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int64 0
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stringlengths 1.1k
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stringlengths 7
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values | question_type
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values |
|---|---|---|---|---|---|
0
|
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
|
As shown in the figure, in triangle ABC, it is known that angle A = 80.0, angle B = 60.0, point D is on AB and point E is on AC, DE parallel BC, then the size of angle CED is ()
Choices:
A:40°
B:60°
C:120°
D:140°
|
D
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
1
|
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
|
As shown in the figure, it is known that angle A = 80.0, angle B = 60.0, DE parallel BC, then the size of angle CED is ()
Choices:
A:40°
B:60°
C:120°
D:140°
|
D
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
2
|
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
|
As shown in the figure, it is known that angle A = 80.0, angle B = 60.0, then the size of angle CED is ()
Choices:
A:40°
B:60°
C:120°
D:140°
|
D
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
3
|
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
|
As shown in the figure, DE parallel BC, then the size of angle CED is ()
Choices:
A:40°
B:60°
C:120°
D:140°
|
D
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{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
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4
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
| null |
D
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
5
|
iVBORw0KGgoAAAANSUhEUgAAANMAAACECAAAAAAv50FKAAAKlElEQVR4nN1cf2xUWRX+7qtrSejaGFthQzdFWiy7FW2CGyCgVBZkMDhbNkRqQiKwUNZAbHfBpSYmlmQTa+JKyTJEFxPbrHURiMBScWosQsQFojiwttkS6XawrRHYP+q2JmzbeZ9/vDdvZsrM9P04b6bxSzrvvem759xzz7nn3B/njiLyDyoqAMC9eRLkNAkiXqFgiNS79K4EuVkhk4nhjW+US5jNLJJpPHCgzlSYN6h89yfGpYgFPndYhmTeZbKwY/SMEKWPCdFxjbieWvovSZHMu0ymSB2dVwvFSObd9qgA9Gz78yIxivmXCQD6aruWy1HLu+0B4EjguKBIsyI+jQcO1EnSmwW2ZwYmwwFSIOjOApnkApOJ/PcnwcBkIu8ydXS+YwUmCcNDnm2PCj3brlRIk81zf5INTCby68uHzcAk27A5lek5pZRSX7GercAk04/iyKlM54IRMvzZ+GNs8/pGaR0BOZZpcqJm8sjap+OPu4oOQ1pHQI59+cVaHF/wWCMAgCopMAk5cYtcDhECECGpk2R75QOf2OTU9rojfL4Shrn1NIdLfIojubS96IdfwKoi476vvqvCh64EILc+4kJA4WXsA2gFJl+QM5kIdAdAPPckoP4rPGNKRe7GRt0B4xqpEVzKS4scj/eoQIUdo2cS6/7yyPFcQwEKh/ovJdb9/WCSTk8tfnEDANy6/MLcLMw9oiWdj6D1AT8GYxj83Sfm+kLd0nu6pvLN0AGgr/btb1yqkOeRRDCdL1dGC3bfhLyihgLHV+477MPINZlgxlHTRFVEfig2Xt1GjpaMylMmySAAnGRmmV5ZPybOdGpdE0nuaROnbCB4imFEMo4jjtX8S9o84jMmNB2NydMGMDkQQFXmsVF0bGVpkTTPlv4TAIGqheelSQMALq4qQuOemky2t5eDDdKW0V5535w7da2Rpk3Smp9lkCkEoIE0q+ANcRJ/mH/H+qqyVxeinoxghCFEMswJo2NkeBEg4nNNEn31Z63VSdXUpoSoJyH6YQ12V3Wn70/RHQeBAVF+GN6YNGPit7oeyJIHgQsBYOT2orTxaT8QYRBoEDSOsepU/33gVSnKCQQjnKgqHcsSn0RhBqYE7pRNCbMIAwDWkvR9/mSMwx7dY9pcv9Uvlo/0J2kZFWAEpmTCBJvahBklkJP1iI7O84XTfJxa8/C6D5wIpJHJh3lGT3N3yaNM9vqxJGFECJ/7E1WmPaaHn/lLmT88/bY9heEN6Zfy5uz6GUA/mtR3vze+Yndj+v/cq4mKpRilwFc9Mb7HlBbz1r3pD1v/9JQpMCVw/YVeXzj7pycrMGXE8sd7fOHsr4/o6Dyfrcv4FHd99RFZkx+oEKvoEU+OgE96Mtupr/5slkRDBRR8+6jxuvDipX96Gl75et0Mr3ywtL9YnrF//Wl8w8x7TCWb2n1oU9/0ZG+Pqa/uH/Ks5fVkNtKuuXbGqE8v7JKf3sjLZAzsW/p/PfOrhGo8Ij8V8Kk/dXSeL+SMGlDAxrt9mNU5VJZT7mkOlxh7gjOhYG8bACUqlS8+om/Nb21nCvxnibg798FH0FHyQ3H9T8WXQOT1lHnGlBYDzw4UyFZATE9W28Q2f9WJSKhYehqyXkIRgA4oMYe6Y/SMs83anu9fleJtQDM+vIsUb+iW/hMOA86zY3/1yjwVYrZnnWPKOmNKi5fapCphVoUAoCsCGnSloAMazM/4xbrTAQ06FAFNn9Yg7s8xfbTwpsi53Dg066oBSoGapggqTemIX2Dcxb/WQE2Drk1TscJMM6a0IFC4/WjiQQIkyZhOxkidjMViMZ0xkjHGLymfMfNt8y8Z+lDZGVdbEkPzH8ZJuCo/DZrVyIpUADRNc+svXJ9jKqs9AQAUGs4qgtR0DYCulPkBHRp0LX7B9K+Vsv6S4OEc0/UXI84LZYQGKOjG0rkCoFE3HIGuWRedKV/roPWXDDP5waiX/doRwPI5l50VyoqksZHHVmrpvuR+qbjztOS5rkTX8tY/2yvvu6JkvDtVFvXEPQVxh0xd96SmnuZwqWWLTigZ7xa8eHSG95xApGX03pJr1I0mt62ksJlWQpJ8MF8uY0tmbDQSOL7c8DFR9a7NMtHfcPCNH8EMtCWbOkRqAkBGT2PVbaZ+wsaBDDs4QzK0lqSh4EilWC6GhJ5i69c3mh1jw0SV3VJ1ACp0wAwiNQsuCFQFgMy4fOuNZUlPThzEQCBx3yTmJQRkahm5fiiUeHQwDp08fzBR5Ot3QllfdgDP1tte+YAPysPmk6Ms2leSfN3Yj4ufEErX8aynnu+FP4WSs7usX/Gxb3vHnklkct545tq5iXGvlTHhsU16S66RJNu2kNQd6SncSoZPkST1tpIT5N5Wj5Ux4VEma8b0sNyQzb5MIQAoHdNJsnXJEMk75TLG502mpKy843UkOQjgtGMyx8uHSJ3c5LxoOniSKZGVp3P0cavDOw2e7xW/Z9yEV3upjQVPPmJX0WHTESsULz+XNIR1tLDw0qElxs2GD0RWxRSBFnczJ14e2F6QoOJ6nXroQkOc/41/Pu91maXFjLnuZhnv/v2bBWYNjIvjplEAFJ7caZWreV/CnZsrKy6QkvzgeSXBJNA8p8UNwaS3qQCSIaB2otFh1+4tNZw3Hc6asmOo7OHML2WAVQUNUXWL/EXhE84scDjwRsoek0c9HVBK3To4jrIVWfKT0sPaYlXGNiWBiardJPnySUdtMj1d3BsG0UCyroHklWUuygcBoNSKJQgZ96GIEyJT65pMSsApF5VIxUTVD0lysJUkl10hHZtyMEJ9vyUUqlpddIbtdSYlTnze+zrC/tqkh19ucU5g4msk9eBu81G7XeG8M/yg/y0Ak1M1+MljX/J8SmqyK5CI0ay/7vh3OvnHMgBqcTwlJjGOsHrYjOj41dtzAFz8MgZvw/vsdOR2BRSOKaXdBFTBTscU1e/XA0BiR6WqlSQHbfSKuIX2zB8gaQysJWYHgzhJkuFag8m/5zt15xPVYyS5f4/5rH2n+TTYvWOLjeYwLn1bzT2m7lsMSaQULqh6H4ivTSjMC7Q7HC+OrCoCEX1tXfwLdgPYk6UVpsGaMQ2uJcN/c9ikaRHGKZLBOK3IUw7Lh1pJnXWWp3E610gEppDQrJTGrAum6ZFcHc7++jRMVEXIQSScJ5z58aRzTMGIo5IZoT9ydzrgpFLGuafkMGlbTwab7XV6glLEAeeZSCdLMVV+J9OrGeqV2gbO5jype0yUP4RjDLBfG/QUIZSu7A/sO169ah368fPHCxzmik2vimbMy2wh5RyTfyIRxcGfOykwvSp2bS/zOSY/0B/wkitmd40l8zkmP7DkqbMeStteNxoPfLfOAx9HIJpe91DclkzZzzHJQ2HDvZvui88sk5FdYiY/5Az7jrgva9NHeEp+cIPxxe5zxez1JzdZed5QtM2RO0+BLT31rftTpWsOLnF3ddStO7elp+pIzkVC+Yq3AHcZfbPgN6Qz4PJ+txsCNvSUJ6nXxK64LGnDl/v5S1vZ4Dq5wKbt5UOwjxa/U+aKr82xUT50Vbgz5I7v7PURwP3q4Y/7qKe84NOB9v87PfHGdlcH4mezntQXP+nq901msZ6oMO5qg+F/X1kynDvHfGsAAAAASUVORK5CYII=
|
As shown in the figure, AB parallel CD, straight line EF intersects AB at point E, intersects CD at point F, EG bisects angle BEF, and it intersects CD at point G, angle 1 = 50.0, then angle 2 is equal to ()
Choices:
A:50°
B:60°
C:65°
D:90°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
6
|
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
|
As shown in the figure, AB parallel CD, EG bisects angle BEF, angle 1 = 50.0, then angle 2 is equal to ()
Choices:
A:50°
B:60°
C:65°
D:90°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
7
|
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
|
As shown in the figure, angle 1 = 50.0, then angle 2 is equal to ()
Choices:
A:50°
B:60°
C:65°
D:90°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
8
|
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As shown in the figure, AB parallel CD, EG bisects angle BEF, then angle 2 is equal to ()
Choices:
A:50°
B:60°
C:65°
D:90°
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C
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{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
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multi-choice
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9
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
| null |
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
10
|
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
|
As shown in the figure, BC and BA intersect at point B, BD bisects angle ABC, CD parallel AB, if angle BCD = 70.0, then the degree of angle CDB is ()
Choices:
A:55°
B:50°
C:45°
D:30°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
11
|
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
|
As shown in the figure, BD bisects angle ABC, CD parallel AB, if angle BCD = 70.0, then the degree of angle CDB is ()
Choices:
A:55°
B:50°
C:45°
D:30°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
12
|
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
|
As shown in the figure, if angle BCD = 70.0, then the degree of angle CDB is ()
Choices:
A:55°
B:50°
C:45°
D:30°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
13
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As shown in the figure, BD bisects angle ABC, CD parallel AB, then the degree of angle CDB is ()
Choices:
A:55°
B:50°
C:45°
D:30°
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A
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{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
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multi-choice
|
14
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| null |
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
15
|
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
|
As shown in the figure, AB is tangent to circle O at point B, and the extended line of AO intersects circle O at point C. Connect BC, if angle A = 36.0, then angle C is equal to ()
Choices:
A:36°
B:54°
C:60°
D:27°
|
D
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
16
|
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
|
As shown in the figure, AB is tangent to circle O at point B, if angle A = 36.0, then angle C is equal to ()
Choices:
A:36°
B:54°
C:60°
D:27°
|
D
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
17
|
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
|
As shown in the figure, if angle A = 36.0, then angle C is equal to ()
Choices:
A:36°
B:54°
C:60°
D:27°
|
D
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
18
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As shown in the figure, AB is tangent to circle O at point B, then angle C is equal to ()
Choices:
A:36°
B:54°
C:60°
D:27°
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D
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{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
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multi-choice
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19
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
| null |
D
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
20
|
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
|
As shown in the figure, straight lines a and b intersect at point O. If angle 1 is equal to 50.0, then angle 2 is equal to ()
Choices:
A:50°
B:40°
C:140°
D:130°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
21
|
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
|
As shown in the figure, If angle 1 is equal to 50.0, then angle 2 is equal to ()
Choices:
A:50°
B:40°
C:140°
D:130°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
22
|
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
|
As shown in the figure, If angle 1 is equal to 50.0, then angle 2 is equal to ()
Choices:
A:50°
B:40°
C:140°
D:130°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
23
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
|
As shown in the figure, then angle 2 is equal to ()
Choices:
A:50°
B:40°
C:140°
D:130°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
24
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
| null |
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
25
|
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
|
As shown in the figure, AB // CD, and EF intersects AB and CD at points E, F, angle 1 = 50.0, then the degree of angle 2 is ()
Choices:
A:50°
B:120°
C:130°
D:150°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
26
|
iVBORw0KGgoAAAANSUhEUgAAAOkAAAChCAAAAAAHV8c+AAAH4UlEQVR4nO2dX2xTVRzHf9foZMllIySjhnQ8OB4IkDaGdYp72moUSYYyEhgvstWYQSQIKkkh0sbtAdQoe2AJJNg18QFmAkNGkEA6/MMA2Uy2y+IWDTbQCfRh1dVK167k+NB2K6ftYPf87j3nln6edu/dPaef/u49vd+e21Yi8JTwDO8HoBtF08KjaFp4FE0Lj6Jp4VE0LTyKpsIS6FO5o9FMAza7om5Pg5mG6oJNK9XtKhkqn4bqFHtvqbp9DWUatV9b61MpaqijN9pwzXJOraiRTBMOX9Xlxap3N45povWkiUHUQKb7PfJAJcP+hjF1fyH3s4gaZuw9th1u2JhaMEhNvdvBxyZqkJp+vx5Ob2RswxA17VsPXayihqipYoXDu5lbMUBNlVpw7WZvRvyaBlZG3j+C0I7wNQ3YIo4OjIZEr2moTtlw6lmMlgQ3ZQmkFGKbRht8lus4omKfp9EGn+UykqjQpomdPqac9igCmyZaPaYBNFGRTds98lWmnPYo4pq62+T+FxHbE3bs9bawBlIKUWvqbWEOpBSC1rTPzh5IKcSsaZ8dIZBSCGmqvAWHm7EbFdFUqY1gBFIKAc/TgC2IEkgpxDMN2IKOYyg57VGEM8ULpBScztMzkiRJkrQva0OoTrGf1EKUl+nbPebbhAy9RK+PblYsSMmbRpOn7/HEe8sXAVit1GrUQErBqaZTN1cv6LxDr00F0nCN1BRH75KTafhe9/M/v0CtTAfSsisODbrkZDoxPhhrKaFWIgdSCk6mfnNFyRvUOnebdBwzkFJwMh2ppQ9d8LYB+SCkXZe5TMcrpUrfV9r1CVB5oPsdaszxtsCFpqALsZNwjSRJGWMbyaIduknMMZi9QUt8AKfJhAx3CCEk5tgSQ2hz0rYlFjCbbyeXsmt65oBzM5Q0VSA+u48nGUgXt8MpxEbD9xpLzOfGr6cWs5+I9JOgI8MyHCSEkFGwEEICZoBVk+ytDsEgIQGzM7mUdY3kH3AuQ3xenwilNuJyAgAsByVaCuYATrN+cwXAxHhqKcfVYObFaGjX1HM43c7BvSsPl/6+FQAA5MimcvYG77rrAQBGyhcB9M74ZJe8O2PpNHu3PDARQkjM4SQkYE4Pbln5NL7jl6tl8f27kodw9Hip1hng78+CJjfuVf3dxhUAEH7t483ja8uvlqXWZp3HMQeAjoPShAXsDzRpGQAAnDOLvN9ziDb4LFcW6tET5/cGEw0+y2VdRDmbJlp9pot4E4dzwte01WMaMOnUF1dTt0f+QbtASsHT9FCb3L9Ct944jr3eFrhSq193/Gp6sgV8OoryM+3bCifq9eyQl2m/HbqadO2Rk6myDg4269slH9OxdCDVES5jb8AWdHytd6c8TINWbWZI54aDaahOsV/Qf+ZL//P03zrF3sthik930+hGxdKj0cThnOhtqmMgpdDZVM9ASoFtekaqzJoAzkDPQEqD+y7VEADMMafiAnkUt8MnB7mmQ5OTtpGpfFv1DaQUyMP9NoAN/5Xl2ejdBxcsuP3NA/QRKf7Pjjxb9A6kFOjXSMOJNbk39NnhhL457VGwaxoeXBO+nWuD/oGUBnmEa88z1ZGeIeUHsmk75J7kHZXBhdvTvNEny3AJpBS6mPIJpBQaXfeOHbJKkiS92hEAgNDrQfsR3qLoIxIhhJBwxn1/R6fDms2QzgstTIdNIB8cDhMyfeMgQHU1WCY06GW+aGB6FGDD/fTCrZdBDFENTEdBPjG7NL0NltxB70MNeU0DX6pr8IEFujIWHWDiJRpLjhbp2wLzmcYczjxbHoML7NOZS/KwunYQmLR1z95ilte0HdSZToCcUcPDPEXJEAySnpma5nk9HV5mVveidRF2zM5ye/fAd/wCKfihWoqTdLTKbTruq4esT3g8EZdg3czfPS3g03XikGJk1eTQlpn7e3NeusTdno9ml/4KzePWwR8hOpb689xe+GTp2Jz/rRHR5QsBIO5vKLO2H7ufvuEz1wF+8TYJmNO3Dz7g8TY0I1WEJAekmGMmQ+aq6Zl45n2vpc2/qvkcQPCnhxV2lQ+UlT/eAwDwD1TBec/sPbw5SgpOMsR67+At/oEUADLfktUotWn10UoGtDENrRROVBtTxO/6wUOLJB6tU+y9pfF3JUmS5p6m0RX8keCBPZnTJm1OQiZdGJ98wQDfdHpDKpDOviQLAfrRm2g9azq3GABgYrwqzPsNwQzQTXd7TKkvn/VDdTmX2e/cYL8UuDvli6kwM7LqajiC3DwDyKYdbXJ/KqfF/asX5Jtf5AHu0ZsZSKduNpZAeHMYtQMWMIe30wC+mYVk8+IMv5hHb18jdM0mb9G+/APxanCgBrqa0VpDB+88VerB1YzWGj5oNf3TGnF9itSWJmCZChhIKZBMRQykFDimQgZSChTT6Cvii6KMvdEGxfKt6KIYNU1sOlt1g8+drPOBvaaJ1rOI37KrHew13dkp/6bbRysZYK6pu5Px11D0grWmHXtgmOPE4TxgrKl3D/iMIcpY055GOP8m1kPRGKaa9jVCl1FEmWqqWOFoK95D0RiGmiq14DKOKENNAysjez/HfCgao9pU/EBKodY0VHOr6Rsjiao1NUIgpVBnyvTznJxQNfay/TwnJ1SZfsj085ycUGW6ZPklw4mK943imiHiN/9rQ9G08CiaFh5F08KjaFp4FE0Lj6fH9H8NQA8iu092SQAAAABJRU5ErkJggg==
|
As shown in the figure, AB // CD, angle 1 = 50.0, then the degree of angle 2 is ()
Choices:
A:50°
B:120°
C:130°
D:150°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
27
|
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
|
As shown in the figure, angle 1 = 50.0, then the degree of angle 2 is ()
Choices:
A:50°
B:120°
C:130°
D:150°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
28
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
|
As shown in the figure, AB // CD, then the degree of angle 2 is ()
Choices:
A:50°
B:120°
C:130°
D:150°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
29
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iVBORw0KGgoAAAANSUhEUgAAA5EAAAJgCAYAAAATa+e3AACigklEQVR4nOzdd3wUxf/H8VcSShIghBJ6R5BepQlSpDepUgTpCNgR5evPBoqKih3FSkekCoIK0oxIk6p0pCu9SCeElPn9EXdzIXeXTQXC+/l4RJfd2d253b25nf3MzvgYYwwiIiIiIiIiDvje7AyIiIiIiIjI7UOVSBEREREREXFMlUgRERERERFxTJVIERERERERcUyVSBEREREREXFMlUgRERERERFxTJVIERERERERcUyVSBEREREREXFMlUgRERERERFxTJVIERERERERcUyVSBEREREREXFMlUgRERERERFxTJVIERERERERcUyVSBEREREREXFMlUgRERERERFxTJVIERERERERcUyVSBEREREREXFMlUgRERERERFxTJVIERERERERcUyVSDf69OmDj48PxYoVu9lZSRcaNmyIj48PDRs2vNlZcex2zHNUVBQfffQRNWvWJCgoCB8fH3x8fGjfvj0AoaGh9rzQ0NCbmlcRcc/6jo4cOfJmZ+WWVKxYMXx8fOjTp8/NzkqKOXTokH3eJ02adLOzI8l09uxZnn32WcqWLUtAQIB9bj/88MObnbWbZtKkSfZxOHTo0M3OTqq7lb7Tr776Kj4+PrRs2TLeslmzZuHj40Pp0qW5fv16oredIpXIVatW2QfLx8eHlStXpsRmRSQRunfvztNPP82GDRu4dOnSzc6OuGjSpIldPt5///2O17MeZrj7y5gxIyEhITRo0IB33nmHc+fOpXi+Bw4ciI+PD61bt/aYZvXq1fj4+ODr68vJkyeTvC9jDAsXLmTw4MFUrFiRPHnykDFjRnLmzEnFihXp168f8+fPJyIiwu36no5VYGAg+fPnp3z58nTt2pUxY8bw119/JTmfIiKeXLhwgTp16vDee++xe/durl27drOzJC4iIyNZunQpzz33HPfddx8hISFkzJiR4OBgqlWrxrPPPsv+/ftvdjZTzJEjR3j77bcBGDFiRLzlnTt3ply5cuzdu5exY8cmevspUomcMmWK13+L3ApGjhxp31imN2vWrGH27NkAtG7dmqVLl7J161a2bdvGxx9/fJNzd2c7cuQIv/zyi/3v0NBQ/v7772RvNzIykjNnzrBy5Ur+97//UbZsWdatW5fs7VqMMfz4448AtG3b1mO6H374AYCaNWuSN2/eJO1r1apVVK1alQceeIAvvviC7du3c/r0aSIjIzl37hzbt29n4sSJdOjQgWLFiiXqyW5YWBgnTpxg586dzJo1i+HDh1OmTBkaN27Mn3/+maT8Jtbt2LIhLan1j6QXn376KXv37gVg+PDh/Pbbb2zbto1t27bx8MMP3+Tc3dlOnz5Nvnz5aNasGe+++y6rVq3izJkzREZGcuHCBbZs2cJ7771HuXLl+Oijj252dlPEqFGjCAsLo3nz5tSuXTvecl9fX1588UUARo8enegARIbkZjA8PNy+ec2aNSuXL19m9uzZjB07loCAgORuXtIBNZ1MfcuWLQPAz8+P6dOnExQUFC9Nw4YNMcakddbueNOmTSM6OppMmTJhjCEiIoJp06bxwgsvJGo727Zti/Pv69evc+DAAaZOncqCBQs4efIkrVu3Zs+ePeTOnTvZ+d60aRPHjx8HoE2bNh7TLVy4EPBe0fRm6tSp9O/f344w1qpVi06dOlGlShVy5crFhQsX2L9/Pz/99BM//vgjx44d4+mnn/banNH1WEVGRnL+/HmOHDnCunXrmDt3LidOnGDFihXUrFmTsWPH8sgjjyQp7yIirqzf4nvuuceOAMmtITw8nLNnzwJQpUoV2rVrR61atcibNy8XLlxg0aJFjB07lmvXrvH0008TEBCQ5N+GYsWK3fT7raNHjzJx4kQAhg0b5jFd165dGT58OEePHuXzzz/nueeec7yPZEciv//+e86fPw9g19wvXrzI999/n9xNi4hDR48eBSBv3rxuK5By80ydOhWAli1b2u8kWPMSo0KFCnH+qlWrRufOnfn+++/p1asXAP/++y/jx49PkXxblcOqVatSqFAht2kOHjzIjh07gKRVIkNDQ+nbty8REREEBgYyc+ZM1q1bx3PPPUfTpk2pVq0ajRo1YsCAAXz33Xfs2bOHLl26JLhd1+NUpUoVGjZsSM+ePfnkk084dOgQb7/9NhkyZOD69esMGTLEjqaKiCSH9VtcunTpm5wTuZGPjw9NmzZl7dq1bNmyhZEjR9KyZUv7d+add94hNDTUDoANHz78tn41aNy4cURERJA/f34aN27sMZ2fnx9du3YFYiLpUVFRjveR7Erk5MmTAShXrhz9+vWjXLlygJq0iqSl8PBwADJmzHiTcyKuNmzYwM6dOwHo0aMHPXr0AGD37t2sX78+xfYzfPhwe/r3339PkW1alUgnUcgiRYpQqVKlRG0/LCyMHj16EBUVha+vLwsXLkywglisWDFmzpyZrKZGmTNnZvjw4UybNg2A6OhoBg4cqHeXRCTZ9Ft86ypYsCBLlixx26zTUqtWLR599FEg5v1WK7J8u4mOjrZf++jevTu+vt6re9a9yeHDhxP1mZNViTx16hRLliwBoGfPnnEysmTJEkedLBw7doznn3+eatWqkT17djJlykS+fPmoWLEi3bt3Z9KkSVy8eDFJ+YuKimLSpEk0b96cfPnykSlTJoKDgylVqhSNGzfmzTfftG/wvDl//jyvvPIK5cuXJ0uWLAQHB1O/fn2++eYbR/nYtm0bjzzyCKVKlSIwMJBs2bJRvnx5hg4d6rGXqtmzZ9vv7+3Zs8dtmrvuustOM3fuXLdp2rdvj4+PDzVq1Igz/8aesqKjo/nyyy+59957yZEjB1myZKFSpUq88cYbXL161dHn9MTb+0DuerBaunQpbdu2JV++fGTOnJnixYszZMgQjhw5kqT9W5/11Vdftee564DDW49hR48e5ZlnnuGuu+4iICCAXLly0bx5cxYtWuQoD+fOneP111+nTp065M6dm8yZM1OgQAHatWvHd999l6TP5fo5rIc5hw8fjve5LE57Zz18+DCDBw+mWLFi+Pv7U6BAAdq3b2+/1+ft3dLE9EjmrZfFG6/P8PBwPvzwQ2rXrk3u3Lk99l4ZGRnJ+PHjadWqFQUKFCBz5szkzp2b+vXr8+GHH6Z5RcF6mJY9e3batm3LAw88YEeKU/JBm+u7ZCnxGY8ePcqWLVsAZ+9DeqtoejJhwgSOHTsGwJAhQxLV4VDv3r0Tvb8bde3alQcffBCAEydO2M1+UpL1rt+vv/4KwK+//hrv+5nQe4AbNmyge/fuFCpUiMyZM1OwYEEefvhhdu3a5SgPe/bs4cknn6R8+fJkz56dgIAASpQoQd++fdm8ebPH9dyVF7NmzaJx48aEhIQQEBDA3XffzfDhw/n3338d5eVGVlnirfxK6B323bt3M3DgQIoVK0bmzJnJmzcvHTp0cPx+8JEjR/i///s/qlWrRo4cOfD396dIkSJ07do1zrvMyREVFcWnn35KrVq1CAoKInv27FSrVo13333XrnQ4tXTpUnr27Enx4sUJCAggKCiIypUrM3z4cLv5uTdnzpzhueeeo3Tp0gQEBJA3b16aNm3KvHnzgIR70byx3N60aRN9+vShePHiZM6c2eP5Sup16CotzhXEPBzr3Lmz/Z3LlSsXderU4a233uLy5cvx0rt+Vw4fPgzEBFhcr+HEvg8dHR3NihUrePbZZ6lbty65c+e2O4CpUqUKzz77bILv1t9475Wc+xhjDJMnT6Z+/frkyJGDrFmzUrFiRV577TX7Hj0lepY2xjBnzhw6depE4cKF8ff3J0eOHNSsWZNRo0bZLR9TU6NGjezppHay4+ReKDXrP6tWrbJ/Xzt16pRg+mrVqlG8eHEAZs6c6XxHJhnef/99AxgfHx9z+PBhY4wxhw4dMj4+PgYw7733ntf1V65caYKCggzg9W/hwoWJztulS5fMfffdl+C2O3XqFG/d3r17G8AULVrU7Nq1yxQrVszj+o899pjXfLz55pvG19fX4/qZM2c2kydPjrfeqVOn7DSfffZZvOVHjhxJMB/R0dEmZ86cBjDDhg2Ls2zixIn2utu3bzf333+/xzzWrFnTXL58OaFD7lGDBg0MYBo0aBBv2cGDB+39TJw40fzvf//zmI+QkBCzc+fORO/f9bN6+zt48KDbPP/2228mV65cHtcbM2aM1/3/+OOPJjg42Ou+W7dubS5dupToz+bkc1l++eUXe94vv/zidntLliwxWbJkcbsdHx8f88Ybb5gRI0bE27blxvPpTdGiRQ1gevfuHW+Z6znbsGGDqVKlSrz8jBgxIs46+/btM+XKlfN6LEqVKmX++uuvhA5rirh+/brJnTu3AUy/fv3s+X379jWAyZUrl7l+/brXbVjXYUJF9fbt2+10gwYNSnbeP//8cwOYfPnymejoaLdpLl68aDJlymQAs2jRokTvo3r16vZ1tXfv3uRm2fGxcrVmzRp7naZNmyY7Dzeyfku8/RUtWjTOOq7X99ixY02GDBncrhcYGGh+/fVXr/t/7bXXPK5vHftXXnnF7bqu5cWyZcvMQw895HE7d911lzl+/Hiij49rWeKkDDMmbrkxd+5cExgY6HYdPz8/M2PGDK/7//rrr01AQIDXfffv399EREQk+rNZLl68aOrWretx+9WrVzebN29OsNy8fPmy6dChg9e8Zs2a1ev90h9//GFCQkI8rv/II4/EKXtdfxMtrsf/s88+c3t93Sg516ElLc5VWFhYgse4QIECZsuWLXHWc/2uePpzd//jjZPvRmBgoPnuu+88biOl7mPCw8NNmzZtPK5bqlQpc+jQoThl140Suq6Mibnv9fZdAUzevHnNunXrEnUsE2vu3Ln2/hKqx3iS0L1QatZ/jDFm5MiRBjAZM2Y0YWFhjtbp1q2bAUzx4sUd7ydZlcjKlSsbwNSvXz/OfKvyVrlyZY/rXrt2zRQoUMAAJlu2bGb48OFm0aJFZtOmTWbdunVm5syZ5umnnzaFCxdO0kEcNmyYfRLatGljvv32W7N69WqzadMms3jxYvP222+b++67z3Tu3DneutYPf0hIiClVqpTJli2beemll0xoaKjZuHGj+eqrr0yhQoXs7S9evNhtHj799FM7TUhIiHn33XfN2rVrzapVq8zIkSPtm3UfHx/z448/xlu/bNmyBjBdu3aNt2zq1KlxLrTy5cvHS7NlyxaPF6LrF/ree+81vr6+pnfv3ubHH380mzZtMvPmzTN16tSx0zz//PNOD308TiuR9957r51u+vTpZuPGjWbZsmWmV69edpratWsnev/nzp0z27ZtM0OGDLG3s23btnh/rjf0Vp5Lly5tcufObfLkyWPeeusts2rVKrN+/Xrz/vvv2xXDDBkymO3bt7vd95IlS4yfn58BTLFixczbb79tQkNDzebNm83ChQtNz5497Tx17Ngx0Z/Nynu7du3sH7gbP5cloUrk3r177RsyPz8/89hjj5nly5ebDRs2mIkTJ9oVtJo1a3q8WUiNSmSlSpWMj4+P6dWrV5zr86effrLTHzt2zOTNm9cuT4YNG2YWLVpkNm/ebH755Rfzf//3f/ZnK1GihDl//rzjY5xU8+bNsz/DihUr7PnLly+358+bN8/rNpxWjPr06WOnc1eWJFbr1q0NYAYMGOAxzezZsw1gsmTJYq5du5ao7V+4cMH+XpQpUya52TXGJK0SGRUVZbJly2Yg5gY8OTeg7hw5csRs27bN3HPPPQYw99xzT7zv5549e+Ks41rW+fj4mMqVK5sJEyaYDRs2mJUrV5qhQ4faDyaLFCliwsPD3e775ZdfjlO2fv3112bt2rVm48aN5ptvvolTvn/88cfx1nctL6yyuX379ua7774zmzZtMj/99JN9nQCmW7duiT4+J0+eTLD8ci3DjIktN6pWrWr8/f1N8eLFzSeffGLWrVtn1q5da0aOHGn8/f0NYIKCgsypU6fc7nv8+PF23itUqGDGjh1rVq1aZTZv3mzmzp1rWrVqZS9/5plnEv3ZLG3btrW3U7NmTfPtt9+ajRs3mh9//NE8+OCDBjA1atTwWm5GRkaaRo0a2fcL3bt3N7NnzzYbN240a9euNR999JEpUqSIAUymTJnMxo0b423j33//Nfny5bP306NHD7No0SKzceNGM2PGDPt6qFWrltebfev4lytXzvj5+ZlixYqZTz75xL63GT16dJz0yb0OjUm7c9WlSxd7O5UrVzZTpkwxGzZsMD///LPp27evHSDJmTOnOXLkiL3e5cuX7WvVuq9t165dnGv4wIEDicrLiy++aPLnz28effRRM3XqVPv+df78+Wb48OEma9asBjD+/v4eH66n1H3MI488Yh+XcuXK2eXR8uXLzeOPP278/PxM7dq17TRJqURevnzZvufNlCmTGTRokPn+++/N5s2bzW+//WbeeOMNuxKcI0cOc+jQoUQdz8R48sknk/176u1eKLXrP8YY07hxYwOYatWqOV7HCgwCca5vb5Jcidy6dau9sy+//DLOsi+++MJetnXrVrfru95IeTtIERER5sKFC4nOX+HChQ3gtpLo6uzZs/HmuT49Dg4OdvvF2rt3r/1D9cADD8RbfurUKfumtUCBAubvv/+Ol2bz5s12RbJgwYLxohJWpSdfvnzx1u3fv7+9b+uH5cYfyw8++MAAxtfX15w7dy7Oshujc1OnTo23j2vXrpkKFSoYiImaJPUGy2klEjADBw50G/kYMGCAnWbz5s1Jyoe3CJqnPENMpMDdF+q3336zf1SefPLJeMsvX75sV2yaNWtmrly54nZfX375pb2vZcuWJf6DmbjRc08SqkRa1xJgZs+eHW/5lStX4lQg06oSCZjx48d73Zb1lLRw4cJm//79btO4ft9eeuklr9tLCdYT7UKFCpmoqCh7flRUlP0QqkOHDl634Xod3nhjvWnTJjN37tw4T84TKu+cuHr1qv3Ef/78+R7TWQ932rdvn+h9rF692s7zQw89lJzs2pJSiTTGmHr16tnruSunUzJvTqIRrtd9q1at3FYSX3/9dTuNu0jE+vXr7Yqmp2s9KirKfoiVLVu2eL8RN0ZXXn/99XjbiI6ONs2aNbNvQj1V2BLipPyyWOUGxETx3D0QmjZtmp3m/fffj7f877//tn+fe/fu7fG37YUXXrB/Q2+s7DuxYMGCOOfS3X5effXVOMfZXbn57rvvGoiJKrg+PHP177//mvLlyxvA1KtXL95y1xvjd999N97yyMhIuzLvpBIJmIoVK8a7blylxHWYVufqhx9+sD9X48aN3X7vXH+ru3Tp4nY73n7XEuPgwYNeW6r8888/pmDBggYwPXv2dJsmJe5jNm3aZC+vWbOm2/sY64FiciqRjz/+uAFM9uzZzYYNG9x+nkOHDpn8+fN7/czJdezYMfvBYu7cuc3Vq1eTtB1v90KpXf+Jjo6273X69+/veL1ff/3VztesWbMcrZPkSqQV6cucOXO8L/25c+dM5syZDcRvRmn55ptv7Mwm5SAlJGPGjAYwH330UaLXda1EenoyZkxs6DdHjhzxlr399tv2Nr799luP23C9GbjxpM2YMcNetmvXrjjL7rrrLvtmv0SJEm5v/Nu3b2/A/ZMI1y+0twiY1awNMH/++afHdN44rUTmz5/fY0Rj9+7ddrqknFNjkl6JXLBggcd01tO3qlWrxls2duxYAzFPCk+ePOl1f1blrEePHgl/EDeSW4k8cuSI/WPvrWLzxx9/pHkl8v777/e6nW3bttlpv//+e69phw8fbiDmwU5qOnv2rN3Uc/jw4fGWP/fccwZinri6e5Blcb0Ovf2VLl3afP3113Eqq0ll3fj6+/t7bMYeFRVlN4tLqILvzvfff2/nfejQocnNsjEm6ZVI1xvnpJZxTvOWmEqkt3LDtSmxu+PXqVMnu5LlqTmyMXF/q7/66qs4y1zLC2/bWbx4sePvnydJrUR6Ol/R0dH2k3535Zl1/1KgQAGvTb0iIiLsG/UXX3zR8eextGzZ0r5POnr0qNs0UVFR9sNad+Xm9evX7RvnhL4rP/30k70d1ybiYWFhJnv27Pb9gKdzeeLECfvhuJNK5MqVK73mJyWuw7Q+VxkzZvT6MKlJkyYGYh6aHDt2LN7ylKpEOvHhhx8aiIm4uzu+KXEfM2jQIEflo+vDzMRWIk+fPm1fdwnd340bN84+T54ezCdVdHR0nIfpSb3XNMb7vVBq13/Onj1rb////u//HK+3a9cuez13D9/cSVLHOlFRUUyfPh2IGdg8ODg4zvLg4GBatWoFwPTp0912F5s/f357OjU6NLC2P3PmzCR3DOPj48NDDz3kcXn16tWBmE5TbnzZ1+rdKDg42OtLrQMGDIi3jsX1RWzXjlCOHj3Kvn378PHxoUGDBnY61zTGGFauXAlAgwYNPO4fYjtDcsf6jAAHDhzwup3k6ty5M5kzZ3a77O677yZr1qxpkg9XwcHBtG7d2uNy6/i4y5M1zE2DBg3IkyeP1/3Ur18fgLVr1yY1q8kSGhpKdHQ04L3TksqVK1O5cuW0yhbg/fqE2OMcGBjo9VxB7HE+duwY//zzT8pk0I0ZM2Zw/fp1ILbTMVfWvOvXryfuJXYP/vrrLyZMmMCaNWuSvS2rx9X777+fLFmyuE2zbt06Tp8+jY+PT4LH3B3XbtM97SOtWOUKcEt15960aVOP5Ua2bNkoVaoUEL/siYiIsDvK6Ny5s9eOaYKDg6lYsSLgvex56KGHPG4nLX8jXFWsWNFjj8A+Pj5UrVrVY56sMqNt27b4+/t73EeGDBmoU6cOkPiyOTIy0u5QqVmzZhQoUMBtOl9fX69l7vr16+0OcxLqvdgq327M76ZNm7hw4QIAvXr18ngu8+bNS/Pmzb3uw1K4cGHuu+8+j8tT6jpM63PVtGlTChcu7DHtwIED7XXScgzsixcv2kMqbd++ne3btxMYGBhnmSfJuY9Zvnw5EDOuorceuK1hppLi559/tjuEc3qNR0REsGnTpiTv050333yTBQsWADGd6zz++OMpun1Latd/Tp8+bU/nyJHD8Xo5c+Z0uw1vklSJXLJkiV2oubtBcp1//Phxt93F1qtXjxIlSgDw9NNPU7NmTUaPHs2aNWvsm6/ksArlNWvWULx4cR5//HHmzZvn+MAA5M6dm1y5cnlc7nrAb7z52L59OxAzxpq3rp7z5s1r985nreO67O677wbiVhCt6XLlyhESEuK2Erl161a7x7yEegUrU6aMx2XePmNK85YPiP0ypOWNXqlSpbx2jWwdH3d52rhxIxBTQLrrcdD179133wVieom8GVyvPdebQnfuueee1M5OHAkNHWEd56tXr5IhQwavx9m1F9HUPNZWb5OVKlWyb45cuc532kuriWk5Yv9FRUVx8uRJ5s6dS+XKlVmzZg1NmjSxe1lMCmMMP/74I+C9V1arolmzZk3y5s2b6P1ky5bNnr5y5Uqi109Jrt/dW2mM1YTKQ09lz86dO+0Hp//3f/+XYNljfX+8fR9uld8IV0k9PhcuXGDfvn0AfPHFFwkenzlz5gCJLy/2799vn4cbe0e/Uc2aNT0us84PQJ06dbzm1fWBiGt+U6N8T6hcTonrMK3O1YEDB+y81qpVy2ta1+U33rOltMOHD/PEE09QrFgxsmfPTokSJahQoQIVK1akYsWKPPLII3baM2fOeNxOUu9jrl27Zh//1LwvcL3G8+fP7/UcV6hQwU6bkr/h33zzDS+//DIQ0wPx9OnTExwWI6lSu/7j2lt2YiqRrmnPnj3raJ0kHSHrpsfb0w3XCKW7m6SMGTOycOFCypYtC8R0Y/7CCy9Qt25dgoODadmypccophMvv/wy/fr1w8fHh1OnTvHpp5/SsWNH8ubNS8WKFRkxYkSCQ5BYT3k8cb3AbsyndRKd3GDly5cvzjqurAqg9ZQMYiuL1jKrO+KdO3falWQrja+vr9enheD9c3r7jCnN6fFO7Xy4cponK4pniYiISFJX1MkdTiWpzp07Z08nFDUNCQlJ7ezEkVAheOrUqSRtN7WO9V9//WWPAenpIZvrsnXr1rF3795E78fX15c8efLQsWNHVq1aRenSpQkPD6dPnz5xzmdibNq0ye4W3Mn4kEkZ2gNiHtBZnAwFlZpcb75cK0Q3W1LLw9T4PtwqvxGubqXj405iylRv9wkpkd/UKN/TolxOq3Pleu+V0D2bdb9243opbdGiRZQrV45PPvnEHjbEm7CwMI/Lknof43oPk5r3BTf7N/zHH3+kb9++GGPImzcvS5cujXOeU1pq139cI/berosbuaYNCAhwtE4G59mKcfHiRbt5wfnz5z02P3Q1f/58Ll26FOfpM8RE0rZt28bChQtZuHAhv/76K/v37ycsLIzFixezePFi3n//fX766acEL+AbZcyYkfHjxzNs2DC+/fZbVqxYwcaNG7l+/brdFOD9999n2rRptGvXLlHbToyExriCmKf/njRo0IAvvviCEydOsHv3bsqUKWNXKK1KZKFChShRogQHDhzg119/pXPnznaaSpUqJepJhKQM1y9/ly5d7Cdcknh+fn5el1vHunjx4nZTFCesMZFSmhWFBBg+fDjDhw9PcJ0pU6YwatSoJO8za9asDBkyhKFDh3Lx4kXmzJljN7tKDGvcxypVqlCoUCG3aQ4dOsSOHTsA79FKbypUqICfnx9RUVGOx4hLDdHR0WzduhWIiUKm5o1DWnEte8aMGUOLFi0crXezmxWnFdfj8/TTT9O/f39H62XKlClR+3H9XU/oPsDbPYBrfkNDQ722jnKV2HumxHJaLkPSr8O0OleunNyzpbazZ8/y0EMPcfXqVbJmzcqzzz5L8+bNKVmypD2eIMCKFSto3Lgx4P0aSgvJOW7Wec6UKVOimqh6+o1KjNDQUDp37kxERAQ5cuRgyZIl3HXXXcnebkJSs/7jWqFPzIMO17ROHwokuhI5a9asRNVsIeZpwZw5c+jbt2+8ZX5+frRv35727dsDMc1fFy1axLhx49i0aRObNm1i0KBBSW6iVa5cOUaNGsWoUaMICwtj9erVTJ8+nSlTpnD58mW6d+/O/v3747RRTgk5c+bk+PHjjsLt1pN4d0/Bb3wvMigoiL1799rvQ7qmO3DgAKGhoXTq1Mnx+5CSOvz9/QkMDOTq1aucP38+ThOMW5Hrg4ZTp055LZy9NQl3jUrc+FTzRinVjNG6qTp58iRlypQhQ4ZEF2spxhjDtGnTEr3etGnTeO2115L1Q+zavG/btm1J2oYVYXTSlLVw4cJJfj82KCiIKlWqsGnTJvbs2cO+ffvS5If7RmvXrrUHD69Tp06CN8a3A9dKRkRExC1f9qQ11+Nz9erVVDs+rr/nCUXbvUViXPObKVOmJOX3xvK9dOnSHtMm5pUfb1LiOrwZ5yqhezbX5anVcmH27Nl2FPC7776jadOmbtMltcWJU679nSQULUxqNBFiz/P169fJlStXit+Pe7J+/Xratm3LtWvXyJo1K4sWLUqwmXZKSq36j2sFMDHXiGtap5XIRDdntZqm5s+fn2+//TbBvyJFisRZLyH58+enX79+rF27lmrVqgExT8cTW3F1JyAggCZNmjBhwgTGjBkDxIRvrafvKckq7LZs2UJERITHdKdOnbKbKrgrIPPnz293oBAaGhrvfUiL63uR27Zts9szJ/Q+5J0krZ8wWh07rF69+qY1U3WqfPny9rTr+wnueFvu2trAW+F19uxZr+9wJIZ1nK9evcrq1atTZJtJ9csvv/D3338D8MQTTyRYPj7zzDNATHTPevCTVJGRkfa0tzLHk6NHj9pRQSeVyKRGIS3WQ0VjDB9//HGytpVUH374oT3doUOHVNtPWpY95cuXtyMVS5YsSbP9JkdaHp+QkBAKFiwIxHRml1oRnJIlS9rNCDds2OA1rbflVvkGST+fKVW+J3afyb0O0+pclShRwj5Xv//+u9e01qsK4P6eLSVYLT1y5szpsQIJKXeuPPH396dkyZKO9pWcvKTENZ5YW7dupUWLFly+fBl/f38WLlyY4PuwqS2l6j+ZM2e26w1//fWX4/Vc07rry8GdRFUiDx48yKpVqwDo1KkT3bp1S/DvwQcfBGLe6bNurpzImDGjHUWLjIxM0vtl3lhNAMD7C8lJ1aRJEyCmye/cuXM9phs/frxdMFrr3Mj1vcgb34e0uL4XOXv2bCDmhzmh9yHvJK7txMPDw1N9fw888AAQE3H79NNPU31/ydGoUSM7iujtgc+ff/7Jn3/+6XF5jhw57KeX3n5Uvv3226Rl1A3X5ujvvPNOim03Kaxj5+fnx0svvZRg+fjSSy/ZHW85fdDmieuNqLfeBT2xHqbly5fPYycJly5dspvKp0Ql0mo++umnn8Z57zshyT1WENODrtURR/78+enTp0+yt+mJVfakRbkTGBho/76FhobGuem9VaXl8YHYsvnAgQP2NZDSMmTIYN/DuHZGeKPo6Og4TeBvVK9ePTvi9fnnn3Px4sVE5+Wee+4he/bsAEydOtVjZezkyZP8/PPPid6+Oyl1Hab1uVq6dKnXnru//vprIKaMT62H9NYDwfDwcI8teq5evZoi5WBCrHP4559/2k3/3UlOXlq2bGn/Dn7wwQdxHoimhr/++otmzZpx7tw5MmbMyNy5c2+pgEtK1H+se/+EHmC5stIGBAQk2JGSJVGVSNfCp3Pnzo7WsdIZY5g6dao9/7fffrN7fXLn+vXr9k1F1qxZE/XS7r///suCBQu8PrVyfdqRGu9G9e3b136yNWzYMLeF0p9//smbb74JQMGCBe2Q9o2si+nEiRPMmjULiF+JtN6LNMYwduxYIOZJgtP3J+4Erk0k9u/fn+r7Gzx4sN2ByMsvv2x3d+7J6tWrkx2NSqqCBQvanWTNmzfP7Y91WFhYnN7gPLG64P7+++/dHuddu3bxyiuvJDPHsWrUqEGzZs0A+OmnnxgxYoTX9IcOHfJYibV6gLN6TE6Mq1ev2g+M7rvvPkfvMeTIkYP7778fgDlz5iS5xcXhw4cZN26c/W9riKXEsCKMrVu39hgZ+vnnn7l+/TpZsmSxH1wlVWBgINOmTcPX15fo6Ghat27t9YEbwN9//023bt148sknk7zf8PBwxowZw8MPPwzENMEeP368x/f7ixUrZl8XSWWVPQcOHEiTd5defPFFO7/dunXzWt5ZQ3YdOXIk1fPliXV8Tp06lSY9vD733HP2+R48eHCCUZSffvrJ6w20J0OGDAFirrlBgwa57Shj9OjRXpuf+/v78+yzzwIx9wDdunXz+irApUuX+OSTT+JtwxqCYfPmzbz//vvx1ouOjmbQoEH2UAspISWuw7Q6V4899hgQ04qjX79+bnvJnDBhgn3v2KlTp1RrdmlFka5cueL2tzgqKooBAwbYnaClpkceecQ+hwMHDnTbqmru3LnJ6hW8YMGCdsuUP//8k0GDBnmtSJ46dcquzCfW33//TZMmTTh58iR+fn5Mnz49Sb+XyZGa9R+LVYk8c+aM1+FfXFkPemrVquX4veJEvTxkVQLz5MnjOMJVq1YtChUqxJEjR5g6dSovvvgiEDP2zKhRo7jvvvto3bo1lSpVIiQkhLCwMP766y8+//xzu2nVgAEDEvWe08WLF2nXrh3FihWjY8eO1KpVi6JFi5IhQwaOHz/OwoUL7QuwUKFCyX6i7k5ISAhjxozhscce49ixY9xzzz08//zz3HvvvURFRbFs2TLGjBnD5cuX8fHx4csvv/Q4FIhrhfHChQvx3od0TXfgwAF7PCi9DxnXvffea08PHTqUF1980e5OGmJuFlPyfbqgoCC+/fZbWrZsSXh4OG3atKFTp0506tTJbiJy/PhxNm3axLx589i6dStjx46NM9ZXWnr//fdZvnw5V69epVu3bgwZMoSOHTsSFBTE9u3beeedd9i5cyc1atTw+nTr0UcfZcGCBYSFhdGwYUNGjhxJ1apVuXz5MsuWLeOjjz4iT548ZMiQIcXev5k4cSL33HMPx48f57XXXuPnn3+mX79+VKxYEX9/f86ePcvWrVtZvHgxK1asoH379nTv3j1F9m2ZO3eu/X6dt7Fhb9SpUyd+/vlnLl68yPz58z3m68bu5KOjozl79iy//fYbH3/8sd2EvUePHlSpUiVReQ8LC2PFihWA9wijFa1s2rSpo07VEtK4cWO+/vprBg0axJUrV+jcuTO1a9emc+fOVKlShZw5c3LhwgUOHDjA4sWLWbBgAeHh4XZUxRPXYxUVFcX58+c5cuQI69atY86cOfZ7TZkzZ+bTTz+lZcuWyf4s3tx7771MnDiRU6dO8cwzz9CzZ0/7M2TMmJGiRYum6P7q1q3LK6+8wquvvsrBgwepUqUK/fv3p1mzZuTPn5/w8HAOHTrE2rVrmTNnDseOHWPbtm0p0lFFUlhlc3R0NIMHD+aJJ54gV65cdtmc0u/LFi9enM8//5y+ffvy77//UrduXR5++GHatGlDkSJFiIyM5MiRI6xfv545c+awf/9+Fi5cmOj3pdq2bUvbtm3tzjPq1q3L0KFDKVWqFKdOnWLSpEnMnDkzwTJ1+PDhLF++nOXLl9u9dg4ePJg6deoQHBzMpUuX2LNnD6GhocyfPx9/f/94Y9yNHDmS2bNnc+LECZ599lm2bNnCww8/TEhICPv27eOjjz5izZo11KxZ076ZTG4z45S4DtPqXLVu3ZoHH3yQ2bNns2zZMmrVqsWwYcMoW7Ys586dY8aMGUyYMAGIaWbqriKeUrp06cILL7xg97b9xx9/0KRJE4KCgtixYwdjx45l06ZN1K1bN9Vf4ahevToDBw7kyy+/ZP369dSoUYPnnnuOihUrcvHiRebNm8e4ceOSfd289957rFmzhu3btzNhwgTWrVvHI488QvXq1cmaNSvnz59nx44dLFu2jJ9++omKFSvGGWfdibNnz9KkSRM7qDNs2DDKlCnjdaiWHDly2E2qU0pq1n8sLVq0sDuvW758eYLH6tKlS3YZlKixn41Dq1atMoABzKBBg5yuZowx5sknn7TXXbdunTHGmBEjRtjzvP117NjRhIWFJWp/Bw8edLTtggULms2bN8dbv3fv3gYwRYsW9bqfiRMn2ts6ePCg2zRvvPGG8fX19ZiHzJkzm8mTJyf4mUqWLGmvU758ebdppkyZEmfbc+fOTVbejYl7LCdOnJhgPt1p0KCBAUyDBg2Stf2iRYsawPTu3TtJ+TDGmC5dung8F67HwVueXblex54sX77c5MuXz9E16eRacMfJNfvLL7/Y+/nll1/cplmyZInJkiWLx/yNGDHCvPzyywYw/v7+Hvfl+p2/8a9w4cJmx44dXs+n0+vT1aFDh0yNGjUcHee+ffvGW//q1av28mrVqjnap6smTZoYwPj4+JijR486Xu/06dPGz8/PAKZFixZxllnXodO/rl27mmvXriU67wsWLLDP6eXLl92miYqKMiEhIQYw48ePT/Q+vAkNDTUVKlRw9BmLFClipk+fHm8biTlWPj4+pnHjxubPP/9MMG958uQxgMmZM2eSP9+lS5dMiRIl3Oblxu+s63fNGydl1AcffGAyZ86c4PHIlCmT2bt3b5x1nZQXic2zJ1FRUaZ27doe8+fK6e+AkzJxxowZJigoKMHj4+vra1asWJGkz3bx4kVTt25dj9uuVq2a2bx5c4K/g1evXjW9evVydH0XL17c7Tb++OMP+zvs7q9Pnz5m/Pjx9r9PnDgRbxtJ+R1OznVoSYtzFRYWZjp06OB1+wUKFDBbtmzxuI2UuE8xxpgJEyZ4vXfs2rWrWbZsmdfvaErdx4SHh5s2bdp4vd727dtn//utt96Ktw0nv+lnz541LVq0cHSNN2rUKKFDGI9rmeb0L6nn0du9bWrWf1w1b97c8bGaNGmSAYyfn585cuSI4304bs7q2t45MU/Zb0xvbWf48OH89NNPDB06lNq1a1OkSBH8/f3x9/enWLFidO3alR9//JG5c+fGeZfNiaJFi/LHH38wZswYWrZsyd13301wcDAZMmQgd+7cNGjQgHfffZddu3bFeaE3Nbzwwgts2bKFgQMHUrJkSQICAsiSJQtly5blqaeeYvfu3XYzE29co5Ge2m67Ni/z8fG5aRGtW9m0adN45513qFmzJtmzZ0+1wWRd3X///ezfv59PPvmEFi1akD9/fjJlyoS/vz+FCxemWbNmvPHGG46vhdTUtGlTtm/fzqBBgyhatCiZMmUib968tG7dmsWLFzNy5Ej7nRxv0aCPPvqI6dOnU79+fYKCgggICODuu+/m+eefZ8uWLZQrVy7F8160aFF+//135s2bR7du3ShevDiBgYFkzJiRkJAQ7r33XoYNG8avv/7K+PHj462/du1ae3ro0KGJ2vfRo0ftSF6dOnUoUKCA43Vz585tf1eXLl3qeABlHx8fsmXLRrly5ejfvz+//vorM2bMSFKE0GrKev/993sc6mHdunWcPn0aHx+fxD2pdKBBgwb8+eeffP/99wwcOJDy5cuTO3duMmTIQHBwMBUqVKBfv352E+nERJH9/f3JmzcvZcuWpUuXLowZM4Y9e/awbNmyBKMVBw4csHsdTOw14Spr1qysWbOGp556irJlyyY4bltKefrpp9m/fz8vv/wytWvXto9plixZKF26NJ06deLzzz/n6NGjN6V3XIuvry9LlizhpZdeonLlymTNmjVNOtvp2rUrhw4d4q233qJhw4bkyZOHjBkzEhgYSIkSJWjbti3vv/8+hw4dSnLz7WzZshEaGsrYsWOpUaMGWbNmJVu2bFSpUoXRo0ezevVqR8NwBQQEMHnyZDZu3MiQIUMoX7482bNnt78jVpRvzpw57Nq1y+02KleuzM6dOxk2bBilSpUic+bM5M6dm0aNGjF9+nQmTpwY553LhCL+TqXEdZgW58rf35/vvvuOBQsW0LFjRwoUKECmTJnIkSMHtWrVYvTo0ezZsyfRLT2Som/fvvz222+0b9+ekJAQMmbMSP78+WnRogUzZ85kxowZadabdKZMmViwYAETJ06kXr16ZM+encDAQMqWLcsLL7zApk2b4rw6ldTrJmfOnCxatIjly5fTt29fSpUqRdasWcmQIQM5c+akRo0aPPbYY/z0008sXbo0pT5emkvN+o8rq4n2r7/+ytGjR72mnT59OhDzDnKiIq9JruKKyB2pcePGBjD16tW72VlJUdbTwVKlSpnIyMibnZ00Ex0dbQoUKGAAM27cOI/pnn/+eQOYmjVrpmHubi7r6XlwcLC5cOHCzc6OSKrr37+/AUyhQoVudlbkNvLbb7/ZEbRly5bd7OyIiWnhUbZsWQOYUaNGeUx36NAhuzXUqlWrErWP1A/DiEi6cezYMbvzn9q1a9/k3KQs60X2F154IV2MF+jU5s2b7Q4a2rRp4zGd9T5karxDfquyromnnnqKoKCgm5wbkdQVFhbG999/D6S/8l1Sl9VZXcaMGR337Cmpy9fXl5EjRwIxw1lZfTbc6M033yQqKopmzZpRt27dxO0juZkUkfTDW49hYWFh9OnTxx6D8GY3vU1J169f5/fff6d48eL07NnzZmcnTUVFRTFixAjef/99j0ODXL9+nc6dOzNixAh69OiRxjm8eVauXElQUBBPPfXUzc6KSLLt37/fY+/AUVFRDBkyxB7yrHfv3mmZNbmFnTlzxuswEz///DNffPEFENMc0hrmS26+Bx98kNq1a3P27Nl4vTYDHDlyhEmTJuHr65ukIdJ8jKcSRUTuOA0bNuTKlSt06dKF6tWrkzNnTi5dusTGjRsZN26cXcns379/krvYFhGRtNenTx/Wr19Pt27dqFWrFnny5CEsLIytW7fy1Vdf2T1CNm7cmKVLl6bJe6ly6wsNDaVdu3Y8+OCDNGnShJIlS+Lr68vhw4dZsGAB06ZNIyoqioCAAP744w9Kly59s7MsLrZv386cOXPInTt3vF6b16xZw5IlSyhRokSSAgOqRIqIrWHDhgkO+t6hQwe++eYbAgIC0ihXIiKSXH369GHy5Mle09StW5fvv/9eY0yLLTQ0NMHOioKCgpg9e7Y9ZrPcGVSJFBHb5s2bmTdvHitWrODIkSOcPn0aYwx58uShdu3a9OrVK8V75hQRkdS3Z88e5s6dy9KlSzl8+DCnT58mIiKCXLlycc8999C1a1e6deuWJr2Wy+3j8uXLzJ07l0WLFrF161ZOnz7N+fPnCQoK4q677qJFixY8/vjjhISE3OysShpTJVJEREREREQc0+MmERERERERcUyVSBEREREREXFMlUgRERERERFxTJVIERERERERceymViIPHTqEj48PPj4+TJo06WZmhZEjR9p5EREREREREfeSXYmMiIhgxowZ9O7dm7Jly5IrVy4yZsxI7ty5qV69OkOGDGHZsmVER0enRH7lFvP666/ble9s2bJx9erVFN1+sWLF7O17+ytWrJij7a1du5aHH36YYsWK4e/vT/78+WnRogUzZsxwtH54eDivvPIKxYsXx9/fnwoVKjBu3DhuhU6OQ0NDvR6jrFmzUrp0aXr37k1oaGiK7DMyMpItW7bwxRdfMGDAACpVqkSGDBnsfR46dMjRdvbs2cMHH3xA+/btKV68OAEBAQQGBlK8eHG6du3Kjz/+mKhjnJ7P843Sqgzet28f3377LUOHDqVu3boEBgYm+iHgr7/+yujRo+nQoQPly5cnb968ZMqUiezZs1OxYkWGDBnCpk2bHOfp7NmzjBgxgsqVK5M9e3aCgoKoXLkyI0aM4OzZs462sXjxYu69914CAwPJmzcvjzzyCCdOnHCch9TkqfzLmjUrBQsWpHLlyvTq1YuxY8dy9OjRFN33+fPnWbp0KW+88Qbt27enQIEC9v4bNmzoaBsJlUmufyNHjkxwe5GRkXzxxRfUr1+fkJAQAgICuOuuuxg8eDA7d+50lKc9e/bQqVMngoODyZYtG61bt2bz5s2O1hURERcmGebPn29KlChhgAT/SpcubX744Yc46x88eNBePnHixORkJdlGjBhh50WcK126dJzzPHXq1BTdftGiRR1dX0WLFk1wW6+++qrx9fX1uI22bduasLAwj+tHRkaaZs2auV134MCBKfipk+aXX35xdKysv379+pnIyMhk7XPkyJFe93Hw4MEEt9GrVy9H+W3evLk5d+5cgttL7+fZVXLLYKdCQ0O9bttp+V2wYMEE8+nj42OeeOIJExUV5XVb69evN/nz5/e4nQIFCpgNGzZ43cakSZOMj49PvHWLFClijh075vTwpBqn5R9g/Pz8TIcOHRx955woVqyYx301aNDA0TYSUyaNGDHC67bOnDljatWq5XH9zJkzm/Hjx3vdxtatW0327Nnjrevv72+WL1/u8MiIiIgxxiS5xvTmm2/G+fFt0qSJGTt2rFm+fLnZtGmTWbp0qfnkk09M8+bN7Ru6ypUrx9nGrVSJlMRbu3atff6yZs1qANO0adMU3Yd1E9WuXTuzbds2j3979uzxup2vvvrKzmvJkiXN+PHjzfr16838+fNNo0aN7GU9evTwuI1x48YZwBQsWNBMnDjRrFu3znz44Yf2TcmiRYtS9LMnlusN25AhQ+Icn61bt5rQ0FAzevRokydPHjvdK6+8kqx9uj588ff3N7Vr1zYlS5ZMVCWycePGBjA5c+Y0jzzyiJk+fbpZs2aNWb9+vfniiy/M3XffbW+vXr16XisXd8J5tqREGeyU67Xl6+trypcvb2rWrJno8rt06dKmefPmZuTIkeabb74xK1asMBs3bjQ//PCDeeWVV0zevHntbf7vf//zuJ0jR47YaTNkyGCGDx9uVq5caVauXGmGDx9uMmTIYACTN29ec+TIEbfbOH36tMmSJYvx9fU1w4YNM6tWrTILFiywKypdu3ZNyqFKUVb5V6BAgTjf582bN5vly5eb8ePHm/79+8epGAUFBZnvv/8+xfZtHcc2bdokqxI5YcIEr2X4yZMnPW4nMjLS1K9f395Wx44dzaJFi8zvv/9uPv74Y7tM8/PzM4sXL/a4Heuabd26tVmyZIkJDQ21H2IVLlzYXL9+PbGHSUTkjpWkSuSUKVPswjwkJMSsWLHCa/qtW7ea+++/X5XIdGbIkCEGMLlz5zZvv/22fYPp6aYtKawbmd69eyd5G+fOnTPBwcF2hOH06dNxlkdGRpq2bdva1+Kvv/7qdjsNGzY0gPnzzz/jzJ83b54BTN++fZOcx5TgesPm7an+jh07TEBAgH3DmZwbp8WLF5vPP//cbNq0yURERBhjjOndu3eiKpG9e/c2X3zxhbl27Zrb5VeuXDH16tWztzllyhS36e6U82xMypXBTv31119mzJgxJjQ01Fy6dMkYY8zEiRMTXX5b14gnZ86csSOrGTNmNGfPnnWbzvUamzVrVrzls2bNspd7Ol+TJk0ygBk6dGic+ZcuXTKFChUy/v7+Jjw83NHnSi1W+ZdQS4uLFy+aZ555xv7MAQEBZuPGjcna95gxY8ycOXPM4cOH7XnJqUT+8ssvSc6L67X26KOPxlu+d+9eExQUZABTqlQpt9fZoUOHDGDuueeeeC0w2rVr57VMEBGR+BJdiTx69KjJkiWLAUxgYKDZsWOHo/WioqLiNXVUJfL2FR4ebnLmzGn/qB8/ftz4+fkZwLz99tsptp+UqES+88479nX27bffuk3zzz//2Plv06aN2zSlSpUyuXLlijf/4sWLBjDNmjVLch5TgtNKpDHGdO7c2U57Y2UpuRJbiXRi27Zt9jYfeOABt2nulPOckmVwciSlEunEW2+9ZW/XXfPbEydO2OewefPmHrfTvHlzOzp14sSJeMvfeOMNA5iFCxfGW9axY0cD3PQmrU4rkRbXY1elSpUUz8/NqkSWK1fOACZHjhzmypUrbtOMHj3a3tecOXPiLV+9erUBzLBhw+It+/jjjw1gpk+fnuQ8iojcaRLdsc4HH3zAlStXAHj11VcpV66co/V8fX3p2bNngumWLl1K27ZtyZcvH5kzZ6Z48eIMGTKEI0eOJLju9evXGTduHI0aNSIkJIRMmTKRL18+WrVqxbRp07x2LOG0d9br16/z5Zdf0rp1awoWLEjmzJnJkycP1atX5/HHH+e3337z2vnG0qVL6dmzp915iNURxPDhwzl+/LjXfR87doznn3+eatWqkT17dvvzVaxYke7duzNp0iQuXrzo/SClkIULF/Lvv/8C0LNnT/Lly8f9998PwJQpU9IkD07Nnz8fgKCgIDp27Og2TaFChWjSpAkQc44uX74cL02ePHk4e/YsO3bsiDPf6qQmX758KZfpVObaEdG1a9duXkYcqlChArlz5wZg//79btPcKec5tcvgmy1Lliz2tLtrc8GCBURFRQHQt29fj9vp06cPAFFRUSxYsCDe8jx58gAxnf24unLlChs3biRTpkzkzJkz0fm/mYYPH06tWrUA+OOPP1i0aNFNzlHy7d271+40p2vXrgQGBrpNZ51vgO+++y7ecut8r1q1Kt69gHUN3OzvtojIbSUxNc7o6GgTEhJiAJMlSxZz4cKFZNVgb4xE/u9//7P/feNfSEiI2blzp8dtHTp0yJQtW9bj+hDzPpWn5lFOOtbZsmWLKV68uNd94CH6cvnyZdOhQwev62XNmtXtU3FjjFm5cqXdXMfbn7v1XZ8GJyei5+qBBx4wEPPemWXy5Mn2fjZt2pTgNqy03p6yJzcSGR4ebr8f5S1qYUzMO2ZWntw1DxwzZoyBmHdnJk2aZH7//XczduxYkyNHDo/HPi0lNRJ5/Phxt2lcI4qJiSKkRiTSGGNf/xUrVoy37E45zyldBhsTN6KY0HXjab2UikRGRUWZ++67z97u9u3b46V5+OGHE7x2jTHm2LFjdrpevXrFW37kyBGTKVMm4+vra4YPH25Wr15tfvjhB3PvvfcawHTq1ClFPlNyJDYSaYwx06dPtz+3p46gnJS93tZLy0jk+PHjE2xhYLE6eitSpIjb5eXLl7dbMyxdutT8+uuvpm/fvgZi3jv11KReRETiS1QkcufOnZw+fRqA++67j6CgoMSs7tVXX33F22+/TYMGDZg+fTobN25k2bJl9OrVC4DTp0/Tr18/t+tevnyZ+++/n127dgHQvn17FixYwMaNG5k9ezYNGjQAYp5AtmnTxn6KnRg7d+7kvvvu4+DBgwB06NCBmTNnsmHDBtatW8fkyZPp2bNnnKfolqioKNq2bcu8efPw8fGhe/fuzJ49m40bN7J27Vo++ugjihQpwuXLl+nUqVO8Lu7Dw8Pp1q0bFy9eJFu2bAwfPpxFixaxadMm1q1bx8yZM3n66acpXLhwoj9XUpw5c8Z+wt2jRw97fseOHe2nxCkdjVy5ciWVKlUiS5YscYZ+mD9/vtfI7969e4mMjASgTJkyXvfhuty6llw9/vjj1KpVi3/++Yc+ffpQq1YtnnjiCc6dO0evXr1o06ZNEj9d2tq9ezc//vgjADVq1Lgtnr5v2bLFjrK7O493ynlOzTL4ZomKiuLo0aP88MMP3H///fz2228ANG7cmPLly8dLb52z7Nmze7128+fPbx8fd+e5YMGCvP3220RHR/POO+9Qt25d2rRpw5o1ayhQoAAffvhhCny6tGdF2gH7WN4KXnjhBQoVKkSmTJnIkSMHVatWZejQofz1119e13M9d06/2//8848drXf15ZdfEhAQwIIFC2jatCkNGjRg4sSJZMqUifHjx5M5c+YkfDIRkTtUYmqc33zzjf1E8IUXXkh2DdY1Esl/T02jo6PjpRswYICdZvPmzfGWP/vss/byl156Kd7y6Oho06NHDzvNuHHj4qVJKBJZtWpVAzEdx3h7GnrmzBlz9erVOPPeffddAzEdRfz0009u1/v333/tp6T16tWLs2z58uVeI42WiIgIt5GJlI5EfvTRR/b2/vrrrzjLunfvbgCTJ0+eBDvRsLbhJBLp7a9u3boeO/NZtGiRnW7MmDFe87NhwwY77fPPP+82zaVLl8ywYcNMwYIFTcaMGU3p0qXN+++/n+BwBGkhod5ZV65cad5++22TL18+AzGd6qxevdrj9m6lSKRr5HT27Nnxlt8p5zmly2Bjbl4k0tt3ukqVKuaff/5xu57VK2v58uUT3IdVpubLl89jmtmzZ5vq1aubzJkzm1y5cplevXqlaOdgyZGUSKQxxhQqVMhAzPug7n5TnZS97ljrpeQQH76+vmbEiBFu82mMMV27drXT3thZ1o0ee+wxO+3u3bvdptm8ebNp1aqVyZo1qwkMDDRNmjQxa9eudfR5REQkVobEVDjPnDljT+fNmzcxqyYof/78jB071u07ic8++yxff/01EPNktWrVqvay8PBwe1m5cuXcDljs4+PDuHHjWLx4MWfPnuWTTz5hyJAhjvP2888/s2XLFgCeeOIJunXr5jFtrly54vw7IiKC9957D4iJcLRs2dLtejly5GDMmDG0atWKVatWsW/fPu666y6AOANf169f3+O+M2TIkCaRCSvKWLNmTUqVKhVnWc+ePfn22285deoUixcvTnbUJlOmTDzwwAM0a9aMChUqkD17ds6fP8/atWv57LPP+Oeff1i9ejVNmzZl7dq1ZM+ePc76ly5dsqezZs3qdV+uUWR378pZ23j33Xd59913k/GpUt9nn33GZ5995naZr68vgwYN4umnn07wyf6tYO7cucyZMweA6tWr06lTp3hp7pTznJpl8K0gMDCQd999l759++Lv7+82jXWuEzrPEHuuPZ1ngM6dO9O5c+ck5PbWlStXLo4cOUJUVBSXLl26qRHr/Pnz07FjR+rVq0eJEiXIkCEDf//9NwsXLmTq1KlERETw6quvcv36dd58881466f0d7tq1ap2SwwREUm6RFUiXQtzd802k6Nz584em5LcfffdZM2alcuXL3PgwIE4yzZt2sT58+eBmBfr/fz83G4jKCiILl268Nlnn7Fz506OHz9O/vz5HeXN9Qdn6NChjtaxrF+/3u4wp0uXLl7TulYQ165da1ciXfM5ceJEnnrqqUTloWHDhl6bfCbGzp077ea27jrpaNasGXny5OHUqVNMnTrVayXSSZ7Wr19PcHBwvPkNGzbk8ccfp3PnzixZsoRdu3bx6quv8v7778dJ59oxR6ZMmbzuy/X6CwsLSzBvt6vo6GhmzZpF1qxZefPNNz0el0mTJjFp0qS0zdwNdu/ebXeeEhAQwJQpU9w+aLpTznNqlMF9+vSJ0ylJWtm2bRsQ05z15MmT/PLLL3z++ec899xz/PXXX7zzzjtkzJgx3nrWuU7oPEPsub7dznNyuVa23FUiU+r3ICE1atTg8OHD8c5jtWrVaN++PYMGDaJZs2ZcuHCBt956iy5dulClSpU4ae+U77aIyO0mUe9EZsuWzZ52975BciQUEcmRIwcQ9yYKYPv27fa01SudJ67LXddLiBWFLFKkCEWLFnW8HsDGjRvt6Tp16tg9wLr7c/3hd40+Wk9wAZ5++mlq1qzJ6NGjWbNmDdevX09UfpJr8uTJQEzU011ENkOGDHTt2hWI6UXxwoULydqfuwqkJVu2bMyaNcuO/n755ZfxjodrNCOhYxUeHm5PBwQEJCG3t44RI0ZgYobwsf+uXr3K1q1bee6557h06RLvvfcezZo1u2Vvto4dO0bLli25dOkSPj4+jB8/3mNPpHfKeU7NMjitVahQgQoVKlC5cmWaNWvG6NGj2bp1K3ny5OHDDz+kdevWbt9ft861k7LPOte323lOLtffyZsZhcySJYvbBwGWmjVr8umnnwIxFVtr2tWd8t0WEbndJKoSaXWxD3Dy5MkUzYinbrstvr4xWb3xpsIaZgISbt7l2gmD63oJsZqQOY1cujp16lSi1wG4evWqPZ0xY0YWLlxI2bJlAdiwYQMvvPACdevWJTg4mJYtWzJ9+vQkdRiUGNHR0XzzzTdATMQxJCTEbTorQnnt2jVmzZqVqnnKnj27XZm1uuZ35XrT7a1Jm7W+xUlTudtNQEAAFStW5J133mHcuHFATNf2o0ePvsk5i+/ff/+lWbNmHDp0CICPPvqI7t27e0x/p5zn1CyDbwWFCxe2KxJLly5l/Pjx8dJY5zqh8wyx5/p2O8/JZf1mZciQIc5341bUtWtX+zWEG4dbgTvnuy0icrtJVCWycuXK9vTmzZtTPDPJldAYj8ltwpPQ9t1xrdiFhoaybds2R383vrNZrlw5tm3bxrx58+jXrx8lS5YEYprsLF68mB49elCrVq0kV1qdWL58OUePHgXgp59+8hhRdY34psWYka7RKSt/lkKFCtnTCY01+s8//9jTadXT7c3Sv39/eww8dzfqN9OlS5do0aKFPU7jqFGjeOKJJ7yuc6ec51u9DE4JzZo1s6NI1ruwrqxz7WTsYOtc327nOTlOnTrFsWPHgJhXQW51GTJkoHTp0kD88huS9t328fGJs56IiKS8RFUiy5UrZz8J/+2339JsYHtvXAeDdm0C6o7rk/vEDCJtfWbrhzkxXDvayZQpk92EK6E/a2BkV35+frRv357x48ezb98+jh07xvjx46levToQ837ooEGDEp1Hp6ymrImxevXqeO+xpjRvDwdKly5tvye7e/dur9txXW5FfdMrX19fu1OkY8eOJSoyn5rCwsJo27YtGzZsAOC5557jpZdeSnC9O+U834plcErz8/OzX184fPhwvOXWQ6MLFy54LfOPHz9uH5/b7Twnx9KlS+3pevXq3cScOOetDHd9SOj0u124cOEU77dBRETiSlQl0sfHx+6A4cqVK3avqDdThQoV7Onff//da9r169e7XS8h1apVA+Dvv/92e1PjjWtPskuWLEnUugnJnz8//fr1Y+3atXYef/jhh1R5x+3y5cvMmzcPiBm/7dtvv/X6Z10bxhimTp2a4vlxtXPnTnu6QIECcZZlypSJmjVrAjGdFXl7p8ZqSpU5c2buueeeVMjprcUaVxFiehG+2SIiIujUqZN9HgYPHsw777zjaN075TzfimVwSrt+/brdHNNdk0TXipG75o/ultWtWzcFc3jrMsbw8ccf2//u0KHDTcyNM5GRkfZYkTeW3+D8fJ84ccLezp1yvkVEbqrEjgly5MgRExgYaACTJUsWs2vXLkfrRUVFmalTp8aZ5zpOZELjjFnjZd04zuG1a9dMcHCwPW5YZGSk2/UvXrxocufObQBTrly5eMu9jRO5dOlSe9lTTz3lNZ83CgsLMzlz5rTHKnM3jmNKGDp0qJ3HY8eOpfj2XceEmzNnjqN1qlevbgBTsmTJFM+P5fz58yZXrlwGMIGBgebatWvx0rz99tt23j2N8fnPP/8YPz8/A5hWrVqlWn5Tk+uYbAmN93flyhUTEBBgAOPv7+/xe5MUSRknMjIyMs5YkA8//LDHceM8uVPOc0qWwcmR3HEiPZk1a5bXcW2PHz9ufH19DWCaN2/ucTvNmze3xyE8fvx4iuUvLSV2nMjRo0fbx65atWopnh9r207HiXRi6tSp9nb79+/vNk3ZsmUNYHLmzGmuXLniNo3rZ581a1aK5U9ERNxLdCXSGGMmTJhgF9Z58uQxoaGhXtPv2LHDNGnSxFSuXDnO/JSoRBpjzLPPPmtv5+WXX463PDo62vTq1ctOM27cuHhpvFUijYmtEPn6+nq8QTXGmLNnz5qrV6/Gmffmm2/a227ZsqW5fPmyx/UvXrxoxo4dG2feypUrzd69ez2uEx4ebqpVq2YAkzVrVhMRERFnuWvlwt3xc6JRo0Z2Rc3Tj/iNXH/UV61aFW+5tczTDdKiRYviHUtXFy9eNM2aNbO388QTT7hNd/bsWZM9e3Z7X2fOnImzPDIy0rRt29bezooVKxx9vltNYiqRrt+Zdu3auU3jWhn85ZdfHOcjsZXI6Oho07dvX3udTp06JalSe6ecZ2NSrgw2Jm5lMKHrxtN6TiqRS5cu9VqOWfnMly+fvd1ly5a5Tffwww/baWbPnh1veUIV0duF00rkpUuXzLBhw+zPHBgYaDZv3uwxfUJlb0LrOalE/vvvvwmWG7///rv9ENjHx8ds2LDBbbrx48fb+37sscfiLd+3b58JCgqyH1re+BsoIiIpL1HjRFr69u3LkSNHeOWVVzh16hQNGzakWbNmtGvXjrJlyxIcHMy///7LX3/9xY8//sjixYuJioqK0ylESnrllVf47rvvOHDgAKNGjWL79u3069ePAgUKcPDgQT755BNCQ0OBmGE2HnnkkUTvY+rUqdSsWZPLly/TvXt3Zs+eTbdu3ShRogRRUVHs27ePpUuXMmfOHLZt20axYsXsdYcPH87y5ctZvnw5ixYtoly5cgwePJg6deoQHBzMpUuX2LNnD6GhocyfPx9/f38ef/xxe/3ly5czatQo7rvvPlq3bk2lSpUICQkhLCyMv/76i88//9zuZGPAgAFkyJCk0+rR33//bR+/li1bJtiTrqVTp0783//9HxDTwU5imxi99dZb9OjRwx6oumTJkmTNmpXz58+zdu1aPvvsM7sjhbvvvpuRI0e63U7OnDl5++23GTx4MIcPH6ZWrVq8+OKLVKxYkWPHjvHhhx/yyy+/ANC9e3caNWqUqHzeik6dOhVvGJtr166xd+9epkyZwuLFi4GY7vNHjRqV5P1cvnw5Xucn+/bts6fnzJkTp0fRKlWqxBsH7tlnn2XixIlATDPzF154gV27dnndr7vm6HfSeb4ZZfCcOXPi9I65atUqt9MQ0xN2ixYt4sxbtWoVLVq0oHHjxjRv3pxKlSqRK1cuIiMjOXz4MEuWLGHq1Kn2uIB9+/alcePGbvPyxhtvsHjxYk6fPk337t3ZuHGjPSbtDz/8wHvvvQdASEgIr7/+epI/860iIiIizvc5IiKC8+fPc+jQIVavXs2cOXPs4ZSyZ8/ON998E+dViqT4448/+OOPP9wuO3HiRLwxZDt37hyn+fGFCxdo1KgRlSpVon379lSvXp38+fPj5+fH33//zcKFC5k6dardlP7ZZ5/12Ly8d+/eTJgwgdWrV/Ppp59y4sQJBg4cSI4cOVi/fj2jRo3i4sWL+Pr6Mnbs2BT/DRQRETeSUwOdO3euKVasmP2E0Ntf+fLlzc8//xxn/ZSKRFrbKlOmjNc81K1b15w9e9bt+glFIo0xZuPGjaZw4cIJflZ30ZerV6/GiYZ6+ytevLjHvHn769ixowkLC4u37+RGIl9//XV7fW9RWHcqVapkABMcHByvqam1TU9Pwxs0aODoc9evX98cOXIkwby88sorxsfHx+N2WrVq5fb43S5cz7OTv5CQkHjfSVdOIpGu32Enf+4iXdZ3OzF/3qT38+wquWWwMc4jkYk5T+4iVU7LMT8/P/Pcc88lGI1et25dnKjljX/58uUz69atS+whvaUk5pj7+fmZjh07mkOHDiW43YTKXmOcny/r78bfPadlg5+fnxk5cmSCzddPnz5tatSo4XE7mTJlMl9++aWTwyoiIikgWY/rOnbsSJs2bZgzZw6LFi1iw4YNnDp1ikuXLhEUFESxYsWoXbs2nTp1olGjRkkaIsOpYsWK8eeff/LVV18xe/Zstm/fzsWLF8mZMydVq1alR48ePPTQQ/Z4k0lRvXp19uzZw9dff838+fPZvn07586dI1euXBQsWJB69erRrVu3OFFIS0BAAJMnT+bJJ59k/PjxrFy5kiNHjnDlyhWyZs1KsWLFqF69Oi1btrSfqFuGDx9OrVq1WLp0KWvXruXYsWP2UB758uWjVq1a9OrVi1atWiX5s3ljdYyTOXNmWrdunah1O3XqxNatWzl//jwLFizgwQcfdLzuu+++y/Lly1m7di179uzhzJkznD9/nsDAQAoUKECtWrXo3r07zZo1c3RtvfrqqzRv3pxPP/2U3377jZMnTxIcHEzlypXp27ev13EI04NMmTKRM2dOypcvT6tWrejbt6/dC2Z6cied51upDE7IM888Q7Vq1VixYgXr16/n+PHjnDx5kujoaIKDgylTpgwNGjSgV69e9hBG3tSqVYtt27bx0UcfMX/+fHtM0eLFi9OuXTuefvrpOL1jpyeBgYFkz56d3LlzU7lyZWrWrEmnTp3cdkxzsxQoUIDZs2ezdu1a1q9fz9GjRzlz5gzXrl0je/bs3H333TRs2JABAwa4/c28Ue7cuVmzZg1fffUV06dPZ9euXVy5coUCBQrQuHFjnnrqKcqXL5/6H0xERADwMSaZgyeKiIiIiIjIHSPpYTkRERERERG546gSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo6pEikiIiIiIiKOqRIpIiIiIiIijqkSKSIiIiIiIo5luNkZEBEREUlpV69eBSAyMtKeFxQUdLOyIyKSrigSKSIiIiIiIo4pEikiIiK3PSvi+PfffwNw4MABAKKjo+009evXB8Df3z+Ncycikr4oEikiIiIiIiKO+RhjzM3OhIiIiEhyHD16FIChQ4cCsGzZMgBKlChhp/n0008BqFq1KgCZMmVKyyyKiKQbikSKiIiIiIiIY6pEioiIiIiIiGPqWEdERERuS7t377anJ06cCMBPP/0EwJUrVwDw8/Oz02TNmhWAjBkzplUWRUTSJUUiRURERERExDFFIkVEROS2YPUFePbsWQDmzJljL/voo48ACA8PB6B69eoAdO/e3U5jdbLj4+OT+pkVEUnHFIkUERERERERxxSJFBERkduC9Z7ja6+9BsDMmTPtZVYE0oo29unTB4BHHnnETqN3IUVEUoYikSIiIiIiIuKYIpEiIiJySzt27BgAX331FQDff/89AKdOnbLTFCtWDIBnn30WgHbt2gGQKVOmtMqmiMgdQ5FIERERERERcUyVSBEREREREXFMzVlFRETklmQN5bFgwQIgtjnr0aNHgdgmrABdu3YFoEePHgAEBQWlVTZFRO44ikSKiIiIiIiIY4pEioiIyC0jOjranv7iiy8AmDBhAhAbgcyRIwcADz30kJ32xRdfBCAwMDBN8ikicidTJFJEREREREQcUyRSREREbrpLly4BMGXKFHvenDlzANi/fz8AWbNmBeB///sfEPseJCgCKSKSlhSJFBEREREREccUiRQREZGb5vz58wAsWbIEgMmTJ9vLtmzZAkBwcDAA3bt3B6Bbt24AFC1aNI1yKSIirhSJFBEREREREcdUiRQRERERERHH1JxVREREbpoff/wRgM8//xyADRs22Mt8fHwAaNu2LQCjRo0CIFeuXGmZRRERuYEikSIiIiIiIuKYIpEiIiKSKowxQGxEMTo62l5mDd9hdaSzatWqeOs/++yzAAwaNAhQBFJE5FahSKSIiIiIiIg4pkikiIiIpAorAnnlyhUAVq9ebS+bNGkSAMuXLwfA1zfmubY1jAfAQw89BEDJkiVTPa8iIuKcIpEiIiIiIiLimCKRIiIikqrWrl0LwFdffWXPW7RoUZw0rVq1AmDEiBH2vLvuuisNciciIomlSKSIiIiIiIg4pkikiIiIpAorAjl16lQgtkdWV9Z7j8899xwAxYoVs5dZ71SKiMitRZFIERERERERcUyVSBEREREREXFMzVlFREQk2SIiIuzprVu3AvDZZ58BMHv27HjpO3ToAECfPn0AqFKlSupmUEREUowikSIiIiIiIuKYIpEiIiKSbDt27LCnrY50ZsyYAcRGKWvXrm2nGTZsGAA1a9ZMqyyKiEgKUSRSREREREREHFMkUkRERJLswIEDAMycOdOe99FHH8VJ06RJEwCGDx9uz6tWrRoAGTNmTO0spppDM2KGJ2kxcnMyt/QwABN2vwjAvY7WiYnuntrxAwDfjvncXvLZusP/TRUFoPaQwQA8172NnaZ8nsQc92sAHFz8PgDDRkwBYOeFonaK2kOGAjBiUAsAivsnYvMicttRJFJEREREREQcUyRSREREEu2ff/4B4IMPPgBgypQp8dI0btwYgAEDBgBQr149e1lAQEBqZzHVRV3+G4A9e+4C