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Commit 024e8f76 by sneha-khedekar
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images and content update

1 parent 9dcd4e3a
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Showing 58 changed files with 280 additions and 126 deletions
components/reuseables/CallBackRequest.js
...@@ -20,7 +20,7 @@ const CallBackRequest = () => { ...@@ -20,7 +20,7 @@ const CallBackRequest = () => {
viewport={{ once: false, amount: 0.4 }} viewport={{ once: false, amount: 0.4 }}
> >
<Image <Image
src="/images/home/free-quote.jpg" src="/images/calltoaction.webp"
layout="fill" layout="fill"
className="img-fluid image" className="img-fluid image"
alt="image" alt="image"
...@@ -31,17 +31,11 @@ const CallBackRequest = () => { ...@@ -31,17 +31,11 @@ const CallBackRequest = () => {
<Col lg={6} md={12}> <Col lg={6} md={12}>
<div className="free-quote-text"> <div className="free-quote-text">
<span className="sub-title"> <Heading el="h2" heading="Write to Us!" />
<span>
Have a quick question or need more information? Fill out the Have a quick question or need more information? Fill out the
form below, and we'll get back to you as soon as possible form below, and we'll get back to you as soon as possible
</span> </span>
<Heading el="h2" heading="Write to Us!" />
<p>
Lorem ipsum dolor sit amet, consetetur sadipscing elitr, sed
diam nonumy ant extra eirmod te mpor invidunt ut labore et
dolore magna aliquyam erat. Te mpor invidunt utttfg labore et
dolore magna aliquyam erat
</p>
<form> <form>
<Row> <Row>
<Col lg={6} md={6}> <Col lg={6} md={6}>
...@@ -76,6 +70,7 @@ const CallBackRequest = () => { ...@@ -76,6 +70,7 @@ const CallBackRequest = () => {
<option>Transaction Advisory</option> <option>Transaction Advisory</option>
<option>Risk Advisory</option> <option>Risk Advisory</option>
<option>Business Advisory</option> <option>Business Advisory</option>
<option>other</option>
</select> </select>
</div> </div>
</Col> </Col>
...@@ -83,7 +78,7 @@ const CallBackRequest = () => { ...@@ -83,7 +78,7 @@ const CallBackRequest = () => {
<Col lg={6} md={6}> <Col lg={6} md={6}>
<div className="form-group"> <div className="form-group">
<button type="submit" className="default-btn"> <button type="submit" className="default-btn">
Consultation Submit
<i className="ri-arrow-right-line"></i> <i className="ri-arrow-right-line"></i>
</button> </button>
</div> </div>
......
components/reuseables/FunctionalAreas.js
...@@ -69,8 +69,8 @@ const FunctionalAreas = () => { ...@@ -69,8 +69,8 @@ const FunctionalAreas = () => {
<span className="sub-title">SERVICES</span> <span className="sub-title">SERVICES</span>
<Heading el="h2" heading="Functional Areas " className="h2" /> <Heading el="h2" heading="Functional Areas " className="h2" />
<p> <p>
Lorem ipsum dolor sit amet, consetetur sadipscing elitr, sed diam Our people bring-in a blend of different skills and functional
nonumy eirmod tempor invidunt ut labore et dolore. expertise to deliver exceptional value.
</p> </p>
</div> </div>
......
