Building and Construction Tapes Market Synopsis
Building and Construction Tapes Market Size Was Valued at USD 4.53 Billion in 2022, and is Projected to Reach USD 7.06 Billion by 2030, Growing at a CAGR of 5.7% From 2023-2030.
The building and construction tapes market refers to the industry that manufactures and supplies various types of adhesive tapes specifically designed for use in the building and construction sector. These tapes are used for a wide range of applications, such as bonding, sealing, masking, insulation, and surface protection in construction projects.
- Building and construction tapes are specifically formulated adhesive tapes that are used in the construction industry for various purposes. These tapes are designed to offer strong adhesion, durability, and resistance to weather and environmental conditions commonly encountered in building projects.
- These tapes play a crucial role in construction by providing solutions for tasks such as sealing, bonding, repairing, and protecting different surfaces and materials. They are made using different materials, such as cloth, vinyl, or specialized synthetic compounds, to cater to specific construction requirements.
- Building and construction tapes are known for their high tensile strength, which enables them to withstand heavy loads and stresses. They are often resistant to water, moisture, UV rays, extreme temperatures, and chemicals, making them suitable for both indoor and outdoor applications.
- Overall, the building and construction tapes market plays a crucial role in providing efficient and reliable solutions for various construction applications, contributing to the advancement of the building industry.
Top Key Players Involved Are:
"3M Company (US), Avery Dennison Corporation (US), Tesa SE (Germany), Nitto Denko Corporation (Japan), Intertape Polymer Group Inc. (Canada), Saint-Gobain Performance Plastics Corporation (France), Shurtape Technologies LLC (US), Scapa Group PLC (UK), Lintec Corporation (Japan), Berry Global Inc. (US), Advance Tapes International Ltd. (UK), Griff Paper and Film (US), Cantech Industries Inc. (Canada), Jonson Tapes Limited (India), Adhesive Applications Inc. (US), Pro Tapes & Specialties Inc. (US), ECHOtape (Canada), Kruse Adhesive Tape Inc. (US), NMC SA (Belgium), Dukkeo Tape Co. Ltd. (South Korea) and Other Major Players."
![Building and Construction Tapes Market](data:image/png;base64,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Building and Construction Tapes Market Trend Analysis
Increase in Construction Activities
- The growth in construction activities is often fueled by infrastructure development projects, such as roads, bridges, railways, airports, and buildings. These projects require various types of tapes for applications like sealing, bonding, insulation, and protection. The demand for building and construction tapes increases as more infrastructure projects are undertaken.
- Additionally, rapid urbanization and population growth lead to increased construction of residential and commercial buildings. As cities expand and populations increase, there is a greater need for construction materials, including tapes, to ensure efficient and durable construction.
- Alongside new construction, there is a significant demand for renovation and remodeling projects. Many existing structures require upgrades and improvements, which often involve the use of tapes for purposes like surface protection, masking, and adhesion
- and hence, these factors collectively drive the growth of the building and construction tapes market as construction activities expand.
The Manufacturing of Environmentally Friendly Tapes
- There is a rising global awareness and concern for environmental issues. Consumers, businesses, and regulatory bodies are increasingly prioritizing sustainability and seeking eco-friendly alternatives. The demand for environmentally friendly products, including tapes, is on the rise. Manufacturers who can provide sustainable tape options have a competitive advantage and an opportunity to tap into this growing market demand.
- The production of eco-friendly tapes allows manufacturers to differentiate themselves from competitors. By offering tapes that are manufactured using sustainable materials and processes, companies can position themselves as environmentally conscious and socially responsible.
- Many countries and regions have introduced regulations and standards related to environmental protection and sustainability. By manufacturing environmentally friendly tapes, companies can ensure compliance with these regulations and avoid potential penalties or restrictions on their products.
- The production of environmentally friendly tapes presents a significant opportunity in the market. As sustainability and eco-consciousness continue to gain importance, there is a growing demand for products that minimize environmental impact.
Segmentation Analysis of the Building and Construction Tapes Market
Building and Construction Tapes market segments cover the Product, application, Function, End-users, and Distribution channels. By Product, the Double-Sided Tapes segment is Anticipated to Dominate the Market Over the Forecast period.
- Double-sided tapes are known for their versatility and wide-ranging applications. They can be used for bonding two surfaces together, mounting objects, securing materials, and providing adhesion in various industries such as automotive, construction, electronics, and packaging.
- Additionally double-sided tapes offer efficient bonding solutions due to their adhesive properties on both sides. They eliminate the need for traditional bonding methods like screws, rivets, or liquid adhesives, providing a quicker and easier bonding process.
- Also, the construction industry is a significant consumer of double-sided tapes. These tapes are used for various applications, such as mounting mirrors, attaching decorative panels, bonding architectural elements, and securing flooring materials.
- Overall, the dominance of the double-sided tapes segment in the market over the forecast period can be attributed to their versatile applications, efficient bonding solutions, enhanced aesthetics, increased demand in the construction industry, advancements in tape technologies, and the preference for efficient assembly methods in various industries.
Regional Analysis of The Building and Construction Tapes Market
Asia Pacific is Expected to Dominate the Market Over the Forecast Period.
- Asia Pacific is experiencing significant urbanization, with the growth of cities and infrastructure development projects. This trend has increased the demand for building and construction tapes, as they are widely used in various applications such as sealing, bonding, and insulating in construction projects.
- Many countries in the Asia Pacific region, including China, India, and Southeast Asian nations, are heavily investing in infrastructure development. This includes the construction of roads, bridges, airports, railways, and commercial buildings. Building and construction tapes find extensive usage in these projects, further driving the market growth.
- The construction industry in the Asia Pacific is witnessing substantial growth due to population growth, rising disposable incomes, and increased government initiatives. This growth is driving the demand for building and construction tapes, as they are essential for various applications in the construction sector.
- Overall, Asia Pacific's dominance in the building and construction tapes market can be attributed to the region's rapid urbanization, infrastructure investments, growing construction industry, renovation activities, strong manufacturing base, and favorable government policies.
