{"id":2483,"date":"2025-01-30T15:00:00","date_gmt":"2025-01-30T15:00:00","guid":{"rendered":"https:\/\/aventis.local\/?p=2483"},"modified":"2026-11-09T22:51:15","modified_gmt":"2026-11-09T22:51:15","slug":"ma-europa-central-oriental","status":"publish","type":"post","link":"https:\/\/aventis-advisors.com\/es\/ma-europa-central-oriental\/","title":{"rendered":"M&amp;A en Europa Central y del Este (CEE): c\u00f3mo elegir tu pr\u00f3ximo destino de inversi\u00f3n"},"content":{"rendered":"\n<p class=\"wp-block-paragraph\">Central and Eastern Europe (CEE) has been a growing hotspot for mergers and acquisitions (M&amp;A) over the past two decades. Entering a fast-growing market, employing skilled and low-cost workforce, accessing other European Union (EU) member countries, and a supportive business environment are among the many benefits the region offers. We expect this strong positive momentum in M&amp;A activity to persist as the economies of CEE continue to grow, and new investment opportunities arise.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">This report entails an in-depth study of the underlying trends in the M&amp;A landscape of CEE at a regional and country level. We analyze the median deal value and valuation multiples in <a href=\"https:\/\/aventis-advisors.com\/transactions\/\">M&amp;A transactions<\/a> in CEE and the rest of Europe and highlight the &#8220;CEE discount.&#8221; Lastly, the report sheds light on economic metrics, such as population, GDP and labor costs, that incentivize foreign buyers to expand in the region.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Our analysis covers the Central and Eastern European countries that are part of the European Union. The countries included in our analysis are Bulgaria, Croatia, the Czech Republic (also known as Czechia), Estonia, Hungary, Latvia, Lithuania, Poland, <a href=\"https:\/\/aventis-advisors.com\/ma-in-romania-surging-deal-volumes\/\">Romania<\/a>, Slovakia, and Slovenia.<\/p>\n\n\n\n<figure class=\"wp-block-image av-chart\"><p class=\"av-chart-title\">Economy of Central Eastern Europe: Analyzed region 1<\/p><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" overflow=\"hidden\" viewBox=\"0 54.50 620.00 639.50\" style=\"width:100%;height:auto;display:block\">\n  <defs>\n    <clipPath id=\"c202608main02f83829-clip0\">\n      <rect x=\"0\" y=\"0\" width=\"1134\" height=\"756\"\/>\n    <\/clipPath>\n    <image width=\"1040\" height=\"983\" xlink:href=\"data:image\/jpeg;base64,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\" preserveAspectRatio=\"none\" id=\"c202608main02f83829-img1\"\/>\n    <clipPath id=\"c202608main02f83829-clip2\">\n      <rect x=\"0\" y=\"0\" width=\"5923680\" height=\"5599018\"\/>\n    <\/clipPath>\n  <\/defs>\n  <g clip-path=\"url(#c202608main02f83829-clip0)\">\n    <rect x=\"0\" y=\"0\" width=\"1134\" height=\"756.056\" fill=\"#FFFFFF\"\/>\n    <g>\n      <g>\n        <g>\n          <path d=\"M7.31861 0.0115679 5.54487 0.0115679 0 13.8159 1.71205 13.8159 3.04235 10.388 9.76329 10.388 9.77486 10.4149 11.163 13.8159 12.8635 13.8159 7.31861 0.0115679ZM3.53591 9.01909 3.55519 8.96896 6.42017 1.54624 9.30443 9.01909 3.53591 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/>\n          <path d=\"M16.222 11.9496 13.1758 3.78655 11.4136 3.78655 15.4161 13.8159 17.0241 13.8159 21.0535 3.78655 19.2836 3.78655Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/>\n          <path d=\"M30.4544 8.71061C30.4544 7.19908 30.0418 5.96131 29.2243 5.03203 28.4107 4.10274 27.3002 3.63617 25.9275 3.63617 24.4892 3.63617 23.3363 