| # | API | Description |
|---|---|---|
| 1 | GET: /browse |
Get all exploit database |
| 2 | GET: /webapps |
Get all Web Application Exploits |
| 3 | GET: /local |
Get all parts from a document |
| 4 | GET: /dos |
Get all Denial of Service and PoC Exploits |
| 5 | GET: /shellcode |
Get list all platfoms |
| 6 | GET: /papers |
Get list all papers |
| 7 | GET: /google-hacking-database |
Get Google hacking Database |
GET: /exploit/?{ebd_id} |
Get detail a exploit DB | |
GET: /author/?{edb_id} |
Get detail a exploit DB | |
GET: /platform/?{platform_id} |
Get list all of a platform | |
GET: /raw/?{raw_id} |
Get content of a EDB | |
GET: /browse/?order_by=date&order=desc&pg=?{number_of_page} |
filter date theo danh sach desc | |
GET: /browse/?order_by=date&order=asc&pg=?{number_of_page} |
filter date theo danh sach asc | |
GET: /browse/?order_by=applicaiton&order=asc&pg=?{number_of_page} |
filter app theo danh sach asc | |
GET: /browse/?order_by=applicaiton&order=desc&pg=?{number_of_page} |
filter app theo danh sach desc | |
GET: /browse/?order_by=title&order=desc&pg=?{number_of_page} |
filter title theo danh sach desc | |
GET: /browse/?order_by=title&order=asc&pg=?{number_of_page} |
filter title theo danh sach asc | |
GET: /browse/?order_by=platform&order=asc&pg=?{number_of_page} |
filter platform theo danh sach aesc | |
GET: /browse/?order_by=platform&order=desc&pg=?{number_of_page} |
filter platform theo danh sach desc | |
GET: /browse/?order_by=author&order=desc&pg=?{number_of_page} |
filter author theo danh sach desc | |
GET: /browse/?order_by=author&order=aesc&pg=?{number_of_page} |
filter author theo danh sach aesc |
GET:
/doc_topics/topics?limit=x&offset=y
- Success
200 OK
{
"count": 6,
"next": null,
"previous": null,
"results": [
{
"id": 1,
"name": {
"vi": "Đại số - Giải tích",
"en": "Algebra"
},
"description": "10, 11, 12",
"photo": ""
},
{
"id": 2,
"name": {
"vi": "Hình học",
"en": "Geometry"
},
"description": "10, 11, 12",
"photo": ""
},
{
"id": 3,
"name": {
"vi": "Vật lý",
"en": "Physics"
},
"description": "10, 11, 12",
"photo": ""
},
{
"id": 4,
"name": {
"vi": "Hóa học",
"en": "Chemistry"
},
"description": "10, 11, 12",
"photo": ""
},
{
"id": 5,
"name": {
"vi": "Tiếng Anh",
"en": "English"
},
"description": "10, 11, 12",
"photo": ""
},
{
"id": 6,
"name": {
"vi": "Sinh học",
"en": "Biology"
},
"description": "10, 11, 12",
"photo": ""
}
]
}GET:
/doc_topics/{topic_id}/documents?limit=x&offset=y
- Success
200 OK
{
"count": 1,
"next": null,
"previous": null,
"results": [
{
"id": 1,
"add_date": "2016-12-16T07:00:42.477796Z",
"update_date": "2016-12-16T07:00:42.477796Z",
"name": "Chuyên đề 01 Bất đẳng thức Cauchy",
"description": "Chuyên đề 01 Bất đẳng thức Cauchy",
"tag": "cauchy",
"author": "Lê Văn Thuần"
}
]
}GET:
/doc_topics/documents/{doc_id}?limit=x&offset=y
- Success
200 OK
{
"count": 4,
"next": null,
"previous": null,
"results": [
{
"id": 1,
"content": "<span class=\"question\">Trong không gian Oxyz cho A(1;0;2) và đường thẳng d có phương trình (d): $$\\dfrac{x-1}{1} = \\dfrac{y}{1} = \\dfrac{z+1}{2}$$$$f(n) = \\begin{cases} \\frac{n}{2}, & \\text{if } n\\text{ is even} \\\\ 3n+1, & \\text{if } n\\text{ is odd} \\end{cases}$$</span><p class=\"answer\">$$\\text{D Khong co ket qua } n\\text{ is even}$$<i>Viết phương trình đường thẳng \\(\\Delta\\) qua A, vuông góc và cắt (d)</i>$$A. \\dfrac{x - 1}{1} = \\dfrac{y}{1} = \\dfrac{z - 2}{2}$$ $$B. \\dfrac{x - 1}{1} = \\dfrac{y}{1} = \\dfrac{z - 2}{-1}$$$$C. \\dfrac{x - 1}{2} = \\dfrac{y}{2} = \\dfrac{z - 2}{1}$$$$D. \\dfrac{x - 1}{1} = \\dfrac{y}{-3}= \\dfrac{z - 2}{1}$$</p>"
},
{
"id": 2,
"content": "<span class=\"question\">Trong không gian Oxyz cho A(1;0;2) và đường thẳng d có phương trình (d): $$\\dfrac{x-1}{1} = \\dfrac{y}{1} = \\dfrac{z+1}{2}$$</span><p class=\"answer\"><i>Viết phương trình đường thẳng \\(\\Delta\\) qua A, vuông góc và cắt (d)</i>$$A. \\dfrac{x - 1}{1} = \\dfrac{y}{1} = \\dfrac{z - 2}{2}$$ $$B. \\dfrac{x - 1}{1} = \\dfrac{y}{1} = \\dfrac{z - 2}{-1}$$$$C. \\dfrac{x - 1}{2} = \\dfrac{y}{2} = \\dfrac{z - 2}{1}$$$$D. \\dfrac{x - 1}{1} = \\dfrac{y}{-3}= \\dfrac{z - 2}{1}$$</p>"
},
{
"id": 3,
"content": "<span class=\"question\">Trong không gian Oxyz cho mặt cầu (S) tâm I(2;1;1) và mặt phẳng (P): 2x + y + 2z + 2 = 0. Biết \\((P)\\cap (S)\\) theo giao tuyến là đường tròn có bán kính bằng 1. </span><p class=\"answer\"><i>Viết phương trình (S): </i>$$A. (S):{{(x + 2)}^{2}}+{{(y + 1)}^{2}}+{{(z + 1)}^{2}}=8$$ $$B. (S):{{(x + 2)}^{2}}+{{(y + 1)}^{2}}+{{(z + 1)}^{2}}=10$$$$C. (S):{{(x - 2)}^{2}}+{{(y - 1)}^{2}}+{{(z - 1)}^{2}}=8$$$$D. (S):{{(x - 2)}^{2}}+{{(y - 1)}^{2}}+{{(z - 1)}^{2}}=10$$</p>"
},
{
"id": 4,
"content": "<span class=\"question\">Trong không gian với hệ tọa độ Oxyz cho đường thẳng \\(\\Delta:\\dfrac{x-10}{5} = \\dfrac{y-2}{1} = \\dfrac{z+2}{1}\\) <br />và mặt phẳng $$(P): 10x + 2y +mz +11 = 0$$.</span><p class=\"answer\"><i>Tìm m để (P)\\(\\bot \\Delta \\):</i>$$A. m = -2$$$$B. m = 2 $$$$C. m = -52$$$$D. m = 52 $$</p>"
}
]
}