question
stringlengths 14
220
| answer
stringclasses 5
values | hint
stringlengths 19
1.58k
⌀ | image
stringlengths 2.9k
104k
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⌀ | split
stringclasses 1
value | A
stringlengths 2
136
| B
stringlengths 1
133
| C
stringlengths 2
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⌀ | index
int64 1
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| D
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⌀ | E
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เลือกปลาด้านล่างนี้
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A
|
ปลาอาศัยอยู่ในน้ำ พวกมันมีครีบ ไม่ใช่แขนขา ปลากระเบนเป็นตัวอย่างของปลา
|
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
|
closed choice
|
grade3
|
natural science
|
biology
|
Classification
|
Identify mammals, birds, fish, reptiles, and amphibians
|
Birds, mammals, fish, reptiles, and amphibians are groups of animals. The animals in each group have traits in common.
Scientists sort animals into groups based on traits they have in common. This process is called classification.
|
A European green toad is an amphibian. It has moist skin and begins its life in water.
Toads do not have teeth! They swallow their food whole.
A goldfish is a fish. It lives underwater. It has fins, not limbs.
Goldfish are popular as pets in many countries today. They were first kept as pets by people in ancient China.
|
test
|
ปลาทอง
|
คางคกเขียวอียูโรป
| null | 2,001
| null | null | 1,893
|
รัฐใดที่อยู่ทางทิศตะวันออกมากที่สุด
|
B
| null |
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|
closed choice
|
grade2
|
social science
|
geography
|
Geography
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Read a map: cardinal directions
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Maps have four cardinal directions, or main directions. Those directions are north, south, east, and west.
A compass rose is a set of arrows that point to the cardinal directions. A compass rose usually shows only the first letter of each cardinal direction.
The north arrow points to the North Pole. On most maps, north is at the top of the map.
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To find the answer, look at the compass rose. Look at which way the east arrow is pointing. New Jersey is farthest east.
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test
|
โอไฮโอ
|
นิวเจอร์ซีย์
|
แคนซัส
| 2,002
|
เซาท์แคโรไลนา
| null | 1,894
|
ประเทศไหนที่ถูกเน้น?
|
D
| null |
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|
closed choice
|
grade6
|
social science
|
geography
|
The Americas: geography
|
Identify and select countries of the Caribbean
| null |
This country is Antigua and Barbuda.
|
test
|
บาร์เบโดส
|
เซนต์คิตส์และเนวิส
|
จาเมกา
| 2,003
|
แอนติกาและบาร์บูดา
| null | 1,895
|
เมืองหลวงของรัฐวอชิงตันคืออะไร
|
D
| null |
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|
closed choice
|
grade3
|
social science
|
geography
|
State capitals
|
Identify state capitals of the West
| null |
Olympia is the capital of Washington.
|
test
|
ออร์แลนโด
|
สโปแคน
|
ซีแอตเทิล
| 2,004
|
โอลิมเปีย
| null | 1,896
|
ฮีเลียมในลูกโป่งเป็นของแข็ง ของเหลว หรือแก๊ส
|
A
| null |
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closed choice
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grade4
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natural science
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physics
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States of matter
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Identify and sort solids, liquids, and gases
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Solid, liquid, and gas are states of matter. Matter is anything that takes up space. Matter can come in different states, or forms.
When matter is a solid, it has a definite volume and a definite shape. So, a solid has a size and shape of its own.
Some solids can be easily folded, bent, or broken. A piece of paper is a solid. Also, some solids are very small. A grain of sand is a solid.
When matter is a liquid, it has a definite volume but not a definite shape. So, a liquid has a size of its own, but it does not have a shape of its own. Think about pouring juice from a bottle into a cup. The juice still takes up the same amount of space, but it takes the shape of the bottle.
Some liquids are thicker than others. Honey and milk are both liquids. But pouring honey takes more time than pouring milk.
When matter is a gas, it does not have a definite volume or a definite shape. A gas expands, or gets bigger, until it completely fills a space. A gas can also get smaller if it is squeezed into a smaller space.
Many gases are invisible. The oxygen you breathe is a gas. The helium in a balloon is also a gas.
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The helium in balloons is a gas. A gas expands to fill a space.
The helium in balloons expands to fill all the space inside the balloons. If a balloon pops, the helium will expand to fill a much larger space.
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test
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แก๊ส
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ของเหลว
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ของแข็ง
| 2,005
| null | null | 1,897
|
ลองคิดถึงแรงแม่เหล็กระหว่างแม่เหล็กในแต่ละคู่ ข้อความต่อไปนี้ข้อใดเป็นจริง
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B
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รูปภาพด้านล่างแสดงคู่แม่เหล็กสองคู่ แม่เหล็กในแต่ละคู่ไม่ส่งผลกระทบต่อกัน แม่เหล็กทั้งหมดที่แสดงทำจากวัสดุเดียวกัน แต่มีขนาดแตกต่างกันบางอัน
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closed choice
|
grade6
|
natural science
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physics
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Velocity, acceleration, and forces
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Compare magnitudes of magnetic forces
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Magnets can pull or push on each other without touching. When magnets attract, they pull together. When magnets repel, they push apart. These pulls and pushes between magnets are called magnetic forces.
The strength of a force is called its magnitude. The greater the magnitude of the magnetic force between two magnets, the more strongly the magnets attract or repel each other.
You can change the magnitude of a magnetic force between two magnets by using magnets of different sizes. The magnitude of the magnetic force is greater when the magnets are larger.
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The magnets in Pair 1 attract. The magnets in Pair 2 repel. But whether the magnets attract or repel affects only the direction of the magnetic force. It does not affect the magnitude of the magnetic force.
Magnet sizes affect the magnitude of the magnetic force. Imagine magnets that are the same shape and made of the same material. The larger the magnets, the greater the magnitude of the magnetic force between them.
Magnet A is the same size in both pairs. But Magnet B is larger in Pair 1 than in Pair 2. So, the magnitude of the magnetic force is greater in Pair 1 than in Pair 2.
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test
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ขนาดของแรงแม่เหล็กมีค่ามากกว่าในคู่ที่ 2
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แรงแม่เหล็กในคู่ที่ 1 มีค่ามากกว่า
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ขนาดของแรงแม่เหล็กเท่ากันทั้งสองคู่
| 2,006
| null | null | 1,898
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เมืองหลวงของรัฐเท็กซัสคืออะไร
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B
| null |
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|
closed choice
|
grade3
|
social science
|
geography
|
State capitals
|
Identify state capitals of the Southeast
| null |
Austin is the capital of Texas.
|
test
|
ดัลลัส
|
ออสติน
|
ฮิวสตัน
| 2,007
|
เจฟเฟอร์สันซิตี
| null | 1,899
|
เลือกสัตว์เลี้ยงลูกด้วยนมด้านล่างนี้
|
A
|
สัตว์เลี้ยงลูกด้วยนมมีขนหรือหนังสัตว์ และเลี้ยงลูกด้วยนม สัตว์จิงโจ้เป็นตัวอย่างของสัตว์เลี้ยงลูกด้วยนม
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closed choice
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grade2
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natural science
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biology
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Classification
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Identify mammals, birds, fish, reptiles, and amphibians
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Birds, mammals, fish, reptiles, and amphibians are groups of animals. The animals in each group have traits in common.
Scientists sort animals into groups based on traits they have in common. This process is called classification.
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A red-eyed tree frog is an amphibian. It has moist skin and begins its life in water.
A rabbit is a mammal. It has fur and feeds its young milk.
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test
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กระต่าย
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กบตาดำแดง
| null | 2,008
| null | null | 1,900
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ข้อความนี้อธิบายสภาพอากาศหรือภูมิอากาศ
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A
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รูปภาพ: โครเอเชีย
เมื่อวานนี้ชายฝั่งโครเอเชียมีอากาศแจ่มใสและมีแดด
คำแนะนำ: สภาพอากาศคือลักษณะของบรรยากาศในสถานที่และช่วงเวลาหนึ่งๆ ส่วนภูมิอากาศคือรูปแบบของสภาพอากาศในสถานที่หนึ่งๆ
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
|
closed choice
|
grade4
|
natural science
|
earth-science
|
Weather and climate
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Weather and climate around the world
|
The atmosphere is the layer of air that surrounds Earth. Both weather and climate tell you about the atmosphere.
Weather is what the atmosphere is like at a certain place and time. Weather can change quickly. For example, the temperature outside your house might get higher throughout the day.
Climate is the pattern of weather in a certain place. For example, summer temperatures in New York are usually higher than winter temperatures.
|
Read the passage carefully.
It was clear and sunny yesterday on the Croatian coast.
This passage tells you about yesterday's cloud cover on the coast of Croatia. This passage describes the atmosphere at a certain place and time. So, this passage describes the weather.