components/reuseables/Industries.js
...@@ -10,7 +10,7 @@ const industriesData = [ ...@@ -10,7 +10,7 @@ const industriesData = [
title: "Education", title: "Education",
subtitle: "Industries", subtitle: "Industries",
description: description:
"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation.", "As an expert in the Education sector, we understand that shaping minds is the foundation of a nation’s growth. Our extensive knowledge and experience allow us to provide unparalleled service.",
imageSrc: "/images/home/industry.jpg", imageSrc: "/images/home/industry.jpg",
imageAlt: "image", imageAlt: "image",
shapeSrc: "/images/shape/shape8.png", shapeSrc: "/images/shape/shape8.png",
...@@ -21,7 +21,7 @@ const industriesData = [ ...@@ -21,7 +21,7 @@ const industriesData = [
title: "Life Sciences", title: "Life Sciences",
subtitle: "Industries", subtitle: "Industries",
description: description:
"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation.", "Supporting the Life Sciences sector, we leverage our comprehensive understanding to deliver innovative solutions that enhance the finance & tax complications of healthcare sector.",
imageSrc: "/images/home/industry.jpg", imageSrc: "/images/home/industry.jpg",
imageAlt: "image", imageAlt: "image",
shapeSrc: "/images/shape/shape8.png", shapeSrc: "/images/shape/shape8.png",
...@@ -31,7 +31,7 @@ const industriesData = [ ...@@ -31,7 +31,7 @@ const industriesData = [
title: "Technology", title: "Technology",
subtitle: "Industries", subtitle: "Industries",
description: description:
"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation.", "From breakthroughs in software to cutting-edge technolgy, the Technology sector remains a key driver of innovation. Our expertise in finance equips us to provide strategic guidance and solutions tailored to the needs of this dynamic sector, ensuring the growth and financial success of our clients.",
imageSrc: "/images/home/industry.jpg", imageSrc: "/images/home/industry.jpg",
imageAlt: "image", imageAlt: "image",
shapeSrc: "/images/shape/shape8.png", shapeSrc: "/images/shape/shape8.png",
...@@ -41,7 +41,7 @@ const industriesData = [ ...@@ -41,7 +41,7 @@ const industriesData = [
title: "Hospitality", title: "Hospitality",
subtitle: "Industries", subtitle: "Industries",
description: description:
"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation.", "Unlocking financial potential in Real Estate with our expertise, we enable clients to navigate the complex market and ensure sustainable investments.",
imageSrc: "/images/home/industry.jpg", imageSrc: "/images/home/industry.jpg",
imageAlt: "image", imageAlt: "image",
shapeSrc: "/images/shape/shape8.png", shapeSrc: "/images/shape/shape8.png",
......
container/Blog/Blog.js
...@@ -16,7 +16,7 @@ const banners = [ ...@@ -16,7 +16,7 @@ const banners = [
const posts = [ const posts = [
{ {
id: 1, id: 1,
image: "/images/blog/blog1.jpg", image: "/images/blog/blogs1.jpeg",
altText: "Blog Image", altText: "Blog Image",
date: "Jan 22, 2024", date: "Jan 22, 2024",
author: "Lords Evans", author: "Lords Evans",
...@@ -29,7 +29,7 @@ const posts = [ ...@@ -29,7 +29,7 @@ const posts = [
}, },
{ {
id: 2, id: 2,
image: "/images/blog/blog2.jpg", image: "/images/blog/blog-2.jpeg",
altText: "Blog Image", altText: "Blog Image",
date: "Jan 22, 2024", date: "Jan 22, 2024",
author: "Sarah Taylor", author: "Sarah Taylor",
...@@ -42,14 +42,14 @@ const posts = [ ...@@ -42,14 +42,14 @@ const posts = [
}, },
{ {
id: 3, id: 3,
image: "/images/blog/blog3.jpg", image: "/images/blog/blogs3.jpeg",
altText: "Blog Image", altText: "Blog Image",
date: "Jan 22, 2024", date: "Jan 22, 2024",
author: "James Andy", author: "James Andy",
authorLink: "/blog/author", authorLink: "/blog/author",
title: "Start-up and Angel Tax", title: "Start-up and Angel Tax",
shortDesc: shortDesc:
"Lorem ipsum dolor sit amet, conseteturants atal into sadipscing elitr, sed diam nonumy eirmod nsa ada tempor invidunt ut.", "Lorem ipsum dolor sit amet, conseteturants atal into sadipscing elitr, sed diam nonumy eirmod nsa ada tempor invidunt ut.eirmod nsa ada tempor invidunt ut.",
btnText: "Read More", btnText: "Read More",
detailsUrl: "/blog/details", detailsUrl: "/blog/details",
}, },
......
