehSUeqnFH9oBTiaGWM/TIrtpNMtn/wCWeD/s8VUl0RW+4/4MM1oq8kUqjRzKXdvKcJIpPoeKSVEdtpQHt0zk+lXdS8MyFDLCoEq8gocZrMgiubqOO2UYuQ4Qh+OSevNb06qnozWM+bRjBbW7SlAdkg5KjgirKQzxkbJgV9H5qq0iDUvs4gdWj3LvIG7gd8fSpptRjtrgwujMcZyta2S1KslqXwx79aXdVFdStycMWQ+jLVhJopPuSK30NCknsUmmT5FFMzTlV2BKjNNtLcL2IpYxIwUDLMcdPSur0GyFvbGQrhm4GfSsLT7VprjJH59hXWxScBNoAHFcNefNKyOapK70J6huYVngaNhkEVNRWBmec6ham1naJ/vKflPqtT6fcrNEVH8JK/ka3fE2nedCLmMfPGcn3HeuLSR7DUjj/UyEEex71NKfsal+hzTjZnShGIGFJz7VtaTckp9nk4YDKZ7ism2uF8nrx95fr6VKbgKVaPIZDlT/AEr06idRWsEWlqdLSVHbzrcQLKvccj0NS157VnZnQhKKWkpDCiiigApKWigBKSnUlACUlOpKAEpKdSUAJSU6koASkpaKAHUUlFUIWlzTaKAHUUlFIBaKSigBaKSigBaKSloAKKKKACiiigBaKSloAKKKKAClpKKAFooooAKKKKAFooooAKKKKAFooqm2qWaTmFpwGHB9B+NAm0ty5S0xJEkXcjBh6g5p9AxMUFQaWigYwxg00xVLS0AVzGRTdpFWqTaDQBVxS1YKA00xjFMCGimvIqnHJrntZ1iYyizsmKseGYdaaVyZSUVdnR5XOMjP1o4NcbIi2tt5buS+NzuTyKteE7uSR5YXZipG5cnNW6btcyp1+fodRiqtxptrdHdJEN/Z14P51coqE7bHQjDbw3DvLRzMuevygn86hl8LW8lzFMGOUGD710VFU5ye7G5NmBPoe4Y+Rx6MKzJ/DqdTblfdDXY4oKg1N2hHBNpU8R/dXUi+zjNSWov4pgsnlNGerDrXatCj/eUH6ioDYW+8MEAI54p88rWY+Z7Edhb+VDuI+ZutXU4akxinKOazJLIORS01TxS0ANljEsZQ9CK8/wBa00xySQAYPLRH0r0KsbX9P+1WvmIP3ifMMVE1dETjdHHaRqAKPDLkPGoJHfpT38Q6ap/17H6IaiigEN+13GwUyAfXIqnBodlcZljkmlGTycAZrSnjXCHL2M6dPnvY6rQ/EFqbtLcM2yc4UkcZrrK890vRUiv7Xbv+WRTgvnv9K9DpOr7V8xqoOGjEopaKChKSlooASilpKACkpaKAEooooASilpKAEopaKAG0UtFADaKSimIWlpKKAFopKKAFooooAWikooAWiiigAooooAWikpaACiiigBaKKKACiiigBaKKKAClpKWgAooooAKglmZWwKsUjIrDkUAQC57MPyrmb7Q50dprObzQTko/Df8A166WWAKpZT+BrIk1FopCHiO31pp22IlFSWpz8d7cWku1vMicdeorXtfEc4wHKyj34NTyzWN+mydAfQnqPoay7nQyMvZyiQf3ScGrunuYOnKGsGdJb65azYD5jPvyK0Y5ElXdG6sPUHNeceZNbvskBBHZhg1bg1BkYEOyN6g0cq6CVeS+JHf0dq5i2164QAMVlX/a6/nWrBrltJxIGiPvyKlxZtGvCXU0A4JweD71BPbO0gngfbMBjnow9DSvcxNHmNlkz0wc1jatqksNuIUYqznBPcCkk7lTklG7NWLU7Z5DFJIscwO0oT3+tR3WpwoxiRmkf0jG7+Vctd3C6ncR+RapbW6hVEaZbdjjJJ7n+tdDJKlpa+ZIQAq81bikY0qzmnfSxU1TUBa2o2g+bIPlU9RWRaQi2ha5m5dvX1pYlfULxriX7vUZ/hFUNX1AM4iTOwcYHpVpWRhUm6kuVEF3cNcyiFSS8jDj2rrvD+neSN2Purgn3rB0TTj5huJYyGb7oPYV2cBktRECii2IO+TklT6kDqKJy0si6dnK/RFgxU0oRVhGWVA6MGU8gil21gdtyrg0VZKCmmMUDK9FSmOmlCKAI6KcVNJigBtSItIBk1Mi0gFA4oxS0UAJikZA6lT0NOooA4jV9MktNQ+WItDJlgQOh9KrQQPDGEjgcKOgCnArv3UMuCKgxjtWUqSbKi1HY53Rredr9HeIqic5YY7V1FQ47gVMvIqoxUVZCk7sKSloqhCUUtFMBKSlooASkp1JQAlFLSUAJRS0lACUUtJQAlFLSUAMopKKYhaKKKAFopKWgAooooAWikpaACiiigBaKKKAClpKKAFooooAKWkpaACiiikAtFFFABS0UUDClpKWgApaKMgdaBClQRg1WlsIpQcDBqcOKcGB70wMK50TqU4+lZslpcQHvj2rsQRTXhjkGGUU7ktHEykzLsmUP/vdRWfLZMuTEcj0PWu3udHjl5Uc1k3GkSwnKjIppkSgnucuHaNsHKkdjVqO7YdeauzWwbKyx/nVGWwdQWhbI9DVpnPKl2Lcd0mcglW9QcVDI0t5K77iQPkBP6mswvLC2JFIPvUqXJHRsU7mXK0a1tH9mmiYk7EOTjvTr64OoXSxx7jEpxtPc1RWaR4uTgHvXSW1kmkeF/7fvRtlucx2ELfefHWTH90f1FVo2S5ShGxiarcrp9v9kjP7w8yH09qxLC2a8udzAlQfzqOeSS8ucZLM55Jrbs/tEifZLOEFIEMsjY6AcEn8SB+NJasG/Zxst2btlbM+wqdiJ7cGtk38MFszSdFHQc5rBj1ZktxE1uQf4iDz+RqrdakVaJbYsrZJJYdOMZ/nUcrb1OhVIwp2huTapqN1pot5YriKI3K+atvGQ2wE8bvQnrj3963oIpr62immupFDLkpF8o/PrXDaXa/2lqZlfmKNgqD1NejRoIokjA4UYpSY6F27NiQwpbx7E3Y6/MxJ/Wn5oorM60JmjilxSUDDaKaYxT6WgCIRgU8DFOooAbRTqSgBKKWigBKTFOooAbijFOxSUAJRS0UAJikxTqKAG4pMU6igBuKSnUUANpKfikxQA2kp2KMUANpKdikoASkp2KSgCGiiimIKWkooAWiiigBaKSloAKKKKAFooooAKWkpaACiiikAtFFFABS0UUDClpKWgAoopaACiiigBaKKKAFpGXdS0UARmM9qTaRU1FAiEE04MfWpNoPakMYoAQSMO9O8zPBANM8s9qTBHamKxHNawTDlADWXc6Rty0ea2M1Wv5/JtZCp+bacUXtqLlucbdzIjtE6BgMjJHGaybeB5p9pUBQckg8YrXnj81c8bgcjNUJ3kiUoAqbj91OprOnXTWu5Nag76bHTeE9Fg17VXN1IIdI09BPeynpsHRB7tgj6A1neM/E8viPV2nVfKtIh5VrbrwIox0GB39agfUJrLRP7JhfbHI/nXG3+N8cA+wrPs4Gmn3hdxH3R7+tdCvbXc4na/N0WwsUItoCz8SEZY+ntVm2uprO2kVXZfPIMig8EA5AP40txazq65id0B3Nx1NV5UlduUZfqKq5PK3qyyt6ScsM+9L5kUkrOxPK7cfzqAWUmMhxVZ5DHIUPJHWhXZXszXQwhQFCgDpjtVqK6mT7lxKv0c1gK0hYYHJqb/SF7H86LiUJLY6SPVL5B/wAfJb/eUGrKa3dj78cL/TK/41y6yXA7GrEcl0eiE/lS90pOstmdQmu/89LVv+AMD/PFWE1m0b73mJ9UP9K5hHvAMm2c/QVKJ51+9ayf98mlyxK9tWW6OpTULN+lwn0Jx/OrCurjKsrD2Oa5VLhekltL/wB81dtRpkhHmm4hPqIScfkaPZroyvrclvE36Wok0/Sfsk0tp4ilkmRMpB5Dgu3YfNxjPU9qkjDCNQ5BfA3EdzUSjym1GuqqbSa9RaMUtGKk3G0U6koASjFLRQAlFLRSAbRS0UAJRS0UANopaKAEpKdSUwEpKdSUAJSU6koATFJTqSgBuKMU6koAq0UUtMQUUUUAFLSUtABRRRQAtFFFAC0UlLSAKWkpaACiiigYtFFFAC0UUUAFLRRQAUtFFABS0lLQAUtJS0AFLSUtABS0x3CDJqMXcdAE9ZN3rkFtdNBtZmX72D0rSE0bDhhXL6xocz3ElzayBi53FGP8jVK3Uzqc1vdNmHW7aTG4lfqKupeQSDKSK30NefLJNBJslVkYdiMVoR3PyjBGavkTOb6xOO6OvkuExx1rK1Ft1s7ZrPivGB+8R+NJqF3ILInKkFhUVINRZrSxEZTSKE8ghjZz2rIjaR3a6bBCdM+tTXLTXbJGik88gU65sbpY4oI4Wwxxkf1rnoQ6s2xMn8KKlqk+oXYjToTlj6CuxsbFYVWONeehNRaZpsdhbhFGZDyzeproLG22jewrrbsjhhH2kr9ENj06Pb8xOaG0yMjhvzFX+tJWZ2WMxtIB6bD9RVKXw7CzljboSepBxXQZxRnmhNoXKc8mgQIcmAg+xpzaLEf4XFdADShqLhyo5ltGj7OwqI6N/dlI/Cut+Q9UFIYIW/hFFw5Tk10+6j+5PUyrfJ12PXSGyiPaozp6HoaLjsYqvLxvix9Kv2QG/czY9qnbTz2akWxYOCTSuUi6ADyKMUqrtUClxSGNxRinUmKBiUYpaKAG0UuKKAEopaKAEpKdikoASilooAbRS0UAJSU6kxQAlJTqSgBKSnUlACUmKdSUAJikp1JQBToooqhC0UlLQAUtJS0AFFFFIBaKKKAFooooGFLSUtABS0lLQAUtJS0AFFFLQAUUUUALRRRQAtFFLQAUUUtABS0lLQBFNEZFwDzVF4Xj6jitSjAPWgRjMwQZPFQG/iBwWrXubJJ0IHB9q5u70O4jcsnzCmItyNaXce2VVYe9Zs+k7fmtJdw/uMf61TdJYmwwZTTlmlXo5qk7GcoxluMLyRNskUqw7Go7qYyQhc55qy8zSrtkAYe9Mgs45Zd7yhUQ52nvRO8otGMYKnNSexasLUW8WWHztyfb2q2aqPqEKMV+Y+4FWLaRbr/Vn/vris1GyOznTJkleMgg9OxrSh1nAAli/FaqDT7kjKxhh7MKQ6fdj/lg/wCFMVkbtvf2svCygN6NxVrANcwlhcu4XyXGe5GBXRWsBtrZYixYjvQKw8qD2pvl+hqSigZEVIpORU1GKQEOaXNSFAaaY/SgLAHIp4kBqPafSkxTCxPmioQSKcHPekFiSimhgaWgAooooGFFFFACUUtFACUUtFACUlOpKAEoxS0UANop1JQAmKSnUmKAEpKdSUAJSU6igBtJTqSgBMUlOxSUAUaKKKYgpaSloAKWkpaACiiigYtFFFAC0UUUAFLRRQAUtFFABS0lLQAUtJS0AFLSUtABS0UUAFLRRQAUtFFAC0UUtABS0lLQIWjAPUUUtAFafT4LgYZBWHe+HnVt1vyPSunpadxNHFNo9yg5UVXksbhFP7sk13bRq4wRVWSyQmi5PKefSW04JJjamhp4SNu5a71tOU9KgbSwf4Qfwp8wuQwtK1K6aULg7a7CG5V0GTzWZHp3kj5UAp4hkB4BFS2WlY1wQehoNQWyuB81TmkMSilooGJRS0UAFFFFABRiiloAbsFIY6fS0ARbDUgHFLRQAmKMUtFADcUU6jFADaWlxRigBKKMUUAFFFFACUUtFACYpMU6jFADaKWjFADaKWigBtGKWigBtJinUUANpKdikoAz6KKKYhaKSloGFLSUtABS0lLQAUUUUALRRRQAtFFFAC0UUUALRRRQAtFFFAC0UUtABRRS0AFFFLQAUtJS0AFLRRQAtLSU1iaAH5paiyaMmkImzS5qHJpcmmBNnioyc0mTRQA6nquKYpFSZpALSbR6UtFAw6UhpaDQAlFFFABS0UUAFFFFABRS0UAFLRRQAUUtFACUUtFACUtFFACUUtFACUUtFACYpMU6igBuKMUtFACUYpaKAG0YpaMUANxRS4ooAbRS0UANoxS4ooAbiilooAzKKKKYBS0lLQAUtJS0AFLSUtABRRS0AFLSUtABRRS0AFFFLQAUtJS0AFLSUtABS0lLQAUtJS0AFLRRQAtFFFAC0UUtABRiilpAJtpNlPooAZtNJipaKAI6KdjJo20AJTg2KTGKSgCUHNOqIGnhqAHUUUUAJS0UUAFFLRQAUUUtABRRRQAUtFFAC0UUtACUUtFACUUtFACUUtFACUUtFACUUtJQAlFLRQAlFLSUAJRS0UANopaKAG0UtFADaKWigBtJinUUAZVFFFMBaKKKAFooooAKWkpaAClpKWgApaSloAKWkpaAClpKWgApaKKACloooAWiiigBaKKWgApaSloAKWkpaACloopALRRS0AFFFLQAUGiigAAp1IKWgAxSbadRQAzbRg1JRigBB0pcUtFACUtLRigBKWjFFABRS0UAFFFLQAUUUUgFoopaYBRRRQAUUUtACUUtFACUUUUgEopaKYCUUtFACUlLRQAlFLSUAJRS0UANopaKAG0UtFADaKWkoAyaKKKYC0UUUALRRRQAtFFFAC0UlLQAtFFFAC0UUUALRRRQAtFFFAC0UUtABS0lLQAUtJS0AFLRRSAWiiigBaKKWgApaSloAKWiigApcUUtABRRS0AFLSUtABS0UUAFLRRQAUtFFABS0UUAGKKWigBKKXFFIAoopaAEpaKKACloooAKKWigBKKWigBKKWigBKKWigBKKKKAEopaKAEpKWigBKSnUlMBKKWkoASkp1JQAlJTqSgDHpaSlpgFFFFAC0UUUALRRRQAtFFFAC0UUUALRRRQAtFFLQAUtJS0AFLSUtABS0UUALRRRQAtFFLSAKWkpaACloooAWiiloAKWkpaACloooAWiiloAKKKWgApaSloAKWiigApaSloAKWiigApaKKACilopAJiilooAKKKKACilooGFFFFAC0UUUAFJS0UAJRS0UAJRS0UAJRRRQAlFLSUCCkpaKAEpKWigBtFLRQA2ilopgYtFFLTAKKKKAFooooAWiiigBaKKWgApaSigBaWkpaAClpKWgApaSloAKWiigBaKKKAFoopaQBS0lLQAtFFFAC0UUtABS0lLQAUtFFAC0UUtABS0lLQAUtFFAC0UUUALRRS0AFFFLQAUUUtABRRS0gCiiloAKKKKACilooGJRS0UAJS0UUAFFFFAC0UlLQAUUUUAJRS0UAJRS0lAhKKWigYlJS0UCEopaSgBKSnUlACUlOpKAP/2Q== | ['Yes', 'No'] | No | multi_choice | text | 532 | general-vqa | synthetic scene | ['arithmetic reasoning'] | Super-CLEVR | visual question answering | B | The image features various modes of transportation: a bicycle, a car, a bus, a train, and an airplane. The main message of the picture likely revolves around the diversity and options in transportation methods, highlighting how different vehicles serve various travel needs and purposes. It could be illustrating choices in mobility, efficiency, or environmental impact. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Subtract all small cyan cubes. Subtract all large yellow rubber cubes. How many objects are left? | 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 | null | 8 | free_form | integer | 533 | math-targeted-vqa | synthetic scene | ['arithmetic reasoning'] | CLEVR-Math | math word problem | null | The picture features various 3D shapes, including cylinders and cubes, in different colors like blue, red, grey, and gold. The arrangement and the variety of colors and sizes might suggest themes of diversity and contrast. The main message could be about the beauty of variety and the harmony created through different forms and hues. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: In how many years, is the percentage of stunted female children greater than the average percentage of stunted female children taken over all years ? | 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| null | 1 | free_form | integer | 534 | general-vqa | scatter plot | ['statistical reasoning'] | PlotQA | figure question answering | null | The main message of the picture is to show the prevalence of stunting in children under 5 years old in Singapore, differentiated by gender, between the years 1974 and 2000.
- In 1974, over 11% of male children and over 10% of female children were affected by stunting.
- By 2000, the prevalence had dropped significantly for both genders, with less than 2% of children under 5 experiencing stunting.
This indicates overall improvement in children's health and nutrition over the years in Singapore. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the value of the smallest individual bar in the whole chart? | 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| null | -8 | free_form | integer | 535 | general-vqa | bar chart | ['statistical reasoning'] | DVQA | figure question answering | null | The image is a horizontal bar chart comparing three categories: "bush," "wet," and "colt" for three different groups: "candle," "slug," and "prose." The chart shows positive and negative values, making it clear which group dominates in each category. The "colt" category has the most noticeable variation, with "prose" having a significant positive value. Labels for the horizontal axis and a legend identify the groups. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: As shown in the figure, points A, B, and C are on ⊙O, if ∠C = 35.0, then ∠AOB = ()
Choices:
(A) 17.5°
(B) 35°
(C) 60°
(D) 70° | 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 | ['17.5°', '35°', '60°', '70°'] | 70° | multi_choice | text | 536 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | UniGeo | geometry problem solving | D | The image depicts a geometric diagram involving a circle with center \( O \). Points \( A \), \( B \), and \( C \) are on the circumference. Lines \( OA \), \( OB \), and \( OC \) are drawn, with segments \( AC \) and \( BC \) forming a triangle. The main message of the diagram is likely to illustrate a geometric property or theorem related to circles, such as the properties of chords, tangents, or angles in a circle. For instance, it could be used to demonstrate the concept of inscribed angles or properties related to isosceles triangles formed by radii. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is the number of red rubber bicycles less than the number of cyan metal school buss?
Choices:
(A) Yes
(B) No | 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HcRkx5AU7TmsaZpJSS7sfxqlZaun2xLaUlIi/O7oaqdJQjq9Ryp8q1Z1gIIyCCKKFVVUBQAPQUtYGQ2inYpMUAGKUCnYpcUAIBS7acBTgKYDAKcBTwuaNtACYpcU4ClxQIhlGIyfTms2O6u7i7uIoBGVTgbu1WtQvY4YWVJB5mccHp61gQ6n9hEjLIpZjkjgA11UqTcWzOUtbC3Nmyl4JYyZ2+ZGB6dap2dy1pexz84Jw3v61uWU41DWEmI2lY+me/8Ak1maxZ/Zb+RVGEf50rbmvLll2JtZXR1qEOiupyCMg1U1RvLsJPfioPD96Li08hj+8i4weuKh8R3aJbrCrjfnJArmpwtVt2NJP3TBgheW5URh5M5ZkXGcD0q2JoIr2KaR0ePO1hjDA4/iX1FP0BvLlmnbGI4wNzHAXP8A+qs3V5Re3ySopz0YnALfh6fWt5ybk10IitDrZ5YpdOlkDhlKH5h2rH1eAx6fZs7EueDk54qC1WaOTy5FMUbnDjOQV+nrWjqEy3zINhCJ0B71hpTmmy/iRftZoLfTreSQqrGMduTVafVpG4gTYP7zdapBQMe3FFYt3dykBd3bc5LN6k0oJoopDCiiloAKMUZxUE91Fbxl5ZFRR3JpAT5ArSt5Ptlp5MnAUffPrnj8q4x/EAll220e5Qerd/pWxFcOUSa2cgsARjv7VUVrZg/I6q3lE0QORuHDAeoqXNYel35a5xKQu87WGMfNjr+NbU0qQQtI5wB+tXODjKxKd0ZGrXTPcR20QyVYEj1bsP60haTQyDNIHtZSSxx8yuefyJosox9umurj/lipZv8AeP8AgKg+xy6+0ksrlIlyEA9aucPdsugoy1NIa3ZFwodsHvjirsNxDOMxSK30rM0a3t/sPlvCnmxsUk3KCciprnS1A86z/dTLyAvQ1H7uW2g3zI0sUYqtp939sttxGJFO1x71bxWck4uzGncbijFOxRikMbilxS4ooATFIV4p9FAHK6vIx1UbQSFTafr1qmW55Vf++a0tV0+6OoyTwxF0cD7p6Vntb3yggWk+e3HH865asJOV0dEJJIY0kceN/lL6ZxS7Yn5MMbZHJwDmqYtbpWLSWkzFlB+6eD6VLbW13GwzbzbCCfuk4OelZcjL5kTeRbbgfssWR0O0V2UWqwy2kTTaVo882Blp9NhYEY+gOa5Hy5x/yxn/AO/bVcGpSQxqhsZztGM+W3P6VlUpzlbQUmjffVFW5gmg8PeGYzET8q6ftD5GPmAbkD+YFY19dtFqL3MNnZ2rSqMpbIQo/wC+iTVf+01dstpkpPqYz/hUd5NPdEFbecbV2quw+59PU1MKMk9USn3Jv7blUHcwOOvy9KY3iV0kRRCr7jgEHFY43PEiOrKV5dSMHNPskD6irOrlUGflUt+lbwoxlKzCpJRg5WOs068N6sr7Nqq2BVyq1hGI42CBhGTldyBT+IBP86t4ruUVFcq6HLGTkrsbRS4pcUyhhFRkVPimMtAEeKSnUlAEUzFImYdqsQtHMuHAqJ1DKVPQjFVoZCj9a4car2NIFuXTkOWjHvxwao3C+QjNKpIX+LuP8/5NasM2R1pt9Zpf2jxE4Yjhh61y0q7jJKexqjmjdzjmNyo9BUkGrSxnE6719RwaplJLaUwTLtdeopSobpX1Cp05xTWxbpxaN6G5huFzG4Pt3FS4rmdhVgykqR0Iq5HqV3GAGKuP9oc1hPDyXwmMqLWxslaaRVKPVlPEkTD3XmrMdzDMcI4J9DwaxlCUd0ZuMluh9MlnjgUGRgoJwPepKimt4rhQsq7gDkexqVa+ol5lSfU0CERZz/eIrH3yIxbIaM5PPWuiNrCUCBQqg5IA6/Wm3llHdQbCMFeVI7GuiFWENEjWNSMdkYMuHjZQ2CR1rObShLIgEuZM8ADrUkdlIzHe7de5/pVtbSJB0yfU10ygpbm8oqW50kKskCK5ywUAmnYrAh1OSxuooZmaSCTgMxzsP19K6GvPnFxdmckouLsxtFLRUkkgWnbKcFqQLTERbaULUu2gLTAYFpwFP20uKAGbaq3t4lnHk8uegq3K6wQtK/3VGTXKuZtUvxGp+ZzyR/CK2pU0/elsiJStoijeNJcs8qq2F+8w4ApV0V5dL+2mQBM/cx1GcVt65DFYaItvEMAuB7nvmtFE+xaKQR/qoP1xWrquyaJUe5xJmkt9k0TlJFORW3qMy6toEV/GMSRNhx6dj/Ss6TT9+gm8AOY5Nv8AwHp/OrfhV1d7yylx5Use/B/I/wBKqbXxLoEexXlFvJaQXVtLIl8w2GKPqxHf2rJlMvPnBhIM7gxzViRViuHSNxIqOQrrVy3sfNbzJ0BB52kYz+Aovyat6Ba+g/QI7WczPdMfLTaQhPDH+tXrlLeW8a4ihCsRyW5/HHamxxJCoVFAA6Yp1cs6jk7o0UbIbjnPf1ooorMoSiiikAUtJSFgoJJAx3NADulRXFzFbxl5XVFHc1jaj4jhgzHbYlkHf+EVzNxeT3jmSeQsew7CkB232o3Vi01owYlTsz61w91c3F1KWuJGZgeh7VteG73ZO9ox+V/mX61Br+nSJfrJbxlhP2UdGoAxwzqAyMVK+ldT4auJprSRZA21Wyjkdc1Dpvh0KBJekMevljp+NdAirGoVFCqOgFMBJp83Zcrt3jBwO+OtXrfUbcogjt5JLrGFDkkZ9RUNgIZ7uSOUEAJw3bPFX4tMjVjI04VuSvl5zntXZGpBwSkZOLT0HXEEltos4Y5lf5nPuTV3RwP7Ni2475+uarmKU2zLPMWTPJI6iq1vPLppKEZgc5VvSo+KLit73Hs7mg9tNHqIng27JQBKD7dCKvL6Gqcd+j4zLGM1Bc6oUJSErJIeBt7VkoSeiRTktxdLx9vv9v3N4/PmtXFZ+kosNoRyXZsufU1f3iio05aDitBaKTeKN3tWYxaKMn0o5oATNNaRVVmYgKoySewpxHBqjqH/ACDrgZxmNhn6igTdlcnt7+2u2KwTLIQM8elWK43RHFnfwLuyp+Qk+9dninJWIpVOdXG0UuKMUjQMmmM3NOJAqM80rALmoL++WytGmbk9FX1NOllSGNpJGCqvUmuT1W+N4fNKsiopCqWyOvXp9KznNR9TSMGyqty91JI8hy5OSfWui8O24S3lmxzI2PwFcZHdJA2WPHevQNHkgk0yHyJFkAGGKnoep/nWdFNu5dR+7Yu0UtGK6TASkp1JQAlIRTqQ9KAIWHNJTj1pKAG1mm5ie7kjjbJXrRe3skjm2s/mf+N+yj61htPBbSxm3Z5nU/vJQMIfYf4054b2kLPfoEW76HUROauRyHisi1uUnjDocjv7VejevDnBxdmbp3Hajp8eoQ5GFmUfK39K5iaKe0crKuMd661H96bc20d3EVcDOODXThcbOg7bxLjKxyiyg04MDSX1hJZSEgHZ/Kq6zY6ivo6VaNWPNFmqdy1SHqCDgjoR2qISKe4pd4rQZt2U5uLfLffU4arFZWkyH7U6Doy5P4VrGvOqx5ZtI4qkeWVhKUGkorMgxL6Lybtsfdb5hUNbF9b/AGiDI++vI/wrHWvQoz5onZSlzRILuPzYGAA3AZX61uaVdLd2KMGyy/K3sayWHFVdNvV07UzC/Ech/DB6fl0qK8Lq5NaN1c6yil6jIoriOUtAVIBRtxTwKoQ3bS7afijFADQKXFOxS0wMLxDc7Io7cH73zN9KPD1rst2umHzyHC5/uiszXZTLqkoH8ACCuptY1gtIoQRhFAron7tNR7ma1k2YPiJTPqOmWq8rJJuI9hV7W5dmkz++B/KszVbp4vEtvK0DmONSqt2OepH0zTL7UotShS2hD7nlAwR29aIwfuvoDe5BML5NFEHlEW/l7iV9+cmsrTraW6vFgik8syIQzZ7cZrr9WUQ6PPwcBNo/lXGG5/s+ESAkTONqAdgepqvae42HLrY1o7W1sbiSKGXzAMcsBnOOfwqxuB6GuT3clixJPJJ7046lJAMiU4HrzXI7s0OqzSZrkbfxRdB9skKMueoO3ir8fim1JxMkkfuVyP0qRm/SVQh1qwnxsuY8nsTj+dXFlRxlWBHsaAH0UgIPQ1n6rqsenRf3pW+6lAFyW4jiKq7hSx2qCeprC8ULdfZo3ikYQg4kUfoawJb2afUIriWTJVw3sOe1dvNElzbtE4yrrikM89xT403HGeKddQta3MkL/eQ4q3YafcXvEKYXu7dBTEQWEoh1SBlzxIB/Su9HOM1Q0/SLewAYDfN3kYfy9Kvk0hi00mkJoAJ7UAWdKtBPqTMTx5eMfiK3109E5UsD6g9KxNLJXUYgD1JB/KuqAqkIqLY5XEkzP9aY+lQSAhskHqM4q/iincDPTRrJRgxk/wDAjUqaZZxnKwjPqSTVuiqdST0bFyoQIoGAAAKMD0FLRUDDFFJketIXAHWkA6iq0moW0Rw88YPpuGadHLcXIza2N7cD+9Hbtt/MjFUoSeyKUZPZE5HFY+uvs0/A/iOKuzyXduSJ47W1I7XN2in/AL5Uk/pWFql9bzp5c2owsFPS2hZv1bbW0cPU6qw5UKji1axjgkHIOD6iu0srqN9PilL8FeSzd+/JrhZbm1U/IZX9dzAfoB/Wq73q4wFAA9s/zqnRvuzOjhZQ3Z302r2URwblM+inP8qpSeJLSMfKsr/8Bx/OuKN3I/Chj9P/AK1IEun6R4+tCoxOhUkdRN4pPIit1HuzZ/lVX/hKbpSxKxHjgFeAfXrzWILGd/vyAfrT106NeZJGP6VXsYtWsWoJdBbvVri4fdLMzt2yc4+npVUQz3PLFyvuxxWtbaWH5igGP779Kvf2ZHFEWlbeR26CpcaUOiByS3KWnaI18TiGMJnlxwBXUQ6MbZAsM5TA7D/Cs/R75IJPKkO1T09BXSghhkHIrknCEnsYSm2UlivY+k6OP9oVYjMpH7xUB/2TU2KSko26k3EpKWkNUISgjIoFL0FAEbL8tV5UaT5d21O+Op9qsNKq9aqtcxq2M0J2AxdcmWzhS1gRUWQ7pMdxWaDtAx09qsa2wmvmweNoFZtvcYXYwJ28bh3rvpK0V5nVSSSLcUr2svmxdP4l7Gty01GC4AAO1j/Ca59ZEY5DDNNdQrZU/UVliMJTr6vR9xShZ3idmj89amV64u11WRXKRzE47HmtWPWGwN6An2NeRUyyrH4dR8rN+WGO5jKSDPvXJajYPY3JXGY25U1sxavF/FuX6ijULi2u7Jj5ill5X1zTwirYeqlKLsxxumc3z6VZ02zN9clN+1E5bB5xTMcVZ0mQRamnYOCpr3Kl1FtFTuoto34bOC2yYowpPU96U9anxTGWuBtvc4m7kVJSmikBymuXN611LFHM8ca8LsOKpaRfNJut5yfNToT3Fa+tRiO8VwR+8HI+lZ3kxs4faNw6Eda76VuVNHVT2TRoHkVSvIDIoZRmRMke47irUUm4YPWlZc1q1dGrVy3oGpi6g8hz+8TpnqRW1XC3rNYXcN1C4jZ2wc9Ccf5FddpmoR6lZLOnDdHTureledVSU7HHUjZm7ijGKcKdigzG0UYoxQAZpuTTsU4CgDiLk79ZkB7z4/WuzI49fYVxOsk22tTf9dA4/nXbJKHiV1x8ygj8a6KuqiZx6kTpuIzgkfpUMNpBAdyQohPcKM1YY5zjtgVWvLlbaB3c4A6e9Y3LMbxLqCwQmOXiEKGPP3jngVwq3Ml07zP1Y8D0HpS6/qr6ldlQxKA8Ad6opIwiCfd/rUNjLM0wQYB3N6VnSSM7ZY1KwY9uPaoJPl5NS2MjZsP16U1nZxgnIpmck1IuAKAEVPWprVZ5rxIbd3V3OBtJGKaASMiuk8L6dt33sg5Pypn9TQBtTzpp2n75GLbFAyerGuFuriS7uHmlOWY/l7Vu+KZpDLDFn93jdj1Nc4SM0gFK/JvPbpXf2j+ZZwv/AHkB/SuTsNJm1DbxsgHVz3+ldfBCsEKRKTtQYGaBlafSrO6uRcTRb3AxyeDVtEWNAiKFUdABgUiMSDnHXtSk0AKTTetFKfkUk9fSgBkksUC5kcL7k0qyK6hkYEHuKiaGPcWkjEkh6kjOPYUkEAhkdE+43zKPT1oA09IGdUh4J5P8q62uc0orDL0+c963RI1MRNRUXmmlElMB9FJvFIXGOKAAv6VSvtRt9Pg825lCL2Hc/Slvro2tnJOkTSsoyEHeuDvZL3U7tJ7krgdExwtaQpuRcIOR08F7retW09zpdj5dlAP3lzMwUD8WIGfbmsSW5lL77m5NwRztJJU/gMUkUzR27xEqwcYJbnH09PrUHlxfxHd9ea7I04xWiOlQiloacXjPU7NDHYfZ7QdD5FtGpP44z+tULrW9a1FStze3cyns8jEfkTiljiZv9VCx+i1OLO5PVFT/AH2FNy7yG592ZDRzAZkcIPdqgkMUYBMhcnsgzWzNaMBhmjf2Wsq6BjlwsmCOgUZIqU4E80SrJKo+6CP941F5vfcK1ItFuZbA3snkR22eCzrvb6LnJqpJDbRrg5LZ6rWlo9rDsFreuJArtlPXHSt6K2d0VjNEikZGTmucEYY4jZhk8K3WrVrNdWMmVRGHdXXIqJt291ibdtDoFs7cH553kPogxVuG3jTmK0Yn1b/69VdP8Q27fJdRfZz/AHlXK10duLa5QPFcLKp7qa5Jyn9owk5dSmkcp+8FUfXNTiKNl2mPdV4QRjoufrUgXHQAVlckxZNNgPIjKH1FSwLLBws2QPWtfb60xreNuq/lSERRTzN99AfdTU+TUP2bYco5H1p6tIDhlz7ikA/mkxT6SmA3BpD0p9JigRQulIB6/hWTLGzdyD2rpSoPUVUubMSKduBQM5O7jYHce3BqpbxDyRnrWxfo8YKmM+mcVj5aM8/Ln8jXZRmrWZvTl0Y4wA02S33IVDHB7ZpRK/oDT/NGORiug2M57Iq6spZWXoQauQzN0cYb9DUoIcZHSmMmRgDJNToLQsB931ozVZTJHgSKQamV9wBzkHvQnfYadxxqMs0ciyLwynIqQsqn5uKQ7CM71wPeno9B7nXwyrNErqQQwzxTn6Vwlpq0+nXbtEd8JblD0PuK6201S2v4Q0UgDd0bqK81qzscLLB60yWRYo2kc4VRk0/NYWtXZeQWyHheW+vpVQhzSsOMeZ2M+7na7uGlbv8AdHoKgU4pwFHlO3IHHvXelZWR1pWHB8HPQ1ajkDr71V8pU5d804Oing9KaKRPLY21+jRXLFVAJVgcYao9DVtOuhvbCuAjgHg46NThOh70PtYcHNYSw8ZVHUb6EygpHeilpuaQvXMcI7NJmoy9JmgCXeBSb6jFOC+ppiOZ8U2jFo7xRkY2P7elTaBqqNbrazMA6cISevtW/LDFNE0UqhkYYINche6HLbTE2x8yP07itoOMo8siGmndHTzXAjQ8gAc5Jrk9cnuL6OVYieBhRn86hDumRIWyvYnpV+2s/tsB8g7rjPMWeWGOq+/tVPDSlH3dQ9ok9TgvKZCVI2kdRSFCe9dXdWcMuVnjw4439CPrWZNosg5icMP9r/61cjTTszUxthHekKZ681fksLmM4MZP+7zVdkZThlIPuKQFU20Z7Y+lR/YyzAISSe1XMUqM0eSpoAiXS5ZJo4hIC7HGAOldhNJHpenKAOEAVR6npVPRbZzm5mQA9E47UalDLqN9HAgKwwkO7npn09//AK9DA1LfR7fVNRR7qPzIoUPynoSTx/I1euPCeh+S7LZqjgZBDHr+dVTczrGqxvtCjsKjF3LINskjH6muSVKrKfNzWRaasIqKiBVAAA4A7Ui5C4bP404n0ppNdRIE5oAJPFAAPJPFDN2HSgBchenJpoOXBPbmgUdJMD0oBK5Em5UZwWfkkDGDU6M4ljRI9zMOnpTRF0BPA6k966HTLMxR+a64dumRyBQBJZ2QiAd/vnt6VdxRiigQUUUUAFLSUUwGysUjJCbj6Vg3cInclrQE/wCwuP1reeNX6k/nTPs6e9NOw07HJT6XcsQbe32nPO9u1X47G4GOII/91a3/ACI/T9acI0HRRVuo2rMpybMZbB2+/O7ey8VMmlpxmNm/3jWqBS1NxXKC6aneOMfUZqK90yM2UuxV3lCAAMVqUYBGCMijmC5waxXM9tbwTxyyNDGIwOcADtU0WhSzkfuBEvdj1rthEg/gH5U8ADsK1deTLdVs4STQpLckrEHHqOtS28oRfKniyP8AaGf512jQxv1UZ9RVaawSQcqrD3FZ8xFzBXS9Nu0BCtCx7q3FNHhmSKdXgu9uD98DkflWg+meU2YmaM+h5FLE9zbnleO5XkGqU5LqUpNCytq+lxq/nwajF6KrK4+vH+NWbDWYr5thgnik7hkJH5ipIr5GGHG0+varakEZUgj2qZST6WFJp9B9FJmlzUEhRRTWO3mgQ6iovNp4dTQA6is661NreYosYYDqc0RaxA+BIGjP5igZo0lIkiSLuRgy+oNKTigBkkMcq4dQR71l3WiW0gJC4+lawYHvUDXluHKGVNw4IzVJjOZm0AjJif8ADpVGTT5oT86MQPXkV27RI4yP0qpgPPJEozsA3H3Paq53tcfMzjwGU8cEVKtxKBg/MD610U1jDJndGM+orPm0jvE34GkBlt5cwAcspq0jwLAsOxTGvTHUVHLaTRfeQ49RUO32xTux3Y+SNcEKdyeh6is64ssnenzD0PUVeKk9zmmFpVPK7h6jrWqqXVpF891aRmhO2KljQqQQeR3q2ZInOHXB9xinrFHnviodFv4Xcl0301LMGp3EEJLPvUdA3NVBukYu2SzHJNWAY1XaFBHvVae6EeQoy36CtqMHBamlODjuWYbdnDMcbVGWY9AKq+a8v+yvoK0pLgt4fCugSRsAgd+azlXCVpCfNdlxlzXI8Bi8annGaRkuIWCyFAeoDAqalSJlnV1Q7MEFscU6/aa5lT5RuRMbvUdqHzboHfoRJ+8bYy7W9DV2zjFnOJhhx3Uiq7k3DHzQA55yOxqa2lLoVb7ynBprX3ZDWukjuM0hNJmlxxXAcIzmlCmlJApN47UwHbaXGO9Myx6cUoXnk5oAUnIIGSawNdl/s+BZXky8jbUT9TXQDA6VwHja9ZtZt4FPEKgke5P+FO9gsVxMX5JySdxrTsZzGysDgiuajv4mPXafetG2vUyPmr0qc0mc0onX3NzDfQn7TGpkx/rQMN+J7/jXLzXcEEzLEzYB+8BwfwqG+1Q7PKRuv3jWM82e9GInCe6CmnHY3P7St2GH2n8MU77fa9pQR6NyK5wyU0FmIAySewrjdOHY25mdH9u03B8xI8+y5zV+K0DwxXH2MRQygmNnUAuB3A9PesDTrNWnVSBJN6fwoPU+v0rqMkKqliSBgZOeBWdSMIq3UcW2NbCjApmOKdTXNYGgKcConUZyKdShc9elADRk0SfKvHLUpYKMD86jDqT1zQBEhfdyanA45qGSQRn39KiLTTcAED0obRUYylsiSW7VPlTk1btLa4uot6wn8TjNGmWdkjh7qQGTsrDAFdMHjji3AqFA49KlpSLjKdJ7GLZ2N0Ziw8tWjOCH5wa3oTKExMys2eqjArLkgd7uOYyvEs3A28HI6Z+tWPs16n3L3djs6ChaFVPe10Ro0lUQ2pJ1SCQexINL9ruV/wBZZOPdCGp3MuRlp5VXjI3eneo5NQEZFukXmSnnAUZ/E9qxdQuYjOkogkLFSreYhU5yMf1rR05LZYCIZd8h5YnrmmpO9kW6aUeZkhup4vmngKJ6hg2PrU9tcx3Kkpnj1GKryPcXUbRxw7EYYLue3sKspF5YjAOdq7T70GTJaKTOKQuBTAdS1CZab5tAixSZFVnmCIXchVAySe1ZU/iG3TIjDSH8hVRhKWxSTexv5FLkVx1x4iunDeWFjH0yaptqN7J966l/BsVqqEupapM77cAOSBUf2mAHBmjz6bhXBq7yyKJZHYE4OWpjRKcqwq/q2l7lex8zvje2i/euYR9XFINRsicC7gJ/66CuBWBFGAv50GJR/CPyo+r+Yex8z0JZ4JeFljf6MDSNbo3KnFeehdpyAPxFPS5uIseXNIhH91iKl0H0Yey8zuGtipyUDCp4XUDaE2/QVzeneJpIysV6N69PMHUfX1rqI5EljDxsGRhkEVlKLjuZSi1uOwDSYpaKgkbyKXg8UtFAyJou4qIqV61apr/dzjNAihPbRz8tkP8A3hWXcWUkR4G4Yzlf8K2nbgkLzjgVz0+uyxSmO4tgpB9eR/jUyaW5LaQ2OaWBt0MhX3BrSg1s42XKZH99P8KrW15YXqBHbY+ON3B/OnTaY4G6IiRfyNCd9hqSZrxSxXC7oJVb27iqNxpiuxZG2seeax9skUny7kcenBFXP7aNtaMZwXdR8pz94+lO5W+wjPeacN3mFUHqcijTtft0izKjlpGLO4ArFsZ7nVNTD3tygh67WIHJ7fSuquNFtLn5gihj/HGcH/69S+Zq8WUrbyRbgubW8XMMqt7d/wAqc1vnpWE3hu5ikDW9yh5yCwII/EV0USskSK772AALeppwlJ/Egkl0ZVaA+marS2EMud0fPqK1aQqD2rS4jnJdHPWJ/wAGqlLZTxfejJHqOa6xogajaH0p3C5x5QdCPzpnlLnjj6Gurls45PvxqffFVJNHiJypZf1p3HcwlC/xAn6Gnxw2m/dtwfRulaZ0f/pp+lRvpDj7rU+Z9x8z7mbOrKpUHK9RTMZiqa6spo1IcMo7MKqxM6fJJ17H1rahL7LNKUraGjptysts9jMQrHIQnv8A561Wk+SVlYgbTgnt9aiEPmHrgetS7SPQ++a1jBxbt1NIxs3Y1fs9tZ2JlYKzBc7zzk+1Y8a7bmVgeCBQ4do1j3tsU5C54FOQBRgdamFNxd5MUINO7O32ml2n1ozS5rjOMaUHWk6U+msKADNGabmjNADicAk9q8z8QRPdXxvgCct8w9BnivSSRg5riHI8+WMrjaxGDQwOWntk3HIMbZ4YcqajVZoTkY9iG61vXOnliXgI56o3Q1nhTAzKyNEzDnIyPqK64uMtUZNNGaZWJ+YmlDof48VbMXmL/rUb3PBqF7VsZBQ/QinyBcRFDgkOMDqaerpHyGYn24prKYoljK/Mfmb+n+femxksSNpzXNKo76Giii1DqUtuCkH7sN1YDJ/Or+jSyTakXkdnIQ8sc+lU7fTLu6YbYiq/3m4Fb9hpiWILFi8hGCe1ZN33KRdznp09ajdkUjLAfU0kztwkeN57noB61Sk022mJ81neQ/xE0hmhkde1NZiaoWIkgkktZG3BeUPtV1iqKWc4AoAY/JC9upqtcXCRfKgy3rTnlaZgIuQeBjvWrY6DnEt2PcJ/jQBQ07T5b07x93PLHtXUWljBapiNee7HqaraOii0YDAIkORV8kr1pLua1HryrZCyQRSrtkRWHoRWNPZSRXZNsS9vFhmiJyM+g/CrtxqkMX7tHUzHgDPAPvU0I8mMIMnuWPc+tG4JygrsY8q31iWiPzD5l9Qwq3DKs8CSDowzWY4Fpfq68RTnDD0b1qe1Jinmt88A71+h/wDr0LcJRXLp6mhRXOrd3NpKbmc7lkJCjPXBq3banNeIUhVfMJ644Qepo5kDoytfoO1uUSWj20KmSfG/j+ADnJqG4vLS7s43Vws5IHoR6/hT5VKFrKz5mkGZpm5IHvUNjp0MV00c6iXkjLeo5/UGk9TSCUVc07R7eLMMUysvVRvz9auVSfTLNgf3Cj3XioWgubLLW0hljHWJzz+Bp6ozajJ6PXzL7tioSajhukuo9y8EfeU9QafVIyaadmLRSUUCMPX7sjFspwCMt71zxJBNWNZmdtUl56NtFV9hUgN6V3U1aKR0wVkOAytPFQ79iAtgADvTEuopJAgmG7/Z/wAa0RZcAp+7FV3lZRzk49TUyMrRlyw2gZz7U/QY8PnsfypCXP8AB+ZqlJq0Mf3Ed/Q9AarnXJT9yz/Mn/Cq5JdgujU2yH+EfnR5RwCTzWTNrVwm0qICGAPGTjNQnWLth99B9FpOLvYV0bTREjqM1raNrJ01HhuFZoScqV/hPeuM/ta7/wCeo/75FT2+sGR/KuQu1uAwGMfWonBNWZLs9GepWep2l9xBKCw/hPB/KrdeY2dxNa3GEciWI7kb1FdHZeJ7me5iSZIlDuIwiZJYk9fYVzSw715TN0n0OropaK5jIa+dvy9azZridHPYVqU1o1cfMAaBGULtz94A1HcPa3CbLiNWU/3hWjJYRv04NULvTXC5DA4oAyZ9Cgky1nceWf7j8isWfWLzRLgwMWJXqFO5a3ZElgVjg8DPFcpcMZMu7fN6nvU8i3I5FubcPi21uiiXlrz/AHk5qpc79SuiYTst1BK7jmsN3WFVdolXOQGX+Kmi/uMiODIDHBOaWt7FQlKMtDUayukj3mByn95RmlttRvLM/wCj3Dpj+HPH5VctNantVEUw37ezDaa0Fn0rUziZUST/AGvlP50Jpne5TS95XQlp4wnTC3cCyD+8nBrdtPEOm3eAJxG5/hk+X/61c9ceGfl328xx6NyPzrJl0y8iBY27soP3kG4VV2Ry0Z7aHpQIYZUgg9xRXmtnqd3YPm3nZR3QnI/Kux0TXP7VDxyR7JkGTjoRTuZ1KLgr7o2c0lFJTMReKTA9KKOadwEKKe1MMI7GpOaKBldojjDDIqjcaTbz5+XafatamlQadwOal0S4i5hdXHoeDVOWG5h/1kLj3xmuuMZ7Go2UjqK1jXkjRVZI4/cT2rd02ygjVZny79QSOBV0xRk5Ma5+lOwAMAYpTqyloKVRsvUUmaM1kYjs0ZpuaCaABh6VGWxSk0wgNQAheuS1dRDqbKeC/wAw966ogg1heILBLmNJScOvGaAMtWNOISQYdQR7iqG65tT8w8xB3rp4/sd4gZTG5I52nmsalX2dnYpK5hmxtW/5ZL+FINMtM58r9a0r21S3CshOCcEGqwNawruUbpicURf2daM5ZoQzHrk1Zit4Yv8AVxIv0XFIMnvigIxPMpx7CkMsA4FNY00KBzkk+9MlbCN9KAIZZTEqsEZjI3OB0FO4X5jgdgT2pZciRVVmyeij+tBUTSL8gO09TQAyb5LhJP8AZIpIoJr+XYi5Hf0FXbewOoTNklUTgt610FtbRWsYSJcDufWgClp2jxaeNwG+TuT2+laRw68U+msoPsfWgDMt82moSwNwsh3of51fZ+PvVn30LucS5AHKSAdD70lrdK37qdgso6c8N9DS2NWudcy3M6Ky26rJufBGXHGc5q+WKnhmU/7BBB/A0+dYzOHAPmDjI9Kqy20pfg8dR2pJWKlUcrDdQu82hB2kqwIOMH8qDqedSimOUjUbSCOfeqsi+fKsJJKqwZyOenaoZbeNZPKeRkG44LZxg9/5VLbNqajazX9M1hs1CH7NEgfDsTIRwgyf1rVtbeK0hEUS4A6n1rK0uR7YSRgbocj5hyM45rX35XIxVR7nPVdnyrYpaYvmfaJz955SPwFSToVnDZA3YGfRh0P9KqWcpgnng6DfuH0NXyPOQrtBBoWw5u07kkc4dOeHBwV9KVm9TWbLZTtcRsT+7Q5yDz9KugHGRTREklsyldr9nlF3EMdpFHcetXFYMoYdDyKbKm+J0PIIINV9OYvYx56jIoWjG/ehd9C3ThSCmyyCNCasyOR1iNRrDqB/EG/MVt/2baW9jFI8aySugOW5AzWHqL+ZqLvnkkU8yTSxIHlZkXjaTxV4iM5QjyysdDdoJmFrkircC3iO45yQB1qmbO+gi897aWNFI+ZlxVrWYZbe/EnRZFDof0qsJ5LoqrFmcj5mJ6CvQocns+abdyo8rWprxy+dBHL3YYb6063IxJC3T09jVWzkjLyWidlyPqKlLbJEk7Zw30rO99Rle3v30aeaOEQOePmmiyR9KnbxVqLptW4RR6JCv+FLqDLCgmEKFycFznI9KpHVXSHy1igVc5LCP5vb5uoHsK9WnXkqaXtLLsk9PxOmGIqQjyqbS8r/AOZTmkiEX8bE98YC/wCNV/OXsBUlxctMjfMOcZGOtQq4IVQBx+GTXBUleej/AAOKctdCWOWMn5gKklWPAYAEexqKSTMYVmXA6DdmolbaODx9KTklo9R81tGbVvMZoA4/1sP6it7Q76Kz1KKZ1Uwy/KWIzt9/wNchZTPDcB8HZ0f6VuW4/eNb9Q/zR/X0/GspR5lYa95WPVOoorF8Nal9tsPJkbM0HynPdex/pW3XntWdmc7VtBKKKKQCM20VWdtxzVkjPWmGJTQIzZlTnoR6VwniG1e0lAQDym5Df0r0WaxWTkHB9RWRfaG9xkOodaAseewI00aoxJGflB6Cr1vahrxIVhUtkHg8V1Fvodtav88cg/Gti3sLWFxLFEA+MbjyaTFY5e50xJT1Kt781Wk0GVY9yPuNdw8Ecg+ZQfwqs+nRn7jMh9jQbRm47M4mOfUdOyitJtP8PVfyrotK8SW10yW91GIZTwrL90n+lWpdPm9UkH+0Kqrp6RyBzZKHByGAzQi3KMlqtToJLG1mjKSwRyKeu5QaW3tLe0QrbwpED1CjGaZZeaU+fOO2at4pmLb2G0UuKSgQtJRS0wEpKdSUAJSUtFACUhpaSgBjIDUbJjpUxphoAkpabS0xCk0wtSM1MzQA7NGabRQA7rVe5tUuIih4zU+aM0AcVqVve2kuY03Rj+Ic5rN+1ReZmWBkf+/GcGu9lQZIIyD61QuNKtZ+Sm0+opMDmvtP2iMRfbiyA5Cy9R+NPWK4UZR9w/2Wz/Or83hwHOzY314NUm0aWE5EUg91NSklsMM3S/3/AMgf6VJFNMHG4Myk4PyHj9KiEMsfG+YfUmnh5R/G340wNAA/Sq93NFFC29uT6VBmV+MsfpVq20uedwWQqvctQA2GeOeMMrA8c4NaFnZPcn5Btj7uf6Veg0a0jYMYwT71pDCgBQAB2FADYYY4IwiDAFPpM0E4FACkgdaTdnoCaYOTk0+gA+Y9hVWfTre4+8ig+q8VZYkDimqT1JNA02tUZ39kSxtuhumGOgYZph0y6d/311x0wOM1rZPrSO2RjrU2Rp7WRnnTBHEFUIqj05JrOvrqOKSKCVfm3AgEZAHvXQ7127WGazrnTY7m5EuFQgcMOv407E8zvcmtE8+DCOAn+yOKm+ymNSUbPsaWwtfssJXOcsTVvpTJMCdGeTzYwVmTqh7irFtOZFyh+o7itCaGCb7wyfUdaz5tLkEnm20xVvcdanbY0TUlyyLayknGeaY0hifnoarK97Ccy2e//aRqZLe3MoCpZOPdqfMg9m/6ZNeXKRWzt/FjAHqaWyhMFpHGfvYyfrVP7NK8gllLPID8qquFX8600BCDd1pruKTSXKhwqtdglKs1BdH90QOtUZnI3qhLzJPXgCp4xmAVWvlIust1zkVZsyHtlPua3n/DRrJ+4ijrcXnaQkgxvt3x/wABb/69ZC/6JpRmkx5snT+ldBMqSQyJIcI6lefXt+tcfd3b3TiM/KkZIAp05vl5SYSsh1nO8dwkw6qea6KVVbOOUcZFcuhROG+YEdBxXTafGZdNKFwZ7cBtvfbW61VuppDaxII/tenlG6j92fYjoayBouoSfKsJ6/3hXUeG4obrULjTpWCm8hIgY9pl5UfjyPxqxYfvHVe+cVrFXXqa8iklc5qDwTq1ypYCJR7t/wDWqceBbtf9bdRj6KTX0H4U8HWz2yzXcyncOFU5rdm+HmjXAODID6hqmaoQdpPUJU6MNJPU+Yf+ENVeXu2/4CmKafDUCKFM0rAfQV9GX3wv0wQMyzyLjnJNePa7ZJYahLbo6uqMQGHenFQacoD9nBq8TlP7GtkOcyHjHJpZYfJjQwZVosFD1wR0q85qBueKlsmyRty3cFreWWu2HFtdLtuIR/yzkH31+nRh9a69JFkRXU5VhkEdxXlIleBnhz+7kIOO271ruPCl99o082zHLwdP909K5sSrvmRlVV/eOgyKKSiuUxFopM0ZoAKY4bqDUlFAFVySMGhFBPPAqwUB6imGKgBDCD0NMMTDpzUqqV78U6gCqVYdQabVzFIUU9RQO5VDsvQ08THuKkMKn2ppg96AHqwYcUYpEj206gQmKSnUUANozS4pMUAGaSlxSUAFJTqSmAw001IRTSKAEooooENNMqQimlaAG0UYooAWikooARxuFQEYNWKaVBoAgop7R46U3B9KQxpUHqAaTyoz/Av5VKIyevFSKoWgCNIFH8IX6Cp1UL0FFFADqKSigBaOtJS0AN20vIpScUwsaAFJOKUE03JNKM0AOxnvRsz7UCnZoGMMQFInDdKlzSHFAClsCgLnk80wmgEmgCXIFJvwelItOAFACimsgP19afxSE9gKAK+Tkqeo71Gc5qYx8knrULAimhBuwOarSEM1TOTiqknNMDB1u3O3enUVU0iVjDsfhh1rWvkYo2CawbORob4owxz2rSLuuUpPSxJqQlF1CiZ8vqfrXN6tbm3vWYD5JRuH1711l994t/dXNZl/bf2hpp8sZkj+dfX3FaxjeGm5pyXhoYlsqoHunAKpwo9WrQ0ScwXX2qYlldwrDONw71Qv/wB20VmnSIDdjux61NcSLaCGErkoMke9VB+92Jjo/Q6PWrCXR74ojkqu2WCZeN6HlWB/zzTrO6YPlidxOSfWkn1Ual4dsYZlzLaMUjf/AKZtztP0PT61VWUGRMLt2qqnnrgYzWzaUro3ur6HaWHivULNFWO5cAdi1dFYfEfUbdhvk3D0NebK9SiU1r7RvfU1VR7HrV38SJdRtVtSywNIwUyk8KCeteX6ndebe3A37zHIyFh3INVjMcdarMwEj46sdxPr2o5ly2WgOV1YZJIars5qR81CwPpXO2Ysjl+fGeoORWvpV6lhrUbxvmF22MenBrHYVGd3r9Kl6qzJe1j1+jFZXh3UP7R0eJ2IMsf7uQe4rWrias7HPYSkxTqTFIBKKWjFACUtGKKACjFFLQA2inUlACYpKdiigBtFLiigBtGKdikoATFJTqSgBKTFOpKAEpKdSYoATFNIp9JigCGikpaYgpaSigAxSbaWloAbspNlPooAZspfLp1LQA0IKNg9KdRQBGVxTcVNQVFAEVFP2UbKQxtFO2mjaaAEopdtLtoAbijaKeFpdtAEe2nAU/bS7aAGYpdtPxS4oAj200g1NikxQBGFp4QUYpwoATZS7KdS0AN2Cl2gU6igCJ14qtIMVdYZFVpBTAqMeKrOBmrTDmoJFpiKVym6M1yV9ugvVbHBPJrsZFyhFc1q8ORnHQ007MadiRnErKT/ABJzVO0f7PLsborFfwotpCduT2pbhPvv7g5rtWiTR1R2MuSw2+IMHOwtvH86paj++vpSOgOK6N4WaOO82naw8pj2zXOXkL285DdzkEimopGc42Rcs3I090J4Ga044wyI56lQay1BTTEYjlz6e9a08qWVoJZQxGQAqUluVEnXpUorCbXgOI7b8WaojrdwTwqgZrSNu4+eJ0RNMaucbVbtlxuA96he8unPMhH0ptLuDmjo2IHUgVXeWMdZFH41z7PK3V2P41CwPcms5XRDqeRvPcwA8yr+dKrwSHi5iH41z/1pyMYpAR/+upW+uxKqdzv/AA5dNpepxq8im3uvkYg8Buxrvq8ggnM1gsin548MPqv/ANavUtJvk1DTYZ1IyVG4ehrCvFXuh1Et0XaKWiuczG4op2KMUCG4op1GKAG0UtGKAEopaKAEopaMUAJikxTsUYoAbRS4ooAbiilooAbRS4oxQA3FFLiigBuKMUuKMUAVaKSlpiClpKKAFooooAWikpaAClpKKAFooooAWiiigApaSloAKMUUUALijFFFABS0UUDCloopAFLRRQAUYopaAExS4opaACiiloAKWkpaAEIqGRanpjjIpgUHGDUEg4q1MuDmq79KYisw4rG1KDcjfStputUL1MqaAOTQmM89VatJUWWJwRkHFUJ12XLr61as5Q/ydwK7KLurHTSeljd8KX1hJa6hoGqKqxXiZguCOYZx90n2PQ1z99Yi6iKsMOv6GkuYzHLvUcGpbebzNyk89ee9a3urMu91ZmXfx+TaQRjtgVa1lv8AQtnoy/8AoNQawcSQL75p2rEyblX+8p/8dqYfHYnujF20bcVYFq57gVcgtYcbmG4+5r0KeFlN22CNKTZmYowT0FdJvhEQURouPbkVWkdMYAX8B0rqnl6ivjNnhkuphmonrZ+xyzL+7t5HGP4UJrIu43hfa6MpHZhjFebiIezW5zVIOKISaUcr9KjBOaspbzyY8uGR/wDdUmuKMr6mK1L2jzhZTG33SQT9OhruPBV00U81izcAkD8P8/pXB2tlcwzK7x7F75POK6LR7oweIIZc8OVY/wAj/WlJXVjZJuNmeoUYpaMVyGQmKMUuKMUAJRiloxQAlJinUYoAbRTsUYpCG0UtFMBKMUtFACUmKdijFADcUmKdijFADcUmKdijFADcUmKdijFADcUmKdRQBRpaSimIWiiigBaKSloAKWkpaACiiigBaKKKAFooooAKWiigApaSlpAFFFLQMKKKWgAoopaACiiigBaKKKAFooooAKWiigBaKKKACgjIpaKAKk6VSYVqSrkVmTDaaaEV261XuFylTt1qNxlTTA5PU4tkocdqba485X6HoK0NViyhrMt1LRxHONr/AJ8Guig9bGtJ6mlIgYEEVWWII2VGCKuYyBUMrpFt3nAY7Qfeuq1zpaMTV3D3MWPSpZR5smCcfd5/CpNT0+R3WaIFsdR1qqd+csjDj0rnlOVOXMjGTcXcvQ6akxG25Uf7y/8A16nGgXJ+5PAR9cVmq+DVqG421osxqDVfyNC38M3TuPNkUr3CsATXaeHdIjtZ41jsbVCSAZJX3HH1rjbe/KkYNbdnqjjGGpPMaj3RUcTZ3se73vh/RY9KMsLxx9w7yDnjOPTNeSa1FZtI4dY5Fz3UGqra9qraa+mibFq1wJ+3XAHXr0HTpWTeTTTE7QTWCxlW1nqL6zO1nqVpjYWufIs4VPqFArLudQlbIXao9hVp9PuZjlmVR7nNN/sRerzM3sBio9rUk7XM/aTk7XMa4EqkGTgnnBqbT7aSS5SUqQsYPOOtbUdjbxHcIwzf3m5NV9WvBa2xjXPmyDCAV006DTvJmkaTTvJnf2E32nT7eb+/GD+lWKz9BTZoNkh6rEAfqK0sVxS0bOd7iUUtGKQCUYpaMUAJSYp2KMUgG4op1JigBKTFOxRigBtFOxSUCEoxS0YoATFJinUYoAbikxTsUYoAbikxTqMUANxSYp2KTFMDPooopiFooooAWikpaAClpKWgAooooAWiiigBaKKKQC0UUUDCloooAKWkpaAClpKWgApaSloAKWkpaAClpKWgApaKKACloooAKWiigApaKKAEIyKp3EOQavU10DigDBdcGo6u3cJUkgVSNUBl6jFuQ4rCiZUjMZ+95hxXT3abkPFcxMPKmk5PUEYrai/eLp/EaMLB4UYdwKqarA8tqGTkodxHqKntmyoGPlIyppxuFimEUpxu+6x6H2rtTtqdXQz9L1LawjuJPkI+Vj2rd4PPBFUX0+zmbLRgMe6nFaaABFA6AYqa1VQs7EznyIiESueUU/UVKsESjiNP++aeKcK4atZz06GE6jkNESjoij8KeqEdMD8KUGlzWJmPC8fepu33NG7ijdQAFQfwoNGaazBRkkAUAI2Bljge9Z13PZpKJpGQsBgHrinXmowJE6K+5yMYFc/FZtqk5BYxheWOM11UOa9zane9z0fwreLe6NuXokjL/X+tblYvhWwSw0ZUQHDOWyep7f0rbxWNT4mZy3YmKMUuKMVAhMUYp1GKQDcUYp2KMUANxRiloxQAmKTFOxRigBuKMU6jFADcUlOxRigBtFOxSYoEJikp2KKAG4pMU6igBuKSnYoxQBl0UUVQhaKSloAKWkpaQBS0lLTAKKKKQC0UUUDFooooAWiiigBaKKKAFooooAWiiigBaKKKAFoopaACiiloAKKKWgAoopaACloooAKWiloAKKKWgCGeIOvSsSeIxufSugIqldW3mAkCmmBiSLuQiuc1GEpOp6AnBrqHjZDgisfV7YvAzKORyK0i7O407O5mW67LVcfwkjOO2fWpmjS8h8t+o6H0rLfUUhgaMfexxkU/SdQEsnlucP2967VJbHUpLYU6PdxvmOVXX6kGtVdQhg/dHeSvGcVODVdrTcxbf1PpROmpKw5U01YmXU7c/wARH4VIL+3P/LT9Kq/Y/wDaB+q08WqjqF/KsfqyM/YlkXkJ6P8ApTxcI3Q1XEKjsPyqWM+X0xTWGiUqCJvM44U/lUEl0y5wv51M9w7rjgfSoCiseRmr+rwRXsYlSW7uG6Nt+lVmSeY4Jdx+laYVR0AoEilgoOW9Byafsoofs4ozk0yRupVB+Zq/p+nBJxHESzyECrkNnczthY9vu/FdNpWmRWa72w8xH3sdPpUyqwgtNyXOMVoX4IVggSJeiAAVJiloxXAcomKKXFFACYoxS0YpAJiilooASjFLiigBMUmKdijFADcUYp2KTFACYpMU6jFADcUYpcUUANxRinUmKAExSYp2KMUCG4pMU7FFAGRRRRVCClpKWkAUtJS0AFLSUtAwoopaAClpKWgAoopaACiiloAKKKWgAoopaAClpKWgApaSloAKWiigApaKKAFoopaACiiloAKWiigBaKKWgApaSloGBFMIqSmEUAVprVJhyOayrqwdVIxlTW7RgEYIyKaYHmOraOgBZFwetc8EaGQEZDA9a9ludPt7lSHjBzWFdeGLIsT5PWtIzsOLscpaazGYwtxlXHcDINWv7Ws8f60/98mpdS8ObJI2tYjtzhhUmnaCI5XFzEGU8qa3WIsjZVWUZdct4mxtcjGQR3pU1yB1yI5Dn0ANbv8AwjummYymDLFduM8YqzBpVnbxiOKBQo6Ck8S+ge1Zzf8AapY4S1mJ+lSJc3shGyxbB9TXUraxLwIl/KpViPZf0qXiJC9rI5lbfVJR8sKR/wC8c1PHpF+/+tugo9FUV0awOf4alWzkPaodab6idST6mDHocQIMskkhHq3FXoLOGD/VxgVrJYH+I1Olmi1m5N7kN3KNvExcHFaqDaBQqKvQU7FIRJRQvSlpCEopcUtADcUuKXFFIBKMUtGKAExSU7FFADaKWigBKMUtFIBuKKdikoAbiinUYoAbRS4oxTAbRilooATFJinUmKAMaiiimSLRRRQMKWiigApaSloAKWkpaAClpKWgApaSloAKWkpaAClpKWgApaKKACloooAWiiloAKKKWgApaSloAKWiigBaKKWgApaSloAKWiloABS0UUDCkIp1BFAEdFKRRQAUFQRyKWigCM28bdVFRvZxsMAYq1RTAqLYxg1KLaMdqmxRQMjEEY/hpwiQdFFPoxQAgUDsKXFLS0AJRilpcUAJijFLilpAKtOpq1JQA2lpaMUhCUUuKMUAJRS0UAJRilopAJikxTsUYoAbijFOxRQA3FFLRigBuKMU7FGKAG4pMU7FGKAG4pMU6jFADaSnYoxQBh0UUVQhaKKKAFooooAKWiigApaKKACloooAWiiigBaKKKAFooooAWiiloAKWkpaAClpKWgApaKKAFoopaAClpKWgApaKWgApaSloAKWilpAFLRRQMWiiloAYRSU8im0AFFLiimAUtFLQAUYopaAExRTqMUDEpcUUUAFLRS0AJS4oxS0gAU8UwVIKBBRS0UAJRilpcUAJSU7FFIBMUlOxRigBKTFOoxQA3FFOoxQA3FGKXFGKAExSYp2KMUANxSYp2KKAG4pMU7FGKAG0mKdijFAGBRRRVCFooooAWiiigBaKKKAFooooAWiiigBaKKKAFoopaAClpKWgApaSloAKWiigBaKKWgApaSloAKWiigBaWkpaACloopALS0lLQAUtFLQAUtFFAxaWkpaAENJinUhFADaWiloAKWiloASlopaACiiloATFFLijFABRS0UAFFLRQACniminigBaKWikAlLRS4oASjFLRQAlFLRQAmKKXFGKAEopcUUAJijFLijFADcUYp2KTFACYpKdiigBtJinUUANxSYp2KMUAc7RRS1QgooooAWiiigBaKKKAFpaSloAKWkpaAClpKWgApaSloAKWiigBaKKKAFpaSloAKWkpaAFooooAWlpKWgBaKKKQC0tJS0ALRRS0AFLRRQAtLSUtAC0tJS0DCg0tJQA3FApaKAClpKWgBaKKWgApaSloAKWiigAxRS0uKQCUUuKKAAU8U0CnigBaKKWgBKWiloASilooASilpaAG0UtLigBtFOooAbRTqSgBMUYpaMUANop2KTFACUmKdSYoATFJTsUlAH/9k= | ['Yes', 'No'] | No | multi_choice | text | 537 | general-vqa | synthetic scene | ['arithmetic reasoning'] | Super-CLEVR | visual question answering | B | The picture showcases various modes of transportation, including bicycles, cars, a scooter, and airplanes. The diversity in vehicle types suggests themes of travel, mobility, and the different options available for transportation. The use of vibrant colors may also highlight creativity and individuality in choosing how to move from one place to another. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: As shown in the figure, in the two concentric circles, the chord AB of the great circle is tangent to the small circle at point C. If AB = 6.0, the area of the ring is ()
Choices:
(A) 9π
(B) 6π
(C) 3π
(D) π | 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 | ['9π', '6π', '3π', 'π'] | 9π | multi_choice | text | 538 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | UniGeo | geometry problem solving | A | The image depicts two concentric circles, both centered at point O. A line segment AB is drawn such that it is tangent to the smaller circle at point C and intersects the larger circle at points A and B. This illustrates a geometric property related to tangent lines and circles, specifically involving tangents and secants. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: 如图，在△ABC中，点D、E分别是边AB、BC的中点，若△BDE的周长是6，则△ABC的周长是（）
Choices:
(A) 8
(B) 10
(C) 12
(D) 14 | 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 | ['8', '10', '12', '14'] | 12 | multi_choice | text | 539 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | GeoQA+ | geometry problem solving | C | The image depicts a geometric figure with a larger triangle \( \triangle ABC \) and a smaller triangle \( \triangle CDE \) inside it. The lines \( AD \) and \( BE \) intersect the triangle, creating segments expected to demonstrate properties of similar triangles, likely regarding parallel lines or segment ratios. The image may illustrate the concept of similar triangles or the properties of transversals intersecting parallel lines. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: What fraction of the shape is blue?
Choices:
(A) 3/11
(B) 8/11
(C) 6/11
(D) 3/5 | 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| ['3/11', '8/11', '6/11', '3/5'] | 3/11 | multi_choice | text | 540 | math-targeted-vqa | abstract scene | ['geometry reasoning', 'arithmetic reasoning'] | IconQA | math word problem | A | The image is a pie chart with one section highlighted in a darker blue. The chart is divided into several equal segments. Typically, such a chart visually represents data distribution, with the highlighted segment signifying a specific portion or value of the whole. The main message likely involves emphasizing that particular segment as being significant or noteworthy compared to the others. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Which of the cubes is not identical to the unfolded net?
Choices:
(A) A
(B) B
(C) C
(D) D
(E) E | 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| ['A', 'B', 'C', 'D', 'E'] | D | multi_choice | text | 541 | math-targeted-vqa | puzzle test | ['logical reasoning'] | IQTest | figure question answering | D | The image depicts a problem involving figuring out how a 2D net folds into a 3D cube. The top part shows an unfolded shape, and the bottom displays multiple cube options (A to E). The main task is to identify which cube corresponds to the unfolded net. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: How many models in the figure achieve an Acc score greater than 60? | 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| null | 2 | free_form | integer | 542 | math-targeted-vqa | scatter plot | ['scientific reasoning', 'statistical reasoning'] | PaperQA | figure question answering | null | The main message of the picture is to compare the performance of various language models, specifically GPT and LLaMA models, based on two settings: SFT (Supervised Fine-Tuning) and ICL (In-Context Learning). The graph plots model accuracy (Acc) against pretrain loss, highlighting the influence of these settings on model performance. Generally, models with lower pretrain loss tend to have higher accuracy. GPT-4 shows the highest performance. The graph segregates models with different colors and uses different indicator lines for SFT (blue) and ICL (red). |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Are there fewer small purple matte cars than brown matte things?
Choices:
(A) Yes
(B) No | 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 | ['Yes', 'No'] | Yes | multi_choice | text | 543 | general-vqa | synthetic scene | ['arithmetic reasoning'] | Super-CLEVR | visual question answering | A | The picture features various forms of transportation, including cars, bicycles, a bus, a train, and an airplane. It seems to be conveying the variety and diversity of transportation options available for travel or commuting. The presence of both modern and traditional transport vehicles might suggest themes of connectivity, technology, and mobility in different contexts or environments. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the total percentage of people who say that they do either less or more often than the usual amount of exercise during the coronavirus pandemic in the United States as of April 2020? | 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| null | 44 | free_form | integer | 544 | general-vqa | pie chart | ['statistical reasoning'] | ChartQA | figure question answering | null | The pie chart illustrates how often people engaged in a certain behavior, compared to usual. The main message is that 53% of respondents reported their behavior was "about the same as usual." Meanwhile, 27% did it "less often than usual," 17% "more often than usual," and 3% were "not sure." The majority maintained their usual habits. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is Violet Red less than Crimson?
Choices:
(A) yes
(B) no | 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| ['yes', 'no'] | yes | multi_choice | text | 545 | general-vqa | bar chart | ['statistical reasoning'] | FigureQA | figure question answering | A | The bar chart compares the values of three categories labeled "Crimson," "Tomato," and "Dark Orchid" on the x-axis. The y-axis measures numeric values. "Dark Orchid" has the highest value, followed by "Tomato," and then "Crimson" has the lowest value. The chart shows a comparison of these categories in terms of their quantitative values. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the overall ratio of male to female? | 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| null | 1 | free_form | integer | 546 | general-vqa | line plot | ['statistical reasoning'] | ChartQA | figure question answering | null | The main message of the chart is that the total number of inhabitants in New York increased steadily from 2009 to 2019. The chart displays the population in millions, rising from 16.92 million in 2009 to 21.43 million in 2019. Both female and male populations are reflected in the upward trend. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Based on the diagram below, which organisms will be most directly affected by a decrease in the amount of grass?
Choices:
(A) Insects
(B) Hawk and snake
(C) Snake and raccoon
(D) Mouse and cricket | 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 | ['Insects', 'Hawk and snake', 'Snake and raccoon', 'Mouse and cricket'] | Insects | multi_choice | text | 547 | general-vqa | scientific figure | ['scientific reasoning'] | AI2D | textbook question answering | A | The picture illustrates a food web, demonstrating the relationships between different organisms in an ecosystem. It shows how energy flows from producers like grass and trees to primary consumers such as deer, crickets, and mice. Secondary consumers like frogs, snakes, hawks, and owls feed on these primary consumers. The decomposers play a crucial role by breaking down organic matter, returning nutrients to the environment, and completing the natural cycle of energy. This interconnected web highlights the balance and interdependency of living organisms within an ecosystem. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Are there fewer cyan jets than big buss?
Choices:
(A) Yes
(B) No | 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 | ['Yes', 'No'] | Yes | multi_choice | text | 548 | general-vqa | synthetic scene | ['arithmetic reasoning'] | Super-CLEVR | visual question answering | A | The image depicts various modes of transportation, including a bicycle, bus, motorcycle, car, and a colorful tram. The main message might center around the diversity of transportation options available, highlighting different ways people can travel. The arrangement in a simple, uncluttered setting may suggest themes of choice, mobility, and accessibility in transportation. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: As shown in the figure, PA and PB are tangent to ⊙O to A and B respectively. Point C and point D are the moving points on line segments PA and PB, and CD always remains tangent to circle O. If PA = 8.0, then perimeter of △PCD is ()
Choices:
(A) 8
(B) 12
(C) 16
(D) 不能确定 | 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 | ['8', '12', '16', '不能确定'] | 16 | multi_choice | text | 549 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | UniGeo | geometry problem solving | C | The picture depicts a geometry problem involving a circle and a tangent. Here's a breakdown of its elements:
1. **Circle**: Centered at \( O \).
2. **Tangent Segments**: \( PA \) and \( PB \) are tangent to the circle at points \( A \) and \( B \), respectively.
3. **Line**: \( CD \) is a line that intersects the circle, with \( C \) and \( D \) being the points of intersection.
4. **Point**: \( E \) is the point of intersection of the tangents and the line \( CD \).
The diagram likely illustrates a concept related to tangents and secants, or possibly the power of a point theorem, which relates the lengths of tangents from a common external point to a circle. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the accuracy of the algorithm with highest accuracy? | 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| null | 8 | free_form | integer | 550 | general-vqa | bar chart | ['statistical reasoning'] | DVQA | figure question answering | null | The bar chart illustrates the accuracy of two different algorithms: "homer" and "tumor." The "homer" algorithm has an accuracy of 6, whereas the "tumor" algorithm has a higher accuracy of 8. The main message of the chart is to compare the performance of these algorithms, with "tumor" showing better accuracy. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the difference between the highest tattoos in male and the least in female? | 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| null | 14 | free_form | integer | 551 | general-vqa | bar chart | ['statistical reasoning'] | ChartQA | figure question answering | null | The main message of the image is that the percentage of Americans with at least one tattoo increased from 2003 to 2015, with more women having tattoos than men in recent years. In 2003, the percentages were nearly equal for both genders, but by 2015, both had increased, with females at 31% and males at 27%. This suggests a growing trend in tattoo adoption over the years, particularly among females. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: How many queries have a p-value lower than 0.50? | 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| null | 4 | free_form | integer | 552 | math-targeted-vqa | table | ['scientific reasoning', 'statistical reasoning'] | PaperQA | figure question answering | null | The main message of the table is to present the results of a goodness-of-fit test for power law models applied to various influence queries. It shows the p-values obtained from the Kolmogorov-Smirnov test. According to Clauset et al. (2009), a p-value above 0.1 indicates that the power law is a plausible fit for the data. In this table, "shutdown," "bullet," "rot23," "paperclips," and "paperclips_large" have p-values above 0.1, suggesting that the power law model is a plausible fit for these queries. The other queries ("objective," "superintelligent," and "water") have p-values below 0.1, indicating the power law model is not a plausible fit for them. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is Dark Violet less than Chocolate?
Choices:
(A) yes
(B) no | 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| ['yes', 'no'] | no | multi_choice | text | 553 | general-vqa | pie chart | ['statistical reasoning'] | FigureQA | figure question answering | B | The pie chart shows the distribution of five categories represented by different colors: Burlywood, Chocolate, Dark Violet, Hot Pink, and Dark Olive. The chart highlights the proportions of these categories in relation to each other. Dark Olive and Burlywood have larger segments, while Chocolate, Dark Violet, and Hot Pink have smaller portions. However, without specific data labels or a title, the exact values or real-world application of these categories remain unclear. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is Burlywood the minimum?
