index
int64 1
300
| image
stringlengths 3.25k
26.5k
| question
stringlengths 18
113
| A
stringlengths 1
60
| B
stringlengths 1
41
| answer
stringclasses 2
values |
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101 |
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
|
What is the woman more likely to do?
|
Bump
|
Set
|
A
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102 |
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
|
What is the woman more likely to do?
|
Bump
|
Set
|
B
|
103 |
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Is the needle pointing up or down?
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Up
|
Down
|
A
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104 |
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Is the needle pointing up or down?
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Up
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Down
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B
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105 |
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
|
Is the camera positioned at eye level or looking down from above?
|
Eye level
|
Above
|
A
|
106 |
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Is the camera positioned at eye level or looking down from above?
|
Eye level
|
Above
|
B
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107 |
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
|
Are the butterfly's feet visible?
|
Yes
|
No
|
A
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108 |
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
|
Are the butterfly's feet visible?
|
Yes
|
No
|
B
|
109 |
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VlNeyhflGEQj7xNcdFeyGK7mZgXcbEHuTyfwFaLa7NlO5VndpZSoGQ5yfwPFJNIIipHQD5ivQ1VZ1ZRtfbtHPvT1yOPMyrdc1DYXuKMY3Bso3ahi+PLdgagMrRt5ePlHIxSF2yNwwD6UXKRM23+JBU8b/JgY561Vcliq4BFWIyBhUGTSNollCHbnofUVNt8tMxnBIpYNy8Mgx1Jobkk4yCcUjW+ho6KpmLTHOEG36mt1KqadB5VmvGNxLVdC1EnqefU96TYuajJIORUhHFMIrMm1iRJM0/NV+RzT0fNArE2aTtQDRQNMiFTJUANTKatMCcGnbqhDUb60TCxKXppaoy/NITTuTYcWphakJphNJhYGNMCl3CjqTinVLBtUvM/3Y1JoSu7BY5zxffeXLDZRn/VDke9c2zeXAgLYdScg981avZGvtVaXlvmySfrVG+ILvxnmtZPU2UepEFXcWBGOnNNfarFNx2ioAV52kn2pUBkbG7pUDRMro5xzx60wzESbTmlJwMcZFJyze9BaHrIFIyatQghty9T+lUzlOCATVuHKYyevOKlmkS/9q+UR47damsYpLq/jiU/IRk47D1rObLuAoO5uBXV6LYtaQtLIP3sn6L6UXsE5WRqgBQABwBgU8YpmaUGsmc1h1MIp45pCM1IWEwCMVFypqXoaCAaAaEV+1SA1XPynipEbNBm1YZUinios0oaqC5NupN1R7qbuqrhcmzRmot9BeqQEhNJUe+gvTGPzReymGyEA5aQZP0702P55FX1NY+q3Up1J3H3Yxhc1dPTUqKuUI7YbZJSuBmsqWAuzue/aujtp4bi1OSA56iqd9EAmQPypyRtHaxyrI0bHA+lDIVG7vV9rZmO48VUukZIzgc1ImrDYyAuT1pUPmEnkVSt5i02GPHTFaCDB5HFDHHUkiTAy3PpUvAOc81HjJGDxW3oukG9mDyD90vJ96k0vZF7QdJ8wLeTr8o+4p7+9dGRTwoRQqgBQMAUmM1jJ3Zi3d3I2UGo+lWNmajdDmi5IwNT6jPFKGpNAOIpvQ04HNPKcUgImGRTPu1IeDSMuRTE0RE8VHu5px6VEaZiS7qTNRbsUu6mhkmaaWpu6mk1ogHbqN2ajzRmmMsxNgs3opNcxdXDmN3c5LNmty8kaGy8xD8xbFcxqcwZR5fB9K0WkTaAyK5ZHDA4FaQvEmjBJGa5uN3JOamSTsDU3KNh3jPcVm35/dkKm76GgFm57VZgsTeME2ByexFCBnMwp++IJw3pWjITCvPNdEvhx4jlLdR9BUFz4c1OZgI4l2nqSOlNxuJOyM7S4nvpAqL35r0SxtxaWqx4wapaJocWl265UeZj/ACa1wOaym+iC7YgGaeFpRTwKzEM2801hU22mEVIFR05ppTAqyy5qMjPFFwIVOOtP8wmkKU3pUgOIzTRxTgc0EVQiq1RNUxqFhVGFyJmxTQ5pzCojQBJvoLVHzRzVpgPBpwyTimKDST3AtITMxAI6VotWNFfUbtEHlE/d61yl4xlclG61NPfG8klfPXgVnlWDZzVSfQ3RJBHICdxp4cBzgUkTDnJrqNB0aM/6TOnJ6AjpSSuVexm6dYXV8wwhSP8AvEV11lYRWUYCct3arKRqgwihR6CnYp2sQ5XHqam8wkYNV84p6mk2JEy9KDTQ1KTxWcikxwpwNRbqXdWbAm3UECod1O35HFRcAIqMrmng0pFFwIiuKjZasEZFRsO1Ayv0pwOaGXFM6UthH//Z
|
Are the bird's wings flapping upward or downward?
|
Upward
|
Downward
|
A
|
110 |
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
|
Are the bird's wings flapping upward or downward?
|
Upward
|
Downward
|
B
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111 |
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
|
Is the end of the elephant's trunk pointing inward or outward?
|
Inward
|
Outward
|
A
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112 |
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
|
Is the end of the elephant's trunk pointing inward or outward?
|
Inward
|
Outward
|
B
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113 |
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Do you see any window in this image?
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Yes
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No
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A
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Do you see any window in this image?
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Yes
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No
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B
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115 |
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
|
Is the snail in the picture facing the camera or away from the camera?
|
Away from the camera
|
Facing the camera
|
A
|
116 |
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
|
Is the snail in the picture facing the camera or away from the camera?
|
Away from the camera
|
Facing the camera
|
B
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117 |
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
|
How many eyes of the cat can you see in the picture?
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1
|
2
|
A
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118 |
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
|
How many eyes of the cat can you see in the picture?
|
1
|
2
|
B
|
119 |
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
|
In this image, how many eyes can you see on the animal?
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1
|
2
|
A
|
120 |
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In this image, how many eyes can you see on the animal?
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1
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2
|
B
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
|
Does this corn have white kernels?
|
Yes
|
No
|
A
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122 |
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
|
Does this corn have white kernels?
|
Yes
|
No
|
B
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123 |
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
|
Is this duck facing left or right from the camera's perspective?
|
Left
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Right
|
A
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124 |
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Is this duck facing left or right from the camera's perspective?
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Left
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Right
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B
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125 |
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Can you see a door in this image?
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Yes
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No
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A
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126 |
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Can you see a door in this image?
|
Yes
|
No
|
B
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127 |
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
|
Is the flower's center protruding or indented?
|
Protruding
|
Indented
|
A
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128 |
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HO7HHJyen1+lOEytkP3HfjP+ArINxucryMckk9P8P/1VbibcAuSfXHc/h1/lWcqVkCkWrLUYbTVUU+U+fmKA9O2BVqfWpdS1B0jyIozmWQ9FHoPesu50qK+eGVmdWizsUNgEkg88dKsiMwyJFGqiIsMnHH1I9q9LAYyNCShfR7+vqc2Koe0XMtzSW5luSpjXA/gU9h6mpGuI7eJnkkCov33NRXmtaVo8JjEnn3GOUT19z2rjb691LXrjakTsgPyxRKSB/jX1cJJq6dzxZJrctap4snlukFn8kEbZAP8AGferur6xFqHg+8u5FwvkmMKf754qhbeCtauMMbTywe8rBf0610Nt8O0e1EWoXpeIsHaKJcLn6mtGm0Za3PEY7Se7fy7aCSZ/7saFj+lPn8F+IrhC0WiXrf8AbIj+dfSGn2Fjo9sttZwIqL/dHJ+uKkmuLjGY4QB/tcVnCjy63KbPlK70DWNNQm90u7gUdWeEgfn0rOJ4r66UT3CFZ0QqeqgZFeLfFnwbDpxTXNOgSKBzsuI0AAVj0YD3raxNjyotimhuaaTT4oXlbCiqtYdh6Mam3kjpVy20mRhkirg0hiOlZsDmaKK0dI0a/wBcvVtNOt3mlPXHRR6k9q1KItNv5NL1O3voURpIHDqrjIyPWvWLf47TQW0SSaQs8oUeY5k2gt3wMHipdD+CUZjWTWb12c8mKDgD8TXYwfCnwhDDsbTDI395nYn+dK4nY47/AIXzuwG0PHPOJ/8A61bVh8Y9HvsLLZX8Dn0j3j9K3V+HWkQtus7OOI44+QVE3hXULdv3JtlX1xik2xGnaeLNLu41ZZZACP44XX+YrQiv7e6XME6N7Z5rnh4d1jIBkj59DUv/AAi+r5B8+MfjUNvsBL4ksjd6bLIh8uZB1PRl7g1jaYiuHPnmQRoEGHOT/tEdifTmugi0rWIImVpoZoyMMkmcEVzX2C+0+aW3e3ZIt5lSRZNynOMr3PQfWvn82oSkudL1PVwNVL3GX3hyzfMT/snke3Wqk6bQVDHNXopC65ABx19qHhDE8c9K+bjLlep6UldaHNzSSxttBxk84H3quQvwBglewxx9PrVyexR3DAnGc7e1SxQBF27AMV0SqxcdDFXTGwb92ccHpg9eatmMyrg4Bx1zj/8AUKaI+c5PrUwyAcAE9cZrklLW6OhEenafp91fBbq2aVkAKjoD2Gc8muytohEgWKKKBB0WJQP1rjIpWjvY5GkAw45U4znrmuna9so1Ba5LfiBX1mSV+am4Pp+p4+Pp8s+ZdTTMiL1YZ9uT+ZqNp0J4XJ/2jmsC78TaXZozySxqq9Wd+BWDdfE7Qoh8l7G//XJGb+QxXu3R5x3Jdj1JA9hiommij5JBPvzXll/8XdOiU+RbXU79uiD8ySf0rj9T+K+v3eVs44LJOxC+Y/5nj9Kd0K57vf61a2Vs891cRwQKMl3YKK+eviF4zPibVTDZyyDTIeEU8CRu7Y/lXMajqmoapKZL+8nuX/6aOTj6DoKzwCTimUh0a73ArptJsAcEiszTLLMqswruNOtFUA4qHNNjsSW9miR5YDFSxWTTSbYo8j1pt5KI2C5wK6/w1DDJADxmuatWafLEuEU3qfPden/C3xfaaNN/Z1zBBCkrFmumPJ9BXmFX7Vf3ddc3ZXIPqqDxHo8ozHqNsQfSQVI/ibRoBmTUYAB/tivlsZXocfSmSklDkk/WsvaCsfWFnrNlqtv5lhcRzR9CytmpVZQcFz9BXzJ4V+IOp+EoHtrOG3kgd97B1+Yn613Vp8brdyDd6dKjesZBFaiPZlf5xtB/CnktjJIH1NeYWfxbstRmWCztL2WQ9VWMcfU5wK3E8TF4yXRhkd2BxRdIDrWeMdZAK57xHptnqNqXGoGzlQEiU8p9SuRnHWs863cXDBYIlXPG4jJP0rcsdER1WbUf3sjciNjwKxqwVSLi1cuEnGV0cXZatDO7LFcKzqF3oV2nceCTn1xn6VswTefyAMZ5B6+9W9e8KA2ofRLWC2nL5fyf3bSAnkFvTPWufd5dIVLC+uUF9nkLyW3EnP0/wr5LHZdKk7paHuYfExmvM2dmQeMH+fFRxur5A6jt3qNrpVA+XBJA5GD6U95FEyhQu7Pzcf4V5HK+p1WW4/O3r0/+vTTIowS6gAZOT2+lRTqZJUdHTg/MSR0x2/SqF5PN9nLoxWBAC+5N27Bxx7VcKfNYL2L6rZz3UbTspUth3POQK7mCz024t1CQ200eMZCqa4fwzpt/fXazXFtE1opIZS5AJPfb+PtXbro1vDg2yvAw7xt/Q19VlOHnSi3LqePjakZysjK1XwTpl6jNAHtZOxj5X8VP9K8Y8beAL7SC13FCDH3eH7j/AIfwn2r6Hi81F2zOH9G27T+NE0MU8bKyghhhgVDBh7ivb5Uzzmj46jgZzzUxthjpXvXiD4S6fqV0LjTWj0+RmzIqglD7hex+hxXNX/wd1WCMm11C0uX7RsGjLfQnIrFxncmx5G9sOeKjSACQcVuXVlJbTSQzRtHLGxR0YYKsOCDVEx7Xzip9o9guaNlEEA4roLSUoBWDbSAAA1pRTKBRE0uM1adhIG9DWjoPiL7GRub5e9YmoyiSM81hfa2jbaD0qKlJt3QlKzMarVtLs4NQIuTU6xGuydtmJysXQ6Yzmq1xOMYWonRl7moGzURgr3EncbWtoehzavccHy4EPzyf0HvVbTtMn1GULGNsY+9Iegr0PT7dLK1jtoFwijHuT6mtWU3Y0dOtLTSrYQWsSqO/csfUnvWxZQS3UyptLsTwgqvo2j3mqXSxW8ZY/wAch6LXp2k6BaaSFMYL3OOXJ6VFiNRuheH0s0FxdAGXsOy1veSpUkjBPQ+lMLsxSNBkZ5NTE5bFUUV22phR1rndV8L6Zrc/2+VGFxjy1dWI3bQdp/Ak/WujuxkpbIf3sx2/QdzSXCpDIsCcJGuKipCM1aWxcZOLujxe0/tHQmCa5Z3jO8o2S8sC2MY6gEc8Vbb+3E0xriDR5LoiRlPzkNng4Kjtg8H+terCKC4jaG5jWSIMGKsM/jVh40t750QBQ8asAPbIry5ZZTdRyezO1Y2SjY8ah1zf5Y1G0NjGUEiFwwBGevfO08fXrjFa+lXDazdSo9nPcWoIidlUMuPXg5U8g9OcHFelXWn2tzJFLNbpIRuI3LnqMMPxH8qzJ/DkVkftGibbS8TlFz+7k/2GH90/p1HSs/7KpxqKS2HLGuUbF7TtNtbKFTbZXjkq5IP51pBiByQ3v0NY1vff2jY/brJWjuEYpNbseVkX7yN7g9+/B702z1y1vCVSTy5VbY6kcBvQjtXsQioqyOCTbdzbEgPB4PvTHA64x9Kg84P8sg2t2/8ArVGbl4JAkiloz0fsPY1ZJOxbHDZ9jVaRkyDIhUjow7U9wrkMjlfpyKjMkicOm5fVaAPNPHvgrVtVuW1LTxbXQwSY44hHMfqej/oa8injeGV45UZHU7WVwQVPoR2r6j/dv80T7T7Vx/jTwXa+JIjOpS31NFwkwHyyj+6/+PUfSsalK+qJaPDIAWbjpV4nYtONjLYzSQ3EbRyxsVdGHINU7q5C5GayhKwkVb67CKeeT0FZkCGQknvSy7ppcmrMShBjvWspWQXK9pbbgCRWgLddvSo7U4QCroxisKk3cZmXEOAcCrXhrw9L4j16CwjJWMndK4/gQdTROo2mun+G10LXWJ4yUQTKFLE/MeegFbUpXEtzvZfAMckkcWlFY4Y1C7W6D8a6DSfAenWgD3cpuJB1HRRWjFdpFCFZhEg/hB5/GsfV/HGl6UhV7gSSDpFFyfx9K3bSWpVjroGstMt/Lt40jQenGTVlMufduTXgtl48vfEvj7S4Jm+z6ck+RCp+8QDgse9e8xTLsGDy38qE7jLaAKuB0pktzFaQtNKwAHQetZ97q8FopBYF/wC6OtU7G2udbnFxc5W2Q/KvrQwRqaXvmeXU7gY3DEa+goZC7FieScmrMqmNViU/IO1QyNtXA6mkldajK+ceY3tinNKZLq1Y9Wg5/OobgrHHtzyepqRgBqMKD+GID9aANFgBbJn+9/Q1XWUPGUJG5f5VPOcRoPdjVO3AKuxHPaiwGRexnTNWGrxnEFxthv07eiTfVSQrf7Jz/DXL+PtMvdPb/hI9IYxXVvxcKBkOmedw7j/69dzOkcyvDKoeKVSroejAjBH5ZrJ0qcXNtc6XeESz2Z+zy7/+WsZGUc/7yYz7hqUldWEYfhL4gWmuRi0ulEN0BzEx6+6nuP1rtVlwoZW3xHoe4r5z8T6NJ4b8R3FpGzKsbiS3kBwdh5U59R0+oNdj4P8AiQY2Sy1iQIT8q3J+63+96H36fSs4VNeWW5KfRnrR+Ubkxj+6OlRTSSGNmhK+YBwG4BPoaEl3Rh0HBGcA8EeoqJyJPmQ4YfrW5Rz8HjHSri9ewvi2n6jG214p/l59m+6wPatSV5VGVbzE9R1/KuH+Jehrf6b/AGvCmLq0GJhj78Wf/Zc5+ma880jX9VsHEdtfzJHj/Vk7lH0B6VjKryO0ib2Z0njp4pdYeWMDd5Sh8eoyP5Yrza4ZpJiB6102salLdF55n3Sv944xmsG3g3sWPesOdNuQMjht8DkUrxEGtEIFFRuoJqbvcVjPtyF4NWvMAGKpqDTzVSjdibCaQk4p9lLNaXKXEDmOVDlXHUGmbM1NGhAobstCbmrJq2o3Q/f30759XrMvZTDASD8zcVMrEVmXkhmuMdlqaacpalp3K0LywSLLEzLIpyrA8g137fFjXU0VbSKFI58bTOOTj2964yCDIyelWtq7NuBitnVsxt2Pcfhhpc2p6DFq+qSvNJcMXAc5J5xzXqCbUQIgAA6AVx/w/dE8G6Wi4AWBa6jzh69K3jsURSzhp3HpxVe5uobaF5p3VFUZJY4AFebeLviaNF8QyWdhAk6x/wCtYn+L0Feb+IfG2reIXYXExSE9IY+F/H1qZVEtBNpHrn/CTJrOp24tGza+bw39/B/lXWpLu1tB2EY/ma8e+H8nmfYF/uyEfqa9ZtGzqMz+ihR/n8acXfUaNmeT7vshP61VeTydNuJR1RC35DNPnbhh6KBVPUphb+H76U9BE/8A6DVAOWYSwxzKcqwDD6EZrkvEN3/YPizS9UB2290ps7n0wDuQn6ZP4VreGLn7X4V0+UnJNsgP1Ax/Ssj4hW4ufB80uOYHjkH57T/6FUyfu3QjO+KGji70yDVIly9sdkhA/wCWbHg/g3/oVeRSR7a9x8LX8XiXweILsh2EbWtwO54xn8iD9a8a1O0ksb65s5x+8gkaNvcg4z/WuastVJdRS7nT+G/F934VighuJzd2T8tb87oP90n+XT6V6jp+t6drdqLuxukf1x1B9GHUGvnaSUtgE8Ci31C5sLgT2k8kMo/iRsH/AOvVQqtadBcx77rV/BBZTm7UeWEO/PRkxz+ma8ASRY5WKElQSFJ7jtWrqfi/VdY05bK7kjZAQSyrgtj1rn3bAyKdRqegNpk09wZWC571ZgICiqUMZkOc1dWBlGc1jKy0AmLZqN2CjrTGfbUEshY4FLcVyIU7GTxSMOaEzmrJJ0jq2kQIqOIcVaRcCsZO4ypdDyYy1ZSDc2e9aGqPnagptjbNLuYDgVrD3YXKRFEz42Y4qYCnKnzE4xzSstS3qQ2eleAvF32PS3sbiUDyf9WCeSK1vEfxIjs7B7excPeOuMjoma8iRtvQ4NNY89apVpJcpopaDbh2mkeSRizsSzMepJqoThqmlcAdaq7stmnFEs9G+Gr77pV/55uW/SvXLKUeYX/vNn8K8a+GswjutRJONkIYfnivTItUit7YyM+OwrohsXHY6NbsS+YM9H5/AVheP9UTTPBcylgJJ12KPUt/9asTTvFdpb3c63bPsaXIYDIxXn3jbxNP4h1uQklbWA7YY/6n3onO0Qbsep/D6fzPBdiT/CHX8mNP8aSBPAups3/PIAfXeMVlfDi4B8HQqT9yWQf+PZqv8S9R8jwjHaKfnupVGP8AZB3H+Qp39z5Cvoc38ONdFnrr2Mj4ivFwvP8AGOn5jI/KmfE6y+yeIY7tB8l3ECf99flP6ba4iCSS3mjmiYrJGwdGHYg5FegeOrxNa8H6VqqYDeYAw9CynI/Naxj70HHsJO6POJHwahLbjTZD81PgiLtSskrkjgDio5uBWtHZ/LzVK+t/LUms41E5WHysr28pTrV5boMMYNZkR4q1GeaucVcGWCN3NNKU8HimOcVkhEOcmlGQajU5NTKK0ehJYhkANXVYFc1nKMGpvMKoeaxkuwXKV2/mXB9q1rGRbfT29WrGfliatQuzLtPQVrJe6i+hKvzH61L5fGaSNatImV5rIRnS5XpVaSRwKvTr81UpelXARXLluppVGelIFJbFWI48c1q2kI2PCs3kaykTyNHFcqYXZT68j9QK2LvUpBKYhK7rGSqkmuZQbSGU4IOQRVsSFuTnJp05J6M0i9LGh9qJPJrBkfzbiRyfvMTV13KoT+AqlswaVWS2CTPQvBWrR2eiG3eRVJlYjJxjOOawvGGuf29qg8ok2tuNkXv6t+NYMdTBMc1lKs3HlFfSxXEeOtXrnVWPhqLShyBMZGJ7Y6fzqu1V5BmphJpk7FExgmr1ogFVH4NT20wBq53cSo7mqnArP1Q5iNWxKMdazb6UOcA1jST5jR7FSJMR5NSqwFNziOmrnrXU9TImD4NIzEimr9acBmpsAxDzxVmNWfoCaqR1r6deRw/KyA0qmmwkrjrbTpJjlgQKL2zMMZwK1H1KFI8gDNZd1fNMjccVzpzcgsY+7L4q9EMKBWd/y1z71rKBsBreppYqRLGBip1btVbfgUCUVjckdcAYOKoSJmrMsvFVCxatI3AaFANPBpAM07bVMB6PzVhZML1qgxx0p8cpIwaTj1QFhny1ITmoyaRWwaVgLcIAqZmqvE3FSE1k9wEY1A5FSSNgVVLZbrVxVwGuu41GUI5FSk0oGa0TsBAZXHGagLEnJNW5I+KqMu1q0jZlIUtxikL8UYpRHmq0JHRHcatolVo0KmrKtWc/ILn/2Q==
|
Is the flower's center protruding or indented?