![Share of Construction Spending Worldwide 2020, By Region](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA7QAAAIPCAMAAAEDZFIIAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAJYUExURdnZ2dra2v///97e3hERETIyMvX19UBAQAAAAGJiYvv7+8HBwbq6uk1NTaenp5eXlzMzMygoKIiIiFlZWWFhYURERMPDwwYGBsnJyQsLC+rq6nJycn9/f+bm5oyMjOLi4kdHRz8/P9TU1KKiolBQUJ2dnTo6Oi0tLcjIyPf39x4eHnl5eZKSktDQ0Li4uL29vfHx8W1tbV1dXUxMTGdnZ2ZmZmtraxgYGLOzs29vb9/f33t7e9fX16+vr7KysnNzc+Xl5aampp6enpSUlIaGhvz8/J+fn9LS0khISO/v77W1tfn5+VZWVpWVlWVlZbm5ufT09FFRUdbW1nh4eFVVVf7+/v39/fr6+vj4+Pb29vLy8vDw8O7u7u3t7WCDy+vr6+Pj4+Tk5F+Dy+np6dHR0djY2MTExF+Cy+zs7ODg4L+/v8/Pz7y8vPPz887Ozl6Cy83Nzd3d3czMzF2Cy12By1yBy1uBy1uAy1qAy1p/y1l/y1l+y1h+y1d+y1d9y1Z9y1V9y1R9y1R8y1N8y1J8y1J7y1F7y1B7y1B6y096y056y055y015y014ykx4ykx3ykt3ykp3ykp2ykl2ykh2ykh1ykd1ykZ1ykZ0ykV0ykRzykNzykNyykJyykFyykFxykBxyj9xyj9wyj5wyj1vyTxuyDttxzpsxjlrxThqxDdqwzdpwzZpwjVowTRnwDNmvzJlvjFkvTBjvC9iuy5huru7u4uLi2BgYKOjo42NjcXFxVxcXNvb22RkZKurq2xsbH5+fpiYmK6urqmpqYqKipycnHp6egAAAFfexZcAAADIdFJOU/////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////8A9ppxxwAAAAlwSFlzAAAXEQAAFxEByibzPwAAaMFJREFUeF7tvb9v6s72BXqFUiCdJorEv3CL09Plti9PSRMJSis60ilSmyL/AeXVLdPnk4ZUKULxTpGv8p+9tfbeY4/B4AEbjiF7eRjPjO35tbxmjw3Y/8r/Dv41G/wV/Cu3wJGxqdwLW2/G0NYF1hK2YUM/Dy+Gg0yDk8EgHw3GF9kIgenPwQDryWwwRDFw0wGTBsNLSSCmOHDKJEZC4ho2tBflDrMBMpNIPhmiA74uB9kSUaTyIGwaTgbZkElj2W04GM6GX6gCtvHAS0mux1/j18/noyAud7xcbjkTukVcLhRzNPz9fs4MFj0winIfApb3lnJQhHKzh/mDultNODDKch8enuDm89s7TTksQrn384fHx/nD/PHY5T7ODcdu7xzt5Wd57HJRKpb/Hblc7Wf4f6G9Atrxw6M/5R79fH5+ls/R+UWZz0cvN7NePnY/383f5vM39PSxy12glxek+Lj9jHJRMkheHPm8win1vOCJdWwdociX+cv8+ceR2/sCoOiXansnB5plVstl0ced59yjRHVFe3V+B/8QE72oXENRbvYYYPt0iVBu9s/rP4pCRzkmH2qV/1hKhyjKfQ0oyr0uplyHLHcRUNjfnPMtmXUdv1zFSrkjW7fBtnKt1Pn8APcESn4XC3VluWqQgbhcXLfBtZbWtvaGcsv25nrpBrS9bCzLDQ0uyr2eh/YW/M5w5QY8dlluQFmuFjpflOXeyNSe6L7cYnz+JWYCrjyfb6RMorNy3xcLdSW/NnC+vET9jJmBuC7LJbvvUbnSfKI4r9hePds6K/fj7f3j/e3t7b3o59wGztfXotzZ80LmYPMuy0WZxLb2/mGvi6X+bSn7ouznDzT3HW3e2s8sUtBZuR/SYJRc9rOVGpU7M1u5WFT6udiejqi9KJc9HZdrJ3lZrlVkpdw68NZ3BZOiI4lKPwvKchF5Fbe9XBurdxuy43JZ8kdU7hvOcRT79haVaz3wXpT7xImQDGJlVdZrspYSl/u2Uq62H9jWXjMdWBVJD/OHOW/BzeeWwLtyAO/KWXHxefWBQoGt5b7ipJcdi0JeXiDpF7iXojFmTQBLGPxmRJJDVnG5irJc5K+uLJdVE1eUi7bDjBFFuYygNvhYwuC3JKGKL0nlBpTlWsLHR1GudQkQJ+EMwHnwbgmD30yQz2q5x0YfyuU3XesoB4B8bSwoNkZbGLQhIs5uFhIV1XIHVxbEoZWvOISW2XTAvafc67PmMjFw98kQMptmUX75dBbX7vvx+1fwLyv+yOhpsZu+NI6RD74slIzNxbJA+aq68n31xXAAMQyGs0GGz+Anrgsvsukn77x8TQcT7EvBYjXFyXqBKtVfONYXK4fapaYWyi+vr+CxWMR+fg6zy0/7hjv//MKu2M59sV2+6J5ORoNhNszr7wT5KXUEfONiu7hLkoa/3Vr7gvtIX3GHYv/IrQriKOWGYm/t6+2H1pfuSbBi75acwMsc/ritlSuax6MXW9x6PGqx6GRewmE5drGCx79U7Dy6QD0cVoudH7fYWyv0exS7lJtt+Dwdm1u7p3zkUcpw5GLf3tDS4xfLmz2CYxZ7dztfkNz54vm4AkI7F/gcuZN/sMT5y9GL5T1jtDa6qwZ8fcW3HDpE2VqWy6KPPErJ3flKaxHK7rODVKMo1hobFfuAKY58lf1oCR2iKDZ8k/1anFKPKFfwUPnxQiewYu+X9mXMa1HsXTG7mh+s2MGSt2AFRbEoDyWz8GMWO5CGCuKzapl3cYWWVOwhWxu+1S2KpV0QRMVSU/GXDvtiS2vV7HPKUWqKV0lEW01FxWpzy1NKW0qvaC3n0fwGu7WUt7XWMC+KveMPNHSxlH2xudi7Z/0GGyiLLWAp+6Is1r7aKou1wRII3KJYfuVEZyn7oij2ffGOIQrlFsVa68F40Vrtc5ZrKfuiKJbfbMr3qkWxOlYSobX3mIHwx3wo3FL2RVHsB0rll7mV77UUZbHy7ZoQbin7oiz2453fZZatLYstvjuL6LaUfVEWG76r31asWUecA5YiuKx8y5OESrEVbgfFuV2WYdUALGEj1s1F5cZy3MmKqNiAYpSyMlEXSyjG52L8TENR7NuHfEH7Xn5lueDvMl5JtyVIsdr+D0sYZDJccvYTf6PESlQrslK7qLXyC5CoWGsqsE53VCy1TIRv2wa/iy+pi+NgPJgEZ0lxJ2s31xRrCUjCGaD1s4TBbw6h8imKnYn94KfICjGpXjHMxK1VlMWyJuIsYTDQDgHKYq358U81XvRL68VLkRXi/FYdVzt2mmwp1uKAJdQl/ZZaEGWx4QvqaschBW6l2COjZ8WOwsizovupfrFm2t+wUy2m0+gruajY5Wfl6i4bZNPBjN+Of4bLvnGO0PRzMJtN9KtoFLu201LqclXwGjCOLx6/Gbd/6Vvyv4Nv1tpiTPsO2IXbcf3f4ofFD1s2/QW3/JULEX3Vn/E7dQmxGsUoVuwhX7eHmJUyLTfvjN3O5OHFYDjWP78zpo2XCl3kbOlogiSOoESOAZMHSARD7edg8HPwhQbwb/Wf8vuGiyGaKHtlWH3OLvhnf+wRxni2tmjbDCWgQ6y1qAT21GKTcawzec0yoNmtMIwMSzJ8TD5feGvPF/WtnUwwbO5xkd53OLfni9XW/tLb1DHyHe/C9BjV1mbZ8vFhvuKWh/m+7W+g2tq7bKm/1Yrd7do86GSx3tqnh/nTwxM/TzyP50+3WXHP8dSxott7cCu3DEFqCJ1xa2/5D+AqzplbNla/T6MjlmfMLdv3P2klv75ki8+dWza0oHZ+e6721rit4vb+vM/kKs65tfotUfxZnm9r+cvdZzKKZqKxDJ//mUxSxcf6fMfkO7T2De38r7QW6/+ecWvv0Fpp55ucw3Tnze3zfLEQWgE+lmqxOGt7+7xgc/kULDK7eH5enusVn1kggj8N09WP8505/pjP+bsk/VkUPMQ2n8nZYHLz2cFvPI+G9daildJg+ow8b2ztpTzwLD+hE32ttdLQCs54dlH+Br3Aj/XWPjw+yK+z5DpJVk8nwfBaa19fdZQqsc5tPn94eHp60rs5hpP4jn+ltVn5i/sCa1cFd/mDPDX4kStdHh9XnrPWTyS11jYWyHlXQ2Hrx/nsFOYga63lT/aqWJ9doLWhmQKGN7WWPzM72n+nm7BXa6+1kRX82cTtEmaqL0NY85lcyy0hFw4FZqdgptZbG/5OUbia1vJC36DXTLWt1ZvvQBFo+7+AttjzTGYj3961Bc/z97fn5z9rrb154MCNETtyf/mU3qe1dzkvBXmtRF4tXNNaPtYMo3eM/rd27Tu+u1/6WGQ0VlbyiOS1UequfCCkDNoyiPettcV/GApXw63NKWOscYvWkvmqa/vAwpZobu17zShlLYyx3toZKZcxTH2ib9x+fMjDNPmwwXeGXutauzDrFGFtdsHWirJV4HLi96618vccgQXe1r+bL59yWWK9tTfWRHywXdh97tuZzL8jyb9W+Jck+YNIHbe0w1Wst1Yea7qCvrWW3CrYUrT4PZFb21bg/sa2RNjc2nww/b+dH3y2M+p0G7cW2LO1g5kpOoAnxGbdTpHt5q2Gf+PTuNNgsrHjVlv7g88CLRoqqG0txurqUtNa64cYzVVtwDKrVrgOm2+WrXH7Tm6tnYqa1uqGt1fZUXtntrZXTWvLv2EVkEdprWDT5VRrrJ/JJJdmiEOUuPrWYhBTxzC89auC2fuK4V4syv+vBZTvIylxs5rV/b11Q4z1LrENFVT3WjuT2VL542SBjdxWUHcm80+AEdB1a1nJ83BXsH5jgE8HX0Vax9k2Q92ZrBWzvyx+fNS1NvBeuprWynOYuU2wobUvz6+cbxM0zBjLnmtOE+sHTlPUetc82Ob3C5N1J80RHVfNav1MXkNta60vSlfTWjlaN4f12pcsv+VfleIFLDaLIsJ7XVayj+6n/sppktDamrtwtiVGzShlW2Ks7ZRZZxRAbP+s1rCd2zOHt1ZwdZVVn/GsyPlvWA1lg5w7yF+78mk+yL+mxdOeZ1Puhg1T7DLLPwez5XS8xCznK/q3bZD61pyIz+knfNl9yeDsazrIZsu6+vE/uWPsOattl3N7vvhurf1O+Et/YP878NaeL7y154tdW7s6Fa95IUcBzn9qUbdB34IP1M2P6pG+Z8BOrb1ab+3qn9/LhkRbKrPAGHwEgN0vK1obIWShTwoYWXz90jIZO7V2xGfDEMWjCjL4yi5CM0Q+sfwcfCI0HFzycQdyAB+eMPzkCxukRT9lfcGKZ8sh9/rkztLgT3nMwpUQN0XfZoOJFTbi9Bdbh1I6Urgni+UBadjjTEalLqV4RrHW0rKfYImP7OHjHfi8A7R2hHm+ngx8EAQaaI9ruOT6gpO4DJ2ge/2coKnsC2mtnCJWBgMMjthuHI/5PrPXx0+g2I2CWcdOrb2U1+pckj0+tGIw0laPfw5GI6R9TaaoAa6cxp9IX379lPdzYAc+l4IVxFUVn4ehrR3z0CGbzydX4HCQDw/bsUeOjV9o0OUYzZpJKYMR9mNnzdDuYTYcTy602EO1tgWEsQqGG9W8BdJswV6PyzhWa/sBb+35wlt7vvDWni+8tYDcqj38DwOOjY3cTkY23T8nbGwtJujT0T6Tuz7DdXu++O6ttV9nRLANZ4DV1mb2X6YY59Pc1dbm8tyhKs7ne7G11oZHaEXufJ4dVtPa+E8P4s65tattnc/ztR/0nCpquH2SNqpP2Z5va+/ALR+RNuffTeVJaVifMbePfEYa/0ss/+Th+vF8W3stdD7N9blwaDKCZ3wml/+sLXDGZ/J3ai24JUS1smbgvEcpayx89c54lGJrFRI6c261hfKIQzaXn/PV7a/QzAjXtvH0scqttDZAyX38dbZncqW1hvPW7Squz1a3dU+y+F7cnu+YjNY+ryzn3Npn/vU7/syfz/xMDn/plz/4P52zbtFCcVxsde6jFM5gnsaCMz+Tef6KZK3BZzxzrLG358utzS74lF2SjPV/387cAlGrb8/PaKq0+oy5zcmoKJfDMfB21q0lsXDvCwk8z7E+59ayfUIsvGd5ftT5XgPl8nxo4VewQORsW0sLxGcKgGDTLZg+39ZCt6pYeYyCPh/7jO0t+RSEd36f8b2LwS82ENy+kFQ+AQvhMz6T5y/zBZ8C/vwyf1kgAoI3nsnLwXRwUj8wWtdteOC5kMzg88Y7rPJjm93/Tff3sNZaUPoMVtlofEjtxjP535fwpvIHrRPBamuvlVdpKk9nrn+d7W9qfrG1Kzjf7wr4XEqhNXL1rQXhGKDu7+/pW1rfUdfaVazpNrvnD1EeHvhFkX0R+NefnpuElNauWaA7Pj2XPwqMcJqtfV1/gv9aa+X1k/bbsQKn2tp/qlhr7V12K+2b82w2nC63q1hv7ZI/G5Pft4blRHVrLYxRcyavfHsP/O2nXichqbWrBuZ+aT+74Tf3tv7bz4FOwnpr5VF5FdS1Fg1EC7kKwdPk1poYYb21+ho7JVaai88mbnHp8HWz3OExDQfE/twWYFOBTdyitbhM6scrk9Zaay2M0dBawxZuB4PZVB508bexX2v1TMbEQ9aK0xyl1rCRW96WLHGSo1T0fpHgalorM0q7ByvY1FpcIWGDutVsjo/9Wnsr7dS2wt/Arb73i28a4cuhNux0VOyrW2kowcZKc9d0K3+Si6bSxFpWx8WerUUz39lUeb0oQzXvXcgwk354Iq9yuUQ3X3967lFR29qVc7mOW343przqp+7hzWRcGEWrza0/9fqo2IvbuyW/PeEmnMTiA2tn8m+5yKdXYuPrsI6D/c5kHZO1lUbyBm6LqZbgcf2p10fFfq398SyPGOeDyvn9CfT7vP6Wid92gSQrwwm29o6t5SK3JOHBn79s4raC9RdEHRU1rdXnqUeu5kxmI6uoP5PJeuz6x+1+ra05k6Hmlcb27kyWh+DHbvGe1toabjmISYvF7+OZ/P7+/so3O7GlGqhrrQq6gvXWalvNJGuTe8ftxwdflyIvunr/QKj2TF5/09Vi/UzWd0aQWhhlnY70rrVspb7RS18S9LrObVbzItUabtE+aa9MQgDw27fWWhtJMNuNVY0F2uFMJqWyXc7lvs2lPnAmh3aK/77G7V3NKwrruBWDDJhtZqx3o9TH2ytf9sJmsrVoct2ZbI0sUNdabWEF/Wst2ZWmorE8oetaa22MsP5Wp5No7Vv5ErM3afberbUtJV7WX2MXIPeb17LoGnXcFo2Vtu7PrY3WATjbN4/J+SWfznxo1I1S2lptK5HU2pq3Oq0aZah729V80tvYUl7at/k1dpu5BTa3dmV2CVfX2hWguS3vXUwmab/O2nSarLeWwmUbt3OL9uFT+km6RWvr+zwZE9QwIYtNp0lNaz+0uQ2tlReUvYYFw9laJX5ZC2PUthbZhxKi4CFQ21o5h7e2lskwzHqyYzoCb60dmbUwxlprE9+01xFqdCsWl28TYzvo6lqL9tmLB9le9E9ta1XSkVv/YvP3nD9q4M8aeAsWKwRqToAq6dVYhGhD3T5rrWUDrbnW2Hpupa3gNqzXW4vTZKWtda1Neq9g0usnE06TmtZKS9GEorkbzuQqNp3JtDvB4Uy2bSXCewXlGlgvgtdv+vBrB5JOMEh/fbT6zS26F+9ic7XScTVnskBINezZ2hxDmWYVXO0LGaWlVay3VppQxco7I4Hm02RDa9HYsrl7tvaXNFZfQcqmMsva1r7wdu1Cbl3qxdJaVrh41DsgstJQnSiK7cW6sbU0QVI3de8fta2VXUpX11ok6xgmbhO3OL+fX2RayVOdsbrLKV4m80JZfa7XJ6HNL9tc1+06alpb9EXp6lqrL8Bmq2nVEKlv7QpqJyov2PCywGnABf1T11rZCbvpSgKNrUXNq9i/tdFmeWNy3RsywXjlnaFATWvDvI1Qf30S2vxq0X25XUdNawk0NEINt9bCGOutRWJ4l6q6+rcLr+yDTzWrA7a29pWla3vNpDviPnn/WP/i2zbFqGmtbYmxvbXnDW/t+cJba7iy9QqWK393WtbeJ6gkbvrV38othvqcBsvwZP3KiLOhdnwYf8aMa8vc0NopCr76qrsBMJsM8un4Kp/KK3exH40KQqhrvDvCn1P+zw+9k2EtG1dbk2OfxpxwFKLZWHZhlUZTvh34KpfIOnJ0RM4ya7