node:internal/modules/cjs/loader:1210 throw err; ^ Error: Cannot find module 'dotenv' Require stack: - /home/hgphnm/project.hgphnm.com/mathnote/server.js - /usr/local/lsws/fcgi-bin/lsnode.js at Module._resolveFilename (node:internal/modules/cjs/loader:1207:15) at Module._load (node:internal/modules/cjs/loader:1038:27) at Module.require (node:internal/modules/cjs/loader:1289:19) at require (node:internal/modules/helpers:182:18) at Object. (/home/hgphnm/project.hgphnm.com/mathnote/server.js:1:1) at Module._compile (node:internal/modules/cjs/loader:1521:14) at Module._extensions..js (node:internal/modules/cjs/loader:1623:10) at Module.load (node:internal/modules/cjs/loader:1266:32) at Module._load (node:internal/modules/cjs/loader:1091:12) at Module.require (node:internal/modules/cjs/loader:1289:19) { code: 'MODULE_NOT_FOUND', requireStack: [ '/home/hgphnm/project.hgphnm.com/mathnote/server.js', '/usr/local/lsws/fcgi-bin/lsnode.js' ] } Node.js v20.20.0 node:internal/modules/cjs/loader:1210 throw err; ^ Error: Cannot find module 'dotenv' Require stack: - /home/hgphnm/project.hgphnm.com/mathnote/server.js - /usr/local/lsws/fcgi-bin/lsnode.js at Module._resolveFilename (node:internal/modules/cjs/loader:1207:15) at Module._load (node:internal/modules/cjs/loader:1038:27) at Module.require (node:internal/modules/cjs/loader:1289:19) at require (node:internal/modules/helpers:182:18) at Object. (/home/hgphnm/project.hgphnm.com/mathnote/server.js:1:1) at Module._compile (node:internal/modules/cjs/loader:1521:14) at Module._extensions..js (node:internal/modules/cjs/loader:1623:10) at Module.load (node:internal/modules/cjs/loader:1266:32) at Module._load (node:internal/modules/cjs/loader:1091:12) at Module.require (node:internal/modules/cjs/loader:1289:19) { code: 'MODULE_NOT_FOUND', requireStack: [ '/home/hgphnm/project.hgphnm.com/mathnote/server.js', '/usr/local/lsws/fcgi-bin/lsnode.js' ] } Node.js v20.20.0 node:internal/modules/cjs/loader:1210 throw err; ^ Error: Cannot find module 'dotenv' Require stack: - /home/hgphnm/project.hgphnm.com/mathnote/server.js - /usr/local/lsws/fcgi-bin/lsnode.js at Module._resolveFilename (node:internal/modules/cjs/loader:1207:15) at Module._load (node:internal/modules/cjs/loader:1038:27) at Module.require (node:internal/modules/cjs/loader:1289:19) at require (node:internal/modules/helpers:182:18) at Object. (/home/hgphnm/project.hgphnm.com/mathnote/server.js:1:1) at Module._compile (node:internal/modules/cjs/loader:1521:14) at Module._extensions..js (node:internal/modules/cjs/loader:1623:10) at Module.load (node:internal/modules/cjs/loader:1266:32) at Module._load (node:internal/modules/cjs/loader:1091:12) at Module.require (node:internal/modules/cjs/loader:1289:19) { code: 'MODULE_NOT_FOUND', requireStack: [ '/home/hgphnm/project.hgphnm.com/mathnote/server.js', '/usr/local/lsws/fcgi-bin/lsnode.js' ] } Node.js v20.20.0 [Groq] Model openai/gpt-oss-120b failed (status: 429): 429 {"error":{"message":"Rate limit reached for model `openai/gpt-oss-120b` in organization `org_01ka21sk4af99s1x6cpqted2yr` service tier `on_demand` on tokens per minute (TPM): Limit 8000, Used 5970, Requested 2752. Please try again in 5.415s. Need more tokens? Upgrade to Dev Tier today at https://console.groq.com/settings/billing","type":"tokens","code":"rate_limit_exceeded"}} [Groq] Model openai/gpt-oss-120b