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Protruding
|
Indented
|
B
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129 |
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
|
From the camera's perspective, are the words "SCHOOL BUS" in the picture facing straight or oriented at an angle?
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Directly towards the camera
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At an angle
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A
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
|
From the camera's perspective, are the words "SCHOOL BUS" in the picture facing straight or oriented at an angle?
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Directly towards the camera
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At an angle
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B
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131 |
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Where is the yellow animal's head lying in this image?
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Floor
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Carpet
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A
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Where is the yellow animal's head lying in this image?
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Floor
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Carpet
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B
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133 |
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What does the center button say?
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OK/SELECT
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OK
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A
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134 |
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What does the center button say?
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OK/SELECT
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OK
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B
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135 |
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
|
How many cup(s) of drink are there in the image?
|
1
|
2
|
A
|
136 |
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
|
How many cup(s) of drink are there in the image?
|
1
|
2
|
B
|
137 |
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
|
In the picture, how is the snake primarily positioned?
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Coiled
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Head extended
|
A
|
138 |
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
|
In the picture, how is the snake primarily positioned?
|
Coiled
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Head extended
|
B
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139 |
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
|
Can you see the side windows of the vehicles?
|
Yes
|
No
|
A
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140 |
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
|
Can you see the side windows of the vehicles?
|
Yes
|
No
|
B
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141 |
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
|
Is the elephant's trunk raised or lowered?
|
Raised
|
Lowered
|
A
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142 |
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
|
Is the elephant's trunk raised or lowered?
|
Raised
|
Lowered
|
B
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143 |
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
|
Is the ladybug positioned upright or upside down?
|
Upright
|
Upside down
|
A
|
144 |
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
|
Is the ladybug positioned upright or upside down?
|
Upright
|
Upside down
|
B
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145 |
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Is the photo taken looking down from above or looking up from below?
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Looking down from above
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Looking up from below
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A
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ZVVCTj0rP0aLzHVGTmvavBmiwCEM6AkAHJ9a6MFi5U6bnffRImvQjJ2a21ucZb+FCYcFGz9K57VtIkgLKV5r6JFnbj/lkv5Vx/jDQ7byDJGgBanQxVX2vvfae4pxpuNl0PClSWFsgkEVIt1ITgpG65yQyZB+vrWxqFgIXdSVJzUUEMcUOCikHr6124jMcvfu1oJu6V7L89Gc1PB4tO9OTS7XOb1LQbe/ieWKNIJuq7Puk+hFcZcIUcoy7HQ7XX3r1IQw8qz4Ga5PxJpcb61A8JG24XDY/vD/ABGKjF06MY81GNkt97WKouo3ao7t/fc521tTczwI7pEksgj8x+i5PUgc4Gak1bTrjStTuLK52tLA5jZlOQccV3Nj4ZuLe3uI2TMMcYuSAM7ipwffgE1ofEHQ7K0stLu7WJSt9B5pfklm75J5zn3rHD4aNZRnGatK6VlfVa7lzm4SlCUdVb7mYehHOi2wHdT/ADNen+A9ZDZ0u4b5gMwk9x6V5d4ebOmeX3jkZf6/1rZhuJbOVLmFtssRDKfcV9DXy6lmGWLDVFurejV1+Z4scVLDY1zj3180z3N4Aw6VUlskPVRSeGtYj1zS4rpDyw+YejdxWnLEa/nzF4epha86Mt4tr7j7WFa9mnoznprJey1VNkN3SugeL2qjdPHbxl3IAFTTqyeiOuM7mVMkdrGZHIAFcjqmpSahKY4ziMVb1fU5NQmMURxGPSs0RCNcCvbw1HkXPPc0K4iEa4FRvkCrL8VWkcAV2xbZDKc0hGay7iTJNaFzIvNZMzgtXdRiYzZb0qIvOX9OBXe6fH5NsD7VyWi2rCRBjjqa7Bj5cQX2rzsfPmlyo6KatFI8bim2kegq8Vzb+Z0BqosI6Zqfc5QJkYr9IxEnWh7srrqfIUrU5aocjRCDkfN61NbxMxBA4qF7YowPUd8Vp2mEdNw4xXictOc5JM9NOSgmze0otGofAGK9H8MeJ/s6qGPT5SD3Feas4Fr8jY9qdZy3MbKo3bT3zUVMSqVLkcfQqNLmne57/beIrW5j3IP1rjvFPiP7SGjXgdsVytvqj2o2I53Gs+9uriUlexrnwmLlCLqVndr+tSqmGV+WPUdMEufmJx9aosgeQIvKjircpT7KI0+/jpWNPPNBJjlR61WTYd5hiJN6dR46usLST3EvxGJAqDkdayNQj32RlH34XEi/h1/SrzyeYNx5NNKq8RjI4YYNfobwkVhvq66po+P+suVf2z6M9F8Mana3Fxa29yiGK5XyyxOMLIu0j8zVTxVZS3vwwt9wIl0m9e3dck8dK5LRp3OmQDOJbdzET34OR/WvWdPhi1XRNftiOb23W8wf7xX5sf8AAlNfnuV1Hhuei94yTS9HZ/gfW4ymqnJVW0lb79UeC6C22e6i+jj+VbEjALg1hI4sNXkZuF2kH+dNv9bDZWLrX6Lh8TThTd31v8nZnymJw06lVNLp+R6N8L9aW31i40x3+SUeZGD6jqK9jcqVzXyZoWqXFn4hsrsMRsmXP0Jwa+pYrtTYJIT1XNfj3GapvGe1prSa19V/wD6fAwl7FRe60I7udIUZmOAK4DW9Ukv5jDCSIweTWlrWoT31wbeBW8sHlqox6c6r9w189haUaXvz3Pcpw5FruYyxGNcAU1ga3Tp7f3ajbTmP8NdqrxNDnpM46Vn3DYzXQ3VmUBGKw7qI88V2UZqREkYly/Wq1pEbm8RO2cmprvKk8VZ0OEtMXxyTivTcuWm5HOlzTSOs0y1CKGxVu4cDNLEVih5POKoXc3XLBR7mvKo4etialqcW35HTOrCmrzdkeWM7E/L2q1b58s7zzSPEN21eDnilClJFR+lfZ4z3ajUHa585Q1V5amtbTRpaMGALY4zUWZZYwUUgg1XUqZNq/pWxbQPHGCV6jGK5aVNUJSlKVtDqnL2sYpIS1Rgo3vyO1atheo8u3H3RVMaVIW3lyo9xVrT7cRO6suf9oV5uLxFKrTtG90dVCnKMrs0lYPMXAyfSlgUzzEF87cnmqqTCOdkHJPSpraGS1Mk8hJz6U8PRq1qXsoW94c5whPnl0LFv5KXTGXAUcVl6iftlwywr8nQHHWmSSGa43u2B2GelRG4aKYlDkCvtMpyeWEha15NHzuPzGFZ2vZXJ00uCKLMzEEVlXVxGswSL6VrPNLeKN4AXv71RuLaEPmJTvFOTx+El7So+aK6Lojnm8NWXLTVr/iGm5829i6GRBKv1HBr03whfBb3RZycx3CyWcg9M/MAfzavLraU/2hBlduSYyceo4/UCul0y88jSbhSWBtZortMHBGG2tz/wL9K+TrVoSzH2sPhm9fmrP8dT6CFOSwSg94/p/wAA4/xhYG08TXluw24lZcfjj+VcvPGIG2kc16N8TYEXXxewo4iuQkwZu5Zcn9a861qb/SnUDAzkfjzXsqu5UoSTtJJL7m0zgnC0mul/zVysLryZlYD7pBr2Ox+KmmtpMUU+VkCgEEV4ax3tmrUaAx815uMy6ljre13WptRxLo7Lc9ys/iHpM7bYo8n6Vr23jDTZZCspCYGee9eM+G9gJyASKuaxP5x2Rnaw7ivPjw9hXrq/mVLNKzlypI9J1Dx/pltO0UY8zHcCq0Xjyzm4WLBPtXl9qohGW+Zj610ejWDSyCV047VtHhvCxXNO/wB5rHMKzdrI6u88QxmPe0WFPcisO4122kBIC4rVuIIPsxSQqBjvXGXCQQzMobK54xWlLLMFDe6+ZrLFV/skt3ewSnIxSQ6rHaDKYBqk32cnufxqlPdQRsQqA10/V8F8OrI9riN9Ea0/iW5c/u8j3NUJNUu5TlmYmqX2+M8AAH6U03O6u2hi6eFVqMLHNUoyr/xJXNDUYoY58wEgD3qvKu4o3tWjeCG33AHOTWcsil146GvPnWdaXP27m8aaprl7lqKKOGAyHO7tmt3TGlmVJX+6OlZjpHJCh6Zrdt4mgtolQZDHB9qxgvrEvZydm/0Npfuo862Ra1C/je3KqACO9Z0V40VqSRlj3NS6jb+VCZAR9KzPtSz2yoi8g4zXXlmCw1Op+81XmYYuvWcPc0ZtaYPtU24DjFbV1dRQWbDbljwBWXayR2VkHKnB4yKW7imurdJIsY611YWjTpVlWnpBt2fT0IrVZSpOnHWdth0mmgWwmfGW5Ao0/RvtT/N8q+/WkDT+Skc7DGcZB6Vq280dltLEFepNeg84rznKlRafZ3/rU4VllFRjUqJruipqMUGmxG3U7n/Wl0W0XyJpLiMcjAJrP1aaO41AvG+d1XIZLkWoRcFe5xXo4zm+otc3vSWtzhw0U8Ze3ux2sUL+GAxzCLAkT5l+o5H8qks3WaWRFPyXELp/30pI/XNRajbqkJlEpEh7VQ0u5aNkH8ULYx9OR+ma/NYxfK2ns/6/I+yulo+po+Kyb7wnp18SGPlhePTrn9cV5nrAImil7PGPzH+RXe2rm80O809v+WEjbM9geR/n2ridWib7HEWHzRuVP+fyr6KEr6dnf71/meRUj17r8v8AgGMq7jVmNWI2jOamsNPnu3ARDj1xXV2Hh8qFLrz6txVylGKvJ2MY05zeiMjS4Z4lJ5FaHkyzvgKWY+grfjsLKDBnl4HYcUsuu6dZjyrVF3f7IyaweYQhpTi5M6YYF7ydijZaG4YSXXyIOcHqa15tas9Ph2RkbgK5681e4nJwSqmsSd2cksST6msp4irXfvaI3jRp0lpqaWqa7cXLfKxC1npO0i5Zs1SkZwMdqjilYnZ2o9ndC5+hdeUk4WhIhjLc0xcIM96a8p9aSj0QSl3EniQ8jiqZZ0PtVyKC5u3KW8EkreiKT/Kp4dEvp32GBk9dwxXRTg3otTlnUS12NOOeOVgGyffFQzQgXIEYHJ4xRYHL42ZHQn0ren0+JY0nRCGGDxWmYRw1BWprUMLKrV1lsZqAxrtmG0jpXRW9yk1pHtIGODise/U3EAkCBdvBrR0uyzZBz/OvAqLmSezPUjpddDam06G9045m2tiszTdEVYmkI3Ip+9TZLlosRRtyTjg1ej1ER2YtgwAI61ySVekuW71/I0jySdwfy5IQnBUdq1bKOMWLBvugenSuOuEna72W7uUrUje9itvJ2tyOuautKrOjGk5+6tbChGCm5qOvcXUreZ0ZoJeFPT1pmmrcSLmYEkcc9609L0meKESSvu74NbVrYEuZXUKoGOlczxrorlg9upTpxk7s5610s312cQlPU10lvZGMCArlQODV+xeC3DMUAB70+4lSSMtb8segFdlDN8ZianJNXjovQw+rUqSvFWZx3iPRm8sumeOmDXHx+dZ3oE6kb1yM98f/AFs12+qX10hAmiIA6A1yfiK5+1xQzqmGhcfketfY0skisM5731f3ni1My/fqCJ9DiL6tLsOUuoCf+Br/APWzVK506CTVEtph+7kkGc9uf/r/AKUzw/fm01iNWPyhxj+X8s1t+L7YW2pxSx4CSN8pHuMivn6k5QxPJtzJr5rY9WKUqd+2v37jzBY6dGVjCgr6Vzd/rsm8qhxjiqd9qEryuSxznkVjzyk5JpUMNJ61HcdWuo6R0J7m+mnbDSMc9s1PaxhE3N1rOtxubc1aQiuJEHlwSEeoU11un9mJzqp9qTHST+lVXkyasNp94ELvEUH+1VYW7s2Ca1hh30RnKun1GMQRVeMYkrVi09DzI+BT5YrSLGwgkUTg4ocJczKDK2OlRmP1qxdXyLgbRxVcXYk6DFb04UkryZjOVRuyPc/gxfaKmiyW0/lJd7zu3AZIqbxlJpFtrCvbvGM8MBXhcd1LA2+GR429VbBpst9dTPuknkc+rNmt4VKMHeJyyo1HozttOW3FuUEfzHocVpwBQhjYcmpBZvCEATv1xWtJopESzKy+4r4361B1F7SVk2fRezcY6LU5C9h8uGRWOA3HFVNKurpozAPuA8tWx4l06UxZVwPoetZGmRXFvPHAduZGxk9q9lYnDpKpTszk9nVl7r2Oo0PSYriV2k5AHBNPttBSbVpkZtyZ454ArsNNs7a000Iyg5X865+xt3OtXDQnbGGxgnvXy8sbOtOpO56EacYxUbbGhY+H7eGfhBjuautpEDS/KoOOwqa0mlDEOMe5rWhjCfOF+Y15NWvUTu2PYzl0yMRgkEEdRVk2fmoI/urUt7diMAFTmq8WsRxAi5GwEcMehrFOrJXQ9bXM3VjHZwNENufXvXIt4jazXbnp2qLxbr4GqMkEhaM+p6VzslvNcW5uQjFPWvpMDhpRpp1HZSJbXTVmhe+ImvW/eHGOmayri4WdHjOPnUgfWqEkbA1GiybwQSAD1r7XLsyq0oewS5k9PM8TG4GnOXtXo0RO5gu0fuQrD/P4V3OvSDUPB1leL8zxjYx91/8ArEVyktmJlDd4lfI9dp3f+g5rqtIjFx4a1SxHPllJ48d1Py//ABNcGcYf2fLWXRp/J6P8TXA1ud+zfZr7tfyOQuLLzW81fuyAMKgGjNL3rStyzWxQ5LxuVIx0rtvC6aKLMteKpl7lq+owtPCPDRqyjd9TwsXVxEKzhFnni6X9neNiMjcMjHavRbjVtJstDQqi+YFxyOa53xRqljHcMlmin6Vxc91PdNtLHb6VwYrFUG/3cbHRRwtWaTqS1NXUtfN5KVjUBayXmkT5hTooAgyetNnOR0Nee8RObstEegqMILzKkt3Ke5pizN5gLZ5oYZarLxp5anvUTfcqGuxFPDuYNUflAdKstIGiGKhzmlB6aiqKzuhm8rwacPmPFNcUKa1jTT1M3Uex7K18txCAyckd+KlghvZbd2gkLqnJX0riX1uSaMiNTnsa3vDGqXsMTxyhmVzXyFXCypwclb0PfjO+g65mW5yxUZjOCp7VUtvs9xfI2CdpyMdq0dQ0ryInuFlKsxLH3rF066hjn2dZWbAAq6dpU24Clo1c7PU9c8nSgkJ3NtwAKq+FGu0ummniLb+h64q2ugxx2ouJgS/3mGeB7VdGu20UUcMSDKnGAOleZKUVTdOlG992aKLbOjjtnmcMyYHUGr7W/wC6wpwRWVba2jBPlxn3rSOoQMuPMUH614lSNRPVGclNPYp6jao9ozM3zgcGuR1NpZ7QwlTjFddcXVoqEyzLj61y+q67YQowh2k134JTurK5rBaann2o6cwckg1VS9uLa3MQGVxjNaN9qUt3KQEOD7VUGm3d2xEa7R3zX1lOd4pVdjnlGzbplKG2kuG3lwAafcRiFlC9K6fRvB93dqcSBQOpP9K6W38G2VqQ8x8xx/e6VvRz7D4KpdK7ObEYOeIhyt2PNWWWOGZjGy713oWHDcbWx+daPhS6dbPecEeWbeUE87cgq2PYjFa/jlYbf7EsX+rAdcAcDI5/9BWua8ORbL2ZjcMg5VV2jGT0yT25FehjMasdgVWirJ3TXle6ObC4dYfFcktdvysX4rX7N4k1C2lXHRipH+fT9ankghfOxtpq94iRrHxNpepSL+7vbSPzs9jjY/4ggmufaSWO9ZXPRiD9a4KOMrKklF7r8dmdTw1Oc25Ed3YryEG4nvVCOySJj5ikV0haPywxIqjLLA8gQkbmOAKyjiKlTc0dKENSnD9miJOAfrSubaYFEjDMfat4eB7u6hEwIVW5GK09L8Kppykyjc3qa9PDxqbPY8nFV6K1W55heWxgkIK7fSqjMcYrt/GNgqJ5iKABXDQh7q5W3gjaSVzhVUZJNdMqdtzGnV5o8w0NjK01WPStHV/DusaI0bahp89urj5S64BrIeQo4qVGzNeZSjdFiRWQfNVcTDfgVv28dvPah3xkCsO5hCXGVORmtpWg7JkqLkrn/9k=
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Is the photo taken looking down from above or looking up from below?
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Looking down from above
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Looking up from below
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B
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
|
In the picture, is the snake's head visible or not visible?
|
Visible
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Not visible
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A
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148 |
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
|
In the picture, is the snake's head visible or not visible?
|
Visible
|
Not visible
|
B
|
149 |
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
|
Is the piano's back panel on the left or right side?
|
Left
|
Right
|
A
|
150 |
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
|
Is the piano's back panel on the left or right side?
|
Left
|
Right
|
B
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151 |
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The image captures a woman running from:
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Back view
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Side view
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A
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The image captures a woman running from:
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Side view
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
|
How many red apples are there in the image?
|
One
|
More than one
|
A
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154 |
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
|
How many red apples are there in the image?
|
One
|
More than one
|
B
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155 |
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
|
Is the vase beside the bedside table or on the windowsill?
|
Beside the bedside Table
|
On the Windowsill
|
A
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156 |
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
|
Is the vase beside the bedside table or on the windowsill?
|
Beside the bedside Table
|
On the Windowsill
|
B
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157 |
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
|
Is the frame at the front of the motorcycle primarily silver or black in color?
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Silver
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Black
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A
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158 |
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
|
Is the frame at the front of the motorcycle primarily silver or black in color?
|
Silver
|
Black
|
B
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159 |
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For the people operating the machine in the image, can you see one arm or both arms?