Choices:
(A) yes
(B) no | /9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAGQAegDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiisOPxZpUniK60QziO5tkDM7uoRs/wqc5JHcY4oA3KK5P8A4T2wt9Ci1S+iEay3ZtUjguI5icHG7IYDGME+mauP4nUeK7DR4oIpoL23aeO7jnyMLn+Hbg9OuaAOgoqrDqVjcXT2sN7bSXCZ3xJKpdcdcgHIq1QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcjHpuqWHxA1HVo7A3Fpd20UaukqLtKkbsgnPQHGBzxyOo66oluYHBKzRsASpwwOCDgj6ggigDzOPwprreCnsG05ku01cXqxNNH88eexDYz9SK3L3TtYv8Axxpmqf2bNb28VrNBJIJoyYy24KcbsnggnGcds9a7Lzov+eif99Cjzov+eif99CgDz3wx4O1Cw/siPUEuxPplxK6SpPCISrkkkYHmNu4GGx35HSvRaZ50X/PRP++hR50X/PRP++hQA+imedF/z0T/AL6FHnRf89E/76FAD6KZ50X/AD0T/voUedF/z0T/AL6FAD6KZ50X/PRP++hR50X/AD0T/voUAPopnnRf89E/76FHnRf89E/76FAD6KZ50X/PRP8AvoUedF/z0T/voUAPopnnRf8APRP++hR50X/PRP8AvoUAPopnnRf89E/76FHnRf8APRP++hQA+imedF/z0T/voUedF/z0T/voUAPopnnRf89E/wC+hR50X/PRP++hQA+imedF/wA9E/76FHnRf89E/wC+hQA+imedF/z0T/voUedF/wA9E/76FAD6KZ50X/PRP++hR50X/PRP++hQA+imedF/z0T/AL6FHnRf89E/76FAD6KZ50X/AD0T/voUedF/z0T/AL6FAD6KZ50X/PRP++hR50X/AD0T/voUAPopnnRf89E/76FHnRf89E/76FAD6KZ50X/PRP8AvoUedF/z0T/voUAPopnnRf8APRP++hR50X/PRP8AvoUAPopqur/dYNj0OaKAHUUUUAFFFFABRWddazb2es2emzRzK92G8qXA8ssoztJzkH045pIdbtZ9UvrFRIv2JFead9ojG7PAOc8bWzxgYPNAGlRVU6lYrbG5N7b+Ru2eZ5q7d3pnOM1UtPEFjdxQybvJWRZX/eyICojbaxPzdM55GRgckUAatFVH1TTo43ke/tVSONZXYzKAqN91ic8A9j3pE1bTZZFjj1C0d3cxqqzKSzDqoGevPSgC5RVHUdTXTntENrPO11L5KCLZw20tzuYdlP5Uy21ywuIPMedbZhI8LR3DqrB1OGHXB59CRyKANGiqFxrel2zSJJqFoJY8gxGdA2QMkYJHOPWnx6rYSA4vLcMFRmQyrld+NucHvkY9c8UAXKKotq9itwIftUDNlw5EyfIUGWBGc8d+OO+KiuNf06LTLu+guI7yO1h8+RLWRHbZjOeuOgJ684oA06Kz7rWbS2dUDiZ/PjgkWJlLRM5AXcM5A5HvVpLy1kuGt0uYWnX70auCw+o69xQBNXPeC/8AkAz/APYV1H/0tmroa57wX/yAZ/8AsK6j/wCls1AHQ0yH/UR/7o/lT68Fku7kSMBcS9T/ABmu3B4N4nms7WA96orwP7Xc/wDPxL/32aPtdz/z8S/99mu7+xn/AD/h/wAED3yivA/tdz/z8S/99mj7Xc/8/Ev/AH2aP7Gf8/4f8ED3ymTf6iT/AHT/ACrwb7Xc/wDPxL/32aPtdz/z8S/99mj+xn/P+H/BA98orwP7Xc/8/Ev/AH2aPtdz/wA/Ev8A32aP7Gf8/wCH/BA98orwP7Xc/wDPxL/32aPtdz/z8S/99mj+xn/P+H/BA98orwP7Xc/8/Ev/AH2aPtdz/wA/Ev8A32aP7Gf8/wCH/BA95l+4P95f5in14H9ruf8An4l/77NH2u5/5+Jf++zR/Yz/AJ/w/wCCB75RXgf2u5/5+Jf++zR9ruf+fiX/AL7NH9jP+f8AD/gge+UV4H9ruf8An4l/77NH2u5/5+Jf++zR/Yz/AJ/w/wCCB75TH+/F/vf0NeDfa7n/AJ+Jf++zR9ruf+fiX/vs0f2M/wCf8P8Agge+UV4H9ruf+fiX/vs0fa7n/n4l/wC+zR/Yz/n/AA/4IHvlFeB/a7n/AJ+Jf++zR9ruf+fiX/vs0f2M/wCf8P8Agge+UV4H9ruf+fiX/vs0fa7n/n4l/wC+zR/Yz/n/AA/4IHvL/fi/3v6Gn14H9ruf+fiX/vs0fa7n/n4l/wC+zR/Yz/n/AA/4IHvlFeB/a7n/AJ+Jf++zR9ruf+fiX/vs0f2M/wCf8P8Agge+UV4H9ruf+fiX/vs0fa7n/n4l/wC+zR/Yz/n/AA/4IHvlMP8Ar0/3W/mK8G+13P8Az8S/99mj7Xc/8/Ev/fZo/sZ/z/h/wQPfKK8D+13P/PxL/wB9mj7Xc/8APxL/AN9mj+xn/P8Ah/wQPfKK85+G80suoXwkldwIlxuYnvXo1eZiaHsKjp3uAwf69/8AdX+ZooH+vf8A3V/maK5wH0UUUAFFFFAGLrGjzatdKN0cUSwkJMGPmRy71ZGC4wcFB35rPn8M3cp1KJJIlhuILdY5PMbezxSM5LgAY3Fjkgk9a6qigDnBoNzHdwX0UcAniujM0T3EjhwYjHkuwJ3DPHy9Bj3qKx0HUYfsMcwtBHD9qEhjlY8StuG0FR0+tdRRQByX/CP6s2n3Vswssy6QunoRM/3wGG4/J0O7p7d81LcaHqMk1zJHDZKZZrKRf3zDAhdWYfc9iB9e1dRRQBka5ptzqUmm+SE2W9150uZ3ibGxlwpUE5+b1HT3qjeeF1N1I9pHGYJbVoHhkuJUGSzMWO3l9245BPOBzXS0UAYSaRdJNq7eVakXSIICZGyCsewbvl47ngnrVG58K3N5b28Uk0UamwFvchGJzIgPlMpwPuszNz3C11dFAGCml6jHJpUp+yyS25lluT5jKGkkBzt+U8bieuOKy/8AhGdVGiLYqtiH/sZ9PZvObG9sDd9zp39efxrsqKAOYGjaslt9lH2WSJb6K6jeS4YvgOHZWOzk7gQD6EZ6VNpnh+WxvInk2SLDPNMkpnkZj5hY42fdU/PgnnOOgzx0NFAGbqeh2mrSRvczaghQYAtdRntgfqInUH6msTwDpsFnoN15Ul027U78HzruWX7t3MoxuY44HJHU5JySTXW1z3gv/kAz/wDYV1H/ANLZqAN7yl9X/wC+z/jXgUn+tf8A3jX0BXNp4I8PvGrtYkswBJ85+v516WX4yGG5udPW2wHkNFewf8IN4e/58T/3+f8Axo/4Qbw9/wA+J/7/AD/416X9sUOz/D/MR4/RXsH/AAg3h7/nxP8A3+f/ABo/4Qbw9/z4n/v8/wDjR/bFDs/w/wAwPH6K9g/4Qbw9/wA+J/7/AD/40yTwP4fWJ2FichSR++f/ABo/tih2f4f5geRUV7B/wg3h7/nxP/f5/wDGj/hBvD3/AD4n/v8AP/jR/bFDs/w/zA8for2D/hBvD3/Pif8Av8/+NH/CDeHv+fE/9/n/AMaP7Yodn+H+YHj9Fewf8IN4e/58T/3+f/Gj/hBvD3/Pif8Av8/+NH9sUOz/AA/zA8for12TwP4fVQRYn7wH+uf1+tP/AOEG8Pf8+J/7/P8A40f2xQ7P8P8AMDx+ivYP+EG8Pf8APif+/wA/+NH/AAg3h7/nxP8A3+f/ABo/tih2f4f5geP0V7B/wg3h7/nxP/f5/wDGj/hBvD3/AD4n/v8AP/jR/bFDs/w/zA8for2D/hBvD3/Pif8Av8/+NMfwP4fDIBYnlsH98/ofej+2KHZ/h/mB5FRXsH/CDeHv+fE/9/n/AMaP+EG8Pf8APif+/wA/+NH9sUOz/D/MDx+ivYP+EG8Pf8+J/wC/z/40f8IN4e/58T/3+f8Axo/tih2f4f5geP0V7B/wg3h7/nxP/f5/8aP+EG8Pf8+J/wC/z/40f2xQ7P8AD/MDx+ivXX8D+HwyAWJ5bB/fP6H3p/8Awg3h7/nxP/f5/wDGj+2KHZ/h/mB4/RXsH/CDeHv+fE/9/n/xo/4Qbw9/z4n/AL/P/jR/bFDs/wAP8wPH6K9g/wCEG8Pf8+J/7/P/AI0f8IN4e/58T/3+f/Gj+2KHZ/h/mB4/RXsH/CDeHv8AnxP/AH+f/GmHwP4f81V+wnBUn/XP7e9H9sUOz/D/ADA8ior2D/hBvD3/AD4n/v8AP/jR/wAIN4e/58T/AN/n/wAaP7Yodn+H+YHL/DVQ2oX2c/6pehI716P5S+r/APfZ/wAaz9L8P6Zo0kklhbmJpBtYl2bI/E1p14uMrxr1nUjsMjRQszgZ+6OpJ9aKUf69/wDdX+ZorlAfRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXPeC/wDkAz/9hXUf/S2auhrnvBf/ACAZ/wDsK6j/AOls1AHQ0yH/AFEf+6P5U+uXXxU0ahPsYO0Yz5n/ANasqteFK3O7XNaVCdW/ItjqKK5j/hLW/wCfMf8Afz/61H/CWt/z5j/v5/8AWrH69Q/m/Bm31Kv/AC/ijp6K5j/hLW/58x/38/8ArUf8Ja3/AD5j/v5/9aj69Q/m/Bh9Sr/y/ijp6ZN/qJP90/yrm/8AhLW/58x/38/+tTX8Vs6Mv2MDIx/rP/rUfXqH834MPqVf+X8UdTRXMf8ACWt/z5j/AL+f/Wo/4S1v+fMf9/P/AK1H16h/N+DD6lX/AJfxR09Fcx/wlrf8+Y/7+f8A1qP+Etb/AJ8x/wB/P/rUfXqH834MPqVf+X8UdPRXMf8ACWt/z5j/AL+f/Wo/4S1v+fMf9/P/AK1H16h/N+DD6lX/AJfxR0kv3B/vL/MU+uWbxWzDH2MdQf8AWehz6U7/AIS1v+fMf9/P/rUfXqH834MPqVf+X8UdPRXMf8Ja3/PmP+/n/wBaj/hLW/58x/38/wDrUfXqH834MPqVf+X8UdPRXMf8Ja3/AD5j/v5/9aj/AIS1v+fMf9/P/rUfXqH834MPqVf+X8UdPTH+/F/vf0Nc3/wlrf8APmP+/n/1qa3itmKn7GPlOf8AWe2PSj69Q/m/Bh9Sr/y/ijqaK5j/AIS1v+fMf9/P/rUf8Ja3/PmP+/n/ANaj69Q/m/Bh9Sr/AMv4o6eiuY/4S1v+fMf9/P8A61H/AAlrf8+Y/wC/n/1qPr1D+b8GH1Kv/L+KOnormP8AhLW/58x/38/+tR/wlrf8+Y/7+f8A1qPr1D+b8GH1Kv8Ay/ijpH+/F/vf0NPrlm8VsxU/Yx8pz/rPbHpTv+Etb/nzH/fz/wCtR9eofzfgw+pV/wCX8UdPRXMf8Ja3/PmP+/n/ANaj/hLW/wCfMf8Afz/61H16h/N+DD6lX/l/FHT0VzH/AAlrf8+Y/wC/n/1qltvE7XF1DD9kC+Y4XPmZxk49KaxtBuyf4MTwVZK7X4o6KmH/AF6f7rfzFPph/wBen+638xXUco+iiigAooooAYP9e/8Aur/M0UD/AF7/AO6v8zRQA+iiigAooooAKKKKACiiigDE8TRxSWtn5l1Bb4uQV+0pvhkOx/lkGRx1IOfvBevSsaLVjb2MMNusWn75pxvilX7O5XByjsh4OeFA7Nzxz2lFAHDXPiK7msUvItWSBjohvvKURlfNAHHIJwTkEZz6EUa1qYunkN1exxRw6jYtbQEJh4y8LGUMRnqzjIOMLj1ruaKAOf0+bUn1qfT57qZhaytM0hjQCWJwPLXhR0O8ZHP7vnrWb4hispvFSxzT6bC7abIGe8iVwPnXHBYc9f1rq7azgtPM8kNmRtzF3ZyT9WJOPboKnoA43Rru8uprCzTUri1A0yCb7NII3k3A4IJZcnIHPQ854p1nqWrajbwQ298ftlzp8kswEaf6HcDbtXGOOWZcNknb7GuwooA47Ttc1HUr22j86WC3vY0ngby13okYImDZXHLbP+++OlSaBrNxPe6dHPqq3Yu4bklCIxho5FCkbQDypbP0yMV1tFAGbqc+txSRjStP0+6Qj5zdXzwEH2Cwvn8xWJ4Bk1F9Buvtdraxf8TO/wBvk3LSZP2ubdnMa4w2QOuQAeM4HW1z3gv/AJAM/wD2FdR/9LZqAN7Mv9xP++z/AIV5w33j9a9Kri/+Ed1B/mCJg8j5xXnZhTnPl5Vfc9HL6kIc3M7bGRRWv/wjeo/3I/8AvsUf8I3qP9yP/vsV5n1et/Kz0vrFL+ZGRRWv/wAI3qP9yP8A77FH/CN6j/cj/wC+xR9XrfysPrFL+ZGRRWv/AMI3qP8Acj/77FI3hzUVUsUTAGT84o+r1v5WH1il/MjJorX/AOEb1H+5H/32KP8AhG9R/uR/99ij6vW/lYfWKX8yMiitf/hG9R/uR/8AfYo/4RvUf7kf/fYo+r1v5WH1il/MjIorX/4RvUf7kf8A32KP+Eb1H+5H/wB9ij6vW/lYfWKX8yMiitZvDmoqMlE6gffFL/wjeo/3I/8AvsUfV638rD6xS/mRkUVr/wDCN6j/AHI/++xR/wAI3qP9yP8A77FH1et/Kw+sUv5kZFFa/wDwjeo/3I/++xR/wjeo/wByP/vsUfV638rD6xS/mRkUVr/8I3qP9yP/AL7FIfDmoggFE5OB84o+r1v5WH1il/MjJorX/wCEb1H+5H/32KP+Eb1H+5H/AN9ij6vW/lYfWKX8yMiitf8A4RvUf7kf/fYo/wCEb1H+5H/32KPq9b+Vh9YpfzIyKK1/+Eb1H+5H/wB9ij/hG9R/uR/99ij6vW/lYfWKX8yMiitY+HNRBAKJycD5xS/8I3qP9yP/AL7FH1et/Kw+sUv5kZFFa/8Awjeo/wByP/vsUf8ACN6j/cj/AO+xR9XrfysPrFL+ZGRVnTs/2na46+cn8xV7/hG9R/uR/wDfYqey0C/gvreV0TYkiscOOgNXDD1VJPlZE8RScX7yOqzL/cT/AL7P+FMJk85fkTO0/wAX09qmph/16f7rfzFfQnz4Zl/uJ/32f8KMy/3E/wC+z/hT6KAGZl/uJ/32f8KMy/3E/wC+z/hT6KAI03GZ9wAO0dDn1opR/r3/AN1f5migB9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFc94L/5AM//AGFdR/8AS2auhrnvBf8AyAZ/+wrqP/pbNQB0NMh/1Ef+6P5U+qsV5aiFAbmEHaP4xSbS3AtUVB9stf8An5h/7+Cj7Za/8/MP/fwUuZdwJ6Kg+2Wv/PzD/wB/BR9stf8An5h/7+CjmXcCemTf6iT/AHT/ACqP7Za/8/MP/fwUyW8tTC4FzD90/wAYo5l3AtUVB9stf+fmH/v4KPtlr/z8w/8AfwUcy7gT0VB9stf+fmH/AL+Cj7Za/wDPzD/38FHMu4E9FQfbLX/n5h/7+Cj7Za/8/MP/AH8FHMu4Ekv3B/vL/MU+qst5alB/pMP3l/jHqKf9stf+fmH/AL+CjmXcCeioPtlr/wA/MP8A38FH2y1/5+Yf+/go5l3AnoqD7Za/8/MP/fwUfbLX/n5h/wC/go5l3Anpj/fi/wB7+hqP7Za/8/MP/fwUx7y13x/6TD97++PQ0cy7gWqKg+2Wv/PzD/38FH2y1/5+Yf8Av4KOZdwJ6Kg+2Wv/AD8w/wDfwUfbLX/n5h/7+CjmXcCeioPtlr/z8w/9/BR9stf+fmH/AL+CjmXcCR/vxf739DT6qveWu+P/AEmH7398ehqyrK6hlYMp6EHINNNPYBaKKKYBRRRQAUw/69P91v5in0w/69P91v5igB9FFFABRRRQAwf69/8AdX+ZooH+vf8A3V/maKAH0UUUAFFFFABRRRQAUUUUAFFFFAHPHxJcQ213eXNhGlnaXLQTPHcFmUAgF9pQZAzk85xnrWr/AGnai4MBaQSZYAGF8MVGSFOMMcZ4Geh9Kyj4cuJra7s7m/jezu7lp5kjtyrMCQSm4ucA4weM4z0pR4blTVor9LyEtHdSXAMltukIdWXYX3D5Ru446AUASHxRZzfZGslaeOeVELujxAKxI3AsuGwQQRnitO2vI76z+02gZ1YEp5iNGG9Oozg+uD+NY7+GXm0Gy0qe6hljt5Vdybc4lUZ+XG/jOeuT9K09Ns7ux0xbWa8W5ljBWOZoiPl/h3DcdxHc5GaAM3SvEN1rGnwXdrYQlGiMkpNydsbYyEB2fMfXjirOmeIrPUtPS5G+N/s0dxJEY3JVWGfl+UbxkEZXPSqOleFp9GtoY7LUI0byvLuAbcmOYgYV9u/5XxwSDyOo6YF8L3C2aW51JQF09LEMkBU/Ichvv9D0I9M80AaFxrcSCBoE8xXultpQ5aNoiRnJUrnoQcHHBBp9trVteXtvBBuKzwvMjPHIhYKVHG5QCPm659MA5yMl/CJljnhkuLT7PPdx3LwpZlUwqBCmA/Q7QfxPWrlhot9a3dhNcalHcLZwywDNuVZ1coRlt55GxRnHPNAG5XPeC/8AkAz/APYV1H/0tmq/qfh7RNakjk1XR9Pv3jG1GurZJSo9AWBxWJ4B0nTrHQbr7Jp9rb7tTv1byYVTIW7mVQcDsoAHoABQB1teYt94/WvS/Ji/55p/3yK80b7x+tedmH2fmaUxKKKK800CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvQdG/wCQPaf9cxXn1d9o8UZ0i1JjUnyxyRXfgPjfoRPY0aKZ5MX/ADzT/vkUeTF/zzT/AL5FeoZD6KZ5MX/PNP8AvkUeTF/zzT/vkUAPph/16f7rfzFHkxf880/75FMMUfnKPLTG09vpQBNRTPJi/wCeaf8AfIo8mL/nmn/fIoAfRTPJi/55p/3yKPJi/wCeaf8AfIoAB/r3/wB1f5mikRVSZwqgDaOg+tFAElFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFc94L/5AM//AGFdR/8AS2auhrnvBf8AyAZ/+wrqP/pbNQB0NUotNsTChNnbklRkmMVdpkP+oj/3R/Kk4p7gQf2ZYf8APlb/APfpf8KP7MsP+fK3/wC/S/4Vaopckew7sq/2ZYf8+Vv/AN+l/wAKP7MsP+fK3/79L/hVqijkj2C7Kv8AZlh/z5W//fpf8KZLptiIXIsrcEKf+WQq7TJv9RJ/un+VHJHsF2Qf2ZYf8+Vv/wB+l/wo/syw/wCfK3/79L/hVqijkj2C7Kv9mWH/AD5W/wD36X/Cj+zLD/nyt/8Av0v+FWqKOSPYLsq/2ZYf8+Vv/wB+l/wo/syw/wCfK3/79L/hVqijkj2C7KUmm2IUYsrcfMv/ACyHqKf/AGZYf8+Vv/36X/Cp5fuD/eX+Yp9HJHsF2Vf7MsP+fK3/AO/S/wCFH9mWH/Plb/8Afpf8KtUUckewXZV/syw/58rf/v0v+FH9mWH/AD5W/wD36X/CrVFHJHsF2Vf7MsP+fK3/AO/S/wCFMfTbENH/AKFb8tz+6Hoau0x/vxf739DRyR7BdkH9mWH/AD5W/wD36X/Cj+zLD/nyt/8Av0v+FWqKOSPYLsq/2ZYf8+Vv/wB+l/wo/syw/wCfK3/79L/hVqijkj2C7Kv9mWH/AD5W/wD36X/Cj+zLD/nyt/8Av0v+FWqKOSPYLspPptiGj/0K35bn90PQ1bREjQJGoVFGAqjAFI/34v8Ae/oafTUUtkIKKKKYBRRRQAUw/wCvT/db+Yp9MP8Ar0/3W/mKAH0UUUAFFFFADB/r3/3V/maKB/r3/wB1f5migB9FFYf9qa43zJ4fGw8rvvFU47ZG3g+1AG5RVLTLi9ubd5L60FrJ5hVYg+/5RgZz3yc/hirtABRRRQAUUUUAFFFFABRRRQAVFc3NvZ273F1PFBCgy0krhVX6k8CpaiubeK7tZradQ8UyNG6nupGCKAI5dRsbcIZry3jDoZELyqNygZLDJ5AHOas1xgh1N/C+o/aortbyys5bK3aNWEkrjOJF28kNiL8j2qzM+pvdzugvRO11bm0wriLyMR+ZvH3Qf9bnd83THagDpYLiC6j8y3mjmTJXdGwYZBwRkdwacJYzMYRIhlVQ5TcNwU5AOPTg/lXHINRLKsYuoLRr67aY/Z5txy2YzhSrbSC3I4zirmm208Gv2892L6WSSwhj85lYAuDJu3gEqDgjg9zxzQB1Fc94L/5AM/8A2FdR/wDS2ar+pwa3LJGdK1DT7VAPnF1YvOSfYrMmPyNYngGPUU0G6+13VrL/AMTO/wBvk2zR4P2ubdnMjZy2SOmAQOcZIB1tcUPFF+g2BYMLwPlP+NdliX++n/fB/wAa8zb7x+tduDpxnfmVz0MBShPm5lfY2/8AhKtQ/uwf98H/ABo/4SrUP7sH/fB/xrDort9hS/lPR+rUf5Ubn/CVah/dg/74P+NH/CVah/dg/wC+D/jWHRR7Cl/KH1aj/Kjc/wCEq1D+7B/3wf8AGkbxTqDKVKwYIx90/wCNYlFHsKX8ofVqP8qNz/hKtQ/uwf8AfB/xo/4SrUP7sH/fB/xrDoo9hS/lD6tR/lRuf8JVqH92D/vg/wCNH/CVah/dg/74P+NYdFHsKX8ofVqP8qNz/hKtQ/uwf98H/Gj/AISrUP7sH/fB/wAaw6KPYUv5Q+rUf5UbbeKdQYYKwdQfun/Gl/4SrUP7sH/fB/xrDoo9hS/lD6tR/lRuf8JVqH92D/vg/wCNH/CVah/dg/74P+NYdFHsKX8ofVqP8qNz/hKtQ/uwf98H/Gj/AISrUP7sH/fB/wAaw6KPYUv5Q+rUf5Ubn/CVah/dg/74P+NIfFOoEqSsHByPlP8AjWJRR7Cl/KH1aj/Kjc/4SrUP7sH/AHwf8aP+Eq1D+7B/3wf8aw6KPYUv5Q+rUf5UdvoGq3GprcGcIPLK42DHXP8AhWzXL+EQ5S72sBynUZ9feulxL/fT/vg/415eIio1GkeNioqNZqO3/AH0UzEv99P++D/jRiX++n/fB/xrE5wf78X+9/Q0+oXEm6P50+9/d9j70/Ev99P++D/jQA+imYl/vp/3wf8AGjEv99P++D/jQA+imYl/vp/3wf8AGjEv99P++D/jQA+mH/Xp/ut/MUYl/vp/3wf8aYRJ5y/Omdp/h+nvQBNRTMS/30/74P8AjRiX++n/AHwf8aAH0UzEv99P++D/AI0Yl/vp/wB8H/GgAH+vf/dX+ZopE3CZ9xBO0dBj1ooAkrlvGsM01ioaxlvLIxSLIscqpsc7QrsGZQwA3d+uOO46muUvxq2qXVtLP4ahuLSIORBcXS4LHG1ypUjcACMHpuPpQBraCDJaz3YjSJLqYyrEkgcINoHVSVySpJxxk9+tatYfhqzNrBeO+nxafJPcFzaxMCiAAKCMADnbnOK3KACiiigAooooAKKKKACiiigAooooAKKKKACiiigArnvBf/IBn/7Cuo/+ls1dDXPeC/8AkAz/APYV1H/0tmoA6GuRHhOeRQ4uYwGGehrrqZD/AKiP/dH8q0p1ZU78ptSrzpX5Opyv/CI3H/P1F/3yaP8AhEbj/n6i/wC+TXW0Vr9bq9zX69W7nJf8Ijcf8/UX/fJo/wCERuP+fqL/AL5NdbRR9bq9w+vVu5yX/CI3H/P1F/3yaa/hK4RGb7THwM/dNdfTJv8AUSf7p/lR9bq9w+vVu5yv/CI3H/P1F/3yaP8AhEbj/n6i/wC+TXW0UfW6vcPr1bucl/wiNx/z9Rf98mj/AIRG4/5+ov8Avk11tFH1ur3D69W7nJf8Ijcf8/UX/fJo/wCERuP+fqL/AL5NdbRR9bq9w+vVu5yDeErhRn7TH1A+6e5p3/CI3H/P1F/3ya6qX7g/3l/mKfR9bq9w+vVu5yX/AAiNx/z9Rf8AfJo/4RG4/wCfqL/vk11tFH1ur3D69W7nJf8ACI3H/P1F/wB8mj/hEbj/AJ+ov++TXW0UfW6vcPr1bucl/wAIjcf8/UX/AHyaafCVwCo+0x/McfdPpXX0x/vxf739DR9bq9w+vVu5yv8AwiNx/wA/UX/fJo/4RG4/5+ov++TXW0UfW6vcPr1buZOiaTJpQnEkqv5m3G0dMZ/xrWoorCc3OXM9znqTlUlzS3CiiipIGP8Afi/3v6Gn0x/vxf739DT6ACiiigAooooAKYf9en+638xT6Yf9en+638xQA+iiigAooooAYP8AXv8A7q/zNFA/17/7q/zNFAD6wPEtneX0XlwxXMkKws+23n8os+5cDIYE/Lux2z17Vv1h/wDCIaGeXsRI5+87uxLHuTz1oAPDNklpb3brbS23nT7hDPP5ska7FADHc2D1bGTgMK3KzbWzttEhhtLGEIk854JJwSCx/RcD8K0qACiiigAooooAKKKKACiuV1DxFqGnDVkaK3mmtJkaFFRl3QFPMZj8xy2EkAxjlR64q5J4khtbuRLiSN45Gb7Kse1Cyqq72LO4U/M4HGPx7AG9RXOf8JQqXVzKYnm01LGC+WWKPDRo5k3F9zcgBAcAZ68GtHVdRezFlFbqjT3twIImflV+VnLHHXCqeO5xyKANKisObWpNNF2148F2kBiBWyAEiFiVO5Gc8Z24Oecnjim3PiyysmeO7gnt5Y082SKQx7lTJAbAf5s7WIC5PHTpQBvUVjHxNp/9oGyVmeTzvIyrL9/GcY3bvbOMZ707TfEEGpTRRLa3UBmjkeMzBcNsYK4+VjyCR169s0Aa9c94L/5AM/8A2FdR/wDS2ar+p+IdE0WSOPVdY0+weQbkW6uUiLD1AYjNYngHVtOvtBuvsmoWtxt1O/ZvJmV8BruZlJwe6kEeoINAHW1yyfEHwrHGqNrEQZQARsfg/lXTedF/z0T/AL6FfKM3+vk/3j/OuTFYiVG3KtzhxuKlQ5eVbn0V/wALD8J/9BmL/vh//iaP+Fh+E/8AoMxf98P/APE185UVx/2hU7I4P7Uq9l+P+Z9G/wDCw/Cf/QZi/wC+H/8AiaP+Fh+E/wDoMxf98P8A/E185UUf2hU7IP7Uq9l+P+Z9G/8ACw/Cf/QZi/74f/4mmS/ELwo0TgazFkqQPkf/AAr51oo/tCp2Qf2pV7L8f8z6N/4WH4T/AOgzF/3w/wD8TR/wsPwn/wBBmL/vh/8A4mvnKij+0KnZB/alXsvx/wAz6N/4WH4T/wCgzF/3w/8A8TR/wsPwn/0GYv8Avh//AImvnKij+0KnZB/alXsvx/zPo3/hYfhP/oMxf98P/wDE0f8ACw/Cf/QZi/74f/4mvnKij+0KnZB/alXsvx/zPoqT4heFCoA1mL7wP3H9R7U//hYfhP8A6DMX/fD/APxNfOVFH9oVOyD+1KvZfj/mfRv/AAsPwn/0GYv++H/+Jo/4WH4T/wCgzF/3w/8A8TXzlRR/aFTsg/tSr2X4/wCZ9G/8LD8J/wDQZi/74f8A+JqxY+NfDmpXsVnZ6pHLcSnCIEYEnr3FfNVdL8PyF8d6SSQB5p5P+6auGOqSkk0tS6eZVZTUWlqz6Ppj/fi/3v6Gjzov+eif99CmPLGWj/eJw3r7GvUPaJqKZ50X/PRP++hR50X/AD0T/voUAPopnnRf89E/76FHnRf89E/76FAD6KZ50X/PRP8AvoUedF/z0T/voUAD/fi/3v6Gn1C8sZaP94nDevsaf50X/PRP++hQA+imedF/z0T/AL6FHnRf89E/76FAD6KZ50X/AD0T/voUedF/z0T/AL6FAD6Yf9en+638xR50X/PRP++hTDLH5ynzExtPf6UATUUzzov+eif99Cjzov8Anon/AH0KAH0Uzzov+eif99Cjzov+eif99CgAH+vf/dX+ZopEZXmcqwI2jofrRQBJWJrmoX1nc28VlDLJJIj+WqwlleTgKHbGEUZLEnGQOPStuuf1R7yC7t4n1xrNJi+11tkI+9wGLAgAAqoPcn6UAWdEW4lgeS9uXu2imYQzyQ+UWG0AnaAP4t4Bx09ep16xPDd4LuC7A1B9R8ucqbnYFRvlGAuOMAY5HGSa26ACiiigAooooAKKKKAKEmj2kurnUnVmmNsbZlJ+VkznkevJGfRj61WtvDltZ21jFa3FzE9lG8UcwZS7KxBYNlSDkgHp1FbFFAGLceGoLmS4Z7292XFslpLHvUh4l3cElS2TvbJznnqK0L3T4b6GON9yGJxJE8Zw0bDoR26EjnggkVaooAxrjw7Fdee019dtNOsaNL+7DBY2LqAAmOpJ6ZqzPpEc121ytzcwyyQrBK0TBTIgJIzxwRublcHk+2NCigDPj0iOG6lmhuLiNJZfPeFWAQuRgnpnsDjOM9qgstAisZ7SVLy6c2qyoivswwkYM2cKO4GMY6Vr0UAFc94L/wCQDP8A9hXUf/S2auhrnvBf/IBn/wCwrqP/AKWzUAdDXyfN/r5P94/zr6wpkP8AqI/90fyrmxGH9tbW1jjxeE+sW1tY+TqK+tKK5f7O/vfh/wAE4/7J/v8A4f8ABPkuivrSij+zv734f8EP7J/v/h/wT5Lor60pk3+ok/3T/Kj+zv734f8ABD+yf7/4f8E+TqK+tKKP7O/vfh/wQ/sn+/8Ah/wT5Lor60oo/s7+9+H/AAQ/sn+/+H/BPkuivrSij+zv734f8EP7J/v/AIf8E+S6K+sZfuD/AHl/mKfR/Z3978P+CH9k/wB/8P8AgnyXRX1pRR/Z3978P+CH9k/3/wAP+CfJddN8Pv8AkfNJ/wCup/8AQTX0dRVQwHLJS5tvL/glwyzkkpc+3l/wQpj/AH4v97+hp9Mf78X+9/Q16J6o+iiigAooooAKKKKAGP8Afi/3v6Gn0x/vxf739DT6ACiiigAooooAKYf9en+638xT6Yf9en+638xQA+iiigAooooAYP8AXv8A7q/zNFA/17/7q/zNFAD653xJHpglin1d7me2CELYxI7rIcglnRfvAfL14GfUiuirC8QWcs7o8cd06mF0ka3dAYxlWDAP1IIBxnoD14FAD/DdxHLa3EMK3wjgl2D7YjIy8AhAG5wFK8nrnNbVYnhu8065tZRZ6ob+cuXuJJCBIX4X5lAG3gAAYA4rboAKKKKACiiigAooooAKKrX9/b6baNdXTMkKkAssbPjJwOFBPWktdRtbyWSKF282MAvHJG0bgHodrAHBweenBoAtUUVBFeQTXc9qjEzQBTIpQjAbOCCRg9D09KAJ6Kr3d7b2So07lfMbYiqpZnOM4CgEk4BPHYGktL63vhL5DMTE+yRXjZGU4BwQwB6EH8aALNFFFABXPeC/+QDP/wBhXUf/AEtmroa57wX/AMgGf/sK6j/6WzUAdDTIf9RH/uj+VPrzw6/qinat2wA4A2j/AAoA9Dorzz/hINV/5/H/AO+R/hR/wkGq/wDP4/8A3yP8KAPQ6K88/wCEg1X/AJ/H/wC+R/hR/wAJBqv/AD+P/wB8j/CgD0OmTf6iT/dP8q8//wCEg1X/AJ/H/wC+R/hSHX9UYEG8bB4Pyj/CgD0SivPP+Eg1X/n8f/vkf4Uf8JBqv/P4/wD3yP8ACgD0OivPP+Eg1X/n8f8A75H+FH/CQar/AM/j/wDfI/woA9Dorzz/AISDVf8An8f/AL5H+FH/AAkGq/8AP4//AHyP8KAPQJfuD/eX+Yp9ednX9UIwbxvX7o/wrvbN2ksbeRzlmjUk+pIoAnooooAKKKKACmP9+L/e/oafTH+/F/vf0NAD6KKKACiiigAooooAY/34v97+hp9Mf78X+9/Q0+gAooooAKKKKACmH/Xp/ut/MU+mH/Xp/ut/MUAPooooAKKKKAGD/Xv/ALq/zNFA/wBe/wDur/M0UAPrNv8AQdP1S8S4vojcbE2LE7Hy+uSSvRu3XPStKigCqun26XUE6IEMEbRxogAVQxGeB/uirVFFABRRRQAUUUUAFFFFAGT4kt7i70KaC1gaeZ2TCKyjo4J5YgdBWdqNhqV/d3d/FZCMixNrFBOyEylnDMSASuAFwMnkk5wOvT0UAcUdFvHSSGTSppYF1OG4iWQwDEYRQ/CsAOQ2QOue+TT7vQ7mHXGktdJE2mR+QBaDygkgBk3EAsMFd4IBwDg+xHZUUAZOp2lw2p6bqMERm+y+YrwhgGIdQMjJAyCB1I4J/HK1Kw1LUIJRcWElxF/aFvLBE/kiREVlLkkEDGAwHJODiurooA4/UdFu4L0nTdN2xQy272/2YQqNol3SgliGHBbAXAIOO5qxo2nW51q7NuttJp9vM09uYwDtmkA3jjoVwx/7aAdq6iigDN1PTLu/kja21zUNOCjBS1SBg/ufNic/kRWJ4Bs57fQbrzdSurnOp34HnLENuLuYEjai/eI3HPcnGBgDra57wX/yAZ/+wrqP/pbNQBvbG/56v+Q/wry1/vt9a9VrmV8IW8iBzdSgsM/dFAHH0V2P/CG23/P1L/3yKP8AhDbb/n6l/wC+RQBx1Fdj/wAIbbf8/Uv/AHyKP+ENtv8An6l/75FAHHUV2P8Awhtt/wA/Uv8A3yKa/g+3SNm+1S8An7ooA5Ciux/4Q22/5+pf++RR/wAIbbf8/Uv/AHyKAOOorsf+ENtv+fqX/vkUf8Ibbf8AP1L/AN8igDjqK7H/AIQ22/5+pf8AvkUf8Ibbf8/Uv/fIoA46vS7BG/s61/euP3Sdh6D2rDfwfbqoP2qXqB90dzXRwRCC3jhBJCKFBPfAxQAuxv8Anq/5D/CjY3/PV/yH+FPooAZsb/nq/wCQ/wAKNjf89X/If4U+igBmxv8Anq/5D/CmOjbo/wB6/wB70HofapqY/wB+L/e/oaADY3/PV/yH+FGxv+er/kP8KfRQAzY3/PV/yH+FGxv+er/kP8KfRQAzY3/PV/yH+FGxv+er/kP8KfRQBC6Nuj/ev970Hofan7G/56v+Q/wof78X+9/Q0+gBmxv+er/kP8KNjf8APV/yH+FPooAZsb/nq/5D/CjY3/PV/wAh/hT6KAGbG/56v+Q/wphRvOX96/3Tzge3tU1MP+vT/db+YoANjf8APV/yH+FGxv8Anq/5D/Cn0UAM2N/z1f8AIf4UbG/56v8AkP8ACn0UARoCJnyxb5Ryce9FKP8AXv8A7q/zNFAD6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK57wX/yAZ/8AsK6j/wCls1dDXPeC/wDkAz/9hXUf/S2agDoaZD/qI/8AdH8qfVOO+iWNVIbIAHSuXE43D4W3t5qN9rlKLlsXKKq/b4fR/wAqPt8Po/5Vy/21l/8Az+j94/Zz7Fqiqv2+H0f8qPt8Po/5Uf21l/8Az+j94ezn2LVMm/1En+6f5VB9vh9H/KmyX0TRuoDZII6Uf21l/wDz+j94ezn2LlFVft8Po/5Ufb4fR/yo/trL/wDn9H7w9nPsWqKjhmWdSyZwDjmpK9ClVhWgqlN3T6ktNOzCiiitBDJfuD/eX+Yp9Ml+4P8AeX+Yp9ABRRRQAUUUUAFMf78X+9/Q0+mP9+L/AHv6GgB9FFFABRRRQAUUUUAMf78X+9/Q0+mP9+L/AHv6Gn0AFFFFABRRRQAUw/69P91v5in0w/69P91v5igB9FFFABRRRQAwf69/91f5migf69/91f5migB9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFYOs3WoabqNrcRSvNaXH+jG3AQbJm/wBW+cZxng8nGQcda3qq3un22oLEtyrsIpBKm2Rkww5B+UjNAGRZa3OZxY+Vc3XlT/ZZbzyyDvA5fATYFB46/hVG31+5tIbS8vbmSWAabeXE6BEBYxSRgEYA5wxGOnTiuiOk2X2prjymEjv5jYkYKXxjdtzjdjvjPFQReHdLh8vbA7COKSFVeeR12SHLqQWIIJA6+goAqXfiG5shcJNYRieBIZpFFwSoidypbds6rtJIx071JYeIDqF+1rDagFJpEcvJg+WqqVkUY5Db17jr7VcTRrBILiHyS6XMXky+ZIzlkwRtySTjk8e59akttLsrS5NxBAqSmFINwJ+4mdo/X+XoKAINT1y00mSNLmHUHLjINrp09yB9TEjAfQ1ieAdSgvNBuvKjul26nfk+daSxfeu5mGNyjPB5A6HIOCCK62ue8F/8gGf/ALCuo/8ApbNQBveavo//AHwf8Kxa3axRDKQCI3IPtXxfGFKpUVHki38Wy9Dpw7SvcZRUnkTf88n/AO+TR5E3/PJ/++TXxP1Wv/I/uZ0cy7kdFSeRN/zyf/vk0eRN/wA8n/75NH1Wv/I/uYcy7kdFSeRN/wA8n/75NIYZQCTG4A9qPqtf+R/cw5l3GUVJ5E3/ADyf/vk0eRN/zyf/AL5NH1Wv/I/uYcy7luwcLEwIb73ZSat+avo//fB/wqCxRkiYMpU7u4q1X6pkcXHL6SkrO36s4qvxsZ5q+j/98H/CjzV9H/74P+FPor1jMhkkUqOH+8v8B9RT/NX0f/vg/wCFEv3B/vL/ADFPoAZ5q+j/APfB/wAKPNX0f/vg/wCFPooAZ5q+j/8AfB/wo81fR/8Avg/4U+igBnmr6P8A98H/AApjyKWj4fhv7h9DU1Mf78X+9/Q0AHmr6P8A98H/AAo81fR/++D/AIU+igBnmr6P/wB8H/CjzV9H/wC+D/hT6KAGeavo/wD3wf8ACjzV9H/74P8AhT6KAIXkUtHw/Df3D6Gn+avo/wD3wf8ACh/vxf739DT6AGeavo//AHwf8KPNX0f/AL4P+FPooAZ5q+j/APfB/wAKPNX0f/vg/wCFPooAZ5q+j/8AfB/wphkXzlOH+6f4D7VNTD/r0/3W/mKADzV9H/74P+FHmr6P/wB8H/Cn0UAM81fR/wDvg/4Ueavo/wD3wf8ACn0UARowaZyM/dHUEetFKP8AXv8A7q/zNFAD6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK57wX/yAZ/8AsK6j/wCls1dDXPeC/wDkAz/9hXUf/S2agDoaZD/qI/8AdH8qfTIf9RH/ALo/lQA+iiigAooooAKZN/qJP90/yp9Mm/1En+6f5UAPooooAKKKKACiiigBkv3B/vL/ADFPpkv3B/vL/MU+gAooooAKKKKACmP9+L/e/oafTH+/F/vf0NAD6KKKACiiigAooooAY/34v97+hp9Mf78X+9/Q0+gAooooAKKKKACmH/Xp/ut/MU+mH/Xp/ut/MUAPooooAKKKKAGD/Xv/ALq/zNFA/wBe/wDur/M0UAPooooAKKKKACiiigAooooAKKKKACiiigCrf38WnWwmlDMGkSNVTGWZmCqBkgdSOppkepw+XI92j2ISTy/9KKqGOARggkHr69j6UuqWz3lg8CQW04crviuRlHXIyDwe3Q4PNYsWg6jbxhYJUjgF2JRaC6kwsfllSqy43L8xDYAxxjoTQBry6xaQ3kUEjhY5bZ7lbksvlbEKA/Nn/bU9MY705NZ0uQqE1KzYs4jAWdTlj0HXr7Vg2ug6rBHaoy2Z8mzu7cn7Q5yZXRl6p0GzB+tMfw5qRt5Y0jsQzafa2qHzm4aJ2Yn7nQ7hj6UAdO19aLcG3a6gE4GTGZBuxjPTr05plrqdhfOUtL62uHC7isUquQPXg9KyDod4bhl3w+S2oC/8zed4IA+TGMdRjOfu9qbpWi39ldaa8qWgS3juUl8uViSZZFcYBQZ+7znHWgDo657wX/yAZ/8AsK6j/wCls1X9T0O01aSN7mbUEKDAFrqM9sD9RE6g/U1ieAdNgs9BuvKkum3anfg+ddyy/du5lGNzHHA5I6nJOSSaAOtryxr67DEC6nAB/wCehr1Dyl9X/wC+z/jXlD/fb61x4ttWPayeKbnddv1Jvt95/wA/c/8A38NH2+8/5+5/+/hqvRXHzM9vkj2LH2+8/wCfuf8A7+GtjwxdXEuuxJJcSupVuGckdK5+tnwsA2vQg5+63Q47GtKTfOjnxUIqhPToz0OmTf6iT/dP8qPKX1f/AL7P+NMljUQucv8AdP8AGa9Q+SJqKZ5S+r/99n/Gjyl9X/77P+NAD6KZ5S+r/wDfZ/xo8pfV/wDvs/40APopnlL6v/32f8aPKX1f/vs/40AEv3B/vL/MU+oZI1Cjl/vL/GfUU/yl9X/77P8AjQA+imeUvq//AH2f8aPKX1f/AL7P+NAD6KZ5S+r/APfZ/wAaPKX1f/vs/wCNAD6Y/wB+L/e/oaPKX1f/AL7P+NMeNQ0fL8t/fPoaAJqKZ5S+r/8AfZ/xo8pfV/8Avs/40APopnlL6v8A99n/ABo8pfV/++z/AI0APopnlL6v/wB9n/Gjyl9X/wC+z/jQAP8Afi/3v6Gn1C8aho+X5b++fQ0/yl9X/wC+z/jQA+imeUvq/wD32f8AGjyl9X/77P8AjQA+imeUvq//AH2f8aPKX1f/AL7P+NAD6Yf9en+638xR5S+r/wDfZ/xphjXzlGX+6f4z7UATUUzyl9X/AO+z/jR5S+r/APfZ/wAaAH0Uzyl9X/77P+NHlL6v/wB9n/GgAH+vf/dX+ZopEULM4GfujqSfWigCSiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACue8F/8AIBn/AOwrqP8A6WzV0Nc94L/5AM//AGFdR/8AS2agDoawU8K6W8au0cmWAJ/eGt6mQ/6iP/dH8qmUYy3RpTrVKfwOxjf8InpX/POT/v4aP+ET0r/nnJ/38NblFT7KHY0+t1/5395h/wDCJ6V/zzk/7+GrFl4fsLC5W4gRxIoIBLk9a1KKapwWqQpYqtJWcnb1CmTf6iT/AHT/ACp9Mm/1En+6f5VZgPooooAKKKKACiiigBkv3B/vL/MU+mS/cH+8v8xT6ACiiigAooooAKY/34v97+hp9Mf78X+9/Q0APooooAKKKKACiiigBj/fi/3v6Gn0x/vxf739DT6ACiiigAooooAKYf8AXp/ut/MU+mH/AF6f7rfzFAD6KKKACiiigBg/17/7q/zNFA/17/7q/wAzRQA+iiigAooooAKKKKACiiigAooooAKK5zXEuZPEemQ27SMJLa4LRfbJIEYqY8E7M8jce3eqen65ex6XZr58cv8AxLLmV5Z4zuMsDopyQ3K/Mfc4BzzQB19Fc9b3+q3+oi2R7NIDZ21y+Yn3YkLB1BD8HCEg9uOvWs+x1nUrXTNLRpIpftlntt3mVnZrjIADtu5BBJ9cKxzxQB2NFcrdeJLzTdQmtrsWzLBcRmV1RkC2zBV8zljyHfHphGp0uvalBa3LyJbLJZ6ct9KrRsvmbt52L83y4CYJ55I4oA6iiucHiC6Mpm8mMW4v1svJKnzeQPmznHU5xjp3qDSdSvNR1rR7uaZFivdMmnFvEWAT54SoYFiCwDEbsDvQB1Vc94L/AOQDP/2FdR/9LZqv6nqd3YSRrbaHqGohhkvavAoT2PmyofyBrE8A3k9xoN15um3VtjU78jzmiO7N3MSBtdvuk7TnuDjIwSAdbTIf9RH/ALo/lRvb/nk/5j/GmROwhT905+Uc5H+NAE1FM3t/zyf8x/jRvb/nk/5j/GgB9FM3t/zyf8x/jRvb/nk/5j/GgB9Mm/1En+6f5Ub2/wCeT/mP8aZK7GF/3Tj5Tzkf40ATUUze3/PJ/wAx/jRvb/nk/wCY/wAaAH0Uze3/ADyf8x/jRvb/AJ5P+Y/xoAfRTN7f88n/ADH+NG9v+eT/AJj/ABoAJfuD/eX+Yp9QyOxUfunHzL3HqPen72/55P8AmP8AGgB9FM3t/wA8n/Mf40b2/wCeT/mP8aAH0Uze3/PJ/wAx/jRvb/nk/wCY/wAaAH0x/vxf739DRvb/AJ5P+Y/xpju26P8AdP8Ae9R6H3oAmopm9v8Ank/5j/Gje3/PJ/zH+NAD6KZvb/nk/wCY/wAaN7f88n/Mf40APopm9v8Ank/5j/Gje3/PJ/zH+NAA/wB+L/e/oafULu26P90/3vUeh96fvb/nk/5j/GgB9FM3t/zyf8x/jRvb/nk/5j/GgB9FM3t/zyf8x/jRvb/nk/5j/GgB9MP+vT/db+Yo3t/zyf8AMf40wu3nL+6f7p4yPb3oAmopm9v+eT/mP8aN7f8APJ/zH+NAD6KZvb/nk/5j/Gje3/PJ/wAx/jQAD/Xv/ur/ADNFIhJmfKlflHBx70UASUUUUAFFFFABRRRQAUUUUAFFFFAFW502wvJVlurK2nkVdqvLErED0BI6UsmnWM0UUUtlbvHEMRo0SkIOnAxxVmigCrFpmnwuXisbaNzGIiyQqCUH8PTp7VFHpFtDPA8Q8qG35ito0VYkbBBYADOcMR1xz0q/RQBDLZ2s5kM1tDIZUEcm9Ad6DJCnPUcnj3NJPZ2ty6PPbQyvH9xpIwxXvxnp0FT0UAQfY7X7V9q+zQ/aP+evljf0x169Kjj0vT4bkXMVjbJOCxEqwqGG7rzjPPerdFABXPeC/wDkAz/9hXUf/S2auhrh9F8S2Hh61l03U4NUhupNUvjGq6VdSCTfcTSrsZIyrZj+bgngH0NAHcUyH/UR/wC6P5Vg/wDCaaV/z7a5/wCCK9/+M1U0nx9pV9o9jd/ZNaTz7eOXaujXcgG5QcBliKt16gkHtQB1lFc0PHeiNcPbrHrBnRFd4xol7uVWJCkjysgEq2D32n0om8d6JboHnj1iJC6oGfRL1QWZgqjmLqWIAHckCgDpaK57/hNNK/59tc/8EV7/APGajh8d6JcIXgj1iVA7IWTRL1gGVirDiLqGBBHYgigDpaZN/qJP90/yrnT470RbhLdo9YE7ozpGdEvdzKpAYgeVkgFlye24etQat4+0qx0e+u/smtP5FvJLtbRruMHapOCzRBV6dSQB3oA6yiue/wCE00r/AJ9tc/8ABFe//Gajj8d6JM8qRR6w7wvslVdEvSUbaGw37rg7WU4PYg96AOlormpPHeiQvEksesI8z7IlbRL0F22lsL+65O1WOB2BPapP+E00r/n21z/wRXv/AMZoA6Giuag8d6JdW8Vxbx6xNBKgeOSPRL1ldSMggiLBBHegeO9Ea4e3WPWDOiK7xjRL3cqsSFJHlZAJVsHvtPpQB0Uv3B/vL/MU+uT1Lx9pVnapL9k1pt1xDFhtGu0+/KqZy0QHG7OOp6DJIFW/+E00r/n21z/wRXv/AMZoA6Giuah8d6JcIXgj1iVA7IWTRL1gGVirDiLqGBBHYgig+O9EW4S3aPWBO6M6RnRL3cyqQGIHlZIBZcntuHrQB0tFc1P470S1t5bi4j1iGCJC8kkmiXqqigZJJMWAAO9Sf8JppX/Ptrn/AIIr3/4zQB0NMf78X+9/Q1zsfjvRJnlSKPWHeF9kqrol6SjbQ2G/dcHaynB7EHvUF54+0q3utPi+ya032i4MWTo12u3EUj5AMWW+5jC5PJPQEgA6yiue/wCE00r/AJ9tc/8ABFe//Gajg8d6JdW8Vxbx6xNBKgeOSPRL1ldSMggiLBBHegDpaK5o+O9EW4S3aPWBO6M6RnRL3cyqQGIHlZIBZcntuHrRP470S1t5bi4j1iGCJC8kkmiXqqigZJJMWAAO9AHS0Vz3/CaaV/z7a5/4Ir3/AOM1HH470SZ5Uij1h3hfZKq6Jeko20Nhv3XB2spwexB70AdE/wB+L/e/oafXJ3nj7Sre60+L7JrTfaLgxZOjXa7cRSPkAxZb7mMLk8k9ASLf/CaaV/z7a5/4Ir3/AOM0AdDRXNQeO9EureK4t49YmglQPHJHol6yupGQQRFggjvQPHeiNcPbrHrBnRFd4xol7uVWJCkjysgEq2D32n0oA6Wiuam8d6JboHnj1iJC6oGfRL1QWZgqjmLqWIAHckCpP+E00r/n21z/AMEV7/8AGaAOhph/16f7rfzFc7D470S4QvBHrEqB2QsmiXrAMrFWHEXUMCCOxBFQSePtKTWLa0+ya0fNt5Zd39jXYI2tGMbfK3H7/UDAwM43DIB1lFc1P470S1t5bi4j1iGCJC8kkmiXqqigZJJMWAAO9Sf8JppX/Ptrn/givf8A4zQB0NFc1H470SZ5Uij1h3hfZKq6Jeko20Nhv3XB2spwexB70SeO9EheJJY9YR5n2RK2iXoLttLYX91ydqscDsCe1AHRD/Xv/ur/ADNFUdL1a31YzS20d4iptU/arKa3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| ['yes', 'no'] | yes | multi_choice | text | 554 | general-vqa | bar chart | ['statistical reasoning'] | FigureQA | figure question answering | A | The bar chart displays data for various categories, each labeled with different color names. Among them, "Medium Periwinkle" has the highest value, while "Burlywood" has the lowest. The chart effectively compares these categories, showing a range of values across each. The specific purpose or context of the data is not clear from the image alone. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is this nest larger than a fist?