failed (status: 429): 429 {"error":{"message":"Rate limit reached for model `openai/gpt-oss-120b` in organization `org_01ka21sk4af99s1x6cpqted2yr` service tier `on_demand` on tokens per minute (TPM): Limit 8000, Used 5409, Requested 3208. Please try again in 4.627499999s. Need more tokens? Upgrade to Dev Tier today at https://console.groq.com/settings/billing","type":"tokens","code":"rate_limit_exceeded"}} [Groq] Model openai/gpt-oss-120b failed (status: 400): 400 {"error":{"message":"Failed to generate JSON. Please adjust your prompt. See 'failed_generation' for more details.","type":"invalid_request_error","code":"json_validate_failed","failed_generation":"{\n \"steps\": [\n {\n \"title\": \"Assume constant acceleration\",\n \"explanation\": \"The given times (5 s, 7.07 s, 8.66 s) follow the pattern #LATEX t_i = 5\\\\sqrt{i} #!LATEX, which is characteristic of motion with constant acceleration where the distance between successive cabins is equal. Therefore we model the train as starting from rest with constant acceleration #LATEX a #!LATEX.\",\n \"math\": \"t_i = 5\\\\sqrt{i}\",\n \"result\": \"\",\n \"animation\": {\n \"type\": \"none\",\n \"value\": \"\",\n \"latex\": \"\",\n \"text\": \"\"\n }\n },\n {\n \"title\": \"Time for the 10th cabin front to reach A\",\n \"explanation\": \"Insert #LATEX i=10 #!LATEX into the formula #LATEX t_i = 5\\\\sqrt{i} #!LATEX to obtain the instant when the front of the last cabin arrives at mark A.\",\n \"math\": \"t_{10}=5\\\\sqrt{10}\",\n \"result\": \"t_{10}=5\\\\sqrt{10}\\\\;\\\\text{s}\",\n \"animation\": {\n \"type\": \"none\",\n \"value\": \"\",\n \"latex\": \"\",\n \"text\": \"\"\n }\n },\n {\n \"title\": \"Relate cabin length #LATEX L #!LATEX to acceleration\",\n \"explanation\": \"For constant acceleration, the position of the front of cabin #LATEX i #!LATEX is #LATEX s_i=\\\\tfrac12 a t_i^{2} #!LATEX. 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The exact numeric value is not needed for the braking force because the friction force depends only on mass, gravity and the friction coefficient.\",\n \"math\": \"v = a\\\\times60 = 4.8L\",\n \"result\": \"\",\n \"animation\": {\n \"type\": \"none\",\n \"value\": \"\",\n \"latex\": \"\",\n \"text\": \"\"\n }\n },\n {\n \"title\": \"Braking force produced by the brakes\",\n \"explanation\": \"The brake creates a friction force #LATEX F_{brake}=\\\\mu\\\\,m\\\\,g #!LATEX, where #LATEX \\\\mu = 1.5 #!LATEX, #LATEX m = 2000\\\\;\\\\text{kg} #!LATEX and #LATEX g = 9.8\\\\;\\\\text{m/s}^2 #!LATEX.\",\n \"math\": \"F_{brake}=1.5\\\\times2000\\\\times9.8\",\n \"result\": \"F_{brake}=29400\\\\;\\\\text{N}\",\n \"animation\": {\n \"type\": \"none\",\n \"value\": \"\",\n \"latex\": \"\",\n \"text\": \"\"\n }\n }\n ],\n \"finalAnswer\": \"T = \\\\frac{21\\\\sqrt{10}}{4}\\\\;\\\\text{s}}"}} Solve error: BadRequestError: 400 {"error":{"message":"Failed to generate JSON. Please adjust your prompt. See 'failed_generation' for more details.","type":"invalid_request_error","code":"json_validate_failed","failed_generation":"{\n \"steps\": [\n {\n \"title\": \"Assume constant acceleration\",\n \"explanation\": \"The given times (5 s, 7.07 s, 8.66 s) follow the pattern #LATEX t_i = 5\\\\sqrt{i} #!LATEX, which is characteristic of motion with constant acceleration where the distance between successive cabins is equal. Therefore we model the train as starting from rest with constant acceleration #LATEX a #!LATEX.