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changes update

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Showing 121 changed files with 1054 additions and 322 deletions
components/reuseables/ServicesContent.js
......@@ -31,7 +31,7 @@ const ContentSection = ({
src={imageSrc}
alt={imageAlt}
layout="fill"
className="object-fit image "
className="object-fit image rounded-5"
/>
</motion.div>
</Col>
......
container/Blog/Blog.js
......@@ -6,7 +6,7 @@ import Image from "next/image";
import { Col, Container, Row } from "react-bootstrap";
const banners = [
{
imageSrc: "/images/banner/knowledge.webp",
imageSrc: "/images/banner/blog.webp",
pageTitle: "Blogs",
homePageUrl: "/",
homePageText: "Home",
......
container/BudgetPanorama/index.js
......@@ -8,7 +8,7 @@ import PageBanner from "@/components/reuseables/PageBanner";
import Image from "next/image";
const banners = [
{
imageSrc: "/images/banner/knowledge.webp",
imageSrc: "/images/banner/budget_panorama.webp",
pageTitle: "Budget Panorama",
homePageUrl: "/",
homePageText: "Home",
......@@ -19,71 +19,71 @@ const services = [
{
id: 1,
serviceTitle: "Budget Panorama - 2024",
serviceShortDescription: "Overview of the latest budget details.",
serviceDetailsUrl: "images/my_pdf/PDF1722416289.pdf",
serviceShortDescription: "Advith Consulting is a seasoned business consulting firm with nearly 40 years of experience. The firm is led by a core team of highly experienced professionals with sound knowledge in their area of expertise.",
serviceDetailsUrl: "/images/knoweledge/pdf/budgetpanorama/Budget-Panorama-2024.pdf",
date: "31 Jul 2024",
},
{
id: 2,
serviceTitle: "Budget Panorama - 2023",
serviceShortDescription: "Insights from the budget report.",
serviceDetailsUrl: "images/my_pdf/PDF1676028541.pdf",
serviceShortDescription: "Advith Consulting is a business consulting firm with almost 40 years of experience on its resume. We provide a myriad of business consulting services in the fields of Direct tax, Indirect tax, Outsourcing (CFO services, Accounts, Payroll & Compliance Management), Corporate law & Advisory among others.",
serviceDetailsUrl: "/images/knoweledge/pdf/budgetpanorama/Budget-Panorama-2023.pdf",
date: "10 Feb 2023",
},
{
id: 3,
serviceTitle: "Budget Panorama - 2022",
serviceShortDescription: "Summary of the budget highlights.",
serviceDetailsUrl: "images/my_pdf/PDF1644406663.pdf",
serviceShortDescription: "Amidst the growing worry due to the 3rd Covid wave, in particular the Omicron wave, the Hon'ble Finance Minister of India (FM) presented the Budget 2022 on 1st February 2022. The Economic Survey which was tabled before the India Parliament indicated a real GDP expansion of 9.2% in 2021-22, which showed a faster recovery of the economy after it contracted in FY 2020-21. This a positive sign and also shows the resilience that the Indian economy inherently has.",
serviceDetailsUrl: "/images/knoweledge/pdf/budgetpanorama/Budget-Panorama-2022.pdf",
date: "09 Feb 2022",
},
{
id: 4,
serviceTitle: "Budget - 2021",
serviceShortDescription: "Key points from the 2021 budget.",
serviceDetailsUrl: "images/my_pdf/PDF1629281326.pdf",
serviceShortDescription: "The Hon'ble Finance Minister presented the Budget 2021 under circumstances which were unprecedented. The outbreak of pandemic and its negative impact was felt around the world and India was no exception. The lockdown that was announced to contain the spread of virus and its impact on the economy was brutal. The FM had a very difcult job to do, to present the Budget in such a backdrop. ",
serviceDetailsUrl: "/images/knoweledge/pdf/budgetpanorama/Budget-2021.pdf",
date: "23 Aug 2021",
},
{
id: 5,
serviceTitle: "Budget - 2020",
serviceShortDescription: "An overview of the 2020 budget.",
serviceDetailsUrl: "images/my_pdf/PDF1629281462.pdf",
serviceShortDescription: "India witnessed a very sluggish economy in the last one year. The job growth was limited, some sectors like real estate and auto went in for a very rough phase with negative growth. In order to arrest some of these negative factors and to bring back positive sentiments, the Government made quite a few big bang announcements without waiting for the budget. Such announcements did help the ",
serviceDetailsUrl: "/images/knoweledge/pdf/budgetpanorama/Budget-2020.pdf",
date: "20 Aug 2021",
},
{
id: 6,
serviceTitle: "Final Budget - 2019",
serviceShortDescription: "Details of the final budget for 2019.",
serviceDetailsUrl: "images/my_pdf/PDF1629874104.pdf",
serviceShortDescription: "With an astounding victory, team Modi 2.0 was elected back to power. In this background, it was very well known that this will not be a populist budget, but it would be a development oriented one. True to such expectations, Mrs.Nirmala Sitharaman presented her maiden budget on 5th July, 2019. ",
serviceDetailsUrl: "/images/knoweledge/pdf/budgetpanorama/Final-Budget-2019.pdf",
date: "12 Jul 2019",
},
{
id: 7,
serviceTitle: "Interim Budget - 2019",
serviceShortDescription: "Information on the interim budget of 2019.",
serviceDetailsUrl: "images/my_pdf/PDF1629874052.pdf",
serviceShortDescription: "The Finance Minister Sri Piyush Goyal presented an Interim Union Budget, 2019 on 1st February, 2019. Being an election year, the interim budget was keenly watched to see if the Government will tend to become populist and ignore scal prudence or will they stick to scal discipline. To a large extent, the Finance Minister has done a great ",
serviceDetailsUrl: "/images/knoweledge/pdf/budgetpanorama/PDF1629874052.pdf",
date: "11 Feb 2019",
},
{
id: 8,
serviceTitle: "Budget - 2018",
serviceShortDescription: "Insights from the 2018 budget.",
serviceDetailsUrl: "images/my_pdf/PDF1629874244.pdf",
serviceShortDescription: "Advith Consulting is a multi-disciplinary consulting Firm providing professional services in the areas of book keeping, taxation, corporate law, transaction advisory, process consulting and the like. Our client base spans over various industry verticals such as hospitality, manufacturing, ",
serviceDetailsUrl: "/images/knoweledge/pdf/budgetpanorama/Interim-Budget-2019.pdf",
date: "12 Jun 2018",
},
{
id: 9,
serviceTitle: "Budget - 2017",
serviceShortDescription: "Overview of the 2017 budget.",
serviceDetailsUrl: "images/my_pdf/PDF1629874296.pdf",
serviceShortDescription: "This year, Indian economy saw a lot of transitional activity. While we still want to believe that we are a bright spot in the global economy, the economic parameters are increasingly showing mixed signs. Increasing unemployment emerged as the biggest problem;",
serviceDetailsUrl: "/images/knoweledge/pdf/budgetpanorama/Budget-2017.pdf",
date: "12 Jun 2017",
},
{
id: 10,
serviceTitle: "Budget - 2016",
serviceShortDescription: "Highlights from the 2016 budget.",
serviceDetailsUrl: "images/my_pdf/PDF1629874330.pdf",
serviceShortDescription: "An independent yet global economy is an ideal situation that each country tries to achieve. With global economic slowdown, mounting social unrest, terrorism and border disputes, each country is trying more innovative ways to achieve a fine balance of globalisation and ",
serviceDetailsUrl: "/images/knoweledge/pdf/budgetpanorama/Budget-2016.pdf",
date: "12 Jun 2016",
},
];
......
container/Career/CareerListing.js
......@@ -15,30 +15,30 @@ const services = [
jobtype: "Full Time",
serviceDetailsUrl: "/career/detail",
},
{
id: 2,
serviceIcon: "icon ri-briefcase-line",
serviceTitle: "Manager - Direct Tax Services",
serviceShortDescription:
"Would be involved in the Firm’s effort towards reading, researching, content creation and content dissemination in various modes Would be involved in ",
location: "Bangalore South, India",
yearofExperience: "1-3 years",
Date: "Jul 23, 2022",
jobtype: "Full Time",
serviceDetailsUrl: "/career/detail",
},
{
id: 3,
serviceIcon: "icon ri-briefcase-line",
serviceTitle: "Manager - Direct Tax Services",
serviceShortDescription:
"Would be involved in the Firm’s effort towards reading, researching, content creation and content dissemination in various modes Would be involved in ",
location: "Bangalore South, India",
yearofExperience: "1-3 years",
Date: "Jul 23, 2022",
jobtype: "Full Time",
serviceDetailsUrl: "/career/detail",
},
// {
// id: 2,
// serviceIcon: "icon ri-briefcase-line",
// serviceTitle: "Manager - Direct Tax Services",
// serviceShortDescription:
// "Would be involved in the Firm’s effort towards reading, researching, content creation and content dissemination in various modes Would be involved in ",
// location: "Bangalore South, India",
// yearofExperience: "1-3 years",
// Date: "Jul 23, 2022",
// jobtype: "Full Time",
// serviceDetailsUrl: "/career/detail",
// },
// {
// id: 3,
// serviceIcon: "icon ri-briefcase-line",
// serviceTitle: "Manager - Direct Tax Services",
// serviceShortDescription:
// "Would be involved in the Firm’s effort towards reading, researching, content creation and content dissemination in various modes Would be involved in ",
// location: "Bangalore South, India",
// yearofExperience: "1-3 years",
// Date: "Jul 23, 2022",
// jobtype: "Full Time",
// serviceDetailsUrl: "/career/detail",
// },
];
const CareerListing = () => {
return (
......
container/ClientServicing/Ba/BaPage.js
......@@ -8,7 +8,7 @@ import MethodOne from "@/components/reuseables/services/MethodOne";
import Clientele from "@/components/reuseables/Clientele";
const banners = [
{
imageSrc: "/images/banner/csp.webp",
imageSrc: "/images/banner/business_advisory.webp ",
pageTitle: "Business Advisory ",
homePageUrl: "/",
homePageText: "Home",
......@@ -23,7 +23,7 @@ const BAData = [
paragraphs: [
"At Advith Consulting, we guide businesses through the critical growth stages - Existence, Survival, Success, Take off & Maturity . Our advisory services are tailored to navigate each phase with strategic foresight and financial acumen, ensuring your business thrives at every turn. Partner with us for a journey of financial excellence.",
],
imageSrc: "/images/about/people.jpg",
imageSrc: "/images/client-service/About-Business-Advisory.png",
imageAlt: "Client Servicing Image",
},
......@@ -36,7 +36,7 @@ const shareholders = [
paragraphs: [
"McKinsey & Company has defined a matrix where they have arrived at 4 types of consulting - a neutral facilitator, a facilitative consultant, an observer or an expert. In Business Conuslting engagements, in addition to performing these roles, we also perform the role of a doer and an enabler, helping founders solve problems with their idea. ",
],
imageSrc: "/images/home/knowledge.png",
imageSrc: "/images/client-service/stake.png",
imageAlt: "FC & CFO Services Image",
},
];
......@@ -48,7 +48,7 @@ const aboutcfo = [
paragraphs: [
"An idea is great only as long as it solves a problem. In solving a problem, an organisation and its founder go through multiple stages. Founders are often stuck in a balancing act, handling multiple stakeholders and their expectations.Through our Business Advisory engagements, we play the critical role of guiding organizations through their growth journey, providing strategic insights and actionable plans that align with their goals. We help management teams and founders navigate the complexities of each stage, from existence to maturity, ensuring they make informed decisions. Our expertise enables us to identify the strengths, weaknesses, opportunities and threats of organisations, ultimately supporting our clients in achieving their long-term vision while effectively balancing stakeholder expectations",
],
imageSrc: "/images/home/knowledge.png",
imageSrc: "/images/client-service/cfo.webp",
imageAlt: "FC & CFO Services Image",
},
];
......@@ -64,47 +64,55 @@ const MethodOneData = [
{
stepNumber: "01",
img: "/images/shape/icon/discovery.png",
title: "lorem",
title: "Founder’s Office",
descr:
"Lorem Ipsum is simply dummy text of the printing and typesetting industry",
"Our Founders's Office offers strategic guidance and executive oversight, ensuring alignment with the organization's long-term vision and objectives. We facilitate high-level decision-making processes and foster stakeholder relationships to drive sustainable growth and corporate excellence.",
altText: "discovery-icon",
},
{
stepNumber: "02",
img: "/images/shape/icon/analysis.png",
title: "lorem",
descr: " Analyze past financial data to uncover trends and obtain insights",
title: "Family Business Advisory & Succession Planning",
descr: "Our Family Business Advisory services focus on sustaining and enhancing family-owned enterprises. We provide strategies for governance, succession planning, family office setup and conflict resolution to ensure long-term success and harmony within the family business.",
altText: "analysis-icon",
},
{
stepNumber: "03",
img: "/images/shape/icon/setup.png",
title: "lorem",
descr: " Establishing the Modus Operandi of the finance function",
title: "Compensation Structuring (Stock Based Plans)",
descr: "Our Compensation Structuring services are designed to align employee incentives with company performance and strategic goals. We develop and implement comprehensive compensation plans that attract, retain, and motivate top talent while fostering a culture of ownership and engagement.",
altText: "setup-icon",
},
{
stepNumber: "04",
img: "/images/shape/icon/execution.png",
title: "lorem",
descr: " Implement financial strategies and manage day-to-day operations ",
title: "Transfer Pricing",
descr: "We provide comprehensive transfer pricing strategies, documentation, and risk assessment to manage intercompany transactions effectively and minimize potential tax challenges.",
altText: "execution-icon",
},
{
stepNumber: "05",
img: "/images/shape/icon/setup.png",
title: "lorem",
title: "Bespoke Advisory",
descr:
" Reporting to the Management, Board of Directors, Investors as the case may be",
"Our Business Advisory practice is agile & agnostic to the type & size of an organisation. We offer solutions covering the strategic, operational & tactical needs of any business. ",
altText: "setup-icon",
},
{
stepNumber: "06",
img: "/images/shape/icon/execution.png",
title: "lorem",
descr: "Continuous evaluation to make the process & reporting better",
title: "Transformation Engagements",
descr: "Our Transformation Engagements are designed to drive comprehensive change. We implement innovative strategies and solutions to optimize business processes, foster a culture of continuous improvement, and achieve measurable results. ",
altText: "execution-icon",
},
{
stepNumber: "07",
img: "/images/shape/icon/setup.png",
title: "Governance Models",
descr:
"Our Governance Models services help create clear and effective frameworks for better decision-making and accountability. We design customized structures to improve performance and ensure regulatory compliance. ",
altText: "setup-icon",
},
];
const partners = [
......
container/ClientServicing/CFO/CfoPage.js
......@@ -13,7 +13,7 @@ import Clientele from "@/components/reuseables/Clientele";
import MethodTwoMobile from "@/components/reuseables/services/MethodMobile";
const banners = [
{
imageSrc: "/images/banner/csp.webp",
imageSrc: "/images/banner/virtual_fc.webp",
pageTitle: "Virtual FC & CFO Services",
homePageUrl: "/",
homePageText: "Home",
......@@ -28,7 +28,7 @@ const CFOData = [
paragraphs: [
"FC & CFO Services at Advith Consulting LLP brings together specialists at different functional layers enabling finance operations in your organisation to function in an efficient manner. Depending upon the requirement of the business, our areas of focus range from streamling routine finance operations to ensuring compliances including taxation and corporate law and even to strategic, business finance & assurance, to provide a holistic approach to financial management. ",
],
imageSrc: "/images/about.png",
imageSrc: "/images/client-service/Client Servicing - CFO.webp",
imageAlt: "Client Servicing Image",
},
{
......@@ -37,7 +37,7 @@ const CFOData = [
paragraphs: [
"The significance and role of a finance function in an organisation depends on multiple factors including the vision of the management, nature of business, scale of operations & status of funding among others. At Advith Consulting, we offer FC & CFO Services upon careful evaluation of the requirement of your business. Our role as FC's and CFO's will be to act as enablers in moving from data entry and reporting merely as a compliance to a mechanism wherein we bring together insightful data analysis and financial expertise to offer actionable insights to the leadership team",
],
imageSrc: "/images/about.png",
imageSrc: "/images/client-service/About_FC_&_CFO_Services.webp",
imageAlt: "FC & CFO Services Image",
},
{
......@@ -46,7 +46,7 @@ const CFOData = [
paragraphs: [
"A typical finance function in an organization is structured in the manner of a pyramid with the executors at the base and strategic decision making at the pinnacle. Each layer has incremental responsibilities which are all aligned to the organization’s vision. The pyramid of finance operations is a testament to structured efficiency. Each layer signifies a distinct function, essential to the integrity of the whole. ",
],
imageSrc: "/images/about.png",
imageSrc: "/images/client-service/Methodology 1 - How we do it.webp",
imageAlt: "FC & CFO Services Image",
},
];
......
container/ClientServicing/RA/RaPage.js
......@@ -9,7 +9,7 @@ import { Container } from "react-bootstrap";
const banners = [
{
imageSrc: "/images/banner/csp.webp",
imageSrc: "/images/banner/risk_advisory.webp",
pageTitle: " Risk Advisory",
homePageUrl: "/",
homePageText: "Home",
......@@ -25,7 +25,7 @@ const RAData = [
paragraphs: [
"As businesses grow and expand their footprint, an area that is often neglected is the requirement to bring in discipline in areas of finance, human resource management operations. At Advith Consulting, we follow a 4-step EASE Approach. E – Understand existing processes , A – Analyze the gaps S – Set up SOP’s , E – Effective Implementation ",
],
imageSrc: "/images/about/people.jpg",
imageSrc: "/images/client-service/Risk Advisory.webp",
imageAlt: "Client Servicing Image",
},
{
......@@ -34,7 +34,7 @@ const RAData = [
paragraphs: [
"Often, it is not until something goes wrong that an organisation realises that it is has ineffective internal controls. Further, there is also a misconception among organisations that internal controls are needed only to satisy the statutory auditor. Strong internal controls play a crucial role in the success of any organisation. They enhance efficiency, ensure compliance, streamline operations & facilitate growth. Irrespective of the size of your organisation, defining processes, identifying risks & establishing controls are essential. At Advith, we understand the business of the entity and build strong yet agile processes to ensure that they stand the test of time. ",
],
imageSrc: "/images/home/knowledge.png",
imageSrc: "/images/client-service/About-Risk-Advisory.png",
imageAlt: "FC & CFO Services Image",
},
];
......
container/ClientServicing/TA/TaPage.js
......@@ -10,7 +10,7 @@ import Clientele from "@/components/reuseables/Clientele";
const banners = [
{
imageSrc: "/images/banner/csp.webp",
imageSrc: "/images/banner/transaction_advisory.webp",
pageTitle: " Transaction Advisory",
homePageUrl: "/",
homePageText: "Home",
......@@ -25,7 +25,7 @@ const CFOData = [
paragraphs: [
"At Advith Consulting, we don’t see deals as isolated events but rather as multiple related events forming part of a dynamic lifecycle. Our approach encompasses strategy, project management & execution and post transaction support. Our services include Deal Structuring, Mergers & Acquisitions, Due Diligence, Valuations, Cross Border Transactions, Transfer Pricing Advisory, Fund Raise Management, etc",
],
imageSrc: "/images/home/knowledge.png",
imageSrc: "/images/client-service/Transaction-Advisory.png",
imageAlt: "Client Servicing Image",
},
{
......@@ -34,7 +34,7 @@ const CFOData = [
paragraphs: [
"Make or break events for an organisation, a transaction is an event that is likey to impact the operations, growth and scale of organisations in a siginficant manner.We bring together experts at different functional layers in order to ensure that you receive a 360 degree perspective on your transaction.",
],
imageSrc: "/images/home/knowledge.png",
imageSrc: "/images/client-service/About-Transaction-Advisory.png",
imageAlt: "FC & CFO Services Image",
},
// Add more objects here if needed
......