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test
|
อากาศ
|
สภาพอากาศ
| null | 2,009
| null | null | 1,901
|
รัฐไหนถูกเน้น?
|
A
| null |
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IkUbSSOqIoyWY4A/GgDkvECTJqoaWVXV1JjUfwKMfzOfy/LMq7quoDUrxZUj2RxqVQn7zAkcn06dPeqVfPYuUZVm4nm1mnNtBQRkYPSiiuYyK9oWRWt2IJhwAR3XHH+fahOL+YesaH9WpssiW96ruwVJE25Pcg5H6E/lTBMTeGWOGWRTHt4Tbzn/AGsVrZu77lWLtSaZAr6/Zx7wqySbynqVG7I/Ln/Oae66fokUY9WYsfyGP51YsoHW8iWOcxzyPzPnBX1P0AzxV4fSrG+upVPSSPQqKai7Y1XcWwANzdT7mnV9EemFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZWtf8sP+Bf0rVrK1r/lh/wAC/pQBa03/AJB8X4/zNW6qab/yD4vx/mat0AFFFFABRRRQAUUVj69qj2UCwW5H2mXoT/Avdvr6e/0qZzUIuUthSkoq7Of1O5W71SeZPucIp9Qvf881VpFUKoUDAAwKWvm6s3Um5PqeXKXNJsZJFHKMSIrj/aGai+y7P9TNJH7btw/I5/SrFFQpNCuyvm6j6rHKPYlT+XI/Wg3iRj98kkPu68fmMirFV5/nnt4vVi5+i/8A1yKpWb1QLUljljlGY3Vx6qc0+opLWCU7niUt/exg/n1pn2Zl/wBVcSp6BjuH68/rStENCxUN25jtJWX723C/U8Cm5u06rFKPYlD+XP8AOoZ52YxK8EyASBmO3cABz2z3Aqox1GlqXI0EcaovRQAPwp1Qpd28hAWZNx/hJwfyqaoafUlhRRRSAKKKKACq93ykaf35VH5HP9KsVXl+a8t07AM/5DH/ALNVR3GtyxRRRUiCiiigAooooAKKKKAIL04sZ/Xy2A/KpgMAD0qC95tSPVlH5sKsVT+FD6BRRRUiCiiigAooooAKKKKAK0v/AB/23+6/9Ks1Wl/5CFt/uP8A+y1ZqnshsKKKKkQVHJCkuCRhh91xwR9KfuUdx+dJ5iD+Nfzpq/QCITGFxHOw5+7JjAb2Pof51PUbSwspVnjIPBBI5qKzYFJUVgyxyFRg5wOCB+tU1dXH5lmiiioEFIUMuIlGWkIQD3JwP50tS2qNLfWsakhmmTBHbByf0BrSlHmml5lRV5JHdQxmKCOMtvKKFLYxnA61y3iR5DqkaPjYsWY8e55/kK6yuX8TW7pexXXJjkTy/wDdYZOPxBP5V7mNTdCVjvr/AMN2MWiiivnzziS2WB7uFbpttuW/eHOOMHHI6c4qxql4t7c7IT/ocQCRJ0XjqcfoPYe9U6K3VdxpumuvUtVGo8qOj8M3jPHNZu2fKw0eeynjH4EfrW/XE6TcfZdWt5P4XPlN9GIx+uK7avZwdTnpK+60O6hLmgFFFFdRsFcbc6/e3hIR/syA4KR/fB9CfX6Yrsq4bUp4brU557dFWM4XI/jIzlvx/oK4sdOUKd4uxhiJOMdHYiFzdK24Xl0G9fOY/wAzUblpWDSu8rDoZHLEfnRRXjOrUas5M4XOT3YUUUx5Y4hmR1QerHFQSPoqOOeKbPlyK+Ou05qShq24Fef/AI+7X/eb/wBBNTPJHEMyOqD1Y4qveoGNuSWAEoB2sQeQR1H1FSJawRnckSBv72Mn86p2srj0sMa/t1UsGZwO6ISPz6U5Jlmdo3iKsoDbXxyD3p88Ylt5IycBlIz6U/TNIuNdmgmTZFEiqzzFSSG5+Vex5PP0Fa0aXtXyxLhDndkaNnq1vHZS2GoI81txsCZLD0Xr69Py9K39Ca7bTsXaSqVciMy/fKdt3uOn4VXg0Z7bU7V4UhFvAh3SP80js2c+w+vvjpWjbx3i3dxJPOjQuR5UarjYBnqe5PFe3RhOMUpu9jvpxklZstUUUVuaBRRRQAUUUUAFFFFABRRRQAUUUUAFZWtf8sP+Bf0rVrK1r/lh/wAC/pQBa03/AJB8X4/zNW6qab/yD4vx/mat0AFFFFABRRRQAVy/ia3ZL6G5zlJU8v6EZP65P5V1FY/iXy/7Jw2N/mp5frnPOPwzWGJgp0pJmdWN4NHK0UUV84eYFFFFABVeP572VuyKEH16n+YqxVez5t/M7ysZPwJ4/TFUtmxrYsUUUVIgooooAa8aSDDorD0YZqH7FCP9WHi/65uVH5dKsUU1JrYd2V/JuF+5c7vaRAf5Ypn2i5WYxGBJCFDFkfHX2P0PerdV4Pmubl/9oIPwGf5k1Sd07oaYfawP9ZBOnuU3f+g5pVvLZjjz0B9GOD+RqekZVcYZQR6EUrx7C0F6jIquvzX7n+5Go/Ek/wCAo+xW2crEEPrGSp/SmWSBWuCGZgZMAs2TwAOv1zTVrOwaFuiiioEFFFFABRRRQAUUUUAVb5mEcQVdxMq8ZxnBz/SnefP3s5Pwdf8AGi45ntV/6aE/kp/+tVirvZLQfQr/AGlx961nH/fJ/kaT7YveG4H/AGyJ/lVmilddguiv9si7rMPrC/8AhR9vth1lA+oIqxRRePYNCv8AbrT/AJ+Yh9XAp4uYG6TRn6MKlqNoIm+9Eh+qij3Q0JKKr/ZivEU0kaf3VxgfTI4o8iWPmO4dm9JMEH8ulFl3CxHPAk2oR+YCR5Z2/MRzkelSfYbb/nn+bH/Go43ZtQIljKP5XyjqMZ5wf++auVUnJWVxttFf7Dbf88UP1GaPsNp/z7Q/98CrFFTzy7iuyD7Fa/8APtD/AN+xS/ZLb/n3i/74FTUUc0u4XZELW3HSCL/vgVGirHflUUKpjyQBgE5qzUU0JkZXR9ki5AbGRg9QR+App9wT7ktFVVu2LMht5TIv3guMfUZPSnGebtZyfiy/40uRhZlip7GYW+pWszHCpINx9AQV/rVDzLo9LdB/vS/4A0yU3ZhfMcAG0/xk/wBK0pXjNSKhdSTPTao6zAtxpFyrdVQup9GXkfyq6rBkVh0IzVHW5RDo10ScF4zGv1bgfzr6KVuV32PTdranFg5APrS0UV8ueSFFFIx2qTTA0dG06S+vFnDqIbeZSw7kgbuPx2/rXZVV023+y6dbwlAriNd4Hdscn86tV9HQpKlBRR6lOChGwUjMqKWZgqqMkk4AFZOveJLDw9beZdPumYZjgT7z/wCA9689t/Fl/wCINZMd0wS2KEpAn3QRjr6n60Va0aabJqVow06nU634kjnkNlE4itmUlpWO3ze2B7fz+nXF+2xH/ViSQ/7CEj8+lTlVJBIBI6ZHSlrwq1d1Zc0jhnUc3dlfzrhvuW2B6yOB/LNGy6f700af7iZP5k/0qxRWXN2RFyv9kDf6yaZ/q+B+QxTo7W3iOUhQH128/nU1FHMwuyGeNmCvGB5iEEdsjPIz701LyF3MbN5cgOCjkZ/wqd22ozAZwM4zioLaNGtEDAOJBvbcOpPPSmrW1DpqNvJFMMiqw81NrAd85yPzIxWtY6c97E08ky21qo5mkHBPtnj8f8jn5YIk1CNY9qoRhhknnIIAX6gfnXSW+jajqBjabekQ6NOxJUf7Kdv0rso0U7Plcv66s3pwWmlx1s+nR6isFnayajKoyHc9W9ccKFH97HcYzXWxBhCgcIHwNwTpnviq9hp1vp0RSFTub77tyzfU/wBKt169OPLG1reh2xVkFFFFaFBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWVrX/ACw/4F/StWsrWv8Alh/wL+lAFrTf+QfF+P8AM1bqppv/ACD4vx/mat0AFFFFABRRRQAVzfikjzLJRnd85/Dj/wCtXSVla9YNeWQkiXdNAdygdWHcf1+oFY4iLnSlFbkVE3BpHJUUgIYAg5B5FLXzZ5YUUUUAQXjEWsgX7zDYPqeP61MqhVCjoBgVBN89zBH2BMh/AY/mf0qxVPZD6BRRRUiCiiigAooooAKr2XNqrnrIS/5kkfpinXbmO0lcdQhx9e1SRoI4kjHRVAH4VX2R9B1FFFSIKr2XNqr/AN8l/wAyT/WrFV/sVvnKoU/3GK/yNUmrWY0WKKr/AGZl+5czL7Ehv5io5TdQmMCaNy77Ruj+p7H2pqKezCxcoqvm8XqkD/Riv9DR51wPvWhP+44P88UuVhYsUVX+14+/bzr/AMAz/LNH263zy7L/AL6Mv8xRyS7BZliioVurdzhbiJj7ODU1JprcRXkGb63Hojn+Q/rViq/XUQP7sX8z/wDWqxTl0GwoooqRBRRRQAUUUUAFFFFAEF0D5ayL1iYPx1x3/TNTKwZQynIIyDS1XsiRbiM/ejJQj0x0/TFVvEfQsUUUVIgooooAKKKZLIsSbmyewA6k+gp7gRXeUQTpxIhAHuCQMGrFVwks7oZUVEU7ggbJJ7ZqxTeyQ2FFFFSI6LQtYt1tDaXVzHHLB93zGxlO3X05H4Vma/rX26ZILWCWSCI7vMGAHbGOMkcDP4/hzkdNRI/vRA/kf/r1YrunjZumqdjolXbjylcS3LdLZV/35MfyBo/0w/8APBPzb/CrFFcfN5GFzjpPFV864SOFD6hST+pqode1PzklF2wZGDLgADI5HGOapXEZiuZYz/C7D9ajr0VGMXeKMpTknodxZ/E7VIvKS7toJgD87qCrMPTrgH3/AEqfU/ifdSMV0u0SFP78/wAzH8AcD9a4Cit/bzta5r9aq2tcs6hqF1ql693eSmWZ+rH+QHYVNosvlaxbN2L7T+IxVCpIGKXETqeVcEc+hrJ+9v1MYtuV2ek0UgIZQR0IzS15RqFFFFABRRRQAjKHRlPQjBqCN2g2Qy9PupJ2b6+h/n+lPmnSBQX3HPQKCSaZFuuHEzjEeAY1P8zVpaXew1saWkTSWmqxeScLPKqyrtHzcY64zx1613FcVo6NJrVqFGdhZ29gFIz+ZFdrXtYBydHU78O3yahRRRXabhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVla1/yw/4F/StWsrWv+WH/Av6UAWtN/5B8X4/zNW6qab/AMg+L8f5mrdABRRRQAUUUUAFNdikbMFLEAnavU+wp1FAHnarMrvE8OJldx5UYJK4JOPwFCSJIMowYeoNanipov7TQHbHtgJkfb9/JJVT+KAZ7ZrGe0gkO4pg+qkqf0rwcTShTk9e551WEYsnooorjMSCdSjC4QElRhgO69/xHWplYMoZTkEZBFLVeL9xKYT9xjmP0Hqv9fp9KrdD3LFFFFSIKKKKACiiigCvd/MIox/HKv5D5j/KrFV3+e+hX+4jP+PAH9asVT2Q3sFFFFSIKKKKACq83zXdsnoWf8hj/wBmqxVf72o/7kX8z/8AY1URosUUUVIgooooAa0Ub/eRW+ozUJsbUnIt4wf9kY/lViimpNbMd2VvsEO7crTKcYyJW6fnS/ZWH3bmcf8AAgf5g1Yop88guyv5E/a8f8UX/CnWsjS20bvjcRyQOtSk4Un0FQ2QxY2//XNf5U73iHQnoooqBBRRRQAUUUUAFV4vlvJ1HQqj/icj/wBlFWKp3CSC7jZJmiV1KMQAeeo6/jVx1uhouUVXEE//AD+Of+AL/hR5E3e7k/BV/wAKXKu4W8yxRVf7M563U5/75H8hR9kz1uJ/++8UWXcLIsVBef8AHq4H3zgJ/vdv1pBZp3lnP/bVv8aZArvdyGU7xDhEPvjJOPXBA/8A100ktew13LdFFFQSFFFFAFd+L+E+sbr+qn/GrFV5x/pNqf8AbYf+On/CrFVLZDYUUUVIjz/WI/L1i7HrIW/PmqVa3iRNmtSN/fVW/TH9Kya9OLvFMyn8QUUUVRIVJBEZ7mKIdXcL+ZqOtTQbGS71KKRRiOFg7Nj06Ck3ZXKh8SOysmLWUOeoUKfqOKlZ0QZdlUe5xUP2KLLZaXBJbb5hABJyelQXNvBAIZUtwzLIOFXLHII/r+lefaMpG+jZP9utycJJ5h9IwW/lUB1MFdyW8xT++Vwv5+nvUv2RZjvugHbHC9k+n6c0yJZmWR42Voy5VYmHylRxwe3Q+tUlAa5SXF2/eGMe2X/wpGgbaWluZWAGSF+Ufpz+tMhS5tY0U5mQKAwyMqfb1H15pyTpdReYqlTFIP8AWJypGOx9v89qEvet0BLUqPAUnVvLaNT8j7gdy5yMHJ9dv6itaC2untDKsDSRx5VmTBwR6jr0wfxqPUoibvUId6M/mMyiM8Kc5A57569u1WNO1V7KPzlUPBOq+bGc4IPcehwf88Y6Woe09nU22NWo83LLY3PC1sDDLfbifNPloO21T1/PP5V0NR26wpbxrbhRCFGzZ0x2xUlexSgqcFFdDthHlikgoooqygooooAKKKKACiiigAooooAKKKKACiiigAooooAKyta/5Yf8C/pWrWVrX/LD/gX9KALWm/8AIPi/H+Zq3VTTf+QfF+P8zVugAooooAKKKKACiiigDlPEts8d8Ll8tBIgTJHCkZ4P1z/Osiux1m/WxseYhK0p8tVPTkHOfbArjVXairnOBjNeJmEIxqXT1ZwYmKUrrqLRRRXAc4UyWMSxlScHqCOoPY0+imnYCOGQyKQwAkU4cD1/wqSoJwUdZ0BO3hwO6/4jr+dTAhlBBBB5BFNrqhsWiiipEFFFFAFeL5ry4fsu1B+Az/7NViq9n80LSf8APR2b9cD9AKsVUtxvcKKKKkQUUUUAFV4ebq5b0Kp+Qz/WrFV7TlJW/vSufyOP6VS2Y1sWKKKKkQUUUUAFFFFABRRRQBHOdtvK3ohP6VXgslFvGPNnBCDpK3p9alvjiwuP+ubD9Kn6CrTajoO9kVvsYHSe4/7+ml+ykdLmcf8AAgf6VYopczC7K/2eQdLuf8kP/stH2eb/AJ/Jf++U/wAKsUUczC5W8i47Xj/98L/hS+Tcj/l6/OMVYoo5mFyv5d0OlxH+MX/16bJDdSRsjTQEMMH90f8A4qrVFHOwuyvHLJG8cMy5Y8CRcYbHt1FWKrzfupluDygXa3+yM9f8fw9KsUS7gwoooqRBVdf3V26nhZcMp/2gMEfkB+tWKa6LIhVxkGmnYEOoqGF2DtDIcsoyrf3l/wAfX/69TUNWAKKKKQFe74ELekq/rx/WrFV7v7kZPCiVSx9Bn/HFWKp7IfQKKKa7pGhd2CqOpY4AqRHJ+LEIv4JOzRY/I/8A16wK72a3ttRuk3xpPEiEZIyFJI6Hv07dPxrI1TwyzzeZp4RVP3o2OMfSu6nVikovcmcL6nM0VojQdTJUfZWGTjlhx9eajv8ASrrTivnKCrDhl5GfT61qpJuyZHIxNKtVu9St4pAfLZvm684GcV30UMUCbIY0jXrtUYFZfhy3eDSVMibWdi4yOcHH+Fa9cdefNKy6GiVlYKKKrXI854oMkZO9iDjgf/XxWKV2NDpHd5vIjIX5dzv3APTHvwalRFjQIowoGAKbFCsW4gszN1ZjkmpKbfRDYjEhSQMnHAqlGHezdVV1dss7bcgHjOcdAc4zV6op43dVMbAOpyAeh/w/CrpyinaQ4tLc0vIvNehhvYmhkniTy5I2kPyEZ54HOR6f/qw2tY1hERebe3ypEXIIPcADk49Pauh8LXkjanJCFPzx7pQ/LLjpz3HJp8FvDJ40ZoIlVY3YsQO4U5J/4E1enKnGpy1OrZ1uKlaR0WlxNBpFnC8YjdIEVkH8JCjI5q3RRXpHUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVla1/wAsP+Bf0rVrK1r/AJYf8C/pQBa03/kHxfj/ADNW6qab/wAg+L8f5mrdABRRRQAUUUUAFFFFAFHV7L7dp0kYH71fnjP+0On59PxrilbcoYdxmvQ64fUbM2F/JBj5Dl4z22knj8On5eteZmNK8VUXQ5cVC6UirRRRXkHEFFFFABVeP9xL5P8AA2TH7eq/1H/1qsVHNEJYyucHqreh7GqT6MaJKKjhlMqfMNrqcOvoakpNWEFRzyeVbySf3VJ/SpKrX25rcRrjdI6qM9OvP6A04q7Q1uSwR+Vbxx/3VC/kKkqvvu16wxP7q5H6Ef1o+1FT89tOvuFDfyJpuLeoWZYoquL22zgyhD/00BX+dTK6uu5GDD1BzUtNbisx1FFFIBCQASegqGyBFlDnqUBP480XjbbKY99hA+uOKmVdqKo6AYqvsj6C0UUVIgooooAKKKKACiiigCvf/wDHjN/u1YqvejNoy/3iq/mwFWKp/Ch9AoooqRBRRRQAUUUUAFFFFABVex/48Lf/AK5j+VWKr2P/AB4w/wC4KpfCx9CxRRRUiCiiigCOWBJtpfdlehViD+lR2ZJiY7mZN5Cbjk4HHX8DVgjIIziq0DiBUt5BtK/KjY4YdufX2q1dxsPoWaKKKgRXu/3iC3X70vB9l7n8v51YrPNykd9cny3eQKF2ouTgDP4ZJ/SrH2iQ/IIHWXsG+79cj/8AXWji7JFNMsVXl/fyiEfcQhpD7jBA/r9PrTPIlmlMkx8tlACeW2cep6d+OD6VPDEIU27ixJLMx6kmlpH1FsSAADAGKKKKgQVBdxebbkBQxVlYKe+CDj9Knopp2dwWg1HWRA6HKnoadVOYSRSk2uWc/M8f8J/wJ7e/41L9shI+Us7d0VSWH1HUVTg90O3Ynqvb/vJJJj13FAPQA/1PP5UgM9wx25hi9Svzn6en4ip441iQIg468nOT60bINh1FFFQIKillaMjbC7g9SuOKlpGYKCWIAHc01uCE0ec/2vbNNJIkay/K2zD5PG0+3OMjsfxrstN057K8v5mZWFxLvQjqB1wfxJrhzewchJi2fvCLLZ+u3/P51p+HdUFpqa23kyRwXHBLLhQ3Y/jnH4ivWwlaKap8p2UZrSNjt6KKK9M6wooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsrWv+WH/AAL+latZWtf8sP8AgX9KALWm/wDIPi/H+Zq3VTTf+QfF+P8AM1boAKKKKACiiigAooooAKwvE8Ba1iud42xNgoRyd2Bx/h/hW7WH4oEhsYWC5hWTdIfTjg/TPescQr0pehFT4GczRSKyuMqwI9QaWvmzywooooAKKKKAK837mUTj7uMSfTsfw/kfarHWiq8X7iXyD9wjMft6r+Hb2+lVuh7kks8UJAkbGenGaiciS7twpBUBpMj6YH/oVKP+Qg3/AFyHT6nr/T8akjhjh3eWu3ccmnog0RJRRRUCAgEYIyKgeztnOWgjz6hcH86nopptbBcr/ZFH3JZk+khP6HNHlXK/duQ3/XSMH+WKsUU+ZjuzPu2uhAqtHE+6RBlXI/iHYj+tWPtEo+9aS/8AASp/rRcczWyHvJn8lJ/nirFU2rLQbehX+1oPvxTp9Yif5ZoF9bd5Qv8Av5X+dWKKm8ewtCNbiFzhJo2PswNSVG0ET/eiRvqoNR/YbbtCq/7vH8qPdDQsUVX+xp/DJOv0mY/zNH2eUfdvJh7EKf6UWXcLIsUVX8u7X7s8bf78X+BpkU127SLshbY20ncVzwD6H1p8vZhYfeH93GPWVP8A0IVYqlP9qfy/9HU7XDHbJ1x9QKl8+bvaSfgy/wCNNx0Q7aFiiq/2lh1tpx+AP8jR9sXvDOP+2RqeVisyxRUAu4/7k4/7Yt/hSfbIe/mD6xMP6UckuwWZYoqv9ut/+emPqpo+32v/AD2X9aOSXYLMsUVW+32v/PdaPt9r/wA90o5ZdgsyzVbT/wDjwg/3aPt9r/z2WiwYNaAqcrvfH03GnZqOoWdizRRRUCCiiigApGVXUqyhlPBB70tFAEEDFZJISSQmCpJycH1/I1JLKsKbmBPIAAHJJ6Cq14kkSTXELhT5fzgjPTuPQ9aebKMgAyTFcgkGQnODnvWlluytNx9vGyK7OMM7lsZyR7Zqaml1U4ZgD7mo2u7ZPvTxA+hcVOsmLVk1FVxe25+65f8A3ELfyFH2te0M5/7ZEfzo5JdgsyxRVf7S5+7azn/vkfzNHnTk8WjD/edR/LNHKwsWKinkZF2x4MrcID/M+wqNvtjggCCLP8WS+PwwKZHZyoSTduWb7zBVyfzzTUUt2CXcsxxrEm0ZJPJJ6k+ppxwuWOB7mq7W0aqWlmmKjqWlIH6YqGC0t5Z2nWGMxAbV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|
closed choice
|
grade5
|
social science
|
geography
|
States
|
Identify states of the Midwest
| null |
This state is Ohio.