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One arm
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Both arms
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A
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3skiEAhZQHyPrV3x3rNx4mNpfS6TPZiBDGrSOCGU5P51yu6K4WGKTO2MgBl64r6ejyumr7niVU1Oy2PQdD1S71WFpHsnESg5nQHZkY4Oe/NaUq+bC8Zx8ykZ9K3dLn0lNIk0DTY5ZJIFkZrjAxsGTgnv1A+v0rifE2qTaDfS6fNEVmUAq2OHU9GHtVcyfukuPK7ozHkFtKYbjaHXupzmkl1dBCERDKR93Ix+dYUFxLc3hlbkmrRJRipAyOuK5J4aCdztp4mUlZj4i8kzTSnMjfkPYVO8gCYqtvAGRVaWfJ68VaiDlY94Rrflo5F3e1SWl1MGYeYGH1rwePxBqkB+W6Y/Wp08a6rAeJM1l7Ka2KdWHU9svHmkmV1fBXtXIePJbq50rB5VSCcVxyePNRZdz/zqre+M7m/hMEo+U0406ilcUqlNqxIg+06eV74rkpw1vckYxg11WkzKV2nvVDXNMJcyxj8q7dzz3oVI7qO4twrgAiqksCg8NVUh4zzxik8xv7xpgSGPHek2e9MMhNJuOaAJNtTww+YcbsVVDEGnBmHINFxWPStK8JSN4Nh1BJiZ2dnVCeNnQfyJ/GsRoWOd7BMH7pHNeleFJUvvA2mCM5Ah2OPQgkEVj3/hFprktb5XJ9eK+ZWNtWnGppqz36dFOnHl7HLrHFsiMYkJ6Mrdd3+FYviO6VQLJfv7g8uOi+g/rXb6npkXh6yOZRJqMi/u1HIiH94/0rzlog0zpIxZ8ksXGCTXoYNKo+fp0OfFT5Y8kd2UrePzZgD06mut0S7H2L7I5AdTxnuKwobZbeRgGDE9x0q6hUcmuyvFVFY5cO3TdzobbT7fU5jbXDAQnlyWwAB79qmPhzw0ZGjtftEsi8GQSlVH07msFJypG3ir0OoJZRNK7cDr71yqlOL0b9Drc6ctZIq+IbHTNOgVIlmNw543zMwAHfFZyvb8PFCGc4bJJ4P0qnfXz3129xL1boPQela3h7Qr7WjI1rHtt4yBLO5wiE/zPsK9Wjy0Kd6h5VaftJ+4tDa0jxJPaCaOeWWYyqEQbvuE8naPXJr1Lxx4Tj8UaFHLFHjUbSPdEQOWGPmQ/wBPeue0XQNJ0RkmjjW5uwc+fLjIPqoPAru9P1ASKOSDXHXxanUTirJBCNlZnz2722noQGBcdqzRqTC5DuMxseRjmvSPij4Dl86bxFpMJeFxvu4U6o3dwPQ9/TrXl1tG1wQirk10RkpxuNXizVz5uBCC+em3mtCzs00qF9R1SAlfuxQkAkk9z6Cr+j6WthAJZOHI4ql4uuCbW0hB6szH8OP601FJ2CVRs5k75DiNSx9BUUsM8ab3hkVM43FTjP1qw6qpG1APfJOau3bkeGyuf+W0Y/RqWxW5k78RVBu5p/Va1LXSbee33vOFb60yLlewvDHKMnvXUQzx3EYD859axV0KAfMLkce9TRxLG4VZhx70XsFrkl/pEU2WTg1iy6TJECRk11UQ2gbpAanEEbr8zpTUhNHAtDtbB4p3kof4q6m68Nm9l3RMoH1qpN4Ruo+jg/jRcVjD8hMffqSO3RjjfWifCt9jIx+dNHhrUFOdtMDe8Mapqvh7eLORJraQ5aCXlc+ox0NdPdeONVkgKWlhbwSkf6xmL7foMCuTsbK7iQKUyRV7yrkdYzXLUwVCpPnlG7No4irCPLF6GPc6df3ty91d3DzTuctIx5qhcrcQ3GyZy2AMEnPH1rorycWkIaYEZ6Dua5e6uGmlZm6sc4rrhh1y3Whk6zTs9SaN1b7uDTnkxwDWhL4fuI9GsdQgjaRJ4t0gUcocnt6YxWZdWd7b2xuHtpEjwSGcbc49M9a5VKLdkzo5/duRyXRi46mq011JORubgdBVUFmYuxyTSjJYKoJJOAB3rphBR1ZzzqOWhcsLOXULtYIuOMu56IvcmvX/AAVbpYRm0+7ZTjaFY87vU+5/w9K5Hw5o/kW5ST5ej3En8l/z3roRL9pcIuVQcIo7V5uKqOq+XoioLl1OkmtJLS6aKTccHgjuPWtG1OwqfLLH3NchrfxHXT5Y9PeyjurmFcSzM+35vTgdu/vWJJ8TNSZv3Ftawr6bS365op4arNXsJyinuey2l2g+VlYA9QeRXDeKvBdlpTSavp1uq2rHdNGo4iJ7gf3T+lc1a/EPWpG2j7GM+sJP/s1drovivVLiHy7q1srpGG1lQmMkHtg5B/Suynhq0Fe2gvaQbtc8rutYNxfRwRH5AecVT8VSiTUIIozkRxDP1JrqPEXhCPTvEVtd6XE4sbqTb5Dj5reU/wAB9j1B6flW8PBOlz6q001v5hULuLMcM2OuKmriI0mrjUGzV0fQdGutEWS60qykkIPzGIZ/OvHNaJWyuYwipGl9tjUf3QGxXquiS3CWixhjsA45ryPxRbLbeJrmBDlQ2epI554zSpu7sdNZcsbmcq/LzQ7Oq/KxFXVtT5amq93H5aVvc5mtCskkrHAdvzq5FBMCGYnFV9PXfdKO2a6a8hCW6kDHHpWdSdmkaU6fMrj0iDWoJZs4rNuXkjyFkata3TNoDzWZex8nFRF6mkoqxRS+u1cBZmHPrXUxzy7IokDSSMOeK5IDEy59RXRTXzWksLRkBgO9Oo30FTitbk9xqUts4jlRkf0K1Nb3aypueXb7YqpreoxagICq/OPvHFY13OEkVRnn0pU7zim9AnaLNyfU/s78Nx64pbq61CUWqWLF5Z2Cqv1rGuDuhTNejeHtLFlZRTzpi4ZBjcPuD0+poqVPZq5VKn7R2PP9eM0OsTWk8pkMICBj34BzWLK2Pm9BXafEHTR9oj1aAfIyiObHYjof6fhXEL++kRB1Zgv5nFdtOupUUzjrUnCo0ex2Mfk6RZW6j50t4wPY4FcB461Y3GrPZxtlIAIs/Tr+uf0r1m4skttPe6iX97FHwpPU4wMV5Bq2jHctzcLIssjEMCepryKEHCq5T/q5rJOxzMcbyOFUFmPQCuq8P6OqXH2ifbuiG456L6VFa2kNsuUXBPUnqauTu62kUSE5nO7aO/YV01ajkuVERjbU2oLpp4GWMkQ7yF/2j3Y/jTtR1RdBsAyEPfTcQg/w9tx/p70imCwhCysFjto8MfUjr+pNcRqGpSahfS3sv3mO2NP7q9hWeGoqpPXYc5WQwxmaRnmkZ3YksfU/1p6xoO5qJZCF5o83mvaXKlZHLqzTs0xICjA45Nd7oE5TZzzmvN4WYEMpII7iuw8Maok9yLeY7ZMfL/tV0QatYiSZ6lEovFgm3copRxjOR1H5EZH40kCF43cH78hOfbpTtNgMdl82R5mefbpV+3gjiiVQuQvTNfN4qjKrXbjtsd9LSCuee6DqtuyJbrPDIxQEokoJPrxXnXjUs/jS9cKcbkwccfdFbWn61f28ahXiG3hT5KZAx64zW9a+KLosBcxW8wP96MVvGPK7m85qpGzOJiR2hQFTyOOKztUDIdpBB969Ui8V29zbJcJYW7x843KMgg4x0p661pl5l7jSLQ4H3TGp/pT52S4pqx5DpIAvoyxwM10Ws3cIjjRXB6V2V/qWkW+n/ao9B00EthUaLJJrmZfEljJJ+98NaU+OhAcf1qX70rjXuR5RILi3OnqN4zWXdOhJwQa14vEOhysyyeGrEkfeCTutbGm3PhK8lVX8OyRsTj93dE/zpqNtQ5rnn20GZPqK2r7TZZo45VYDjivSJfC/ggFZJbW9iLcjEuf61PJ4U8IXUKt9qv41HHElDlqKzs0eS3EciRrHkZHfNUzaTyIZwu5F4zXrEngHwbcLlNUvyAcFkcNg+h4pYPCGi6LdRNZXVzdlctsnA2qfXpzRKqoK44UnUlYx/C3hXYsN/qUf70YaGA/w/wC03v7Vt+ILr7HaF1/GtGS4SMHnnuazNS0q71nT3Fuu7iuCU3OV5HoxgqcbROMuNYa6jZGUOjjDKehFYVjobPrtksBDI1wnyseR8wrQtdNvJLz7FHCxnzt246V3+geGI9NureVriCW63AsCfu+wHr710xlyJ8px1Vzq8jW12bNp5a/dL8/zrgfELf6HEpUHc+QfTFekaxYPcxjaUG3J5Nefa1YTXQSLKxvCzrg9G5xnNRGoqrVuhk/hsjmZDiPGKmVwuq244xBCG/ELmkubG6hIE0LLngN1H51V8z/TZ2z/AMsmA/QVq0Ybbket3xe1ijDHMvzMM+h/xrGRTnc34CpLty9wiN0UHFR7s9BgV30IqMTGb1HsaaDzTCaVeTituYixsaegkGDWlZWbtqNskRIeSURqR1BPFZulMBJ7Cu68IWMc+uWUjjiKTeBjqdpI/lXSmo03J9Cd5JHqTL5cccfBKqFJ96kUnbx2FULq8kjvo4URGD4yTnIpu6QMcyNt+tfPzxkE9NT0LaHGL4H8sZSe3YdeWH+NXIfCkqYwLY+xGf5GvNldh0Jre8M6Y+tambd52jhSMvIythgOAMfia2cba3GpX0sd1B4ckjzi1sCPQq3/AMVVhtJlRNo0zTWB/wBh/wDGsqy8J2t3aw3VrqV/5cqh05AOCOOKsHQUsru2tv7S1JmusqhDLjcCMjp6En6KajmTLs0VNU8MXF/EEOmWkYHQx7+P1rm5fhve7SUD7+xJ4H6V6nbeGpIeRrF/j3Yf4VU8SSXugWUN1FqEzoXCMJCM59hj0BqldCumebp8O5VAaRLjfj5ipGD+lbug+CYIJ8zWM9wT03ThAPyFbt34nurTTRdtdEDbkD1PpXl+t+Ndd1CUq2pTomc7Y324/Kmry6iaUT2OLw1ZKAf7KfjsbnP9KkfRbJEIGlTDPXEwrwAa/rI6atfD/t4f/Grtjr2tvcIi6rfFie87H+tPksTzNnsVxpGkaHprC3094WlcsmXBy56k+tYs1yLeLe5y7c5NPuNRub2OKW7biJAqg/zPvWNKk+qzmOEEgdxXDUlzyPRow5I67hFcSXl0FTJBNehaVb+Rar0ziuY0fSVspRn5nH3jW3d65DYSpCmHm6lRyF+tKmry0HVlZEFzZW8c07RK6SyH5pEUZ+gNV9O0pI9TjlDykrk4ZeOlSS+KX2FlhgPOMFKs6TrMt7deW8UIypbKpgit5xUabscUpOTuy3NbB3Y7myePauL8RW32e/RU5wuT9Sa71pmLH5V/KuA8a3MtvfLcIAVJKMp6HAFceHlGM1YTaWrMq8GYrfIXLE5x9e9c5rMccM0aoEBaNyQox3FaqatazRfvSY2TkAjI/OufvriO7vVaNsosZGcd+TXpEVJJrQwLrmX3PGaiJ9KmuRmUe1QkjPXP0rtp/CcUtxFBZsAZNPyE4ByfWm7iRgcD2oAq7iNjRlMk20d69Q8FKD4geEIB9ltN8ns8hwo/75B/OvP/AAhai5vlDD5M5Jx2r0L4dnzbfWtVxk3d4VQ4x8iDj+dRj6nJhWu46SvUOnwZtaZsfKgJ/pVkjIAzz1NU7Eu73Mp9gPxNJczSJ0bAzjpXzKO08aXrW/4YudNjuL211Qhbe6tzHufO3gg4OOewrRj8Fxs5DX2AO/ldf/HqTVfDFno+kXGoTXU0iwgHakI5JOPXj617LnF6AoSWpu6Zc+ELHSrSwe8tXW3+fOXwZCMM3481fufEOkTahYzw6vapFZkMqFmG7cdr547J09zWNZ+BbG5t4p/tkwWSNXA8pRjPbGa0YfAWnKwzdStx1MaVneKe5o0zoF8Q+FpJzOdQtTKVKlstnBGD/KuZ8YX2jNo1vYaO6NGsvmsUJKjgjHPOelbtp4P0uI8gOPVok/wqxrVvp2g6Bd6gumR3Rt49wiWJcuemOlWmQ0eO6/r0l3tjDbYY1Cqg6fU1yjybmJJ5Nd34r1fRby9jFnbQR4UFv3MfUjOOnasaOS2C7ttoq/3mgj/+Jqoyt0E4uXU51cZ56V2/hDQnlP26dMKPuZrd8N2uhvsuVuLS6vY23LbrCijPqRtBx9K2L+7Syt3lbaGJJwOMmsa9Z25UdGHoa8zKt4A8sdqnJY84ro7DTotNtASo81hlvasHwjE2tX0l2V5ikwOeOnevRrewt4fnlYSSep6D6VjCk5G9asonDX+piINHaDdKesgGQv8Aia5wpIsxkdm3k53MDzXsmLZf+eYH4VzPi12eBYkhge2wD53mDcr56Y9MV0xpqC0OOVVzepwkcW7J3Vv+HMm8mlP8EWPzIrI8kAsu4c9MGt7w7HsiuSe5UfzrLEO1NjN3Ga4nxnEZtNuJB/yznH5EYrqr3VLDTEBvruGDPQO3J+g61yOr63pV3YX8UWoQO0pJRc4z0rgpxkpJpEy2PPHXahPvzWeflJNatxhoyVxjPasuZG2/KGP0FetDzOdozpl3SHP5VGVweR+FaP8AZF5cWa3kMZkjORhfvDHtWe29CQc5HZhXdTlFxsYzjJPVDCABQOTigvnqBV7TNNvNRnC2lrLNzyVUkD8elNuK6got7G/pznSvDl3eYxIybIz/ALTcD+efwr0nwJb/AGPwLYKRzIrSn33En+WK5OfwdrGo6Zb2Pnw21uPnkDDcxbtwPT616XDp8en6RFaqcrbwBAenQYrzs0xEJqMIO9jejRnH3pK1xmnjFmzHu/8AKq8zq7YHOOfxqza/JpsZ77S1UlTy4ckHJNeQjVnjo1fUQedYkH0YVL/bl/t2nXZsdx5grE/s7Sieb+X/AIDEP8aUWGjDrdXbfRQP6V73JEz5pG3/AG/e4wfEF1j086k/4SC4H3tfvPwnNZAtNDB+9fN+IH/stSrbaGBxbai//bQf/E0uWIc0i7L4luF+5rN+xPTE7VSuNS1K7UrNqt2UPZ52P6VMItDjwx0fUmx384gf+g1BdS6cy4h0a4j92lY00o9BNvqUPLtkI3yu59BxmrAkjVQEUbffrVIRhpc7HjUdmNOMnz4AxV2FcupO8LLNFIVkH3WU4INdr4c1RvErfYruUfa1UlSf48f1rgo5UDhWGcitfw1p+o3fiGy/smIyXIkD8dFUHkt/s1nUpqa1NaVWUHdG/f8AiW0s86faLKYYpCXdDgSP0J69O1RjWvMsJL/7PM0MbCNiZuQT04zXqMfhrWVf5E8Owp22aeCR+dec+IPEd695qui3X9mXNmsEu2SG0VGDocZ45BDA1moRKlUk3dmWPE8BGBaPj3enjxMkS5Sz4/3/AP61cshAANSs2Uq/ZxRKmzpYvGUkjEC0VQOSxenXnj/UbW1NtZSJCG+ZnQZbP1PSuVhDsjpH/rGGBUMaJbzh7oJORyIs5Un/AGj/AEFP2cXuiXOVh82rT3U5kmleSRurOxJP40v2tgO31xzWe8gMpZUVRnIVRgClVmc4FWlZGXMy/wDaHCYTIU9TmtrwyzT6vGTJ84YImTnGepHuAD+JFc+22NBn5mxycVo6FqZtdTVmYDd0/wB4dOf89amqvcdjSm1zq57DHpmnpGES0jVQOgXFQS+H9HuG3TafFI3+0M1zKeLwW5JwTWjb+J4m6yYP1rzuWa1PW5oSVjVh8MaEjBl0m2yPWMGtdBFbRhIokRR0VBgCueHiOIjCuB75oOvRBfvgmpfO9wXKtjfScvcRoB1YD9a17xh9nkz/AHTXHaRqcd3rdtEHBO4tj6AmuruX328gHcYrmq6Ssznryu9BgxHaJnp5YFUnkxgdgKu3HAVT0UDFZsxILY6YNKByM5ZdG0xelhb/AIoDVmPT7JPu2duP+2S/4U/dzUa6jbcYkZh22ox/pXqam9kW1ggRSVhiHHZBWXrNo19apDFcG32yK5ZV6gdRWtbyx3KN5Zb5eDuUr/OqN8ywpljSu0x2TRn3l0znJJ2iub1e6EURYn2FNvdZhXUlgAchmAJB6HPFUvEFu+GJkRfJGWUnkndtwP1/KtoRd9TCclZ2MWWYsD6mlntvs0kas4aRkDsAfu56D645/GlktWW3RyB84yM9CKjllN5eNKsax+YwwiZwvbjNbmBd03TL7VbhLPTraS4uZeyj7q+pPb6mvoPwT4Si8KaT5bsst/PhriYdPZR7Cr3h/T7XR9Cs7O1TaiQrliuGYkZJPvzVqOWXzYw0rck8cYI/KsZTubRhY0ga8N+KRWPxnfGNFXbpik7QACS3J/Wvb93NeEfFJ93jDV/9mygX8yKI7iltc87F1J0yPyrZTSrmXQodQxsikd18wvx8uO1YNdfqKuvwx0MpnD3U5bH4VszKLMU3witDHFgKSQ3GSfqfzquJV+zsxRNxPp0FXdEs5kvrS7uLN3sd+GZo8q3UdO9eheLfho1xZ2d74etY1kWFfPt0O3ecZ3Lk4z7fSsp1YwaT6lWbVzynYVl+Zc+1Tb0VcquKhbKSMsisrqSCDwVIqzZade6rJ5dpbvIe5A4H1NauSSuyUm3ZIrMzSP1JNbEfhq4Fus9zcR2+eVRgS35dq2IdBtdCRbi6kWa6AyB/Cp9vWsq8u3upS24kVj7TmfunQqPKry3HTSQKiJFuMijDvnhj9O1MWVsdBVcA08cdaVirluNppSFRWZuwBpn28AlfOCkcEZpFu1t4XKn96wwuP4feuexknAqoQ5iKlXl2PUPhwiXfiaSTfkRW7McHuSB/jXqZhjxj5jXlvwetSsmrXJH8McYP5n/CvUyeDzjioqYem5XkhKTkritHE53Omc+9QzW1p9ndmj9jhqcHwnXOKinBkgZM/eNL2UFsh2uzkGUhTgc4rHis7zcD9nJ/eB8Oy8fLjAOT9at3GqJZWslzOcRr+p9K5afxtfSS5ghijjB4VhuP40RjJrQuUktzt9Jt5LW3eNxjJyMvuOPc4FVL6xuLzdsXgdzwK5O2+IF/5oiWyhmPtuBqpLca/wCJ9QKRl12klLeN9qqAcEkn07k96fs3e7F7VWsi2vga9vdSd1nhjiyDwCT71d1XwZqN7OiQKHB+Uk9Rz1rK+3+IvCWsw3eo+dKrcHdMXWRR1XPr9a9Z0/V7fUNPivreXMMo3LkYK+qkeo6U3zKzuKKhK6sYFr8LLVtPgiuNRuA8XIChSBnkjkdOtWtF+F2maPr8epC9mnjhbfDBIg4btk98fStefxDFHE21lYj0auZ1fx9NbxtFZx/vT/G/QfQd6SlJ6FOEVqz0q4vrWygae8uYreFerysFFYieO/CSybUvkDZwHWA4P0OK8E1vWb3VL0PeXMkzLz8zcD6DoKpxSEgkt7CrVPuZOpqfR83jnw5BZz3TanG0cIywQEsx7ADua8o1TWNA8S6jqGraqJbGK7VY41Eu59q9CECn07kCuMkljktFhLOXD5x2Ax1+tXmsHi0WS9QiSCYRqWHOxwTlW9D0Pvmq5LEudxuqeH7a2tRqGmaiuoaeWCNIqlXhY9FkU9M9j0OKjl1i7l0S10hin2W2ZmTC/Nljk5NRaNdiz1IRSE/ZLxfs869trd/qpww+lRPG6XDQFcyKxUgeoODVkIvXHiDUDpVrZxzeXHbkqAvGc819AQ3kdto9nNK2AbePAzy3yjpXztHDFDdxG72vHvUug54zyCfpXrc98iQgeYuFHyqGzhe2PbGK87Gw5nFHZhoc7d2SahZ6PqF415caXaNKertEMn6nvWff6rZ6fbmO3SONR0VAAB+ArndT8RszGOLn3rnJp5ZnLOxNFOg7avQ6ZVYQVoIs6hevezFmYkelUiBjijBPXikOQp2811JJKyOOU9bsaWwKiabJwv50rIzn5j+Ap6xY7VaMJVG9iNQAju38Kk1niQgVfu2Edvt7u2PwFUwV9DW1NaGMmet/ChJE8O3kygfvLrGSPRR/jXoHzFWyB09O9cd8No9ngy3bBHmTytj8cf0rs3bEDE14mIr1FVklLqdMPhRk3F9PFMUQphfVaSTUbhYAxEWc91qK5KBySeW5xUUx/drnpms1Wq9wueWeLNS8y+SzU/JCMsPVj/gK5ye5Ag2KOWPJ9qXUrgz6ldSk53St/OqRfJr3YqysZTldm54cvm06W4mjCiQwkCRhkoM9vxx+GaXTtUlsdet9QBCxKwXAbOI+hB/Dn61lwyCLjIAYjOemKktsXNwiAfM7BR6DJx/WhpPcaex03jXVrXUWgWGcTLErEbDkZOOfy/nXN2n9o3jmC1kdjguYw+M+vB6muyXR9GtldIJZJJ7WRTIZSNk5Bwdq9tuc/ga5PTJDD4hJTtI4/Dms4tWsuhc0+ZN9SUXetWww9rkL/ftVb9dtSi8luYsyJsAJO3GACeuB2HsK2LiZ3BBJFZFyc55pp36DcbdTCkbdKzerGo9xJ60pyHYH1po61qjAnV/L5znitzw5qzwTvDM+LNh+9jP3SM916MemM8CudJpyt8jLnGaTV0NOzN3xPpqW2tvHYRuYJGHkgL0J6qPcHsKhnuw93NOg2mVixz1561nvd3RSCN7iVooiWiTecKT1IHYnApPNB4xSSG3qTO+4/wA6nGtXH2ZLdzuEXEb5+YD+6fUVSL4GSM1ETvbNDinuCk1sdjpHh+91a2N04+zW5GUeQZL/AEHp71ujwlaQaW1y00s8isAV4Va5HTvFuq6fCsPnCe3UYEUozgex6iuusPF2n6lp0trITbXDYIRzwxHo1eZiFiIu6+HyNlNMwJLaNZfLVduTjGKpTRhHIA9q22gBnLk/LzzWVeJtm+vSt6Urmcimy/LnFNxgEscAdzUgkADFyAB3NZd1deaxSI/u89fWt4q7IbsMnl8+TI+4vAz/ADpox60ynKQPQV2RSWhi3c928CxhPBel/wC0rN+bGuju8/ZNo/iOKyfCcYi8J6MuP+XVWx9ef61rXRb7MMepr5iq71ZPzZ2x+FGNIAJ2JGScfypLj5I0yBzkmpSuZR3zior5WeVUXgAc0R3JZ//Z
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For the people operating the machine in the image, can you see one arm or both arms?
