{
  "chat": "[{\"id\":\"aaa21705-8605-49ce-b807-94834338821b\",\"role\":\"user\",\"content\":\"6 × 8 =\"},{\"id\":\"9f08fcfe-f36a-451d-af9b-02fbcb0480db\",\"role\":\"assistant\",\"content\":\"6 × 8 = 48.\"},{\"id\":\"aaa23ed2-3670-4a66-b456-e714a67b1d83\",\"role\":\"user\",\"content\":\"4 + 7 = ?\"},{\"id\":\"41efa055-8c06-47f5-8d41-b358a3abffb3\",\"role\":\"assistant\",\"content\":\"4 + 7 = 11.\"},{\"id\":\"aaa2fd4f-d773-4e1d-b974-829ba70d7aed\",\"role\":\"user\",\"content\":\"什么是原子？\"},{\"id\":\"1c711e73-63de-4315-bb9c-cf8c12334bbe\",\"role\":\"assistant\",\"content\":\"原子是构成物质的基本单位，是由原子核和核外电子组成的。原子核位于原子的中心，由质子和中子组成。质子带正电荷，中子不带电荷。核外电子带负电荷，围绕原子核运动。原子的性质和行为主要由核外电子的排列方式决定，不同的原子通过化学键结合形成分子和化合物。\\n\\n原子的结构可以简化如下：\\n\\n原子核：包含质子和中子。\\n\\n质子：带正电荷，决定元素的种类。\\n中子：不带电荷，影响原子的质量和稳定性。\\n\\n电子：带负电荷，围绕原子核运动，形成电子云。\\n\\n原子的特性主要由质子数（即原子序数）决定。例如，氢原子有1个质子，碳原子有6个质子。不同的原子通过化学反应形成更复杂的物质，如分子和晶体。\\n\\n总之，原子是化学反应和物质构成的基本单元，是理解物质性质和化学过程的基础。\"},{\"id\":\"aaa2b63b-f8e1-48de-a108-8c3e6661743a\",\"role\":\"user\",\"content\":\"80 ÷ (10 - 2) = ?\"},{\"id\":\"1536093e-61b8-494a-88f2-82bc9f10224b\",\"role\":\"assistant\",\"content\":\"80 ÷ (10 - 2) = 80 ÷ 8 = 10.\"},{\"id\":\"aaa2b961-cd89-40f0-a4a6-248bcfb76fbf\",\"role\":\"user\",\"content\":\"40 ÷ 5 + 16 - 6 × 2 =\"},{\"id\":\"89ddfc77-cf03-4154-8f32-c182446c4145\",\"role\":\"assistant\",\"content\":\"To solve the expression \\n40\\n÷\\n5\\n+\\n16\\n−\\n6\\n×\\n2\\n40÷5+16−6×2, we follow the order of operations (PEMDAS/BODMAS):\\n\\nDivision and multiplication (from left to right):\\n\\n40\\n÷\\n5\\n=\\n8\\n40÷5=8\\n\\n\\n6\\n×\\n2\\n=\\n12\\n6×2=12\\n\\nThe expression now is:\\n\\n8\\n+\\n16\\n−\\n12\\n8+16−12\\n\\nAddition and subtraction (from left to right):\\n\\n8\\n+\\n16\\n=\\n24\\n8+16=24\\n\\n\\n24\\n−\\n12\\n=\\n12\\n24−12=12\\n\\nSo, \\n40\\n÷\\n5\\n+\\n16\\n−\\n6\\n×\\n2\\n=\\n12\\n40÷5+16−6×2=12.\"},{\"id\":\"aaa29533-bfe9-4248-bf43-d8bd39788052\",\"role\":\"user\",\"content\":\"15 - 5 = ?\"},{\"id\":\"b885a7e2-b844-446a-8b46-524de909dfc7\",\"role\":\"assistant\",\"content\":\"15 - 5 = 10.\"},{\"id\":\"aaa28348-35a5-4de7-93ef-9b97305f10ae\",\"role\":\"user\",\"content\":\"56 ÷ 8 + 20 - 8 ÷ 2 =\"},{\"id\":\"4fc87b02-0be8-45c8-a5e7-ed56df2ae2fb\",\"role\":\"assistant\",\"content\":\"To solve the expression \\n56\\n÷\\n8\\n+\\n20\\n−\\n8\\n÷\\n2\\n56÷8+20−8÷2, we follow the order of operations (PEMDAS/BODMAS):\\n\\nDivision:\\n\\n56\\n÷\\n8\\n=\\n7\\n56÷8=7\\n\\n\\n8\\n÷\\n2\\n=\\n4\\n8÷2=4\\n\\nThe expression now is:\\n\\n7\\n+\\n20\\n−\\n4\\n7+20−4\\n\\nAddition and subtraction (from left to right):\\n\\n7\\n+\\n20\\n=\\n27\\n7+20=27\\n\\n\\n27\\n−\\n4\\n=\\n23\\n27−4=23\\n\\nSo, \\n56\\n÷\\n8\\n+\\n20\\n−\\n8\\n÷\\n2\\n=\\n23\\n56÷8+20−8÷2=23.