\",\n \"math\": \"t_i = 5\\\\sqrt{i}\",\n \"result\": \"\",\n \"animation\": {\n \"type\": \"none\",\n \"value\": \"\",\n \"latex\": \"\",\n \"text\": \"\"\n }\n },\n {\n \"title\": \"Time for the 10th cabin front to reach A\",\n \"explanation\": \"Insert #LATEX i=10 #!LATEX into the formula #LATEX t_i = 5\\\\sqrt{i} #!LATEX to obtain the instant when the front of the last cabin arrives at mark A.\",\n \"math\": \"t_{10}=5\\\\sqrt{10}\",\n \"result\": \"t_{10}=5\\\\sqrt{10}\\\\;\\\\text{s}\",\n \"animation\": {\n \"type\": \"none\",\n \"value\": \"\",\n \"latex\": \"\",\n \"text\": \"\"\n }\n },\n {\n \"title\": \"Relate cabin length #LATEX L #!LATEX to acceleration\",\n \"explanation\": \"For constant acceleration, the position of the front of cabin #LATEX i #!LATEX is #LATEX s_i=\\\\tfrac12 a t_i^{2} #!LATEX. The distance between fronts of two successive cabins equals the cabin length #LATEX L #!LATEX, so #LATEX s_{i+1}-s_i = L #!LATEX. Using #LATEX t_i^{2}=25i #!LATEX gives #LATEX L = \\\\tfrac12 a\\\\,25 = 12.5a #!LATEX.\",\n \"math\": \"L = \\\\frac12 a\\\\,25 = 12.5a\",\n \"result\": \"\",\n \"animation\": {\n \"type\": \"none\",\n \"value\": \"\",\n \"latex\": \"\",\n \"text\": \"\"\n }\n },\n {\n \"title\": \"Extra time for the rear of the last cabin\",\n \"explanation\": \"When the front of the 10th cabin reaches A, its speed is #LATEX v_{10}=a t_{10}=a\\\\,5\\\\sqrt{10} #!LATEX. The rear will pass A after traveling the cabin length #LATEX L #!LATEX, which takes #LATEX \\\\Delta t = \\\\frac{L}{v_{10}} #!LATEX. Substituting #LATEX L=12.5a #!LATEX and #LATEX v_{10}=5a\\\\sqrt{10} #!LATEX gives #LATEX \\\\Delta t = \\\\frac{12.5a}{5a\\\\sqrt{10}} = \\\\frac{\\\\sqrt{10}}{4} #!LATEX seconds.\",\n \"math\": \"\\\\Delta t = \\\\frac{\\\\sqrt{10}}{4}\",\n \"result\": \"\",\n \"animation\": {\n \"type\": \"none\",\n \"value\": \"\",\n \"latex\": \"\",\n \"text\": \"\"\n }\n },\n {\n \"title\": \"Total time for the whole train to pass A\",\n \"explanation\": \"Add the time when the front of the last cabin arrives (#LATEX t_{10}=5\\\\sqrt{10} #!LATEX) to the extra time for its rear (#LATEX \\\\Delta t = \\\\frac{\\\\sqrt{10}}{4} #!LATEX).\",\n \"math\": \"T = 5\\\\sqrt{10}+\\\\frac{\\\\sqrt{10}}{4}=\\\\frac{21\\\\sqrt{10}}{4}\",\n \"result\": \"T = \\\\frac{21\\\\sqrt{10}}{4}\\\\;\\\\text{s} \\\\approx 16.6\\\\;\\\\text{s}\",\n \"animation\": {\n \"type\": \"none\",\n \"value\": \"\",\n \"latex\": \"\",\n \"text\": \"\"\n }\n },\n {\n \"title\": \"Speed of the train after 1 minute\",\n \"explanation\": \"The train keeps the same acceleration #LATEX a #!LATEX for the first 60 s, so its speed is #LATEX v = a\\\\,t = a\\\\times60 #!LATEX. Using #LATEX a = \\\\frac{L}{12.5} #!LATEX from step 3, we get #LATEX v = \\\\frac{60}{12.5}L = 4.8L #!LATEX. The exact numeric value is not needed for the braking force because the friction force depends only on mass, gravity and the friction coefficient.\",\n \"math\": \"v = a\\\\times60 = 4.8L\",\n \"result\": \"\",\n \"animation\": {\n \"type\": \"none\",\n \"value\": \"\",\n \"latex\": \"\",\n \"text\": \"\"\n }\n },\n {\n \"title\": \"Braking force produced by the brakes\",\n \"explanation\": \"The brake creates a friction force #LATEX F_{brake}=\\\\mu\\\\,m\\\\,g #!LATEX, where #LATEX \\\\mu = 1.5 #!LATEX, #LATEX m = 2000\\\\;\\\\text{kg} #!LATEX and #LATEX g = 9.8\\\\;\\\\text{m/s}^2 #!LATEX.