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		<description>Society</description>
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			<title>A Study on the Adoption of Digital Technologies in the Construction Industry</title>
			<link>https://stayclose.social/blog/66295/a-study-on-the-adoption-of-digital-technologies-in-the-construction-industr/</link>
			<description><![CDATA[<h1><strong>Introduction</strong></h1>

<p><strong>The construction industry has traditionally been regarded as one of the least digitized sectors in the global economy. For decades, <a href="https://haramtravel.uk/">Um</a></strong></p>...]]></description>
			<content:encoded><![CDATA[<h1><strong>Introduction</strong></h1>

<p><strong>The construction industry has traditionally been regarded as one of the least digitized sectors in the global economy. For decades, <a href="https://haramtravel.uk/">Umrah Packages</a> construction processes relied heavily on manual labor, paper-based documentation, and conventional project management techniques. However, the rapid advancement of digital technologies is transforming the way construction projects are planned, executed, and managed. From Building Information Modeling (BIM) and artificial intelligence to drones and the Internet of Things (IoT), digital tools are increasingly being adopted to improve efficiency, productivity, safety, <a href="https://haramtravel.uk/">Umrah Packages</a> and sustainability in construction.</strong></p>

<p><strong>The adoption of digital technologies in the construction industry is not merely a technological shift; it represents a fundamental transformation in how the sector operates. <a href="https://haramtravel.uk/">Umrah Packages</a> Digitalization enables better collaboration among stakeholders, reduces project delays, enhances decision-making, and minimizes costly errors. As construction projects grow in scale and complexity, the integration of digital solutions has become essential to remain competitive in a rapidly evolving market.</strong></p>

<p><strong>This article explores the adoption of digital technologies in the construction industry, highlighting key technologies, benefits, challenges, <a href="https://haramtravel.uk/">Umrah Packages</a> and strategies for successful implementation.</strong></p>

<h2><strong>The Need for Digital Transformation in Construction</strong></h2>

<p><strong>The construction industry faces numerous challenges that often hinder productivity and efficiency. These include project delays, <a href="https://haramtravel.uk/">Umrah Packages</a> budget overruns, safety risks, poor communication among stakeholders, and inefficient resource management. Compared to industries such as manufacturing or finance, construction has been relatively slow in adopting technological innovations.</strong></p>

<p><strong>Digital transformation addresses many of these issues by introducing tools that streamline workflows, automate repetitive tasks, <a href="https://haramtravel.uk/">Umrah Packages</a> and provide real-time insights into project performance. Digital platforms enable seamless communication among architects, engineers, contractors, and project managers, ensuring that everyone has access to updated information.</strong></p>

<p><strong>Furthermore, the increasing demand for sustainable and energy-efficient buildings requires advanced technologies that can support smart design and <a href="https://haramtravel.uk/">Umrah Packages</a> resource optimization. Digital tools allow project teams to simulate building performance, identify potential issues early, and implement solutions before construction begins.</strong></p>

<p><strong>As urbanization continues to expand globally, construction <a href="https://haramtravel.uk/">Umrah Packages</a> companies must adopt digital technologies to meet growing infrastructure demands while maintaining efficiency and quality.</strong></p>

<h2><strong>Key Digital Technologies in the Construction Industry</strong></h2>

<h3><strong>Building Information Modeling (BIM)</strong></h3>

<p><strong>Building Information Modeling (BIM) is one of the most influential digital technologies in the construction industry. <a href="https://haramtravel.uk/">Umrah Packages</a> BIM is a digital representation of a building&rsquo;s physical and functional characteristics. It allows project stakeholders to collaborate using a shared 3D model that contains detailed information about the building structure, materials, systems, and components.</strong></p>

<p><strong>BIM improves coordination among architects, engineers, and contractors by enabling them to detect design conflicts before construction begins. <a href="https://haramtravel.uk/">Umrah Packages</a> This reduces costly rework and project delays. Additionally, BIM enhances project visualization, making it easier for stakeholders to understand design concepts and make informed decisions.</strong></p>

<h3><strong>Artificial Intelligence (AI)</strong></h3>

<p><strong>Artificial Intelligence is increasingly being used to analyze construction data, predict project risks, and optimize project planning. AI-powered systems can analyze historical project data to identify patterns that may lead to delays or cost overruns. <a href="https://haramtravel.uk/">Umrah Packages</a> By providing predictive insights, AI helps project managers make better decisions and improve overall project outcomes.</strong></p>

<p><strong>AI is also used in automation and robotics, enabling machines to perform tasks such as bricklaying, excavation, and material handling. <a href="https://haramtravel.uk/">Umrah Packages</a> These innovations improve productivity and reduce the reliance on manual labor.</strong></p>

<h3><strong>Internet of Things (IoT)</strong></h3>

<p><strong>The Internet of Things refers to a network of interconnected devices that collect and share data in real time. In construction, <a href="https://haramtravel.uk/">Umrah Packages</a> IoT sensors are used to monitor equipment performance, track material usage, and ensure worker safety.</strong></p>

<p><strong>For example, sensors installed on construction equipment can detect maintenance issues before they become serious problems. <a href="https://haramtravel.uk/">Umrah Packages</a> Wearable devices worn by workers can monitor health conditions and alert supervisors in case of potential hazards.</strong></p>

<p><strong>IoT technology enhances site management by providing real-time data that helps project managers optimize operations and reduce downtime.</strong></p>

<h3><strong>Drones and Aerial Imaging</strong></h3>

<p><strong>Drones have become valuable tools for surveying construction sites, monitoring project progress, and conducting safety inspections. <a href="https://haramtravel.uk/">Umrah Packages</a> Equipped with high-resolution cameras and sensors, drones can capture detailed aerial images and generate accurate site maps.</strong></p>

<p><strong>These images help project managers track construction progress and identify potential issues quickly. <a href="https://haramtravel.uk/">Umrah Packages</a> Drones also improve safety by reducing the need for workers to access dangerous or hard-to-reach areas.</strong></p>

<h2><strong>Cloud Computing and Digital Collaboration Platforms</strong></h2>

<p><strong>Cloud-based platforms allow project teams to store, access, and share project information from anywhere. This improves communication and collaboration among stakeholders, <a href="https://haramtravel.uk/">Umrah Packages</a> especially in large-scale projects involving multiple teams and locations.</strong></p>

<p><strong>Cloud systems also ensure that project documents, drawings, and schedules are always updated and accessible. This reduces the risk of miscommunication and ensures that everyone works with the latest information.</strong></p>

<h2><strong>Benefits of Digital Technology Adoption</strong></h2>

<h3><strong>Improved Productivity</strong></h3>

<p><strong>Digital technologies automate repetitive tasks and streamline workflows, enabling construction teams to complete projects more efficiently. <a href="https://haramtravel.uk/">Umrah Packages</a> Automated processes reduce human errors and allow workers to focus on higher-value activities.</strong></p>

<h3><strong>Enhanced Project Management</strong></h3>

<p><strong>Advanced project management tools provide real-time insights into project progress, resource utilization, and financial performance. <a href="https://haramtravel.uk/">Umrah Packages</a> This enables managers to make timely decisions and address potential issues before they escalate.</strong></p>

<h3><strong>Cost Reduction</strong></h3>

<p><strong>Digital tools help identify design conflicts, optimize resource allocation, and reduce material waste. By preventing costly errors and delays, <a href="https://haramtravel.uk/">Umrah Packages</a> companies can significantly lower project costs.</strong></p>

<h3><strong>Increased Safety</strong></h3>

<p><strong>Safety is a major concern in construction. <a href="https://haramtravel.uk/">Umrah Packages</a> Technologies such as IoT sensors, wearable devices, and drones improve site monitoring and help detect hazards early. These tools reduce workplace accidents and ensure a safer working environment.</strong></p>

<h3><strong>Better Collaboration</strong></h3>

<p><strong>Construction projects involve multiple stakeholders, <a href="https://haramtravel.uk/">Umrah Packages</a> including architects, engineers, contractors, and clients. Digital collaboration platforms enable seamless communication and information sharing, ensuring that everyone remains aligned throughout the project lifecycle.</strong></p>

<h3><strong>Sustainability and Environmental Benefits</strong></h3>

<p><strong>Digital technologies support sustainable construction practices by enabling energy-efficient designs and reducing material waste. <a href="https://haramtravel.uk/">Umrah Packages</a> Simulation tools allow designers to evaluate environmental impacts and optimize building performance.</strong></p>

<h3><strong>Challenges in Adopting Digital Technologies</strong></h3>

<p><strong>Despite the numerous benefits, the <a href="https://haramtravel.uk/">Umrah Packages</a> adoption of digital technologies in the construction industry faces several challenges.</strong></p>

<h3><strong>High Initial Investment</strong></h3>

<p><strong>Implementing digital technologies often requires significant upfront investment in software, hardware, and training. <a href="https://haramtravel.uk/">Umrah Packages</a> Small and medium-sized construction firms may find it difficult to allocate resources for such investments.</strong></p>

<h3><strong>Resistance to Change</strong></h3>

<p><strong>Many construction professionals are accustomed to traditional methods and may be hesitant to adopt new technologies. <a href="https://haramtravel.uk/">Umrah Packages</a> Resistance to change can slow down the digital transformation process.</strong></p>

<h3><strong>Lack of Skilled Workforce</strong></h3>

<p><strong>The successful implementation of digital technologies requires skilled professionals who understand both construction processes and digital tools. <a href="https://haramtravel.uk/">Umrah Packages</a> However, there is currently a shortage of workers with the necessary technical expertise.</strong></p>

<p><strong>Integration Issues</strong></p>

<p><strong>Construction companies often use multiple software systems that may not be compatible with each other. <a href="https://haramtravel.uk/">Umrah Packages</a> Integrating these systems into a unified digital platform can be complex and time-consuming.</strong></p>

<h3><strong>Data Security Concerns</strong></h3>

<p><strong>With the increasing use of cloud-based platforms and connected devices, protecting sensitive project data becomes a critical concern. <a href="https://haramtravel.uk/">Umrah Packages</a> Construction companies must invest in robust cybersecurity measures to safeguard their information.</strong></p>

<h2><strong>Strategies for Successful Digital Adoption</strong></h2>

<p><strong>To overcome these challenges, <a href="https://haramtravel.uk/">Umrah Packages</a> construction companies must adopt strategic approaches to digital transformation.</strong></p>

<h3><strong>Developing a Digital Strategy</strong></h3>

<p><strong>Organizations should create a clear roadmap for digital adoption, identifying the technologies that align with their business objectives.<a href="https://haramtravel.uk/">Umrah Packages</a>&nbsp; A well-defined strategy ensures that digital initiatives deliver measurable value.</strong></p>

<h3><strong>Investing in Training and Education</strong></h3>

<p><strong>Providing training programs for employees helps build digital skills and encourages the adoption of new technologies. <a href="https://haramtravel.uk/">Umrah Packages</a> Continuous learning is essential for keeping up with rapid technological advancements.</strong></p>