4.12202 22.4995 5.08601 21.6628 6.05 21.2386 7.29547 21.2386 8.78387 21.2386 10.2376 21.6782 11.4638 22.5381 12.4316 23.3941 13.3956 24.5432 13.893 25.9467 13.9046 26.6138 13.9046 27.2231 13.8082 27.7629 13.6154 28.2989 13.4226 28.7308 13.1565 29.0469 12.8288 29.3593 12.4972 29.6099 12.1617 29.7911 11.8262 29.9608 11.5023 30.0726 11.1784 30.1228 10.8545L28.7308 10.8545C28.5534 11.3905 28.2141 11.8262 27.7282 12.1463 27.2539 12.4586 26.6524 12.6167 25.9429 12.6167L25.8658 12.6167C25.0792 12.6051 24.3774 12.3044 23.7681 11.726 23.1627 11.1476 22.835 10.3378 22.8003 9.31985L22.7964 9.27744 30.4197 9.27744C30.4428 9.00366 30.4544 8.81472 30.4544 8.71061ZM22.8311 8.08209 22.835 8.03967C22.943 7.10653 23.2669 6.35462 23.799 5.80322 24.3311 5.24796 25.0483 4.96648 25.9275 4.96648 26.7951 4.96648 27.5007 5.24796 28.0174 5.80322 28.5341 6.35462 28.8426 7.10653 28.939 8.03967L28.9428 8.08209 22.8311 8.08209Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/>\n          <path d=\"M37.0095 3.59761C36.3386 3.59761 35.683 3.74799 35.0699 4.04104 34.453 4.3341 33.9633 4.73126 33.6162 5.21711L33.5468 5.31351 33.5468 3.78655 31.9775 3.78655 31.9775 13.8159 33.6008 13.8159 33.6008 7.52683C33.6008 6.81348 33.8977 6.21195 34.4877 5.74538 35.0699 5.27495 35.7717 5.03974 36.5661 5.03974 37.3025 5.03974 37.9002 5.25953 38.3437 5.69525 38.7832 6.13483 39.0069 6.72094 39.0069 7.44586L39.0069 13.8159 40.638 13.8159 40.638 7.28391C40.638 6.16568 40.3063 5.26338 39.647 4.60016 38.9915 3.93693 38.1007 3.59761 37.0095 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/>\n          <path d=\"M46.2098 12.447 47.2818 12.447 47.2818 13.8313 46.2098 13.8313C45.2458 13.8313 44.4939 13.6347 43.9734 13.2491 43.4567 12.8635 43.1945 12.1386 43.1945 11.0975L43.1945 5.05902 41.6019 5.05902 41.6019 3.78655 43.1945 3.78655 43.1945 0.0115679 44.76 0.0115679 44.76 3.78655 46.7689 3.78655 46.7689 5.06287 44.7638 5.05902 44.7253 5.05516 44.7253 10.9085C44.7253 11.4214 44.8255 11.8069 45.0222 12.0614 45.2227 12.3159 45.6199 12.447 46.2098 12.447Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/>\n          <path d=\"M48.8704 3.78655 50.5015 3.78655 50.5015 13.8159 48.8704 13.8159Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/>\n          <path d=\"M56.2276 7.90857C55.4294 7.7659 54.8125 7.57696 54.396 7.35331 53.9719 7.12581 53.7559 6.75178 53.7559 6.2428 53.7559 5.7608 53.968 5.39449 54.3883 5.15927 54.797 4.92406 55.2983 4.81609 55.869 4.83923 56.3163 4.86622 56.7597 5.00118 57.1877 5.2441 57.608 5.48317 57.8741 5.86491 57.9743 6.37776L59.3548 6.37776C59.2545 5.47161 58.8805 4.77368 58.2404 4.29554 57.5926 3.80969 56.7327 3.56291 55.6839 3.56291 54.6852 3.56291 53.8253 3.82897 53.1235 4.35338 52.4256 4.87779 52.0709 5.58343 52.0709 6.45102 52.0709 7.26077 52.3678 7.86616 52.9462 8.2479 53.5323 8.6412 54.3266 8.93811 55.3022 9.13477 56.1312 9.27744 56.7751 9.48952 57.2186 9.75943 57.6736 10.0332 57.9011 10.4419 57.9011 10.9702 57.9011 11.4792 57.6967 11.9072 57.2957 12.235 56.8947 12.5589 56.3703 12.7324 55.734 12.7439 55.0978 12.7555 54.5233 12.5666 54.0258 12.181 53.5361 11.8031 53.2469 11.3674 53.166 10.8931L51.7431 10.8931C51.8164 11.6643 52.1943 12.3738 52.8613 13.0061 53.54 13.6501 54.5155 13.9779 55.7572 13.9779 56.8523 13.9779 57.77 13.6809 58.491 13.091 59.2044 12.5049 59.5669 11.753 59.5669 10.8545 59.5669 9.32757 58.4448 8.33658 56.2276 7.90857Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/>\n          <path d=\"M49.6725 0C49.1172 0 48.6661 0.451147 48.6661 1.00641 48.6661 1.56166 49.1172 2.01281 49.6725 2.01281 50.2277 2.01281 50.6789 1.56166 