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One arm
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Both arms
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B
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161 |
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCADgAOADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD0LylK5dlb0p0YC8rJHn0ApF3FRxkDpnFSLkc4/N8fyrxD2RSwDYZlH4c0jFWBKyKOOu007qMnj/tpSAjB4/HeadxDACeskZH0/wDr09nVB/x8RjFIHCnsB7saa397hh68mlcLDTIgXBmTk9lJzTlkQnI57cIaeM43YJ46baYzFeoC565PSgB5YEjKNg/7NKrKBkF2PphRUasQOG6+g/8ArU9WJ42yEf7pFAWHZG4cPuPuP6CnEKDjcdw6HJppV26Ic++BTfLkz90D/gX/ANamLQezOSMhSOnHepGxtACqPcdaaAy45QHvwaURlzksuPTZn+ZppEsbwAdzke5Yf1pu8BQyncD/ALY4/IVMUUL8zrj/AHQKYIx18047AAU7AMX5m/iI9iTSsPm4jyPfH9acxHGGkP1wtKpypJUk9sk0ANDNgfIvHqf8KP3hOSUOey5NPWQk7cDPXgcinbWI6HHq3FMQwhlXPmY9iB/WmlkUDLn8AvFPkUKpDFAT65NNKqEz5kYz/s5/maARXdTuUo/Hbp/hTkHzAHOfUHj+VPA5ySn12ilyD/y0Ax6GpKF5P/LTIHpTNpHTcx+pp2VH/LRifReacDnkbufXimIjEZ3ZCsPUZ4pQu1z/AKsGnHg8KB6knNJ82QS6Kv8AsrQBCG2j95Jgeqjimb1dspuf3yaJc7WGP05qG3cRxBWBU+4rM0RYKs3Coq46ZAqRQ4yGSP8AM0gYY4pc4xxiiwrhsbgZwP8AZJpQpPWZvwpSxZelRyBVXdxTESEIeNzH1GeKUSRDjaPyqBSrxh02k/XNQlXMw2bQ546ZpXHYuPcqMBUcg8cKacssgP8Aqjj3NAiWEFgBubrycVBK78gA5HXFO4rInYkjJKrSB93Rzj2FNgiCRKxyWbnJOabJ5pbapyM9BwTTuFiQBsjJ79yBRuUPjdkjsrE06O2jUDd8x9TUxKxjnAHtTJbIss5+WFuBjJAH86kCSMACAMdy2aabqNc4YN9DQhecEkkRjseCaegg2qrbfMJPcItOCxE8p7/PTZZAgABC+wFQxhpZMZIUckjqaLjsWxIo6YA/2aAmfmHGe7d6hRk3bYlzjqx7VKuFG5mLE9T/AIVSJYyZdwz5hB6VWZZQAAwcj14zUzMhbIOR70ze7H5I847npUspDCrYz5a5+lJ82D8gX8RVgKxX5lRT7mo2MYbmRf8AvkUWHcgYyZ++APY//Wp/zlfmYn321J5kXZnP4U0MHG5Yif8Ae4pDIRH3Bc5PPQCn+W2OmB/vHmgzSKP9Wq8+vWmvJJ08wZ9BRoGo1mZm+6CMdjxUZUu25SR64FMlfH90KOnpUiOWgUowBxg1ncu1iQZ6cn3xUoIAOCagHA3Fzk9cGkG1uSwp3FYmBU5UHLdfWo2l5K5z9B1qKW4HQFceoODV22VRECrlzgck5oB6DVizGATsBGeeopU8uEEhsseCT3pSXz6HrzxUeAN52gj0JxQIe0wGRg8+opqxeb80wAHbHWmQbmkLEcKO55zVhjgFuOBQBHI5dhHEDnGD6D61NDFs5Ykn+X0ptvtMYk4y/Jx2qV8gAAd8c0xPsRTXKxDGV64HOKpyXDSMArAnOBt9fSkuZVLMuFUjjnB/TrUtla+V+8lGH9PSjceiRNBbJGdzsHcnPI6VLJLtXvkVHJMoyBgZ75qsCXlHaPHfj60ybX1JRukJOcKvXHWpYeYyqEqmT8zck0xSM4HCEEgH/OaYs+SVZgNvPHSmBZWZAREgPHalcnPLBB+dU1kI3YdVHYqKXc5HzkkE9PWi4cpMZli5VHfPGSaDLK0oXO0EdhzUW4IquSVGOV9KbHIZCUHy88Fh1FFx2F3KsmCdzYzyc07a7rnaAPRuKjDRwowds8nnNKZJpFwMoPUjmkMcfLVeH29yACRTN8bcosjc4+U96jVd/LljjrlQAaekyJCQo2gHjb3/ADpDEYSZH7uJB3Ltk4p/lJj5WOM87eBTVKvwyqSefmwcUOpKkMd3p2FAh1hdaBfACC4lcjpk7R/KtJbbS1XaoY85/wBZWZc6OkilolAmHQjofY0yxl3sbW5G2ZeBnqfY+/8AOtLJq8UZNebNk2mnMMB2U+zioZdJtZlwlztOO6iomtoopFR/vSZ2qOST3xUcljFcRq0RbDLlSuRSd7X5QS1+IjfRZYuE8uVSOArf0NQwM9o/kyJ5ajttOabeWmoRZngnY7eQjng+2e1Fr4h2v9j1OzcZOFkb5h+dYqavZ6GvLK11qXxhxuBHPQ4qNkPYkduRx9asyaakyedZthyPuljVVC8TmGcMHHPzjI/A1bRKknsJBsORjEg61JMhMbc4JHHNRyoyMHUYHfb1x/I1OjK6BlOecGgp9x8O3y1x0Ipz4G5uMYyar2zlZWiAOF5FS3JZsIpwzH8qZD3KkK+ZdM7AYTp3B9Py/rViSQBSTn61DlYmW3t1LuecL1J9ac1hdhN0kbHGeAwJ/Ki3Yba6lY7nkJJwOo96C+3kDHpnsfYU0+ZnCow4yflzimbFb7459Aen50rFjhI7SFGUqMcHPWiMknP3ccgev4USo0iABsYOeRTsq/yyEJ7g9aYxV3FSZG2qegpwk3MUQEMo/P6U4xCVOWVyDuB6YqNJJAWwhDDjk9RTsId5WY1Erbu/Pf8ACkmPyAn5E784Iq02Acx4JxyM9aiZMKJNpBYcoeT9KLE3K5RNowM+hYjmnAEKy8nPOPSpZIgWBBJPYAdaYpVI/KOVfOMHjP40rFXEVGwoZ23HsvI/OlCnJbCKezJ6e9JGxBZXO0noCf5U47XhMbE5QAMfeiwhC6xtngP0ye/0oKFP3krFePuL2pYlid2ZgPMH3c46e1KisGcyMxJPAPTFAGnNdW9nAZriVY4x3bvXHa5rVhfDzIHkimjPyyjjcPQjuPrWJ4n1mW91V4g37qM7FXPHHWqFvdqMGRQcdu1EHrc9zCZSvZqpU1b6HVw6+1yiyXAabyl2q6ny8fXBq9YeKbS3TypomKAnBU5IzzWdHrGlJpy+XYLJdEbfnxtye+Kwby0nN6wYx7yMnZwM+greSdt7k08DRqScZwcfmelQanaatiO2ZWHUqxw35UXenLKu3j1PFeX2l5NbTh43KupyCK9T0i/XUdMhnA2ysMOR2I44rGylozhx2Clg7Sg7xZVBuLGKQRMcIDgGrFrfQ6ltgkXE23ndVm4jVlMS8kjn6VlGzMV8GjBHGM9MVDbiziXLNa7l2SB4JNpOQTwvUH6H+lQgCI5TJRzgg/wmksbpZlazux8+doY8ZpLi2FvKVcPzyDngiqUk1cVmnZicx3KgD+Elj61XubloULZO5zjIPQUHYW4MhP1NQSmeS5hiSRvmkUNuHbNDkUonQaXaLbWivtxLINzE9fpSzd+SPSrzdMfhVWSMu3Q1pNWjZGEHd3ZnzjzkI2Bp1GVY/wAXsaz1ulYMRuxwChHQ1rTWzKC2e1QXGAVcBcMMnIrKLezNtOhR8/5TgqoPTIoSJecAvnndnirZCtghRn/doAOR8vPsKu6C5VCyrkI6hewIz/Wk/eDPmkNznhOn51dKqASAc+gWoJdipyhJHbbRoCdyFZVGQqEnPAPGKmFw5XDgsc/3R0/Ok/cafZvf3iAKPuRleWJ6ZHrUkflSrAHjAu7n51Qr0X39KEJtCLPGFwwOOoPXFPUxlMFgQfWhkhDMrYODgimFLcDaFUL6YoAjeOJflRgQT0JBoEeD824+5/8ArU5oLdjy8f0KilFtCCR8pHoP/wBdLQdyuwm83opi6HIOT+Ip6My8gEqO2Sf51OttAPuqo/Pml8mLGBGMfXH9aYcx5tqPhvxIlzLLFZQTKXLArLj+eKzk07xGrN5ujuMdMHP+NbmoeKb2Tcseo28BPTyYjIR+J4rHN/qkgLf2zq5z3jjVRThF9j6KLxyjb/gCxR6s161sdPaNo7dp8SLy2CAAPx4pW1fWmcSt4buFYADCK+PyxVix1yWzW4Nxe3M9y8JijmukGY+QR064I9KsWfi3XLc5kS11BR/HEdjj/gJ4rSTtsjK2Nu5Sjf5/5GZD/a7Sbj4f1Abj2jP9QK9N8ILcwaPtnt5bZyxIWVcNj6VT0jxHaagAWkkimI/1c4w34DofwroIpmmX92CF7se9YOWpw4zE1qsfZ1UTNtBwD8x4OOtOSAn5mP1oih/iJx9KtAxxDB5J7ChRvqzy5StojDvLLMjkEBvvAg9D60+3vjeqbaUYlTo2etX7hPNLfIPXB5rDu4XtLhbmMEMn45HpWUrxehtC01Z7lh1kRihIHtwKoOTFqlrIzH/WL0XjGa1nYXcCXCYyR82KxdYSdLbzkLHyzu2juR2ptjjrozszywpWXAxiq1ndJd2kFwhyJEDD8RV3GRzXUndHHLQqSDPB5FZswCwsjgkKePpWxKnYVl3XAlx1OO/vWElaRtTdyqGixgIw+vFP+UrtBIz2zTcoeGyT6ZzTSq7twQY96DUc6ogyd2P0qxZaf5jLczBtvVEb+Zp9lpsdwVuZ4xsXmNcdff6UmtXE1w6aTZsUuLgZkcf8sYu7fU9BWkYaczMZVLvlj8zIuJItW1GW+nYjSNNJK+k0g6n3A6VTinulhk1Jw39o6k/k2kfP7tPXH0rVuLKO8ubfRLZdmnWYD3JHQnsn9TU2kw/2jqcurSJtgiHkWa9gg6sPr/Klytv+v60HzpR/r5ff1HXJ+yRQWu4u8abnbJySf/1VCruw53fnTSTdTy3GeXbI6HC9B+lKNydWDfUCpk1c0irLUfliOc/mKa0g2ensSKUkBcknH0FIJACBx+lTcYqths7gOPWlabI5XI9moLnGAM0CTcMBE+maYGXZaBb28gthcWNlcuPligjDv+LNyao2q3EPiIadqF5Ns3FQY32gk/d/A1rjTbHwzEl7NFLeXQfAPRVb/PfmsXUoNSuZH1ia3aJCww2MY9Md/wAa3rVJQS01Wtlfbz6HZQftZSvK8WrJu2/l1M7U5NQsr6e1nl83y2IxKgYEdjyPSsp47Gc/vrPyX/56Wp2/+Ong/hiup8QXlpqiWlzHkXRj2zjbxke/51LpIdrYyWNta2ohA8+8n+fB9s9KwjUk6ripXX3ncqrp0FPltLZ6212/H0ZyW2a0h3B0v7LPJx8yfUdVPvXTaFrzW6rvke4sxxlj88X19R71neI2STVpNQ0vcqYCtIqYV2xzx6H0rHhlMcjXloPLZf8AXwdseo/2f5VbcZSaW6/rQ2SWJppVVZv8+z7M9igmW4jR4mDq4yrL/SpCqRjn6+5rg/D2tCykRd/+hzN0J/1T/wCFduoOck7jTvofPYnDyoT5XsI7M+So2+9U7kMUOQGU9RWhgk89PQVHJHk5xz9aylFkQkkzK0pkjnktHxscEoT29qZdwKVeIhN3IwQf8aS4UwXiOPl56irtzn5JNzfMOdvrUR7Gsvi5u5z3hLVhb3k+h3DrvRjJasOjIeSoz3BrvITuXmvPdc0VblFurNlgvYG3xShQCD7mtzwr4lGrWzJOojvoPkni9D/eHsa3pSUXqZV6fMuaJ08qqFzWFqJwq5JBeQAYODgc1sPOrrgA1hakS+oxJsLLFGWOD3J/+tVVbN3RnRTT1HKrBfvv+eaZFEZ9RghaRihJLA9wKPl2j5XX8Kq28yxeILBVMnzsyncuOqn/AArNbo3l8LOovrlbKykuDGzrEvEaDJY9gB71jATaTp8l1Mol1W+cLsH98/dQf7Kj+Rros8knpVdrCGS/hvXLNJEhSME/Kuepx69s12yjd3RwKVtzFmsmtLCDSIJC13esWuJh129Xb+g+taV6qWWl+RANoIESAdh/+rNGn20r311f3SbJZG8uND/BEvT8+T+NVNVuFlvfLwzLCvb+8f8A62PzrOSUYt/1/XUuF5yS+bKOxlTai9PoKF3kYZSP+BClJ3LxG350wDLDMR69Sa5DuHbABgSEfVqQjB5C49S5pVTBJAQZpRweWH4LTsK4m5F649sZNAyw+UH6bf8AGlQk9NzZ4yAMVN5O4YJ/Mk07EtkFj4ij1G9W2WPbPJDu3OMp5g7f1/CuZ1HUb27maO9nZipIMa8KpHFZ3nSwyxzxHEkLh0xwMjtWr4hWN2g1O3GYbxA+R2bHP+frWVWvOtRbvqt/Q9ejhKeHrpJaS28mv8zJkuAjcAAnjaora0/UlsmbTxaR3P2jCsjnCmTIOM+g6fWsG2IiR7x+dp2xj1f1/Dr+VRQF2JOTuJyD3z9a46dZ07S6v8v+Cd9ahGsnF7L8/wDgHd3lnAkCjXdQjjiXlLO1GAPy5rI8QaHpsWjx63o67NpHBJxIp4IINRaMNKFtJdao8sswbiIHO8epP/166jTby31+KayfS1jso1+Q9V+nsfpXrUZRqdrvbdv5voeHVVTDvdtReuyXyXV+Z5lpzpDeG1/5drpcx5/h9vwPFej+Gb1ruxaGU/v7Y7Gz3Xsf8+lecarAlpcXCQtuS1uNyH1UnB/kK6vQLvydetnz+7u4tre7dv1H61Kd3c9PH01Ww/P1t+X+aO6C5FIVG0ipQPWkI9qux8zcxdTiBjJA5HIpd/mWGcfdwc1auoTNlRwO5py26LpNwmBwh5PtzWHLeZ0OaUEY7vG2RkfzrltVtrjTdRj1vTV/eRD96g481O4xXTgLg4ZcHtUcgiaNhlSMdKm5stDY0y+g1Kwhu7dt0UqBh/8AXqtdYXUJWOOij9Kw/CUhsdWvtKORCT58IIOBn7wH44P41ual8t4SYy25QQf0qk7xMnHlnYhMhx1zUVqTPrdoo5CNuJ+gNQSTSc4tXAHcsK0PDkEkkk11IoUfcTBz9aI+9JIqfuwbOnQBvwpzFVUliAB1JPFYesa/DpCbMeZcMMrGD0HqT2FcjcTatrj7p7hvL7IBhB+H+Ndkq8Y6dTjhh5T12R1d/wCJLaImCzYXFyxwAvKg+5qtCCsQ3PukJyzHuT1NZljpi2nJbMh74xV0ocYMpzXLOo5bnVGnGGiJXYjPzH8KhPL7mycehqPZJu/1ox/u00rcYOJ1z7x1Fy7E5cdN2Kawcjr/AJ96jAmA5kUn2X/69N/fAnhT6E5ouOxbW4xwy/itTJKjrlGB9qz1lmBIZFGB1Vv8aUsW5aNzkdsGmpEOBx55rd0K2bVNEudMlZUAk3W8jHv1IA6n/wCvWAmZZ0gjG6VztVR61u6lcWfhzSrVFTz7zfvQhipzkEtkcgdKwwcV705fDbU9zMJStGlT+NtNfLqYmsQvb3ps9pSOEbVHr33fU9arwMFcZ4x0NNmvZ9QuXu7k/vZTk4HH0FMBGe9efVknUbjsenShJUlGe9tfXqdDplxp1tcPLfWxnUrmNFPRvfmtWTUdX1jT7k2KJbWcC/MkXBI9Afp9K5SKcCDa3Y8E5rrtIaK10S1uGvYYYxO7yhjkuMY24HXiu/C1HP3L2Xlp+J4+OpKn+8teV0le7XyRwlym6O4H96Jv05/pWpp8xW10qfvHKo/Uf40zxFFa215dpaPvi8rKncD976fWnW6ldNsIwOTIh/UVvSi4x5X0Z6EpKpQUrb/5HqoII/rSc5xSRg7RkGhpQDgda6Gz422oyUYQ4qONgdLuSefkb+VOfLIdtQykRaLcs3A2N071CfvF2923mjCiClBiHj8KeqBScRKn4jNRQeT5SgjHHpUm6P8AugD/AGv/ANdYI7GZ8zNa6/p90doQv5THf2bj09cV0OsB1igkTZ3Uljiub1tY2095EwXQhxtHcHPrXS3ji50PzgAfkEg/L3qls0RPeLMERXF1OsEbqXc4wD0ror27g0DRwRglRtjU/wAbf55qLQ7HyYjdyDDyDjIHyrXPX91/buskruNrAdqAdD6n8auHuR5urJl+8ny9EVrazlv7hry7k3M53HPetoRxIuPM2/QinoFjjAUPx2pAxY5wxHv/APqqDVsTCf8APY/gaBs7sx9805nI6A/maQuTxuOfx/wosIaRFtxufB7rmkWJOgaY/wC9UgYjknOfc0jSei/oxpWC5EYE67pB7ZNNdPl48we+0mpd4J+4Me6mm70z0I/E4osO4zheruP+A0hfg4mx77ac0ijOAcZ6801pY1G75h/31QBQ0W3t9K02bXL3G5gRGPQdMD3Jrkrq5n1C/lurnG5jwo6IOyipZ4383ypZGUxtgxsx2humcevqaQKgQkqzn26D6/pXHXxHNBU4KyW/qfRYagqc5VpvmlLbyXRIbGjMcKCfpT9qKfmbJ9F/xra0DRv7Xaaa4m8mygXdIy/ngVbudStZbaXTtC0reki7XlZCzMPX2qIYa8OeTtfbu/RCq43946cVdrfol6t/oVNO0m0uNOk1C9nZLeJ9vkwJuck9Bntms7VrZ7abzVsp7S2cfu1lzkj61Z0m+v8AS7x7WKZLR5sK7TrgR45yc9Kta3qsE2kjTEvZNRnMvmvcuMKvqF74rZRpzpW2a/F9u5lGVaOJ/mi/XRd9rfO5y4BkCw85lcD8B1/pXUWcHnaxp9qvQMHb2A5rH0q1aa88xVL7RhEB52+uO/Pp610/hiznOpXN7KgBH7tAfTvXbSpOEEmVj8TCKkr6pbeb0O0l8zZiLAb1pwUlFZ8Fh1NKm4Dgc0rYVcseevNatdT5O/QbIQkZPfFZWuSfZ9BcZG6VlQA+5yf5VbndpCEQYyevasDxXP8AvbSzBLbVMrfjwP61k5bmkI6pEEbyLEoKgMR1p6zSM2xgM+uaqNG7RRgo3TrtqCWRn5WKQRrzjbway2Ou1y1d5kt5UcBiVIPcZ/Gtjw1I19o9op5WNNj+5XjH6VzkSz6hdpBHCwZuMnBAHvXcWFnDpVgIYwFjjXk+p7n6mtKcOZ+RlWlyxt1MvxTqn2SzFnC2J7gbRjqq9z/SsbT4zbQKn7tffjmrWr2EkusR3zKD5kYwGPCkHpSrG4Xny/zpzd2FNKMNBwmOSAy/kOaesxJxkj6Ypm2QdWjx9aXA6kxg+zf/AF6goezSDocr6UhcjG4Y9sCmlegLR/i1GzJxvTH1oGK0gGdmQPUimefIAD5mc08xnrujx7mm+QxJIeP8MUBoJ9pYjAY59xTDcSKcswX/AIDmpRC+SPMG32YUGF9vykZ9MigLohWfex3Fvx4zStIDzuPpyRirAibgEL74PFRtC7MDt498UWC6MXXY9MtPEKu0fmwsnmTQxSdJDnI3fXFW5dRW58IagY7OC3h82OOJI1/Eknua5uWxulQMEEityGQ5zVqW8kXw/Hpa2swfzjK7lTg8YArm55xlO8bXT6d9N7Htyw0eWmlLmaa1v0Wt7X+Rv+BbqCUXelXGMTrkA/xcYI/Kr8txrdrfjT9J0hLSBH+/tyrr6lun9a4CJLuKRZIklR1OVYfKQa3JdS1+6tCLvU2htwPmbIUH6tW2GrTdNU3F3XVW27Xexji8CnWdWLTUujvv3SW5N47uLe41mNLcq86R7ZSnPOeB+Fc0kJztPf77D+Qp0l5bQMUtz5nrJjg/TPJqtFNcXtytvaIZJW6Y6D3q+Rc7qS+J/gehh4+woxp30S3f9fgWpE+23ENjAMMSMsM/IPWusso9Vs5C7GS+gAwksXyzoPcHhx7GnaLo0elw7WxJcScySY6+w9q6W1Uqo6DtXTCUonzuPrQq1PcWi69WQ2mvQOTG8g8xRuYbSGAHUsh5HX3FajbcZYlvbNVJ9OtLi4iuZo900Y+VgSOPQ+o/xpZJs5CjJPQClUkkcMY3egsTFpmONsajknjArh5LpNW1a4uy7FHfEeG6KOBWx4s1RtL0X7Oj7bi6GMdwn8R/p+Ncto8QEPUlm9VrFr3bHRTjq5HQPsEXNzKE6c9h9c1C7F8pAxKn+9jA/EGqEsUrIFDqqbgemD+tanhvR2urj7VOWaCI5VSBhm/+tUJNuxo2oq7Og0LT2s7cyzhfPfk4H3R6fWmXOswP4hj0RTmXyTcS8/dGcAf1rQvryLT7KW6m+5Gucf3j2Fea6TLcN40tdTuGG663xufryB+grol7kbI5oJ1G5M7/AFdCbDzRtyjZ5GeDxWAJbgsCrxnHUYxXVyJ5lu8WPvKQPrXHmObfz5II6gvnFZsuls0ycTzN7/RM08PKSeSM/wB5ar+TJkH9y2ewzipEgmB+cQLz1BNGppZImDzZycE+3en+Y4yfm/DFRFiCASh9zQTIvJSM88bST/SlZhoStNKi9cj2xTPtMgGcY/Kmt5ij7qjvg1EC3oM+vWlZhZFlbliPlw2ewUCnrM+OYxn6iqxGEyEOfVn4/KmDzVwfLJyOqsvNFmFkW/MZTkx5+mKQ3DH7sZA91qpumwP3LH23A496kVpjjcWA9yBmjULI4bRZtYltJJ7K9C20cBmdZgGAAbaOo7n+VRnxdesMP9lPuIAD+hroLHT0fTtQgRSqzzC3Codo2KpZv1aqo8EacMEtMOez10TvFJJ9DvoY6lOUpVV100V/mzCbxPfZJSWOMnqY4lB/PFUpb64u5N0jSzv2Lkt/Ou1h8H6VGAfKlkx2eQ81rW+mWtlgxW0USjsqjJP19Kybk92dDzGhD+HG7+SOK03wzqWokPMPs0B6lxyfoP8AGu50vS7TSofLgTBI5dvvN9anEpAHlqAO7NUSkyuCV34OAc8E/ShWWx5+IxlWvpLSPZf1qWo5B5hK5x1LHpV6F3I4yCfeqcapHh5H3uO56CrKXQbhQT6YFS5WOS19iz5jYwzEDuVps19a2UElzMdqRruYnsPemZkfJICIOSSePqa4LxTrn9ouLO1JWyjbJbp5rep9vSkm3qx8l9DN1XUZNc1d7ubIUkBF5+Vewret90VuoQDA7ZxWPpGnEuJWy2eehrfKEDAMmPp0qW22dFklZDoLWW/uY4I1Vg5+Yk52jua7i0t47SBLeJdscYxWfodgbO08yXmeXk8dB2FP13VV0rTnmUjzm+WIHu3/ANat6ceVXZx1ZOb5Ucv4t1JtQ1GPS7dxshOZSDwX9PwrOvIJLO3s7hV/1EyueR