Choices:
(A) Yes
(B) No | 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 | ['Yes', 'No'] | No | multi_choice | text | 555 | general-vqa | natural image | ['numeric commonsense', 'arithmetic reasoning'] | VQA2.0 | visual question answering | B | The picture conveys a sense of tranquility and simplicity, focusing on a single bird perched on a branch against a clear blue sky. It highlights the beauty and serenity found in nature, emphasizing themes of solitude and harmony with the environment. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Are there fewer large red metallic things that are on the left side of the cyan shiny scooter than things that are in front of the small jet?
Choices:
(A) Yes
(B) No | 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| ['Yes', 'No'] | Yes | multi_choice | text | 556 | general-vqa | synthetic scene | ['arithmetic reasoning'] | Super-CLEVR | visual question answering | A | The image showcases various modes of transportation, including airplanes, a car, a bus, and a scooter. This portrays the diversity in transportation options used for travel and commuting, highlighting both ground and air travel. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: 如图，在Rt△ABC中，∠BAC＝90°，以Rt△ABC的三边为边分别向外作等边三角形△A'BC，△AB'C，△ABC'，若△A'BC，△AB'C的面积分别是10和4，则△ABC'的面积是（）
Choices:
(A) 4
(B) 6
(C) 8
(D) 9 | 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| ['4', '6', '8', '9'] | 6 | multi_choice | text | 557 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | GeoQA+ | geometry problem solving | B | The image illustrates an excentral triangle. In this geometric configuration, the smaller triangle \( \triangle ABC \) is an orthic triangle with altitudes intersecting at point \( A \). The larger triangle \( \triangle A'B'C' \) represents an excentral triangle formed by extending the sides of the initial triangle \( \triangle ABC \). The right angle at \( A \) suggests the focus on height or altitudes, typical in orthic and excentral triangles used to explore orthogonal properties and relationships in geometry. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the value of the largest bar? | 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| null | 9 | free_form | integer | 558 | general-vqa | bar chart | ['statistical reasoning'] | DVQA | figure question answering | null | The bar chart compares several categories: "ration," "posse," "permit," "acre," "ego," and "nerve" in terms of their values. The main message is the distribution and comparison of these values, with "nerve" having the highest value at 9, followed by "acre" at 7, while "ration," "permit," and "ego" have lower values. This indicates that "nerve" is the most significant category in this dataset. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: what is the highest number shown on the black outer part of the watch? | 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 | null | 55 | free_form | integer | 559 | general-vqa | natural image | ['numeric commonsense', 'arithmetic reasoning'] | TextVQA | visual question answering | null | The picture showcases a luxury Omega wristwatch, highlighting its sophisticated design and quality craftsmanship. The watch features a metal band and a detailed dial with dual analog and digital displays. The image conveys a sense of elegance, precision, and timeless style, likely appealing to those who appreciate fine watchmaking. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is Light Salmon the roughest?
Choices:
(A) yes
(B) no | 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| ['yes', 'no'] | yes | multi_choice | text | 560 | general-vqa | line plot | ['statistical reasoning'] | FigureQA | figure question answering | A | The graph shows trends of three datasets labeled as "Chocolate," "Sky Blue," and "Light Salmon" over a range on the x-axis from 0 to 100.
- The "Light Salmon" line starts high on the y-axis around 80 and decreases steadily.
- The "Chocolate" line starts around 40, slightly increases, then decreases over time.
- The "Sky Blue" line remains relatively stable and low, slightly decreasing over the range.
Overall, it illustrates how each dataset changes, with "Light Salmon" showing a decline, "Chocolate" showing slight variation, and "Sky Blue" showing stability. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is the number of gray rubber double buss right of the small red aeroplane the same as the number of small objects that are left of the tiny gray matte bicycle?
Choices:
(A) Yes
(B) No | 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 | ['Yes', 'No'] | No | multi_choice | text | 561 | general-vqa | synthetic scene | ['arithmetic reasoning'] | Super-CLEVR | visual question answering | B | The image displays a variety of transportation modes, including cars, buses, bicycles, airplanes, and trains. The main message appears to highlight different transportation options, possibly illustrating the diversity and choices available for travel and commuting. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Subtract all small green cubes. Subtract all large cylinders. How many objects are left? | 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 | null | 1 | free_form | integer | 562 | math-targeted-vqa | synthetic scene | ['arithmetic reasoning'] | CLEVR-Math | math word problem | null | The picture displays three geometric objects placed on a surface: a tall brown cylinder, a green cube, and a smaller brown cylinder. It seems to emphasize the diversity of shapes and volumes, possibly highlighting concepts like spatial arrangement and geometry. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Which number on the monitor is higher?
Choices:
(A) top
(B) bottom
(C) left
(D) right | 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 | ['top', 'bottom', 'left', 'right'] | bottom | multi_choice | text | 563 | general-vqa | natural image | ['numeric commonsense', 'arithmetic reasoning'] | A-OKVQA | visual question answering | B | The picture shows a scene in a hospital room with a patient lying in a hospital bed. The patient is connected to medical equipment monitoring heart rate and oxygen levels. This image conveys a message about medical care and monitoring, possibly highlighting the importance of healthcare facilities and the technology used to support patient recovery and health stability. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the difference between the highest and the lowest time required to import ? | 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| null | 4 | free_form | integer | 564 | general-vqa | scatter plot | ['statistical reasoning'] | PlotQA | figure question answering | null | The main message of the picture is to show the trend in the number of days required to export and import goods in Mexico between 2007 and 2014.
- In 2007, both exporting and importing took more than 4 days.
- By 2010, the time for both processes had decreased to around 3 days.
- In 2012, exporting time rose to about 5 days, while importing time remained at 3 days.
- By 2014, importing time decreased to below 3 days, while exporting time was not reported.
Overall, there is a notable decrease in the time required for both exporting and importing goods over this period, with slight fluctuations. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Which model can achieve the best ImageNet 10-shot Accuracy score?
Choices:
(A) Soft MoE
(B) Experts Choice
(C) Tokens Choice
(D) Dense | /9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPSB64DASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKiW5gYZWeMj1Dil+0Q/89o/++hQBJRUf2iH/AJ7R/wDfQo+0Q/8APaP/AL6FAElFR/aIf+e0f/fQo+0Q/wDPaP8A76FAElFR/aIf+e0f/fQo+0Q/89o/++hQBJRUf2iH/ntH/wB9Cj7RD/z2j/76FAElFR/aIf8AntH/AN9Cj7RD/wA9o/8AvoUASUVH9oh/57R/99Cj7RD/AM9o/wDvoUASUVH9oh/57R/99Cj7RD/z2j/76FAElFR/aIf+e0f/AH0KPtEP/PaP/voUASUVH9oh/wCe0f8A30KPtEP/AD2j/wC+hQBJRUf2iH/ntH/30KPtEP8Az2j/AO+hQBJRUf2iH/ntH/30KPtEP/PaP/voUASUVH9oh/57R/8AfQo+0Q/89o/++hQBJRUf2iH/AJ7R/wDfQo+0Q/8APaP/AL6FAElFR/aIf+e0f/fQo+0Q/wDPaP8A76FAElFR/aIf+e0f/fQo+0Q/89o/++hQBJRUf2iH/ntH/wB9Cj7RD/z2j/76FAElFR/aIf8AntH/AN9Cj7RD/wA9o/8AvoUASUVH9oh/57R/99Cj7RD/AM9o/wDvoUASUVH9oh/57R/99Cj7RD/z2j/76FAElFR/aIf+e0f/AH0KPtEP/PaP/voUASUVH9oh/wCe0f8A30KPtEP/AD2j/wC+hQBJRUf2iH/ntH/30KPtEP8Az2j/AO+hQBJRUf2iH/ntH/30KQ3MABJmjAHcsKAJaKRWDKGUgqRkEdDS0AFFFFABRTHmijYK8iKx5AZgCaT7RD/z2j/76FAElFR/aIf+e0f/AH0KPtEP/PaP/voUASUVH9oh/wCe0f8A30KPtEP/AD2j/wC+hQBJRUf2iH/ntH/30KPtEP8Az2j/AO+hQBJRUf2iH/ntH/30KPtEP/PaP/voUASUVH9oh/57R/8AfQo+0Q/89o/++hQBJRUf2iH/AJ7R/wDfQo+0Q/8APaP/AL6FAElFR/aIf+e0f/fQo+0Q/wDPaP8A76FAElFR/aIf+e0f/fQo+0Q/89o/++hQBJRUf2iH/ntH/wB9Cj7RD/z2j/76FAElFR/aIf8AntH/AN9Cj7RD/wA9o/8AvoUASUVH9oh/57R/99Cj7RD/AM9o/wDvoUASUVH9oh/57R/99Cj7RD/z2j/76FAElFR/aIf+e0f/AH0KPtEP/PaP/voUASUVH9oh/wCe0f8A30KPtEP/AD2j/wC+hQBJRUf2iH/ntH/30KPtEP8Az2j/AO+hQBJRUf2iH/ntH/30KPtEP/PaP/voUASUVH9oh/57R/8AfQo+0Q/89o/++hQBJRUf2iH/AJ7R/wDfQo+0Q/8APaP/AL6FAElFR/aIf+e0f/fQo+0Q/wDPaP8A76FAElFR/aIf+e0f/fQo+0Q/89o/++hQBJRUf2iH/ntH/wB9Cj7RD/z2j/76FAElFR/aIf8AntH/AN9Cj7RD/wA9o/8AvoUASUVH9oh/57R/99Cj7RD/AM9o/wDvoUASUUxJopGKpIjMBkgMCRT6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqM3EIcoZowy9RuGRQBJRUf2iH/ntH/30KPtEP8Az2j/AO+hQBJRUf2iH/ntH/30KPtEP/PaP/voUASUVH9oh/57R/8AfQo+0Q/89o/++hQBJRUf2iH/AJ7R/wDfQo+0Q/8APaP/AL6FAElFR/aIf+e0f/fQo+0Q/wDPaP8A76FAElFR/aIf+e0f/fQo+0Q/89o/++hQBJRUf2iH/ntH/wB9Cj7RD/z2j/76FAElFR/aIf8AntH/AN9Cj7RD/wA9o/8AvoUASUVH9oh/57R/99Cj7RD/AM9o/wDvoUASUVH9oh/57R/99Cj7RD/z2j/76FAElFR/aIf+e0f/AH0KPtEP/PaP/voUASUVH9oh/wCe0f8A30KPtEP/AD2j/wC+hQBJRUf2iH/ntH/30KPtEP8Az2j/AO+hQBJRUf2iH/ntH/30KPtEP/PaP/voUASUVH9oh/57R/8AfQo+0Q/89o/++hQBJRUf2iH/AJ7R/wDfQo+0Q/8APaP/AL6FAElFR/aIf+e0f/fQo+0Q/wDPaP8A76FAElFR/aIf+e0f/fQo+0Q/89o/++hQBJRUf2iH/ntH/wB9Cj7RD/z2j/76FAElFR/aIf8AntH/AN9Cj7RD/wA9o/8AvoUASUVH9oh/57R/99Cj7RD/AM9o/wDvoUASUVH9oh/57R/99Cj7RD/z2j/76FAElFR/aIf+e0f/AH0KPtEP/PaP/voUASUVH9oh/wCe0f8A30KdHJHKCY3VwDglTnmgB1FFFABRRTXkSJd0jqi5xljgUAOoqP7RD/z2j/76FH2iH/ntH/30KAJKKj+0Q/8APaP/AL6FH2iH/ntH/wB9CgCSio/tEP8Az2j/AO+hR9oh/wCe0f8A30KAJKKj+0Q/89o/++hR9oh/57R/99CgCSio/tEP/PaP/voUfaIf+e0f/fQoAkoqP7RD/wA9o/8AvoUfaIf+e0f/AH0KAJKKj+0Q/wDPaP8A76FH2iH/AJ7R/wDfQoAkoqP7RD/z2j/76FH2iH/ntH/30KAJKKj+0Q/89o/++hR9oh/57R/99CgCSio/tEP/AD2j/wC+hR9oh/57R/8AfQoAkoqP7RD/AM9o/wDvoUfaIf8AntH/AN9CgCSio/tEP/PaP/voUfaIf+e0f/fQoAkoqP7RD/z2j/76FH2iH/ntH/30KAJKKj+0Q/8APaP/AL6FH2iH/ntH/wB9CgCSio/tEP8Az2j/AO+hR9oh/wCe0f8A30KAJKKj+0Q/89o/++hR9oh/57R/99CgCSio/tEP/PaP/voUfaIf+e0f/fQoAkoqP7RD/wA9o/8AvoUfaIf+e0f/AH0KAJKKj+0Q/wDPaP8A76FH2iH/AJ7R/wDfQoAkoqP7RD/z2j/76FH2iH/ntH/30KAJKKj+0Q/89o/++hR9oh/57R/99CgCSio/tEP/AD2j/wC+hR9oh/57R/8AfQoAkoqP7RD/AM9o/wDvoUfaIf8AntH/AN9CgCSio/tEP/PaP/voUfaISwXzo9zcAbhk0ASUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRXShrSZSMgowP5VLUdx/wAe0v8AuH+VAHi/wv8Ahf4N8QfDnSdU1TRVuL2cSmSU3Eq7sSuo4VgOgHauv/4Ut8Pf+hdX/wAC5/8A4uj4Lf8AJI9C/wB2b/0dJXe0AcF/wpb4e/8AQur/AOBc/wD8XR/wpb4e/wDQur/4Fz//ABdd7RQBwX/Clvh7/wBC6v8A4Fz/APxdH/Clvh7/ANC6v/gXP/8AF13tFAHBf8KW+Hv/AELq/wDgXP8A/F0yT4L/AA+WNiPDy5/6+p//AIuvQKZL/qm+lAHCD4LfD0qP+KeXp/z9z/8AxdL/AMKW+Hv/AELq/wDgXP8A/F13i/dH0paAOC/4Ut8Pf+hdX/wLn/8Ai6P+FLfD3/oXV/8AAuf/AOLrvaKAOC/4Ut8Pf+hdX/wLn/8Ai6P+FLfD3/oXV/8AAuf/AOLrvaKAOC/4Ut8Pf+hdX/wLn/8Ai6P+FLfD3/oXV/8AAuf/AOLrvaKAOC/4Ut8Pf+hdX/wLn/8Ai6P+FLfD3/oXV/8AAuf/AOLrvaKAOC/4Ut8Pf+hdX/wLn/8Ai6P+FLfD3/oXV/8AAuf/AOLrvaKAOC/4Ut8Pf+hdX/wLn/8Ai6P+FLfD3/oXV/8AAuf/AOLrvaKAOC/4Ut8Pf+hdX/wLn/8Ai6P+FLfD3/oXV/8AAuf/AOLrvaKAOC/4Ut8Pf+hdX/wLn/8Ai6P+FLfD3/oXV/8AAuf/AOLrvaKAOC/4Ut8Pf+hdX/wLn/8Ai6P+FLfD3/oXV/8AAuf/AOLrvaKAOC/4Ut8Pf+hdX/wLn/8Ai6P+FLfD3/oXV/8AAuf/AOLrvaKAOC/4Ut8Pf+hdX/wLn/8Ai6P+FLfD3/oXV/8AAuf/AOLrvaKAOC/4Ut8Pf+hdX/wLn/8Ai6P+FLfD3/oXV/8AAuf/AOLrvaKAOC/4Ut8Pf+hdX/wLn/8Ai6jk+C/w+BTHh5eWwf8ASp//AIuvQajl6x/71AHDf8KW+Hv/AELq/wDgXP8A/F0f8KW+Hv8A0Lq/+Bc//wAXXe0UAcF/wpb4e/8AQur/AOBc/wD8XR/wpb4e/wDQur/4Fz//ABdd7RQBwX/Clvh7/wBC6v8A4Fz/APxdH/Clvh7/ANC6v/gXP/8AF13tV7y/tNPh868uYrePON0rhRn8aaTeiE2lqziv+FLfD3/oXV/8C5//AIuj/hS3w9/6F1f/AALn/wDi66uw8QaRqcnl2Wo280n9xXG78utaVDi4uzQRkpK6ZwX/AApb4e/9C6v/AIFz/wDxdH/Clvh7/wBC6v8A4Fz/APxdd7RSGcF/wpb4e/8AQur/AOBc/wD8XWJ4w+EngbS/BWuX9noSxXVtYTSwyfaZjtdUJBwXweR3r1iuc+IH/JOvEv8A2DLj/wBFtQBJ4GGPh/4bH/UKtf8A0Utb9YPgf/kn/hv/ALBdr/6KWt6gAooooA8p8beHNJ8S/GLw5YavaC5tpNNuCyGRlyVOV5Ug8Emtn/hS3w9/6F1f/Auf/wCLqPWf+S5eGP8AsGXVeg0AcF/wpb4e/wDQur/4Fz//ABdH/Clvh7/0Lq/+Bc//AMXXe0UAcF/wpb4e/wDQur/4Fz//ABdH/Clvh7/0Lq/+Bc//AMXXe0UAcF/wpb4e/wDQur/4Fz//ABdH/Clvh7/0Lq/+Bc//AMXXe0UAcF/wpb4e/wDQur/4Fz//ABdH/Clvh7/0Lq/+Bc//AMXXe0UAefS/Bf4fKFx4eXlgP+Pqf/4upP8AhS3w9/6F1f8AwLn/APi67mbov+8KkoA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLqOL4L/D5owT4eUn/AK+p/wD4uvQajg/1QoA4b/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu7kkSGNpJXVEUZZmOABWTH4q0GW48hNXtDJ0H70YP0PQ1SjJ7IlzjHdnNf8KW+Hv8A0Lq/+Bc//wAXR/wpb4e/9C6v/gXP/wDF13tFSUcF/wAKW+Hv/Qur/wCBc/8A8XUf/Cl/h9523/hHlxtz/wAfU/8A8XXoNR/8vH/AP60AeWeDvDWkeGPjTrdjo9mLW2XSImCCRnwWcZ5Yk9hXq9efaZ/yXjXf+wNB/wCh16DQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeO6b4H8OeLfij47OuaaLs209r5WZpE27oiW+6wznA617FXn3gr/kqHxE/672X/ok0ASf8KW+Hv/Qur/4Fz/8AxdH/AApb4e/9C6v/AIFz/wDxdd7RQBwX/Clvh7/0Lq/+Bc//AMXR/wAKW+Hv/Qur/wCBc/8A8XXe0UAcF/wpb4e/9C6v/gXP/wDF0f8AClvh7/0Lq/8AgXP/APF13tFAHBf8KW+Hv/Qur/4Fz/8AxdRxfBf4fMmT4eUnP/P1P/8AF16DUcP+r/E0AcN/wpb4e/8AQur/AOBc/wD8XR/wpb4e/wDQur/4Fz//ABdd7RQBwX/Clvh7/wBC6v8A4Fz/APxdH/Clvh7/ANC6v/gXP/8AF13tFAHBf8KW+Hv/AELq/wDgXP8A/F0f8KW+Hv8A0Lq/+Bc//wAXXe0UAcF/wpb4e/8AQur/AOBc/wD8XR/wpb4e/wDQur/4Fz//ABdd7RQBwX/Clvh7/wBC6v8A4Fz/APxdH/Clvh7/ANC6v/gXP/8AF13tFAHBf8KW+Hv/AELq/wDgXP8A/F0f8KW+Hv8A0Lq/+Bc//wAXXe0UAcF/wpb4e/8AQur/AOBc/wD8XR/wpb4e/wDQur/4Fz//ABdd7RQBwX/Clvh7/wBC6v8A4Fz/APxdH/Clvh7/ANC6v/gXP/8AF13tFAHBf8KW+Hv/AELq/wDgXP8A/F0f8KW+Hv8A0Lq/+Bc//wAXXe0UAcF/wpb4e/8AQur/AOBc/wD8XR/wpb4e/wDQur/4Fz//ABdd7RQBwX/Clvh7/wBC6v8A4Fz/APxdH/Clvh7/ANC6v/gXP/8AF13tFAHBf8KW+Hv/AELq/wDgXP8A/F0f8KW+Hv8A0Lq/+Bc//wAXXe0UAcF/wpb4e/8AQur/AOBc/wD8XR/wpb4e/wDQur/4Fz//ABdd7RQBwEnwX+HwjYjw8uQP+fqf/wCLoX4LfD4qCfDy9P8An7n/APi67yX/AFTfSnJ9xfpQBwf/AApb4e/9C6v/AIFz/wDxdH/Clvh7/wBC6v8A4Fz/APxdd7RQBwX/AApb4e/9C6v/AIFz/wDxdH/Clvh7/wBC6v8A4Fz/APxdd7RQBwX/AApb4e/9C6v/AIFz/wDxdH/Clvh7/wBC6v8A4Fz/APxdd1LLHDG0krqkajLMxwAPrWXF4q0Ga48iPVrQyZwB5owT7HoapRk9kS5xjuzmf+FLfD3/AKF1f/Auf/4uj/hS3w9/6F1f/Auf/wCLrvaKko4L/hS3w9/6F1f/AALn/wDi6P8AhS3w9/6F1f8AwLn/APi672igDgv+FLfD3/oXV/8AAuf/AOLqn8GbO30/RPEdnax+XBB4hu440yTtVQigZPPQCvSa8++E3/Hj4q/7GW9/mlAHoNFFFABXnHxrtYbzwVZwzpvjbVbYEZI4LFT09ia9Hrz74xf8ihY/9ha0/wDQ6AJP+FLfD3/oXV/8C5//AIuj/hS3w9/6F1f/AALn/wDi672igDgv+FLfD3/oXV/8C5//AIuj/hS3w9/6F1f/AALn/wDi672igDgv+FLfD3/oXV/8C5//AIuj/hS3w9/6F1f/AALn/wDi672igDgv+FLfD3/oXV/8C5//AIuj/hS3w9/6F1f/AALn/wDi672igDgv+FLfD3/oXV/8C5//AIumv8F/h8EYjw8uQP8An7n/APi67+mv/q2+hoA4JPgv8Piik+HlyR/z9z//ABdO/wCFLfD3/oXV/wDAuf8A+Lru4/8AVL9KdQBwX/Clvh7/ANC6v/gXP/8AF0f8KW+Hv/Qur/4Fz/8Axdd7RQBwX/Clvh7/ANC6v/gXP/8AF0f8KW+Hv/Qur/4Fz/8Axdd7RQBwX/Clvh7/ANC6v/gXP/8AF0f8KW+Hv/Qur/4Fz/8Axdd7RQBwX/Clvh7/ANC6v/gXP/8AF0f8KW+Hv/Qur/4Fz/8Axdd7RQBwX/Clvh7/ANC6v/gXP/8AF0f8KW+Hv/Qur/4Fz/8Axdd7RQBwX/Clvh7/ANC6v/gXP/8AF0f8KW+Hv/Qur/4Fz/8Axdd7RQBwX/Clvh7/ANC6v/gXP/8AF0f8KW+Hv/Qur/4Fz/8Axdd7RQBwX/Clvh7/ANC6v/gXP/8AF0f8KW+Hv/Qur/4Fz/8Axdd7RQB58vwX+HxlcHw8uBjH+lT/APxdSf8AClvh7/0Lq/8AgXP/APF13Kf66T8KkoA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uu9ooA4L/hS3w9/6F1f/Auf/wCLo/4Ut8Pf+hdX/wAC5/8A4uunuPFGh2lx9nn1W1SUHBXzAdp9/T8a0oJ4bmFZoJUliYZV0YEH6EVTjJK7RKnFuyZw3/Clvh7/ANC6v/gXP/8AF0f8KW+Hv/Qur/4Fz/8Axdd7RUlHn0nwX+Hy7MeHl5YA/wClT/8Axdc14h8A+GPCvjbwPNouli1kn1TEhE0j7gq7h95j3r2KXrH/AL4rgviF/wAjh4B/7Czf+gUAeg0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcF4j1e51L4k6L4Ot7iWC0a2fUNQaFyjyIMqke4cgFhzjqMCk/tGXwv8U9P0JJpG0jW7SR4YZZC4guI8k7CckKy4+Xpnkdap38LWH7QmlXkoxDqOjSW0THvIjF2A/4Dg/jR4phbU/jb4LtoRk2Ftc3k5H8KMNqk/VgB+NAHol1cx2dnPdS7vLhjaRtq7jgDJwB1PFeJ+H9Q0TxvrBS+8deLNL1y5kLvpSXrW0SEnIjjBXHAwOuTye9e2pc28gkKTxsImKSEODsYdQfQ1wPxi0Sy1DwPPfeUo1a0kibT54xiUSmRQqqevJOMeuD2oAk8c6yNH8SeFbG+uJbLw7dSTR3U0chjXzAg8pHcEFV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 | ['Soft MoE', 'Experts Choice', 'Tokens Choice', 'Dense'] | Soft MoE | multi_choice | text | 565 | math-targeted-vqa | line plot | ['scientific reasoning', 'statistical reasoning'] | PaperQA | figure question answering | A | The main message of the figure is that the Soft MoE (Mixture of Experts) models outperform both dense Vision Transformers (ViTs) and other popular MoE configurations (Experts Choice, Tokens Choice) on a cost/performance basis. The graphs show Soft MoE consistently achieving higher precision and accuracy (JFT-4B and ImageNet 10-shot) for the same or lower training cost, measured in TPUv3-days and ExaFLOPs. Larger markers represent larger models, indicating that Soft MoE performs well across different model sizes. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: 如图，已知△ABC≌△DEF，CD平分∠BCA，若∠A＝22°，∠CGF＝88°，则∠E的度数是（）
Choices:
(A) 26°
(B) 28°
(C) 30°
(D) 34° | /9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCABZAFkDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACuf0p5rrWLu4nMwUzuYEJkAVEAj5H3cEgsPXdmugrntRFwviCS+tjI7WNqhaBTxIjs28Y7thAR7jHc0AdDRTIZo7iGOaJw8cihkYdCDyDT6ACiiigAooooAKKKKACiiigArM09S2s6tL6PFEOPSMN/7PWnWXouWGoSn/AJaXsv8A47hP/ZaAG2f/ABK9SbTzxbXBaW19Fbq8f/sw9iw/hrWqpqNl9vszEr+XMpEkMuMmNxyp/wAR3BI70abe/brMSMnlzITHNHnOyQdR/ge4IPegC3RRRQAUUdKKACiiigAoqpealZ2G0XM6q7/cjALO/wDuqOT+Aqp9o1a/4trdbCE/8tbkbpD9IwcD/gR/CgCtaSAC7n1h5YJY7tyrSMY40jViI8HgEFdpPqSc1P4YuYrzQYbmGVZVleSTcrZ5Z2bH60raXa2UUt/cGS8uYUZxNcneVwM/KPur/wABAqvZaVNBplldaeyw3gto1lRxiOfCjhwOh9GHI9xxQBv1g3t5HpuqX95Gf3UNkZbwZGNw/wBXj/aIDA+wX2q0NdtxY3E0sbxXFuAJbVv9YGPCgeu44AI4Oai0144IJYZVa4u2lDXjRoWVZWx8v0UFR7KBmgCxo66h9jjbUnf7R5arIpKEbgOWG0DGT29q0aKKAEPSjvWVfao0OradZQAE3E5SVipIAEbvgHpu+Ufgfeo9T0a+1G7LDVmis9oH2URfKT3LMGDH6Zx9aALNxrNtFO1vDvurpesFsN7L/vHov/AiKh8nVr//AI+J1sID/wAs7ch5T9XIwPwH40QaZqNrCIbe+tIYl6JHY7QPwD1J9l1f/oKW/wD4B/8A2dAE9lptnYFjbwhZH+/KxLO/+8xyT+Jq2fris37Lq/8A0FLf/wAA/wD7Oj7Lq/8A0FLf/wAA/wD7OgA8QPs8P6h6tAyD6sMD+daCKEVUXooAArntattUNjHE+pwES3EMeBa46yL/ALfpmp9RfV7G0Mi6jbyTOwjhj+yY3ueFH3+nc+gBNADL+xXXNZHluYTpvK3CAbvPIyF56qoOSp4JZe4qrp9iYtRWzvpWgmN498qLkJcMVOdrZ5GTuKHke4Gav2Ok6rY2iwpqsDHJZ3a05dicsx+fuSadd6TqF9AYbnULd0JyP9EIKkdCCHyCOxFAGzRXJ6xqmoaJbWlqt6Lm4jgZ5pniGWJISMlR/tMM7eSFOK6fE/rH+R/xoAX7PAHD+THuDFg20ZBPBP1qSiigAooooAKKKKAMzVR5l1pUX9673Hjssbt/MCm2/wDxMtYe6PNtZFoYfRpejt+H3B/wOqXiCeRNX0q3tmAu5lmEHGdrYVS/0UMT+AHety0tYrK0itoQRHEoVc9T7n1NAE1FFFADGhiaQSNGhcdGKjI/Gn0UUAFFFFABRRRQAVma5eyWlrAkEoiuLm4jhjYgHAJy5wfRAx/CtOs7V/8AVRf7x/8AQTQBFpEjXslzc3ESO0E8kFtc7MM8Xykke24EccHYDWtTY/8AVp9BTqACiiigAooooA//2Q== | ['26°', '28°', '30°', '34°'] | 26° | multi_choice | text | 566 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | GeoQA+ | geometry problem solving | A | The image appears to depict a geometric figure involving triangles and intersecting lines. It seems to illustrate a concept in geometry, possibly focusing on relationships between angles or segments, or the properties of intersecting lines and triangles. Without more context, it's difficult to determine the exact message, but it's likely a visual aid for understanding geometric principles. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Move the ruler to measure the length of the slug to the nearest inch. The slug is about (_) inches long. | 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 | null | 3 | free_form | integer | 567 | math-targeted-vqa | abstract scene | ['numeric commonsense'] | IconQA | math word problem | null | The main message of the picture is to illustrate the size of an object, which resembles a slug, by comparing it with a ruler. The ruler indicates that the slug's length is about 2 inches. This visual helps to provide a clear sense of scale. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: For an economics project, Colleen determined the cost of ferry rides for bicycles and cars. How much higher is the fare for a car on the Mukilteu-Clinton ferry than on the Southport-Fort Fisher ferry? (Unit: $) | 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 | null | 2 | free_form | integer | 568 | math-targeted-vqa | table | ['arithmetic reasoning', 'statistical reasoning'] | TabMWP | math word problem | null | The picture provides a comparison of ferry fares for cars and bicycles across different routes. It shows the cost of taking a car or a bicycle on four ferry routes: Ocracoke, Mukilteo-Clinton, Seattle-Bremerton, and Southport-Fort Fisher. The fares vary with each route, offering information for travelers choosing between these transportation options. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Which subject had the highest pulse rate in baseline period? | 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 | null | 1 | free_form | integer | 569 | general-vqa | document image | ['statistical reasoning'] | DocVQA | figure question answering | null | The picture shows comparative data from a study conducted in January 1963, involving eleven subjects. It illustrates the changes in four health metrics—weight, pulse rate, urine volume, and creatinine levels—across two different periods: a baseline period and the "reading" and examination periods.
1. **Weight**: This metric appears relatively stable between the baseline and examination periods, with slight fluctuations.
2. **Pulse Rate**: This shows some variability, with an increase observed during the "reading" and examination periods compared to the baseline.
3. **Urine Volume**: There is noticeable variability in urine volume, especially peaking during the examination period.
4. **Creatinine**: This level also fluctuates, with a distinct drop during the 'reading' period compared to the baseline and examination period.
Overall, the main message suggests how these health indicators change under different conditions or periods of testing. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Subtract all purple matte blocks. Subtract all brown things. How many objects are left? | 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 | null | 5 | free_form | integer | 570 | math-targeted-vqa | synthetic scene | ['arithmetic reasoning'] | CLEVR-Math | math word problem | null | The image features a collection of various 3D shapes with different colors and materials, such as spheres, a cube, and a cylinder, resting on a neutral surface. The visual emphasizes variety in geometry, color, and texture, possibly highlighting the diversity and interaction of simple forms. This kind of scene is often used to demonstrate 3D rendering and lighting techniques in digital graphics. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is Bubblegum the roughest?