50.6789 1.00641 50.6789 0.451147 50.2277 0 49.6725 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/>\n          <path d=\"M74.4778 12.902C74.3159 12.8095 74.2118 12.6437 74.1617 12.4085L71.5165 0.0115679 69.5538 0.0115679 69.9972 1.87785 63.4459 12.4085C63.2994 12.6437 63.1298 12.8056 62.937 12.8905 62.748 12.9792 62.4897 13.0447 62.1696 13.0948L62.0231 13.8159 66.1875 13.8159 66.3148 13.0948C65.748 13.0717 65.3392 13.0139 65.0847 12.929 64.8302 12.8442 64.7068 12.6822 64.7068 12.447 64.7068 12.2234 64.8302 11.9226 65.077 11.5409L66.068 9.92524 71.7671 9.92524 72.1103 11.5602C72.1334 11.8069 72.145 11.9728 72.145 12.0576 72.145 12.3545 72.0486 12.5781 71.8481 12.7324 71.6514 12.8866 71.4394 12.983 71.2118 13.0216 70.9843 13.0563 70.6527 13.0833 70.2209 13.0948L70.0898 13.8159 75.0331 13.8159 75.1642 13.0948C74.8673 13.0563 74.6398 12.9946 74.4778 12.902ZM66.6233 9.01909 70.352 2.98837 71.582 9.01909 66.6233 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/>\n          <path d=\"M83.5471 12.7632C83.3735 12.7632 83.2887 12.6707 83.2887 12.4856 83.2887 12.4085 83.3388 12.1386 83.4352 11.6681L86.2115 0.0115679 85.7874 0.0115679 82.8646 0.790472 82.7682 1.16064 84.1409 1.73518 83.4931 4.44978C83.0342 4.03333 82.4635 3.82126 81.7695 3.82126 80.8209 3.82126 79.8916 4.15672 78.9855 4.81995 78.0793 5.48703 77.3351 6.39704 76.7567 7.54997 76.1745 8.70675 75.8853 9.92909 75.8853 11.2247 75.8853 12.1039 76.0704 12.7825 76.4405 13.2722 76.8107 13.7581 77.3274 14.001 77.9945 14.001 78.7348 14.001 79.4829 13.5884 80.2425 12.7632 81.0021 11.9342 81.6769 10.8854 82.2707 9.61676L82.398 9.61676C81.9545 11.082 81.7348 12.1578 81.7348 12.8365 81.7348 13.1797 81.8234 13.4612 82.0008 13.6771 82.1821 13.893 82.4365 14.001 82.7682 14.001 83.2502 14.001 83.7129 13.8313 84.1602 13.492 84.6036 13.1527 85.0972 12.5781 85.6408 11.7607L85.2514 11.3751C84.5226 12.3005 83.9558 12.7632 83.5471 12.7632ZM81.1795 10.6424C80.2541 12.0807 79.4212 12.7979 78.6808 12.7979 78.3222 12.7979 78.0523 12.6398 77.8672 12.3275 77.6822 12.0113 77.5896 11.5949 77.5896 11.0782 77.6012 10.0525 77.7863 9.04608 78.141 8.05895 78.4996 7.07183 79.0086 6.24665 79.6718 5.57957 80.3312 4.91249 81.0561 4.58088 81.8466 4.58088 82.4867 4.58088 82.9532 4.84694 83.2502 5.37521 82.7952 7.44971 82.1049 9.20417 81.1795 10.6424Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/>\n          <path d=\"M93.6458 3.59761C93.0134 3.59761 92.4736 3.88295 92.0186 4.44978L92.0186 4.73512C93.1677 4.73512 93.7384 5.18241 93.7384 6.07699 93.7384 7.08725 93.2448 8.1515 92.2615 9.27358L89.8207 12.0923 89.1189 3.60147 88.8721 3.60147 86.3388 4.26469 86.227 4.66185 87.6074 5.13614 88.4596 14.0087 89.196 14.0087 92.9016 9.75172C93.7229 8.80701 94.3129 7.98955 94.6792 7.30319 95.0455 6.61683 95.2268 5.94974 95.2268 5.3058 95.2268 4.82766 95.0957 4.42278 94.8373 4.09503 94.5867 3.76342 94.1895 3.59761 93.6458 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/>\n          <path d=\"M97.6676 12.7594C97.4941 12.7594 97.4092 12.6668 97.4092 12.4817 97.4092 12.3583 97.4632 12.0884 97.575 11.6681L99.4992 3.82126 99.0364 3.82126 96.1291 4.44978 96.0172 4.83923 97.4247 5.41377 95.998 11.1514C95.8244 11.8802 95.7396 12.4085 95.7396 12.7439 95.7396 13.1257 95.8437 13.4303 96.0558 13.6617 96.264 13.8892 96.5416 14.0048 96.8887 14.0048 97.3707 14.0048 97.8295 13.839 98.2691 13.5036 98.7087 13.172 99.2022 12.5897 99.7575 11.7645L99.3873 11.3751C98.6393 12.2967 98.0648 12.7594 97.6676 12.7594Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/>\n          <path d=\"M106.71 4.06032C106.282 3.75185 105.707 3.59761 