container/ClientServicing/OurService.js
...@@ -11,61 +11,41 @@ import { slideFromLeft } from "@/components/reuseables/variants"; ...@@ -11,61 +11,41 @@ import { slideFromLeft } from "@/components/reuseables/variants";
const services = [ const services = [
{ {
id: 1, id: 1,
image: "/images/services/services1.jpg", image: "/images/home/service/virtual_services.webp",
altText: "Virtual FC & CFO Services", altText: "Service Image",
title: "Virtual FC & CFO Services", title: "Virtual FC & CFO Services",
description: description:
"Lorem ipsum dolor sit amet, conseteturants atal into sadipscing elitr, sed diam nonumy eirmod nsa ada tempor invidunt ut", "With Our Virtual FC & CFO Services we connect you with virtual finance experts who work behind the scenes, synchronizing your financial operations and elevating your success.",
linkText: "Read More", linkText: "Read More",
detailsUrl: "/services/details", detailsUrl: "/services/details",
}, },
{ {
id: 2, id: 2,
image: "/images/services/services2.jpg", image: "/images/home/service/transaction_advisory.webp",
altText: "Transaction Advisory", altText: "Service Image",
title: "Transaction Advisory", title: "Transaction Advisory",
description: description:
"Lorem ipsum dolor sit amet, conseteturants atal into sadipscing elitr, sed diam nonumy eirmod nsa ada tempor invidunt ut", "At Advith Consulting, our all-encompassing approach to Transaction Advisory covers everything from strategy and execution to post-transaction support, giving you a comprehensive, dynamic solution.",
linkText: "Read More", linkText: "Read More",
detailsUrl: "/services/details", detailsUrl: "/services/details",
}, },
{ {
id: 3, id: 3,
image: "/images/services/services4.jpg", image: "/images/home/service/risk_advisory.webp",
altText: "Risk Advisory", altText: "Service Image",
title: "Risk Advisory", title: "Risk Advisory",
description: description:
"Lorem ipsum dolor sit amet, conseteturants atal into sadipscing elitr, sed diam nonumy eirmod nsa ada tempor invidunt ut", "Our Risk Advisory services follows a 4-step ‘EASE’ Approach: E – Understand existing processes A – Analyze the gaps S – Set up SOP’s E – Effective Implementation",
linkText: "Read More", linkText: "Read More",
detailsUrl: "/services/details", detailsUrl: "/services/details",
}, },
{ {
id: 4, id: 4,
image: "/images/services/services4.jpg", image: "/images/home/service/business_advisory.webp",
altText: "Business Advisory",
title: "Business Advisory",
description:
"Lorem ipsum dolor sit amet, conseteturants atal into sadipscing elitr, sed diam nonumy eirmod nsa ada tempor invidunt ut",
linkText: "Read More",
detailsUrl: "/services/details",
},
{
id: 6,
image: "/images/services/services6.jpg",
altText: "Service Image",
title: "Marketing Consultancy",
description:
"Lorem ipsum dolor sit amet, conseteturants atal into sadipscing elitr, sed diam nonumy eirmod nsa ada tempor invidunt ut",
linkText: "Read More",
detailsUrl: "/services/details",
},
{
id: 7,
image: "/images/services/services7.jpg",
altText: "Service Image", altText: "Service Image",
title: "Startup Consultancy", title: "Business Advisory",
description: description:
"Lorem ipsum dolor sit amet, conseteturants atal into sadipscing elitr, sed diam nonumy eirmod nsa ada tempor invidunt ut", "From inception to maturity, we are your financial guide for navigating each critical stage of business growth. Our tailored Business Advisory Services blend strategic foresight with financial know-how, to take the journey to financial excellence.",
linkText: "Read More", linkText: "Read More",
detailsUrl: "/services/details", detailsUrl: "/services/details",
}, },
......
container/Contact/ContactInfo.js
...@@ -75,7 +75,7 @@ const ContactInfo = () => { ...@@ -75,7 +75,7 @@ const ContactInfo = () => {
<div className="contact-image"> <div className="contact-image">
<Image <Image
layout="fill" layout="fill"
src="/images/contact.png" src="/images/calltoaction.webp"
alt="image" alt="image"
className="img-fluid image" className="img-fluid image"
/> />
......