C5tdlVbfeNB/IeNhTOemRXUsfPaSaHyB4CvqdvOWP7rmTLmBvDO80C8sHkqjEn7DYe5GwtdmGVllckG149vfknM0YeNehQt7X574XuclqBj1LnC2/t+SL/Xm/p/k6YObXnClft2SL/F6emjjOEq/Zs4dSeLQ42IA9/DkeDi+pdinXYS7Zz7P1TgxWM634ohGNmNTtLgRswrDuCZfNd7tFLv1ETPmNoMBhFrzi3RkR75cNLlrXEalmNKKY/JSlghOhK8Y0d0wEOpVp9M/rFaIjOy4dj+tPhEB0wHsq5NJMOGQ/HjH1pf2paPhryrfQX09Fydnk5Rh4/v9jhoy9kejnkMZ8Z33Svu0kJzKMoENtw8DBkxIOGfP2+xUeXI33rO+ibXSHhZ1bk9fOTJQ0R5avy+Z78fEgaNA/N1sDNulqNgFo0CuUj+sW6jSRqbR/9ZPHIs9LaQ+CAAzK6ge/SZ8XHY+lcRAhupMc+ZXgw0pu+jFxkGTp38gkGoVis5QRnGpjQveEjzu5DcIitmlwUeJGB3+FwZhlxK/r5UjKZfDFuB+DowWwEz/JiSfydJQrFZzT7mkmGKELzwLk5NGWSNktdiRDIL8NRU6sxqOX5zKNZJB2K4iZr7WFeMHyoAVlOdeksdAn1ptReoBVy9xeBpbaSoIyw9yfTqBswMht8jugkD2zMh+goHCTHUIPsoJmVAFiBHBjQr2hYyAglIRWRHBVQag2flzilLkBeyAtp3E8LAxX6TAPkrHkwW1bGSmTqZFoXEdXywxyFWp4faB7abntLNLT2UNSe1TRK+3IbINPBkmfZQTBV6g2xxTZI8aDzCPAZ8tnCb1mcLVy1Zwun9mzh1J4tnNqzhVN7tnBqzxZO7dliJ2rHk4H8EHmWrf4g2dE/7ELtF3+7Dcf7ZMsNP+R29Aa7DchgMxtBr1Mo97Jyu9TRO7itPVs4tWeLZmrtiQlbYbs6+oTt1Gb3d/oICX1WxArC8yUeHpzcHqKB2uyGzDVi5srtH7ZSm2X50sjbjuXaa4Icfx0Nqs2XGHCb3W1+uIdcOfbENmrvQO3t0/zpYbt7mkO1Tm3v0EitzJfkkVubfarWR+S+YTu19/kthlsMuSCRTsLi4EGtwizCUO2dc9szbLe1oBbcPfIj06UHhOkkICuSPX+CanEiOHqFrdTeYUAmi/bOE6FSXuJjkccQctX2EAmqJcijBgLNj0o4X1X1SFvrqu0btquW1PLhtsLmFnAa5dT2DI2qJbPhNWMgsfCNbo3dXrtqe4cm1S6NRFkZq+JHSfPH2/zeVds3NFB7jQGZ5JE/YVPIpIo1wDXg1PYQjaolqUIf6aTTsKb+T5xT20s0qVZfxWziJKH/E8f4IwLKNAZkn0b1Dg3TqF91b1BfB1Tr06i+oTNq/euBvmEvanV4jrB0W9s/NFCLGXIKlr+c2t6hgdpwo7EBt05t/5BC7bO+gnfLx78e6CGaqQV3Ru+m9bPfQ+4jGqkFd1zU1a85jXJqe4dmaiFMkWYd5vMnLM/PP5za/iFBtUGaghBTYiUdHi5+7p3anmErtfyVRaB1Tblx9PbaVds7NE+jDCAwrBUx0T6N6iEaVMtbFm9k9L/mPSP6X1lCnPAf0PQQ26i9u7vjNOqN/IFfk61CxuMQdNX2EdtVe5cvZdwVdiFSBMkk4m8Mkl6BU9tDNFEL1ao+S82+z58XEnsHy4u3+QKq/eUDcu/QOCDLG6sXJHMBNvU91xKFfJko1N9e+z3k3qFxQNYRl0zGK4KcGkitHePoCxqphUjnc3kjOWRLqQYItUzH2qntIVJUK7QS8E2okoC1mGBXbS+xndp7odbopEZFr/P5i2iZiYuXl5fFi1/X9hBbqR2QWiOWAIv0nl8YXtDHGm7+w6dR/UMDtdeg9sWkCo7BJwF6X5DKKBKQvjO1E3nGI98Ev/zie8od3aNJtT9kzJ0Ll6ZRAdfQLXX8wq/id1YtqJ3wwYCjae1r7B2t0aTaH8KiqBOOvHKWjBWTgopfdp5G/UffWsQneE7Bssv2AGikVuwpAXViEOYKnnBcUP689Bly/9A0IN8aqXSysk8c9oufXqKB2l8YkJvx7H/n6iEap1HG3lY8J/974P6ej/zTT+EqUUdXSBmQm5FA7V32m082acRTdj/w/w91gSZq5esBI3AzEgbk+/yPkWdPntqAx2t/cFw32E5tli8Xr43gvwcaqJUHxz0+PNLBm/MRNsZlFY8PM39wXDdopNbo2w4+o7GBWv2DPZ9EJM8pEhqLaPHBlj9ucLvBVmrvOqNWxnb7b30D/viA3A26Um3jde39dXiYzXY8/vltRzjaoVG18kVtE/ifnwat2WMxjF54SnMc0xSo1o1tF2hWrbG3FRyQ7ZANkCeeBNUKleFhNhoO0UdQuyOzk89Bdnl5OR5cXvqXSBGORW1QbcSiwRgVcDX7vaNqc/nq6HKQLeX1YQ7D8aiVGXICoNrdqL0htf8vQxP5GsmhaKTWyNuOlAE5mdrfbmo7wbGohWrjx2LIzyE1uAq/ZdERmqnFiNzokqZR/KsuYcTa7+ZWQFvr1HaC41Er/8IW8sis8SqhOPz8nDRD5hPI+C0SqsgvjMovjuD02yV499/7ttbxqd0IoTZtQM7kbnMjnNrNMFu7QuS6S6cWkuXPX8WZWINv43QCtdnNw9ODOLkXbeE1N7+Gcu2Qb4hjTaNILf9aMl/MF8IqacSR8scwJIVfry9SBuRsRkZJq10P6zcLFUfMvrVsj0Utr2uFUHUxyK0G+F+ThIufu98zO6IB33uyfTzVXhd/+gPk75v6AbXIQVIBqDaB2pvqXa0oXFnvfM/yrHB0ao1E/mlIVAqHABb63JBIrcHILdYVOLWb0amtlZ80Ay/88N9DGuTqBbTyhzgIg9qmsT2mdiu+91e/x6P21w/5LbP9oLn4bbOGLMyfNe+m2q1wajeD1L4v3pvc4raJ2juh1ujc4oDmu1E6jSqmZJudD8ibodQ2u6QBeSnMNSJlQJYZsg7mgIZqfJ8hb4YOyNTlFoftzdTy4se4a0AzHxiQhT3oEp6QbK4Iy8qptVAdQO37+8fHx/vr+xt/A/VORIG3NyQnUUvV8sAGLF4Xs8azRKjlJDv8SV8m1zLLZpjEYhv2cGo3g9R+vIFcEAka3+BrgGENvr6B5wRqkZXRtx2gtlm1M6HOWC1BUkEtg6TYqbVQHUitsEhHkZJj5Tai+LWZ2ruuqaVsARt89eE4XAvDmv6ccPfjnNFILdn7CGy+C7VktWBWkpupZVbCXAPSqP0D9uQimFdLEua/8/mvbl4k4yoZ9CL9e3/1m6RakstBmVbXAEYRIa0Ivzde/EhW9jVRA5qpvTdqddolZNqVk/Bq/stLwo2tc0azaoVQpZbkkmohlOAGRhOpNW63u8ava+4wjSKPjfAB2UJ1oGrB7IcKV9mUtUyiZCLFWMrFT3fUcoZs5G3FIuHG1jmjkVrqVbkVKKGrSKU2Ae+zrInb+98zTpi2f17hzxrvfqwin8EbDcbZGTwWJ021JbWE8SnYTbUJSKB2gBkyZ2QbP1A/PilmuwZT+cz0ETmnjARqSa6RGlBwSiDUHbXv6dQ2AJntTm0+uoQPWi/b/1Sd/2XoaADYK6tmakW28IzVmNdivpxI7dr3Cutu8ZFGLaUZrPP62gLNN7YOCKhfH4vVfgDYL6sman+AOHJLeg2lXgukzpDJHXwGJCghS7bURNUG9ra4lBnZYQE+uhkA9soqndrCxu5PLWT+iqPDWRJOFq7t80pq7YjNyEhtM1KyQmbYKXL6C2d8BveZ/JaZznY9LTRTiw5/U3J5i0KuepBUdanU6mj+xq8VyhNEmNbrY2aWYCB/zSjzRoDapqzu5SfNzZiD3aYW9g2Ntha9DTqNW4EyUHGp1MqZISwGqy2MWkBCKbYWqpVxfIuTT0pW1w/2Gzlx8g9g+Z2VPEvlcS5b4a5TlNvhANBBVgnTKHBXQYVUdWnUMiulsR7cxGmUHbEZv6FacNeEJGqTf/dqB2wEB4AnE3kJpkSpTw9PCQNAN1mlUAs7q5yKL+sVl0ytEivyLANFlAC1TVmBj7ImG8DpdtpkW74xqqBIsQBWCdRiAJCTQDWPD2UPT1ZECF4nnHBdZNU8IEf9F3q/5NTcDqptQtqALHuamUAF3hjGGh+cJFynZvV79sK7V4B+nU+nCRY0JMwAMvmBQAn98riAcMFASgO7yGofaklm1SVSG8bvrS6R2oXOxXAEGcbMDPVS602rjUpJVnbARui3+iSSDwAOeOcdaAz5Muy/iO1OUS1vf0rXF7BoNfXPkbJKoJbkSfcxWI+jU4sdcUahZhXYsI50+TIDWTVI7U4vkQG5Di6uiJ+5liS5bQkkqBYDQAGeEXwMOM8SniGSRB9IsDidZJVEbYRCqIXjJ5XayoEbXBq1oA7axO56PpgLF2fcnJZVoLYBCddRzAqdvhUycZ/9TqlV+6zSqd0i2kRqbecGJKpWToRVhNODzAJJ1KKPxBEaip2heQCwrEK/14JbeJYkqLaDrLZTe5/IR9o9ZO5Zdv4Gl6ra6IgyWDhNTKIWp4GeCNJlG5BKbQqOlVWV2hyY0StxXbPcANfXRZxB+HZAe9ywDlKNOo9rLZ/VuFHfgLTgdM+mSnFPyckCCCG19NguRX4dSt8A3am6rELT2Fea+QaEXeNlFZq2lpURSWxXreOE4dSeLZzas4VTe7bYidpcn3S5C66ywXiClUXlFwMrWKbXYPmVx89ORV4hu/GOj1StFNqqTkDZOgK5Jdy7Ska+nEnzZlKlaXo7d6J2MhhnrLk0pdqejZgOZrPsCtcrODGuPqXhqN2U62UmmUidEf2El8ke3IEH8OeFFSzz5XLMzQjgKM2LeeAzGXziNEJQiuLmCXPTjWvQjsKm1nUirmT7MpcalLlwCzOYYRUKuMoQ0i1pQLehBkattDMRu1CLig2m7DJW9DOxajMcNUV/TAc5aiVNxGnIZ6Dy3GYmohAQxm6EWy5RCHoQB6yd+2hejj24kS2V7mIe7PDZ0qjlkbZ5OviS+Dqso6bt64TSWa5UKvvMhGTLBWdbQW0o4Aqn+uAzvf9ALTsdBaBKbCfqkoZe2to6Lv42+lin7fBp1NnCqT1bOLVnC1DLW7Mr92ndO3WPALWO84QPyOcKp/Zskf+r9vaK4/Thqj1buGrPFk7t2cIH5LOFq/Zs4dSeLXxAPlu4as8WB6U2/2mBjbgc7vUroh1/ojX6Sj7iQuszFF+hv8JBHh1C8zwsDjUgj4aXw0HOhzBtw5f9dmGIves4jns4YIw+NgJiSIEbMPqsOeIn8pnxkFF8cq9TO9PzE3kUuBhecIeL4RCrSkQxvJSkAEarxVueh8WhVCtNy5paMNHfcI3IcJ0q4g4KmNSf8XW7BsS0FGD3jtjllSNrVKtYUe3FZPCJWl9IzpUIgKNH0a/TEJ38hZdhH4xaZpv9lDN6eDmCfzGCTi6mDHI7t8wuf44lIkmahv2Gw8kgH44vBuPheJlPoQZ2ODMaDkczvvAf8RlUOhrkI9UMtrFA7Ez5L4djRDUjHoQ+xxEhPh5OhT9m+IUuRz00LyvpC7Hh4CeLwMaM56fmodkqppPBBcI8fiUC4DgbKKRu8HgOa9uleM2zbO1BcLAZ8hC9kLGN0hk/0dM4p7+u0A80exyJP3/KT5QB6QA58ZHGThoOJnIYNjAP6yUdvsfIB3EmD7O8KKEoEB0s2ywjHsRzCgdpxp9hMMFeQ+4wYYgcchVyZjZTiWBvyePTNiiwZqVmYnJCJAxSw/EIwU+cLbp5OGQUbZ3OtHjLs2jtQXC4aVQ2nLFlEwxkyzFagM7FAAiQWqED/RxTa2k2Rorlwkd6hx03lN+86oBsBFxkmZVAoECSBrZZSsiIg7FKSOPocDhi8jkjq5Cn5hVKsoKRwddnPh2gCMnjy7IV8DzFgYMZs6pECOxEblG41HgIvSOFR8+0eBRVbe0hcMAZ8mTCngYTw5yskJ7C6E0RAAeBWmzSjUhTGlWucDLL1jQ9ukIttzJBMJmQHQhJ+0oP4laUhojFMSDKZhSAgXn6qcVgK2vLnRiTxOngEoMH8rQ8NFviJ+vNNnDYKSLWGs0Pn58yDkgQp7bVXopHntYDWqmD4EADcg4lQUTUlHQJTR8awbZipQE01zpjBm6/RhxcqW5pLATAw6QX0HGTwU+aRP7smxYN+4jtk62iWitwCBLFYVamGSHXfCgRjetIL6AE85/IQfNSauGwN7ZMxjPZA8mSh2YrPwwfyQzBzr1qRBqEwBc+s5/MUaIYq7XtWjzOSOsBrdRBcCjVTobQqnQ8u+0nWsQBGT001F/NL7k92NpBdoHeZxoqY4294Pbl8FOvjdHXSENGGtbBHRyXqpUCs58TZsQroSKjz+H4M1Lt9OfYZnIDsqrTL9mfJ6LkrIXxw0foknHmgXyxG/LAFh2ZUd/ViI3AQx0ZdDQKmUnbtXh2TKW1h8ABB+S/ABHedkg/a5cfAFWWajg7bPEVnNc9ZBFeAy6HP4/U5PjatsClKf/wOC/VOiI4tWcL/1LvbOGqPVs4tWcLH5DPFq7as4VTe7Zwas8WTu3Zwqk9Wzi1Zwun9mzh1J4tnNqzhVN7tnBqzxY7UcufDfB3DHwe6deRfivg2Be7UPuVTfikX1A8mHbxBnTHQbELtRMuk8vpYAluLc3RW+xALdgkuXxoM8JL/ijU0WPsNo2SARlWdjnI8i6fr+84AHaldjC6hJX9xDr8wcXRU+xGreOE4NSeLZzas4VTe7Zwas8WTdSmXeH4dVAP0UBtRsBXV0WRTOfoHZqofXp4eJgDDw+PCFWgyfTnTm0PsZ3au8xobACobXy1vePI2E5tlht3W/H0UPcSQcdfxlZqs+za2NuKp4drp7Z/aFDtzZqFrcN85hOp/qGB2tnD/OGx2c2yOzvC0Rtsp/b3DJJsdo9ObQ/RSO0aj+vOVdtLNKsWs6StDh+nto9oolbvS/DGxBb/wantIRJUC+g8eZPv1PYSzaoldSJQBmwdwlCtRJzaHmIrtXcRtTSpal0Rg1o1oJ7b2j6iSbVPtKZPwiHJ1FkTKX7iFjW1Tw+z305t77CN2ru73zewp2Dvcf6oRMotCk6eSKmuaG9dtT1Ew4B8QwpBJ6l9lE+Ig1JJZuzJqe0hGgbkGypTbKswaVB2o9Afp7Z/aFTtfC7mtkCF4AC3tT1EE7VUKwAm4SMoK64tQTl21fYQTdSqSMnuNji1PYRTe7ZoHJDTqHVb2z8kTKNKiIk1X+m2mF/89BCN1AqDgNDJmPoWtwRXbQ+RolojEp4F6JdJ8JzaHiKBWpIX2LRVGYGPlVPbQ2ynNuMMmdwFaiNGy4BPo3qJJmrJnVIaFoGs1KPv1PYQTQOyUin+/yQIaBpJxViNyKNT20dso/buPlBLCJMWXoXfQ+4hEqZRAY//K51Kt2DaVdtDJFELvYJNGXrNaWqBP7/9j3q9w9YBuVBtMX2qokh0anuIraq9/yUzZP2oK+Nx1KntIbZTW7G1W+C2todooFb+PSCAOEuVrsJV20MkU7uCgmAxw39+uWp7h24GZL+u7SHc1p4ttlJbvWWxBU5tD9GVan0a1TskUPvcuLit7SOaqQVzjR8fkHuIZlv7XMdl5fPs1PYRDdTyulaG3C1rwAfkHqJZtSlw1fYQ26nNNt6NiuEDci/RNCDrqIvPk/ilF+IwtU5tL9Fsa5/5J8xnUIk1vCd+JKS0yizLqe0hEqhV9kS+5WwZ3pOG6JzaHqKZWmWP/AaOLVCEnNpeotHWFiCZgdQYTHBqe4it1A5+36gyg1zFwBpijv2fej1Eg2pvlFZhtxBsFBQ8O7V9RAq1gsCv0YmYBQgfkHuI7QNyVlK7BU5tL9FA7bXIlXbVvAJF/A27OLU9RMOADGqf30igjr9kUzgt4v/9Lwdqp7aHaLK1YA/cvgUuoVFxFleSXbW9RCO1pFGga5BJJxYWSUqzU9tHNFFrJIp0IWB1TEAAVla3ObV9RAK1olPQSJvL4ViGaHIqvJJjp7aPaB6QF1SqKPadlC6Mz3fxjV+ntodopha6XVCn78XwK2kyNAvtTm0/kUCtkUn9CreKMFILy/7bqB4ieRo1XwDia8hY1vHZqe0hGqjll3oiTEUUBMAvwDSntodoHpDnoFCk+UytklBRLb0wpfK7UX1Ek2pJnTFIjkmpUguOlXKK16ntIbZTm92QQDOrCMq8ScdhXTEZcGp7iBRbS/qEW+VRwoyWgK11bvuGJltL4pREGYSNUwmKrxL2B9T3EAmqfRH2nl9gcsXMLl5Evkq1ku3U9hCNqn0xZkmxBrGOExcvLwu3tT1Eo2qhUSMRAQ7N/DCow7TAqe0jGqj9Q4WaWCFPW+uQDLUyROfU9hDbqc1uyCwZ5PLyEkmVcZlTcYddqf0a5GOs/j0ZTAf/N/jKNNXRKZoGZGEUE6gXTJjILZSLpGewypBsReIeqh2R4AlW42xpSY5O0WhrOQiTPeWRwy9YRoQ2lyM0U/cYkLOvAYidDJYjCNdxCDSqlvRFMyZhs4Ck7DWN+veAlE4Qmg5moNnROZpsrRAJi4oRmWYVTuZOFC2GZAzLQu3NrtRiOCZA7XKQ5bkb2wOgeUAWc0pGoV4GdAwGo2ELtu1K7WQ0upQ1De7g0oh2dIom1Rp5NgrLPFkYlbioGc4vfvqIBtXybhSJ5EqDXIWQrV/2mSE7Do1maoU/8mmcyicOy4Dsz2jsHRqo/QPuEuCq7SGaqKUuG+G2to9oGpBlwG1yydRi2KbLMlztqFNYenCOLtBA7YzcNQLUJhBCRsGprrJBvbvPnNqO0KzaZvBuVDMhmb52PkDfQEL3gA1F7MHvXnSFLqjlNCqF2iT8gnYdXaBxQE5CI7V3gyx/4CtRgYfHOZxFVvEwy3xI7gZN1MqPoZqQotrsem665AhMrx4/cphjO8bRBo3UvgLG4GYk/DEku3l4eBL38ESSNbzulrmPyN1gK7WD37PXZ3K7HanUcryFXuFDuvRr3ONtnt27artAI7X/kLx/tuJ1kfC0t9+zOXjlhJhzYpIIKteWR6rWme0EjdSmIIFajO3kE1c38pELIV71rHweHpf5vdvaTtBErdjaJmBAbmSD/wzju+bto9Pk1Q8S3dZ2hY6obVLtHVRLSmXMhWhlSFaDW11Dtdmdq7YLHIlaTqPkHlQT5pxG2SGOVuiK2gY6wmvnjcDNcGo7w3Zqs66o5T1L3iI2dgt/JY7VrU+jOkKTao287UihFgOysqcrYVP9IoaV2lo7xtEKXam2+eJHVCtsGoxTDZvvtyy6w3Zqf3VHrU6jSjIVMdWK3W9ZXA4G08vLy8HsEldN/mv1AkdULVUq4DqMvxKP6N3Z1mZf+ivmEf8+FH667gCOplqdIceICAU0xhny/Y62Vuhc5lhP+EcTh+GYtraCKrElYGt3nCELtfJnhNkM47LDsJ3a/JCqrQeo3UO1/OPfYDDJspnfpQz4a6rdBA7Iu6mWQpU/csJb+jSqQA9V69c+3eBYqr0/3IDsqMexVJtO7XXmT47rBI2qTcBzErUzfXpYE6hap7YLNKp2sXhtcovdbK08cko/63h2artCgmpXiFx3KdRCtUYeQVbrRUxqB42Z0YlH4HIndpoum3T7d8XxVBuoFcEGyTIUh+Uecopq+behe/GDVzh4+oexb45jqVaojVjUNaBppFWRMiBn909z/i6Sd7T4czmsuUIaQvIDHflFzjf/b9jxVbsJJbWNN5GzX/JTKv1sxjf/vUaCahOQNo2CPlWuFdGG5ILa++2q5TB8Y+RRsBaswQ2o/cbkdqLa9yRqhcIACYLPIomBBVYJA3L2649Q9/QEcvFZ/W+JuoeHP9/7eVTNqiV3TUigVt5yLBzq3JjBt+d3fe8XX13BF+EiOWFAzvIlbKn8Il2hwRXHvw/tejv6rJCg2ia8JqpWCJUJMp9tT4Uay/pGEnuBRcIMOctvsT/4oyeTJhmYqw7gWWKHfEek2Np48K11abZWnmkPCg1kWAlGRF7OJ58kapc6fwJ9mCpvBKl11W5AsLUNSFLtjASCSt6YNEiAxApExZxGNQ3I9/kP+aOBAKqtBcTsqrVQHRJnyInTKFLHcVfXlChZpb7kfRUaSB6QifhXVevgjMxVuwFJtjaNWj6ktYDSqlC1QsGamKLa6yVvTZA9yJMBC6+sXbUWqkO3qi2hcyYOzwIOzeIDlFoTtfnS2CSBRTBIuJAyvx+0Q74jjqbaiFpSCInK1En0WnCNwI8k1ZbUAiG4uk68HX2uOJ5qMY2SF40IlUojPsYowIywCy9Gm6gtbK3AmFwlVlXr1G7Ary5V+yKP/XtR1RIMy7OJ+CR0Es9gCrXXFWo3ImFsP2cc09YKiQohk9RKQuEtXl6SbK1Tm4Dj2dpZINCkqkFLZJgeqU24rnVqE5Cg2vcmtwu1jUhULa12k3NqLVSHLm2tPDVb1LnNpaoWzDXCZ8gWqkPntrYZaTNkYRbD+VYfM+Sms+SccTzVJj6kNZFapU+ggRrfL34sVIcUW8tPI7V8uJBx14CEUVSoLYdk0hyI1rDBB2QL1SGfvZO6NTpjx0/SNKp449NWYO7TfDcKtlZueKhHPySEAD8+IFuoDqLaV/K3BanUvjy/Ni6LRdoM2XgMLIorw7byAdlCdeC/4t9eX1/J4MfHx7sGiwDxka7alP8PLWhr7ZhNgGpBHYdf3rRcPD/L94FIkfuWvB0tcae2QbXa428EmZTAG+lmqlALkpOoTXj8LtA8jbq7/7UMppUSBbsapsewkAz4gGyhOohqyaPw+f6m6wBS+wF2U1TLB8clAXOfBj5ILVnU/UmoQUQrX//qF0muWgvVIZtRmlgMxjFBAVPG0GzX1G7n425A1RLUpywaJq8C4dWpbVItmP14e4MTE1uRLYk1ghOoTbz70azau7v7XKmlSgGyKBaXa2VaEzG2+4C8CRkvfjDmikaJgtrC6qZSy7sfzT+gS1AtBuTrWzIphBZTKaGVsHzAbsLdj3NGk2pJLekzLiPVYouAwWOqlrb2h3zBG6DEvrwIq/wCiTEEEi6RzxmNqoV5FT7JIT4m1ki0QKJqOQEW+rYhzdaSvbm8BJsQYhUI2beD8k2Dq3YTqFpcz1K3BsqXDMPuKtWSkKraRmZ5Xdtka4VaIrAodGpYOVZq+aWeq3YToFowGJOr2jVqGRck2toUY5uo2hT497UWqgNVqxQWIJNkOKSnUsu7H8Ltdpdga/mLRiNvG2hrfYa8EapaGttyamwTZqVWwknU7nBd25TZ/fUPo287XLUWqgNUC/5e3z5kmhygdBqvEkumdkWj606otUM2IU21ST/YOGc0qhbTKFhb3q8QYA0zK5wKyztS24wUaotbFlugA/KuqtUH8H4NBmOJnjSabS055ERKQHKF4ipSp1EJALVNTykAtbzdtPWDAaD52QnrILU32WcmFJ84kmxtSS2gZEKq5hFp06gkpKmW3G1c/pHvmCSrnakdgdTRdGnRk0aKra1SW6q2YLbjAblJtVm+JIEbP//wFY///MMf0Oxha/kk9OVUVqeN3VVbcFsye1xbewdqbedN0Nte+91DBqdTDMztje0SWXRktvfKag/VklvQqk6RZGvftdsbgCuWBtUmUEvIja1dqb28RO9N0S2j9g+vmU46M9t7ZdWoWuHWKC1hlAak2lr+2GarS1DtPQfkrbYWi3gJv8U5ICbUfzdme7+sGlULkNq1MbnCbgK1iX8fIrUJthY7yphLEtfX9DWrv/iv+C/y0Y3Z3i+rZtXy+wHRrbKoV7ZVfKSpVn/3avKsDePzn+YZctqALLa26Sw5KMhDN2Z7r6zSVPtG5QqLQu0a0mytMkgKpefXiJVUGsg0W6va3OL+rmptQtaJ2d4rqwTV6oCMD8N7U8usyAf2hic/dX01qTLC8OsrolBtU17dqhZ7xK7Exg0ngkTVRiPyntTyjwjy4+W3N6ywvL7Be0NI1vLh5sZp1C7UNt/9oIedCqdRCxWA+k+P3FTVEgy3Ue2CPAKkUDPBSE9q+XNYxITt5gF5F2oTnhvFZ2M3w3Y+JTSpFhSAVNGtEUxqV10Ctb/lLCGZCs2S4C9gjVqsyIcdUg+7+EkAv9SzgzbiPpNHAjbhFMltUi2IpBMO4PMuxSqvcLtQq9zy6yO75SGTtMB4yihKam3etcUlDcjI60Gf1alAkM/Pjp7oKZ+HtMfvYoiIXYmNGzZi4xEbN6yhWbUi1EAtGVjlFS6RWuFPWcRRjDOMjwbE432G7VU21a4wueL4AbXbWw8Lms+ipxER8rxWSVPKSfZ8/udX42RbtuMMKJxGLVQgxWx3k1WjasFChdqSz8J9pF3XctIkP6oiixJSMo1a/SK4eUBGVjogx0yuOF0lqPY+/0P+GvED11GNjHRptm3fBtjO9WhUrRIr3LZSrfxVl1BmgSKgEIZTZ8g8gOfCpkWQcPGDrIy87YDZbqRkzWzLo9QDikgTI0QnWTWrFv0EVkmr0BwzWrg01SYhbUCWXYVFFI/Qmk+knSVz/dtB+P+Q/LOEfw2T5BDnt/pNqs1yOQvCI7jVZDMiEC4YSDHbnWSVoloOueA29JkkVF2ircXkB1B5rjtiscOAzHH31QJrYGZpqiV1QqPxKFHzNQ2AarfnpGZbe7ww3oEMzMQshADMth2zAV1l1ahaU4JAmaxBkmoLNW1F2j1k/mEbxPKi6XWBCfyKT0uboNo7ZCVPPGkEsmqytff5D+vz7UgYS7rJqkm1OsCBveKqNjAcuwRq5RI5Aaju6kxwFRyQpVJyOwtgnWgzNPjxaiUlqraA/kdsoX8hUuHKCAC/UbWSlfU4IUfDlyA9BUJpFofHGPbNaifVBibX0KFqE05qUotayK9oDa+c5IFTYVxG9xTVUh/83avwx3+AKbUIaNw2IcC7H418rA0ABQu2JuTvKnbIJnSTVaOtZVetssm0ikugNie1ze4jUbXYkxUBi/DJsCaENW9ukdqmURRZyV+EFu/yy2X+xnWBOPnU/xMhyL8SpZ1w1LueH+aJH1IsxqyaaxUfqEfHKRbbnlWzaotOU7Arqw6fNNVWOKx1QFonkjmWLEAFdK0rqFnWCarlv7Dl+z8deRevz6+vIlkGQS+JlZka9ZFwlqC7CygDEjA6GNWnJ9khm9BNVo2qjSBdX4sEan8nq/Y+SbXvZmcjBKrfMDAzCGoT+BBqAf2pHD4ajYANzMoO2QSeJRi6sb+M5BQ8BwTwYcOAjO76d5WGvLrJKkG12yF8p02juG+jS1WtlL1yWhjAuvgJqhVqBWuEFuAWZJUw99EeR5+TFobZ/5IEh2x44zvlS4tuskpQLfqMxswM2rrDJ3VATnCpqkW52D1mVtOYzJCo9q5hhpz440ihNkW1TSA7zbXqKKtm1YYOA6JgFZ1Sm6JalKlMxodyMJYN9JFAqdkh9bgjtTyKkLscm5AmNet1uYFNVUWwKIrhFYsdsgndZLWLra2FdGMCtZghJyFNtVaudXyApJpD7D84qRu4jaith/SsjO0pfNhBK1wE6LYEW9tNVq1trSBRtSlIvBuVAg4A2zuxmVrDbfMoallZr2O17gQJY3s3WbVWrSCV2oqu6pzwkaTa8oji4NgRjVKTH2xYNyn0wAiW3phVwUcjjpZVg2pvrIUN6FC1y9wO2AyjthHMqkEgmLAUZ0J5TkTQRHRiimrtmO1Io9Z23o5dqM1nOQBPXX5Tj/z6Gq4KHrgFs5uZHdwIO6Koy4pXbLeCY9wEd31zAye7FvvXg4cVAYbkKPUkpwDJaUtm612yEXbERrTIyogktqvWccJwas8WTu3Zwqk9Wzi1Zwun9mzh1J4tnNqzxU7Uftn/7W2VgHwpj9niaiOm01FqHbBj9mVhwTLck5zaOsLVtvuVDYXuUCdgNF0pqqY2Ael9Z5BHWEy/rEpbcl7FTtSOd//rPv/OnQ2uLIby1ovbobbT6SD7tLDkNbM+zbeePDWIC21Xp9VH/jC3nQ5vANo8GHx+ap67tHMXarPZMgdLOfiykpoxhbC4cz6D3K4GV7wVNkVnLHE8tskZic9npmk598XaDljFdJZrbsvBNEc7BzPuyg1cTQefI27kkdh8laGXl1/1QwaPkk2t64QdeeZqpRDR3CQXHviJA2eySQuYIPSV3n/IC/W4klYzkn7cTtSiBZPBFVTDQaUU4lZ8ZmPURiom1ULDsxlPPnQAznbtFOvGWc6kZY5RdpnLAatAFtkndRvywq5SkclgnCEJWV8xD9l8haIFdVW1vK8snxZ1IqZfRaWEWsuFvuSCuoQCJtxTtiSCj53hQVKytDMRu1A7BbAaZ3yOUWLVsk/UBv2ivZxNtRsH7DJWttKNaLl0I0bZWSYtWQWlUaEWuzKLJWrGxmdUoRTFvIVabK6rKrPXTW3rJMAZx4Owg6lWcmEvldRqAUptcv8xL/SfUavtTMQO1NKIzJZjVIqfzc2sArMAjJqD5WwwCQ0DQavdCC1OmYbdsGYf8QDJIAZ2FQox3CGIvEy1zIIHoQOv9EjJezYbfI51vFwFj+Cm9nXizhn7Qyo1tjNPcmGqUYuQFsBBjKaJJSQBB8oMgweETxJ2mkYdCWFu1Cf0sU4N6CO1kGLv0Mc6NaCP1Do6gVN7tnBqzxZO7dnCqT1bOLVnC6f2bAFq9Qes6z/4de+EvRmWf1nInTt3p+EgWre1DscJgaLNLexwOE4AMj22sMPhOAHkMxetw3FScEvrcJwYXLQOx4nBp8cOx4nBLa3DcWJw0TocJwafHjscJwa3tA7HieHkRHv1czj8yadA5cNLS9oX+XA4HY8sQhR5HwTL4TDpB6N71mI0/EwrA83WzBGwZ2GMhxueYFXtZCliHdVCN+w0yLVdIXY5HA4v9czbvKVENkIq9qp76A+wfashlYDe48Smx1/DIWs7maLmF21FOx7GjyzBKSxPq/nadAKvYrzh7FxD8o5E1MLdsEks6wjtHkMcIt/8wmS8hmonJxWxSdk/2Sy0jluzC1lNpPzNW2KMpFs26c626sFnjxOztJNSUTQCVxheTXgM6kibD0c8H0mujNrTmOYcW3Q/nCVEYBknbv1+kl9ZUDAEdvikLC4f/pQ97KxdStlFOdxRBbAxa0GlhbrV9Fs2ZuWwTxiqKUwRitUyVrazPCLIIL+4YDDHPEOrqquVemmbTLRlEUttZTDXI2n46k7AetcLRlKpIOyosVu2CFgQIOlfqB4RerzY+mV9FRWeTdh0ICvquZ2AE8CpTY8vYA+1vjhtSDDGXo7WMp+aSZgb9GS5sNE5UMtxnPTYiDyJuarMECv7Qc5lQZHVnGiQxUmNwglu6pGtS2YadpTtm7M2rLUQO8HPLi6KxlQO05IynKbcV0Ubb9cTOZzOAj3px8OZVkkOqtYrdGEYBKIiVFY479m0JbOt2Wm96xXYCfmiLdremckI2LxFobJUhq0OQapFCPrk1rir4tZrPRsJ6D9O7+6xjKLsb6PVJCEQ7sIGbLkcEyYqIIzjamsqotWB3lDZL4hRCoLdDM9lLURrxYWAHBxyICo7bs66wGoL5QQeD0dsy5QTgsph4VjJ2FQYb4c2mRRqKbi4oH3EiSxdMOEe1XqFvTWwXkQ+vJrwPJd5tRZX2Wm81vUCE0c+NGkui1pt3mLQq1a7hNHdoguZ0fDnpeoPiLsqbr3WM4GAvuM07x5fgK7Q32r7OOMhYtEGekoUQ7OcbBXjOo5NUblfRKwZ2Rynz0+eWSFum4typdjSCJQ7yvZtWUeIWyinaNyYymFhg6zt7LSayHZYlp9jDAOSYljK9Be807KJtayvlwUqRYhWoNj8YmSyCQ2LdgqRCmBMbWAMlyLFdHbjlgKhfmIgpQFFJQG9pp3otDkuHK2/DK3fiYA+4zRFy1splTNTSVNCCjLXiMe+ejGkW6o3oi5s2yC/CuzrfuvEatEWL4rDVItaxmmC9JADUdmxIesAbaGeXzKehOs4onKYbdBJtNassj1UrwKc19o5kN1Iql2tl/WtBUIRP7WasNMXYqCXmrcWV6lHXFuDTUsFgQeVaM0WJJm0AoLWbEYE01ioD7CwbowLj1uv9aycA5sJ6DNOa3rMS5CfK5NHO3OHUw6o5K4445j6czz+WcQlZch5lBFfnCsEtzFz3reM96sQi3kYy2GXYUY3vCjtoR2Eaz05AXj/AxEqAxdizMnqtTFrwUoLWZ3irjYbc6nXtPFhKAlH/LyyQ5BS2c4cuUcoQcC6K+2hM4p6ie0MbUJAFV0WoQcjlRmLVKxhlZ20tlHXM+FSwGOkMM1myxb0dmUCzO6wFKi6uE4BgoDVDkeFh9ZzX2uVlGDNrvbkqeA0Le33QDn6tEC4OMy6yOzI0Il7PXSy1IRTbv1muGj7i05EO4B1mtJCm2U9ISyj+e8q1m5UbYC2/qfNCc4E/ttjh+PE4JbW4TgxuGgdjhODT48djhODW1qH48TgonU4Tgw+PXY4TgxuaR2OE4OL1uE4MbhoHY4Tg4vW4TgxuGgdjhODi9bhODG4aB2OE4OL1uE4MbhoHY4Tg4vW4TgxHEy02eRSn+aTjy4vL79Q0uXliA/+ySbymGiHw7EfDiXabLqcyCPCRvbErNloMPgcZ1jLI7scDseeOJBo81E+ENFO5EmCQDZaDr4mmuhwOPbHYUQr5pT6zKbyvo6pSXc2ymeXI7e1DkcLHES0EKYuS7O0SxheADLOMEv2GbLD0QIHuxGllhYihT+TJ2VzygyjK7Nkh8OxLw4oWofDcQi4aB2OE4OL1uE4MbhoHY4Tg4vW4TgxuGgdjhNDG9Hqt62b/G3YuHfzoQ7Hd0dLS5t1BwrWNetwNGJv0YrEsmz+0Bmye+R4b9k7HI4N2N/SUrJ53p1on/Ic5tbhcDRgT9FSXVn26/oPxNbJAjeDat3SOhxNaHFNC0M7Wz48wNZ24h5/zH7B1LpqHY7taDE9vqdoqbZO8PCwnPn82OFoRkvR3toFaRdw0TocKdhXtPcHEe1vivZOS3A4HLXY29LKzWOZHuttpPbu1kXrcCRgb9He31G0t6q3pyeuxNsvjLWI9h6KddE6HNvQWrSKR1pc8fYMPzzMf/yhpb1z0TocW9GBpYXmHuFhJerTtcR3Sg+W1jXrcGxFF9Njai+IMHLwMPkt1Fkma0zUrr66MD12OBzbsLdo78L0WK9MS9HGIZn7hqim2A44Sg9kRNNdtA5HCtqJ9s+SChRruuvC+09cW3T+NOdXPvd3rlqHYzv2FC0uPSHaa1hakR3sqbo5V/GHgtS1pURpRYDrYGldtA7HdrQSLSytyC0IDzIsNciVJYREekyQdFmHVHpqaa0Ah8OxAZ2IVhbRnklQlyJQv0R7yuKidThS0FK0nB5TfPjEGqxEy4is6JVJQetY/JrW4UhBW0trM11z5lVSViJ1qeLNf9xcu2gdjkbsLdrBXfY7iFaXIrDnshTRWgEOh2MDWlna69kt57m2FIE9l+WNX9M6HM1oK9pIdVFwr0VF66p1OLajvWghN3VcgheCZUq5IawlGK1uXbQORwJaXtOKpTXRmYsXddvDRdCnxw5HClpY2nuKdg6oCEV4Ao2Lk5Q4EsIaNU8T3NI6HCloMz3Wu8eqOnilRPkJrhpcidpBusktrcORgnaincHSqgZFeLo2L/oUbiVFE0J4eXOduaV1OJrQ0tKKaEVyKtrH/wURWiI+moSPpGowhGQzdmBAp8dWgMPh2IAWN6Lsmpbqi4VpWjRftyCmG8z/n26SXYod/JrW4UjBnqKFZkW0S9WhiFIkyIViDNHIlclEmRIO1+mxZe9wODagxfRYLS1lqKIThKDG13wNEgiFFAsub365pXU4GtHC0ma/r2lpTXkRNLbmw1MXUGxjwH8R5XCkoZWlvTZLq9KLECdqONqOYIhV1vaHAVetw7EVrUXbHcK/fFy1Dsc2tBStTY+JyJamYfWA8OMKF63DsQ3tRMsfV+yODfJezngjyjXrcGxHG9H+kq98OoOI1t8p7XA0oJWl7Va0t/64GYcjAa1E+8tF63AcHb2ztH5N63BsR0vRdvmVj4nW4XBsRSvRyt3jZ9Nca/gfBhyOFLSeHpeaDaF91/7XPIcjBS1Eq0+uMMlxFQV3jmPlltbhSEE7S1v9cUVVhDvENeCW1uFIQWtLK6oLn9jfJS5rt7QORwr2Fu19eEYUBCcu9sq0tU3iyaoM6cotrcORgjaWNguiVemp/NQ9P+nKYubFwTIkAXzc0jocKWgtWtOhKZCeLuaVCVxKT1YWsphbWocjBW2mx3zVZRCfOV2ZCguna/mEBNuJn5Bye32dZS5ah6MBnUyPgwZVgUXA1mGhs1Vw5mnALa3DkYJ2opXvaU17FooCupTe+hIFfXrscKShI9HqEgXXF3WrsbDG4jeiHI4UtBItf3tsiiuW0ovi8aKuZnHROhwpaHUjqk60+y+8EeXTY4ejCftb2nv9a54I7r9v87m4TaH4s7ZdF7l77JbW4WhCy2taiPYZ012ITmVICcYhOnqImbeypxxOyQZL66J1OLZjT9FCtvbWPApOL1JVgRQjQ0GjJk3x4a1u50LRIwM+QtU163A0oa1oVbMiRHPQIgypyFI3lb5KOuzAgO4myXIj6s5V63A0oM30WESrYhR9Qn8Un8QoS8ZoR83XNE3nYXqk6JUOltanxw5HM9pPjyE4Ko+CFSmqGE2gokkLcnsZo4llmGBSEK1l73A4NqC1aBdYnufvlB2VqEIUEdKpHG06HKKMyCFMUn0jD7e0DkcSupgeP5tyF6Jamk6mWZAhilJ3sAi8ZxEqQjyMmxfLmV/TOhzNaGlpl9CdqlF0KBHRoSlUYtxggH0NG+UIBOBE0v6LKIcjCe2vaUWColD48GSmTKeSZLpu1j3ko9tC0OCidThS0G56PNOvfEy0gHmymAXVLZbGkNpVAis6OziI1mXrcGxDW0srslMUWlRUIgFBoEGsJebP+qpLl6zDsR3tRKuWVm8ziRxlYVSdClMTuEVCqlzdpTxgMb+9cdE6HM1oPT2G6ArRKkSBTBddqkB1I9cWLtJkJbEgWpetw7EN7UVruqNKzUlEtKhyJlStCwnbLvqlj0keUNEyb4fDsRldiFZAjcbirUL1KsLl2oK2mGyX/tY8hyMBbUTLP8GbDaXRlIAsqlKzq4IyIqGwZ5FA/4e/VNrhSMDeoh3w/7QQ7QvE96IaLZYXM7oMCWQPhrnZVrIw9PLMLS82PXbROhzb0crShukxZRcvTJGPRFWX9CVUpMtiu1LK4ZrW4XBsQzvR/lnCWJoiYyGaJwbWNkmabY/31yBT3dI6HCnYX7T3ciMKsqP5xFIAQVWjqlKXoFHIM4SKXc0/uGizyeXl5aSMMDi7vBxlEv2SZIej92hjaeUXURQe9Qmf2pu/MFzYUl2LJ77sHpJVtQzKTsf57fH/JxodZNPlBKKdIbYc38va4TgN7C1afZfPreqO8gtqhC7xQRKVy7WKFU6tb9hsybjSZRhBvXuMrA+KL5Fn/v/mA4o2Gy0HXxMJOhwngpbXtCJaXpGKFClYhos0WdFxiy3imKZxrNUAPx/lK5//G9Gf0S+UevPvfHb5b7e1jhNBC0srzz3mHFdnxwLTZBTiUkR1T/uUQfGff/w5+I2oz8sZV7PLEa5uR5cwswDEm0GxPkN2nAha3IgS0Qa9VlcAQnDh2tU2aGIMylgnzS9LE+3BZDu7/LSQQC1tPmLzp8vBlU+RHaeBtqI17UFzhT5jbTLJNElIwDYRDJqhfdG/5t0zb4fDsRldWNpSevTgKFOJ8so1SqMvt510I6AB+vbbYxetw9GA9pYWihMX1nQSLYL6CYE4XknSa1oXrcOxHe1EOyumx+3xfHuUr3wcjlNHW9Ha9Li9e9HvaTE9djgc29BKtNedWtruvqeF8tddI1b2L5zD0S+0v6btDLim/dX+Xz5UWWbLPZbgK7CudZs3wXPpOnqF/UUbfhEFrMx093DMpJO/5kFeEFqXEMW6ah39wd6i5W+PZXqskusA+ocBK2A/iL4gtPlDd8gy5OqidfQHrSxtp9e0ix+z1qJVM5vnFO1jBJXfBtg+69Ct+S+q1uHoDVpZWn7ls8BC1x58E3w70eLg7A6a/fP4OH+IXYzqlkb3MLv+pVNkh6MfaHdNO7t9XnS28K15bUUrhvZmCQMJucWuwEp6s/txk7updfQJLS3tEmp77Qgi2pbysFqJ3gpjyYUi5nzXojssmLVncgvZ4egH9re09/ci2td/Xl+fITl+WkHeT9uNaG8LyT0WIYoWKKOpC++PuWgdPUJrS/v6+k8HoGrbT49L0UJsojj1Q4TmNo43r+F1cFPb4egSLSxtEG1HUEvbUh367TGmx9CnOl3DxAYrGyc3rMVzS+voGfa3tLzl07lo26rDbo9BbvNSeRpcX0oh18QZQoKL1tE77ClayKOHlrb49phqEwlWXE3C9ri45c2134hy9Al7i7a8pu0IZmnbzY91ehyJtu1C0epY4pe1jp5gT9HeH8jS0qTtfwPZvj0uRIsleLKOw+KVYVnHYfG4yI0o/6LW0R/sb2l7eE0bTY8pO/VC2AJFUhG1lGpMnIT97rGjZ9hTtBBXpqLtTLVdiZZ/GIyVV4YiocZRS9NIcMGb85r2txtaR4/Q2tJ2L9r9rRqvPMXSqtxUedHKIlGsiJYBC8HXdLe0jp5h72vacCOqX6I1S0u1UXBBeCEWo4wWIROyhMyZpT2kaPkOMHlquiAbfQ4GoxlfVjIYXI010eGIsLellZ/m91G0qFUQbaHBZBQHlEeyWge2tLPLHxYaDKYQ62x0P/gcD35FWnY4CrS4ptXfHvdLtPayEtPbVogsE1TN72mPJ9qJ2Nbl5WhM2TocNWhvaRevHS2dWFp9cpXpbQ07W17g4NNjijaY1LG8H0wwXdLJLNnhiNHC0t6dnmj3Qfv/5jdipu8FwzWsvFiIoJnla4byqSU4HAEdXNN2tHR0TXsA0R7W0uajy9G/R5fjeyj132Zx70f/D1ezf/sLOB3raG9pY+G1Wfoq2vCVz2GNrcORjLO0tMv5c+0yjz6pSxCta9bRF5yhpeWPK2LZhaXQ6i6afT7GVz4Oxy5ob2kp2w5ch5aW39PGsguLppbiTVtuXbSOfqG9pV2T314OXseirXxiV6ybP/DtIZFdqPa+zjVj5YDCOb4r+mJp4XUoWopNFFe7lF5D+JleN6KlyOSVQug3CQQfkNSwqnPxO4mCL/k5viXOztJmEO2ykJ14YVG3upRe7ebnTqbHIrWMbyzpCC7Zb4xztbQdLXD2rus2gL7YXV2+YgiyZV85viPO0tJStKVTr4yufFYcPuqHBIi2/TOiZIjL+cS4x8IJ5EGRZSJ2KFycHjvZmv9CpdzYfk90YWk7QmeW9o9Mj2UJnqxDiM4+EomXipNVJ9Nj9Fae/5k/PD3ho+4J9hIfOGq5TE9zf/iGIcf3RFtL+26K6wCdWdo/8j0tXOnpWj9vCOMTorpNF4sWMXrtp8d6QZvPfsizWbGURvOJPlRYpKQ4HPfwY+Yv8/u26MjSVue6OztBp6IVxb3PFxDfYk4ZvovPz4KpGpQPtnMX7lpGuY/u2MWTK6yzgmgLR/lBsuKnOxrn5Y2/YejbogtLG1TXEl2Ilo+b0ekx9KfK1Q/0J6oUHUqUEd0WNjGiW7nIjvh0Ymn1MR+wk8FWhktZUaGmY8FquyvMbegsxzfEOV7Tzm5VeQITn2p1FauJa3Ec1oWlFdH+Kd8LNlftaSAsUGXCogc9ypW25e74Zujsmjae7e7hgA6nxyI4TngLK8qwBHRhsuiYH4vYHnS2Ubz2ouU3PvcUbaG89otb2m+Mtpa2nzeioDWIT8Wo2jSFco1QSBavjHKLrBZhE7zOrmn/LOXRGcFxCaHYpa1/HP4hOI6+ojNL2x6dTY8p2iBYLBapShRhXWuybTLRIjHk8Pzc/k/wsLR8HYNZ2oonn6qTLUVgQ7x4sKvr9hvi7Czt/e9fEK2pMahPVvQERci2mEqBQruAZtGJpb3DBICijfQnIftIYpkW7SVp63H4VivX7HdEC0srT2PsqaVdFJoTT4ypxiRgKtUkxlStIWZh3dxetDJrF0tLzQlEeBosA0WCQqJRWhmH18Wk3XGiaGlpb3t4TXv95/blmQsl90IZMmISBBbPLy9BmLLlRXyAPtMUmkknotW7xz8ouI5whMfNOfqKs7K0OBaWFqKlLuEA8S32DK2WyRoIoXJlQYYY6eCa1iYA5TPUO4DUqlVXOU4WLS3t5+K9s6Vj0b7MYWIpOxOgrXVlkRAvU4oQIxL/0YFoaWn5FJzu4Jb2G6O9pYWt7cZ1dU0LdYhoS/GVqyiqTlfrKXAMw2svD72m7Va0MmlvNb45ThYtLe3ygxNbSK6dL9LvytJiHkq5dQCRbTfTYxXtM+TGXzy3d+wst7TfFC0t7W2wtEF+e/sdTo/N0nYB5NPNjSiOJeGBGnDw2vl+9/gbo6Wl1bvHotyWfnfT4/wPLa3McNs6ogvRylc++rw5EZ26SmjHsIv2G6PtNe2HqK6TpRtLKz9jVLl1g24srVxLBNnhU13qg9vSXbTfGB1YWtWcrfZZzOvM0vKadtGZa3/1WFjaWHc7LurKxUX7jdHW0kai4/L6DsfVLinmdSNaWFoR7fOiiw+WzkQbPVBDF3Phs+LUC1HZP4q5aL8xWlpaTo9f318/9MPg+1sRfXsXbUpgc4qItyvRyp/geSOK77pu/SlEm7WoFKul77r+IYpbqAJFg/ZbZ1kXCdgmq9VEiUkCnIv2G6Olpb19h/o+bAmitYWeJm1Iwb4Urx7YmaXlUCJyg+w6QLip3UIgwdLimpb6UwXKok/CYRJWtlECFpJtsWh1hQQX7TdGF5Y2iJaGU4Sp+uSafilaXcoAoSldi3bxbJprjeKbqP3BavGHWksRIhQXlhCXoERDAFt1P5U192G67kzPRfuN0dLS/geW8+3tg+p8x0okiCRZhWTGI0gKt8kiu9DSdvE9bSRak1x7dCBaVIyinS1FeguVIBUpC519bLvFEQhBU6usJO6i/c5oaWlFtCrbcqVJRYirElGqLuZeO7C0VIeK1hTXASja1s89tN986AMeZQlKFAkiJqkiVEzsKVCNG8qY7rTwa9rvjJaWdvkhwnulWjE/VsMp2mVyJM+ASmJY6N67ES0fESHT4650252lvVHRivLgR5o0KYYIbapAViJXPU7BY93Sfme0tLS3qkCRK7RqptbsLrUoIVkEK2m62KoL0d4H0b5y6QDyk+iWllavaflADcoNGpT7ZKI/MaGqSA1JAF74U69FQ4JGsOOPP79ctN8VrS2tGFmoVdZBr6ZarsvbVKZO8eIlrDoRrd4eM9G2li2y6NLSVn4SzT/fa4Af+a8vw/D1D0b0+fd9jdLxCKYR7f/G4DhZtLS0FdFqmEtYryylV7d0IFqIoyraVrKVDLq7pg2iFU9X8ScE1NELqVzLyjzG/WmM3xjtr2kpOE6MqVoJSLyUbRHinuIkRVaSbqkdiNYeMEzRysOUxbVZ6FCt1u+64o8rIFqKsA2oVvVctN8ZrS2t6k7FqnqEp0vYpOq0K9oiRZJsC5M7mR5brToWbXtLe68/iRZTub8zj/AnV3xjdGFpRbEUoghS/Ui2dLYSV25jRLe9YtWFpbW/08SibevaW1q9EdXtn49ctN8Y7S2tKE9kSCWqbFWWJk2JU5mFE6FWEvjpwtJGou0K7S0tRAtL++vP7cIU1wFctN8Y7S2tqVIVqioNitW0oFl+Soe0IqbrTixtOT3uCqhW3q5apaVdvLx38IH233+gsw4u2tklMULrEeJqkE2+dJPjL6K1pbU7xtRnIdFyEUXqmk5XmiJhXWukC0tbc03byqloO/meNv+zlH/70fEPRPutLdTBv3wTMBvZqTGDYpfje1k7/jo6uKYV7XGxVf3C/QpYTMUa0Iml1enxu8itG3QjWhtL+EXSP/8ssOyxlptjyICyPY5oL+3UyEbLwddkMJlo1PF30cE1LSG6NHnWLdxF91xDkd5etJCtfE97a3rrBKhW6xtRxaW2fPlL9e26pm7hU7FIk1od6Zr263KpgZt/57