<h3><strong>Starting with Pilot Projects</strong></h3>

<p><strong>Instead of implementing technologies across the entire organization at once, companies can begin with small pilot projects. <a href="https://haramtravel.uk/">Umrah Packages</a> This allows them to test new tools, evaluate their effectiveness, and refine implementation strategies.</strong></p>

<h3><strong>Encouraging Collaboration</strong></h3>

<p><strong>Collaboration between technology providers, construction firms, and educational institutions can accelerate digital adoption. <a href="https://haramtravel.uk/">Umrah Packages</a> Partnerships enable knowledge sharing and the development of innovative solutions tailored to industry needs.</strong></p>

<h3><strong>Strengthening Data Security</strong></h3>

<p><strong>Construction companies must implement strong cybersecurity measures to protect project data. This includes secure cloud systems, <a href="https://haramtravel.uk/">Umrah Packages</a> data encryption, and regular security audits.</strong></p>

<h2><strong>The Future of Digital Construction</strong></h2>

<p><strong>The future of the construction industry will be increasingly driven by digital technologies. Emerging innovations such as digital twins, <a href="https://haramtravel.uk/">Umrah Packages</a> augmented reality (AR), virtual reality (VR), and advanced robotics are expected to further transform construction processes.</strong></p>

<p><strong>Digital twins create virtual replicas of buildings that allow engineers to monitor performance and conduct predictive maintenance throughout the building lifecycle. <a href="https://haramtravel.uk/">Umrah Packages</a> AR and VR technologies enhance project visualization, enabling stakeholders to explore designs before construction begins.</strong></p>

<p><strong>Automation and robotics will continue to improve construction efficiency by performing complex tasks with greater precision and speed. <a href="https://haramtravel.uk/">Umrah Packages</a> As technology evolves, the construction industry will become more connected, data-driven, and sustainable.</strong></p>

<h3><strong>Conclusion</strong></h3>

<p><strong>The adoption of digital technologies in the construction industry is reshaping how projects are designed, managed, and executed. <a href="https://haramtravel.uk/">Umrah Packages</a> Technologies such as BIM, artificial intelligence, IoT, drones, and cloud computing are improving productivity, reducing costs, and enhancing safety across construction projects.</strong></p>

<p><strong>Despite challenges such as high investment costs, resistance to change, and skill shortages, the benefits of digital transformation far outweigh the obstacles. <a href="https://haramtravel.uk/">Umrah Packages</a> By developing strategic implementation plans, investing in workforce training, and embracing innovation, construction companies can successfully navigate the digital transition.</strong></p>

<p><strong>As the industry continues to evolve, digital technologies will play a crucial role in addressing the growing demand for efficient, sustainable, <a href="https://haramtravel.uk/">Umrah Packages</a> and high-quality infrastructure. Embracing digital transformation is no longer optional&mdash;it is essential for the future growth and competitiveness of the construction industry.</strong></p>

<p><br />
&nbsp;</p>]]></content:encoded>
			<guid>https://stayclose.social/blog/66295/a-study-on-the-adoption-of-digital-technologies-in-the-construction-industr/</guid>
			<pubDate>Wed, 11 Mar 2026 08:29:35 +0000</pubDate>
			<dc:creator>ponof</dc:creator>
		</item>
		<item>
			<title>How to Identify Trusted Sheet Metal Fabricators Near You</title>
			<link>https://stayclose.social/blog/65494/how-to-identify-trusted-sheet-metal-fabricators-near-you/</link>
			<description><![CDATA[<p>Sheet metal fabrication is an essential part of modern construction, manufacturing, and industrial projects. Whether you need precision metal parts fo</p>...]]></description>
			<content:encoded><![CDATA[<p>Sheet metal fabrication is an essential part of modern construction, manufacturing, and industrial projects. Whether you need precision metal parts for machinery, custom furniture, or structural components, choosing the right sheet metal contractor is critical.</p>

<p>However, with so many options, finding a reliable and trusted fabricator can be challenging. Not all metal fabricators provide the same quality, experience, or service. Therefore, knowing how to identify trusted custom metal fabrication near me is key to a successful project.</p>

<p>In this guide, we will explain the steps to choose a reputable custom metal fabrication company. We will also provide tips on evaluating experience, technology, and service. Additionally, we will include a practical example to help you make the right decision.</p>

<h2>Understand Your Project Requirements</h2>

<p>The first step is to clearly understand your project requirements. Begin by listing the type of metal you need. Then, consider the size, thickness, and shape of the parts.</p>

<p>Next, determine the level of precision required. For example, some projects may need advanced laser cutting metal service to achieve complex designs. Others may require standard bending or welding.</p>

<p>Additionally, think about the quantity and production timeline. Large orders may need contractors who can handle bulk fabrication efficiently. Smaller orders may require custom attention.</p>

<h2>Research Experience and Reputation</h2>

<p>Experience is a crucial factor when selecting a <a href="https://www.deluxemetalfab.com/">Sheet Metal contractor</a>. Companies with years of experience have likely handled a variety of projects. They also understand the challenges that can arise during fabrication.</p>

<p>To evaluate experience, check the company&rsquo;s portfolio. Look for examples of similar work in your industry. Also, read customer reviews and testimonials.</p>

<h2>Check Technology and Equipment</h2>

<p>Modern fabrication projects often require advanced machinery. A contractor with up-to-date equipment can deliver higher precision and efficiency.</p>

<p>For example, professional laser cutting metal service allows for accurate shapes and minimal material waste. Similarly, CNC machines can produce consistent results for complex designs.</p>

<p>Moreover, modern equipment often speeds up production. This ensures your project stays on schedule while maintaining high quality.</p>

<p>On the other hand, fabricators with outdated tools may struggle with precise work. As a result, errors or delays can occur. Therefore, always ask about the technology used, especially if your project involves custom metal fabrication.</p>

<h2>Evaluate Quality Control</h2>

<p>Quality control is essential in sheet metal fabrication. Even the best equipment cannot compensate for poor inspection processes.</p>

<p>Reputable metal fabricators implement strict quality control at every stage. Materials are checked before fabrication, dimensions are measured during production, and the final product is thoroughly inspected.</p>

<p>By ensuring consistent quality, the fabricator reduces waste and prevents costly rework. This is particularly important for large-scale projects or critical components.</p>

<p>Ask the contractor about their quality procedures. A transparent company will happily explain how they maintain high standards in custom metal fabrication near me projects.</p>

<h2>Compare Pricing and Value</h2>

<p>Cost is an important factor, but it should not be the only one. The cheapest contractor may compromise on material quality or workmanship.</p>

<p>Instead, compare the overall value provided by each sheet metal contractor. Consider factors like technology, experience, and quality control. A slightly higher price often results in better long-term performance.</p>

<p>Reliable fabricators deliver work that meets specifications and lasts longer. This can save money on maintenance or replacement in the future.</p>

<p>Therefore, focus on value rather than just the price tag. High-quality custom metal fabrication is an investment, not an expense.</p>

<h2>Practical Example</h2>

<p>To illustrate, let&rsquo;s consider a real example.</p>

<p>A construction company in Surrey needed metal brackets for a new building. They contacted three local metal fabricators.</p>

<ul>
	<li>
	<p>The first offered the lowest price but had older equipment.</p>
	</li>
	<li>
	<p>The second used modern <a href="https://www.deluxemetalfab.com/services/cnc-laser-cutting/">Laser Cutting Surrey</a> machines but had limited experience with large-scale projects.</p>
	</li>
	<li>
	<p>The third offered advanced technology, strong quality control, and years of experience in custom metal fabrication near me projects.</p>
	</li>
</ul>

<p>Although the third option was slightly more expensive, the company chose them. The result: perfectly cut and assembled brackets delivered on time.</p>

<p>By selecting a trusted fabricator, the construction company avoided mistakes, delays, and additional costs. This example shows why evaluating experience, equipment, and quality is crucial.</p>

<h2>Look for Customer Support and Communication</h2>

<p>A trusted <strong>sheet metal contractor</strong> maintains clear communication throughout the project. They should answer questions promptly and provide updates regularly.</p>

<p>Good customer support ensures that changes or adjustments are handled smoothly. It also reduces the risk of errors.</p>

<p>Ask potential metal fabricators about their support policies. How do they handle revisions? How do they respond to unexpected challenges?</p>

<p>Strong communication often separates reliable fabricators from less professional ones.</p>

<h2>Consider Location and Turnaround Time</h2>

<p>Working with local contractors has advantages. Searching for <strong>custom metal fabrication near me</strong> often ensures faster delivery and easier communication.</p>

<p>Local companies are also familiar with regional regulations and standards. This is important for construction or industrial projects.</p>

<p>Furthermore, proximity reduces shipping costs and potential damage during transport. For example, using metal cutting Abbotsford services for nearby projects can be more efficient than hiring distant contractors.</p>

<p>Therefore, consider location alongside experience and quality when choosing a fabricator.</p>

<h2>Why Trusted Fabricators Matter</h2>

<p>High-quality custom metal fabrication affects both performance and safety. Poor workmanship can lead to parts that fail, causing delays or hazards.</p>

<p>Trusted metal fabricators ensure that every component meets specifications. They use precise techniques, advanced tools, and strict quality checks.</p>

<p>By selecting a reliable contractor, you can be confident your project will meet design requirements and finish on schedule.</p>

<h2>Final Thoughts</h2>

<p>Finding trusted sheet metal fabricators near you requires research, careful evaluation, and clear communication.</p>

<p>First, understand your project requirements. Then, check experience, technology, and reputation. Evaluate quality control procedures and customer support. Finally, compare pricing and consider local options.</p>

<p>A practical approach helps you avoid costly mistakes and ensures high-quality results.</p>]]></content:encoded>
			<guid>https://stayclose.social/blog/65494/how-to-identify-trusted-sheet-metal-fabricators-near-you/</guid>
			<pubDate>Tue, 10 Mar 2026 20:01:58 +0000</pubDate>
			<dc:creator>jesse</dc:creator>
		</item>
		<item>
			<title>Bathroom Remodel Katy: Transform Your Home with Comfort and Style</title>
			<link>https://stayclose.social/blog/57136/bathroom-remodel-katy-transform-your-home-with-comfort-and-style/</link>
			<description><![CDATA[<p>A <a href="http://yourdreamremodeling.com/">Bathroom Remodel Katy</a> project is one of the most effective ways to enhance comfort and boost property value. Homeowners in Katy are upgrading outdat</p>...]]></description>
			<content:encoded><![CDATA[<p>A <a href="http://yourdreamremodeling.com/">Bathroom Remodel Katy</a> project is one of the most effective ways to enhance comfort and boost property value. Homeowners in Katy are upgrading outdated bathrooms to create modern, spa-inspired spaces tailored to their lifestyle.</p>

<h3>Why Remodel Your Bathroom in Katy?</h3>

<p>Many homes in Katy feature older layouts and builder-grade finishes. A professional remodel can introduce walk-in showers, frameless glass enclosures, double vanities, and improved lighting &mdash; all while addressing moisture protection and ventilation needs.</p>

