1import{u as It,v as mt,w as wt,a0 as pt,r as n,a3 as E,b as A,a1 as H,a4 as uA,a5 as ht,$ as ft,R as DA}from"./vendor-CNlRBQKV.js";import{F as Dt,i as ut,a as St,b as vt}from"./vendor-fullcalendar-BkyuqqGC.js";import{a as kt,U as jt,T as Ut}from"./Lawyem-DVMR7Jzz.js";import{s as Y,F as Jt}from"./index-BLUlY5na.js";import{f as tA}from"./vendor-lodash-B3EhnKIF.js";import{HeroSection as Nt,CommonButton as Ft}from"./About-BUtDk5S4.js";import{I as Mt,l as dt}from"./ImageWithText-DTIdaL76.js";/* empty css */const Kt=s=>{var fA,U;const{user:c,lawyerId:j,lawyerData:Q,transactionData:v,availabilityException:L,dateStr:b,history:P,lawyerInfo:x}=s;let{id:e}=pt();const[O,sA]=n.useState(""),[gA,iA]=n.useState(""),[oA,V]=n.useState(!1),[J,nA]=n.useState({}),[SA,lA]=n.useState(!1),[BA,CA]=n.useState([]),[rA,T]=n.useState(!1),[Z,W]=n.useState([]),[G,xA]=n.useState({}),[cA,dA]=n.useState(),[aA,EA]=n.useState();n.useEffect(()=>{if(c.timezone){const g=E.utc(Math.abs(c.timezone.offset)*3600*1e3).format("HH:mm");xA(g)}},[c]),n.useEffect(()=>{var B,r,I;let g=[],o=tA.find((B=s.generalAvailability.queryResult)==null?void 0:B.data,{day:s.selectedDay});if((r=s.bookingData.queryResult)!=null&&r.data&&(o!=null&&o.slots)){for(let d of(I=s.bookingData.queryResult)==null?void 0:I.data)tA.find(o==null?void 0:o.slots,{_id:d.slotId})||g.push(d);W(g)}},[(fA=s.generalAvailability.queryResult)==null?void 0:fA.data,(U=s.bookingData.queryResult)==null?void 0:U.data]),n.useEffect(()=>{var o;const g=(o=L.queryResult)==null?void 0:o.data.filter(B=>B.type==="slot"&&B.date==b);if(g){const B=g.map(function(r){return r.slotId});CA(B)}},[L]);const IA=async()=>{await Y["availability-exception"].find({query:{lawyerId:`${s==null?void 0:s.lawyerId}`,$limit:999}})};n.useEffect(()=>{var o;IA(),QA();let g=tA.find((o=s.generalAvailability.queryResult)==null?void 0:o.data,{day:s.selectedDay});sA(g)},[]);const QA=async()=>{try{let 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I)BA.includes(l._id)?l.isBooked=!0:l.isBooked=!1,d.push(l);g.slots=d,iA(g)}}catch(l){console.log("error",l.message)}}},[s.bookingData,Z]);const mA=async()=>{var g;try{let o={userId:(g=s.user)==null?void 0:g._id,lawyerId:s.lawyerId,slotId:J._id,date:s.selectedDate,startTime:J.startTime,endTime:J.endTime,StartDate:E(s.selectedDate,"DD-MM-YYYY").format("YYYY-MM-DD")};(await Y.booking.create(o)).action.type==="SERVICES_BOOKING_CREATE_FULFILLED"?H.success("Slot Booked Successfully",{hideProgressBar:!0,autoClose:2e3}):H.error("Something went wrong.",{hideProgressBar:!0,autoClose:2e3}),QA(),s.closeModal(),s.checkAvaiableCredit()}catch{}},wA=async(g,o,B)=>{var r,I;if(dA(o),EA(B),c&&c.email)if(Q.queryResult.data[0].perSessionFee===0&&v.queryResult&&((r=v.queryResult)==null?void 0:r.data.length)===0){let