container/Home/AboutContent.js
...@@ -10,19 +10,19 @@ const KnowledgeData = [ ...@@ -10,19 +10,19 @@ const KnowledgeData = [
{ {
title: "Corpedia", title: "Corpedia",
content: content:
"Lorem ipsum dolor sit amet, consetetur sadipscing elitr, sed diam nonumy ant extra eirmod tempor invidunt ut labore et dolore magna aliquyam erat, sed diammi maxil voluptua. At vero eos et accusam et justo duo dolores et ea rebum. Stet clitaiai to ankasd gubergren, no sea takimata sanctus est Lorem ipsum dolor sit amet. Adasta na lorem ipsum dolor sit amet, consetetur sadipscing elitr.", "Get the scoop on India's corporate legal happenings with Corpedia, your go-to source for updates and analysis.",
buttonlink: "/corpedia", buttonlink: "/corpedia",
}, },
{ {
title: "Tax Wire", title: "Tax Wire",
content: content:
"It is a long established fact that a reader will be distracted by the readable content of a page when looking at its layout. The point of using Lorem Ipsum is that it has a more-or-less normal distribution of letters, as opposed to using 'Content here, content here', making it look like readable English. Many desktop publishing packages and web page editors now use Lorem Ipsum as their.", "Navigating the complex terrain of India's tax landscape? TaxWire is your reliable companion, serving up the latest news, developments, and insights to help you stay informed and in the know.",
buttonlink: "/taxwire", buttonlink: "/taxwire",
}, },
{ {
title: "Budget Panorama", title: "Budget Panorama",
content: content:
"Contrary to popular belief, Lorem Ipsum is not simply random text. It has roots in a piece of classical Latin literature from 45 BC, making it over 2000 years old. Richard McClintock, a Latin professor at Hampden-Sydney College in Virginia, looked up one of the more obscure Latin words, consectetur, from a Lorem Ipsum passage, and going through the cites of the word in classical literature.", "Budget Panorama is an annual edition released soon after the Union budget is presented by the Finance Minister of India. Budget Panorama gives a panoramic view of the recently announced budget with the objective of educating the audience.",
buttonlink: "/budgetpanorama", buttonlink: "/budgetpanorama",
}, },
]; ];
...@@ -42,7 +42,7 @@ const AboutContent = () => { ...@@ -42,7 +42,7 @@ const AboutContent = () => {
viewport={{ once: false, amount: 0.2 }} viewport={{ once: false, amount: 0.2 }}
> >
<Image <Image
src="/images/about/about1.png" src="/images/home/knowledge.webp"
fill fill
className="img-fluid image" className="img-fluid image"
alt="image" alt="image"
...@@ -60,13 +60,12 @@ const AboutContent = () => { ...@@ -60,13 +60,12 @@ const AboutContent = () => {
<Col lg={6} md={12}> <Col lg={6} md={12}>
<div className="what-we-do-content"> <div className="what-we-do-content">
<span className="sub-title"> <Heading el="h2" heading="Knowledge" className="h2" />
<span>
Knowledge is the cornerstone of Advith. We read & research, Knowledge is the cornerstone of Advith. We read & research,
not only to deliver but primarily to learn with a view to not only to deliver but primarily to learn with a view to
achieve a 360º perspective on various subjects.{" "} achieve a 360º perspective on various subjects.
</span> </span>
<Heading el="h2" heading="Knowledge" className="h2" />
<Tabs> <Tabs>
<TabList> <TabList>
{KnowledgeData.map((tab, index) => ( {KnowledgeData.map((tab, index) => (
......
container/Home/AreasofExpertise.js
...@@ -7,7 +7,7 @@ import Heading from "@/components/reuseables/Heading"; ...@@ -7,7 +7,7 @@ import Heading from "@/components/reuseables/Heading";
const areasofExpertise = [ const areasofExpertise = [
{ {
id: 1, id: 1,
image: "/images/projects/projects1.jpg", image: "/images/home/areas_of_expertise/assurance.webp",
altText: "Project Image", altText: "Project Image",
title: "Assurance", title: "Assurance",
category: "lorem", category: "lorem",
...@@ -16,7 +16,7 @@ const areasofExpertise = [ ...@@ -16,7 +16,7 @@ const areasofExpertise = [
}, },
{ {
id: 2, id: 2,
image: "/images/projects/projects2.jpg", image: "/images/home/areas_of_expertise/direct_tax.webp",
altText: "Project Image", altText: "Project Image",
title: "Direct Tax", title: "Direct Tax",
category: "lorem", category: "lorem",
...@@ -25,7 +25,7 @@ const areasofExpertise = [ ...@@ -25,7 +25,7 @@ const areasofExpertise = [
}, },
{ {
id: 3, id: 3,
image: "/images/projects/projects3.jpg", image: "/images/home/areas_of_expertise/indirect_tax.webp",
altText: "Project Image", altText: "Project Image",
title: "Indirect Tax", title: "Indirect Tax",
category: "lorem", category: "lorem",
...@@ -34,7 +34,7 @@ const areasofExpertise = [ ...@@ -34,7 +34,7 @@ const areasofExpertise = [
}, },
{ {
id: 4, id: 4,
image: "/images/projects/projects4.jpg", image: "/images/home/areas_of_expertise/corporate_legal.webp",
altText: "Project Image", altText: "Project Image",
title: "Corporate Legal", title: "Corporate Legal",
category: "lorem", category: "lorem",
...@@ -43,7 +43,7 @@ const areasofExpertise = [ ...@@ -43,7 +43,7 @@ const areasofExpertise = [
}, },
{ {
id: 5, id: 5,
image: "/images/projects/projects5.jpg", image: "/images/home/areas_of_expertise/corporate_law.webp",
altText: "Project Image", altText: "Project Image",
title: "Corporate Law and FEMA", title: "Corporate Law and FEMA",
category: "lorem", category: "lorem",
...@@ -52,7 +52,7 @@ const areasofExpertise = [ ...@@ -52,7 +52,7 @@ const areasofExpertise = [
}, },
{ {
id: 6, id: 6,
image: "/images/projects/projects6.jpg", image: "/images/home/areas_of_expertise/cross_border_transactions.webp",
altText: "Project Image", altText: "Project Image",
title: "Cross Border Transactions", title: "Cross Border Transactions",
category: "lorem", category: "lorem",
......