\"},{\"id\":\"aaa254eb-5ef5-4248-886b-cb3dceb93862\",\"role\":\"user\",\"content\":\"64 ÷ 8 + 15 - 6 × 2 =\"},{\"id\":\"9ba6bd92-8009-492f-b2f8-fe4ac70535b3\",\"role\":\"assistant\",\"content\":\"To solve the expression \\n64\\n÷\\n8\\n+\\n15\\n−\\n6\\n×\\n2\\n64÷8+15−6×2, we follow the order of operations (PEMDAS/BODMAS):\\n\\nDivision and multiplication (from left to right):\\n\\n64\\n÷\\n8\\n=\\n8\\n64÷8=8\\n\\n\\n6\\n×\\n2\\n=\\n12\\n6×2=12\\n\\nThe expression now is:\\n\\n8\\n+\\n15\\n−\\n12\\n8+15−12\\n\\nAddition and subtraction (from left to right):\\n\\n8\\n+\\n15\\n=\\n23\\n8+15=23\\n\\n\\n23\\n−\\n12\\n=\\n11\\n23−12=11\\n\\nSo, \\n64\\n÷\\n8\\n+\\n15\\n−\\n6\\n×\\n2\\n=\\n11\\n64÷8+15−6×2=11.\"},{\"id\":\"aaa20461-0848-40b8-9bcc-86513bd4493b\",\"role\":\"user\",\"content\":\"在物理学中，什么是光速？\"},{\"id\":\"7703fb42-37fa-4db6-85c2-dad787a6c220\",\"role\":\"assistant\",\"content\":\"在物理学中，光速是指光在真空中传播的速度。光速是一个基本的物理常数，通常用符号 \\n𝑐\\nc 表示，其数值约为 \\n299\\n,\\n792\\n,\\n458\\n299,792,458 米每秒（m/s）。这一数值通常简化为 \\n3\\n×\\n1\\n0\\n8\\n3×10\\n8\\n 米每秒（m/s）。\\n\\n光速在许多物理理论中扮演着重要角色，特别是在爱因斯坦的相对论中。根据狭义相对论，光速是宇宙中最快的速度，任何有质量的物体都无法达到或超过这个速度。同时，光速也是空间和时间的转化因子，影响时间膨胀和长度收缩等现象。\\n\\n以下是一些关键点：\\n\\n光速是一个绝对极限：根据现有的物理理论，没有任何信息或物质可以超过光速。\\n相对论效应：当物体接近光速时，其时间会变慢（时间膨胀），长度会缩短（长度收缩），这些现象在狭义相对论中被精确描述。\\n电磁波传播速度：不仅仅是可见光，所有电磁波（如无线电波、X射线、微波等）在真空中的传播速度都是光速。\\n\\n光速是许多物理公式和定律中的关键参数，例如爱因斯坦的质能等价公式 \\n𝐸\\n=\\n𝑚\\n𝑐\\n2\\nE=mc\\n2\\n 中的 \\n𝑐\\nc，它将质量和能量联系在一起。\\n\\n总之，光速是物理学中一个非常基本和重要的常数，对于理解宇宙的基本结构和运行规律具有重要意义。\"},{\"id\":\"aaa29c24-cba4-4fda-bcd6-4f05f795277a\",\"role\":\"user\",\"content\":\"19 × 11 = ?\"},{\"id\":\"2f3dd833-4de9-467d-bf49-4717278ad185\",\"role\":\"assistant\",\"content\":\"19 × 11 = 209.\"},{\"id\":\"aaa28685-1178-448a-8930-8ed4537ef0a2\",\"role\":\"user\",\"content\":\"植物通过哪种过程进行光合作用？\"},{\"id\":\"d6ca5649-eeab-46bd-a4e5-11df2f1bf035\",\"role\":\"assistant\",\"content\":\"植物通过光合作用进行能量获取和有机物合成。光合作用是一种生物化学过程，其中植物利用光能将二氧化碳和水转化为有机物质（如葡萄糖）和氧气。这个过程发生在植物的叶绿体中，主要包括光反应和暗反应两个阶段。\\n\\n光反应：光反应发生在叶绿体的类囊体中，需要光能。在这个过程中，叶绿素吸收光能，将光能转化为化学能，并产生氧气。水分子在光合作用的光反应中被分解为氧气、电子和氢离子。\\n\\n暗反应：暗反应发生在叶绿体基质中，不需要直接的光能，但需要光反应产生的能量和产物。在这个过程中，植物利用光反应产生的ATP和NADPH，将二氧化碳固定为有机物质，通常是葡萄糖。这个过程主要通过卡尔文循环来完成。\\n\\n光合作用是地球生命系统中最重要的生化过程之一，因为它为几乎所有的生物提供了能量来源。除了光合作用外，植物还通过呼吸作用来利用有机物质产生能量。\"},{\"id\":\"aaa2f80e-de5e-47e1-b65a-f761605ad5f8\",\"role\":\"user\",\"content\":\"97 - 51 = ?\"},{\"id\":\"d1120ef1-d8ee-418d-ab9b-d9ade427095c\",\"role\":\"assistant\",\"content\":\"97 - 51 = 46.\"},{\"id\":\"aaa28f0a-77b5-496c-9f90-223da2f26bea\",\"role\":\"user\",\"content\":\"285 ÷ 15 = ?\"},{\"id\":\"c2749470-79e7-45fb-aab2-91df014f0aca\",\"role\":\"assistant\",\"content\":\"285 ÷ 15 = 19.\"},{\"id\":\"aaa27b76-d239-4c2d-b71a-4d22c8c7dae1\",\"role\":\"user\",\"content\":\"什么是电子？\"},{\"id\":\"b0fc0cdf-e658-45d2-923a-23bd8c390fd2\",\"role\":\"assistant\",\"content\":\"电子是一种基本粒子，是构成原子的组成部分之一。它是负电荷的，通常被表示为 \\\"e^-\\\"。电子被认为是轻子家族中的一员，是目前已知的六种（也可能更多）基本粒子之一。