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remove unnecessary request attributes
1 parent 52be49d commit 9d79d52

7 files changed

Lines changed: 21 additions & 112 deletions

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‎README.md‎

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@@ -198,7 +198,6 @@ Body with optional fields:
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{ "role": "USER", "content": "<current message>" }
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],
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"user": {
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"userId": "<uid>",
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"type": "LEARNER",
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"preference": {
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"conversationalStyle": "<stored style string>"
@@ -209,13 +208,11 @@ Body with optional fields:
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"accessStatus": "a good amount of time spent on this question today.",
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"markedDone": "This question is still being worked on.",
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"currentPart": {
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"partId": "<part uuid>",
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"position": 0,
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"timeSpentOnPart": "10 minutes",
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"markedDone": "This part is not marked done.",
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"responseAreas": [
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{
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"responseAreaId": "<response area uuid>",
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"responseType": "EXPRESSION",
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"totalSubmissions": 3,
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"wrongSubmissions": 2,
@@ -256,7 +253,6 @@ Body with optional fields:
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],
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"responseAreas": [
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{
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"responseAreaId": "<response area uuid>",
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"position": 0,
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"responseType": "EXPRESSION",
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"answer": "<reference answer>",

‎src/agent/utils/example_inputs/example_input_1.json‎

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@@ -4,22 +4,18 @@
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{ "role": "USER", "content": "How can I start solving this question?" }
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],
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"user": {
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"userId": "a6632248-578b-4976-9d42-7daea459a905",
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"type": "LEARNER",
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"preference": { "conversationalStyle": "" },
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"taskProgress": {
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"currentQuestionId": "c5b258ec-0165-4595-a7ee-cbe0cd5dc012",
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"timeSpentOnQuestion": "58 minutes",
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"accessStatus": "too much time spent on this question today.",
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"markedDone": "This question is still being worked on.",
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"currentPart": {
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"partId": "bbfcc2e4-3bf7-4016-a300-f09e3204ed8e",
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"position": 0,
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"timeSpentOnPart": "37 minutes",
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"markedDone": "This part is not marked done.",
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"responseAreas": [
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{
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"responseAreaId": "4ceb8d4b-b892-4388-a1b0-d80219e5b86e",
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"responseType": "NUMBER",
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"totalSubmissions": 1,
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"wrongSubmissions": 1,
@@ -30,7 +26,6 @@
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}
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},
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{
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"responseAreaId": "dbff8fab-b129-4a6c-a768-52f5c5923934",
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"responseType": "NUMBER",
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"totalSubmissions": 1,
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"wrongSubmissions": 1,
@@ -59,13 +54,11 @@
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"estimatedTime": "5-10 minutes",
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"parts": [
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{
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"partId": "bbfcc2e4-3bf7-4016-a300-f09e3204ed8e",
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"position": 0,
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"content": "Convert the following numbers to decimal: $11010_2$, $110101_2$.",
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"answerContent": "$11010_2 = 26_{10}$\\n\\n$110101_2 = 53_{10}$&#x20;\\n\\n&#x20;&#x20;",
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"workedSolutionSections": [