d=[{userId:c._id,paymentObject:{trailPayment:!0},metaDataObject:{trailPayment:!0},paymentFor:"lawyer",lawyerId:Q.queryResult.data[0]._id,groupId:ht(),isTrailPayment:!0}];console.log(d),await 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g={userId:s.user._id,lawyerId:s.lawyerId,slotId:J._id,date:s.selectedDate,startTime:J.startTime,endTime:J.endTime,StartDate:E(s.selectedDate,"DD-MM-YYYY").format("YYYY-MM-DD")},o={amount:Q.queryResult.data[0].minSessionToAttend*Q.queryResult.data[0].perSessionFee*100+Q.queryResult.data[0].perSessionCommission*Q.queryResult.data[0].minSessionToAttend*100,paymentFor:"lawyer",successRedirectUrl:window.location.pathname,failureRedirectUrl:window.location.pathname,lawyerId:Q.queryResult.data[0]._id,metaData:{isTrailPayment:!1,trailPayment:!1,vat:.2,stripeAccountId:Q.queryResult.data[0].stripeAccountId,minSessionToAttend:Q.queryResult.data[0].minSessionToAttend,perSessionCommission:Q.queryResult.data[0].perSessionCommission,totalSessionCommission:Q.queryResult.data[0].perSessionCommission*Q.queryResult.data[0].minSessionToAttend,perSessionLawyerFee:Q.queryResult.data[0].perSessionFee,totalLawyerFee:Q.queryResult.data[0].minSessionToAttend*Q.queryResult.data[0].perSessionFee,VATverified:Q.queryResult.data[0].isVATverified},body:g};
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RFRhTg5YPQ0oAmj0Pw7umfwlsU4Mrj1Mo7su
1sWe4uczURaC4B997/8ceux3JwSo4MgJlCEFySkj2ZWTUBg+d9FcMZqQEyfJVKeGZq9mSoIQSUADQE82oGcYU7xo75HbB7HW64qzrfoPeidRBT12wIeN5HMXwtJePuffJJVKqucqBaIwj4pW8uv0sgjdEiInsg1eqv0jAmG40hoASgMZxXPYpfOhPMl+t2wXIqYeiuOlUTgeYQKJV2oGDuSO14meV0wvC85gTTsaMa/NIcMB9IicDDLFq8M3PnLkzJnsxkTEAJQMaAV2v+lCmvZKDoSmrGudv7TwThG5rlusbteALuPfINYA9MhYTlHMKhDX9qjSbgeSMw5kdgD0tpaLd5M71XCyk5JTOrJqAEoFkrwy9dBebo2MP3D2zE7NkvxNZLKAJxCfh+GeysuPIVdJcShO4XqE3JnszUS8Dz1sNwA7B3vdJV9B+kEO3JrL4/pmBLJjImoAQgY8CrNO95R2L4caKhi9Fr6e27N5ENiUWgXgInn7wZI0fcD4yuV7qK/j9l3Pgj6ekZSMGWTCQhMDyvtwKvSmJmSGv4A1uO30tVAhOTzNyAEoDMEa8wwGmnrcuihXcD2yUaejDajr6+hxLZkFgE6iXgewHg1StbRf/HKXb9H729j6dgSybSIFAq7UHB/BYYmdicsSdTqc5JbEcGMiWgBCBTvKswXva+gCVp+cwXGDd+rH45NXryOny8Uul1yzf+dSUkMYiJDqXSd2NCO5KnTcD3PwI2jc2YTzBy1A7MmPF82i7KXnoElACkx3Ltlnx/e7B3Jb6r2zCPSnjc2gdUDxFIkYDvuffEByW2aPkUYVj/6ZfEA8tADQRcjYCrMLyjhr5r7mL5EmH46cR2ZCAzAkoAMkO7CsO+f10Ku20tkd2TavUPjXRdY3U4gandbyEqpHAbn7mRZ545lHnzBjucaH7DH7o3YNBt4ts2oZMLMYXtqFSeTGhH8owIKAHICOxKZj1vIoYrEw9nmUs4tGu6/jZ8R/h+WLs1xoyp34AU9ROIBqHwJNbex/jxf2jZjVF+6bdg9q0//pcpnsQUdtEXQkKKjZCXSvtQMC7hKyYaznAelfD0RDYkzoyAEoDM0L7EsDtmA/dgeGXC4Z7HMoEwnF+XHc8bhzGfB3sisE5dWnVOj4DlMQp8hS3HV1pq/0a5dBjWXJcchHkvQfDt5HZkoSEEfP8bKdwZsBjLq+v+zGpIgBpECcDa1kBPTxePPXYgBQ4Yqtdv7WKMuR8TXcesPncJytqb758LNnkWbJhOJbxw7QO+pEe5/CZsdDWwZV06dc6QgP0Z1kwkDJ/LcJD0TPueK++6XzKD9lqC6pHJbEjdUALD9QHcnqVkJ5awZxNUP9FQ3zVYTQSUAKwJU7l0FNZ8A3j1qruZ6zGmTKXy8GrNlMs7Y6PbgRE1zcjqO93OMwveVNe702lTXsNg8ffA2IRjS546AXM9zzxzZF3zmboPNRj0/d3BJt1vspiuwZ2YedE/ahhRXfJEwPePBuuuek7SnqV/YBsVLkuCMButEoDVcfVLp4M5p4Y7zhdgonev5kiTwffcTX8Jfz0RYdmHMHRf5rW3svezFG9qq31c9ayNgMUnDMPaOjepl+99Bzg+0eiGL1IJP5vIhsTNI5DK5mXzUYLg680LQiOvioASgFVRmVp6B5FxWW+tfJZheT9hOO9l5nz/A2C/lcLSCwlCvy476fxyq2tIda6bwMMEoXu8ms8yuN3dW1MsuGJT8c/9u30PixfvoAti6l4b+REMP8V0Fz/F3xBo+QcLFrw690+88kO9IZ7U+gWXnTPDt4rdF3sAU9iTSsWVsEynDb/3ch96m9dpcBCMTxBcNKSbNGk0o0b+FdiiTjsrdv83XSMmMHPm03XZSafgUF1DqnMMAoXo9TXvJYlhPpHE8z6HoSeRDcs0wjCtewMSuSJxAgKedwkGt4k4QTOHEwQpbCZN4IKkLyOgBGDFBeH7U8D2xVwnFsMnqITn4Htus94pMe28RGa6/5tU1GMsjUe39YynvjEJmIkEwXdjirOT9fQUeOyxBxOdXBn+1bcD8+Yty85RWW4IAc97NQZ390iSvUzfJwiPbYi/GqQmAkoAVsTked/GcEJN9FbbyVwG1tmI/8jM2TbcRCV8c6xHxJ53dSrVvJKBkHptBCyTCMM0XhOtbaT6/t33jwB7TX2iFXpbSoRh3GQ60dASZ0DA8y7CMDmB5X6KXdvo/ocEBFOWKgFYEajv3wx2r5Q5xzE3SGR3p1p1797qb55XwVDfvoH6R5EiMQFzKEHws8Rm0jbg+1eATVJu+gmWLnsVc+YsSds12WsSgalTdyQavAcoxPbA8BEq4fmx9RKmSkAJwEoJQOn3YN6UKuVYxswFBMGHY0mdyPffA/by2HoJG0FgKf0Dm+XueNTwPhhXvnX92BBU7z82ulwLfe+HwNsT+Ph7gjAPP7AShNA+UiUAKyUAKRx7Sr4+5jNy1IREN2lNnrwhI7oeBDZN7o4sZEPAXEYQvD8b2wmsJi9bvYSuEVvXvXE1gcuSNoiA5x2AIcktjnb5/QCrr53SoFA0TO3H3LJjlbdTAL5/MtjZ2QVci+WUSqb6fhmsdmDXgrzxfZ7HFF6/xiJSjfdpeES/NA/Mu+MPn9PEJn5AUv6PgKtt4k5tbR8biuUMwvDc2HoJUyOgJwArohz+5fxACsf3Yk6SuZEgSH7l6n9G116AmPOQqWwpmGMIgmszHSWOcc8bgeEpYOM48mGNeStBkMLNgfE9kDJDAr7/cbBfTTDCrwnCtybQS5oSASUAqwI5/P78sjoKAaU0HSyjGO1Gb587bpNWc/d7n778PLe7lEituQQeAHMSQXBzc91YzehJH/Fa/kYY7hDr5EougciplQhMm7YlgwOPJDjl1I9ls5a5C6ONl4ASgNVNbtn7FJazGjr3hq9SCc/MZMxTJ4+nv3gScCiYbQBdB5wJ6JWMRsATWO7FmKuw9grCsL8xQ8cYxfdc+euPxVAOSyxfIgw/HVsvYWsQ8P2fgz0wvrPmWILg+/H1UqZBQAnAmij6/nSw7jKg+Mdeap+lf7Fo8U4qmVo7MPXMgIDn3Ylh19iW81zZMHZQEq5EoOz5WCrxyZgqQeDF10uZBgElAGuj6PvvX74pMEkFrLWN4n45vYswTHrr1trHUQ8RWB2B4fLVruR0vIR3+PF//M1hmpnWIVAub46N5idYK/cShq9tnYDb01MlALXMq++/HewVwLq1dK+/j7meIHhb/TopRCBFAqXS4RRM/I2Jhm9SCT+UokcylWcCZe9WLHvEdNGyrH8LLr7YbThVaxIBJQC1gvf9/cC6IhgJdkevcrClRHZXqtX7a3VF/UQgEwKedxaGT8W2HdkjqFZ/ElsvYWsR8P3Pg41/zXPBHs2sqvtMVWsSASUA9YD3vDdgcB9w9d4UuIZR7OcIql+oxw31FYFMCJS9n2E5OKZtdyX2GMJwUUy9ZK1GoFzeFxv9Nr7b5isEwSfj66VMSkAJQL0Ep07djmjwp8Cr65Wu1N+9M122bBfVS09MUgbSIFD2nhw6nhWrmVsIgr1jSSVqTQLTp49i2dJngXViBnANQXhUTK1kKRBQAhAHoueNA65LtFt6aFxzZC6LwcRhIk1rE3Br2vBY7CAM51EJT4+tl7A1Cfil34LZN6bz/yJ8iXPtAAAgAElEQVQI3ZFktSYRUAIQF/zUqWOwgz/Gsk88E/a7BNWJ8bRSiUDKBDzvUAzXx7dqJhIE342vl7IlCfj+uWDjJ36F4lhmzVrQkrG3gdNKAJJM4rRpGzDY/30wh9Rp5nmKXTvT2/uvOnXqLgLZEPC8D2OIf01rcXB7ei/6WzbOyWpuCQwfk54b2z9TeDOVyu9i6yVMREAJQCJ8wMSJIxk7dm4dd6dbjJ1Ipfq9pENLLwKpEfBL3wQzPaa9hYwbvxE9Pa7qoVonEZjavStR4c7YIRv7fipVV3ZdrQkElACkAX3ixCKbjDkby0fWcn/AEjAlguDSNIaVDRFIjUCye951x3tqE9FihoZ+AI15EYhXKM3yWcLwiy0Wddu4qwQgzaksdx+ILXwOePMKFbKWYvkB8HnC8K9pDilbIpAKAd+7C9g5li3D5VTC98XSStT6BHzvQWDbWIFYZhOGU2JpJUpMQAlAYoSrMDBUJtO+HmtHY+2TGPMHnY/OArRspkbA99xGrNGx7Bm+TCWMX0Ao1qAS5YZAkouBDDdQCevdQ5Wb0FvdESUArT6D8l8EkhLwvBEYlsa+/tpYj0q1mtQN6VuUgF/qAxP3V/wdBOH/tWjkLe+2EoCWn0IFIAIJCSSuAWDfTqX644ReSN6qBJKVkFYtgCbOuxKAJsLX0CKQCwKetwuGP8f2pRDtzay+W2LrJWxtAmXvNCxfjxnEEoIwo0vWYnrUQTIlAB002QpVBFZJwPPejOE3selEdkddZhWbXusLff8DYL8VO5Cly9ZVOfTY9BIJlQAkwiexCLQBAd8/COwNsSMpdo2jt/fx2HoJW5uA570TM3TKKV6zjCYMn4snlioJASUASehJKwLtQMD3jwB7TexQVM41Nrq2EJZKh1Mw18aOZVn/5lx88VOx9RLGJqAEIDY6CUWgTQgk/QW3aPEGzJ27sE1oKIx6CQzXP/l5vbL/9jeFralUHo2tlzA2ASUAsdFJKAJtQqBcOhZr4l/ko3e4bbIQYobh+/uB/VVMNZjCtlQqD8fWSxibgBKA2OgkFIE2IeD7R4O9KnY0xa4N6e115WDVOpFAqXQwBfOz2KGPGNiKC2fHv4o69sASKgHQGhCBTieQ9B1u14hNmTnz6U7H2LHxe96RGOLXgdD6adrSUQLQNPQaWARyQiDpO1z9gsvJRDbJDd8/Bmz8201HjtqYGTOeb5L3HT2sEoCOnn4FLwJAqbQPBZPgTnbzOoLgHrHsUALl0mSsuSh29M8sGMW8ecti6yWMTUAJQGx0EopAmxDwvAkY7o0dTSHaj1l98QsJxR5YwlwQKHtnYDk7pi/PE4Qbx9RKlpCAEoCEACUXgZYn4HmbYoh/DtvyLsIw/ibClgfY4QF43tkYzohJ4SGCcLuYWskSElACkBCg5CLQ8gQmTiwydox7BFuIF4s9haDaG08rVcsT8L25wPtjxWH4A5XwTbG0EiUmoAQgMUIZEIE2IOB77gnApvEiMV8jCD4WTytVyxPwPff6582x4jD8hEp4RCytRIkJKAFIjFAGRKANCPjeH4E3xIvEfpegOjGeVqqWJ+B7jwBbxYvDVgiqU+NppUpKQAlAUoLSi0A7EPC872I4NlYolj8Thq+PpZWotQmceOL6rLeuO8IX7/WR4eNUwnNaG0Lreq8EoHXnTp6LQHoEfP9csKfHNLiMZxZsqKNcMem1smxq915EhZtjh2A5jjCcF1svYSICSgAS4ZNYBNqEgOdNxRB/I59lV8LwrjahoTBqJeB53RiqtXZfqV8h2p1Zfe71k1oTCCgBaAL0VQ7peSOAkzCcsPxd7BjAPVr7A5bvsGDBJfqFlZfJakM/pna/hajw6/iRmZMIgkvi66VsSQK+dyFwSkzfB7FsRBguiqmXLCEBJQAJAaYin9q9K1HhCmDCGuw9gCkcT6Xyp1TGlBEReCkBz9sYwwIg3meCJSAMy4LaYQR87w4g7v6P+wjCNX3mdRjMxocb7489TT9LpR0omPtimzSFPalUbo2tb7ZwavcbiQo3AhvV4MpCInsA1eofauirLiJQHwHf+wewTX2i//a+myDcJaZWslYkMH36Rixb+gxQjOe+To/E45aeSglAeizrtzT8B+R+0ddTCetRil0TdP1q/bilWAsBz7sawzticooYGNyMiy5yXwhqnUDA998G9ifxQzWfIQjOiq+XMikBJQBJCSbRe97XMZxWvwn94dTPTIq1EvC8T2D4ylr7rbaDOYEgcK+y1DqBgO+dD3w4dqiWAwnDX8TWS5iYgBKAxAhjGhh+7+92v3bFsHA/QbhjDJ0kIrB6Ask3As4hCE4W4g4h4Ht/BeJ+Dg1Q7BqjJ5nNXStKAJrD31D2foHlrbGHLxTHMmuW27SlJgLpEDjttHVZtPBZYGRMg48zbvxW9PREMfWStQqBqVO3Ixr8ewJ3byMI90iglzQFAkoAUoBYtwnfPxns
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
1S3FwiWA21Cdbkt6Sitdb2JbUwKwNnRD75YK12d85ngZxWi31M9s+/5BYJ3vaf8aXRu1Rv57/9DO7yBwr2ya1048cX3WW/fW1OsuGPpYd/0PtntBkoZP3PTpG7F0aQ/uno18Fcp6GMzZjBx5sZ70pLAqho/hfgJLT8rzvJhCtBez+lytlZZtSgBqmbpTprySgaL7InUXmGTQzFcIAld6Mv1WLpWG3hvm60MurTj7MdajUp2TlsHYdnzP1WxIc8e/K3NcJgguju2ThGsn4Hm7YMxMsG9Ze+dMe8xf/iV1MWHYn+lInWjcvdItcEXKT33uZ+SoPVLZs9WkOVECUCv44Spf7nigu7AkzfYvFi3eiblzF6Zp9GW2hvczuMuAXpfZGI027B6LF6NTc3GXt++7KmWXp4jgGSJ7DNXqr1K0KVOrJ2DwvCkYzkv99c3aqb8I9lwWLTkv08+AtfvR/j08z5Vm/hGGXVML1jKbMHSFiVqyKQGoZ9qmTduAaOAHWFyxkXSa5V2E4VXpGFuDlaFHYRu/FQqHYM0rMDbGbYeZe7nmAaxx1cz+iTE/Zcstf52LndDuqtti4S8pnjl/BMshhOFfm0y784Z3XxCG6vL68w2I336b4oiP0Nv7eAMG0xCOgOdtjOEHwAGpAYnsEVSrLVl1VQlAvavA7TBduvQyzFDhiYTNXE8QvC2hEcmbScAvzQPz7pRceJDB6GCd7U6JZjwz7mnAh3A3wmVXd/4hMNMIguviuShVIgJDpwSWuit/35nIzv/Ej7J02c6teGeAEoA4K2Boh/3oYOgq2vhtMYXizsya9WB8E1I2lYDvHw02rac3DzMYvYW+vkeaGpMGHybgeW/AcCXw6hSRDCyvD/H5zK/YTdHptjTlToOMGTMPwzvSic/OIKh+MB1bjbOiBCA+a1fq9WzgY7FMWD5LGLozyWqtSGD4V4R79J/GF8QTYN5CELh72NXyQmBo30/XPLAHpuDSn8CcTBDcmYItmUiDwHC9gKvBHpaCOZfcvYEwvCsFWw0zoQQgKWrP+ySGs+q8gOSu5btHO+/ilqS886L3vI9hOCcFdxZi2Y8wvD0FWzKRNgFXSbDABVimxjRtwV7IyHU+pmN9MQlmKZs8eUNGdP0GeH3iYQy/ojJUy6VlmhKANKaq7LnLR2bWeN7+aTB769deGuCbZOOUUzZhoP/vwMYJPbBYjicM5yW0I3nWBPzSh8C48tr1fGY+A2YyQXB11u7JfgIC3d1bUyj8HsP4BFaWS82RBEEzL5OrK4R6FnNdhmvuXCrtQMHcV3P/FTuawp5UKq4AS3ObK71r7CVrOWd6N8XBd9F70d+a66xGT0Sg7H0JS/K6DZYvEYafTuSLxI0jUC5NwpoQcPcLrLm5K2Th7YShSxTV8k7A9/cD+/MU6qXcRhC6i+TSqeiaMTclAGkCdkdM4JTlJwR2Wf5BsQj4LZbLWbDg0qaXq00z3k60NVwPwt3AlrTc782MG78fPT0DnYixZWP2/UPAumueX7H6GMxl9PdPZfbsF1o2zk50fPh17pcSh96oo92JHa3vcVYKw63CRLs8AVgVnUmTRrfi0ZBsJrpNrJa9L2D5TMJoXsDyf/p1mJBis+Setx4FTsQOHSObAKyL5QkMv2G4MIz2czRrbpKMO3Rh1GM3YnlrEjPA7wnCvRLaaIhcTwAaglmDtAWB4Z3//wQ2TxSP5VTC0O0ZURMBEcgTgeEfpO6kxjqJ3IrsvlSrNyWy0QCxEoAGQNYQbULA998Pdm7CaG7jmQV76VVQQoqSi0BWBPzSmWC+nMi8YR6V8LhENhogVgLQAMgaok0I+P7NYJM82ovA7EkQ3NYmRBSGCLQfgaEro8e4TZzbJQhugBEDr+TC2Y8lsJG5VAlA5og1QFsQ8LwJmKGd3fGb5TuE4XviG5BSBESgIQTKpROw5tuJxrKcQRiem8hGxmIlABkDlvk2IZB8898glp11yU+brAeF0e4E3J0Qf8DwxgSB/oUg3DmBPnOpEoDMEWuAtiDgeQ9geE2CWC4lCE9MoJdUBESgkQTKpWOx5ruJhixEuzOr74+JbGQoVgKQIVyZbhMCU7vfSFRI+N7e7KF3/22yHhRGZxAYuvRtjCtSl+C+D/MVgiB50bCMiCsByAiszLYRAd//NNgEFzeZWwiCvduIiEIRgc4g4HmusNuFCYK9myB0ReFy2ZQA5HJa5FSuCPj+r8G+JbZPxn6ASjXp8cHYw0soAiIQk4Cr7mp4PFFdgELx1Xm99l0JQMx1IVmHEBj+APh3ghrhS+gf2FxlYTtkvSjM9iPge98Bjo8fmPkgQTAjvj47pRKA7NjKcjsQ8P0jwF4TPxTzA4LgmPh6KUVABJpKIOlngOV7hOG7mxrDagZXApDHWZFP+SHg+58H+9nYDlneRxheHlsvoQiIQHMJeN4IDE8luP77CYJwXB5vCFQC0NylpdHzTsD3rgcOjemmxbI5YeheIaiJgAi0KgHf+x4Q/0leZHekWr0/b+ErAcjbjMifPBEw+J778h4b06k7CcLdYmolEwERyAsB358Cti++O2YyQXBxfH02SiUA2XCV1XYg0N29NcXCv2KHYjmfMPxIbL2EIiAC+SCQ9LMAcwFB8OF8BPM/L5QA5G1G5E9+CHjeARhujO2Q5TjCcF5svYQiIAL5IeB77sfA1vEcMjcSBAfF02anUgKQHVtZbnUCvl8GOyt2GIXiBGbNcpXE1ERABFqdQLJ9AE8ThJvmDYESgLzNiPzJDwG/dB6YuI/wF/PMgg2ZN28wPwHJExEQgdgEfP/jYL8aW1/sGkdvrysqlJumBCA3UyFHckeg7F2JZWJMv24nCJPcJBZzWMlEQAQyIeB5h2Jwp4LitUK0N7P6boknzkalBCAbrrLaDgR871fAfvFCUQGgeNykEoGcEvC8V2P4W2zvjD2eSvXK2PoMhEoAMoAqk21CwPf+CuwYKxrLhYTh9FhaiURABPJHYPh2wEXAyFjOWc4gDM+Npc1IpAQgI7Ay2wYEfO/p+DUA7CcJql9pAwoKQQRE4D8EfM8V89k+JpCZBOGpMbWZyJQAZIJVRtuCgO+5DXyFWLEYO4VKdXYsrUQiIAL5JOB7NwBxj/NdQRCekKfAlADkaTbkS34IDNf/XhbfIXMCQXBFfL2UIiACuSPg+1eAPS6mXz8lCA+Lqc1EpgQgE6wJjLovHmu3pVDYBGNe4Omn79VRsgQ840qnTduAwYEX4srBvJMguDq+XkoREIHcESh7vVimxvTrNoJwj5jaTGRKADLBGsPoKVNeyUDhM2COBUa/xMLzYOdhzVcIw7/HsCxJHAKet+nyG8DiqMHYt1Gpxj8yFG9UqURABLIk4Je+CObTMYf4O0H4mpjaTGRKADLBWqdRz3svBnfRxLprUC4CM5UguKRO6+oeh4DnjcPwWBzpkMYUDqBS+WVsvYQiIAL5I+CXTgcTdyf/fIJwfJ6CUgLQ7Nnw/ePBftt9ZdTgisXYE6lUL6uhr7okIXDq5PH0dz0a24QSgNjoJBSB3BLwvI9i+Fos/yyPEYZbxdJmJKrlSyejoZebLZV2oGDi10s3hT2pVG7N1smMrA899i/+GdiojhEWMhhNoK/vkTo06lovASUA9RJTfxFofwJKAFKe405OAPzSVWCOrpuoiszUjaxugRKAupFJIAJtT0AJQMpT3KkJQLl0FNb8KCbNJwnCLQEbUy/Z2ggoAVgbIf27CHQeASUAKc95JyYAp522LosW3g1sF5tmDm+Wih1LHoVKAPI4K/JJBJpLQAlAyvw7MQFIdpRkeAIsOxGGrla9WhYE2jUB8LwJGLM3sDnGLmTQ3sVWW/2Onp6BLDDKpgislYD7WxsoHoBlHNBPgYd4ccnPmTt34Vq1je6QJAEAnQJYab46LQEYjtdt/BuVaO2awhZUKk8msiHx6gm0WwJQ7j6