PLf7ut/ftoaWn5hwGTbIOlDRPiUqWFWi3QXrThe9ouX1bSjaXFYFKKlt6uayhXgohQwCLaI8lnMtbVBAY368cMOZtc0uj37Er7aLXqxtKqKk2cmxbZs4JIwUB70Ra10odhdLF0IY94etxiUUtr2tVaHdbU3k9oY/9PzsBcLm+ny8FVD6bI2XTJmXrPrrSPV6tOrmmhParSxLll0Z2BSKtFsL1oi19Eidw6cV1YWjSpsLQdLUcRbV/BAYTy6NeV9hFr1YmlNU3aassiO9OTVZCrrduLNtSKbxgyybXxC0vb/meM5T8GKVwVrwV2ihcudBbGqe+G2QheoYm+XGkfs1Ztr2mD8YyUCfdeWcIG23UT2ou2tLRQm1lb8/YLc41qtbS0lZ9Ei+TwKeS3a1xd6Kzvh9nliF8eX8KgAZBJL660j1qrlpY2iFakKbqsk2ezYIn2og214huGCvmJF5Z4ZeF4KT0LwLUXLWVrlrYzfF/RKtSm9epKGzhSrVpf08aq5WIrTTWsxuvRXrSxpQ3y47Mf6YcP/RBWF9br6ZLWXrQrlrYTaGd9z2vab4+OLG1hakWxqyJdjdejvWhDrUS0IkJAH7LMm9eQony4+tAQPKgUEXFROiJ8dg4iqJZc03ZRLVNcBwi1agu9JoZf61BvrKofLty24uQTfMdB0amlLdzftrTyhiGg+Fe+3O1iTKQpCbqNEhVZ24OuQrrsxURWq7WlvcsOINrWk3bCpMhRpdbxc68eFlkzTTbeM83CsrY8HQdGe0tri8i1AMJhQ/LSXrShVmJpIcfyYTdUIbWIRTQZL7KnKZUxOUDD3NaFPPR72i5/qBU6qyXYX/OHp/nDvBaP+DzMnxh4kH3CWjZFQUl/enDdHgVdWFpxq6JFgomRS4prL9riXz7ITyyt6A6e2n5RJfVbOAM3FzGNYHcDqtWz6TGzCZ3VYjqq85Isp2SxPDyuQZSoW6tLHFQd6/L7N6yx49BoaWkpWipOpBmpVkQriZJcEecm1160Za1EtEGbWESTZlglYhsUZYp+NMkSUa2WlpbqYLX+g0qV96b3XXQVOqsVtLfMZD7AXFYXJAZFWiB2tkeZjKQbdBVV21a5ejz8WodqY3X8K+0ir1p3xFq1trQqOFki1apoKVuGKtrc6NqLFpZWf8WA3AoJFg4fBoJAsS7SC0ePO1gCZ86oVutbPiBPqlVobs+lDLYfSthdqFW+lCkuoHNhQn3GBRrVdZFIWKRM+3P9qxNTayc9u63W8XP8K+3e1Kq1pcWZTc2JXv+2aO08tKGkIwR5tBlL2FuoVlV3Oy5REAtqJX/N3x88BaWzTHBdYAlT24FoWbH+XWn3p1YdXNOa6kSqQbalaMPmZtdetPE1bWEsBRou3HpK7KpAtdpaWtZKqhXLzpaPhbrUsC1hKGkDE+2znE0p4J5b9+Z7D1r3lV5p4/TniY5FTvLSixY4U4a4KLkS/EWD1w79qlX7a1oq0yRKzZpsLYHQzc2uvWjLWpng6mVYkxJDDyn2aS8PMs5q3cayW8hNaouUoS1h/Vi0/VASvoi65etHZCFkHRJ2Xm67vNIWUABwpUcXe5BASOUH0ZXgw/xaCWw3BehTrVpa2v+I3kx2pWbhmxJ3cO1FW72mFQOu0MCKv+40fQWUB3u2i7GEmqOncsSH3zBxHZZtYTlOPvDbDyVokX4RxReNQHAFomAEpNqGECpTCAl2IVpOS35d/8CJ3RX+QB+a8/7oVa1aWloRraoOnyDavTTbgWi1byuWtj3aywNH27WEqI4CfNPb02g2JSmeLlFwPb0q2pbXtIFCiFZfJhQQhwtEiQgWroCGKdp2Bg0EKoUw3DVOIYHgWepqSCK6bs9gz2rV/pq2VF07zfI8bG1pg0lTvXWBYixpg7JaVB2sKzSLboIW6YXF/ttoEVtjT67Eg5XGItXq4kTUd6jcvvBxc6I5AYOqyMLRCyEJSiQ+SkPyuLmO+soMeeRWvLXUECyjFm7fVz2rVQfXtKo5enImqnSZYmJMdYHxLuahyK6rpf2JiKMLSwtQh9ZNNJ4qSppeSJObQ/TjVX6dxfSgZmwWT0TbkTz4CHV5LGt4i4EBmjQ/Ti3CIVA5qgtLi0qxVjIKdIP2t8d6VqtOLC0XOJVrWCFJk9U1Ld1Y2qJWcnXahaNouxqnkSFz1AV9JFF6IlgmcFEgaiEC6UyQQwTtRYvOMksLYcrf8231QqeJC/6P91XSwmI74SOCts8z/+Orz4jspq84aVdzLl6xqgZWwhYpkizQxZV2r2rV/pq2LXAmKtqLVm6tiDpwcnfkWK2W92lxtFXLFMcm03RarECcUNmMCCCTZEtoXyv0lopWRSjPnpL/1yvkSa2MxukS1bWJV7cxwnUXQ0k5aVfrHd4TGD6CEMBatyosGiUhk/OrVWfXtGvQ5EZX7NmBaHFkdse+TS++0XVqaZEhF4J2c9sSBbkoKGSNtq9V8bi5d1GcybEJ23dqLw/rqz/LdzX4+kaFco3El3eMEQjwIyEsYSsXpNH8izTeeSBrBdlZ/vuhV7Xq4JpWYKeVWIRovQsC4/v3bnkjKkiuvevApuHo6qwdQAdxOizRWoeyVxcRrWyWWrW8e7wm2g4QKNwfxbd2UiuKgJ6sed4TGomgMsGakjLbzyg9QmvVRrQ9q1VLS9uz6XH44ypyk9O+A9eBTYtGOMsToGS3ugiMWWLY1kWt7HvaqmgRU7c75CkfrSns/iURoVZt0KtadWNp5TwCqoZWT7DtrtyvA9HyRhSnxx0MJSVQrQ4trSxwjZotHD5lWKJ0XZyIQbSFTsWFJcWtLlor2HArYXeEX6IWtSozLwKyqAvrEIsXehJq31c9q1UH17QCnEdBsQo7xRoQ7xVa0WaY7nh6bNXqyNJyLJF8w0IXilpz0U4WkA62BNSq9c8Y9e7xUm9tGfRMS8P6jkphGwILCi3HgF3qBdi+umohjwK9qlVLS9ulTQutaGdppW8tx7aAQLqytKFakuX+KA5HrTqaHnf5SxSlsI1oy6vH7tDFidWrWnVlaTtAOA/bcF5a2s7QhTx0clVbrT1V3EmtTLQFxIrHNSoSNrkVaK3aEFj2lZ3bW6D35FgLWUcpsjmgqFW7waRHtdoi2tksx1Ln2ZLf5Dvjmm7jco3PzfXN3rhGpVBC10Cu1uY9PSwV/CqX619RJGEpcINM0V5ZrPm7AT3NTu8WQuE166R1s7J2gZwK4m1f6GLEKZX9EMX6eu8KCTSrkOfmhS5GnFLZD1GsG2plUlzB3tNjh8Pxd+CidThODC5ah+PE4KJ1OE4MLlqH48TgonU4TgwuWofjxOCidThODMcSbXY1tpCjxHK616+avmdn7tVZZ9lVBxNtNp6M2/7OrhH5+JOrq+kVV181Bc6mCa1bpuy0M5ZTqZbVcQVar+VUYwEH77SNLf2L/SSQrGd1PVXUbbWz+oJ8OrU3vn9Np2hB1EvZ+OoQlT6UaLOrqwGchEZTjJHyKvsvBOuJ2RPK9VRWmWQ9QxEsV4u9mgKMhmTsySosx9l4VFSl6OYvDuYZVWb7wRtNl9ylPCBk1QRkMcZ+Wq0yI2b8ZfWC8YiqEXXa15gHzNhhlTKtWtKZIW2XTi1aWhz19/uJwGhloTIrKyT0FYqqdFZowKG6KhkYU8izVJC5l31MMpXPbnEo0YI8ZXVghkY6j9AGdgXmZl3zxRKkjzAma9k8BaR1E0vGR9K1Y20fxAhE1FbrychtctjgExkvpzMNUViMcsN2sAxUT4hU6jQjKVTrVa1G1GlfnNTlsitbuFp9dqbWzZDaqUVLBTzq7/eT4lPtlR4mWRWFWN1WOotgAw7VVclA9bIxWg3xmmitlyI+u8WBRKtzwi/pZtCBPryagIJiQO8M6KkcI3I+nWU8XTIWAKBcLVanVvk4JCvz0p1BSuxm64JPOcf0ZESSZKkntJ59SM0sKx6/HZLFeMKuQPWYohlJWXoiaq6hGlGnyQmrR2Fr2So7Gmei1Y0RbkrsVDseKI766/1UYszTvshqXbT0Q12KBhyqq5LBrmNhqGnV0uocS0XQKQ4kWrOrtmK3I6gnZdHr3eDq6kq6ZvIl+UoRASjWCC+SrUerJ0DRzZIs1dQk3UEtCOM05pUStsGyGPOA1YxMJFVNRJ0m5kNPNm5drT52weWSpOiZEbJogh2/ctTf7acSvNUUZcXOYUWtbpW6qGm9+jpcVyVDqvc5pTmXEopeivjsFocRrVyOANn0C22QiQ+rzmHw87PbTsvHcnswm461GTkuW9hLVizXLBDXNxaV3VZPRgF4ZyjjKGD78TAJ8XpF9iizakI4a+RUiTKSVJZ0BekyaNWIO03Nx5iXdrJ1pfpyHrCuOGlp0pI7tWhpcRRT/m4/CWbMgB1VZhUXwrpV61KcS4fqqmTo+CvlmGgFsy+pL0vtvMQDXdOeG5YyNDia4P10BLhoHY4Tg4vW4TgxuGgdjhODi9bhODG4aB2OE4OL1uE4MbhoHY4Tg4iWT17d8tRe99xzry8elnz2/wOj+MmM3J+qmQAAAABJRU5ErkJggg==)
Source – Statista
Asia spends the most on a count of 46% of the worldwide after Asia western Europe and North America spend respectively 24% and 17 % worldwide. In comparison with others, eastern Europe, South America & MEA spend 5%, 4% & 4% respectively.
Covid-19 Impact Analysis on the Building and Construction Tapes Market
- The global lockdowns and restrictions imposed to contain the spread of the virus resulted in disruptions in the supply chain of building and construction tapes. Manufacturing facilities were temporarily shut down, and transportation restrictions hindered the movement of raw materials and finished products. This led to delays in production and delivery, affecting the market.
- Many construction projects were either halted or delayed during the pandemic due to labor shortages, social distancing measures, and economic uncertainties. This decline in construction activities directly impacted the demand for building and construction tapes.
- As the pandemic hit, the priorities of the construction industry shifted toward health and safety measures. More focus was given to implementing protocols and guidelines to ensure worker safety, leading to a temporary decrease in demand for non-essential products like building and construction tapes.
- Overall, the COVID-19 pandemic had a disruptive impact on the building and construction tapes market, causing temporary setbacks due to supply chain disruptions, reduced construction activities, and shifting priorities.
Top Key Players Covered in The Building and Construction Tapes Market
- 3M Company (US)
- Avery Dennison Corporation (US)
- Tesa SE (Germany)
- Nitto Denko Corporation (Japan)
- Intertape Polymer Group Inc. (Canada)
- Saint-Gobain Performance Plastics Corporation (France)
- Shurtape Technologies LLC (US)
- Scapa Group PLC (UK)
- Lintec Corporation (Japan)
- Berry Global Inc. (US)
- Advance Tapes International Ltd. (UK)
- Griff Paper and Film (US)
- Cantech Industries Inc. (Canada)
- Jonson Tapes Limited (India)
- Adhesive Applications Inc. (US)
- Pro Tapes & Specialties Inc. (US)
- ECHOtape (Canada)
- Kruse Adhesive Tape Inc. (US)
- NMC SA (Belgium)
- Dukkeo Tape Co. Ltd. (South Korea) and Other Major Players.
Key Industry Developments in the Building and Construction Tapes Market
In May 2023, 3M and Svante will partner to develop Direct Air Capture (DAC) products for the carbon dioxide removal (CDR) industry, driving their shared commitment to find materials science-based solutions to achieve net-zero emissions and combat global warming.
In December 2022, HICKORY NC – Shurtape Technologies LLC, an industry-leading producer of pressure-sensitive tapes, announced the acquisition of Pro Tapes & Specialties Inc. a tape manufacturer and converter that services a variety of markets, including graphic arts, library, and school supply, precision die-cutting and fabricating, contract, and custom converting, retail and general industrial.
Global Building and Construction Tapes Market
|
Base Year:
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2022
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Forecast Period:
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2023-2030
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Historical Data:
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2016 to 2021
|
Market Size in 2022:
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USD 4400 Mn.
|
Forecast Period 2023-30 CAGR:
|
7.30%
|