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{
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"id": "df588439-f183-4161-ade3-41559113e447",
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"position": 0,
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"title": "",
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"content": "$11010_2 = (0\\\\times1) + (1\\\\times2) + (0\\\\times4) + (1\\\\times8) + (1\\\\times16) = \\\\boxed{26_{10}}$&#x20;\\n\\n***\\n\\n$110101_2 = (1\\\\times1) + (0\\\\times2) + (1\\\\times4) + (0\\\\times8) + (1\\\\times16) + (1\\\\times32) = \\\\boxed{53_{10}}$&#x20;\\n\\n&#x20;"
@@ -74,14 +67,12 @@
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"structuredTutorialSections": [],
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"responseAreas": [
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{
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"responseAreaId": "4ceb8d4b-b892-4388-a1b0-d80219e5b86e",
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"position": 0,
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"responseType": "NUMBER",
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"answer": 26,
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"preResponseText": "$11010_2 =$"
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},
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{
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"responseAreaId": "dbff8fab-b129-4a6c-a768-52f5c5923934",
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"position": 1,
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"responseType": "NUMBER",
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"answer": 53,
@@ -90,25 +81,21 @@
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]
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},
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{
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"partId": "cdf7de05-0bea-43e4-8c9a-5d47e835e6bd",
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"position": 1,
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"content": "Convert the following numbers to binary: $101_{10}$, $16_{10}$.",
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"answerContent": "$101_{10} = 1100101_2$&#x20;\\n\\n$16_{10} = 10000_2$&#x20;\\n\\n&#x20;&#x20;",
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"workedSolutionSections": [
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{
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"id": "aff42475-f0c0-4416-b1da-5cbae086d3f4",
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"position": 0,
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"title": "",
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"content": ""
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},
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{
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"id": "3bb12dbb-f558-4df3-9db7-a31733143d71",
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"position": 0,
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"title": "By repeated division",
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"content": "$101_{10}$ can be divided by 2 to give a quotient of 50 and a remainder of 1. The remainder is the first binary digit: $1_2$.\\n\\n***\\n\\n$50_{10}$ divided by 2 gives a quotient of 25 and a remainder of zero, so the second binary digit is 0: $01_2$.\\n\\n***\\n\\n$25_{10}$ divided by 2 gives a quotient of 12 and a remainder of 1, so the third binary digit is 1: $101_2$\\n\\n***\\n\\n$12_{10}$ divided by 2 gives a quotient of 6 and a remainder of 0, so the fourth binary digit is 0: $0101_2$\\n\\n***\\n\\n$6_{10}$ divided by 2 gives a quotient of 3 and a remainder of 0, so the fifth binary digit is 0: $00101_2$\\n\\n***\\n\\n$3_{10}$ divided by 2 gives a quotient of 1 and a remainder of 1, so the sixth binary digit is 1: $100101_2$\\n\\n***\\n\\n$1_{10}$ divided by 2 gives a quotient of zero and a remainder of 1, so the seventh binary digit is 1: $\\\\boxed{1100101_2}$.&#x20;\\n\\n&#x20;&#x20;"
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},
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{
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"id": "d95da3de-eafa-4cab-98d8-005b1268393b",
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"position": 1,
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"title": "By inspection",
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"content": "$101_{10}$ can be written in terms of powers of 2 as $101 = 64 + 32 + 4 + 1 = 2^6 + 2^5 + 2^2 + 2^0$, so its binary representation is $\\\\boxed{1100101_2}$.\\n\\n***\\n\\n$16_{10}$ is already a power of 2 ($2^4$), so its binary representation will have 1 bit set: $\\\\boxed{10000_2}$.&#x20;\\n\\n&#x20; &#x20;"
@@ -117,14 +104,12 @@
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"structuredTutorialSections": [],
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"responseAreas": [
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{
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"responseAreaId": "9a307730-7525-4b6e-976a-d8a434c6503a",
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"position": 0,
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"responseType": "NUMBER",
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"answer": 1100101,
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"preResponseText": "$101_{10} = $"
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},
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{
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"responseAreaId": "05df22cc-4afd-499c-8533-5f34dfec7844",
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"position": 1,
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"responseType": "NUMBER",
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"answer": 10000,