QqHAOhlVdUfwk2C8zbquZSgT0R9EwAkPJKOcAR63iFNRiMDOx9izC8LmG+bS2gZQArI1Qnf/eaQlA2bsWy+F1Ulqxe+4KSiSMJ3/ydkoA/NKZYL5Uw1HTn9I/8G5mz05QATF/UymPckjA998O9nJgg7V4dx+WI3NTBE0JQMqLqZMSgHLpOKxJoT68+QJB8LmUZ0LmXkqgXRIAz/MwBLVPrvkx48YdTU9PVLtGPUWgDgKetycGVyRrnRpV97N02Z7MmfNsjf2z66YEIGW2nZIATJ68ISO67gG2Tkhwwf+3d/5BdpX1Hf68d/OrlLYmMNRQKCIlQEG0qCOFUksFxnZsqaUL9A9oRnLP2WwaMNoS+aEsihDA4mAJuefciOmAtSWOnTrtKEWqjKba6QDNSEGg1bRKLKUkWEFIsnvfztkkJJu9u7n3Pe+b+95zn51xxhnO93Pe93m/J/vse869R3Pmnqi1a4tX1fITikAVBGD3txk+I+mnu8NkLlOW3dddDUdDoAMCw8NDWrTwXyWd1sHR+w4x+pQa+VVd1YQ4uIwA8EVAbVZkUARgJPmErD5YviftCmXNu8vnkDArgS
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30),A.jsx("div",{className:"text-[#006766] xl:max-w-[960px] mx-auto text-[32px] 3xl:text-[60px] 3xl:!leading-[130%] lg:text-[42px] not-italic lg:font-medium font-semibold lg:leading-[48px] leading-[150%] tracking-[0.84px] uppercase",children:"get advice on the best possible route"}),A.jsxs("div",{className:"flex flex-col gap-[32px] mt-[42px] items-start",children:[A.jsxs("div",{class:"flex items-center gap-2 lg:gap-6",children:[A.jsx("img",{src:e==null?void 0:e.profile_img,alt:"lawyer",class:"rounded-full object-contain w-[98px] h-[98px]"}),A.jsxs("div",{class:"flex flex-col items-start",children:[A.jsxs("div",{class:"text-[#006766] text-[28px] not-italic font-medium leading-[48px] tracking-[0.56px] uppercase",children:[e.firstName," ",e.lastName]}),A.jsx("div",{class:"text-[#E3B576] text-sm not-italic font-medium tracking-[0.28px] uppercase",children:e==null?void 0:e.companyName})]})]}),A.jsxs("div",{class:"flex items-start gap-2",children:[A.jsx("svg",{width:"24",height:"24",viewBox:"0 0 24 24",fill:"none",xmlns:"http://www.w3.org/2000/svg",children:A.jsx("path",{d:"M10.8477 5.98633C10.8477 5.40234 11.2969 4.9082 11.9258 4.9082C12.5098 4.9082 13.0039 5.40234 13.0039 5.98633V11.5566L16.8223 14.0723C17.3164 14.4316 17.4512 15.1055 17.0918 15.5996C16.7773 16.0938 16.1035 16.2285 15.6094 15.8691L11.2969 12.9941C11.0273 12.8145 10.8477 12.4551 10.8477 12.0957V5.98633ZM11.9258 0.595703C18.2598 0.595703 23.4258 5.76172 23.4258 12.0957C23.4258 18.4746 18.2598 23.5957 11.9258 23.5957C5.54688 23.5957 0.425781 18.4746 0.425781 12.0957C0.425781 5.76172 5.54688 0.595703 11.9258 0.595703ZM2.58203 12.0957C2.58203 17.2617 6.75977 21.4395 11.9258 21.4395C17.0469 21.4395 21.2695 17.2617 21.2695 12.0957C21.2695 6.97461 17.0469 2.75195 11.9258 2.75195C6.75977 2.75195 2.58203 6.97461 2.58203 12.0957Z",fill:"#006766"})}),A.jsxs("div",{class:"text-[#707070] text-lg not-italic font-normal leading-[19.5px] tracking-[0.36px] uppercase",children:[M," session"]})]}),A.jsxs("div",{class:"flex items-start gap-2",children:[A.jsx("svg",{width:"27",height:"18",viewBox:"0 0 27 18",fill:"none",xmlns:"http://www.w3.org/2000/svg",children:A.jsx("path",{d:"M25.4473 2.22266C25.9863 2.53711 26.3008 3.12109 26.3008 3.70508V14.4863C26.3008 15.1152 25.9863