Choices:
(A) yes
(B) no | 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lpOrR6LPHperW1hYx6lfpDarYKwiUXcwwDuHHHAxx0oA7yiuf/svxL/0MsH/AILV/wDi6P7L8S/9DLB/4LV/+LoA3U+/L/vf0FPrnhpXiUFiPEsHJyf+Jav/AMXS/wBl+Jf+hlg/8Fq//F0AdBRXP/2X4l/6GWD/AMFq/wDxdH9l+Jf+hlg/8Fq//F0AdBRXP/2X4l/6GWD/AMFq/wDxdH9l+Jf+hlg/8Fq//F0AdBRXP/2X4l/6GWD/AMFq/wDxdH9l+Jf+hlg/8Fq//F0AdBRXP/2X4l/6GWD/AMFq/wDxdH9l+Jf+hlg/8Fq//F0AdBRXP/2X4l/6GWD/AMFq/wDxdH9l+Jf+hlg/8Fq//F0Absv3B/vL/MU+uebSvErDB8SwdQf+Qav/AMXS/wBl+Jf+hlg/8Fq//F0AdBRXP/2X4l/6GWD/AMFq/wDxdH9l+Jf+hlg/8Fq//F0AdBRXP/2X4l/6GWD/AMFq/wDxdH9l+Jf+hlg/8Fq//F0AdBRXP/2X4l/6GWD/AMFq/wDxdH9l+Jf+hlg/8Fq//F0AdBRXP/2X4l/6GWD/AMFq/wDxdH9l+Jf+hlg/8Fq//F0AdBRXP/2X4l/6GWD/AMFq/wDxdH9l+Jf+hlg/8Fq//F0AdBTE+/L/AL39BWF/ZfiX/oZYP/Bav/xdINK8SgsR4lg5OT/xLV/+LoA6Gorm2hu4GhnTfG3UZIrE/svxL/0MsH/gtX/4uj+y/Ev/AEMsH/gtX/4uhq402ndGtZWMdirrHJKyMchZH3BfpULXV/FeeW9iJIGfCyRPyB7g1n/2X4l/6GWD/wAFq/8AxdH9l+Jf+hlg/wDBav8A8XU8ulloVz3bclc6Ciuf/svxNn/kZYP/AAWr/wDF0f2X4l/6GWD/AMFq/wDxdUQdBRXP/wBl+Jf+hlg/8Fq//F0f2X4l/wChlg/8Fq//ABdAHQUVz/8AZfiX/oZYP/Bav/xdH9l+Jf8AoZYP/Bav/wAXQB0FMm/1En+6f5Vz0+n+JobeSUeJIDsUtj+zRzgf79aOkX0up+F7C/mCiW6so5nCDADMgJx7ZNAGnRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADB/r3/3V/mafTB/r3/3V/mafQAUUUUAFFFFABRRRQAUUUUAFFFFADJv9RJ/un+VPpk3+ok/3T/Kn0AFFFFADIf8AUR/7o/lRRD/qI/8AdH8qKAH1geJbO8vovLhiuZIVhZ9tvP5RZ9y4GQwJ+Xdjtnr2rfrD/wCEQ0M8vYiRz953diWPcnnrQAeGbJLS3u3W2ltvOn3CGefzZI12KAGO5sHq2MnAYVuVm2tnbaJDDaWMIRJ5zwSTgkFj+i4H4VpUAFFch9ruv7aNx9plFt/av2bcZWzjZt8vyvu7d38XXvjvVrTw1jrVtuuXu11BZmRxcysqAEMPlZyuMEDIAx070AbeoWs15amGDULmwckHzrZYy49v3iMv6VieBI2h8NPE8zzumpagrSyBQzkXk3zHaAMnrwAPQCtPU9Tu7CSNbbQ9Q1EMMl7V4FCex82VD+QNY/gC6mutBuvO0+5tNup35HntGd2buYkDY7fdJ2nPcHGRgkA6qiqzX9suopYGUC6eMyrHg8qDjOenWs6TxboUWonT3v1F0JPKMflv97OMZxjrSuiXOK3ZtUVWa/tl1FLAygXTxmVY8HlQcZz061T8QrqDaYP7OSSR1lRpYopPLeSIH5lVsjBI9x9RTGmmatFcjb+IbDTrXULoPqAdGhjawv2YPE7sVU7nJwrZHOSBtJq6niqF4b35bZprV4l/d3G+OTzDhdrBck8EbQucj3oGdDRXJanr91eeHbx7SIwXMF7DazBneMgO0fKkoG5WQDoCMkjoM2P7afTbfUEjtHni0tRJeM90zspK+YyoWXL7VI6lewoA6Wiufu/FMVrdFRCJbdZIo3ljLsV8zbgkBNo+8OCwOOcdMxXvie7sbjUg2lo8GnvGJHS5+ZkfGCqlPvDPIJA9zQB0tFZum6nNd3d7Z3NskFxalMhJfMVlYZBBwOeCCMdu9Ph1nT7i4WCK4DSscBdp6/lScktylGUtUi/RVa71C1sAhuZRGHyF4Jz+VPtrmG8gE0D74zkBsEfzo5lewcsrc1tCaiuamtvtXjee3kubxYTp6S+XHdyoofey5AVgBwBUGneIbm3tZracrd3EGoTWcbOWDyqgDA4RGLEAgHA7ZNMk6yiud/4SaeaDSZbPT1lGoSyQYkmMZjkRXJyNhyv7tsng+x6VQbW7qw8TTQzxhb26tLfybB7wmPzTJKrFWIwBtUEkKM4Axk0AdjRVDU11GXQrpbIpFqLQMIsNlVkxxgkevcj8KxNJ1C2XUykv9qWF0lq5ez1CVnSQAqS6uzMp28jIPRuRQB1VFc5ba+NV86zeB4Wks2uI5InkAZRgEhiqH+JeVyOetVtM1zUk0/RLSOyS8mudJW686W6KlmVYw275D13jnJyeuOtAHWUVz2n+KPtZtZJ7P7PbXdk97BIZdzbF27gy44OHBGCcj06U+28Qz3H2DdYpH/aULSWe6fOSF3hZML8mV543YwfxAN6iue0fxLPqT6abjT1to9Qt2mhZZ95BXGQw2jHXIIJ6cgVeuvEGl2V09tcXYSZMbl2McZGew96CowlJ2irmnRUMl3BFdQ2zyYmn3eWuD820ZNQjVbE6l/Z3nj7X/wA89p9M9cY6UAoSeyLlFc14lMi6xoKxm9ZZriVJIba5aIyKIXYD7yjggHk9qqaVrF1YQTxTrJK39rLbeRcTky2scm3YGbDb/vbupGDjdxQSdhRXJ65q1xPourlI5LefTr6KFDBcMDJnymzkbeokwVORTfEOsXP9l6taSxPaX9pBHcxm1uWO9GYqCGAU5yrAg8dOtAHXUVyPiLWLn+yNaspo2sr2CxN3DJbXLHK8jO4BSCCOR05HWrmqeLYNOvL23CQubGJZJhJcCN2yC22NSDvOBnqOoH0AOiorm7/xVJBBqlxZWC3VvpsIkmZp/LLEpvAUbTn5SCSSOvQ1Lc+ILm1Gqq9hCZLCxjvMLcnEgbflc7OCPLPY5yOlAG/RXO3niK9t7qWGHTIplSxF7uN0VyvdcbD83p2PcirWma5Jf3y28tp5AmtVu4GEu4tGTjDDA2sMjgEjnrQBo3v/AB43H/XJv5VleF/+RE0X/sGQf+ilrVvf+PG4/wCuTfyrH8Lu3/CDaKPLbH9mwc8f88l96AN+imb2/wCeT/mP8aN7f88n/Mf40APopm9v+eT/AJj/ABo3t/zyf8x/jQA+imb2/wCeT/mP8aN7f88n/Mf40APopm9v+eT/AJj/ABo3t/zyf8x/jQA+imb2/wCeT/mP8aN7f88n/Mf40APopm9v+eT/AJj/ABo3t/zyf8x/jQAD/Xv/ALq/zNPqEO3nN+6f7o4yPf3p+9v+eT/mP8aAH0Uze3/PJ/zH+NG9v+eT/mP8aAH0Uze3/PJ/zH+NG9v+eT/mP8aAH0Uze3/PJ/zH+NG9v+eT/mP8aAH0Uze3/PJ/zH+NG9v+eT/mP8aAH0Uze3/PJ/zH+NG9v+eT/mP8aACb/USf7p/lT6hldjC/7px8p5yP8afvb/nk/wCY/wAaAH0Uze3/ADyf8x/jRvb/AJ5P+Y/xoAIf9RH/ALo/lRRD/qI/90fyooAfWJrmoX1nc28VlDLJJIj+WqwlleTgKHbGEUZLEnGQOPStuuf1R7yC7t4n1xrNJi+11tkI+9wGLAgAAqoPcn6UAWdEW4lgeS9uXu2imYQzyQ+UWG0AnaAP4t4Bx09ep16xPDd4LuC7A1B9R8ucqbnYFRvlGAuOMAY5HGSa26AK/wBgs/tX2r7JB9oznzvLG/pjr16cUQWFnbStLb2kEUjZ3PHGFJyc8ke9WKKAKuoalYaTam61K9trO3BCmW5lWNAT0GWIFYngSeG68NPcW8qTQS6lqDxyRsGV1N5MQQRwQR3rpa57wZ/yArj/ALCuo/8ApbNQB0GBnOBn1pNiZztXPrinUUAJgZzgZ9arX9it/CiGaaFo5BIkkJAZWH1BB+hFWqKAMh/DtrOLlrma4uJ7jy8zuVDp5bFk27QAMMSenU85p1xoUd3AUuL28kl82OVJiyho2Q5UqAu0d/4ec854rVooAwX8LRSQ3kbalfn7Xcx3MrZizvTbjHycD5F49u3NTXPh22umut9xcqt4ipdojKBcADb83y5BK8HbjitiigDCu/C1rdfalS7u7aK6ljnkihKBTIm3DDKkj7i5GccdKW68MxXY1ASahegXxQy7fL42Yxj5PatyigDPtNKW01K6vvtVxLJcqiusmzaNowCMKD3PfvV/aoOcD8qWigBCAeoBpQAOgxRRQBlT6H5uryalHqN5BM8Ig2xiLaEBJ43IT1JPXvTB4asoks/ssk9tLas7pNGwZ2L/AHy24ENuPJyK2KKAMK38Lw20dgkeoX2LK4kuItxjJLOGDA/JyPnb3569KdqPhm31O6u55ru7VrmGOEiMoPLCMWVkJUkMGJOcnr7DG3RQBUnsFutMexnnmkV02NLkK598qAAfoKqNoME8pkvrm4vW8h4F87YAqPjfjYq8nA5P4VrUUAYcPhlIZ45hql+zx2rWibjEcRnH+x1GBz7c5pbXw1HZtZNFqF7mzs2s4s+UfkO3k/JyRsX/AL575OduigDDtPDFvZnTgLy6kjsLVrWOOTyyrxttyGwgJ4VRxjp7nMtt4et7Vrcpc3LC0iaK0DlSLcEY+X5eSAAAW3cfU1r0UAYln4ahsjpnl314y6dG0cKv5eGVuDuwnPAHTHStoqpOSoJ+lLRQAYGc45pNoznAz60tFAGbqOjrqN5ZXRvLmCSzZni8nZjcylSTuU9mNQHw3aNBcK89w09xcJcvcll8zzE27CONvG0DGMfnWzRQBgS+FLea1v7eTUL4pfTpPMdyAllCjg7OAdi/lxinXXha3vYL1Lm9vJJLxEjlnJQP5akkIMLgDJJ4GeetbtFAGHdeF7e9gvUub28klvIRbvMTHvWIZO1fkwBknnGffpViTREaeWdL27hlnjWO4aJlBm2ggE/Lw2CeV2/oMalFAHJa/odze/2rb2UF1H/aECxPIk0flOdu3c4b5wVGPu9QBWtqPh631J7hmubmH7Ta/ZJxCyjzI/mxnKnBG5uRjr3rXooAxX8ORySvI2oXu57P7Gf9X9z1+51qSz0GOyvba6W8upGgtRaqj7NpTg84UHPA71rUUAQXv/Hjcf8AXJv5VheEL62ufBOlRRSq0kenQq6dCCIwOlbt7/x43H/XJv5VheGrG2l8G6FctCpmj02Aq/Q/6ofnSd+hUeXqdJRVK+vZrJ0cWjzW+PneM5Zfw7ircUiyxJImdrgMMjHBoTTdgcWkmOooopkhRRRQAUUUUAFFFFABRRRQAwf69/8AdX+Zp9MH+vf/AHV/mafQAUUUUAFFFFABRRRQAUUUUAFFFFADJv8AUSf7p/lT6ZN/qJP90/yp9ABRRRQAyH/UR/7o/lRRD/qI/wDdH8qKAH1zviSPTBLFPq73M9sEIWxiR3WQ5BLOi/eA+XrwM+pFdFWF4gs5Z3R447p1MLpI1u6AxjKsGAfqQQDjPQHrwKAH+G7iOW1uIYVvhHBLsH2xGRl4BCANzgKV5PXOa2qxPDd5p1zayiz1Q385cvcSSECQvwvzKANvAAAwBxW3QAUUUUAVdQtZry1MMGoXNg5IPnWyxlx7fvEZf0rjfCWma8dFnFt4iVIl1K/UedYo7ki7mBZiCoySCeFA54FdlqEl/HaltNtra4uMjEdzcNCmO/zKjn9KxPAhmbw07XEaRznUtQMiRuXVW+2TZAYgEjPfAz6CgCX+y/Ev/Qywf+C1f/i6P7L8S/8AQywf+C1f/i66CigDnV03xKzMP+Ekg+U4/wCQaPQH+/Tv7L8S/wDQywf+C1f/AIut1Pvy/wC9/QU+gDn/AOy/Ev8A0MsH/gtX/wCLo/svxL/0MsH/AILV/wDi66CigDn/AOy/Ev8A0MsH/gtX/wCLo/svxL/0MsH/AILV/wDi66CigDn/AOy/Ev8A0MsH/gtX/wCLo/svxL/0MsH/AILV/wDi66CigDn/AOy/Ev8A0MsH/gtX/wCLo/svxL/0MsH/AILV/wDi66CigDn/AOy/Ev8A0MsH/gtX/wCLo/svxL/0MsH/AILV/wDi66CigDnX03xKq5/4SSDqB/yDR3OP79O/svxL/wBDLB/4LV/+Lrdl+4P95f5in0Ac/wD2X4l/6GWD/wAFq/8AxdH9l+Jf+hlg/wDBav8A8XXQUUAc/wD2X4l/6GWD/wAFq/8AxdH9l+Jf+hlg/wDBav8A8XXQUUAc/wD2X4l/6GWD/wAFq/8AxdH9l+Jf+hlg/wDBav8A8XXQUUAc/wD2X4l/6GWD/wAFq/8AxdH9l+Jf+hlg/wDBav8A8XXQUUAc/wD2X4l/6GWD/wAFq/8AxdH9l+Jf+hlg/wDBav8A8XXQUUAc/wD2X4l/6GWD/wAFq/8AxdNXTfErMw/4SSD5Tj/kGj0B/v10VMT78v8Avf0FAGF/ZfiX/oZYP/Bav/xdH9l+Jf8AoZYP/Bav/wAXXQUUAc//AGX4l/6GWD/wWr/8XR/ZfiX/AKGWD/wWr/8AF10FFAHP/wBl+Jf+hlg/8Fq//F0f2X4l/wChlg/8Fq//ABddBRQBz/8AZfiX/oZYP/Bav/xdH9l+Jf8AoZYP/Bav/wAXXQUUAc//AGX4l/6GWD/wWr/8XR/ZfiX/AKGWD/wWr/8AF10FFAHOyaR4klieNvEsG1lKnGmr0P8AwOtSysU0vQrbT43Z47W2WBWbqwVQoJ9+KvUyb/USf7p/lQA+obqKSe3eOKZoXPR1GSKmooauNOzuVbEXqxst6YmZThXj43D1I7VapGUOhU5wRg4OKpaXBc2sUltOd8cbYhfPLL7/AE6VO1kU7STkXqKKKogKKKKACiiigAooooAYP9e/+6v8zT6YP9e/+6v8zT6ACiiigAooooAKKQkKCSQAOpNVpb+NbJrqBWulBwBb4ck5xxQNJvYtUVn6hBqVy0aWV3HbREHzHMe5/wAM8VKbFmtIIGu7ndEysZFfDPjs3qD3oK5VZNst0Vn3+nT3kyyQ6jcWu1cbY8YPvzUrW1z9lt4kvWWSNlLyFATIB1B9M0ByxstSxN/qJP8AdP8AKn1najBqEjh7W9SGEL88bRBt3rz24rRoE1ZJ3CiiigkZD/qI/wDdH8qKIf8AUR/7o/lRQA+s2/0HT9UvEuL6I3GxNixOx8vrkkr0bt1z0rSooAqrp9ul1BOiBDBG0caIAFUMRngf7oq1RRQAUVl/29bfbvs3lTY+0/ZfOwuzzdu7b13dO+MUtprlteXMUSRzKs3meRKwGyXYcNtwc+4yBkcigCzqGpWGk2putSvbaztwQpluZVjQE9BliBWJ4EnhuvDT3FvKk0Eupag8ckbBldTeTEEEcEEd66Wue8Gf8gK4/wCwrqP/AKWzUAdDRRRQAxPvy/739BT6Yn35f97+gp9ABRRRQAUUUUAFFFFABRRRQAUUUUAMl+4P95f5in0yX7g/3l/mKfQAUUUUAFFFFABRRRQAUUUUAFFFFABTE+/L/vf0FPpiffl/3v6CgB9FFFABRRRQAUUUUAFFFFABRRRQAUyb/USf7p/lT6ZN/qJP90/yoAfRRRQAVBeC4NpL9lZVnx8hYZGanooauNOzuVrC7+22aTFGRjwykYww4NWaq396LCFJnjZoy4V2H8APc1ZBDAEEEHkEUk+nUcl9pLRi0UVBLe20FxFbyzos0pwiE8tTEk3sT1VS/t7iWeC1njkuIh8yg5AJ6ZP4UhimuhdwXSItu/yxmNzuKkc59DT7OxtrCAQ2sKxIOyjr9T3oKtFLXchlGqPp0XlNbR3vHmbgSnvjvS2g1NbSX7W1q1xz5RjDBenGc89au0UBz6WsjOlbU1tlMKWrXm1PMDFgnfOO9SWkmpG0la7ht1uBny1jYlW44yT71aH+vf8A3V/mafQHPpayKU8uorYRvDbRPdnG+MyYUeuDRaTag9pK91aRxTrny0WTcG4457c1dooDmVrWRSnn1BLCOSGzSS6ON8JlAC+vPektpdRuLObz7aO0uORGN/mDpwTj3q9RQHOrWsihc6XFqNrBFqH70x4LbSVVmxzwO1Wre3htYRFbxJFGOioMCpaKBOcmrX0CiiigkKKKKAGTf6iT/dP8qfTJv9RJ/un+VPoAKKKKAGQ/6iP/AHR/KiiH/UR/7o/lRQA+iiigAooooA5z+wbsat9qzbbvtv2j7WSfO8rGPKxjp2+9jHOM0/TtCubWfT45XhNtp3m+SysS8m7IXcMYGFJzycn0roKKAM3U9DtNWkje5m1BCgwBa6jPbA/UROoP1NYvgHTYLPQrrypLpt2p36nzruWX7t3MoxvY44HJHU5JySTXRahJfx2pbTba2uLjIxHc3DQpjv8AMqOf0rE8CGZvDTtcRpHOdS1AyJG5dVb7ZNkBiASM98DPoKAOi8pfV/8Avs/40eUvq/8A32f8afRQBCkalpOX4b++fQU/yl9X/wC+z/jQn35f97+gp9ADPKX1f/vs/wCNHlL6v/32f8afRQAzyl9X/wC+z/jR5S+r/wDfZ/xp9JkZxkZ64oAb5S+r/wDfZ/xo8pfV/wDvs/41WbVLQWVzdxy+dFbFlk8obiCvUYHequk67/a80ippt/bRKuRLcw7A/sOaVyeeN7XNPyl9X/77P+NHlL6v/wB9n/GqSz6pLptw4s4YL0Mwhjkl3owB4JK9M+lRaSuvebI2sPp+wr8iWgfg+5ai4c2qVjS8pfV/++z/AI0eUvq//fZ/xqiLG9k0ua1uNTkaeRm23EUYjZATwABxwOM1HpOitpcksjapqF60gAIupt6r/ujHFAXd1oX5I1Cjl/vL/GfUU/yl9X/77P8AjWc+jwrpEuntcXTxyvku0pLjLA8N2pNJ0Cz0aSV7Z7l2kADGaYv0+tAXldaGl5S+r/8AfZ/xo8pfV/8Avs/41RGh2A0qXTDEzWkpJdGkbJycnnOetR6T4d0vQ5JX0+3aIyABgZGYYH1Jo1C8rrT+vuNLyl9X/wC+z/jR5S+r/wDfZ/xqiNGgTSpdPjmuUjkJJkWU+YCTnhu1R6Toa6RJKy6jqF0JABtup/MC49OOKAvK60NLyl9X/wC+z/jR5S+r/wDfZ/xqiNNuY9JltItTuPPckrcyYd0yc/TjpTNJstWs3lGo6sL9CB5f+jrGV9c469qA5ndKxo+Uvq//AH2f8aPKX1f/AL7P+NUPN1eHR3kktra41BSdsMLlEYbuPmbocU3SNQ1G9Mq6hpD6e0YGMzLIHznoR6Y/Wi4c6ukaPlL6v/32f8aPKX1f/vs/41QXW7RdH/tS6WaztwcMLmMqy/Nt5Xk9ansdUsNTRnsbyG4VcbvLcErnpkdqdwUovS5Y8pfV/wDvs/40xI1LScvw398+gqamJ9+X/e/oKCg8pfV/++z/AI0eUvq//fZ/xp9FADPKX1f/AL7P+NHlL6v/AN9n/Gn0UAM8pfV/++z/AI0eUvq//fZ/xp9FADPKX1f/AL7P+NHlL6v/AN9n/Gn0UAM8pfV/++z/AI0eUvq//fZ/xpZJI4k3yOqKO7HAqjqOpSWciRQWNxdTSDKiMYUfVu1BUYuTsi75S+r/APfZ/wAahufKht3eSTYNp5aQgfqaaUu7iC1cyG1kDK80YAcMO65/qKgv9F0+8le6uLYSTBMAsTgY9ulA0o395/cWJZ7WCSCOSVg07bYvmY7jjPWqV7fXUNy1vaaXdXLAD5zLsQ59ya1lRUVVVQFUYAHYUtARlFPa5UkhuDcW5jZVh585WZtx44xzjr1qneW+tfanayntBBxtWYyZHHOSD65rXooCM7dEU7i3llmiiCI9q4YXG923Yxxjn161m3Vxf2d8tlZ2cDxbf3Km4KsQAM8VvVUvrBL0RHe0csTh0kXqvr+dS77oqnOKdpLT+tRZFnF3Asce63IYyuZWBX0wO+aig0axt7qW6SIm4kYlpGcluewPYVfoqiOdpWQzyl9X/wC+z/jR5S+r/wDfZ/xp9FBIzyl9X/77P+NHlL6v/wB9n/Gn0UAQiNfOYZf7o/jPvT/KX1f/AL7P+NA/17/7q/zNPoAZ5S+r/wDfZ/xo8pfV/wDvs/40+igBnlL6v/32f8aPKX1f/vs/40+igBnlL6v/AN9n/Gjyl9X/AO+z/jT6KAGeUvq//fZ/xo8pfV/++z/jT6KAGeUvq/8A32f8aPKX1f8A77P+NPooAhljUQucv90/xmn+Uvq//fZ/xom/1En+6f5U+gBnlL6v/wB9n/Gjyl9X/wC+z/jT6KAGQ/6iP/dH8qKIf9RH/uj+VFAD6KKKACiiigAooooAq6hqEOm2puJ0uXQEDFtbSTvz/sxqzfjisTwJMtx4aedA4STUtQdRJGyMAbyY8qwBU+xAI710tc94M/5AVx/2FdR/9LZqAOhooooAYn35f97+gpS6K6oWUM33QTyaqwRXY1K7kkuFa1baI4gmChAGTu75qjp3hXS9NvBexxyy3gzi4nlZ3547nHekS3Loi9HqUE8t5Dbkyz2mBJGAQdxGQMn1qjpd7rt7d773SobGz2nAabfKT26cAdeK2qKA5W3uUUsZmt72C6vZJkuXfYVARoUYYCqR6evWq2k+GtM0a4e5tIpPtDrseWSVnZhkHHJx2Fa9FFg5I3TsMjhihDCKNEDMXbaoGWPUn3p9FFMoKKKKACiiigBkv3B/vL/MU+mS/cH+8v8AMU+gAooooAKKKKACiiigAooooARlV1KsoZT1BGQarwafZ2vmm2tYYDL/AKwxIELfXH1NWaKBWRlyaQ0Wipp2m3stn5f3Jv8AWMOc4+brTdLg1a0t7tb68jv5gcxMsQiz8vQ449K1qYn35f8Ae/oKVhcivdGbc6yNL0iG91W3eFmIWVIQZfLJz1I7cdas6dqllq9t9psLhJ4s7Sy54PoQeQeRVyq09hbT2c9q0QWKcESCP5C2RgnI70aitJPcs0VlahY6j9it4tHvktWgAGJo/MEigYAJ6j69aVLzULHRDc6nbCe6Q/NFYKW3DdgFQeenNFw5rPVGpRUTXMEc0cMk0aTSAlI2YBmx1wO/WoGuJLyC6jtGaGeNjGHljON3qPUUzSKuWZZBDC8rBiqKWIUZPHoKpXX26+tIH0+dbUSDc7SxZdQR2B7/AFpdN037AsjSXM1zPKQZJJG6keg6AVfoLuov3df67FOHT1+wC0vJGvBnLNMAdxznpVyiighyb3CmTf6iT/dP8qfTJv8AUSf7p/lQIfRRRQAUUUUAFFFFAGfNYTjUBeWtz5ZbassbjKsB/I1Zuby3tDGLiVY/MOFLdCanpksMc8ZjljV0PVWGRU8tr2L5r25hwIYAggg9CKWoI7dLS0MNpGqhQdiknGevX61BZXs88jQXNnJBKoyT1Rvof6Uc1rJhy3u1si9RUUtzBB/rp44/99wKLm4S1t2mkDFVxnaMnk46U7olRbHD/Xv/ALq/zNPqlY3ovZZWWCeJVCgeam3d16Uyc6s1yy26WqQgjDyFixH0FLmVrorkd7PQ0KKQsoYKWAJ6DPWlqiAooooAKKKKACiiigAooooAZN/qJP8AdP8AKn0yb/USf7p/lT6ACiiigBkP+oj/AN0fyooh/wBRH/uj+VFAD6KKKACiiigAooooAq6hp8OpWpt53uUQkHNtcyQPx/tRsrfhmsTwJCtv4aeBC5SPUtQRTJIzsQLyYcsxJY+5JJ71t6hHfyWpXTbm2t7jIxJc27TJjv8AKrof1rE8CCZfDTrcSJJONS1ASPGhRWb7ZNkhSSQM9snHqaAOlooooAYn35f97+gp9MT78v8Avf0FPoAKKKKACiiigAooooAKKKKACiiigBkv3B/vL/MU+mS/cH+8v8xT6ACiiigAooooAKKKKACiiigAooooAKYn35f97+gp9MT78v8Avf0FAD6KKbJIkUbSSOqIoyzMcACgB1QPdRpeR2p3+ZIpdcKcYHXnp3qnqUeo3higsZkgt5BmW4By4Hoo9/WtGNPLiRCzPtAG5up9zQXypK7MG58LQ6rcSTazKbo8rEifIsa54xjnP41ofY7q0s7K206ZAkLqJGucuzRjqAf73vWhRRYifvu7MXU/E1no98IL+G6ihKgi68otFk9sjvWyrB0V1OVYZB9qGVXUqwBUjBBHBqvNYxT31tds0oktwwQK5CncMHI6GkT7yZZorDfUdbtNY8m40tbiwllCxXFq+WjB/vqf1I4FbImiaZoRKhlUBmQMNwB6EincFJMfTJv9RJ/un+VPpk3+ok/3T/KgofRRRQAUUUUAFFFFABRRRQAUUUUAVZNMsprhp5baOSVsZZxnOPrVqiikklsNyb3Ywf69/wDdX+Zp9MH+vf8A3V/mafTEVL/T4r9F3Fo5YzmOVDhkNShxbW0f2mdSwAUyNhdzVNUVxbw3ULQzxh426g1Nuq3LUrpRlsS0VUt4U02xKyTu8UeW3SHJVfT8KsRSxzxLJE4dGGQynINNPuJq22w+iiimSFFFFABRRRQAyb/USf7p/lT6ZN/qJP8AdP8AKn0AFFFFADIf9RH/ALo/lRRD/qI/90fyooAfRRRQAUUUUAYc8V+mtWkaavcsJZHleDy4hGsK9vubupQfe7k9qZZT39rrMcOo3U0gu/N8hA0ZjG05H3Y1YHb0+Zu+ecVtC3iW6e5C/vnRULZP3QSQPzY1WttIsrSZJoYmDorKm6RnCAnJCgkhc4HT0oAj1PXLTSZI0uYdQcuMg2unT3IH1MSMB9DWL4B1KC80K68qO6Xbqd+x860li+9dzMMb1GeDyB0OQcEEV1lc94M/5AVx/wBhXUf/AEtmoA3vNX0f/vg/4Ueavo//AHwf8KfRQBCkihpOH5b+4fQU/wA1fR/++D/hQn35f97+gp9ADPNX0f8A74P+FHmr6P8A98H/AAp9FADPNX0f/vg/4Ueavo//AHwf8KfRQAzzV9H/AO+D/hR5q+j/APfB/wAKfRQAzzV9H/74P+FHmr6P/wB8H/Cn0UAM81fR/wDvg/4Ueavo/wD3wf8ACn0UAQySKVHD/eX+A+op/mr6P/3wf8KJfuD/AHl/mKV3WKNpHYKigliewFADGnjRC7llVRkkqQAKFnjdA67mVhkEIcEflWfeWa67FbMt2f7PYb3jQY830BPYe1XTasLiB45mjhiUr5KgbW9PyoLcYpb6kvmr6P8A98H/AAo81fR/++D/AIVnw61A2otYXEcttPuIjEo4lHqp6Vp0ClCUdxnmr6P/AN8H/CjzV9H/AO+D/hT6KCRnmr6P/wB8H/CjzV9H/wC+D/hUdzdw2nleaWHmyCNcKT8x+nSqVzpl1e6gHnvWSzjKskEPyliP7x+tBcY3+J2RaW/ha8e1Al81UDnMbYwePSo4tZ06abyY7uNpc7dgPzZ+lXqrf2fZ+es/2SDzVORIIxuB+tALk6k3mr6P/wB8H/CmJIoaTh+W/uH0FIlpCl5JdqhE0ihWbJ5A6cVn2ulT2980q6pdvEHy0UpDBuPXt1/SgFGL6l+4u1t7eSbyppNik7EjJJ+lUrGW7vYJzqdskcUvCW+wsVX/AGj0NXobVIbieZXkLTEFgzkgYGOB2qegOZJWX3kavGiBVRlVRgARkAD8qXzV9H/74P8AhT6KCBnmr6P/AN8H/CjzV9H/AO+D/hT6KAGeavo//fB/wo81fR/++D/hT6KAGeavo/8A3wf8KgENslzLcxwhLiVQryiI7mA6Z45xVqigLGBpa69Z3v2e/uIb6x2krceUySg9gVAwfrWjDqdpf29wbaRpBE7wudjDDDqORV6qeqWf23TLi3E0tuXX/WQttYEc8H8KWxCi4rQs+avo/wD3wf8ACjzV9H/74P8AhWVp/wDaOk6fdPrF7HdxQAtHNHERIUAydwHU/StS3njubeKeIkxyoHUkEEgjI4PIpjjK4vmr6P8A98H/AAo81fR/++D/AIU+igoZ5q+j/wDfB/wo81fR/wDvg/4U+igBnmr6P/3wf8KPNX0f/vg/4U+igBnmr6P/AN8H/CjzV9H/AO+D/hT6KAGeavo//fB/wo81fR/++D/hT6KAIRIvnMcP90fwH3p/mr6P/wB8H/Cgf69/91f5mn0AM81fR/8Avg/4Ueavo/8A3wf8KfRQBGZEIIKuQf8AYP8AhVW2trXTzNJF5kcb/MykHYuOpAxxV6gjIwaTS3GpNKxDHdRTRrJGxdGGQyqSD+lP81fR/wDvg/4VWsrBbBphFI3ku25Yj0Q98VcByMjpQr21HJJP3dhnmr6P/wB8H/CjzV9H/wC+D/hT6KZIzzV9H/74P+FHmr6P/wB8H/Cn0UAQyyKYXGH+6f4DT/NX0f8A74P+FE3+ok/3T/Kn0AM81fR/++D/AIUeavo//fB/wp9FADIf9RH/ALo/lRRD/qI/90fyooAfRRRQAUUUUAFFFFAFXUNNsNWtTa6lZW15bkhjFcxLIhI6HDAisTwJBDa+Gnt7eJIYItS1BI441Cqii8mAAA4AA7Vt6hHfyWpXTbm2t7jIxJc27TJjv8quh/WsTwIJl8NOtxIkk41LUBI8aFFZvtk2SFJJAz2ycepoA6WiiigBiffl/wB7+gp9MT78v+9/QU+gAooooAKKKKACiioLy9t7C3M91KI4gQNxBPJ+lA0m3ZE9FVrS/tL6NpLW4jlVfvFT0+tWFYMAVIIPQigGmnZi0UVBeXkFhavcXMgSNByT39h70Ak27IfNwg/3l/mKz9Nub++uZbiWH7PZY2xRSL+8Y5+8fT6VLj7Z9lvklnjj2j9ywwGyR94eoq/QVdRTVtfyEACqFUAADAA7UtFFBA0orMpZQSpypI6H2qsUmtVu5w8tyW+dIeBtwPuj61booGnYz7DWbS/ilZS0UkIzNFKu1o/qKbdPd6hZQvpVzFHHNy0zKSQvqo9frWgEUMWCjcwwTjk0oAUAAAAcACgvmineK/Uhs7Y2lpHAZpJig5klOWP1NT0UUEN3d2FFFFAgpiffl/3v6Cn0xPvy/wC9/QUAPooooAKKKKACiiigAooooAKKKKACmTf6iT/dP8qfTJv9RJ/un+VAD6y9Z0iTVEie31C4srmAlopIjxk/3l6MK1KKBSipKzM1LubTrKyTUmM9zLIsLSW8J27jnBI7D3rSorDvNH1BdYGpaZqTRGRlFxbT5eJ1HGQP4Tj06+1Il3itNTcoqsl/bSahLYI5NxEiyOu08A9OenarNMpNPYKKKKBhRRRQAUUUUAMH+vf/AHV/mafTB/r3/wB1f5mn0AFFFFABRRRQA2SNZY2jcZVgQR6g1U020nso3gklEkKt+5J+8F9DV2mTR+bC8Ydk3KRuU4I9xSa1uUpO3L0H0VS037YsDRXgBeNtqyA/6wdjV2hO6uKSs7BRRVa8v7awQNcyhA33R1J+gobS1YJNuyJpv9RJ/un+VPqulwt1YGZFdVZTgOuD+VWKadwaadmFFFFAhkP+oj/3R/KiiH/UR/7o/lRQA+iiigAooooAKKKKAKuoXU1namaDT7m/cEDybZow59/3jqv61ieBJGm8NPK8LwO+pagzRSFSyE3k3ynaSMjpwSPQmulrnvBn/ICuP+wrqP8A6WzUAdDRRRQAxPvy/wC9/QU+qrXtrBNKk1zDG+4Ha8gB6D1qdpY1ZFaRAX+4Cw+b6etA7MfRUEt7aQOUluoY3H8LyAGpGljVkVpEBf7gLD5vp60BZj6RjtUtgnAzgDJrMn1O6bURZ2Vi8hRh500nyIo68HucVdS1jS8kugX8yRQhyxxge3Sgpw5VeRT07ULzULhpPsRgsdvyPKcO59dvYVctbOG0tvIiBMeScOxbqcnrU9FASlfZWREttAiOiQxqsn3wqgbvriq82l28tglkpkhhTG3yXKkY96u0UCU5LVMo2mnvZW0sSXtzKz52PcNvKHHH4UrabHcR2pvsXM1udwcjALY67elXaKB+0le/UZL9wf7y/wAxT6ZL9wf7y/zFPoICiiigAooooAKKKKACiiigAooooAKYn35f97+gp9MT78v+9/QUAPooooAKKKKACiiigAooooAKKKKACmTf6iT/AHT/ACp9Mm/1En+6f5UAPooooAKKKKAGum9GUMVLDG5eo+lY2j2ms6dcSW17ex3unqmYZ5OJgc/dbseO9bdFBLjdpkFneW2oWqXNpMk0L52uhyDg4NT1Q1DTFvbD7LDcz2QDble0YIwP5dPWorCy1HT9PuI31E6hccmBrhAgXjgMV5Iz3pCvJOzRqUVl3mo3mnaXb3E2nzXdwdomisxu2nGSQD1APH40+x1q1vtOlvis1rDESJPtSeWUwATnPbmi4+dXsaNFV5L6zhgjnluoI4pACjvIArZGRgnrxSpe2slu1wlzC0C53SLICo+p6Ux3RIP9e/8Aur/M0+qst7a27ebPcwxRuq7XeQKG69CetPS9tZLdrhLmFoFzukWQFR9T0oC6J6KgmvbW3iSWe5hijf7rvIFDfQnrQl7ayW7XCXMLQLndIsgKj6npQF0T0VBNe2tvEks9zDFG/wB13kChvoT1oS9tZLdrhLmFoFzukWQFR9T0oC6J6KgmvbW3iSWe5hijf7rvIFDfQnrQl7ayW7XCXMLQLndIsgKj6npQF0PuFla3kWBwkpU7GIyAag065mubcm4geGZDscEcEjuPUVJNe2tvEks9zDFG/wB13kChvoT1oS9tZLdrhLmFoFzukWQFR9T0pW1uVzq3KVks7xrzzp79vLViUijUKMdsnvV5kRmVmVSV6EjpUU17a28SSz3MMUb/AHXeQKG+hPWhL21kt2uEuYWgXO6RZAVH1PSkkkEql2STf6iT/dP8qfVa6u7aK23yXESLIMRlnADkjjHrVmqFcKKKKAGQ/wCoj/3R/KiiH/UR/wC6P5UUAPooooAKKKKAM069YC8W1JufMaXyQ32SXyy+cY37dvY9+1S2+q2V1cm3hmLSfPjKMA204baxGGweDgnFJJbyz6xDK64t7aMtGcj5pWyucdtq5Hvv9qx9L0m9gm0mCaEpHpvnZmLKRNuyq4AOeQcnIGCO9AG5qGm2GrWptdSsra8tyQxiuYlkQkdDhgRWJ4EghtfDT29vEkMEWpagkccahVRReTAAAcAAdq09T0y7v5I2ttc1DTgowUtUgYP7nzYnP5EVxvh3Wbfwpp95aa1ea80v9p3ODJpErp+8uX2FXig2sZN6nqfmfAxwoAPRKK5v/hMNM/5569/4Ibz/AOM0f8Jhpn/PPXv/AAQ3n/xmgDVl0qwu7iWW4s4ZZMgbnQE9BVp7aF3idokLRcxkj7vbiuVs/HemXF1qEXka4v2a4EWRo10xbMSPkgQ5U/PjBwcAHoQTb/4TDTP+eevf+CG8/wDjNBXNLubFxpWn3cxluLOGWQ8FnQE1O9tC7xO0SFouYyR93txXOTeN9Gt0DznW4kLqgZ9Du1BZmCqOYepYgAdyQKk/4TDTP+eevf8AghvP/jNAc0u50lFc3/wmGmf889e/8EN5/wDGajj8b6NM8qRHW3eF9kqrod2SjbQ2G/c8HaynB7EHvQSdRRXN/wDCYaZ/zz17/wAEN5/8ZqObxvo1ugec63EhdUDPod2oLMwVRzD1LEADuSBQB1FFc3/wmGmf889e/wDBDef/ABmj/hMNM/5569/4Ibz/AOM0AdJRXLx+N9GmeVIjrbvC+yVV0O7JRtobDfueDtZTg9iD3qT/AITDTP8Annr3/ghvP/jNAHQy/cH+8v8AMU+uQ1Lx3plnapL5GuPuuIYsNo10g+eVUzloQMjdkDqSMDJIFW/+Ew0z/nnr3/ghvP8A4zQB0lFc3/wmGmf889e/8EN5/wDGajj8b6NM8qRHW3eF9kqrod2SjbQ2G/c8HaynB7EHvQB1FFc3/wAJhpn/ADz17/wQ3n/xmo5vG+jW6B5zrcSF1QM+h3agszBVHMPUsQAO5IFAHUUVzf8AwmGmf889e/8ABDef/GaP+Ew0z/nnr3/ghvP/AIzQB0lFcvH430aZ5UiOtu8L7JVXQ7slG2hsN+54O1lOD2IPepP+Ew0z/nnr3/ghvP8A4zQB0lFcvN430a3QPOdbiQuqBn0O7UFmYKo5h6liAB3JAqT/AITDTP8Annr3/ghvP/jNAHSUxPvy/wC9/QVz3/CYaZ/zz17/AMEN5/8AGaqWfjvTLi61CLyNcX7NcCLI0a6YtmJHyQIcqfnxg4OAD0IJAOvorm/+Ew0z/nnr3/ghvP8A4zUc3jfRrdA851uJC6oGfQ7tQWZgqjmHqWIAHckCgDqKK5v/AITDTP8Annr3/ghvP/jNH/CYaZ/zz17/AMEN5/8AGaAOkorl4/G+jTPKkR1t3hfZKq6Hdko20Nhv3PB2spwexB71J/wmGmf889e/8EN5/wDGaAOkorl5vG+jW6B5zrcSF1QM+h3agszBVHMPUsQAO5IFSf8ACYaZ/wA89e/8EN5/8ZoA6Siub/4TDTP+eevf+CG8/wDjNRx+N9GmeVIjrbvC+yVV0O7JRtobDfueDtZTg9iD3oA6imTf6iT/AHT/ACrnv+Ew0z/nnr3/AIIbz/4zVTVfHemWGj3t55GuP5FvJLsfRrqMNtUnBZoQFHHUkAd6AOvorm/+Ew0z/nnr3/ghvP8A4zR/wmGmf889e/8ABDef/GaAOkorlx430Zrh7dTrZnRFd4xod3uVWJCkjycgEq2D32n0qT/hMNM/5569/wCCG8/+M0AdJRXLz+N9GtbeW4uDrcMESF5JJNDu1VFAySSYcAAd6k/4TDTP+eevf+CG8/8AjNAHSUVzf/CYaZ/zz17/AMEN5/8AGajHjfRmuHt1OtmdEV3jGh3e5VYkKSPJyASrYPfafSgDqKZJFHNE0cqLJGwwysMgj3Fc9/wmGmf889e/8EN5/wDGajn8b6Na28txcHW4YIkLySSaHdqqKBkkkw4AA70Abt3pdhfwRwXVnDNFH9xHQELxjgduKSLSrCCxeyis4UtZM74VQBWz1yKx/wDhMNM/5569/wCCG8/+M0f8Jhpn/PPXv/BDef8AxmgXKr3satzpVhehbe6s4ZoYlXYjoCFxkcD6U+LSrCCxeyis4UtZM74VQBWz1yK5yPx3pj6xc2fka4PKt4pd40a6JO9pBgr5OQBs6kYOTjO04t/8Jhpn/PPXv/BDef8AxmgOVXvY2LrSrC9t4re6s4ZoYsbEdAQuBjgfSiLSrCCxeyis4UtZM74VQBWz1yKw5/G+jWtvLcXB1uGCJC8kkmh3aqigZJJMOAAO9Sf8Jhpn/PPXv/BDef8AxmgOVXvY2LrSrC9t4re6s4ZoYsbEdAQuBjgfSiLSrCCxeyis4UtZM74VQBWz1yKx/wDhMNM/5569/wCCG8/+M1GPG+jNcPbqdbM6IrvGNDu9yqxIUkeTkAlWwe+0+lAcqvexuXWlWF7bxW91ZwzQxY2I6AhcDHA+lEWlWEFi9lFZwpayZ3wqgCtnrkVj/wDCYaZ/zz17/wAEN5/8ZqOfxvo1rby3FwdbhgiQvJJJod2qooGSSTDgADvQHKr3sbl1pVhe28VvdWcM0MWNiOgIXAxwPpRFpVhBYvZRWcKWsmd8KoArZ65FY/8AwmGmf889e/8ABDef/GaP+Ew0z/nnr3/ghvP/AIzQHKr3sbF1pVhe28VvdWcM0MWNiOgIXAxwPpRFpVhBYvZRWcKWsmd8KoArZ65FYY8b6M1w9up1szoiu8Y0O73KrEhSR5OQCVbB77T6VJ/wmGmf889e/wDBDef/ABmgOVXvY17zTbK5tEjmtYpEgG6JWUEIQOCPSrtchqvjvTLDR7288jXH8i3kl2Po11GG2qTgs0ICjjqSAO9W/wDhMNM/5569/wCCG8/+M0BZHSUVzf8AwmGmf889e/8ABDef/GajHjfRmuHt1OtmdEV3jGh3e5VYkKSP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| ['yes', 'no'] | no | multi_choice | text | 571 | general-vqa | line plot | ['statistical reasoning'] | FigureQA | figure question answering | B | The graph displays trends of three different categories—Seafoam, Dark Salmon, and Bubblegum—over a range on the x-axis.