|
test
|
โอไฮโอ
|
อินเดียนา
|
มิชิแกน
| 2,010
|
ไอโอวา
| null | 1,902
|
น้ำเชื่อมช็อกโกแลตเป็นของแข็ง ของเหลว หรือแก๊ส
|
B
| null |
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|
closed choice
|
grade3
|
natural science
|
physics
|
States of matter
|
Classify matter as solid, liquid, or gas
|
Solid, liquid, and gas are states of matter. Matter is anything that takes up space. Matter can come in different states, or forms.
When matter is a solid, it has a definite volume and a definite shape. So, a solid has a size and shape of its own.
Some solids can be easily folded, bent, or broken. A piece of paper is a solid. Also, some solids are very small. A grain of sand is a solid.
When matter is a liquid, it has a definite volume but not a definite shape. So, a liquid has a size of its own, but it does not have a shape of its own. Think about pouring juice from a bottle into a cup. The juice still takes up the same amount of space, but it takes the shape of the bottle.
Some liquids do not pour as easily as others. Honey and milk are both liquids. But pouring honey takes more time than pouring milk.
When matter is a gas, it does not have a definite volume or a definite shape. A gas expands, or gets bigger, until it completely fills a space. A gas can also get smaller if it is squeezed into a smaller space.
Many gases are invisible. Air is a gas.
|
Chocolate syrup is a liquid. A liquid takes the shape of any container it is in.
If you pour chocolate syrup into a container, the chocolate syrup will take the shape of that container. But the chocolate syrup will still take up the same amount of space.
|
test
|
แก๊ส
|
ของเหลว
|
ของแข็ง
| 2,011
| null | null | 1,903
|
ประเทศไหนถูกเน้น?
|
B
| null |
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|
closed choice
|
grade7
|
social science
|
geography
|
The Americas: geography
|
Identify and select countries of the Caribbean
| null |
This country is Saint Kitts and Nevis.
|
test
|
แอนติกาและบาร์บูดา
|
เซนต์คิตส์และเนวิส
|
เกรนาดา
| 2,012
|
เซนต์ลูเซีย
| null | 1,904
|
ทวีปใดถูกเน้น?
|
A
| null |
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAFmAsADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooqvdX1tZJunlVPQdz9BTSbdkJtJXZYo6VzV14pY5W1gA/2pP8BWNc6jd3mfPndh/dzgfkK6oYOpL4tDmni4R21OuutasbXIaYO4/hj+Y/4VjXXiid8rbRLGP7zfMf8KwKK7IYSnHfU5Z4qpLbQnnvbm5fdNPI59zwPwqLzH/vt+dNorpSS0Rztt7jvMf++350eY/99vzptFFguO8x/wC+350eY/8Afb86jd1jXc7BR6k4quuo2bvsS5jd8E7VOSfypNxW49WXPMf++350eY/99vzrK/tlHuBDBaXUreoj2gfXOKlvr97e3la2hNxLEQHjBxjIz/nFTzwtcfLLY0PMf++350eY/wDfb86wZdauUsneWzlt5MgIQN2c9wDjp/UVn6vd6ncG3ltJpIoJBgRkiNgw65OazlXgldK5UabZ1xlcdZGH41C2oQoxV7yNWHODKB/WvN7qeWUIkzM+zIBLbsfj6UltaS3LBYImdwOVXJ/P0rjeYfywL9lZXbPQW16wXOdQj4GeHzSHxBYD/l+H5muK/syWxhWe/wAwBzhVA3MfwyMU1WsHjZSk0zdmLhMfgAf50pY2rF+9FJedxOCXodwmu2Mn3dQj9OXx/OrX2xAu43C4xnO+vOY18sHaSM8celG0ZzgZrH+10vs3M5OPQ9EOoQrjN5GM8DMg/wAapP4l02N9rX/PsGP8hXEbVznaM/SjA9BUvN30gJSj1udp/wAJTpucC8c/RH/wpv8Awlem/wDP1J/3w1cdSbRnOBmo/tap/Kh80TvLfXrK5IEV6Mk4AYlST+NXvNc/8tG/OvMm2oRhip7Edj610+j+H4WtUnupJZGfkLuIH+etd+Fxk6+0f6/EpxXLzXOm8x/77fnR5j/32/OoYIIraIRwptQdqkr0Eu5ncd5j/wB9vzo8x/77fnTaq373ccCtZxrJJuG5W/u+3IpSaSvYau3YueY/99vzo8x/77fnXPHU7qaeW0WRoZUX7whHJHUAEnrxils7jUvOa3u5GSXO1cKCv16EmuVYynJ2jF/d/maeylbc6DzH/vt+dHmP/fb86qj7Q6FGIQ7f9aCCSfpjFTqCFAJyQOp711rXoZsf5j/32/OjzH/vt+dRSx+ZGU3umf4kODVGPTJophINSumxkbXIIwfbFJ3T0QL1NPzH/vt+dHmP/fb86wZfDUcs/nm+u/O5w7PnFaFrpsVoQVklZs5JZz8x9T61Kcm9Y/iU1G2jL3mP/fb86PMf++350xnVBlmCj3OKjmR5ECo4UEjcec49iDwasgn8x/77fnR5j/32/Om1XurYzxuI5nhlZdokU9Bn06fjQ9tENFrzH/vt+dHmP/fb86x7e0vk+Zb9Zdvy8cDPfI55zn0qYXN4G2iOGXDEEq3I6cHA4PNYKt/NFr8fyKcezNLzH/vt+dHmP/fb86zzqkcYTzkaPe+wHII/OriyI6hldSCMgg9a0hOE1eLJaa3JPMf++350eY/99vzptFXYVx3mP/fb86PMf++3502iiwXHeY/99vzqWC9ubZ90M8iH2PB/CoKM460NJ6ME2tjftfFE6YW5iWQf3l+U/wCFbNrrVjdYCzBHP8Mnyn/CuHormnhKcttDohiqkd9T0jrRXA22o3dpjyZ3Uf3c5H5Gtm18UkYW6gz/ALUf+B/xrjng6kfh1OqGLhLfQ6Wiq9rfW16m6CVX9R3H1FWK5WmnZnSmmroKKKKQwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiobm6gs4TNcSLGg7nufQep9qAJqrXl/bWKbp5ApPRRyT+Fc7qHidL23kh053QElGmHyspHUAdjWAqsuS0kkjE5LSMWNddHCOdpS2OSrilHSOrN+98Szy5S1XyU/vHlj/QViO7yOXdmZj1LHJNZ1zrNjaStHLKd69VVScVk3Pil9+LWBQv8Aek6n8BXU6+Gw6tdfqcM5ynrJnS0VxMmvalIpU3AXP9xAKdDr+ow8GZZFxjDqPzyKx/tWhe2pGnc7SiuWXxTcAfPbRsfUMRV2HxPauHM0UkZAyAPm3e1bQx+Hm7KQWNyiuck8WINwis5GIPG5gMj9ahXxTcblL20YUE5Ck5IxwPzoePw6duYfKdJPcQ2sZknkWNB3Y1g3HilUlYQW+9B0ZmwT+GKry6zZ34jF/ZEleS8bcj29cfjVXUvst3sj06BvKjXc20HJJOOeMnt3rnrYtzX7ma0+bKjFNitc6ZqUri4We1ZskSeYXAP0NNj0+1tXadNYUiNgyiNdzHuP89Kz3jeJQXRlU8DcMZI606K2nnQvBC0gBwdtcKr1JOzhd99V/kac0tkbcEVuHbUZb68hLnCSOoXf34Hpx9Kzbg2F9eFo/tcSsxllZ2BHbnH1/nWrPq6w26Wd3bLK+NhiQYGOxz1zisGdwblikSKisCqqePp7/WumvUUEkvn6jTa1ZcjG5DvSU2y7jE00a4Xd0JJ68dqqbLeCbKTlg3G5rcMOPQE/StrWJ7bU9PjuUuTE0QOIWXlj7D8OtY1pYXFzHNIgGyJcl2zg+w9/as6qkpqMPe001/4OwKTHZtWJ33DBc87bZf8AGu006GxW2SWyjQJIM7gOT9T/AErhZ7drScRyqvmd9uDtPpxSRXd1ppElpM6qDymcqfwooYr2NTlqRE1ze6z0Oe3huojFPGsiHqrCqaaJpqdLSP8AHJ/nUum3LXenwzSFDIV+fYwIz+FW69nlhO0mjF3WhxviKxgsLq3NuoRZQQU3dCO4H41lVs+KtjahGsvkqvlfKSxLHr2HT2rDiBEShuuK+dzGnGNVuOhU4+6pD6KKK88yCo3mVDggk+wqRQZDtjBZjwABk1csNDvpyxMBAYcPJ8gHuP8A9VdFChKo9jSEVvITStKvNQnW4iPl2+MF2PX1GO/XvXcwoYoUjZtxUAbsYz+FV9Msv7PsI7YuXK5JP1Oat19LhqCowSQ5yvotkFFN2HzN+9sYxt7fWnV0kBRRRQA0xozq5RSy9CRyKVc4+bGfaqV/q1npwHnyfMf4VGT/APWqvDcavfxtJBbwW0Tj928rEt9cCuavi6NDWpKxahJq5qgBVCqAABgAdqWqKadf7QZNUffgZ2xLjPP/ANb8qei6jCp8xIrgbuNjbWx+IxXHTzjCTdua3qDh5luiovOKrmWKSIYyScED8Rmla4iSLzS4Kf3hyP0r0KdelUXNCSaJsxZZFhieVzhUUsT7CsWKa8vLkwvHIjtl/nJVYkydvAxuJx69q0554ni2lDJGx2tjjH19KpExh1SC+uFJztdk346cZIyevTmuTFPnlFc3u9dbN/8AA+ZpDRPTUurYQg5bc7YxknH8qkmmjtINxVtowAqLk/QAVWF1ci7EQhDxufkYqy/nwelOu5J4WjmMDERsMhWypycfXI+lRUxmGpRkqTXN08/mLlk2rkj30KLGTvO84Hynj6+lVjepFcOsTmeZsBk8wBEI9M9M+ntUtzEt7EbiJG3j5