3015.6992 25.4473 16.0137C25.1777 16.1934 24.8184 16.3281 24.459 16.3281C24.2344 16.3281 23.9648 16.2383 23.7402 16.1484L19.1133 13.9922V14.8457C19.1133 16.4629 17.8105 17.7207 16.2383 17.7207H3.30078C1.68359 17.7207 0.425781 16.4629 0.425781 14.8457V3.3457C0.425781 1.77344 1.68359 0.470703 3.30078 0.470703H16.2383C17.8105 0.470703 19.1133 1.77344 19.1133 3.3457V4.19922L23.7402 2.08789C24.2793 1.81836 24.9531 1.86328 25.4473 2.22266ZM16.957 14.8457V3.3457C16.957 2.98633 16.5977 2.62695 16.2383 2.62695H3.30078C2.89648 2.62695 2.58203 2.98633 2.58203 3.3457V14.8457C2.58203 15.25 2.89648 15.5645 3.30078 15.5645H16.2383C16.5977 15.5645 16.957 15.25 16.957 14.8457ZM24.1445 13.9473V4.28906L19.1133 6.58008V11.6562L24.1445 13.9473Z",fill:"#006766"})}),A.jsx("span",{href:e.meetingLink,class:"!text-[#707070] font-Montserrat text-decoration-none text-lg not-italic font-normal leading-[19.5px] tracking-[0.36px] uppercase",children:r("name")})]}),A.jsxs("div",{class:"flex items-start gap-2",children:[A.jsx("svg",{width:"27",height:"21",viewBox:"0 0 27 21",fill:"none",xmlns:"http://www.w3.org/2000/svg",children:A.jsx("path",{d:"M7.97266 13.6895C8.55664 13.6895 9.05078 14.1836 9.05078 14.7676C9.05078 15.3965 8.55664 15.8457 7.97266 15.8457H5.81641C5.1875 15.8457 4.73828 15.3965 4.73828 14.7676C4.73828 14.1836 5.1875 13.6895 5.81641 13.6895H7.97266ZM16.5977 13.6895C17.1816 13.6895 17.6758 14.1836 17.6758 14.7676C17.6758 15.3965 17.1816 15.8457 16.5977 15.8457H11.5664C10.9375 15.8457 10.4883 15.3965 10.4883 14.7676C10.4883 14.1836 10.9375 13.6895 11.5664 13.6895H16.5977ZM23.4258 0.0332031C24.998 0.0332031 26.3008 1.33594 26.3008 2.9082V17.2832C26.3008 18.9004 24.998 20.1582 23.4258 20.1582H3.30078C1.68359 20.1582 0.425781 18.9004 0.425781 17.2832V2.9082C0.425781 1.33594 1.68359 0.0332031 3.30078 0.0332031H23.4258ZM23.4258 2.18945H3.30078C2.89648 2.18945 2.58203 2.54883 2.58203 2.9082V4.3457H24.1445V2.9082C24.1445 2.54883 23.7852 2.18945 23.4258 2.18945ZM24.1445 8.6582H2.58203V17.2832C2.58203 17.6875 2.89648 18.002 3.30078 18.002H23.4258C23.7852 18.002 24.1445 17.6875 24.1445 17.2832V8.6582Z",fill:"#006766"})}),A.jsxs("div",{class:"text-[#707070] text-lg not-italic font-normal leading-[19.5px] tracking-[0.36px] uppercase",children:["£",d," (excl. VAT)"]})]})]}),A.jsx("p",{className:"!text-[#252525] lg:text-sm text-base mt-[44px] 3xl:text-[30px] 3xl:!leading-[130%] 3xl:mb-10 not-italic font-normal lg:!leading-[26px] !leading-[34px] tracking-[0.28px]",children:"Book an initial consultation to receive expert guidance and explore the most effective approach tailored to your unique situation, ensuring a clear path towards resolution."