97 lines
		
	
	
		
			1.7 KiB
		
	
	
	
		
			JSON
		
	
	
	
	
	
			
		
		
	
	
			97 lines
		
	
	
		
			1.7 KiB
		
	
	
	
		
			JSON
		
	
	
	
	
	
| {
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|   "name": "Euclid's algorithm",
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|   "order": 4,
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|   "challenges": [
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|     {
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|       "id": "59a5801209a6acac5983b646",
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|       "title": "Basic Euclidean algorithm",
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|       "description": [
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|         ""
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|       ],
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|       "challengeSeed": [
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|         ""
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|       ],
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|       "tests": [
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|         ""
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|       ]
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|     },
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|     {
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|       "id": "59a5801209a6acac5983b062",
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|       "title": "Extended Euclidean algorithm",
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|       "description": [
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|         ""
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|       ],
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|       "challengeSeed": [
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|         ""
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|       ],
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|       "tests": [
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|         ""
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|       ]
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|     },
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|     {
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|       "id": "59a5801209a6acac5983b063",
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|       "title": "Computing modular inverses and Chinese remaindering",
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|       "description": [
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|         ""
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|       ],
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|       "challengeSeed": [
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|         ""
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|       ],
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|       "tests": [
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|         ""
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|       ]
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|     },
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|     {
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|       "id": "59a5801209a6acac5983b064",
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|       "title": "Speeding up algorithms via modular computation",
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|       "description": [
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|         ""
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|       ],
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|       "challengeSeed": [
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|         ""
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|       ],
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|       "tests": [
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|         ""
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|       ]
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|     },
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|     {
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|       "id": "59a5801209a6acac5983b065",
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|       "title": "An effective version of Fermat's two squares theorem",
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|       "description": [
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|         ""
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|       ],
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|       "challengeSeed": [
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|         ""
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|       ],
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|       "tests": [
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|         ""
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|       ]
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|     },
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|     {
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|       "id": "59a5801209a6acac5983b066",
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|       "title": "Rational reconstruction and applications",
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|       "description": [
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|         ""
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|       ],
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|       "challengeSeed": [
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|         ""
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|       ],
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|       "tests": [
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|         ""
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|       ]
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|     },
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|     {
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|       "id": "59a5801209a6acac5983b067",
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|       "title": "RSA cryptosystem",
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|       "description": [
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|         ""
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|       ],
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|       "challengeSeed": [
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|         ""
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|       ],
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|       "tests": [
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|         ""
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|       ]
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|     }
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|   ]
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| } |