- **Dark Salmon** starts high and shows a general downward trend.
- **Seafoam** begins lower, gradually increases, and then slightly decreases.
- **Bubblegum** shows variability but generally trends upwards.
The main message is a comparative analysis of how these three variables change over the given range, with each exhibiting distinct patterns. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: When does the function start decreasing? | 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 | null | 5 | free_form | integer | 572 | math-targeted-vqa | function plot | ['algebraic reasoning'] | FunctionQA | textbook question answering | null | The graph displays a significant decrease in the y-values over a range of x-values. Initially, there is a plateau from x = 0 to about x = 4, where the values remain constant at approximately 0.25. Afterward, there is a sharp decline between x = 4 and x = 6, followed by a gradual decrease, eventually leveling off near zero from around x = 12 onward. The main message is the dramatic drop in the values after a certain point, stabilizing at a lower level. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: A race car driver kept track of how many laps he drove in the past 5 days. What is the mode of the numbers?' | 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 | null | 53 | free_form | integer | 573 | math-targeted-vqa | table | ['arithmetic reasoning', 'statistical reasoning'] | TabMWP | math word problem | null | The table displays the number of laps driven over several days. For Thursday, Friday, and Saturday, 53 laps were driven each day. On Sunday and Monday, the number increased to 55 laps each day. The main message is that there was a consistent pattern of laps driven, with a slight increase starting on Sunday. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Do you see the figures inside these boxes? They form a pattern. Choose the figure in the answer row below that continues the pattern.
Choices:
(A) 1
(B) 2
(C) 3
(D) 4
(E) 5 | 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K4qbx94x19saFoyWVu3Se6OT9f8AIrOdaEd2aQpSlsj1vCjt+lJhM9BXjjaN441Ab73xZJAT/DApX+WKQ+Dtc6/8Jhqm/wBfNb/GsHjYI3WEmz2Xavp+lAQf3a8bXQvGtj81l4uml/2ZwW/mTViLxt440Aj+2NKi1C2X70tv97H+faqji6ciJYacT13Yv92k2L/d/SuS8O/EXQfETCGO4Nrdd4Lj5Wz7V1wIPQ10qSlsYuLW6E2L/dpdi/3acBS4pkkexf7tDKuw8Cn01/umgUtjxfwsMrqv/Xx/jXofhtV3E4Fee+Fvu6r/ANfH+Neh+Gvvt9Kue5z4P+EdJsX+7SbF/uipMUhFQdIzYv8Ad/SjYv8AdH5U4kiqt3e29hA091PHDCvJd2wBRew7FjYv92gov90V5tqnxbtmna18O6fPqk/QOoxGD/X9Kx3vfiRrXzSXltpcLfwRplh9f/11hPEU47msKE5dD2AhR1AoATHQGvHP+ET8SSndc+Mr8se0bMo/9Co/4RHxHEc23jLUVI6B5GI/9CrL67A1+qTPZNqn+GjYv92vHkl+I+j/AD2+qW2pxr/BOmCf6/rWnp/xaNrKtr4m0mewm6GZFJj/AM/jWkMTTl1M54eceh6fsX0/Sjav92qen6rZarbLcWNzHcRN3Rs1cBya3TT2MWrbhsX+7SbF/uj8qfRimIZtX+6K4j4pgDwkOP8Al4T+td1iuG+Kn/IpD/r4T+tVD4kYYpfumZulqPLtuP8Almv8q9DtkX7PH8o6V57pf3LX/rmv8q9EtR/o6fQUma0/gQ/Yvp+lLsX+7T8UlIobsX+7RsX+7SE4rmvEXjvQ/DS4vLsST9oIfmf8qTko7lKLex0uxf7opNq+g/KvG734qeIdV1CGx0fT4bD7RnyZLwHc2P8APpUraN41v8Ne+LZYifvJbrtx+IxXPPFQibRw05Hr+Ez2+lGF9B+VeQjwhqZ5bxbrBf1FwaRdA8X2bb7LxhcMB0W4Uv8AzNQsbAv6pM9h2L6Ck2L/AHa8Yi+JHizQNU/s7VrS21J1UO4tsiTb6+n6V3Ph34i6F4iIhjnNreD71vcfK2fb1reFaEjGdKUd0dfsX+7SbF/u0gJNSVqZjNi/3f0pdi/3RTqKBDCq46CvHLP/AJHPxB/11b/0KvZSOK8btP8Akc/EH/XRv/QquOzOWv8AxIep6B4bVfm+UV0Xlr6Cue8Nc5+ldJioOsZsX+6Pypdi/wB2nYpDwKBCbF/u0bF/uj8qgu721sbdp7q4SGJRku7YFeear8W7YzNZ+HtPn1S5zgOoxHUSnGO5cYOWyPSSqjsKTCjsK8ge++JGtHc93a6VC38CLk4/n+tRf8Ip4lnO658ZX5J6iN2Uf+hVzyxlNG8cLNnsmExwBS7R6CvGv+ER8RRc23jLUVI/vuxH/oVSK/xG0c7rfVbfUY1/gnTBP9f1oWMpsHhZo9hCKf4aXYv92vL7D4tPZzLa+KNJn09+hnQZT8v/AK9ehadq1jq1qLmxuY54W6MjZrojUjLZmEqco7ou7F/u/pS7F/u0LyvNOxVkDNi/3aXYo/hFPxSEUDPP/iwMeGrfAH/H0v8A6C1V9NUFoOP4V/lVn4s/8i1b/wDX0v8A6C1V9N+9B/ur/Krfwo5Kf8eR6BAi+QnA6elSbF/u0lv/AKhPpUlQdQ3Yv92k2L/dH5U/FFADdi/3aNi/3adRQA3Yv92jYv8Adp1FADNi/wB2l2L/AHadRQAzYv8Adpdi/wB2nUUAM2L/AHaXYv8Adp1FADdi/wB2kKLjoKfjikPSgHseR2AH/CV+IOOlwf8A0I13/h7o1cBY/wDI1+If+vg/+hGu/wDD3RvpVz3OfC/B82b9FFFQdIx/u15BoH/IS1n/AK+j/M17A/T8K8f0D/kJaz/19H+Zq4fCzmq/xYHo2gf6k1uVh6B/qWraJwKg6RSeOK5Txh43sfClkpmUzXkvENqnLsff296m8ZeK7bwnoz3UuHuJPkt4e8j/AOFefeGfD1zd3h8ReIMzalMdyI/PlL2rmr11TRvQo871K0Wh614zuE1HxRdPHbHmKwjONq9s12Vjp1npsAhs7dIYwMYUf1qzjpTq8epVlN3Z6sKagrITFLRRWJYmKMUtFMCC6srW+haG7gjmRhgh1zXGXHhjVPC90dU8KXTJtO6Sydsq49BXc0YrSFWUHdESpqSsxfBnjy08UQm3lX7JqkXEtrIcH6r7V2CkntivIfFPhmWeZNZ0d/s+rWx3qycGTHY+9dh4D8Yp4p0o+cvlajb4S5hPBDeuPSvXw+IVRHl1qHI9DsaDTQT7Uua6znPOPiv/AMe+k/8AXwf5CrGnf8fafWq/xX/499J/6+D/ACFWNO/4+0+tW/hRyUv40zvYv9Wv0p9Mi/1a/SkMgCk9hUHWMnnS3ieWZ1SNBksx4AryfXvHWq+KL+XR/CQ8u2X5Z9RboB/s1F4r1678b6+/hvRpjHpluf8ATLlP4j3X6V0el6VaaPYx2lnGI40HUDkn1NedicVy6RO2hhubVmLongjTdKb7RcA3t633p5/m59q6YDAwOg6AUoqOeVIIHmk+5GpZvoK81ycnqegoqK0IL/UrLS4DPe3McMQ7setcw3xN8OLN5fnSkZ/1mzivKPFHiC58Q6vLPLITErFYk7BaxK6I4eNtTGVV30PpbTNX0/WIfOsLlJk74PI+o7VdxnjtXzfoWtXWhalHd20jLg/OvZl719EWN4l/YwXURykqBx+IrKrT5NUaU58xj674N0rWx5jxeRdDlLiL5WBrP0nxdrfga9j03xKWvNKYhIr9Rkp/vV2OKrXtjb6haPa3UayQuNrKaqliJQZFWgpo7K1vIb22juLWVJoZBuV1PBFWs14pomqXfw48QLp15LJL4fu3xFI3PksTXs8cgkRXQhlYZBHcV7NKoqiueXUpuDsSU1/umnZprn5TWq3MpbHjHhb7uqf9fH+NeieGvvmvO/C33dU/6+P8a9E8Nfeb6Vc9znwv8M6WmscCnE4rmvGXiu28J6G95MN8zfJBEOrN2/CspNRV2dSV3Yi8X+NdP8KWW6Y+deScQ2yfeY+v0rzpNF1vxtOupeKLh4bT/llYRnAA9/8AP5VZ8NeH7q+vT4j8QnztQn+aONukS9uPpXZY4rysRim3yo9KhhktWVrHTLLTYRFZ20cKAY+Ufzq1j60Ypa4W2zsSSEx9aMUtFSGomMVBdWVrfQmG6gjmibqrjNWKTFNNoGkzhrnwxqnhq6bVPCV20WPmeyc5R/YV3Hgvx7aeJ42tp0+yarF/rrZ+D9R7UFc9yK5PxV4YkuZF1jR2Nvq1t86Mhxvx2ruw+KcXZnJXw6lqj15WyKdXH+A/GUfinSmEy+VqNsdlzEeob+99DXXg5r1otSV0eZJNOzFrh/ir/wAij/28J/Wu4rh/ir/yKP8A28J/WtIfEjnxP8Jmbpf3LX/rmv8AKvRbX/j2T6V51pf3LX/rmv8AKvRLb/j2j+lJ7mlP4UT1BLOkMbSSMqIoyzE4FPL4ryDxdr15411xvDWjSmPTYW/065Xo3+zmsqlRQV2bU4ObsiXXvHeqeJtRk0bwiNlupKzaiw499tP0TwRp2lt9puh9tv25a4m559q2dK0q10exjtLOMJGg6jqx9TV0LxXjVcRKbPVo0IwRxPxFtGgsbHWoB+90+dTx/dPX+Q/OuvsblL2xguYyCsqBwR71Dq9gup6Pd2TAHzY2UZ9e361znw5v3m0GSwlJ86ykMZz1x2rNu8DTaR2OMU12SONncgIo3En0FOzXN+O9U/svwtdMhxLMPJT6nr+maiCuym7IxvAyNquuaxr0oO2SQxRZ9K3Nc8HaVrab3j+z3I5WeL5WBqbwlpn9k+GbO2K4crvf/ePJrbA4q5VLS0JUU46nG6V4v1vwLeRad4j3XulM2yK+UZZB7161aX0F/bR3NrKksMgyjqeCK4+9soNQtHtbqNZIXGGVq4/RdTu/hv4gjsLqRpfD14+I5G58ljXoYbFc3uyOGvh7e8j2vtS1FHKssayIQUYZBHepM5r0DhEboa8btP8Akc/EH/XRv/Qq9kPSvG7T/kcvEH/XVv8A0KtIbM5K/wDEh6noPhrv9K6XtXNeGv4vpXRk8VB1iOxUcDPtXM+L/Gmn+E7HfOfOu5OIbZPvual8YeKbbwpoj3s4Dyn5YYs8u/pXnfhvQLrUb4+JPEOZdQmO6ONukS9vxrmr11TRvRoubIE0bW/G1wupeJ7l4LPO6KwjJHHbNdhYaZZaZAILO2jhQdkGP1q1ilrx51ZT1Z6kKairIMUYpaKyNBMUuKKKBkFzZ217CYbqCOaM9Vdc1xlz4W1Lw3dHVfCV28TLy9m5yknsK7mjHvWkKsoaoznTUlZjPBfj618TRm0uE+x6pD8sts/fHUrXaqSeteQ+KfDD3ci6vpL/AGfVrf5kdOPMx2Ndb4B8ZR+JtMaK4Ai1O1+S5hPHI/iHtXr4fEKa13PMr0OR6HZ0UwMDn2p1dZzHA/Fj/kWrf/r6X/0Fqr6b96D/AHV/lVj4sf8AItW//X0v/oLVX0370H+6v8qt/Cjkh/Hl8j0K3/1CfSpait/9Qn0qWoOsKKKKACiiigAooooAKKKKACiiigAooooAKRqWkagT2PI7H/kbPEP/AF8H/wBCNd94e6H6VwNj/wAjZ4h/6+D/AOhGu+8PdD9Kue5z4X4PmzfoooqDpGN92vINA/5CWs/9fR/ma9gbpXj+gf8AIS1r/r6P8zVw+FnNV/iwPR9A/wBS1as0ixRNI5AVQWJPasnQP9S1YHxU11tG8FzrC+24uz5Cc889T+VZSdlc6kruxxkErePfHFzq8+TpWnN5dqh6Mw7/ANfyrusY6dK4fwV4g8O2mi22nw3qRzKP3glG0lu/PSu3V1dA6sGU9COQa8OvKUpNs9ijGMY2Q6ikzRmuc3FooooAKKKKACikz+dGaAEPFcLrol8G+K7bxRZAi2mcR3ka9CD3ru6oazp0Wq6Rc2Uo+SVCPx7VpSqOEkzKpFTid3a3Ed3bRXELBopUDoR3BqevOvhFq8t14cl0q5bNxpkrQHPXbnj+v5V6LXvwlzJM8WUbOx5x8V/+PfSP+vg/0qxp3/H2n1qv8V/+PfSP+vg/0qxp3/H2n1rd/Cjjp/x5HeR/6tfpXCfE/wASy6NoiWFif+JhqDeVEB1UHqa7tDiNfpXjfnHxT8VL6+f5rTSh5MIPTd0z+fNcmInyQbPQoQ5pWNrwxoEfh/R47UDMx+aWTuWPWtoUDil/GvBk3J3Z7MVZCVR1qN5tFvY4/vtCwH5VfppGeO1CdtRtXPl1gVcq33gcEUlekeNfh/dpeyahpEJmhk+eSFfvKe+B6VwLaZfCTyzZz+ZnAXyzmvQjNSRxSg0ypX0T4OgktvCenRS/fEQz+OTXmnhD4eX19exXeqQNb2iHcUfhn9sen1r2VEVFVUGFUYAHYVz4iaeiNqMHuPpDRS1zM6DL13RoNc0maynUHcp2N3Vuxpnwt1+eW2ufDupOft+mnau7q0fY1r1w2vSHwz470jxDGdkE7iC69CD/APWrswlVxlZnLiafNG57UOlI/wB0/SlBzSP9017SPIlszxjwt93VP+vj/GvRPDX3m+led+Fvu6p/18f416H4bOGY1c9znwn8M6KV1jQu52ooJJPQV4tFIfHnjmfVJhnStNby7ZD0Zv739fwruPijrb6P4KufIJ+0XZFvHj/a6/pn86yPC+kpovh60tVHz7Azn1Y8mvMxtXlVkethKd3dmyBgcdBwBS0maM+1eSz0haKTNLQMKKKKACiikz6CgBaTFGaCQOpxjrQr9BM4XX1l8IeJ7TxTYKVtpHEV7GvRge9eyWdzFe2sVzC26KVA6n2NeV+KvEHh8aTdWN5fRM0qFdkZ3HP4Vp/BrXf7R8MSadJIXmsZNqk/88z93+Rr1sFUlazPNxUFe6PSq4b4q/8AIo/9vCf1ruOtcR8Vf+RR/wC3hP616cPiR5eJ/hMzdL+5a/8AXNf5V6Jbf8e0f0rzvS/uWv8A1zX+Veh2xxbx/QVLNKfwo4r4m+JpNE0JbKzOdQ1BvJhA6qD1aszwtoEegaOkAGbiT55pO5Y9ax5ZD4o+K15cud9ppK+VED03Zwf1zXadDXjYys5S5Uexhado3YoooorhOsQ1wNr/AMSH4nzwfdt9Sj3L6bq741w3xHtnhtbDWoB+9sZ1JI/uk1rTfQiXc7nvXA+Kn/tvxppOhpkpCftEw/Hj+X6121veR3NhHeKcxvH5gPtjNcT4JR9W8Sax4gkGUd/Jgb2HX9MUQXLdsTd9DvgAoCjgAYAoFFLWTNEIe9Z2t6RBrekzWE44kXCv3U9iK0qDTi7aiauY3wt16cxXXhjUm/03TWKoSeXTt+VelCvFvELt4a8b6P4jh4jkfyLnHcH/AOtXs6OGRWByCMg17mFqc8Dx8RDkmOPSvG7P/kc/EH/XVv8A0KvZD0rxuz/5HPxB/wBdW/8AQq7I7M82v/Eh6noPhr+L6V0MjrGhZiAo5JNc94a/i+lZ3xQ15tC8FXTwsFuLn9xF/wAC6/8Ajuazk7K52JXdjh/Pfx947m1GXLaRpreXboejsO9dyBjp9K4fwRrvh600O3sIr+NLjG6QSfLlj156V3AdXUMhBB7g5zXg4iUpy1PYoqMYqw6ikzS1gbhRRRQAUUUUAFFGfekzQIDXC+Ikl8IeJbTxVp6/uXcRXkY6Mp7/AOfQV3faqWqWEeqaZc2UoBWaMrz2PY/nWlKbhJMzqQUonbWN1Df2UN1AwaKZA6kehqzXnHwg1WWbQbnR7knz9NmMYBP8PavR8178Jc0UzxpKzscD8WP+Rat/+vpf/QWqvpv3oP8AdX+VWPix/wAi1b/9fS/+gtVfTfvQf7q/yrZ/Cjip/wAeXyPQrf8A1CfSpait/wDUJ9KlqDrCiiigAopM0E4oAKKztV1vT9EtDdajdR28I/ic4z9PWuLm+NHhKOYxrdSOB/GIzimot7FKEnsei0Vzei+ONC15N1jexyeozyK6JXDLkHIpNNbiaa3H0UmaWgQUUUUAFI1LSNQJ7Hkdj/yNniH/AK+D/wChGu+8PdD9K4Gx/wCRs8Q/9fB/9CNd94e6H6Vc9znwvwfNm/RRRUHSMb7teQeH/wDkJ6z/ANfR/ma9fb7teQaB/wAhLWv+vo/zNXD4Wc1X+LA9G0DiI+9eUfHTUS+qabp2MpDE05Hux2/0r1fQP9Sa8N+M8pbxy46hbRVH5/8A165qz907qSvI81yQfp0rU0zxHq+ktmzvpYx/c3ZB/CsrmlriaT3OxNo9J0r4s3UWE1KzWZf78XDV22l+PNA1XCJeLDKf4JvlOfSvn+lz81ZSoxZaqtH1EjpIisjKyt0KnNPH0r5t07xFq2kuGsr6aMD+HdlfyPFdtpPxYvUKRajZpOD1eP5W/LpWMsO1sbRrJnreaM1U02/TU9NgvY0kjSRdwVxgio9buGtNCvrlM7o4GYfXBrBL3rGjehy2r+KNS1HV30bw1Eryx8TXLfdSoz4V8WlfObxRIJ+u3nb9KufDezjg8LJcjBuLl2eR+55rrgc46fhWspKOiRCTZw+meJ9T0jVo9I8TooaQ7YrtfusfrXdZz+Wa5b4g2EV34TuZWA823xLG2OVIPNanhq5e98N6fcykmR4FLE9zipmk1zDj2MrwY39k/FrV7FflgvIBMo/2ht/qWr1wGvHs+V8aNGK/8tLUhsf8Cr2AHJr2cK700eViVaoedfFf/j30n/r4P9Ksaf8A8fa/Wq/xX/499J/6+D/SrGn/APH2v1rsfwo86l/HkdhqN19h0W7uz/yxgeT8lzXlHw0tseH5r5zmS7uHdie/JFeh+NZDF4G1dhnmzkX81IrjvAyCPwdp4X+JNx/HmvLx0vdPYwcdbnQjpS0CivKPSCiiigBpGaaYoySTGmT14p54rJl8R2EXiGPRGdhdSLuHoPaqin0JdupqjrmnUgpakaCiiigYVy/xAtBdeEblgPmhxKD6YPP6V1FZHiZA/hnU0Pe3b+VXTdpIiavE6vwbfvqng/SbyQ5kktkLn328/rW433T9K4r4TSGT4daaSem9fyY12r/cP0r6Gn8KPCqKzZ4x4W+7qn/Xx/jXofhvlmrzzwt93VP+vj/GvQ/DfVq1nuc2E/hnFfE2Q3/jfw1pGcorNO6+uOn8q6fgDHpxXK+Jv3vxpsgf+Wdlkfmf8a6LUZza6Zc3K9Y4mf8AIZrwsW+apY97Cq1M5PXPFV9Pqp0Xw5CJrtf9bMeVjquPCvi6QebJ4okSf0Unbn0qx8NrRF0B9Rb5rm7mYyP3wCRXZ55rGTcNEjdK5wtl4m1jQNSj07xOitFMQsV2nQn3rvAQVyMYNc542sIdQ8K3vmgboUMqNnlWXnj+VWPCF3JfeFrCaU5k8sKT6kcZolZxuCdnY280E8VDc3C2trLcMGKxoWIUZJx2FeX6v8WLnc0Wn2Kw/wDTSbJYfhUQpuexTlY9VLKoyzAD1NYGqeNNB0ncJr6N3H8EXzn9K8S1PxRrOryE3d9KwP8AAh2r+Q4rILFjknkV0Rw/cwlW7Hp+q/FuRgU0yyC/9NJjn9K4rVPFmtavkXV9IUP/ACzU7V/KsWitlTiuhk5yYMSxySSfevU/gnfmDxdNabyRc2xJH+0Dn+Wa8rNd58JTs8f6SQfvecp/74NbU3aRnU1ifTQHeuJ+Kv8AyKP/AG8J/Wu3rh/ir/yKI/6+E/rXow+JHlYn+EzO0vhLX/rmv8q7i5ulstEmuW+7FEXP5Vw+l8Ja/wDXNf5V0PjNzH8PNYZTgiyk5/4DUz2ZtSV4xOC+G0LnQZr+Q7pby4eRz69v6V2lc14DQJ4M07HdSfzY10tfO1ZXkz3qatFBRRRWZYVQ1mwTU9IurNx/rYmUexxwfzq/SH09aadhM8t0/wARyWfw2vLeRiLy3ka0UZ556f4V2vg7Tf7K8MWUBGHZfMf6tzXBar4Xnf4jpaxLJ9hupVuHwPl9W/WvWVAC4AxjoK2qNW0M4b6jqKKKwNQooooA5fx/Zi78IXhx88P71T7rXeeDb/8AtPwhpd1nJa3VSfUqMH+Vcv4hQS+Hb9D0MLVe+Erl/hzpoP8AD5g/8favTwEuh52Mj1O37V43Z/8AI5+IP+urf+hV7J2/CvG7T/kcvEH/AF0b/wBCr1o7M8Wv/Eh6noPhvjd9K83+Ol8WutKsA5CqHmP+9jj+tekeG/4q8a+NrlvGoXP3LNCPxY1z13aJ30leR5iCQ2ehzmtbTPEur6QwNnfSxqP4N2V/Ksg9aWuFpPc7U2j0nSvizcxYTU7RJV/vxfKfyrttL8eaBquFS8WGU/wTfLz7V8/mgEj/AOsazdGLLVVrc+o1dJE3I6spGQQadXzdpviDVtJcNZ3s0e3+HduX8jxXa6V8Wb+MpHqFmlwO7x/Kx/Dp+VYSoNbG8aqZ65miqel6imq6bBeRI8ayrkK4wRRqtw1ro95Ov30iZh+VYpa2Zbehyus+KdQvNWbRPDkSyXKf624b7sdQjwp4udPNbxQ4m67BnaD6Vb+G9nHH4Z+28NcXUjPK/c4PT6da7DOT7elaSnyPlRKTepwuneJtW0TVI9L8TxgiU7YrpRwT713YORkfhXM+PrCO78JXcjqN8A82Nj1BFXvCt2974X0+eXl2iGSe+CR/SlNXXMC7GX4XkGkfGK/tF/1d/b78f7X3s/pXrw6145N+6+MmhSD70kTqfyI/rXsa16+Flemjy8SrTOB+LH/ItW//AF9L/wCgtUGm/eg/3V/lVj4sf8i1b/8AX0v/AKC1V9N+9B/ur/Ku1/CjzKf8eXyPQrf/AFCfSpait/8AUJ9KlqDrCiiigBO9Mc4B+lPpCM0Aj5W+JOs6p4i8Y3MUscy20Upit4yCBtB6/jVvQPhlcatBuZZFPrX0HqPhuz1CYSSouc56VynjPxnpvw904W1sizajKv7uL+6P7ze1bKbdlE6FUbsongV3Df8AgrxQ8KTMssLjkHqPevpPwJrzaxpqM5ySgNfM+b/xZrsl5cFpJ55Nztjj6V9IfDzRpNM01N4xhcU6vQK9tDue9LSd6WsDnCiiigApGpaRqBPY8jsf+Rs8Q/8AXwf/AEI133h7ofpXA2P/ACNniH/r4P8A6Ea77w90P0q57nPhfg+bN+iiioOkY3SvINA/5CWtf9fR/ma9fbpXkGgf8hLWv+vo/wAzVx+FnLV/iwPRtA/1LV4p8a4PJ8ZRykfLNZqQffcf8K9r0D/UtivOvjnpnmafpuqov+qkaKTPo33f61z1leJ3UnaR4QfWkrd0vwhrersptrGTYf8AlpINq/nXbaX8JMbX1S++scI/rXnucY7neqbZ5ZgntW7pfhDXNXI+zWEgQ9HkG0frXtul+EdE0gf6NYxl/wC/J8x/OtoAKNoXAHpWEsQuhoqPc8s0r4SE7ZNVvcescI/9m/8ArV22meDtC0nBt7GNpB/y0l+Zq38e1JisXVkzaNOKEA2qAMAD27VDeWy3llNbPwsqFD9CKnpazT1uVY898GauNBmm8M6swgmilJgduFYE5xmvQAQRuyPXisnXPDWm6/EFvIfnX7si8Mv41zX/AArdh+7Gv3wg/wCeft6Vs+WWrISaG+NdbXVinhrSWE91cOqzMhysag+v1rtNNsk07TbayQ/JDGqA/SqOheF9O8Px/wCiRZmb70r/ADMfxrYJUAk9AOamck/dQLuclZJ9u+NNns5+yWZZvzP/AMVXr4ryb4YRnVfGHiLXyDs3i3jb1xjP8hXrVe1hVamjysQ71Dzj4r/8e+kf9fB/pVjT/wDj7X61X+K//HvpH/Xwf6VY07/j7X611v4UebS/jyOh8WQG58GarEPvGykx9dhrg/h9P5/g2zP9zcn5EivUpIlntHiYZR0KkfUYrxzwAzafc6xoUx/eWdyxUf7Of8a8zHR9257GDlrY7miiivJPTCiiigBrkKpZiABzk14jeS3l1qdz4viJ8uC9VV/3e1eneN9T/szwteSBsSSJ5SfVuP8AGqGm+Gx/wrsaXIgE00BZsjkOea3p2irmU9dDq7WdLm1inQ5SRAw+hGf61NXI/DvUje+G1tpc+dZu0D568dP0wPwrrqymrOxpF3QUUUVIwrE8WzCDwnqbn/ngyj6kVt1xfxHuj/YsGmxczXs6xgD0zV01eaM6jtE7b4YW5tvh9pSsMb4/MH0Y5/rXXP8AcP0qlpFgmlaPZ2Ef3LaFYh/wEYq6/wBw19DBWSR4dR3uzxjwt93VP+vj/GvQ/Df3jXnnhb7uqf8AXx/jXofhv7zVrP4jmwn8M4bxhm1+MWkTcBZrXZn6bq6ieJZ4JIXHyupUj2IrD+L1q1rLofiBBxZXGyQj+63/AOo1uRSrPDHKh+V1DA/WvDxi5Z3PdwrvCx5/4S1IeFtRuvDmqsIVMpe2lf7rA9q9DBDDcDlT3BrL1rw/p2vwCK+h3FfuuvDL9DXMH4bMp2Ra9fLB/cznj86524z1bOjVbDvG+vpcW48P6Wyz3t2wR/L52LnnNdXo2nrpOj2tih/1MSofcgVS0Lwrpmgbntoy1y3WaQ7m9+a3KUpK3KgjHW7EIyMGsfU/CmiasD9qsIyx/jQbW/StqkxURbWxbimeY6r8JInLPpd4U9I5xu/8e/8ArVxep+Cde0okzWDyRj+OEbx9eK+gsUhAIwRW0a8luZSpLofLrIyMVYEEHoaSvo3UvDOj6sm27sImJ6MBtb864rVPhLBJufTLxo/SOUZH59a3jXizJ0WeTZr0L4QQvL4/sTtysMcsh9gVK1g6t4H13SWYyWTSxr/HF8y16D8DNLZ9T1HU3ztiiWBcj1OT/KumlaUtDCquWJ7kK4j4q/8AIo/9vCf1rt/euI+Kv/Io/wDbwn9a9KHxI8rE/wAJmbpf3LX/AK5r/Kuo8T2zXngjU7dBlpLR1A99tcvpf3LX/rmv8q9ASMS2XlkcMmOaieqaNaTtGJ5b8PZxL4LsgDzHuU/gxrqq4fwGTpd9rXh+Q/PZ3LMuf7vT+ldxXztWNps96k7xQUUUVmaBRn/9dFUNU1ew0i38+/uY4UHr1P0FNJvYTdi6VU8456ZxSjtXDN8U9BE20JcFAfv7f6V02ka9putxebYXKSY+8nRl+oq5Qkt0SpRZqUUUVmWFFFFAGN4qm+z+FtSk4+WBsVs/C62a2+HmlI3BKu35uxrjPiPdEaDDp0efOvpliUD0zzXqujWQ07RbKzAx5MKJ+IAz+tepgI6XPNxktbF89K8bs/8Akc/EH/XVv/Qq9k7V43af8jl4g/66N/6FXqx2Z49f+JD1PQfDXQ+4ryL432jjxXbTj7s1rt/75Oa9d8NjhvpXD/HPTTLpOnakob9xMY5CP7rf/XArCsrxO6m7SPA/f1penWt3S/B2t6vg21lIsbf8tJBtXH1rt9L+EirtbU73PrHCOPzrzpVIx3O6NNs8rAOcetbmmeENb1b/AI97CQIf45BtH617bpfhLRNJX/RbGPf/AH3+Y1tABRgDAHQCsZYhdDWNHueWaT8JD8r6rej3jhH/ALMf8K7bS/Bmg6ThoLFGkH8cvzH/AAreowKwdWTNlTSEAVVAACgDoKjurdbq1lt3HySIV/MVNRioWjuVY878I6qPDl5ceGtVYQGOQtbSvwGU9q9CBB+YEEHnOeMetZWt+HNO1+FUvYcuv3ZF4Zfoa5n/AIVuw/drr16sH/PPPb861fLPVkaoPG2uJqKr4c0thPd3LBZNhyFXPOa7DSrEabpVtZJyIYwpPv3qhoXhXTdAUm1iLTMMNLIcsa2unXp3qZy+ygS6nHxZuvjVpkQ6W9uzn8VNexDr+FeTfDaM6v4617XT80MeLeIn6/4CvWu9ezhY2po8rESvM4H4sf8AItW//X0v8mqDTfvQf7q/yqf4sf8AItW//X0v8mqDTfvQf7q/yrsfwo82n/Hl8j0K3/1CfSpait/9Qn0qWoOsKKKKACiiigBrV8u/EbSNavvHl/cTWcxgaULG5HG0AdK+om6V8uePJddHjrUP+Pz7MLkbAAdu3itaW5tRdmeifDrwUkcYmnjGRXrkMKQRhEACiuO8AzyPpyB0Zfl5zXais222ZSbbFooopCCiiigApGpaRqBPY8jsf+Rs8Q/9fB/9CNd94e6H6VwNj/yNniH/AK+D/wChGu+8PdD9Kue5z4X4PmzfoooqDpGN0ryDQP8AkJa1/wBfR/ma9fbpXkGgf8hLWf8Ar6P8zVx+FnLV/iwPRtA/1Jpvi/Q08Q+Gb3TSBvkQmMnsw5FP0D/Ut9K2T0rNq+h13szyDwFqr3Wjtp1zlb2wcxSqevB4NdbXJeOtJuPCfiaPxZpsLNZTEJfxoP8Ax7FdJYXsGo2UV3bOJIZF3KQa8PE0nCTPXoVFKJZpaSlrm6HQFFFFABRRRQAUhFLRTASub8baz/Y+gyCI/wClXH7qFR13HvW/cXENpA887iOJAWdiegrkfCmnTeO/Fx1+6jZdIsX22sbDh29a2w9J1JGFaooRO9+H/h4eHPCdpasP38i+bMe+5v8A62B+FdTSAYFL1r3oxsrHjN3dzzj4r/8AHvpP/Xwf6VY07/j7T61X+K//AB76T/18H+lWNO/4+0+taP4UclL+NM7yL/Vr9K8i8cW58LfECz8QoGFlfgRXJHQN0r12P/Vr9KxfE/h+28TaDc6bcKPnHyMf4WHQ1z1oc8WjvpT5ZJmQrB1DKwZTyCKdXF+D9XuLO4m8L6wfL1CzJVGb/loo6YrsxxXgzg4OzPZhNSV0LSGlprMFUsxwq8k1C3KucD4wY6z4u0bQl+aNX8+Yew/+tmu/CgAAcADtXBeDVOr+J9Z19wSofyYM+nt+X613p4rSo7WREddTgdHH9gfEe/09vlt9RXzos/3u4/Mmu9HXmuG+IUL2c2la7CMNaTBXI/uk/wD667WCdLi3injIKSKHBHvzTnqlIIuzsTUUZpD1rE0AnA56VxmiQnxj8TftQG7TtH6E9Gk7frzU3jPxBLZwR6RpoMuqXx8uNEGSoPGfau58E+GIvC3h6KzyGuZP3k7/AN5z1r0cHQu+ZnDiqqSsjp6a/wB0/SlFI/3TXrHmS2Z4x4W+7qn/AF8f416H4a+8fpXnnhb7uqf9fH+NeieGvvH6Vc9zmwn8MteLNGTxB4avdNYfNLGdnsw5H615z4B1V7nSX0y64vLBzE6t1x2r189a8i8e6VceFfEkfi/To91rIRHfQoOv+1XBi6XPG6PUwtTklY6yjFVrG+ttRsYrq1kWSKRdwKmrQrxmrOzPVTvqJS0UUhhRRRQAUUUUAGKSlqGeeK1geeZxHFGCzsx4AoSu7CZg+NdZ/sjw/L5Zzc3H7qFB1LHvXV/DvQP+Ed8IWlrIMXEg82Y/7Tf/AFsVwfhiwk8feL/7buY2Gjae222RhxI/rXsijFezg6PJG7PLxVRSdkPrhvir/wAij/28J/Wu5rh/ir/yKP8A28J/Wu+HxI83E/wmZul/ctf+ua/yr0S2/wCPeP6V53pf3LX/AK5r/KvRLb/j3j+gpPc0p/CjyXx3bN4X8e2XiSNT9jvh5Fz7N6n8MfrXWIyuodCCpGQR3rZ8T6BbeJdCudNuRxIvyN/dbsa8y8IatcWV1N4X1lil/aErEW/5aKOhBrysZQ15kephaqtys7ajNJQK807yOeZIIXlkOERSzH2FfPHiXXbjX9XluZmPlglYkzwq179rET3Gj3sEf35IHVfqVr5pdGjlZHGGU7SD611YaK1Zz1n0G45q/pGq3OjajDeWrlXQ8gHhh3BqjSEZwK6dzBOzPprTL1NR023vIz8kyKwq5WF4Ot5LXwnp0MuQ6xcg9q3K86SSbsdsdULSE0VyvjHxA9jBHpWnZl1W9/dxInJTP8Rpwi5OyFKSirsraPEfGHxPWYZbT9H5BH3TJ/8Arr2UdOK5fwN4Xj8K+HYbQ7Xun/eXEg/ic9a6gV7lCnyQsePVnzyuB6V43Z/8jn4g/wCurf8AoVeyHpXjdn/yOfiD/rq3/oVdUdmefX/iQ9T0Hw1/F9Kt+KdGj8QeG73TZFz5sZ2+zDlT+eKq+GujfSuhOMVElfQ7E7M8f8A6nJLpUmlXYKXunv5MiN1wOAa7CuU8f6TceF/EMXjDTYy0EhC38SjqP71dBp9/b6nZRXdrIHhkXcuK8LE0nCVz16FRSiW+1FIDS1zHQFFFFABRRRQAUmMUtFACVz3jPWho3h+ZkP8ApM/7qEDruP8A9at2eaK2heaZ1SJF3Mx6Vx3hqxl8f+MP7YuUP9i6a+LdSMCR/X+v5VvQpOckYVqihE7v4daAfD/hG2gkXFzMPOmz13NziutxUaADIHapO9e7FWVjx5O7ucD8WP8AkWrf/r6X/wBBaq+m/eg/3V/lVj4sf8i1b/8AX0v/AKC1V9N+9B/ur/KtX8KOOn/Hl8j0K3/1CfSpait/9Qn0qWoOsKKKKACiiigArJ1DQbTUG3SoM5zWtRQBSsdOhsE2xCrtFFABRRRQAUUUUAFI1LSNQJ7Hkdj/AMjZ4h/6+D/6Ea77w90P0rgbH/kbPEP/AF8H/wBCNd94e6H6Vc9znwvwfNm/RRRUHSMb7teQaB/yEtZ/6+j/ADNevt92vINA/wCQlrX/AF9H+Zq4fCzmq/xYHo+gf6lvpW3j2rE8P/6k/StuoOkq3tpBe2kttcxrJDKux0boQa8Zv9P1H4Z6m8sKS3fhyds8cmEntXtxG4YPSobi2hureSCeJJIpBtdHGQw9DWNWkqiszSnVdN3RxGn6la6papdWc6ywt3FXK5jV/hxqWhXb6l4NufLDcyWMh+Rvp/hVG08fx2s32PxDYzabdDhi6nZXk1MNKGx6dPERkjteaKpWmq2F8ivbXcMit0wwq4ORmublaN00xaKSq1zqNnZoXubqKJR13MKEn2C6LNV7u8t7G2e4uplihQZZ2NcrffEG1Mn2XRLWbUrtjhREp25+tT6b4A1vxPcxX3i+48q2U7o7CI4x9a6KeHlN7GE8RGKM2KPUvibqf2WzElt4ehf99ORgykdhXsOlabaaTYRWNlEsdvEoVVFSWNhbadaRWtpCkMEYwqIMAVaAA5r16VGNNaHmVKrqPUXFLRQa2Mzzf4r/APHvpH/Xwf6VY07/AI+0+tV/iv8A8e+kf9fB/pVjTv8Aj7T61b+FHLS/jSO9j/1a/SnYFNi/1a/Sn1B1HC+PfBI8QxpqGnMINZtRmGUcb/8AZNcx4c8W/aZ/7J1lTaatEdjpIMeYfavXiozXLeLfA2leK4g1whivEH7q5j4df/rVyV8MqiudNHEOGjK/br+NYHjPVP7K8LXcynErr5cf1P8A9asWSbxd4IIi1W1fVdNXgXMQJYD1NZGua/Z+MNV0ewtJClusvmz+b8u32P5frXm+wlGWp6CqxnHRnY+C9L/srwvaRFcSSL5r/Vv8it/FMjKFF8vbsA4IPanjkVhK7ZqtjM8Q6cuq6BeWhxmSM7f94cisf4e6ibzwykEp/fWjtC49MGupLBRkkAd815paavaeDvGerJNIPsF0olTyzu+b0/U1pCLlFoiTs7nptcx4l8WxaSVsbJTeapKdscEfJBPrWbHqfinxnL5Hh+wewsjw15ccHHtXceEPh7pvhg/a3/0vUnHz3UvLZPXHpXRQwjl8Rz1sSo/CZ/gPwRLpsz69rr+drNyM4bpCp7D3r0QCm7R0p1erCCgrI86UnJ3YYpr/AHT9KfTH+6fpVdSJbHjHhb7uqf8AXx/jXonhr75+led+Fvu6p/18f416J4a++a0nuc+E/hnS4qveW0N3ayW1xGskMilXRhwRVmkIBGKzaudK0PEtR07UvhnqjzQpJd+HLh8kDkwZrrtO1K11W0S6sp0lhYdq7i5tobq3eCeNJIpBtZGGQRXlur/DjUdDvX1LwbdeVu+aSxkb5G+lcGIwt/eid1DE20kdNRXF2nj5LWb7H4hsJ9NulO1mZDsPvXUWmqWN+ge1u4ZFPTDCvMlTlHdHeqkZbMu0UnbrRmosyhaSq1zf2dmrPcXMUaqMncwFctf/ABCszL9l0S2l1O7JwojU7M+5rSFOUtkRKaj1Oru7uCxt3nuZkiiUZLMeK4mNNS+Jmp/ZLJZLbw/C/wC+uCMeb7CtLTvh/rfim5S+8XXBitFO5LCP+tepafp9rptmlpZwpDBEMKiDAFehh8Jb3pHFXxV9IjNK0y00nToLGyiWOCFdqgd/f61fwBQABS16K0OBu4lcP8VP+RR/7eE/rXcVw/xU/wCRSH/Xwn9auHxIwxP8Jmbpf3LX/rmv8q9Ftv8Aj2j+ledaX9y1/wCua/yr0W1/49o/pSe5pT+BEm0Z6Vw/jzwQniSFL2wf7PrFqN0Eq8bv9k13VNK1EoqSszSMnF3R4/4e8WvLOdI1xDZ6tD8rLIMeZ7iuuHSrPivwPpXiyHNxH5V4n+quo/vqe1efTv4u8DN5epWzatpa/duYvvqPf/69eVXwjTvE9KjiU1ZncV5Z42+HlxLdSalo8YkDndJAOoPqK7LS/Geh6thI7xYpu8UvykVvI6SgNG6t7g5rli5U3sdElGaPm1tE1RJvKawuBJ/dMZrs/CPw6vLq7jvNXiMFsh3eW/3n/Dt+NexGkdggyzhf97itHXb0SJVOKBVCKFX7qjaPpSnpWJqXizRNJUm4voy//PNPmY/QVgpq3ijxi5t/D1g9nZk4a8nXace1Zxozm9ipVIwRp+JfFsOjgWdov2vU5fligj559TWn4E8ET2Nw2v68fO1iflQf+WI9B71o+Efh9p3hlvtkjG81NuXupeTk9dvpXZ7c16uHwyhqzza2Ic9BwFLQKK7DmGt0NeN2n/I5eIP+ujf+hV7I3Q143af8jn4g/wCujf8AoVXDZnJX/iQ9T0Hw13rpMCuc8Nd66QVB1la7tobu2eC4RXhkUq6t0IrxrU9L1H4Zam9zapJdeG52yyjkwGvbSAetQXFvFcwPDMiyRSDayMOGHpWNWkqiszSnVcHdHD6dqdpqtolzZzrLE3cdvY1crm9Y+G9/o13JqXg258gnl7Fz8jewrOtPHwtJhZ+ItPm065HylmX5DXk1MNKD0PTp4iMkdtRVK01Wwvo1e1u4pQ3Tawq4CcZrmaa6G6aFpKAc9KrXF/aWiM9xcxRqvXcwFFm+g7os1DdXUNlbPcXMqxRIOWY4Fcpf/EGyEn2bR7eXU7onCrEp25+tSad4D13xXcpe+LbgwWanclhEcf8AfVdFPDSm9jCpXjBGcP7R+JWqfYtP8y30GFv31wePM9hXsWk6Za6RpsNjZxrHBCu1VH86dp+nWum2MVnZwJDBENqpGMAVdAA6V61KiqaPMq1XUdwwKWiitzI4D4sf8i1b/wDX0v8A6C1V9N+9B/ur/KrHxY/5Fq3/AOvpf/QWqvpv3oP91f5Vb+FHJD+PL5HoVv8A6hPpUtRW/wDqE+lS1B1hRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSNS0jUCex5HY/wDI2eIf+vg/+hGu+8PdD9K4Gx/5GzxD/wBfB/8AQjXfeHuh+lXPc58L8HzZv0UUVB0jH6GvINA/5CWs/wDXz/U16+3Q/SvH9A41LWef+Xk/zNXHZnLW/iwPR9B/1JrbzWHoLDymGR+dbW4eoqDqHZpDyKTcPUUbh6igBAoAxVLUdG07VoTFqFnDcKRjEiZI+h61e3D1FGR6ila+4XPO9Q+D3h+eQzWEt3p7nnEEnH61nH4S6rCT9m8YXijsHQt/7NXquR6ik3DH3hWbowfQ0VWa2Z5UPhNrEv8Ax8+MLsr3CRkf+zVoWXwc0KOVZNQur3UGHVZpflP5c/rXouR/epcj1FCowXQHWm92Z2maFpejw+Xp9jBbj1ReT+PWtLFJkeoo3D1FapWM9xRS5pu4eoo3D1FADs0Zpu4eoo3D+8KAPOviv/x76T/18H+lWNO/4+1+tVvisc2+kcjP2g/yFWNPI+1rz3HWrfwo46X8eR3sZ/dr9Kfmo4yPLXkdKduHqKg7BaKTcPUUbh6igBGRWUqygg9Qa5fWPh34Z1ss1xpsccp/5aQnYR+XH6V1O4eoo3D1FJxT3QJtbHmEvwh8l86Z4j1K2A+6HfePy4pv/CtPEYO3/hM5tvr9nH+Neo5HqKMj+8Kz9hT7GirT7nmEfwilmfdqPifUZ8/eEZ2D+ZrodH+GvhfRirx6cs8w/wCWlwd5/Lp+lddlf7woyPUU40ox2QnUk92MjiSNAiKqqvAAGBT8c0bh6ijcPUVoQOozTdw9RRuHqKAHZpr/AHTRuHqKa7LtPI6UEy2Z414W+7qv/Xx/jXofhr7zfSvOvCxwmqd/9I/xr0Tw2QGOSOlXPc58H/COmzS00MPUUbh6ioOoUjIpu0Zpdw9RRuHqKAKOoaPp+qwmK/s4bhCMfvFz+R61xWofB/w9cStLYvd6e57W8uFr0PcPUUhI/vColCMt0UpyWx5WfhLqsX/Hr4vvEXsHQt/7NQPhNq8pxc+MLtk9ETH/ALNXqu4eooyv94VHsKfYv20+55xZ/BzQ0lEmpXV7fuO0svB/r+tdtpmg6Vo0Qj0+wgtwBjKLz+fWtHI/vUZHqKtQjHZEOcnuGOaUACk3D1FG4eoqyRaXNN3D1FG4eooAdmuG+Kv/ACKQ/wCvhP612+4etcP8UyD4S4I/4+E/rVQ+JHPiv4TKGlfctf8Armv8q9Dtj/o8f0rzrSz+7tv+ua/yr0O2cfZ05HSk9zSn8CLGaSk3D1FG4eopGgY60hQMuGAIPY0u4eoo3D1FAHL6z8PfDOt5a502NJT/AMtIfkP6cVy0vwbihJ/s3xDqNqnZS24D8BivUcj+8KCR/eFZulF7otVJLZnlX/Cq9e6Dxncbf+uX/wBlT4/g60p/4mPiXULgdwh2/wBTXqWR/eFGR6ipVCn2Kdab3ZyGj/DPwvo5WSPT1nmXnzbg7zn6dP0rrEiSJAkaqqAYAAwBT8j1FG4eorVRS2Rm5N7htFLSbh6ijcPUUxDs0Zpu4eoo3D1FACt0rxu0/wCRz8Qf9dG/9Cr2JnGOorxy0/5HPX/+urf+hVcdmclf+JD1PQvDX8X0ro81zfhxgNwzXR7h6ioOsXNKabuHqKNw9RRYBcCqOoaRp+qw+Vf2cNwnpIgNXdw9RRkeootcEeeah8H/AA9cSmWwe60+Tr+4k4/Xn9azT8JdUib/AEXxfeIno6bj+e6vVcj+8KMr/eFZOjB7o0VWa2Z5UPhPrMv/AB8eMLsr3CJj/wBmq9ZfBvQ0kWXUrq91Bh/DLL8p/r+tej7h/epMr/eFCowWyB1Zvdmbpnh/SdGjCafYQW4HdE5/PrWmBRkeoo3D1FaJWM27ijgdqXNN3D1FG4eoqgHZozTdw9RRuHqKQHBfFj/kWrf/AK+l/wDQWqvpv3oPXYv8qn+K5B8NW2CP+Ppf5NVfTTgwf7i/yq38KOSn/Hl6Hoduf3CfQVLmoLdx5CcjoKl3D+8Kg6xc0ZpNw9RRuHqKAHZozTdw9RRuHqKAFzRmk3D1FG4eooAXNGaTcPUUbh6igBc0ZpNw9RRuHqKAHZozTdw9RRuHqKAFoNJuHqKQsMdRQJ7Hk1j/AMjX4h/6+D/6Ea77w90b6VwFiQPFXiHn/l4P/oRrv/D33T9Kue5z4X+H82b9FFFQdJG54I714vJaa9pOoX5j0xmSadnBPpk17SRk9qr3FlHcL89VGVjCrR52nfY8mtNb8S2mdmmZ+pP+NWR4o8UY/wCQWPzP+Neif2FBnqaP7Cg9TT512I+ry/mZ53/wlHij/oGL+v8AjR/wlHij/oGL+v8AjXon9hQepo/sKD1NHOuwfV5fzM87/wCEo8Uf9Axf1/xo/wCEo8Uf9Axf1/xr0T+woPU0f2FB6mjnXYPq8v5med/8JR4o/wCgYP1/xo/4SjxR/wBAtfzP+Neif2FB6mj+woPU0c67B9Xl/Mzzv/hKPFH/AEC1/M/40f8ACUeKP+gWPzP