<p>With Texas humidity, proper waterproofing is essential to ensure long-term durability.</p>

<h3>Increase Value and Daily Comfort</h3>

<p>An updated bathroom not only improves everyday functionality but also strengthens resale appeal. Buyers are drawn to modern finishes, efficient layouts, and clean, contemporary designs.</p>

<p><a href="http://yourdreamremodeling.com/">A Bathroom Remodel Katy </a>project delivers both immediate enjoyment and long-term financial benefits.</p>]]></content:encoded>
			<guid>https://stayclose.social/blog/57136/bathroom-remodel-katy-transform-your-home-with-comfort-and-style/</guid>
			<pubDate>Tue, 03 Mar 2026 08:34:46 +0000</pubDate>
			<dc:creator>yourdream</dc:creator>
		</item>
		<item>
			<title>How a Political Marketing Agency Can Transform Your Election Campaign</title>
			<link>https://stayclose.social/blog/51554/how-a-political-marketing-agency-can-transform-your-election-campaign/</link>
			<description><![CDATA[<h2>How a Political Marketing Agency Can Transform Your Election Campaign</h2>

<p>Winning an election is no longer just about attending rallies or putting up p</p>...]]></description>
			<content:encoded><![CDATA[<h2>How a Political Marketing Agency Can Transform Your Election Campaign</h2>

<p>Winning an election is no longer just about attending rallies or putting up posters. Today&rsquo;s voters are informed, connected, and expect candidates to communicate clearly and effectively. To reach the right audience, manage your public image, and deliver a compelling message, professional guidance is essential.</p>

<p>A <strong><a href="https://chunavmanch.com/" target="_new">political marketing agency</a></strong> specializes in helping candidates create winning strategies, connect with voters, and run campaigns that actually make an impact. Let&rsquo;s explore how such experts can transform your political journey.</p>

<hr />
<h2>Why Modern Campaigns Need Strategic Support</h2>

<p>Elections today are influenced by:</p>

<ul>
	<li>
	<p>Digital media and social networks</p>
	</li>
	<li>
	<p>Public opinion and online discussions</p>
	</li>
	<li>
	<p>Targeted voter outreach</p>
	</li>
	<li>
	<p>Crisis management and rapid response</p>
	</li>
</ul>

<p>Trying to handle all these aspects alone can be overwhelming. A professional campaign team ensures that every effort is aligned, consistent, and effective.</p>

<hr />
<h2>Key Services Offered by Campaign Experts</h2>

<h3>1. Campaign Planning and Management</h3>

<p>Political strategy consultants help design a structured campaign roadmap. This includes:</p>

<ul>
	<li>
	<p>Understanding voter demographics</p>
	</li>
	<li>
	<p>Analyzing opponents&rsquo; strengths and weaknesses</p>
	</li>
	<li>
	<p>Planning rallies, events, and outreach programs</p>
	</li>
	<li>
	<p>Scheduling social media and content campaigns</p>
	</li>
</ul>

<p>A proper plan saves time, resources, and helps avoid last-minute chaos.</p>

<hr />
<h3>2. Personal Branding and Image Building</h3>

<p>Your public image determines how voters perceive you. Branding specialists help you:</p>

<ul>
	<li>
	<p>Highlight your achievements and vision</p>
	</li>
	<li>
	<p>Maintain consistency in messaging</p>
	</li>
	<li>
	<p>Build trust and credibility with constituents</p>
	</li>
	<li>
	<p>Present a relatable and approachable persona</p>
	</li>
</ul>

<p>When voters connect with your story, your chances of winning improve significantly.</p>

<hr />
<h3>3. Digital Presence and Social Media Strategy</h3>

<p>Digital visibility is no longer optional. Experts manage:</p>

<ul>
	<li>
	<p>Social media platforms (Facebook, Instagram, Twitter, YouTube)</p>
	</li>
	<li>
	<p>Short videos and live sessions</p>
	</li>
	<li>
	<p>Paid ads and promotions</p>
	</li>
	<li>
	<p>Interactive campaigns for voter engagement</p>
	</li>
</ul>

<p>A strong online presence amplifies your reach and helps you engage younger voters.</p>

<hr />
<h3>4. Ground Campaign and Voter Outreach</h3>

<p>Beyond the digital world, physical campaigning is crucial. Campaign strategy firms assist with:</p>

<ul>
	<li>
	<p>Door-to-door voter engagement</p>
	</li>
	<li>
	<p>Volunteer coordination</p>
	</li>
	<li>
	<p>Event planning</p>
	</li>
	<li>
	<p>Booth-level voter connection</p>
	</li>
</ul>

<p>This ensures that your message reaches every part of the constituency.</p>

<hr />
<h3>5. Reputation and Crisis Management</h3>

<p>Negative news or online criticism can spread quickly. Public opinion specialists:</p>

<ul>
	<li>
	<p>Monitor media coverage</p>
	</li>
	<li>
	<p>Address false narratives</p>
	</li>
	<li>
	<p>Maintain a positive public image</p>
	</li>
</ul>

<p>Quick and strategic responses protect your reputation and build voter confidence.</p>

<hr />
<h2>Advantages of Hiring a Political Marketing Agency</h2>

<p>Working with professionals gives you:</p>

<ul>
	<li>
	<p>Data-driven voter targeting</p>
	</li>
	<li>
	<p>Consistent and effective messaging</p>
	</li>
	<li>
	<p>Better use of campaign resources</p>
	</li>
	<li>
	<p>Stronger engagement with constituents</p>
	</li>
	<li>
	<p>Higher chances of success through planned strategies</p>
	</li>
</ul>

<p>Instead of struggling alone, you can focus on connecting with voters while your expert team handles the planning and promotion.</p>

<hr />
<h2>How to Pick the Right Campaign Partner</h2>

<p>Before hiring a team, consider:</p>

<ul>
	<li>
	<p><strong>Experience:</strong> Review past campaigns and success stories.</p>
	</li>
	<li>
	<p><strong>Local Knowledge:</strong> They must understand your constituency&rsquo;s culture and voters.</p>
	</li>
	<li>
	<p><strong>Transparency:</strong> Clear communication about costs, plans, and updates.</p>
	</li>
	<li>
	<p><strong>Customized Approach:</strong> Avoid generic strategies; your campaign should be unique.</p>
	</li>
</ul>

<hr />
<h2>Starting Early Makes a Difference</h2>

<p>Starting your campaign preparation early ensures:</p>

<ul>
	<li>
	<p>Stronger voter relationships</p>
	</li>
	<li>
	<p>Greater visibility on digital and offline platforms</p>
	</li>
	<li>
	<p>Time to test different messages and refine strategies</p>
	</li>
	<li>
	<p>Better overall performance on election day</p>
	</li>
</ul>

<p>Early planning is always more effective than last-minute efforts.</p>

<hr />
<h2>Conclusion</h2>

<p>Winning an election is about smart strategy, clear communication, and consistent voter engagement. A professional <strong>political marketing agency</strong> guides you at every step, ensuring your campaign is organized, visible, and persuasive.</p>

<p>If you want a well-planned, successful campaign, now is the time to connect with experts and start building your winning strategy.</p>

<hr />
<h1>Frequently Asked Questions (FAQs)</h1>

<h3>1. What is a political marketing agency?</h3>

<p>A firm that helps candidates plan, promote, and execute election campaigns using strategy, branding, digital marketing, and voter outreach.</p>

<hr />
<h3>2. How can a political agency help independent candidates?</h3>

<p>They provide structured guidance, strategy, and promotion tools that level the playing field against larger parties.</p>

<hr />
<h3>3. Do online campaigns really impact voter decisions?</h3>

<p>Yes. Digital campaigns reach voters directly, increase engagement, and help shape public perception effectively.</p>

<hr />
<h3>4. How soon should I hire campaign experts?</h3>

<p>Ideally, 6&ndash;12 months before elections to build momentum and credibility gradually.</p>

<hr />
<h3>5. What services are included in campaign management?</h3>

<p>Typical services include strategy planning, digital marketing, voter outreach, personal branding, event management, and crisis management.</p>]]></content:encoded>
			<guid>https://stayclose.social/blog/51554/how-a-political-marketing-agency-can-transform-your-election-campaign/</guid>
			<pubDate>Fri, 27 Feb 2026 05:24:47 +0000</pubDate>
			<dc:creator>chinav</dc:creator>
		</item>
		<item>
			<title>Smart Investment Made Easy: Kohistan Enclave Payment Plan Explained</title>
			<link>https://stayclose.social/blog/44509/smart-investment-made-easy-kohistan-enclave-payment-plan-explained/</link>
			<description><![CDATA[<h2>Kohistan Enclave Payment Plan: Flexible Investment Opportunity Near the Capital</h2>

<p>The real estate market around Pakistan&rsquo;s capital region continues t</p>...]]></description>
			<content:encoded><![CDATA[<h2>Kohistan Enclave Payment Plan: Flexible Investment Opportunity Near the Capital</h2>

<p>The real estate market around Pakistan&rsquo;s capital region continues to grow rapidly, attracting investors and homebuyers looking for affordable yet promising housing projects. Among these emerging developments, Kohistan Enclave has gained significant attention due to its strategic location and investor-friendly payment structure. The <a href="https://rightside.com.pk/">Kohistan Enclave payment plan</a> is designed to provide flexibility, making property ownership easier for middle-income families, overseas Pakistanis, and long-term investors.</p>

<h3>Strategic Location Advantage</h3>

<p>Kohistan Enclave is ideally located near <strong>Wah Cantt</strong> and <strong>Taxila</strong>, offering convenient access to <strong>Islamabad</strong> and <strong>Rawalpindi</strong>. Its connectivity through the historic <strong>Grand Trunk Road</strong> makes commuting smooth and hassle-free.</p>

<p>Due to increasing urban expansion from Islamabad and Rawalpindi, nearby residential societies are experiencing rising demand. Projects located along major road networks often benefit from faster development and better long-term value appreciation.</p>

<h3>Investor-Friendly Payment Plan</h3>

<p>One of the strongest features of Kohistan Enclave is its flexible and manageable installment structure. Unlike projects that require full upfront payments, this housing scheme offers an easy installment plan that allows buyers to secure property with a reasonable booking amount.</p>

<p>The typical structure includes:</p>

<ul>
	<li>
	<p>Affordable down payment</p>
	</li>
	<li>
	<p>Monthly or quarterly installments</p>
	</li>
	<li>
	<p>Development charges in scheduled phases</p>
	</li>
	<li>
	<p>Final payment at possession</p>
	</li>
</ul>

<p>This flexibility reduces financial burden and allows buyers to manage their investments without disturbing their savings or monthly budgets.</p>

<h3>Variety of Residential Options</h3>

<p>Kohistan Enclave offers multiple residential plot sizes to suit different financial capacities and family needs. Common options include:</p>