WRh1/D2z/Oq0A0+LLCGZIM/PvUFMnpnrj61wyzibp3Udfyf9bFKCH2Y1GW7eK+RkQrvR4cBR22nrz361ZGi2IbcY3LHOSZW+b6881JbWTWtzI0Uv+jvz5WPutxyD+dXK8LEY2tUlfnf4jb7EFvZ29qhSGJVU9e+aZLDaW8Du1shQDJVYwSfbFWqK5ed3u2K5h2v2pbkyW1lItqwHyM+BjjBAPTjtV2K7M0bOtvKQpIIGMgjtjOc1for1KWc4ilHlilbzu/1E7PoZz6hGpVVjmdjII8eWRgn644ol1CK3GblJIE3BQ7rwSfcVo010WRSrqGU9QRkGt/7fr81+VWFyxMuWykdv3c8jJIOWaQ/L6EYx/n8aqzpPZyu1xcSvatyOAcE9uffp1+tap02DYqJuSNWDBFPGc549Pwom022nULIJCMg/wCsbn6881vLOMP8UYyT9f8AglJ9ynHcKpjkl1BAnXbKoQ/zFX1dH+66t9DmnyW0M0PkyxrJHjGH5/nTWs7d1RTEo2fdK/KR9CKKefpaSh+P+ZLimLRTfsmCcTzBT2yDj8SM0Natg7LiRT7gEfyrsWfYV7p/d/wSeQkR3jcOjMrDoVOCK27LxLPFhLpfOT+8OGH+Nc00t0lwkRtcqw/1iv8AKD6HjIpJ2vlXMNtG31k5/lXRPHYGovemi4OcH7rPSLS/tr5N0EgYjqp4I/CrNeYQS3xUuiCFxwDvZWB9iB+tdFpviW4tYEhv7eWYKMeejBmP1HGfqK8+pXw3NaE0zup4i+k9DraKhtrqC8hE1vIskZ7jt7H0PtU1M6QooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorA1TxCkO6GzIeToZOoX6etaU6cqjtEidSMFeRc1nVxplv8AukWW5bhYy2APc+1cFPq9207S6rullP8AqjEhIAP8Kjt9e9WXlaWZmkZmc8ljnn8ao372DAQXmxjguEIJOADyMc+tdVbLqc6XLJnnzxEpu1tCKC0uDK87ExSSSb2PmZyPQqAB0GO/41mXes6sqsVsjAg/iZCePqeKzbjXbq4TyIQbaFeFVCckfWqMkkkrFpHZ2PdjmuKpiqdGPsqN/v8A8/0sYylrqSXl1LfXCzSkbwgU47+9Q0hOAD69KVEmkUusEjICQWVSQMetefKNWq3Jq7FyzlrYKKD8pw3B9DRWLTW5nYKKKKACiiigAoyQMUUUJ22AaEAbNO6UVPaWc17OIoE3N1JPQD1NVFSnJJasd22VjjcMnn0zT0jkfJAGwfxHgAfWussvDdrAVe4JnlBzzwo/D/GtWa2guIvLliRk7AjpXsUsqm1eo/kXdddThrCCC6vYo7q5aNR8qkngjsPbvXUyTw6OiWttaSyk/MVjGfxJ9eP0pJbVLC1Mu/zRCwd9yBiqjso4ArnhrN2ksskZiRpCSSIxkdOh/CteaGDS5/ifWxTaerC9vRveGC0+yIeWVkw5/E1SgRJpxG8hTeNqMBkbj0z7e9b0LWviAK1zHKlzGuxpIh8vJ49f85qaz0S2j1Eo8kc/kjcQRyM9AR0Pc+vSsnhZVqiqJpxe3/DBpe7IdE0G8tbkXM0pgHeKNvvfXtjrXTUUV69KlGlHliRKTluee61Ex8Q3QmO4lgRjPAxx+mKirpPEOkzT3MV1aQ72YbJQOvHQ/wAx+VYFpaTXt8LJUdJN2JMj7gHUmvAxmGquvZLR7FzvO1tibT9On1N5FgKqE+8z5xn0rasvC6oVe8mEhHVEGAfx6/yrbtLSCygENvGEQc8dz6k96nr1KGXUaaXMrsi6Ww1ESNQqKqgDAAGMVQ1a7ubSJHgVdmfnY9vYfWtGkIBGCMj3rtnFyi0nYIuzuyuv2rylkmmtowRzgEj8yaLaSVpJVY74xgpJt25z2x7Y6+9SiCIPvEaBvXbUlcmHw9eE+arV5vK1kNyVtEFFRyLKXjMbqqhvnBGcjHb8cUSzJDs3k/OwRcDPJrtuTYkpskiRIWdgoHqabcO8dtLJGu51QlQe5ArJ0i2i1RPtt4GuGxtXzMbBkc7V/rXFjsdHCQ5mrtlxhdXZPZwf2rL9uuEIgDA28R45H8ZwevUfQVrSyCGF5CMhVJx60sYQRqIwoQD5dvTHtVGYxrdSNcsQOPK3dAMc49+vvXylNTzDFe/K1/6si2ySC5neVI5I0yVy+wn5PrmrToJEZCWAIxlTgj8apWdzbQQiBnWOVPvK2cn3565/GpxfW+5VMm0t93cpUH86xxNJ+0k6dNxS9WFinJNc2TlZJXlQAFXZB9MHpzTYQ948mC0QkjB3CEhWHP8An16VrUdKcca4R9yKUu6/qwXKkWnwoELjeynccjgt649at0UVyzqSm7ydxXCqo3XgB4W3z68vj19B/nirVV7b93JND/dbev8Autz/ADzSjs2NC3MDzqojuJISD1THP1yKbb2UcEJjJ8wEbTuA5HpirNFNVJKPKnoFxscaRIEjRUQdFUYAp1FFQIKKKKACiiigAooooAKKKKACiiigAooooAKKKQEEkAg460ALRVNLmd18xURkyflHUjOOvSo7WeZJZBcOShUyAtgbFz34H+RXbPL8RTh7ScbK1/vAvG+n0xvtVqsxkyAwiUNuH+0CeR+vpXWaHr8GsxumBFcxnDxHgkf3gDzjmuNF9bscI5fH91SR+lVUMl7N54doVidliaM/MexbPbpXbl1PESlycrt56G9Os6e+x6pRXPaNrytFHbXsh8xQFEzfx/X0NdDXp1KcqbtJHbCpGavEKKKKgsKKKKACiiigAooooAKKKKACiiigAooooAKiuLmG1hMszhEHc1FfX8GnwebM3X7qjqx9q4jUtYN7cqZ5kTJxHHuxj6eprooYd1Hd6IwrV1T0W5oaprk19mKLMUHp3b6/4VjsSFJAyQOg700yptBBLAjcNozkVXE15K2I7YRL/fmYE4x/dH+Ir1YxjTXLFHmylKbvIt1Wub60tQWnmjUjjBOT+XWmzWLXEm6W6n2f880bYvT25/Wlt9Ns7Vy8NuiscZPU/rTbm9idDnLnTlvfntYbgqfma4nYjcPZRyfTgUmnaBePcJJOohiUg/Pgsfw6D8a67AznHPrRXN9SpufO9yufyII7K1ilMsdvGsh6sFGfzqcDHSiiutJLYi9zL8QRxNo9w7x7mRcoQOQc8VwsDbi2Wz0ru9XeSTyNPjX/AI+yys5JG1QMn8a4d40i1G5jWPZ5blQC2SMHFePmkU1zfI2SXsnckooorwjnCiiigAooooAK0tG1JdOnkMu8xOv3VA6+v86zaK0o1ZUpqcdxp2PQLS8gvYRLA+5e47j6ipJZY4ImllcIijLMegFeepK8Lb43ZG9VOK6O9u5bfw9b7ZZVnZgGMnLHqT17ccV7+HzBVISlJW5VqUknqHiKeKawt5Ip2xIdwQcBlx1IrmqdJI8sheR2dz1Zjk02vFxeI9vU57WJbuT2d9d2PmiCbasnUYz+IzVzw/PJHrqKCWEyMHLHr3z9c/zrMpCXV1aMlWXkMDgg/hToYmUKkXJ6IuMrvU9IorH8P6hNfWrpPlpIjgycfNnNbFfU06kakFOOzJaswowM5xzRRVgFFFFABRRRQAUUVFcyGG2lkBUFVJBbpn3pN2VwRT1a8nso45Iwvl7trse2eB/n2qS2ZlvJYzOJicMcNnYP4eMY568VBLbRXdvE0zs0kxDEOcbF68L07Y/GprKGWSz3cgjDQlwAemMEDtXg1Mx9+NdNqF7W7+aNuVctupdIBBBGQaz3Q6fbpbxeY0bvhI4gd3PP3s8CraXCtCzsrIUGWVhyOM1Dcw3F3GEWDYODud9pAOc9M9uPxrtx9TDOkpTab3jciF07CabdRiMxF0VQpdFB+4o6j6A/ofamqzzXzyxgyKkm1XY/KqlQTtHfnPNV4/D8lszPBOrHjaki8EehNaa20gQZnIYDAwOPxzya8ShXwdKu8Q5b9EvxNJW6FOS1luL3zwWeJSEEZI2+5IP41pJBDG25IkU4xkKBSW9ulurBCxLNuYsckn/IqWvOxuLliKjl0/TzFfoFFFFcQgooooAKr3P7pkuR0Th/909fy4P51YpCAQQRkHqDTTswQtFV7Mn7OEJJMbFMn2OB+mKsUNWdgYUUUUgCiiigAooooAKKKKACiiigAooooAKgu3ZLZtpwzYQH0JOP61PUNxbi4UDe6EZwVPPTFaUXBVIue19QIfssBIPljI6GmNYWzAARBSpJBT5SMnPUUQw30fyM8TooOGJO5ueM+nH16VHDdyfaJYrhNm1htJ9CcD8M9/5V9rSxuDqvli1r5E2l3LENtFb7jGpBY5Ykk5P40sCl57gSBTkBQMdV9/zNSU1kyQyna46N/ntV4/Cuvh3Sp6CUtdSsFGnAmVyYWIVWJJ29hn/GrdQ3E261lRk/ehSQoGc47j/PFCp51qiuzglQc7sMD9RWGV1684yp1l70RyXUmrX0vXJrHEUuZYPTuv0/wrFjRk3ZkZwTkbscflSyOI0LEMQOyqSfyFenOEZxtJChKUHeJ6Lb3MN1CJYXDoe4qWuB07UpbGUSwMGQ/eXPDV2ljfwahAJYWB9VPVa8qvh3Sd1senRrqpo9y1RRRXMbhRRRQAUUUUAFFFFABRRRQAVT1HUItOtjI/LnhE7safe3sVhbNNKfZV7sfSuIvbyW+uWmlPJ6AdFHoK6sPh3Ud3sc9ev7NWW5FqErao7NeAShv4WHAHoBVdbaBAoWGNQowuFHFS0V6qilsjzHJvcKKKKoQUUUUAFFFFABRRRQAyVWMbeWQJNp2kjODXnc8VxHfSm5G2YsTIpGCSep9+ua9EmmS3heWRtqIMk159dSm6u5Lhx8zsWAz0ryc0nBRSe5cZJJpjKKKK+fMgooooAKKKKACiiigApWdn27mLbVCjJ6AdqSkZtq5wT7Cmm9kNX2QpOOtSRxhmXfII0P8RGf06moMM33sAelOI/dlgDtHftVwir7XKUVc1ItHNwY2gkeSCQ4Eqx9D7jOR9akvLG10mMiWQXNywwsY4C+5GasWWq31xaxwWtkSykBWUkKB759B2zWxd6NaXm93jxM/VwxyP1r3I4SnKHNRSv3d7fItpRZn+G7228oWaK6zYLvuOQT7V0FZVhoUFhem5jkdvk2hT+prVrvw8ZxpqM90TNpvQKKKK3JCiiigAooooAKZLEk0TRyKGRhgqe9PooAgeBUt5FhjiBYc7xwfXPrVKA+S0aQXDSF+vlgHgD3PA+lalVcLYyRMhYRMRGY8kgZ6ED2rzcxpfuXOMFLlWz/AMi4S6CwaeGQm4DHdJ5gQv0Oc8475/Cr9FFfF1a06srzf/A9CrhRUU8626BmVmJOAFGSTjP9KLe4iuovNhcOmSMj1HFRyS5ea2gWJaKKKkAoqpcXEpd4LXy/OVdxMnKj0Bwc5qFtRcQ5ZFjYMVOck9B0XrzXXHBVpRjNLSWiHY0ajnk8m3klxnYhbH0FVtNllnjkmklZ0LkRgptwB7dau1hUg6c3F62DZlJLT7TmS82y/wBwDIUDA7epqT7BajpAgP8AeHB/PrUG2SG68q0AWEAiTdyFPUbef06dKktbh5J2TeZI8H59mBkHGM9K6pYWuqPt9o9On3IbfYsxxJCm1BgZz1ySfUmn0UVxbkhRRRSAKKKKACiiigAooooAKKKKACiiigAooooAKq3sAkUS4yUBz9D1/wA9+lWqiucfZZcnHyH+Va0ZuFRSiCKcdz5cixMrNnuozt/+tyOe3erdVLuNhCJo/lmjHBAzx6VPBJ5kKsWVmxyV4Gfp2r7+inD923ft6f8AAIlqrjLxHe1fyiRIBlSBkg1KiCONUHRRgVD5/mymKHJKnDuBwvfHuasVolHmcluJ3tYKKKKsQU+zkaxu0ubfCSKuzjoV9MelMopNJqzBNp3R3mnahFqNsJE4ccOndTVyvP7K8lsblZojyOCD0YehruLK9iv7ZZoj7MvdT6GvJxGHdN3Wx6lCv7RWe5YooorlOgKKKKACiiigApk0qQQtLIwVFGSTT65DX9UN1cG2ib9xGecfxNW1Gk6srGVaqqcblPU9QfUboyHIjXhF9B/jVKiivZjFRVkeTKTk7sKKKKoQUUUUAFFFFABRRRQAUUUHocdaAOV8R37SXP2NG/dx4LY7t/8AWrCp0jFppC2d245z65ptfIYmrKrVcpCluFFFFYCCiiigAooooAKKKKACjPOO/pQqySyrDEpaRugFdppmjQWMILoklwfmZyoOD6Cu3CYKeId9kUo6XZm6DpVvPHJLdQO0ivtCyAgD8O9bMmlWcs8Urwg+Uu1U/hH4Vcor6Klh6dOCgkO/YRVCqFUAAdAKWiitxBRRRQAUUUUAFFFFABRRRQAU193ltt+9g4yM806orkuttKUGWCnAzik3ZXBBDC0kCSGaQMyhjgggE/hUi22JFZpXfacgEDr+AqSIr5SBRgbRgenFNuZfKgZt2GPC+57V8E8ZiajdPnbv0ua9Rk8xLrFE/wA2fnK8lRj/ABxUMiyLCzSyNMEBITAG76460eTKVVVfylHXbyWyPU985qSeMywMgxkjjPrX1GFyylQp6x5pLW/9fqS5akEDZtx52PKb5kdSfk/+t/jTGMqOhilWJ3ILMVBjmwMfgen5d6sIwgty0jA4JZio9Tn+tVZSJZVhhWQLJ80gIKrjPX+f1rOeEUNrPmteL79WvMpO7NKGXzQwK7WU4Ydf1onnS3iaRzwozgdTWfI7aa8boHkifCOvUjjhs/pWQBFOl2rxSLKGbDMxOcDhcnoccnkdK8ieUv6xKney3XX5FRV1c2oLmPdIJXWOYuSyMwBHYfpipRIM+YsLkEffC9R/Oo9NgtntobhYAshXBzk7T0IGenetCtXnU6UVSpxXu6a+X9dyXFXKDNDIC0c4ik6bgQCPYg/1p1u120e5ZY5cNgllwD7girhRWOSoJ9xS1x43MIYpJ+zSl3BaGc0vl3O6SNo2cbWQchj/AHh68de+Kd5gsVUooMDt91R0J6YPpn+dX6zoYklsmhONzZ3r12n0x/Su/LWsZRlhqiuo6ruDdtS/HIsiB0OQadVeyG22VMKChKnaMAkd8ds9fxqxXg1Yck3F9GAUUUVmAUUUUAFFFFABRRRQAUUUUAFFFFABSAg9CDUN00qxjyh14LAZK++KpRlUlPlTxxwuqkEfez+PH9a78Ll88TByg1fsBpSv5cTvgnapOB3qoouJolEzR4OGOwc+uP8A69RvMzB7aWQhiwCsykCReOCQMA54qxGwI242svBX0r1crwNONSUK695PTfp1XdCk2loPPSsqGXeGtZYQblRz8+1iCevGMj8a1aqsI5L3ABLbDkgdMeh9a9fMYQ9mqk72jro7Cgx9pbC1t1iBzjqcYzU9RwOXgjdvvFQT9akrujaysQ99QoooqgCiiigAq7pmovp10JBkxtw6+o/xqlRUyipKzHGTi7o9FhlSeFZY2DIwyCKfXIaBqhtbgW0rfuJDxn+Fq6+vGrUnSlY9ajVVSNwooorE1Ciimu6xozuQFUZJPYUAZeval9itfKjb99KMD/ZHc1xtWdQu2vr2Sc5wThR6DtVavaw9L2cLdTyK9T2kr9AooorcyCiiigAooooAKKKKACiiigAooooA4PUYGgv5wVO0yNtYjg96qV2uvRCTSJ2wNygEE9uRmuRltJYbWC4bbsmztx1GPWvmcdhHTqNx1W/4g1fVEFFFFeeSFFFFABRRSlWHVW9elNRb2QWbEoo69K7LStFisVWV/nuCOSei+w/xrpwmEniJWWiW40jO0HR7mK9F7ODEFUhFPVsjv6V01FFfTUKMaMFCI27hRRRWwBRRRQAUUUUAFFFFABRRRQAUUUUAFIQGBBGQeCKFXairknAxk9TTJSfkQHG9tufT/OKzqVFTg5y2SuCV2RNCTJttiI9o+fbxn0X2/p+NOS3mDZCIjY++XL4H44q2iJGu1FCj0Ap1fGVc1qOrKdNKN/JX+81IBaRn75dz/tMcfl0o+x2//PIE+p5NT0VwyxFaTvKb+9gUVSKO/cRBQSg3AcYP+f6VIkKRuzKAN3pU0kEcrBmXDgYDrwQPrUTRSREGPdIndSRkfQmvoctzShGnCjU0a6vYUk2OZQ6lWGQRgiqTW8kBxBAksedwV3OQ34/QVYMnmyJECykk7hjDAY/l708wSx5MT7l/uv1/OvQr5lhqdRQk+m61QkmivFZBJZZg7xySnLbG4olWdHSKEOYm6ktwP6/rU++ReHgb6oQwpvmTgHdav7bWU/1FKdXL56uUdfToHvElnxG4yTh2GSc5qxUNpj7JEQc5Xdkdyeamr4+vJSqylHZtlMKjkgjlOWBz6qSD+YqSmedF5vleYvmYztzzis4ylF3i7MAihjhDCNcbjk89T0/pT6KKTbbuwCiiikAUUUUAFFFFABRRRQAUUUUAFFFFABVG5hVp1V1ItyCSAPldj/e/z3q9TJlZ4XVCoYjA3DI/EV0Yat7GqqjV7dwIZoknhaJxlWHIqml3NK0DPazIVG2VyoAJPGAOvXBzUlpJMJZbedo2ePGGQ9R7g9/8anMKFZABtMn3ivXpivtvZ0sU6eIj01RN+XRlWW/RZWVJB8uVK7SxLfQUlpcxxxkwwPJLJuclVC87jwcnioI7JYLtLYhjFy0bFuQP7nrge/rWokaRjCIq8AcDsK5amDqYttV5Wint/XyKbjFaEdqJRD++VVYsTtBzjPPX86moor1YQUIqK2Rk3d3CiiiqAKKKKACiiigArstB1L7ba+VI376IYP8AtDsa42rOn3bWN7HOOgOGHqO9YYil7SFuprQq+zlfod/RSI6yIrqQVYZBHcUteKeuFYfiW8MNolshw0x+b/dFblcRrl19p1WUg5WP92v4df1zXThKfNUu+hz4mfLTt3M6iiivYPLCiiigAooooAKKKKACiiigAooooAKKKKAILlM2kqlDOCDlD/EPT/CuRt7dr61ngV5BLbkvFCxz8vcfWu1rEvUms9bi1AhWt2AibaPmGfX15x/KuPFUlOze2z9H/kVF9Dk6K1Na0s2Fx5keTBIeMnJB7g1l181WpSozcJdCGrMQnAJ9K6jS/D0SxJPeYkdhny/4V+vqawdPtheX8MB+6zfN9Bya70AAAAYAr1Mrw0Zp1Jq/Ya0RnzaHp0xy1sq/7hK5/KryRqkSxAZVVC4PpT6K9uMIxd0gu2cr4mgjgktvJhWMbGAK8Dg9MfjXRQXUbRQK8qebIisBnBOR6fnVa/XT9QQW81zGGVgRtcZB9KfNFO05VVVIY0DROFyQ4zxj6VzU6bhVnNbOxW+5eoqOCUTwJIMfMATg9DUlda1JCiiigAooooAKKKKACiiigAooooAKZLv2/u8bsjrT6KAKrNchF3lA28Z2fxewz05/QVajibeHlIyPuqvQf4mmQDzJTNj5RlVz9eTVmvkc2zGc5uhTfurfzNEgooorwhhRRRQAUUUUAFFFFABVe7jdkWWL/WRHco/veo/GrFFVF8ruBUsGKwiNwAxy4wcggnPH51bqiyFJjGnBTEkZ7YPVf5/mPSrccglTcAR2IPUGu7G4dRUa9P4Jfg+qAfVCaCOKVyV2rMc+YOqv06/lir9MmiSeF4pBlWGCKxwmJeHqqe66rugIkuQuFnxG394/db6H+lOguobnPkyBwO46H6etVYYri3h8nyzLg4DlgAR/OlNqYHMn7xi3JaPqD349On5V3VcLg5teyqWcuj2XqwL9FVFErAMl05U88qp/pSPHPgFbl9w5AIXB9jgdKf8AYWK8vvFdFyioI7qNxhv3bggFX4Ofb1qevInCUHyyVmMKKKKkAoophlRZVjLAOwJUeoGM/wAxTAfRRRSAKKKKACiioZbmKKHzS24EZUJyW9MetNRcnZAV5NkuqIVKkwId/PQtjH6CrFUMSwrJKSEmmzIw6hcL0Hr0H61dBbdyo24657191l1NUaKov4krv5kTEVy0zAFSqjBwec//AKsfnT6RVVc7VAycnA6mlrvRIUUUUwCiiigAooooAKKKKACiiigDrPDV4ZrNrdzloT8v+6a3K4jQ7r7NqsRJwsn7tvx6friu3rx8XT5al11PUw0+anbsRXMwt7WWY/wIW/IV54SSSTyTXZ+IZvK0l1zzIwQfz/pXGV1YGNoOXc5sZK8kgoooruOQKZJGJU2lmUd9pwfzp9FAFJ7p7S7jinkRo52IjOCGB9MdMdOau0hVSwYqCw6HHIpalJoGFFFFUAUUUUAFFFFABRRRQAUUUUAZXiIgaPICpOWXkduetcbXozKrqVYBlPBBGQa56/8ADQIMlk2DnJjc8fgf8a8jMcHUqtVIa2WwbmRo84t9WgdmIUnaePXj+eK7mvPprW4tpfLmhdH7Ajr9PWp31DUUAiknuE2/wtlT/ia5sHjHhoOFSLDpqbGra/NbXb29sI8IMFyM81qQRTXmlol6SHkGXCHbkZ6ce1chp8MdxfxLOyiLOXLNjiu3ju7aV/Ljnidv7qsCa7sFVlXcqk3o9Eh9NCi2g2DxiN0O4Z2spwQM8dOuPes9Y9R0e9dbdZbu3fDEEE4/H1+ldJVaK1eO7km+1TOj/wDLJsFR9K6Z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|
closed choice
|
grade3
|
social science
|
geography
|
Geography
|
Identify oceans and continents
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A continent is one of the seven largest areas of land on earth.
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This continent is North America.
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test
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อเมริกาเหนือ
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อเมริกาใต้
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แอนตาร์กติกา
| 2,013
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ออสเตรเลีย
| null | 1,905
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ทวีปใดถูกเน้นสี?