container/Corpedia/CorpediaPage.js
......@@ -8,7 +8,7 @@ import PageBanner from "@/components/reuseables/PageBanner";
import Image from "next/image";
const banners = [
{
imageSrc: "/images/banner/knowledge.webp",
imageSrc: "/images/banner/corpedia.webp",
pageTitle: "Corpedia",
homePageUrl: "/",
homePageText: "Home",
......@@ -21,8 +21,8 @@ const services = [
id: 1,
serviceTitle: "Karnataka Compulsory Gratuity Insurance Rules, 2024",
serviceShortDescription:
"The Karnataka government has made it mandatory for employers to offer gratuity insurance for their employees. These rules ensure the timely payment of gratuity and provide a more secure framework for employee benefits.",
serviceDetailsUrl: "/corpedia/details",
"Gratuity is a monetary compensation payable by an employer to employees who have rendered 5 or more years of continuous service to an organization and retires or quits the organization",
serviceDetailsUrl: "/images/knoweledge/pdf/corpedia/Karnataka_Compulsory_Gratuity_Insurance_Rules,_2024.pdf",
date: "15 Feb 2024",
},
{
......@@ -30,79 +30,79 @@ const services = [
serviceTitle: "Recent amendment in Companies and LLP Act in India",
serviceShortDescription:
"Recently, the Ministry of Corporate Affairs came out with certain amendments concerning dematerilisation of shares of private limited companies, the issue of warrants by companies, certain administrative matters, and additional compliances applicable to Limited Liability Partnerships (LLP).",
serviceDetailsUrl: "/corpedia/details",
serviceDetailsUrl: "/images/knoweledge/pdf/corpedia/Recent_amendment_in_Companies_and_LLP_Act_in_India.pdf",
date: "16 Nov 2023",
},
{
id: 3,
serviceTitle: "Recent Amendments relating to Accounts and Audit under Companies Act, 2013",
serviceShortDescription:
"Several amendments have been introduced under the Companies Act, 2013, specifically regarding auditing and reporting standards, compliance requirements, and financial disclosures.",
serviceDetailsUrl: "/corpedia/details",
"Recently, the Ministry of Corporate Affairs came out with certain amendments which impact the maintenance of accounts, reporting and preparation of financial statements.",
serviceDetailsUrl: "/images/knoweledge/pdf/corpedia/Recent_Amendments_relating_to_Accounts_and_Audit_under_Companies_Act,_2013.pdf",
date: "18 Aug 2021",
},
{
id: 4,
serviceTitle: "The Companies (Corporate Social Responsibility Policy) Amendment Rules, 2021",
serviceShortDescription:
"The 2021 amendment to CSR rules focuses on expanding the scope of CSR activities, ensuring better compliance, and introducing a more structured approach to corporate social responsibility.",
serviceDetailsUrl: "/corpedia/details",
"The Company law in India mandates certain category of companies to carry out Corporate Social Responsibility (CSR) activities mandatorily. ",
serviceDetailsUrl: "/images/knoweledge/pdf/corpedia/The_Companies_(Corporate_Social_Responsibility_Policy)_Amendment_Rules,_2021.pdf",
date: "28 Jan 2021",
},
{
id: 5,
serviceTitle: "Company and LLP – Amnesty Schemes",
serviceShortDescription:
"The government introduced amnesty schemes aimed at providing relief to companies and LLPs with overdue filings and compliance requirements, offering reduced penalties.",
serviceDetailsUrl: "/corpedia/details",
"Ministry of Corporate Affairs (MCA), in order to encourage Companies and Limited Liability Partnerships (LLPs) to come clean on all the non-compliances",
serviceDetailsUrl: "/images/knoweledge/pdf/corpedia/Company_and_LLP_Amnesty_Schemes.pdf",
date: "04 Apr 2020",
},
{
id: 6,
serviceTitle: "ESI contribution rates reduced",
serviceShortDescription:
"In an effort to support businesses and employees, the ESI contribution rates have been significantly reduced, offering relief to both employers and employees.",
serviceDetailsUrl: "/corpedia/details",
"The Employees’ State Insurance Corporation (ESIC), a statutory body, is set up under the Employees’ State Insurance (ESI) Act, 1948.",
serviceDetailsUrl: "/images/knoweledge/pdf/corpedia/ESI_contribution_rates_reduced.pdf",
date: "24 Jun 2019",
},
{
id: 7,
serviceTitle: "Condonation of Delay Scheme 2018",
serviceShortDescription:
"This scheme allows companies and LLPs to make up for delays in filing annual returns and financial statements with a condonation of penalties, ensuring compliance with statutory requirements.",
serviceDetailsUrl: "/corpedia/details",
"As per provisions of Companies Act, 2013 companies which are registered under the Act (or erstwhile Companies act, 1956) are required to file their Annual financial statements ",
serviceDetailsUrl: "/images/knoweledge/pdf/corpedia/Condonation_of_Delay_Scheme_2018.pdf",
date: "06 Jan 2018",
},
{
id: 8,
serviceTitle: "ESIC – Background & Recent Amendments",
serviceShortDescription:
"Recent amendments to the ESIC have introduced new reforms that strengthen employee welfare and ensure greater coverage for workers across various sectors.",
serviceDetailsUrl: "/corpedia/details",
"ESIC stands for Employees' State Insurance Corporation also called as The Karmachari Rajya Bima Nigam. Employees’ State Insurance Act, 1948 envisaged an integrated need based social insurance scheme that",
serviceDetailsUrl: "/images/knoweledge/pdf/corpedia/ESIC_Background_&_Recent_Amendments.pdf",
date: "11 Jan 2017",
},
{
id: 9,
serviceTitle: "The Master Stroke",
serviceShortDescription:
"The introduction of new reforms and regulations under this policy aims to streamline business practices and promote greater ease of doing business in India.",
serviceDetailsUrl: "/corpedia/details",
"India is the fastest growing major economy in the world. The Indian economy is the seventh-largest in the world measured by nominal GDP and the third - largest by purchasing power parity (PPP).",
serviceDetailsUrl: "/images/knoweledge/pdf/corpedia/The_Master_Stroke.pdf",
date: "10 Nov 2016",
},
{
id: 10,
serviceTitle: "Startup India Initiative – A Glimpse",
serviceShortDescription:
"The Startup India initiative offers tax breaks, incentives, and simplified compliance procedures for startups to promote innovation and entrepreneurship.",
serviceDetailsUrl: "/corpedia/details",
"The new buzzwords in the world today are startup, investor and valuation. increased entrepreneurial focus, backed by strong fund houses",
serviceDetailsUrl: "/images/knoweledge/pdf/corpedia/Startup_India_Initiative_A_Glimpse.pdf",
date: "30 Apr 2016",
},
{
id: 11,
serviceTitle: "The Companies (Accounting Standard) Amendment Rule, 2016",
serviceShortDescription:
"The amendment to the Companies (Accounting Standard) rules brings updated accounting practices in line with international standards, ensuring transparency and accuracy in financial reporting.",
serviceDetailsUrl: "/corpedia/details",
"The Companies Act, 2013 in provisions 128 requires every company to maintain books of account on accrual basis and according to double entry system",
serviceDetailsUrl: "/images/knoweledge/pdf/corpedia/The_Companies_(Accounting_Standard)_Amendment_Rule,_2016.pdf",
date: "18 Apr 2016",
},
];
......@@ -153,6 +153,7 @@ const CorpediaPage = () => {
<Link
href={service.serviceDetailsUrl}
className="default-btn"
target="_blank"
>
Read More
<i className="ri-arrow-right-line"></i>
......
container/Home/HomeBanner.js
......@@ -17,7 +17,7 @@ const bannerData = [
buttonLink1: "/contact",
buttonText2: "Get Started",
buttonLink2: "/client-servicing",
image: "/images/banner/hero1.png",
image: "/images/banner/home/1.png",
},
{
backgroundImage: "/images/banner/bannerbg2.png",
......@@ -29,7 +29,7 @@ const bannerData = [
buttonLink1: "/contact",
buttonText2: "Get Started",
buttonLink2: "/client-servicing",
image: "/images/banner/hero2.png",
image: "/images/banner/home/2.png",
},
{
backgroundImage: "/images/banner/bannerbg3.png",
......@@ -41,7 +41,7 @@ const bannerData = [
buttonLink1: "/contact",
buttonText2: "Get Started",
buttonLink2: "/client-servicing",
image: "/images/banner/hero-3.png",
image: "/images/banner/home/3.png",
},
];
......
container/IndustryFocus/Education.js
......@@ -32,27 +32,27 @@ const Sidebar = [
const TransactionAdvisory = [
{
title: "Deal Advisory",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Merger & Acquisition",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Due Diligence",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Due-Diligence.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Fund Raise Assistance",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Fund-Raise-Assistance.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Project Management ",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Project-Management.svg",
descr: "Lorem Ipsum is simply dummy text",
},
];
......@@ -60,22 +60,22 @@ const TransactionAdvisory = [
const BusinessAdvisory = [
{
title: "Strategic Office",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Taxation",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Business Modelling ",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Family Business Structuring ",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
// Add other services here...
......@@ -84,12 +84,12 @@ const BusinessAdvisory = [
const RiskAdvisory = [
{
title: "Establishing Process & Internal Controls",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Review of Internal Controls",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
// Add other services here...
......@@ -99,27 +99,27 @@ const serviceData = [TransactionAdvisory, BusinessAdvisory, RiskAdvisory];
const partners = [
{
image: "/images/clientel/academic-city.svg",
image: "/images/industry/education/1.png",
altText: "partner",
link: "#",
},
{
image: "/images/clientel/KNOWLEDGEUM.svg",
image: "/images/industry/education/2.png",
altText: "partner",
link: "#",
},
{
image: "/images/clientel/academic-city.svg",
image: "/images/industry/education/3.png",
altText: "partner",
link: "#",
},
{
image: "/images/clientel/KNOWLEDGEUM.svg",
image: "/images/industry/education/4.png",
altText: "partner",
link: "#",
},
{
image: "/images/clientel/academic-city.svg",
image: "/images/industry/education/5.png",
altText: "partner",
link: "#",
},
......@@ -138,7 +138,9 @@ const Education = () => {
<span className="sub-title">{item.subtitle}</span>
<Heading el="h2" heading={item.title} className="h2" />
{item.paragraphs.map((paragraph, index) => (
<p className="mb-2" key={index}>{paragraph}</p>
<p className="mb-2" key={index}>
{paragraph}
</p>
))}
</div>
</Col>
......@@ -175,24 +177,31 @@ const Education = () => {
setSelectedIndex={setSelectedIndex}
/>
</Col>
<Col md={9} sm={12}>
<Col md={9} sm={12} >
<Tabs selectedIndex={selectedIndex}>
{serviceData.map((services, index) => (
<TabPanel key={index}>
<Row className="justify-content-center align-items-center">
{services.map((service, i) => (
<Col lg={4} md={6} sm={6} key={i}>
<Col lg={4} md={6} sm={6} key={i} >
<motion.div
variants={slideFromLeft(0.5 * i)}
initial={"hidden"}
whileInView={"show"}
viewport={{ once: false, amount: 0.4 }}
>
<div className="single-services-item projects-details-info">
<div className="d-flex align-items-center icon icon1">
<i className={service.serviceIcon}></i>
<div className="single-services-item industry-box">
<div className="d-flex align-items-center icon1">
<Image
src={service.serviceIcon}
alt={service.serviceTitle}
width={40}
height={40}
className="img-fluid me-3"
/>
<h5>{service.title}</h5>
</div>
<h5>{service.title}</h5>
{/* <p>{service.descr}</p> */}
</div>
</motion.div>
......
container/IndustryFocus/Hospitality.js
......@@ -28,32 +28,32 @@ const Sidebar = [
const TransactionAdvisory = [
{
title: "Due Diligence ",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Due-Diligence.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Deal Advisory",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Mergers & Acquisitions",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Fund Raise Assistance",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Fund-Raise-Assistance.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Restructuring",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Corporate Law Advisory",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
];
......@@ -61,12 +61,12 @@ const TransactionAdvisory = [
const BusinessAdvisory = [
{
title: "Business Modelling & Valuation",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Structuring around Taxation",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
];
......@@ -74,12 +74,12 @@ const BusinessAdvisory = [
const RiskAdvisory = [
{
title: "Establishing Process & Internal Controls",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Review of Internal Controls",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
// Add other services here...
......@@ -89,30 +89,21 @@ const serviceData = [TransactionAdvisory, BusinessAdvisory, RiskAdvisory];
const partners = [
{
image: "/images/partner/partner1.png",
image: "/images/industry/hospitality/1.svg",
altText: "partner",
link: "#",
},
{
image: "/images/partner/partner2.png",
image: "/images/industry/hospitality/2.svg",
altText: "partner",
link: "#",
},
{
image: "/images/partner/partner1.png",
altText: "partner",
link: "#",
},
{
image: "/images/partner/partner2.png",
altText: "partner",
link: "#",
},
{
image: "/images/partner/partner1.png",
image: "/images/industry/hospitality/3.svg",
altText: "partner",
link: "#",
},
];
const Hospitality = () => {
const [selectedIndex, setSelectedIndex] = useState(0);
......@@ -165,24 +156,31 @@ const Hospitality = () => {
setSelectedIndex={setSelectedIndex}
/>
</Col>
<Col md={9} sm={12}>
<Col md={9} sm={12} >
<Tabs selectedIndex={selectedIndex}>
{serviceData.map((services, index) => (
<TabPanel key={index}>
<Row className="justify-content-center align-items-center">
{services.map((service, i) => (
<Col lg={4} md={6} sm={6} key={i}>
<Col lg={4} md={6} sm={6} key={i} >
<motion.div
variants={slideFromLeft(0.5 * i)}
initial={"hidden"}
whileInView={"show"}
viewport={{ once: false, amount: 0.4 }}
>
<div className="single-services-item projects-details-info">
<div className="d-flex align-items-center icon icon1">
<i className={service.serviceIcon}></i>
<div className="single-services-item industry-box">
<div className="d-flex align-items-center icon1">
<Image
src={service.serviceIcon}
alt={service.serviceTitle}
width={40}
height={40}
className="img-fluid me-3"
/>
<h5>{service.title}</h5>
</div>
<h5>{service.title}</h5>
{/* <p>{service.descr}</p> */}
</div>
</motion.div>
......
container/IndustryFocus/LifeSciences.js
......@@ -28,22 +28,22 @@ const Sidebar = [
const TransactionAdvisory = [
{
title: "Due Diligence",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Due-Diligence.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Deal Advisory",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Mergers & Acquisitions",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Corporate Law Advisory",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
];
......@@ -51,22 +51,22 @@ const TransactionAdvisory = [
const BusinessAdvisory = [
{
title: "India Entry & Set Up of Operations in India",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Transfer Pricing ",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Cross Border Transactions",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Structuring around Taxation",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
// Add other services here...
......@@ -75,12 +75,12 @@ const BusinessAdvisory = [
const RiskAdvisory = [
{
title: "Establishing Process & Internal Controls",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Review of Internal Controls",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
// Add other services here...
......@@ -90,30 +90,26 @@ const serviceData = [TransactionAdvisory, BusinessAdvisory, RiskAdvisory];
const partners = [
{
image: "/images/clientel/RANDOX.svg",
image: "/images/industry/lifescience/1.svg",
altText: "partner",
link: "#",
},
{
image: "/images/clientel/ADALVO.svg",
image: "/images/industry/lifescience/2.svg",
altText: "partner",
link: "#",
},
{
image: "/images/partner/partner1.png",
image: "/images/industry/lifescience/3.svg",
altText: "partner",
link: "#",
},
{
image: "/images/partner/partner2.png",
altText: "partner",
link: "#",
},
{
image: "/images/partner/partner1.png",
image: "/images/industry/lifescience/4.png",
altText: "partner",
link: "#",
},
];
const LifeSciences = () => {
const [selectedIndex, setSelectedIndex] = useState(0);
......@@ -166,24 +162,31 @@ const LifeSciences = () => {
setSelectedIndex={setSelectedIndex}
/>
</Col>
<Col md={9} sm={12}>
<Col md={9} sm={12} >
<Tabs selectedIndex={selectedIndex}>
{serviceData.map((services, index) => (
<TabPanel key={index}>
<Row className="justify-content-center align-items-center">
{services.map((service, i) => (
<Col lg={4} md={6} sm={6} key={i}>
<Col lg={4} md={6} sm={6} key={i} >
<motion.div
variants={slideFromLeft(0.5 * i)}
initial={"hidden"}
whileInView={"show"}
viewport={{ once: false, amount: 0.4 }}
>
<div className="single-services-item projects-details-info">
<div className="d-flex align-items-center icon icon1">
<i className={service.serviceIcon}></i>
<div className="single-services-item industry-box">
<div className="d-flex align-items-center icon1">
<Image
src={service.serviceIcon}
alt={service.serviceTitle}
width={40}
height={40}
className="img-fluid me-3"
/>
<h5>{service.title}</h5>
</div>
<h5>{service.title}</h5>
{/* <p>{service.descr}</p> */}
</div>
</motion.div>
......@@ -200,7 +203,7 @@ const LifeSciences = () => {
<Row>
<Col md={3} sm={12}>
<div className="what-we-do-text text-left">
<span className="sub-title">Lorem</span>
{/* <span className="sub-title">Lorem</span> */}
<Heading el="h2" heading="Clientele" />
</div>
</Col>
......
container/IndustryFocus/RealEstate.js
......@@ -27,17 +27,17 @@ const Sidebar = [
const BusinessAdvisory = [
{
title: "Business Modelling",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Strategic Finance Office",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Structuring around Taxation",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
];
......@@ -45,12 +45,12 @@ const BusinessAdvisory = [
const TransactionAdvisory = [
{
title: "Deal Advisory ",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Mergers & Acquisitions",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
// Add other services here...
......@@ -60,30 +60,21 @@ const serviceData = [BusinessAdvisory, TransactionAdvisory];
const partners = [
{
image: "/images/partner/partner1.png",
image: "/images/industry/realestate/1.svg",
altText: "partner",
link: "#",
},
{
image: "/images/partner/partner2.png",
image: "/images/industry/realestate/2.svg",
altText: "partner",
link: "#",
},
{
image: "/images/partner/partner1.png",
altText: "partner",
link: "#",
},
{
image: "/images/partner/partner2.png",
altText: "partner",
link: "#",
},
{
image: "/images/partner/partner1.png",
image: "/images/industry/realestate/3.svg",
altText: "partner",
link: "#",
},
];
const RealEstate = () => {
const [selectedIndex, setSelectedIndex] = useState(0);
......@@ -136,24 +127,31 @@ const RealEstate = () => {
setSelectedIndex={setSelectedIndex}
/>
</Col>
<Col md={9} sm={12}>
<Col md={9} sm={12} >
<Tabs selectedIndex={selectedIndex}>
{serviceData.map((services, index) => (
<TabPanel key={index}>
<Row className="justify-content-center align-items-center">
{services.map((service, i) => (
<Col lg={4} md={6} sm={6} key={i}>
<Col lg={4} md={6} sm={6} key={i} >
<motion.div
variants={slideFromLeft(0.5 * i)}
initial={"hidden"}
whileInView={"show"}
viewport={{ once: false, amount: 0.4 }}
>
<div className="single-services-item projects-details-info">
<div className="d-flex align-items-center icon icon1 ">
<i className={service.serviceIcon}></i>
<div className="single-services-item industry-box">
<div className="d-flex align-items-center icon1">
<Image
src={service.serviceIcon}
alt={service.serviceTitle}
width={40}
height={40}
className="img-fluid me-3"
/>
<h5>{service.title}</h5>
</div>
<h5>{service.title}</h5>
{/* <p>{service.descr}</p> */}
</div>
</motion.div>
......
container/IndustryFocus/Technology.js
......@@ -28,32 +28,32 @@ const Sidebar = [
const TransactionAdvisory = [
{
title: "Due Diligence ",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Due-Diligence.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Deal Advisory",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Deal-Advisory.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Mergers & Acquisitions",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Fund Raise Assistance",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Fund-Raise-Assistance.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Restructuring",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Corporate Law Advisory",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
];
......@@ -61,32 +61,32 @@ const TransactionAdvisory = [
const BusinessAdvisory = [
{
title: "ESOP Structuring ",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Business Modelling & Valuation",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Transfer Pricing ",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Strategic Finance Office",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Cross Border Transactions",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Structuring around Taxation",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
// Add other services here...
......@@ -95,12 +95,12 @@ const BusinessAdvisory = [
const RiskAdvisory = [
{
title: "Establishing Process & Internal Controls",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
{
title: "Review of Internal Controls",
serviceIcon: "ri-group-2-line",
serviceIcon: "/images/icons/Merger-&-Acquisition.svg",
descr: "Lorem Ipsum is simply dummy text",
},
// Add other services here...