\\n\\n电子有以下特征：\\n\\n负电荷：电子带有负电荷，其电荷量等于元电荷的负值，约为 \\n−\\n1.602\\n×\\n1\\n0\\n−\\n19\\n−1.602×10\\n−19\\n 库仑（C）。\\n\\n质量：相比于质子和中子，电子质量非常轻，约为 \\n9.109\\n×\\n1\\n0\\n−\\n31\\n9.109×10\\n−31\\n 千克（kg）。\\n\\n稳定性：电子在一般条件下是稳定的，不会自发地衰变。\\n\\n量子特性：电子表现出波粒二象性，既表现为粒子又表现为波动。\\n\\n电子在物理学、化学和工程学等领域中具有重要作用。在原子结构中，电子围绕原子核运动，形成电子壳层，决定了原子的化学性质。在电路中，电子的流动形成了电流，是电能传输的基础。在现代科技中，电子器件如半导体器件、电子元件等的发展推动了信息技术和电子工业的进步。\"},{\"id\":\"aaa25e9a-af34-4edf-899c-b42e9d0f523b\",\"role\":\"user\",\"content\":\"85 + 41 - 18 ÷ 3 = ?\"},{\"id\":\"055b831f-c8f1-4264-89c5-4bc87b9d28e6\",\"role\":\"assistant\",\"content\":\"To solve the expression \\n85\\n+\\n41\\n−\\n18\\n3\\n85+41−\\n3\\n18\\n\\t​\\n\\n, we follow the order of operations (PEMDAS/BODMAS):\\n\\nDivision:\\n\\n18\\n3\\n=\\n6\\n3\\n18\\n\\t​\\n\\n=6\\n\\nThe expression now is:\\n\\n85\\n+\\n41\\n−\\n6\\n85+41−6\\n\\nAddition and subtraction (from left to right):\\n\\n85\\n+\\n41\\n=\\n126\\n85+41=126\\n\\n\\n126\\n−\\n6\\n=\\n120\\n126−6=120\\n\\nSo, \\n85\\n+\\n41\\n−\\n18\\n3\\n=\\n120\\n85+41−\\n3\\n18\\n\\t​\\n\\n=120.\"},{\"id\":\"aaa22321-2abd-4907-9e95-cda52e64c4d5\",\"role\":\"user\",\"content\":\"8 × (6 + 2) = ?\"},{\"id\":\"aaa2e12d-d924-4a83-a106-13ff7b6388c7\",\"role\":\"assistant\",\"content\":\"\"}]",
  "evmAddress": "0xBED145cE2a7B58472C3DbB6437653C18A74b8E21",
  "evmAddressEmbedding": [
    -0.04385308176279068,
    0.007661452982574701,
    -0.03632708638906479,
    -0.025238463655114174,
    -0.017736174166202545,
    -0.00790282990783453,
    0.09038595110177994,
    0.02049887366592884,
    0.017155874520540237,
    -0.019484881311655045,
    0.01821736991405487,
    -0.1365392655134201,
    0.00030377882649190724,
    0.0745876207947731,
    -0.09655293077230453,
    0.040947820991277695,
    -0.052435074001550674,
    -0.10500162094831467,
    -0.03398146852850914,
    0.04182479530572891,
    -0.025106405839323997,
    -0.027769386768341064,
    -0.08419987559318542,
    -0.036783330142498016,
    -0.01371162198483944,
    0.014139675535261631,
    0.025196034461259842,
    0.027694469317793846,
    0.013531962409615517,
    -0.12415120005607605,
    0.11860492825508118,
    0.008950541727244854,
    0.059427421540021896,
    -0.030658051371574402,
    0.08637899160385132,
    0.03022322617471218,
    0.002328310627490282,
    -0.1283157467842102,
    0.016421319916844368,
    -0.015546388924121857,
    0.038990266621112823,
    -0.008771564811468124,
    0.09577064216136932,
    0.06650879234075546,
    -0.017587749287486076,
    0.06012202426791191,
    -0.0450776070356369,
    -0.013152085244655609,
    0.020622558891773224,
    -0.02372197061777115,
    0.04286472126841545,
    -0.02918187715113163,
    -0.022969843819737434,
    0.03806944191455841,
    0.05523528903722763,
    0.02255808189511299,
    -0.03761791065335274,
    0.027322953566908836,