|
B
| null |
/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAFmAsADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooqvdX1tZJunlVPQdz9BTSbdkJtJXZYo6VzV14pY5W1gA/2pP8BWNc6jd3mfPndh/dzgfkK6oYOpL4tDmni4R21OuutasbXIaYO4/hj+Y/4VjXXiid8rbRLGP7zfMf8KwKK7IYSnHfU5Z4qpLbQnnvbm5fdNPI59zwPwqLzH/vt+dNorpSS0Rztt7jvMf++350eY/99vzptFFguO8x/wC+350eY/8Afb86YzKgyzAD1JqH7bbb9gmUuRkKOSR7Um4rRj1ZZ8x/77fnR5j/AN9vzrO/tRWmWKK2nkJ7hcAfXPSn3t68FvI9vCZ5IyAyA4x3qfaQtdD5ZXsXvMf++350eY/99vzrJm1OSOAl4miJICttJ9ex57fqKz9Qub6ea3lglZLdhxGT5Z3DqD3xWUsTBRuk38io05N6nTGVx1kYfjULX8SkhrtAR1BkFcjqbRXjW6RwTRkDCuxLKccHHU9ff8Kms7GFkSaG4bzdpDQLIZC/1wPlH1BxmuCWabcsNf67GnsdLtnR/wBsWuGIvAQq7iVJIx68VJ/aMecebJnrwrH19vY1zdnLc6SgmukWAyNgF2aQsO/GRjtV2OM61C8T3on28/K20Dn0C/zNRUzCtTfvxUV53/JA6SXXQ1F1a3ddwuvlBxkkgZ+pqf7WuM/aBjrnfVK00Gzt4trp5jnqxJGfwzV5bS3Ry6QRqxGCQoGRXM8/ivsX/D/Mhxj0Yw30YODdLn/rpVN/EenpJsN9lvQBj/IVeSztY3DpbQq44DBAD+dPW3hRy6wxqx6sFAJqJcQP7NP8QSj1KEevWsxIimmfAySI3wPxxTTr9qGIMk+R22NWrUJs7UyGQ20Jc9WKDJ/Gs1n9S+sEO0fMrRaxbTHC3RBzjDZXn8at+a5/5aN+dYurw6fp9uXFuQ7AhREMBT/eOP60zSdKH2US3DszPyVAAH6D1zXrYLHzxSuofp/mEoJLmubvmP8A32/OjzH/AL7fnUUUMcCbI12r6U+vUS7mNx3mP/fb86PMf++3502qt+93HArWcaySbhuVv7vtyKUmkr2Grt2LnmP/AH2/OjzH/vt+dc8dTupp5bRZGhlRfvCEckdQASevGKWzuNS85re7kZJc7VwoK/XoSa5VjKcnaMX93+Zp7KVtzoPMf++350eY/wDfb86qj7Q6FGIQ7f8AWggkn6YxU6ghQCckDqe9da16GbH+Y/8Afb86PMf++351FLH5kZTe6Z/iQ4NUY9MmimEg1K6bGRtcgjB9sUndPRAvU0/Mf++350eY/wDfb86wZfDUcs/nm+u/O5w7PnFaFrpsVoQVklZs5JZz8x9T61Kcm9Y/iU1G2jL3mP8A32/OjzH/AL7fnTGdUGWYKPc4qOZHkQKjhQSNx5zj2IPBqyCfzH/vt+dHmP8A32/Om1XurYzxuI5nhlZdokU9Bn06fjQ9tENFrzH/AL7fnR5j/wB9vzrHt7S+T5lv1l2/LxwM98jnnOfSphc3gbaI4ZcMQSrcjpwcDg81gq380Wvx/Ipx7M0vMf8Avt+dHmP/AH2/Os86pHGE85Gj3vsByCPzq4siOoZXUgjIIPWtIThNXiyWmtyTzH/vt+dHmP8A32/Om0VdhXHeY/8Afb86PMf++3502iiwXHeY/wDfb86lgvbm2fdDPIh9jwfwqCjOOtDSejBNrY37XxROmFuYlkH95flP+FbNrrVjdYCzBHP8Mnyn/CuHormnhKcttDohiqkd9T0jrRXA22o3dpjyZ3Uf3c5H5Gtm18UkYW6gz/tR/wCB/wAa454OpH4dTqhi4S30Oloqva31tepuglV/Udx9RViuVpp2Z0ppq6CiiikMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqG5uoLOEzXEixoO57n0HqfagCaq15f21im6eQKT0Uck/hXO6h4nS9t5IdOd0BJRph8rKR1AHY1gKrLktJJIxOS0jFjXXRwjnaUtjkq4pR0jqzfvfEs8uUtV8lP7x5Y/0FYju8jl3ZmY9SxyTUPnKWIVXcqcHaucH0pdtw+CNkQ9GG4/ocfzreeLwmFVnJJ/ezilKc3eQ+ioxaSGPbJdSEkclQF59uP601bSdGGy8coBjbIgY5z1zxXKs9wt7a/cTyeZNRTPLuB/HEffaR/WmNJNHnfbsRjjyzuyfTtXTTzTCVHZT+/T8xcrJqKpNdXpkkji05yVIwzyBVP40/GohNzR25YN9xGPIx6npzTlmeEi7OaHyMnklSJcu2PT1P0HeopJnjUvJ5UKZ48xuT+FMWG5kRJZ7dVmAwfKkw2PTPp+NZ96sct7GP3sbR4+bksCTjJ5B4zXJiMdKon9XqKy7ayfy7eepcYK+pFPBb3GfM8+Ay5IdGdh/wCPAcc9qhtdPijc+TeLKQwZQibn45GD9K1Y9Rt7SLZcXYlQjag8psnHXk9aa2p280Ms9vbStcAeVwuGAJ9e1ecsXWk7Old99V/ka3fTYrxxRt/pJmuI3JO1ypBbPJGM+wrPuLOKXUIiIrqMzt5p805GeMHHbnt71of2iFiEE6LvUY2fd6dMH+9gcCoxGZ9PuJxY5kUja0rEg9/lHcjjn1J5rtxNVUkkrNX173fz/wCCEbrVjBbNsXDeaCWKdyA3Y44PFRTW0S34VbYmZ1UbY0ztwOuDnHb0rRupHnEc1u7JPEDmEDLH1xj6YqKOW5sbi5ZbeKRlG6WQyE5PHyjjg98Y5rCvzxqKNP3na61/yeiBSdrlaZLZvMtn2rICASMMR+GcZ4P0rbs0tjCJbcAq4zvzkn6ms611GOK/VL2zihlcnZKijgk9CR+p9ah1Swk0aD7ZpjyqiY3wjLA/7XejDY36vV5K0LN/P82KUebS5uTQRXERjmjV0PYio0sreMYVCB6bz/jSafcG6sYpWKFyo3bGBGfwqzX0LhColJq5z3a0M5rh7PWbW3V8w3IYFXckqVBOR9a165TxC0JvAk5RcxfJgnc3J49uenHNb+lRTw6VbR3LEzBBuz1+h+nSvkM4owhWco6eX6mzXuplyiiivHJCszUdctdNcJKkrMQCAiZz9DVpr62IZFuYxJkqBnJBHtWJbWN5HK8qXBndyWw0eyPJPv1/AV24XCSrS2f4/nYuKW8iGSGfXNTW9twI7YIEy/XjqCPXJNdDEhjhRC24qAM4xmobC0+xWawbs4JJx0GTnA9qs19phMNGhTUUZVJ8zstkFFN2HzN+9sYxt7fWnV1EBRRRQA0xozq5RSy9CRyKVc4+bGfaqV/q1npwHnyfMf4VGT/9aq8Nxq9/G0kFvBbROP3bysS31wK5q+Lo0NakrFqEmrmqAFUKoAAGAB2paopp1/tBk1R9+BnbEuM8/wD1vyp6LqMKnzEiuBu42NtbH4jFcdPOMJN25reoOHmW6Ki84quZYpIhjJJwQPxGaVriJIvNLgp/eHI/SvQp16VRc0JJomzFlkWGJ5XOFRSxPsKxYpry8uTC8ciO2X+clViTJ28DG4nHr2rTnnieLaUMkbHa2OMfX0qkTGHVIL64UnO12TfjpxkjJ69Oa5MU+eUVze711s3/AMD5mkNE9NS6thCDltztjGScfyqSaaO0g3FW2jACouT9ABVYXVyLsRCEPG5+RirL+fB6U67knhaOYwMRGwyFbKnJx9cj6VFTGYalGSpNc3Tz+YuWTauSPfQosZO87zgfKePr6VWN6kVw6xOZ5mwGTzAEQj0z0z6e1S3MS3sRuIkbePlZGHX8PbP86rQDT4ssIZkgz8+9QUyemeuPrXDLOJundR1/J/1sUoIfZjUZbt4r5GRCu9HhwFHbaevPfrVkaLYhtxjcsc5Jlb5vrzzUltZNa3MjRS/6O/PlY+63HIP51crwsRja1SV+d/iNvsQW9nb2qFIYlVT175pksNpbwO7WyFAMlVjBJ9sVaorl53e7YrmHa/aluTJbWUi2rAfIz4GOMEA9OO1XYrszRs628pCkggYyCO2M5zV+ivUpZziKUeWKVvO7/UTs+hnPqEalVWOZ2Mgjx5ZGCfrjiiXUIrcZuUkgTcFDuvBJ9xWjTXRZFKuoZT1BGQa3/t+vzX5VYXLEy5bKR2/dzyMkg5ZpD8voRjH+fxqrOk9nK7XFxK9q3I4BwT259+nX61qnTYNiom5I1YMEU8Zznj0/CibTbadQsgkIyD/rG5+vPNbyzjD/ABRjJP1/4JSfcpx3CqY5JdQQJ12yqEP8xV9XR/uurfQ5p8ltDND5MsayR4xh+f501rO3dUUxKNn3SvykfQiinn6Wkofj/mS4pi0U37JgnE8wU9sg4/EjNDWrYOy4kU+4BH8q7Fn2Fe6f3f8ABJ5CRHeNw6MysOhU4IrbsvEs8WEul85P7w4Yf41zTS3SXCRG1yrD/WK/yg+h4yKSdr5VzDbRt9ZOf5V0Tx2BqL3pouDnB+6z0i0v7a+TdBIGI6qeCPwqzXmEEt8VLoghccA72VgfYgfrXRab4luLWBIb+3lmCjHnowZj9Rxn6ivPqV8NzWhNM7qeIvpPQ62ioba6gvIRNbyLJGe47ex9D7VNTOkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKwNU8QpDuhsyHk6GTqF+nrWlOnKo7RInUjBXkXNZ1caZb/ukWW5bhYy2APc+1cFPq9207S6rullP+qMSEgA/wAKjt9e9WXlaWZmkZmc8ljnn8aqXjWjL5dztbA3bcEn68fjXVWy6nOlyyf6HnzxEpu1tCvBaXBlediYpJJN7HzM5HoVAA6DHf8AGni7kaLdIXgbn5RCzH256UzTpftoMUiyQ+UceUp+Xb2y3/1+1aSWsEbb1jXd/ePJ/M15OIzClQj7Gg5K3n/nfT0SIe/vFW3sphcpdPdyH5ADHt2hvcj1rQqlPqdvCSFbzGHXaQAPqScVUg8QRyzeW1tMoDFWkUblXHqR/wDqryJwxGIk5tXY+WTNiioRdW7HAnjJyBjcOp6VNXK01uSFFFFIAooooAKja3hdizRRsT3Kg1JRTTa2Aqxafbw3sl2iYldQvsB7Cp2ijc5eNWPqRmn1HLN5eABuc/dUf54FaRVSrNRjqx3ZWktLE3kTMI1mT5lQEDPvjvUU2oyRS/IYJ42bAVGww/nTmtPtDiS6YSEcqoGFX+tTSQRyoFdFIHTjpX0FDI5yjetLXt/wRc69TJVZ4NSXfdRQLuJIRgTz0U/rV+WdbYlERpJCNzc8n0/HiopYVtIDKW8zyyGbKgkD/ZHbNWFsGB8zzikjj5yqjrx0OPaulzp5fFe0+J9UtbfextqWpXso4bwsWj2KmB5bZ3D657fTipNTuLqAxPCyrCeC23d8xOAD/snPUVEvN9mRit1GvltJFgqQTwCOo9fzqOOxja9aIvG0SfvGhXOMnpkcjsT+Vc7wM8RWjVUlKD2/XQd0txlpps321btlFrx86RN98+46Adf51sUUV79GjGjDkhsYyk5O7OXjsorvxTcw3imU7hIu0HCgDjJ/Ljp+lddWVMslpqS3cNuZVlXy5gn3uOVIHQ9x+VQvrA1Bfsdos0dy7FXyNrQgH7x/z3r5XMsHXnirRTs3p21N2+dIvPfM9xJb2yK8kYG9nOFBPbjqfamQx3rxqLu4TP8AEIVxn8ev5YqS2tobSLyoU2rnJ7kn1J7mpq9vDZRh6UVzrmkZOfYRUVAAqhQOAAKz9Wu7m0iR4FXZn52Pb2H1rRpCARgjI969KcXKLinYmLs7srr9q8pZJpraMEc4BI/Mmi2klaSVWO+MYKSbduc9se2OvvUogiD7xGgb121JXJh8PXhPmq1ebytZDclbRBRUciyl4zG6qob5wRnIx2/HFEsyQ7N5PzsEXAzya7bk2JKbJIkSFnYKB6mm3DvHbSyRrudUJUHuQKydItotUT7beBrhsbV8zGwZHO1f61xY7HRwkOZq7ZcYXV2T2cH9qy/brhCIAwNvEeOR/GcHr1H0Fa0sghheQjIVScetLGEEaiMKEA+Xb0x7VRmMa3UjXLEDjyt3QDHOPfr718pTU8wxXvytf+rItskguZ3lSOSNMlcvsJ+T65q06CRGQlgCMZU4I/GqVnc20EIgZ1jlT7ytnJ9+eufxqcX1vuVTJtLfd3KVB/OscTSftJOnTcUvVhYpyTXNk5WSV5UABV2QfTB6c02EPePJgtEJIwdwhIVhz/n16VrUdKcca4R9yKUu6/qwXKkWnwoELjeynccjgt649at0UVyzqSm7ydxXCqo3XgB4W3z68vj19B/nirVV7b93JND/AHW3r/utz/PNKOzY0LcwPOqiO4khIPVMc/XIptvZRwQmMnzARtO4DkemKs0U1Uko8qegXGxxpEgSNFRB0VRgCnUUVAgooooAKKKKACiiigAooooAKKKKACiiigAoopAQSQCDjrQAtFU0uZ3XzFRGTJ+UdSM469KjtZ5klkFw5KFTIC2BsXPfgf5Fds8vxFOHtJxsrX+8C8b6fTG+1WqzGTIDCJQ24f7QJ5H6+ldZoevwazG6YEVzGcPEeCR/eAPOOa40X1uxwjl8f3VJH6VVQyXs3nh2hWJ2WJoz8x7Fs9ulduXU8RKXJyu3nob06zp77HqlFc9o2vK0UdteyHzFAUTN/H9fQ10NenUpypu0kdsKkZq8QoooqCwooooAKKKKACiiigAooooAKKKKACiiigAqK4uYbWEyzOEQdzUV9fwafB5szdfuqOrH2riNS1c3typnmRcnEce7p9PU10UMO6ju9EYVq6p6Lc0NU1ya+zFFmKD07t9f8Kx2JCkgZIHQd6aZUwCCWBG4bRnIqATXcrYS3ES/3pWzxj0H+Ir1YxjTXLFHmylKbvItVDLc28WTJIgI6jqajlszO2ZLmbb3RG2g8e3P60sOn2tuxaOBQx7nk/rTbm9v6/r1J93qZyqSmbZ7sRk72ctgtznIGP5A/Snqup37RiUfZrZSDtb5nbHryf1rXwM5xzRXJ/Z9F1PaSV3/AF/XfzL9oyFLS3jkMiQoHP8AFt5qYDHSiiu1JLYzvco6q4gsJLkKDLFhkbHQ5/lVHwvdy3QuGnuDIwKqAxJI4J7/AI1c1RnlEVii/wDH1uVnzjaAMn9KzPDcVuNWvgIwssTkDdJkgZxwP6+/5+BnUIuDnby/U6Kf8N3Opooor5QgKKKKACiiigAqnJHKt8ZUWR1ZMMMjHtj9fzq5RW+HxE8PUVSG6ArpIHyBkMOqnqKSWWOCJpZXCIoyzHsKfcRQspklTPlgnIODVCP/AEiC2j3yIXfcwJ5xycc546V9XhM2ValKc425Vd/8AnkJ0aO4mt5YzvRhuwRxjHDY9en51epkcSRAhFxnknqT9TT6+ax+L+tVvaJWKKCafIt3NN9pZVlPKgZPtyen4AVWlVbPWbKKEECSJ1YHPIHOc9zn+dbFUNStprtI4oo0ODvEjSFdhHsOTwT3qsLjakKsHNtxj0KTvuWaKqWbToZLe4YPJHg+YP4gSccdunvVuvuKVWNWCqQ2Zi1Z2CjAznHNFFaCCiiigAooooAKKKiuZDDbSyAqCqkgt0z70m7K4Ip6teT2UcckYXy9212PbPA/z7VJbMy3ksZnExOGOGzsH8PGMc9eKgltoru3iaZ2aSYhiHONi9eF6dsfjU1lDLJZ7uQRhoS4APTGCB2rwamY+/Gum1C9rd/NG3KuW3UukAggjINZ7odPt0t4vMaN3wkcQO7nn72eBVtLhWhZ2VkKDLKw5HGahuYbi7jCLBsHB3O+0gHOeme3H4124+phnSUptN7xuRC6dhNNuoxGYi6KoUuig/cUdR9Af0PtTVZ5r55YwZFSTarsflVSoJ2jvznmq8fh+S2ZngnVjxtSReCPQmtNbaQIMzkMBgYHH455NeJQr4OlXeIct+iX4mkrdCnJay3F754LPEpCCMkbfckH8a0kghjbckSKcYyFApLe3S3VghYlm3MWOST/AJFS152NxcsRUcun6eYr9AoooriEFFFFABVe5/dMlyOicP8A7p6/lwfzqxSEAggjIPUGmnZghaKr2ZP2cISSY2KZPscD9MVYoas7AwooopAFFFFABRRRQAUUUUAFFFFABRRRQAVBduyWzbThmwgPoScf1qeobi3FwoG90IzgqeemK0ouCqRc9r6gQ/ZYCQfLGR0NMawtmAAiClSSCnykZOeoohhvo/kZ4nRQcMSdzc8Z9OPr0qOG7k+0SxXCbNrDaT6E4H4Z7/yr7WljcHVfLFrXyJtLuWIbaK33GNSCxyxJJyfxpYFLz3AkCnICgY6r7/makprJkhlO1x0b/Parx+FdfDulT0Epa6lYKNOBMrkwsQqsSTt7DP8AjVuobibdayoyfvQpIUDOcdx/nihU861RXZwSoOd2GB+orDK69ecZU6y96I5LqTVr6Xrk1jiKXMsHp3X6f4VixoybsyM4JyN2OPypXcRoWIYgdlGTXpzhGcbSQoSlB3iei29zDdQiWFw6HuKlrgdO1KWxlEsDBkP3lzw1dpY38GoQCWFgfVT1WvKr4d0ndbHp0a6qaPctUUUVzG4UUUUAFFFFABRRRQAUUUUAFU9R1CLTrYyPy54RO7Gn3t7FYWzTSn2Ve7H0riL28lvrlppTyegHRR6CurD4d1Hd7HPXr+zVluR38ram7Nd4kDfwkcAegFVlt4EChYYwFGFwo4qWivVUUtkeY5N7hRRRVCCiiigAooooAKKKKAGyBjG2zAkwdpI6Guf0+S4stTjDsNtyxEse1Qwk789xyD/+qugdwiFj0Hp3qCHTkM0V1cKDcJuIAOQpJPtyQOK8PO6lONOMZbu+ny3+81puydy/RRRXyABRRRQAUUUUAFFFFABUEFpDbsWjU7iACxYk4/Gp6iuJxbwtIUd8dFjXcx9gKqLl8Ke4IkZ1RSzsFUdSTgVWlvVDmOFWlkBwdoJC/U01obi6XE7LFCfvRJyxHoW/wH41Bez2UdpJaKAWVSFjjTOCBx/StaUIuWqv/XX+vmUkOF7dNJgRKUzt3BTwfcf1pZXmlcwq4aQDJWM4C+7H37VmRXV8IIoYrUFgflKNwo/2vT6GtWW0WRJNjyRPJ1ZHI/rX08Mvoyp81CK5u7vb5CfuvUrae/kSm1liaOdwZDufdu5xxzmtGqMGmrDeG5aaSV9u0F2JI/Wr1erhY1IUlGpa67Gc2m7oKKKK6CQooooAKKKKACmSxJNE0cihkYYKnvT6KAIHgVLeRYY4gWHO8cH1z61SgPktGkFw0hfr5YB4A9zwPpWpVXC2MkTIWETERmPJIGehA9q83MaX7lzjBS5Vs/8AIuEugsGnhkJuAx3SeYEL9DnPOO+fwq/RRXxdWtOrK83/AMD0KuFFRTzrboGZWYk4AUZJOM/0ot7iK6i82Fw6ZIyPUcVHJLl5raBYloooqQCiqlxcSl3gtfL85V3EycqPQHBzmoW1FxDlkWNgxU5yT0HRevNdccFWlGM0tJaIdjRqOeTybeSXGdiFsfQVW02WWeOSaSVnQuRGCm3AHt1q7WFSDpzcXrYNmUktPtOZLzbL/cAyFAwO3qak+wWo6QID/eHB/PrUG2SG68q0AWEAiTdyFPUbef06dKktbh5J2TeZI8H59mBkHGM9K6pYWuqPt9o9On3IbfYsxxJCm1BgZz1ySfUmn0UVxbkhRRRSAKKKKACiiigAooooAKKKKACiiigAooooAKq3sAkUS4yUBz9D1/z36VaqK5x9llycfIf5VrRm4VFKIIpx3PlyLEys2e6jO3/63I57d6t1Uu42EImj+WaMcEDPHpU8EnmQqxZWbHJXgZ+navv6KcP3bd+3p/wCJaq4y8R3tX8okSAZUgZINSogjjVB0UYFQ+f5spihySpw7gcL3x7mrFaJR5nJbid7WCiiirEFPtJWsbtbm3wkirs46FfQj0plFJpNWYJtO6O807UItRthInDjh07qauV5/ZXktjcrNEeRwQejD0NdxZXsV/bLNEfZl7qfQ15OIw7pu62PUoV/aKz3LFFFFcp0BRRRQAUUUUAFMmlSCFpZGCooySafXIa/qhurg20TfuIzzj+Jq2o0nVlYyrVVTjcp6nqD6jdGQ5Ea8IvoP8apUUV7MYqKsjyZScndhRRRVCCiiigAooooAKKKKACiig9DjrQAyNfNmLE/JGcAerev4dPzqzVawlSWzRkzgcHIxz3/AFqzX5/jq8q9eU5f8Ma2toFFFFcgBRRRQAUUUUAFFFFABUUtzBAQJpo0J6BmAJqnqeoPavDBCAZpTwSMgD6dafHaoZDcTxxtcNjLbfu47CvTwGWTxTu9I9weiuxiSJqDy71cxI20KwKhuOcjv+NSGzgLhtgAC7dg4Ujr0qeivr6GEpUaappaIhyd9BAAoAAAA6AUtFFdJIUUUUAFFFFABRRRQAUUUUAFNfd5bbfvYOMjPNOqK5LrbSlBlgpwM4pN2VwQQwtJAkhmkDMoY4IIBP4VIttiRWaV32nIBA6/gKkiK+UgUYG0YHpxTbmXyoGbdhjwvue1fBPGYmo3T5279LmvUZPMS6xRP82fnK8lRj/HFQyLIsLNLI0wQEhMAbvrjrR5MpVVV/KUddvJbI9T3zmpJ4zLAyDGSOM+tfUYXLKVCnrHmktb/wBfqS5akEDZtx52PKb5kdSfk/8Arf40xjKjoYpVidyCzFQY5sDH4Hp+XerCMILctIwOCWYqPU5/rVWUiWVYYVkCyfNICCq4z1/n9aznhFDaz5rXi+/VrzKTuzShl80MCu1lOGHX9aJ50t4mkc8KM4HU1nyO2mvG6B5Inwjr1I44bP6VkARTpdq8UiyhmwzMTnA4XJ6HHJ5HSvInlL+sSp3st11+RUVdXNqC5j3SCV1jmLksjMAR2H6YqUSDPmLC5BH3wvUfzqPTYLZ7aG4WALIVwc5O09CBnp3rQrV51OlFUqcV7umvl/XclxVygzQyAtHOIpOm4EAj2IP9adbtdtHuWWOXDYJZcA+4Iq4UVjkqCfcUtceNzCGKSfs0pdwWhnNL5dzukjaNnG1kHIY/3h68de+Kd5gsVUooMDt91R0J6YPpn+dX6zoYklsmhONzZ3r12n0x/Su/LWsZRlhqiuo6ruDdtS/HIsiB0OQadVeyG22VMKChKnaMAkd8ds9fxqxXg1Yck3F9GAUUUVmAUUUUAFFFFABRRRQAUUUUAFFFFABSAg9CDUN00qxjyh14LAZK++KpRlUlPlTxxwuqkEfez+PH9a78Ll88TByg1fsBpSv5cTvgnapOB3qoouJolEzR4OGOwc+uP/r1G8zMHtpZCGLAKzKQJF44JAwDnirEbAjbjay8FfSvVyvA041JQrr3k9N+nVd0KTaWg89KyoZd4a1lhBuVHPz7WIJ68YyPxrVqqwjkvcAEtsOSB0x6H1r18xhD2aqTvaOujsKDH2lsLW3WIHOOpxjNT1HA5eCN2+8VBP1qSu6NrKxD31CiiiqAKKKKACrumai+nXQkGTG3Dr6j/GqVFTKKkrMcZOLuj0WGVJ4VljYMjDIIp9choGqG1uBbSt+4kPGf4Wrr68atSdKVj1qNVVI3CiiisTUKKKa7rGjO5AVRkk9hQBl69qX2K18qNv30owP9kdzXG1Z1C7a+vZJznBOFHoO1Vq9rD0vZwt1PIr1PaSv0CiiitzIKKKKACiiigAooooAKKKKACiiigCKynjw0G4B0Zhj15z/WrdU7gABJCBlXXn2yM1JDcmSYoUwDu2sD1wcV8XmeAdGs5Q1Vr+mpqndXLFFFFeQAUUUUAFFNd0jQu7BVHJYnAFQ/brXfs8+Pdxxn1qlCT2QWLFIzqilnYKo6knApryKkbuTwgJOPaoFRnYSSnLdVXsn+J967cBgJ4udloluxN2KxhkudVW6I2RQqVTgZfI5z3Aq7RRX2uGw8MPTVOGyIlK4UUUVuIKKKKACiiigAooooAKKKKACiiigApCAwIIyDwRQq7UVck4GMnqaZKT8iA43ttz6f5xWdSoqcHOWyVwSuyJoSZAtsRHtHz7eM+i+317fjTkt5g2QiI2Pvly+B+OKtoiRrtRQo9AKdXxlXNajqynTSjfyV/vNSAWkZ++Xc/wC0xx+XSj7Hb/8APIE+p5NT0VwyxFaTvKb+9gUVSKO/cRBQSg3AcYP+f6VIkKRuzKAN3pU0kEcrBmXDgYDrwQPrUTRSREGPdIndSRkfQmvoctzShGnCjU0a6vYUk2OZQ6lWGQRgiqTW8kBxBAksedwV3OQ34/QVYMnmyJECykk7hjDAY/l708wSx5MT7l/uv1/OvQr5lhqdRQk+m61QkmivFZBJZZg7xySnLbG4olWdHSKEOYm6ktwP6/rU++ReHgb6oQwpvmTgHdav7bWU/wBRSnVy+erlHX06B7xJZ8RuMk4dhknOasVDaY+yREHOV3ZHcnmpq+PryUqspR2bZTCo5II5Tlgc+qkg/mKkpnnReb5XmL5mM7c84rOMpRd4uzAIoY4QwjXG45PPU9P6U+iik227sAooopAFFFFABRRRQAUUUUAFFFFABRRRQAVRuYVadVdSLcgkgD5XY/3v896vUyZWeF1QqGIwNwyPxFdGGrexqqo1e3cCGaJJ4WicZVhyKppdzStAz2syFRtlcqACTxgDr1wc1JaSTCWW3naNnjxhkPUe4Pf/ABqcwoVkAG0yfeK9emK+29nSxTp4iPTVE35dGVZb9FlZUkHy5UrtLEt9BSWlzHHGTDA8ksm5yVULzuPByeKgjslgu0tiGMXLRsW5A/ueuB7+taiRpGMIirwBwOwrlqYOpi21XlaKe39fIpuMVoR2olEP75VVixO0HOM89fzqaiivVhBQiorZGTd3cKKKKoAooooAKKKKACuy0HUvttr5Ujfvohg/7Q7GuNqzp921jexzjoDhh6jvWGIpe0hbqa0Kvs5X6Hf0UiOsiK6kFWGQR3FLXinrhWH4lvDDaJbIcNMfm/3RW5XEa5dfadVlIOVj/dr+HX9c104SnzVLvoc+Jny07dzOooor2DywooooAKKKKACiiigAooooAKKKKACiiigCKYMLd8KZD1wTgn6Y/SqMDMs6TiQs2zcYgc57MB7g4P1rTqjP5kF2JjtMbMo46gYII+vT8sVwY2gqlpPbZ+j/AMty4PoaaMroHUgqRkEd6WqlqDbubcnMZ5iPf3B/n/8Aqq3XxWJw8sPVdOfQoZNKsEEkz52IpY49BVJFkvIVe6wFb5hEvQDtk9/5VZu+YfL/AOep2H6Hr+maAAAABgCvcyPBwqKVaor2egpOy0K72Fu4YbSoZdrBWIBHpU6xqkYjA+ULtwfSnUV9LGnCLbirXM22yqYsTPBEqorwMB6E/T8f1p8VxHshR5U810BxnBPHp+dNleCXAFwqMD1Vhn3FRzRTNMVUKsSIGjcLkhh2x9K5KVF069SpHaVvwL3VmXaKjglE0CSDHzDJwelSV3LUgKKKKACiiigAooooAKKKKACiiigApku/b+7xuyOtPooAqs1yEXeUDbxnZ/F7DPTn9BVqOJt4eUjI+6q9B/iaZAPMlM2PlGVXP15NWa+RzbMZzm6FN+6t/M0SCiiivCGFFFFABRRRQAUUUUAFV7uN2RZYv9ZEdyj+96j8asUVUXyu4FSwYrCI3ADHLjByCCc8fnVuqLIUmMacFMSRntg9V/n+Y9KtxyCVNwBHYg9Qa7sbh1FRr0/gl+D6oB9UJoI4pXJXasxz5g6q/Tr+WKv0yaJJ4XikGVYYIrHCYl4eqp7rqu6AiS5C4WfEbf3j91vof6U6C6huc+TIHA7jofp61VhiuLeHyfLMuDgOWABH86U2pgcyfvGLclo+oPfj06flXdVwuDm17KpZy6PZerAv0VUUSsAyXTlTzyqn+lI8c+AVuX3DkAhcH2OB0p/2FivL7xXRcoqCO6jcYb924IBV+Dn29anryJwlB8slZjCiiipAKKKYZUWVYywDsCVHqBjP8xTAfRRRSAKKKKACiioZbmKKHzS24EZUJyW9MetNRcnZAV5NkuqIVKkwId/PQtjH6CrFUMSwrJKSEmmzIw6hcL0Hr0H61dBbdyo24657191l1NUaKov4krv5kTEVy0zAFSqjBwec/wD6sfnT6RVVc7VAycnA6mlrvRIUUUUwCiiigAooooAKKKKACiiigDrPDV4ZrNrdzloT8v8AumtyuI0O6+zarEScLJ+7b8en64rt68fF0+WpddT1MNPmp27EVzMLe1lmP8CFvyFeeEkkk8k12fiGbytJdc8yMEH8/wClcZXVgY2g5dzmxkrySCiiiu45ApsieYu0swH+ycU6igCqZZYbkJKyNE/3TjDA56H25HNWqQqCQSASOhx0pamKavcGwoooqgCiiigAooooAKKKKACiiigCKc8xdB+8Xk9B/np+NW6gZQylWAIPUGmr5sP3SZE/useR9D3/AB/OvAzjLquIkqtPWytYuLVrC3akeVKGIEb5b3BBH9RTqT7TA6sshC8YZZOP/wBdRQJb3Ct5bzFVONrFlK/ng/nXHl+YPBUpU60Ho+35jcbi5Z/MbzBHHGcE4yTgcn/PpUaRtc2gWZnG454wCVzxnHqKdeiJIIrYtsRiBjdj5R1/oPxp6zxOwVZEJPQA9a9PLa9TEudWo9G7JCei0IY7KKMna7Bz1YHkjPGR0P41Akb2s0nl78nBI2sUb8hwcen5Vo1CkDJOz+c5U5+Q9K7amFi2nBcr7r9e4KXcgjmRbkloyjOu7AQlienP5CraSJICUYHBwfY+9VxZBJjMk0qyEbck54z0Gad9kUbyryB3GC+7k04OuptNLl/H/IT5WWKKjjR4027y+Bxu65+tLFIJYw4BGfUEfzrpT7k2H0UUUwCiiigAooooAKKKa5YIxVdzAcDOMmgB1MlDmFwhAcqdpPY0LJubaUZTjPI98U4kKpJ6AZpboB1s6yWsTou1SoIHoKlqG1UrbRg+mfpU1fnFS3O7GrCiiioAKKKKACiiigAooooAKKKKAILwf6O0gwHjG4H6c01GEMzbvuyMMN6HGMH9KskAggjIPUVSYIjtbO3ysPkyee/A+mK9nLeTEU5YSb31XqhPuXaKhtpWkRg4IdDtOe/ofyqavJqU5U5uEt0MKZNIIYmkILY7DvSSzCLaMFmboo6moNrzPumACg/LH1H1PvXbgcvq4qSaXu9wvYLdWEW512u5LMvoT2qWiivuYQUIqMdkZN3IpIQZUmVVaROBu6Y/ofei1Ei3M4