container/Home/ClientService.js
...@@ -11,41 +11,41 @@ import { Container } from "react-bootstrap"; ...@@ -11,41 +11,41 @@ import { Container } from "react-bootstrap";
const services = [ const services = [
{ {
id: 1, id: 1,
image: "/images/services/services1.jpg", image: "/images/home/service/virtual_services.webp",
altText: "Service Image", altText: "Service Image",
title: "Virtual FC & CFO Services", title: "Virtual FC & CFO Services",
description: description:
"Lorem ipsum dolor sit amet, conseteturants atal into sadipscing elitr, sed diam nonumy eirmod nsa ada tempor invidunt ut", "With Our Virtual FC & CFO Services we connect you with virtual finance experts who work behind the scenes, synchronizing your financial operations and elevating your success.",
linkText: "Read More", linkText: "Read More",
detailsUrl: "/services/details", detailsUrl: "/services/details",
}, },
{ {
id: 2, id: 2,
image: "/images/services/services2.jpg", image: "/images/home/service/transaction_advisory.webp",
altText: "Service Image", altText: "Service Image",
title: "Transaction Advisory", title: "Transaction Advisory",
description: description:
"Lorem ipsum dolor sit amet, conseteturants atal into sadipscing elitr, sed diam nonumy eirmod nsa ada tempor invidunt ut", "At Advith Consulting, our all-encompassing approach to Transaction Advisory covers everything from strategy and execution to post-transaction support, giving you a comprehensive, dynamic solution.",
linkText: "Read More", linkText: "Read More",
detailsUrl: "/services/details", detailsUrl: "/services/details",
}, },
{ {
id: 3, id: 3,
image: "/images/services/services4.jpg", image: "/images/home/service/risk_advisory.webp",
altText: "Service Image", altText: "Service Image",
title: "Risk Advisory", title: "Risk Advisory",
description: description:
"Lorem ipsum dolor sit amet, conseteturants atal into sadipscing elitr, sed diam nonumy eirmod nsa ada tempor invidunt ut", "Our Risk Advisory services follows a 4-step ‘EASE’ Approach: E – Understand existing processes A – Analyze the gaps S – Set up SOP’s E – Effective Implementation",
linkText: "Read More", linkText: "Read More",
detailsUrl: "/services/details", detailsUrl: "/services/details",
}, },
{ {
id: 4, id: 4,
image: "/images/services/services4.jpg", image: "/images/home/service/business_advisory.webp",
altText: "Service Image", altText: "Service Image",
title: "Business Advisory", title: "Business Advisory",
description: description:
"Lorem ipsum dolor sit amet, conseteturants atal into sadipscing elitr, sed diam nonumy eirmod nsa ada tempor invidunt ut", "From inception to maturity, we are your financial guide for navigating each critical stage of business growth. Our tailored Business Advisory Services blend strategic foresight with financial know-how, to take the journey to financial excellence.",
linkText: "Read More", linkText: "Read More",
detailsUrl: "/services/details", detailsUrl: "/services/details",
}, },
...@@ -58,10 +58,11 @@ const ClientService = () => { ...@@ -58,10 +58,11 @@ const ClientService = () => {
<Container> <Container>
<div className="section-title"> <div className="section-title">
<span className="sub-title">Client Servicing</span> <span className="sub-title">Client Servicing</span>
<Heading el="h2" heading="Core Services" /> <Heading el="h2" heading="What we do?" />
<p> <p>
Lorem ipsum dolor sit amet, conseteturants atal into sadipscing At Advith Consulting, we harness our wealth of Knowledge and
elitr, sed diam nonumy eirmod nsa ada tempor invidunt ut expertise, leveraging our People to deliver exceptional Client
satisfaction.