})]}),A.jsxs("div",{className:"w-full flex flex-col gap-4 ss max-xl:mx-auto max-w-[575px] mt-[40px] py-[22px] xl:px-[66px]max-md:px-2 max-sm:px-2 md:px-[66px]",children:[A.jsx("div",{className:"text-[#006766] mt-3 text-[28px] not-italic font-medium leading-[normal] tracking-[0.56px] uppercase text-center sm:text-center md:text-center",children:"SELECT YOUR DESIRED DATE"}),A.jsxs("div",{className:"",children:[A.jsxs("div",{className:"lawyem_full_info",id:"calendar",children:[A.jsx(Dt,{plugins:[ut,St,vt],headerToolbar:{left:"prev",center:"title",right:"next"},editable:!0,selectable:!1,selectMirror:!0,dayMaxEvents:!0,weekends:!0,events:CA,dateClick:t=>QA(t)}),A.jsx(uA,{open:V,onClose:()=>{J(!1)},center:!0,classNames:{modal:" xl:max-w-[862px] xl:min-w-[862px] bg-white !py-[30px]"},children:A.jsx(Pt,{selectedDate:sA,dateStr:T,selectedDay:iA,lawyerInfo:e,lawyerId:L,generalAvailability:j,closeModal:()=>{J(!1)}})})]}),A.jsx("style",{children:` 31 .react-responsive-modal-root{ 32 padding:30px 0 30px 0 !important; 33 } 34 `})]})]}),A.jsx("style",{children:` 35 .ss { 36 border-radius: 5px; /* Sets the border radius to create rounded corners */ 37 border: 2px solid; /* Sets the border style to solid */ 38 border-image: linear-gradient(rgba(227, 181, 118, 0), rgba(227, 181, 118, 1)) 2; 39 } 40 `})]})]})]})}),A.jsx(Jt,{})]})},Ht=s=>({lawyerData:s.users&&s.users||{},generalAvailability:s["general-availability"]&&s["general-availability"]||{},availabilityException:s["availability-exception"]&&s["availability-exception"]||{},user:s.auth&&s.auth.user||{},bookingData:s.booking&&s.booking||{}}),Vt=It(wt,mt(Ht,{}))(Rt),Yt=({toggleExpansion:s,settoggleExpansion:c,id:j,heading:Q,valuesFortoggle:v})=>A.jsxs(A.Fragment,{children:[A.jsxs("div",{onClick:()=>c(j),className:"flex gap-3 items-start cursor-pointer mt-3",children:[A.jsx("svg",{className:"mt-[10px] min-w-[40px] flex-shrink-0",xmlns:"http://www.w3.org/2000/svg",width:"19",height:"2",viewBox:"0 0 19 2",fill:"none",children:A.jsx("path",{d:"M18.7148 1.1875C18.7148 1.36328 18.5742 1.46875 18.4336 1.46875H0.996094C0.820312 1.46875 0.714844 1.36328 0.714844 1.1875C0.714844 1.04688 0.820312 0.90625 0.996094 0.90625H18.4336C18.5742 0.90625 18.7148 1.04688 18.7148 1.1875Z",fill:"#006766"})}),A.jsx("div",{onClick:()=>c(j),className:"text-[#006766] text-lg font-semibold leading-6 tracking-wide uppercase",children:Q})]}),j===s&&A.jsx("div",{className:"text-[#252525] text-base font-normal leading-6 tracking-wide mt-2",children:v==null?void 0:v.map((L,b)=>A.jsxs("div",{className:"flex items-start gap-2 mb-2",children:[" ",A.jsx("span",{className:"text-black text-xl pb-1 leading-none",children:"â¢"}),A.jsx("div",{className:"text-black text-sm leading-6",children:L})]},b))})]});
40export{Vt as default};
Line numbers count LF bytes from the start of the resource, as the search results do. Vendor segments are library code the classifier recognised; they are stored but not indexed. Bytes are shown as Latin1 characters, one per byte.