<ul>
	<li>
	<p>5 Marla plots</p>
	</li>
	<li>
	<p>10 Marla plots</p>
	</li>
	<li>
	<p>1 Kanal plots</p>
	</li>
</ul>

<p>Smaller plots are ideal for first-time buyers or small investors, while larger plots are suitable for those planning spacious homes or seeking higher long-term returns.</p>

<h3>Modern Development Features</h3>

<p>Today&rsquo;s property buyers look for well-planned infrastructure and quality development. Kohistan Enclave focuses on providing:</p>

<ul>
	<li>
	<p>Wide carpeted roads</p>
	</li>
	<li>
	<p>Proper sewerage and drainage systems</p>
	</li>
	<li>
	<p>Reliable utility services</p>
	</li>
	<li>
	<p>Parks and green belts</p>
	</li>
	<li>
	<p>Commercial zones for daily needs</p>
	</li>
</ul>

<p>Organized development increases the overall value of the society and enhances living standards for future residents.</p>

<h3>Strong Investment Potential</h3>

<p>The combination of location, affordability, and structured installment plans makes Kohistan Enclave a promising investment opportunity. As development progresses and surrounding areas grow, property prices are expected to appreciate steadily.</p>

<p>Early investors often benefit the most, as rates typically rise with project advancement. With Islamabad&rsquo;s population expanding outward, nearby societies are becoming attractive alternatives for buyers who seek affordable options outside expensive central sectors.</p>

<h3>Conclusion</h3>

<p>The Kohistan Enclave payment plan offers a smart balance between affordability and long-term growth. Its flexible installment structure, prime connectivity, and development prospects make it suitable for both end-users and investors.</p>

<p>For anyone looking to invest near the capital region without heavy upfront investment, Kohistan Enclave provides a secure and practical pathway toward property ownership.</p>]]></content:encoded>
			<guid>https://stayclose.social/blog/44509/smart-investment-made-easy-kohistan-enclave-payment-plan-explained/</guid>
			<pubDate>Sat, 21 Feb 2026 07:29:22 +0000</pubDate>
			<dc:creator>Reight side</dc:creator>
		</item>
		<item>
			<title>How Iftar Delivery To Mosque Supports Community Gatherings</title>
			<link>https://stayclose.social/blog/42008/how-iftar-delivery-to-mosque-supports-community-gatherings/</link>
			<description><![CDATA[<h1>How Iftar Delivery to Mosque Supports Community Gatherings</h1>

<p>Ramadan is a month of reflection, unity, and generosity. One of the most beautiful tradi</p>...]]></description>
			<content:encoded><![CDATA[<h1>How Iftar Delivery to Mosque Supports Community Gatherings</h1>

<p>Ramadan is a month of reflection, unity, and generosity. One of the most beautiful traditions during this sacred month is gathering at the mosque to break the fast together. <a href="https://sajaandsons.com/services/"><strong>Iftar Delivery to mosque</strong></a> plays a significant role in making these gatherings organized, inclusive, and accessible for everyone. By ensuring timely and well prepared meals, delivery services help strengthen community bonds and support worshippers during this blessed time.</p>

<p>Providing <strong>Iftar Delivery to mosque</strong> is not just about food distribution. It is about creating opportunities for people from different backgrounds to come together, share a meal, and experience the spiritual atmosphere of Ramadan collectively.</p>

<h2>Encourages Unity and Togetherness</h2>

<p>Mosques become vibrant centers of community life during Ramadan. When families, individuals, and sponsors arrange Iftar Delivery to mosque, it creates an environment of unity.</p>

<ul>
	<li>
	<p>Worshippers gather in one place to break their fast</p>
	</li>
	<li>
	<p>People from different cultures and backgrounds share meals</p>
	</li>
	<li>
	<p>New friendships are formed during communal dining</p>
	</li>
	<li>
	<p>The sense of belonging within the community increases</p>
	</li>
</ul>

<p>Sharing iftar in the mosque strengthens relationships and promotes harmony.</p>

<h2>Makes Iftar Accessible for Everyone</h2>

<p>Not everyone has the time or resources to prepare meals daily. Iftar Delivery to mosque ensures that anyone attending evening prayers can break their fast comfortably.</p>

<ul>
	<li>
	<p>Students and workers can join without worrying about meal preparation</p>
	</li>
	<li>
	<p>Travelers and visitors can easily participate</p>
	</li>
	<li>
	<p>Individuals living alone feel included</p>
	</li>
	<li>
	<p>Families with limited resources receive support</p>
	</li>
</ul>

<p>Accessibility ensures that no one feels excluded from communal gatherings.</p>

<h2>Reduces Preparation Burden on Volunteers</h2>

<p>Organizing large scale iftar meals can be challenging. Coordinating cooking, packaging, and distribution requires time and effort. Iftar Delivery to mosque simplifies this process.</p>

<ul>
	<li>
	<p>Professional preparation ensures consistency</p>
	</li>
	<li>
	<p>Proper packaging improves hygiene and distribution</p>
	</li>
	<li>
	<p>Timely delivery avoids last minute rush</p>
	</li>
	<li>
	<p>Volunteers can focus on organizing prayer spaces and logistics</p>
	</li>
</ul>

<p>This support helps mosques manage gatherings smoothly and efficiently.</p>

<h2>Promotes Organized and Hygienic Distribution</h2>

<p>Food safety is important, especially in large gatherings. With structured Iftar Delivery to mosque, meals are often packed individually and handled professionally.</p>

<ul>
	<li>
	<p>Hygienic packaging reduces contamination risks</p>
	</li>
	<li>
	<p>Equal portion distribution ensures fairness</p>
	</li>
	<li>
	<p>Quick serving minimizes crowding</p>
	</li>
	<li>
	<p>Proper labeling accommodates dietary preferences</p>
	</li>
</ul>

<p>Organized distribution enhances comfort and convenience for attendees.</p>

<h2>Strengthens the Spirit of Charity</h2>

<p>Ramadan is a time of giving. Sponsoring Iftar Delivery to mosque allows individuals, families, and businesses to participate in acts of charity.</p>

<ul>
	<li>
	<p>Community members can sponsor a full day of iftar</p>
	</li>
	<li>
	<p>Groups can collaborate to serve larger gatherings</p>
	</li>
	<li>
	<p>Donations become structured and impactful</p>
	</li>
	<li>
	<p>Sponsors receive recognition and community appreciation</p>
	</li>
</ul>

<p>This collective generosity strengthens social responsibility within the community.</p>

<h2>Encourages Regular Mosque Attendance</h2>

<p>When reliable Iftar Delivery to mosque is available, more people are encouraged to attend Maghrib and Taraweeh prayers.</p>

<ul>
	<li>
	<p>Families plan to break their fast at the mosque</p>
	</li>
	<li>
	<p>Youth become more engaged in community activities</p>
	</li>
	<li>
	<p>Worshippers stay for additional prayers after iftar</p>
	</li>
	<li>
	<p>A stronger connection with the mosque is developed</p>
	</li>
</ul>

<p>Consistent gatherings build spiritual discipline and communal engagement.</p>

<h2>Supports Community Coordination</h2>

<p>Organized <strong>I</strong>ftar Delivery to mosque improves coordination among mosque committees and volunteers.</p>

<ul>
	<li>
	<p>Scheduled delivery reduces uncertainty</p>
	</li>
	<li>
	<p>Clear communication ensures smooth distribution</p>
	</li>
	<li>
	<p>Volunteers can manage seating and crowd flow effectively</p>
	</li>
	<li>
	<p>Waste management becomes easier with structured portions</p>
	</li>
</ul>

<p>Efficient coordination enhances the overall Ramadan experience for everyone.</p>

<h2>Reduces Food Waste</h2>

<p>Professional Iftar Delivery to mosque services often prepare meals according to confirmed attendance. This helps minimize waste.</p>

<ul>
	<li>
	<p>Accurate portion planning reduces leftovers</p>
	</li>
	<li>
	<p>Individual packaging ensures equal distribution</p>
	</li>
	<li>
	<p>Extra meals can be redirected to those in need</p>
	</li>
	<li>
	<p>Waste management becomes more organized</p>
	</li>
</ul>

<p>Reducing food waste aligns with the values of moderation and responsibility encouraged during Ramadan.</p>

<h2>Enhances Spiritual Atmosphere</h2>

<p>Sharing iftar in a mosque creates a unique spiritual environment. When Iftar Delivery to mosque is well organized, worshippers can focus more on prayer and reflection rather than logistics.</p>

<ul>
	<li>
	<p>Less stress about food preparation</p>
	</li>
	<li>
	<p>More time for worship and community interaction</p>
	</li>
	<li>
	<p>Peaceful and orderly atmosphere</p>
	</li>
	<li>
	<p>Greater appreciation for collective blessings</p>
	</li>
</ul>

<p>A calm and structured iftar enhances the spiritual experience of Ramadan nights.</p>

<h2>Encourages Long Term Community Engagement</h2>

<p>Community gatherings during Ramadan often lead to stronger relationships that continue beyond the holy month.</p>

<ul>
	<li>
	<p>Increased participation in mosque programs</p>
	</li>
	<li>
	<p>Greater volunteer involvement</p>
	</li>
	<li>
	<p>Stronger support networks within the community</p>
	</li>
	<li>
	<p>Continued charitable initiatives throughout the year</p>
	</li>
</ul>

<p>Iftar Delivery to mosque becomes a catalyst for long term unity and collaboration.</p>

<h2>Final Thoughts</h2>

<p>Iftar Delivery to mosque plays a vital role in supporting community gatherings during Ramadan. It promotes unity, inclusivity, charity, and organization while reducing the burden on volunteers and ensuring hygienic meal distribution. By making communal iftar accessible and well managed, delivery services strengthen the spiritual and social fabric of the community. Ultimately, Iftar Delivery to mosque helps transform simple meals into meaningful moments of connection, generosity, and shared faith during this blessed month.</p>]]></content:encoded>
			<guid>https://stayclose.social/blog/42008/how-iftar-delivery-to-mosque-supports-community-gatherings/</guid>
			<pubDate>Tue, 17 Feb 2026 07:33:24 +0000</pubDate>
			<dc:creator>sajjadahmed</dc:creator>
		</item>
		<item>
			<title>Navigating Ontario’s Graduated Licensing System: A Guide for New Drivers in Kitchener-Waterloo</title>
			<link>https://stayclose.social/blog/36724/navigating-ontario’s-graduated-licensing-system-a-guide-for-new-drivers-in-/</link>
			<description><![CDATA[<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:20,&quot;w&quot;:1079,&quot;h&quot;:41,&quot;abs_x&quot;:128,&quot;abs_y&quot;:565}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:22,&quot;w&quot;:1077,&quot;h&quot;:35,&quot;abs_x&quot;:128,&quot;abs_y&quot;:567}">Learning to drive in Ontario is an exciting milestone, but it comes with responsibility, preparation, and understanding the province&rsquo;s graduated licen</strong></p>...]]></description>
			<content:encoded><![CDATA[<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:20,&quot;w&quot;:1079,&quot;h&quot;:41,&quot;abs_x&quot;:128,&quot;abs_y&quot;:565}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:22,&quot;w&quot;:1077,&quot;h&quot;:35,&quot;abs_x&quot;:128,&quot;abs_y&quot;:567}">Learning to drive in Ontario is an exciting milestone, but it comes with responsibility, preparation, and understanding the province&rsquo;s graduated licensing system. For beginner drivers in Kitchener-Waterloo, knowing what to expect from each stage&mdash;the G1, G2, and G road tests&mdash;can make the learning process smoother, safer, and more confident.</strong></p>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:74,&quot;w&quot;:1079,&quot;h&quot;:41,&quot;abs_x&quot;:128,&quot;abs_y&quot;:619}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:76,&quot;w&quot;:1063,&quot;h&quot;:35,&quot;abs_x&quot;:128,&quot;abs_y&quot;:621}">This article provides a comprehensive overview of Ontario&rsquo;s licensing system, practical tips for passing each test, and insights into why professional driver training matters for both safety and success.</strong></p>