......@@ -110,27 +110,27 @@ const serviceData = [TransactionAdvisory, BusinessAdvisory, RiskAdvisory];
const partners = [
{
image: "/images/partner/partner1.png",
image: "/images/industry/technology/1.svg",
altText: "partner",
link: "#",
},
{
image: "/images/partner/partner2.png",
image: "/images/industry/technology/2.svg",
altText: "partner",
link: "#",
},
{
image: "/images/partner/partner1.png",
image: "/images/industry/technology/3.svg",
altText: "partner",
link: "#",
},
{
image: "/images/partner/partner2.png",
image: "/images/industry/technology/4.svg",
altText: "partner",
link: "#",
},
{
image: "/images/partner/partner1.png",
image: "/images/industry/technology/5.svg",
altText: "partner",
link: "#",
},
......@@ -186,24 +186,31 @@ const Technology = () => {
setSelectedIndex={setSelectedIndex}
/>
</Col>
<Col md={9} sm={12}>
<Col md={9} sm={12} >
<Tabs selectedIndex={selectedIndex}>
{serviceData.map((services, index) => (
<TabPanel key={index}>
<Row className="justify-content-center align-items-center">
{services.map((service, i) => (
<Col lg={4} md={6} sm={6} key={i}>
<Col lg={4} md={6} sm={6} key={i} >
<motion.div
variants={slideFromLeft(0.5 * i)}
initial={"hidden"}
whileInView={"show"}
viewport={{ once: false, amount: 0.4 }}
>
<div className="single-services-item projects-details-info">
<div className="d-flex align-items-center icon icon1">
<i className={service.serviceIcon}></i>
<div className="single-services-item industry-box">
<div className="d-flex align-items-center icon1">
<Image
src={service.serviceIcon}
alt={service.serviceTitle}
width={40}
height={40}
className="img-fluid me-3"
/>
<h5>{service.title}</h5>
</div>
<h5>{service.title}</h5>
{/* <p>{service.descr}</p> */}
</div>
</motion.div>
......@@ -220,7 +227,7 @@ const Technology = () => {
<Row>
<Col md={3} sm={12}>
<div className="what-we-do-text text-left">
<span className="sub-title">Lorem</span>
{/* <span className="sub-title">Lorem</span> */}
<Heading el="h2" heading="Clientele" />
</div>
</Col>
......
container/Knowledge/BudgetPanorama.js
......@@ -8,30 +8,24 @@ import Image from "next/image";
const services = [
{
id: 1,
serviceIcon: "icon ri-group-2-line",
serviceTitle: "Budget Panorama - 2024",
serviceShortDescription:
"Advith Consulting is a seasoned business consulting firm with nearly 40 years of experience. The firm is led by a core team of highly experienced professionals with sound knowledge in their area of expertise. ",
readMoreText: "Read More",
serviceDetailsUrl: "/services/details",
serviceShortDescription: "Advith Consulting is a seasoned business consulting firm with nearly 40 years of experience. The firm is led by a core team of highly experienced professionals with sound knowledge in their area of expertise.",
serviceDetailsUrl: "/images/knoweledge/pdf/budgetpanorama/Budget-Panorama-2024.pdf",
date: "31 Jul 2024",
},
{
id: 2,
serviceIcon: "icon ri-briefcase-line",
serviceTitle: "Budget Panorama - 2023",
serviceShortDescription:
"Advith Consulting is a business consulting firm with almost 40 years of experience on its resume. We provide a myriad of business consulting services in the fields of Direct tax, Indirect tax, Outsourcing (CFO services, Accounts, Payroll & Compliance Management), Corporate law & Advisory among others",
readMoreText: "Read More",
serviceDetailsUrl: "/services/details",
serviceShortDescription: "Advith Consulting is a business consulting firm with almost 40 years of experience on its resume. We provide a myriad of business consulting services in the fields of Direct tax, Indirect tax, Outsourcing (CFO services, Accounts, Payroll & Compliance Management), Corporate law & Advisory among others.",
serviceDetailsUrl: "/images/knoweledge/pdf/budgetpanorama/Budget-Panorama-2023.pdf",
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{
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serviceIcon: "icon ri-money-dollar-box-line",
serviceTitle: "Budget Panorama - 2022",
serviceShortDescription:
"Amidst the growing worry due to the 3rd Covid wave, in particular the Omicron wave, the Hon'ble Finance Minister of India (FM) presented the Budget 2022 on 1st February 2022. The Economic Survey which was tabled before the India Parliament indicated a real GDP expansion of 9.2% in 2021-22, which showed a faster recovery of the economy after it contracted in FY 2020-21. This a positive sign and also shows the resilience that the Indian economy inherently has.",
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serviceDetailsUrl: "/services/details",
serviceShortDescription: "Amidst the growing worry due to the 3rd Covid wave, in particular the Omicron wave, the Hon'ble Finance Minister of India (FM) presented the Budget 2022 on 1st February 2022. The Economic Survey which was tabled before the India Parliament indicated a real GDP expansion of 9.2% in 2021-22, which showed a faster recovery of the economy after it contracted in FY 2020-21. This a positive sign and also shows the resilience that the Indian economy inherently has.",
serviceDetailsUrl: "/images/knoweledge/pdf/budgetpanorama/Budget-Panorama-2022.pdf",
date: "09 Feb 2022",
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>
{service.readMoreText}{" "}
Read More
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container/Knowledge/Corpedia.js
......@@ -12,22 +12,24 @@ const services = [
serviceTitle: "Karnataka Compulsory Gratuity Insurance Rules, 2024",
serviceShortDescription:
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serviceDetailsUrl: "/corpedia/details",
serviceDetailsUrl: "/images/knoweledge/pdf/corpedia/Karnataka_Compulsory_Gratuity_Insurance_Rules,_2024.pdf",
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},
{
id: 2,
serviceTitle: "Recent amendment in Companies and LLP Act in India",
serviceShortDescription:
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serviceDetailsUrl: "/corpedia/details",
"Recently, the Ministry of Corporate Affairs came out with certain amendments concerning dematerilisation of shares of private limited companies, the issue of warrants by companies, certain administrative matters, and additional compliances applicable to Limited Liability Partnerships (LLP).",
serviceDetailsUrl: "/images/knoweledge/pdf/corpedia/Recent_amendment_in_Companies_and_LLP_Act_in_India.pdf",
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{
id: 3,
serviceTitle:
"Recent Amendments relating to Accounts and Audit under Companies Act, 2013",
serviceTitle: "Recent Amendments relating to Accounts and Audit under Companies Act, 2013",
serviceShortDescription:
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serviceDetailsUrl: "/corpedia/details",
"Recently, the Ministry of Corporate Affairs came out with certain amendments which impact the maintenance of accounts, reporting and preparation of financial statements.",
serviceDetailsUrl: "/images/knoweledge/pdf/corpedia/Recent_Amendments_relating_to_Accounts_and_Audit_under_Companies_Act,_2013.pdf",
date: "18 Aug 2021",
},
];
......@@ -89,7 +91,7 @@ const Corpedia = () => {
<Link
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>
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<i className="ri-arrow-right-line"></i>
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container/Knowledge/KnowledgeContent.js
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"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: "KnowledgeShack",
paragraphs: [
"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.",
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],
},
// You can add more content objects here
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container/Knowledge/TaxWire .js
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const services = [
{
id: 1,
serviceIcon: "icon ri-group-2-line",
serviceTitle:
"Mismatch in year of taxation of Income and TDS Credit – Form 71 to the relief",
serviceShortDescription:
"The Income Tax Law in India requires that income from a particular assessment year be subjected to tax in that assessment year. ",
readMoreText: "Read More",
serviceTitle: "Mismatch in year of taxation of Income and TDS Credit – Form 71 to the relief",
serviceShortDescription: "The Income Tax Law in India requires that income from a particular assessment year be subjected to tax in that assessment year.",
serviceDetailsUrl: "/services/details",
date: "21 Sep 2023",
pdfUrl: "/images/knoweledge/pdf/taxwire/Mismatch_in_year_of_taxation_of_Income_and_TDS_Credit_–_Form_71_to_the_relief.pdf",
},
{
id: 2,
serviceIcon: "icon ri-briefcase-line",
serviceTitle: "GST on Renting of residential property to registered person",
serviceShortDescription:
"For more than 15 years, renting of property has been covered under either service tax or Goods and Service Tax (GST).",
readMoreText: "Read More",
serviceShortDescription: "For more than 15 years, renting of property has been covered under either service taxor Goods and Service Tax (GST). Broadly,the Government’s intention seemed clear –tax commercial rentals and exemptresidential rentals. ",
serviceDetailsUrl: "/services/details",
date: "04 Aug 2022",
pdfUrl: "/images/knoweledge/pdf/taxwire/GST_on_Renting_of_residential_property_to_registered_person.pdf",
},
{
id: 3,
serviceIcon: "icon ri-money-dollar-box-line",
serviceTitle: "Remission of Duties and Taxes on Exported Products (RoDTEP)",
serviceShortDescription:
"RoDTEP rates and scheme details have been announced by the Ministry of Commerce and Industry by making suitable amendments to chapter 4 of the Foreign Trade Policy (FTP) in the notification (19/2015-2020) dated 17th August 2021.",
readMoreText: "Read More",
serviceShortDescription: "RoDTEP rates and scheme details have been announced by the Ministry of Commerce and Industry by making suitable amendments to chapter 4 of the Foreign Trade Policy (FTP) in the notification (19/2015-2020) dated 17th August 2021.",
serviceDetailsUrl: "/services/details",
date: "25 Aug 2021",
pdfUrl: "/images/knoweledge/pdf/taxwire/Remission_of_Duties_and_Taxes_on_Exported_Products_(RoDTEP).pdf",
},
];
......@@ -100,7 +96,7 @@ const TaxWire = () => {
href={service.serviceDetailsUrl}
className="default-btn"
>
{service.readMoreText}{" "}
Read More
<i className="ri-arrow-right-line"></i>
</Link>
</div>
......
container/TaxWire/index.js
......@@ -8,13 +8,12 @@ import PageBanner from "@/components/reuseables/PageBanner";
import Image from "next/image";
const banners = [
{
imageSrc: "/images/banner/knowledge.webp",
imageSrc: "/images/banner/taxwire.webp",
pageTitle: "Tax Wire",
homePageUrl: "/",
homePageText: "Home",
activePageText: "Tax Wire",
},
// Add more banners as needed
];
const services = [
{
......@@ -23,7 +22,7 @@ const services = [
serviceShortDescription: "The Income Tax Law in India requires that income from a particular assessment year be subjected to tax in that assessment year.",
serviceDetailsUrl: "/services/details",
date: "21 Sep 2023",
pdfUrl: "images/my_pdf/PDF1695300453.pdf",
pdfUrl: "/images/knoweledge/pdf/taxwire/Mismatch_in_year_of_taxation_of_Income_and_TDS_Credit_–_Form_71_to_the_relief.pdf",
},
{
id: 2,
......@@ -31,7 +30,7 @@ const services = [
serviceShortDescription: "For more than 15 years, renting of property has been covered under either service taxor Goods and Service Tax (GST). Broadly,the Government’s intention seemed clear –tax commercial rentals and exemptresidential rentals. ",
serviceDetailsUrl: "/services/details",
date: "04 Aug 2022",
pdfUrl: "images/my_pdf/PDF1659595677.pdf",
pdfUrl: "/images/knoweledge/pdf/taxwire/GST_on_Renting_of_residential_property_to_registered_person.pdf",
},
{
id: 3,
......@@ -39,7 +38,7 @@ const services = [
serviceShortDescription: "RoDTEP rates and scheme details have been announced by the Ministry of Commerce and Industry by making suitable amendments to chapter 4 of the Foreign Trade Policy (FTP) in the notification (19/2015-2020) dated 17th August 2021.",
serviceDetailsUrl: "/services/details",
date: "25 Aug 2021",
pdfUrl: "images/my_pdf/PDF1629888961.pdf",
pdfUrl: "/images/knoweledge/pdf/taxwire/Remission_of_Duties_and_Taxes_on_Exported_Products_(RoDTEP).pdf",
},
{
id: 4,
......@@ -47,7 +46,7 @@ const services = [
serviceShortDescription: "Section 2(42C) of the Income-tax Act, 1961 (IT Act) defines ‘slump sale’ as transfer of one or more undertakings for a lumpsum consideration without the value being assigned to individual assets and liabilities in such cases.",
serviceDetailsUrl: "/services/details",
date: "07 Jun 2021",
pdfUrl: "images/my_pdf/PDF1629220424.pdf",
pdfUrl: "/images/knoweledge/pdf/taxwire/PDF1629220424.pdf",
},
{
id: 5,
......@@ -55,7 +54,7 @@ const services = [
serviceShortDescription: "It is a known fact that buying licenses for software usage is a very common business transaction. It is also fairly common for Indian entities to buy suchsoftware from foreign companies. ",
serviceDetailsUrl: "/services/details",
date: "19 Jan 2021",
pdfUrl: "images/my_pdf/PDF1629220510.pdf",
pdfUrl: "/images/knoweledge/pdf/taxwire/Delhi_High_Court_ruling_on_Constitutional_Validity_of_Income_Computation_and_Disclosure_Standards_(ICDS).pdf",
},
{
id: 6,
......@@ -63,7 +62,7 @@ const services = [
serviceShortDescription: "Indian Finance Minister had presented the Budget containing the Finance Bill, 2020 on 1st February, 2020. This was tabled in both the houses of Parliament and wassupposed to be discussed. ",
serviceDetailsUrl: "/services/details",
date: "02 Apr 2020",
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pdfUrl: "/images/knoweledge/pdf/taxwire/Finance_Act,_2020_–_Passed_with_multiple_amendments.pdf",
},
{
id: 7,
......@@ -71,7 +70,7 @@ const services = [
serviceShortDescription: "The Finance Minister introduced the Direct Tax Vivad se Vishwas Bill, 2020(‘DTVSV’ or ‘the scheme’) in the Parliament on 05-02-2020 for providingresolution of disputed tax and for mattersconnected therewith and incidentalthereto.",
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date: "30 Mar 2020",
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pdfUrl: "/images/knoweledge/pdf/taxwire/Direct_Tax_Vivad_se_Vishwas_Act,_2020.pdf",
},
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serviceShortDescription: "As you all are aware, w.e.f 01st July 2017, India moved into a comprehensive Indirect tax regimeunder the Goods and Services Tax (GST) Law. GST Council is a constitutional body for makingrecommendations to the Union and State Government on issues related to Goods and Service Tax.",
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date: "23 Jan 2019",
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pdfUrl: "/images/knoweledge/pdf/taxwire/Key_highlights_of_31st_and_32nd_GST_Council_Meet.pdf",
},
{
id: 9,
......@@ -89,7 +88,7 @@ const services = [
serviceShortDescription: "The provisions of section 45(1) of the Income Tax Act, 1961 (the Act) brings into tax the profits or gains arising from the transfer of capital asset under the head'Capital Gains'. Both the terms transfer and capital asset has been defined under the Act.",
serviceDetailsUrl: "/services/details",
date: "16 Jan 2019",
pdfUrl: "images/my_pdf/PDF1629874514.pdf",
pdfUrl: "/images/knoweledge/pdf/taxwire/Mumbai_tax_tribunal_holds_that_‘Conversion_of_CCPS_into_equity_shares_is_Not_taxable’.pdf",
},
{
id: 10,
......@@ -97,7 +96,7 @@ const services = [
serviceShortDescription: "To keep a check on the closely held companies from bringing in undisclosed income into the company by issuing the shares at abnormal premium, section 56(2)(viib) was introduced into the Income Tax Act, 1961(the Act) by the Finance Act2012. ",
serviceDetailsUrl: "/services/details",
date: "24 Apr 2018",
pdfUrl: "images/my_pdf/PDF1629875289.pdf",
pdfUrl: "/images/knoweledge/pdf/taxwire/Tax_Benefit_for_Start-ups_–_an_overview.pdf",
},
{
id: 11,
......@@ -105,7 +104,7 @@ const services = [
serviceShortDescription: "Income Tax filings in India are based on self-assessment mechanism. Meaning, every person earning income in India and who is required to file tax returns, is required to compute his income and tax thereon. He needs to remit the tax and then file the said return with the income tax authority within the said date",
serviceDetailsUrl: "/services/details",
date: "17 Apr 2018",
pdfUrl: "images/my_pdf/PDF1629874713.pdf",
pdfUrl: "/images/knoweledge/pdf/taxwire/Changes_in_the_ITR_Forms_AY_2018-19.pdf",
},
{
id: 12,
......@@ -113,7 +112,7 @@ const services = [
serviceShortDescription: "'Accountancy is a matter of taste. One tax payer may be conservative and others may not.' - So was told by Lord Greene in Henriksen (Inspector of Taxes) vs GraftonHotel Ltd",
serviceDetailsUrl: "/services/details",
date: "23 Nov 2017",
pdfUrl: "images/my_pdf/PDF1629874999.pdf",
pdfUrl: "/images/knoweledge/pdf/taxwire/Delhi_High_Court_ruling_on_Constitutional_Validity_of_Income_Computation_and_Disclosure_Standards_(ICDS).pdf",
},
{
id: 13,
......@@ -121,7 +120,7 @@ const services = [
serviceShortDescription: "“Agriculture is the backbone of the Indian economy”. This is a statement that all of us are familiar with right from elementary school. Rightly so, as agriculture contributes around 22% to our country’s",
serviceDetailsUrl: "/services/details",
date: "12 Sep 2017",
pdfUrl: "images/my_pdf/PDF1629874954.pdf",
pdfUrl: "/images/knoweledge/pdf/taxwire/Green_or_not_Green.pdf",
},
{
id: 14,
......@@ -129,7 +128,7 @@ const services = [
serviceShortDescription: "It has been constantly the effort of the Government to encourage the habit of savings and investment amongst its people and to ensure the surplus funds ",
serviceDetailsUrl: "/services/details",
date: "16 Jun 2017",
pdfUrl: "images/my_pdf/PDF1629875156.pdf",
pdfUrl: "/images/knoweledge/pdf/taxwire/Penny_wise,_Pound_foolish!.pdf",
},
{
id: 15,
......@@ -137,7 +136,7 @@ const services = [
serviceShortDescription: "The year 2016-17 saw a lot of steps taken by the Government of India to ensure that black money is subject to taxes and the revenue of the government is secured. ",
serviceDetailsUrl: "/services/details",
date: "08 Apr 2017",
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{
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......@@ -145,7 +144,7 @@ const services = [
serviceShortDescription: "Mr. Shahrukh Khan (hereinafter referred to as Mr. Khan/the assessee for brevity) is a well-known name in the film industry and also referred to as Badshah ",
serviceDetailsUrl: "/services/details",
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},
{
id: 17,
......@@ -153,7 +152,7 @@ const services = [
serviceShortDescription: "It has always been a matter of dispute in India whether alienation of shares of Indian companies by companies located in tax jurisdictions like Mauritius or Cyprus can avail the benefit of treaty.",
serviceDetailsUrl: "/services/details",
date: "09 Jan 2017",
pdfUrl: "images/my_pdf/PDF1629875038.pdf",
pdfUrl: "/images/knoweledge/pdf/taxwire/India_enters_into_protocol_amending_Singapore_DTAA.pdf",
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{
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......@@ -161,7 +160,7 @@ const services = [
serviceShortDescription: "This communication is to apprise you of some amendment that has happened to Income Tax act relating to professional starting FY 2016-17. The amendment will apply to taxpayers engaged in specified profession like:",
serviceDetailsUrl: "/services/details",
date: "23 Dec 2016",
pdfUrl: "images/my_pdf/PDF1629875239.pdf",
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{
id: 19,
......@@ -169,7 +168,7 @@ const services = [
serviceShortDescription: "In light of the recent developments in the administration of the country, with the introduction of the Income Declaration scheme,",
serviceDetailsUrl: "/services/details",
date: "21 Dec 2016",
pdfUrl: "images/my_pdf/PDF1629875116.pdf",
pdfUrl: "/images/knoweledge/pdf/taxwire/Opportunity_hardly_ever_knocks_twice!.pdf",
},
{
id: 20,
......@@ -177,7 +176,7 @@ const services = [
serviceShortDescription: "The requirement to have a Permanent Account Number (PAN) for the purpose of Income Tax Act was first introduced in 1976. ",
serviceDetailsUrl: "/services/details",
date: "09 Jul 2016",
pdfUrl: "images/my_pdf/PDF1629875197.pdf",
pdfUrl: "/images/knoweledge/pdf/taxwire/Relaxation_for_Non_residents_from_obtaining_PAN.pdf",
},
{
id: 21,
......@@ -185,7 +184,7 @@ const services = [
serviceShortDescription: "Infusing unaccounted money into closely held companies by issuing shares at abnormal premiums was a practice that prevailed as a method to convert unaccounted money into accounted money. In order to curb such practice, the",
serviceDetailsUrl: "/services/details",
date: "02 Jul 2016",
pdfUrl: "images/my_pdf/PDF1629874919.pdf",
pdfUrl: "/images/knoweledge/pdf/taxwire/Government_frees_‘Startup’_from_‘Angel_Tax’.pdf",
},
{
id: 22,
......@@ -193,7 +192,7 @@ const services = [
serviceShortDescription: "The Finance Act, 2016 has brought changes in rates and limits for withholding as well as collection of taxes. These changes are applicable from 1st June, 2016. We have tried to summarise these changes as below",
serviceDetailsUrl: "/services/details",
date: "01 Jun 2016",
pdfUrl: "images/my_pdf/PDF1629866974.pdf",
pdfUrl: "/images/knoweledge/pdf/taxwire/TDS_and_TCS_amendments_applicable_from_1st_June,_2016.pdf",
},
{
id: 23,
......@@ -201,7 +200,7 @@ const services = [
serviceShortDescription: "Section 195 of the Income Tax Act, 1961 mandates withholding of taxes from payments being made to a non-resident ifsuch incomes is taxable in India.",
serviceDetailsUrl: "/services/details",
date: "25 Mar 2016",
pdfUrl: "images/my_pdf/PDF1629874767.pdf",
pdfUrl: "/images/knoweledge/pdf/taxwire/Compliances_for_Foreign_Remittances_Rationalized.pdf",
},
{
......@@ -210,7 +209,7 @@ const services = [
serviceShortDescription: "When a person claims allowance or deduction in respect of losses, expenditures or trading liability in the earlier years and subsequently he obtainsany benefit/recovery/remission/cessation with respect to such allowances or deductions, such benefit is deemed to be the profits and gains from business or profession u/s 41(1) of the Income Tax Act, 1961 (the Act)",
serviceDetailsUrl: "/services/details",
date: "26 Apr 2019",
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},
];
......@@ -254,7 +253,7 @@ const TaxWire = () => {
className="img-fluid me-3"
/>
<h3>
<Link href={service.serviceDetailsUrl}>
<Link href={service.pdfUrl} target="_blank">
{service.serviceTitle}
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......@@ -263,7 +262,7 @@ const TaxWire = () => {
<p>{service.serviceShortDescription}</p>
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>
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pages/blog/detail/reporting-on-fraudulent-activities-by-auditors.js 0 → 100644
import PageBanner from "@/components/reuseables/PageBanner";
import Image from "next/image";
import Link from "next/link";
import React from "react";
const banners = [
{
imageSrc: "/images/banner/blog.webp",
pageTitle: "Reporting on Fraudulent Activities by Auditors",
homePageUrl: "/",
homePageText: "Blog",
activePageText: "Reporting on Fraudulent Activities by Auditors",
},
];
const Reportingblog = () => {
return (
<>
<PageBanner banners={banners} />
<div className="blog-details-area ptb-100">
<div className="container">
<div className="row">
<div className="col-lg-12 col-md-12">
<div className="blog-details-desc">
<div className="article-image">
<Image
src="/images/blog/blog-2.jpeg"
layout="fill"
alt="image"
className="image-fluid image"
/>
</div>
<div className="article-content">
<div className="entry-meta">
<ul>
<li>
<i className="ri-shield-user-line"></i>
<p> By Advith Consulting</p>
</li>
<li>
<i className="ri-calendar-2-line"></i>
<p>July 23, 2024</p>
</li>
</ul>
</div>
<h3>1. Introduction</h3>
<p>
Corporate Frauds!! The words doing rounds after India
witnessed its own high-class corporate frauds from The
Satyam, Commonwealth Games, 2G Spectrum or the Coal Gate
Scam to the latest Nirav Modi Scam. Such scams put the
entire country to shame, loose investors wealth, deprives
Government of its tax revenues and even worse, puts the poor
and deserving away from resources and support.