</p> </p>
</div> </div>
......
container/Home/HomeBanner.js
...@@ -7,40 +7,41 @@ import Image from "next/image"; ...@@ -7,40 +7,41 @@ import Image from "next/image";
const bannerData = [ const bannerData = [
{ {
backgroundImage: "/images/banner/banner-bg1.jpg", backgroundImage: "/images/banner/bannerbg1.png",
subtitle: "Welcome to Advith Consulting!", subtitle: "Welcome to Advith Consulting!",
title: "Lorem Ipsum is simply dummy", title:
"Finance Consulting - Powered by Knowledge, Driven by People, Committed to Client Servicing ",
description: description:
"As businesses & individuals grow, the. We, at Advith Consulting offer guidance and support to help you navigate growth and expansion through our array of offerrings. Our name, Advith, means second to none and that's the level of excellence we strive for in everything we do. ", "As businesses & individuals grow, the. We, at Advith Consulting offer guidance and support to help you navigate growth and expansion through our array of offerrings. Our name, Advith, means second to none and that's the level of excellence we strive for in everything we do.",
buttonText1: "Contact Us", buttonText1: "Contact Us",
buttonLink1: "/contact", buttonLink1: "/contact",
buttonText2: "Get Started", buttonText2: "Get Started",
buttonLink2: "/contact", buttonLink2: "/contact",
image: "/images/banner/banner1.png", image: "/images/banner/hero1.png",
}, },
{ {
backgroundImage: "/images/banner/banner-bg1.jpg", backgroundImage: "/images/banner/bannerbg2.png",
subtitle: "Lorem Ipsum Is", subtitle: "Welcome to Advith Consulting!",
title: "Lorem Ipsum is simply dummy", title: "Tailored Solutions - Industry and Geography agnostic",
description: description:
"Given our vast experience of having served clients across various segments, we are poised to deliver custom solutions to Startups, HNIs, Family Businesses, MSMEs, and MNCs in the areas of CFO & FC Services, Transaction Advisory, Business Advisory & Risk Advisory. ", "Given our vast experience of having served clients across various segments, we are poised to deliver custom solutions to Startups, HNIs, Family Businesses, MSMEs, and MNCs in the areas of CFO & FC Services, Transaction Advisory, Business Advisory & Risk Advisory.",
buttonText1: "Contact Us", buttonText1: "Contact Us",
buttonLink1: "/contact", buttonLink1: "/contact",
buttonText2: "Get Started", buttonText2: "Get Started",
buttonLink2: "/contact", buttonLink2: "/contact",
image: "/images/banner/banner1.png", image: "/images/banner/hero2.png",
}, },
{ {
backgroundImage: "/images/banner/banner-bg1.jpg", backgroundImage: "/images/banner/bannerbg3.png",
subtitle: "Lorem Ipsum Is", subtitle: "Welcome to Advith Consulting!",
title: "Lorem Ipsum is simply dummy", title: "Expert Finance Solutions for informed decision making",
description: description:
"Many businesses, especially startups and small businesses, may not have the expertise required to make informed financial decisions - Advith Consulting provides you access to experienced professionals as required by your business.", "Many businesses, especially startups and small businesses, may not have the expertise required to make informed financial decisions - Advith Consulting provides you access to experienced professionals as required by your business. ",
buttonText1: "Contact Us", buttonText1: "Contact Us",
buttonLink1: "/contact", buttonLink1: "/contact",
buttonText2: "Get Started", buttonText2: "Get Started",
buttonLink2: "/contact", buttonLink2: "/contact",
image: "/images/banner/banner1.png", image: "/images/banner/hero3.png",
}, },
]; ];
...@@ -78,7 +79,7 @@ const HomeBanner = () => { ...@@ -78,7 +79,7 @@ const HomeBanner = () => {
> >
<Container> <Container>
<Row className="align-items-center"> <Row className="align-items-center">
<Col lg={6} md={12}> <Col lg={7} md={12}>
<div className="main-banner-content"> <div className="main-banner-content">
<span className="sub-title">{banner.subtitle}</span> <span className="sub-title">{banner.subtitle}</span>
<h1>{banner.title}</h1> <h1>{banner.title}</h1>
...@@ -96,7 +97,7 @@ const HomeBanner = () => { ...@@ -96,7 +97,7 @@ const HomeBanner = () => {
</div> </div>
</Col> </Col>
<Col lg={6} md={12}> <Col lg={5} md={12}>
<div className="main-banner-image"> <div className="main-banner-image">
<Image <Image
fill fill
......