0yM9KfpFlK7tcyqzM3JPUn3q9qds09hLFsOChHf/CspNydzoilFJI7VXDRqw74Nc1qcaxX8qHgE7lwAOtaWh3Ru9Ds5M8mIAn3HBp2qwtmGYSMmQVODxTvdGMfdlYxE2sQWQHsMU4pj7sAJJqxvKAEzZ55JH+NJGzOSc599o/pSNiBcof9UcjtninGQZLbMfhVgK3PTHf5CKTpxkc+xo1DQrrIhOCP5VIibgDHkj2WldD3VMfU0eXx/qlIHcPii7DQjZX34aPI65zSqxbpFtHXHr71Mu6If6oj3DA/zpjIp52N69aLsQi7WkyY3x1B/wAmn5XBHzAnr8hpQgCEsjnPbAOKWNMjHzrj1SmmyTN09AlsI/mDDLtlSMlznj142jNXTk9eB7VGLOKwgVY2IReAGYtx6VFLcKikscexNXUneVyYx0J5JSifu13Nx9BUO8s43DPHJz39Kqfapbj5UJWP+8ePyFIblIgUUkn26n/CsXNGqgXA5aRtzfKvRAf5mlF0dwRFXA79hWcZjgDA9gOKt2dlNO24jaD/ABGodTsUoJas0ISJGG7LnsKvMvkI0kjKqhc/MenufSs661Ow0GLM0oaYj5UXlz9B2Hua4zU9evdbkKysYrYHKwoeD7k9zWkY31ZD1ehf1/xO16Gs7V9tqPvuRzL/APWqhpdt9pcAZPP3VA/yKgtNOjuJFIUYHU+tdnpsEcEICIBjjiqG3yrQYNPEUBMjlRjop5/Oo9JjtG1SNJWbYCSC7EgnsDU9+8pDAfdAGcdcZrnb/wC0GNmCvvHPA4p2RKu0eo55yCMAck/qa871vUf7Y1jyuBbJ8kJz19T7E4/lWeviPUodMntGnLxMnU/eA7gGp9DWKSNEkjzvG7P90npVylpYiEOV3ZuWkOyELDM8RxyH+YVPObhYWyElGOSGxUflSW4yuJVJ79qnWVGUc4boRWXqaMb4Om8zT54DkNb3DLtPoef6mui1BA1nnGdhz/SuY0u4j0zXbhZ3EcN2gKs2ANw7fkf0rYn1/SzE9sLtJZXG0LGdxyfpVQWhjUT5roqiOPplh34JpvlDdw5H+8oNQiBwp2uXB5G7NRkzDgxH3OaRr8yx5TZ4KHHT5cf1puZQchFI7HJFRRSjJPAz69f51L5gPG4jPelcB3mEjBQ59jmmiQcq27I/vKD/AEpTkng7gfpS/wDbP8RTAWORdhG6PnsUp67l58tD9GIqMruGMY+opnk9wVH40CJ1bb/Cwycna4OKQzKM5eVPcpmogkyj5Zc/UZo8yRT8wB/GmFhl1BOXUKme/DdaoNZXE82DCxX34ri08W64oBM8Te5jH9KkPjHXSMB4APURCsnBs0V0dpJp8xHlptGBjGaVNIMafvJgB3IGP1rg38Ua5MvF4VA67FVf6VRnvb27P+lTyyjHRpCR+VL2Xcd5HoEuraFpKn98s0o7R/Ofz6CsHUPG95cgx2SC2jPVj8zn8egrmlUlRtj59qsw2Vw+P3ahT33VajFBvuRGWSWUu/mO7HlmJJNaun2Usjh5EcD6VNZWJj5ESFh33ZrdtkcJgxp1/vUNjH2kcCAJja3uK1ImVTgOD7ZqqjOoGIlPtuqTaj8tGf8AgJ6UXJaJ5dwIcH6gjgiqFxAkoxtcf7PUVaEOc4aQe2KRVdWwJG577aaZNrGBcaMLqTy4m24++xHatizsRBIpkcbIxtT6CtBIsLt84qe5Cf8A1qYYI0k3ZkkPoRx+tDBO+hIbldpVBvPTj/GoVX52kcAEcYHYf1qUnC/6rn0J/wDrU0tJja0aL7g5pXC1iG4gS7j2uoKg8E4pttpltbsrqq5XnPWpPmyFab9AKVkXhsZ/E0XGWvOgUfMVAFV7idAdsILMfQcUgVeGwd3utKVAA/hPqcCnzCSRHDEUXcz7mY5JUYqz5hA7n8KrNPGvcHnr2/QUqyIwILKPTgmlcZZVgG4NSBvQ9apcDgEn14/+tSOVRNwWQ8fjTuKxfI4yTz9aiLRqSzMoH1qrncAQmPc04kZBCgn8BRcLFkyxgZGW9lGaY8hOMIcH14xUe9jjCqPqacXcAYMeT681VxWP/9k=
|
Is the minute hand of the clock closer to 12 or closer to 1?
|
12
|
1
|
A
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162 |
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
|
Is the minute hand of the clock closer to 12 or closer to 1?
|
12
|
1
|
B
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163 |
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Is the Christmas tree positioned in front of a large window or in front of a wall situated between two windows?
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In front of a large window
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In front of a wall between two windows
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A
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164 |
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Is the Christmas tree positioned in front of a large window or in front of a wall situated between two windows?
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In front of a large window
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In front of a wall between two windows
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B
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165 |
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In this image, are the berries placed
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On a dish
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In bowls of yogurts
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A
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166 |
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In this image, are the berries placed
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On a dish
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In bowls of yogurts
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B
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167 |
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
|
Are some fruits cut open or are all the fruits uncut?
|
Some are cut open
|
All are uncut
|
A
|
168 |
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
|
Are some fruits cut open or are all the fruits uncut?
|
Some are cut open
|
All are uncut
|
B
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169 |
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bmrUTAu7Hs1ZsE37sDsRjFTrLtkkGf4s/oKzaKTNFJQ5JzxUqSYYD8qzIJP3a89Rmp954x16io5SrlcyB8tkn1NWEH7vJqqpEfPv+Yq5FPHj9DXhrU91rTQy9N1yNru4sJnAkgbHPcdq2jIAhKrvyMV59r+hXieJPt8Eu23cDYyHnd3DVYh1G+EqW7MwLEgcVceZPQVSNKS1dj0CK4S5tz5TEFflbIwQamjhjiyU4BHTNZISO38iNDvdlUMScEgnGfz4rVGCqqAQOtdZ5jBmKu27lMY64qpHJHPEw2gEHlTjkY4NXOoctyCcYqthI8HABPGcfpTuCKUDQQ3TLsKCSMAhT3U+nbrWBd2gtdTuYgf3bOXTPvzXSShZLu3ddhGSuT2JH/6qp69bt+6lwPMAwfT2rKsrwOrBT5atu5zht1aQZXkHipWSK0j3EDzDwB6mrIkYDPlHd2qvFps2p6gIwWIHMjg8Rj/GuNK7sj15zUY3Zb8L6dI015fyLlZ9qK3qFzk/ma27uJWTYMH1z6UslgIUgitppoliU4Eb4H0I6GgvMyuGMLpt+9na6/WvRhHljY+fq1Oebl3OR1zSLbULKUpIgnC43Z4DDoT9e9cJc6PfWHlyXsBjZW2K4IKupHYj3r1+exSawUNDgjacDgmqWp6TFfaZJbOgUOuMD+E+3vW1Ory6dDCUObU8/ubASLFcRc4GGHpVmO2DR7XXIIwR7VLpiyQF7O5+/E3lsfcdD+I5rU+zFPmxke1dj1SZitGc5pkk2lXDwMN6J8rIekidvxxVhrZLW5/dSk28q74j7f4jpWjf2QYCVB86D/vpaoNE0kQgBx8wZD/dPcfQisq9FVY6bnRhq/sZa7HQPe2cl9a2Lx/vBEN8nTqPu10kcaKiqoAUDgCuDn3z30cyqAV6H1rr9PvhJEqucECtZKySML3bZLd2SXCkMoNVYdLWIjaoAFbKbZF4pdg3AYqVJoXKjKkiML8dDT5WKtuH8SfyBq5ewjy8jtVC5PlxxOegJU/l/wDWprUNiaBsKfQfKPwq2sgUZ71lWjk28J7soZvx5q+n3sn8KTQ0QmQNkOuQTwR2qN47mL99CRNEB8yKPmHv70sUazKcOUbnHPT2IqnDf+Re/Z5m8m4UZ2Z4Yf3l9RXz59Etdi/bXEc6BXO5GHHoaV7eMMscgIUNlZMcp/8AW/lUM9qbkG4sZVSfq0ZHyv8A4H3qCDVHSUwXSGOQdVcY/I960hPlZnUpKotNzZulZLq1KnhnCsfUjnP44rSSZSpcH5VHWsO0u1uLmGLcrJG29T3Ax0/OtvfsiZyM4HSumMuZXPPqQcJcrIVuZDdkSKVTOFxzn3qWQMkQG0tjt3NJGhXa2RtxjFTY+UpkbgMj6VTZEUZ8kYaHCRlGAyo9DmotQu/tGiecB88TAyLjOOx/xq6EEW3e2T0z61nXkG07if3LgxyoejKf8OtJpSVmUpOMk1uZbh2UAAjJAAB5NbVjbS20Hk8RqfmYp1b6msfSLSQMFZhtt85JHV/8B/hW8rNKp6qM4FZ0qai2zoxNZzSj94ryLHGWUE84A9ahlRlddgUhhyuOcmpYI3WExSbSR3/xqO2WUSCe6Y7kyAidOTxXR0OInlyUQr0I/wD1VSuLeRp4ZDLkKcbemferjMHmDBWJI/ACh1HG4fMDkYpJ2dxtXRx+qaeYNVackFJh6dCP8impviGPvLWjr0cxuLXawIyw2+vH86pISOGB49a7oawRyy0kyKYblBA6VUitDLKwTHAzzWmVBFQ28A+2NGVJJQkY+tXHRiepRjkiiYgqQ44INSfa9p+XirhtGE3zQrsC8gHLfWnfYInGV5pya6gh1nrZiIV+ldFbXUN0gZGGfrXKvpROSPlqk01xpsm5GK49ehpcqew72O7mTdGRWTqI2WDluNnzflUOleI4r5DE5AlHBGadqr+Zp91zgGJh+lEYtSswbViHTyZII3bj5Rx+FaaccmqOmLutozjtmrjncdi9B1NTLca2M7UWNi5un3eUfllwOF/2iKkvdNs9e09Edts0ZDwTKeVPsfQ1p3SIpDSkFW4YkcYrEt9NnsfPltGMllu3Rx4yV9dvtntXhOLTse9GopQTbsNt7HVrVP3Y+07eCuQrj8+DStqCXKtaXsQDdCkyEEVpR3qz24HmkSjhSOufStUxxyxiS+t4zIMAkLnGeh56VcaamtCJ1pUnrqYWiacbacyC4eYeX+7DcbQxz1+g610sUqzwEggqBg8d/wDCqMKQxXZaIjY4BGDxWsqKIxgAZNdCSirI4Zzc3zMYhH3ACVxnNBCxSAAHO3APXipXUr9znjp71EG8xSzbWK9xQSQmRZJRE2A2ORnmqd1AJVlO5iSAAPSroWGSUOAC6nBNI0akMwABIxmq0BlSzU7QuzAI3MferaozKARsI9KbDH5coQupIHUHg0y8Fx8nlMNufmA4J/GmkmQ2+pO+GBBGRjOKY4aMIA4X1GM5p0S4ILEr0+TtmklIALHqM4pdSuhSjvkNz5XO4EBlAzgn3qWaQm6A3qMAkU23mD4IBGRnkdqZtjkkeXALKcA47U0DRzPiDUTayxwBWMluvnMfUblB/RqthUuoFmTnIzxWZqt2knjSKwlAaOSzZCfQk9P0qXS3fT5/scpJjP3Ca9Cmr00zjm7T1JtrEMvQjkU2CXN7av8AxBjG34ir9zBj94vFY9yxim8xeoIbj1HNNAbd5E5VXiIEqnKHsfY/WltpIrqLzohtccOh6qferEiiaHI6MMg1ju0lvdG4jOJBxKvZh/e/xppX0DY1GXdgMOahltkdT8o+lAuVmjDI21v7rcgVJvZlyMZHVTSQHG63YCzuUnhLRk8rInVT/UexrRi1R7rRZxKoMgib5k5D8du/4Vo6jbRX1s8LAox6H0NcLHPPpV/LYXPAZSYz2ato6rUzejO90qbdZxY7qK01G4bVOB/EfSuf8PM0mn2yjr5Skn04roBG7AKAQv8AOsGtWarY1ifk2vGhxggY6VIiSs7AgKnYYpzrDEA8rhV/vM2B+tSK0LDdFhgw5ZGBH6V5h2e8VUtrWC4EjxRfaDyGC81Jc3VvHHuuJAiv8oz3NNnitYpvOeYRueMu/H61l30FnLZyQXFxEzMCE+fOf69cU9FsF29xtozRTNEzlypCgkY6D/69bSSqXVAGyfbpXJWGoyPcyB495jbax64OK2jidVlydy8DDYx9am93qO1kaglYTuXOF7c8UxJIi0u0jPRh/jWRezo8axyM6tnOcdaZDchXkHmnDntxjjFO6Hys2dy/KQvY9KXHyoP4AMGs2O7WNFXcCTwMDrVi3uGklaPP3Txkf54qkTLYmELoMKF3KMAAYFTCEbVY5LKeKavm7yxZcc8etJJMsRZ5CRgCglIc7DzEz97HQVRmeXzxHj5cFt3YHpinSXiu4KJlvU9qidmJJOMY7Vn7SKZsqE2rpCxyFQNwwe49KqLfKYZHVS6x9cfxH2qWGK5WaViEaJuV55WmvPGGEcoHPAPY1Ptl1RssK7e6zgdUDP4hmvk+9GwA/Dn+tdNPCL60WeL7xG9T/SpZfD9lKspheRDIxc5O4ZPX8KNLtp7OJrWcZCH9246MK9OjiKc0lF6nm1cNUg25IksbgXNttf768MKz9Sh2k4qzPGbK7W4Qfu2OHH9alv4xJBuHpmtupiGnu8+lW5C7tmVIzjocVNNZPJboSQJ0H3h0NUtEuAltLGT92QkfiK2UkDDik9B2ucvcvLbI8kcZwnMkY6oPVfUe3aiPXYk2tJkBhw3VWH1robuyFxiSM7JV5DCucn0cvJJ5ISJzzJA4zG59R/dP0rSLjLcl3Rfa6W6gMlq6sw6pXG+JZ7a9tjFMDDcRnMb45U1PPYXllMZLEtFOvWBz1/3T3rG1PU4NYGy7QwXacE4wD9a0UbGTlc9C8K2lxB4ctGlQecyAtjp7D8q2vtM0f3oTXC2Hj3+ztQFncJuhLYXb2r0OzvLfUbcT27h0PX1B9656kXF6o3g01oZ32aFo9joGX/a5/nUY06GLLQloie8bFf5VYDKUJPUGmmUYxur5u59NGBVksPO2h5ZpNvQtIcioX8O2U0qzSIzygYDtIxOPzrQD55zxT1YY6ijmk+pXKktEZ9tpBsbq5uYJXL3DBn835hwABj06VYD3sZxtjZepw2D+VXVfGMEYFKGT+LH1zWiqT7mDo030K7OLltsiFQF6sOprJks7mGQPA5cHonb35rd3xAjkCj7Rbr1YZqvavsR9XXRsoQpdqFATIHXJrXt5FQb34ZeFXHUfXtzVU3sC9MULeIT0BoVaSB4WLRoteIv3FLY/Cqcsj3GWbj2xxTllRvSop7gJ93GaJTlLqOFGENkP27UOOTTzkryPrWfJqCKhLyAGuU1rxz9guBa2kctzcHpFEu4n8BUGqjfc6y8fUxMiW0CtG3VzIFC/h1NCWLmMpdMswJ3bNmAD2+tY+mXmry6W17qsItiT+7gz8xH94+n0ro9MlEtktw5yHGc+go30KbcY6FXZDakbIwmfQVJHcBm2nkVG2qWskeW2vGzlVP0pZrBlh+0WpLZGQnUge1HXQTV17w+aMSgpjcpHIqpGhELQt1TgZ7imRXzJJiQFG96kOqQycMRmu2ljXFWkrnDVy/md4GbZIIb+6RjhSFYfrVs6ikbbYzv+lZPiq+TTtKW7smRLt5AgZhuBXqcg8VH4M1O81iO5kvXgHlEKvlxhc5Hf8q7Vi6bjzM4HhakZ8i3N4amw5KEfhSNewXhAV1WUcDd3q01uWHEp59AKpzaPb3H+sLE+o4P5io+u0kX9Rqsq3y5jKXMWV9cdPxrkNU0UarMsEA3zscJJ0IH+0fQV3qWMaxrH5spC8Dc2T+dQpYwW8jSR7lc9WU9af9pU0tmH9m1G90U9O8LaVZ2UUdzbxXU64LzuvzM2O3oK0bVLWwu/NtVMe4YdAflNRM06j5tso/75P+B/Sqb3kCS/vHMRPaX5fyPQ1UMTCp9oieGqUt4krXRXgnP0pVugeTWnN4YkaZcJcGM9SXRT+FNj8Ibovnkukk9PMRh/KvH9hLue59cpef3FE3i461E2oH+Hk1ck8GPsLJqE0Z6kSxAj8wazZ9C1u0OYo4LsHkeTJ82P904qXRkg+tU31Fa8uGHyg9etCyXPc/maxbrVpbCbybyJ7eX+5IpBqMa20o+RWcew4qeRl+1j3Og82TozcU/dkcuK55bi/nGRFIF78Y4/GonkuwD1UepqlSkQ8TBdTpt8CAF3B/GqlxrtpafKXUfjzXLE6jcMyiORkA+bAx+VZ96ktqmTCxfOBzkL9fetI0H1MJ45L4UdTP4tiUZViAOaoy+MYfLDtIzD2U1gRaXfXZQxo2H/AL64zVyTw8LcYuplXA5x2qvYozWLl0SK+oeKbi6iMVmpTcceY3X8K7/wRoUOnWzmPZNqEnNxcnoueig15yi/2nqcGjaSiyTyt5ZkIyqDuf5mvbdK0yPS7GC2VmKxKFBY5LH1J9TSlBRskEa7d3LctDSrVowJk89vWTkflVJNCnS+LpcBbVusIXt6CtdX5FPLYNHKmT7WavqZFx4W0Z4yFtVgbGA8JKke/HFVorsWiG0uJVWZBhWzww7EVvbs1m3umQXEySPGGx2NKS6ounVtpPVGNrlrJdaXFeWqB54/mZFPLDHP41xw1lHQ5GPXPau+tZBYFLCYsWB/dtjh1/xryLXLmK21G/tVYYWZ1Hy+9Q4t7HT7TlWmxn+JdUk1a6htrNXligznbnBY+/TsK1PAt61nFeJJuV/NXKnqCB3qjaWRexie1Iwuc7Vzg+hp00ckGo20hcLNs/eAcce/5U3L3eU5ov8Ae856J/bBADGTaAOT609dWdurcHt61xa3ikrl847GrMd4SSd30rBtnddM7JL4lSMgClNx8nL9a5RL0jo360/7dIxxu/Wi49EdE93nhSPeqNxM5GGCsnfNZRuXIzu70faCoO9wT6Uirns6sy8Dp6Gn5XGc7frVdpzyHX6nsKYCsv3MuR69K9C54hbxj8aZJBHLjegJByD3FNUyLjL4I7DpU27cu4fiKYFC+037XCqMsM0anOydAw/PtWA/h+JV+a2W1bv5QBQ+/tXXBiDTjjAPZuoppktHFjSmLGONlk4wcd6qXemSQkl4ieDthj5ZvU/yrsLmwVd72uI5SOnYmuYGl6jd3ZudSu3twvypbwHjHue9XdEWlsMttDd7dSqMu/BIHJFLB4cijO5rRJGLZG9txrobWCOKLZl3Gd3zuTzV1AjA7VwRzik5jVPucbe+FdX1JNkN5DYR9goLH9Olc7ffCHVLiNhH4jUyHtJC2Pz3V6yP6USMNyH1FQ3c0SseYeDvCl54QlvjeR2ryMFWC4hOSV53A55HOK7cSFuTVPWAzXCIp4LjP51YTpWMm+Y1SSRZjfMqrT2YB6qwt/pQHtUznD0JisSbsimrOEcRy9D0NM3YwTTLpd0Z/MUNiH3tmtzA0RJCnlWHVT2IrxzxNpBsNfnDlmWZjKrN1OTz+RzXr1vfYt2MnOwciuV8eaa17p0d7bbd8Tbsn+6eG/ofwNaUppSuxVFJxsjzlLVQSV4J6kcZqL7EhQZGCO+TkmnyQ6rJAJLWBJgRwEY7v5UkWla6wLSxGI9cErkfma6JVKW7MFCpchFtcAfIcjrhjTvNniYh0b6rzWjDpey2WWXUSsmPmUspFUZlB3BdRgOO+2uaXsZeR0xlWiIuoIBgyAHuCcVIL45yHz2yK5y+IDHOqQkeipk/zqiqSOcQC5lx/ERtFZOjH7LNViJdUdn9u4GXBA7E1PFf26Nuc5+lcraaXqt2QsKSOfUMcD8TXV6P8PdSvHDXl88a55WP/Gs/ZrubKv5H/9k=
|
Is there a knee visible in the image?