<h2 bis_size="{&quot;x&quot;:20,&quot;y&quot;:132,&quot;w&quot;:1079,&quot;h&quot;:23,&quot;abs_x&quot;:128,&quot;abs_y&quot;:677}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:132,&quot;w&quot;:502,&quot;h&quot;:22,&quot;abs_x&quot;:128,&quot;abs_y&quot;:677}">Understanding Ontario&rsquo;s Graduated Licensing System</strong></h2>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:171,&quot;w&quot;:1079,&quot;h&quot;:20,&quot;abs_x&quot;:128,&quot;abs_y&quot;:716}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:173,&quot;w&quot;:795,&quot;h&quot;:15,&quot;abs_x&quot;:128,&quot;abs_y&quot;:718}">Ontario uses a graduated licensing system designed to help new drivers develop skills progressively. It consists of three stages:</strong></p>

<ol bis_size="{&quot;x&quot;:20,&quot;y&quot;:205,&quot;w&quot;:1079,&quot;h&quot;:150,&quot;abs_x&quot;:128,&quot;abs_y&quot;:750}">
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:205,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:750}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:205,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:750}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:207,&quot;w&quot;:480,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:752}">G1 Licence: The learner stage, allowing drivers to practice under supervision.</strong><br bis_size="{&quot;x&quot;:540,&quot;y&quot;:207,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:648,&quot;abs_y&quot;:752}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:260,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:805}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:260,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:805}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:262,&quot;w&quot;:562,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:807}">G2 Licence: The intermediate stage, permitting independent driving with some restrictions.</strong><br bis_size="{&quot;x&quot;:622,&quot;y&quot;:262,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:730,&quot;abs_y&quot;:807}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:314,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:859}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:314,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:859}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:316,&quot;w&quot;:397,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:861}">G Licence: The full, unrestricted licence for experienced drivers.</strong><br bis_size="{&quot;x&quot;:457,&quot;y&quot;:316,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:565,&quot;abs_y&quot;:861}" />
	&nbsp;</p>
	</li>
</ol>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:369,&quot;w&quot;:1079,&quot;h&quot;:20,&quot;abs_x&quot;:128,&quot;abs_y&quot;:914}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:371,&quot;w&quot;:831,&quot;h&quot;:15,&quot;abs_x&quot;:128,&quot;abs_y&quot;:916}">Each stage ensures that drivers gain both theoretical knowledge and practical experience before taking on full driving responsibilities.</strong></p>

<h2 bis_size="{&quot;x&quot;:20,&quot;y&quot;:406,&quot;w&quot;:1079,&quot;h&quot;:23,&quot;abs_x&quot;:128,&quot;abs_y&quot;:951}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:406,&quot;w&quot;:381,&quot;h&quot;:22,&quot;abs_x&quot;:128,&quot;abs_y&quot;:951}">The G1 Test in Kitchener: What to Expect</strong></h2>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:446,&quot;w&quot;:1079,&quot;h&quot;:41,&quot;abs_x&quot;:128,&quot;abs_y&quot;:991}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:448,&quot;w&quot;:1058,&quot;h&quot;:35,&quot;abs_x&quot;:128,&quot;abs_y&quot;:993}">The <a bis_size="{&quot;x&quot;:46,&quot;y&quot;:448,&quot;w&quot;:122,&quot;h&quot;:15,&quot;abs_x&quot;:154,&quot;abs_y&quot;:993}" href="https://dominiondrivingschool.com/g1-test-in-kitchener/">G1 test in Kitchener</a> marks the beginning of a new driver&rsquo;s journey. Unlike road tests, the G1 focuses entirely on knowledge of traffic rules, road signs, and safe driving practices.</strong></p>

<h3 bis_size="{&quot;x&quot;:20,&quot;y&quot;:502,&quot;w&quot;:1079,&quot;h&quot;:18,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1047}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:502,&quot;w&quot;:209,&quot;h&quot;:17,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1047}">Key Elements of the G1 Test:</strong></h3>

<ul bis_size="{&quot;x&quot;:20,&quot;y&quot;:536,&quot;w&quot;:1079,&quot;h&quot;:150,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1081}">
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:536,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1081}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:536,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1081}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:538,&quot;w&quot;:333,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1083}">Multiple-choice and true/false questions on road rules</strong><br bis_size="{&quot;x&quot;:393,&quot;y&quot;:538,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:501,&quot;abs_y&quot;:1083}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:590,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1135}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:590,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1135}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:592,&quot;w&quot;:209,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1137}">Identification of signs and signals</strong><br bis_size="{&quot;x&quot;:269,&quot;y&quot;:592,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:377,&quot;abs_y&quot;:1137}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:645,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1190}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:645,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1190}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:647,&quot;w&quot;:282,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1192}">Understanding of basic road safety principles</strong><br bis_size="{&quot;x&quot;:342,&quot;y&quot;:647,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:450,&quot;abs_y&quot;:1192}" />
	&nbsp;</p>
	</li>
</ul>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:700,&quot;w&quot;:1079,&quot;h&quot;:20,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1245}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:702,&quot;w&quot;:186,&quot;h&quot;:15,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1247}">Practical Tips for G1 Success:</strong></p>

<ul bis_size="{&quot;x&quot;:20,&quot;y&quot;:733,&quot;w&quot;:1079,&quot;h&quot;:150,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1278}">
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:733,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1278}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:733,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1278}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:735,&quot;w&quot;:347,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1280}">Study the official Ontario Driver&rsquo;s Handbook thoroughly.</strong><br bis_size="{&quot;x&quot;:407,&quot;y&quot;:735,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:515,&quot;abs_y&quot;:1280}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:788,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1333}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:788,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1333}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:790,&quot;w&quot;:347,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1335}">Take practice quizzes online or through driving schools.</strong><br bis_size="{&quot;x&quot;:407,&quot;y&quot;:790,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:515,&quot;abs_y&quot;:1335}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:843,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1388}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:843,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1388}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:845,&quot;w&quot;:750,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1390}">Attend theory review sessions at a trusted local driving school like Dominion Driving School to clarify challenging topics.</strong><br bis_size="{&quot;x&quot;:810,&quot;y&quot;:845,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:918,&quot;abs_y&quot;:1390}" />
	&nbsp;</p>
	</li>
</ul>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:897,&quot;w&quot;:1079,&quot;h&quot;:20,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1442}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:899,&quot;w&quot;:689,&quot;h&quot;:15,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1444}">Passing the G1 test allows learners to practice driving under supervision, setting the foundation for the G2 test.</strong></p>

<h2 bis_size="{&quot;x&quot;:20,&quot;y&quot;:934,&quot;w&quot;:1079,&quot;h&quot;:23,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1479}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:934,&quot;w&quot;:350,&quot;h&quot;:22,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1479}">Preparing for the G2 Test in Kitchener</strong></h2>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:974,&quot;w&quot;:1079,&quot;h&quot;:20,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1519}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:976,&quot;w&quot;:978,&quot;h&quot;:15,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1521}">The <a bis_size="{&quot;x&quot;:46,&quot;y&quot;:976,&quot;w&quot;:122,&quot;h&quot;:15,&quot;abs_x&quot;:154,&quot;abs_y&quot;:1521}" href="https://dominiondrivingschool.com/g2-test-kitchener/">G2 test in Kitchener</a> evaluates practical driving skills in real-world traffic conditions. It is often the stage where learners gain confidence behind the wheel.</strong></p>

<h3 bis_size="{&quot;x&quot;:20,&quot;y&quot;:1010,&quot;w&quot;:1079,&quot;h&quot;:18,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1555}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:1010,&quot;w&quot;:202,&quot;h&quot;:17,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1555}">What the G2 Test Assesses:</strong></h3>

<ul bis_size="{&quot;x&quot;:20,&quot;y&quot;:1043,&quot;w&quot;:1079,&quot;h&quot;:205,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1588}">
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:1043,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1588}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:1043,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1588}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:1045,&quot;w&quot;:349,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1590}">Vehicle control, including starting, stopping, and turning</strong><br bis_size="{&quot;x&quot;:409,&quot;y&quot;:1045,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:517,&quot;abs_y&quot;:1590}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:1098,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1643}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:1098,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1643}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:1100,&quot;w&quot;:168,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1645}">Lane changes and merging</strong><br bis_size="{&quot;x&quot;:228,&quot;y&quot;:1100,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:336,&quot;abs_y&quot;:1645}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:1152,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1697}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:1152,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1697}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:1154,&quot;w&quot;:257,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1699}">Observing traffic signals and speed limits</strong><br bis_size="{&quot;x&quot;:317,&quot;y&quot;:1154,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:425,&quot;abs_y&quot;:1699}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:1207,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1752}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:1207,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1752}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:1209,&quot;w&quot;:343,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1754}">Parking maneuvers such as parallel and angled parking</strong><br bis_size="{&quot;x&quot;:403,&quot;y&quot;:1209,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:511,&quot;abs_y&quot;:1754}" />
	&nbsp;</p>
	</li>
</ul>

<h3 bis_size="{&quot;x&quot;:20,&quot;y&quot;:1264,&quot;w&quot;:1079,&quot;h&quot;:18,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1809}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:1264,&quot;w&quot;:203,&quot;h&quot;:17,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1809}">Common Mistakes to Avoid:</strong></h3>