container/Home/HomeBlog.js
...@@ -9,7 +9,7 @@ import { Col, Container, Row } from "react-bootstrap"; ...@@ -9,7 +9,7 @@ import { Col, Container, Row } from "react-bootstrap";
const blogPosts = [ const blogPosts = [
{ {
id: 1, id: 1,
image: "/images/blog/blog1.jpg", image: "/images/blog/blogs1.jpeg",
altText: "Blog Image", altText: "Blog Image",
date: "Jan 22, 2024", date: "Jan 22, 2024",
author: "Lords Evans", author: "Lords Evans",
...@@ -22,7 +22,7 @@ const blogPosts = [ ...@@ -22,7 +22,7 @@ const blogPosts = [
}, },
{ {
id: 2, id: 2,
image: "/images/blog/blog2.jpg", image: "/images/blog/blog-2.jpeg",
altText: "Blog Image", altText: "Blog Image",
date: "Jan 22, 2024", date: "Jan 22, 2024",
author: "Sarah Taylor", author: "Sarah Taylor",
...@@ -35,7 +35,7 @@ const blogPosts = [ ...@@ -35,7 +35,7 @@ const blogPosts = [
}, },
{ {
id: 3, id: 3,
image: "/images/blog/blog3.jpg", image: "/images/blog/blogs3.jpeg",
altText: "Blog Image", altText: "Blog Image",
date: "Jan 22, 2024", date: "Jan 22, 2024",
author: "James Andy", author: "James Andy",
......
container/Home/People.js
...@@ -44,7 +44,7 @@ const People = () => { ...@@ -44,7 +44,7 @@ const People = () => {
viewport={{ once: false, amount: 0.4 }} viewport={{ once: false, amount: 0.4 }}
> >
<Image <Image
src="/images/home/knowledge.png" src="/images/home/people.webp"
layout="fill" layout="fill"
className="img-fluid image" className="img-fluid image"
alt="image" alt="image"
...@@ -55,7 +55,7 @@ const People = () => { ...@@ -55,7 +55,7 @@ const People = () => {
<Col lg={6} md={12}> <Col lg={6} md={12}>
<div className="call-back-request-text"> <div className="call-back-request-text">
<span className="sub-title">{heading[0].subtitle}</span> {/* <span className="sub-title">{heading[0].subtitle}</span> */}
<Heading el="h2" heading={heading[0].title} className="h2" /> <Heading el="h2" heading={heading[0].title} className="h2" />
<p>{heading[0].description}</p> <p>{heading[0].description}</p>
......
container/Knowledge/KnowledgeContent.js
...@@ -10,8 +10,7 @@ const serviceContent = [ ...@@ -10,8 +10,7 @@ const serviceContent = [
"Knowledge is the cornerstone of Advith. We read & research, not only to deliver but primarily to learn with a view to achieve a 360º perspective on various subjects.", "Knowledge is the cornerstone of Advith. We read & research, not only to deliver but primarily to learn with a view to achieve a 360º perspective on various subjects.",
title: "Knowledge", title: "Knowledge",
paragraphs: [ paragraphs: [
"Sed ut perspiciatis unde omnis iste natus error sit voluptatem accusantium doloremque laudantium, totam rem aperiam, eaque ipsa quae ab illo inventore veritatis et quasi architecto beatae vitae dicta sunt explicabo.", "Knowledge is the cornerstone of Advith. We read & research, not only to deliver but primarily to learn with a view to achieve a 360º perspective on various subjects.",
"Lorem ipsum dolor sit amet, consetetur sadipscing elitr, sed diam nonumy a eirmod tempor invidunt ut labore et dolore magna aliquyam erat, sed diam voluptua. At verorh eos et accusam at vero eos et accusam.",
], ],
}, },
// You can add more content objects here // You can add more content objects here
...@@ -56,7 +55,7 @@ const KnowledgeContent = () => { ...@@ -56,7 +55,7 @@ const KnowledgeContent = () => {
<Col lg={6} md={12}> <Col lg={6} md={12}>
{serviceContent.map((content, index) => ( {serviceContent.map((content, index) => (
<div className="call-back-request-content" key={index}> <div className="call-back-request-content" key={index}>
<span className="sub-title">{content.subTitle}</span> {/* <span className="sub-title">{content.subTitle}</span> */}
<Heading el="h2" heading={content.title} className="h2" /> <Heading el="h2" heading={content.title} className="h2" />
{content.paragraphs.map((paragraph, pIndex) => ( {content.paragraphs.map((paragraph, pIndex) => (
<p key={pIndex}>{paragraph}</p> <p key={pIndex}>{paragraph}</p>
......