‎src/agent/utils/example_inputs/example_input_2.json‎

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@@ -2,24 +2,20 @@
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"conversationId": "9e6b84b8-9aed-4145-ae1a-2f4d315e7601",
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"messages": [{ "role": "USER", "content": "help" }],
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"user": {
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"userId": "a6632248-578b-4976-9d42-7daea459a905",
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"type": "LEARNER",
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"preference": {
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"conversationalStyle": "student prefers direct and short responses"
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},
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"taskProgress": {
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"currentQuestionId": "f30c29ad-a7f6-45d0-8713-cb0686ca6a0e",
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"timeSpentOnQuestion": "less than one minute",
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"accessStatus": "",
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"markedDone": "This question is still being worked on.",
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"currentPart": {
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"partId": "a51a1908-03cd-4bd9-8bbe-62d94ec2b3d1",
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"position": 0,
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"timeSpentOnPart": "less than one minute",
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"markedDone": "This part is marked done.",
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"responseAreas": [
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{
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"responseAreaId": "a30d1dd3-1255-42c6-a1ac-37437476f816",
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"responseType": "NUMERIC_UNITS",
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"totalSubmissions": 3,
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"wrongSubmissions": 2,
@@ -44,29 +40,25 @@
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"estimatedTime": "10 minutes",
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"parts": [
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{
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"partId": "a51a1908-03cd-4bd9-8bbe-62d94ec2b3d1",
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"position": 0,
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"content": "Calculate the work he performs after pulling the child for $10\\\\text{m}$.&#x20;\\n",
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"answerContent": "$W = 939.7\\\\text{J}$\\n",
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"workedSolutionSections": [
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{
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"id": "ad3060af-4040-45d7-b0d5-ce47497b86f3",
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"position": 0,
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"title": "",
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"content": "We require the force component parallel to the direction of travel, and so $W = \\\\vec{F}\\\\cdot\\\\vec{d}$ (the projection of $\\\\vec{F}$ onto $\\\\vec{d}$) (**section 1.11**). Hence applying the dot product definition to evaluate this (**section 1.8**):\\n\\n***\\n\\n$$\\n\\\\begin{aligned}\\nW & = \\\\vec{F}\\\\cdot \\\\vec{d} \\\\\\\\\\n& = 100\\\\cdot10\\\\cos\\\\theta \\\\\\\\\\n& = 939.7\\\\text{J} \\n\\\\end{aligned}\\n$$\\n"
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}
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],
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"structuredTutorialSections": [
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{
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"id": "a6044ac0-f7f3-4a07-ac94-cb3e00cc732e",
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"position": 0,
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"title": null,
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"content": "Can you express the work done as a dot product (**section 1.11**)?\\n\\n\\n***\\n\\nEvaluate the dot product using the dot product definition (**section 1.8**).\\n"
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}
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],
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"responseAreas": [
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{
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"responseAreaId": "a30d1dd3-1255-42c6-a1ac-37437476f816",
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"position": 0,
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"responseType": "NUMERIC_UNITS",
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"answer": "939.7 J",
@@ -75,13 +67,11 @@
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]
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},
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{
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"partId": "af21b774-5a07-48aa-9c90-398718f6b831",
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"position": 1,
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"content": "Why does he not pull at a shallower angle (closer to the horizontal)?\\n",
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"answerContent": "",
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"workedSolutionSections": [
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{
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"id": "4f00f976-044b-4d40-9a14-0aa8d8c52221",
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"position": 0,
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"title": "",
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"content": "Pulling at a shallower angle (closer to horizontal) would require less work or allow him to pull less strongly, but it reduces the reaction force that he feels too, which reduces his maximum pulling force, and also allow him to gain more leverage as he pulls (he can lean forward and use his weight to pull whilst pivoted at his feet).&#x20;\\n"
@@ -90,7 +80,6 @@
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"structuredTutorialSections": [],
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"responseAreas": [
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{
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"responseAreaId": "202a362a-382e-4093-bd31-5531f9f677e1",
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"position": 0,
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"responseType": "MULTIPLE_CHOICE",
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"answer": [