    0.0748450979590416,
    -0.01234615407884121,
    0.11613813787698746,
    -0.03763531520962715,
    0.028245439752936363,
    -0.04543295502662659,
    0.02203139290213585,
    -0.021785704419016838,
    -0.13422638177871704,
    -0.11627169698476791,
    -0.051095232367515564,
    -0.007665320299565792,
    -0.06982190161943436,
    0.06265674531459808,
    0.03016771748661995,
    -0.0005329865962266922,
    0.062260303646326065,
    -0.015858665108680725,
    -0.0051577151753008366,
    -0.0334254615008831,
    0.08589834719896317,
    -0.07469316571950912,
    -0.054057568311691284,
    -0.1024593859910965,
    -0.02751999720931053,
    0.057968419045209885,
    0.05468486621975899,
    0.021404657512903214,
    -0.026664532721042633,
    -0.008463635109364986,
    0.03258189931511879,
    0.002289050491526723,
    -0.007039148826152086,
    0.04537329077720642,
    0.0378236398100853,
    0.01794670708477497,
    -0.017418520525097847,
    0.06482298672199249,
    0.1083308681845665,
    -0.00532019417732954,
    -0.060612570494413376,
    0.14066863059997559,
    0.03849121555685997,
    0.047349169850349426,
    0.05184938386082649,
    0.0352771170437336,
    -0.02236592397093773,
    -0.049445588141679764,
    -0.0061815883964300156,
    0.0399012416601181,
    -0.03954090178012848,
    -0.005052578169852495,
    -0.07457377761602402,
    0.009858260862529278,
    -0.024999026209115982,
    -0.034355875104665756,
    0.04127069562673569,
    0.002461169846355915,
    -0.02763429284095764,
    0.025392871350049973,
    0.025544019415974617,
    -0.056397147476673126,
    0.035289593040943146,
    -0.047467753291130066,
    0.007644011173397303,
    -0.014177225530147552,
    -0.1835218220949173,
    -0.06574874371290207,
    -0.008467910811305046,
    1.2952093403723186e-32,
    -0.050509169697761536,
    -0.02843899466097355,
    -0.04428626969456673,
    0.01095035020262003,
    -0.017839375883340836,
    0.052822474390268326,
    -0.021392138674855232,
    -0.00960699375718832,
    -0.003450727090239525,
    -0.027726570144295692,
    -0.09886662662029266,
    0.0037670093588531017,
    0.021420691162347794,
    0.0792921632528305,
    -0.03052930161356926,
    -0.10387632995843887,
    0.0433712974190712,
    0.040427424013614655,
    -0.06479514390230179,
    -0.017785340547561646,
    0.01924677938222885,
    0.05031908303499222,
    -0.015534737147390842,
    0.027215292677283287,
    -0.009350896812975407,
    0.023678770288825035,
    -0.0027928210329264402,
    -0.06552428752183914,
    0.025542961433529854,
    0.008803597651422024,
    0.07091259211301804,
    -0.017481358721852303,
    -0.08827442675828934,
    -0.022631345316767693,
    0.012934746220707893,
    -0.03013228252530098,
    0.023664288222789764,
    -0.05244122073054314,
    -0.04620886221528053,
    -0.0019173428881913424,
    0.054097313433885574,
    -0.027122091501951218,
    -0.04940767586231232,
    -0.019618038088083267,
    0.016599776223301888,
    -0.003863409161567688,
    0.0326974131166935,
    0.03144948184490204,
    0.08538977801799774,
    0.04804198071360588,
    -0.04244275763630867,
    0.04970135912299156,
    -0.07104466110467911,
    -0.0762724056839943,
    -0.055563174188137054,
    -0.04977155476808548,
    -0.047847870737314224,
    0.019301267340779305,
    0.026168201118707657,
    -0.07343268394470215,
    0.023118959739804268,
    0.07058791071176529,
    -0.0025352612137794495,
    -0.06660526245832443,
    0.010651166550815105,
    -0.04303624480962753,
    0.02222392149269581,
    -0.07679527252912521,
    0.0016669108299538493,
    -0.07714638113975525,
    -0.04600704833865166,
    -0.009898331016302109,
    0.14750631153583527,
    0.022540194913744926,
    -0.03804668039083481,
    -0.04136665165424347,
    -0.05227000638842583,
    -0.06834424287080765,
    -0.03246898576617241,
    -0.012357017025351524,
    -0.04497217386960983,
    0.0007558186771348119,
    -0.017532169818878174,
    -0.08754760026931763,
    -0.07821720093488693,
    -0.03069899044930935,
    -0.01811436004936695,
    -0.06063166633248329,
    -0.029210951179265976,
    0.019101878628134727,
    -0.07518290728330612,
    -0.04970536381006241,
    -0.05326756834983826,
    -0.022556493058800697,
    -0.014740840531885624,
    -1.4005674296685817e-32,
    0.0019788979552686214,
    0.0033725702669471502,
    -0.0335974246263504,
    -0.02935761958360672,
    -0.0037141761276870966,
    -0.014057755470275879,
    0.00011494832870084792,
    -0.04451164975762367,
    0.10618788003921509,
    0.019140541553497314,
    0.09703129529953003,
    -0.022464076057076454,
    0.060458727180957794,
    -0.014401804655790329,
    0.036871105432510376,
    0.028307387605309486,
    0.004899114836007357,
    -0.005820117890834808,
    -0.005893992260098457,
    -0.02796008624136448,
    -0.007534753065556288,
    0.05976805463433266,
    -0.031391315162181854,
    0.07604832202196121,
    -0.009630957618355751,
    0.05441468581557274,
    0.06589037925004959,
    -0.008500829339027405,
    0.031927306205034256,
    0.08915980160236359,
    0.009836875833570957,
    -0.020111361518502235,
    0.02130836434662342,
    0.11773137003183365,
    -0.059069570153951645,
    -0.06591019779443741,
    0.11396578699350357,
    -0.023676728829741478,
    -0.020501932129263878,
    -0.1251070350408554,
    0.05190129950642586,
    0.035632405430078506,
    -0.038168855011463165,
    0.08942384272813797,
    0.007299694698303938,
    0.04965530335903168,
    0.005157594569027424,
    -0.003719896310940385,
    0.035393908619880676,
    0.06720257550477982,
    -0.06477928906679153,
    -0.016602274030447006,