\",\n \"math\": \"F_{brake}=1.5\\\\times2000\\\\times9.8\",\n \"result\": \"F_{brake}=29400\\\\;\\\\text{N}\",\n \"animation\": {\n \"type\": \"none\",\n \"value\": \"\",\n \"latex\": \"\",\n \"text\": \"\"\n }\n }\n ],\n \"finalAnswer\": \"T = \\\\frac{21\\\\sqrt{10}}{4}\\\\;\\\\text{s}}"}} at APIError.generate (/home/hgphnm/nodevenv/project.hgphnm.com/mathnote/20/lib/node_modules/groq-sdk/error.js:40:20) at Groq.makeStatusError (/home/hgphnm/nodevenv/project.hgphnm.com/mathnote/20/lib/node_modules/groq-sdk/core.js:282:33) at Groq.makeRequest (/home/hgphnm/nodevenv/project.hgphnm.com/mathnote/20/lib/node_modules/groq-sdk/core.js:326:30) at process.processTicksAndRejections (node:internal/process/task_queues:95:5) at async callGroq (/home/hgphnm/project.hgphnm.com/mathnote/server.js:90:24) at async callGroqJSON (/home/hgphnm/project.hgphnm.com/mathnote/server.js:116:15) at async /home/hgphnm/project.hgphnm.com/mathnote/server.js:201:20 { status: 400, headers: { 'alt-svc': 'h3=":443"; ma=86400', 'cache-control': 'private, max-age=0, no-store, no-cache, must-revalidate', 'cf-cache-status': 'DYNAMIC', 'cf-ray': '9e663416f9400111-PHX', connection: 'keep-alive', 'content-type': 'application/json', date: 'Fri, 03 Apr 2026 07:01:50 GMT', server: 'cloudflare', 'set-cookie': '__cf_bm=EGX_U_2LQ7yDG3yOMbTp4opE4nB8AYdFBoBEaMd.LEs-1775199701.5939484-1.0.1.1-LZi2HuJYrp0AdgEX2m3e6Ti95hpVaMH8GRvrXe2REIdugH73olQChQZ16_1pF99HsPBZJswriQawWZF_zYX8siXaOHbifg4AvvR1YQ1Zu598MClSdwGF7_EiGMzyIdmk; HttpOnly; Secure; Path=/; Domain=groq.com; Expires=Fri, 03 Apr 2026 07:31:50 GMT', 'strict-transport-security': 'max-age=15552000', 'transfer-encoding': 'chunked', vary: 'Origin', 'x-groq-region': 'dal', 'x-ratelimit-limit-requests': '1000', 'x-ratelimit-limit-tokens': '8000', 'x-ratelimit-remaining-requests': '990', 'x-ratelimit-remaining-tokens': '4693', 'x-ratelimit-reset-requests': '14m24s', 'x-ratelimit-reset-tokens': '24.802s', 'x-request-id': 'req_01kn92bjkje36agc1e4hkb3dfd' }, error: { error: { message: "Failed to generate JSON. Please adjust your prompt. See 'failed_generation' for more details.", type: 'invalid_request_error', code: 'json_validate_failed', failed_generation: '{\n' + ' "steps": [\n' + ' {\n' + ' "title": "Assume constant acceleration",\n' + ' "explanation": "The given times (5 s, 7.07 s, 8.66 s) follow the pattern #LATEX t_i = 5\\\\sqrt{i} #!LATEX, which is characteristic of motion with constant acceleration where the distance between successive cabins is equal. Therefore we model the train as starting from rest with constant acceleration #LATEX a #!LATEX.",\n' + ' "math": "t_i = 5\\\\sqrt{i}",\n' + ' "result": "",\n' + ' "animation": {\n' + ' "type": "none",\n' + ' "value": "",\n' + ' "latex": "",\n' + ' "text": ""\n' + ' }\n' + ' },\n' + ' {\n' + ' "title": "Time for the 10th cabin front to reach A",\n' + ' "explanation": "Insert #LATEX i=10 #!LATEX into the formula #LATEX t_i = 5\\\\sqrt{i} #!LATEX to obtain the instant when the front of the last cabin arrives at mark A.",\n' + ' "math": "t_{10}=5\\\\sqrt{10}",\n' + ' "result": "t_{10}=5\\\\sqrt{10}\\\\;\\\\text{s}",\n' + ' "animation": {\n' + ' "type": "none",\n' + ' "value": "",\n' + ' "latex": "",\n' + ' "text": ""\n' + ' }\n' + ' },\n' + ' {\n' + ' "title": "Relate