‎src/agent/utils/example_inputs/example_input_3.json‎

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}
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],
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"user": {
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"userId": "c7e19a84-2b56-4f01-9a3e-1d08bc762345",
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"type": "LEARNER",
1211
"preference": {
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"conversationalStyle": "The student prefers concise answers with worked examples."
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},
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"taskProgress": {
16-
"currentQuestionId": "a1b2c3d4-5e6f-7890-abcd-ef1234567890",
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"timeSpentOnQuestion": "13 minutes",
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"accessStatus": "too much time spent on this question.",
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"markedDone": "Part (a) was marked done.",
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"currentPart": {
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"partId": "04d2cab2-eeca-4c1f-bcef-6401fe4ec635",
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"position": 0,
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"timeSpentOnPart": "10 minutes",
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"markedDone": "This part is not marked done.",
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"responseAreas": [
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{
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"responseAreaId": "1194c5b3-1831-433e-b78e-c96c94f99117",
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"responseType": "MATRIX",
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"totalSubmissions": 1,
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"wrongSubmissions": 0,
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}
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},
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{
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"responseAreaId": "4e354eda-fb78-4c26-a3ae-f8d1c06297a2",
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"responseType": "MATRIX",
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"totalSubmissions": 1,
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"wrongSubmissions": 1,
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"estimatedTime": "1-3 minutes",
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"parts": [
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{
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"partId": "04d2cab2-eeca-4c1f-bcef-6401fe4ec635",
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"position": 0,
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"content": "",
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"answerContent": "",
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"workedSolutionSections": [
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{
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"id": "9cb3a347-c05f-4101-b522-a0c6d2fbc6bf",
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"position": 1,
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"title": "",
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"content": "$$\n\\vec{a}+\\vec{b} = \\begin{bmatrix}-1 \\\\ 5\\\\ -1\\end{bmatrix}\n$$\n\nSince vector addition is commutative, $\\vec{b}+\\vec{a}=\\vec{a}+\\vec{b}$.\n"
@@ -79,14 +72,12 @@
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"structuredTutorialSections": [],
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"responseAreas": [
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{
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"responseAreaId": "1194c5b3-1831-433e-b78e-c96c94f99117",
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"position": 0,
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"responseType": "MATRIX",
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"answer": [["-1"], ["5"], ["-1"]],
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"preResponseText": "$\\vec{a}+\\vec{b}=$"
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},
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{
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"responseAreaId": "4e354eda-fb78-4c26-a3ae-f8d1c06297a2",
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"position": 1,
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"responseType": "MATRIX",
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"answer": [["-1"], ["5"], ["-1"]],
@@ -95,25 +86,21 @@
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]
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},
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{
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"partId": "dbe25bc9-6c42-4e58-aac7-d15a783ef337",
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"position": 1,
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"content": "",
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"answerContent": "",
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"workedSolutionSections": [
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{
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"id": "7d696718-c6f5-4e11-a5fb-bd122c1274cf",
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"position": 1,
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"title": "$3\\vec{c}$",
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"content": "$$\n3\\vec{c} = \\begin{bmatrix}0 \\\\ 12\\\\ -3\\end{bmatrix}\n$$"
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},
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{
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"id": "010b312d-2699-439f-bcab-9f8ac4b96114",
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"position": 2,
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"title": "$-\\vec{a}$",
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"content": "$$\n-\\vec{a} = \\begin{bmatrix}-1 \\\\ -2\\\\ -3\\end{bmatrix}\n$$"
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},
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{
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"id": "20602e93-de57-4e69-afcd-e05f454155de",
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"position": 3,
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"title": "$\\frac{\\vec{b}}{2}$",
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"content": "$$\n\\frac{\\vec{b}}{2} = \\begin{bmatrix}-1 \\\\ 1.5\\\\ -2\\end{bmatrix}\n$$"
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"structuredTutorialSections": [],
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"responseAreas": [
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{
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"responseAreaId": "85c33011-0e12-435c-944e-399043e92779",