|
Yes
|
No
|
A
|
170 |
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
|
Is there a knee visible in the image?
|
Yes
|
No
|
B
|
171 |
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
|
Does the snowman in the picture have a mouth?
|
Yes
|
No
|
A
|
172 |
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vQ/55rKMr6HR7GUKcZvZo0UXA5/M1bi6DGTxVZV55qeMk88CmQTzSmKBmUZbGa+d/Fcd5c+JL+S8YtMZDtL9l7Y9sV9EABuv5VXn0PSrx1a6063nK9DJGGx+dMDzT4P22qHW9QvpZZpLU26xNI5yGcEbQPXAB+ma9iMg61FDFFbxCKGJI40GFRFAUfgK4/xrrUtusdlbsVSTmVx3A/hz/Ooq1FTg5M2oUXVmoI6k67p6TeU13HnOOuR+JrVjcMoYHI7V47aT7lHNdW3jW00Lw4rXIMtyuY4YV6yehJ7AdzXn4XHurUcKit2PUxWV8lOMqV29i38QvFp8P6UtvauBf3P3OeUQdW/oPr7V6JZzefbRydN6K35jNfK+oX15r2qPcXTmS5uHC4GcA9AoHYe1fUlmn2e3hiHSNFT8gBXo0qinex5mKwdXC1LTd00rfqXqKByKK0OcKKKKACiiigAooooA4MGlptLVGZ5N8SLuWfxRHbMSIraBSg7Zbkn+Q/CuPLbjXt+v+FtO8RIpulaO4QYSeM4YD0PqK4u4+Fl8jk2mpW8i9vNRlP6ZrhrUZuTkj6XL8xoU6MacnZo4Q4XrWnoXirVPDRlFiYmhlYM8cqZDEe/UVoaj4C8Q2K7hardJ3Ns27H4cH9KTw/4H1PWr1Rc281nZof3ksqlSR6KD1P8AKsowqRlotTtrYjDVaTcpJxO8sfiLot3osU17eQ2l24xJB8zbTnHp36/jWPqHjvw75boLtpgwIKpE3I/EV0134R8PRQps0e1yOMleTxWc2g6TED5Wm2i/9shXoapanyMuRybitDxmVFEh2K4ib5oi64JU9D+VXtL1S90W9W8sJ/LkxhgeVcejDuK7vxH4aXU7RTbhUuYRiPsGH90+ntXnbxyQO0cyMkiHDKwwQfesEmps1xs4/VIcj1i7feeraJ8Q9L1ILFfsNPuemJD+7Y+zf0OK6+GRJUDxOroejKcg187NjvVm1u7my+a0uZoeP+WchX+VJ1rOzR14fBe3w6rQl019VufQyyYzjg1IJ1XkmvAx4x1+BDjVbjA/vEN/MVXn8YeIrpcHVZ1B6BcA/oOK0c0tzgw6niH7kT3q81WKFGzIqD1Y4ri9d8Q6DNaPFPfR+YOU2/MQfwryOa4u7ts3F3NNn+/ITmrFnbKhJZOf881lOopRatc9ajhOSSlOajb+up21lchSjK2VYZU+1XNatzf6M7IMyQ/vFx39R+Vc1ps5QmGU45yhrq9NuN67Gxg8EGvCrQdGop2PajNVKcoQlvs1+jKHw50n+2PGVkCpMNqftMvp8vQfi22volDzivJvhxeaB4fn1C0ur6ODUZpsYl+UeWPugMeO5NeqpKpwQwIPQjvX0NFR5bx66nydWtXqpe3d3G6+5/mXk+4KdUcP+rFSVsZBRRRQAUUUUAFFFFAHClMU3BFXWi9qhePFUZkNKKQjBoFAh4PanA5qMGlzQMhveYlPoayZE561sT/NER6c1nOufpUyKiUmhzWPrHhm01eP96pSYD5JU+8P8RXRBQTTxGM1BTSkrM8d1Xwbqun5aOL7VCOjQjkD3Xr+Vc67NCxRsow6huK+gZYhtxisDUNNt5mYT20Uv++gNZzp8zuduExf1eHs0tDxvAmZVPQ4pWjyfu9enfit7xVZ2+n6hClrAse6MkheOc4rIQ5P3eP8/wCFTKUVuctLA46TfsHaL87DY4hx0/HkVcTCjr09e3/1v/r1C0zIvRcnv/n/ADxSRTbyfNIHYCkqieiMcRlWKpp1a7VlvrdluNhtLdPQelbGl3zZAf76fqPWsZf9gdASABnpSGRhIrxttK/dNc1XD+092TPbp53RWHcqcGlGy6WOg8UQCT7NeAAGQbGH06Gq2jeLNc0DAsb+VYs/6p/nT/vk9PwrOub25uwnnyZCDAHQCq79AKMLCUGoyew81xFNZcqlNW52n566tntfgX4n32v63DpGo2UIeVW2TQZGCATypz6dq9V6V4n8FdEeXUrzWpVPlwp5ERxwXbBbH0AH/fVe2A16MG2rs8ZQcYRT3sm/mOoooqgCiiigAooooA59ovaq8kPtWu0PtUDw+1MgxJIsdqrHKmtmWD2rOuICKAK2aN1MbKnBppagB7NkVVZfxqRmqMP82D3pMaGbdpFSKPanFcnpQvWoKFKZB45rLvoR1rYxkHpWfqAHl4HWmM8p8ZRBtYhHTEI/mf8ACsJYVQd/8/5NbfiyYSa/ImM7EVf6/wBaxTISM4GP8/41zTdO+p1U6OayS9i7Q6ar/K4jQo2M59+f8+9ek+EvhvpWt+HLa/v2uUlkZmHlPjK5wOoPoa8waaQt1Hp0/wA+te/PrFj4J8FWUt+SBFCkaxoPmkkIzgD86uk4t6Iith8bR1xE+ZPpe5btfA2h2VoIbW1EWARvzlz9W61z+sfDO3uA0tuArnvH8pP9DWVofxfutX8RWNmNLjjtLqXymAZi8eThTno30x+Neug9Bit7HM4prlex866z4R1HTGYhDMiddq4YD6f4VgxI080cUYy8jBVHqScD2r6el0iPULyKRhhEOWI7+1Zkfwz8PReJDriRSLL5glFuGAhV/wC8Fx684zjNZeys249TTE1ZV406cvhh+Whv+HtFt/D+hWmmW4AWFAGOOWbqzH6nNa1A6UtapWIbbdwooopgFFFFABRRRQBGY81E0NWaSgVihJB7VRntc9q22QGoJIfagRy9xan0rOkjZDXWTW4Pasy4tM54oCxz7GoXNaFxakZwKoSIVOCDSAlt5w52Ofn7e9WMVlOpqaC/MeEmBYdmHX8aRRoMQATVK5j35q4jJMu6Nww9j0qOdSIJCB8wRj+lAzxDU5Bc6teT5zulYjHoDgfoKq+Wp+X1pN4ByxA7n/P401biINjdk1zuNO92ZLF5rUjanfl8lb9DS0HSF1LX7G0VSfMmXP8Au5yf0r2Dxt4PbxZaWsUV0tu9sxZSy7lORg5rg/hii3XisuqlvKt3YYGcE4H9a9vgsbmXBKeWvq3+FbU1G10XGWIatiG7+ZwXhH4bWfh29TULq5+23iZ8rCbUjPqB3PvXo1vavLgt8qevrViCwiiwW+dvU9Pyq5WgxqIsahVGAKdRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSEZpaKAIZIsiqctvmtKmMgNAjAntMnpWbPYZ7V1MkANVntfakM5f8As7PGKT+xQ5+7XTrajPSrMdso7UgOSj8OZbK7lPqDir8WgT9DK5HvzXTpGqjpUlAziLD4baFYsWXT4CxOcyLvx9M5xW9D4d0qFdv2KAj08sY/lWxSYPrQopFSqze7f3kFvZWtqD9ntoYc9fLQLn8qs0UVRAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==
|
Does the snowman in the picture have a mouth?
|
Yes
|
No
|
B
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173 |
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
|
Is the decoration on the Easter egg flat or raised?
|
Flat
|
Raised
|
A
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174 |
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Is the decoration on the Easter egg flat or raised?
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Flat
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Raised
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B
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175 |
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In the image, is the nail polish on the toes dark or light in color?
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Dark
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Light
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A
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In the image, is the nail polish on the toes dark or light in color?
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Dark
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Light
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B
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177 |
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In the picture, is the person facing the ocean or turned sideways to the ocean?
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Facing the ocean
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Turned sideways to the ocean
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A
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178 |
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
|
In the picture, is the person facing the ocean or turned sideways to the ocean?
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Facing the ocean
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Turned sideways to the ocean
|
B
|
179 |
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
|
How many wheels can you see in the image?
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1
|
2
|
A
|
180 |
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How many wheels can you see in the image?
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1
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2
|
B
|
181 |
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Is the stripe in the middle of the car blue or white?
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Blue
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White
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A
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Is the stripe in the middle of the car blue or white?
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Blue
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White
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B
|
183 |
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCADgAOADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAT+KlpP4qWkAUUUUwCiiigBKaxwKdSEZBpMCtbTx3EO6OQOu4jcDnkGp+c9TVTT7OKxgaGFSE8xmwT3JzVs9KlaobtfQMnpmmknPWnUw8UmCFyfWmurMUIcjDZPv7UqggDJyaHDEDb1zUjJR1oPFIOuKcelWtiRR0opB0patAFFFFABRRRQAUUUUAFFFNY4HSkA6iiimAn8VLWXrutWvh7RrvVb0sLe2jLvtGSfYV86+JPjhrupTSrpziwt+iInLD6nuacYt7AfT1FfKq/EWe6j/eaneRSZDb45SNrYPT2rX0P4x+I9LkkW5uo9UtYyciZNsmM9QR1p8rA+k6KwvC/ijTfFukLqGmyh1ztdc8ow7Gt2pAKQ0tIeRSYFCxtpLaS5Dyl1eYumf4QQOKtnimIzmeRSMKMEH1qQ9KhWsN76h2NNNOHAppoYIKR32LnGecUtDEbeemaljJBSnpSDrml7Va2JAdKWiirQBRRRQAUUUUAFFFFABTHcIuSO+KfTXxt+bGPekA6iikpgeU/HyeeL4fqsRYRyXaLKAcZXrg/jXy2a+0fiFoH/CS+CNT05F3TtH5kAx/y0Xlf1FfNtt8J9XaITX93Y2MXy5WSXMgyM42joe2D3rSMkohY8/BI6Vq6PY6hqV2lvY2Vxczn/VpEhJz/AIV6dp/hjRfDyxXbaRLfKoDNLdSL8y9cqgz9cHoOpGa6RtftnNjHpomhtpVYObWMB5MHHIUHp+HP50vadh2ND4NeHtb0TUtTlv7CWzt5kA2lcKWByMfmRXstcP4Xvo47yK3SOaBJoxmO4cggjsAxz+Q/Gu4qL3EFFFFAELMPNC9yKU+lDgbwTjPag9KzGL2pDSijFADaCARz65opjspG0tis20txonHWlqNZVboeKeGBOM1cZJoTQ6igUVoIKKQnFLRcAooopgFFFFACYqOVBIpU5xwePrUnWmSOI0JqZNJXYLyGTTCJevNfP3xB8Yaz4f8AHV7b6Xq95CoKyuhfKqWGcAHI2/hXuMrNIc1wnj34bQeMPLvLaVLXVIV2iVlykif3Wx6djXJSxN6uuxs6donC6Z8eNasgI9Vs7fUIjwWTMchH4ZB/IVk6h8QdIuj50NhfQPn/AFaFIxk9D1OccelZOrfC7xbYXRiisobhOglhnUA++Gwf0rHj8C+J2d0eyaLYcHdIBn8utehzUn1M+V9jR1Dxy7qoTT2lK5wbyfI5xnKxhc9B1JrCufFWt3ilFv8A7LCc/urXEKc9sLjP41ePgXX1yWgVsHgb+v6VWh8FeI7u4MUWl3DEHGWAVcfUmhOl3Dll2G+ErqXS/F2maozRuLe5R3JkGdueep9M19Rz/E/w9BCZVF9Mo/55WzNXgukfBzxBdXCG+lhs4AeSr+Y5HsBx+Zr1PQ/h3pemQCL7MZcdXlYsxPr/APqrGrWprbUqNNvc2x8WtEdcw2t85zja0e05/E12VlqIu7KG4aF4TIoYxv1X61ztj4e0uy2tFp8CyL0fZkj8TWwBxgVw1cbyuyRoqK6s0hJHNj1BzTznHWslHKyda0w2Ilye3WtKGI9qtSKlPlHZAHJqNrqIHBaqF3cschT0rMluNwOeKxq4vldka06F1dnQtIpTIbiqZuFYBkDOM9RziqK3eIAVOecAVHFpMHmmdkwx5IBNKUnUtYORRNQXq+b5ezkdcc0zz7yO4CpErRZ5kZ+QPpU1tbxRRjylCg9qn7j1zVKnK12yG430QkdyWfkH04q1k1HHGAxOBT8jOK66SlFe8zKVm9CrMzPJtViAKVXkj6nNSGEZJUnmoyCOvSuKo6kZXdy7pqxOkof2NSVUHBBzVoHIFdeHqua13IkrDqKKK6SRKhuBkYqaopkJGayqq8Wio7lNsJhVHzGpBEI0wcknqfWiOPMhc9uBTpWxXLCFtWjRvoZtxbqz5K5qm1jBIclBmszx54kfw14aub6Fd0wX5BnvWB8KPE+p+L9PvTf7me2kC+cy4yGB4PqRj9arkk1zIaZ1f2GA/wDLMH8KtQWUA/gGa047OCPhhvPqaxNQ8WaJpmrnTLoSR3ACnIj4Ibpg96jkdhpuTsjTWCMYwKk8pRjAFTGDADIcqfzrw5vibrFt8Sby2naY2K3P2eK1H3fvBRx696qNOUrrsF0e3Ko9KjbCPjtUitmorlsR7v7tc1WN1dFx3sIwG4EVceTbag1nRs0oLBTtHU1buyRbjA4ooRaUnYKlrpFFn6k9azwhuJiBwAeTU00m2NjnoKdZR4iUnqRmsHDnlqbqXJG63LEMCR7eM46VYLE1HnApvmGuqNkrIwbb3LcM20bSMirP2jjsKzA/eneZlhzxWnO0Ry3NWOU4yaC3NVYiSBjOKlyaftNLE8qJ1anlQR0rFOv6ZHrA0t72Fb0gN5RYZ5/r7VtryK2j7ysyJKxWPBIqyo+UVF5GZSxPHpU9Th6cot8wpNMUUUUV1kjR0qK4mWCCSVzhUUkmnBzio5wssEiSKGRlIIPpUc2g0tRWYeWGXoRkVVkO6rDkCFQOgAxVVzxXPN6lxMXWtEtdetGsbuMSRScEenvVrSNJ07wzpUWm6bAIoI+SepZj1YnuTVoOEcE1DMwcMDyDUKXKi7XJJrkg4Brhtd8NSan8RdG1Zrj91DEzyxkfeMZ+T9X/APHa6dJnDeXN94fdfHDj/H2p5G66RsfdQj8yKzc+xpH3djailLoM4J9fWsa48MaO+tDWDp1ub7/nts+bPr9ferkUwT5e/pU5mGMZpqV0RbUaOOKkhVZZArgMvoagd+tLbS4LMfoKS3G9i9cvHDBnCqo9BUMhWSNlJ4IqK8dZLcq3Q9areeccGtJO7JitDNuY3SURN3I59RV1CAOO1MuZA8Wc8gg0xGBHBrn5eVuxq22izuz1rhfHvjyPwmscSANcyLuGRkAZrtM8Vyvi3wPp/i0QvcvJDcQghJY8E4PYg9RWlOUeb39iWnbQk+H/AIu/4THTJZNirPBJsbb0IIyD7d67u2tYkO6T529+grmvCHhXT/CGjfYrFSWdt80rfekb3reaYgdapuKldbEu70Ll/qFtplqbm4YJCCFLdhk4FNstRtdTQtbyK4HXFZ935eo2E9jOgaGdCjg+hrm/h94dl8NWk8dxePcyyOQG/hVQSAAP1Nae2WglTXK+5T8ZfDE6t4ig17S5/Ku/PR5gx/hAwSPyr0m3G2JUyTgAZp8bZHJp23DZFb7tNGV9LMcKWkpa0JCiiimBULc1HOnnW8sWSu9CuR15FDPg01mLRsFOCQQDXO2Wh6gLAkYP3VAzVeToafGz+SgkxvCjcQe9Y3iTxJpXhmwF5q16ltEzbUyCzOfRVAJNS1ca0JZpdveoTcr3Nc9pPi7SfFf2j+xp5ZltwDI7QsgGegBYAEn0zWxDbMjZuFO04xnII9ciueonHRmsbEpurf7rSIM9iab50Abd5o/A1W+zw7t5QE/WkCqsrBcFQcDmudydzVJF1buL+BgfpT0ujnJNZ80cJjEqkKTxwcZrzPVfita6Zq72YSeRY22uzQlCD9Gwf0ranGUtEiZOK3Z63JdADk9alilwoGea8y8OfEbR9e1MWazSpcsPkEyBFc+i8nn613UVwSM5NaKLi9SG09jUuZt8DLntVFZfLiVd2SoxyagmufkPPas9bklTuPOaUnqOKNQ3AKkUtvLWX5/ynBqIX3kNknIzUSZVjplbIp4PtWZaapbT/IJVD/3ScGtJWHWs+YdiwWJUY9KhWXL7HBVu2eh+lI1xHGCWbAHU5pi31lOoy2R1HymhzXcORllQewp1ip/eE5z5rdRjvTY7iDHyuT+FWEkABKqTmmpruHKy9E2eB0HU1Y3jaTVSMsybgMewqYoxA5/CuqnUdtDmktSQN704NVcZXrmnhs1opicexKT70oORURbjrT4myK0jO7sJrQzyabu9Kaz1S1LU7PR9Pmv9QuEt7WEZeR+3sPUnsKye4yPWtetPD3h+41fUW2Q26ZZc8u3ZR7k18l+K/FV94t1ubUb2R9rMfJgLErCnZV9K3PiN8Q7rxpqKxRboNJt2PkQZ5Y/33/2j+lcHXVSp8qu9yZO7PS/D92/iL4bXPg/T2hTU1nFxHA7rH9p+YH5WOAWAB4J+ldb8NR4k8OXeo6b4kh1CKF4N9uJiZEDKfmVTkjO3Jx3xXhKsUcMhIYHII7V6x8NfFXirVdXj02W5+06dBGZLi4uVLG3jUZzvyDnsATWdam+V2Ki1fU9qsLNmczNMDbsgMajqT6g+mKsDTkkhkQnDuchh1U+v1qDRb9p9JtfPHzyndGB83y9hn1wK1IwQu4jPPDE9a8pp32OlPQ5bVLcWLQiZ2dAXkZicAqMsR9ecV5J8T9Sl1LQ7C6vthupruUwgKB5cKgDaO+3Oa9N+Jev2mj6GPteWgl+6sUgV5JAfujg8YwTXzrr+v3niG+W4utqpGgjghQYSJB0Uf49TXbhYOWvRGNSXQyldkcMrFSpyCDyD616v4R+K7DZZeISNuAqXiLz/AMDHf6jn2NeS0V3Tgp7mKbWx9SJqNte2IubS4juIHHyyRtlTVRbsFiB1Ar530vW9S0aYyWF5JAW+8qn5W+o6GvSfDnjm31Qrb3gS2vDwD/BJ9PQ+1cdWg46rY3hUvoeipcblIHPPaug03RR5Ymu1JduiH+Ef41H4a0ExwpeXifvW+ZEP8A7E+9dOYxiuVo15rGNNpNu6n5F/EZqp9g8r5VeRB22OQK33j9KryIAORnNZOKKjJmMNOZ5fmd5Mf3jmtCKyVFG5Sf6VYjjxIB2J5qQttOQhQHo4GePes3AvnZDHAy8YHHetG3Q9A2arNJ5zBdobbxlTwav2rJtzgqw45pwim7Iib0LgCxoDjB6UrvgA1GP3jgE8DtTLlsPiu1ztFtbHMo3dicSA9eaQxjqp/CqfmYqVJcEAGlGqnpIbg1qOY460+FutOO2QYYc+tRqpRiD07H1rRaSTQt1YyL28g0+zmvLqVYreCMySyN0VR1NfLnxC8f3XjXVMIXh0qBiLa3z1/wBtvVj+ldH8WfiHJq9xJ4f0u4zp8LYuZFP+vcdgf7o/U15Ka7YU+XVmN7oMmkzRRWgC17x4S0qPR/hxaWjfurzVSbu4JHOwHEan24J/GvLfA/hxvEfiOKBxiytx593IRwsa8n8T0H1r1LVNTku72SZVCK2FjQdEQcKv4CuerK75UaQXU7vwrYk+H7dRe3IcpvaMvnaTnO329q1bezSztfsbXVzMZZCEkd8upbPft/SuX0y8jPhAaTf3bW0k1vK6TxnEltEQWVv/AB1m/CvOtb1X4g+DLu0u5tUfU9LSQSQ3iASRSr6Me3HY1yKnzPfU057Fv4kWOmatqdjps+vfY9XtrfmG9+ZNzsWCtIv3WGcdPSvLtb0DU9Aulg1K1aEuN0bghkkX1VhwR9K6z4v2MVv44lvrcAQ6nBHeLj1YYb8yCazfDniqGG1GheIY2vtAlblM5ktWP/LSI9iO46Gu2muWKtsZS1ZyB60ldJ4s8KTeGryMpKLvTbpfMsr2MfJMn9GHcVzdap31RAvavTvg14P/AOEg8SHVbyLdYaaQ+GHEk3VV/D7x+g9a8yAyQB1NfXfgLw/F4Z8HafYImJTGJpz3aVwCfy4H4VhXnyxsupcFdnUKOKftOOlRq/tUyMGNcDN0RlMDNUpWGdtX7t1ggaRzhVGTXPRXTXEm/oCePpWU9GaRV1c0FOCDSO7wqVAPqpzUkcKhcmXI9lqRY1kIUBmx68YqZK6sCaKGmSzTNJHNHsKtuDH+LJ/StWJZPuu3zdcikjsFLkIzCrQiMe3dyRxRGnJLUTmtiKe2Z5EdZGjkH8QPb6Ul65SJXOcDgmrj44yPxpkyAqVPIxyK1cLXt1MotJplCOQMODmpVOKoEfZrnyxnYeRV5GyAawi3szokuxPG5HerAYEVS4HapFc10QlYxlE4XW/hP4L1m2ZYtNS0lI+WazYqwPuDwa8O8b/CrWfB6veJi+0wH/j4jHKf769vr0r6V3Lu3KxDDoRTbqYS2zx3KI6OCrhgCCp6g1tHESiyfZnxbinBQWAJABPU9q6XxF4aksrrUL22j26at4YbZuvmZPRfXFegeCPglJqNnHf+ImlgWQbktE4bHqx7fSu91IpXZglfYj0a/wDDuieGhpWj6lDcT3AWS/uW+QueyAHnaKji17w+l7Et/qcSQ7syGPLnA6jj16V6Gfgf4RaPaLOcHH3vOOa4rxV8Brm1gkufD80k+0Z+yy43H/db/GuZcrerNLtGN4W8XDW/iNdy3o2WuoApGmcCNEUhVHOPuFh9TWHZ+Jdb+H+t3+i5W5sYpnhmsbobopAD1x2yOcj1rK0iwn0y9lv75ZbOOwJDB1Ku0mCBGB6k5z6DOavzXWneMbeJ7+9Sw16KNYjPN/qbxVGFLH+BwABk8HHatOWKe2hOtjvvFOm6d8QPAOn+IdMmh0z+zopIjb3DcELzsDevBx6g14ea77R7z+zfCeveHNYKJBcoLi2cOGXzV/ukZHIx096z/Dfw+1fxJCJoY/Khbo7DrTptQTu9BtX2NTwNqkGt6Zc+CNXcG3u8vp8rn/j3uAOAD2DdK4W8tJrG9mtLlDHPC5jkQ9QwODXpdz8F/Edvsm0wrNKhDD94EII6EGuK8ReG/EOi3DS65p93C0rEmaUFg7d/m6E1UZRcnZikmtzItIzLdwxoMszqAPxr7Tt3V4Y2Ugqygr9MV8cacE2LIRh43yGHBr3rwN8QrRNJt7HVbllYZWObyzgKMYDEdOvWssVF2UkVT6nqWeMVNCQTxzWSmr6dIiuL2AqwyP3g5FWV1CIDEI81j6dB+NcGtzcXWglwsVqW6tvZR3A7VV0+1VMyOOc8egqQbnuvMxuduCfSrcaqRhRx/Ony3dw5rKxIsYIySD7etSJkAgADNLDE0zkbcAdzVj7Ky/dwaPZzlqkJyS0YtuMHrzVvaD1GarxxOj5I/KrI4FddBWjZmE3dkckKuMcj6VWmhkWIkHJXpirtIelXKlF6iUmjnZld5Qz9COPapYiUGDyKvzW2MlRlTyVPaoVt0Y8ZX6VwujZ2OlVLoTIIpm4irqRoi4AGKryW6ls5x9OlX7JxJ502YEd1HJ0+RsdDWRqt2ZcRttMJ3CQZPIIIxxU5t3l2pGOcZOelVbnQrqTkTRDn0NdscNS5rt28jidery2irmJa+H11/wAT6Okir9g04tdSJ03OOEH0zk/hXq6Ksa5JFc14U0t9Pa5aZlaSQqMr6CujdsA4xWdeScnY1pJqCT3JPNA6fmaBOScBhWe7s3XtT4ya5nJm9kVfEnhbSPF2ntZ6vZxzDB8uUDEkRPdW6j6dDjmvljx54E1DwNq4t528+zmyba6UYEgHUH0YdxX13G9c7498MQeMPC9xpcpVJsiS3mYZ8uQdD9MEg+xranW5d9iHC+x8yeBPBGpeM9ZWG1iC2kLq1zO4+RFz09yfSvq/TdDttPtY4UwAgAAHAH4VV8M6BYeFNCg0rTk2xRDLyH70jnqzH1P6dK0/P3HA/OlUq87HGNif7KmMZyKq32mQXlrJb3EMc8Egw8cihlYe4NTxyHvVgNkVmncdrHyt8TvBDeC9Zju7BW/sm8Y7FPPlP3T+o+ntVfwfpg1S7Yz5NrH97JwGNe9/FHRo9Y8BarFs3SRxGeM9w6fN/TFeR/D+HzdM2n+ORmxjB7AV1qpem7kKPvHcW9uqlZdnzNgIMc47YrqIpPsdoM4MhwPqar2FiCxmkGAn3B6e/wCVZ82oefdhlOI1OFFcqVzY6iGZzalyeau2gzCtZ8BLWrD6VpaapKsx+6p49zUrWSBuyNOD5QB+dWQRjrUESsAc8A1Ko5/xrrgmloc8hwOe1BfFKelQPyetOTaWgkrssA7hxQRUMbbeKkLjHFCkmtQaAqDUTQJnd3pzMaZuJHNS2uxSTGMrjoMD0FNGT1H51Pu9KdlSBuxRZBdnMxRLDHtJy38RHrTXkVferbwkiqslqTmi4hdPu1+2eX0LDitV+a5ua2kglSdMhkO4e9b0M63ECuvcZ+lYzZaQwp81SKuKMUoIrFo0JFYAZNVpp8zomfc024uFhQsxAA5JJryHXfiJqcfi61ubGMtpFqxWaPGGnB4J9sdvpQouWiGu57DvJPqKcq81Q0zUrXU7KK6tpQ8UihlNaSkfhRYGPUYAqdT0qFTTwaauIyfF8wh8J6nJkDFtJyen3TXi3hCWO3jQEqCMcE16j8QZmuNEOmRN+8uiA2OyA5P+Feaw+DZVcSRvIrDBxng1rFrldwR6jbET2REbcE5yPzrOn0qOUMykK45OKXR750dY5ohCejBRx7EV0EkOQWXG7swpLYHoUtOV2jETBs4xkjrXTWsKxxqOAB0FZGn2skchlmkZs8AVqNJyOaqCS1IlroXd4xjtUbuVbj8Kr+blgtOJy2D+FaOVybWJRM3cZFBYMPQ1GT13HA9acpDLlWyBSv0CwofHel3Z71A+4ZwM0ikH2NTzO5VicsaN4PFQmgOR2ouKxPu9Kax96ZvGOnNIr/N8w69qaYCGKmGMdxVimketUSU5YA3GOKptE8JLR/l2Na+zPFMeEGs5RuUmY39oqpw+Ub0aopdVhRCTIPwrTlslc/MoP4VVbS4+0Y/KsZRkapxOH17Vb3UM29rE6QHh3bgsPQe1cxJpDtwU6+1esvpUZ/gqudGjLfc/SklNF80TzrRJtS8PyMsIaS1ZtxjPY+ort7LxbaOAJnMTejjFaA0WP/nmKX+wYG+9Gp+opWkDlFliPWrJ1DC5jwf9qpTq0ZyIcyHHbpUEOhWqciFM/wC7WhHZRoMAAU0pENxMCSylurlp5/mdv0HpVqOwAH3RW0bcAdKBFjtWsYEuRkGwX+6KtWx8tRFLyo+6fT2q+YhjmmtAGFNRtqhXAc85/KmkhTgdaBCyfdPHpSlTjhabYhi70YEgkZ60+6vFt1Qlgu/oTTCXHY0yeAXsIjmQFQcgEd6Tbs7DS1K76hF9550/76rPu/EkNmD9n3TS9gnQfU1ZbRLYt/ql/KkbR4R0jArB85suRHG3PibxCbyOUzFoVJJiRcZFdNY+Mbe4QCcCJ8chhjmrP9jQn+AUv9iQHrGp+opL2hpKVJq1izHrdtJgrPHj2NWY9SifhPmPtVFNHt0IIiUH2FXorRY+gFUnMxaiTCcv/CBUgkB6jmmCLHSpBHWqbM2kW9opMVP5Y9aQx108plciAAoKgmpfL96PL96OULkJQGk8sVP5fvSFD2pOIXK5iWk8las7DRsNTyDuVhCvpThEtTiM04IPWmoC5iv5Q9KcsAPapwoHanVSpoOYj8lP7tBiX0qTijiq5UK5WeNemKYU/KrTIGppUAVDiO5WKCm+X7VZxSbRU8o7lby/akMRqzgUYpco+YreXjtSFParW0UbRS5Q5ipsPpQE9qt7RRtFLkDmKuz2pwj9qnCgUYp8ocxEEpwWpAKMU0guf//Z
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Are the teddy bears holding hands or leaning against each other?
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Holding hands
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Leaning against
|
A
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184 |
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
|
Are the teddy bears holding hands or leaning against each other?
|
Holding hands
|
Leaning against
|
B
|
185 |
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
|
Is the person in the picture already standing on the weighing scale?
|
Yes
|
No
|
A
|
186 |
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
|
Is the person in the picture already standing on the weighing scale?
|
Yes
|
No
|
B
|
187 |
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In the picture, is the person stretching out one arm or both arms above their head?
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One arm
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Both arms
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A
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188 |
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In the picture, is the person stretching out one arm or both arms above their head?
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One arm
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Both arms
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B
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189 |
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Is the person in the picture on the grass or on the gravel path?