<br /> <br />
One of the measures that Government has taken is to ensure
that such frauds are reported is by way of introduction of
Section 143(12) in The Companies Act, 2013. While similar
provision existed in the previous company law as well,
143(12) is more specific and action oriented. This section
deals with the provisions on Reporting of Fraudulent
Activities by the Statutory Auditor of the Company.
<br/> <br /> <h6 className="blog-pointer"> Fraud includes: </h6>
<ul>
<li>Act</li>
<li>Omission</li>
<li>Concealment of any fact</li>
<li>
This notification puts the following conditions for a
start-up company to be exempt from angel tax
</li>
<li>
Abuse of position committed by any person or any other
person with connivance in any manner
</li>
<li>With the intent to deceive</li>
<li>To gain undue advantage from, or</li>
<li>
To injure the interests of the company, its
shareholders, its creditors, or any other person whether
or not there is any wrongful gain or wrongful loss
</li>
</ul>
Para 11(a) of SA 240 define fraud as - an intentional act by
<ul>
<li>
An intentional act by one or more individuals among
management, those charged with governance, employees, or
third parties
</li>
<li>Involving the use of deception</li>
<li>To obtain an unjust or illegal advantage</li>
</ul>
There is a thin line of difference between the two
definitions. Section 447 includes ‘acts with an intent to
injure the interests of, the company or its shareholders or
its creditors or any other person, whether or not there is
any wrongful gain or wrongful loss’ whilst SA requires
reporting when there is an act that have intent to injure
the interests of the company and to obtain unjust or illegal
advantage.
<br /> <br />
<h6 className="blog-pointer">
Reporting of Fraud by Auditor
</h6>
<p>
As per Section 143(12) of the Act if an auditor of a
company in the course of the performance of his duties as
auditor, has reason to believe that an offence of fraud
has been committed by its officers or employees, the
reporting of fraud is required as under:
</p>
<h6 className="blog-pointer">
Who needs to report on fraud?
</h6>
A Statutory Auditor, Cost Accountant or a Company Secretary
need to report on frauds. Though an internal auditor is
appointed under the Act, fraud reporting doesn’t apply to
them.
<Image
src="/images/blog/report2.jpeg"
alt="reporting"
fill
className="img-fluid image mt-3 mb-3" />
<br />
Reporting by auditors u/s 143(12) would apply even if the
fraud is required to be or has been reported under any other
statute or to any other regulating authority. For instance,
a fraud detected is already reported by the auditor,
appointed by the regulating statute for banking companies
i.e. under the Banking Regulation Act, now the question is
whether the statutory auditor can free himself from the
provisions of this section saying the detected fraud is
already reported and hence reporting under The Companies
Act, 2013 is not required? The answer is No, since the
section clearly tells reporting provisions would apply even
if the fraud reported in any other act or under any other
statute.<br/> .<br/>
<h6 className="blog-pointer">Manner of Reporting</h6>
<Image
src="/images/blog/report1.jpeg"
alt="reporting"
fill
className="img-fluid image mb-3 mt-2" />
<br />
<h6 className="blog-pointer">Punishment for Default</h6>
As per Section 147(2), if an auditor has contravened Section
143 knowingly or will fully with the intention to deceive
the company or its shareholders or creditors or tax
authorities the punishment for default would be as under: a)
Punishable with imprisonment for a term up to 1 year and b)
Fine which should be minimum INR 1 lac and can be further
extended to INR 35lacs
<br /> <br />
<h6 className="blog-pointer">
Conclusion
</h6>
With growing greed of people and morality dropping, Corporate frauds are raising. Auditor being the one entrusted with the responsibility to report on any such frauds, the role of auditor is rapidly changing and the expectation of Government and people at large are also increasing. Auditors need to equip themselves and their audit practices to detect any fraud that might have taken place, including frauds emanating out of use of technology, to not only report them to cover their legal responsibility but also to discharge their moral responsibility.
</p>
<div className="article-footer">
<div className="article-tags">
<Link href="/blog">Consulting</Link>
<Link href="/blog">Business</Link>
<Link href="/blog">Market</Link>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</>
);
};
export default Reportingblog;
pages/blog/detail/start-up-and-angel-tax.js 0 → 100644
import PageBanner from "@/components/reuseables/PageBanner";
import Image from "next/image";
import Link from "next/link";
import React from "react";
const banners = [
{
imageSrc: "/images/banner/blog.webp",
pageTitle: "Reporting on Fraudulent Activities by Auditors",
homePageUrl: "/",
homePageText: "Blog",
activePageText: "Reporting on Fraudulent Activities by Auditors",
},
];
const Angeltax = () => {
return (
<>
<PageBanner banners={banners} />
<div className="blog-details-area ptb-100">
<div className="container">
<div className="row">
<div className="col-lg-12 col-md-12">
<div className="blog-details-desc">
<div className="article-image">
<Image
src="/images/blog/blog-2.jpeg"
layout="fill"
alt="image"
className="image-fluid image"
/>
</div>
<div className="article-content">
<div className="entry-meta">
<ul>
<li>
<i className="ri-shield-user-line"></i>
<p>By Advith Consulting</p>
</li>
<li>
<i className="ri-calendar-2-line"></i>
<p>Aug 15, 2024</p>
</li>
</ul>
</div>
<h3>1. Background</h3>
<p>
With the aim of fostering entrepreneurship and promoting
innovation by creating an ecosystem that is conducive for
growth of start-ups and to enable India to become a nation
of job creators instead of a nation of job seekers, the
Government of India launched the "Start-up India" initiative
on 16th January 2016. Recognizing the importance of these
start-ups, the Finance Minister in the Interim Budget, 2019
presented on 1st February, 2019 stated that, "With job
seekers becoming job creators, India has become the world's
second-largest start-up hub. We are proud of the hard work
and innovative ideas of our youth."
</p>
<h6 className="blog-pointer">What is Angel Tax?</h6>
<p>
To keep a check on the closely held companies from bringing
in undisclosed income into the company by issuing the shares
at abnormal premium, Section 56(2)(viib) was introduced into
the Income Tax Act, 1961 by the Finance Act 2012. According
to this, whenever a closely held company issues shares to
resident investors at a price that is over and above the
Fair Market Value (FMV), the amount received in excess of
the FMV will be treated and chargeable to tax as Income from
Other Sources. In order to arrive at the FMV, valuation
methods were prescribed under the Income Tax Rules, and the
certificate for the same is to be obtained from a Merchant
Banker. This taxation provision was loosely called as 'angel
tax'. Para 11(a) of SA 240 defines fraud as an intentional
act by one or more individuals among management, those
charged with governance, employees, or third parties,
involving the use of deception to obtain an unjust or
illegal advantage.
</p>
<h6 className="blog-pointer">Start-up and Angel Tax</h6>
<p>
The Department for Promotion of Industry and Internal Trade
(DPIIT) was entrusted with the responsibility to administer
the Start-up India scheme. DPIIT issued various
notifications which defined the word start-up and mentioned
the procedure to obtain recognition as a start-up with
DPIIT. As per those notifications, as applicable today, the
entity, i.e., a Private Limited Company or a Registered
Partnership Firm or an LLP shall be considered a start-up:
</p>
<ul>
<li>
Up to 10 years from the date of its
incorporation/registration
</li>
<li>
The turnover for any financial year does not exceed INR
100 crores
</li>
<li>
It is working towards innovation, development or
improvement of products or processes or services, or if it
is a scalable business model with a high potential for
employment generation or wealth creation.
</li>
</ul>
<h6 className="blog-pointer">
Tax Notifications and action taken by Tax Officers
</h6>
<p>
Following the DPIIT notification, the Central Board of
Direct Taxes (CBDT) issued a notification in 2016, exempting
the 'start-ups' from angel tax that receive funding from
angel investors/fund houses or any person resident in India,
which satisfies all the above conditions. The tax officers,
however, started invoking angel tax provisions in case of
start-up by rejecting/modifying the valuation reports that
they submitted. The tax officers chose to make such
additions by alleging that subsequent actual revenues do not
match up to the projections carried out in the valuation
workings. Widespread representations were made against such
a regressive approach adopted by the tax authorities. In
response to that, CBDT brought out an instruction on 6th
February, 2018 as to not take any coercive measures to
recover the outstanding demand against these start-ups and
directed that necessary administrative steps be taken for
the cases that were pending before the Appellate authority
for expeditious disposal.
</p>
<p>
To make the provisions more start-up friendly, DPIIT brought
out another notification on 11th April, 2018 specifying
conditions and procedures for seeking exemption from angel
tax provisions. This, however, did not solve the problems
that start-ups faced, as the tax authorities continued to
make tax assessments in the same manner as earlier. This
again was picked up by influencers on social media like Mr.
Mohandas Pai and Mr. Anand Mahindra, who objected to this
practice carried out by the tax authorities. This was
responded to by Mr. Suresh Prabhu, Union Minister for
Commerce and Industry, which prompted further amendments,
which were made on 16th January, 2019 and subsequently all
the earlier notifications were superseded by a fresh
notification that was released on 19th February, 2019.
</p>
<h6 className="blog-pointer">
This notification puts the following conditions for a
start-up company to be exempt from angel tax:
</h6>
<ul>
<li>
Exemption from clutches of Section 56(2)(viib) [angel tax]
shall be available if such company is a start-up as
recognized by DPIIT based on the conditions mentioned
earlier.
</li>
<li>
The aggregate amount of the paid-up capital and the share
premium after the proposed issue should not exceed INR 25
crores. In computing the threshold of INR 25 crores, the
following is not counted:
</li>
<ul>
<li>
Shares issued to Non-residents or Venture Capital
companies or funds, to whom the provisions of angel tax
do not apply at all.
</li>
<li>
Shares issued or proposed to be issued to companies
whose shares are frequently traded on the stock exchange
and whose net worth on the last day of the previous
financial year exceeds INR 100 crores or turnover
exceeds INR 250 crores.
</li>
</ul>
<li>
Such start-up has not invested in any of the following
assets:
</li>
<ul>
<li>
Land or building or both unless it is used in the
ordinary course of business.
</li>
<li>
Loans and advances, other than loans in the ordinary
course of its business where the start-up has lending as
its substantial business activity.
</li>
<li>Capital contribution into another entity.</li>
<li>Shares and securities.</li>
<li>
Any vehicle, aircraft or yacht whose actual cost exceeds
INR 10 lakhs, unless it is a start-up in the business of
selling, plying, hiring, or leasing of such vehicles.
</li>
<li>
Jewelry, other than held as stock for its business.
</li>
<li>
Other assets like drawings, paintings, archaeological
collections, etc.
</li>
</ul>
</ul>
<p>
Also, no such investment is made by the start-up for a
period of 7 years from the date of issue of shares at a
premium, where the exemption from angel tax has been
availed.
</p>
<h6 className="blog-pointer">Conclusion</h6>
<p>
It was expected that this year’s budget will bring in more
rationalization into the application of angel tax
provisions. Since it was only an interim budget presented on
1st February 2019, no such amendments were proposed in this
interim budget. Hopefully, a more conducive taxation regime
will evolve in the future, which will help genuine start-ups
raise funds without having to worry about angel tax. This,
in turn, will help start-ups flourish further, spark more
innovation, employment, and economic progress. However, it
is also important to ensure that malpractices using the
route of investment raise are also kept in check.
</p>
<p>
It is also a very welcome fact that the Government responded
to the industry by bringing in modifications to the mode of
implementation of angel tax by moving very swiftly. Further,
it is also very important to note that the regime has moved
from "Application seeking exemption from angel tax" to
"Declaration", which means that there is a thrust on
self-declaration for eligible start-ups to avail the
exemption from angel tax.
</p>
<div className="article-footer">
<div className="article-tags">
<Link href="/blog">Consulting</Link>
<Link href="/blog">Business</Link>
<Link href="/blog">Market</Link>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</>
);
};
export default Angeltax;
pages/blog/detail/tax-deducted-at-source-under-income-tax-act.js
import PageBanner from "@/components/reuseables/PageBanner";
import Image from "next/image";
import Link from "next/link";
import React from "react";
const banners = [
{
imageSrc: "/images/banner/knowledge.webp",
imageSrc: "/images/banner/blog.webp",
pageTitle: "Tax Deducted at Source under Income Tax Act",
homePageUrl: "/",
homePageText: "Blog",
......@@ -157,6 +158,54 @@ const Taxblog = () => {
returns are due. For ex: for April-June the due date is 31st
July and so on.
</p>
<Image
src="/images/blog/tax1.png"
alt=""
className="image-fluid image mt-3 mb-3"
fill
/>
<p>
The prescribed due date for filing of TDS returns is the
last day of the month subsequent to the quarter in which
returns are due. For ex: for April-June the due date is 31st
July and so on.
</p>
<h6 className="blog-pointer">
3. Consequences of Non Compliances with TDS provisions
</h6>
<p>
Following table provides the details of consequences for
default in compliances with TDS provisions:
</p>
<Image
src="/images/blog/tax2.jpg"
alt=""
className="image-fluid image mt-3 mb-3"
fill
/>
<h6 className="blog-pointer"> 4. Conclusion</h6>
<p>
TDS provisions are a very integral part of compliance under
the Income Tax law in India. It acts as a regular source of
income for the Government and would also act as a reporting
mechanism for incomes earned by various sections of people,
thereby making the tax administration simpler. Further, the
consequence of not complying with it are rigorous and all
those who are cast with the responsibility for deduction and
remittance cannot ignore the same. It is also recommended
that a proper control mechanism is built by each business
entity to ensure that the TDS provisions are suitably
complied.
</p>
<div className="article-footer">
<div className="article-tags">
<Link href="/blog">Consulting</Link>
<Link href="/blog">Business</Link>
<Link href="/blog">Market</Link>
</div>
</div>
</div>
</div>
</div>
......