4O2fnwSgSqK3lAew4oYJ+ReAX4bHvEvacswpAKr2HmWneOXjsgDkvhqTvx/e7g1Ahf/lsdM8t2g9AO80yullXzHRzvVvVgCgzcr+AMyaHApAGf+Tdsq14/oCULnVEQA2/hxzzkvfvoFmEfFCkUgRERERERFxTJVIERERERERcczHGGNudiZERETk9nDw4EEgdhiP9957D4CLFy/aaSpXrgzA888/D0CLFjGdrQQHB6dVNtPEyuExvcc0WPMJAPtWxTThLJmK+zw6s0PMPrptAmDIij8A+MBrs9T/msAOrWLPuf+zhgAsPBbTDLmNu9VPxnSW1KHiNgCGH30dgDpum6jG7GNetwIArH00pjOed+p7yZaI3LYUiRQRERERERHH1LGOiIiIeHX+/Hl7etGiRQCMGDEiTpoqVarY00888QQALVu2BCB79uypm8GbJCoiPI32tNOemvvG/JiJ/j8B8KrXCKQlJk2jV7+w5/T/rBUAL0yLiRa3ebJc/NXCrgJwoXghAHJ57SQnZh/B+WOOSUSUg2yJyG1LkUgRERERERFxTJFIERERcevSpUsAfPjhh/a8zz//PE4a6/3Hfv362fM6duwIpN8IZDwl8gEQklrb3/qTPTluW2YAhnzUBICgxGwnqIk92TVmtA7Gz1oDwP7/IpFx3ucsFvNC40MZGwHwzg+tAfisTWEAXAOT13bGXBejxrcHYNCzicmYiNxuFIkUERERERERxxSJFBERkTjOnj0LwKRJk+L8H+DkyZgB5kuWjIlZ9e4dM5B9u3bt7DQ39sJqdQTv4+OTGtlNY/tjpzb8N1EjC5DIqGAiXPx7qz29h3sB+F9xry8oehC7TomqdWMmxq0EYNfF/3qWjfMh/jvH330DwKl25QHINTimB9YC/v/aKY9drAPA679OBKBrwSRkT0RuG4pEioiIiIiIiGOqRIqIiIiIiIhjas4qIiIiAFy5cgWA0NBQAF577TUALl68aKcpVqwYAF27dgWgS5cuABQs6Ln9YvpoxupZ5oyRABz7cx4As7+cai+bvjxmeI4LxHQyVK7jQACeHNjTTtOwuL/X7Z8+ccDlXzUA+O80JFnJkjX+m4ppk3vi9H//dNMmN2Oe+wB4YW3MdfDMuRMAnA/PbKcJzpcDAO+fRETSC0UiRURERERExDFFIkVERO5wVsc3EyZMAOCdd94BYiOQRYsWtdN2794dgCeffBKAvHnzplk+bw1R9lRkxH8TH7cFoODHhQBo88zzdpr/+3gwAIFndgEwfewzADQa/ZqdpsuMZQBM61oaiDt0BsDfO1a7/KsGKWsjAH8d/e+fJT2ntPjniBnSJF8K50REbh+KRIqIiIiIiIhjikSKiIjcga5fv25PT58+HYApU6YAcOTIEQBy584NwEMPPWSn7dWrF3AnRiAtR+2pPetj/h9eOGZ4kxnLpgHQtbS74Teaxfz3oYcB6D20ir3k/m6dAahbMWYojyfLpWR+ExIOQERUAslERFwoEikiIiIiIiKOKRIpIiJyB7F6YP3999/teWPHjgVg8+bNAOTKlQuABx54AIh9DxKgTJkyaZLPW1cde+qV48cBeCFLzPEKyeYuAnmjnAA0evULe07/z1oB8PrsmNDmkyNqpkRGRURSjSKRIiIiIiIi4pgqkSIiIiIiIuKYmrOKiIjcQRYtWgTAa6/FDjGxY8cOAIKCYkaab9YsphOYESNGAFCkSJG0zOItzt+eypEvGYNcBFWzJ5u2jPn/+KUxHevs/685qzXaRq6Cdyd9PwmqC0B5nWIRSQRFIkVERERERMQxRSJFRETuAHPnzgVg/PjxAGzbti1emo4dOwLw5JNPAopApq7YIVLyFPtv4rT7lEG5Crj86xAAp07G20yiHDr0539TIQBky5q07YjInUmRSBEREREREXFMkUgREZF05tq1a/a0NWzHhAkTAFixYgUA/v6x7/Y1adIEgIcffhiAqlWrpkk+72wX7akrZ72nLFa+gT0dwqcA7D7834wkRiL/3rUmZuLu1wEom8TtiMidSZFIERERERERcUyRSBERkXRm/fr19vQrr7wCwLp16wCIjo4GoE6dOnaa0aNHA1ChQoW0yuJt6+TKT+zp/70REw58aPYYAJoFJWJDETvsyXWLY/4f8lglILZXVlvV+vZkj8wjAfh2ZUxPriNqVkrEPtfak0smhcfs85GY3lnLOt+KiIgikSIiIiIiIuKcIpEiIiLpxK+//grEvv8I8PvvvwMQHh4TeWrRogUQd5zIu+9OzXEI04fLV8IAOHjyqD1v85J3Adg3azAAzQbEiyF6dPS7d+zpd09XBOD1Dh7eRc1Yz57s/n+FAfjwnS8AWNov5h3JpjmTts93HoqJSGd0mG8REVAkUkRERERERBJBlUgRERERERFxTM1ZRUREblORkZEA/PlnzMDx06ZNA+CHH36w01jDfdSvH9M5S79+/QCoUaNGmuXzdhQVFdMB0aLlqwGYNCPmmIZdu2CneWVgQQAeHNgIgAGBCwEY0bacnaZwtpiGohGX/gFg08xnAegycJGdptyHMR0hPVXJU6PS2Pk1h8ac4+fGxwz70bZJFgDmT/8/O03DMjkA8L92DoDdi14EoE3v2H3e+1VMxzxDYrMqIuKYIpEiIiIiIiLimI8xxtzsTIiIiEji7dy5E4C33noLgIULYyJh58+ft9OUKVMGgHHjxgHQqFGjNMzh7Wf77v0AfDJ+FgD7Dx0BwM8v5rl7s4a17bT9u9wLwN7vYjop6vPMJAB2XPK8/cwhMRHEZ6ZMtOe90qI4AP6Jyei/WwD4etjDMdubFDtkSLzdZysfk7/PZtmzPutRLvH7FBH5jyKRIiIiIiIi4pgikSIiIreRHTtiI05TpkwB4KuvvgLg3LmYd+CqVatmp3nvvfeA2Hcgs2TJkib5vB2cPH0WgPHffG/P+2X1pjhpKpSJGbZjSJ/OAJQuWcTLFiMAuPTfdgGuRP03kTkYgHw5Uin299/7jwAnzscM54JfzLnOFZIN0DAeIpJyFIkUERERERERx9Q7q4iIyG1g165dQGwPrAAzZswAYiOQNWvWBGDQoEF2GqtXVl9fPTe+HhETKZwxbwkAM+cvjTMfICRXMAADH+4IQKO61ROxh5hYX7aQfPacbEnNbGL557An8+Xzkk5EJAXoF0VEREREREQcUyVSREREREREHFNzVhERkVvYkSMxQ0xMnToViO1MB+DYsWMAFC1aFICnn34agM6dO9tp7vRmrK4d5Vgd6Fgd6mTKGNP8tEenFnaah/6btpaJiEh8d/Yvi4iIiIiIiCSKIpEiIiK3oOPHjwOwYMECACZNmhRnPkChQoUA+PjjjwG47777AMh4B0fR9h+Kidx+Mn4WANt374+Xxuosp3+PdgDkDcmVRrkTEUkfFIkUERERERERxxSJFBERuYUcPXoUgJkzZwLw1VdfAbERyDJlythphwwZAsQO4xEcHJxW2bwlXLh02Z6eNOMHABYtXw1AVFQ0AMWKFLDTPN6vCwCVy5dKqyyKiKRLikSKiIiIiIiIY4pEioiI3GTnz5+3p+fNmwfAhAkTANi9ezcAefLkAWDAgAF22l69egF3TgTSii5+v/hXAKbO/tFedvlKGADZs2UFoE+3NgC0bFzXTuPnp2fnIiIpQaWpiIiIiIiIOKZKpIiIiIiIiDim5qwiIiI3yaVLlwBYs2aNPe/DDz8EYP/+mKEpcuTIAcCIESMAeOCBB+y0d0oz1g1/7ATgs0lzAPjn6EkgbvPUdi0aANCnW1sAsmYJSMssiojcURSJFBEREREREccUiRQREUljV65cAWD+/PkAvPPOO/YyKwJZsGBBAAYOHAhAmzYxHcUUKlQorbJ5Uxw7cdqetiKP6zZtj5OmWqWYYU6sITsAChfMmwa5ExERUCRSREREREREEkGRSBERkTQSHh4OwI8/xgxN8fXXXwOwfXtspC1nzpwA9OjRI87/ixQpkmb5TEvW0Bwz5y8B4Lsff7GXXY+IAKBAvhAAHnm4AwB1a1ZOyyyKiMgNFIkUERERERERxxSJFBERSUVhYWH2tBVxtHpgXbt2LQBZsmSx0wwYMACAnj17AnDXXXelRTbT3JLQdQCM/+Z7AP49fxGAAP/Mdpr+XdoB0LF1IwAyZcyYllkUEREPFIkUERERERERx1SJFBEREREREcfUnFVERCQVGGMAWLlypT3vxRdfBGDTpk0ABAcHA9C1a1c7Ta9evQAoX758WmQzTez66yAAn02eG2+epXH9mkBs5zkAOYOD0iB3IiKSWIpEioiIiIiIiGOKRIqIiKSCxYsXA/D555/b86wIZEBAAAAPPPAAAP369bPTlCtXLq2ymGqsTnK+nDoPgOUr18dLU7Z0cQCG9O4U598iInLrUyRSREREREREHFMkUkREJAVcv34dgH379gHwxRdfALBgwQI7jb+/PwBt27YFoEePHgDUrFkzzfKZ0q5HRAAwe8Fye97M+UsACLsWDsS+29i/Rzs7TbOGtdMqiyIiksIUiRQRERERERHHFIkUERFJATt37gTgscceA2DNmjVA7PuPAE2bNgXgiSeeAKBevXppmcUUtXr9n0Dse4/HTpy2l2XKmBGAbu2bAdD1v/9nzRKAiIjc/hSJFBEREREREccUiRQRkRRnjZEI4OPjcxNzkrrWrVtnT1vvQFoRSEuDBg3saSsCec8996RB7lLOob+P2dPWWI+bt+6Ok6Z29Qr29JA+nQEokC8kDXInIiJpTZFIERERERERcUyVSBEREREREXFMzVlFRNK5iP+GYAC4cOECAEeOHAFih6Xw8/Oz00RFRQGxTVKt/1vNUqOjo+20gYGBAISEhMT5f8b/OlZJb6xjc+DAAQCmTp1qL/v2228ByJAh5qfV6jTnoYcestM0adIkTfKZXJevhAEwacZCAH5Y+pu9LCoq5vwXLpgXgMf7dQGgWqUyaZlFERG5iRSJFBEREREREccUiRQRSefOnz9vTy9ZEjMI/IsvvgjA4cOHAfD397fTWJFL185xXLlGIu+66y4AHn74YQAGDBgAQIECBVIi67ecY8diOph5/vnnAfj555/tZZGRkQBUqlQJgKeeegqA9u3bp2EO41u0PKajn5aN7/WYxoouLlq+GoBJM34A4MKly0DcoTkefrA1AO1axHQY5Oen59EiIncalfwiIiIiIiLimCKRIiLpXHBwsD1dq1YtAB599FEApk+fDsDff/9tp3nuuecAKF68OBD7jp8VgbSicQBXrlwBIHv27ED6Hc5j165dQOwwHqGhoUDs5wcoX748ACNGjACgUaNGaZjDuNZt2m5Pv//5NwBk+S+aWL92VQD+3LHXTvPJhFlA7FAeVnSxTbP7AOjTrY2dNnu2rKmVbRERuU0oEikiIiIiIiKOKRIpIpLOufaUar3DWLNmTQA2btwIxEYbIfa9xiJFirjdntVDKcChQ4cAOH36NABZs6avKNX+/fuB2J5XZ8yYAcC///4LQIUKFey0vXr1AuCBBx4Abk5U1upV9eOvvo23bPw33wOwat0WAH5ZvSlemgplSgLweP+YHldLFiuUKvkUEZHbmyKRIiIiIiIi4pgqkSIiIiIiIuKYmrOKiNxBLl68CMCKFSuA2Oaarp3vuA7hAfGH+vDz87OnS5YsGef/6YHrkCgffPABALNnzwbg1KlTABQtWhSAxx57zE47ePBgt9tzPX7Wsb3xmPr6xj7TtZrBJqU57GeT5gBw+uz5eMuOnTgd5/95Q3LZy/r3aAdAo7rVE71PERG58ygSKSIiIiIiIo4pEikicgcJDw8H4ODBg3HmW8NTQGyUzYpS7tmzB4DKlSsDkCdPHjuta6c9t7vjx48DMHHiRHveokWLgNgIZI4cOQB44403AGjVqlWC27U6LwIYM2YMAPv27QMgd+7cQNzhQHr37g1AgQIFHOfdGtJjSeg6x+u888oT9nSBfCGO1xMREVEkUkRERERERBxTJFJE5A4SFhYzBMTZs2eB2Ojbhg0b7DSjRo0C4MqVK0Bs9K1KlSpA3Hci04N//vkHgPnz5wMwffp0e9mBAwcAKFQoZqgLK0rYunVrIO67pJ5ky5bNni5RogQAW7duBWDHjh1A7DEGePDBBx3n3duQHgmZNGOhPf3C0/0Svb6IiNy5FIkUERERERERxxSJFBFJ51x7W718+TIAFy5cAGIjkta/IfYdvrJlywLQpUvMwPNWtMy1J9Hb2dWrVwGYOXMmEPsu5M6dO+00QUFBQGwE8pVXXgEgU6ZMjvdTpkwZe/qtt94CoGDBggAsW7YMAH9/fztNYnpl9dYbqyUkVzAAvr4xEeScOWI+07/nL9pprB5b9W6kiIg4kT7uBERERERERCRNqBIpIiIiIiIijqk5q4hIOhcZGWlPX7wY04TRGuLjvvvuA+DFF1+001hDeBw+fBiIbV6ZmCactyqrOS/ENmOdMWMGENuMNUOG2J/G119/HYjt7Ca5xyAqKgqAiIgIILapcWKasLrq1aVVnP/nDcmVrPyJiIg4oUikiIiIiIiIOKZIpIhIOnft2jV72upIxxgDQJEiRQCoWbOmnSZLliwAFCtWDIiNXt7OQ3ucPh3TcczPP/9sz5swYQIAmzZtAiBnzpwA9OjRw07Tpk0bAPLly5ci+bAika6dHSWHIo8iInIzKBIpIiIiIiIijikSKSKSzoWFhdnTJ0+eBGIja/nz5wfcRxmtiKT1/9uR9T7o0qVLAfj666/tZWvWrImTtkCBAgBUr17dnmcNayIiIiKxFIkUERERERERxxSJFBFJ565cuWJPHz16FIASJUoAUKZMGSDuYPfpgdX76a+//grA1KlT4/zbne3btwPw5ptv2vNKlSoFwL333psq+RQREbkdKRIpIiIiIiIijqkSKSIiIiIiIo6l6+asVhf23gZx3rZtGwAff/wxACdOnIizLsR2gd+vX784yy5cuABA/fr17bTpYTBuEUkfPvjgAwC+++47e96+ffuA2PLr3LlzQGzzT4DOnTsDEBQUlCb5TCmuzXZXr14NwPvvvw/EDu2RMWNGO83gwYMB2L9/PwDr168H4MCBA3aaBQsWAJA9e3YAypcvnyp5F5G0YZWBrp1sHTt2DIgtB637PGt4pPDwcDttYGAgADVq1ACgffv2QOyrASJ3CkUiRURERERExLF0HYm0IpDWoM5W1/Z79uyx0yxfvhyAdevWxUlrPWly3Y71ZNvqgMLq9j6lBo0WEUlJp06dAmKfpgMUL14ciH3SbkXY/v33XzvN7VqmWeU4wPjx44HYCKSlQ4cO9rQVidy7dy8QW7a7Rm6taatFiiKRIrc3K9po3RMCLFq0CIAzZ84A4OsbE2OxOiBzvSe8fv06EHsvabXq6N69u53mrrvuireeSHqjSKSIiIiIiIg4lq4jkRbrCfv06dOB2PeEAAICAgAYPXo0AE2bNgVin85D7DtDr7/+OhA7SPf9998PxH3HRkTkVmGVa9b/05uoqCggNiIwbdo0e9msWbPipO3duzcATzzxhD3PeoepXLlyAISFhQHw008/2WmsKOWaNWsAeOihh4DY3whv79yLyK2nbNmyAHz22Wf2vBw5cgCwZMkSACpVqgTASy+9BMSWEQA7duwAYMCAAQCMGTMGiDt80BdffAHEtlywIpsi6YmuahEREREREXEsXUcirXbqy5YtA2DcuHFA7LuMAA8++CAATZo0AeJGIC3WPKsnLmt96/96Ei0iknasCKQVERgxYgQA8+fPj5e2Z8+eQGwkskqVKvayG6MDFStWBGKjjQBTpkwBYnts3bBhAwD16tUDYluzOGX14G29K2X9O3PmzHaa261XXJHbkVWOAJw/fx6IfS/6vvvuAyB//vzx1rPed3zllVcAePPNN4HY3v4Bdu/eDUDBggUByJkzZ0pmXeSWoEikiIiIiIiIOJauI5FbtmwBYOHChUDsk2TriTRAp06dAAgODk5we7Vq1QJin15nzZoVUCRSRCQtWU/8rXHe3EUgGzduDEDfvn0BqFOnDgB+fn4et2tFDVq1amXPW7p0KRA7luQvv/wCQPXq1QHvkUirB9y///7bnrdixQogtjfInTt3AnGjjxMmTACgdevWAFSoUMHjPkQkcazep63oI8DRo0cBiIyMBGLfl3Y39rfVaqBRo0ZA7Hd569atdpq//voLgKpVqwKKREr6pEikiIiIiIiIOKZKpIiIiIiIiDiW7pqzWk0RAFavXg1AaGgoAIUKFQJih+aA2G6cvbGar1qDdIuISNqwmp4dOXLEnjdnzhwAPv300zhprSasAI888ggQ20GGk6GYrCalVrf8ENux2vbt2wH47bffAHj00UcB783UrLz/+eef9jxrqChroHOrc4/Tp0/baazPlSFDzE+0mrOKpBzrO2d1vgixQ8FZ95C5cuUC3JcbVjN1aztWJ4vWK04Q2zz20qVLKZp3kVuJIpEiIiIiIiLiWLqJRFpPfE+dOmXPszosOHv2LABdunQB4j5l9tbJgoiI3FxWxM4axgNg5syZQGynZm3btgVio48Q2ylNYlitTqwu/CHukFAABw8eBGJ/c7yxfl9cO+qxhhhxHV4A4nbQZk3nzp3badZFxKGIiAggtmyB2A50rNYIVgsEqzWAKysSGRYWBsRGMc+cOWOncW0VJ5JeKRIpIiIiIiIijqWbSKT1ZOj69ev2PKstuvV02Xr/MW/evGmcO2esLuQhNopqfS7rM2g4ERFJj6yyzYoSWK1KrG7zf/jhBzutFQGwInUhISFA3EiA9S781atXgdiy1Bur6/4rV67Y86z1LdawAN999x0AZcuWtZdZ0cUb9+X6XlVgYCAQW6ZbXNexpvft2wfAtWvXEsy7SHphlQXW/Zz1fbfu4UqUKGGn9TbEjifh4eEA/PPPP/Y8K3JoRSCt9xtv/J5C/O/noUOHgNiyCyBPnjxA/JYMIumJIpEiIiIiIiLiWLqJRFrcvVditXXPly8fAP7+/mmfMTesp1nWU29rEGuAiRMnxklrvVujdzhFJL1wLa+tJ/6XL18GYntjtXo5dGW9p2SV7VYrDtceXK3oXWJab1h5cH1f0fW9KYiNinz99ddA3N5ZrXw5iXqKiHvW99C6N7Ki/+3atQOgc+fOdtoaNWokevtW2fD333/b86zvrhVBtFoMeFt/1apVQGxEs2DBgnYaq0dlb703i9zuFIkUERERERERx1SJFBEREREREcfSXXNW12ZEVpMkqyv2W61zGiuve/bsAWDlypX2sjVr1tyUPImI3Aw3Dup94xAYrqxOMI4dOxbn/2nB+j3ZsWNHmu1TRODdd98F4nZ2lZTmrNb6rk3Vrc56qlWrBnjvsOf06dMALFy4MM72WrRoYadp2LAhoGF6JH1TJFJEREREREQcSzeRSCvKaL0UDVC9enUgthtmq0v2MmXK2Gly5crldntWl80Aq1evBqBOnToAFCpUCIjt1CGprIio9TJ27dq17WXHjx8HYruHtl76ttZRxw0icru4sfWHNZTGuXPn7HlW6wurE40b1atXz54uUqQIEBut9DS0Rkrk1/ptubGrf3f7VLksknzWd80aisPqYKdYsWIANG7cOFnbtzoodO1Yx7ovtO4bb2TdBwKMHTsWiB1+qFWrVgAMHjzYTuN6LyqSXikSKSIiIiIiIo6lm0ik9eTYtVvm5s2bA7FPtpctWwbA999/b6e5dOkSEPsE2YouHjhwwE5jPa2qUqVKquTZGnrEtT194cKFgdh2+TdGIkVEbhdWuWVFAKyhOFyf7m/ZsgWILZOtd4nuueceADp27GinLV26NOD9vUkRuT1ZkUhrOJ0LFy4AULlyZSA2IplYVguz+fPnA7B9+3Z7mXXvt3nzZiC2HLKioT/88IOd1iq3atWqBUDXrl0Bz1FMkfRKkUgRERERERFxzMfcAS9xWANRWz17LViwwF52Y69+1rs6ffv2tee9+uqrQOyT8RvfjUkp3t6tUQRSRG53Vs+mH330EQDvvfeevcwqi/Pnzw/AQw89BMCIESMAyJYtm532DvjZErnjeboPSur90LBhwwB4//33E73u3XffbU/37NkTgEGDBgEQEhKSpPyI3O4UiRQRERERERHHVIkUERERERERx+6I5qzWwNR79+4F4g7fYb2wbXX4YDVVLVmypJ3GeplbTUpFRBLP+pn54osvAJg4cSIA69evt9NYnaINHToUgP79+wNQvHjxNMuniKRff/zxBwC7du0CYodQg9im9lZnXTf+23qdCaBUqVIAFC1aNHUzLHKLUyRSREREREREHEvXkUjroymCKCKStqyhlQCWL18OwFtvvQXApk2bAMiRI4edxhrC48knnwSgYsWKaZFNEUnnUvteUPeacqdSJFJEREREREQcy3CzM5Ca9FRIROTmWLZsmT392muvAbGDe1vvIjVv3txO8/rrrwOQN2/etMqiiNwBUvteUPeacqdSJFJEREREREQcS9eRSBERSXmur9Lf+BR+7ty5AEyYMMGet23btjhpunbtCsD//vc/e54G7BYREbl9KBIpIiIiIiIijqkSKSIiIiIiIo6pOauIiCSKaxPWq1evAvDbb78BMHnyZABWrFhhp/H1jXleaTVj7d27NxA7aLeIiIjcXhSJFBEREREREccUiRQRkSTbtGkTAB9//DEAS5cuBSAiIsJO07BhQwBefvllAMqWLZuGORQREZGUpkikiIiIiIiIOKZIpIiIJIr1/iPA+PHjgfgRyDZt2thpRo0aBUCJEiXSKosiIiKSihSJFBEREREREccUiRQREa+ioqIA2Lx5MwCTJk2yl82bNw+IjUC2b98egIEDB9ppqlSpkvqZFBERkTSjSKSIiIiIiIg4pkikiIh4tWvXLiA2Ajl79mx72aVLlwCoUaMGAE899RQQ2yOriIiIpD+KRIqIiIiIiIhjqkSKiIiIiIiIY2rOKiIibu3ZsweIbb46ceJEAMLCwuw099xzDwDvvvsuANWrV0/LLIqIiMhNoEikiIiIiIiIOKZIpIiIxHHgwAEAJkyYEOf/VgSyUaNGdtrBgwcDsR3rBAQEpFk+RURE5OZQJFJEREREREQcUyRSREQ4cuSIPT1t2jQApk6dCsCZM2cAKFu2LACPPPKInfaBBx4AwN/fP03yKSIiIjefIpEiIiIiIiLimCKRIiJ3sFOnTgGwZMkSe57V0+qlS5cAKFWqFAAvvvgiAE2bNrXTKgIpIiJy51EkUkRERERERBxTJVJEREREREQcU3NWEZE70MWLFwGYPHkyENuEFWKbsVarVg2AgQMHAtCiRQsAcuXKlWb5FBERkVuPIpEiIiIiIiLimCKRIiJ3kAsXLgDwzTffADBx4kQgtoMdgOLFiwPQo0cPADp06AAoAikiIiIxFIkUERERERERxxSJFBFJ586fP29Pr1q1CoAxY8YAcOjQIQAKFChgpxkwYAAQG4HMmzdvGuRSREREbheKRIqIiIiIiIhjikSKiKRT0dHRACxcuNCe9+KLLwLwzz//ALHvP/bs2dNO06dPHyBudFJERETEokikiIiIiIiIOKZKpIiIiIiIiDim5qwiIumM1Yx16tSpAHz++ef2MqsZa86cOQHo1KkTAA8//LCd5sZmrMYYAHx8fFIpxyIiInI7USRSREREREREHFMkUkQknbhy5QoAGzZsAGDs2LEAbNq0yU6TK1cuADp27AjAgw8+CECpUqU8blcRSBEREXGlSKSIiIiIiIg4pkikiEg6sXbtWgAGDx4MwP79+wHInTu3neaBBx4A4NlnnwWgdOnSaZlFERERSQcUiRQRERERERHHFIkUEbmNLViwwJ62emG1IpB+fn4ANGvWzE7z5JNPAt7fgRQRERHxRpFIERERERERcUyRSBGR28j169cB2LhxIwBff/21vWzx4sUABAYGAtC0aVMAunfvbqepXLlymuRTRERE0i9FIkVERERERMQxVSJFRERERETEMR9jjLnZmRAREWe2bt0KwJAhQwD4/fff7WUZM2YEoG7dugC8+eabANSsWTMtsygiIiLpnCKRIiIiIiIi4pg61hERuQ2sXLkSgM8++wyAzZs3AxAVFWWnue+++wB47bXXAHWiIyIiIqlDkUgRERERERFxTJFIEZFb2IYNGwCYPHkyAD/88AMA4eHhANx///122n79+gFw7733pmUWRURE5A6jSKSIiIiIiIg4pkikiMgt5p9//rGn3377bQAWL14MwNWrV4HY9x2HDh1qp23Tpk1aZVFERETuYIpEioiIiIiIiGOqRIqIiIiIiIhjas4qInKL2LlzJwBfffWVPe/XX38F4MqVKwDcddddALz77rsA1KlTJy2zKCIiIqJIpIiIiIiIiDinSKTIHSYiIsKePnDgAACLFi0C4OLFiwCUKlXKTvPAAw8AkCVLlrTKYrpkjAHAx8cn3rLt27cD8M033wAwZ84ce9mZM2cAqFatGgADBw4EoF69egBkzpw5lXIsIiIi4p4ikSIiIiIiIuKYIpEid5i9e/fa01bk680334yTpmLFivZ0oUKFALjnnnsACAgISO0spkvuIpBWlHHy5MkATJ8+HYBjx47ZaYoUKQLA4MGDgdhIpIiIiMjNokikiIiIiIiIOKZIpEg6Z72Ld+7cOQCmTZtmLxs9erTbdQ4fPmxPf/755wA89dRTANSsWTNV8nmncI0yTp06FYC5c+fGWZYzZ047jdULa9OmTdMqiyIiIiJeKRIpIiIiIiIijqkSKSIiIiIiIo6pOatIOhcdHQ3An3/+CUDBggXtZVaHOkFBQQAsWbIEgN9++81Os3nzZgCOHj2a+plNx/755x8gtukqwKRJkwA4ePAgEDu0ymOPPWanadSoEQDBwcFpkEsRERGRhCkSKSIiIiIiIo4pEimSzllDS1gRSWuQeoDKlSvHSZs9e3YATp48ac8LDw9P7SymaxcvXgRgwYIFQOxwHgC7d+8GIG/evAD07t0biDuMR2BgYJrkU0RERMQpRSJFRERERETEMUUiRdI5X9+YZ0X3339/gmkLFCgAQP369e15kZGRABQtWjQVcpd+XbhwAYDFixcDMH78eAD++OMPO411bl588UUAunTpAij6KCIiIrc2RSJFRERERETEMUUiRe4Q1ruR3ljv71kRMoDWrVsDUKxYsVTJV3piRR8hNgL59ttvA7BlyxYAcufObad55plnAGjTpg0Q+26kiIiIyK1MkUgRERERERFxTJVIERERERERcUzNWUWEq1evAuDn5wdAiRIl7GVVq1YFIGfOnGmfsdvE9evXAfj555/teV9++SUQ24w1a9asAPTo0cNOYw3pYXVoJCIiInI7UCRSREREREREHFMkUuQOFhERAcCBAweA2I5d7r77bjtNcHBwnHWMMYCzjnrSu7CwMAA2b94MwFdffWUvW7FiBRDbSdHgwYMB6Nu3r51GEUgRERG5HSkSKSIiIiIiIo4pEilyBwsPDwfg8OHDAJQpUwaAkiVLxkt77tw5AKKiooC4Q1XcaSIjIwHYtGkTAMOGDQNg/fr1dprAwEAAHn30UQB69uwJQLly5dIsnyIiIiKpQZFIERERERERcUyRSJE7zKVLl+zpNWvWADBz5kwAcuTIAUDp0qXtNFbPo9WqVQOgQoUKaZLPW9nKlSsB+Pzzz4HYCGTGjBntNB07dgRiI5A6biIiIpJeKBIpIiIiIiIijikSKXKHiI6OBmDjxo32vClTpgAwY8aMOGlcZc6cGYAPP/wQgHvvvTc1s3nLsSKxu3fvtudNnDgRgNmzZwOx42t27tzZTtOnTx8AKleunBbZFBEREUkzikSKiIiIiIiIY6pEioiIiIiIiGNqziqSzllDcsyfPx+Ar776yl72888/J7h+lixZAMiWLRsQt/OYO4E1/Ik1jAfAsmXLAMiQIaYIffDBBwF45JFH7DQNGzZMoxyKiIiIpC1FIkVERERERMQxRSJF0jkfHx8gdtgOa8gJgPvuuw8Af3//OGmtjmIAgoKCAKhVq1bqZ/YWsnnzZgA+/vhjAJYvXx4vTYMGDQDo378/ALVr106j3ImIiIjcPIpEioiIiIiIiGM+xhhzszMhInKr2LNnDwBffPEFAB988AEAvr6xz9ysCGSvXr0A6N27NxAbyQWwilbXeSIiIiLpgSKRIiIiIiIi4pgikSIiwLlz5wAYPHgwALNmzQJiI5D169e30z766KNAbK+sIiIiIncSRSJFRERERETEMVUiRURERERExDEN8SEiKe7ChQsA7Nq1C4A//vjDXmbNO3nyJACRkZFA3I5rLFFRUUDsMCMlSpQAoEKFCnaaypUrx1mWGAcPHrSnP/zwQwCWLl0aJ83dd98NxDZzBWjWrFmi9yUiIiKSXigSKSIiIiIiIo4pEikiyXLs2DF72ooybt26Nc7/N27caKfZvn17kvcVEhICQJUqVex5VatWjfP/GjVqAFC0aFE7TYYMcYu6/f/f3p0GSVXdfRz/DlEZhm2QRUAcjCyFiIHIohCMGkxEManIaoBhEVwSETUaMJakyGNijKFMucQkBERFQCW4FlGCGsUNBWOJQRFRBFlEVDZBFGSeF+acO81gvCzTzEx/P2/6cu6/e85UDd197+8sb78NwD333BPbpk6dCiQL7ISEc+DAgQCcccYZsbZu3br7/DtIkiRVdiaRkiRJkqTU3OJD0j4Jid2kSZNi27Rp0wB49dVXM2rz8vLicZj7WLrt64S3qd0fSx8XFBQA8POf/xyAAQMGxJowh3L79u0AjBs3DoCJEyfGms2bNwPQunVrAC688MKM15MkSdKXTCIlSZIkSamZREraK0899RQAN9xwA5C58uratWszasMqpt26dYttrVq1AqB+/fpAkiCWnrcY3pZCWrlx40YgWU116dKlsfYf//gHAG+99RYAhYWFAHTp0qXMz9yxYwcATzzxBJDMjYRkvuX48eMB6NevX0a7JEmSvmQSKUmSJElKzYtISZIkSVJqDmeVVMauXbvi8erVqwGYN28eAPfeey8AjzzySJnnHX/88QCceuqpAPTo0SOjHeDII48EoHr16nvdr48++iijTwDPPvsskAxrff7554FkER2AGjVqAMkw2TA89uijj441xcXFAIwcORKAo446aq/7J0mSlAtMIiVJkiRJqZlESirjww8/jMczZswA4KabbgKSxWhq1aoFQKdOnWLt4MGDARg6dCiQuVhOeQsL61xzzTUAzJ07N54L25EETZs2BWDgwIGx7Te/+Q2wbwmpJElSLjGJlCRJkiSllr2YIMfsvkWBVJksXrw4Hk+YMAGAlStXAsk8wlGjRgFwxhlnxNqWLVsC2U0ggzDXMvRh4cKF8dzuSeT5558PwIUXXhjbTCAlSZLSMYmUJEmSJKVmErkfNm3aBMDrr78e25o3bw4kc66kyuSFF14AYNKkSbFt9wQyzHfs06dPRvvBEuZvzpkzB0h+h1WrVsWawsJCIFl5tX///gA0adIkW92UJFUA4TPjySefjG1Lly4FklErX3zxBQA7d+4EktFlANWqfZm/hBE3p512GpCsRg5QUFAAOBpNVZtJpCRJkiQpNS8iJUmSJEmpOZx1H4QNzxctWgQkm50D9OzZE3A4qyqHMERn69atADz88MMAzJw5M9Z84xvfAJLhq4MGDQIO7jDWMNQIkiFJt956KwDz588HID8/P9b06tULgDFjxgDQsGHDrPRTklSxbNu2DYBXXnkltt11110ArFmzBoCaNWtmPJZeLG779u0AfPzxxwC8++67QDKdCeC4444r8zypqjGJlCRJkiSl5i2SffDiiy8C8MADDwBQu3btg9kdaZ+FO6qzZs0CklTvs88+izUdOnQA4Hvf+x4ArVq1ymIP9+yhhx6Kx3fccQeQJJDBkCFD4vEvfvELAA4//PDy75wkqcIqKioCYOzYsbFt48aNALz55ptA8vkRPvcaNGgQa1977TUg2SIqpJfPPPNMrGndujVgEqmqzSRSkiRJkpSat0hS2LVrFwDPPfccAHfffXfGv8N8K/CukyqXsJz5tGnTAHjppZcAOOKII2LNJZdcAkDnzp2z3LtESEyff/55AG6//fZ47rHHHsuoDf0tLi6ObS1btizvLkqSKpHSc+tXr14NwI4dOwDo1q0bkKSWpYXt3d5++20gGa0T5kGC3wWVG0wiJUmSJEmpeaskhTBWfsmSJUAyZn7dunVAklSCG8uq4it993X58uVAkkAGXbp0icc/+tGPgMw5IdkS+rpgwQIgSSBnz55dpvaHP/whABdddBEAbdu2zUYXJUmVSJjzv3LlytgWkshVq1YBMHfuXCD5vlejRo1YG1boP+WUUzIeQyIJJpHKDSaRkiRJkqTUvFXyFUL6CPDOO+8A0KhRIyCZXxXuRoV99CDZd0+qqMJKcgD//ve/gSRNb9euHZDsdwoHd/XhhQsXAsk85DB3s7SQQI4fPx5w/qMk6auFeY9hNBnAoYceCsAHH3wAwKhRozKeE9JGgKuuugqA++67D4CCgoLy66xUgZlESpIkSZJS8yJSkiRJkpSaw1l3ExbyeO+992JbGM568sknA8kQwJdffhmAFi1axNrCwsJsdFPaZ+vXr4/Hr776KgDbtm0DoFWrVgB06tQp1lSvXj2LvfvS4sWLAfjTn/4EwPTp0zPODx8+PB4PGzYMSBY1qFbNe2OSpD0LC+u8++67sS0Mce3evTsAl112GQBbt24FkoV2AEaPHg1A7969Aejfvz8AJ5xwQvl1WqqA/LYlSZIkSUrNJHI3YSuB0lsIhMQxbCwbtkMId67q1q0ba/Pz87PSz9J27twJJCmqSYxKC9vOhCXHw1LmAK+99hqQ/O0cfvjhADRs2DDWhLu2YeGB0luE7E9/wuMnn3wCwKJFi2LNzJkzAXj44YczfmbXrl0B+MlPfhJrTzzxRCD5uw//H1zkSpIqn/DZEBZ8C48H6vvV9u3bgczPwvDZFz5j+vTpk/Gc0p97Tz/9NACzZs0C4MgjjwTg29/+dpnfQarKvNqQJEmSJKVmEvlfYdz7Cy+8AGSOfw9zIENbSDqOOOKIjH9nQ7iDtmLFitgWtiMJ/QiJkVRarVq1AHjllVdi21tvvZVRE1LBZcuWxbaw5HlI+vY34Qt3aMPWOEuXLgUy0/+wpUcQ5h1///vfz3guwJIlS4AkMZUkVX4h/fv8888BaNy4MQBNmjSJNXXq1Nnr1w3f99auXRvbmjdvDkCbNm32+JyTTjopHg8aNAiAqVOnArBy5UoAtmzZEmvC1lgmkqrKTCIlSZIkSanlfBK5+3ysML+q9MayIdkLK1jedtttADzzzDNA5p2mMHa/vLz55psADB06NLaFDXNNIPW/hCRx06ZNsS2k2EGYg/jss8+Wed6B7keYoxkSxM2bN3/lc8IKybfeeisAt99+e5nXcw6kJFUd4T09fMeqUaMGAIMHD44148aN2+vXDUlk6RFdxx9/PABFRUX/8zmQjM4JI8PC9z4/g5RrTCIlSZIkSal5ESlJkiRJSi0nh7OWHs4XNpv98MMPgWSz2GbNmn3l85988kkA5s+fDyRDLKD8h5SGoXthexGA999/H0gWGwlbjpQeZuswC4W/gerVq8e2sJhA+LsKQ0vDMJ3Sz9sX4XVLL4QTfsbuQ2n3pFGjRgDUrFkTgE8//TTjcX/7J0mqWMLnRnifD0NJW7VqBUBBQcF+vX74DhgWZQPo3r07AMcee2xGbfiu9eKLL8a2efPmAXDUUUcB0Lp1ayBZTAdcUEe5wSRSkiRJkpRaTiaRzz33XDwOm62HpaNLpzRBWFAnpJZhS4Jwdyws7wywYcMGIElQDrTQz2HDhsW23TeMb9q0KWASqYMv3FFes2ZNbHvjjTeA5O82LEpQv379WBNGArRv3x5I/j9lczsdSVL2hc+NsGVGGG3VrVs3AE4//fR9et3wHS4sirhq1ap4Lmz3EWo++ugjAP7zn/8A8Nhjj8Xa9957D4Cf/exnAHTt2jWj31Ku8C9ekiRJkpRaXkkORlTnnHNOPJ47dy4Al1xyScZjSPMguWs1cuRIIEkig3r16sXja6+9FoARI0YAkJ+ff0D7HlKb0nPCdk9nvBumg2X37TbCJtE33nhjrLnuuusyajp37gxAcXFxrBkwYAAAtWrVAlxCXZJyTXi/D+//Yc2J0iPGwlZRaYwZMwaAP/zhD19ZE147jOQK6wM0aNAg1vTo0QOA8ePHA9CmTZvUfZCqEq82JEmSJEmp5eScyOHDh8fjMLa+Y8eOQLKyaWlHH300AFdccQWQbIoeUpLScw9PPPFEYO/ujqUR7siFpCesVilVRGF+7uTJkwF48MEH47nwt9yiRQsgSR379esXa8prTrEkKTedddZZQDL/vrCwMJ4Lo2bCY/icCo8NGzaMtSF5DJ9hUq4yiZQkSZIkpeZFpCRJkiQptZxaWCf8qm4CK5WPsCz6nDlzABg7diyQuZT6N7/5TQAGDRoEwJAhQ4BkI2lJkg6U8v7u53dL5SqTSEmSJElSajm1sI53iaTyNXv2bAAuvfRSADZu3AjAMcccE2vCQjqXXXYZkCxyIEnSgVbe3/38bqlcZRIpSZIkSUotp5JISQfexIkTyxyHBLJ27doAnHPOObHmggsuAEwgJUmSKiuTSEmSJElSaiaRkvbKli1bAJg7dy4AkyZNiudefvllABo0aABAnz59AOjfv3+sOfroozNeb/ny5QAsW7Ystm3YsAGAnTt3ArBr166Mf+9JtWpf3hPLz88H4LjjjovnWrduDcChhx76Nb+dJEmSvo5JpCRJkiQpNS8iJUmSJEmpOZxV0l6ZP38+AL/85S8BWLp0aTxXr149AE4//XQArrrqKqDsENbSXnrpJQD++te/xrZ//etfe6wNQ1ZLC0Nddx/OGvoHcPnllwNwyCFfvuW5JLskSdK+M4mUJEmSJKVmEikplfvuuw9IEsO33noLyEz1evbsCcC4ceMAOOqoo772dcNzSr/OunXrAKhbty4AP/jBDwDo1atXmdqw2M4HH3wAwP333w9AixYtYk3NmjW/th+SJElKxyRSkiRJkpSaSaSkMnbs2BGPw/zEu+66C4B58+YBUL16dSDZxgNg+PDhABx77LGpf1ZIG4uKimLb7tt0hDmWnTt3/trXO/zwwwFo3Lhx6j5IkiQpPZNISZIkSVJqJpGSyli0aFE8vvHGG4EkkQzzEbt37w4kK58CdOzYca9/VpjTuHbt2tj2/vvvA1BYWAhA/fr1M57z2WeflXmdkIyGfkmSJKl8mERKkiRJklIziZQUPf300wBMnDgxtj377LMAfP7550CS9N1www0AtG3bdr9+ZkgVN27cGNvCSqsNGjQAoHnz5gCUlJQA8Pjjj8fasDdlt27d9qsfkiRJSsckUpIkSZKUmheRkiRJkqTUHM4q5YgwFDQsjFPa888/DyTbeMyePTue27p1KwC9evUC4IILLgCgffv2AFSrtn/3orZs2QJkDmcNi+1MnToVgIULFwJQo0YNIHMLkbD9hyRJkrLDJFKSJEmSlJpJpJQj9pRALl26FIApU6YA8MADDwCwadOmWHPCCScAcPHFFwNw5plnHtB+ffzxxwB89NFHsa1mzZpAstVHSCkPOeTLt6wOHTrE2t23/5AkSVL5MomUJEmSJKVmEinlmMWLF8fjkEDOmjULgA0bNgDQpk2bWDNhwgQAunTpUi79WbduHZCkjgDNmjUD4NprrwWgZ8+eGTXbt2+PtWGepCRJkrLDJFKSJEmSlJpJpFSFhBVYoewcyDD/cfr06bHt7rvvBpIE8uSTTwZg1KhRsaZTp05AMk/xQAtzIcMqrQBHHnkkAE2bNgWgdu3aGY/btm2LtSaRkiRJ2WUSKUmSJElKzYtISZIkSVJqDmeVqpA9beOxevVqAGbMmAFkDmcNi9q0bdsWgBEjRgDQt2/fWFOtWvneawrDWUsPUe3YsSMARxxxxB6fU1BQEI/Xr18PwIoVK4BkUaBatWod+M5KkiTJJFKSJEmSlJ5JpFRFrVmzBoAHH3wQgEmTJgGwatWqWNOwYUMArrnmGiDZSqO800dItulYvnw5AJs2bYrnvvWtbwFlF/PZuXNnmdeZM2cOAI8++igAv/71rwFo2bLlAe6xJEmSwCRSkiRJkrQXTCKlKiTMDwR44IEHALj++uuBJIE87rjjYs2VV14JQI8ePQCoV69euffxvffeA6B///4AzJ8/v0zNkiVLAKhTpw4Ahx12GAC7du0CMudPtmvXDoDevXsD0KBBg/LotiRJkv7LJFKSJEmSlJpJpFQFbN68GYCZM2fGtr/97W9AkkA2a9YMgOLi4lgT0ruQ+GVDSBVDglhUVARA7dq1Y02YLxnmQIYEcvfzAN/5zncAOO2008q8jiRJkg48k0hJkiRJUmpeREqSJEmSUssrKSkpOdidkLRvNmzYAMDTTz8NwNVXXx3PvfHGG0CyWM6YMWOAZEEbgGOOOSYr/Sz9NpOXl5eVnylJkqTyYRIpSZIkSUrNhXWkSmjHjh1AkkCOHj0aSLbPgGQhnUsvvRSAfv36AdC8efOs9TMwfZQkSao6TCIlSZIkSamZREqVxBdffBGPZ82aBcCf//xnIEkgw/xHSJLHg5lASpIkqeoxiZQkSZIkpWYSKVVw27ZtA2D+/Pmx7S9/+QsA8+bNA6CwsBCAgQMHxpoBAwYAJpCSJEk6sEwiJUmSJEmpeREpSZIkSUotr6T0LuCSKpwFCxYAMHTo0Nj2xhtvAMlCOsXFxQCcf/75saZdu3bZ6qIkSZJyiEmkJEmSJCk1F9aRKqhHH30UgJtuuglI0keA/Px8AHr27AnA8OHDATj22GOz2UVJkiTlIJNISZIkSVJqJpFSBfHFF18AyVYekyZNAmDOnDkA1KxZM9aeffbZAAwaNAiADh06ZKubkiRJynEmkZIkSZKk1FydVaog3n33XQAGDx4MwHPPPQdAQUEBAGeeeWasHT16NADf/e53s9hDSZIkySRSkiRJkrQXnBMpHURhD0iACRMmlGkD6NixIwCXXnppbOvSpUsWeidJkiSVZRIpSZIkSUrNi0hJkiRJUmoOZ5UOgjBkdfLkybHtoYceAmDXrl0A9OjRA4AhQ4YA0LVr11h7yCH+15UkSdLBYRIpSZIkSUrNOEPKog8//BCAP/7xjwDMnDkzngu77XTq1AmA888/H4ABAwZks4uSJEnS/2QSKUmSJElKzSRSyoJly5YB8Pvf/x6AuXPnArBz585Y06pVKwCuvvpqIJkTKUmSJFUkJpGSJEmSpNRMIqVy8vrrr8fj6dOnA8kKrGFuZPv27WPNT3/6UwBOOeUUAGrWrJmVfkqSJEl7wyRSkiRJkpSaF5GSJEmSpNQcziodYBs3bgRg2rRpsW3KlCkArF+/HoCioiIABg0aFGsuvPDCLPVQkiRJ2ncmkZIkSZKk1EwipQMkLJZz8803A3DffffFc2vXrgWgVq1aAPzqV78CoF+/ftnsoiRJkrTfTCIlSZIkSamZREr7aeXKlQDMmjULgHvvvReAZcuWxZomTZoAMHbsWADOOussAOrUqZO1fkqSJEkHgkmkJEmSJCk1k0hpH2zZsiUeP/LIIwDccccdACxduhSAunXrxppzzz0XgIsuugiA6tWrZ6ObkiRJ0gFnEilJkiRJSs2LSEmSJElSag5nlfbCp59+CsD06dNj25133gnAokWLAKhW7ct7M2PGjIk1I0eOBBzGKkmSpMrPJFKSJEmSlJpJpJTCxo0bAfjnP/8JwOTJk+O5BQsWAHDYYYcB8H//938A9O3bN9Y0atQoG92UJEmSyp1JpCRJkiQpNZNI6X8IcyCfeOIJACZNmgQk6SMk8xwHDhwIwJAhQwBo0qRJ1vopSZIkZYtJpCRJkiQpNZNIaQ927NgBwFNPPQXAHXfcAcDcuXPL1J533nkAXHHFFQA0bty4/DsoSZIkHSQmkZIkSZKk1Ewipf/67LPP4nGY8zhhwgQAnnzyyYzaK6+8Mh6HuZAtWrQo7y5KkiRJB51JpCRJkiQpNS8iJUmSJEmpOZxVOa+kpASA+fPnx7Zbb70VSIax5uXlAdC3b18ABg0aFGvbt2+flX5KkiRJFYFJpCRJkiQpNZNI5axdu3YB8MorrwAwbdq0eO7vf/97Rm3v3r0BuOSSSwBo165dPBdSSkmSJCkXmERKkiRJklLLKwkTwqQcs3r1agBGjx4NwP3331+mpri4GIBhw4YBcOqppwJQrZr3XyRJkpSb/CYsSZIkSUrNOZHKOYsXLwbg5ptvBuCRRx4pU3P66acDMHjwYAC6desGmEBKkiRJfiOWJEmSJKXmRaQkSZIkKTWHsyonLFmyJB6HrTwmTpyYUXPKKafE4/POOw+A7t27A5Cfn1/eXZQkSZIqBZNISZIkSVJqJpGq0rZu3QrALbfcEttuu+22jJqwbceIESNi27nnngtAXl5eOfdQkiRJqlxMIiVJkiRJqZlEqkpas2YNAL/73e8AuOeee8rUnHDCCUAy//Hss8+O50wgJUmSpD0ziZQkSZIkpWYSqSplxYoVAMycOROAKVOmAMncSIAOHToAMGzYMAB69uwJQGFhYXY6KUmSJFViJpGSJEmSpNS8iJQkSZIkpeZwVlVaJSUlAOzcuTO2hQV0rrvuOiAZxtq2bdtYM2DAAAAuuugiAA499NDy76wkSZJURZhESpIkSZJSM4lUpfXpp58CSeoIMGPGDAA2b94MQNOmTQEYMWJErBkyZAhgAilJkiTtC5NISZIkSVJqJpGqdNatWwfAQw89BCTpI8A777wDQLNmzQAYOXIkAD/+8Y9jTYMGDbLRTUmSJKlKMomUJEmSJKVmEqlKI6zCOmfOHACuv/56AJYvXx5rGjVqBECvXr0AuPzyywGoU6dO1vopSZIkVWUmkZIkSZKk1LyIlCRJkiSl5nBWVRq33HILAHfeeSeQDGMtKCiINUOHDgWSYay1a9fOZhclSZKkKs8kUpIkSZKUmkmkKqSPP/44Hj/++OMA3HvvvQC8+uqrQJJAXnzxxbG2uLgYgCZNmmSln5IkSVKuMYmUJEmSJKVmEqkKad26dfF49uzZACxevBiA/Px8AM444wwARo0aFWuLioqy1UVJkiQpJ5lESpIkSZJSM4lUhVS9evV43LhxYwDq168PwEknnQTAb3/7WwCaNm2a5d5JkiRJucskUpIkSZKUWl5JSUnJwe6EtLtPPvkkHr/99tsArFixAkhWXu3cuXP2OyZJkiTlOJNISZIkSVJqXkRKkiRJklJzOKsqlPDnmJeXd5B7IkmSJGlPTCIlSZIkSam5xYcqFBNISZIkqWIziZQkSZIkpeZFpCRJkiQpNS8iJUmSJEmpeREpSZIkSUrNi0hJkiRJUmpeREqSJEmSUvMiUpIkSZKUmheRkiRJkqTUvIiUJEmSJKXmRaQkSZIkKTUvIiVJkiRJqXkRKUmSJElKzYtISZIkSVJq/w9xGBbIF1zfqQAAAABJRU5ErkJggg==