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"position": 0,
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"responseType": "MATRIX",
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"answer": [["0"], ["12"], ["-3"]],
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"preResponseText": "$3\\vec{c}=$"
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},
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{
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"responseAreaId": "ae4a9db7-ff54-489d-9a21-143621e6e7aa",
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"position": 1,
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"responseType": "MATRIX",
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"answer": [["-1"], ["-2"], ["-3"]],
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"preResponseText": "$-\\vec{a}=$"
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},
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{
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"responseAreaId": "3ae38184-9dbc-4c5f-872b-75ddfd691b20",
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"position": 2,
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"responseType": "MATRIX",
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"answer": [["-1"], ["1.5"], ["-2"]],
@@ -145,19 +129,16 @@
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]
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},
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{
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"partId": "2cb9d565-8f1c-4901-bf2b-0b89f12ec9e2",
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"position": 2,
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"content": "",
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"answerContent": "",
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"workedSolutionSections": [
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{
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"id": "8162a17d-bed7-48a9-b487-0bd6280a3988",
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"position": 1,
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"title": "$3\\vec{a}-3\\vec{c}$",
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"content": "$$\n3\\vec{a}-3\\vec{c} = \\begin{bmatrix}3 \\\\ -6\\\\ 12\\end{bmatrix}\n$$"
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},
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{
160-
"id": "9d88d02a-e63d-40d0-8200-5d81718e2259",
161142
"position": 2,
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"title": "$3(\\vec{a}-\\vec{c})$",
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"content": "$$\n3(\\vec{a}-\\vec{c}) = \\begin{bmatrix}3 \\\\ -6\\\\ 12\\end{bmatrix}\n$$"
@@ -166,14 +147,12 @@
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"structuredTutorialSections": [],
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"responseAreas": [
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{
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"responseAreaId": "6c64c869-358d-477d-b835-7c5e268b08b2",
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"position": 0,
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"responseType": "MATRIX",
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"answer": [["3"], ["-6"], ["12"]],
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"preResponseText": "$3\\vec{a}-3\\vec{c}=$"
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},
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{
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"responseAreaId": "0b5d2dab-7c6d-4694-8c3b-56df1afaba96",
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"position": 1,
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"responseType": "MATRIX",
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"answer": [["3"], ["-6"], ["12"]],
@@ -182,13 +161,11 @@
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]
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},
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{
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"partId": "3ee15335-1bfc-466a-8fff-66abd742dc33",
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"position": 3,
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"content": "",
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"answerContent": "",
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"workedSolutionSections": [
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{
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"id": "916cf686-7a41-4169-8fa2-b2e9d6924375",
192169
"position": 1,
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"title": "",
194171
"content": "$$\n-5(\\vec{a}+\\vec{c})+\\vec{b} = \\begin{bmatrix}-7 \\\\ -27\\\\ -14\\end{bmatrix}\n$$"
@@ -197,7 +174,6 @@
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"structuredTutorialSections": [],
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"responseAreas": [
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{
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"responseAreaId": "8a4d3fed-e450-475d-a09b-1e58f8dbbbe2",
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"position": 0,
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"responseType": "MATRIX",
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"answer": [["-7"], ["-27"], ["-14"]],
@@ -206,13 +182,11 @@
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]
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},
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{
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"partId": "b2620eb0-9de6-404e-a82c-b4ad8e015d40",
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"position": 4,
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"content": "",
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"answerContent": "",
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"workedSolutionSections": [
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{
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"id": "3d15fcbc-5173-4d89-a13a-3296c25680ec",
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"position": 1,
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"title": "",
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"content": "$$\n3\\vec{a}-2\\vec{c}+3\\vec{b} = \\begin{bmatrix}-3 \\\\ 7\\\\ -1\\end{bmatrix}\n$$"
@@ -221,7 +195,6 @@
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"structuredTutorialSections": [],
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"responseAreas": [
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{
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"responseAreaId": "1a5fb3fb-001d-4ed5-9606-2a73fcae036c",
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"position": 0,
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"responseType": "MATRIX",
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"answer": [["-3"], ["7"], ["-1"]],

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