<ul bis_size="{&quot;x&quot;:20,&quot;y&quot;:1297,&quot;w&quot;:1079,&quot;h&quot;:205,&quot;abs_x&quot;:128,&quot;abs_y&quot;:1842}">
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:1297,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1842}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:1297,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1842}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:1299,&quot;w&quot;:247,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1844}">Failing to check mirrors and blind spots</strong><br bis_size="{&quot;x&quot;:307,&quot;y&quot;:1299,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:415,&quot;abs_y&quot;:1844}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:1352,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1897}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:1352,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1897}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:1354,&quot;w&quot;:158,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1899}">Incorrect lane positioning</strong><br bis_size="{&quot;x&quot;:218,&quot;y&quot;:1354,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:326,&quot;abs_y&quot;:1899}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:1406,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1951}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:1406,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1951}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:1408,&quot;w&quot;:262,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:1953}">Hesitation at intersections or roundabouts</strong><br bis_size="{&quot;x&quot;:322,&quot;y&quot;:1408,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:430,&quot;abs_y&quot;:1953}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:1461,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2006}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:1461,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2006}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:1463,&quot;w&quot;:223,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2008}">Overlooking pedestrian right-of-way</strong><br bis_size="{&quot;x&quot;:283,&quot;y&quot;:1463,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:391,&quot;abs_y&quot;:2008}" />
	&nbsp;</p>
	</li>
</ul>

<h3 bis_size="{&quot;x&quot;:20,&quot;y&quot;:1518,&quot;w&quot;:1079,&quot;h&quot;:18,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2063}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:1518,&quot;w&quot;:167,&quot;h&quot;:17,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2063}">Preparation Strategies:</strong></h3>

<ul bis_size="{&quot;x&quot;:20,&quot;y&quot;:1551,&quot;w&quot;:1079,&quot;h&quot;:150,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2096}">
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:1551,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2096}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:1551,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2096}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:1553,&quot;w&quot;:431,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2098}">Log extensive practice hours with a qualified supervisor or instructor.</strong><br bis_size="{&quot;x&quot;:491,&quot;y&quot;:1553,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:599,&quot;abs_y&quot;:2098}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:1606,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2151}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:1606,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2151}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:1608,&quot;w&quot;:606,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2153}">Focus on high-traffic areas in Kitchener-Waterloo to become familiar with local driving conditions.</strong><br bis_size="{&quot;x&quot;:666,&quot;y&quot;:1608,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:774,&quot;abs_y&quot;:2153}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:1660,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2205}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:1660,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2205}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:1662,&quot;w&quot;:776,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2207}">Consider professional training from a <a bis_size="{&quot;x&quot;:295,&quot;y&quot;:1662,&quot;w&quot;:210,&quot;h&quot;:15,&quot;abs_x&quot;:403,&quot;abs_y&quot;:2207}" href="https://dominiondrivingschool.com/driving-school-in-waterloo/">trusted driving school in Waterloo</a>, which can provide structured lessons and feedback.</strong><br bis_size="{&quot;x&quot;:836,&quot;y&quot;:1662,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:944,&quot;abs_y&quot;:2207}" />
	&nbsp;</p>
	</li>
</ul>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:1715,&quot;w&quot;:1079,&quot;h&quot;:20,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2260}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:1717,&quot;w&quot;:743,&quot;h&quot;:15,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2262}">Many local learners find that attending a reputable school significantly boosts their confidence and reduces test anxiety.</strong></p>

<h2 bis_size="{&quot;x&quot;:20,&quot;y&quot;:1752,&quot;w&quot;:1079,&quot;h&quot;:23,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2297}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:1752,&quot;w&quot;:475,&quot;h&quot;:22,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2297}">The G Test in Kitchener: Mastering Advanced Skills</strong></h2>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:1791,&quot;w&quot;:1079,&quot;h&quot;:20,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2336}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:1793,&quot;w&quot;:1051,&quot;h&quot;:15,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2338}">The <a bis_size="{&quot;x&quot;:46,&quot;y&quot;:1793,&quot;w&quot;:115,&quot;h&quot;:15,&quot;abs_x&quot;:154,&quot;abs_y&quot;:2338}" href="https://dominiondrivingschool.com/g-test-in-kitchener/">G test in Kitchener</a> is the final step in Ontario&rsquo;s licensing system. It tests advanced driving techniques and a driver&rsquo;s ability to handle complex traffic situations safely.</strong></p>

<h3 bis_size="{&quot;x&quot;:20,&quot;y&quot;:1827,&quot;w&quot;:1079,&quot;h&quot;:18,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2372}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:1827,&quot;w&quot;:223,&quot;h&quot;:17,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2372}">Key Focus Areas of the G Test:</strong></h3>

<ul bis_size="{&quot;x&quot;:20,&quot;y&quot;:1861,&quot;w&quot;:1079,&quot;h&quot;:205,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2406}">
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:1861,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2406}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:1861,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2406}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:1863,&quot;w&quot;:333,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2408}">Highway driving, including merging and lane changes</strong><br bis_size="{&quot;x&quot;:393,&quot;y&quot;:1863,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:501,&quot;abs_y&quot;:2408}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:1915,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2460}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:1915,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2460}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:1917,&quot;w&quot;:272,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2462}">Safe handling in various weather conditions</strong><br bis_size="{&quot;x&quot;:332,&quot;y&quot;:1917,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:440,&quot;abs_y&quot;:2462}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:1970,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2515}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:1970,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2515}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:1972,&quot;w&quot;:173,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2517}">Defensive driving strategies</strong><br bis_size="{&quot;x&quot;:233,&quot;y&quot;:1972,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:341,&quot;abs_y&quot;:2517}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:2025,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2570}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:2025,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2570}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:2027,&quot;w&quot;:372,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2572}">Proper use of signals, speed control, and following distance</strong><br bis_size="{&quot;x&quot;:432,&quot;y&quot;:2027,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:540,&quot;abs_y&quot;:2572}" />
	&nbsp;</p>
	</li>
</ul>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:2079,&quot;w&quot;:1079,&quot;h&quot;:20,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2624}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:2081,&quot;w&quot;:869,&quot;h&quot;:15,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2626}">Unlike earlier stages, the G test evaluates not just basic competence but also decision-making, situational awareness, and risk management.</strong></p>

<h2 bis_size="{&quot;x&quot;:20,&quot;y&quot;:2116,&quot;w&quot;:1079,&quot;h&quot;:23,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2661}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:2116,&quot;w&quot;:557,&quot;h&quot;:22,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2661}">Why Choosing a Trusted Driving School in Waterloo Matters</strong></h2>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:2156,&quot;w&quot;:1079,&quot;h&quot;:20,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2701}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:2158,&quot;w&quot;:728,&quot;h&quot;:15,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2703}">Selecting the right driving school can influence both test success and long-term driving habits. Trusted schools offer:</strong></p>

<ul bis_size="{&quot;x&quot;:20,&quot;y&quot;:2190,&quot;w&quot;:1079,&quot;h&quot;:150,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2735}">
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:2190,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2735}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:2190,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2735}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:2192,&quot;w&quot;:331,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2737}">Certified instructors familiar with local traffic patterns</strong><br bis_size="{&quot;x&quot;:391,&quot;y&quot;:2192,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:499,&quot;abs_y&quot;:2737}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:2244,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2789}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:2244,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2789}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:2246,&quot;w&quot;:347,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2791}">Structured lesson plans tailored to individual skill levels</strong><br bis_size="{&quot;x&quot;:407,&quot;y&quot;:2246,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:515,&quot;abs_y&quot;:2791}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:2299,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2844}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:2299,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2844}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:2301,&quot;w&quot;:297,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:2846}">Access to modern vehicles and simulation tools</strong><br bis_size="{&quot;x&quot;:357,&quot;y&quot;:2301,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:465,&quot;abs_y&quot;:2846}" />
	&nbsp;</p>
	</li>
</ul>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:2353,&quot;w&quot;:1079,&quot;h&quot;:41,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2898}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:2355,&quot;w&quot;:1041,&quot;h&quot;:35,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2900}">For instance, Dominion Driving School has served the Kitchener-Waterloo community for years, helping learners navigate the G1, G2, and G road tests with professional guidance.</strong></p>

<h2 bis_size="{&quot;x&quot;:20,&quot;y&quot;:2411,&quot;w&quot;:1079,&quot;h&quot;:23,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2956}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:2411,&quot;w&quot;:537,&quot;h&quot;:22,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2956}">Qualities That Define the Best Driving School in Kitchener</strong></h2>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:2451,&quot;w&quot;:1079,&quot;h&quot;:20,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2996}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:2453,&quot;w&quot;:557,&quot;h&quot;:15,&quot;abs_x&quot;:128,&quot;abs_y&quot;:2998}">When searching for the <a bis_size="{&quot;x&quot;:168,&quot;y&quot;:2453,&quot;w&quot;:197,&quot;h&quot;:15,&quot;abs_x&quot;:276,&quot;abs_y&quot;:2998}" href="http://dominiondrivingschool.com/">best driving school in Kitchener</a>, consider the following attributes:</strong></p>

<ul bis_size="{&quot;x&quot;:20,&quot;y&quot;:2484,&quot;w&quot;:1079,&quot;h&quot;:259,&quot;abs_x&quot;:128,&quot;abs_y&quot;:3029}">
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:2484,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:3029}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:2484,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:3029}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:2486,&quot;w&quot;:387,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:3031}">MTO Approval: Ensures instructors meet provincial standards.</strong><br bis_size="{&quot;x&quot;:447,&quot;y&quot;:2486,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:555,&quot;abs_y&quot;:3031}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:2539,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:3084}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:2539,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:3084}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:2541,&quot;w&quot;:607,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:3086}">Experienced Instructors: Those who understand local roads, test routes, and common challenges.</strong><br bis_size="{&quot;x&quot;:667,&quot;y&quot;:2541,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:775,&quot;abs_y&quot;:3086}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:2594,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:3139}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:2594,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:3139}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:2596,&quot;w&quot;:537,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:3141}">Comprehensive Programs: Covering theory, practical skills, and road safety education.</strong><br bis_size="{&quot;x&quot;:597,&quot;y&quot;:2596,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:705,&quot;abs_y&quot;:3141}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:2648,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:3193}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:2648,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:3193}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:2650,&quot;w&quot;:512,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:3195}">Positive Track Record: Testimonials and high pass rates signal reliable instruction.</strong><br bis_size="{&quot;x&quot;:572,&quot;y&quot;:2650,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:680,&quot;abs_y&quot;:3195}" />
	&nbsp;</p>
	</li>
	<li bis_size="{&quot;x&quot;:60,&quot;y&quot;:2703,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:3248}">
	<p bis_size="{&quot;x&quot;:60,&quot;y&quot;:2703,&quot;w&quot;:999,&quot;h&quot;:41,&quot;abs_x&quot;:168,&quot;abs_y&quot;:3248}"><strong bis_size="{&quot;x&quot;:60,&quot;y&quot;:2705,&quot;w&quot;:471,&quot;h&quot;:15,&quot;abs_x&quot;:168,&quot;abs_y&quot;:3250}">Flexible Scheduling: Accommodates learners&rsquo; school or work commitments.</strong><br bis_size="{&quot;x&quot;:531,&quot;y&quot;:2705,&quot;w&quot;:0,&quot;h&quot;:15,&quot;abs_x&quot;:639,&quot;abs_y&quot;:3250}" />
	&nbsp;</p>
	</li>
</ul>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:2757,&quot;w&quot;:1079,&quot;h&quot;:20,&quot;abs_x&quot;:128,&quot;abs_y&quot;:3302}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:2759,&quot;w&quot;:642,&quot;h&quot;:15,&quot;abs_x&quot;:128,&quot;abs_y&quot;:3304}">These qualities help learners develop confidence and safe driving habits, beyond just passing the tests.</strong></p>