kfJbD7c5C9RgfkKlqM4S6ik9QUJ+vI/UfrXk5tg6c6M6yXvW/BFxk9i1RRUE1wsbeWvzTEZCe3qfQV8fTpyqSUIK7ZQlxPtYQxk+a2OgztB7+g6GqJ0pJG3zXE80ij920jD5D6gADmryJtyScsxyx9TTq+zwGWU8PTXOk5f1oiXN9BlvdCR2hcFZ0HKn+If3h6irNULl4rd47p/lKsEL4zhT1z7VPFdCWdo9jAY3I+OGHf+dfO5jgHh6rVNXja/oUtVcsVVuHleUQwsE4y74yR6Y7Z/wAKtVBNGQ/moMnGGUfxD/GubA+x9vH2/wAP9b+QFGKW4mmkgkmby+qSKmC/rz09KsQWdvbD91Eqn16n86WGOMfOhYgjABP3R6Y7VNX2mEwsKMbqKTfb8CJSvsMkjSVdrjIzmnggjIOajnbZbyPkjCk5A6VHB8shUFiCisQxJ2n05rWdaMKsadtZX/AVrq5YooorcQUUUUAFFFFABRRRQAUUUUAFFFFACgkEEHBFehW0wntYph/Ggb8xXnldn4em83SUUnmNih/n/WuHHRvBS7HXg5Wk0Z3iqbMlvAD0Bc/jwP5GudrV8RPu1iQf3VUfpn+tZVdGHjy0omNd3qMKKKK2MgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKADANMZTuDodrjoexHoafRUVKcakXCaumCdiNrmSMDzIcjIBdTwB6kHp+tF9sMUaMMlpFCnGcHrn24BqTrVMu8QSORQCjkxHd98YPHscHj6V89isrp0KsK1P4U9fLz9DSLuXKKrPfRIFOHIPqNuPzxWVres+TEkVnMPNY5YjkqPT2Oa9yeKoxi5c17Ecr6m080UbqjyKrvnaCcE460qSxyEhHViOoBziuCFzMTJK1w5lK7ctySD15PSrNnrN5ZQmKNlZeMbwTj6c1xRzWndcysg0O3qG3BVTgZVmZgRjABP9etctL4jvGn3xhUTABTr064J9a6HSbtL2wSYSB3bl+eh6dO3Suuji6VeVoPYLaXL1FFFdQgooooAKKKKACiiigBiRJHnaOT1JOSaZd5+ySlc5Clh3zjnGO49qmoqXFOLiF9bhaT/aLWOUgAsMkDtU1Z8ESae+I+IZWAK8fKx4z+PFaFfA43CzwtV05fL0NdHqgooorkAKKKKACiiigAooooAKKKKACopreOYqzr8yfdYdV+lS0VUZOL5ouzAoxytb3MqSoxLKGBRc7scZ/LFSl55OMCJe5zlv8A6360+SDc/mIQkmME4zke9J9lB+/LI30bb/LFevSxGCf77EJym910/pg/IYqxxbmGSQPmJJJp0ciyoHQ5U9DjFRRIq3MxQAIML+IyTz+NT19VhZqpSjOKsn0M5bhRRRXQIKbIgkjKHjPf096dRSaTVmA6CQyQqx+90b6jrUPIvJhxgqpz78j+goV/KusHhJFJyT0Yf/W/lUEdzuu5CyMqPjaxGPUDP1xXzGCwrw2YSi/hX67Gj1Rbooor6gzCoLp/IVJ8gCNgWz/dPB/z7VPVe+QSWMysqsCp4boaxrwjUpSjLZocd0Si9QSukg8tQ21WPQnp+H/16s1RtvnhaORTuBIcHuTz+XNRNNd26NBGVmlIzGWHQZ7+uPwr5XE5RJU4VaGt7X9fI03dizwt3Io6Mof8en9BUlMSMhi7tuduCenHoBT6+mwNKdHDxp1N0Zyd2IQGUgjIPBrBe7urR3dGSRQCTuYtlQTg/l/IfSte6lZU8qLmaQEIPT1P4VWvbV1sEMZBkhXqFAz0zj06UYiPN70d4l03bfqWrS5W5t0cEbioLADGDU9Yek74LllYArKBlgTw2M49K3K0oVOeN3uTOPKwooorYkKRSSoLDBxyAc4paKACiiigAooooAKKKKACui8KzYkuICeoDgfof5iudrV8Ovt1iMf3lYfpn+lY4iPNSka0HaoiHWW36xcn/ax+QxVCrOoNv1K5b1lb+dVqumrQSIm7ybCiiirJCiikz8wXnkZ6cUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNdFkXa6hl9CM06igCullEiOmWZXXbhjnA9q4SddlzMpYsQ7Asep56mu6v71LC0adwWxwFB6muDkcyyvIRguxYj614ea+zjGMI6MbbtqNooorxSAqxZXcljdJPF24ZezD0qvRVQm4SUo7oE7HWJ4os227oplz14Bx+ta8E8VzCssLh0boRXnlbHh27W3vzFIxCzDaPTd2r2cJmU51FCpbUq9zr6KKK9sAooooAKKKKACiiigBksSzRNG2QD3BwR7iljlaLCTNleiyHv9fenUEAjBGQa4sbgaWLhae/R9hqVgnu4LYZmkC+3U/kKQXluy5WUHnGB1/LrSJGkYwihR7CnV5MeHoWXNN39CudDGnnYfuoVH/XRsfoAakinEivkbSh2tnpnAPX05pKjkt4ZWDSRK5H94ZravkVCUEqTs++4KXctAggEHIPcUVTsYzD5kQYsqkewBPJAHYdOKuV8viKLo1ZU29igooorEAooooAKKKKACo5pPKiZhy3RR6ntTndY1LMcAVB80rh2BCj7qn+ZrvwGCniqqSXurdibsLGmyMLnOOp9T3NOoor7tJJWRmFFFFMAooooARlV12soI9CKhljcs4VQfMUDOfukE8/r+lT0VlWowrR5Z+X4ajTsFFFFaiCoGlglDxPypJQhhwanqtMzRyE7AUfCkbh8+e2D39KwxE6kIc1NXa6dxxV2MhhkjupQjE4VdqMeCvPA9COf0q0jh1DD8j2qrLMbUJc4aSED7/cKeuf05/On21xFK8qxOr4bdwezc/415uBxPNXcIfA9V5Pqvzf5FyTtcs0EgDJOAKidkhcuxcl8DaAWxj0ApIFa6VZJFCx5JVOucHgn+eK7MXjqWFg3N69iFG5EZX3faxg2/3OMA4/vZJ6Z4xROn25FjUsIs5Zhxn29c9Kl1CHzBA7MfLifLr2IwRz9M5qQugYKXUE9BnrXNlmJni6cpVGrX27eRUtLWKfkzq0MCcQo5dmODkZyOeuavVFJ5cr+Sz9VJZB3FJBcpcNIE/gbbz3ruoUadC8YdW2JtvUlK7sckYOeDS0UV0EhRRRQAUUUUAJzu6jGOmKWiigAooooAKv6K2zWLY/7WPzBFUKs6e2zUrVvSVf51FRXg0VB2kmMuwVvJ1PUSMP1qGreqLs1S6H/TVj+ZzVSnB3imKStJoKKKKoQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVe7W6ZY/ssiIwfLbxkFcHj+VWKKTV1YFoIu7b8wAPsc0tFFMDjfEVwZtVaI4AhUKB655z+tZVaGtzPNq03mBQUOxcelZ9fJYyXNXk/MUtwooormEFFFFABTBLJFOkiFkKHIYeop9FVCXK7lRlyu50Fp4pkGBdW4I7tGefyrobe6guow8MquCAeDyPqO1efUJ+7+4Sp9QcV6dHNakdKiuF0z0eiuL0zWZ7GUB2aWA/eQnJHuK6qx1G31BHaAt8hwQwwRXrYbGU6600fYC1RRRXWAUUUUAFFFFABRRRQAUhXLA5PHbsaWigCKyHz3JYnzDJ8wzwOBjH4Y/WrdVXHlsZ1HzAfMP7w9P8/1qwjpKgdGDKehB4NfEZthZ0cQ5PVS1RqncdRRRXlgFFFFABSMwVSzHAAyTS1UupA1xDb4zuO9voOn61vhqDr1Y0o9QFUmZhKc7R9wH+f1qSiivvsPQhQpqnDZGTdwooorYAooooAKKKKACiiigAooooAKbJGssZRgCD6inUUbgVbFzt+zy/NkEMGx97vn2Oc/jVWOKLR7gqxVYX4jATntxnrx/Wr8sSfNJja+PvqMnjp9epqK7uIXh8ifCuWXIPQjcOQa+erUKuExarUVeMtH6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closed choice
|
grade5
|
social science
|
geography
|
Oceans and continents
|
Identify oceans and continents
|
A continent is one of the major land masses on the earth. Most people say there are seven continents.
|
This continent is South America.
|
test
|
แอฟริกา
|
อเมริกาใต้
|
อเมริกาเหนือ
| 2,014
|
เอเชีย
| null | 1,906
|
รัฐใดในบรรดารัฐเหล่านี้อยู่ทางตะวันตกสุด
|
B
| null |
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|
closed choice
|
grade3
|
social science
|
geography
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Geography
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Read a map: cardinal directions
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Maps have four cardinal directions, or main directions. Those directions are north, south, east, and west.
A compass rose is a set of arrows that point to the cardinal directions. A compass rose usually shows only the first letter of each cardinal direction.
The north arrow points to the North Pole. On most maps, north is at the top of the map.
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To find the answer, look at the compass rose. Look at which way the west arrow is pointing. Illinois is farthest west.
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test
|
แอละแบมา
|
อิลลินอยส์
|
เซาท์แคโรไลนา
| 2,015
|
คอนเนตทิคัต
| null | 1,907
|
ทวีปใดถูกเน้น?
|
B
| null |
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closed choice
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grade5
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social science
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geography
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Oceans and continents
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Identify oceans and continents
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A continent is one of the major land masses on the earth. Most people say there are seven continents.
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This continent is Europe.
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test
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เอเชีย
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ยุโรป
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ออสเตรเลีย
| 2,016
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อเมริกาเหนือ
| null | 1,908
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แรงผลักนี้มีทิศทางไปทางไหน
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A
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รถดันดินเคลียร์ทางสำหรับถนนใหม่ แรงจากรถดันดินดันดินหลวมออกไปข้างทาง
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closed choice
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grade4
|
natural science
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physics
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Force and motion
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Identify directions of forces
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A force is a push or a pull that one object applies to another. Every force has a direction.
The direction of a push is away from the object that is pushing.
The direction of a pull is toward the object that is pulling.
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The bulldozer pushes the loose dirt. The direction of the push is away from the bulldozer.
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test
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ห่างจากรถดันดิน
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ไปยังรถดันดิน
| null | 2,017
| null | null | 1,909
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