layout/Footer.js
...@@ -20,24 +20,11 @@ const Footer = () => { ...@@ -20,24 +20,11 @@ const Footer = () => {
/> />
</Link> </Link>
<p> <p>
Lorem ipsum dolor sit amet sadipscing elitr, sed diam no Advith Consulting , a distinguished boutique finance
tempor invidunt ut. consulting firm with a proud legacy of over 40 years. Our
journey has been driven by three core pillars: Knowledge,
People, and Client Servicing.
</p> </p>
<div className="footer-contact-info">
<h5>Contact:</h5>
<ul>
<li>
<span>Call:</span>{" "}
<a href="tel:+91-6364133111">+91-6364133111</a>
</li>
<li>
<span>Email:</span>{" "}
<a href="mailto:info@advithconsulting.in">
info@advithconsulting.in
</a>
</li>
</ul>
</div>
</div> </div>
</div> </div>
...@@ -94,6 +81,23 @@ const Footer = () => { ...@@ -94,6 +81,23 @@ const Footer = () => {
– 560 070. Karnataka, India. – 560 070. Karnataka, India.
</p> </p>
</div> </div>
<div className="single-footer-widget">
<div className="footer-contact-info">
<h5>Contact:</h5>
<ul>
<li>
<span>Call:</span>
<a href="tel:+91-6364133111">+91-6364133111</a>
</li>
<li>
<span>Email:</span>
<a href="mailto:info@advithconsulting.in">
info@advithconsulting.in
</a>
</li>
</ul>
</div>
</div>
</div> </div>
</div> </div>
</div> </div>
......
public/images/calltoaction.webp 0 → 100644
No preview for this file type
public/images/client/ADALVO.svg 0 → 100644
<svg width="190" height="60" viewBox="0 0 190 60" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g clip-path="url(#clip0_1831_107)">
<rect width="190" height="60" fill="white"/>
<rect x="26" y="-39" width="138" height="138" fill="url(#pattern0_1831_107)"/>
</g>
<defs>
<pattern id="pattern0_1831_107" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#image0_1831_107" transform="scale(0.00287356)"/>
</pattern>
<clipPath id="clip0_1831_107">
<rect width="190" height="60" fill="white"/>
</clipPath>
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"/>
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styles/styles.css
...@@ -1425,8 +1425,10 @@ Main Banner Area CSS ...@@ -1425,8 +1425,10 @@ Main Banner Area CSS
} }
.main-banner-content h1 { .main-banner-content h1 {
font-size: 60px; font-size: 40px;
margin-bottom: 20px; margin-bottom: 20px;
letter-spacing: 1px;
line-height: 2.8vw;
} }
.main-banner-content p { .main-banner-content p {
...@@ -2444,18 +2446,19 @@ Projects Area CSS ...@@ -2444,18 +2446,19 @@ Projects Area CSS
} }
.single-projects-box:hover img { .single-projects-box:hover img {
transform: scale(1.7); transform: scale(1.2);
filter: grayscale(90%); filter: grayscale(90%);
} }
.single-projects-box:hover h3 { .single-projects-box:hover h3 {
opacity: 0; margin-top: 4vh;
visibility: hidden; /* opacity: 0; */
/* visibility: hidden; */
} }
.single-projects-box:hover span { .single-projects-box:hover span {
opacity: 0; /* opacity: 0; */
visibility: hidden; /* visibility: hidden; */
} }
.single-projects-box:hover .default-btn { .single-projects-box:hover .default-btn {
...@@ -2928,7 +2931,7 @@ What We Do Area CSS ...@@ -2928,7 +2931,7 @@ What We Do Area CSS
} }
.what-we-do-image img { .what-we-do-image img {
border-radius: 5px; border-radius: 10%;
} }
.what-we-do-image .shape { .what-we-do-image .shape {
......
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