<h2 bis_size="{&quot;x&quot;:20,&quot;y&quot;:2794,&quot;w&quot;:1079,&quot;h&quot;:23,&quot;abs_x&quot;:128,&quot;abs_y&quot;:3339}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:2794,&quot;w&quot;:584,&quot;h&quot;:22,&quot;abs_x&quot;:128,&quot;abs_y&quot;:3339}">The Importance of Professional Driver Training for Road Safety</strong></h2>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:2834,&quot;w&quot;:1079,&quot;h&quot;:62,&quot;abs_x&quot;:128,&quot;abs_y&quot;:3379}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:2836,&quot;w&quot;:1054,&quot;h&quot;:56,&quot;abs_x&quot;:128,&quot;abs_y&quot;:3381}">Professional driver training does more than prepare learners for tests; it reduces the likelihood of accidents. According to Ontario road safety statistics, novice drivers are more likely to be involved in collisions in their first years of driving. Structured lessons teach defensive driving, hazard recognition, and situational awareness&mdash;skills that stay with drivers long after they earn their G licence.</strong></p>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:2909,&quot;w&quot;:1079,&quot;h&quot;:41,&quot;abs_x&quot;:128,&quot;abs_y&quot;:3454}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:2911,&quot;w&quot;:1040,&quot;h&quot;:35,&quot;abs_x&quot;:128,&quot;abs_y&quot;:3456}">Community-focused programs in Kitchener-Waterloo also emphasize safe driving in variable weather conditions, which is especially important given the region&rsquo;s snowy winters and busy urban roads.</strong></p>

<h2 bis_size="{&quot;x&quot;:20,&quot;y&quot;:2967,&quot;w&quot;:1079,&quot;h&quot;:23,&quot;abs_x&quot;:128,&quot;abs_y&quot;:3512}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:2967,&quot;w&quot;:165,&quot;h&quot;:22,&quot;abs_x&quot;:128,&quot;abs_y&quot;:3512}">Closing Thoughts</strong></h2>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:3007,&quot;w&quot;:1079,&quot;h&quot;:62,&quot;abs_x&quot;:128,&quot;abs_y&quot;:3552}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:3009,&quot;w&quot;:1060,&quot;h&quot;:56,&quot;abs_x&quot;:128,&quot;abs_y&quot;:3554}">Starting the journey toward a full Ontario driver&rsquo;s licence is both exciting and challenging. By understanding the G1, G2, and G test processes, practicing consistently, and seeking guidance from reputable, MTO-approved driving schools, new drivers in Kitchener-Waterloo can gain confidence, improve road safety, and enjoy the independence that comes with driving.</strong></p>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:3082,&quot;w&quot;:1079,&quot;h&quot;:62,&quot;abs_x&quot;:128,&quot;abs_y&quot;:3627}"><strong bis_size="{&quot;x&quot;:20,&quot;y&quot;:3084,&quot;w&quot;:1051,&quot;h&quot;:56,&quot;abs_x&quot;:128,&quot;abs_y&quot;:3629}">Whether it&rsquo;s studying for the G1 test in Kitchener, mastering road skills for the G2 test, or preparing for the G test, professional instruction from a trusted school&mdash;like Dominion Driving School&mdash;can make all the difference. For learners and parents alike, investing in quality driver training is an investment in long-term safety and peace of mind.</strong></p>

<p bis_size="{&quot;x&quot;:20,&quot;y&quot;:3157,&quot;w&quot;:1079,&quot;h&quot;:20,&quot;abs_x&quot;:128,&quot;abs_y&quot;:3702}">&nbsp;</p>]]></content:encoded>
			<guid>https://stayclose.social/blog/36724/navigating-ontario’s-graduated-licensing-system-a-guide-for-new-drivers-in-/</guid>
			<pubDate>Wed, 11 Feb 2026 14:33:35 +0000</pubDate>
			<dc:creator>Kmt Services</dc:creator>
		</item>
		<item>
			<title>Mohkam Furniture – Elevate Your Home with the Latest Designs</title>
			<link>https://stayclose.social/blog/36612/mohkam-furniture-–-elevate-your-home-with-the-latest-designs/</link>
			<description><![CDATA[<p>Home interiors continue to evolve with changing lifestyles and design trends. Today&rsquo;s homeowners prefer furniture that reflects elegance, comfort, and</p>...]]></description>
			<content:encoded><![CDATA[<p>Home interiors continue to evolve with changing lifestyles and design trends. Today&rsquo;s homeowners prefer furniture that reflects elegance, comfort, and practicality. From a <strong>new bed design</strong> to <a href="https://mohkamfurnishers.com/shop/"><strong>modern dressing table designs for bedroom</strong></a>, and from <strong>latest couch designs</strong> to <strong>latest new sofa design</strong> and <strong>latest settee designs</strong>, every piece plays a role in defining your living space.</p>

<p><strong>Mohkam furniture</strong> brings together innovation, craftsmanship, and contemporary style to help you create a home that feels both modern and welcoming.</p>

<h2>New Bed Design for Contemporary Bedrooms</h2>

<p>A bedroom is a personal sanctuary, and choosing a <a href="https://mohkamfurnishers.com/shop/"><strong>new bed design</strong> </a>can completely transform its ambiance. Modern bed designs focus on clean lines, comfortable headboards, and smart storage solutions. Upholstered beds with tufted or panel headboards are highly popular, offering both style and comfort. Wooden platform beds with sleek finishes also remain a timeless choice for minimalist interiors.</p>

<p><strong>Mohkam furniture</strong> offers bed designs crafted with durable materials and premium finishes. Storage beds with hydraulic systems or built-in drawers are ideal for maximizing space, especially in urban homes. Neutral shades such as beige, walnut, white, and grey dominate modern bedroom themes, while bold upholstered headboards add a luxurious touch.</p>

<p>A well-designed bed not only enhances the room&rsquo;s aesthetic but also ensures restful sleep and long-term durability.</p>

<h2>Modern Dressing Table Designs for Bedroom Elegance</h2>

<p>No bedroom is complete without a functional and stylish dressing table. The trend of <strong><a href="https://mohkamfurnishers.com/shop/">modern dressing table designs</a> for bedroom</strong> highlights simplicity, elegance, and smart organization. Floating dressing tables with wall-mounted mirrors create a contemporary look, while compact units with built-in drawers help keep essentials organized.</p>

<p><strong>Mohkam furniture</strong> designs dressing tables that balance beauty and practicality. LED-lit mirrors, sleek handles, and minimalistic finishes give a refined appearance. Wooden textures combined with glossy or matte surfaces are trending choices in modern homes.</p>

<p>For those who prefer a luxury touch, upholstered stools and large framed mirrors add sophistication. Choosing the right dressing table not only enhances convenience but also complements the overall bedroom d&eacute;cor.</p>

<h2>Latest Couch Designs for Stylish Living Rooms</h2>

<p>Living rooms are the heart of every home, and the <a href="https://mohkamfurnishers.com/shop/"><strong>latest couch designs</strong></a> reflect both comfort and fashion. Modern couches emphasize plush cushioning, ergonomic support, and versatile layouts. Sectional couches, curved silhouettes, and modular seating options are gaining popularity in Pakistan.</p>

<p><strong>Mohkam furniture</strong> keeps up with global trends by offering couches in premium fabrics like velvet, linen, and leatherette. Neutral colors remain in demand, but earthy tones and jewel shades are making a strong statement in contemporary interiors.</p>

<p>The latest couch designs also focus on durability, with sturdy wooden frames and high-density foam ensuring lasting performance. Whether placed in a compact apartment or a spacious lounge, a modern couch enhances both comfort and visual appeal.</p>

<h2>Latest New Sofa Design Trends</h2>

<p>The <a href="https://mohkamfurnishers.com/shop/"><strong>latest new sofa design</strong></a> trends highlight innovation and functionality. Sofas today are more than seating arrangements&mdash;they are style statements. L-shaped sofas, recliner sofas, and convertible sofa beds are widely preferred for their multi-functional features.</p>

<p><strong>Mohkam furniture</strong> offers modern sofa designs that combine aesthetic charm with practical use. Sleek metal legs, tufted backrests, and minimal detailing give a sophisticated look. For smaller spaces, two-seater or compact three-seater sofas are ideal, while large sectionals create a luxurious feel in bigger rooms.</p>

<p>Durability remains a key factor, and selecting a sofa with strong internal framing ensures it stays comfortable and stylish for years.</p>

<h2>Latest Settee Designs for Elegant Touch</h2>

<p>Settees are making a comeback in modern interiors, offering both decorative charm and additional seating. The <strong>latest settee designs</strong> blend traditional inspiration with modern craftsmanship. Slim frames, upholstered seats, and carved wooden details create a perfect balance between classic and contemporary styles.</p>

<p><strong>Mohkam furniture</strong> designs settees that can be placed in bedrooms, living rooms, or hallways to enhance elegance. From minimalist wooden frames to plush upholstered finishes, these pieces add character to any space. Soft pastel shades and textured fabrics are trending choices for modern homes.</p>

<p>A thoughtfully selected settee can serve as a stylish accent piece while providing practical seating for guests.</p>

<h2>Designing a Harmonious Home</h2>

<p>Choosing coordinated furniture pieces ensures a cohesive interior theme. Pairing a <strong>new bed design</strong> with matching side tables and a modern dressing table creates balance in the bedroom. Similarly, combining the <a href="https://mohkamfurnishers.com/shop/"><strong>latest couch designs</strong></a> with a complementary <strong>latest new sofa design</strong> or elegant settee enhances the overall look of your living room.</p>

<p><strong>Mohkam furniture</strong> focuses on creating collections that blend seamlessly, allowing homeowners to design interiors that reflect their personality and lifestyle. By combining quality craftsmanship with the latest design trends, the brand helps transform ordinary spaces into extraordinary living environments.</p>

<h2>Conclusion</h2>

<p>Furniture trends continue to evolve, emphasizing comfort, minimalism, and smart functionality. Whether you are updating your bedroom with <strong>modern dressing table designs for bedroom</strong> and a <strong>new bed design</strong>, or upgrading your lounge with the <strong>latest couch designs</strong>, <strong>latest new sofa design</strong>, and <strong>latest settee designs</strong>, choosing well-crafted furniture ensures lasting satisfaction.</p>