| null |
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
30
|
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
|
As shown in the figure, triangle ABC congruent triangle ADE, Point A is their common vertex. if angle B = 70.0, angle C = 30.0, angle DAC = 35.0, then the degree of angle EAC is ()
Choices:
A:40°
B:45°
C:35°
D:25°
|
B
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
31
|
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
|
As shown in the figure, triangle ABC congruent triangle ADE, if angle B = 70.0, angle C = 30.0, angle DAC = 35.0, then the degree of angle EAC is ()
Choices:
A:40°
B:45°
C:35°
D:25°
|
B
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
32
|
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
|
As shown in the figure, if angle B = 70.0, angle C = 30.0, angle DAC = 35.0, then the degree of angle EAC is ()
Choices:
A:40°
B:45°
C:35°
D:25°
|
B
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
33
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iVBORw0KGgoAAAANSUhEUgAAAYUAAAEUCAYAAADEGSquAACT50lEQVR4nO29d5xk6Vke+lTOOVd1d3VOEzZodxUAIaIJP2y41waRxRX5mmSEkQiWbCSbZAMmgwFzEdnYXGyCCNcIpJW0O9rZyZ1z5Zxz1f1j9v3mq69PVffszsxuT3/P79e/nuk6deqcU+e8z/em51UNBoMBJCQkJCQkAKhf7wOQkJCQkHjjQJKChISEhASDJAUJCQkJCQZJChISEhISDJIUJCQkJCQYJClISEhISDBIUpCQkJCQYJCkICEhISHBIElBQkJCQoJBkoKEhISEBIMkBQkJCQkJBkkKEhISEhIMkhQkJCQkJBgkKUhISEhIMEhSkJCQkJBgkKQgISEhIcEgSUFCQkJCgkGSgoSEhIQEgyQFCQkJCQkGSQoSEhISEgySFCQkJCQkGCQpSEhISEgwSFKQkJCQkGCQpCAhISEhwSBJQUJCQkKCQZKChISEhASD9vU+gFeLwWDweh+ChMSZRb/fR7/fh0qlglqthlp9b33Y6/XQarXQ6XSgVquh0+mg1WqhUqmgUqkA3H3+BoMBer0eer0eAECj0UCj0UCrPW5W4vE4Xn75Zbz00ku4evUqrl27hsPDQ7TbbQCAWq2Gz+fD7Ows3v72t+Ntb3sb9Ho9bt68iVgshunpabzlLW/B3Nwc7HY7dDodVCoVBoMBO5d+v8+OQ61WDx0vf5x0vvQanQ9h1N/HgX/PgwB/nbvdLjqdDgaDASwWywP9HCWcWVKQkJB4eCCy4I3TKMMnGtFerwe1Wo1+v49Op4NarYZsNotyuYxWqwWtVgun04l2u416vQ4AMBqNcLlcsNvtUKlUqNVqaDabaDabzNjzRn7ccZ/0+oM24I8bJClISJxDkNGnf4uvaTSaof8Dw6tm+jfvYahUKvT7ffR6PXS7XVQqFRwcHGB3dxdHR0eIx+MoFoswm8145plnhrwP8jJolb+2toZ2u41CoXDsmPnPvN9zVvq3xDAkKUhInEOMWzGTkabwDKAcRiHvgQiEvIRGo4FKpYJYLIYXXngBL7zwAhKJBHq9Hux2O5aWlvD0008jGo3CarVCrVaj1+uhVqshlUrh5s2buHHjBorFIgwGAwKBAIC7BETHJZ7HSR4A/7okhPGQpCAhcc5B+QExRKRWq9nfld7DbwfcNbbdbhflchnb29tYX1/HtWvXsLGxgUajgUAggFAohPn5eayurmJ2dhY2mw0qlQqdTgeVSgUmkwk7Ozuo1WooFotwuVzQaDTQ6XRDuQIlnJQjkGRwOkhSkJA4pyCD3+/3jxl+MRnLeww8UYirdL1ej3w+jxdffBFXrlzB3t4eqtUqfD4fnnrqKTzzzDNYXFzE5OQkbDYbIxS9Xg+73Q632w2n0wmr1Yp6vQ6LxQKLxQKDwTAU0uIhegl0fGJoS+nfJ4H3ls4LJClISJxD8MZdJAalUAsZR9FAiga51WohlUrhxo0beOmll9But+Hz+RCNRvH000/jrW99K4LBIPR6PTPatE+dTger1Qqn0wmPx4N+vw+HwwGHwwGz2cwqjpSgRF79fn/Ii3m1nsJ5IwZJChIS5xBKcflRoSLeKIpkQUa32+2iXq8jHo/j4OAAiUQC1WoVLpcLc3NzWF1dxczMDPx+P4xGI4B7OQn+WIxGIxwOBwKBADQaDWw2G9xuN2w2GyMSJQOv5CnQv8XjPk8G/tVAkoKExDkETwT0fwCsd4HHuPg8/W42mzg6OsLa2hq2t7dRLpdhNBoxMzODZ599FpcvX0YkEoHBYABw16Po9XrQarXQarWMXDQaDRwOB8LhMCwWC8xmMzweDxwOBwwGw9jKI6XjJuIRw0kSoyFJQULiHIPKPEUvQWxSo3/Ta6IBrtVqODg4wJ07d3BwcIButwuHw4FoNIqlpSXMzc3B4/GwvACVrvL7ojyGw+HAxMQEnE4nyzXY7fahkBNh3KpfJpZfHSQpSEicQyjlBvhyT95z6PV6rIEMAOtypm3a7TaKxSJ2dnZw48YNHB0dQa/Xw+PxYGpqCuFwGD6fDyaTie1Do9EMdURTJ7RKpYLT6cT09DSazSaAu7kGIgXx+JUa25TKVF9r09t5giQFCYlzCD60Iq7WgeHEMhEDGWKtVsve2+v10Gw2USwWsb+/j83NTdRqNQSDQUxMTGBiYgJerxdWq3WoeoikMFqtFrrdLts/5REMBgO63S663S4GgwH0ev2QtAWdAyXI+aY2sTFPGvz7gyQFCYlzBt7Y8wZ0XHURb2Sp83gwGKDT6aBer6NcLqNYLKJUKmEwGMBsNrPyUovFAp1Od+w4eCkN/nMMBgP0ej36/T4jDN6TGHcuSjkPSQr3B0kKEhLnEHxMn1baZFyBe93DFCoiiATRbrdRqVRQqVTQarWgUqmg0+lgsVhgs9lgMplG9hcAYCEreh9PUHy+QyQQsZyW306psor2+aDxOBKOJAUJiXMGsQFNNLBiV/O4/ZCiKlUTqVQqaLVa6PV6GAyGsat73usAlJPboqzFSefC42F7CY8jIQCSFCQkzh3E1T6twHmZi1HGmAy/2C0sGvRx8hiiRAZ9NuUVKD+gJG8tSnGM+hx6jY7vtXoJ4j4eV0IAJClISJw7kFFXSsaOksju9/tot9tot9tQq9WsAY3CS3q9nnkFtC3NZOArl0TDSoafZgZ0u91jWkd8yexpjLvYezGqke1+8TgTAQ9JChIS5winKdHkyz3b7TYajQaazSbq9Tra7TZ0Oh2cTieMRiP6/T70ej1MJhPTJ6LBMK1WC+12mw23ET+XJ6N+v49Go4FGo8GqkPR6PcxmM2taEwnhJKE+nuBkF/PpIUlBQuINgIdhvF7NypbKTIkQisUiUqkUcrkcSqUSWq0WLBYLJicnWe+BwWCA1WqFyWSCTqdDp9NBu91Gs9lkpCAmgcVj6/V6qFarKBaLqNVq6Ha7MJlMCAQC8Hq9rEfhtH0HfCez2L0tMR6SFCQk3kC4H+P1IGLcFMvnwzftdpuVmiaTSezv7yOTyaBarWIwGMDj8cBkMsFiscBoNMJoNMJqtcLhcMBms6FaraLdbg+VqTocjpGVSL1eD5VKBdlsFul0GtVqlc1esFgscDgcrAJKJE9ZcvrgIUlB4lxDKXkJjDaypzHY92uklD5bjIOL21LTlti4Ne54+c+hqqF6vY5SqYRSqYRqtcp+6vU6qtUq0uk0EokEGo0GrFYrAoEATCYTzGYzTCYTTCYTtFotrFYr/H4/IpEIYrEYisUidnd34XQ64fV6oVKpEAwG4XQ6h86hXq+jUCjg8PAQGxsbyOVyMBgM8Pl8jHR4bSR+1c/nJMRyVbEpT+L0kKQgcW7Bd8SKRkSJKMR4tfg3YLgjWOl1/jWlfd9PZU232x25PwDHBtoTedB0tFKphEwmw0ZlplIpZLNZ5HI5FAoFVCoVlEol1Go1WK1WXLx4EcvLy5iYmEAoFILb7YbVasVgcHegfCQSwcLCAprNJjPwGo0GFouFzW02Go1M7qLRaDBPZGNjA7dv30a1WsX8/DwWFhYQCoXgdDpZaSt/PfgqKfH7Eyupxl3300L8Xh5nSFKQkOAwqvpG3Oa0+zrtdiI5KUHJMPFVOfwKnOL6FArqdDpMZ6jVaqFWq6FUKiGbzSKZTCKZTCKdTiOdTiOTySCRSKBYLKLb7bLwkN1uRzAYRDAYhMvlgsViYcdrMpnYVLVarYZCoYB0Oo1SqYStrS12rPV6nRFJtVpFLBbD4eEhYrEYKpUKVCoVLBYL3G433G43LBYLk8QQz5/+r+QlSQ/h1UOSgsS5xihphFHbnuZvwHFjPW7fFNPnZSf4jmIlj4Vv+hKNIu8JUFy/WCwin8+zhHG9Xker1UK/32erbb1eD5fLhV6vh1wuh8FgAIfDgfn5eaysrODpp5/G/Pw8QqEQm61MMBqNCIVCGAwGMBqNcDqd2N/fRyqVwt7eHuLxODY3N+Hz+aDX61kZKlU0GY1GTE1NIRQKYWFhAcFgEFarlW1L583/Hnf9HyTOG8FIUpA4t3i1MWexrJKH0gp+1La0Ha/xQ6RAcXTR4IujMylRTLIV3W4XjUYDxWIRuVwO2WwWmUwGyWQSR0dHODg4QC6XQ7vdZrMLJiYm4PF4mDSFXq9HsVhEr9fDxMQE3va2t+Hpp5/G4uIipqam4HQ6hxLGg8EAWq2WJaA9Hg+i0Sh2dnbwiU98Ap/85Cexu7uL7e1tGAwGdt31ej30ej2cTidWVlawurqKixcvIhAIwGazsV4Ipev7qHDeCAGQpCAhwXA/BmecNzGKCMQwEZ8kVRKcUyKcXq/HwkKtVgvNZhPNZhONRgO1Wg2VSgXVahW1Wg31eh21Wo39vdVqQavVwuFwQK1WszDNxMQEHA4HarUa0uk02u02M8rz8/MslxAMBmGxWBgh0PnQOZGQndlsht1uh9FoRLlcZtVHvFdCwnc0RGdubg4zMzOYmJiA3W5XnJsgCeHRQJKCxLmHuLrn/8bjfsNMovQDn/hVqVSsa5e8Ap4slEC9A9VqFYVCgXkC+Xwe+Xwe6XQayWQSxWIRAGAwGGA0GmE2m2GxWBAKhTA9PQ2LxQKn0wmn0wm73Q6r1YpOp4Pr16/jzp07yGQybPrZysoKlpeXEYlEYDQamSdC3cu9Xg+dTgcAmLw19SsQAfh8PpTLZahUKpYfIG+IxPN8Ph8mJiZYWOr1aDx7LV7j45R8lqQgca4xKtwz6iHnPYFxRmRUWIlXJ1XKC/B9A5Qkpve0220mU53L5ZBKpZBOpxk5EClUKhUYDAa4XC54PB7YbDY4nU4Eg0EEAgH4fD74/X44HA5oNBq0Wi0kk0kMBgPWOObz+XDx4kUsLS1hamoKbrcbvV4P9XqddShrNBqWvKZzIy9Ap9PB4/FAr9cjGAyi0+mw0Zuil0SyFtQRzX8fj2q1/lrDiI8TJClInGuM6hEYFQZ6NXkIIgB6LxlEWjUTBoMBGo0GqtUqKpUKSxBTA1itVkOz2WRho0ajwfSFAMDr9bKRlyaTiTWUeb1eeL1e+Hw+eDweOJ1OOBwO6PV65HI5bGxsYGNjA3t7e1CpVPD7/Zibm8PS0hKmp6dZuIm8GypxpevEn5tIphaLBXq9fqifQryGPMnyOknj+jeUXn8UGCWj8Th1TEtSkJDAcWM/SkRtXOjoJA9i1DwACi1RgphW/YlEAolEgvURlMtlVu9PekNWqxVWqxVer5c1j3m9XqYXZDQaYbFY2A81m6nVajQaDRweHuL555/HtWvX0Gw2YbfbMTU1hcXFRczMzMDv9w+NwaR+Af6c+AopPmdC10Kcx8CDn+rGV1/xRMNf39drdT6uXwTASFI8i5CkIHGuMapjeJTxH1eCqvRvfnu+f4BPEtM8gmq1ilKphEKhgEKhwHIFuVwO1WqVhWCoo9hut8PpdMLlcsHn8yESiWB6ehqBQIBNLtNoNCwBTCGqfr+PcrmMZDKJ7e1t7O3tIZVKwel0IhKJYHFxEdFolJELnRMZb9Ho83F1fgIa7xWNgjjcRyTLcdf8jYjHgRgkKUicW/DGiMAbNPHvp9mfEpmQgWu326xpLJfLIZlMsi7ifD7PNIPomCgG7/f7EQ6HYTab4XA44HA4YDQaYTAYmLdAeQO32w2bzTbU6SuGqcrlMjY2NnDr1i1sbm6iUCjAYrEgGo3i8uXLWFpaQigUYh4CdU9TAxx/bLwRFA057xGd1JTHz1UAhvMT4wb9PGycdQP/aiBJQeJcQ2lFelJ1kQgyYHx1Ef2fksZUtUNJYpJ3ODw8RCKRQDqdRr1eh1arhcVigd1uh9frhdvtRiAQQCAQgN/vh8/ng8vlGorTUxWPTqcbMtYiOp0OarUa4vE41tbW8PLLLyOdTgMA8xBWV1cxMzMDs9nMjDElk6nSiMI7o64jf+2USnCVcgO8t0F9F/y2Z8lbOOuQpCBxriE2oo3yFJQglppShy71CtDsYuoVqNfrQ7MJqtUqut0uLBYLwuEwAMBkMg2t+vkksdvthsvlGvIElFbno1Aul7G3t4ednR1sb28jl8tBrVYjHA5jenoai4uLrHFMvEZEBLwxpyoq8frx10a8TkrEK77nfr6Dh4nz6CUAkhQkzjHEnoDTegi8F0A/g8EArVYL2WwW8Xic/SSTSWQyGeTzeTQaDahUKhbycblc8Hq9rBqIegYsFsuQCimJyBkMhmNzjylPQRVIFG6hPgEemUwG165dw9raGjKZDAAgEAjg0qVLWF1dRTgcht1uP3a+YmMdT4J0DfmEsxJZ8TkJ/jj5Jj3+fWKV0qOsOjqJDM5iruN+IElB4lzjpBUpv8ql8Emn02HJYRok0+120Ww2Wf8AicylUink83mUSiV0Oh1m1HU6HVwuFyYnJxEOhxEMBpnqqMlkgl6vHxpHOeo4+f4GsbSTkri9Xg/FYhEHBwfY3NzE/v4+VCoVfD4fpqamsLCwgLm5OTgcjqH8A+U2xNAPcC+kxMf8lXo+xHAReQsicYjn8HqXno7CqJLUxwmSFCQee7yWB5dW4s1mk8lFUIUQVQfRLIJmszm0ytVqtQiHw4hEIqxBi+8f8Hg88Hg8cLlccLlcsFqtMBqN0Ol095VcpX0PBgO28iZvolarIZFIYH9/Hzdv3sT+/j4qlQqmpqawurqK+fl5Ji3BE4IY16drIXpHdH1VKtXQe3gy4wmFzot/jaBWq4c+gzwT/hiUPAf+768WpwkVnZdwkiQFiccar8ZY8ElV6iKmZjKSk6A+gmQyyaqHOp0OK+sMBoPw+XysYczj8cButzMvgJLClCCm/ytpHokQV6gULgIw1BHcbrdZc9rNmzexvb2NUqkEvV6PqakpXLp0CTMzM3C5XIwQeK+IDDztk1dz5ZPHfEKaQkqkbsq/zs9ZHuehUWiKtjupeknpmjxonBdCACQpSDxmuF/DwEtItFotNBoNlgSmBHGtVmMTyfj/1+t1aDQalvgFwATmwuHwUMUQkQJJOfArXnHFfNLx8u8jkIdCqNfryOVy2Nvbw507d7CxsYFqtQqPx8PkqScmJoZ6EcTrKBpi/jjF18UEsVjuOy6Jz4foRNJQ+j6VDPTrEcZ5HENHgCQFiTMGpSTfq304SWCOZg/k83k2dCadTiObzaJQKLD+gcFgAJ1OxwTmvF4vZmZmYLFYjvUM0I/VaoXZbIbZbB7S9nm15y52/gL3PBt+bGWhUMDm5ibu3LmDmzdv4uDgAIFAAE888QQuXLiAmZkZeDyekYRAK3wy9nzPgBj35ye7Uaks32fA50bGif3x3gmF0PiZEqNW64/COD+uBKAESQqPCR706ulhP4CvJpH4as+Rkq18zwAli5vNJgsNZbNZpFKpobBQoVBAs9kEcFd11OFwsG7iiYkJTExMwO/3s1JR6hwmsTsKCZ3U2XvSdVHq9BVfo5BLrVZDLBbD1tYWdnZ22MAcr9eLCxcu4KmnnoLL5RqSn+CTyuIKXSQh/nN5mQrygPg+DX6fo85XTFCLZDDuup0nY/2oIEnhMYDoegPHZwWL/x5lXMb9n4/vivs77XGKP3wCclQycVSj00ngx0+ShAQliYvFIushaDQaQ2MrW60WjEYjgsEg/H4/NBoN0xqy2+1MfdTv98Pv9zMJapNJhYO/+Tl8//t/CX/7QgwVAAbfHD77nR/Ah37kq/CMX6d8oJ00XvzDD+KH3/tf8TexCgAbwl/wDfjxD/4wvurZIHTcNVGpVFB1Y/i7f/cufMPP/gMyLRsiX/gv8Zu/9n681d1GJpNBPB7H9evXcevWLWSzWbjdbiwtLeHChQuIRqNwu91DhDAK4vfNfzdK35NoxHkyOcmw89uN8ipEb+FREsK4MJb4XJ11SFJ4jThNUvBhfjYZV7EaBDj+kI47PrHUTvwb7Vfc1/08mGJ5J72fT0SKfQP3e/34KWSUJ6hUKsxYxuNxHB4eIplMIp/Po1KpoNfrMYNPTWOhUAgul4v1D1DvgNFohF6vZ70D9H+NpoSPvucZfN4v6/E1P/kb+Ic/uAyvrofC2v/CL/zAN+PZqd/Ar137CN69oB0Kt6i6m/gvX/QEvvXKU/jBX/wr/PRnT8BeT+KF3/wufPObZ/Cbv3oVH/mWZejYd1vAX37bE/jA3J/iauFzENFWsfm/vg+f91k/ip//3++B82gHd+7cwa1bt7CzswODwYDV1VU888wzmJmZQTAYPEYIo5K0p6nH5xPRfD6B/+7E3MNJ+xn3mW+kUNHjRgYE1eCMns0b5bAfNSkorZTIEIp15UpKk/x+RtWFK/1bXMUrlQmeBFEOgoyHWI+vdJw8+JUohYQoSUwicyQtTVLUhUIB2WyWjafM5XKo1WpotVrQaDRMVoJ0hshLIKlpi8XCykXp3HkjVv7Lb4b/S/4M7/7rNfziF7jZ99Lr9YD8R/GeZ78QP3/xt7Hzp1+F4CsraK1Wi/VffBoXf9CLX736F/i/FrRcXL2Lnd/+p3j629v4+Y1/xLvnXrkeu7+Fz/+SHH7mznvwJOsPaON/fpsBf/zma/jswQu4ffs2EokEGo0GQqEQ3v72t+Ntb3sbgsHgUA7hUT1DZ62e/9Uc64O+ljyJUrhzMBjAYrE80M9RgvQUzhD4lTYw7AkorbJPqt4YF1oaBf5mVSIo3mCPek081nEezahqFQoLVSoVlMtlliSmgTOFQgGVSgWNRoPF2kkXyGq1wu12sw5hShDb7XY4HA64XC44nU6WKL7nDYwuF735j3+E1tK/wbd9gXvo+mo0GvTcn42v/85F/PwP/RVeyPwzfKHlrnopOp/C733oBnzv+Ti+cUkP1Stx+bvXQ4fld30Q7/nRz8QPf/gFvOtH3nT3musNsGPYyBaLRaQrQH7/Dm6UbmB3dxc2mw1PPPEE5ufnsbKyMrLK6FHgLBEC8MZZcL5ekKRwxsB7BIByExCPcXkCJeIQXX/a7qR9K71vVDx6HGGJ++Y9C+odoJVTtVpFPp9HJpNhfQPUTZzNZlGpVNBut6FWq+FwOJiwHHkCJC5H84Rp+heRAFXzKCVYxfN/yweL6H0QQL+PvkLYxGh3A9hBPNFGJ3qXULU3/wa/nvHhO7/srdBhAAjel0r7GfjCdxnwoT/8B1z7oadwod8HvJ+Lb3xmGe/6wLP48/d9LlztND714e/E+/72y/FP5zZwcHCAcrmMaDSKp556CqurqwgEAjCZTCOvtYQED0kKZwxi2GaUgR1VrTKqDlz0AE4iDyWPgU9286Eg0YieRAhk9Cn5S3OJi8UiyuUySw7XajWUy2VUKhXU63UWNjKZTMzoA3dnBzscDtZMxoeGqJqIqob4ss5x34F4PUe9Ttt0Ox0AT2JqUg2t9q4Hkdm/jgzeisWJHnq949dbrVZjauVtwE89j43M9+GyXwW12o9/9hvXYfrAt+JZ3+chXrVg8s1fhS/5+iAG8V1otVpEo1EsLCxgZmYGoVBoiBDO+ypY4mRIUniNOE0y7kGBNxb8/0cdFy/lLB6rUtiJr2Ia1bWqlEfgk8ckT0AdugCGcgjA8fARj16vx/IA1CBWqVSQSqWwt7eHeDzOZg80m010u12o1WqYzWa4XC643W54PB6mI2Q0GllSmIbTiEljXlZCvJ503Py1Uzp2kTCHCgDyf4//8h8/jch3/xjeatHD9ArxVEtJAG+B19tDt3vvevOfEY0+AeBF1Boa6PWvfK52Gm//0f+Bj31bGltbW/joRz+KK1euQKVSMfnrCxcuIBKJwGq1MtluIj0x1ySJQoKHJIUHhEeVTLufsIuSt6AU4uEljZXeo+Q5KBkSpcQ1vy+RnAAMyUlQI1m1WmUeAHUPp1IpNnugVCqxAfJarZat9F0uFyKRCCYnJzExMQG3280ay/hmKPo5CTyZ8d+v0netFCrrt0o4uvW3+Pl3fx3+n+VfwP/+0c+CW3dv3kF880UAbxn6DP66qVQqYDAA8HHcPlIDC/euWT6fx87ODtbX11nIyOv1IhqN4uLFi5iZmYHD4WDfFZGn0iwECQkekhTOGJSMEQBFgwsMh3HEffBGTkkRk1+5jgov8ZU4JGgG4NigetoXeRStVgv1ep3pCeXzeRQKBZRKpaEQUbfbZRU5ABAMBhEIBKBSqVjvgM1mG5o9QCJzNDSebyATIXoxStf4NJVW/PXb+63Pxvy3fPzuC64n8e0//VGsfeWT8OqgcByvVGBxozLpp9PpQNMbngxHhLC5uYnnn38e29vbaDQamJubw+zsLFZXVxGNRuF0Otn2g8GAVU2JXcpnLQks8fAhSeEB4VE9XErxbDHEQduNaxriq4TIUFOZpFLTEH2euKrlu0+Be4Js5AHQ++nYKDxUqVSQz+cRj8dxdHTEuohpHjHJSqjVaphMJqYpFAwGWYkoLyVBJaPkFfDHpKTBQ3+nxLUYHhIlq08K1dG1UavVmPgXf4L4l/YxGBSw94mP4fd+6gsw99534Cf+8jfxXU+5GTlicO+Y+NX7UNlurw/AAJ3m7rUrFAo4OjrC2toarl69ilQqhdnZWTz99NNYWVnB8vIya7hrtVpsTrP4vSoVBkhIAJIUHhhGhRQe1uecJpxz2iQ07xHw71MCrTTFAe38vimG3Wg02NwBkpSg8BBfSprP51Eul1GtVjEYDGAymWCxWJh6qMVigc/nY7MHaA6x1Wodmj8gziI+SWBtVGnuuB/+feI1pd9aqxcBmwqDgR+BL1/Cm7/8K/A17/9cfMZnfDP8G3+CfxG+e1zhxWcBDM8bOJbnUakAPI0ZTwOpVAG7u7tsJkK324XL5cL09DSWl5cxNzcHr9fLZisrHeP9SHJLnE9IUniAeBSrLqXQDf2Ir/G/xX2IDWQnlbbynwcMSzQDYB3KRAgUFqJmsWw2i3Q6zbqIm80mW8UajUaYzWb4/X7Y7XbYbDbWRUy9BDS3mJ9MpuQV8OeodB3EnIco8jaODPjroFTRRRAJczBw47l/9UF87Ye+HL/6kW18+ddNQqVSweEKAbiB/QMVehP3Orz5UtjNw6sApmFAGuvrO3jxxRdx584ddDodTE1NIRKJ4OLFi1heXobP54PBYGDfhVarHZqSpjTfQOn4Jc43JCmcQYwq7RSJgbZVWh3zoSBKvIrbjQuXkKHpdrssSUz/5juI0+k0G0uZSCSQzWbRaDTQ7/dhMBjgcrlgMpngdDqZ5LTf74fX64Xdbh/qFyCDptPpmF6/EpQ8hFGvnybnMur6K5HwqOvXt5rhArDTabMwU2DlbVjC+3F9t41u8O6+qDT2Lsl1sPXSx4EnvxSmwiFTPd3e3kYwGMTs7CwuXbqE+fl5RCIR6PV6FhITc0NEFKJXKCEhQpLCY4JRVUX0mvgjdhSfJqzAawrRzAGSnC4UCqxiiBLENLGs2WxCo9GwZjGVSsVW/zSBjCQmfD4fJzBnGioX5fMY4nGJZCieN39dTrqO/G8lj+C4V/EJ/LDzs/Dff+Ql3PpXl459Xr/fRz+Zwj4A3StejUajgfqJz8Y7fS384t9dwQ+/6RK0g8FQ7L+d/Sv8zm8Cs98eQeH6dezu7qJWq8HpdGJycpIll/1+PwsZid+xWCwgyUDiJJx7Urgfg/FGwriHWyk8xIdYxOTwuBU37YMvHSVPIJPJIJFIsFLRZDKJQqGAbrc7FO6x2+0sQcwPqbdYLCwfQH0ERARK3oto1PjeCP67OykUxhOoUk5F6XoqbU+fBVzCZ32lAT/+07+O/+/dv4hXpI+4nE0DV3/7x/E/8YX4rS+YgU5Hns+b8bU//g78+Hf+G3z4n34YXzOjZY1m7XYNH/vPP4jfx2fjWyJNXL9+Hfl8HkajEdFoFCsrK5ibm0MwGITZbB46VrHIgMhB9IrO0v0u8ehw7knhrEIpvDMqUcz/W9RH4sFLSfACc3yiuNlssj6CYrGIXC7HcgW1Wg2dToeFeCwWC9xuN5OYJk+A1EfNZjOr2T+tt0LnLhLfSTmEk/ICStdR6XP5f9M+VCo7vvgn/gLf+9efh38ycxXv+5WfwFe9bRF+wwD15Mv4s5/8l3jfH2Tw+b/yu/jnkeHvZuarfwk/+/vP4Tv+yVfg8Kc+iHd90TICjST+5y99K77rF/L4oh/6HniLe9jM5dDv9+H1erGwsIC5uTn4/f4hgTSRsPjz4SuxlEqNJSQIZ1YllQ+N3A/GGYOzAKV4+KicAR9uOY3B7Xa7LCTEJ4j5CWTNZpMpNtJqXq/Xsx+DwcC6hm02GxwOB/vhq4UoSXya8yVPYJx0hpKnoPR3HmIF1ygjKXoK9PvYts1d/PWvfxA/+wt/gY9uZ9ACAFsEz37et+MH3v9N+OIVL/QKhQH9VgpX/tt/wAd+5Hfwd/EqYPBh6tkvwj/5vGdhKe0gm82i2+3C4/HgwoULuHjxIiYnJ+H3+495CWI+hX+N96r4MlWZdH7jgf8+HrVK6pknBeB86Z/zshWj5KZPA5KcpgRkr9dDrVZjYaF4PI5YLIZ4PM4SxCQwp9FoYLFY4HK54Pf7EYlEEAqFEAwGWYKYyklJWoJURpWG6YwCPRDURyCer5gfEY0hGUJ+2IsYMhuXkBaPRfz3qDyGSEpKyX3+72Sg6bstl8u4du0aPvKRj+D27dvQarWYmJjAzMwMnnjiCSwvL7NBOVSGy+9T9JzonMkD7Pf7LFkvJS/emHg9SeHMh4/Om/vLP+T3Qwg0j5h6BUg+olaroV6vo16vs6H01ENAvQMqlYrlAaiE1Gq1wul0sglkXq8XbrcbDocDJpOJGTrKE4g9BDzEFTv/bz5hKq5qRQM86nqJXoBSaG2UhzBqn+M+T4koeIjS51Te22g0EI/Hsbe3h7W1NWQyGahUKvh8PiwsLGB+fh6Tk5OsYos/TqVrKC6c+Bkbr3YxIfH448ySwnm7oXnjNa5cVAndbpfNIqZ5AxQeymQyrJOYZhFrtVro9XoWBgoEAnA4HCxRbLPZhsTkKDE8GAxY/oH2Y7FY0O/3WTOaCFrNK3kCAIaSzScZcKW8gpJ3QNuP2p9SSErp85UIQFyp03ZKn03ht8FggHa7jWw2i6tXr+LKlStIpVLodDoIBoNYXV3F008/zeQrxEE5SueulBinUJ/StZYeggThzJLCo4aSgRDjy6OMC/+eV4NRCWX6DDHxSiEXmkhGXgAlhrPZLPL5PHK5HHK5HBtNSWMpSV3UZrOx+QOhUAiBQABerxc2m40ZeKqLbzQaKBQKQzIVKpWKJZspr0Dvpesn6g4pYdyqVskIj7t2J30nSvkDpe3G/V000uL+RA+o2Wwin8/j4OAAGxsbWFtbQ7vdRiQSwfT0NBYWFjA7O4tQKDT288SwmtJ9M85jk5AAHgNS4B/A+3GJT5tf4A0uHwMGhks2efVJpdjuKB2d+131K4F6B/gZA2SgSUaiWCyy6iCKsWu1WthsNpjNZszOzsJgMMBqtbKOYn5IPVUMEWHwoDBFMplkM5DT6TTq9ToMBgN8Ph9CoRBmZmbY4HgaaqOkWErXGxgf6xe/F6XvXyRN3iCL94ASQSkZ2JOOTQxP8TOpAQwleHu9HjKZDNbX15niabPZhMPhwNzcHC5duoTZ2Vk4nc4TiUkptCa+Ll4bCQkRjwUpnMaA3M/+xCQhr1zJGxValQ8Gg6EHnTcwvCz1uO7Z+z1GqiShPEG9XmeNZJQoPjg4GOof6PV6sFgscDqd8Pv9CIVCLB/Aj6Dk1UWpoojvLBaJjHT66/U6Dg8Pcfv2bezu7iKfz0On08Hn82FqagrlcpkppLpcLlitVhgMBsWqIJ5sR4V/+O9FbNQa9f0BOLZa5rfhDaVI5Pw+R31/SqElPkQmzpkol8s4PDzE9evXsbW1hUKhAJvNhmg0yiqNRukZjUuSj/Jcz1vYVeL+caZJQVwBnrTyEd168QHm5afpb0rvEVde9F5SGuVxUqLzpOPlyaXT6bChM/V6HY1Gg4WGaCgN30NQLBbR6XTY5DGtVgu73Q6Px4NgMIhIJHJsChmpjZ5GC0k81lqthkwmMxSKIgNYrVaxv7+PTqeDeDw+JHPtdrtZz4LSdQUwRAyjDLNouEeFlWifPGEryWePCsMohWt48McoLiboHNvtNjKZDA4PD7G2tob9/X0UCgWYTCb4/X4sLi4iGo0iEAgMlZ3yxyAh8TBwpkkBOF6PPypmPBjcLe0SyxNFY0OGXUzAKYV/6DP5/fPdwmIY4X49GfIEqJO4XC4PhWdyuRwbUVmv19HtdqHRaFivgN1uRzgchtlsHpo4xg+pp/AR9Q7waqP3Y3harRYqlQqKxSIAYHZ2Fl6vFzqdjiWgk8kk1tfXodfrEQgEMDExgaWlJSwvLyMcDsNms7FmNpEYBoOBYniODwXxBp7CNfz3zBtpXtb7pB8liMcg7ovuh263C5VKxUJltG21WsXNmzdx7do17O3tIZPJQKfTYWZmhg3JCYfDx0J19/u9PMj3SpwPnFlS4Ff1ZAQajcax+nsyGtSpy8fTdTodq6IRDbjSTAHe+PAVHRQbHpffGEcG/DkohYWokzifz+Pw8BC7u7tsOH2xWES1WkWr1WI5AgoHRSIRNoPA5/MxgTmqUedHM9Ix8yQnlk7S38XzoZAQeSmDwQCTk5O4cOECjEYjGo0GUqkUCoUCkskkWq0WO/ZerweNRoNOpzPU4yCu2qlKZxxZ88fNewGil8aTBr1GRK4UMhK/K/H/IjHQNvQ5/L6Bu/0CRJDXr19HsViEwWCAx+NheYRwOAyLxXJsBoKExMPGmSYF3kUvFotsWEu5XGbzewlEFhT/p4ldHo+HhTAojEH5glErfbFrlAwrn3Cmlem4OO5gMGDGn0I/lUqFGVf6oSlk1GPQarWgUqlYHgDAsf4ByhkEAgF4PB44nU6YzWZFL2YURlXNiNsQiVGPQ7fbhdFoRCAQgNPpRK/Xg9frhVarhdVqRalUAgDodDrE43GUy2XcuXMHwWCQNcH5/X44HI6hMZrjwm9KK3b6O59roH2JK33+RxTgEzEqrCZ+Jnk2lEzvdrsoFouIxWJYX1/Hzs4O8vk8TCYT5ufnMT8/j8XFRSYhLuP/Eq8HzjwpkDEuFou4desWrl69ilgsxub48vkG0u/X6/WwWCzwer2s7G9xcZH9XayGEUMTfHJTbEDiH2QymMDxMYy9Xg/NZpOViqbTaaTTaWQyGaTTaWSzWRYeInkJjUYDr9eLcDiMYDDISIEXmCNPgMJFvKSE2L06CnwimzBKPI+S7Xz1E21vtVrh8/lgMpkwNTWFyclJXLp0iZ1bMpnE1tYWbt68iV6vh1AohLm5OaysrODy5cvMm1E6Zp50lQiBf508Hjp/SpiLHoNSRRJ5gOOIQ+n6AXcT2nT8AFCv17G7u4tr165ha2sLiUQCarUaExMTeOaZZ7CysoJAIACbzaZIvhISjwJnlhQIvGHu9/sszHJ0dIRSqQSVSsVi5TSukZ8BQKtbAHA6nWzqF18qyce1xVXzuEQshVUol0FdxSQ2R0ljcU4x5Ql4j2cwGLCEcTAYxMTEBAKBAHw+H/METCYTOx6lEYynxTgDJHo+FJ+nprVut8tCcySNbbVaoVKpWII7l8shkUjAbDYzD69WqyGbzQ6Ft5rNJpu1TAlwcb4CH64hiCTCr+D5cBH/93FhKDFUeFKugT6Trn2320WtVkMikcDm5iZu376NZDIJAAiHw5ifn8fCwgKmp6dhtVpP/V1ISDwMnFlSoBAAKXK63W6srq4yXR6VSsVIwOPxwOfzIRKJwGazodlssuqcbDaL9fV1DAYDtkKLRCJwuVwstk2hJxpeQoZLaTUnGkxKEBeLRTZ4JpPJsPkDtVqNzSOmhKTRaByK/5OXYTKZ2NwB6hugElKj0Tikn0PHMy58pSQqKIbFgOM5BT7BTufYbt8bHkPnIOZrNBoNbDYb28ZkMrEwUyqVQrlcRrvdxuHhITKZDK5evcp6HCi05PP5mJQGQen4R5W58ufDG26eYGhbPjfFeyzjPC2lber1Ovb29rCxsYHr169jY2MDg8EAy8vLuHTpEhYWFhAKhY7p2iiFr2RISeJh48ySAv9Qq9Vq1hDl8Xig0WhQLpdhNBrhdrsxMzOD2dlZLC8vw+VyoVAoYHt7G2tra0ilUjg6OoJarUYoFGIrW4fDwT6LKkna7TaryVdaLfPD5vv9Pur1OsrlMlsZ05D6o6MjZDIZJjBHpaIul4vF0wOBAPx+P9xuN6vn53+IMHhvgE9W89dITHTSOYkxdfo7/16l+Dxf6UVd07zQGk8IYl8DkbZer4fdboff78fCwgISiQR2dnawt7eH/f197O3tod1uw+/3IxqNIhqNDqm0ejyeY6WaSufDf0dioxv/W/w+SUhvVMKa/zz+/UpGO5/PY2trC7du3cLOzg4KhQJ8Ph/m5ubw3HPPIRKJwGw2HzuGcecjIfGwcGZJQYwFUxydOm4pdkxiYiQoRjN+q9Uq4vE4ALAQElX6ULiG3z9fQ6/VajEYDFjfAAnJ0b9JYI6G11OXMf0AYBLS5AHQBDKeEKiKiGYVi2WNIsSuaiXDPgqjkspK3hD/Q7pKjUYDg8GAhd8MBsPIZjcKzVHprM1mg81mY+8lr6dQKECr1TKhOKpimpiYwMTEBJPc4Ce0jTpPJYOrlEfgt+cJY1y3tNJnAGChzJ2dHWxsbGB/fx/dbpflsUi6gl+AADg2NGjU/iUkHgbOLCnQqp1fAfNaP9VqFd1uFy6XC7Ozs5ienobb7WZVOpSEJWNChl8pDs8Ll5Ex6XQ6LEGcyWRYeCiZTCIWiyGXyzH9HzKAZPRmZmYYOfG/KTlM/QT8MSrJQYjgY9+jqnFOej+fvFcKwfD/Jg+JSHEwGDAjT0qp/LZKZb4k30yew8TEBDOYiUQC1WoVjUZjiMTD4TAWFhYQjUYxOTmJYDAIu90+JBSnBD65TMdDZbn8MYleBP1byUtQKtsF7t6LqVQKOzs7uHXrFtbW1pBOpxEKhXDx4kW2SBFDRvzMA6lkKvF64MySAh83p//TTOBGo8FCOVRl5PF42GBzIg+aEkYicDab7Zj0AiWGeSPYarVQq9WQy+WQSqXYrIFyuYxkMon9/X1ks1kMBgMmLEeeTCAQYLFxvouYPAEiJUoUj/MMeJwUxlDKH4xLlhIxjPtsKqmlclpSQ7Xb7awrWvyO6HNFz4Ea7OiaOJ1OBAIBVo1FREslr4PBYKirm3INZrN5yGsQr4dSKIw/TyUP4qRrIJ5Pv99HoVDA/v4+1tbWsLu7i2KxCI1Gg1AoxPIIPp9vSL5CJBqR2CUkHgXOLCnwlSCUDOYrYNRqNas4MpvNQ52h+Xwe29vb2N/fR7PZhMViYcNiwuEwXC4XNBoN6vU6MpkMcrkc6xMg74BXA6VYuk6ng81mw/T0NCKRCAwGAxOXI9lpt9vNqoXIOxAragijKodGVaTwBoSvmBo1mIdfFYtegNK/aXs+b9LtdlGpVFAqldDtdpmnYDAYjoWgaBVM382ocyCPjjqyi8UiK2lNp9MsYZ/L5bC7uwuv18s8jHA4DLfbzeS9RS+AT57z10qpsuw0+QN+PgFwN2SUy+VwcHCA69ev4+bNmyiVSnA4HPD5fFhZWWHyFWK3Mp8DEnESQUtIPCicWVIg6WYyUuQlkBIoPVz9fp/F9akEMhaLYXNzE0dHRxgMBvD7/ZiamkI0GkU4HGYNYbTyJxmCfD6PZDKJg4MDZDIZVrFECWLqGaAwEUlJUP6AErCkEKo0DhEYvVIXjReBN0o8+CoaauTjPRBxNcyvUun94z6HwmhUXSWSAn9u/X6fleKqVCrmGYmSFBT60uv1jDyDwSAmJycxPz+PZDKJmzdv4vr164jH49je3obBYMDExARyuRzK5TLr4nY4HCy3wXtcfM+IuDqn41DKHyhVL4nfXbFYxN7eHtbX13Hr1i1sbW3BYrHg4sWLuHDhApaWlhAIBFj1lPgdi5Ic4jFIYpB42DizpMAbJz62LXYB7+zs4OrVq4jH40xyYXd3F41GA1arFW63G16vFysrKyw2TQ8ev994PI7d3V1ks1k0m01WZeNyueD1epnAnNfrZc1kdrudEQKRwEl5AWC0xPH99A+I+yGjT9ueVP8uropHodVqoVQqMRVWCv1Qrwd9Lq2g0+k0S0qL1VJECnyPBR0HDf2JRCKsv0Or1SKfz7MFQSKRwGAwYN4cdarzxDyqyXDc9SVPlBe2UwoZlctlxGIxbGxsMMVTrVYLr9eL6elpzM/PY2JiAjabbWjfSvLfvFcmIfEocaZJgR4YCh3xk8VSqRRSqRSKxSJ2dnZgtVqZDDTF+aemphAOh9mP3+8fMtoU6zYajUzls91uY2lpCSsrK3C5XGxfJJMhCsyJZaOActXKSXHrceWj4mv8Dx8uEePlpzH84+LatPovFArI5/PMSyBZbAoRdbtdlMtl7O3t4c6dO4jH4yw/QOE3/nvVaDQsuU7NcNFoFM888wxmZ2exsrICn8/HwkjZbJY1/a2trWF9fR1msxl+vx9zc3OYmZlBJBIZWqHz156+G76Dm7++RF4UlhRDPCSzEo/Hsba2hpdffhmJRAI6nQ5LS0usSzsajcLlch27F3hPjhr/lPIhEhKPAmeWFHjDSMapVCqxEAK/eiyXy+xBpJj/ysoKkyienp6G0+k81n9AAnMOhwMqlQqVSoUlC9/0pjchGAzCaDSy4fT8iMpRHgEZGDF+LYrRiRhVs84TjFixwhOBGIrgSYG/niddb/GY6LqTqBvNa7BYLENqq7RdIpHA+vo6tra22MhJCueQh8CHe0g2Y3l5GXa7HW63G+FwGIFAAP1+n+2T5DJooFC/30cmk0Gn0xnyRtxuN+ufGKVmq3TdxZ4FHtVqlfVZ7Ozs4OjoCPV6HbOzs1hdXcXi4iJmZmbg8/mOebi8xyR+Z6f5XiQkHjTOLCkQ6KFpNpvMQwDAVoc0OL7RaLBQQ7VaxcHBAfR6PbxeLwKBgKLmEclK+Hw+FhaiJjWqtnE6nXC5XGxVfJKsxCf+/Sre/eHjCdxjeOrf4C9+952YGTIOHaRv/wX+8Kd/Fb/yqQMAU3jzt30b3vPOL8WKTztElLR95tN/hA/+8I/hr/cdWPmK78L7vudf4Bm/TtHLGOW9jPJkKJdD8xx8Ph8sFstQToGuCXWWT0xMoFgsshGgOp0OdrudeRg2m411QTcaDcRiMWSzWZRKJdy8eRODwQAXL17E4uIi3G438/yIgOx2O6sGGwwGyGazaLfbiMfj2NjYgN/vZ6RC5MUnjJVKQUXi5smOQotUdhqPx2EwGOB2u7GwsIClpSU2bY4vnaaSWPps+h7EXIfoAUpIPGyceVIA7q1EqXzRYDDgySefhM/nYwJjhUIBm5ub2NvbY4NN8vk8i1X3+334fD6m0wPcI4VAIICpqSlMT0+zsMf29jaTaOCrSPiHmV+dk1GZ+pKfw889O/o8BoM8/vaHvhb/KXk37j5g7y/go+99C77kp9N48hv+LX74Z5bhaxziz3/qm3D5fX685y8+iZ94h5vtBwDi//3r8NQPevCzf/JX+KFAE2t/9H788+c+jf969T/hHa7jg2XoOEUjNMoYUeiDmvWoT8FqtbJCAOCexzU9Pc1CavV6HRqNBiaTCZFIBJFIBDMzM8z76vV6yOVyuHnzJm7cuIFsNovbt28jFoshn89DrVZjcXERLpeLkZHL5cLc3BwLKSWTSRwdHWFrawvtdhs6nQ6BQACXL1/GpUuXMDk5yUKE/HkqEQItGHhvslarsV6Ea9euYW1tDVqtllVCXbhwAYuLi6wcGrjXSzMYDFjFGh9eFCvqiChkz4LEo8KZJQUKiYhqo5VKBV6vF9FoFPPz85icnITNZkOxWGQr2GKxyJLNZJD4pjE+Dm8wGOBwODAxMYGFhQUYjUa0Wi0cHh7C4XBgdnYWgUCAGUGxHJRPIPb7fUSe/AJMKCQp6Sf/d9+Db3x5Av/m+a/BNHeusT/8FnzJT7fx7X+3g59+u5P9/Qu//P/AV/yrp/F5X/J9ePvRb+NL3bTXF/Dr31HBz1z9Q3xN5O5fgt/9Yfy/9Uv4/j/7HrzjG6fY54/KLZzkzfAKqVTxReE0URuKVs8ajQalUgk+nw/FYhFOpxOLi4uYnZ3FwsIC8+663S7S6TTrHr9z5w42NjZQKBRYkxv1d/h8PlbV5XK5WH+DxWJhRpif30D5Dhph6na7YTKZoNfrFcN/FGri8w+tVgupVApbW1vY2tpCPB5HvV5HMBhENBrF0tISCxnRvSEmlflry3+e6MXJZLPEo8SZJQXgnodAcwioHFWn08HhcDCZCOoH0Ol0MBgMSCaTWFtbY67/3t4eCxNRjwIPo9GIiYkJPPnkkzCbzbh58yb29vag1+tZPsLr9bKOWl62mY6TfitVCdGKu9f8FH7hW38F+O6/xvc+p+dW67fxJ//+T4F3/zk+8A43+ACVSuXB5/zbX8G7f+VL8cO/+1586XetvPJKE/XyDPx+/pN0sHu9aAvT5e7ta7hvQam3gT8fSpCSodNqtUybSUl+3Gg0sjJeMuJOpxPhcJhVbtnt9qHwzNLSEpsVXavVcHh4iGw2izt37jB5EyJ0kg2hjnUaODQ3N4d4PI5UKoVKpcI60G/dugWfz8dKXicmJtgwIvH4+a72Xq+HYrGIjY0NfOpTn0IsFkOn00EkEsH8/DxWVlYwNzfHZkjw37NKdW8kJ18soZTX4HtCpJcg8ahw5kmh0WiwyhMaPmMwGFiHMvUEkMxEv99nIypJtjqZTGJiYgLNZpMl/HjjrdVqEQwGWehgd3cX29vbODo6ws7ODux2OwAgGAweq/ahffFJRaVkca/Xw+bvvBcfynw1/scPvQMOfpvrf4FfvmHAd/zs58OhZBzsn4+vfDfwG3/8PHa+exVzAIAn8UXf8fX44M++G0+/5ym4AXTSf4Nf+HcH+Pw/ngRwXBmUPy5xnoJY9UQeGlUPUcXQSYl2Pj6v0WhgtVrZvGZx0pjFYsHU1BQsFgsGgwErGqjVatjc3AQA+Hw+hMNhRkSU7DebzXC73YhGoyiXy0gkEtjd3WU9BDQv2mq1IhAIYGlpCe12m5WeOp1OxQY7atZLJBLY2NjAjRs3UKvVMDk5yarSFhYWEA6HmcqumB/gQ2t0PfnrQ+CTzpIUJB4VzjQpADg2LN5sNrNaeUokEvhqk1FloXxYiq+KsdlsLPQxOTnJ9PD39vYYWVDlDb8/YHhAPBlU2j8zkqWP4Cd/4JO48P6fw+c7++j17hmIyv51rOOt+Nczw8bkHnSYffIzgF/6R9wpfzPm7ABgx+f8+79E/Jv/GWYCQNjdRDzuxDf97sfwQ88Nh7p4nCZUQQ2BJCLY7/fZap5yBmLCncqGqY+k0Wig3+9Dr9ezrm9eGoO+LyoAoAlyVqsVmUwG2WwWVqsV+XwejUaDzacGwDqmaWgSqbJqtVr2GWazGYVCgSXKqdw4kUggFArB7/fD5/PB7XYPFSGUy2VsbW1hY2MDBwcHjFgmJyfZTASv16soX6EUNhLvFZFE+O9JEoPEo8CZJgUqE43H46zDmEI5brebreCBuw9bPp9HOp1mkgxarZYZcl4WgZrWer0eK19UqVRsVXnhwgV0u10cHh5if38fhUIBOp0Ofr+fzXAQwwGUU+CHxlNNulqtxtYfvR+/j2/C//vNT0DT76PDqcCm4jsAnsX0tLIhB4C5uWcBvIhkBgCdtnEVX/vhTXxlJYNcDbB4fLAJvMLvb5zR4kFVN/l8HuVymRl3IgQlUuh2uygUCojH44jFYigWi0wwkCqIRnkXVOpKTYGFQgG1Wg2lUmlITpvKWflzoXCN0+lkczempqaQzWaRSCRweHjI5l3v7e3BYDCwwoKlpSWsrq6yORwAkMlkcOXKFdy8eRPlchlutxuRSAQXL17E6urqsV4IfgHCq7Py1Uy8x8aXLPOLlNM0PUpIPAicaVKgpqhkMolcLofBYMCkJcRQRD6fx97eHjY3N5FMJtHpdGAwGOByudjcAopJ841K4hhNp9OJ2dlZJoxHBi4cDmN2dpaVXvJa/2LcmB5+Fh6o/BV+7r03ceknfh9f7FSj272nVaRSqbB/63kAz5ziilzBZgx4JX7EoLP5ELQpvmEkxpVB9no91Ot1ZpwpX0ChOjJ0vDIqkUIsFkMqlWJyFxTaI7XUUcei1+tZSFCn0zHJbhI25HMb9Nl8bJ5kRpxOJyKRCGq1GmKxGCuBbTQayGazKJfLaLVaTIVXp9Oh0WjA7Xaj3++zORx7e3uw2+2Ynp7G0tIS61YWm+OUPAQlEhb7IcTzH1UMICHxoHGmSaHX6w0lDmk4jt1uH3o4K5UKdnd38YlPfAJXr17FjRs3WNVJIBBANBpFKBSC2WyGWq1mBgYY1t4H7iadQ6EQut0ustkstra2kMlkWK16r9fD8vIyIwVS9CRDSXXuZLT6/T5if/bz+I3WF+PD//wi1Ooe227YmJwmrtxCp3fCJqcAb0zpN//ZRAoUBtJqtUxGgkJptOKlffCNZrlcDv1+n8mDU2iHB113fsKeyWRistyjGv3EXI1Y50/eBMX7gbsNjX6/H/Pz8yiVSiy3FI/Hkc1m2dwHnU7HpDpMJhOmp6fxxBNPDFVNARia2MYTK50Lf3z87A6CkraSzCtIPCqcWVKgDtl8Ps+am6isUKvVotPpsNU8yQ88//zzuHLlCjKZDDQaDRwOByKRCKLRKILB4ND0K6UEIXD3wXa5XADAEtStVgvFYhF37tzBYDBgeko0D5pAFSwUSrq7MtzCX/7KX8Hwf/05viwCqPrHlUvVr9iCwWAAPETDMMr4iH+j3gSSqeBnRZDhE/My3W6XJfWLxSIL6dDYUVH6gd6vUqkYSdMIT5IQ4edfjBIEFFfqfHkpfXYgEMDKygqbE314eMi8ys3NTeRyOahUKuZtWCwW1lexvLyMaDTKZitTdz0dO33n4jwMXveJ75amc+KvuSQDiUeJM0sKzz//PEqlEm7duoWDg4NjK9Zer8fmMadSKdy4cYONQjSZTJiamsKFCxcwMzMDv98Pm802NF1NlObm3Xe1Ws1knRcWFtDr9ZBMJpFMJmE0GjE9PQ2/3w+Hw8E8AzGpqFKp7saOtz+K337egK9575th6fUwAIbCLwDgjiyy8x6fCP4MrE6NefkBgZLG9Xod3W53SOpDlKom0FCiVCqFarUKj8eDUCgEr9fLJuXRvpVKd/kQCiWM+SFJBLFaRyl0w1dLUUkrERfJYHS7XcTjcTSbTWQyGbRaLbat1+uF1WpFtVpFrVZDq9ViORE+fySK24nno/R//kfJ05GQeNg4s6Tw67/+62i1Wjg6OkIsFkO/32eCeBsbG2zV2uv1mMRFPp+H0+nEwsICnnnmGayurjJNHX5KGFWv8OTAr1zJyAcCATz99NOw2+144YUXsLa2hlgshu3tbTgcDkxNTQ1VooiDblQqFXY++v/gE/g/8Z43W9jQH1EHye4OAdhDKtHHIKhsHPb2rgHwwWZ9bddVDL8ood/vDw0fMpvNsNvtQ8qofIcurZ7z+TxSqRRUKhUWFhbYOEoKtfV6vaFpdeRl0HdBelYAmPgen6DmczX02XzPCP3Q6pw/ZyJvaozr9Xpskl673WaJcZLeaLVaLBfSaDSwuLiIcDjM+iTGzXYG7pWbUnMefxz8rArytvjKuVGEJyHxIHBmSeGFF15gzWskqtZoNJjUBZ8XoAfeYrEgGAzi2WefxWd+5mdifn4eTqcTJpNpaCVKCUb+AeQHv9N29F6j0Yh4PI6dnR1Uq1UcHh7CbrczXR9x5OK9hzmFl/7yE8BnvwvLlh6oLUD0UqKrb4cPv4K1/QEQVF4tHqw9Dyz9GFYCr+260sp0VKMdANajQJ4CzZgmETxxZUxeRaVSQaVSYZLl1CxGpMmX6lKYh/5OKrjlchm9Xo9VI5F3wh+zUqkxn8RVCinRD0lvUDNjOBxGvV6H3W5nJbVUikthSbpfqHSZSG3U5DyeBEQpb/48RFlxCYlHgTNLCm9605uOlfbxYZdOpzPUQUrJQr/fjwsXLmB+fp41pAHDVSJKHbziqhMAq5yhEsZoNIp0Os1E+SgpTWEknmDu7mcdVz8CLH7gacwoJHVZs9sTn4mvNvwY/vAfb+L9b758/GJ0PoG/+a8t+L71M7By/NUTMc5oiaDkKJWEtlotOBwONrOATxqrVKohY95ut1mIz+VyDVVpUcKVN6b091KphHQ6jcPDQ8RiMXS7XXg8niGJbqXJdUrnKX6H/P0D3CWgTCaDg4MDJJNJ1Ot1dt84HA7WvEYLkV6vh729PVQqFaytrcHj8bAf6pAXexbo3hTvW3qdJ2QlJVcJiYeJM0sK3/AN3zD00NDD1u12jxEFrQBJ/IyUUcnNJ69iVKUHHw7hdYrIsFgsFkSjURQKBSYLXSgU4HA4sLCwAI/Hw9Q4AdwbHL+3gU+0gOdWZlkYQZSZ6Pf7UGvfinf+4CT+80//Ov723b+AL3APX4vYf/8p/HTmEn7iq9+KUe1t4yCupnkoGaRer4dqtYp8Pg8ALOxC86357WneQqFQwGAwgMPhgNvtZgZdp9MNCb+RQBxd60qlwuZe7+zs4ODggIXmqBdFabqaSGz8OdLrSrH+UqmEzc1N3LhxA3t7eygWizCZTLhw4QIuXrwIi8XCCguozyGVSuHWrVvodDpMjn1+fh5LS0usMIFIjkJpFDoa55EONTcqyIxISDwMnFlSeO6554ZizxRi4OvL+YeKfng5BqUV8qiKD54YxIeS1Dfn5+dRq9VwcHCAVCqFZDLJQkmBQGBoqhsAILaJTwN41uaEWn28l+HejxbPfs9v4wd+63PxT7/Agv/xu+/FO5ZdMDYLWPvLH8GXvesv8bZfu4bvWH1115IPWTAiGlPR0+12Ua1WUSgUWMMakYIo4dBsNhkp0LhO8ipI8pqa+fiQEXDXS8jn89jf32cjUOv1OvMSSKeIJC5Eww8o53Hos/hr3W632SCgnZ0dHB4eolqtwmw2IxQKYWFhAZcuXYLT6WQ9F9vb2wCARqPBBgeRGitdz1arxQoZKKFOiW6RDPjvnScC6SVIPEqcWVJwOp1DDw55Cnwp4KjVPi9fLD54YsiIBx9+AO49yP1+Hw6HA9FoFJVKBfv7+2g0GiiXy7h16xa63S4uX77MYu7UfKVGDy18Bi5MqaBWHycDgAtlOd6On3z5JSx+/9fjq1Z/ChU6KNsFvOu/fBq/9LWL9+0liOdHYTcyWkrEqVKphjwFErCjiXNiAxqVDlMXudFohNlsPtb9zH8//PGk02msr6+zfI3RaITH40EkEkE4HIbL5WKkIHoHokfHe5D8efV6PRwcHGBtbQ3b29vY3t5GsViE3W5HNBrFzMwMZmdn4XK5WLiLVvhGoxE+nw+hUAjxeBzVahXdbhe7u7tIJBK4du0afD4fJicnEYlEEAqFmNQ335sh5sBkxZHE64UzSwr8A0UPjl6vP2bM+eYzMuhUZw9AUZbiJNBDS9Uy1Iil0+lQqVQwPz+PZrOJcrmMzc1NtNttuFwuhEIh5i1otVqoPuP9SCS6sHhUoI8X491D1SauJ/HNv3UT7/6lPJLFFqCxwOOzvaqQkRL4ihdxxS1uQ4ljEsCjlb9YHlqv15HNZpHL5dDpdFg/A//9jepkJi9hY2MD8XgcarUafr8fk5OTmJycZNeT907EY+Y7hPlmPB7VahXb29v41Kc+hcPDQ9TrdRiNRgSDQZZ/CgQCTAUXuJcvcrlcmJqawsLCAmKxGHZ3d5mU9v7+PlqtFpvzsLi4iE6nA7PZPESgfA6Mr946TSWYhMSDxpklBTHMMirsoyThPM4DGPUg8vF20VhTuEqv17PO2E6nw4wZcFc4LxKJYDAY3DOKRheCweHzEhONYgniYDCASuF9rxUiEY3ahibP8fkbal4TJbM7nQ5KpRIODw9xdHQErVZ7TFJE3D+p3sbjcWxvb+PFF1/E9vY26vU6fD4fJiYmsLy8jImJCXi93mPeCZ8zEM+JzzFRaKdSqeDo6Ajb29s4ODhAuVyG0+nE5OQk5ufnMT09jVAoxAQReZDoHnk/lFPRarVsTnehUIBKpUI+n8f29ja7JsFgkOVEqOlylG6UhMSjxJklhVarNfR/sUmMT16KhhW452lQolqUleBXyvzgdnovVbtQgpj273A4sLy8zEaAxmIxZDIZ7OzswOv1otfrYWpqakisjz8unhTEfoVx5PdqIK4++RCOUtVLt9tFo9Fgpai8MiqFg8QkcyaTwdbWFg4ODhCNRuH1euH3+2E2m4euLw3ryefzuH79Op5//nncvHkTh4eHqNVqCAQCWFxcxJNPPomFhQVMTk4yeWs+Sc7/BjAUmuKNLU1229nZYYNyqLFxYWEBly9fxvT0NMLh8BAhUI9Gr9djoUBKtJMqK0lxUyUa/cRiMRwdHeHll19mi4e5uTnm9fDFCCJkklniUeHMkoKo9Q+AJUh5pUngnuYMv9onN53PPYhegpiwpM/ka8vFVZ3ZbEYkEoFOp2Nx6kwmg1QqhY2NDSavQfXsPJTq68WKGXptVA/BqwF/riJJ8p9DMtM0epPKfClhTAlbIg9+hkEikYDD4UCr1WLztHu9HnQ6HTO09Pdbt27hpZdeYqE3p9OJUCiEpaUlXLp0CZFIhElt88fPEwLvafEJbPJ2qtUqkskkNjc3sbW1hWw2C51OB5/Ph9nZWSwvLzPpE/693W6X5a7oeond0fws6nQ6jZ2dHajVatYdnUgkkE6n0Wq12P5o36QfNarEdlRYT0LiQeHMkoIopyCGWMRqDr4ZiGK3ShU24vvFZLX4N/59dBw6nQ5OpxPT09NYXV3F7u4uk+RQqVQIh8Pwer2KEss80YifrXQsrxVKK2sCXQMS8KNwS61WY1IfvHGmPEoqlcL29jbu3LmDq1evYmNjA6VSie17e3sbbrebaU2RYWy326jX60in02g2mywpOzMzg8XFRVy+fBmRSAQOh+OYgJ54Tvx14s+J12Da2trC2toaC23Nzs6yH6oY4kHJYLpvRI0iun5EkjxpWq1WBINBJtVNXfY3b95EIpHAzs4OgsEgAoEAC7E5HI6hPAZ/TkrnKiHxIHBmSUEp0cyXVgLDIRm+soYeaFEWm8DLIPAdumJViLh/fmVnMBgwOTmJp59+GkajEZ/85Cexvb0NvV6P5eVlJonAV/gohblOE+t/LeAJk09w8mJtNGOCOnqr1SrUajUcDgdcLhcjt3q9jkwmg83NTXzsYx/DCy+8gMPDQ1aOenBwgFKpxGZh6/V6lqynBDeFYvx+P6LRKC5cuMBmGlD1D5Ug89dc9Ozomomr7Xq9jlQqxcJG+/v7KJfLLGS0sLCAqakpJnBHoBwKgKF7h0pM6fj5nhiLxQKj0Qi73Y5IJIKlpSUcHBywfovDw0McHBxgb28PZrMZPp+PJaSj0SgAwOPxjJ2lID0HiQeNM0sKJyXjxoVm6MFVagga9YDxIQiRhJSMtVarhcfjwezsLOr1OtbW1thAnsPDQ/h8PgwGg2NTukadi0hEDxqipyX+vd/vM09A9BQMBsNQop4S7yQrEggE2PFTxzIpo9LENPLgqKpnbm4OCwsLuHDhAhYWFuB2D3fs8eWm41bOfBlyrVZjHsLGxgZSqRQ0Gg0joNnZWZarEJPXPDmT0efJSNyGr3Si6ixKRJMHQTmJYrGITqeDfD7PFgm1Wg3FYhGBQIAlpEcNInpQ+QYlUpU4fzizpDAOStVEfFJ4nGwAH4cW/68UPhr34FgsFlZCOTU1hVQqhcFggN3dXeaBUIISGG5gUjoO+v0giYEnHFrxAveuF78abrVaTBlUrVbDZrPBZrOxJLNer4fH48H8/Dx0Oh3m5+fRbreHDCh9puiRkFHV6/VwOp3w+/3w+/0IBALHwjjiPghK3hWBtIq2t7fx8ssvs/zO9PQ0pqen2ZAcmtAmYlR3MYEnAbFIgY6Jupt1Oh08Hg+mpqZYjiGRSKBYLLIFxO7uLqxWK+uQXl1dHZr5MQ5iQcIoL0pcCIjENmq7Ufvhr73E2cVjQQqjVjii8eZX+uOMuViJNO49Sh4JT0QUCpmZmUE+n0cmk0EymUS324XT6WTTukYllB/2ao0nHl7Cgyah8dVPfE5BpVIxUiDtIVr9W61WhEIhViHGk4IooyEaGgqp8TMTxNXxSddH/Fun00Eul2MzEnZ2dpBKpdhc5SeffBLBYHAoPyKG0/hroWQkaRves+IJj0DqroFAALOzs6hUKojFYtja2sLe3h7rhq/VahgM7o6XJUXWfr8Pl8sFi8Uy1MWtdG2UrsMogy0m6el7GJU74/cvSeDxw2NBCiLGeQHjXj9p29O66eJqy263Y25uDu12G2tra9ja2kIsFsPe3h6mpqZYRRLJIPBTu8R9PgyQ8aMwDnDcKBApkEqoSqUampxGIRWSk6bOX95YioZH6ZxEAzzumEWSEVfyFPIiSYpr165hb28PnU6HjU+lslOHw8GkUZTIi/bPXw/xc0XvgK4jb2jJ+wLAehzo/dTYZ7fbkc/nWYMlSXWvr68zD8rv98Pr9cLhcLBFxbhFhFKoiw/38d610rmOenb4MB7dQzLsdLbxWJLCKJz2Zh213f0YZv5BMhqNmJ2dhclkYgnXdDqN/f19bG5uQqVSsdeBeyW0J8X5HxR4ozYqxDYYDNBsNlEqlVAul9lYTCIFfkWtdA3oN1/eOe54ToJSlZgoYUGVRoeHh7h9+zZeeukllEolRKNRrK6usqQyhfDE/Y27D5SMJxERbyT5cBL/ffLXg5RUPR4PwuEw0uk0crkcCoUCMpkM9vb2sLa2hn6/j2AwiJmZGczPz2NlZQXRaJRVco27nvSZ4sQ3lUrFei2UzpnepxRWoutFkjHUpzKqN0jibOBckcKjgrgS1uv1LKGcTCbh9/uZnPT29jbT4aekLTCc4H2YhMCDjDrFv3nQw0+kQIlTSp6OKqMV9/9qzkM0SKNi4KJRIx2q9fV1pniq0WgQCoWwsrKCmZmZodLgUeJ54rGM8nBEogKOe1z86E16jTqj6R5wu90oFArI5/Ow2WyoVCo4PDxEpVIZ8ja0Wi0T3HM6nUP5HaXwj9J1PM21VyIE8XXx+5A4u5Ck8BCgtLIC7saTw+EwLl68CL1ej1Qqhc3NTaaP43a74fF4WKJzMBgMSYE/rBzDScaVtiEJilKpxHSHqJZ+XNnkaz028f98c6IYMqK/tdttJJNJXLlyBdeuXUOpVGLCdaurq5iZmWHNaYRRpMUfw0lGUnyPeC0Hg8HQsfOVTCQsSDIZNpsNVquVzYTO5XKo1WpMPfall17C+vo6PB4PAoEAwuEwJicnEQgEYLVaFeU/+PtIqSdl1PmLCxO++ZO8LKWwnySJswdJCg8JSoZVrVbD6/Xi8uXLMJlM+OQnP4nbt2+j0+lgamoKwWCQhRMojEMJz4dFCMCwaOCoz6L4fLFYRLlchkqlOta8JuJBGwQiBLG7nCeETqfD5kHv7u7i2rVruHHjBrxeL5566imsrq6yvgdxIt444z7OQ7jfc+BDN9Sbwa/+yfuyWCxMcO/pp59GJpPB/v4+S0jv7e2h0WgwaY3Z2Vk0Gg30+334/X42gIiqyviYP4UK+Q5w/hzF/g/+R5QO4au1HlUeTOLhQZLCQwQfOwbuVSNNTEyg0+lgb28P+/v7aLfbiMVi2NjYYLFZp9PJ3kP7ehhhpNNWPNG8inq9jmazCbVaDYvFojhDgd/fg4LScCO+UYyOsVarsTnZd+7cYUNywuEwFhYWsLi4yHSGTov7IQQ+YUsEIJap8qtp3vDyfyOBPL74wGazsfg/fUY2m2UkuLe3h36/j2KxiFAoxMJK1ETHqwHz5M8ryfLHMO4eGxfCkzjbkKTA4WFX+AwGd/WC3G432u025ubmmKx0IpFgmjr8vGPq3CZBPiVpjtdyTIByiIZ/jbrB2+026z6mmdfUhCW+X2m/rwWjuob5z+71eigWi3jppZfw8Y9/HJlMBiaTCU888QSbnBaNRhX7Hu4X4wiBjpeOWfTAxBGwdG/wBEL740ebWq1WTE5OwmazIRQKYXZ2FolEArFYDKlUCtlsFqlUCjdu3GCvU1NeJBJR9OgoBESaYUoGXvw+6TeftAaGu//5ayQ9hrMFSQoPGeKDpFarYTAY4PF42AhPXrbZ4XCwgS6kzkkrRX5l9iBWZKdNNNJQIlIHpZCB0WhklUejzvdBgQ8dETHyMfN6vY58Po/Dw0Osr6/jzp07GAwGeOKJJ3Dx4kVcuHCBVercz2feb8hIiRiAe8OSeFKncxK/VzG3QX+n1b7D4WD5kWQyCZvNBrVazUaDZrNZ1Go1Jj5IIMly8kJEMUj+uMblV/iEOn+OSvkWibMHSQoPGXzpHv/QGwwGhMNhNJtNdLtdJBIJpFIp1t3qcrlYuIlP7NE+H/Qx0m/RKFHVUb1eR6fTYU1q1LA2zpA8SGLg4+HiPOZer4dkMolr167hzp07ODo6YhPalpaWsLKywlbYIk57jOMqqfj98ElcsUdBLBYQV+ZKx6ZUAEDnT13kpBcViUSQSqWQz+fRaDRQrVaxsbGBXC6Hzc1NeDwe+Hw+1inu8/mGBPdG3V/iNaLXxb4EUTbmQd8DEo8GkhQeIsQVFoUTyM32+XzQ6XRoNBpYX19HMplEqVTC0dERK08l4biH2RQ0Lhbc7/fRaDRY1QtJcvDxaXGyGb9fOvcHcYw0+5hvTlOpVKhWq9jd3cXzzz+P9fV1qFQqTE9PY25uDpcuXcLc3BxL3vO4X69mXCKa/zddT7GDXjSaSoldnmT5hLT4Xo1Gw6b9Wa1WTExMoFwuo1gsIpVKYWtrC5ubm0ilUtjb24NarYbb7WbjRVdWVqDX6+F2u8cqzo66Vvw5iQlopWsjcXYgSeEhgp/hzLvcFGcm7fxIJILJyUnk83kAdztYdTodTCYT7HY7nE7nUNhBqdv2QUDJ6JGQXKVSYXr/JpPp2JwB3lN4GOQlGsVer4d6vY5SqYREIoHNzU02I5ni6UtLS5iamoLH4xmK4/O/xX/zGBVCEaG0LzEcpBSC4XsWRE9LDJfRMYjJao1GA6PRCKfTCY/Hg3q9DrfbDbVajXa7DQBIp9Oo1Wool8uIx+NsH61WCz6fD3a7nY0IJdnvk86T/66l8X+8IElBwIO8wfkkHG/U+cQcDXa5ePEiNBoNdnd3sb+/j2KxCLPZDK/XC51ON2SElSpWXi2UDDlvoDqdDiqVClPypGojq9XKjMeoeQw8XsuxKsXZO50Ostksbty4gdu3b+Po6Ai9Xo9JVF++fBkzMzNDhMBLp49b9Y8ig3FhFZEM6N9K7xHj8XyYSek9SqTCkwWB+kXoXnM6nZifn0c6nUY2m0WhUGBaS5SQ9vv9mJqawtTUFJsAJ5KCaPjFe0YmlB8vSFJ4BQ/KyPL74+vpKZzAJ+bowXY4HFhaWoJOp0O1WsXOzg4KhQJCoRAmJydZ+GiclMFrOU4lwyWSQqlUQrfbZc1UbM40d65KK156/UGC5Dbi8Thu3LiBq1evotvtMgN34cIFLC4uDjWnUfUWXfNxYnLjEq0iRGIQJ78pbc9vJ/5dxChSAcCuOb8N5RfMZjOCwSDK5TJyuRwLI21ubrKxoM1mEw6HA7lcDvV6Hb1eDxqNhuUaxPCQeDwPquBB4o0FSQqPEKNW0waDAT6fD51OB6FQCE6nk41y3NjYYJUnvMicuM8HcWxKXgPvKbTbbZhMJlb7Pkov50FCrPFvNBrIZDI4OjrC1tYW4vE4arUaHA4HotEoVlZWMDs7C5/PB6vVqhjD51faD6qKa1QIbdR3pZR/4ffBh55GybaLRMInsmk8KBUFkOKswWCAy+VCLBZjI1FLpRI2NjaGZn34fD64XC44nc4h+RWCkqKqDCU9HpCk8JBADzNpCQH3VnbiKpUawUhjf3Z2FoeHhyiXy7h16xYGg7vDeHgJjAf5AI4yVjQ7WSQFWonyTVQPI5/AE85gMGCKp3t7e7hz5w729vaYDtPU1BQuXbqE1dVVeL1eNuqT3qt0rcQS0AdxTflkMX0G/5s38vzscDHxzOcilI5xVDMfXxEGgPWTkKQ5zY5OJpOIx+Osz+Hw8BBbW1vQarVwu91syNHMzAymp6ePkcJgMDjWg0HHx5+vxNmDJIWHCP7BJyiFG4g8bDYbgsEg5ubm0O/3cXBwgFgsBovFgvn5edahyg+/eRAPH189Iv690+mwJGW/34fD4YDVaoXJZGLxayWp79cK0QNptVrI5XKIx+PY3d3Fzs4OcrkcdDodvF4v5ufnMTMzw+ZTjNuv+Bni/AylZPT9nhtvJPk6fvE13sjzxCBWI427NvzxiiEl6ouhsBJwN/xG0tt2ux2DwYANUCoUCiiXyywfRg2VjUaDzc6gMChVQUk8XpCk8BAhSlRQ1Qw1opGLT9BqtfD5fFhcXAQA5PN5ZLNZJJNJ7O3tweFwoNfrwev1HtPAf7XkIMa3+VAFVUo1Gg3U63WWGDcajUwmGTi+Oub3Ta/z/z8JShU7tVoNu7u7WF9fx9bWFhKJBFSqu6Wni4uLmJubQzAYPBUhiI1k/PGJRMt7eacJN/EGWqlqiDfcfPEBdRSLYSRxv0rXXLz24rGK/REWiwUqlYoJ7zkcDkxOTjLPoVwuo16v486dO4jH49jc3GRiexMTE/B4PEw6fVRhgQwlnV1IUniIEMMfVHfebrfZ6pGE72g7l8vFVmK7u7s4OjpCuVzG/v4+C9mQBg59BkEkh9OsbvkYu9JrnU4H9Xod1WoVFouFlcryncziyldpPycdg3jM/H56vR7y+Ty2trZw+/ZtJJNJtNtt+P1+zM/P401vetN96RnxBllp1a1EDPzflM6R/5554y5eI7GJkf/uRY9l3DUSSYW24b9PpbAOwWQyQafTweFwYGJigpX2kuAeJaRJR8rr9WJxcREXLlxgg4koR3HS8b5WjLvuEg8eZ54U3sirEdHgjNK45296qhMPhUKYnp5GNptllTaDwQBmsxmBQGBoVi+/ulRKeI4z1KMMDKHb7aJSqaBQKECr1bJEs75xhP/1yx/Cb/z6i9gbDDD13Lfi297zTnzZpRD0nAHd/YOvw5f+u5eOXRcA+Nr/cgvvfTNVY3UQ//9+Bv/q/b+LO6634Pt/5Cfx9W/zoF2rIZPJMCmQTCbDcixUSkmT00adoxiv58/71eRClHIo4ypxxHCO0rYneV2j9jvKo1Dat3g8lIQmYUOS0aD+GbPZzCqT6vU6Dg8P0e/3mVZXMBiE2+2Gw+GA2WweklAf5SmIf1N6HsR/P6yclYQyziwpnEQGp715HhWp0INIIm78apJfpZM+vdvtxsrKCgaDAW7fvo2NjQ1kMhk22pPGMIorRV6rX6wOEg2Y2C0rEohKpWIKnJlMhs1kdlb/Hu/6gl9F8Md/DT/5Vz8FtyaDnb/7TXzvm1fwRx++hT/8PyeY8cts/B32P+dXsPbep4dCXiqVCganiiUsKx//Ubzzj96K3/v725jqbeN/fd8/wwfxEbzTdYA7d+5ga2sLh4eHzENYWlrC/Pw8pqamWFUWnb94LqI3NK47fJzxGWV8xxl48fvnSVsprCZ+Hyd99qhjUfJ+xoFGwup0OrjdbkxOTiKbzSIej+Pw8JBNg3v55Zdx+/ZtNiVuZmYGCwsLiEQi8Hg8x8qm+c/l8yYEMXxHv8UfMdQ3Kqcy7hpInA5nlhTOAkQDQA+8VqtlwnK0nQibzYZoNAoAKJfLWFtbQy6XYzXmFouFaeYrfe4o74A3TgQlIwSAqaPWajVUq1X0ej2YzcDV3/w3KHzgRfzt97wJepUKrZYL7n/xQfwJ7mDuO38D7/nnH8Bzr+yjWszg6cuL8Hq9TNmUN8qdzl1j/fJffBJf/56fwIwRUKnm8WX/91fgP/zux/CWd/Rx+/ZtxGIxNjtgYmICy8vLrPSUb06jWvuTEqAnrezvF7whUgp3nPQ6gQ8hvdpV8WmNorhIoK5mt9uNiYkJ1Ot1xGIxeDwebG1tod1uI5fLsVGhxWIRjUaDhRlbrRY8Hg+bGa0kXCiSAh/mEvMu/LYnhdWUPEHRw5DEcDpIUnhI4G9sMYbNSxQoJaNVKhVbsfV6PUSjUUxNTQEASqUSrl+/jlarhcuXL7MwkmhM+FUVSU6TpyKWQo6SOm6328zQAnhFDM+Kt3/wFr44sgh+ioJKpULkzV+Oz8isocb9DQNg8EoTH18xxT/EWq0W0WUDfm+3in95wY1Go4GtKx+D0baEjY1t7O7uotlswuv1YmJigslX+Hy+oeY0UnGlcZS8FyWWB/Pn+aANxknG/LW+/lrfK95rSmFOaqok74oS0jQBrl6vo9vtIpvN4qWXXsLu7i5CoRDC4TBCoRACgQBcLtdQ4p+/T+n54KU++AFA/PmI97N4DqcJDUpCOD0kKTxEUEezGMrh69RF6Yt+v89WVqT0OT09zUZ4ZrNZXL9+HbVaDW63G6FQiD14tD/R2JHBBMAE7eizxNzCvRV8B41GA61WC2q1msWbtVoj7L4gHKbjoZFuZh8bPico3TsYbGH704D3afOxz6Gku1qthl6vx8q7fw2f82WX8db/9nV4U+Mf8Nf5L8DX/x8p7NzaQTabZZ7TpUuXMDMzg1AoBJvNdvdzu10264EfRs9/3mAwYKQgjcSwrDc/vU4E9YB4vV7Mzc0xwb2joyMcHh4yqfJutwuPx4PJyUnMz8/j0qVLbL80KIjA32fdbhedTmcovAoMN3oqiQXyiy6+5JcnAqVEPL0mMRqSFB4BxGQyn2xUivfzujZmsxl+vx8LCwtsstjh4SG0Wi2Ojo4wNTWFQCAAg8FwLAyktIriiUo0kPz/qW690Wiw0AJVrIgGRK1Wo7H7p/i+r/0wvuYPruKZfh+9wQD9fg+DATDlaOL533kvfuYX/jcOEMVbvv3b8H1f+UVY8d4bQwnNIr7uf27gc3b2cOvgS3Bp5w52drZRLpeZZAMpfPKEIJ7nKGPPX3eJ4xDDLQQqm7ZarWzMJ3kAFAZtNBoolUqo1WpIJpPMK6tWq/B4PHA4HLDZbCwZTeXMYgUYn2cj8M8Df3zjwmHis6QUGpUYDUkKDxH86ntUfJkeAqpT55PFtGpyOp2YnZ3FYDBgqzQav+jz+dDr9RAOh4dcdd49V6vVTHaaEruj9H+Ae/OYqV5do9EwzSO+PwHPfwjL7/4wUI0jOfOd+J2/uYMvWTAxnaFut45WG/iN9/xrBP7DB/BLf/vDMJU38N8+9G14y8/8A/780/8Jn+e75ymlUnkcZfI42LqFq1evIpvNwuFwYHV1lXXY0lB68bjJGxsMBkPNfUrfCXCvtv+8GguxuOA014Ea4ZxOJ/r9PkwmE3w+H+bn59nUt0KhgEQigWQyCbPZDJ/Ph3A4jEgkgmg0imAweLd67RWPlZrh+GY5foVPelXUI8N/b6OIjMB7EWJuQ2I0JCk8JIju8LgOZN5QUViFrwwym80Ih8Osd2FnZwf1eh2JRALr6+usG1ps3KLPojwCJY751ZNS81u/30e9XkexWES1WoVGo4HdbmcKqcwlf/o78fd//81AM4WX/+aX8b63fz6u/fc/ww8860Cn00G3G8RX/N463umfgtf6yq0WCuG7fucTmPumSXz1z70TsQ++FToAlUoF+/v7uHXrFu7cuYODgwP0ej3MzMzg0qVLrMLFbrcfk+Kga0cJZ5HsxGt+3leOoxYpwOkS0kQGdrsdU1NTaLfbSKfTWFtbw9raGvb29lhhgNPpxMTEBLLZLBso1el04HQ6mRQJPSOU+wIwJB7Z7XYBHCcy8diUqrL43MlpqrAkJCk8VPDGi78Z+QS0UkWQ6EYTMVB+IZVKIRaLoVQq4c6dO6wTmkI8fAyWJwDeRR/lutPnEynUajVGOkQK7FyMLgRNKgBB/JNv/mV8zrM/jWfe8q2YvvOH+HKfGhqNGe6QFVqtWHbrxhd9/buR+dq/xks/9hasVqs4PDzEnTt3cPPmTeRyOTgcDjY5bXZ2FuFwGFardSiuTPvkk5R3968Z2kYM34khtvMOpSofJeKk+0an00Gr1bKZz/1+HwaDgRUT2Gw2uFwuFAoFNsr16OgIjUYDsVgMoVAIoVAIfr8fPp8PDoeDTfQjUuCPg09A02eIpazknZLXrdQ0qHTvSxyHJAUOD+MmESsgeBEzPnkmfr7SysdisWBubg6DwQC3bt3ClStXsL6+Dq1Wi4mJCVitVlYrzguj8aSj0+mOEQUwXC9OA2xGeQqjwjK6y1+G77j8r/FX16r4yi+xDRllfrWn1Wqh0+qBTBHZSgUHryQrr1+/jvX1ddjtdly6dAkrKyusF4HGkrbb7SEy5Q0An0gG7sl0KE0vk7iLcRU8ShU/BDGJS7PFPR4PlpeXUSqVkM1mcXBwgMPDQ2QyGRweHmIwuNt4ODs7i7m5OSwvL7O+G61Wy/IUnU6HhQLp+ybjT8fHHxvJsVCoif8B7hZOUEJbr9crhs3kAuEuJCk8RIwKUyh5CqPew79uMBgQDAahVqtRrVZx8+ZNVCoVJJNJHBwcwG63s+Y3ehhEV1upc1n8TJ4UyFOwWq13SaH8At73jg/hrX/4+3jnjHhmGmh1QLXehEbjZPuiB/xYCM1rRS0ex/r6OjY2NpBOp9Hr9eB2u7G4uIhLly4hFAqxkBGF1kRCFVf+YnWKfNiPg/cMRiXpRemTcTkIo9EIo9EIl8vFehZyuRzro+l0OiiVSkxsj75PlepuJRpJnRuNRubpkYdAoSQiBDoW/lz48lalqjqlc5ZQhiSFhwil6gfxIeRDIGToKGFK2/NG3Wq1YjAYIBwOIxwOI51Oo9VqYXNzE2q1GiaTCV6vd+gY6L3871EiePQaDbKp1Wowm833PIWgGfa9P8KfvvyLeOeMZ+h8VZU1/OPzPjzxH4N3z2f9D/DV33OAf/nH3403ae9VsvT7Lfzvv/ow9J/7k6hfu4arzz+PRCIBrVaLixcvYmVlBUtLSwiHw0zPiK7XaZq7+GQ9nZ+YWD/vRkE0jGLpJu9l8bkprVY7tiOcVudUEjwzMwOdTodgMIj5+Xnk83mUy2U0Gg0kEglWYu3z+TA1NYVIJMJCSzToh4oulDxfPqSk1+vZtnScdG/z0+TE+2BUru+8QpLCQ8Q4wwuMljrmb3i+JA+4+0DYbDb4/X7MzMygVCqxoTODwYDNJzabzUPVR6M8FtqnSAqNRgOVSgWNRgN2u53LKSzgaz702Xj6e9+LP33qF/AVM3fjymju4n98//+NP37Hf8D1Z18x2HNzWFn7Wrz3P38W/uB7nsaUTgegg9hfvgdf+7ML+K5fj2Drxj/g05/+NLrdLp555hm85S1vwdLSEqanp5meUavVYtdGbEBTWgXyNfh8TJquAx9fPq/hJP7eE0uZ+So4PvlLIoij9JsIdO0NBgPC4TDcbjeazSabh7Gzs8PmYWxvb6NSqcDpdGJpaQkrKytot9tMiZfyYkpkRMdI9zj1Q/DPEkGJVPj9SNyDJIWHDNHw8u6w6D2Iq3l6jX7zr1OZaqPRAADEYjFkMhkmg0Elg7ya6WnR6/XQbDZRrVbRarWYMqvVaoVer0foXX+A51Xvwzc8YcI32pcQtnaR30vD/9X/ER//o3dhjo5X9xze9w9/hdY7vxjRn7JhKWxDN7+HQ/MX4zv+4/cilLmBG0dHUKvV8Pl8mJ6extzcHCKRCGw2GzsePszGrxKVIFaciHpL4nbnPc+glEvgf0TP7DTXirajyW9Wq5URDBE9xfcHgwHS6TRUKhUjDNLb8vv9rMeBFia81LxYSMEXGPD5B9p2XI5E4h4kKXB4kMbhpOTdqBI6peNRehitVivm5+dZxQbp0FAVT7PZZNr3o85LiYSobLXZbKJer6PdbjNSsFgsr9SVO/H0t/wWbn7LL6OQLKIFwOAMwmkY7i4dDAYwRL8QP/7JMv5dOY1MpYNaR4PkwQY+8pGP4KM3bgAAlpeXMTMzg8uXL2NiYgI2m40dB2+c+HyIGEJSus78tRPPUazwOm/EwBt8pYULhWNEb3dc9zOBz+fw2w8GAxiNRkQiEZjNZkSjUVy8eBGpVIr9xONx7O/v44UXXmCzRRYWFjA1NTUUliLwJd/8+VDfAxEDEZSYv5PEcBySFB4yxIdHqVWf/q/0nlEPn8FgQCgUgl6vRz6fx+HhIZLJJHK5HDY2NtDr9WAymWC1WlklkljpJBpMWl0RKTQaDaYlZLFYYDabh/sUYIQrGGT7VHq+mCtvdsPQLiKbjWFzcxPr6+s4PDzE7OwsVldXcfHiRczNzcHtdkOv1zPZCj42zF8n8booeRNKhMB7XvT7vBECMGwQR3lWwL1+AXrPOCI9TYKfNL08Hg/a7TZqtRqy2Sy2t7dx7do11Go1NugnHo8PeRTAXT0u8T5UWjTxeRHa5rSkdt4hSeEhYlS5Kf9/MX+gtHoftW+9Xs+mZq2srMBgMCAej2NtbQ2dTgc+nw9er3co+cc/SGJYaTC4q3bZbrdZDJjCABaLhclcKD2A9FspngvcVXq9ceMGXnrpJWxvb6PdbjO105WVFczNzcHn87HkIq/Lz+cB6G8UX1YiUP6hFxOK/LZKpHEeIXoIwL3vVCyhViIOPlzDE4aSHIpOpxvSRKJRobQPh8OBYDCIVCqFdruNer2O9fV1pNNpbG9vw+/3IxgMMrkNu93O+iXoc/nOZf7eaTabQ9V55/17HwVJCg8JdMPxxm3cdqNKLU+CTqdDKBTC5cuXodfrkclksLOzg8FggLm5OYTDYWg0mqGhPKP2TyurVquFVquFdrvNKoZMJhOby8xDidBEQmi1WkilUrhy5Qr+7u/+DvV6HZOTk1hcXMQTTzzBKo14sT7R6PPVMGLiWLyeSqtg/nj5955XwyDmCcR8DRlSvimMDK4oGUGEwCd9yfgDx6fN8dBoNLBYLIhEInC5XFhYWEAmk0EikcDR0RH29vZwdHSEnZ0dNmdkbm4Oi4uLmJ6extTU1LG8mUqlYh4m3TfNZhPtdnuI0GSOQRmSFB4iRoUtTmOMRq3GlR4qp9MJlUqFZrOJ27dvQ6PRoFarMS18qkoyGAzHqpl4UByfQjftdpuV9xmNRqZTI2JU6KvX66FUKiGZTGJ9fR27u7vI5XIwm82YmJjAhQsXmJ4RTwi0H17ie9Rn8tflpGQ9X3d/3rWPRnmurwajjOmo3Bn/ukajgcFgYJpKXq+X/djtdua98nLddF/Q7PBgMMg8BhLc43scgNEzQySOQ5LCQ4a48hq3wgVGV0nwq3HR8NEDFQqFMD8/j0KhgEqlgr29PdY45vF42INCbr7S51BOgWYp0CrsNC63+NA1m03s7OzgU5/6FDY3N5HL5RCJRDA5OYknn3wSFy5cYGTFHwN/bvz/KcwgJpxHVc/w4Lc7bYjuccao+0sM/9C/x1Vz8QaX344naSWPkiBqGrlcLhgMBpjNZjidTkxPTyMejyORSLAu+5s3b2J3dxd+vx/hcBgTExOYmppiYSV+ApxGo2FNcXQfifeXxD1IUnjI4B8GsTZe6fcoQzWqWokqPGj2wsLCwt0hNa+MryyVSnC73VhaWoLb7R4q4xMf0F6vx0JH3W6XrbQoJzGqaUncF5W0plIpbGxs4MqVKzg8PITL5cLKygqWl5fZXAQ+HsxfI/56EBEoXTO+Oob2MSqReL+llY87xDCbUu6AL0ml9/C/+X+PKn3mvyvx3uO/Y/obdUfb7XaEQiHMzc0hHo9jZ2cHu7u72NrawtHREZLJJGKxGJPRaDQaaDab6HQ6cLvdrG+Bwl18A5vEaMir9AoehZFQIgTx88cZrFEhJQKNqiTDnkwmh2QwdDodnE4nG5fI76/f76PVaqFWq6FWq0GlutskR7OglQhhlJGtVCrY3d3FxsYG1tfXUa1WYTKZWGJ5cXERgUBgiBCUzkf8m/g541Z5Sq9JIhiPUYR/2ut2mu9GvM/5/YuLFFqM8E1zRqMRJpOJCe7V63X0ej3E43E0m00cHR0hGAwiEAjA5/PB4/HAbrfDYrGMJIUH5S0oeV+jXn8j48ySwlm5wMBwJcao8AaPcQZNXFnxOQKtVotgMAitVotarYb9/X00m03kcjmsr6+j1+ux5LO4mqZJa6VSCZVKBRqNBh6PB263GxaLRZEQeMVKQrfbRTqdxosvvogrV66gXC7DZDKxmvRLly4hHA4PNafR/l6N0R/nWSldP/q3DBvcA39vKYXvxnld/LZK4Lc7TSOc0veqVt8dDarX64cmwCUSCRweHiIWiyGRSODg4ACDwQAulwvhcBhzc3NYWVlBNBpl+l2jzn/U/TLq/E9zDXhi4MNpp71nXy+cWVI4azhJGuAkjIuD82Ek6kuYnJzExMQEqtUqms0mdnd30e/3YbVa4Xa7WSkggTyFSqWCSqWCwWAAu93OPItxVUf0fpIxODg4wPb2Nvb29lg/xdzcHFM8pTAWv6/Tnv/9vvZqtjuPEInhYVyrcaEngtK9QJpe5CGQYKPP52MeQKPRQC6XY9IsjUaDDZNqt9toNBrw+XysK5rvfeHPm47hfj1NUTxQzKHwIVBxm9Ps/1FCksIjxIP80sflJoxGI3w+H5aXlwEAW1tb2N7eRrVahc/nQyQSORYSoulXlUoFpVIJ7XYber0eJpOJEci4BHm328XR0RFu376Nzc1N5PN5WK1WeL1eTE9PY3p6mk1NEwlBKYmudF5Knyvx4HGaa3vSNqcNgYqvnfRd83kum82GyclJGAwGeDwezM7OIpPJIJ/Po1qtIpPJoFwuY21tjU1+i0QiiEQibP6IUi8Rldbyx6SULyFjz5dLi+8R3897IKM+5/W+tyUpnGGMy1G4XC4sLy9Do9Egk8lgbW2NyWBQgpfitcDd1Vi320WlUkGxWESr1WL9CQaDYezozsFggFKphK2tLbz44ouIx+MAgKmpKTbIfXJyEk6n81hcV/Q4xp3X/azeTtr2jeKqvxFwUnjoUX3OqO9HrGKixkqtVgu/388KLKi4YXNzExsbGywp3W63mbYWbUcVeWKugZfIAIbnRvAVb2I+7u742XszQ/iSWKV7mT6HJ4U3StmsJIUzhtM+rGazGYFAAK1WC+FwGE6nE51OB4lEAmtra1CpVKz3ALh7U5LmfT6fh0qlgsPhYPXfdKPy4y8HgwFqtRpyuRyOjo6wubnJxjCGQiHMzMwgGo1iYmKC6eUrJftGJZhfi7FSihGLhkZifH7lUV2j03wObcPPL6cufQoF9Xo9JrVOBlmtVqNQKECluiu4t7e3h8FggEKhAJ/PB7fbDafTCbvdPuQ9ix31fC6PJyj+t5j341f9YniJJwP+N58jfL3IQZLCGcNp6+11Oh3sdjv8fj8WFhaQy+UQi8WQTCbZrFyq6Sa0Wi3k83k2DtNut7OaceCeW003vEajQaFQwMsvv4zbt2/j4OAAtVoNdrsd0WgUFy5cQCQSgcfjgc1mG+pHICitjPg4rLh6FGvdXy1JSNzFo7wuJ32WEpHzIR0+RENkQGFNMqYWiwXRaBQOhwPT09NIp9NIp9NIJpPIZDLIZrNIpVJ4+eWX4fF4MDExgcnJSczNzWFiYgIOh2NIDkbpWROLPIB7lVK0Dd9vxHd78+cmyrHw+xsMBq9bCa0khTMG/sY5aTVB3c7T09OsoujWrVvY2tqC0+nExYsX2Qqe5C1KpRJKpRJsNhsrSSVPgR4EWq01m03E43HcunULN2/eRLPZhM1mQzAYxMzMDObm5uD1epk2/v2eJ0F8EMXXJR4/iB4MH27RaDTshze8/X4fOp2OaX5Fo1HU63Wk02msr6+zGQ5HR0eo1WpIJpOs0ZPCoM1mk3kNpPM1amGiNC9F/KH38JPjeELge0FoO1HB91FDksIZAn/TADh24/EGk9xfg8HAwkjtdhuxWAzFYpEpUxqNRkSjURgMBlaBREJ4FosFNpsNJpNpaCXUaDSQTCZxeHiIGzdusFGaVC5IujRutxtWq1XxoaJ/K52jUn7hjRBrlXh0EA0qeYf8Cl4MwfBNaiqVCiaTiSmqEmG43W74/X7kcjm0Wi30+33E43HU63UcHBwwwb1AIIBAIACPxzMkwTIY3JXdoBAPGXQ+ByHm38Tj5o9Z6ffrfa9LUjhjoBtQTGLxDw/90MPhcrmgVqvRbDaxt7eHYrGIer3OJLY1Gg3C4TCTuOh2u9BqtTCbzYwU+JV+u93G7u4uXnrpJaytrSGRSGAwuKuvRAJ3gUBgZH+D+KCP2obK+PjKj1FdsxKPH8RFED9ER5yeN8qYarVa2O12zMzMwOPxYH5+HrlcDul0eqgbOpFIoNPpwOVyIRqNYm5uDqurq4xI6L4jj7rf77MCDL6SiC/dFtVkeY9ADH/yxMZ7Eq+HtyBJ4QxCyaUlIysOuVGpVExdMhgMYnp6moWI4vE4er0eqwqiQT20qrJarYwU6Mau1+tIJpPY2dlhHgINbJ+bm8Ps7CwmJydhsVgU67KVcgV0TkrbjttG4vEHfx/zqqv0GkGM4/PQ6XRwOBysR8fv98Pv9w/1LLTbbeTzeZRKJSQSCdYM2u/3WYiVBCFpwcWrxY56Jnljr1RpJ5KE9BQk7huiEBkwTAr0d9Egq1Qq2O12LC4uQqVSYW1tDdvb2yx/oFKpEI/HUa1WAQAmkwkOhwMOh4MliKvVKiOD27dvIxaLQafT4eLFi1haWsLi4iLC4bAiIdAxiMfN/51AHoL4PnEbiccb/P3BG3zewBLExK3SftRqNeu50ev1MBqNcLvdmJqaQjweRyqVYtIZ6XQapVIJGxsb8Hq9iEQiCIVCbJaD1WplhEAEIVYYiWWtvLHnF3GjzvP1giSFMwTeFaX/A8rhFtE97ff7MJvNmJmZgcFgQKVSYU1mu7u70Gq1yGQyqFarrFyVpq0Rkskk7ty5g9u3b+Pw8BDNZhOBQABPPvkk3vSmN8Hv9x9rCBp1HvzvUa+LkInm84VRK+jTGky+KIJAnjPNjg4EApienkY+n0cqlcLe3h62t7dZaImKJ6hwotvtwmQywWg0Hlug8WRF4SQxEc0fx2lCqa8HJCmcMfBxRqWErBIhAPdWSdSkRqse6k3Y3NxkuQaSLSbhvG63y5qCbt68iYODA6jVaszNzTGBOxp28rDP/Y3w0Eg8OvDhlVfz3YuaQ/w+qHjCbDbDarXCarUOKbTGYjFks1n0ej3k83kMBgPU63Xk8/mhyW82mw1ms5lNDeQ/g68k4sOnwPAzyz/Tsk9B4r6gFJcEcKxzUql0ldxdk8mEUCiElZUV6HQ6JBIJbG9vo1KpoNVqsYdDp9Oh3W4jmUxiY2MD169fx82bN1GtVrGysoLnnnsOS0tLmJ6eZoTAx1JHDfIZ9ZCK5ykJQEIp5MJ7xUpDn4DjCr4n3UtUpWSxWBAMBjE/P8+kuePxOGKxGPb397G/v4/r16/D4/EgGo1ienqahZZIU4wPA/H5D7FPgX8mea+Bb9B7PSBJ4YxhVBySbjKlGmqxnM9oNLKmtn6/j1wuh1wuh3K5DJ1Oh16vh0ajgWw2i3a7jZ2dHdy6dQubm5tIJpPQaDSw2WyIRCLw+/1QqVRoNBpsHgORAj82U7zh6dip3lw8N/6YaT9KZCjxeIOMOTWv8fcPP+uDvz/4JkslD3rUbwBMXp72q1ar0el0kE6nUavVUCwW0e12YbVakc1mUSgUUCgUUK1WEQqF4HA4mNdA7weOE5r43NI2fFXV6wVJCmcI/MxcAMcmSI0q1RsMBmxoDoWRvF4vCw1tb29jMLg73rDdbqNQKLAGN71ej93dXezs7CCTyUClUrHeg1KphIODA/b5YsyUfyABsM5O3riLRp9/eAAMqVlKUjh/EEmB700gUuDLQnnDyze4EfjXlRK8hHa7jWq1ykjAbDbD7XZjMBigXC6jWq1ic3MTiUQCm5ubmJycZD+0WHK5XEx2g2Q4RKN/kvrw6wFJCmcE/CqI+hQADK1E+K5PKqlTqVTHVk5arRZOpxNms5kli61WK3K5HDqdDvL5PBPQU6lUSCQSyOfz7H1erxcAkEgk2AqKVFVJaE+pz4COg0/C0YM7ihT494uvSTz+4O+dbrc7dE/x9w7/Or1Po9EwyQr+3uKNMx/qFPNxtM92uw2r1YpgMAiDwQC9Xo9cLodUKoXd3V2YTCb4/X5MTU1heXkZ1WqV9frwEvX8PS7mEt5IoVJJCmcIYgUGfwOLnc5iBQQfx6cHjWY7UxdnpVJBoVBAo9FALBZDrVaDWq1GvV5Hv99n4mFOpxNqtRrlchn9fh/lchmtVotJbRMpEDnx9eU8MfBxYfFcRDebXpOkcL4ghlaA0SWeoowEL4PB31f8byVSUAo5qdVqVpFHkw3pvqf5DqQUkMlkWPJZq9XCYrEMHYt47PxvUZFVvA6PApIUzgjopuDjlHRzKeUY+v0+Op3OkOFVqmjQaDQIBAJYWlpiMdtUKsV06Q0GAxwOB2v68fl8cDqd0Gg0bJBJp9Nh3dB0XGIyUCQqOmZ6GPmHQMw98OcvcX4ghnhEI6oUBuINervdBjDcEyAmnUe9l39maB/9fp/NcVCr1TCbzceaPdVqNZvloNfr0ev14HK5WBMo772I9zR58a93eaokhTMEiqOKMVIePFGQceWTcTzotUAggMXFRbTbbdTrdaaW2ul0oNFo4Ha7EY1GEQ6H4ff7YbFYWLs/ucm8284fGx/X5V12MTastOoTm4FezwdF4tFDrKATCw74xQX/bNB9QnMOxEWI+AzRZymRguipmEwm2O12tmgRQ7ZUtdftdlGtVtn/qTdi1LAqwijSepSQpHDGwCePRePKr7h5V1UpXkr7oUokiscOBgM4HA6USiX0+33YbDY2LMfn8zEp7U6nw1xnfrWmRFLiw8w/7OOqpyQpnG+IXsA4UlC6z8X8Fe1HqeOfIBKDUlhT3JbPZ5AnYDKZYLVaYbfbYbVaYbFYhuRiTgs6b6Xn4WFBksIZhVJMlDealGgmkS4+tkoPEZGC1+tlCTSj0YipqSm0223mElPYiJcUFhN7/DEB4/Mf9FvMGYjEIRKMJIXzBSUDzL82KnSktM247fjPEl9XClWJOQelUmsy5lqtlk0vFAmBwrX8/k7qu3gUkKRwRqFkZPm/07/FBBptx5OJ2WyGXq9nN6Xf7wcA1tnMT2CjeCif2BNDVvTZ4sMnHjP/t1Hno3TOEhLAw7+PlAiGX3TxCy3eI+n3+2g0Gmy0LU0y5H/4XBzvTdMzqdPpYDAYoNPpoNPpWNjJZDK9uot1H5CkcIbBl9pRkpfqtkWIDw1fpkrxTqfTCeDufGf+7+RFiM04YqgKGD1zd9zKbBTeiOV6EhIi+DASGfxarYatrS3s7u4il8uhWq2yxk7gXs8OABZyAu56D2q1GjabDR6PBz6fDxMTEwgEAqzo42FDksIZBR924UM5/N/5bek37wZTExxwr6rJYrEMJceUOkHF0JW4gjrt8T+IbSQkXm/wxRPkRddqNcRiMdy6dYsJ7FGeju/012g0bMFFSgKDwQB2ux3BYBCzs7N46qmnoNfrYbPZHsn5SFI4YxjlDivF36nTk1/d826uWn1XHK9cLg9Nk6JqJXGC1LhjkQZc4ryCDwuRoTeZTKyMmwb41Ot1aLVa1u9gt9vZIoxKvHO5HCqVCprNJpLJJPR6PWZnZx+p9IUkhTMGMWlG4JO1Ss0x5N7yk9W0Wi06nQ6y2SzS6TR6vR6rmqAQEkkE87kI8jKIROh1pZtWiaxOc46jIMlH4o0K3lt2Op1YXV1l0wepPNVutyMcDiMUCmFychJer5flCUg25vDwEEdHR8hms6jVauh0OtDpdDAajY/kPCQpnDEoVeXwVQs8IZCnMK4ctN1uI51OY2trC71eD263Gz6fjylGinLYYsexUnUHbcf/fjXnKULJI5KQeL0hVuCp1WpYrVY2d4GeL7VajWAwiIWFBTafwefzQaPRoNlsolgswu12s7nQ3W4Xer2ehXL5kbgPE5IUzhBGlddRyAc4LrAlehPUxEbbk5u6tbUF4G6iiyZS0XtEjRb+/2JlE084EhLnAeJCjZ4vmg9N1XudTgeRSASzs7OYnZ1FNBqF1WpFPp9nE99cLhdMJtNQB7bL5WKjQB8FJCmcQfChGvII+PCRuA1vwPV6PUuKtVotFItFJBIJ7O/vsxb+QCDAKinE/VIijScDXptIbEp7tZCkInEWMK4kHLi3EKNO6EAgwKqJ7HY7ACCXy2FnZweDwQDT09MIBALs2el2u/D7/azo41FAksIZwbia7FHbjeoZIH2WdDqNg4MDxONx5PN5WCwWVh3Bl5+K4L0FabwlzjvExjb6G/UrtNttDAYD6HQ62Gw25g20Wi3UajVks1lks1k2C91qtSIUCqHdbqPb7cLr9UpSeNxxmoTsuPeK7x/VSEZdluTK8vvI5XK4ffs2m7fcaDRgt9thNpuHxLvEYxzXHSoSj1Jvguw9kHjcwOfZ6JmheQzpdBr5fB71eh0AmJJwt9tFJpNBOp3G4eEhyuUyrFYrE5mkudCDwYAN7ZGkIKEIJUPLa8AA90I8vFAXD7pZd3Z2sLu7i2w2yyqSaF4tlcnxn6MkYyEemxhukpA4D+AXPIPBAO12G8ViEalUik01JA+9WCyi1+thf38fiUQCxWIRrVYLZrOZVfVZrVamxso/d48CkhTOKEbpAomrdr4dv9VqoVQqIZlM4vDwkCW32u32kKehpCKpNOBmFDFISJwX8JV+lBju9/tot9uoVCrI5/PMI2g0GtBqtchkMmz2eb1eh9FohMfjgcFgYDpJNDNapVKh0+mwPqJHAUkKb2Ao5RFGCcbxK3SxJJVW/LVaDXt7e9je3kY8Hker1WKhpVardez9BN4T4QXBRIhaMRIS5wF80QX1A7VaLUYKuVyOEUMikcBLL72EdruNWq0Gg8GAhYUFJjhptVphNpthNBpZRZ/Yd/SwIUnhDEIMGSkNqhFF6trtNkqlEuLxOI6OjlCtVtnktWKxyBpk+IHl/Ocp9UfQaxIS5xmihw4ArVYLhUKBjavVaDTM0LdaLVSrVRQKBZjNZvR6PVitVjgcDjatTVxgjXr+HgYkKTxkKAnF3e97CWIDGrmUJKgl3pwajQa9Xo8lvWjFQhPVAoEAvF4vG5ZDzTZUE83rGokrFaWbln/tUa5sJCTeCKCFmEajYeGhWCyGbreLaDSK+fl5uN1umM1mJJNJ3Lp1C+12G36/H+FwmIWQaDgQLeq63S7LNTwKSFI4oyC5XhK146uLgGEyqtfrrOytUqmg1+vBYrEgFAoBuFsnXSwWYTKZWExz1P7E33zlBb/tuOlSEhKPG/hu+8FggGazyUJGBoMB09PTmJiYwNzcHFwuF7a2tqDX65FKpRAOhxEIBOB0Otmskk6nw5LMpKgqSeExwIM0iqP6FEaVt1LSq9lsIpfLIRaLoVAowGg0IhKJwOPxwOl0ot1uw2g0wmAwsB9SbZRGXULiZPALpF6vh2q1ikqlglqthm63C5fLhXA4jLm5OczPz8PhcKDX62F7e5vpJJF3zs9PIE9h3KS4hwFJCg8JD8ug0n5p9rHY0QzcIwW6QROJBHZ3d5mr6vF42GjAZrPJehnEWbL3ew582EgSisTjDqV+oWq1imw2i0KhgE6nA71eD4fDgUAggFAoBI/HA4vFArfbjXA4zMpPSWRSrVbDYDCw4hCaoy5zCmccD9sgktGlcZti9QMw3DxzcHCAnZ0dqNVq2O12po5aqVSQyWRQLpfZBCgiB1664qSbkfdcZJ+CxFnHaUqvlUBzFCgc2+12YTAYYLfb4fF44Ha7YbVaodFomFoqDdQh+Zl6vQ6V6q46MS3M6LmUpHAC3mhG57V26ippFvH75mOWwL2pa0oSFgDQaDQQi8Wwvb2Nmzdv4ubNm+h0OkgkEggEAuwGrtfrKBaLGAwGiEQi7FiotE7pPJUSzkoJdf41pfMada2kdLbEw8JJUu7ivGXaRhy/Oaokm2YiECno9Xo2O4EIAQAsFgui0ShcLhd7vdvtIpFIoNFoMO+CGtiUjvVh4cySwhsND+oLG3WzKRED9SEobV+r1XB0dIT19XVsb29jf38f5XIZ+/v7rM2+1WpBo9HAYDDA5/MNTW8DhnMT4rHx2/FDfERyFIlh3HmK53uaayMhcT/g761x+Ti6l5WKJsYtZmq1GvL5PMrlMgaDAUwmEywWC0wm05AYpV6vRzgcht/vh8FggEqlYmHeWCyGYDDIcgz0upS5kDgGvhyVVvNKNwrVQefzeZRKJWg0GqbKSCseGvunUqmG9Nr5aWuiEeerK5Rc6lEPmTTmEm8UiHIUSqXWSougUfc2/1q322Wl35VKBTqdDlarFU6nk3Uok4dPRR39fp+FcXd2drCzs4NkMskmsYk6Y48CZ5YUzkLT1P1+iePOiW5mKk+jnAK/iiHNFb76Qa1WY35+Hm9605uGZsGWSiVks1lUq1U0m00YDAYW2xS7o/nPJyippJ4mHPRavrez8J1LvDExqoSanh+lyYX8e5VCurQfKt+m0ba5XA71eh0OhwORSASBQAAWi0Vx5olKpcL+/j6uXLnCZjkPBgOEw2G2Lb1PegqPAe5nlXwag8d7CvygG3qt2Wyym7JQKDC1xampKSwtLcHtdrMkM6kzplIppNNptNttpoyqtDrhV1fjjnfc+UqjLvF6QXxWyNvmw7J0vyuFZcXngHIPnU4HzWYT/X4fqVQKyWQSqVQKzWYTdrsdOp0O/X4f5XKZqQUMBgO2QMtms7h16xY+/vGPM0Lw+XxsW/LeH6XHfWZJ4ayFJE463tOcDxEBeQg0no902wuFApuPUC6X2fDw6elpTE1Nwe12w2AwoN1uQ6vVolqtolaroVqtDu2Pbny+q1mpCum1uLZn7fuTeHwwbp45/V3JM+AXZd1uF51OB/V6nS2wdnZ2cO3aNayvr6Pb7aJSqaBYLOLo6Ah37tyBxWJhXoJWq4VGo0GxWMSVK1dw9epVtNttRCIRuN1ueL1eWK1W1kjK5/YeNs4sKZw3iFVG/A1CFQ+Hh4e4efMmSybPz88jGo0iFArB4XCwwd8Gg4GtYDqdDqsyov+32212M44qTX01ddOSCCReb/CVRPT/+wGpCLRaLXQ6HZRKJWxsbOBjH/sYbty4gVgsxqSxU6kUtra2WHMoH+6ln2aziVgshmw2C6/XC6fTiWg0ikgkAofD8chDR8AZJoXzGorgk1okz5vJZHB0dITd3V1cu3YNsViMzYK12+2w2+1sqlO320WxWEQ8Hkc8HkcikRiap5BMJmG325lIF6/WKOYX+NULTx78cUpIvBGhVEwxDnwOgSqIeIKoVquo1+vQaDRwOp0YDAZMj6zdbqPVah3LV/ChYI/Hg4mJCUxPTyMajcLv98NkMrHP5wdmPWycWVLodDqv9yE8Moh9CP1+H6VSCbFYDPv7+9jd3WVlpzs7O6hWq+h2u1hdXWWt9uTO7uzsYGNjA1tbW9ja2kIikUA+n0e/30cikUCv10O9XsfMzAwikQicTieb+kThKzFZx2uyjCpJlZB4I0D0uJVIYVTVHZEBcG/uiMlkwsTEBJ577jlMTU2h3W4fK6kWE9ui993r9aDRaODxeDA7O4toNAq3281yCUQq/X4fTqfzoVwXHmeWFEgI7nGFWOnD38jdbhelUgk7Ozu4fv06bt26hbW1NRwdHSGfzwMA7HY7m/jUbDZhNBqRy+Vw48YNfOITn8DW1hZzW6l5LZvNDrnVpJhKZavA8LAdkQz4kJJYLivJQeL1glIjGj1Po0hhVBMp/Z0MtsViwdTUFDweD5tJQosnUjblnxNekoZPbmu1WhgMBlgslqHxm61WC81mE41GQ5LCSXiU4+leb/AjNenGpCRXqVRCPp9HNptlhAAAzWaT5QvIkJO0RT6fRz6fR7FYZBIXAFAul1Eul1GpVNjAcbqxeaMv1nrTb6WRoPfrpktIPGwoNYLyr50mX8b3CZEkxWAwGPKoxedPzGfQfqjSiKqNKAmtUqlYCfqjVElVDeTTKiEhISHxCh5dSltCQkJC4g0PSQoSEhISEgySFCQkJCQkGCQpSEhISEgwSFKQkJCQkGCQpCAhISEhwSBJQUJCQkKCQZKChISEhASDJAUJCQkJCQZJChISEhISDJIUJCQkJCQYJClISEhISDBIUpCQkJCQYJCkICEhISHBIElBQkJCQoJBkoKEhISEBIMkBQkJCQkJBkkKEhISEhIMkhQkJCQkJBgkKUhISEhIMEhSkJCQkJBgkKQgISEhIcEgSUFCQkJCgkGSgoSEhIQEgyQFCQkJCQkGSQoSEhISEgySFCQkJCQkGCQpSEhISEgwSFKQkJCQkGCQpCAhISEhwSBJQUJCQkKCQZKChISEhASDJAUJCQkJCQZJChISEhISDJIUJCQkJCQYJClISEhISDBIUpCQkJCQYJCkICEhISHBIElBQkJCQoJBkoKEhISEBIMkBQkJCQkJBkkKEhISEhIMkhQkJCQkJBgkKUhISEhIMEhSkJCQkJBgkKQgISEhIcEgSUFCQkJCgkGSgoSEhIQEgyQFCQkJCQkGSQoSEhISEgz/P72u8wtINucVAAAAAElFTkSuQmCC
|
As shown in the figure, triangle ABC congruent triangle ADE, then the degree of angle EAC is ()
Choices:
A:40°
B:45°
C:35°
D:25°
|
B
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{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
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multi-choice
|
34
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
| null |
B
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
35
|
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
|
As shown in the figure, triangle ABC congruent triangle DEF, points A and D, B and E are the corresponding vertices, and the measured BC = 5.0, BF = 7.0, then the length of EC is ()
Choices:
A:1cm
B:2cm
C:3cm
D:4cm
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Length', 'subject': 'Plane Geometry'}
|
multi-choice
|
36
|
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
|
As shown in the figure, triangle ABC congruent triangle DEF, and the measured BC = 5.0, BF = 7.0, then the length of EC is ()
Choices:
A:1cm
B:2cm
C:3cm
D:4cm
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Length', 'subject': 'Plane Geometry'}
|
multi-choice
|
37
|
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
|
As shown in the figure, and the measured BC = 5.0, BF = 7.0, then the length of EC is ()
Choices:
A:1cm
B:2cm
C:3cm
D:4cm
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Length', 'subject': 'Plane Geometry'}
|
multi-choice
|
38
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iVBORw0KGgoAAAANSUhEUgAAAZ0AAADjCAYAAABegMmnAABXQElEQVR4nO3deVyU17348c8Aw76JrMomIAiiyCLgBqII4hY0Ghuz19h0u7bJbdr+2tzepW16Te5N2qRNm2ZtEpe4bwiIoCCKKKCIgiiCoGyy78MyzO8PO3PZ953zfr18tZl55pnzDDPP9yzfc45EoVAoEARBEIQxoDbeBRAEQRCmDxF0BEEQhDEjgo4gCIIwZkTQEQRBEMaMCDqCIAjCmBFBRxAEQRgzIugIgiAIY0YEHUEQBGHMaIx3AQShL8q5yxKJZMDH5+bmUl5ejq6uLqamplhZWY1mEae0wX7+gtAf0dIRJrzB3PAkEgm3bt3i8uXL1NfXo6Eh6lXDWXREBBthpIlfpDChDfam19LSQkxMDDdv3sTNzQ1tbe1RKtnkMdzAIQKPMJJE0BGmjNLSUhITEykpKcHExARTU1P09PTGu1gTQl5eHlFRUeTk5FBRUUFrayvt7e2qf+rq6mhpaeHr68uuXbvQ1NQc7yILU5QIOsKU0NbWRk5ODunp6TQ3N2NpaYmxsTFqaqIHGaCuro7bt28TGRlJbm4uGhoa6OjodPp8mpubefjwIYsWLcLb21u0EoVRIYKOMOnV1taSkpJCVVUVDg4O3Lhxg7KyMlpaWsa7aBOGq6srb775JqampiQmJhIcHIyHhwfGxsbo6upSV1dHTEwMKSkpvPnmm2zfvp2f/OQn411sYQoSQUeY9GpqasjJycHQ0BBHR0eMjIyorq4WrZx/UigUSKVS7OzscHJyoqCggKCgIPz8/DodZ2JiglQq5YsvvuDatWukp6czd+5cdHV1x6nkwlQkgo4w7oaalqtQKGhsbKSqqgq5XI6hoSE2NjZYWFjQ3t6Ojo7OaBR30un4udbW1tLc3Nxj15mbmxtqamoUFBRQXl7OwYMH2b59OwsXLhzL4gpTnAg6wrgbanaURCLhxo0bVFRUEBQUhLW1NQqFAnNzc9ra2kS6dAetra08fvwYmUyGgYFBp0QBhUKh+hsYGxsza9YsHj9+TE5ODtXV1eNUYmGqEr9KYdKqrq4mPj6euro6Fi5cSFtbG7m5ubS3t2NqaiqCTgfV1dVkZ2fT1tbGrFmz0NLSUj3XMegrFApMTU3R0tKitrZWjIsJI078KoVJSZkeffz4cVJTUzl+/DhqamooFAocHR1ZuXLltBrT6a+Lsqamhjt37iCVSnFwcEBfX7/H4zQ1NbGysmLGjBlUVVXR3t7e7X3EvB1hOETQESaloqIicnNzsbGxQaFQoFAoqK+vp729HU1NTfT09KZV0OlPRUUFN27cwM3NDTc3NwwMDHo8TiKRIJFI0NLSwtDQEKlUOsYlFaY6EXSESaW9vZ3a2lpKS0vR1tbm3/7t33BxcaG1tZWioiJycnLIz89HV1dXVSOfDrXz/q6vvLyc9PR0XF1dcXZ27rXrsaWlhaKiItra2pg9e3a3FtFU/xyF0SeCjjCpFBYWEhMTg46ODitWrGDBggWoq6ujo6ODtrY2lZWVVFVVoa+vr0r1lUgk0yLw9EUikWBubt7vWFdxcTERERGoq6sTFhaGiYnJGJZSmA5E/4Mw4bW3t9PY2EhpaSkJCQl89dVXlJeXs2jRItTV1QGQy+XcunWL69evk5+fT2VlJZWVlapzTNeAI5fLqaioAJ6kRPe14nZTUxNZWVkkJiZSU1ODu7s7pqamY1VUYZoQLR1hwktPTyc2NpZz586RnJxMdXU18+bNo7KyEhMTE0pKSvj222+Jjo7m+vXr1NXVYWtry71791i3bh0rVqyYtkGntbWVvLw8ysrKMDY27nMtutjYWKKjozEzM8PHxwcPDw+MjIzGsLTCdCCCjjDhtbW1IZPJaGxsxNDQkNmzZ2NjY4NMJgOetIQaGhpQU1PD1NQUfX19TExMaG1tVR0zXcnlctLS0nj8+DFOTk49tnRKS0u5efMmJ0+epLi4mLVr1xISEoKxsfHYF1iY8iSK4Wy2IQhjoKWlhaamJpqampDL5UgkEvT09NDX10ddXR25XE59fT3Nzc20tbWhUChUqyYrx3qmq8rKSn74wx+iqanJL3/5S9zc3Do9397ezm9/+1v27NmDiYkJGzZs4Gc/+xlOTk7jVGJhqhMtHWHC09TURFNTs8euHmWAEd1A/6e5uZmSkhKuXbtGTEwMZ8+eVQVpU1NT1NXVkUgktLa20tDQQG5uLosXL8bHx4c1a9Z0CjjTPQFDGHmipSMIU0xtbS3p6en893//N2fOnEEikaChoUF7e7tqThP834TS7du3s3v3bhYtWiQW9xRGnQg6gjDFtLa2UllZSUZGBg8fPkRHR0fVslEGHkC12oCLiwsLFizoNGFUtHCE0SKCjiAIgjBmxDwdQRAEYcyIRAJh0lMoFFRWVtLW1oZUKkVfX7/T0v2CIEwcIugIE0pPqyX3t4JydXW1alKooaEh8+fPx9LScvQLO8ENdXM8QRhNIugIE0pPN8i+bprl5eXEx8fz+eefU1xcjIODA7t37xZB55+Un11LSwvFxcUoFAp0dXWZMWOGWEFaGBci6AiTVllZGYmJiZw/f56CggIePHhAWVkZaWlpzJs3D1NT02m9vYEy4LS3t3P//n0uX75MS0sLVlZWLFu2DDMzs3EuoTAdiaAjTBod03gfPHhAdHQ0e/fuRSKR8Ktf/YqHDx9y9uxZEhISkMvlvPrqq2LSKJCTk8OJEyf44osvqKioYNGiRcyaNUsEHWFciKAjTBoSiQS5XM7du3dVwUVfXx8fHx9WrVpFXV0d2traHD9+nOjoaJYuXYqvr69qJerpprm5mTt37nD8+HEyMzNxcnJCS0tLtc23jo4OCxYsGO9iCtOMCDrCpJKfn8/evXuJjY2lubmZX/7yl2zatAlNTU0sLCx47rnnuHr1KpcvX+bChQvo6OiwaNGi8S72kA0nGeD27ducOXOGr776ivnz5/Of//mfPHjwgAsXLhATE0NlZSVvvfVWnytPC8JIE0FHmDQuXLjAuXPnSExMxNHRkdWrV7Ns2bJOC3rOnDmT8PBwpFIpp06dorm5GTc3t0mbQj3QYNOx67GhoYFr165x+PBhsrKyWLt2LatXr8bV1RUnJycMDAx47733SEtLIz4+Hl9fX7FvjjBmpu8oqzBptLa2kpmZyfHjx1XdQmFhYbzyyivMnj0b+L8WAUBoaCgbN26ksLCQS5cucfv27Sm/xYEy4LS2tpKWlsbp06dJTU1FQ0ODF198kS1btqCnp4exsTHLly9n0aJFKBQKzpw5Q0pKyjiXXphOREtHmPBOnz7NwYMHKSwsxNXVlZdeegl3d/dOx3RsERgYGLBw4ULWr19PdnY2f/zjH/ne977HsmXLgKm1rljHa5HJZBw5coTIyEgyMzMJCwtj8+bNzJs3r9NrdHR02LlzJydOnODvf/87GhoaLFiwACsrq2md7SeMDfENEyasiooKYmJiiI6OJi8vDzc3N9atW8eyZcv6zUqbPXs24eHhODk5kZSURFJSEtXV1cDUmiypvJby8nJiY2OJjIykuLgYT09PQkND8fHxQV9fv9Nr1NTUcHZ2ZsmSJTg4OPDgwQOOHj1KQUHBeFyCMM2Ilo4wYSUmJvLOO+/Q3t6Ov78/u3btYv78+QN6rY6ODiEhIZSVlXH58mWuXr2KlZUVYWFhmJiYTPjZ+oMpn0Kh4OTJk5w4cYKHDx8SHBzM66+/3u8EWTc3N372s5/xxRdf8OGHHzJ79mzs7e1HoviC0CsRdIQJp7i4mIMHD5KcnIyRkRG+vr6EhITg7Ozc72u73qy9vb3Ztm0b8fHx7N+/n7lz5+Lr6zukAfqxJJFIGMgC8Pn5+cTGxhIVFYVMJmPbtm2sXr26x22puzIxMcHX15eMjAzy8vKIi4tDS0uLtWvXTts0c2H0iaAjTBhyuVzVMtm7dy8KhYIdO3awYcMG5s6dO+DzdAwSjo6O7Nixg1u3bnH58mVSUlKwtLTE2tp6wOMX4xl4+tLQ0EB8fDzffvstzc3N+Pn5sXPnTszNzQf8HkZGRgQEBFBbW8vFixdpbGxk4cKF2NjYDLf4gtAjEXSECePx48d8+OGHxMXF4eTkREBAAGvXrh3UDbDrjVoqlWJra8u6detQKBQcO3aMuro6fv7znw/pfGNhIEHu0aNH/O1vfyMtLQ0NDQ22bdtGSEjIkFYZWLRoETo6OmRnZ3P37l2ioqIICgrqtG21IIwUkUggjLvm5mZu3rzJsWPHuH79OhoaGqxevZqwsDDs7e2H3NWj7J7S1NQkMDCQkJAQHj9+TGJiIjdv3qSlpWUkL2NMtLe3c+/ePc6cOcOlS5eQSCQEBQUREhKCra3tgLvlOtLQ0GD+/PkEBAQwa9YsYmJiiI+Pn/Jp5sL4EC0dYVy1tbWRk5PDvn372LdvH2vWrOGZZ57B29t7yBMWexqEnzNnDmvWrCEuLo78/Hz279/Pli1b8PX1HZHrGEl9tXIqKir44IMPuHTpEg4ODjz11FNs3boVHR2dTq8fbJegsivT2NiYt956C4lEgp+fH05OTp0m3wrCcImWjjBuGhoauHz5Mn/+85+5efMmK1euZN26dfj5+XUKOIOtufd2s509ezZbt27FxcWFyMhIEhISqK+vH9Y1DEZf1zGQa1R+Vrm5ucydO5ctW7awcuVKVcAZzs7zEokEIyMjvLy8CA0Npampib///e/cvn17yOcUhJ6IoCOMi+bmZtLT04mOjub06dNoa2vzxhtvsH79eoyNjTsdO5RxlZ5eI5VK2bx5M4GBgZSUlHDt2jVSU1OpqakZ6mUM2HACTktLCw8ePODEiRPs378fc3NzvvOd77B169ZO410dr3moY1F2dna89tpr2NracvToUZKSkmhsbBxWQBOEjiQK8W0SxkDH7p7y8nISEhLYv38/xcXFBAcHs3LlSnx9fdHV1R31sty6dYtvvvmGtLQ09PX1+fWvf423t/eovy8MbQHPhIQEPvjgA+rr63F1dWX9+vX4+Ph0C84jpa2tjSNHjvD111+jr6/P8uXLefnll7tNMhWEoRAtHWFMdAw48fHxqpnz9vb2bNu2jZUrV45JwAFwcHBg27ZtmJubk5aWRnJysmpXzYlEmcYcFRXFnTt3VKssLFu2TBVwRqPMGhoaLF68mA0bNlBdXU10dDRZWVkT7vMRJieRSCCMiJ5uSF1r85WVlRw4cICIiAgePnzIrl272LJlCxYWFt3ONZqpyrq6unh6erJ8+XKKioqIiYmhvb2dXbt2oaWlNWrvCwNv4bS0tHD79m1+85vfUFlZyfPPP8/q1avx8PDotGL2aH1ODg4ObN26ldu3b5OcnExkZCTt7e34+fmNyvsJ04cIOsKo6HozzMzMJCEhgXPnzqGpqcnmzZtZvXp1tzk4Y1WbVlNTY/ny5dTX13Pw4EHOnTtHYGAgbm5u4z4bv6qqirNnzxIXF4dUKiUgIICQkBDmz58/pls0mJqaEhYWBjzp4mtvb2fu3LmYmJiMWRmEqUcEHWHA+hqP6KvGXV5ezpEjR4iLi6OlpYVt27bx/e9/v8dU3IGuNTbQY/vi7u6Ojo4OsbGx5ObmkpCQgFQq7bYq81iqrKzk+vXrHDhwgBs3brB79242btyIg4PDuKwAHRYWhr6+Pj/+8Y+5dOkSAQEBeHp6MmPGjDEvizA1iEQCYVQlJSVx/Phxrl+/jrGxMZs3b2bp0qXY2dmNd9EAaGxs5OjRo0RHR5Odnc2zzz7LT3/603FZiaC4uJiIiAj279+PiYkJS5YsYe3atbi4uPTY+hqr5XlKS0vZt28fV65coaGhgddee42NGzeO+vsKU5NIJBBGhUwmIzs7m+joaBISEjAwMCAoKIgtW7ZMmIADqDaEW758OY8ePeLKlStcv36dpqamMSuDQqHg0aNHnDt3jgsXLlBSUoK3tzcvvPBCv919Y1FnNDU1ZevWrSxYsICMjAySkpLIy8ujra1t1N9bmHpES0cYFZcuXeLdd9+lrKyMuXPn8uKLL7J06dIJO7v9xo0b/OUvfyE3Nxdra2v+9V//lYULFwKj36K4f/8+0dHRfPzxx5ibm/OjH/0IHx8fZs+ePaYtrv66LePj4/nqq694/PgxLi4uvPHGG8yaNavfc07U7SOE8SFaOsKIqq2t5eTJkxw5coSqqirc3NzYtGkTvr6+qoAzEes5Dg4OPP3001haWpKcnMyVK1eoqqoCRjZDrOO1t7a2kpWVxdGjR4mLi8PW1paQkBACAgKwtraecDdrd3d3wsPD0dbW5sqVK1y7do3a2trxLpYwyYhEAmHENDc3k5mZyR//+EdKS0vZsmULmzZtYvHixZ2Om2g3UwBDQ0PWrl3L3bt3SUtL49KlS8yYMUM1kD4acnJyOHnyJMeOHQPgt7/9LQEBAWOaodZRf3+XmTNnsn79ejIyMlTdgerq6oSGhiKVSod0TmH6EUFH6NdAssWqq6s5cOAAUVFR6OnpER4eTnh4OG5ubp3OM9FvQoGBgdTW1hIZGcm+ffuYP39+p2sYKuW1SyQS5HI5ly9fJiIigkuXLrFw4UJWrVqFl5fXqM8TGi41NTU2bNiApqYmR48epb6+nvnz5zNnzpzxLpowSYigIwyLQqGgqKiI69evEx0dTWZmJi+//DKbNm3C3d2907ETPeDAky4kTU1NEhMTyczMJDk5GT09vWEnPyivvb29ndu3b3Pq1ClSUlJQV1cnLCyMzZs3j0Txx8TChQvR0tIiOjqau3fvcvHiRQAReIQBEYkEU9xIzWnpTWFhIYcPH+bzzz/H2dmZsLAwAgICsLe3R0NjctZpGhoa+Oqrr4iNjaW6uprNmzfzox/9aETOfebMGU6ePElKSgre3t7s3LkTV1dXDAwMRuT8Y6Wuro64uDgiIyO5evUqu3bt4gc/+MF4F0uYBEQigTAkra2tZGZmsn//fi5dusTMmTNZsWIFa9euxcnJaVIGHGWA1tPTIzg4mICAAAoLC7ly5QoZGRk0NzcP+dw1NTUkJCQQGRnJ/fv3WbhwIaGhofj6+k66gANgYGBAYGAgixcvprW1lZSUFOLj42loaBjvogkTnAg6U5xyHGGgFArFgLLL7t27R2RkJB999BEVFRW89dZbPP/88/2m0E5kHT+nuXPnsmrVKhwdHSkoKODbb7/l7t27Qz73xYsX+fDDD0lJScHOzo4333yTLVu2jESxx42xsTH+/v5s2rSJkpIS/va3v5Gbmzvs8w70OyhMTpOvOiqMqp4CVMcEgMbGRm7cuMGhQ4e4desWQUFBBAYGsmjRokmxJtdgkhns7e15+eWXOXr0KEePHsXBwQEXF5dBZZdVVFRw6tQpLly4QGVlJSEhIQQHB+Pk5DSssk0Ujo6OPP3001RWVpKcnKyaCGxvbz/kc062z0AYHNHSEfqlvAm0tbWRnp5OREQEly9fpq2tjZdeeonnnntuUgQcpYHWovX19dmyZQve3t48fvxYtelbY2PjgN6joaGB5ORkDh48yP3795k/fz7PPPMMK1as6DXFeLLV8LW1tfHy8lLt9pqUlERMTMyYbIwnTE6ipSN0qmH3lnggk8k4ceIEp0+fJiMjg/Xr17Np06YJsSrzYAy2Fq2mpsaKFSsoKSnhypUrvP/++7zzzjv91uSbm5v54IMPuHDhAmpqajz11FM8/fTT2NrajljZJpK1a9diYGDAe++9x+PHj/Hy8mLhwoWq4DoZW3HC6BAtHaFfZWVlnDt3jqioKEpKSliwYAGhoaH4+flNykHwwXJ1dSU8PBwDAwPV2mNlZWW9Hv/gwQOOHTtGUlISzc3NBAQEEBoaypw5c1BXV590rZmBsLS0ZMWKFcyfP5/m5mZOnz5NamrqeBdLmIBES2ea6anG2fG/uz4nl8s5cuQIp06dorS0lNDQUH70ox9haWk56Pft6fyTgYGBAYsXL2blypXIZDKOHTtGc3MzL7/8crdj6+vr2bt3L/v378fZ2ZnvfOc7bN26FVNTU9Uxk/EzGAhjY2Nee+01Tp48yVdffYVMJsPT0xMtLa0pe83C4ImgI/QqJyeHmJgYYmNjUSgUbN26ldWrVw8pQ22y33Q0NTUJDQ1FoVCwf/9+tLW1Wbp0KU5OTqp9bjIyMjh06BAZGRk4OzuzYcMGAgMDOwWcvkz2LihNTU0WLlzI48ePuXjxInfv3mX//v2EhYWpdoed7NcoDJ/oXptmBvKDb29vp6amhpiYGPbu3UtVVRV+fn7s2rWr2zpq04mHhwdhYWEYGhpy//594uLiyMvLo729nUePHhEbG8u+ffuQSCTs2LGDzZs34+joOKj3mOxdb1KpFA8PD8LDw1EoFOzbt4+MjAzV8yLgCKKlI3STnZ3NRx99xJ07dzAzM2PLli2sWrWKmTNnjnfRxp2NjQ07d+7k7NmzfPrpp6irq+Pv78/7779Pbm4uYWFhBAcHs3z58kHvrjlVbsiWlpZs27aNqqoqjh49yvnz5zE0NMTLy2tSThoWRpb4Bggqzc3N3Llzh9jYWFJTUzE1NSU4OJiQkBDRPfJPRkZGrFu3jvLyci5cuMC5c+d4/Pgx9+7dw9zcXLWqtrGxMTD9Pi+FQoGamhpWVlYsW7aM+/fvc/v2bdTU1Jg1axbW1tbjXURhnImgI6gUFBSwZ88esrKyWL58OWFhYQQFBaGjowNM/q6fnnS8poEEBzU1NczMzPD19cXX15f4+HiuXLnCd7/7XdatW4ebmxt6enqDOudU0vF6ly1bhrGxMb/61a84ffo0y5Ytw9DQEENDw3EsoTDexJiOQFNTE6dPn+bDDz+ksrIST09P1q9fj7+/f7eAM5VuogMNOF2DbXNzM4WFhTx8+JDS0lIqKirQ1NTExMREFXCmYoAeLB0dHVxdXVm9ejXW1tZ8++23REdHj3exhHEmWjrTXF1dHdnZ2Rw6dIhz586xfft2tmzZgr+/f6f+96kUbLrqL+B0fL62tpa0tDSSk5MpKyvDxMQEGxsbioqKuHPnDtbW1lM+RXgwFRBdXV22b9+OoaEh7777LgqFguXLl2NlZTXaxRQmKLG1wTRWW1tLdHQ0n332GVKpFG9vb0JDQ1m4cGGnLqKprq+baMeg8/jxYxITE/n000/R0NAgKCiIGTNmUFpayuHDh5k3bx579uyZ1Iuejpa0tDTee+89qqur8fT05LnnnmPevHnA9Bv3mu5E99o0pFAoKC4u5ty5c8TGxlJUVMT8+fN59tln8fX1nVYBpz/Km2F5eTnnz58nJiaGsrIyHBwc2Lp1Ky+++CJr1qxBKpWSlZXFxYsXKSoqGudSTzxOTk6Eh4djZmZGTEwM165do6WlBZjarWihO9G9Ng0VFhYSGxvLH//4R3R0dPjlL3+Jv78/dnZ2k2odtZHSXwunqKiIc+fO8cUXX1BdXc3rr79OUFAQVlZWqKmpYW9vzzPPPMOFCxf46KOPaGtr47nnnhvry5jQDA0Neeqpp6iurubmzZtcvHgRY2NjgoKC0NfXH+/iCWNIBJ0pruPNs62tjZycHCIjI7l8+TKzZs3C19eXgIAAkcrahfIzy8nJUbUIjY2NWbFiBYGBgdjY2KiONTIyYu3atTQ0NPDFF19w5coVvLy8cHR0HNQ2CFOV8jsolUrx8/MjPz+ftLQ0jhw5gr29PQsWLBjvIgpjSHSvTXEda/G5ubmcOXOGw4cPc+/ePXbu3Mkbb7zB7Nmzx7GEE1dRURGnTp3i+PHjZGdnEx4ezltvvYWdnV2n49TV1Zk3bx6BgYE4Ojpy9+5dDh06xMOHD8ep5KNrsJusdfwOLliwgO9973vo6+tz6dIlrl27xqNHj0S23zQiWjqT1GAyiNrb24mPj1e1cNzc3AgODmbp0qWdVoke7JyVqezq1atER0dz4cIFrKysePHFFwkICOiz5TJv3jx27tzJ3r17OXToEPPnz8fW1rbXvXMmq+F+N6ysrHj66acxMDDg4MGDlJeX88Ybb4jVCqYJ0dKZ4lpaWlQbr6WkpKCpqUlISAjbt2/vtFK0qGk+0d7eTl5eHlFRUSQmJqKhocHy5cvZsWNHv12QpqamrF+/HldXV6qrq7ly5UqnAXPhCQ0NDYKDg1m3bh3FxcUkJiaSnp5OU1PTeBdNGAOiajFJdd10reNjHUVGRnLixAlu376Np6cnu3btwtnZudfzTXdXrlxRLVI5a9YsXnvtNTw9PQf8ej09PdauXUtrayvx8fGUlZXh4uIi1q3rwsTEBC8vL9atW8ft27f54IMP+O53v0tgYCAg0qinMhF0pqjy8nKuXbtGZGQkjx49wsfHh9DQULy9vce7aBNSQ0MD6enpnD59mszMTJycnAgKCsLf3x9tbe1BncvT05O2tjauXbtGVlYWCQkJLF++HDMzs1Eq/eQ0e/ZsNm7cSFtbGzExMSQlJeHi4oK5ublquwhh6hFBZ5LrrTZ44cIFPv74YxobG/Hy8uInP/kJTk5OY1y6yePWrVv86U9/4uHDh9jb2/PKK6+wfPly1fM9bekNPX/+RkZG+Pn5ERAQQFJSEgcPHkQul7N169bRv5BJRCqVsnTpUqqqqkhOTub69euYmpqyceNG1QKzwtQjgs4UU1JSwjfffENycjISiYSNGzeyZs0a5syZM95Fm5BaW1s5fPgwsbGxVFRUsHTpUjZs2MCiRYs6Hdd1d9X+un8MDAx4+umnkUql7N27lxkzZuDt7Y2NjU2nAfOp1o3UU4JLf0kvnp6e7Ny5k2PHjrFv3z7mzJmDqanptJwzNh2INuwUIZfLKSsrIzExkRMnTlBcXIy/vz9PP/003t7e4gfcg4aGBtLS0jhx4gQ3b95k3rx5bNq0iZUrV/Y7YXEggcLT05OgoCAMDQ25d+8e586do7CwcKSKP2XMmjWLp59+GgcHBwoLC0lKSuLmzZu0tbWNd9GEUTDpWjrt7e2q2qHyf5X/prOKigreffddkpKScHBwYOXKlYSGhoqFFfuwf/9+Dhw4gJaWFuvXr+eZZ54Z8S5IFxcXdu/ezbFjx/jzn//MzJkzO83z6W81hMmmp3IP5Fr09fXZtm0bRkZGRERE8OjRI/bs2YORkdFoFFMYR5O2pSNSfJ+Qy+Vcv35dlXGlr6/P6tWrCQ4OZvbs2aipqYnPqovCwkIOHjxIfHw8jY2N+Pr6EhYWhqurK1KpdNCTH/tiZmZGSEgIbm5uVFVVkZSUREpKiqjF98DT05Pg4GD09PS4e/cusbGxlJSUjHexhBE26Vo6yptoe3s7EolkUma5dO3jHmrNVi6XU1hYyN69e9m/fz8hISFs3ryZwMDATjXEyVprHg1NTU3Exsby9ttvY2Njw44dO9iwYQP29vbAyO8bpKamhqWlJStWrKCgoICUlBRaW1uxs7PrNZttuv69tLW1mT9/Pk899ZRqNe/W1la2b98+3kUTRtDku2NPASPRHdjc3MylS5f4wx/+wN27dwkNDeWpp55iyZIlokuCnlvC+fn5vP/++5w8eRJXV1c2bNhAaGgotra2nY4bjZu+l5cXW7duRSKRkJSUxLVr16ipqRnw65Wtr5FshU1ERkZGbNiwgSVLllBUVMTly5dJT0+nubl5vIsmjBARdCaAwd7k6uvruX79OtHR0URFRTFjxgy+//3vExoaqqo9T+UbU3+6XrtcLqegoIDExESOHDlCaWkpzzzzDNu2bWPu3Lmq1vNofmbm5uYEBwfj5uZGS0sLsbGxXLt2bcjvOVX/vhKJhDlz5rBixQocHBzIy8vj5MmT5Ofnj3fRhBEy6brXetOxFtgxyaBrd5zy2K5dc8oEBXjSJdJbIOh4nNJgju/4vgPtypHL5arss4qKCq5cucKf//xnampq+P73v09gYCDu7u6qraU7Jlv01KpSfk7KcnQ8vuNjkzlBo2O5CwsL+eCDD7hw4QI+Pj4EBQWxcuXKTnNBxuI6dXR0eO655zAyMuLgwYPIZDJ8fX0xNDTs97U9pSBPNoPpunRxceH111/n73//O/v378fBwYHZs2eLvZ6mgCnZ0unpR6kMRP3NI+h6XG/n7XpDH8jxHR8fyA9QeYy6ujpyuZzi4mJiY2OJiIigpqZGleLr5+eHrq4u8CRA9XZ9Hd+7p66aro9N1q4c5bW3tLSQlpbGoUOHuHXrFkZGRqxZs4Y1a9ZgaWk55gFVTU2NxYsXExgYiI6ODnfu3CEmJobHjx+PaTkmA319fZYvX463tzcGBgZcunSJc+fOifXZpoAp09JRBgBlrb1j66Ov53p7rL29vdNjytaSmppat+SF/s7b0/FAv0kQHQNTRUUF586dY//+/Tx48IDdu3ezfv16LCwsVNcmkUi6zcdRlkNdXV11DR2fU7ZulMd1fKzjNU+2Fk9bWxv37t3j22+/5auvvmLjxo28+OKLuLu7Y2xsPG7l0tDQwM3NjR07dnDx4kU++OADdHR0WLdu3biVaaz0V8Hq+rxycrORkRF//etfefDgAR4eHqqkD2FympItna461th7u4H2N1A70jX+gbyHMihlZGRw4MABDh8+jL6+Ps8//zxBQUHY2NioltofSPm6dpd1/O+uAXoya2xsJDk5mb/85S/cvn2bsLAwNmzYgJeX17gGHCULCws2bdrEggULePjwIYmJiWRlZQ04jXoq/I0GysHBgWXLluHq6kpjYyOHDx8mIyNjvIslDMOUCzp9ja309WNV1uo7tgTGUm9Bo7CwkNOnT3P69GkePHhAYGAgb775Ji4uLqpjBlLmnoJuT92D/XUZTnTNzc3cvHmTs2fPEh0djZ6eHm+++SZhYWGqLsjxJpVKcXNzY9myZdjb23Pz5k1OnDgxrbvZevtdKhMLNmzYgLOzMydPniQ2NnbcfqfC8E2Z7jWljl1DHQfL+9PTcWNZm+zpvZKSkjh9+jSXLl3C0tKS1157DT8/vym3KdhwdOyWqa2tJTk5mS+//JIHDx7w0ksvERQUxJw5cybkZ7Z48WJ+8IMf8Le//Y2DBw/i7e2Nqamp2OK6C6lUSmhoKBKJhPT0dK5evcrZs2fx8/NjxowZ4108YZAmVUtnoDXvodbUJ8qSOk1NTdy6dYvo6GhSU1OZOXMmK1euJDw8vN+NxKYb5d+qurqaS5cucebMGYqKirCzs2Pz5s2sWLFi0FsTjBVLS0vWrFnD3LlzaWhoID4+ntTU1EnZwhxthoaGLF68mCVLltDQ0MCxY8fIzMwc72IJQzBpWjodB8TH6r3GawD96tWr/OUvf6GkpAQHBwdee+21Tot2yuXySTm4P1pqa2uJjIzk2LFjZGRksHPnTrZt29ZpZ9SJytDQkC1btqCjo0NERAT19fV4enoOKlBO5rXaBmPWrFn89Kc/5cMPP+TAgQM4OTnh6OiImZmZWNB2Epk0QUep49hMXz+0jq2dvn6UvbWKesqk6em43hIUuh7fcf6Q8viuampqiIuLIzY2lsePH7No0SJCQkLw8PBQdbl0nG80lLJ1TYnueq19pY9PxBtbXl4eFy9eJCIigra2NrZu3cqaNWs6Lao5UXTdk0fZFezr60tLSwuXL1/m9u3bxMTE4O/vLzZ960IqlWJvb8/y5cvJzc3l2rVrqKmp8corr2BiYjLexRMGaFJ1r0HniY39BR1lKjH0nrXWdUJkx5ThrkGk63FdJ2H2dV5lokJPxysUClpaWkhPT+fjjz/mypUrzJ8/n+eff54NGzagq6uLXC5HLpcPq2xdU6Z7Cig9Ze9N1Pk69fX1REZGcvjwYe7evYu3tzdvvfUWHh4e4120bvrKVjQ2NsbX15clS5bQ3t7Ot99+S1pa2oDPPRErA6NpxYoVvPbaa5SWlvLtt99y9+7dCfn9FHo2aVo6QxlrGczxPaUPD7Qcwz2+vr6ezz//nLi4OHR1dQkPD2fdunW4urp2O89w3qtjcOrptV2f6+v48ZaVlcXp06c5f/48UqmU3bt3s2LFCrS0tMa7aD3q7ztgYmLCSy+9xL59+zhw4AB2dnYsXLgQCwuLCfs3GC+mpqZ4eXmxYsUKrl69yt69e6murmbt2rXA9OlunKwmzbe54013oF+owXz5BnruruUYzvEKhYJHjx4RGxtLXFwcRUVF+Pv789RTT+Hl5YWOjs6AluYZTNn6Omagj40nuVzOo0ePOHfuHHFxcaipqeHv78/WrVsn9XbcGhoaeHp6qhZsvX37NmfPnqWsrGy8izYhmZubExoayuLFi0lJSSEuLo6Kigpg+rX8JhuJYoq2S5XdSBPphtlVZWUlX3zxBZ9//jlubm6EhoYSEhLSbdVj4f/cu3ePDz/8kNu3b2NgYMArr7xCUFAQBgYGE/bvPBj5+fnExMSwb98+qqur+eCDD1i+fPl4F2vCSkpK4je/+Q1SqZRt27YRHByMjY3NeBdL6MOkaekMRE/rik3EG5FcLuf27dt8+umnJCcnY2try6pVq1i9erUIOL2Qy+UkJydz+PBhsrKymD17NuHh4SxduhRDQ8MJ+XceCmtra4KDg3F2dqauro7z58+Tnp6uen6K1hGHbN68eWzcuBFDQ0OOHj1KSkqKav1BYWKaNGM6/ek6SA4Ts5ktl8vJy8sjJiaGv/71r7i7u/P666/j7e3NzJkzx7t4E1ZBQQGffPIJ6enpuLi4sG3bNjZu3DjexRpx6urq2Nvbs3r1ampra4mLi6O5uRknJyexwnIPjI2N2blzJ83Nzbz33nu4uLgwb948HBwcJuz43nQ3pbrXeltderTfs7f36JoZJpPJuHnzJp999hn37t1j/vz5rFy5kpUrV4qA04fTp09z6tQpCgoKsLOzY+vWrXh7e0+62ei9rTrek9LSUhITE3n33XfR1dXl17/+Nd7e3hNi7biJKDk5WZXJZm1tzS9/+UuxMOgENaW61wY7yD+augacpqYm0tLSOHv2LNeuXUNdXZ1nn32WjRs3ioDTC+VmdVFRUVy5cgV7e3s2btxIcHDwpAs4g2VhYcGKFStwdXWlqamJyMjITt1sQmcLFizgueeeQyqVcvHiRVJTUwe1M6swdqZM99p4GcgE1YaGBi5cuMD+/ftJS0vjmWeeYf369cybN0+ss9WH+Ph4/vd//xcNDQ02btxIeHg4CxcuHNK5JsIE18G+t5GRETt37uTo0aN8++23aGlp4evrq9qsbzrq7e+oq6urSsZRU1PjwIEDVFVV8eqrrw7pfMLomVItnYlE+SUuLi7m7NmzHDt2jKqqKvz9/QkJCWHx4sUYGBiMcyknpoqKCg4fPkxERATNzc14eHiwbt26TiszDGVdvclGS0uLxYsX4+/vj5GREZmZmURERKhSg6er3v6WOjo6rFy5klWrVlFYWEhiYiKZmZm0traOcQmFvoigM4qampqIiorim2++ITExER8fH9555x38/f17fc1Enf0/VhobG7l+/Tp79uwhKSmJ7du3893vfpelS5d2Wil6KEFkvALPcHZj1dLSwsvLi+3bt9PQ0MDHH39Mdnb2aBV1wuvvbzhv3jzWrVuHjY0NDx8+5OTJk2RlZfV5vslYIZnMRPfaKMnOzubcuXPExMTQ3t7Oq6++SnBwMKampn2+bjr/ACorK9m3bx9xcXFYW1vj7e3NmjVrJvWkT+i+KsRg2dra8vTTT6tazRcuXMDExARnZ2exWkEPZs2axYsvvkhERARHjx5FT08PR0dHkf03QYigM8IUCgWVlZXExMQQERFBU1MTgYGBvPbaa6I7rQ9FRUWkpqZy5swZ1XbcYWFhE3LhzrGmqamJm5sbS5cuJTMzk+TkZLS1tTE3NxcLXfZAS0uL9evXU11dTUxMDCkpKbi5ueHj44ORkdF4F2/am1Ip0xPBrVu3+Pzzz7l16xa6uro899xzrFixAgsLi2ndiulLSUkJ+/fv56uvvmL+/PmEhoYSEBCAra2t+Mw6KC4u5uLFi+zZswdNTU3+/Oc/4+npKVo7vbh//z6RkZFERUXR0tLC22+/jY+Pz3gXa9oT39YR0tzcTGpqKqdOneL69euYmJgQEhLCqlWrsLS0FDfPf+pYx5HL5WRnZ3Po0CGSk5MxNDRkxYoVqhZOb1s2TFdWVlasWLECFxcXGhsbOXPmDNevXx/vYk1YdnZ2rF+/HltbWwoLC0lISODu3bvjXaxpT3SvjZAHDx7w7rvvcu/ePdzc3NixYwdhYWHjXawJo6fAkZubS1RUFB9++CHz5s3jt7/9LQsWLOhxDs5EXdJorJmYmPDss88SERHB3r17kcvleHt7q57vmALc3x5RU52GhgZz5swhNDSU1tZWoqOjqamp4Ve/+tWwVysQqdZDJ1o6wySXyzl+/DgffPABdXV1+Pn58Z3vfAdfX9/xLtqEo8wUkslk3Lhxg88++4zo6GgCAgLYvn07Hh4ePQacrj/s6dzy0dLSYvny5QQGBiKVSklPTycyMpKqqiqg96SF6XxzXLp0KRs2bEAul5OSkkJiYiLV1dXDPu90/kyHQwSdYWhoaOD27dscOXKEc+fO4ebmxrPPPsv69evFKgNdKH+g7e3tZGVlcfbsWeLi4qivr+fVV19lx44dfQ7yisDzf2bMmIGfnx9LliyhtraWAwcOkJmZqXq+p60ppjMzMzOCgoJwd3enubmZiIgIUlNTh3XO6f6ZDofoXhsimUzGiRMn+Oyzz9DT0+O5555jw4YNuLm5jXfRJpSO3WLNzc0kJiZy7NgxkpOTCQoKIiwsDHd390573PfXlSZ+8E/Sgnft2sUnn3zCmTNnWLhwIc7OzsycOVMkFvRAX1+fnTt3cuLECb7++ms0NDSYP39+pwQf0YU7NsS3cwgKCwtVu1ZWV1ezaNEinnrqKRYtWoS2tvZ4F29CUf6Ia2trSUpK4tSpU+Tm5mJvb8/atWsJCgrC0NBQdfx0bsEMhra2NosXL8bX1xczMzNSU1OJioqitrZ2vIs2IampqbFgwQKWLVuGpaUlOTk5nD59msLCwvEu2rQzrVs6A63ZdDyutLSUuLg49uzZg7m5Of/6r//KkiVLsLe3F7WkPsTExHDq1ClSUlIIDQ1l9+7dzJo1q9txPX2GYtC2d4GBgcjlcj7//HM+/vhjPD09e12JWnyOTxYGffPNN/nqq694//33sbS0xNraGpjen8tYmjRBZzybvhKJhLa2NnJzczly5AgpKSnMmzePZcuWsXz5cmxsbEZlC+3JquM1FhUVcfnyZU6ePElFRQWbNm1i7dq1g5r02VMmlvCEg4MD7e3tJCQkcOvWLc6cOUN7e3uvC6NO9e9ef0xNTVm6dCkZGRnk5eURFxeHtrY2q1atEt2SY2TSBB3ljae1tRW5XN5twzblTUkqlSKVSgf0BRrMDzA3N5fz589z7Ngx2tra+K//+i+WL18+qP1NpsuNU/m5trW1kZCQwKFDhygqKsLHx4ef/OQnWFhYDPmcQmfq6uo4OzuzZs0aWltbiYyMBMDV1bXTWnUgPkMlExMTVq5cSW1tLVevXqWhoQF3d3csLS3Hu2jTwqQJOgB1dXUcPnyYpKQkHj58iEwmQ6FQ0NbWRmtrKxKJhI0bN/L8889jbW2NhsbQLq9jTb2trY1r165x5MgREhIS8PHxITg4GF9f30FvqDWdfvRFRUXs37+fy5cv09DQwAsvvMCqVaswMzMb76JNORKJhHXr1iGVSvn9739PQkICS5YsYdGiRWLppV54eXmhpaXF3bt3yczMJDo6msDAQLHx2xiYVEFHoVDQ3NzMgwcPiI+Pp729nRkzZmBgYIBcLqe+vp74+HgMDQ0JDQ3FxcVlSO+jDA6NjY1kZGQQERHBrVu3VOfduHGjaIr3QqFQUFRURFxcHLGxsQD4+vqyfv16sY7aKDI3N2fJkiW4u7tTUlLCiRMn0NTUxM/Pb7yLNiFpaWmxaNEili9fTnx8PGfPnkVdXZ1Zs2aJPa5G2aQKOkZGRuzatQsHBweMjIwwNzdn6dKleHl5oa2tTVZWFl9++SW///3vUVNTw9LSEgMDgyEHiLi4OE6dOsXFixdZtWoVP/zhD7G3tx/y+abDQG51dTUffPABV65cwcjIiM2bN7Nly5Zuc3Cmw9jWWLOwsGD37t18/fXXfPPNN1hZWbFo0aJhz76fqiQSCS+88AImJib89re/RU1NDR8fHxwcHETgGUWTprquvGFraGhgZmZGW1sbdnZ2rF69Gjc3NxwcHFi5ciWGhoY8fvyY0tJSWltbhzSOoqwpnjhxgsLCQlavXq2ag6Orqzvka5jqN9m0tDQ+++wzbt++jZmZGZs2bWLlypViZd8xoqenx+LFi1m8eDFmZmakpaVx8uRJ6urqxrtoE5JEIsHU1BQfHx8CAgKoqanhiy++6HP/HWH4Jk3Q6XjDLi0tpaioCKlUipWVlerxlpYWdHV10dDQQF9fH3V19UHf6BUKBQkJCfzjH//g5s2b2Nra8vOf/5y1a9d2OmYkrmOqUCgUlJeXc/jwYb788ksMDQ3ZvHkzL730EnPmzOnxNVPxcxhPyu+klpYWfn5+bN68maKiIr755hvy8/P7fN1UTHAZzHXNmTOHH/7wh1hZWbFv3z6uXLlCS0vLKJdw+ppU3WtyuZzy8nIaGhpYsGBBp9n/NTU1/OMf/+Dhw4cEBQWxcOHCHtfx6sujR484ePAgSUlJNDY28p3vfIegoKBu80nEDbOzpKQk/vGPf1BUVIS/vz/h4eH4+vp2y57qSHSvjayOn6WzszNbt24lJyeHGzducOHCBXR0dHB0dOzzdQMxWf5ugymjrq6uauJoXl4eFy9eRF1dnR07dgyrZ0Po2aQKOm1tbRQVFVFaWopcLic3N5esrCw0NTW5e/cuDx48wM7ODldX10EtRyOXyyktLeX8+fNERkYikUjw9fVl8+bNIpulD42Njdy9e5eYmBiuXLmCl5cXTz31FKtWrVL9WHu6SU3FmvVEoqWlxcKFC/H396ekpISEhAQ0NTWxsrISN9FeaGlp4e/vT1VVFWfOnCEiIoLFixfj4eHR62uqq6upqqqiqamJtra2TluSdyWVSpk5cyYGBgbTfgfTSRV0FAoFMpmMnJwcDh06xNdff42JiQlNTU0sW7aMX//617i6uqKlpTWoP2x5eTl79uwhJSUFc3NznnrqKZ566qlBt5Smmzt37vDWW29RVVVFeHg4a9aswcfHp9NSQJOhVjxVbd68GQMDA37/+99TW1tLYGAgc+fOHVbm5VT+ezo7O2NoaEhWVhapqalERkbS1tbWaeuIjhISEjhw4AAZGRmUlZUBTxa07Rp05HI5JiYm7Ny5k5UrV7JkyZJRv5aJbFIFnba2NnJycpDJZAQGBgJP1lTKzc2lrq6OuLg4NDU18ff37/H1PdW609LSSEhIID8/H1tbW0JDQwkJCREBpw9NTU1cuHCBCxcu0NbWho+PDxs2bGDRokV9dqkpTeUb10RiY2NDQEAAERERlJWVcezYMTZu3Mj8+fPHu2gTlqWlJRs2bEBdXZ3ExETU1dVxdXXtsYVoaWmJo6MjaWlptLa24uzsjJGREVpaWmhoaCCRSGhvb+f69evcv3+fxsZGkVTDJAs6MpmM9PR0dHR0ePvtt3F1dUVNTY2UlBT27dvH7373O+7cucMf/vAHbGxsuk0O7Xiza29vp6SkhK+++orIyEgCAwPZsGEDa9euFemSfWhqaiI7O5u//e1vpKWl8YMf/ID169d3WylamBjMzc159tlnOXnyJF9++SX6+vr9Bp2+xm0my5jOcKxduxZtbW12796NpqYmmzdvZs6cOd2+376+vri4uNDW1kZ9fT0vvfSSqrXU0aeffspf//pX3NzcxCr0TLKgU1tbS2lpKTNnzsTR0VE1/8DPz4/8/HyOHz9OZWUlGRkZ6Ovr9zj7vampiaSkJFJSUrh58yb3799nxowZ6OrqUlZWRlxcHBKJhObm5rG+vAmvra2NO3fukJyczKNHj3B0dEQul3Pnzh3Var1tbW19nkNsQT02FAoFUqmU1tZWqqurkUgk1NTUEBERQUtLC7a2tujp6XUai5hKOl7TYIOkpqYmhYWFuLm5YWRkxOXLl1Vb0Pv4+HRqrejq6tLe3o6WlhYODg6qgJOfn09bWxuOjo7Y2toyZ84cscfWP02aoFNfX09paSnq6uro6+t3GjdQU1PD3t5etXZSaWkpTU1NPZ6noqKC06dPc+bMGfLz85k7dy4eHh5oaWlRUFDAvXv3puSPcLja29tpbW3l+vXrpKam4unpyYIFC2hqaiIjI0M1J6q/H7hYvHP0dfx81dXV0dHRQUNDA3Nzc9VCl35+fsyePRu5XD6OJR09w9mqW7nxnbOzMwBZWVk0NDRgZWWFq6trp6BTXl4OPNmvR19fH3gydSMpKYnm5masra2xtLTE399/SGsOTkWTJugUFBTw4MED5syZg5OTU7fnKysryc3NVW3M1FMfbHt7O3l5ecTExPDw4UO8vb2xt7dXtYhkMlmvC4nC9BqL6Ck4aGho4OTkhImJCTNnzkRbWxu5XN5pAdaeMnh6+txE8BldHf8OjY2NGBgYsHDhQhITE8nJycHW1hYjIyM0NTVRU1Obkn+LjiuADPb6Ou642t7ejlwu7zb3p7S0lAcPHmBvb99p+RyZTMbjx4+RyWTIZDLc3d0xNzfv1u02XU2aoFNUVEReXh7Ozs54eHh0GrBOSUkhOjqayspKZsyYgaOjo6rW0ZFCoUBfXx9vb2/c3d1ZsWIFM2fORFNTs89uho41+OnSPdTTdSoHRtvb21FXV1fdrAbyufV0/qn+GY43NTU11NXVkUqlaGho0Nraio2NDffv38fDwwM7Ozt0dXVVi+YKnXX8DbS0tDBjxoxOWbENDQ08evSIrKwsbt26RXl5OWpqalRXV1NcXIytrS0KhUK1JJfyXNOp8tqTSRN08vLyyMnJwcfHh9mzZ6ser6ur44svvuDw4cMYGBgwf/585s6d22MygLq6Om5ubvzmN79BKpViaWmJurq6uPkNQk+f1XT/EU00yhtbx39Ky5Yto76+HhMTE9UNVKFQqFqq4m/ZM+Vn2jHdvLW1leLiYqKiorh3757qcR0dHZ555hkCAgLE9hI9mNBBJz8/n/T0dE6cOMHly5epqKggPz8fKysrpFIp6urqqpWgnZ2d2bx5M8HBwX1mn2lpaXVbtLOyspK8vLxe8/EFYTJqbm7m2rVrnD59muLiYnR0dDAwMGDevHm88sorSCQSzp8/z+zZs1XjF0JnjY2NVFdX97jL7YMHD8jLy2PNmjVs3LgRQ0NDCgoKePz4saq3RaxG392EDjrV1dWkp6dz6NAhWlpa0NfXJzU1VdW/2traiq6uLq6uroSHh/P6668PqCbR8YtQU1PDv/zLv6BQKFizZg2vvPLKaF7ShNXU1ERjYyOtra3dxrU6UlNTQ1NTE319fZFaPkG1tLRQUVHBnTt3OHv2LAUFBSgUCqKiojA2NqasrAx3d3c0NDQ4e/Ys/v7+Aw4606l7qLGxkddff526ujreeOMNfHx8Oj2fl5dHcXExO3fuJDg4GIlEwoMHD0hOTkYqlaKnpyeCTg8mdNBxdHTk+eefJyAgAHgykK0MOIBqbMHAwABzc/Mh/RiKi4tV50tKSpq2QefixYscOXKE7OxsKioqOg2edmRpacmiRYt48cUXRctwgjp27Bh79uzB3NxclXQjkUh45513cHZ2pqSkhP/6r/+isrKS4ODgQWVVTZeAA0/GipUrdJeUlHR6rr6+nsrKSurr6zEyMlJ9LmpqahgbG6Ojo4ORkZEIOj2Y0EFHmYbY20rFPRlsTWzu3LmqQe36+noiIiJYv379UIo7qeno6KClpUVeXh4lJSXY2dmpWjMaGho0NzdTVVVFcXEx2traVFVVjXeRhS6amppIS0sjJiaGO3fuYGNj0+mmt2bNGmbNmkVBQQHvv/8+paWlmJqailnyPSgqKuLAgQOq/543b57q/zc2NlJQUIBcLsfCwqJT0pKOjg7W1tbo6OhgaGgogk4PJnTQGYrB1sTU1dWxs7PjwYMHAOzdu5eamhq2b98+pWbY97eB3IoVK3BxcUFbW5vKykqeffZZXFxcVMt61NTUkJWVRUpKCvn5+WLhyAmosLCQ//3f/+Xhw4e88MILBAYGcvr0aeDJBm/KFs2MGTPYtm0bxcXFzJ49e0BLF02HDQiV0tPT+eijj1StHHd3904V36qqKm7fvo2Ojg5eXl6dtgSfOXMmJiYmAN0SD4QnplzQGYrnn3+e3/3ud6r/Pn36NBkZGTz33HO4u7uPY8lGVn83DDMzMzQ1NTE0NGTBggWYm5sDTxItamtrWbBgAW1tbTQ1NYndKCcQZSv95s2bpKenY2try7p164iKilIdEx4erroBSqVSzM3NUVdXx8zMbMAViKkecEpLS1VbmyjNmjWLf/mXf+lUAW1tbSUrKwtLS0v8/PwwNTVVPSeCTP9E0AHc3Nzw9/fnypUrqsfy8/N5++23cXNzIzw8fNIHn4HcMCoqKmhpaUEqlapuRHV1dSQkJNDc3MzGjRuxt7enuLi4x3lQwvhQKBSkp6dz7do11NTUcHV15fz589TU1ABPvt/Lly/v9JoZM2YglUoxMzMb0IrsUzng5OfnExkZyaVLlzqt0ODh4cEPf/hDDAwMVPPTADIzM7lx4wY+Pj6qceaOplOyxVCIoPNP3/ve9ygoKKCoqKjT45mZmWRmZmJnZ0dISAh+fn5TsmupsrKS/Px87OzsVP3UymVvmpubmTFjBhKJBBsbG1V/tTAxyOVyEhMTSU1NZenSpao0XwATExN+/OMfd6qpa2pq4uXlhVwuR19ff1Ct1qlyQ5XJZKSkpBAbG0t2dnan53R1ddm2bRuhoaGqx6qqqkhJSeHvf/87iYmJVFRUEBUVRUREBL/4xS8IDg5GR0en27yo6dQtOVAi6PyTtrY2b731Fr/73e+6BR54Uhv65JNP+PLLL/Hw8GDJkiV4enp2WgNuMqupqeHhw4cUFRVRVlaGgYEBBQUFZGVlsWDBAubNm4eamlq3LcKF8aecq9bW1kZra6vq8VmzZvHmm29ibGzc6Xg1NbVOXULTRV1dHenp6Vy9epX09PROnxU86XYMCwtj48aN3SqWylUbGhoa0NfXx97eXrWQasdWkNA/iUJMx+9EJpPx3nvvcevWLdVjGhoaPS4Toq6ujouLCwsXLsTHx6fHCWSTRU5ODufOnePDDz8kMzMTbW1tZDIZRkZG/Md//Ac7duxg5syZUyq5Yqo4efIke/fu7fS3cXFx4Sc/+Um3gDOdyOVy8vLySE9PJz09nZycnB6Ps7CwICQkhMDAwF57Mdrb22lpaaG+vp62tjbU1NRUUzaUCxCL1szAiKDTA7lczvHjxzl+/Hin/lpjY2NaWlpobGzs8XXGxsa4urri6uqKi4sLNjY2Y1XkYbtw4QKRkZEUFRUhl8sxMDAgIyODkpIS/v3f/51nn30WqVQqflgThFwu5+rVq5w8eZL8/HzV4xKJhDVr1vDCCy9MuwqCTCZTbWGflZVFbm4uMpmsx2MNDAzw8fFhyZIlk368drIR3Ws9UFdX5+mnn8bd3Z3PP/+chw8fAqj6yc3MzDA3N6ewsFD1mPL5pKQkVfaLtrY2Tk5OODg4qP5XmU450eTl5VFQUMCOHTtU/dMREREcOXIEW1tbsfrABNHY2Mi5c+eIiorq9N2DJ+MOK1euJDAwsM+A03GR1smabdXa2srDhw/JyckhNzeXvLw81e+0N2ZmZnh4eODr64urq+u0C8oThQg6fXBxceHtt98mNjaW48ePq37kZWVllJWVYWFhQVhYGGpqauTl5XHv3r1O/cQymYxbt2516qozMDDAwcEBGxsb5syZg7W1NWZmZuM6NiSTyaioqKC2tpaZM2eio6MDPMlwcnBwEFt3TwD5+fmcP3+e8+fPdxuLsLCwoLi4mMzMTIKDg/vdgLC+vp779++rtmLuusPuRCKXyykvL6eoqIiHDx+Sl5en+v/90dXVxcXFBVdXV7y8vEat+1skCwzOxP22TRDq6uqEhIQQFBREYmIiERERqkSD0tJSIiMjVT/eF154AQMDAx49ekROTg737t3r1hWnHMxMT0/v9LixsTGmpqZYWlpiZmammsxnZmY2qq0jmUxGYWFhj0u3m5iY4OHhoUocKCkpQSqVih0Qx4BcLicrK4vr16+TnJxMZWVlt2M8PT0JCQnB1dWVt99+m8LCQjIyMrCyssLGxqZbKrRMJlPdtJWz6SeCyspKSkpKKC8vV1XoysvLKSkp6fG6e2NhYcHcuXNxdnZm7ty52NnZjWKphaESYzpDcP36dSIiIsjMzOzxeRcXF3x9ffHx8UEmk5GTk0N2djb5+fkUFRV1q6n2RzmfQhmY9PT00NXVxczMDC0tLQwMDJg5cya6urqdZkcPRElJCVevXuXevXuoqamxefNm7O3tgScLR7a2tqKnp0dVVRVffPEFtra2bN26dVDvIQyMsmWszK5SzojvSFtbm4CAAEJCQlQ1d7lcTkJCAkeOHOHLL7/Ez8+Pt99+Gx8fH1UXkkKh4NatWxw4cID79+/zxhtv4OvrOyrXodwiu66uDplMRnl5OTKZjLq6OmpqapDJZFRWVlJRUUF5efmQdi81MzPD2toaBwcHHBwccHFxmZJTGaYiEXSGIT8/n4SEhF5rovCkteDi4oKTkxMuLi7Y2dlRWlqq6iIoLi6mpKSE0tLSHm8yQ2FsbIyurm63zCVdXd1uP0w1NTWysrLQ1tbGysoKKysrTE1NO/V3V1RUUFxcTHZ2Nk5OTqxevRpNTU2MjIwwNjYe0DIqQnfKMQnluETHhICOlC3pJUuW9DhPTKFQUF5eTnJyMl9++SVlZWXMnj0bOzs7DAwMVBsUSqVSGhoa0NHRYcmSJd3+bsrA0FFzczO1tbXdHut6XENDA42NjVRWVo7YFti6urqdWv6zZs3C2tqaWbNmTZmpCtORCDojJDc3l9TUVC5fvkxpaWmvx0mlUlXNTDmeY2FhgbGxMTKZjNLSUkpKSigrK+Px48eqgFRWVjaGVzM4UqkUY2NjjIyMMDAwULW8lJNIla2zwSy5MpVUVlaquo2Ki4u5d+8eOTk5vWZWwZMWjaenJ56envj4+Khuso2NjZSUlKhaEMqbfVlZmWrl40ePHtHY2Djhkz/U1dU7dSmbm5tjZmaGmZkZlpaWk+67IsZ2BkYEnVGQn5/P1atXyc7O7jNtsyPlTqbKH6HyRm1gYICWlpZqTkBzc7Pqn7JmWllZiUwmo6amhurqalX3xURkYGCgurFYWFhgamqqusl0bWFNRI2NjTQ0NACouo/gyeRaZbdSx7GJ0tLSAdX81dXVsba2xtHRETs7OwwNDamsrOx0rrKysl7T9ScCXV1d9PT0MDExQVtbGyMjIwwNDdHS0urUFWxsbIy2tvaEzeQURpcIOqNMLpfz6NEjMjMzVV0pI9lqUf7Q1dTUVAP8ykClqanJzJkzVT/6mTNnoqenR2lpKbGxsXz88cdUVFQAT4Je1+VQpFKpqrZsYmLChg0bMDY2Vk2UraurU3WpKGvcw2ViYsKsWbOwsbHBzs4OOzs7Zs2aNeJdeF2DQ3l5uWoMS7lmmTKoyOXyEQ/iyvE5fX19WlpaqKuro6KiYkQ+Q2XL08DAAG1t7U6rD/TUHWpkZNStVWRiYtItnbqn14ruVWGwRNAZB9XV1WRnZ3fqQlPWikebtra2qpWhHIx1cXEZsXRSZW28oaGByspKGhsbVa2xsrIyioqKBn0DV7YCHBwcmDNnDnPnzsXa2rrfVpFMJiM/P5979+7x+PHjTi2GwSZzDIUyAcTAwABNTU1aW1tVn0VTU9OgzqWurq76m1lYWGBgYICRkZGqxaBMLjExMZnwrUVhehNBZwJRzknomljQtUtHOQ+jurpadfMcbutJOadBmfDg4OAwaoO1ra2tqiCrvFbluNVAu6M6jo0pV4CorKwkNzdXlS346NGjYQ9qd6zJd7yhd2wJmJmZdTpeJpNRVVXFgwcPBty9Ck9aqMrAouxutLCwwNLSUnRFCVOGCDpTjHJcAf5v0LnjTX2gLQ1l68LLywtfX98xnfOgzOx79OgRjx49Ui1E2hfl7q8DobyRdxy87jhwreyWGgi5XE52drZqL5veMtA6MjY2VnUbWllZYW9vj7W1tcjIEqYFEXSmodbWVlUw6piy21eN3MLCgqVLl+Lp6YmTk9MYlvYJ5XynmzdvcuPGDUpKSnpchLUjLS0t7Ozs8PLywsHBQdU1NRJlSUlJITU1lfT09D4/NwMDA9USSMrlkAY7l0oQphIRdATgSY09Pz+f7OxsVfdUX3OP/Pz8CAkJGZNZ7dXV1cTExJCSktLr8id9tXSU5V25cuWQF2FVLrCZlJTU47L4SmZmZri6uuLm5oaTk9OkXnlcEEaDCDpCr0pLS7l8+TKpqank5uZ2e15dXR0fHx/Cw8NHpfstNzeXiIgIrl692uPYjHKZniVLluDq6kp5eTnXrl3j5s2bZGVl9fgaDw8P1q5di4eHx4DKUF1dTWxsLLGxsd0W2IQniRkeHh7Mnz8fDw+PTuM7giB0J4KOMCCVlZUkJyeTmppKdnZ2txu6u7s7mzZtGvYy8XK5nJSUFCIiInrc/8TCwgI/Pz88PT1xcXHp9TzKLrCEhIQeA5CDgwM7duzAzc2tx9c3NjZy5MgRzp07161V03FZfLFasSAMjgg6wqDV1dVx9uzZHmv/Dg4OvPzyy0Ma90lMTOTQoUPdMvGU642tXr16SN1jdXV1xMfHExUV1a3L0MfHh127dnUaZ4mMjOTIkSPd5swoF9h0d3cXgUYQhkgEHWHIWltbiY+PJyIiotsco6CgIL7zne8MaNA8NzeXL7/8slvLZiA7Og6GclzmyJEjnbLhzMzMeOONNzAzM+Nvf/sbKSkpquekUinBwcFjNn4lCFOdCDrCiEhJSeHIkSOdUoZNTEz4/ve/32eX2+nTp/n22287dX+5u7sTFhaGp6fnqJRVLpcTGxvLwYMHVa0ZHR0dbGxsuHv3ruq4gIAANm/eLIKNIIwgEXSEEXX+/HkOHDjQaRXizZs3s23btk7HyWQy3nvvvU4b3FlYWPDiiy+OWrDpqqysjD/96U/dkiS0tbXZtWsXS5YsGZNyCMJ0IoKOMOLq6ur46KOPOm1UFxYWxgsvvAA8SUrYs2dPp/TnsLAwduzYMeZjJTKZjP/8z/9UtdDU1NT4t3/7tz6TFARBGLrJuUG6MKEZGBjws5/9jKefflr1mHJwXiaTdQo42tra/OIXv+CFF14Yl8F5bW1tgoKCVP9tZ2cnAo4gjCLR0hFGVWRkJF9//TXwZF7PwoULuX79OvBkOZhf/OIX476tcEtLC6+++iptbW1873vfY+XKleNaHkGYykTQEUbdoUOHOHbsWKfHtLW1eeutt3BwcBinUnXW0tJCY2Njt91WBUEYWaJ7TRh1W7Zs6daa2bFjx4QJOACampoi4AjCGBBBRxh16urqrF+/XvXfmpqancZRBEGYPkTQEcZEx4Uv9fX1xYx+QZimRNARxoSDgwN6enoAeHl5jXNpBEEYLyKRQBhTxcXFWFlZjXcxBEEYJyLoCIIgCGNGdK8JgiAIY0YEHUEQBGHMiKAjDNn51yVIJH38W/4p9wd8tlYep+xld6g1hv98vaF1KLv3pvC4552h+3GfT5f3Uz7lv9fPD/issrwo3t7ihbn2k9dqm3ux5e0o8mRDKaMgTD8i6AjDs+wDrhcXU9zTv2PbsR3QSVq5+2kotot/wDXvd4jJKqa4OI+LH3pz7QeLsQ39lLuDDjy2bD/WS7mU/+7s51kjsDEzGtAZK8+/jrNDOJ/rvMzXyXkUFxdz4+DL6HwejoPz65yv7P8cgjDtKQRhSHIUnyxDwU/jhn+q239SLEBLEfRJtqKly1Mt2Z8ogrRQLPskZ/jv00mNIv5NGwU2byriawZy+BnFTi0UNj+NU1R0fa4iTvFTGxRmP41TDORUgjCdiZaOMM5aSdr3OzLMfsbvX3JG2uVZqfNL/P5nZlz61TdcHcl3vfl3fvzuY1746JcEGPZ/fOGpD/msOYw//CwIk65PmgTxsz+EUfbHD4gs7enVgiAoiaAjDJGctlbwdZk9zPNc5+zfyzD70SaWdI04AEhZEvIyWmX7Sbg5zLdSKeTov79FRthn/GFDtxDSg1ISD0dC+EsE93K5s5dtI4jjRFyrHalCCsKUJIKOMESFZF8FqcYwl7MpzeNGGSyb18f2BrauLCWbS1kj04yoPf8//Mtxc/7jP55hYCEznzuXwGzRHHrduNreER8tiEq9MyJlFISpSgQdYVgMmx5y7O0t+Fkb/jMbzBDr0N3sTXnMgMb+a6ooAuzNe72dg709HkBZXf0IlLiQU+/+kdrwd3nVt8emVXetNTwuA+fZM/s4aDbOPlBW3TACZRSEqUsEHWFoahuoACJ3B/HSqXn85MhViouLybtxiJ+bnmHnYic2fnG3/8BTmD3gsZpLtwuGV2agNemvvB5pxs9+vmWArRygIJ/0/o964tr9QaSJC8L0ozHeBRAmqbIScgGbnae49NcN2CgbDZaW7N57lQXmi1j13Z9yMOQMzw132GfE1HLus/+hbME77Oh5AEkQhFEmWjrC0Di+SqJCQcGnHQKOiglBP/sDYUTy18iRq/drSYc5flSbwP7Pmgn7xdO4jUyRutNUR2zaIAi9E0FHGB2zF7DKZQBdYrNd8B3gKX2ch9dkqk04yNeE8dzKQZ7H1g6PgR7rYY/9IMslCNOJCDrCKNHD2HQAhxnNYBaQ/uBB78fcv881wMHSbBjlqSXh4NewbAv+g41dUiPMzSDlbmEfBxVw+xK49JlsIAiCCDrCKKmg8O4AusQsXFnmApdv5vWadNCae51L+LLUeQCzOHt1g4SDYLZmIY6Dfu08vNdC8+W7vScJ3M3mMrDaw3UYZRSEqU8EHWFIkt+Zh7ntWyT1Fikyr3CkDJ4JWNTPmRYS8KwZzXtjSenxXLWc+/YzWPAcAc7DKPDdTOKbYdtSzyG82JDF68Ph0lGu9NLYyYz6iKtaO9ngJxIUBKEvIugIQ+K1Yis8/B/eOZjfvYXS+phj//1zMmz+gx+H9t868X1+D0G1/8Ov/9E9xbr15t/5xWcQ/uthDv4XZnMVXxbYDS0oWIS9zps2kfy//zlPt3U9K0/z3z/PwOb/fY/g4TTGBGE6GO/F34TJqkIR91MbBdgoQn6/V3Elq1hRXFysyLqyV/H//A0UaAUp/pTeZfnLnE8Uy+hpkdAWRfbnoQoDDBT+/095rizFlb1vKjx7W2RzkHI+WaaAIMXnef0dGaf4KShY9omi6xKjFXFvKhy1tBSOO/6kiLqRpyguzlPciPqT4hkbFFpBnyiyu65WKghCN6KlIwyRCUHv3yU38vvonfg5a1ytsLKyYtHG35C6+K9cK4hm98KBVvulOL9yipxrf2VxqvJci9j4m3SWf5bGjfd7WGRzSDywtx/6q02C3uFW1nG+2/QlL/jNwcpqDit27qX1+2e5F/0qzqJnTRD6JVEoFIrxLoQgCIIwPYiWjiAIgjBmRNARBEEQxowIOoIgCMKYEUFHEARBGDMi6AiCIAhjRgQdQRAEYcyIoCMIgiCMGRF0BEEQhDEjgo4gCIIwZkTQEQRBEMaMCDqCIAjCmBFBRxAEQRgzIugIgiAIY0YEHUEQBGHMiKAjCIIgjBkRdARBEIQxI4KOIAiCMGZE0BEEQRDGjAg6giAIwpgRQUcQBEEYMyLoCIIgCGNGBB1BEARhzIigIwiCIIwZEXQEQRCEMSOCjiAIgjBm/j8c7c+JONnrmwAAAABJRU5ErkJggg==
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As shown in the figure, triangle ABC congruent triangle DEF, then the length of EC is ()
Choices:
A:1cm
B:2cm
C:3cm
D:4cm
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C
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{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Length', 'subject': 'Plane Geometry'}
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multi-choice
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39
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
| null |
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Length', 'subject': 'Plane Geometry'}
|
multi-choice
|
40
|
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
|
As shown in the figure, in triangle ABC, angle C = 90.0, AC = BC, AD bisects angle CAB and it intersects BC at D, DE perpendicular AB at E, if AB = 6.0, then the perimeter of triangle DBE is ()
Choices:
A:6cm
B:7cm
C:8cm
D:9cm
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Length', 'subject': 'Plane Geometry'}
|
multi-choice
|
41
|
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
|
As shown in the figure, AC = BC, AD bisects angle CAB, if AB = 6.0, then the perimeter of triangle DBE is ()
Choices:
A:6cm
B:7cm
C:8cm
D:9cm
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Length', 'subject': 'Plane Geometry'}
|
multi-choice
|
42
|
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
|
As shown in the figure, if AB = 6.0, then the perimeter of triangle DBE is ()
Choices:
A:6cm
B:7cm
C:8cm
D:9cm
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Length', 'subject': 'Plane Geometry'}
|
multi-choice
|
43
|
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As shown in the figure, AC = BC, AD bisects angle CAB, then the perimeter of triangle DBE is ()
Choices:
A:6cm
B:7cm
C:8cm
D:9cm
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A
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{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Length', 'subject': 'Plane Geometry'}
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multi-choice
|
44
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| null |
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Length', 'subject': 'Plane Geometry'}
|
multi-choice
|
45
|
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
|
As shown in the figure, in triangle ABC, AB = AC, angle A = 36.0, the perpendicular bisector of AB intersects AC at D, and intersects AB at E, then the degree of angle BDC is ()
Choices:
A:72°
B:36°
C:60°
D:82°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
46
|
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
|
As shown in the figure, AB = AC, angle A = 36.0, the perpendicular bisector of AB intersects AC at D, then the degree of angle BDC is ()
Choices:
A:72°
B:36°
C:60°
D:82°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
47
|
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
|
As shown in the figure, angle A = 36.0, then the degree of angle BDC is ()
Choices:
A:72°
B:36°
C:60°
D:82°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
48
|
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As shown in the figure, AB = AC, the perpendicular bisector of AB intersects AC at D, then the degree of angle BDC is ()
Choices:
A:72°
B:36°
C:60°
D:82°
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A
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{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
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multi-choice
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49
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
| null |
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
50
|
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
|
As shown in the figure, angle C = 36.0, rotate triangle ABC anticlockwise around point A by 60.0 to get triangle AED, AD and BC intersect at point F, then the degree of angle AFC is ()
Choices:
A:84°
B:80°
C:60°
D:90°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
51
|
iVBORw0KGgoAAAANSUhEUgAAAFsAAABsCAAAAAAgIpFQAAAGZElEQVR4nO1aX2hbVRj/ojJTfVg6hWXaubs5ISNz3oHDDNmWbjJThDYFYemLTUHWbIJNQbEDIX0Q6xia7kHTPaV7Snyw6UCWDMaysmGFCjdtYSmKpHOFFClN9tKkpeXzIffmnnvvOffe3KYPwn5P93zn3F++8/053znnxoawY3hu56ifce84d85mG8yl601sIq65V1Fwr0rNZnIL7lXEzW/XpLatefG99dmxywpBE+1dnDmlFDTTly1tO8ddWdox7n0nvq4A/DC/E9zP/7jvJZvtyNuyhBZMm/0A0Da33Zikx/d65yoK2yan2+RfVyvwAw+sWKb6ef2Rzj3jBYA3/7JAnTkyUX9+gTZgaypigRYAlgfL735Ub1H1Li7bAbbuvNUo9Vh7V/yPgD73zOkWgPmHPY0xL5ycnQ5c77fLEop/Ny/PIU40GCaVIdc0YoUryiIatxsAINwQM6ZdI4iIUfI1xvp9+OOGmIsBXwEREXmBkDJyvu2fTAOWHmvvSnMAAJMcT8rpigRH+SK9R4u8J1QSH31psoPFHc96zTHXfFiDwCu6mOuglx81Y47M8d15j9S4PqDspGsTimHFO03vI1D3Ya3FVczovXcZ7LFLVQOl6z4U1SbzBnRrg2vgki7zwsnZ6QDRriaDygF6dSdYTbI7q1e6ozEHKRnzO01xO54CAMSuLgIAwMY5m81m+4kcoPBhDTd71Sx0J8WDiIg47ak1n1xYwyf3WD6sIeVXS/RrsefDYQAAWDndAm3t8uyVPmSpbVDnh6fuAwDcO7UxXJepfVhDbtGvkdFtUp9ggS8hrp8FuC0KyDwkEYppRCxflsUHLtIH8OgYTor7MYoPAQBgORPUyKj1koT/1njw7nnoqjEMlrWGBgCAsV67Vki3CbFSVfi5TnG7HnMl6MOV9UYCgzvvkp8FgM41VKylGsRCFCGDu8ARjWgY2T6sQVFvJJjZa4YXMkwf1qCqN/r2VuiNRbdPm4ck/CmalHWWUsijbxzVY1bXGwkmbJI7+Xj2g1G9ETf66XIjvStD/DTqFyF1vaHOnYBdHJ7mRhARMc/T30dEjEQM9FOBKyAiFv0+KSfEVZcCat4gGth7tL03LdUSdhFKep2MHvE31s8qTzhcAQVPuERoUeILdPWoeYNI2OTJ+6sTxEbRlRviVe6TipAKaR+DWrbJyonWg8R0dvl2C6o8lIqQCqwAlG2C125v9kvrPxb9e36hKOLNamWMvEGUbbJ+ljB31JWi0dSKkArhqCG3EK7fqgiecImxQmhrOStvEGV73z0Pr764BADli33RqEMuagr4HeMqyXiAUm9EiNwbDzyQbDsMAL9NVjOLzOGx6wuKdvXGAGOk7Es3AEgXTfkIx0cvxOnzFDwKG7CzFVk5L4RfPhSjZ7LitMTOGzY3YqQ35PTHS5Qe8tzBzhtd7ghiKugMJDRhUCROQvRoMsONWEkEnEH1+/L+QidvENnrIPcYAMAeSOTP3Gy9dJ/skk9C2u0lLU40IAOgFPM6w4LcloqQXt7o6U3CEcoKB/oODkuhLZ2Ekn523ujpnQioJYWIyzVSIGbFrDcSWNzUo2t+iONrYR9I0H5+O9yIKISc3ngJS3xBP2+scCNiNujwJ6Y8xodyFjejgIlIBRxHX09Z5VZuCLWofPKKEbWpGKRhcM+K4Rhr3NXud6ImhjHmU3LoTLbkSRkaBHW+N+h8iMgbRp9l7qynYIraAnfCVzJHjczzpXOZvoP8bjZlsELVwYwTO/3Sp+9pwix1gzFY7jgzIreSlSZyL3YPBOXW0qTBcCY3t6gR5fqiPrm19c2+FovcWmQG4zzR/PW40QuG9xB1jP+cchDNpZX3tgzeMK33lak0SQ3JTw31Nmnvas/uuKI758aJg6APc3qXu7uGFIKlRAf8bfSWKe7Fjq9Ul1/7N7ZCX16cpw+vg7UYEHdbAp83uYKYXE/2LktPk1ezDjOz08A4BsfuZE2vIA1yD1ZT1pg1vtw4Z7PZ9s+DdNtb7T4Qs0qt5t6V7lzFL9pAvH0sd/SGLVNrbPLoUCvUj14LPTH2/Zcx1PFdOC//5+D3vtR2qNXxvdkvHQXTvoS3ZCmsWfFdLK/dqkWc/c9baYuxJ0HFPXO6Rczu144ltscMKptsXp5D/H7bH7hFKLndAOLFbjPQxP9xaPD/+U/OM24j/AeoaAlgvvebywAAAABJRU5ErkJggg==
|
As shown in the figure, angle C = 36.0, rotate triangle ABC anticlockwise around point A by 60.0 to get triangle AED, then the degree of angle AFC is ()
Choices:
A:84°
B:80°
C:60°
D:90°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
52
|
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
|
As shown in the figure, angle C = 36.0, angle BAE = 60.0, then the degree of angle AFC is ()