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h7tZRZQXtC5tZX4NynpVymuPROpaXM5Fh51VxCGhmX1Fc21xJaHu1fpqxdLY+ytQnr93/NG0uh7h/JvexqZXdkkIyDfpy7DRVcXRgUR9y8ZeW7NEgj8jeF3ReBl0egp6rszCXKYMX27fKHujXMIgoVPjr6AwkGwT1Tv7ZM2/idhuMLD0V4/ZOcFJzCaytApNucL+WRKuUlQ45M8lKHtrJizx49bnG12Lr8v3YwYWiYoz0phyxlpzxB+bIShKXcZPL1t5QZJ+VBEg6Jzx3jj24daL11njZZ7i9TFHFnN4GLt27hYLHcgoLxvw86y7YjziplIde0m2TVYd+7y+Kyh/3dBr2fW9uxBACnY2OkydhP5SfaF4s4+sEfEPO9ILiOUybpVDYFCTCxeAQQviZ4rfmTvju5YEgW2rnzIGXEVS3lgtATX95CZY9buHzWfZFaUr4U4bhECnxsWGG1GD8G5fc15aWmaCHN2LxZnq5WyQwtby2rwePlBUddzfKSvNKyqazda4PA5AQl5niGwLUH9CeFlnKQlOmogC6Cp2JipUCPj2wkndO3NIFIrDazXR8oE5s/u9xCpYelEucVmEqvhdJ20wveItKIIE6l+veGoufRQZL3oPjBAb7rDcZCSTle9wVkGSJlOuwXIimnnaWsVhIqLrMcABUVKFV3LN7TVq+SJ6pWuLyFzC0qksdrviVTXPOQUOuWlfz1BuOr2iuyFRVCXs4fzgf5cp4q9ZRyzpVJ/h/n1a9cbjrOOxA3NteN4iMHZ6GTraGbOoeerSbVD6cnIV3BvnZf0FLmGuo/DqzetUv+27yRZMj8vDyB/JyxYYOcRj4WBk/dmjuL5bmXV9DxWJ4scn+potLry9n6JiB1QA02VtSet64DUkzKuCHUfcF4qbq6CFJ5RyxaJE/SsmNhpJKEyCOQcJI2SOb1ju1k9V6zPC9cIJmkQYFMAmr5O8yBJf/nJg30JYRnalaRGQECSQtQqkbKCQb6QoXN7dNSLgpLOS37lDXzaTlyQ7Iyq5nYdvCgZHqvfbgiYd4Hm9Q6R7SAPPvR+3Imxs0F5Z/2HftQri+0deb8U9atkWdqVbH+ZfbBUj+zv4qC/IK8/n5H2XPc+ro1jmo8RBY40Nd6KkiZlrLqSUA3vKPcUSYfKvfjIWXm18Cv58md+lLIS5Kzcwc54LpMe82ZJfcUhuHIgb8gP9GApA6wfLHfOdvL8ma3D2XvcevKUqMBus7QrxdSRcrC2oPWg9slDp48JS+0fhcF0llISh4uwVo4nWMtVK4ESHyB3meFJG0KZGIwC8riUePTUXI7X4rJ/ooO8B06xQG+tANjwT7ln+isFg7m+SaWd0627BtLQ0sZmUXF8Tv4IyHb/lk0Fz+eO0duYVcAyTdYedBR6RHfB5CmjrNmoaUEeTPv1Qo1XbresEoknIZTMTFSZ+QwNG9ByiTjQvnkgdJF5Ze1q0vZwQNl/7FA90oEgjJXS1lJ2cYXwi4g+x+Zpbzn+FEp3rubZMjyotyO8tFm6uTQlMcl27fL3zmjinmuegr5qOEQkBsHTFH2/x9adFPXrjUNV92/vnpw9aRMkJThSKe+6Uo0nzgWZj/f8GNTitYyEugJxZMyzmWEhVdx0MfxLBEmOn1hz9+OZu0rHVtbpiG+/b71A3xpB8bESJkDfSRlJz8tZE6O9LP7AvtpQ8rMI7NotVkfIDdiGwdGO7Uz6127W1wcdYt9pgHn/livlmwOrh2isxQ4hSwc1vUB4wud1UqAGmcFbO7GDfKPhnXk6UplpVi/XjIMFtbMjRtlK6x+67Kg/cF0Rx4xh0i5pCNlljmVt5O9dz8iUmZ+TV23Vh6tWFoyvP6C/LVpA30D1GsXX7Fv8OkncidfF2frwrfkVGbkKuou5Fg4j9wCDqg9anhowO+6a2iKSTk0TxlgYVRnG481u3bIX+rVtOZgPFIOKAr382aVZ+rUQPPR5v2yoAQLeHqiJ6y9R/kGX7ZX5MUOrWXZbj/Al3agJEJ9yjr7AnJjYQsVOCdL9iPiXFoM9CGXEC9axogf8ysBic4Hud1ZvoTo671+EIVOLRHsc+oZSPm/LRrLqbO26AuVxwjZyP76AuHTMqe1rF4YFnjmqXNnZN6GdTJ19arQwGMQasmz4tAB4Osdx5Qh1H3B2RdKMJ6UKXu/hfsRkfIZVFQtx4/T8suB2zIw/s5ATkFMXLNanqgE0ubEhHgGj/dDjuyCzfyivNC8kaz0RsR1RspJObRKXADUbtNw3Y2Fohft21My8s2pUBOWNY/begHkzSa3ws+J71QsFsjrXiaTAcajZN8eII/cwoWUPpwyQWL90o9pGD8+Ktx9EeyfpRypPM6fpqTMeLl8IrkpSRtiz8dKvzkzjHjpvIIzvz058Disj/91aCWnXH8y5xJrqGnwtpTBnkdtNZ27vPWrxM3rWPlofzcrI7s3knD5PmUnb7+lnly32ReRh7V7dsuz7zaWDJmek8eqlNWXsOJPKhDZfeqE5O/+odxG49FPj/OyCk1MwBak/QAqvO6zpodn41xHpJyUg90XHkysKrepLDF62RJ5qjIsTdZCai0zgVQST8pwKJysvV9p11KWwbqOj7DiM9TrVwwuDXnupk3y58b1dAGbp2pUlpnrA9+KvX4RuQR81KV9ylQYJ0sqD7c6+yLtSJkRsywnsdHqtMOHTh6VmkMGSkbGk4Mkmt+IIwdO/JakXCSf/KdTWznhFnxhN4LqD8gv7eTLB1kBo0/T4/aYLl2IiHHiHy1459T4iDDEJ2XoieqIk73XE/pDpHwTWMqaX/wLI+y/KMO+mS+3cYG0bC9L9vc7yH7XRarwCgv0nDdP7qNsuEIeZaa6GpCdyhIuy0tSuEsn2X38mLvTPy8Yg2uDa0PKDoweFZo4fOqUZGrXSknXmrFImC+cmlinLKilHoCiDPp6vt5HMAxrVrLI26u0ZtdcAyB62hTVHZKAEy0JwYGred1esohmaLWBfXVBe+Laiz9x8HlKypU5+8KTckBhfM2ehqSseaMWsvuj1eFEt/3wIZ2Yr/FUUkb8mOdBRXeW8n/bttABNgUTCgvE607agM/yjunyPvqNkPWgu4b6p/HTY5GFS0hZuy8uoyc3y+wL5IHXwaDh6nOGL6WV4hKdmV+QO5H2tlMnayXrQZX12bh81y75Ny1qWss0EpWnArKjxUy5Zn9Vflm1ooxfuTLERAzDYsEj104voGfXjpSJYMFqCUW5n29z6cR8JpbKwcQGtmh63wIrsGy/PrL3hH+DylYWY4JZOKyvOSD91ADhsG+QmRkqZLSKXKbtPXFcXunUxiz8Ivll0LfhysKuCafveoNPCr084vuUtTKjczLkvr7Rl3akrIRluWMycbLbfPCA5PjgPYtnUcYV8fNxVod9kjKI419oiRxx6wpYHiDeDNuORJECXJ6UnW7Qqb7AhUj5xu6+COugqR75wesgf6euXy+PcIAv64vy56b1Qby2ngrPmc7S2RF+PajxZ5/IXfnBUVyTRafxerlBhl6WXBI1T1apOWywHHVrljMKJHtde4V/2LdYpA5I37Ul5SDW7d4p/6xfyxaV1gS6xKrzSgOrCgT4VM0qMmG1D5qWsclZuZg76rkWRZYEDwEicMtH+sPh9vlqrjxerYJayc+2aSnL9+x2Z5j5iNe1qhySAUYvfp+yk5vK0csPW/aHYZtmU+IAXX+BFVyggGw9uF9yf9glARE7F6pIsEUl8kzNyjJz3Vq9l/nBfLmmle+PCDr7wpMy9SSkG3QB/03Wp2x6w3IJvXFlmLMqWk0Yi/L7krbSSw7qLzGotAi7gjpmg7Ve16atWS1P0/DhOt7U3RBXgZu8zroBv+eaNpAlO8NdrUbwDJPx0VBx1OJ1tbhOpGyJ5epR5fr3kdtJGvzigSdlTy70M9EQ3u1F80qziWPlNBSM0KT5Ams7KvjUF1onMK6PS4H6Z+ixi/ZlAg7w5cgkH0LRuQoWwevSZnZAGHxSiJR994VXEpWdkyO7L4qClCelNSmbLHyO7Dp6WEr36+3ix7i6+NGFFB0OzcQ7yxSTKiOGhgidFSTXKxYtMFGkBCFSDs2+cPLWfODW+UnK5W6SPmWUDmvxghO45/Roze7d8r9335EMrz+vb5QOR/nhyoKEGmK8nl2jvN9xyf6Tp6RIr+5yW74skB/KUqj7h86VOZIyWhr3orXfZfq0wBKv2NJvj+CBVHME7r/G3Rea6PAo+viVK+RX1crrtJSQstApMbuCyxkaUJjnWjeThTu2633hhBkRc9dc6hLsoSP9nGNNNnBBfrttq/zFDfA9Ua2SzNpgU/V4ms2Ua/Pk5IPPu3TtC8oPMlMHPxWH3Rdp+UYfIwZneUEl1KNy4uwZaTVuDOKZD/Hxs26Y126rSg7HxWBQ8f2+UT1Z65Zw1cqReuOUPYrkI9HXrL3M6Tgl7iboU1Y+UJ65qMsewOfOiAz9Zr5kzA8Z5HhNsnVuLwfdJ9tY63O1QRpZnkPMYjZ96/vVfHmQ87xpLau8vM5CV0MyxH6Wl6Xg++1l17Gjep/qP7lBidl4SinFF4qrAO69hqSMeOgyh0i4Tyy/dJ21Yxvtj9GEKam4BAe3ebLIvXzPfN6Xel84UUwouzOuPpGXA7LIMlafY2HXHDNa7tABvpek2oC+9hUFwI/EpzX4xDAp01J2yhEiZOdYEHEubWZfmIWhs9i4BxnSYvHSGbt4gVUerGg1fohrKN7cZ8UCVyiP3IH9Imhe7jttK8RpGGkv5hseIVKmhaekjG2wfKkf8r9Jui+MBE1RLurSrMY1/Kp7KU5lhZV8V4k3dKqtt5JxEcqxfSHIwLJvLWVi5d7d8hyXHtbpcX7Aj7Kj/kJfqcPsHgLZP1O1nIxdsdTpK8me4Tie8nFLBV9cU1JmPJTANFKW+FgcbD1tqtxXmquFJexIpx+OylMwl9ZwJfv0QHPCvWeuP/xlWFefyCAYig+XGeKz6AAyVAf4kCkZYckNDaw5y/TQhSuKtAGfdoml7AuZyhBbFjZ9ey5tSTmOhYG7lItWbnpSvv7+e/lJ9UqOlF0+a177ONNPYmaeg0BgndQZP0Z2uYXlo0g5LpmnTNlSL1TelDv34Wgp3wwvj1DXfFFUv+1M3bBeHuL3HrO9KH9pVl9WBqbZakmnZcyyjMu5Tw32ZZpdk+9CD39C4yevWzHQGxOelOmnXufOItVgTJyIdVM6HY8wLPKEfohBz1wdri0pe8cfTbxR3gbUQs82qqsrb4Vqca8wmlgWUri8WeT/UKDHrlyu9zEcrQW1dtNkO3f1UAFqBM3vQ+v79Xwb4Mv6kjzbtqWsDLzBR2Hrmr7uvrQCn3ZFUvaFjts0Hujzyqfyo6IH5LLz2AkpSGuFcdIXSFxe+7iHyBlbHiOJgJhLDxso6/buCVs2lyBtZX8jIV6fMvVESdnLOeBuFlJWeH2wLQf42kx0A3yQQQmQpq5r7aBll/oKY4Ltbmvb8Rh4xenc9PXr5Vc13jJrmV1sXk+DMqRRmeUl+W/jt2XB9m16n4bEsOH4TH46LFgmUgqEcz0G+phY9t2YULjs3VsD+8sdHEBz6zSEnBZWOK3Js8odhfPJO2M/VSET7GfUZgESqp3qSs5XD8schAFSsfAAHHuzb08jkuyvSVcO8LkBR6bFmiX++Vcv7JSCT7qUlJ1yaMGjH1tPymm4SpxXQpVJAgWcvGyx3M6PHbh4WZwZd+/HVitjbnGcKwpCN7KhMhz01VzZdviwfugyHvAcPM1ZJPZMe76eVMd92/Pn1Bc6r+A1znuzIF6fslrKlC1ciJyd3G+W2Rea/9SPcEau3r1LntclOl+Qx6pVlCFLFoeMKOqBDfCx2NO4Mj5RXeB5F87B02ekaP9ecivkZF9QcnLzsuQ+jcr82eVO6G87zn92YegkAHWmp6kB4nuNSVkjyYi5hLsITl69Sn4LYZm1jMSxULLPRreuwLJpkCeb/KdFU/nG10IIT+s1FawRdGrA2KhD3Cx+Ikt+2C5/b1pfMuR4RR6rXEHmbNygxzXm+nw8k1tNm6UnLcAnGSknmBLnic0rC8kP59J06c5EwLne+bp/AIKAYntrWZU6kNfqXCVDEmEhyPmaPFq+pBTq8p50mzVD1uzZLftOnbqkGta8AxFpfyL1QvOSumFXai6xcLCvO5BnzEm9Ro/dPIjXp0yZ+89BUeZe7nQ3TfcF8jFkJHH3ogz7dr7pUK7XJVvndnLEdYcxq/VaWs00xPBHAg0RNlwcfryO9flmrjzMxdR0DIyy8zIMOPJWlpclb8c2unAZYV/HoW5xz8K+WiA915KUGRkmjwXlosSp/ltyD5w+JXm4xi4Xlg59H8sn0hdOKFXuzPr5oO5zZut9GiKbypoJzIzUJZgBMm4IzR2wb/DdyYxALVv14z7hjyXC2VUQeOD6tAKfGCLl4MsjKisnO/q19ZFWfcrJw1eo2J6sXU2JQPPXz8DwaWD8gwStfXjQCzYds78q95YuKq80byzlBn8soxYtlM3798oeFDR+XTgekJc6M4bEzD+fTdQTLSR2TJ1KNJyrNwsueXmEFnOIjClb579JXh6xbLQ8J3YfPy7l+qGli/L705KFpcWk8aEc1kpZK2waVnaMBKo6A0ermVN3vam3au8eebFtC8nI1SH5hh9lGpKllyeO5cwkT1cqIyMXLtRg+RwlZYuc214drjkpmxAswTTtLaIQBFyH6dPlHr7hx+aBJxW1lH1iXU2P80V7dpW9fsAvZPGkHpoRgSl7nDLzMgf4UBlkhMU5JPQNPn8Fn83ZBlak0xJ8npJycOlOrxyUn3fuw6mRYSkz1he1+6HH7NlyDywzXUicfXQ+z3Xr0wI/CdsfI6HwWpJ5FnsB4ClUStnaNJUyA/tL77lzZO2uHVoQj7sFjYIIqYkWWBZEbHlQo2UFOe1z8vpCSVm7L0AWHPT1suRWnZOzWso3ycsjmr+Wj1PXrZMH+QZftpflz03qy7LAyx1GxjG4kpYsrgcfWfcFjoBX4sAFnC0W1huRVpPGyU8pR06Po0xDMgzIlF9WypVZKvTvI8fcGi7Wik+9bl1jUmaAYQ+bDPo1YXds47598hIXls7+SjhxPrFUGnXwI7H/V6WCjFnBuAEuAyyY1CWacbGMsspi4LffyuPsVsnyovynVVNZtiuwPJ9enMACS0PwkSFSTtin7B1lSAVK45dHrgRVdlcRn4iJkcYTxqIiLqr9cLYeBkjX5zXjHkoHHCsdf4xbppdfAcmTWQdg+ebng+VKyEtN68ubPT6SZrCIuA7yzqOH5eCZM6g49bEhKAGDsFgR6ykWRnar6dmbB5fMvgjqRlDG+f3LIzeBpezK7ynoe1sO8GV9UTKijBT+uG+8Vi27LvgmLj+moDPDlIBNB7yucqstK4cZG9bL79jKY6uNOui7glRn6YdjFxF08l8Na8tX3291dyIM/tvmqnFtSZmR4Zw9VwhYKLSrwMXwXNx5qTFkoNyuA35wPrFecTSxKLR5s8udhfJIgzGfSPgNP2SCptYyIzXwmca4lURNp6SW7RX5CIrNDy168DwfadAUmTeNwKeFB/poDXtSpryczOgoT1ibafmadWJQmTnBnYo9K00njpP7K5QyYnb939Zd4eKvih9Ijy8Aus+tI3JdVRCtLH4dJEcm/brJH+tUlfzvtZPKI0fIyKVL5PsD+7WrjDZLCIiKVa3UITp3/CbBpaScQJZetrSUb4qXR5CBjgdW7dwpzzVvLPwGH2dPfbxwgWYv81rzG7AWO7fsuoBmnI+1MABurJzzGrv+2LkYKTewn9zCAWgaQwkNCe8KZJdbiuaTZhPG6TMIhmPPv3ogjGtLyr7/l0LTxOKwffXYovnF2jXyhxqVdBK2ErBPaEiJcIxNA9RSf2v2jsza9r3ex2kmrPVUiqmErySW79guf+M3+HSAr5zM+c6+rm0iDQiXeaXPdTemEfi08EAfSNkXMpVVQGZqKUfOQB9lRevEV34ciHpvziz5db1acqsu/AJlD71cQh3w6QmkSQkb+564tSBw6/Z1YSMUmJyZYLG8rBXT41XLS5aWTaXsoP4yYuli2XnooByCBR0PaZ+N1x3xB/o8KTvn5UaZhbovbmxSJq8YLsqIb+YhXSgbaF3zDb5jqJAJnZpGHcSl7KZgnqvVDFkpQ4NPaDmTqMlZcbiGb/x53eiL1sQjqMDUWvZ66HVRHeUKeUP3crdvKduOHNb7tJ/bR+8qcW1JGdCaQiPFLRwEoCPjrtY6cOaUFPigk46S6kpifgaGt5qZWDYN+Jl31PzvfzlT00jhpjKthkAg9caPkbv8AF+/3qE3+CwBFK4jZhX0NXl6isAnxuu+8FMHg4pBF+q+iAxShupD4VmJhu1VFqRpa1ZJoa7vy30kYg6kME0kV185e+f1gGkMFQTXjPTHg9fT0qYFzkHkrK+gkOaQJ6qUkxztWkjlEcNkyvo1su/4cSWvINI+R68PLiFlP9Dnydi7m6VP2WXc3hPHpFL/npIh0/Pyk5JFpQksVg8bOyIJw8GvfzQOWY7xz3NxvMYutmv1nAW+ct8+eaVjG8nI1SLZElVr2emdchUdjsEoeKpiaRm64Fu9j0gtVVxzUmaMgnEyIXibCV44Eq2+4afrYbgCqYWPhQxbKhUHtiCQQt0/lF1+gWreHAw8ETAW1ixxt4QkZZUDP4KaCc1e9lfeUiiPDP3mqwRBh4nYUhT/bFqAT7zkyyNa2JycvF9fs46U7gvGmhUxfKxJE+AHWBQdv5gmf2pcT+52g7qa17qWrUuTvuVJfbiM82n3hOydJ29W8gyLFk62V7XCerpmZSkEQ6D77Nny/cEDciYuLCPLYv4kyGWeQEENHcG+tgCDxyIEoZdHuHaDf81adcPJy8sMsr5RSNnywn4Ja3WHyyQxZf06eaASyka2V+SvTRrKoh9s3Zwg/HiC8pALi2A2BvbgbM+uNrSbMlHu4ZgGiZmyVf2jnjmZ0tGoAI+V79tTTpzzehUO42pw7Uk5UVhkNx44IJm4khPfvvH9hcGC5R0S+xQI6dNli/U+vZ1Wa1LQAmRNF+aFPjWQmcSgRYvk8WqVtLP+v62ayfI0+v5WSsAYx18lziuEk49XjDRd+yL1YAFb8P1WaTHuU/lVvVpyrydn3+fsrWJPJppWuFDFHTh+WYfzvgXG8Ngqy/Ga3A9DIFPrZtJp2hRZv39fghdUUBwpcP2hlQ89g1MrC4dYqPkpoPMcc9BrIgfxSJmWsteLoK7QqaV8Y/Qpq8yVOa2C56ecgm/Kcayp46Tx2n2QEfpTpH+fULZcq9yZtWGD/LFuDavg2aWq8nRypTypX9zP/or8u0Ft+WrrFndn6pAupMzmVt2Rw+Q2LvzBprdXHiaQCaVFSGsZhfQOnK/7yXA5E+sH/BIXOQu89Wnzustfy5WiSn/cRzKSzFDLdpkyXhU70sDYhwb6gqTslcL7byhSDucJlz+cv2kTCtc4+UfzRvJA0fxyG62SAtksvdQPnbGBtPouDuqGl0OIeLjlsYTycfu8nhYN+7LR3LznzULycoumsJxnyr6TJ0Mxsr5HEjWJwI7qiymOpLnwzHl2QoaTEBEID/RBRm+gYqM8vGyCsrhBSJniZWVIq0onC/i+Yc0T5BGwevdOeQXGFNc45uypfgHr35NzasG3iqsMHSi3cvF7yC6kg17fqFeUOcsf9Kv+2E91rZ/UIo1JOYyZ69fLX2pVsSamn6DtFUm3SKwO+GWVPzduILO2bnZ3Jg4lZXpUOCagsM+wfMcO+UfTBlrD/axSGZmFZlAkgnEOz75w3ReeaHxBo4u0gb4kkFBvOXK9dMd2GfjVHCnRq7sum3ov0nsrCZrWM62/QmhG+vQHm+chWXAbcL6SD52HU3JGGAwzJyznUkWk8Efvy5S1a8KVslpmwQiex6FYR9jQLZxKEP10R3xL2Rk5Ps0qC7d/g3RfkIh1lgQkffEiZM/3ClTulLxJfxQqlozs64UVawN8ttKgdnPQor5G6L3wW/lZhZLazRnqag3JFVvVQ7hsL0uONs3l+8OH3J1Xj7QnZafw+06ekkIffWBNS99XGlIkl2i63FnkfhB051lfMLJ6b2LgJXqZZg6LlKtb7aBmWoOJ4+Quzp19/QWp1K+n7I03wBc5YGwusZTjycnJyJPyDdJ9ofnC1oymMFyAuMcPU05HJdl75hdSsNsH8liVCnJPvuz2xWFP0Pxggl+FTl8pdjJRkqYlTcd9nvNbd406nCc5k/Rzvy5P16winT6fFnoJgBEELWhl4ZvQ/nhoznME4fJT4rzzaYYLWcqR3qdscmfLxF6PZkVpLRaCn43jtzP5bsFPSheVd8aO0eNEaDAvFeDtZpWLrNp/QLK8395aWawEVKbsynB6pF1tIGuQ9s8rlpIBX4U/H3e1SHNSDsqr+9w5Opk9Q17UQlq4mEgkVgsVE4tjrPnzZpdcH76nC9WkBHyUOhYm1394CM3VTJ3ban/1LRAyB/g0q3kNnV4VGWBcrmwp07nC5hZ5ipR5ykkCBYfTJFUZUODY3RTUC4KFYvuRo/LFurXSZ8bnUqZ3N3myXk25B5XPnRwg1m4OVFSskDxBK/HCkZBVj+iwHyJlOnfO+ym7XJnkbhBapSGDZMsx/9VjW540Ng5UAAWxt8D4IgpJ2l0SIYhPypBJvJZEIK03UJ8yZczy6FsmRsgm+Enr18oDVctLhhyvyt/Q4uX4RBjXInNYKZh+MrROX0yVu6lLai07mapu0U85w7FswoAs1eMjOekr96tEmpMyU6mKDWw6iFqoRRMdbLNC4xIcdFoLZdVpJ6OXLtL7EgVLd7CE0++ex6ODFy6Ux7hEJ2rZf7doLCt220cVIxGM7+VJOYEjMUFBbpjuC00ZmqQXYrDDqUh6ULOJBTFe/gG0WPccOyazN22U4d9+I81GjZC/tGwqd5cuJnflyiIZaUVTBhzUCxG0b2rSUW5edkEZskDhuqKcrZFZbkUlXaxPD/n+mC0yo9YaCqdV1qw42Iw2XYokXELKfkpcKJ1w3FdSvnGmxDm1gNxVMfQYX+7qNHmccDVHWq4F+/XS/CG0H5pwm6sGrXLmueONWRu/kz80qGPGI7+oQ3n6Ct9XeJQ94vTPutXkq83+fYerA56ddqRMWTGZ9o44lemC1Bs1XC1WLVShguSUiH4/4AerqMbwISmvhVjjsT8QYIaW/RjNHn4uJtsr0mHSxNASodoXpb7IAeNzyTf6VD5ORn7ruy9uFFIOsTD7cSl35BFXAHR71lTlDn7VEwbz6XRMjCzeuUNl8+G0SZL7g07yUKWycicq74y5X4c8ICtOZWIXRVBOQee7NfwsDZJ13ixyK/SsRP8+suuUvYSglQeeqbMwAmumRBKS/UbfDbIgEXXAD7BaJUi+MLmv2rVDXm39rq7S9lj1StIz0F1AtWLfv/VHpxamh8Q5hFlrxBC5lbLlgJ9viVCmQWsZZfRW6F3tT0fKWeruVSJNSZlgVCl0j9nfbZC/166qJBnqH/QJVuWCc2/4/bFhHZmxZZPex5pMiRRB0W8hKuW7f2YqPeEMWrbjB/l74wY6jeaxSmVk+rr4A3wMz9FBRIAxMUvZz1OmTOBURs5P+ailfCN1XyTYhgqfR0BD4An5E4B3xKIAbjl4UCavXim9pk+VfF27yP3lS8ptOV+15ibJ2ReckAvIMUTKbosm6E/hbzRxLAqjyVL1S/XIttyPJFy5T9ml0ZenG2qeMnOXlbWXvWEY4n5rYfAB8ilbp3ZyxH9KjIwMHeLGv/J8teDd5ILzNBTcsz9evFAe5ZxotspUpgED0subx7O/KpnRituSoKuVUaJtaESfePygX2lIyppa23JDHDx9Uor3+NC94eeaBl6ZgkoFYdwHS7Hj9GnuTgbDDLOmhj+iv9jwlUme94hFU6TRpPFyJ4WZ+QV5q39P2Rca4ENm4lpt/qQyQ68lGJNLui+8PIJy0q9Z3ziWcmpxuSziIU6x24rCMAkE3WH8GPlb43pyG6czsQ+6CKfXUWaUHR1keYk8saV1nSuz/KpKeZm6eoUFrrCHqsWsvshBoqQcdDdSnzKgxKitXJP43uMnpArXqsn6ktxZqog0GPupHieM6/jjmSUVwHOpY0r0rgtj3YEDkpNvInOwmd1kXmeCZZGterS2uCZ473lz9T5Gnda7cRXT4bdXRtqSMqCCJgkGOtL7fT0fCSlhlo3OBWQikdigZQhrMCOU6vX3O8gmWEY+LCZSLVwXlofmDwf33NJh/AZfZr7Bl/M1uaVwHhm8wA3wEVBqXcJPw4scMDaXWsqXKWwk5RvJUk4lqNT6WizyzQ/gJgSniXFtk4+mTZZ/vlPP+p1ZoPzLSl63vEy95eN1LU9Wydmlk+w66Qf+ki5M6QUl5cSW7vR6cqNMiaPTH7d1mLBurdxftYLONf9b0/oy302TJenx5RI1rQJW9VUj8FDfT01ueG/GNLmHesJBZtUXL2MnX/p1TfCsUqTbB3Ls3Fm7F7rKhdrgUx1yQV4RaU7KtGxtsRAouYvdhoMHJGvrFtqtoInzBcYTkFcsFKwnQd4jFi3Q+wglYxcWZUmnk80Zth4gL1+UIUsWyc84Yqtv8DWVVXt2WwA4dz7uvMShEPsMiBQwNkrKlyzdSXk4mdDdaLMvUgnKhXlqszaMLHnscrnHt/bW7NgpVYcMlJ/wS+Uk55BOJZCjdzyHgvUErMrRS5e6ypvPibyuC+IcSLkNLOWMfqAvXpoCabyBLGWVM7jCkyw/btBx8gQQMlrUhfJIof69tWVEkAP8Oz2k5tTmEe/XxYycfimfAnM3b0brq75aw/He8FNSxtbzFiqNP9epKrM3hLtHOWjIsPCrcbTYXh64Lm27L/Sbe0gw5eYt0zNIddOxY+U2jpyz+RUqMC6RdKyZCmSX2+AqDhogh09bLWR9SfQhoTSP1U+BxmnBJc6AqMoORLMHSpkRAus0ZXK8N/h0tSiSug4ouByIADD2l+1TDjknJw6U/oi6L6g8zHfmr+YwtlQDOpMa89brgoGrxbX6Yqo8WKm0tcj8QJ+XZdAQ4HFYnLcUyClF+/aW/Set3zIUboThipayd37/Buu+YP7qq9XAyl275PW2LXXsicsj9Jw/T48ziy3fAdUDluXU5RGCUI4SVwl7Yy0GnPHOJyPlDhpBnLcckjO3AZnj/O3gsqojh8pZhgMYubNiZ9wSt+bTlpSJEHFSmK5QAfM3b5J/1atp1jLfTPIJDm5pKcLS+f3bNWXmJhvwY3jWr8xwXeEk6cfFhsJe9sMP8rcm9ZChL8njb5UVDi562Cgvb8KO1sqpy9BrCcY/PPuCfYVOAYKDfNzeYGtfXAtoYcFW10RApjPfKS/qlH7LEQ4nNE/tSrcgOpqg95fh3Hg2QSlL7yhP3xKBo66huf+HujVldejL5mbtRBrikzJ0wZeZkI64fZLyDbGeMitddk+xbBqGfTNf7mCewErN3rm9HPbf4FMCdmXW5U1qc0jvV4UyPiA/0Gomhi9dLE+wxU1r2etLSH+cvLkPi/7l5o1l8/79eh9DNUI2f2JIc1JmdLTvh4lkzcHEA4fPnJYyfXroqKquU0DL2CuXJto5NCvvLZxXOkybqPcRcXHsEmFwCBnhalPBCZHN13enTJS7GF7WF6Viv56wfGyAT+Oifcn2bn1SwkprMDaXkrLL+JAfjtbRj8RSVjL2+YtMY77pmrg4TnmxXKryh84zf0HQrsAeOHtG3h45RH7CwRq2PqgXaiUnkCmPQ9eeKl1MPl8TVnkLJbIQ/zVr6gnTkiA9dDeIpcwuC/9qNbH3+HGpPgAt3eyvyB2likr9zz6xEwTz3ZV1Xq564PZTA6qLDuo6IvWV8cbDh+QN/Sgw5EyLWeeEQ7bUIa9H1B1Y0g+XLyEfzZ6pcSIsXdZLkBjSlpRNahpJEij3fWL5O2Lht/IUm5f84rUO+DGBzmlBwRaFiWucvtShtazbt8/uZSFFeBqWCpGhWbh7kKFZ3m+nzR7OIRy84GtfryoQE7ufVQW21yA/rxmYgivPvnAyoSMp/2gG+lhQWIkir5DflvfYunPq0R3+mF4IrucVPmu5jspvGtbVvj+TIWSphYqWT8D6IYnh+EfTp6lFbvDbyEH82RfBPuWAjmh6bpQpcSyT7CoyWY9bu0oerP4WDLbX5R9N68vczRv1uOU68xh+/Oga3noidXnEuzVk/OgiVE7HCHapdJk9Q+7mt0b9gJ+WR+oPnfPTsMybXQp82EmOn7E57yR5MygSjx+eldbdF85dBpsOHZTsHdroYFw4kXCqWCgsWmjgh3I9Wqa4DAssLM10WlrDAuRAwJAli+WRKiC1LC/Ks62aypp9e/VcPLj7tJBfIW7pAUYlRMqsmX364zkoQcRZyiRLWgVGg97a0ErvmsjXiqMGdcUMC12hCO7tPnVayg0eJLqgjfbBBgwAL1P6IfO7i+aX+qNGyImz9tKSWTpXemb6INHZF0FduUFeHrGcsn5XrujYjt/gy8U553mkyMe9JMbNuLFcCOfF9Rio90QaxNytW+TvzRpppa1vkFLOIa6izOF4DK3+39esJNPXrNL7GDsrC4nHM+1JORGcReJbTxovd5F8aBlqAl1CfZ8NCxAKC+eflhvQVw6etFroog6/arKd49J7MVJ+QD9tht4C67vdlAlyJjDAF+lgKkLdF/EG+igXLxu4SOxThvJZM5IE6giaRA0CSW+w8h216Ft5tEIJtb7i6ZnqGh30rHBuubNIPqkIHTro3vBTS0d9kYP4lrIvNy5Nmhbnv2Es5XAZXr6Tb/A115cyHq1eUbrOm6PH0xN8C7jxmE/kDi6MxQE/TrNUC5mydjKnvHXAL49UGjpIYqD7CrTajKeujIgiZWIBaqH/NaxjA37aX+MSGFI0OM4FzJtF/l/tqjJ9gxu0IwmwmeqsMmKJDvDVV8v7SVibMyN0ic4r4VJSpqWM9AcLGl0kkTIVDtaFFiune76r4QIqRC6DmZ7wVu7CrZvl73Xdm6RBWaqOuS0K1R1ohpb/uK9+qYbw90cSrtx9ARfUlRukTzlo8A74ao7ciVYgK5Ts73cIf7ItnTFm+VJ5kt8apbXsrWQ1miBr9aOskqBhLT8LDtq436bgkp+0r1r3Lo+II+UjZ07LW1yfgv01OuBHpXKJ9f03dAWyyd2F8kirieNdQfHNDCNlLqT/7uRJcgcEdAtIuVL/PnLgpI3Y3ihgqkLzlON1XzgZ+NaD9ilHiqWMWLNiJAlrFwY/SonDbAZyNDaJ6UBphWXbf5Bn36lrlT9lmLBriPIFwf0Ux98eOUyOn7UpmMoYiZWodMAVZ1/4sqJ+OCXlG+PlEWL/8eNSuX9vtZLvLFNMGo8bq8cTp7S0wfajx6R47+6SkWXPy1xJmS4g//zZ5YFyb0qnwLgEDZTEEHGkzMbhZ8uWyDPsB+ZATNBa9kpGi6BIXsmI2vO/rd+Vxe5FEE/OxM6jRyXLe+1hCb0st4Hch1zyDb7IB+N7yUCfZnrQQR4RQMqUvR9wxY/u6+R+JEKV0PXFRkKBIpaClP/XuJ6u7BXSr1Bl51yB7PIwjvWY+bkO9hCWhsjC5bsvEuoJ3A3Tp2wYv2aN/KxGZR34/1ezhjJvs5sGm95wCtB97pdyd9liqOyyQPbgKcrdE3NoizILYs4BLvLrdCQF6FgkkbKldsuRw5JDZ0w4K0aVzDvuOwHAmn6wZGHpD8INgutcDF+6RB7mSxdZXpTnWjSRNe4bfJFWoBID4xqflL0sXIZ72USIpUzC0sFSjbmRWBDsT07KSrj+sOcv+WGb/JczMPj1a/9qvy9InpTzZpFfwMqZtW6N3qODl4HusUjBlbsvgroCPy3lG2Kesg3wtZowTt9L4LolxQf201UeoWQ4m7465J/+7TboUIumSrraqo8nd+cnWYOnfl39LZmyamUg5ldOQ0SRso/mGSh/u88nyz1MmK5XgK2fasLCwn1u38glt+XLLqX69pJ9ocXJRU7FxEjFQf11EOeW3Fmk3aRx7g0+PCHdSSH5YEzDpGz9xqFCFhpQgEvnPmWSMRHsCyRiYmNk3OpV0vDzqTIZCmkXRIb8v970nfyJVhg/R8ZmP2Ua7B7i4liwLLmq4Pq9NmMnYpfu9POUmQ61lJ2OJHQhSznySXnVrp2SqV1L/eAtl+js8ZW9wUf5p39bxfT4dEystBj/mdyp1jDkrtYyZQ390bKK4yyjhfPIHUXySXlwUoxrcSWGiCLlIBZv3ybPuUG6UN8pE6uEHEg4av9fIdO+WBsexFv8w/fyt0Zv6+eenq5WUWZ+589FDikkB4zppaRMGXh5OJeOpExC9gMXtIKPnjgh02BZNpwySUr17i6/46Bt2Tcl5wfvyTkocSSAbwAOmDdXB73UEvNNz6COFcgudxfKLQ0+HaWFj0h/Mrg8QpbyJaSMdJAUtPLG/g0z+4IDfHPlJ0wPjK5cXTrK/hM0upADrnssXRF4/BQYHb+oU015KJ7+kKh9JU/5Q/b/bFxP1u5J+qv5EUfKXvGPnT0rNYYO0EzRb7IFE6wJhWOzE0r4EzTfm302RmLjzquCtpwyUacy3ZbtZXmrf+/QAB/zMjKL1eXBuBopB6bEhSzkwJbdF2k4T1nLBH640e4K398KNxMW8e+5aEuZYogX8o3NaRDcI9UqyCdLwl+O0XwIFi54/aJSqQMDMMewWGkkxDZUHEX697WPK/DNPi1EkKPqGB0KEwrRL2pWlvmwqA0MJzIGKRMi8T5l+CONlDV7qD/MIzo3a8pl1QEQcCUO8OXMpAN8zSeOsxPsEtNMdbvpBk2A+vit0QoD+smt1KPQIGtQ/nA8VjCH3FvuTWk9bXJoISWGEQ4pjIgjZRO69U1OXLFCflWtkg340ZrxXRghh30O+OVFLfRuY1l96JCcOHdOcnRuLxkyvyR34Jqh34S/TGDT5RKKIHLBmF5Cyj7dPuOZ4XzdM40sZS1E7IbgFvv06qwX5hswe/16+b+aVaw5x4n17GtjHsFqyNypnew7dlSvY9+s3sH7tFC6sPXs1cMKeTgUM6x4LJz387dslt81qKXrE6hMg4RMPUPc7yqcV94e84l2hZEMeD+00sIJhB8JuJSUA+kJOp19kf7dF5QeK3KWcZ33jfjrAkAuf8auXS1P8MMXeTKjXDeUee7DFqwUE+ZvusDpkx8f6fftV3I3lx7mjDFfNn1F6HWLVjPKcKYOreWgX+YBYcSd5xQ56lU4TfBHGik7B+w4elQKfNhZ+5WsORBMJLdOABDGI6WLysjlS2XahnXyWJXyIOUX5bk278rafTYzw94t0blZun8jgGKwecrB2Rcus9W59LOGTss3+qhAKk/rCtBdR9ScOtaeBMHXUEnKPq8K5ZG7YaU1HDeaF2swtoofSc4I75pBww3mtRV+4gDiV+eTkfJTfpGEFUdofWU4ErJ7jT9fx7ay+cABvUcJGWEyCF8QIwlXHOgjMXhy4LFImRIHGVKMlGnQETFxsdJ0wmfauqL+lBzYT87imFWM8a9NL/D52mXn1GvRrh3yfLtWVkapVwnlrnkB3UKankaLcfyyJaE0+JZm6BVxAOciiZQRQRW+pZaLCXWZNV3u5zq42mfDBLpEelJm4t/IJfcXzS/F+/WUrF27qGLehuvbT5kYeiXTLLP0zcyUgrGNP/sCpHy5DE/jPmXGS0lYCdlkapxs/r0nTkjBj/ugUCG++jUZxJP5VTi33Ael7DLvS73OYDMamDdJrQmQLKiSw6LiQlPIe/0KtSNnhj5w8UL5GddR4PKdqkdeloyffUD1P03qydyN1m2h8eKdCELTR2a+BtG8luCcfJ2nzIIf6r6AS6grkULKAHNEK0o6wIt0xY7t8krb5pIh12vIJw7w2cwqXe+EViWzIJ3lz8erqitPXZSzKHPtIP87WMGzu5UyV35ycte8gB9l4TbwVMl+4VfFVa9IyloG3KELFyKMlHVFLxdhYAVqoRdbNLbpcV7BfIKLO5LC/q0oXPeBvO7QZRkzyy9rVZZZ34W/Ksvvbelc03TO0JSAUb3sKnHBfmU636echqSsWkmdVGI2i1lVVLVVZMuBfZKn50eIF/KI1oMqp/nvr1NNusyfa2EAvIdeq4zpUgENi6Rsb07ZFDZ7ztyNG+R/zf2aBSDgUIGBY59gnizy54Z1ZfzK5RYL3BYHj4bhw2Ez28U7UhCflF2/Zkg//BYuQmZfML8tb5xTljWZ9kGFrR8jQFxzfdBRdh09psdV5tQ13qfXpzcYd+iCq1Smr18nv367BnSLL71B39WAcnIPOujen9+pI6t37tD7NE1Mm3c8FFmkDGiBslqROH7unNQdOVQyUtk44EdCVuuGDgn30054jAQAi/J2ND8rDegXGuCzzL8gsVrTRkKGJg+MqZKyt5R9WkMFzfnZp5xW3ReMFGRoG/yqR3VLYdRlOxv37ZYCvbtLhpLWLaBxprIWyiP31nhL2k2bJAcDb1lqU07J71ogfjgz1q6Rl1s10yakVmJeZ6hP1K38OeSllk1lyurwXFK1zEju+mdkcO3id+1wSfeFkjL1wzvqCbaR8vII81kVxuTpy/qhEyelHAf4cmeWO0sXk5Z+gE/1gvJ3sqfepTMY/fCi9SL7ocdVBg+QW8lRzIOEsvflFrp3L1orjSaMk1hXaJAyyMDSqPsXI42UmVHa/LTEsqBOW7NKfle7ivUt0xrwZKQE7RPv/Ch096CmHfJtYAU5hGULoSNs/N0oYEy1+yJoKQdJWf3Y6kBfGi3d6cTHjTnmlz8IP7xWeCz/th0+JJVHD5NHq1U0ZWU/Mz+lA+W8o3xxKYNCOG3tauSNK3DXGHtPnZTOM6fLX/lKtSdkLz9a8Hmyym0lCksJVB58ocRD06VxQoI0TRf1Y7y6E2HQecr+Net43RfUETifXu2+SH9SpgSVfyBfLedOpJ+tXiU/r11Nu5D+0bShzA99yIJ5YYZVRIif8UG8qfaMjjf0Bi9aIHdXKmNdGJ6blJ+YF+At3YdR8kYuebZtC32NXIF0sWKizhFIZ+SRsmYW+5Bcwd5z4rgU646mcI5MSBTfnGFCXWK9wpGgCueRW9B8eKFdK1nj1lqm4JSQA6O7NwoY20tI2Tu1hlzaSTRpRMqMk0rRiZKFJeQoZ2xN1o7QgJNnz+q84NfatzLlVHLOo8pJYvwdmnMNPhkhk1atlCNu4Z/U4vDp0/Lp0sVStE93uYsj47ASbeARhYJbvpQE653z2Tt8PkV+OO6ayYQWMjpXUNRLAongl0cSkrLXD68jdCTliOi+oCPBGrERcajwGo0fg4oTulEor5QZ9LGcoy6TByh7d53fpitIyIgv06CVhUvE0r275WV+nJnlkRW+b4kF84B5g1bvk1XLyyeLF+gEBK9fVmbwG3kvj7AgMLEcpLFIss+sx9w58iDMfu2zCZGxd0w4Cjsy9K6CubXTnXMBKTCdcqKpjry+wCvD4snfT5Ytc90XUFadfeEyNljgaClj2zgtpsTRUY7m0WOEkjKdnbCDVLLANSt37ZD64z+TvzVr6OaYswAi7o4gf/V2DSnfr7e0nz5NPluxTF+NPx1j6xgnBzthlU9cs1o6z5guZfv2lJ9Vh3XOsNn1QyLmQB6tZRSY39avJXWHDw4tmH45mB5SewLpCfkjARYX7VOeOtl9OBVpZVkI6YfTEVrMIUs5nd/oU52w8umxeudOeZXf4Mv9ujxc/S3p5ZdOUFLmAvbwskxrmtM3D1TPGZcExge/4ddl+lS5vWRhK68+D3w59flRNJ/cArIu2LsbKlSGwbQhDMd3Edl9Edqo1/bX7d0jr7ZuplPdtHCxCaxNYedYuHNnll/XrCoz3QCfCY/325STyBggSApUO8soZtGIJUvk1gqlbA6kppvkwjQ7Px2tQJxrMGmcnIjlvNrIxpebNkrDcWPkFTThflqxpJEzyZIVLmdFoPJ5snYVydqpjdQY1E/agMhJ1G1nzZD2c76UD76eJ93gOIujw+wZ0g6WbpPRw6VYt/flmQZ1zDqBLniy1wJCf9li8lyrZvLOJ8Oty0StE4OSL/fDhyIaqtsgLIJrhLdAhaxjKtQTlg2vI37Lwadcr8sDpYpKz2/jrxWT1qCGs8JDAnSP6DZrur3BlyeL5OzSUXYeOazHtfQib9h15Puh0zuTNMaMu5IoK4ow5qGS/3/UQS2v0D3lKc9VvsxiH+d//XZ1Wfz9FnenBanbC3GRRsqAptcVEqd4J2JipNGnn6BwgXxZeH0iVengeAy1bMUBfeXwJUt0+j5ltxvRoFWANCOu7AoYtXih3FoepMzXgVnxkJjjOaSdClAwrzSaOBaWcuSTssfKnTuk6+zpUm1gX3muZVO5h/Ox+bIJZ0cwTSTonK8ZwfLtu2KwADkyz9ej2SXBmTauhaQvGIF09F726dFB+e9GK+OFlk3krQF9pP2Mz2Xxju3u6QbtbqG+qc6h4J/3i95EMhBnxNX6uNl9ESvNJ41HelEZ8YOe1IlCTj8Kwc99+iGfuyG/bgkW8EpraIVCMnNy5ivURWA1Mq9vBTHzQxeEzwbOyNIuMe7z3gjJH42OpiSMg6dOSo0RQ8wYoC6q7J38fXlVQyq7ZERaa30yUudmEz5V0MPIImWLGAXPGRix2nejR5ARy3/4QVpPGCf1RwyWhp+ONDfGtvwYZouRQ2Xhls2h68NwGZm+FWyyQItNCxvjC//aXTul5cTxUh9pazh6hEv3KOcs7XZulMzasE5iSCoRjmDOELSEFmzdKl1hBTcYO1rXzGBT9nf1a8u9VStIhnIgYZIvFZr90LSq2SVBMqais9mOax6sVlH+0KCuZGrbSsr37S4NPhslH8yZLQu+/x5Pia8PJGO+vKJ6QaeHsWW/sd+PUBihOaIC2FU3Z+N30hhGS32UA68X6kZ7fUEZGT5YWo79VBYkqJjSHpQvCyNlf0F2Hj4ovefMkuqIH7seV+7YYVmBH+s+irMtak+dmeXSnW5gvLgxr3l0Y54V27fJu58hL0agXI4Jl1PPVXQcQ3kbLbb+aPGdgyEVVLmIG+hjwlhQ2IS/cNFIOdxsSR70fihqsHmqgmTKkx9MuoDKp0rnXYoR4QkkXBSDihgEP+O1EsQxadlS6Tp3jjT8fIrUnTBW6kGp60GR640aKvVQEdUbNULqgXDeHj9W3vl8qvSYP1cmr1ghq3btCn9+JyEgX7a+qGFa6HGdFfawi3QRUq3Ncgyn48YDKxbK/vKDpzr9kFuWB1zHlyu0VcP8wn56Q7lEPe6HusT4XU1e8HZXR+lu5PUpM3bIAGYa/UwsCRZbs2x4/sogESsZ633MQJ9SC/kqRJamYPw0jUoWSIuOcITTwNxjmrRrRwsmDvrTTpEjHT5PNB3qmFY2x2kRXbsUqGgoS4aPnRAJqwxxWKVlfs4T1XEHXmO3RywsHU4PkJYLF2IRZ2q3yZTnw+Mn7hqXrlDFk47QeDAPVMctfrZ15zUNTI8d4HGWfUab5Mw8S09o/Ch/3aNsYUCqnzG2v6TA/GDR1qxwafX5gvAjjJQRWdaeWlDp55/LEK094b8ycI7NOgpJL7PE8p/gxnkjF4wgos0Np8uoZRCyJiz2zENrBVAulBelZGRzI0DXvGDaXNz57T6+ccmCqHkOpy9uuOsJvcUWMLHzqiNwLBQMgxnOi3SQFI6FhmFoxcVwcVSvs/O8Eifsfobp93it7kUu1HpE+pgejj+o5ejkQnmycrHjLj3wM40mIpNxeoLZyLgbESO+Lp4WRx6jZWz6bPvMQrte81l1Px3h48O48S8oU/UnHj9e6tOqnKY6GL4PYUVe94WSKq0mOBY+LXRMsybcJf6KoELC4VomVoXlbuGRSAdjyMyyguUy3BEJ5aKKSqvO9Tv76y1DuRf5afTKyK3mCtOLNJliU0HPS5ym3dLHw7bVHMUWcggRTeBevciU+yLko2tfQI4Wigagx3UkP3iM4agXfkdmkQxWNufpVIZML47xj2nFcdMFO26zFliBUW9Mtrw6PcGyTMcIMl7xCJqEq8eRNhyz1osds+N2X7pC4xL2GhC3EN8kFT+e57XMG97HSsqlkWcibaDPg4mjMl2ANWTKl1RCDXqfXmqJ1LTqGSoCBBHai1xoAWIiGF9VSB6jPOBnCjSN9NO5c3bGHY98sNJURXRpMDAV3Gc68KvnDT7Nmk76tRDbOXexbe0KO6Q/dogbhs2C4OewExauD4tbe34kw9KPNFA+Lh0+bVoJBaJPvyUNvy7dgdPpA8ZB4xXIa/7Qr38O7rgaWJr3dkekQOMDPdR48i+FFZ7pHa+3e33ZBU9FJilHEUUUUfwYAY6NknIUUUQRRaQgSspRRBFFFBGEKClHEUUUUUQQoqQcRRRRRBFBiJJyFFFEEUUEIUrKUUQRRRQRhCgpRxFFFFFEEKKkHEUUUUQRQYiSchRRRBFFBCFKylFEEUUUEYQoKUcRRRRRRBCipBxFFFFEEUGIknIUUUQRRQQhSspRRBFFFBGEKCmnEEh/vBVTbTVU+9Fzuj7qZaAXBs/Fv1ZPmzdR8Om6tqy/l8/Uv9QjGP9gfOIdd9vUIF5YgfCCYV/OZ/7g/vWBj9YlT3KPZzxD5wIXhaKfcEu4k8mWX+A6k5N6sAk8+yphcbg0JE1X4LlXhMbn8tfZUf668+q1cH063CYekv3sHwEghygppwRUHC5Ar+oT9OOXnxry3+4KOZ7nl0N4nF/IcMf1MzBcpBx7GibPc8HsJIArRT+ddN4tcM7wNQ70u2OJgNf6a8zLH91VP+NhO/hHfPwHK3mZbd3FVwuGw69j8I8Le9Pvnmlf/TD56drh9COt+nB9LH/Uc11haQ08SR9L2Zp8KQN+eCEcL4NmH9Oix+0cP33EwzzJxfXjXPqSgs8LW7je5GJf4bn8h0ZTAltM3dLBL7H4PNV9508UGjdcx+ux5S16H//1uIWPROM44q1fe0Ha45gWd70Lxz9TF+3HltJJVhxuYiD9UVK+GqgixVMe7pNkSMB2nKf5+R1+L83psCql11sWWP3CiLs4OaRM6LOVzKj2PKAHEZaqNI9cEfbFD4uipYGflYr/xQT16XmGzxDpsUKTWjCEOMad4eOP6dfKTA+QgN1zmDj6SXL+xuD2ekLTaQ9Sn/6wcqKcLD4mO3O2z+PwgzRVYu44P1Xl81g/bZTcPIbjffyck8mHOUHdgoy8TFILPET1lU7j79Kg7sqwuPGH+cO0+qP4xQ736Rhjxpnf27N8DstFoccoEzzXHdd7gtf8CIH0R0n5aqDKR0VkYfFKxC0Vj17dt2NUdbWYeJr653a0mKlXL9TzIRK6AniNfh6LhZVEwfv4ixMkW4aUGFiYPCnb1XweXfw7rbDgmF7CGxg4nsUIpwK8m9/f89Yy//l0/yVrnlcL2RM09lmg7YyetO31AsN3eaBxcY4IVahKYBZvVo48GKrcNO52j+Yr4+6cwm+TAFOueUBS53NBzKzMSPLJDePK4P2ME/UHz2JeqDVOKxxpCKX48uBZvYdpd6BcGF+thLgDMJreUPCyMHBrx0Ok7A+nOm03PiCrKCmnDKbM5oUCqZVB9fL6pD79JeiD6qmjrlKPTUHdeSik/wiohuMV9ArgvWwKqhWlxMVC5Jr9vNU/+Ergc3zBoze8UTB8jR8Li3641s7oIZ7jvr/4qsAw7OOlLLB8DoNTmSJs9fMP+75i0MqH1hbPp+rZSYPP9l02GhkHn24eZ4Wo+eBlodfRb/t6L48w/uY1P/PedhMB02hkpV0LehNjheY//PrMVAH3I30WRcYPYcJvFT3jSHnrhYlC48e40Y/AYnET9dK39jQNDBv7fJbqkT6UW97HOFg6Q6QM2H0Wxo8VkEGUlFMGKpMVNipQcrscPHg1b6Hi2f1W6KiWyQvJ3efuNaLSyJhLFvhMOtsL38UwSTZMn4WnhQbX8hkaZ3fl1YPPNas4Lg5hn4+1Akvohj94nouLCoZHKHOf1usIPjcOFYB91JVptvzGw+2CJMDoKcEx7ow+GM/ymGngefwkBTzfKlknA958XWCRMn1GHJWULZ5JQYlU9cH6yjVt+GGFptAwkg7I8phh8T4G4tP84wV0JErKKQL1BhtVvSvoTiwK4vGzZ+XY2dPw0yq9FFo4fVgMDIqYHAtBb8OPDv5w4CfpW1IOhE9S0qBZ4NQy5HF7dmqB2Gt4Slhq6V8BuMgPRGm55Z9en/o4JAZ7Dh9PYkwkfolAiU4JB34vSwtUzycGk4+TEX6uhcyThgrYXDLg42SWrkZU/ZcLgNeeOofycOa0nI6JdUcTQCvCcGX4YwbkFSXlFIGFxHkJ6uN3+w/KxNUrpdfs6fLOqKFSvGdXydW5o+R4r5282f0jaTBiiHw4fYqMWbFENh3Yg7vCIVAFYTCadeALbyJgWSAxoWEIqwSEgQMHjh2ViWtWyfCli2XE8qUyYuUKGQJ/r6/nS7f5c6U7XA+3Vf9X83TLcz2+/Vo+XrJYPl+7Rtbu2CFHz5xxT3JgehE3PvdawcJiyg2n42Jk3NpVMnTZEhm2ZImMX7Na9h87ZhfqbAM/eAavt8SuF/iQBIk9Bwty8Y5dMnLlSukzZ5a0GjtaagwZKG/BVRsxVN4ZPULaT5koPb75RpZs+15i4xIQD5OhwfLHHUsEdi3TaWmNA1ktQLiDlyyS4S5/R6xYLgMWfSu9kce9v/lK+nwLxy1cb/j1GP3O8bz3e9dj3hwZ+NVcWbd/r0syf5IRQQeSMbssNMIB7Dp6VCavXyv95s+RFmNGSbm+PSRPl46SHeXhjY/el5qDB0jnqRNk5JIFshQ6dzo2LC9Ld/LjcDMiSsoJENLN0MYpSeiEHT1x5qzMXL9O2kwaJy+3bC5PlCom95YuKj+vVVn++25DydSuhbzetqU817yR/LZuDXnorTLys/Il5L9NG0qLcZ/JV99vgRVthY4FQpUbngR8cAWwuUiaMkxctVz++HYtebxkEXmiQkl1P6vxljzeqIE81ayR/LzJO/JEo4byROP68kSTBnAN5edNua0vD2L//ob15Ik6NeS39WtL4a7vywefT5ZJa1bKvpMn3ROuMbTy8RboRZm3Ya38vmYVebxMMXm8bHH5v2oVpfmk8XL83Dk9b33glg/JEk8SYBgaGj3qTO4Wdvh33f79MnTB11Jn+GD5c4O68kiJovJgxVLy54a1JHP7lpL1oy6SresHkh2E8yzy+0nk9a+aN5UyfXvKANy37chRDYuwUIFkZLBdYtYycTzmnFQe0E8eK1FYnqiI/K1YWh6vVEYehMzuQb7fU6e63Fu7mtzLLXTtHuSlHauuW/W7rZ2rqdu7q1aUn9eoIh8v/Mbip9Z5clsirjUVuPSb7duk66wZkv39DvJkuZJyX/FC8ljV8vL3Jm/Lq22aS5YOreSlVk3lTw1qyyNVKsjD5YrL79+uIdWHDpDPoW9HEhoEGg9a4Mwf81vO3dyIknICBNXRlMGUVC1Zd3LF7l1Sc+Qw+X0tFIqcmeQnBXPJf1s0kQafjZZpq1bI2p3bZfPePXB7Zd3OHSCd9dJ1xudSund3+b8aleWOPFnlrygQLSdPkLWHDligLBDadEsefDy57b9oodxVsqhkyPyiZMj1umTI9Kz8GqTccdoU+QwW81BYSYNgUQ2BdTT0m69lMCy6oXBDvv5Ken35pbSZPEnKDuovz6Lg3FesgNyX/VV5+q3SUrh3N5kAy8zI0WCFI3VQmbpwjpw5JWUG9JcMORHvHK9JhtzYZn9F/gSC237kkF7DRFpzHi6U8qsHpcypgcG0BJO17cgR6TZ7pmTp1E4eL5pXbn3tebm9VFHJi/12k8fLVxvWyfpdO+S7fXtlA/MY+rB021YZ8u18yT+wv/zy7ZryMCro3J07yMeLF8lZ1wXC5wWfkzh4oV18GPLP26Uz8vU5yZAns2TI9opkyJtV8n/YWXrMmSOdpk2WjlMmScepU5DnU7GdimPwY5/bhP5OuKYTrmk/aYK8h/tW7timz7HnaXWle4khqKurDx2S9p9PkX82aygP5M6CPMyCiqu21Bk6UD5Z+K0s/+F72bh3t2yhvCCrbzZulP5z50jlgR/L7955W+4okFOeLvOmVMT1S2A5h2Fx4aO0gkphGblRESXlhGCpceVBB3nUYrFTxEwUyFdAXneBiDNkfkEegXXXbsJY2XTwoJw8z6b25UFVOnjqlMwFQRf9oJPcmSeL3JM7M6ytzrIcJK7QQpt0gUiIQUuXyoOVy0uGAtklQ9F8ILWXJVubd2XHoYPuikSAyiYGzcdDiNvmA/tl4Jez5TfVK2naMuR8TX4BC/+dMaNl57Gw1WcCujZYu2unPI4KigU5Q7H8kuHNApIhf3a5r0JpGYrKJsYVwjidMkcyx04qHq+3q5zZJ2/91fjRc+ew/Wz1asnXuaM8/OYbJoMsL8iLjevJQFRqlEFsEqSw+8QJmYM8fgPWYob82eTRciWkwacjZefRI+6KlOPI2XNSuPtHIGTI6E3ICIR8f4k3pP+XM/U8Z7LEhdwFdTx2ZcfzvO68jnlYhRcWasB7ZbhrVkB3M3f7QO6nvF5/Tu5Fuajar592S5yAhZ8Yjpw9K0u3b5d6wwbj/gJyK/T2pZZNZebaNe6KYBXMPLMWYujhNymQF1FSDsIrpBXcoCKIfPndeu1+UGsUFt1PyhSV9l9MlZOBPjEF76Pi6BYbOxrC9uPH5O1hg6CEsHhyvCqZOrWVhVBOIuG1ycFgJeVyIIEcRsoIMwtIectBZ4WHEAz98k/i0SGw7n5Tu6pZrjlelnuK5JMaQwfLwZOn7KKriuWlOBt7TnrM/FzugZX0l2bvyF3FULDxLKbhlkJ5JF+3j0JdKDqwyarN5UWqwbzRlpDtngPp95j3pfwCLZkMuWCNkpBBgkX79JDV+/dqpeoBjdB7KQfeH25eh7EdJFyiX08N46dv5JQy/XrL9oPO8k8hjiYk5XzZ5L7iBeXjObPcFamHGR+WngRJuSKWwup9/b12qCSyoQLPpJVFbej1vhPxu71Yfnx3m1m9dtzjKFoCH6El+QAqmgxZXpT/ohKcsXaVnWR8nHx16p4zlG5mIK1RUg6CWa6WA9/MggapNYXjWw8dkFxdOlrBoEVaMKe82bu7Wr8KvYcErnpkwDHuqULyvHaFGLagyZf3vfaS4Z+/BwG8JKVHDcXRq1O2MCmjcCgpvyavt2qGpvU+Pc/4WBxoFcFSckqu8YWfcdY5qrCaiDNxcdJo3BjJSOvnDRB9rkxyd4lC8uHnn+v51IHPtefsOHxQ/tX6XXmubXP5dOlieaxcSTwPLRBay/myyC9qVZFFW7fqtYQv3KkFgzACsrDOxMZJ15lfyOMVSlhFhPRmKJBD3ujbW7YdDfQL632cL434qwyZp4gTrU09j2MqQ8tHVr6vdWyD/H1RMmR6XuoOGaAtkpQiPilTNtnlHuRNn9kz9LzFgfHx+WzpuiIYb8RT891fT11N6r4ATsHKLTHoY8gpJ+KVVSuK/zRrKMu2/+CuYJgWNp+h/c9O77QFSnZmBNwzadhUGT5UMrz2vGR48V9SoFsXOeb6mPXtVWfd+6l4NzMgoygpBwG10ULnSZRb4j3U5HeWLmqEXAzEB0ul69wv9RzvolLraLTqmVcaDc2UTxWSymhvqhGfLVsur8DyLtK5vfT+aq7EJRy1TybCpOy6L2h9oxn43V7O9GAsWFkwPYwDSZn7TCcsD8aLDhFXYmZagM9Wr5Cf1YTVWAAkyW4FWPWM60YX5tWDhQrEhedPX7FMHqhSXnp8OUOOnD4tz7VrjcoOz6O1XCiX3FGioNQfO0aOuT7tUOEOyfdqwLSygFPW9tLDx/PnyWPlHSGjEsqYJ7Nk7dhONhwOdDlo/jLffF5CXpQp/xgn/DF+TBedj+MX69bKv5rUk3/XqSqNPx0BK/KEHk8JaEkW7tE1bCnDIr0XpNwXciMYK/+WpM6Rds9ODEwL9VFznH5NkzuZDHCWz8+qv2VxYnmApdx6zEiJcRWulhsVhXsOy5SXn1jFpm8E8jpNgcjXW7ZK/i6dJFfbFtLui2myX2WF9HCmESs+V5FYODcvoDtRUo4HaCYHgSzbTUup5MXRjM2QH1YBCaNIXsnwVlnps2SBnqfSnY9jgYDy8V5XaHm3Fk71uOtogZOUgBMobGv37dX+xjPws1DhpJ5LCeKRshIoSbmJfLdvt7uCBYLO4qIFBUc1avzBY3nK96ETi2HxvNgBJEnLtSjChBX+ULk3pdssEMFVxDE+LsqBkyelEJr0j7xdQ7YdPKgy7zp7uvyUlUrB3CGL8C/vNta+bkKtespIY3/18JUuMfW7DfLM2zUlQ9aXLG/zZZXfVC2vM2tCUBnxHjjd5yGrgD0YphId5MfLvYxJljPWrZElP2yTXcjnGFjlKY1+mJRhkVIuIVK2PmXqHPuHlbjccxMD4874ql5QF+nHTZfrhrkSKo4aJrdQXqxEqXMwVnp/Ge5OYSh0jJs3bvSYC5772sLQZ1t5OIcW2vdoQbIVyX70GOzzPMuVvpTCl45UzsmL440K5EGUlOMBJU0HQ1RRLPP3Hjsqudh3hiatWqKOlD9eslDPs+kYR0uTykdidsqt9BHQH9K0KqP53NEgeNQUNCUwUi4P4kT8aLXAUn4dlnLYqkW4VH4qsxYSEgefD0erQ/9dnFyEt6NglOzT3dJaOA/SjS3SXmrwgCQHu5KDZSCpB2pVlUy9umt3CbFm13b5Ja1zX9BRydxTvqQM+PZrOauEY5Z9aqHpBPYePy5Fe3WzMQI+E1byPYXyyDtjPgm99KOkRXnxRR3IkPcavVB0FpLmNa9XUsafypRp0rO8NAzsJjiSJI6ePZugTzmr3AdS7ue7LxAjvnih1i73k3oALtA46oWMkG1990JyULZfT8mYL5vJragNznIOdxAqF1UVFy96FfSZDqpVn8hzrVXD+3Hela9kRvGGBWQRJeUgtP9KC1+YHLcfOii5OrWBAoL0SFIkZhSKXnNn63nTKyoW77V9LaA8pud5zq7BUb2HB7wi6lHVXiqpanGKEI+UadXCUlZShhUeBp6l/xYvcpsVCHu2fyrTQBxA07Ha4P6SUbsSYLmS7N/IKbl7d5dTjkQvB0urPcv2+TzbNWnAIoqNla5fTJWHYN2PX7FcrWSCb3xVHTxQ7qKl7CsCPDNP1y6yBwRKhOR3lQjePWLJInmoQimdZZKh+Bsgvczyh9rVZEGoX9Tiz7s071ixOb+mxQXGjb9OocLltUy71yM7l/Lc9X3KAUsZZKiWsiNlhu1iZHlKnz3OoBmA8xpvd0o9gYv0GudPBir37SG3KSmj9Yi4cEpjK3ZfxFl6TceQ2gRh4ih+mYvuBAlZy0pYT2gVm2XMA4w3NzwTuuumBtIaJeUgNPOpIN4PnI2NkUI9PjRLmSTFggGyyNqlk2w5fFivIfTWkN8Kr+2YgtGy0q4RVUS7Xu/w5+GlyqYUYVIO9Cm3CvcpKxC+xYZb/2fP9XHlVo8BB06SlD+29IZIOZfk6dNDTidBylzIiM9ROeqAKa1cl05g++FD8q82LeRfrZvJsVM2Uq/PhpuxZqU8yL57yFflDKJ8Gtbz15s36XUGS8nVwN/J6W3FaCVzKh4rAKTxDlQGFQb2j/eGWXyk4LlMr15/9XH1iN+nTFJGCwKVSB/Xp8wnUHdCj8QPRe2703ic+3aNyTm1KDmov1nJdKzQCmSXv9avLXM3fueu4PM82bIv2J7rjQ/903Jg17DEWfea00X8/VgBOUVJOT6oHNZvpUriUOuTkXILLQIWYG5BfrcULyhv9u0pC7dtcVeFwf5F66NliFBElgr6sWUTXJvhbI5pvx6u5fWB56UEnKf8QIiUaSm/BlLm7IswKWs8+EhVeMaL8bH4qY/H9fEWT3ZflIBVrC0DNOmthZBfygwZmGT3hcqPT6C1qGmLQVJB1C55n69cLvchvm2mTDSLiHBp33H0iDzfrqVk5KwPtZRzye0gonqffhIa8LsWBfarLZvlD3Wq2osYJQrqjIunyxSTz5YtcVdEDkKknPfKpKzkppUf5Kn6yznI1DWTlx/YMzmnXn4tZ8+S+yqUNJ1jl0pxxAvEnKNDG5m6emWCJ1DfgzqOreoFzjh9VKua53jwGsTvRkaUlBMCyqHNeSoNdMM3P+dv3CS/alDHrBX2dxYvBLLKKbeArF4GAX4wfZp8uWkTmv2XTnmiinmLgApJRTQStMKjaqrKqFqKbcpgpByYfQFSfr3Vu7CUw1PiLFSXLnr5fI2TiwuvCF8o87dtk3+1ben6DJHevNnkcRTCj+fP9ZdcGbhAWwWOAC5ctP5Y4vDp0/LmwH7ys7eryXd73ECkK6i8LwYs0hXN8nuYDrWWUQGi2f6Xpg1l3R4/myR1IEEMmDdXHgIJ6xuE2vzOJH+tW11W7vaDo5ED7b5QUmb3BeLq5in3c6RMkNi0VYJK3r5QQoLmccsDpBoixjHqWWoFCGw+eEj+174V5JcZ5QA6UgLloXBuyQhi/n29WtJm8jj5fN0a2XIo3JL08EYIdc/ynXFnBc4ycQ0id4MDMoiSchBmHZuj/voRbR7iq6Q/LVnEBoZosdDC4pQxWC73liwsf2lUX94aNFAGgLimf7deNsHavBxYcGglQxXxDHuW/vJH91OG+FPiQKAc6GvFgT7rU7Zg+QxLiz4BP5ZWpE0dn89r7PmjV62U+6pVQpgcPDTr+/WWzWSHf/X5CmAaVFwI22SHg/BbqCKrtm+X+9+uIa/07KovbBCUM6sKvRZYs3un/KZWFesuKgY5I133lCsuPUGkiXWdJBeHT52U6sMGoUJFukj8hWGRIw+fa99GNl3lCx7XE2Yp+4E+kLK+0VdQBs7zUzLTFn4MYOCSRXJP1QrQDbQ2QMhKzOxjRgV+F3Tmd/VqSKGe3aXnzOkyYc1qWa6VqtcED9tX3dNwwzr4Y0WUlBPA1EFZRYmMMys8UR48fVKajv9M7i5bXIlPX6yAxWJTqbJZ87JwHrXAuLhPfhBPt+lTZeyaVbL8QIK369h1QUWk11kN+ix7VIoQJmX/8ojvU3YDfUwCN1R6Fz43StCOpDUuPA8cAglUGznMBvloKed8TR4sW0x6z5uj55MEH4OwuLqZ0r2T39nYOOkx/XN5sGp5GbtimcoXF+rzNX56FacKnpUawwfZq+x07M8ukFOyftBZdsR73fvqsOHgAcnyUWercNgtg2dkLJRbCvbuKXuPH3NXRQ7MUg6+PJJN7i3xhnSdMVXOxJyTQydOOndCDsJxe+gk9uEOunMH4ecc6SOnTsmFVFZsmm/AOeRr27mz5RnOmNH1OBA/9i+7OKplXzC3PACy5rjAa507SMcp42T08qWyYMcOkLsGEwJ31XCg0fIjBspOlJQTgt0K2sQiYTji8IrIxXk6oHn9bNMGkpGzBKiMtFDZp8a+NbUUoJyqkLnkPlg0T9aqLK9/9L50n/G5zN+ySU7FxGhYhFmIeA6ImXNw3WNShEtJmX3KTUPze6+MSx92FHFo9uVMeaRaRQ0nQ7aX5W60ApqN/xQW21m7KIlIOg4OyUxlCHCA7z/tWsu/YHGfOnNaj1lYSt1qXXvMRNP3EVQEJlsU9DyZ5cnqlWRWcP7wVWIxKqt/+6a3En4OuQPkzFfJ/VtkkYRQ9wVnX7DVUiSP3Ap9+/u7jfQ18LwfdZE8H30gebq+L7mhZ3ng8nbFMToe13NdJOd77aVk7+4yZ/NGF3IqwOYQcBZ6O2zJYsmDVoaOudBq5qJJ2sWHfVrQLAs8hor1LrR8HoWuPo/r202ZpC/XhN6KBVDSoBIW9o8VUVK+DHRAQvt7uYXjVvvojDRoZyz84QepO2qE/LdBHbmd1jLf/efUKk6bo6VABeWsBSok+y0LoAkOgv5743rSdOwYWbTte6qfhkdbUUkZLkxLyUe4TxmkrF0Nr0j2ti10BkVysQsW6PxNG+Xtz0bLXWWKSoaX/6uW5L/q15IOn0+Tg45EVQZODpcDT/GFifAlYf/MNcvl3mqVpOXE8doE5mEthEy3OtfdAew4elRe6YiCrt0LZrHfBjKqO2q4zttNDRajGf3vNs2tG8p1j/CllfoI+2Qqw74eiPfyiJJyXrkV21+8XVOe69BG/oO8/k+bFpqmf7d5F/7muu/dv9u2xPZd+XezhpL5vXYybv1aF/LVgXlkc/LDFu3WAwfl7UkT5dV3G8vD1B+uH5IdrUk1FCBjEjRbJaxkafHnzyl34Nj/q1tdqgwdJLM2rAsbKyHd+XEiSsqXgRKDWsp0pA2ACkgXUJhT523x8UYTxkv2dq3kT7DkbuGiOizsqpBu4E0VMg+adLQYsshtRfPLs1De7nO/lB/cgjtqmduTUox4sy9YaAtkk9/WqSbvfDJCPvp8inSePEE6ThwnHSePk06Tx0unSXTj5D1s2+F47eHDJMeH76OQ10BlUlCeKF5IXmpQS6oNHyzzNm+CKCzRlItRaWIgCVuFRr+OqgOHTp+RkoM+lsfwDP9Si/bW6KehrCKkpL2xzBkePebMlPvYR85uBlZ0qNz+2qSBrNm10y4C4seHfu+ujIUg5X+CyLSyJCnDUr4L+VRn+BA5kcBS1jSrQuie26Yt9OWRYJ8yiO5eyKPtxLHyw+HDsnH/frh9upToxv10+9wxO25ur57fgtZTqMVzlaA4/MJArEw9TsG/Dq2Qj2bNkIIfdJJ/1aki95YqDMMExMzuPrYgWQ5YHlguSNhMU6E88lvoRZMJY2UrWlMelHZI9ADz4epKyI2FKCknAiqBKobu6AFVEiUpPWiIwT6ncn2+epXU/fQTyd25vfyvXnW5nxZDPhAKrWjtf4YykgTygTxhSdxfvqSUHj1SvudXNoCkCe/yiDdPWS2pPPJAhRLyjyb1dWbIC82byPMtGstzLbhtIi+0NPdci0bq/tOqqfy7dXN5tWNbKT+gnwz7ep6s3btLTsYFullQGpL3Nh1SQYsXN9jnfeyeJT9sl7vr15bs/XvpfnKw8eBe+XvDOuF0YXtP2Tflgy9nhlbmI+mHm7t8Fv2Jx3M5yOq5zh2sFUNyeCOX3ApiKNm/jxzyK+ExTJf/+gzNc0tXWiNMyoivzr6wpTsHz0+fgT6FFzELRAJ5U0IHTp2UbzZvlLZTJkrBrl3k+YZ15YlyxbULQ1uUNFBYFpgetoaQFxnRkizat0eo241ZoFNTtdCBkHWKX9rLP60RJeUUQlVQlYSFlZZgfIU8Exsj+6GQi7dtlvbTpkj+rh/Kv+vXkrvYxUGrgGtJ6PQhWAywqG8tXUSqjxsjJ84mvvZsYrikTzlXJnkeTdUvVq2Q73bvknW7dshauDU7bbselibdmp3bZe3ObbBcd4EAD8ouWO2ndA3c+GlyiVVCSpDcS0DZWLnh1loWfIOvF6ynJ+pUlbErVzAoJWt2Yajzfm69wzVn4mL1leefsPnrB/yQxuff7yibjthUK+v24BxoI1BsksT2Y0elaL9eCBN5wHygA1m8gnC3HLFFiEjC5qzbSvOaU81I0HpF2iFenzLHLWgpg5TDb/RFLvi6+sFTp2XVzp3Sd86XUqJvL3mpaQP5GSpXHQz0xoq3nJEXxT92q/NB0JS95THX9tADLuSbF0hzlJRTAk86VA0rrGhyU2k4Sz8B2LfKZvuiH36QxuPHyr8a1Zc72T9Ky0BnbeRVon6sxlvy2bKl7q6UI/6UOITPPuU2LfRbaVcL1X2WAd2QjJlOHuCRpICCRPKiqQPsANE937aV3Fe6qNQZMlAajhou9UYMlfpw3Hq/368/YpjUHzlMGo8eJfk/fE/u4NQ4kjLX283zujxerYJMW7vGmrKMjxuYDVvMieN0TIx0mDxB7mLlWABEwEFa5MPf3qkry/2MFZcGnamgcmBlYQSd1oj/Rh9IGVbmvSCyvoF5ypEEisimQ14qK1Yw6/ftle5fzpLX27WSe5gHWh6Qt+yiyp9Dbi9TTFp/MU2vZwhe9tYldvMDcouScoqgJMACa079ICs/c0JJGiSh2hRALE4u2f6DVOjTUx4gIdNK06ZbLrkFVlqZ/r1hZdtykinF5abEce2L7/b5l0f4h61WHiQZFBj+Me44TmXXV6O55TF1lh6ND663lbq4nzRCJK7XX5DZ69fJTyuUkj/VfEuehQX/zyb1tWvln43ryT/U0R/e55YDov9u2lD+9+478kyVcnIb08UujMK55RZYU1WHDpJDocFH/YVjoU1eJKetXiVPVy5rM0xKFtYupv9XsbTM2rBez4de7EHg1iKijBB+OhCDWsrx1lOObFJWlaGuqR5BZLq9NF/4EYYmY0fLzyB3HRRn2twYQtZO7UNGhYVB2SM/2HpJZh7fqICsoqScIlDhbIPyicKq1iP+sWWzW5WH5KAX8ER8hdwGRSzZEwWMgx/FoYA6AJhNngWJLtvhPguVQsQnZYTpXh7hwA6hz4fTLgIwK3c5bu5J1pqHrhBpYqj8ICXu666Rtg8nMfB+s2iMvDi3u9zgAfJk3eoyd/1a2bx3t7pNe/dcwfHcLtm4Z49shtu6f698OPMLeYgVGVsCtKhyZZY/N6wrS3+wb8tpvENOD10RmgZgFZ71Ytvm1t+vRJdd7gfxN5vwmZyDlacp4SAk/jiopbLgjUk94DrgElJm90UkkzKhcqLMTG7ctSPUi7AM+cmoup+MkNvZv8yK100rfaZONRm1ZLFdhHKkb9YyH0Jl7OYFdDRKyikB1YkFVC0mKhodyZe7um8HQXF6Ca0rtbgCijhs4bfy0/Il1erTLgxYyr+uV1PGLL+6dRcu6b5wpLxxv3stmYSrFrIRcxyUWkfPGVe9wLb8VZ+mjefZ98tdxB7HtDXAc4kB93Axci1EwKJt2+Te+nXk5e5ddf9qsGrfLvkrX3FnHyStZb5BWaqIdJ7xha1Yx8Kq6cPFmoArw58+fu6stJg8Xm5TQma42ObNKv9p0QRy8y/6+ABJCprF6YJwn7LvvohsUjZdp7ScHnj9wpaEquedwULM27RR/tDobeuiYn6gJXTXW2WlHfJXocFR92AocNfdd7MC6Y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public/images/industry/lifescience/3.svg 0 → 100644
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"/>
</defs>
</svg>
public/images/knoweledge/pdf/budgetpanorama/Final-Budget-2019.pdf 0 → 100644
This diff could not be displayed because it is too large.
styles/responsive.css
......@@ -3958,6 +3958,10 @@
.fuctional-areas {
height: 45vh;
}
.method-one-above-img {
margin-top: 13vw;
margin-left: 6.5vh;
}
}
/* Min width 1200px to Max width 1355px */
......@@ -4074,8 +4078,19 @@
.fuctional-areas {
height: 40vh;
}
/* cfo services */
.method-one-above-img {
margin-top: 9vw;
margin-left: 6.5vh;
}
}
@media (min-width: 1280px) {
.method-one-above-img {
margin-top: 9vw;
margin-left: 6.5vh;
}
}
/* Min width 1550px */
@media only screen and (min-width: 1550px) {
.top-header-area .container-fluid {
......@@ -4089,6 +4104,11 @@ height: 40vh;
padding-left: 150px;
padding-right: 150px;
}
.method-one-above-img {
margin-top: 7vw;
margin-left: 6.5vh;
}
}
/*# sourceMappingURL=responsive.css.map */
\ No newline at end of file
styles/styles.css
......@@ -1990,30 +1990,6 @@ Services Area CSS
.single-services-item .icon1 {
transition: var(--transition);
font-size: 50px;
width: 50px;
border-radius: 50%;
height: 50px;
background-color: #FBF9F7;
position: relative;
color: var(--mainColor);
text-align: center;
margin-bottom: 25px;
}
.single-services-item .icon1 i {
left: 0;
right: 0;
top: 50%;
position: absolute;
transform: translateY(-50%);
}
.single-services-item h3 {
margin-bottom: 12px;
font-size: 22px;
}
.single-services-item .link-btn {
display: inline-block;
......@@ -7977,7 +7953,7 @@ Modal CSS
text-transform: uppercase;
text-align: center;
font-weight: 600;
font-size: calc(28px + (14 - 28) * (100vw - 320px) / (1920 - 320));
font-size: calc(25px + (14 - 25) * (100vw - 320px) / (1920 - 320));
display: -webkit-box;
-webkit-line-clamp: 2;
-webkit-box-orient: vertical;
......@@ -8260,4 +8236,39 @@ font-size: 15px!important;
/* ------------------blog ----------------- */
.blog-pointer{
color: var(--mainColor);
}
/* --------------------industry ----------------- */
.industry-box {
box-shadow: 0px -10px 30px rgba(0, 0, 0, 0.1);
background-color: var(--whiteColor);
border-radius: 5px;
padding: 20px 20px;
margin-left: 2px;
border-top: 3px solid var(--mainColor);
border-bottom: 3px solid var(--mainColor);
}
.industry-box h5{
font-weight: 400 !important;
}
.single-services-item .icon1 {
transition: var(--transition);
font-size: 50px;
height: 75px;
position: relative;
color: var(--mainColor);
}
.single-services-item .icon1 i {
left: 0;
right: 0;
top: 50%;
position: absolute;
transform: translateY(-50%);
}
.single-services-item h3 {
margin-bottom: 12px;
font-size: 22px;
}
\ No newline at end of file
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