<p>With its dedication to quality and modern aesthetics, <a href="https://mohkamfurnishers.com/shop/"><strong>mohkam furniture</strong></a> remains a trusted choice for homeowners seeking stylish, durable, and contemporary furniture solutions. Investing in the right pieces today creates a home that feels elegant, comfortable, and timeless for years to come.</p>]]></content:encoded>
			<guid>https://stayclose.social/blog/36612/mohkam-furniture-–-elevate-your-home-with-the-latest-designs/</guid>
			<pubDate>Wed, 11 Feb 2026 11:12:59 +0000</pubDate>
			<dc:creator>mohkam furnisher</dc:creator>
		</item>
		<item>
			<title>Amazon Account Audit Services: The Key to Fixing Hidden Issues and Unlocking Growth</title>
			<link>https://stayclose.social/blog/35523/amazon-account-audit-services-the-key-to-fixing-hidden-issues-and-unlocking/</link>
			<description><![CDATA[<p><strong>Selling on Amazon offers massive opportunities, but it also comes with complexity. Many sellers experience stagnant sales, rising ad costs, suppressed</strong></p>...]]></description>
			<content:encoded><![CDATA[<p><strong>Selling on Amazon offers massive opportunities, but it also comes with complexity. Many sellers experience stagnant sales, rising ad costs, suppressed listings, or sudden account warnings without fully understanding why. This is where <a href="https://saecomfbapro.com/amazon-account-audit/">Amazon Account Audit Services</a> become essential. An account audit digs deep into your seller account to uncover hidden problems, compliance risks, and missed growth opportunities that are holding your business back.</strong></p>

<p><strong>Whether you&rsquo;re a new seller trying to establish a strong foundation or an established brand facing performance challenges, a professional Amazon account audit can be the difference between struggling and scaling.</strong></p>

<p><strong><img alt="Amazon Account Audit Services" 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" style="height:174px; width:290px" /></strong></p>

<h2><strong>What Are Amazon Account Audit Services?</strong></h2>

<p><strong>Amazon Account Audit Services involve a comprehensive review of your entire Amazon seller account. Unlike surface-level checks, a full audit examines every critical area of your business to identify issues that impact visibility, conversions, compliance, and profitability.</strong></p>

<p><strong>A professional audit typically covers:</strong></p>

<ul>
	<li>
	<p><strong>Account health and policy compliance</strong></p>
	</li>
	<li>
	<p><strong>Product listing quality and SEO</strong></p>
	</li>
	<li>
	<p><strong>Amazon PPC performance</strong></p>
	</li>
	<li>
	<p><strong>Inventory and FBA operations</strong></p>
	</li>
	<li>
	<p><strong>Pricing and Buy Box eligibility</strong></p>
	</li>
	<li>
	<p><strong>Customer feedback and reviews</strong></p>
	</li>
</ul>

<p><strong>The goal is not just to find problems, but to provide clear, actionable solutions that improve overall account performance.</strong></p>

<h2><strong>Why Amazon Sellers Need Account Audits</strong></h2>

<p><strong>Many sellers assume poor sales are caused by competition or pricing alone. In reality, the root cause is often hidden within the account itself. Amazon&rsquo;s algorithm prioritizes performance, compliance, and customer experience&mdash;small issues can have a big impact.</strong></p>

<p><strong>Here&rsquo;s why Amazon Account Audit Services are so important:</strong></p>

<ul>
	<li>
	<p><strong>Amazon frequently updates policies and algorithms</strong></p>
	</li>
	<li>
	<p><strong>Even minor compliance issues can suppress listings</strong></p>
	</li>
	<li>
	<p><strong>Inefficient PPC campaigns drain profit silently</strong></p>
	</li>
	<li>
	<p><strong>Poor SEO limits organic visibility</strong></p>
	</li>
	<li>
	<p><strong>Account health issues increase suspension risk</strong></p>
	</li>
</ul>

<p><strong>Without regular audits, these problems can go unnoticed until they cause serious damage.</strong></p>

<h2><strong>Key Areas Reviewed in Amazon Account Audit Services</strong></h2>

<h3><strong>🔍 Account Health &amp; Policy Compliance</strong></h3>

<p><strong>Account health metrics such as Order Defect Rate (ODR), Late Shipment Rate (LSR), and customer feedback directly affect seller performance. Auditors review warnings, violations, and risk factors to ensure your account meets Amazon&rsquo;s standards.</strong></p>

<p><strong>Early detection helps prevent suspensions and long-term damage.</strong></p>

<h3><strong>📝 Listing Optimization &amp; SEO Review</strong></h3>

<p><strong>Your product listings play a critical role in both ranking and conversion. Auditors analyze:</strong></p>

<ul>
	<li>
	<p><strong>Titles, bullet points, and descriptions</strong></p>
	</li>
	<li>
	<p><strong>Keyword placement and relevance</strong></p>
	</li>
	<li>
	<p><strong>Backend search terms</strong></p>
	</li>
	<li>
	<p><strong>Image quality and compliance</strong></p>
	</li>
</ul>

<p><strong>Even well-selling products often have SEO gaps that limit organic reach.</strong></p>

<h3><strong>📈 PPC &amp; Advertising Audit</strong></h3>

<p><strong>Advertising can be a powerful growth tool&mdash;or a profit killer. A PPC audit examines:</strong></p>

<ul>
	<li>
	<p><strong>Campaign structure</strong></p>
	</li>
	<li>
	<p><strong>Keyword targeting</strong></p>
	</li>
	<li>
	<p><strong>Bid strategies</strong></p>
	</li>
	<li>
	<p><strong>ACOS and ROAS performance</strong></p>
	</li>
	<li>
	<p><strong>Wasted ad spend</strong></p>
	</li>
</ul>

<p><strong>This helps identify where budgets are being wasted and how to optimize campaigns for better returns.</strong></p>

<h3><strong>📦 Inventory &amp; FBA Analysis</strong></h3>

<p><strong>Inventory mismanagement can hurt rankings and sales velocity. Audits review:</strong></p>

<ul>
	<li>
	<p><strong>Stock levels and restock timing</strong></p>
	</li>
	<li>
	<p><strong>Excess storage fees</strong></p>
	</li>
	<li>
	<p><strong>Stranded or suppressed inventory</strong></p>
	</li>
	<li>
	<p><strong>FBA operational issues</strong></p>
	</li>
</ul>

<p><strong>Optimizing inventory ensures smoother operations and consistent sales.</strong></p>

<h3><strong>💬 Customer Feedback &amp; Reviews</strong></h3>

<p><strong>Negative reviews and poor feedback signals can reduce buyer trust and harm rankings. Account audits assess review trends, customer complaints, and potential product issues that need attention.</strong></p>

<h2><strong>Benefits of Professional Amazon Account Audit Services</strong></h2>

<h3><strong>✅ Clear Diagnosis of Performance Issues</strong></h3>

<p><strong>Instead of guessing what&rsquo;s wrong, audits provide clarity. You get a detailed overview of what&rsquo;s holding your account back and why.</strong></p>

<h3><strong>✅ Actionable Improvement Plan</strong></h3>

<p><strong>Professional audits don&rsquo;t just highlight problems&mdash;they offer step-by-step recommendations to fix them.</strong></p>

<h3><strong>✅ Improved Visibility and Sales</strong></h3>

<p><strong>By resolving listing, PPC, and compliance issues, sellers often see improved rankings, higher conversions, and better sales consistency.</strong></p>

<h3><strong>✅ Reduced Risk of Account Suspension</strong></h3>

<p><strong>Proactive audits help ensure your account stays compliant with Amazon&rsquo;s ever-changing policies.</strong></p>

<h3><strong>✅ Better ROI on Advertising Spend</strong></h3>

<p><strong>Optimizing PPC campaigns can significantly reduce wasted ad spend while increasing profitability.</strong></p>

<h2><br />
<strong><img alt="Amazon Account Audit Services" 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" style="height:183px; width:275px" /><br />
Who Should Use Amazon Account Audit Services?</strong></h2>

<p><strong>Amazon Account Audit Services are ideal for:</strong></p>

<ul>
	<li>
	<p><strong>Sellers experiencing declining or stagnant sales</strong></p>
	</li>
	<li>
	<p><strong>Brands with high ACOS or low PPC profitability</strong></p>
	</li>
	<li>
	<p><strong>Accounts receiving policy warnings or violations</strong></p>
	</li>
	<li>
	<p><strong>New sellers wanting a strong foundation</strong></p>
	</li>
	<li>
	<p><strong>Established sellers planning to scale</strong></p>
	</li>
</ul>

<p><strong>Even high-performing accounts benefit from periodic audits to stay ahead of competitors.</strong></p>

<h2><strong>How Often Should You Audit Your Amazon Account?</strong></h2>

<p><strong>While there&rsquo;s no one-size-fits-all answer, most sellers benefit from:</strong></p>

<ul>
	<li>
	<p><strong>Quarterly audits for growing accounts</strong></p>
	</li>
	<li>
	<p><strong>Monthly audits for high-volume sellers</strong></p>
	</li>
	<li>
	<p><strong>Immediate audits after performance drops or warnings</strong></p>
	</li>
</ul>

<p><strong>Regular audits ensure your account adapts to marketplace changes.</strong></p>

<h2><strong>Choosing the Right Amazon Account Audit Partner</strong></h2>

<p><strong>Not all audits deliver the same value. When selecting a provider, look for:</strong></p>

<ul>
	<li>
	<p><strong>Proven Amazon expertise</strong></p>
	</li>
	<li>
	<p><strong>Transparent reporting</strong></p>
	</li>
	<li>
	<p><strong>Actionable recommendations</strong></p>
	</li>
	<li>
	<p><strong>Experience across multiple categories</strong></p>
	</li>
	<li>
	<p><strong>Up-to-date knowledge of Amazon policies</strong></p>
	</li>
</ul>

<p><strong>A reliable audit partner focuses on long-term growth, not just surface-level fixes.</strong></p>

<h2><strong>Final Thoughts</strong></h2>

<p><strong>Success on Amazon isn&rsquo;t just about launching products&mdash;it&rsquo;s about maintaining a healthy, optimized, and compliant seller account. Amazon Account Audit Services provide the insights and direction sellers need to fix hidden issues, improve performance, and scale confidently.</strong></p>

<p><strong>To understand exactly what a professional Amazon audit includes and how it can help sellers identify growth opportunities, this guide provides a detailed overview:<br />
👉<a href="https://saecomfbapro.com/amazon-account-audit/"> https://saecomfbapro.com/amazon-account-audit/</a></strong></p>

<p><br />
<strong>By identifying weaknesses early and implementing expert recommendations, sellers can protect their accounts, improve profitability, and build sustainable growth in a highly competitive marketplace.</strong></p>

<p><strong>If you&rsquo;re serious about long-term success on Amazon, investing in a professional account audit is not an expense&mdash;it&rsquo;s a strategic advantage.</strong></p>]]></content:encoded>
			<guid>https://stayclose.social/blog/35523/amazon-account-audit-services-the-key-to-fixing-hidden-issues-and-unlocking/</guid>
			<pubDate>Tue, 10 Feb 2026 14:09:57 +0000</pubDate>
			<dc:creator>saecom</dc:creator>
		</item>
	</channel>
</rss>