Market Size in 2030:
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USD 7800 Mn.
|
Segments Covered:
|
By Product
|
- Double-Sided Tapes
- Masking Tapes
- Duct Tapes
- Others
|
By Application
|
- Flooring
- Walls & Ceiling
- Doors
- Roofing
- Electrical
- Others
|
By Function
|
- Bonding
- Protection
- Insulation
- Glazing
- Sound Proofing
- Others
|
By End-User
|
- Residential
- Commercial
- Industrial
|
By Distribution Channel
|
|
By Region
|
- North America (U.S., Canada, Mexico)
- Eastern Europe (Bulgaria, The Czech Republic, Hungary, Poland, Romania, Rest of Eastern Europe)
- Western Europe (Germany, UK, France, Netherlands, Italy, Russia, Spain, Rest of Western Europe)
- Asia Pacific (China, India, Japan, South Korea, Malaysia, Thailand, Vietnam, The Philippines, Australia, New-Zealand, Rest of APAC)
- Middle East & Africa (Turkey, Bahrain, Kuwait, Saudi Arabia, Qatar, UAE, Israel, South Africa)
- South America (Brazil, Argentina, Rest of SA)
|
Chapter 1: Introduction
1.1 Research Objectives
1.2 Research Methodology
1.3 Research Process
1.4 Scope and Coverage
1.4.1 Market Definition
1.4.2 Key Questions Answered
1.5 Market Segmentation
Chapter 2:Executive Summary
Chapter 3:Growth Opportunities By Segment
3.1 By Product
3.2 By Application
3.3 By Function
3.4 By End-User
3.5 By Distribution Channel
Chapter 4: Market Landscape
4.1 Porter's Five Forces Analysis
4.1.1 Bargaining Power of Supplier
4.1.2 Threat of New Entrants
4.1.3 Threat of Substitutes
4.1.4 Competitive Rivalry
4.1.5 Bargaining Power Among Buyers
4.2 Industry Value Chain Analysis
4.3 Market Dynamics
4.3.1 Drivers
4.3.2 Restraints
4.3.3 Opportunities
4.5.4 Challenges
4.4 Pestle Analysis
4.5 Technological Roadmap
4.6 Regulatory Landscape
4.7 SWOT Analysis
4.8 Price Trend Analysis
4.9 Patent Analysis
4.10 Analysis of the Impact of Covid-19
4.10.1 Impact on the Overall Market
4.10.2 Impact on the Supply Chain
4.10.3 Impact on the Key Manufacturers
4.10.4 Impact on the Pricing
Chapter 5: Building And Construction Tapes Market by Product
5.1 Building And Construction Tapes Market Overview Snapshot and Growth Engine
5.2 Building And Construction Tapes Market Overview
5.3 Double-Sided Tapes
5.3.1 Introduction and Market Overview
5.3.2 Historic and Forecasted Market Size (2016-2030F)
5.3.3 Key Market Trends, Growth Factors and Opportunities
5.3.4 Double-Sided Tapes: Geographic Segmentation
5.4 Masking Tapes
5.4.1 Introduction and Market Overview
5.4.2 Historic and Forecasted Market Size (2016-2030F)
5.4.3 Key Market Trends, Growth Factors and Opportunities
5.4.4 Masking Tapes: Geographic Segmentation
5.5 Duct Tapes
5.5.1 Introduction and Market Overview
5.5.2 Historic and Forecasted Market Size (2016-2030F)
5.5.3 Key Market Trends, Growth Factors and Opportunities
5.5.4 Duct Tapes: Geographic Segmentation
5.6 And Others
5.6.1 Introduction and Market Overview
5.6.2 Historic and Forecasted Market Size (2016-2030F)
5.6.3 Key Market Trends, Growth Factors and Opportunities
5.6.4 And Others: Geographic Segmentation
Chapter 6: Building And Construction Tapes Market by Application
6.1 Building And Construction Tapes Market Overview Snapshot and Growth Engine
6.2 Building And Construction Tapes Market Overview
6.3 Flooring
6.3.1 Introduction and Market Overview
6.3.2 Historic and Forecasted Market Size (2016-2030F)
6.3.3 Key Market Trends, Growth Factors and Opportunities
6.3.4 Flooring: Geographic Segmentation
6.4 Walls & Ceiling
6.4.1 Introduction and Market Overview
6.4.2 Historic and Forecasted Market Size (2016-2030F)
6.4.3 Key Market Trends, Growth Factors and Opportunities
6.4.4 Walls & Ceiling: Geographic Segmentation
6.5 Doors
6.5.1 Introduction and Market Overview
6.5.2 Historic and Forecasted Market Size (2016-2030F)
6.5.3 Key Market Trends, Growth Factors and Opportunities
6.5.4 Doors: Geographic Segmentation
6.6 Roofing
6.6.1 Introduction and Market Overview
6.6.2 Historic and Forecasted Market Size (2016-2030F)
6.6.3 Key Market Trends, Growth Factors and Opportunities
6.6.4 Roofing: Geographic Segmentation
6.7 Electrical
6.7.1 Introduction and Market Overview
6.7.2 Historic and Forecasted Market Size (2016-2030F)
6.7.3 Key Market Trends, Growth Factors and Opportunities
6.7.4 Electrical: Geographic Segmentation
6.8 And Others
6.8.1 Introduction and Market Overview
6.8.2 Historic and Forecasted Market Size (2016-2030F)
6.8.3 Key Market Trends, Growth Factors and Opportunities
6.8.4 And Others: Geographic Segmentation
Chapter 7: Building And Construction Tapes Market by Function
7.1 Building And Construction Tapes Market Overview Snapshot and Growth Engine
7.2 Building And Construction Tapes Market Overview
7.3 Bonding
7.3.1 Introduction and Market Overview
7.3.2 Historic and Forecasted Market Size (2016-2030F)
7.3.3 Key Market Trends, Growth Factors and Opportunities
7.3.4 Bonding: Geographic Segmentation
7.4 Protection
7.4.1 Introduction and Market Overview
7.4.2 Historic and Forecasted Market Size (2016-2030F)
7.4.3 Key Market Trends, Growth Factors and Opportunities
7.4.4 Protection: Geographic Segmentation
7.5 Insulation
7.5.1 Introduction and Market Overview
7.5.2 Historic and Forecasted Market Size (2016-2030F)
7.5.3 Key Market Trends, Growth Factors and Opportunities
7.5.4 Insulation: Geographic Segmentation
7.6 Glazing
7.6.1 Introduction and Market Overview
7.6.2 Historic and Forecasted Market Size (2016-2030F)
7.6.3 Key Market Trends, Growth Factors and Opportunities
7.6.4 Glazing: Geographic Segmentation
7.7 Sound Proofing
7.7.1 Introduction and Market Overview
7.7.2 Historic and Forecasted Market Size (2016-2030F)
7.7.3 Key Market Trends, Growth Factors and Opportunities
7.7.4 Sound Proofing: Geographic Segmentation
7.8 And Others
7.8.1 Introduction and Market Overview
7.8.2 Historic and Forecasted Market Size (2016-2030F)
7.8.3 Key Market Trends, Growth Factors and Opportunities
7.8.4 And Others: Geographic Segmentation
Chapter 8: Building And Construction Tapes Market by End-User
8.1 Building And Construction Tapes Market Overview Snapshot and Growth Engine
8.2 Building And Construction Tapes Market Overview
8.3 Residential
8.3.1 Introduction and Market Overview
8.3.2 Historic and Forecasted Market Size (2016-2030F)
8.3.3 Key Market Trends, Growth Factors and Opportunities
8.3.4 Residential: Geographic Segmentation
8.4 Commercial
8.4.1 Introduction and Market Overview
8.4.2 Historic and Forecasted Market Size (2016-2030F)
8.4.3 Key Market Trends, Growth Factors and Opportunities
8.4.4 Commercial: Geographic Segmentation
8.5 Industrial
8.5.1 Introduction and Market Overview
8.5.2 Historic and Forecasted Market Size (2016-2030F)
8.5.3 Key Market Trends, Growth Factors and Opportunities
8.5.4 Industrial: Geographic Segmentation
Chapter 9: Building And Construction Tapes Market by Distribution Channel
9.1 Building And Construction Tapes Market Overview Snapshot and Growth Engine
9.2 Building And Construction Tapes Market Overview
9.3 Direct
9.3.1 Introduction and Market Overview
9.3.2 Historic and Forecasted Market Size (2016-2030F)
9.3.3 Key Market Trends, Growth Factors and Opportunities
9.3.4 Direct: Geographic Segmentation
9.4 Indirect
9.4.1 Introduction and Market Overview
9.4.2 Historic and Forecasted Market Size (2016-2030F)
9.4.3 Key Market Trends, Growth Factors and Opportunities
9.4.4 Indirect: Geographic Segmentation
Chapter 10: Company Profiles and Competitive Analysis
10.1 Competitive Landscape
10.1.1 Competitive Positioning
10.1.2 Building And Construction Tapes Sales and Market Share By Players
10.1.3 Industry BCG Matrix
10.1.4 Heat Map Analysis
10.1.5 Building And Construction Tapes Industry Concentration Ratio (CR5 and HHI)
10.1.6 Top 5 Building And Construction Tapes Players Market Share
10.1.7 Mergers and Acquisitions
10.1.8 Business Strategies By Top Players
10.2 3M COMPANY (US)
10.2.1 Company Overview
10.2.2 Key Executives
10.2.3 Company Snapshot
10.2.4 Operating Business Segments
10.2.5 Product Portfolio
10.2.6 Business Performance
10.2.7 Key Strategic Moves and Recent Developments