Choices:
A:84°
B:80°
C:60°
D:90°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
53
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
|
As shown in the figure, then the degree of angle AFC is ()
Choices:
A:84°
B:80°
C:60°
D:90°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
54
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
| null |
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
55
|
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
|
As shown in the figure, the straight line AB parallel CD, Rttriangle DEF is placed as shown, angle EDF = 90.0, if angle 1 + angle F = 70.0, then the degree of angle 2 is ()
Choices:
A:20°
B:25°
C:30°
D:40°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
56
|
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
|
As shown in the figure, the straight line AB parallel CD, if angle 1 + angle F = 70.0, then the degree of angle 2 is ()
Choices:
A:20°
B:25°
C:30°
D:40°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
57
|
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
|
As shown in the figure, if angle 1 + angle F = 70.0, then the degree of angle 2 is ()
Choices:
A:20°
B:25°
C:30°
D:40°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
58
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As shown in the figure, the straight line AB parallel CD, then the degree of angle 2 is ()
Choices:
A:20°
B:25°
C:30°
D:40°
|
A
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{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
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59
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
| null |
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
60
|
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
|
As shown in the figure, AB parallel EF, angle BAC = 50.0, then angle ACD = ()
Choices:
A:120°
B:130°
C:140°
D:150°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
61
|
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
|
As shown in the figure, AB parallel EF, then angle ACD = ()
Choices:
A:120°
B:130°
C:140°
D:150°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
62
|
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
|
As shown in the figure, then angle ACD = ()
Choices:
A:120°
B:130°
C:140°
D:150°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
63
|
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
|
As shown in the figure, AB parallel EF, then angle ACD = ()
Choices:
A:120°
B:130°
C:140°
D:150°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
64
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| null |
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
65
|
iVBORw0KGgoAAAANSUhEUgAAAKEAAACvCAAAAACwMOEaAAAFS0lEQVR4nO2c23bjMAhF6az5b5b+fB6cxLoAOlzcyYPOQ9s0DtpBQsLI9k+jL9ef/w2w1SHM6xDmdQjzOoR5HcK8vp/wb9YAX7+eS0CyPmSi9mx6lCRkovakA6mgl4noWcTvj5RDmFcNIXOJGVFJwkbERPxkqGR92J51IBH9nLPRtA5hXocwr+8nzOU2wkxYPnuF50Nzmq7EjBGOqT9T45vqjV5FGSDkCYCJGvGANB+SkZdQaPvKG+bsoQzSR8hSqy+2NcERj3bLQyi3yN1wFD+SZMRnG6AxXt5vxNnsEZ6xNcC7/SbPj/K/cYGEjJy5K+8nk1yMUOcbmm6yt3JuRAiZrRHYhr9lkowbAUJfaUZBjLtxT2g6cI5THSSMuCU0AT0gUcQdoQ0oTHXGgNVGqa0NIfurgwZHCNEm3CwHWuCWIpqE+/VKeb8S0SKMLqhWTPgRDcKtKfUbWF/MjagTOqcZB4YPUSXcA1oNmdHiQzR6ee/BQKBDdgdphNmiZV20KISAic13sDvTgaj2cvoMyDDgsi0TAn2MzOYl/SwSFhWmTQ64DaWXARdC0g5z9LNEiLUONGJEC97Psg+rqkIVdgRC5Muh06XuKtiJog8Ly3+xvLrXSoi50CH1vAWzIvkQcSHs5mxRJFZpdzVpIEJ2FkIsBpwnqBkbJdc5bOqtjdeyHa5ILwsF4V3VQ3kP6eaZMJAXfq5o8abVWEsBHwZCMxPQoVj2j6q6cfjYFQvi/AxN2n4fBr9EePn7zb3Rh+qHazOzC99XtGx8+1T9EFHblbrvw5Z/7aHHNWU/xuRi/7aZ67Bf8mEi2B+ocNaruMIpNZCaLyPR8ss+DCD6CPOn+v4u8PqwoJxTVoMVpGbz7Ni18yI6c2xr/wx3sCvlrjgL4G7lQyq37EL0ECpTzWvBe4UpQOlDzPuwW5Gvq1r2lP3yt72AyBEp8gCfU4bWrp1AM3q6aGkWHZHTh4IlMadBfDn0s9XvyV7Wky6bckVS/ei53ka84MfeIVMpB0TTTMqHyMZaRzmOV+6PYT0lgQkFE/DO34tydCVaKxlj2bUi+bYmXzHehTjYGOrD1Vhg73SZ1PnzWxc+Diec4ObuEDxM+1kpHCm53ecbbG8FJJQKcm6yXniyPRGCAZYG3K7GtzAf8vIyA/iyVhzLPVEG8EMHayUUupmnV0E+Px3RSqhULjqrMUBp4GGW3LNNrNBNRNGhsV7tLF1X3Yx3N9K7FhzOTh/6AHcDD7IlEfIyO99/woC5ru20Egqx8m4FBYToUGNiLyvrCmYzNqfoEgibMv1Bl7hcFoCG4QEjR4rkxJ3JsoE3SSIcnPi5t8Nq2k+Hx5wy28xONABDvnOcbIiEnRP5/VMLnusDeIOfNtADZR/2aWLTABNB66kgqmtK188CYDos4rWvd6mN3y/n28gqgta1dmo+vPt5BKyYj32Lu0D4QWs07igWrRbOSvtEeH/6Lv20/o2S+dhlRM++Gr9PaGtXC2+G+TMHQXcLaN8dZWuZOwVefNgXzarTFIqcRCxnUtNALs4DAmc5Q3VuLqQE78rRFbHWE37W4LuKX4sYuGMIuLM1XaLpTUUsbfdT8CLVRkap2tR+x6cIMdwXwJ5Uo4LHr8QHC3aHdXYwZj4P3gPu2T2u/TC685i5wTcH6LiPPthQks9/p3+g8pWcTguelmAfnp7uQ0+cQOO/ZDnyP7UDSskYOAZU6MknNmRxVlny9Jim/KdEqed9iTNkde3rPJEsr0OY1yHM6xDmdQjzOoR5HcK8DmFehzCvQ5jXIczrEOZ1CPM6hHkdwry+n/AfKOGNwCr09lIAAAAASUVORK5CYII=
|
As shown in the figure, triangle ABC is the inscribed triangle of circle O, angle OAB = 35.0, then the degree of angle ACB is ()
Choices:
A:35°
B:55°
C:60°
D:70°
|
B
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
66
|
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
|
As shown in the figure, triangle ABC is the inscribed triangle of circle O, angle OAB = 35.0, then the degree of angle ACB is ()
Choices:
A:35°
B:55°
C:60°
D:70°
|
B
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
67
|
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
|
As shown in the figure, angle OAB = 35.0, then the degree of angle ACB is ()
Choices:
A:35°
B:55°
C:60°
D:70°
|
B
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
68
|
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As shown in the figure, triangle ABC is the inscribed triangle of circle O, then the degree of angle ACB is ()
Choices:
A:35°
B:55°
C:60°
D:70°
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B
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{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
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multi-choice
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69
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
| null |
B
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
70
|
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
|
As shown in the figure, the straight line a and the straight line b are intercepted by the straight line c, b perpendicular c, the foot of perpendicular is the point A, angle 1 = 70.0. If the line b is parallel to the line a, the line b can be rotated () clockwise around the point A
Choices:
A:70°
B:50°
C:30°
D:20°
|
D
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
71
|
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
|
As shown in the figure, angle 1 = 70.0. If the line b is parallel to the line a, the line b can be rotated () clockwise around the point A
Choices:
A:70°
B:50°
C:30°
D:20°
|
D
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
72
|
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
|
As shown in the figure, angle 1 = 70.0. The line b can be rotated () clockwise around the point A
Choices:
A:70°
B:50°
C:30°
D:20°
|
D
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
73
|
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As shown in the figure, If the line b is parallel to the line a, the line b can be rotated () clockwise around the point A
Choices:
A:70°
B:50°
C:30°
D:20°
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D
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{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
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multi-choice
|
74
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
| null |
D
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
75
|
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
|
As shown in the figure, in circle O, chord AC parallel radius OB, angle BOC = 50.0, then the degree of angle OAB is ()
Choices:
A:25°
B:50°
C:60°
D:30°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
76
|
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
|
As shown in the figure, chord AC parallel radius OB, angle BOC = 50.0, then the degree of angle OAB is ()
Choices:
A:25°
B:50°
C:60°
D:30°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
77
|
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
|
As shown in the figure, angle BOC = 50.0, then the degree of angle OAB is ()
Choices:
A:25°
B:50°
C:60°
D:30°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
78
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As shown in the figure, chord AC parallel radius OB, then the degree of angle OAB is ()
Choices:
A:25°
B:50°
C:60°
D:30°
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A
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{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
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multi-choice
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79
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
| null |
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
80
|
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
|
In parallelogram ABCD, the diagonal AC and BD intersect at point O, angle DAC = 42.0, angle CBD = 23.0, then angle COD is ().
Choices:
A:61°
B:63°
C:65°
D:67°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
81
|
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
|
In parallelogram ABCD, angle DAC = 42.0, angle CBD = 23.0, then angle COD is ().
Choices:
A:61°
B:63°
C:65°
D:67°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
82
|
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
|
In ABCD, angle DAC = 42.0, angle CBD = 23.0, then angle COD is ().
Choices:
A:61°
B:63°
C:65°
D:67°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
83
|
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In parallelogram ABCD, then angle COD is ().
Choices:
A:61°
B:63°
C:65°
D:67°
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C
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{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
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multi-choice
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84
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| null |
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
85
|
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
|
The positions of straight lines a, b, c, and d are shown in the figure. If angle 1 = 58.0, angle 2 = 58.0, angle 3 = 70.0, then angle 4 is equal to ()
Choices:
A:58°
B:70°
C:110°
D:116°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
86
|
iVBORw0KGgoAAAANSUhEUgAAAKcAAACbCAAAAAAixdTmAAALx0lEQVR4nMVcbWwUxxl+xrfBSDU1qCa44hIn4MhYJqojQ6AiqZEwwiTgXGRHmAqUqDixaZK2iukHUqrwI1FJGymtVBeTgEKUCGx8JkZxxfGVQgNqkrqxU0FCZcBGdlVo3MrOWaqx9+7tj937sG92dz724iciu+d9351n32femdnZ2WWELGLw3oXX83w5U466q8AV3hN53B+aOjyZpwXh9Hr180+DBk9gkLFXXQ4/nnMkUg0AIJHgu0KH56kHowPXAQBRztFB9hL9bY0lOxMIvjs0eE796FTePfsBAJvDmYd/3FEOLAGEKrI3SBmRZyhu7d2cO5p5tJFosqRX/fTToRHPa0vIVjNclZ9x9HQVsPvb5clwqJcDQK9+XmdTy8cBoKOOe3zX36uT+7r1U0P3yRIEoxSn+M3cTNlpgKGjGUfVTz8dzIdK3nKiG6QdMHco606pbfgJvq7j/mQ6AA2eLLm99ZcQN0/+uF2/Viah1R9ZCK/P58az+uKwT20ndHgmGXQ9xj8c+MHbPuS5Dd08IvafxcMF/EPXqq4F9M6egq7uDF0P82mCLb3vTPLHbLbzFtq2OB1hDa2pfc1SNHUnNhJ0kB1A7K5PglqnT0EznrbsvIslIPDk27Of7zbat8BZ1YY34z4R1eU58mHI4QgDsLQ04lPDpMvTMdstpGWSHnR5HucP6RII9Q350ydp5vvYohuLXA125+7xZSylGc+u1e400XQw5kvfqckz/ISHQdHyiF4JNvR095Qd6Dz0vk4JCeiMk8lbdiDUO+xHHmmMk4l5yw4Eth/wo35q6S4gO3Cj0o/RnVYepcnufLlFpX5UUD2eKdldtG3cr1NG4vwauo8v7F8sUPdiS88XqRdiQyeex1cGmUCvGNh+QKMQGzo8j9YCIiP1p9+JaZRiQYPn+KlaMcO7fcgkDZ7HV4jeVDS+oV6KDQ2e4ToAGGR9npabP7+hXowFdZ7jJ2oBnLpXwDSwXX+4LDvBF0/svLuGiCguNGc8dJcpW84MSMczmd5WIy/Wdy/+TpdsOZje4inrHo2ExI1Zk0oTmh4DFZ4EAKdKioatk4mcovrSoEJBmFrGuu4cB9R4MgBo23ptZR8AQlzAJbBjv8Lt3OCcdnrLfvKoWK+jeYMUWdhLNFnymadxnGgoqJBJNR1EzXuJ4urPZU4uK8KGfesvw7uDJ2JAsPy4fBmFdUD/BktA+askIqK614iIWisHAHSIOHRXS5fR3EHUstbaV+QZzRskIjKLz4h6mMGr0/8Q59ulofkotWCvZajIM1xhbQ+VC7u8/IvkrjdFIiKKAHubsZeIlHluec3amvedFnUZKtTpkxgB2CNbw2O/blpg7U3OEXZqX14GRsKzOGmkSKyRzkT/ggX2M3VxmljxKUDKM+BKKmx7WcEpVpSeSavDQk6Jqix9H0cMuF3Qt0QhLq+M/yq5f7l6UOquXmm8dKJ4qYp8Tx5K3Sft2yE3+aBUP8N1SrUsuDq5PONy+05JZ4WKNpF31duIh0iVXecmypuBZ2RcVeJ5onipgheADf1XAIDhxRKTJs9zFr84wlAoLuw+J++CnQd/A4BeuHjobtyxScpVXj0z/5K8k4WbhRMUnwhtihJRS7Z1jwTL5J0sLHq4C4eLF3XlAY89K+cqH5SnXpL3SSDyUFnVX63dAXuEIQZ5nlPz1WS3epai1Aqc38sIL6/7ycVqsjMQgJ2fIHEHUCzlLh0XHdmtTLJR0yvhJ81TI9uJiKiujYioBUCvjJsczzhRd5mURwbOPKTkJlc/mU4jb2HdzSt2hZNyk82jWHdI0mMmGvZbHOVGMrLjz7NN/VB9AEwMIDZSOjRX3lc2nm31UL51YAAxFKzrVHEWrchWM20W9CqlQTrOrFFwEo6nFcNz+eUqwZiGdbeuyDtJ6U5o2ypfRAYaFB7QyeVRrPB0uXwZMzFS+k+J22kLcnn0p/nlsgVwULDuiLSPBE8C2uulC+Bhp/zjDwmeDLHu5FJPrTUKlaOXZV2kdL+QuwIAID5J5ICGfbIejIAYAQGRgp+b+5oCKQ5G7h/MlfPIARAwYIjQjHX6Uj0J+FZle+qHEIR1p5TseiAGsJ0J4UXrT4KnaZqImQSYZtz+mdoAMGMmOp4wTRMwTZhmDKap9lSdAQqZlOBpwECAMZiGEQdMw2Cx5AaAaRgwj9YZBovBgGkYZBqGTs7LZlJSdxYD5YBgmiACELDewQoQYGllXMytsH8bUJtISYLQ0DmuxjNAiDOAGQYvpwhAhz+NPAAwfLOq3dssDTlAzJKWmTkAIwKIIQ5isDew72mP1yV/+8BU8slsDgAyDQABMACBmGkyGHEzFkBiYxICMfNDrLJ+m2n/qWPNaJ8kz4BhJCmDGYYBwPq/vTEYmGEcq7N/G4aR/KcBuU4+Na6LOU9EEwNwV9sadVIcjC3rl3gHNZFHMdOl4jEAF+EvTeRXtUlYJ3gGDI+eSfe+PRNNByWMhftN/3muGesTNxbl6bvsAJ5tFR+HiN4fvUCvE4PyFAMXY8XX54naisbzWC3sFt8/5G86LBxQQZ49t7+rzocLAtD0pvCFC/Jsr/XtDTIbDMCD/+sRNRfhSUCH98JuBbAfHkgU4GkqVD96Ng9p9ZFOGCseEOyTxHRvrzPg37uYKeQ/elj0YwNCs2VF51L7EcknqK74qELQUCiePbcfSu4PHqOBN171K7SrJj62w+VhKMQzPdv79uOeFn/eJiMCnreHy54nFAl6cUJ2e7VGZK28wg4YLeS8O8+BSDz7Rm3ZE53mtWpnY2FYSudvahNLUIFrebFh+hKu2/JL5Zzx0QNCZiLxbKufXn9+eVQlfg5YRR+LmAnw7Btdiz6k1Nm3UniU4wJKnFHsxlOAZ2cocGv97sTreHTyqzqclFnawQez/6G+e0zE3rtqFJ8m+jJUYedlCwAEoxo1ciYaWgWMvHl+WmASEf2kIiq6HlISH7k/2bUKddPdqpDHQgEAeP3+Tb4OklNYNdc1k6xC3XhaY6mwPa301m0fXiPi4mmRGQevmF+an1heeqnwSz9knq4nxYmiBa59UpxIoP3sCCVMyup/pxe36bBHvgzIq3uXa2EZTJWyPnjne1l3cvcLlTXw7rAU+sQ1k66vJSJjj/sl//vqxz2p7vf7pf5+x2b4eKMBAP99ejHn6B4AxOhENTzaeQI+Lw1Q8seOUj++35KGYMGHAICKHqfLZ2DX72B3jnvpniZ7NjA0/wIR0VcFY44mkyXPUPNRj/hcHvZjCOeMYFvoIoB5te84ju4+qGzFEuYRz5ee8jV8HEQKzhFR7zJHg+bPiGp6PXiWvW/vZKfLjBPRucJdUaLVFxxMJh8hGljr0X5eu5H4nl92ukwGoPLK6H2tIzuc+qQPvoep6tc92s+XtyWuOqu4sC134yKnPqkGC6Me46X4A+/5T8rG9PcUo+HG3zrTIA+eV/Mm3A5rYdeMdYDOmeTdv7eFJJ+Si8Bqfk5WlEz/c/n8iw4ODPDoj8KCLzrLY+pExql3tLreHrtIk0XZfxbNeI826jrj4BbPrMgOAnBqZV5G/5NX6zoOd7mG8vf0A8dHDYCM9/8uOfdJrvk+MM/Pu8qZ4Lw/vfocx86Gi+6dG3z6Bu4MATl7Fppc1ji48Dzi37qAdDDOnoX68yPOXo6NwY3l/8pKPJ1Bzy1pdjqWGc/E8D1cnZeFGXk3JB5/8JDJ01aDHanP1iiJDwLK5v/ZKTKO9fPGPzZkiZADGIDGPzhFxpFnuPprrp0AsPWsUyY58sxStrtjzjantQNO+T5cPDIL8cSVzf38A07xPLYxD8jGIzhnEIBlhWf4B7k8yf4kMn2tCc+A1KKRmQFy0H2WZAduB7/gfgjRQffOR2aHJnIdMsmBZ0fWRvIeoEb+I3k+z+GeGnDNsw62bNFZ3ls/fJ6dG+1HRF9nHtl4vpVXKJ9n2Mr2WUHowi1O0dx8v1U0S9kOAPhpwc8z/8iNZ2T9LNIEd6opM57EgPHZ40kMa1/JXCPnx/fn/cb4N1jGY4D/Aw3WYI7CCkpdAAAAAElFTkSuQmCC
|
If angle 1 = 58.0, angle 2 = 58.0, angle 3 = 70.0, then angle 4 is equal to ()
Choices:
A:58°
B:70°
C:110°
D:116°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
87
|
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
|
If angle 1 = 58.0, angle 2 = 58.0, angle 3 = 70.0, then angle 4 is equal to ()
Choices:
A:58°
B:70°
C:110°
D:116°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
88
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
|
then angle 4 is equal to ()
Choices:
A:58°
B:70°
C:110°
D:116°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
89
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
| null |
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
90
|
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
|
As shown in the figure, a parallel b, angle 1 = 158.0, angle 2 = 42.0, angle 4 = 50.0. Then angle 3 = ()
Choices:
A:50°
B:60°
C:70°
D:80°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
91
|
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
|
As shown in the figure, a parallel b, angle 1 = 158.0, angle 2 = 42.0, angle 4 = 50.0. Then angle 3 = ()
Choices:
A:50°
B:60°
C:70°
D:80°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
92
|
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
|
As shown in the figure, angle 1 = 158.0, angle 2 = 42.0, angle 4 = 50.0. Then angle 3 = ()
Choices:
A:50°
B:60°
C:70°
D:80°
|
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
93
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As shown in the figure, a parallel b, Then angle 3 = ()
Choices:
A:50°
B:60°
C:70°
D:80°
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C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
94
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
| null |
C
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
95
|
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
|
As shown in the figure, AB is the diameter of circle O, C and D are two points on circle O. Connect AC, BC, CD, and OD respectively. If angle DOB = 140.0, then angle ACD = ()
Choices:
A:20°
B:30°
C:40°
D:.70°A70°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
96
|
iVBORw0KGgoAAAANSUhEUgAAAFYAAABNCAAAAAAZLMxzAAAHlUlEQVR4nLWYe1xT5xnHHy7CQGc3nVWxc67aVgvbbKdIp6sdE/lMCai1RFR0WK0iYtQ2itX6cYpXTOtq6dp+QNopyq1YgYjOC2pVRLSi0FLuBQIhSCJyC0hyfvsjt5PknBPIZ3v+4Xnf57zf8ztPXt7L4wKQc5Z/cHJpRCxflIFz9n54JX4K54s6i93uowFQrv3fYrsnpQrGXZ1LbFn1HwTjTmKzRw7/f2Dnq/VEpOzli7swLo4heu31tmdciKi/6+dB3m5E1B3uvX3kRY/F3s5iUS7vuhTQq13mSUS1F7zHXn715fmjPSmpYdK0l3lHOcA+yGl2mRgyxOdnFuX17Tl6xZgto4TVCE2wgkVhn9dwBdr++cL2W0ITzJ3/hefPjlj9N+6QZ61r9YLZkaLBq1XGvFvGp+WbyGH3+1anL95Zy/cE3wTbtW7OEV/uUKOkcpx0qsei7zP93sodlNr6dbFNfEJOLi5IlTAApNlQxUi5v5YTWzl3Hx+0KTq0URmgAoDH4mYgccG9gWIrQjgfBYDT4kNoFD00NOSbAHwVXDgw7KezSnigqk0SFfR/LjK1pdkA6kU3B4K98is+alZEBoC4veYOtbgFQF2o/RS2w1aJHnBDW2I3twGQfcDqy5MAQM3Cnxxh68KKuakZ4kwAuLXSqve9PAD4NkrvABt9mROqkAQpAOB+mPU/sypAAwCfRAtjZXvBZSeC/gEAqJ1QbhP5bA0AIDRLCFscxQVVS8MNM45ZetQuuFAOABpxCz+WCc7noGYuzTCG1yfaRytf6wCA8xv5sZkcKWiVSFRG93QYx0vxr5UAAKnVLGNj22Y02w06Jz5lcvPFj7mwT8VpAPDQSi4buzPOdkiTcQIAwOO3HnFRgQdzmgFgK1suC8uIFDYDzvxlj9nvWJLHTQUObwCAh5u5sfIj1k8/ig0pNTeerEznowIhuQCw/pqlh7WMZwVYLcRfb3w218/c2jM2nH+HSUh4RET+BVzLuEKsYwlQS60W8pR3evjFAh9KACjFXEn4kr1054tPsocVL+M7Ghot+AaAtQUc2LX/tkiNCbKaak2LKoSpqFihBdIsp0hzbp9o5pvc/AXPnRvLytOj2JgX+RNLREQvTvucaDwruSa1yjeNqW2VBv5oLSVmDxxa74oS9G9rt1N7L9CNiIgyIj0uv2SlROa1w4FWIvLcKnvqXlxuahpONTp3KugnIurf0LrrT9YDrlV84ZhK5OufuPltL6sk5Ab0IVkOMHmBdjt5+YI6xykAgCfTlWfjARSK44+dcCeiuipN58gGESUXzdoXYCMiJ102YSBiiYZ/tmt0ExEpLhwd7ksMmIM1v07BzPuS1Uo7CTURVWa/xS5qY0VDNgGIeRUlfu5EV7TKxh7qnTf7vboK67ufq37jGrXC+CNkJe+w/RQbc52lJaI7z32a9qU76S6VFP7WjXqfxw6bC6Wrm/z1K3KDP1RzjY5OHdIvdOd06fAkKqv4amxxPDFn0oDdUxGgtv+qfTKze2/j4S0daBPOwvEo4CN/4Mgv3S9K5EQ1pd2jOkfYvj2r/bDR0yVUvetLyS9c7972CwG5fUR05g3SnIxyHbPHg5jw1N6l/bYP3UqLM3qFUd5Jvl1BrdN3ds0ToBL0JGfaPzm4Smb+593/oc0X3QyuNzh9e//+A4Cl4QD2DRNKQuZZ9AE9OtbdQa23fjOzKn68QWqifwoRlZ26S0SeQmKpbxJ5EHkRWZaaPOszgPad4wCAngNR3wEA1o9uBfDGIiG1geajrnmpmX5Dx35xgl8UEdH1JTXHXyEioidjRhFpri4XEKvzn2JyzUkYMaltjOWJbxQfEBHtvikJMfZ46Yhoi3ihALa47RmTa1brrrxoeeD86f1EVBTWlmuiUrTnubuy8SkCVGoItPhce1nHtB8BxM3NZieu/lRmKQRt7VWzy955+42eekkOUB64TWU7TtjYO6/lcjpuaNFMg3ckRNT3cc7uvwp9MIddnGLxWcePN68b/iZpl323sDZ/sFRdSjCrxTqDxTYAwInVTOprFwb3/QBQEsNqsNS6TD5GRM2pG6Qll+YOUioRpUayWwwAPC2vx11Fh38TWpdvXZvNo0fQvuc43/bOPoCkCbfPx2PmqI8cbi5c1rfitj222ycP+GKobvnKaQXOQIG0CKumAZvl0wN8S60/PN/gHFW1xHpzMfxkhSO8iIi6pqxLHvxvRUT0fqT13uJKRMScW0VEp4YNI2l1ojNU2UTbXYMB0PlSDVBNCQDqQu8MPgV3NvTa9BAD4BDpOm4GGq4U1SH3B0utjtbZdhEDNIe8fiwp3aSy9hWeOzqf1YbesOsjBtADPaybewHf3Z/bKkUcVRWuWk2l6O7Aqcc33ebo5awsVQVz3//trWv/4mqufu7SZeMB7y0+A5hYLTEjec7UPMXADHG6baHE3lL/yFUo4FdLRKo49X4/7pDR5LnPvv0bnphA/bbgrHpeBC/0Px+7HZrMGxUsC189pps3Z6J9/9N7l8p+NyOIf6CjanNpTpOLd6jPOEu1ubVTI3+o91szQWjYAEruzV933pihbZ/5eyLKaZpYqQp3C+OrtJvtv8StBlSbuAKeAAAAAElFTkSuQmCC
|
As shown in the figure, If angle DOB = 140.0, then angle ACD = ()
Choices:
A:20°
B:30°
C:40°
D:.70°A70°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
97
|
iVBORw0KGgoAAAANSUhEUgAAAFYAAABNCAAAAAAZLMxzAAAHlUlEQVR4nLWYe1xT5xnHHy7CQGc3nVWxc67aVgvbbKdIp6sdE/lMCai1RFR0WK0iYtQ2itX6cYpXTOtq6dp+QNopyq1YgYjOC2pVRLSi0FLuBQIhSCJyC0hyfvsjt5PknBPIZ3v+4Xnf57zf8ztPXt7L4wKQc5Z/cHJpRCxflIFz9n54JX4K54s6i93uowFQrv3fYrsnpQrGXZ1LbFn1HwTjTmKzRw7/f2Dnq/VEpOzli7swLo4heu31tmdciKi/6+dB3m5E1B3uvX3kRY/F3s5iUS7vuhTQq13mSUS1F7zHXn715fmjPSmpYdK0l3lHOcA+yGl2mRgyxOdnFuX17Tl6xZgto4TVCE2wgkVhn9dwBdr++cL2W0ITzJ3/hefPjlj9N+6QZ61r9YLZkaLBq1XGvFvGp+WbyGH3+1anL95Zy/cE3wTbtW7OEV/uUKOkcpx0qsei7zP93sodlNr6dbFNfEJOLi5IlTAApNlQxUi5v5YTWzl3Hx+0KTq0URmgAoDH4mYgccG9gWIrQjgfBYDT4kNoFD00NOSbAHwVXDgw7KezSnigqk0SFfR/LjK1pdkA6kU3B4K98is+alZEBoC4veYOtbgFQF2o/RS2w1aJHnBDW2I3twGQfcDqy5MAQM3Cnxxh68KKuakZ4kwAuLXSqve9PAD4NkrvABt9mROqkAQpAOB+mPU/sypAAwCfRAtjZXvBZSeC/gEAqJ1QbhP5bA0AIDRLCFscxQVVS8MNM45ZetQuuFAOABpxCz+WCc7noGYuzTCG1yfaRytf6wCA8xv5sZkcKWiVSFRG93QYx0vxr5UAAKnVLGNj22Y02w06Jz5lcvPFj7mwT8VpAPDQSi4buzPOdkiTcQIAwOO3HnFRgQdzmgFgK1suC8uIFDYDzvxlj9nvWJLHTQUObwCAh5u5sfIj1k8/ig0pNTeerEznowIhuQCw/pqlh7WMZwVYLcRfb3w218/c2jM2nH+HSUh4RET+BVzLuEKsYwlQS60W8pR3evjFAh9KACjFXEn4kr1054tPsocVL+M7Ghot+AaAtQUc2LX/tkiNCbKaak2LKoSpqFihBdIsp0hzbp9o5pvc/AXPnRvLytOj2JgX+RNLREQvTvucaDwruSa1yjeNqW2VBv5oLSVmDxxa74oS9G9rt1N7L9CNiIgyIj0uv2SlROa1w4FWIvLcKnvqXlxuahpONTp3KugnIurf0LrrT9YDrlV84ZhK5OufuPltL6sk5Ab0IVkOMHmBdjt5+YI6xykAgCfTlWfjARSK44+dcCeiuipN58gGESUXzdoXYCMiJ102YSBiiYZ/tmt0ExEpLhwd7ksMmIM1v07BzPuS1Uo7CTURVWa/xS5qY0VDNgGIeRUlfu5EV7TKxh7qnTf7vboK67ufq37jGrXC+CNkJe+w/RQbc52lJaI7z32a9qU76S6VFP7WjXqfxw6bC6Wrm/z1K3KDP1RzjY5OHdIvdOd06fAkKqv4amxxPDFn0oDdUxGgtv+qfTKze2/j4S0daBPOwvEo4CN/4Mgv3S9K5EQ1pd2jOkfYvj2r/bDR0yVUvetLyS9c7972CwG5fUR05g3SnIxyHbPHg5jw1N6l/bYP3UqLM3qFUd5Jvl1BrdN3ds0ToBL0JGfaPzm4Smb+593/oc0X3QyuNzh9e//+A4Cl4QD2DRNKQuZZ9AE9OtbdQa23fjOzKn68QWqifwoRlZ26S0SeQmKpbxJ5EHkRWZaaPOszgPad4wCAngNR3wEA1o9uBfDGIiG1geajrnmpmX5Dx35xgl8UEdH1JTXHXyEioidjRhFpri4XEKvzn2JyzUkYMaltjOWJbxQfEBHtvikJMfZ46Yhoi3ihALa47RmTa1brrrxoeeD86f1EVBTWlmuiUrTnubuy8SkCVGoItPhce1nHtB8BxM3NZieu/lRmKQRt7VWzy955+42eekkOUB64TWU7TtjYO6/lcjpuaNFMg3ckRNT3cc7uvwp9MIddnGLxWcePN68b/iZpl323sDZ/sFRdSjCrxTqDxTYAwInVTOprFwb3/QBQEsNqsNS6TD5GRM2pG6Qll+YOUioRpUayWwwAPC2vx11Fh38TWpdvXZvNo0fQvuc43/bOPoCkCbfPx2PmqI8cbi5c1rfitj222ycP+GKobvnKaQXOQIG0CKumAZvl0wN8S60/PN/gHFW1xHpzMfxkhSO8iIi6pqxLHvxvRUT0fqT13uJKRMScW0VEp4YNI2l1ojNU2UTbXYMB0PlSDVBNCQDqQu8MPgV3NvTa9BAD4BDpOm4GGq4U1SH3B0utjtbZdhEDNIe8fiwp3aSy9hWeOzqf1YbesOsjBtADPaybewHf3Z/bKkUcVRWuWk2l6O7Aqcc33ebo5awsVQVz3//trWv/4mqufu7SZeMB7y0+A5hYLTEjec7UPMXADHG6baHE3lL/yFUo4FdLRKo49X4/7pDR5LnPvv0bnphA/bbgrHpeBC/0Px+7HZrMGxUsC189pps3Z6J9/9N7l8p+NyOIf6CjanNpTpOLd6jPOEu1ubVTI3+o91szQWjYAEruzV933pihbZ/5eyLKaZpYqQp3C+OrtJvtv8StBlSbuAKeAAAAAElFTkSuQmCC
|
As shown in the figure, If angle DOB = 140.0, then angle ACD = ()
Choices:
A:20°
B:30°
C:40°
D:.70°A70°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
98
|
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
|
As shown in the figure, then angle ACD = ()
Choices:
A:20°
B:30°
C:40°
D:.70°A70°
|
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
99
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
| null |
A
|
{'source': 'GeoQA', 'split': 'testmini', 'subfield': 'Angle', 'subject': 'Plane Geometry'}
|
multi-choice
|
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