+Neif2FB6mj+woPU0c67B9Xl/Mzzv/hKPFH/QMX9f8aP+Eo8Uf9Axf1/xr0T+woPU0f2FB6mjnXYPq8v5med/8JR4o/6Bi/r/AI0f8JR4o/6Bi/r/AI16J/YUHqaP7Cg9TRzrsH1eX8zPO/8AhKPFH/QMX9f8aP8AhKPFH/QLH5n/ABr0T+woPU0f2Fb+po512D6vL+ZnkWv3Wv65Hbi404r5L7l25/xogv8AXkkBSwJYV66dCtyMZNMHh+2B/wDrU/aaWsSsLaTlzPU89XxP4oVQBpg4Hqf8aX/hKPFH/QMH5n/GvRP7Cg9TR/YUHqaXOuxX1eX8zPO/+Eo8Uf8AQMX9f8aP+Eo8Uf8AQMX9f8a9E/sKD1NH9hQepo512D6vL+Znnf8AwlHij/oGL+v+NH/CUeKP+gYv6/416J/YUHqaP7Cg9TRzrsH1eX8zPO/+Eo8Uf9AtfzP+NH/CU+KP+gWv5n/GvRP7Cg9TR/YUHqaOddg+ry/mZ53/AMJR4o/6Ba/mf8aP+Eo8Uf8AQMX9f8a9E/sKD1NH9hQepo512D6vL+Znnf8AwlHij/oGL+v+NH/CUeKP+gYv6/416J/YUHqaP7Cg9TRzrsH1eX8zPO/+Eo8Uf9Axf1/xo/4SjxR/0DF/X/GvRP7Cg9TR/YUHqaOddg+ry/mZ53/wlHij/oFj8z/jR/wlHik/8wsfr/jXon9hQepo/sOHpk0c67C+ry/mZ4raJrVgZyLBv3zbmz61r2Gs+IrU7otNz+J/xr1E6Bbt1oXQbdehNNzv0FDCuCspM89/4SnxT/0DB+Z/xo/4SjxR/wBAxf1/xr0T+woPU0f2FB6mlzrsV9Xl/Mzzv/hKPFH/AEDF/X/Gj/hKPFH/AEDF/X/GvRP7Cg9TR/YUHqaOddg+ry/mZ53/AMJR4o/6Bi/r/jR/wlHij/oGL+v+Neif2FB6mj+woPU0c67B9Xl/Mzzv/hKPFP8A0C1/M/40f8JR4o/6Ba/mf8a9E/sKD1NH9hQepo512D6vL+dnnf8AwlHij/oGD9f8aP8AhKPFH/QMX9f8a9E/sKD1NH9hQepo512D6vL+Znnf/CUeKP8AoGL+v+NH/CUeKP8AoGL+v+Neif2FB6mj+woPU0c67B9Xl/Mzzv8A4SjxR/0DF/X/ABo/4SjxR/0DF/X/ABr0T+woPU0f2FB6mjnXYPq8v5mednxR4ox/yCx+Z/xrM13UfEWt2H2SfTdsYcPwT1/OvVjoUHqaU6FAR1NNTS1sTLCuSs5M8dgu9ciVEWwJ2gKM5rbi8S+KI4wg0zIHqT/jXov/AAj9tmnf2FBjqaXOuw1h5JfEzzv/AISnxR/0Cx+Z/wAaP+Eo8Uf9Axf1/wAa9E/sK39TR/YUHqaOddh/V5fzM87/AOEo8Uf9Axf1/wAaP+Eo8Uf9Axf1/wAa9E/sKD1NH9hQepo512D6vL+Znnf/AAlHij/oGL+v+NH/AAlHij/oFr+Z/wAa9E/sKD1NH9hQepo512D6vL+Znnf/AAlPij/oFL+Z/wAaP+Eo8Uf9AtfzP+Neif2FB6mj+woPU0c67B9Xl/Mzzv8A4SjxR/0DF/X/ABo/4SjxR/0DF/X/ABr0T+woPU0f2FB6mjnXYPq8v5med/8ACUeKP+gYv6/40f8ACUeKP+gYv6/416J/YUHqaP7Cg9TRzrsH1eX8zPO/+Eo8Uf8AQMX9f8aP+Eo8Uf8AQMX9f8a9E/sKD1NH9hQepo512D6vL+Znnf8AwlHijr/ZY/M/41zajWoNSurw2DB7htzdfX617P8A2FB6mkbQLZuuaftFtYiWF5mm5PQ8usNZ8R2h3Rabn8/8av8A/CU+Kf8AoFj8z/jXoY0G3XoTS/2FB6mlzrsX9Xl/Mzzv/hKPFH/QMX9f8aP+Eo8Uf9Axf1/xr0T+woPU0f2FB6mjnXYPq8v5med/8JR4o/6Bi/r/AI0f8JR4o/6Bi/r/AI16J/YUHqaP7Cg9TRzrsH1eX8zPO/8AhKPFH/QMX9f8aP8AhKPFH/QLX8z/AI16J/YUHqaP7Cg9TRzrsH1eX8zPO/8AhKPFH/QLX8z/AI0f8JR4o/6Bi/r/AI16J/YUHqaP7Cg9TRzrsH1eX8zPO/8AhKPFH/QMX9f8aP8AhKPFH/QMX9f8a9E/sKD1NH9hQepo512D6vL+Znnf/CUeKP8AoGL+v+NH/CUeKP8AoGL+v+Neif2FB6mj+woPU0c67B9Xl/Mzzv8A4SjxR/0DF/X/ABo/4SjxR/0Cx+Z/xr0T+woPU0f2HB6mjnXYPq8v5meTa/e+IddsktrjTSqK+8YJ68+/vUEF5rsewJYE7cAZzXsB0K3Ixk00eHrYHvT9p0sSsLaTlzM87j8TeKEjCjTOB7n/ABp3/CUeKP8AoGD8z/jXon9hQAdTR/YUHqaXOuxX1eX8zPO/+Eo8Uf8AQMX9f8aP+Eo8Uf8AQMX9f8a9E/sKD1NH9hQepo512D6vL+Znnf8AwlHij/oGL+v+NH/CUeKP+gYv6/416J/YUHqaP7Cg9TRzrsH1eX8zPO/+Eo8Uf9Axf1/xo/4SjxR/0DF/X/GvRP7Cg9TR/YUHqaOddg+ry/mZ53/wlHij/oGL+v8AjR/wlHij/oGL+v8AjXon9hQepo/sKD1NHOuwfV5fzM87/wCEo8Uf9Axf1/xo/wCEo8Uf9Axf1/xr0T+woPU0f2FB6mjnXYPq8v5med/8JR4o/wCgYv6/40f8JR4o/wCgYv6/416J/YUHqaP7Cg9TRzrsH1eX8zPO/wDhKPFH/QLH5n/Gj/hKfFH/AECx9cn/ABr0T+woPU0f2DB6mjnXYPq8v5meW6Ja6hJqd7c3cDRPO+7B+pNemaBE6RnIPSp10SBWzk1oQxLCu1RUyld3NaNJU42RLRS0UjUTFFLRSATBowaXFFMBMGjBpaKAEwaMGlooATBowaWigBMGjBpaKAEwaMGlooATBowaWigBMGjBpaKAEwaMGlooATBowaWigBMGjBpaKAEwaMGlooATBowaWigBMGjBpaKAEwaMGlooATBowaWigBMGjBpaKAEwaMGlooATBowaWigBMGjBpaKAEwaMGlooATBowaWigBMGjBpaKAEwaMGlooATBowaWigBMGjBpaKAEwaMGlooATBowaWigBMGjBpaKAEwaMGlooATBowaWigBMGjBpaKAEwaMGlooATBowaWigBMGjBpaKAEwaMGlooATBowaWigBMGjBpaKAEwaMGlooATBowaWigBMGjBpaKAEwaMGlooATBowaWigBMGjBpaKAEwaMGlooATBowaWigBMGjBpaKAEwaMGlooATBowaWigBMGjBpaKAEwaMGlooATFGKWigBCKBS0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAJRQelUtRv4tNsJrybd5cS7m2jnFCQm0ldl3NFeeT/FHTCMwx3JHUEoP8ah/4WfZ/885/++P/AK9VyMx+sU+56VRXm3/C0LP+5P8A98f/AF6P+Fn2n92f/vj/AOvRyMX1mn3PSaK82/4Whaf3Z/8Avij/AIWhaf3J/wDvj/69HIw+s0+56TRXm3/C0LT+7P8A98Uf8LPtP7s//fH/ANejkY/rNPuek0V5t/ws+0/uz/8AfH/16P8AhaFp/dn/AO+KORi+s0+56TRXm3/C0LT+7P8A98Uf8LQtP7k/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| ['1', '2', '3', '4', '5'] | 2 | multi_choice | text | 574 | math-targeted-vqa | puzzle test | ['logical reasoning'] | IQTest | figure question answering | B | The picture presents a sequence puzzle. The top row shows a series of shapes featuring circles with a triangular segment and a small circle inside them. The goal is to determine which shape from the options below (1-5) logically follows the pattern established by the given sequence.
To deduce the correct answer, one must identify the progression or changes in elements (position of the triangle and the small circle) across the sequence. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Lines $l$, $m$, and $n$ are perpendicular bisectors of $\triangle PQR$ and meet at $T$. If $TQ = 2x$, $PT = 3y - 1$, and $TR = 8$, find $z$.
Choices:
(A) 3
(B) 4
(C) 5
(D) 6 | 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| ['3', '4', '5', '6'] | 3 | multi_choice | text | 575 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | Geometry3K | geometry problem solving | A | The image shows a geometric diagram involving triangle \( PQR \) with point \( T \) inside the triangle. Lines are drawn from \( T \) to each of the vertices (\( P \), \( Q \), and \( R \)). It includes measurements and variables indicating sides and segments:
- The segment \( PR \) is divided into two parts, \( z+4 \) and 7.
- A segment from \( Q \) to \( T \) is labeled \( 2x \).
- A segment from \( T \) to \( R \) is labeled 8.
- A segment from \( P \) to \( T \) is labeled \( 3y-1 \).
- Angles at \( T \) are labeled with variables \( \ell \), \( m \), and \( n \).
This setup is commonly used for exploring properties in geometry, such as Ceva’s Theorem or mass points. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Which part of the human brain is the largest and most anterior part of each cerebral hemisphere?
Choices:
(A) motor cortex
(B) occipital lobe
(C) temporal lobe
(D) frontal lobe | 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 | ['motor cortex', 'occipital lobe', 'temporal lobe', 'frontal lobe'] | frontal lobe | multi_choice | text | 576 | general-vqa | scientific figure | ['scientific reasoning'] | AI2D | textbook question answering | D | The image is an anatomical diagram of the human brain, focusing on the cerebral cortex. It illustrates the four main lobes: frontal, parietal, temporal, and occipital, as well as their associated functions. Key areas such as the motor cortex, somatosensory cortex, auditory cortex, and visual cortex are labeled, highlighting their roles in processing movement, sensory information, hearing, and vision respectively. The main message is to show how the brain's structure is divided into different regions, each with specific functions. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Consider the following matrices:
$$
\mathbf{A}=\left(\begin{array}{rrr}
1 & 2 & -1 \\
0 & 3 & 1 \\
2 & 0 & 1
\end{array}\right), \quad \mathbf{B}=\left(\begin{array}{rrr}
2 & 1 & 0 \\
0 & -1 & 2 \\
1 & 1 & 3
\end{array}\right), \quad \mathbf{C}=\left(\begin{array}{ll}
2 & 1 \\
4 & 3 \\
1 & 0
\end{array}\right)
$$
Find $|\mathbf{A B}|$. | 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 | null | -104 | free_form | integer | 577 | math-targeted-vqa | scientific figure | ['scientific reasoning'] | SciBench | textbook question answering | null | The image displays two 3x3 matrices labeled as \( \mathbf{A} \) and \( \mathbf{B} \). The matrix \( \mathbf{A} \) contains the elements:
\[
\begin{pmatrix}
1 & 2 & -1 \\
0 & 3 & 1 \\
2 & 0 & 1
\end{pmatrix}
\]
The matrix \( \mathbf{B} \) contains the elements:
\[
\begin{pmatrix}
2 & 1 & 0 \\
0 & -1 & 2 \\
1 & 1 & 3
\end{pmatrix}
\]
The matrices are likely presented for mathematical operations such as addition, multiplication, or analysis in linear algebra. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What number is shown? | 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| null | 9567 | free_form | integer | 578 | math-targeted-vqa | abstract scene | ['arithmetic reasoning'] | IconQA | math word problem | null | The picture represents the number 6,754 using base ten blocks. The blocks are organized as follows:
- 6 large cubes, each representing 1,000 (totaling 6,000)
- 7 flat squares, each representing 100 (totaling 700)
- 5 long rods, each representing 10 (totaling 50)
- 4 small cubes, each representing 1 (totaling 4)
Together, they form the number 6,754. This visual aids in understanding place value in the decimal system. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the average number of documents required per shipment to export goods in Uganda per year? | 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| null | 7 | free_form | integer | 579 | general-vqa | scatter plot | ['statistical reasoning'] | PlotQA | figure question answering | null | The main message of the graph is to compare the number of documents required per shipment to export goods for Indonesia, Malawi, and Uganda from 2007 to 2012. The data reveals that:
- Indonesia consistently required 4 documents per shipment, the lowest among the three countries.
- Malawi consistently required 10 documents per shipment, the highest number.
- Uganda consistently required 7 documents per shipment.
There is no change over the years for any of the countries in the number of documents required. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is Slate the high median?
Choices:
(A) yes
(B) no | 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| ['yes', 'no'] | yes | multi_choice | text | 580 | general-vqa | bar chart | ['statistical reasoning'] | FigureQA | figure question answering | A | The main message of the bar chart is to present a comparison of different categories, each represented by a color, against a quantitative measure on the x-axis. Categories like "Teal" and "Light Coral" have higher values, while "Sky Blue" and "Dodger Blue" have lower values. The x-axis is labeled as "xaxis_label" and the y-axis as "yaxis_label," indicating the variables being compared. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Subtract all large matte cubes. Subtract all matte blocks. How many objects are left? | 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| null | 4 | free_form | integer | 581 | math-targeted-vqa | synthetic scene | ['arithmetic reasoning'] | CLEVR-Math | math word problem | null | The image features a collection of 3D geometric shapes, including cylinders and cubes, in various colors—such as purple, blue, gold, silver, and red. The shapes are arranged on a plain surface, possibly illustrating concepts like diversity in form and color, spatial arrangement, or basic geometry. The scene has a simple and minimalistic aesthetic, suggesting an emphasis on the fundamentals of geometry or design. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is Web Green greater than Rebecca Purple?
Choices:
(A) yes
(B) no | 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| ['yes', 'no'] | yes | multi_choice | text | 582 | general-vqa | bar chart | ['statistical reasoning'] | FigureQA | figure question answering | A | The bar chart compares four categories: Web Green, Rebecca Purple, Light Sky Blue, and Green. Each bar represents a specific value. "Green" has the highest value, followed by "Rebecca Purple" and "Web Green," which are close in value. "Light Sky Blue" has the lowest value among the four. The chart seems to be focused on comparing quantities or occurrences associated with these colors. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Find x. Round to the nearest tenth.
Choices:
(A) 5.8
(B) 6.5
(C) 14.2
(D) 44.3 | 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| ['5.8', '6.5', '14.2', '44.3'] | 5.8 | multi_choice | text | 583 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | Geometry3K | geometry problem solving | A | The image depicts a scalene triangle with labeled angles and sides. It shows angle A as 97°, angle C as 21°, and side BC as 16. The side AB is labeled as \( x \), implying a need to solve for its length using the given information, likely through the law of sines or cosines in trigonometry. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: A philanthropic organization compared the amounts of money that its members donated to certain causes. Who donated more money to arts education, Aubrey or Connor?'
Choices:
(A) Connor
(B) Aubrey | 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 | ['Connor', 'Aubrey'] | Connor | multi_choice | text | 584 | math-targeted-vqa | table | ['arithmetic reasoning', 'statistical reasoning'] | TabMWP | math word problem | A | The table displays the donations made by individuals to two causes: clean water and arts education. It highlights the specific dollar amounts each person contributed to each cause. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: 如图，在矩形ABCD中，AB＝2，∠AOB＝60°，则BD的长为（）
Choices:
(A) 4
(B) 3
(C) 2
(D) 2√{3} | 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 | ['4', '3', '2', '2√{3}'] | 4 | multi_choice | text | 585 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | GeoQA+ | geometry problem solving | A | The image shows a rectangle labeled \(ABCD\) with diagonals \(AC\) and \(BD\) intersecting at point \(O\). The main message of the image is likely the geometric property that the diagonals of a rectangle bisect each other. This means that point \(O\) is the midpoint of both diagonals, making segments \(AO = OC\) and \(BO = OD\) equal in length. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: As shown in the figure, in Rt△ABC, ∠BAC = 90.0, rotate △ABC clockwise around point A by 90.0 to obtain △AB′C′ (the corresponding point of point B is point B′, and the corresponding point of point C is point C ′), connect CC′. If ∠CC′B′ = 32.0, then the size of ∠AC′B′ is ()
Choices:
(A) 32°
(B) 45°
(C) 13°
(D) 30° | 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 | ['32°', '45°', '13°', '30°'] | 13° | multi_choice | text | 586 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | UniGeo | geometry problem solving | C | The image depicts a geometric figure involving triangles. It shows a right triangle \(ABC\) with a perpendicular segment \(BB'\) from \(B\) to the hypotenuse \(AC\). It illustrates geometric relationships and principles related to triangles, likely emphasizing the perpendicularity and possibly aiming to explore theorems related to right triangles or altitude in triangles. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: At 9.0 in the morning, a ship departs from point A and sails in the direction due east at a speed of 40.0 nautical miles per hour, and arrives at point B at 9.0 and 30.0 minutes. As shown in the figure, the island M is measured from A and B. In the direction of 45.0 north by east and 15.0 north by east, then the distance between B and island M is ()
Choices:
(A) 20海里
(B) 20√{2}海里
(C) 15海里
(D) 20海里 | 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 | ['20海里', '20√{2}海里', '15海里', '20海里'] | 20√{2}海里 | multi_choice | text | 587 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | UniGeo | geometry problem solving | B | The image depicts a right-angle triangle formed by points A, B, and M, where angle \( \angle AMB \) is 45 degrees. The diagram is oriented with North (北) and East (东) directions marked on the axes. This suggests a scenario involving directional navigation or vector analysis. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: Which year has more actual total income? | 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 | null | 1982 | free_form | integer | 588 | general-vqa | document image | ['statistical reasoning'] | DocVQA | figure question answering | null | The document is a financial statement of operations for the VNA of Greater St. Louis, comparing actual income and expenses for September 1981 and September 1982, alongside the 1982 budget. It highlights income sources such as home visits and equipment rental, and expense categories like salaries, supplies, and utilities. The statement shows increases in both income and expenses from 1981 to 1982, with a net income of $21,093 for September 1982. The percentage of variance between the budget and actual figures is also included, allowing for performance evaluation against financial expectations. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What number of things are either large objects behind the shiny double bus or tiny gray metal objects? | 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Z9MDqenX3rIDEnAJxjkU0SZQ0257x7eM8+lSDT/7z9OoxW9HOGslRkR9iYUg4ZTkfnVHbuY7cD5uhoAzxaRKeQTz3NXoFRImCR7RjOalt7V3mOIllOPuEnn8sGkkL26eUGyvdSMYP40Add4Q1OPyX06STDKd0W7jIPb/AD611eK8sNrm1SZG4EojyODnGa3NJ8U3VmiR3qNPDtyHA+ZR0/EUAdvijFRWl5b30Amt5VkQ+nb61PigBuKMU7FJigBMUmKdRTAbikxT6SgBmKMU6jFADMUmKfikxQAzFGKfikxQAzFJin4pMUAMxRin4pMUAMxSYp+KTFADcUlOxRigBmKKdikxQA3FGKdikxQA3FJTsUYoAbikp1GKAG0mKdiigC3il20/bS4piGbaXFPxS4oAjxS4p2KMUANxSYqQCjbQAwClxTsYoFACYpCgbrT6XFTKKkrMaZGEwoUcADFUNZne205vLGWchACPWtI4UEkgAdzXPa5eCWSJImUpGdxPYkVNRpI1owc5o0bJRawoDEqMQC2B1q4siMOuKqWU8jW8Tzx7Q4zirrQIyhgOD3FedT9opcqlZlT3uxRg9DRURidfutn2NHmOv31NdPtqsP4kfuM+VPZktLUYkVu9PBFaQxFOXUTi0MkXI6VXZfWrpGRUEic1s7W1JKizPFI2QSgGcgVBJ4hRXMUILOBnngVdKkEkj2rE1TTUjY3UCAH+PaOtcVPD05x531LcpKVuhUu55LuZpJD8zdfahLM30MlkrqhlUqGY8Cogd4z3HX396ejFCGB6fpTlDSyNosqD4d3wbH2i3I9dx/wq1D8O5FOZL2FPXahJrrdMvheW43H96v3vf3q/iuKVeqnZsOZo5W38B6emDNPNIfQYUVpweFtGgxiyVz6yEtWxijFZupN7sOZleKxs4B+6tYUx/dQCpweMDpTsUmMN9ai9yRMVTlT7NLkf6qQ/98t/gav4pskSyxsjjKsMGtKVV05cyBq5k3drvQ8ZB61yd7YyWcu9RmMtnPpmuwtpyJ5LScjzYzwf7y9jS3FokinCjnqPWvbjJSV0ZNWPOry8+zzgBcqUHA7H1q5bXSyKAxGSMg+tal9oMLbmjTbJ781zctvLZOU2HZnJT09waYjUuLZLhcMOexHasl45bSQ55X19au2t6Coy25em7+h9KuNGkqcgEGlYdzM3iZQA/b7p5qvJbAncuQcdKsz2TxNviyR6d6Ykgf5X4b3ov3E12KKyBe3IGPrU0e2bIB2tkY5qaW3V+SMN2aqzxvCwbGR14qhFhBLHOzKxUo2QQcf57VJrjm6eCdwBM0S78DGSMjJ/DFVTI7jO8sPWo3DEfez7E/ypAMjZkXB4HUDsT609JdpZJssgj2JznHOf51KY3a3LREGNeGyQCDVYbSMhScepoAv2+oNYTtJYF1GAMk98c8dOtdbo/i62vNsN5iCbpuP3W/wrhViYqx8tsdeO1MMfy5ApgewqQyhlIKnkEUuK820jxBf6X+7z50A/gft9D2rutJ1e31aEtEcSKBvQ9jSAvYpMU/FJigBuKTFPpMUANxSYp+KTFADMUmKfikxQA3FJinYoxQAzFU7+4lgUeSFJ6kEVcbgVl3cw+1iJuCV4PrQFrlBtYu/VB/wGom1e9/56Af8AARS3Vvsbeo4P6VTK4pgTnVr7/nt/46KadWvv+e3/AI6KrleKjIoAtf2vff8APc/98irFnrUyzgXLb4zxnHT3rLIppoA7gEOoZTkEZBFGK53SdU+zsLeY/uiflJ/h/wDrV0fBGR0oAbijFOxSUANxSU6igBuKTFOpMUANopaKANHFLinYpcVQhuKMU/FGKAGYoxT8UYoAbijFOoxQAwimEUssioME81Ue65OK5quJhTdt2Uotlsc0VR+1v/Cv5ChrxwCGj/Suf65P+UvkXcTW5BHpM/PLYUfnXMGPzXsYRndJwfpuP/16m1a4aSbYJGKE5254BokhxPbGCVy6rgc9/wDJrR1VOzaOujHlja+52BRWTaRxUKs1u+1uUNJYwSW9nHHI5dwOTnNTsoZSrDita1FVY+ZxX5XYdgEZByDSEVAjNA+1uUNWCQQCDkGs6NZ39nU3/MJLqiMwo3Uc+1N8l15R+PQ1MKdWs6NOe6EpNFfzHj+8hA9RSSSRyx4U4ap96ltveq10qlhtHOOo9a4pwUIv2cvkaJ33RGAduSc0MoZSCODVhkG0AdqhxXdBcsVEhnM3tsbO5yv+rbp7e1QSOsaFyTsxmt7UntFt2W4kRCemTzXMfaovs8pWdd6kBVIPz8/p+NKceqKi+jNKxu2t5UmjPH867K2nS6gWWM8HqPQ+ledJceVI8cs0cmQrK0ZyOQOPrzW1pGsJbSgF/kbhlP8AOuGvQk1exrdM7HFGKzm8Q6Qkwha/h8wnAXdzVdfFujSXv2SO53zZIwFOM/XpXFyS7CNqgrkVQfWIERm2OQBVV9fYpmODnOPmNJRYGyue9NlnhgQvNKiKBkljgCsOXULiWHJk8tivQcc1xcGiX9wLr+0b5yZcAYbdnnNawpc27sNK51Gq6naXF3Dc2E6yMuQXTpx71uwSie3jlXo6g1xdpp9tYWqwozMQScnqSa6/TYmi06BH4YLyK9LDaLlWwqtuVdySa3WUdOaxNQ0xJlKuoDdmroqZJEsi4IrpMDzS906a0mJX5T69m+tNtb0o/ltkH+6e309q7e8sFdSrruU1ympaO0ZLKCVHRh1WgCcOkiZyMYrOuDDICcFSOhqnJJKIXt3bDMMK3Y/4VotZRfZkiaVkYKfmxkscdPzqXJKyfUpRb1RUR9ow3K9jUjICp4DKfXt/9eo7SESSCJm4xUzwy2rc/NH609haMpSWzJ88YJHeoQCz7QuCe3+FbVpFBLe2wdzh5kUoOCyk4OD0B+vrWde+VHf3MSO8kaSsqfN1GeOnHSnckhAZAdzhM8HJHP4VGuxGDAlsf3Vpwk5wkYB+lWI7K4mGSAB70ARHVHjwFUKM9GOQfwqr9rz6/wDARitVdEUnLvn6CrUelW0f8OfrQBgiWRvux/ia09BmurfW7aUE4LbWUHGQeK01tYE6ItWtPtHuNUtxCFAQ7mJHQAigDtaTFOpMUAJikp1JQA3FBFLijFADcUmKdikoATFJinUUAROOK43XLrbrMaB8YQseenv+ldnLwua8012Xdrt9LniK32/if/10pbG+Hdp3Ne41y3iht2kkUK/3h6j1FSMFKh0YMjDKsO4rj9Qj/wBC02L+7CGb23GtPwvf5huLe4kAhVl8tm/hZj0q73SViKjWiSNhlqncXltbPsmlVG64NaLoQxBHIrN1TTkv7faQBIvKN6UjMgOq2I/5eF/Cm/2nZt0mB/A1zbWE6EqYZMg44U0Ja3SHIt5f++DQmEWm9TrQQ6hlIKnkGtvR9V2kW1w3ynhGPb2rjtOluISIpYZPLPQlT8prWNNqw5KzO7pMVi6NqvmBbW4b5uiMe/tW5ipENxSYp2KSgBuKTFPpKYDaTFOpKQGrijFOxRViExRilooASmk0rU3rQAZqOWTy0z3PSpQtVLs/vNo7CsMRU5KbaKirsqsWkbAySetWYrRVGX5anWsQGW9OlTkVzYaimueRUpdAUAcAACl2g5yO1NpGk2KzHoBXbcg4vWMf2pNjgLgcfSr2kriMSmMsFPzZHrz/AIVmSZu7tz/z0cn8M11ejwAaeHIz5jFsY7dB/KuWUFUfKd9WXJBIvRTLKoZDx3FSjBHFZ0sbWkvmJ/qyeR6VbjkBwR901lRqSoz9nPY5JJSV0SPGrLg9KrqzW77W5U1bPIqJ1DjB6V1VqKqLzJUrCjGAQcin1UR2gfa3KmrWflBByDWdGs7+zqbg49UQhA0rkEAtUKgvMF9+fwpY5FVznO4ZpkLhJCWOMDrXKuWUlzd2XqtiwyvHmTdlR/Diua1bWZxcS2sOyFV6y98e1W9Y1coyQW8hBBDSMOw7D8aguLS31+1S4A2TLxn19q6J2pSTWxK1RhpAkrBirTOf4n5zU728kAG6HYCOm0CtuGzSwUCNcqw5z1zSXVst2ocMVkXjJ7it1O+i3Elrqc4s8LsQV5Bx8yipkWIEkIMn8KZqWmzR7iE2sepHT2oilDxglgx6H61PtGty+RPYW+tLAvbzRxu7IoaQvgfPnnGO3SmafY6ct613Ep83JIV2zg+oqNrp1uBH5DlO75GBTLiNoz58BII5IHenKKqLQSbg9djojd4ByVx9M1Gb0j7ufwAFYcNxPcrmMqMdfWpGimP+suMD64rjdJJ2Zummro0nvcZzgH3NVZ74pEXwz46KvU1UEMQPLFzVqOynuRiOA4P8TVpGn2QOSJdGd729RZYvL5yBnP513SjCgdcVhaHpD2haSUjnoAK3uldUI8qMJSuFFFFWQIyhxgis66sxg4GV9K06QgEYIoA8+17TkSMtGCGznGKQFZ04OMqDnuK7G/sVlU5XKmuWvNMks23IC0PqO1Y1o3V0aU3Z2KcqxxuHCN5gwfl6GrEU8U64BHuDWZfSPJKix5OBg4qm9tcwN5kEpPtTpNtaimknob7WsQjACrw24bumayGsyJGATPPY5FLb6oHHkXsYK+65FXvt0ES7beJ3HbauB+ta2M+flZVisnUj5efSryxOg+Zwoqq1xdSPkKkWe+dxqN7fzTmV2c+hPH5UaIXNKRbku7aD78659AcmoW1KHbmPLn0FRrbRqMBFx9Ka1lE3IG0+q0XCz7mvob2NzII7qYxyuwCKejH0z612dtZw2qkRIAT1PrXEaTB5N1G724l2NuVmXlT613cUolQHv6U7iUUtR9JTqjMsYYqZFDehPNIodSUuQehBooGJSUtFADaKWjFADTTdw9acwyKzrnzFzg0CLVw6iI89q8t1cN9o1Vjx5kyopPcV3M900aF35UdRXLXlsb94gpGfOVj7jNTJnRQg2mw17R2jsre9gBJhiVJV/wBkDrXPtF5OiuVb/XXAwfZR/ia9PZFZCrAFSMEGuG8Racmnrb2yA+SzO6sexJHFWjJO71L+i6mNQthbytm7iUZz/Gvr9avMtcv4diLeI4yMjYGJ+gGK7K4iwdw6HrQS1YostRFeasMtRMtAiAimEc1MRUZFAEfQggkGun0fVRcqLeZv3w+6T/EP8a5kikDMjB1JDA5BHagDvaTFZ2k6ot7H5chAnUcj+971p4pANxSYp1JQA2kp1GKANSlpKWrEFFFFADWpgqQ81GRg0AP7VSnH79vwq4rZqvcDEgbseK5Mam6ZcNx8H+r/ABp3Gaji4ytSGnh5c1JWCW5DK7b9qdhzWdq0rQWLlZG+YbeR61ff5HZjnkdjXN61LM0yJIQFPIXnI+tZu7lr3NaMeaSRDY2csqiRAuC2CSemK6+2Cx20cakfKoGax7GJ4bCD5Rtcc4PrzWuAqjC8Y4p0ebnlcdefMySRVdCpGQfWqEGY2aJskDpV0NmqkwAnyO9RjI3gmZQepYWUink55FMhUOpyc81IUK9K6qUuaCbJasxrKHXaRUIZ4SUzwe9T1l3upbJWt4oTIQMls8LU1sP7ZaboFLlLMsLqVfJKk9ugqE+bksCGjJ7dsdjT45JGgX5QdwzjPSmxXChjG0bKE5wvT8a8iLfa5sYV9p0kl3JJLcLmU5CyfLgen5Vs6bbCzs1XYrlucKf61S1G+tpYRHG/mO3OSOn41sxLmCPCY+UdD7V6MI1Jw1380ZtpMYyb1IZSPZqrLAzSNyBjg5/iq63mbcFRjsQelUZklnhkNtIFmXsema56sZ02ktEUmmQuV3mNiM42kGs650wLLvgIBPUVm3d40Er7wxkB5yc5P1rR0q9Tzl89chhjHUg12QcrK+pHXQiOi3MjbwqZ9TTZtLuYYnkdlbaMkCuoR4y4GAAexOKsmKGVQHRCB0ATOK1UUtUDbe55oqeTfR8lYJGw2O1dhB4ch4LBj9Tiue1W0WO5mg5Cq3ynHOP84rt9GlNxpFs7D5tgU8dxxTaEn0IoNHtoeQi59hV1IY0+6gzU+BS0WC4z8KMGn0tMBm00u006igBAtLiiloAQgMMEcVUmswclcY7g1cooA5u50qAqV8pVPsKwbnTzAxyDjsa72WFZB71mXFqOQ65FFgucZ9nTOcc/SneSK6P+y7fdnB+mamS0gj+7GKBHNpYyyfdRj+FWo9GmblsLXQBccKPyqRYXbotFgMWPRol5di1TnTbUrjy/xBrYWyY9eKkWxReTzQBlQQ+SmwEsO2atRLKGBUGtFYUXotOwMdKAMrVtTmsLeAxoplllCDd0FcxcytPcyyvjczk8dOtdbfJF5DvKiv5QLjI6Ed647Hy80DdrDPMdT8rsPoaUX12n3bmYf8DNMaompiLg1rUUHF2/44NdbY6pFdSrb/P5ojDksuA3riuDxkgepxXfwWEcd6bzc3mNGEx2AH/6qTKVupcopaMUCExVeeLcuas4oIyMUAc/c2+QyMMqRisDTYyNT8ll+4ScH0FdhdQ5BrAuIltryO828D5Xx6etS1cuFRwv5lkX0TXptRneBknHGfTPrUep6fFqVk9vIMZ5Vu4PY1kNOpu2YE7i5YEfWujQ7o1PqBRGVzGMrs4nQ4RYXt295+7eBRGWPTk8GuryHU9D61leKRGmnEBAHmYKT3IGTUkN9FDcfYDnzYYFc+4xzWu6Mp1WqvkSSJtPYj1qBhWFoOtb7qW0uG/dyOWjY/wknp+NdC64JzUm5WK1GwqdwccVzt9q95ZXDRSQx47EZ5FAGuRTCK58+ILo9I4/ypy61cOcFUB+lC1BauxvRyPDKskbFXU5BFdfpmpJfw84Ey/eX+oriLa5S6h3A4buPQ1agnktplliba6nigNju6Kqaffx39vvXhxw6+hq3SASkpaKANOikoqxC0UlFAC0hGRRS0gIiCpoceZGV79qkIB61Gy7ee1KUVJWY1oRKf4u44Ip7Hvmqz3KpN6evvU2Ay8cr6dxXmRlLDT5ZbM1aUkBMZByaqTwC4dHYRyBQQA4zipxAD/FnNL5WB1rt9yorxITcRsUaxsGbaSOiqMAVM8ilcg1Xf5ec5qLcxBHanGKjohXuPacKeOfpQzbyG9agSBidzHgdD61Mx446ngVx4qopWhEuK6k0Em1T7mpxNnjNQRqCoA6U4wsOcmu2nHlgokPVjmcg81Vms7edy7Jhj1ZepqfDA80pkVe3NW9VZiIo4EhiKK7496RbeMqVMjYPpxTmmVgRjFVHkKnGaz9jTvew7s5q+T7HfBC2VDbfw9a39OujLZp8jMU+U/N6Vn63a/aYPMX72MH/GqGk6h5EpSXOeFkA/Q1pYR1nmL1OxP96qHmfZtQdjnZLyrHgZ9KtIU2h8BlP3cc5psyQyRlCSC3X0FTKPMrMZR1axhuXMvAkGAVH8X/ANeoY7JontijpIzMCqKPmAHrT202aWQeVKNvu2CK1LC3SzbzW+eVuGZuTWdOny6PoNu5dLq6AmMgH6UqMqnALL/KnMyHLp3+971WmnjtonlZwiqM9eDWxJzWtYfVpsHdk9fwFdD4bGNFj7gs38zXKSym4uJJjyTk8epruNOtza6fBCR8yoN3170AWaWiigYUUUUAFFFFABS0lFAC0UUlAhaY8YcYNOooAptZZPB4p62ajrzVmigBiwovRafgDoKKinlEFvJK3RFLH8KAJaSuNXxVqEnIjgA9Np/xp48VXicvDCw9sip50b/V6ljr6a7KgyaxtJ8Rxanc/ZjCY5dpI5yDita4OIjkVSdzJxcXZmRq91GbGZVb5mwuPqa5ISM1zKuflXAA961dROZFA7tn9Kzra3JWWR3VCzkgNnkUyRucHOAajYZJ7VKyFT2P0qMkAUARWTefeRrj/lsqfXkV6bivNdATzNRtc/xT7vyP/wBavS6QxMUUUUAFFFFAiOWMMKybu3BByMg9RW31FVLiLIPFAHDSW5iuSo6A7RXSoMRKMdu1Z2qWUhcTQ43jqCOtXbS4FzbrIBg9GHcH0qIxs2RGNmzB8Qjz7+wthg/OGI9sgVlySbtW1e6OAsUJQEe+B/Stq+tZG8RW90f9SkZyfQjP+NUtEsoby11Bnbetw+1jjGO/9a22RzxfNW/r+uhxRidA54zwAR+ddrol299pcbTkecpK9eXAxz+tcze2UtncPZy/eU5jP94U65mlsItNaFtskcZl+u4/4UrHe49jr2FZ2pael7b7SB5i8q1XLO8i1GzW5i4zw6/3TT2FIzOMGlXgz/o7fmKG0q9PSEg+uRXXMKiYVPKSo21OetrW+t5VdY8eo3DmtgHKgkYJHT0qYimGrbuW23uPtbuWyuBNEcEdR2I9DXZWd5FfW4ljP+8vcGuHINWLC+ksLgSR8qeGX1FIR3FJUdtcxXcCzRNlT+ntUtIDQopKM1QhaKTIpN4FAx9FR+Z6Cjex6CgCSl6iovnow3dqQFW6sDId6darq81ucOpwO9aWfelC7utZzhGatJDTsVkmjk5J2t6ipD8w/hYflUdxZRyHlcD/AGeKYlrtyBNIPrzXA8LOLvTZpzJ7jzCuc7W/Ok8sL2A47nNP8hj0m/MVXktpScfaSPooo9liHo2F4jyQTgUP5aLjO5j6UkNmc/NK7fjVlbdE/hz9a3o0FDV7kylcgtYnZs8gVoYAHNR+YVGNoFQvK2ckV1ElgohPaoXtVccGmo4Y5PFWBIvrTAzJoDH3qIReYOa12VJOtQtbr/CKAMW4hKgqfmU+1YF/p7xt58ZIIBwev4Gu1ay3jriqVxp8gB24I9KBWOd0vWBF8ki/VT2+ldJGYJoVeM5Dck1zd/pRzuA2kelVoJ57aXIZ1I6NEef8aAOoOAVK8ZzUkQLHkkjODXLXGrTs5ka6lBA7IB+mKqtrdww2i5u3z2UAfyFAzs7q4jsYi80yqR2PVvoPWuW1G/lvQycpH/DGeufU/wCFVYpJpWZzbv5hwA0rEk/1rT0/RSX826YgHkjoT/hQIf4etDPch51xHCRjn7zAD9M12wORkVyst5Hp9wquoih24RgOMV01u6SQLJG4dGGQwp2BO5LRRRSAKKKKACiiigYUUUUAFFFFABRRRQAUUUUAIeBXP+JpJP7JfZIVG4A47j0rekOENcr4pnH2SCIHl5Mn6Af/AF6HsVTV5pGDCuEpJuFNTxLiMVXueFrnPWasg0iW6j1eNrNVecBiFbuMc16DfPtt+euK4XwkwbxQq45WJmz6dq7PVZMR4reOx5lV3mzmbo7rn/dX+Z/+tVZ6mY7ppW98fpUL1RiyFs+tQtU7K2wsRxUDUAWdHG3V7cpxhi36Gu6juQ4wRhq4nRF3aqnsjH/P511kQ+ekNF9WJHIp1NX7opaAFzRSUUALSMNwpaKBGZdQ5B4rEdjZXfmn/UyHbJ7Hsa6iaPI6VjXturqysuVYYIoArTYnjkTdw6kAj3FVdEsXsNNEMmN+9iSO/PH6VHbSPbym1kOSv3T6itcD5QBnpWkmnFM46MWqsrmLr2k/2la7oxi4j5Q+vtXG60c6lJH2jCx/kK9JYVx3inSCkn2+EfK3+tHofWpi9T0YPXUxtBvZbLVI4ly0U7BGT6967SaMo2O3auR8PW3n63B32Zf8hXcyIHXB4pPRkzjZmawqIirDqVJB6ioWFBBCwqMipiOKjYUAREYFMNSsKYRQBb03UpNOn3DLRN99P6/WuyhmjuIVliYMjDIIrz81o6TqrafNsfJgY/Mvp7igDvy2KYXNIaTFMBRz3pwAptGaQEnFG7FRZNJmgCQuaQsTTaXFIBQaeD70zFGKAJd470wkHoKTilz7UhkZRz04pBC3c1Nk0c9zRYBoOwYFHmY70EVGyg0WAHm44qIyZ60/ys00xUAIuCfSnYUfxUzbilCmgB+4j7tG6UnrilAAp25aAGfN3Y0EqOpNKXX0phORQAjFG4xn61E9hZz8vCpP0qTbzUiqQaAKh0OybpGw+jGoX8P2h6NKP+BmtcHHU01nABoAyF0e3t23KGz67jmrcKxoQCgYe9MuJW3YUVJbAsRupgUPE1obi0iZSipHljnj0xWOt8NENnJaailwk0KySxDOFJ6qc9x6iuq1OAz2LgSGPaN2R7dP1wa5F/DyXuo2lr5sFo8wJWadxHGAF456AnHfvW9OpH+G1uaUrttPbodvb3cd1Eskbg5AJAPIz61NmvMFvbjQ9USaJiQCFcMc7l9K9Fsb+DUbZZrdwwPUZ5U+hqKkOVkyjyst5pQ1NorMkfmlplFAD6Kbk0ZNADqKbmlzQAtFJmloAKKKKAK16+2E1wmsSmXUUjJyFH867PUnwuK4SZvO1aQ/7WPyqZ7G2HV6heC4jH0rOvWxWvIm1QPaue1OX5iorFHp1NEbPgWJZNZu7jAyke0H8q6PVpPmxXOeA2Mcd5Lj7zAD/P4VpatctiRu4UmuhHkSd22Zsbqybtw+Yk9fekaqiDbGo9BSGmQStULUHPrTgMjpkHvSA0PD651CRv7sf8yK6mH79c34dX/SbojkBVH6mulhHzUFFwdBS0DpRQIKKKKAClpKWgQEZFUbmLIOKvUyRAwoA5PUrVmAlj/1sfI9x6Vdt5lngSRTkEVauoO4FZEZ+w3m08QTH/vlv/r0Csr3NAioZokmjaORQyMMEHuKnYgKSSAAM5NVbW8gvUZ4H3KrbTxQUc3aac2h3eoXTKWiiizGx7g9v0rbsryLULNLmI/K45Hoe4qp4pm8nRZFBwZGCD+f9KraNI2naJZDyXk81iW2jO1T3/lRe7G5XZqXEW9dwHzD9aosK0pJkRT8w4HWswhTyWX/AL6rOdTlMqk+UjYGmMp9Klwn95Pzo+T+8tR7Z9jP2r7FYoeeKaY2ParWU/vL+RpMp/eH5Gj2z7B7VlMxt6U0xPjpV7K/3v0NIdvYk/8AAaPbMPas7+ikoroNwJpCaXFLtoAZzRin4pcUAMxS4p+KMUgG4pcUuKKAEpc0YpKBi5pCaQ03NACnJoApKeKAFAprAmninACgCDYT2o8urGBRgUAV9lNMdWSAKYWWgCtIFjjZ2IAUZ5qmmpW5fDtsT++QxB+nH+cU3X2kNmqwRJIzHaN7EbTxyMcZ4I5qlokVvdGW31PV10yTGE86EtG59NwPy/WtIwT3OPEV5Qdomh/aVu0ojhYyuc7VQHJ/T8apjXxjP2diPUNmrbeF53sry4+zi6togwW7tUZ42YAnHykEA+vbvVfSrzR7WFo9U0Z3t3cqk8EzJImAM/KeG6jr61Xs0c/1yYw+IY8Z+zyE+mcUh8Qxj71uw+r1LNp2i6jcudN1yG2twhcjUUMTrjsMZDH6YrnmGmRElrxpyD/DGQP1pOCRaxM3/wAMb667YuI9zAO7EFRklenJ4xj6HtWoCMAr0PQ1w+yW7lWS2jCQg/fbgV2GkQTLpyrcKQR93PXFKSSV0b0aspPlZZcrLGY5BuQ9Qapa79kbSH86INtXCDOMHHHNWX+R8ZqK7RZbSQE4wNwI7Ec5qFubTvyu255s83moVJZkGcbuoqTTdUudMuA8Mu39Qw9CK3VsbZ0/fWjgnk7e9RXOk2NwuI45IWx/dOK6fUzpY2MvdmdToviO11UCJiIrrH3CeG+h71t4ryMaRe2tyksLg7DlSDjFeoaRcS3elwTTY8xl5IOc+9Yzp8up1Si1uXMUUtFZkiUUtFABRRRQAUUUUAFLmikY4UmgDE1WYLuyeAK5HRoHv9XiiQZeaUAfia3dem228xz2Ip/wrshf+OrBGAZYyZDn2H+OKie1jqwlk+ZjtbtfsV3PEf8AlmxWuFv33SNXsXxP0wafPc3fA86fao9eMmvFr1uHPsazgd2JkrJrrqdd4Nj8vRXlPV24/wA/jT9QbzX2H+JgKm0BfI8NW/upP61VY77tB6Et/n863PHEeCPsv61A8Kjpmrj1WemIrMgB4NNzipGqFqANzw2nyXT+rgfpXRQjmsPw4uLCRv70p/kK3oetSUWu1FFFAhKWiigAooooAWjr1pKWgRWnjzmsW+tRIjIw+Vq6JxkVnXMWQeKAOcluWfTZbeU/vkIRv9oev4iq1nKYJ12EYbggVb1S2GBMMhk4PuKy7f8A1o9dwrKbfMYzbUiHxkdxtYFJy5LY/Qf1rXKCBYYe0cSr/n8qz9Y0+W517TJcZhbap9iOTmp2vYbjUJrZSGuEYggHFao1W5X1C6aC3u3jC7okUjIzya5b/hIL/wDvRj/gAreuyX03VHbvLsH4ACuT2D0pKCk3capqTdy4de1A/wDLVR/wAVNb61dysY5ZiC3Rgo4NZpUY6Uijbg4qvZR7FexibIuNS2lfPYvhsEYA6jH8zUU2p3USiJbh2f8AifPT6VGbh1swc4bYFz35J/wqnkMp9qUaae4QpRe5o2urXSSbJp3KnuT0rTN3KELGVsAZ61zKtn5SRntV+0neRRbkEknAPtXdh5xXutHoYacF7rXoe0UtJRXGeaLRSUtAC0UlFAC0tJRSAKKKKAEpKdijFAxtJin4oxQA0CnAUuKWgAFLRRQAtFJS0AMlzt4qoT61eqGaNQN3SgRUmjSWFkk+6R19PeshjE5MTFXx1B7j6Va1G8WGMrn6+/tXM3GoXFvJlIQ/mHuOXPoPQVtDRHn4iSnKy6GvvvrCKRdKvbu0En30gmZVf6gHBrImvdRBIuFEvuyc/nW7Kot0hbzBJvjDvsBPlseqnIHI9sj3pqSxyj5Sr1bRzRn3VznP7QeNs+QAfSpotYj37ZrYc99tbUiqU3LEr+wxWXc3M8Z4so192GanVGicZbL8S/5yGKO4gCssbBiuOoFddFKlzbJNGcqwyK4CwuJJDMmFSRhkADir9teXNrbqqSyIQx4/hxSa5jSlU9i7PZnQ3fClvSsm5vC8IhU8uwB+neqc2pXkikNMefYVWtVYyF2YsynOPb/OKmMLPU1q4hOL5R2pyPHChRsc8461HZ290Qs87tkcpGe/1q4sJeRZJlBwflX09zU08qxdT9/jpWnmcibsoojWGK6jEpcysR8y5OR7Yq3o0bafeqIHP2WU4aJj90+oqIzNbg3OCzMOM96uaWpuJYm7E55pO1tSoSkpJx+46LFFOpKwPVEopcUYoGJRS0UAJS0UUAFRXDbYiamqrfHbAaAOL8SufsExHYZrkdF8T6x4evheWMrwzp8u4DkexrrdZtze20sG/Zu4zjOOa5V/DF0oIjuEYehyKtU3JXSLh7RaxNPXfiPrXiJY11U+b5Q+XovXvwK56S7W7R1VCp9Cc1O3h/U+eEbJyfn60iaXd2zg3KAK7BQQQeal0nHWxblVekj0JB5Gi2ydCIl4/Cs+Lmd3PRUq9qDbYY0HQACs9Dttp39Tj9MUkYscs6Sxhlzg+tRPzTlXbGo9qaaYiBqiNWGqqxBlY9xQB1Xh9caSh/vMx/U1tQisvRV26Pbe6Z/M5rWhqSiekpaKBCUUUUAFFFFABS0lFADqhmjyKloIyKBGFe23mRsvqMVzkKkXiRsAHBwfwrsrhODxWDqNgtxkgASD7rDqKmUbkyjcuqF2DpxXIaNZSW3iTU7i5UgxKzZ7Hccg/kK6WyujPAVkAWVPlkHv60+9tzPazRxBRJKuwt7f5zVItHLx27XOh7CdrTs0hJ92/wDrVjSaLcofljDj1U10dzHOJjHAjrEgCIAvYVD9mvCc7JD+BqOecZOxCqzjJ22ObbTruP8A5d3x9M002s4PMMg/4Ca6k2t4xz5TflSHT7t23GNs1arS7GixM+qOYe2uZE2mJ+38NPj0u5IH7ojPrgV0g0u6LbvLIP1p39lXJbO0fmKPay6IXt5dEYC6NNn5jEv1NXrLSoraZZnk3OO3QVpf2ROxyduT/tVPBo0nnI0hUpnnB61LnUfWxLq1ZeR29FFFaDFopKWgApaSigBaKKKQC0UlLQAUtJRQMWiiigBaKSloAKWkpaAClpKWgQVFMrOwUdKlpaAOfu7VUmkd2DMxwAewrLuJ2t7hDs3A8AY710V7prXchcPtI6Gsq4sZwu14zuByGUZrWEu5xYii7qUUV0upJUDLbOM9nODWjpkeiTCb+3re954jFkygn13Fv6VQzM3yqnPrtNTpa3EmCY2H4Vbkkciozk7JWK1zYWMd2zaWtzbwYwqSzbz+OABSqlz90Lvx1LCtCLT5Qcngj1NXFtm2gGTn1xUOfY6oYVL4ncxGtgxy1vz6gc0w2sY/gZa3vsgP3pGNO+xQdyx/Gp52aPDwOd+yIT1c/QVZt7AKcrgE92PNbYtIF/hJ/GnrHGhyqKDQ5sFh49Smulh4wOVx0Ymq0+lTONvUDkFSBWwWJPJpN1JSaLlSjJWaMj+ybmVFSWQlF6KSAP0Fa9jaxwL6sBT1DOMdqnRQg4ocmwp0Ywd0PzRkU3NFSbjqSkoyaBi0UZpaACiiigAqpqHNs30q5UFzHviP0oA4qVgXIJ5pmPerDWheV/mwysRg0G0lHQA/Q120GlHc1pVqaXK5WZWI4qndKJp7SPnmZe1aRt5f+eZqAWsrajaMY22I5Zj6YFVVfuPU1lUjy7os6nJmYKKoTyLBpSsxI3tk49zmpL6TdO/tmrRiXyURlDAAcEVwI5WNdtPuGd7a+jC5+VHRwcfliqbyIpxuFStDGv3UA+gqvJCh7UxCGRD0YfnVCOQvJOT0B4qaS2U9zUYh8mKQA5zQB3emps0y1X0iX+VaMIqvCuyCNfRQP0q1FUlEtJS0UAJSUtFAhKKWkoAKKKKAClpKKAGyRBxWbcWjLkitWkZQ4waAORula1uFu1Bx92VR3Hr+FW5pwli0qkdODV+9siASBlT1rmb5ri1tWtQpaLIKMOqj0pPYl7C/bZiPvNn6Un2qYnhmx9KrC6XAA3k/7ppftR7Ryn6LXLaZy2mTm4nPdvyo86c93qsbp/8AnlN/3zR9plP/AC7zflRyzDlmT+ZP6vSF5xz8x/GoPOnPS2lpPNuT/wAusn5ijkmHJMnLTHPDc/7XStjSIWaEyuScnjNZ1lZS3kZYgowPKnmuhtYPs9skfcda1pwkndmtOEk7s0KWkoroNhaKKKAFopKWkAUtJRQAtFFFAxaKKKAFopKWgApaSloAKWkpaACloozgUCCkMgApjSelRGgB5csaKbS0CYm30pOKfmmkHPFMVhOKOaUIT2pcbaQWFWMnvinbEXrk0zfTC/qaB2HMR2FJTPMQdXUfU0nn24+9PEP+BCi41Fj6kSMk81CL2yXrcR/gaDq1iv8Ay2H4KaV0Uqcn0LyqAOKdtrMOt2Q6O5+i006/bDokp/AUuZFqjU7Gpg0YrIPiGLtC5+pFMPiEdrb83/8ArUc8Slh6vY2qKwj4gk7W6D6tTDr1x2ij/WlzxK+q1ex0FFY9nriySiO5Cx7jhWHTPoa2apO5jOEoO0gzS0lLTJFoxmkpwNAGRf6PFcTeYrtGx6lTis6XQrrGI7tiP9oD/CuilPz1Hup3ZLgnujnBpOooMCaMj3X/AOvSraXFsryXDqePlCjFdFmsrV32255ouyVSgnexyn+tugP7zAfrWpJ3rBu7k2VtJcLwy52nGeccVjf8JVqC8Fo5B7pj+VI1tc6u4O2NjntWZNLJHdWsSsfnGWzzkVlDxXMRiS2jb1wxFT/8JXFJHsltiBkHICkjAI64z3pkmq1REbnRf7zqv5kVRGvWT9WdfqtXNPuYL2+tkhkDfvkyMe//ANakFj0MDirEVQ4qeMUiiSkpaKAEpKWigQlFLSUAFJS0UAJRRRQAUtJRQAvUYNUZ9MglJOCD7GrtLnFAGR/ZcAOMN+dL/ZkH90/nWoyhvrUJyposKxR/syD/AJ5/rS/2db/88v1q5uNBaiwFT+z4B/yyWj7BB/zxWrW403JosBElukX3EC59KXaakyabmgCaikpaoApaSlpAFLSUtABRRRQMWiiigBaKKKAFopKWgApaSloAKWkpaACmPk0+jGaAIMGlCmpsCl4A5oEQiMmobyZbO2aVueyj1NWDOg71ja/cK6QRqe5P+fzpSdlc0pQU5qLKba1dk8CMf8Bpv9r3x/5agfRRVKlrDmZ6iw9NdC0dTvm63DfgAKjN3dN964kP/AqipcUuZlqlBdBTLKesrn6saacnqSfxpcUuKLlKCXQbtpdtLijIHUikVYTFLimmWJRlpEH1ao2v7NPvXUI/4GKBaInxRiqjatp69buP8DmmnWbAR+Z52VBxkKTzRqF49y9iiss+IbAdDI30SmHxJaj7sMx/AD+tFmHMjXxS4rG/4SOMwSSrbPhMcFh3qqfFhyNtoMHuX/8ArU7MTnFbm1qC5spfpWz4b12a80/yngkmkg+V3BGSOx/KuOGurfo0EkXlK/G8NnFang6Z7LX2tZOPNUqfcjkGnF2djOvTU6bla9j0FGWSNXU5VhkU7FEcaxrtQYGSfzp2K3PIG0tLikoAhlHOaiq0VzTDFQBBWDrsuI8A10Zi4rmdeiO4emaY0cfrMZOnls524GPXJrmTGv8AdIruH2R7GkUFC2059+lQO2kSOVY2+4dc4FaQoua5rnUoxsrnEMuGIFJiuzax0cMziNXIHOzLfpVSfTNHmbctz5B9M4/Q03QmjJ0vMxI9MkcKRLDyAcFsV1nhfQmt54Lx7u08xboRNaiTMuNhYPgDGztnPWqQ0q3cfuLyIjsP8mtvwpYG21R1chm+9uHpjFYuFSOslodE6NJQ916na1Og4qHHNTp0oOIdRRRQISilpKBCUUtFACUlLRQAlFFFABSUtJQAUUUUAFNYAinUlAEDIRTKtHkVEyelAiKkpxBFNoAKSiigCWlpKWmAUtJS0DCiiigBaKKKAFooooAWiiigBaKKKAFooooAKWiigApaKKACoLl8LirFVbpflzQBTzWNrj+W8EnZVc4/KtisnXY/MgRR1OVH4ilPY0oaVEcg3ieT+G0H4v8A/WqNvE13tysEQz65NIugXefmCD6N1oj8PXQyDLEFzkck4/SsdD0mqncdca/fL5GwRr5iBjle+SKrvrupkkCVR9FFX5NAMsMSGdFKDGcZ75pU8PoDl7oN/wAB/wDr0XQcs29WZQ1fUpAx+1NkdgAP6UXN/fGzgcXMu4lgxDYzg1sDw/bbixuX56gYFWBo1mYBEXcqCT94d/8A9VHMhezk1a5zLTXL4P2mU5A6uahk8wn5pGP1JrrU0SwUjCMcermpv7Jsc5MAJ9yTRzFOjdHJbc6bjPSb+n/1qqtHxXdrp9mq7RbR7c5xtqRbW3X7sEY+iijnE6CZxgjJxgfpVlIZDZONjf6wHp7GuuCIOiqPwpdyjqQKi5vZHFGMr97j600lR1YV2uYpBjKN7daqz6TZz5PkoreoH9KBt6aHMxsptbkZ67f51AkOwYGK0r6zvrHcyxRSQ9ykY/UVmHVLkDIVR9AKqz6GLqQTvPclSMrytdDoMrPf2khBElvIMk90P+FZ9xeW1oYlm+2O7RJIfLYBeRmr2iXFtdmaWOOdGh2f6yTdkE+mPaq9nLcyeNpNciT10PU0dJF3IysvqDmnVTW0FtdpJbptjf5ZEHT2NXa1R50klsJRS0UCG0YpaKAGN92uc15cxBvQ102MisjWLUvayYGcDIoBHn+tCVtO2wxs7Fx90ZxVPQ7KJd0tyB52cKjjBA+hrojbXixB0t3ZCMghCc/lUfz7mEsRXHqMZrejVpaXeqO1U+azXYUKF+6APpQVVuCAfrQGGKMj1rrVWm9mi+SS6EL2VpJ9+2iP/ARWv4btYYLqXyUCKE6Cs3zEyRuGR71u+HVz9of6CssTbk0M5q0WzcHWpk6VEBzUy9K4TkFopaSmISilooASkpaKBCUlOpKAEopaSgBKKWkoASilpKACkpaKAEpKWigBhXNRMnNT0hGaAKxFGKmK03bQAUtJS0wCiiloAKKKKAFoopaACiiigBaKKKAFooooAWiiigBaKKKAFoopaACmyJvQinUtAGS6lGIIrL1UfulPowNdFdQb13qORXPav/x7n14ND1RdPSaZnZprID04ozRXKe0M8r3o8le5qSkRxJIY0OWAJPsAMn+VVGMpO0URJwirydhnkJ6UjQJtbai7scZ9aerqy7gwIHU+lCSK8cjg424wpBy/0/8Ar4qo05ydkiZVKUVeTRhpe6lbSz/aLWNVSNnUoOGI96pjxNdu6gQoATz1rp1dJVOOR0IIqvJpljKctbJn1Ax/Klezs0RySaThLQwbvUL5WvlWdx5cgCY7DJrLa/1BvvXU3/fZrszp9mzOzQqS/LZPWgWFkvS2h/75FCml0FKhKX2ji3uJivzTyMfdjU9qGlsrjO4ncv8AWuyWG3X7sUY+iin5jUcbRRzaFKjZ3bOH+yyjmOObP+yDWlZNrEUYKmc/7LqT/Oul86Mfxr+dbXh+GC6lldwr+WAQOvXP+FZ1KnLG7FLkp+8c7Y3N5Mdl1a7OPvjofwqG90O1uiXQeU57qOD+Fei3NpbT2zKY1xg8gcj6Vxot7tuBbTMcdQhH86ijV9pdpCjWjLSRk6p4Z1K4MUtt5ciCFFxuweBjvS6Bo99p8d6LyFot+wKxIOcH2rrYTeCJEFnNwoHOB/WrMFrc3EyCeHy4g2Tluteg+Xl8zw6ftlVs17tzdQ5Qd+KdmkACjAoqDqYtFJS5oEFFFLQACkkiWaMoe4p1KKQGKthqNr8lvcIYx0VlBxTJJNXjHzWtvMPxFbTHDGkzmueWHg3dotSZzUl5/wA/Oh590Kn/AAqAy6M/+tsbqA/7h/pXVFQaYYYz1RT+FL6tFbNr5lqrJHLfZdCmBCXjRE/3uMfmPatfStPisbYrDL5qud2/1q89nbPw0KH8KdtVFCIoCjgAVVOnKLu3cU6spKzGgc1MvSoh1qUdK3MgopaSmAUlLRQAlFLSUCEopaSgBKKWigBtFLRQA2ilooASkpaKAEpKWigBKSnUlADaMUtFAENLSUtMApaSloAKWkpaAClpKWgApaSloAKWkpaAClpKWgApaSloAKWkpaACloooAWlpKRmwKQxWbArG1PT2mhdoRlsZ21qE5OaAKAOHEdx0+zSg9xtPFOFveMcC0lP4Cu4AFJgZqORHUsVOxxMlhqDRPi0lHynHTr+dQIoVAoUrj+EjBFd7gUbUznYpPriunD1FSvoc1dyqtNs4ZtJvLuMTW6nCEbkPHmD0FSCzuSf+PabPpsNdtx6UueK0WJabdtzJ0rpI5a38PTyqZJJTCWwCu3J4/wD11aXwwv8AFdyn6AVv5ozXLN80nJnRCcox5UzEXwzbfxSzN/wLFSr4csRyVkP1kNa2aM1NkNzl3M5dB09f+XdT9ealTSLBPu2kQ/4DV3NGaBczIVsrZPuwxj/gNSpZwCYSqm2QDG5eOPSlp2aTSasybkrqjAZyfxqPaM8Um40maUYKKskDY/gULgsKZmnx9a0IJDSUtJQMKKKWgAooooAWlptLQAx+tNzTnqOgB2aM0lJQO4GmmnUlAhB1qUdKYoqQDigBKKXFFACUUUUCEopaKAEpKWigBKSnUlACUlOpKAEpKdSUAJRS0lACUUtJQAlFLSUAJSU6koAgpaKKYBS0lLQAUtJS0AFLRRQAtFFFAC0UUUALRRRQAtFFFAC0UUtABS0lLQAE4qMnJpWNNpDClpKWgBc0daSigYnSlpabikAtFJRQAtLSUUALRSUtAC0UlFAC0ZoooAKWjFGKBBUi5A4oVafigBBmnUUUAFFFFMAoopaACiiigBGGaj2VLRQBFto21LijFAEODSYqfaKTbQBEo5qUdKNuKWgBKMUtFAhuKTFOooAbSU7FGKAG0UuKSgBKKWigBtFLRQA2ilooAbRS0UAJSUtFACUlLRQAlJS0UAV6KKKYC0UUUALRRRQAtFFFAC0UUtABRRS0AFFFLQAUtJS0AFLSUtABSmkpaQEbUlPK0baBjKWnhaXbQBHS0/ZS7aAI8UYqXbS7aAIdtG01NtpdooAg20u2pduKMUgIttLsqXFGKAI9lLsqSigBmyl2U+igBu2lC0tLQAmKWiigAopaKACiiigAopaKAEopaKYCUUtFIBKKWimAUUUUAFFLRQAlJS0UCEopaSgBKKWigBKTFLRQA3FGKWigBtGKdSUANpKdRigBtJTsUmKAEopaSgBKKWkoASkp1JQBWoopaYBRRS0AFLSUtABS0lLQAUtJS0AFLRRQAtFFFAC0UUUALRRRSAWiiloAKKKWgApaSloGFLRRQAUtJS0AFFFLQAUmKWigBKKdikxSASlopcUAJS0YpaAEopaKACilxRQAlLRilxQAlFLiigBKKWloASjFLRQAmKMUtFMBMUYpaKAExRS0UCEopaKBiUUUUCEopaKAEpKWigBKSnUlACUUtJQAlFLSUAJRS0lACUlOpKAEpKdSUAJSUtFADaKWkoAq0tJS0wClpKWgApaKKACloooAWiiigBaKKWgAoopaACiilpAFLSUtABS0UUAFLRRQAtFFFAC0UUtABRRS0DCiiigApaKKACloooAMUYopaAEpaKWgBKWiigAoopaQBRRRQAUUtFACUtFFABRRRTAKKKKQBRRRTEFJS0UDEopaKBCUUtJQAlFLRSASkpaKYCUUUUAJRS0lACUUtJQAlFLSUAJRS0lACUUtJQAlJS0UAJSUtFAFSiiimAtFFFAC0UUUALRRS0AFLSUtABS0lLSAKWkpaACloooAWiiigBaKKWgAoopaAClpKWgApaKKACloooAKWiigYUtFFABRRS0AFFFLQAUUUUAFLRRSAKKKWgAooooAKKKWgBKKWigAooooAKKKKACiiigAooooASilooASiiigQlFLRQAlJS0UwEopaSgBKKWkoASilpKAEopaSgBKKWkoASilpKAEpKdSUAJSUtFAH//Z | null | 5 | free_form | integer | 589 | general-vqa | synthetic scene | ['arithmetic reasoning'] | Super-CLEVR | visual question answering | null | The image showcases various modes of transportation, including different types of cars, a bicycle, a scooter, and buses. The arrangement and diversity of vehicles highlight the variety of transport options available, possibly emphasizing the theme of choice in urban mobility or transportation planning. The vibrant colors may suggest a modern or stylized approach to these everyday objects. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the age gap between these two people in image? (Unit: years) | 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 | null | 13 | free_form | integer | 590 | general-vqa | natural image | ['numeric commonsense', 'arithmetic reasoning'] | KVQA | visual question answering | null | The image shows a man and a woman seated at a small dining table, set with a tablecloth and several dishes. They appear to be in a modestly decorated dining room. The scene conveys a sense of intimacy or domesticity, possibly highlighting an everyday or personal moment shared between two people. The setting and composition suggest a candid, informal interaction. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: How many people in the image were born after the end of World War II? | 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 | null | 4 | free_form | integer | 591 | general-vqa | natural image | ['numeric commonsense', 'arithmetic reasoning'] | KVQA | visual question answering | null | The picture captures a group of people standing together in front of a fire truck, suggesting a setting related to firefighters or an event involving emergency services. The individuals appear to be posing for a friendly or commemorative photo, possibly indicating an occasion of recognition or community engagement. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the global maximum of this function? | 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 | null | 4 | free_form | integer | 592 | math-targeted-vqa | function plot | ['algebraic reasoning'] | FunctionQA | textbook question answering | null | The graph shows a sinusoidal wave, specifically depicting a function like \(y = 3\sin(x) + 1\). The wave has an amplitude of 3, a vertical shift upwards by 1 unit, and oscillates around the line \(y = 1\) (indicated by the dashed orange line). The wave period is \(2\pi\), which means the cycle repeats every \(2\pi\) units along the x-axis. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What is the average of longest light blue bar and shortest gray bar? | 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| null | 273 | free_form | integer | 593 | general-vqa | bar chart | ['statistical reasoning'] | ChartQA | figure question answering | null | The main message of the picture is to compare the number of solved and unsolved homicides over three years: 2012, 2013, and 2014. It shows that in each year, the number of solved homicides is significantly higher than the unsolved ones. Specifically, the numbers decrease slightly for solved homicides from 2012 to 2014, while the unsolved homicides numbers have slight variations. The chart highlights trends in homicide case resolutions over the given period. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: When does the expenditure per student in Jamaica have the greatest increase? | 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| null | 2005 | free_form | integer | 594 | general-vqa | line plot | ['statistical reasoning'] | ChartQA | figure question answering | null | The image shows a comparative analysis of government expenditure per student in tertiary education as a percentage of GDP per capita from 2004 to 2011 for Jamaica and the Euro area.
The main message is that Jamaica consistently spent a higher percentage of its GDP per capita on tertiary education per student compared to the Euro area during this period. However, Jamaica's expenditure shows fluctuation, with a noticeable decline after peaking around 2009. In contrast, the Euro area's expenditure remained relatively stable with a slight upward trend from 2004 to around 2009, followed by a small decline. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is Navy Blue the maximum?
Choices:
(A) yes
(B) no | 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| ['yes', 'no'] | yes | multi_choice | text | 595 | general-vqa | pie chart | ['statistical reasoning'] | FigureQA | figure question answering | A | The pie chart shows a distribution of six different categories represented by colors: Yellow Green, Navy Blue, Dark Gray, Tan, Hot Pink, and Chocolate. Each segment corresponds to one color, suggesting a visual comparison, but without additional context or a title, the specific categories or their significance cannot be determined just from this chart. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Is Dodger Blue the low median?
Choices:
(A) yes
(B) no | 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| ['yes', 'no'] | no | multi_choice | text | 596 | general-vqa | bar chart | ['statistical reasoning'] | FigureQA | figure question answering | B | The bar chart displays the distribution of five categories, each represented by different colors: Burlywood, Light Salmon, Lime Green, Dodger Blue, and Olive Drab. Burlywood has the highest value (around 70), followed by Light Salmon and Olive Drab. Dodger Blue is slightly lower, and Lime Green has the lowest value. The chart emphasizes the comparison of these categories based on the values along the y-axis, labeled "yaxis_label." The x-axis is labeled "xaxis_label," although the specific context or data representation isn't provided. |
Hint: Please answer the question requiring an integer answer and provide the final value, e.g., 1, 2, 3, at the end.
Question: What percentage of people prefer the least preferred object? | 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| null | 10 | free_form | integer | 597 | general-vqa | bar chart | ['statistical reasoning'] | DVQA | figure question answering | null | The bar chart titled "Most preferred objects" illustrates the preferences of people toward different objects based on the percentage who favor them. Each object has a corresponding percentage, indicating the level of preference. Notably, "hurt" has the highest percentage of preferences, while "rabbit" has the lowest. The chart highlights varying levels of popularity among the listed objects. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: What is the most curved beak species?
Choices:
(A) iiki
(B) swallow-tanager
(C) cliff swallow
(D) hawfinch | 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 | ['iiki', 'swallow-tanager', 'cliff swallow', 'hawfinch'] | iiki | multi_choice | text | 598 | general-vqa | scientific figure | ['scientific reasoning'] | AI2D | textbook question answering | A | The main message of the picture is to illustrate the diversity in bird species by showcasing different types of birds with a focus on their distinctive beak shapes and features. Each bird is labeled with its common name and scientific name, highlighting the variety in size, form, and appearance among these avian species. This diversity suggests adaptations to different feeding habits and ecological niches. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: In the figure above, AC = 6 and BC = 3. Point P lies on line AB between A and B such that line CP is perpendicular to line AB. Which of the following could be the length of line CP?
Choices:
(A) 2
(B) 4
(C) 5
(D) 7
(E) 8 | 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| ['2', '4', '5', '7', '8'] | 2 | multi_choice | text | 599 | math-targeted-vqa | geometry diagram | ['geometry reasoning', 'algebraic reasoning'] | GEOS | geometry problem solving | A | The image contains a geometry problem involving a triangle \( \triangle ABC \) with given side lengths \( AC = 6 \) and \( BC = 3 \). There is a point \( P \) on line segment \( AB \) such that line \( CP \) is perpendicular to \( AB \). The question asks which among the given options could be the length of \( CP \). The available options are 2, 4, 5, 7, and 8. |
Hint: Please answer the question and provide the correct option letter, e.g., A, B, C, D, at the end.
Question: Choose the answer.
Choices:
(A) A
(B) B
(C) C
(D) D
(E) E | 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 | ['A', 'B', 'C', 'D', 'E'] | A | multi_choice | text | 600 | math-targeted-vqa | puzzle test | ['logical reasoning'] | IQTest | figure question answering | A | The picture is an analogy puzzle, where you need to determine which option (A, B, C, D, or E) completes the analogy. It shows a transformation of a 3D shape on the left to a more complex version of that shape, and asks you to find the equivalent transformation for another shape on the right. The objective is to identify the correct option that follows the same pattern of transformation. |
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