10.2.8 SWOT Analysis
10.3 AVERY DENNISON CORPORATION (US)
10.4 TESA SE (GERMANY)
10.5 NITTO DENKO CORPORATION (JAPAN)
10.6 INTERTAPE POLYMER GROUP INC. (CANADA)
10.7 SAINT-GOBAIN PERFORMANCE PLASTICS CORPORATION (FRANCE)
10.8 SHURTAPE TECHNOLOGIES LLC (US)
10.9 SCAPA GROUP PLC (UK)
10.10 LINTEC CORPORATION (JAPAN)
10.11 BERRY INC. (US)
10.12 ADVANCE TAPES INTERNATIONAL LTD. (UK)
10.13 GRIFF PAPER AND FILM (US)
10.14 CANTECH INDUSTRIES INC. (CANADA)
10.15 JONSON TAPES LIMITED (INDIA)
10.16 ADHESIVE APPLICATIONS INC. (US)
10.17 PRO TAPES & SPECIALTIES INC. (US)
10.18 ECHOTAPE (CANADA)
10.19 KRUSE ADHESIVE TAPE INC. (US)
10.20 NMC SA (BELGIUM)
10.21 DUKKEO TAPE CO. LTD. (SOUTH KOREA)
10.22 OTHER MAJOR PLAYERS
Chapter 11: Global Building And Construction Tapes Market Analysis, Insights and Forecast, 2016-2030
11.1 Market Overview
11.2 Historic and Forecasted Market Size By Product
11.2.1 Double-Sided Tapes
11.2.2 Masking Tapes
11.2.3 Duct Tapes
11.2.4 And Others
11.3 Historic and Forecasted Market Size By Application
11.3.1 Flooring
11.3.2 Walls & Ceiling
11.3.3 Doors
11.3.4 Roofing
11.3.5 Electrical
11.3.6 And Others
11.4 Historic and Forecasted Market Size By Function
11.4.1 Bonding
11.4.2 Protection
11.4.3 Insulation
11.4.4 Glazing
11.4.5 Sound Proofing
11.4.6 And Others
11.5 Historic and Forecasted Market Size By End-User
11.5.1 Residential
11.5.2 Commercial
11.5.3 Industrial
11.6 Historic and Forecasted Market Size By Distribution Channel
11.6.1 Direct
11.6.2 Indirect
Chapter 12: North America Building And Construction Tapes Market Analysis, Insights and Forecast, 2016-2030
12.1 Key Market Trends, Growth Factors and Opportunities
12.2 Impact of Covid-19
12.3 Key Players
12.4 Key Market Trends, Growth Factors and Opportunities
12.4 Historic and Forecasted Market Size By Product
12.4.1 Double-Sided Tapes
12.4.2 Masking Tapes
12.4.3 Duct Tapes
12.4.4 And Others
12.5 Historic and Forecasted Market Size By Application
12.5.1 Flooring
12.5.2 Walls & Ceiling
12.5.3 Doors
12.5.4 Roofing
12.5.5 Electrical
12.5.6 And Others
12.6 Historic and Forecasted Market Size By Function
12.6.1 Bonding
12.6.2 Protection
12.6.3 Insulation
12.6.4 Glazing
12.6.5 Sound Proofing
12.6.6 And Others
12.7 Historic and Forecasted Market Size By End-User
12.7.1 Residential
12.7.2 Commercial
12.7.3 Industrial
12.8 Historic and Forecasted Market Size By Distribution Channel
12.8.1 Direct
12.8.2 Indirect
12.9 Historic and Forecast Market Size by Country
12.9.1 US
12.9.2 Canada
12.9.3 Mexico
Chapter 13: Eastern Europe Building And Construction Tapes Market Analysis, Insights and Forecast, 2016-2030
13.1 Key Market Trends, Growth Factors and Opportunities
13.2 Impact of Covid-19
13.3 Key Players
13.4 Key Market Trends, Growth Factors and Opportunities
13.4 Historic and Forecasted Market Size By Product
13.4.1 Double-Sided Tapes
13.4.2 Masking Tapes
13.4.3 Duct Tapes
13.4.4 And Others
13.5 Historic and Forecasted Market Size By Application
13.5.1 Flooring
13.5.2 Walls & Ceiling
13.5.3 Doors
13.5.4 Roofing
13.5.5 Electrical
13.5.6 And Others
13.6 Historic and Forecasted Market Size By Function
13.6.1 Bonding
13.6.2 Protection
13.6.3 Insulation
13.6.4 Glazing
13.6.5 Sound Proofing
13.6.6 And Others
13.7 Historic and Forecasted Market Size By End-User
13.7.1 Residential
13.7.2 Commercial
13.7.3 Industrial
13.8 Historic and Forecasted Market Size By Distribution Channel
13.8.1 Direct
13.8.2 Indirect
13.9 Historic and Forecast Market Size by Country
13.9.1 Bulgaria
13.9.2 The Czech Republic
13.9.3 Hungary
13.9.4 Poland
13.9.5 Romania
13.9.6 Rest of Eastern Europe
Chapter 14: Western Europe Building And Construction Tapes Market Analysis, Insights and Forecast, 2016-2030
14.1 Key Market Trends, Growth Factors and Opportunities
14.2 Impact of Covid-19
14.3 Key Players
14.4 Key Market Trends, Growth Factors and Opportunities
14.4 Historic and Forecasted Market Size By Product
14.4.1 Double-Sided Tapes
14.4.2 Masking Tapes
14.4.3 Duct Tapes
14.4.4 And Others
14.5 Historic and Forecasted Market Size By Application
14.5.1 Flooring
14.5.2 Walls & Ceiling
14.5.3 Doors
14.5.4 Roofing
14.5.5 Electrical
14.5.6 And Others
14.6 Historic and Forecasted Market Size By Function
14.6.1 Bonding
14.6.2 Protection
14.6.3 Insulation
14.6.4 Glazing
14.6.5 Sound Proofing
14.6.6 And Others
14.7 Historic and Forecasted Market Size By End-User
14.7.1 Residential
14.7.2 Commercial
14.7.3 Industrial
14.8 Historic and Forecasted Market Size By Distribution Channel
14.8.1 Direct
14.8.2 Indirect
14.9 Historic and Forecast Market Size by Country
14.9.1 Germany
14.9.2 UK
14.9.3 France
14.9.4 Netherlands
14.9.5 Italy
14.9.6 Russia
14.9.7 Spain
14.9.8 Rest of Western Europe
Chapter 15: Asia Pacific Building And Construction Tapes Market Analysis, Insights and Forecast, 2016-2030
15.1 Key Market Trends, Growth Factors and Opportunities
15.2 Impact of Covid-19
15.3 Key Players
15.4 Key Market Trends, Growth Factors and Opportunities
15.4 Historic and Forecasted Market Size By Product
15.4.1 Double-Sided Tapes
15.4.2 Masking Tapes
15.4.3 Duct Tapes
15.4.4 And Others
15.5 Historic and Forecasted Market Size By Application
15.5.1 Flooring
15.5.2 Walls & Ceiling
15.5.3 Doors
15.5.4 Roofing
15.5.5 Electrical
15.5.6 And Others
15.6 Historic and Forecasted Market Size By Function
15.6.1 Bonding
15.6.2 Protection
15.6.3 Insulation
15.6.4 Glazing
15.6.5 Sound Proofing
15.6.6 And Others
15.7 Historic and Forecasted Market Size By End-User
15.7.1 Residential
15.7.2 Commercial
15.7.3 Industrial
15.8 Historic and Forecasted Market Size By Distribution Channel
15.8.1 Direct
15.8.2 Indirect
15.9 Historic and Forecast Market Size by Country
15.9.1 China
15.9.2 India
15.9.3 Japan
15.9.4 South Korea
15.9.5 Malaysia
15.9.6 Thailand
15.9.7 Vietnam
15.9.8 The Philippines
15.9.9 Australia
15.9.10 New Zealand
15.9.11 Rest of APAC
Chapter 16: Middle East & Africa Building And Construction Tapes Market Analysis, Insights and Forecast, 2016-2030
16.1 Key Market Trends, Growth Factors and Opportunities
16.2 Impact of Covid-19
16.3 Key Players
16.4 Key Market Trends, Growth Factors and Opportunities
16.4 Historic and Forecasted Market Size By Product
16.4.1 Double-Sided Tapes
16.4.2 Masking Tapes
16.4.3 Duct Tapes
16.4.4 And Others
16.5 Historic and Forecasted Market Size By Application
16.5.1 Flooring
16.5.2 Walls & Ceiling
16.5.3 Doors
16.5.4 Roofing
16.5.5 Electrical
16.5.6 And Others
16.6 Historic and Forecasted Market Size By Function
16.6.1 Bonding
16.6.2 Protection
16.6.3 Insulation
16.6.4 Glazing
16.6.5 Sound Proofing
16.6.6 And Others
16.7 Historic and Forecasted Market Size By End-User
16.7.1 Residential
16.7.2 Commercial
16.7.3 Industrial
16.8 Historic and Forecasted Market Size By Distribution Channel
16.8.1 Direct
16.8.2 Indirect
16.9 Historic and Forecast Market Size by Country
16.9.1 Turkey
16.9.2 Bahrain
16.9.3 Kuwait
16.9.4 Saudi Arabia
16.9.5 Qatar
16.9.6 UAE
16.9.7 Israel
16.9.8 South Africa
Chapter 17: South America Building And Construction Tapes Market Analysis, Insights and Forecast, 2016-2030
17.1 Key Market Trends, Growth Factors and Opportunities
17.2 Impact of Covid-19
17.3 Key Players
17.4 Key Market Trends, Growth Factors and Opportunities
17.4 Historic and Forecasted Market Size By Product
17.4.1 Double-Sided Tapes
17.4.2 Masking Tapes
17.4.3 Duct Tapes
17.4.4 And Others
17.5 Historic and Forecasted Market Size By Application
17.5.1 Flooring
17.5.2 Walls & Ceiling
17.5.3 Doors
17.5.4 Roofing
17.5.5 Electrical
17.5.6 And Others
17.6 Historic and Forecasted Market Size By Function
17.6.1 Bonding
17.6.2 Protection
17.6.3 Insulation
17.6.4 Glazing
17.6.5 Sound Proofing
17.6.6 And Others
17.7 Historic and Forecasted Market Size By End-User
17.7.1 Residential
17.7.2 Commercial
17.7.3 Industrial
17.8 Historic and Forecasted Market Size By Distribution Channel
17.8.1 Direct
17.8.2 Indirect
17.9 Historic and Forecast Market Size by Country
17.9.1 Brazil
17.9.2 Argentina
17.9.3 Rest of SA
Chapter 18 Investment Analysis
Chapter 19 Analyst Viewpoint and Conclusion