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Grass
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Gravel path
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A
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190 |
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HjtUQeWGLd61XxjPylj2qMFNhQxjJ711wSgrRVkU4oxxEm47c89quRiHyQrqd1WBCVYsijI9aryuzFiVHHpWrfMCVhjuijIH4VLDdRRqDg571ChHlFm2/SoMs7hQQOafKnoyb2NX7Xb3HEu4DsM0i3EKBlj4X1NY8uS5G7J9qDxGATz6UezQc7Oq8OarBZ63azlsDzAhPseD/Otbx2P+JjGOAyLzjr/n/CvO0ZvNj2Ak7xj65r0Txntk1x0DcqihvY1o48sSaa5qq9Cz4YuDf6Tfac5zuiMkYPZhXKBNsjr35qS28WaX4NuxLqMsjOUOIIUy2COCewrlJfiHpBkd0trw5JIBCj+tNUpzSaRqp04SnFyXT/gm99rWBQON3vUMuorIdrMM1x0/jO2uplxaSxAH75cHj3GK2dMifUtUtbePDm4kVR+Peh4dx1kjF1k3aLPVtJzb/DeeQ5xJvYfQnFeYTHLE17L4ito7DwdNbQjbHDEqKPpXi8zbVyamas7F4Z3i5eY2IbpV9M81vLeGBQpf5iMjmubZxHFv3YJPFME3muGklJ47Uez5kOVSzsdQt4jKHbJGeTUj31mSqoSoHXNcoskixECYbSc4zSPMSB/DjvnrS9giPanUyXNu/wBx8CnJPGvyCQdOorkvnZCwY/nUiu6J3JPeh0LdQVXyOkF5GzFPM6VLHqEML9d+R3rl9r7S2/nP40BHzksfzodBPqHtX2Oyl1ye4JMZCRBuBnnFU5NSAmMnmEvnk5rGC3IUqD1PJpJFRShyzH+IVz0sFRpK0UVzu2htyaqzj5VBY/jVQ3s4BVsj61RMroVZFKke1NeSSaUs5yexraNJLZBzs0jeIEQjhx1pyXqCTIGTWRz3yaVZQOgzV+zRPOzVmldU3MuAehzVZpWBLDHIqr50j4BycdAaeG+YBg2fQVPLYfNcdiSTgIT9BT1ijJAkyuOtWZob23VZthiQr1PpVeKJroMWZOBkknrQpXQbbiBV80hBx0FNeIpJsKkGpDdwLaoqRkSqSGPrUAuZCdxDZ9TVK4tC5plqz6vZQfwvcR54/wBoV2OvxfaPF88ZOE3AsfQAZNcXHqi2zRXCq7TQuJMKOWwRwK9Ki06PWrm41bzd1rcxLIhztIXuD6dAPzotKS5bdSozjTcp36aet0fP/jq5afxBNLjbubjP9K5PP6V6x8TtLtUSOW0lSSNeMBtwH0br+f515S0ZDYxXp0fgR5U/iFWvYfgt9kmu7y8vMGfT4R5Cnqd2efwxj8a8it49zjcOPT1r1TwBf2ejeKbHzSqQ3EDQyEj+LG7+YA/GprX5dCqe+p694lmM/hO5fb8zICR6V4vOd2F2nPcV3OqfEnwzf6ReafFeiOYnbiRSB1rzK78Q6Z9sS3imabcceYvCiuL2c272PSpcsKbbaWvcvywB1jycAdsVE9vhto+7/OrkLoyGHed4GeeeDTmiAdV3Ej1oTtoyZxuzINowJI4GatR6aGtjK0wXBxyK1IrdJZzFGpI67j3pZ2EMsSmPhDlkPQ/Wk6reiJVJLVmYli7uEhkDfTvTJPOjby5OCDjitgQQG1e5FwUuQ3ESrgY9c1VW3Vz5hG7vx3ojPuDj2KIik3f6zDGjbNFIQSCexzWpHCrFiUIxyeOlSiGGGZJHjEiZyVzT5xchYMTCQMuNtWPJVpVnuI8YHAK8ULeJu3YXjgVoR3KXULtdXChFxhe5rinJrU6opGXMkUhDF1yQcKB0qqISzDauePStZktkcyGQBuyY5NCFUTPJLDPAqozstBNIz47SLkShmbsFqNrNFdtsbBRwMitPzYVT5siQ/dFLJds0YDncvcYwKfPK4uVFRLKySFSTJLO5xsXjFQkNHI7RBUwcYPJqYyqZMkYTHGKYxQ8ggY707PqGi2IJfPlUo8rsD/ePGKLvTYre3iIuN0jj7ijpVgnEZKHOablSuW6gU7tbaCsupm/Z2UggH64pZY2VcZya0iwMm2P5kA7jqagkgYkE49hVqRPKM0zR5dRvIkEiJGAWkYn7qivSrlTHplpothHlTEJJUAxlTkKp+pyT6/jXIeG1iW6mWSN2Vo8cH35yfSvTtMso7XU7h3cO82Cn+yoUAD9P51tTvJnLX0Pn/wAe6NNpTNJd3QEkrZW3Q8KP8/8A1s1wEaGaTCqWJ7DmvqLVfCOg31+1zqNs+ozE5WNidgP0HLfjxS29jY6eNlppdtZqOyoqH8gK7qcklY5JRbdz52s9B1GUSFLC6YA8EQsf6VoS+bbQRfaYpYJom4MkZUfrX0EtypO0NHkdhk0txBBewNFcwRTRsMMrrkH8DTk1IIpxPkq7bfdysRgljTIkLtx+dd98TvBUPh2/hvrDIsbtiPLPPlOOcZ9COn0NcWECQhQQCepNUnoJo6vwzPPcTSLLJvbywqZ9BXRmN1j8xmGwnANVfh54aS6s7jUJ2kULlY+wJx1qCbVrKPzIzPkq5BUDj61w1oPmujupVE4+89S2kzbSS5B9fSnvOSxU5fI6nvWeuo2jAkzqRjoeKtpLbTRLsljIzz83IFZONtWjVS7MckpEZGzI7nrUsV15SsCSPRVHNNIty7CKcCJgAuSM/pTXRVl2LIjbu4paBqTC8EilFBVnHXrUe6Xv8w6fhTJBsZgGA8o4bHY0Et5ZZy236VSS6CbZtPNDGflgTnnpmmNNEzN5ZO0jAGKaoO9QxBUHBxSSMqO6qqhjwMdqwsja7J2QlQxdumM+lS3GpZt0ihjUbQAW7mq0pl2oJCT2wajQOYpNozsySf7o9aXKnqwu+gNI8uGDYKnvSPI4bJc4xTgVFqNyjced2evtTBEMbyB6nnpVaBYZnKsT1zgVdRrA2haYyNMDgxpVMyJv56e1MZnCmRSfm7Y5NEo8ytsJOwpuis6qI2RDwoJqWe5tpIYljDrPyHz0I7GqpcSSA4yB+hpgJVwRhjjAA5p8iDmLYuGjRflzjuPWo2vT9wZBxkn1q5tt20cNHt+1A/vNzEAD29aqCGCJyhLyt/fHT6Uk12Cz7mpoVxPH9vvYZJN9taM+xf4uR19smvTfDNwtzo/9oXICl1AZh0bCjJA7c9vauM8AAR3mpuIWY/ZCFBwwPPcflWn4u1+z8IeF0UvhTCFjgQYLyEklQe3fJ7AfSuimuXVanHWfM7Mm8Q+PtO0iIkypbow44zI/0FeYaj8W8zMbOyLf7Urcn+dedapqt3q19Jd3bhpG6AfdQdgB6VQ3fnXSoX+Ix57fCehD4rajuy1nD1yMMQa2NN+LyLNi7tZQp6kOGx/KvJ9km3d5cmPXacUwEHpj8afJHoHPLqfRa6r4Z8e6Y9lLJHOpIfymO11I6Ed6q2ngzw/ZPui0mFmH8Up3fzrwS2u7iyuEnt5XjlQgqynBBrrrnx34iuwjWxREKDJ29WA5P500mhXTPUfFlvJ/wil0LO5Fq0UZYCPAyB1FeFeainlwc1rT69r97A8F3fMY3GGRQACPSs77MAeVqkA3zCD14NHmtjqBSlQp4HakERYjmgA858ghjUi3k8bBllfI96ZtUIRjcc9qFRSuWYD0Ucmh26grl8avc+XlZ3yexAqxbeIpI5c3kS3EfdclT+BrFOQOBkU3hlz0OelL2cWrMr2kk7nqx2lNh4brjqMU0yIVxEoA9+uaSf7khiBGTlCaZI0UCx/OSNu5j715dj0RXkDLHIrhyB8xPTNOyGWRVUYYYYA9aiUxk7oxldvyk8c08eVDDhDkHqGOW+lFguPa2hsdiiUSFlz8vIGe1ReerscZESH5ux+lK5dE82RDuXCnC5A+lLdu8scUmyNHbCsQuSPf0pXY7aEHmrtOF3gnA5xzUEjSjdhiRgfMe3sKnmgK3CxnHAPTkEfWmkKgiRBhGIPuatMlkWC64zwcDip0tyZ8EBQqkGkYKhJRWkY5ACnkVMgmKIwjCxgYYZyR6U2xICh27YlXyl4G/uaXP+jA+ZjJPGMEAd6eY/KKlpBsU8+9RKCpCoqbCdzbTkkVNyrHW+AUVob9UmZjL5cfcHBY5/SvO/jNqst342msM4gs1AVB0DMAzH69Pyr1vwJZO8C3PRd74wBzwFH8z+tec/Hjw+1l4ng1qMZgvYwj4/hkQY/Vcfka66K+0zgrP32keS4zgAck119np0WmRJ8qtMw+eQjPPoK5LZKqLOI22BsBscZrtrLU9NvrRHuZ44pF4dXfaQf61VduytsVQSu77j1keTKkkjvmuQ1loDqbi3UbV4JXue9aura9G6NaaYrEHh5QDyPb/GudgiluJlihjLyOcKB1JoowafM9ArVE1yrURVeWRY0Us7HaFHc16Hp1lFZ2EEEo3lUy2cYznkVR0fQf7IaO4nCS3jdIz0T8e5rprrSLhRbzu8JjfGwJID254xkYqK1VPS+hdGm46tamNPDHKP3NrFGucsxJOB2qNtLtZEJLZ29dtXZbaWOWTpwuSu7hvbApBbzMoaEK6D76Iu0A+nrUxlpoypR11RlNoqbflLqOmWxjPtTToZKOBIMgdMZJNb4WMeWAynPSIckGpLWdWuZCkBJi+c78Yb6CqdWXQXs4nLR6DNJcLG2xQRy2fu//AF6r/wBnTRuVVNwzgEDrXUSANI2xwFPPl/ef9P50TWpdCdpKBdyg5z9cVSqvqQ6S6HLPp04jz5R45YA5IFUmt5V5aMkHkZHauzSNwylnf5V+YjgN9ahMIeEpktI7YLEjGOw5/wA8VaqkukjdurhftBEZclQAHK4BGBnFQu9syKzMFkUfNtOST9Kl8vzHaRgvA4GOc9jUIIt4TcKFLuNpj4HPrXDodruSRLL5ex2YMDuwF7e/Wlji+yP5ojL7ySXfoD7VCtxcxqQD5pHIIbue1PMTicmWXf8ALwueN3bHqaLCuSvKFVCWYs+GbjoT61CIzIGDyN13KOgwKTIYKyIGcsQxHQnv+lDRPJBIBAzuW+XcRz6dO3tStYY6P99KVaKQsRjcE+Uc1adY7ebJx5hGQVHAHUc9Ke0VwE3hF2qANo5A46AVHEsdugaeWBEOcwtIpP8AOlzIdrDPtEEduTGN0ZfIVhjce+B3qRSqsUGGz8xjXCnnoMVBCbBHDJL5xA+XYSx474/rVreud6xrEARuLZz0wCc980OwIjdY5YmVU5I+8WA9iBjOaVRHCoSOR1iLbV2xnP40yUIsik7m53CTd8qipdHMmoXMdpHCSksgUPnHBPNJp2HdHqnht4dK8KQ3M48qMjeqt1Pp/U1478YPF0WsNbaZDkeW5lfPuOK0PiV8R1tLk6RpG0tAoQPkMkYxxj1b69P5eNSNc3jy3UrvK2dzyO2SSfc9TXdTjdJvZfj5nmyer7sutJ9n0URNjfO+4D0UY5/Sq80aW9hGGXM83z5P8CdvzqmGPU/Mx4APNJO8wkImY7wAOTngVuo2YnO6/A1plWy0SIp/rbr7zdwvoK2vh7axX2rXsPm+Xcm0byQDjdyNy/iOK457iaSJI2djHH90HtS2d5PY3kV1aytHPG25HU8g0KGjT6kueqaPWfs7RxRtDbShFQlkUZZe3J6VKI5GtftFy6xW/CIzgnkdlHU4/rXLXHjTUtUttkyxIjBd6IOpAxkenrgVYl8Sxy6fplm9s4WzV1dvMyJAWLA4x15/QVxujPqdiqx6HSCEORPbwfuhwXlAUH3wP8ajiEsrEo6szNkRxD5ePU1n2utWMkDRi4MKlTjOSwHXao6dasaIqI8zqHV3+4HkA6/j9fpioUZK/Mac0XblLTyPGrmKMsynA2DHJ681Fa27XNruaJkMjMDufkAdASPWnWskXmpuhW4khO949w2kA87h+lNSaczqhgeQsCojO0pHk8Z+n9KeohYFkS8ZJCqx4CswfDNjHQDoKdIsguEWJ1CE5Uk5Yg9PwqrK+biURDCIDuAzjJHqc81VjuRNCYxN/qk2kq4Y4J6HFO1ybliVUVZFmLqcsNoQkYz7dqjDB3ARX3tgxduR2OabLchpVKQzsuAxcLjtx1qZ/LSdrcMiiJt8YiI+YdSSapXW4nboWS4lKO5O0DBUnv6U0ZU7IEM0aHopGBz0NJCJXlBIDlVIOG6E9sdqljjljgEZMQJkJVFHQHv+VZbGu5MUTyfmdg4PMaHLLnvmmrbtDEgDlg5wsbcNwepP5mqs0jlFY/JIAPmHLNwTnHYfrUkLSTmIGJpXbCby3XHUnPYCizAsvbeaXciIREgFnmAIGeenNPkmJDsoCwIMIg4DD884qN7WN1KqyuyZ+Y4AA7Ak9qljlMNzNNLKyZH+qIAI/E884znpUjK0dsPJke4eBmfBIX7qH8/5UQwwWqK3kxzSnLJsiwAMfqafC8WTDK8Usjj/AFRGSeemOf8ACnuhkdYvmQhekXygAfw57DvxT8gEjMaSQxqqRzyqSDGM8EdyOvemhLZFkmmC/LjErHGT26nr9ac0LO/meWNsfEQEhCr7579yc+tTXL2rRlYo1yVBEhUkM3oPWkMkm/0iQiUxsjHnJO0Z5HAx/k0JizRdkvkFCu5kGGz14/8A11QVpBdZBkd4myJZcBWI7bfTg1XuI1u5GW6kfyoyrAq+Glc9eOw/lS5A5zlNV0KKS9nljuZnaZi6yOAdzE8jjqa557e88s2+RtVvu47/AM69LvV/0RZ54fLgVPk28AAnkY/E1kixiurj7RdIwQYJUjB24/CuqFVpanLKmr6HnxhnWQqeGFJ5ErsSSST1Jrfu7SOe4kkhj2DcSFU7go9Aaa9nLCdskRXuNy4rqUjmcDEFof48irEdsg7Dp+NXDFubhSCO+KUQhW24zxziquKxXjyh6nbmrCntu3DrgmnRwg9OtDRLkvkjj7o6CgZMtwypjapAPfrQJgd2PlPc560z72Mjt0oIdFAZuT60rBc0LHVbuxjb7POyqcbh1BA9c1ZPie+Yt5jLIshGdo25A7cViLKoONwB9T3p6ygtgHA7c/ypOnFvVFKcktGbiawGiYXUdwAf4Y3OTn3z09hVqPVfMEaWUCA9WVsRqpHc89a5tnJYKpC4HrTlkxkD5hj+Id6l0YsaqyOyMOxFmUxbkOXAbdsH174z057d6iljSKIvFCsyvt3mMZPHbrxyR+dcoZ5Im++VjcYdUb7wrQh8Q3ENtGgSN4wChyME8Ywce1Zuk1tqWqqe51SfLDFDE6iPJ8x1XaCf6n3qP7P585aaQqqnCxBduf8AebrzTUe5lQ+a8UYDEJhizOcZJAFTQ+ZIHaVtikYWR/mfH4YwcjtXOdBGbO1MLTm5VirgcjGcdutWIgi2/nxW6I+SN7kk/gOmeKinEJPzyKtuAQp3YJ47HHUZI+vepLGa3WLG1XgBCIJQcue+M/z/AE5pNOw76jbOWOS2aCRGDmQqASM9erDJ9+KkDpA72on3zEkySyAdMdPXHH61ckhil2+fFlZCTlVx29ug7daqtaLbM4g+VpiXQFgduMcHHQUtw2IFvYiDl2acHjCkYx3wOg9iaFvVVxIZVWJSQ56AsOAAfp/+qnughZkY+a8g+dgfkX355PPHviq4sWR0DSDyo8k/LlmHrnt16D0p2QrsnGrZljEeWgXPmEHjsOf/AK1RzXqSyK8olZWyoiXjcc5zgY4x/PrxTYNp3KRj7R/E67WKjjIA6evPaq8kKhN0BuXiVSAqptByDgnPPrzTUVcHJ2JXmubuZIobJjsO3bv2qPQcZJ/HrToraWFhHujiOwYWEbsAk5Y4HX8f5VZsd1hYyhzGr4xuY9yMEj1PbimJeTLKTIqeUFA3bgqxg+wPJ6dqLdhX7lO5try6uPLjztQcyHGAPbnI/wD10ssMdvpUMaWLSyBi5ldCNwBBP3j/APW6VNeahKIGSzs9iMVQyBsZ44CjHAqnfPHYjfcNdDfKAzSkkNgEE4PvTSehLsMjurq+ljmktltraIHKiTZnOeemf/rVddre6jEr20axbsAAgkgLyT/k1nI8Vygb5iqkkKwxxzz7j37ZFXISHs4n8l4oQ3ynZwTgk47DGMZ702hJ3K15pdpeW4MUcNvzgOGOWx/sgenc1gzaHqSyTLbqJUiwWZDjg9K6OaENdQsFcQtyFcHCr788560sE8tizRt5a+YNm8HcXU9MdscGtIylFaESinucUySxFkIG4cHtio2aXcRj5ccnpn8a7ia1s0jSWVQABgq/J9SCcdeR6dPwrLOhxyW81xK/lxKhYKoyOvQdfatlVXUzdN9DmlkfYSEOT0OeM0rq7IMqQR7itSbS7iG2jkRVljY4VgMEg9sVXe2dZPLIKtgnaVwfyrRST2M3FoogHB3JnnvT1Uj5tgBPQMM1MkeSAw46cnrSlAfk3EkcAY7UxECR3BG4sMZ6kU8eaHIwuB35zThuiQEHGRzmnyjyyHViyvyGX17g0X6BYrdfl3KWDZyBk49KkKs4yH/8dolkB2lR9TilEmeVH/1qYjvPMM6F4XY7x8hHuPftxUgE8dqN8cTkDIUsN2QM53dPwpkDeUjiNi8vyrvkzhVHoOp/T9KJNkEPnySHzCc7NhO0e2ByT+lefY9C5NHd4mVQqJboiK7OnzADIO0nuT3pq6gv9peZlHRGOSVBwevJ55OKrSlJowRu3H7zOSzZx93APvnHsaSdv3i2+GLlSnlBCVQdyT0FHKFy/cak5MSTSAF13A5BOPfPA9aq2U0cj8zrFaRklSqZLderZ49eKjh2xyvG8QZh8zMFGDxgE+vXHWmrE8FksCQLIXPywRqAFGc8kY59/p1osthO+5Z+0TXJP2aRS0bHJ2Er357cYpss8xETI8bFmI+c8vjGcKD75xms3Uru5sw0McM00whVDHGCEQ+hI646enFWklv2tUL28MVwn3h5qEIp6Dt37DvVcvUXMT3Uk2JII3IKlQ2QOehAzz7DH+FV5LO4u7tkk1SRrgqN6J0VePlzgjjNMSDdO24qSvzFFXJ3d8lh/nNTSX5s4TvaMylcl9uQB2xn88+1CVtg33LRmtbaR2mWHgBEAIATA6kk9Sf5Vmyp9qtYI2YOpOAsT4XBOQKEEUduhuAkk5bciMC20j1HTPT6VPFbyyuEu12MTkRENhR2Jwfrx15HrTSsLcsX6y3MVqYYYijABixwox646/l+dGpss0agxwsEGzfgBffA6jqOtRJcAgCaeJnQ/LCinkdTkdPb8ajkhgvYvs8seI2XzJPLXaUbvljx7d80JWG9SeB4ocRJte02lFKICSo55x+X/wCqo5WQzGWTe8KDMcAOMLz7c1Bah7WA2lhbpGJRsV0XluuSzEdv61JaW980bS3c8Y2kIq9d4H8Q46jOM96GkhLsJEpkkmnkj2gIQnznAyAM4Jx0p8shhtxcKEw7hdxbJYEY6+3tSrbOskxluGBzhYxyBwRub27getVrcearTrPLPxt3vhVyScYwexBpgSRwXF+CyowaIFw0mCoxgcHuf8KjkvJp7o2lj5pMbDzMvyW4BIx0HqegprNd3kkhlvIECqExGhfBJzj2PXpVy0t5WmZWSMW8yfLKykO4HOORwCSBj2FDdtxWvsCWkdkIxIP3wDlFjc7XPQBhn26D1p8s9tMlx5sS/uxx/dIz79TnjOapRXMkmo+S+WdEZXYn930IBJPYfqTRcRyRMxYR/aQux3ADA5/hT3zj3PtR1H0K02n2wVFtwWujzsQFlVc4HOM561SuNFuYpQpcSSOrMAoxtwMnr7VroJbeWMi6uWt1fezxIFyOMZH1OD9KZbie9jmuGhJlm5gjSTCsBgMM/jnJ9KtVGiHBM5S4EwcxyQTLg8ZXbTDGOu4oCOVJ4zXZu6SRNbPHuWFlaVN5VM4PX6HbUF3bWd5bRyLAA8pJAHyYPoMdQMd/XrWiqX3RDp22ORYogBckr60kZha4CNIyxk8krkLW1c6QjT+RZSrMfuljwFPce/4VSn025tlkMkfmLEwV2UZUE9P5H8qtSTM3Fo7ErPHC0lwEEoYrHGzblOc85JwPypZOE2XlzAz7cbFUhdo5x79D+dXE06aePd9pOyVg52kksTkcH2x+QFRRXNvHczQmRHnICqd4PA5OcDHPt/8AWrivfY7bW3K6vbFI5ngKwRDMW0bfX164x+nNMZUvpxIIysaAyFd3B+pzkdwematSzg28Vw0ke8FnWInKA5xjHcn3/Kqn237YGjhSTCuC24kB2bOc89OvrVITIYgZJy07eduH7uFPur6En046e9WZbq5ZeJVYrH5ciL0DHGc+nc8UySFN0UsszRRI+0qg2h8Ajd9O3+c0JAEshPFGVE4Co8p3cgg7gvQd+ScUaMQwFpPMa6mhaIAfuwCxJ7jA9+adMG++SFGAGYRBXOOBtX+HjvViytbiQo89wsNsj+YJZCMsc9VHTtjmqck0cl0VgCRglcys4Lvxz0xyc0dQH2NraK92QLh54QSzN03D9Bknjv8Aypmy0mvlaOBVIUyM0mfLXJ6jjLEcfWrVpHd27LIJWSCRy3kbcOxzg5//AF/zqmUurh57pp1LAjaUj6Djue2KOr1DoiQXELeWZLhJTE5JYHaCT1ORyeP88VI2qxC2mZp3ZvMBdyMkE9h7D/Cqyokd6IrqbykEOPs/O92AwucdD3qa9mG3MUSRpnkP3Izt49c807IV2R2Uyu8i20crscr5kqEbmPBI9/btVyxBw8Ub+a0WXPlYIz0AJPvUG25EMfmNymS7bSQT3A45xj8KfD9mtLeW2jcFHwJfIIXcQN2c59cY/wAeKGCIbllimW2wCu4yoRITnGAR19Md/Sntc5M1svlq8qYMaHJzn24zx6j8aq27pLFPcNbrHH5hiQKf3hJzwD1/H3qeG0awvA6WkW1l3GVpG+4AScg/TAwKYr3GQGSaAyXGwdfLWGPqQO5xzjpjrz3p8EEjwGFgqxyEbPkPBPO0fke1JJepNZfaWmkWONhiZ1+X5v4F47c80lhb2ayQ3cl7NM6sDHHjbGhOSPr0o6B1L9optd0CSRJ5nP2hgAdx6keuPSoJpUgeeK3DEoxVZJ8IJGPTAHOOCaWJWlitpVSMbnO0yOAi9se/Un0qK3hjeM+ZLLKkgKtIPl2qCDn2GT+WKm3VlX6Iz7mK4t43ntEDySlQ20YG7sAM8ckinaTbTKTdXciy87BboQTnORls/Lz356VLJaW19Ak2H82LcsqrKRtIGAcgcjAH40jXEaW5uFXyoJEMMa7sEZByceuRjNV0sR1uPhkIaWOa9SNJWaVdp44yVUn2xmoorg2sc6RTNI65ATzNwRAfujjGct+RqKK3ivIIgN7xWqZZpDjdknH5c4+lXN4W2cRxRrZWrqdy/K0nOSPXnrSdhq5XS63S4lkdrlzuk3OMEEZ2he/PHH6VaOmSxRskklvCx3OXlyzFvTr3xkAVbtLVI1guVhCXjyKDLITsGTwSOvFOvbm2t54nkaRWZmaRvLDF1HQY/h+uaTl2Dl01M/7bLp8k6PKSRGoS3VAgbJGeevH5mpLW4jtreEzl3nkDGSIYzkDrjqRg/mDVezA1K/K2tgjHmXMhzvUHJ3fQD69a0oC92Gt42xH5LIbjbyBkthe5HUH2pyVtwjrsf//Z
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Is the person in the picture on the grass or on the gravel path?
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Grass
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Gravel path
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B
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191 |
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
|
Is there a flower next to the Easter egg in the picture?
|
Yes
|
No
|
A
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192 |
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
|
Is there a flower next to the Easter egg in the picture?
|
Yes
|
No
|
B
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193 |
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
|
Are these vegetables placed on the floor or on the soil?
|
Floor
|
Soil
|
A
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194 |
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
|
Are these vegetables placed on the floor or on the soil?
|
Floor
|
Soil
|
B
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195 |
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
|
Are juice and all carrots on the same surface?
|
Yes
|
No
|
A
|
196 |
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
|
Are juice and all carrots on the same surface?
|
Yes
|
No
|
B
|
197 |
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
|
Is the person weighing themselves barefoot?
|
Yes
|
No
|
A
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198 |
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
|
Is the person weighing themselves barefoot?
|
Yes
|
No
|
B
|
199 |
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
|
Which type of eggs are in the corner of the picture?
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Quail eggs
|
Chicken eggs
|
A
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200 |
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Which type of eggs are in the corner of the picture?
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Quail eggs
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Chicken eggs
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B
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