    -0.06735055148601532,
    0.022337427362799644,
    0.06251630187034607,
    0.021870188415050507,
    -0.051992323249578476,
    0.03153502196073532,
    0.09632211923599243,
    -0.013105669058859348,
    0.09169366210699081,
    -0.013035604730248451,
    0.03915656730532646,
    -0.01728268340229988,
    0.023054705932736397,
    -0.03587382659316063,
    -0.09744252264499664,
    0.02135857194662094,
    -0.01812366023659706,
    -0.023559240624308586,
    0.012332897633314133,
    -0.009097178466618061,
    -0.04773499444127083,
    -0.019764596596360207,
    0.03880681097507477,
    -0.019645895808935165,
    0.06864875555038452,
    0.009113704785704613,
    -0.007253869902342558,
    -0.019824335351586342,
    0.017359012737870216,
    0.010738338343799114,
    0.07937030494213104,
    -0.014533055014908314,
    0.009586529806256294,
    -0.050954341888427734,
    0.06832347810268402,
    0.10439760237932205,
    -0.02713007852435112,
    -0.07068133354187012,
    -0.0150842210277915,
    0.04683571308851242,
    -0.004799163434654474,
    -0.02986549399793148,
    0.021763725206255913,
    -4.070409076462056e-8,
    -0.02609124407172203,
    -0.015543290413916111,
    -0.02128814347088337,
    -0.028860697522759438,
    0.07204927504062653,
    -0.01947089284658432,
    -0.005527619272470474,
    -0.04430508613586426,
    0.030949769541621208,
    -0.03363655135035515,
    0.06473490595817566,
    -0.06421810388565063,
    -0.004138903692364693,
    -0.004073361400514841,
    0.02399967983365059,
    -0.02224225364625454,
    -0.11360116302967072,
    0.06079650670289993,
    -0.01667194813489914,
    -0.06432262063026428,
    0.038957562297582626,
    0.0016469932161271572,
    0.024118317291140556,
    -0.09358152747154236,
    -0.0009283128893002868,
    -0.08454271405935287,
    0.001065323711372912,
    0.12128777801990509,
    -0.010139867663383484,
    0.005310444161295891,
    -0.021749021485447884,
    0.0598413459956646,
    0.010916308499872684,
    -0.10308505594730377,
    0.014044234529137611,
    0.09703134745359421,
    0.008432736620306969,
    0.0440211147069931,
    0.014990085735917091,
    -0.0071749137714505196,
    -0.00439839530736208,
    0.00609623221680522,
    0.0627559944987297,
    -0.019378554075956345,
    -0.009567825123667717,
    -0.016555599868297577,
    0.008579002693295479,
    0.030110914260149002,
    0.028599558398127556,
    -0.09532105922698975,
    -0.08885212987661362,
    0.0002675814903341234,
    0.002626523608341813,
    0.00848983135074377,
    -0.01719365268945694,
    0.013179423287510872,
    -0.1253633201122284,
    0.08971744775772095,
    0.03967735171318054,
    0.01864100620150566,
    0.03276370093226433,
    0.03397157043218613,
    -0.046378158032894135,
    -0.06764636188745499
  ],
  "tweet": "null"
}