cabin length #LATEX L #!LATEX to acceleration",\n' + ' "explanation": "For constant acceleration, the position of the front of cabin #LATEX i #!LATEX is #LATEX s_i=\\\\tfrac12 a t_i^{2} #!LATEX. The distance between fronts of two successive cabins equals the cabin length #LATEX L #!LATEX, so #LATEX s_{i+1}-s_i = L #!LATEX. Using #LATEX t_i^{2}=25i #!LATEX gives #LATEX L = \\\\tfrac12 a\\\\,25 = 12.5a #!LATEX.",\n' + ' "math": "L = \\\\frac12 a\\\\,25 = 12.5a",\n' + ' "result": "",\n' + ' "animation": {\n' + ' "type": "none",\n' + ' "value": "",\n' + ' "latex": "",\n' + ' "text": ""\n' + ' }\n' + ' },\n' + ' {\n' + ' "title": "Extra time for the rear of the last cabin",\n' + ' "explanation": "When the front of the 10th cabin reaches A, its speed is #LATEX v_{10}=a t_{10}=a\\\\,5\\\\sqrt{10} #!LATEX. The rear will pass A after traveling the cabin length #LATEX L #!LATEX, which takes #LATEX \\\\Delta t = \\\\frac{L}{v_{10}} #!LATEX. Substituting #LATEX L=12.5a #!LATEX and #LATEX v_{10}=5a\\\\sqrt{10} #!LATEX gives #LATEX \\\\Delta t = \\\\frac{12.5a}{5a\\\\sqrt{10}} = \\\\frac{\\\\sqrt{10}}{4} #!LATEX seconds.",\n' + ' "math": "\\\\Delta t = \\\\frac{\\\\sqrt{10}}{4}",\n' + ' "result": "",\n' + ' "animation": {\n' + ' "type": "none",\n' + ' "value": "",\n' + ' "latex": "",\n' + ' "text": ""\n' + ' }\n' + ' },\n' + ' {\n' + ' "title": "Total time for the whole train to pass A",\n' + ' "explanation": "Add the time when the front of the last cabin arrives (#LATEX t_{10}=5\\\\sqrt{10} #!LATEX) to the extra time for its rear (#LATEX \\\\Delta t = \\\\frac{\\\\sqrt{10}}{4} #!LATEX).",\n' + ' "math": "T = 5\\\\sqrt{10}+\\\\frac{\\\\sqrt{10}}{4}=\\\\frac{21\\\\sqrt{10}}{4}",\n' + ' "result": "T = \\\\frac{21\\\\sqrt{10}}{4}\\\\;\\\\text{s} \\\\approx 16.6\\\\;\\\\text{s}",\n' + ' "animation": {\n' + ' "type": "none",\n' + ' "value": "",\n' + ' "latex": "",\n' + ' "text": ""\n' + ' }\n' + ' },\n' + ' {\n' + ' "title": "Speed of the train after 1 minute",\n' + ' "explanation": "The train keeps the same acceleration #LATEX a #!LATEX for the first 60 s, so its speed is #LATEX v = a\\\\,t = a\\\\times60 #!LATEX. Using #LATEX a = \\\\frac{L}{12.5} #!LATEX from step 3, we get #LATEX v = \\\\frac{60}{12.5}L = 4.8L #!LATEX. The exact numeric value is not needed for the braking force because the friction force depends only on mass, gravity and the friction coefficient.",\n' + ' "math": "v = a\\\\times60 = 4.8L",\n' + ' "result": "",\n' + ' "animation": {\n' + ' "type": "none",\n' + ' "value": "",\n' + ' "latex": "",\n' + ' "text": ""\n' + ' }\n' + ' },\n' + ' {\n' + ' "title": "Braking force produced by the brakes",\n' + ' "explanation": "The brake creates a friction force #LATEX F_{brake}=\\\\mu\\\\,m\\\\,g #!LATEX, where #LATEX \\\\mu = 1.5 #!LATEX, #LATEX m = 2000\\\\;\\\\text{kg} #!LATEX and #LATEX g = 9.8\\\\;\\\\text{m/s}^2 #!LATEX.",\n' + ' "math": "F_{brake}=1.5\\\\times2000\\\\times9.8",\n' + ' "result": "F_{brake}=29400\\\\;\\\\text{N}",\n' + ' "animation": {\n' + ' "type": "none",\n' + ' "value": "",\n' + ' "latex": "",\n' + ' "text": ""\n' + ' }\n' + ' }\n' + ' ],\n' + ' "finalAnswer": "T = \\\\frac{21\\\\sqrt{10}}{4}\\\\;\\\\text{s}}' } } } [Groq] Model openai/gpt-oss-120b failed (status: 429): 429 {"error":{"message":"Rate limit reached for model `openai/gpt-oss-120b` in organization `org_01ka21sk4af99s1x6cpqted2yr` service tier `on_demand` on tokens per minute (TPM): Limit 8000, Used 7802, Requested 5345. Please try again in 38.6025s. Need more tokens? Upgrade to Dev Tier today at https://console.groq.com/settings/billing","type":"tokens","code":"rate_limit_exceeded"}} [Groq] Model openai/gpt-oss-120b failed (status: 429): 429 {"error":{"message":"Rate limit reached for model `openai/gpt-oss-120b` in organization `org_01ka21sk4af99s1x6cpqted2yr` service tier `on_demand` on tokens per minute (TPM): Limit 8000, Used 3110, Requested 4951. Please try again in 457.5ms. Need more tokens? Upgrade to Dev Tier today at https://console.groq.com/settings/billing","type":"tokens","code":"rate_limit_exceeded"}} [Groq] Model openai/gpt-oss-120b failed (status: 429): 429 {"error":{"message":"Rate limit reached for model `openai/gpt-oss-120b` in organization `org_01ka21sk4af99s1x6cpqted2yr` service tier `on_demand` on tokens per minute (TPM): Limit 8000, Used 7733, Requested 5206. Please try again in 37.0425s. Need more tokens? Upgrade to Dev Tier today at https://console.groq.com/settings/billing","type":"tokens","code":"rate_limit_exceeded"}} [Groq] Model openai/gpt-oss-120b failed (status: 429): 429 {"error":{"message":"Rate limit reached for model `openai/gpt-oss-120b` in organization `org_01ka21sk4af99s1x6cpqted2yr` service tier `on_demand` on tokens per minute (TPM): Limit 8000, Used 3400, Requested 4951. Please try again in 2.6325s. Need more tokens? Upgrade to Dev Tier today at https://console.groq.com/settings/billing","type":"tokens","code":"rate_limit_exceeded"}} [Groq] Model openai/gpt-oss-120b failed (status: 429): 429 {"error":{"message":"Rate limit reached for model `openai/gpt-oss-120b` in organization `org_01ka21sk4af99s1x6cpqted2yr` service tier `on_demand` on tokens per minute (TPM): Limit 8000, Used 7704, Requested 5158. Please try again in 36.465s. Need more tokens? Upgrade to Dev Tier today at https://console.groq.com/settings/billing","type":"tokens","code":"rate_limit_exceeded"}} [Groq] Model openai/gpt-oss-120b failed (status: 429): 429 {"error":{"message":"Rate limit reached for model `openai/gpt-oss-120b` in organization `org_01ka21sk4af99s1x6cpqted2yr` service tier `on_demand` on tokens per minute (TPM): Limit 8000, Used 7840, Requested 5372. Please try again in 39.09s. Need more tokens? Upgrade to Dev Tier today at https://console.groq.com/settings/billing","type":"tokens","code":"rate_limit_exceeded"}} [Groq] Model openai/gpt-oss-120b failed (status: 429): 429 {"error":{"message":"Rate limit reached for model `openai/gpt-oss-120b` in organization `org_01ka21sk4af99s1x6cpqted2yr` service tier `on_demand` on tokens per minute (TPM): Limit 8000, Used 4898, Requested 3445. Please try again in 2.5725s. Need more tokens? Upgrade to Dev Tier today at https://console.groq.com/settings/billing","type":"tokens","code":"rate_limit_exceeded"}} [Groq] Model openai/gpt-oss-120b failed (status: 429): 429 {"error":{"message":"Rate limit reached for model `openai/gpt-oss-120b` in organization `org_01ka21sk4af99s1x6cpqted2yr` service tier `on_demand` on tokens per minute (TPM): Limit 8000, Used 4768, Requested 4976. Please try again in 13.08s. Need more tokens? Upgrade to Dev Tier today at https://console.groq.com/settings/billing","type":"tokens","code":"rate_limit_exceeded"}}