104.99 3.59761 104.068 3.59761 103.297 3.87524 102.673 4.4305 102.048 4.98575 101.736 5.66055 101.736 6.45487 101.736 6.93301 101.917 7.442 102.275 7.97798 102.634 8.51396 103.027 8.97282 103.448 9.3507 103.872 9.72858 104.261 10.1373 104.62 10.5808 104.978 11.0203 105.16 11.4059 105.16 11.7337 105.16 12.6668 104.666 13.1334 103.683 13.1334 102.622 13.1334 101.797 12.3468 101.203 10.7697L101.053 10.7697C100.498 11.0203 100.22 11.4329 100.22 11.9997 100.22 12.5666 100.486 13.0447 101.015 13.4264 101.543 13.812 102.237 14.0048 103.097 14.0048 104.003 14.0048 104.793 13.7234 105.46 13.1642 106.128 12.6013 106.463 11.8686 106.463 10.9625 106.463 10.5846 106.343 10.1913 106.104 9.77871 105.865 9.36998 105.572 8.98438 105.225 8.62578 104.878 8.26718 104.531 7.924 104.184 7.59624 103.837 7.26848 103.544 6.94458 103.305 6.62068 103.066 6.30064 102.946 6.01915 102.946 5.78008 102.946 4.95876 103.382 4.55003 104.25 4.55003 105.083 4.55003 105.781 5.12457 106.351 6.26979L106.54 6.26979C107.084 6.00373 107.354 5.67597 107.354 5.28652 107.354 4.77753 107.138 4.3688 106.71 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/>\n          <path d=\"M115.239 4.60016C114.653 3.93308 113.863 3.59761 112.864 3.59761 111.881 3.59761 110.982 3.93308 110.161 4.60016 109.34 5.2711 108.719 6.10398 108.287 7.10653 107.859 8.10908 107.647 9.14248 107.647 10.199 107.647 11.3982 107.94 12.3314 108.526 12.9984 109.112 13.6694 109.903 14.001 110.897 14.001 111.881 14.001 112.783 13.6694 113.604 12.9984 114.422 12.3314 115.046 11.4946 115.474 10.4921 115.906 9.48952 116.118 8.45997 116.118 7.39959 116.118 6.20424 115.825 5.2711 115.239 4.60016ZM113.936 9.75558C113.662 10.708 113.261 11.5293 112.733 12.2157 112.205 12.902 111.611 13.2452 110.955 13.2452 110.477 13.2452 110.099 13.0177 109.829 12.5627 109.559 12.1116 109.424 11.4753 109.424 10.654 109.424 9.73244 109.559 8.7993 109.829 7.84688 110.099 6.89445 110.5 6.07314 111.032 5.38677 111.561 4.70041 112.154 4.35723 112.81 4.35723 113.288 4.35723 113.662 4.58088 113.936 5.03588 114.206 5.49089 114.341 6.12712 114.341 6.94844 114.341 7.86616 114.206 8.80315 113.936 9.75558Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/>\n          <path d=\"M125.095 4.75054C125.095 4.43435 125.01 4.16444 124.841 3.93693 124.671 3.70943 124.401 3.59761 124.035 3.59761 123.418 3.59761 122.731 4.12973 121.983 5.19783 121.231 6.26208 120.333 7.87001 119.288 10.0139L119.157 10.0139 120.159 6.74022 120.954 3.59761 120.479 3.59761 117.622 4.24155 117.51 4.63872 118.949 5.22482 116.809 13.8159 118.532 13.8159C118.898 12.3545 119.388 10.9663 120.009 9.65147 120.626 8.34044 121.22 7.33789 121.787 6.64382 122.353 5.94974 122.801 5.60271 123.128 5.60271 123.483 5.60271 123.657 5.83792 123.657 6.30449L123.942 6.30449C124.709 5.93818 125.095 5.42148 125.095 4.75054Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/>\n          <path d=\"M130.366 4.06032C129.938 3.75185 129.364 3.59761 128.646 3.59761 127.725 3.59761 126.954 3.87524 126.329 4.4305 125.704 4.98575 125.392 5.66055 125.392 6.45487 125.392 6.93301 125.573 7.442 125.932 7.97798 126.29 8.51396 126.684 8.97282 127.104 9.3507 127.528 9.72858 127.918 10.1373 128.276 10.5808 128.635 11.0203 128.816 11.4059 128.816 11.7337 128.816 12.6668 128.322 13.1334 127.339 13.1334 126.279 13.1334 125.454 12.3468 124.86 10.7697L124.709 10.7697C124.154 11.0203 123.877 11.4329 123.877 11.9997 123.877 12.5666 124.143 13.0447 124.671 13.4264 125.199 13.812 125.893 14.0048 126.753 14.0048 127.659 14.0048 128.45 13.7234 129.117 13.1642 129.784 12.6013 130.119 11.8686 130.119 10.9625 130.119 10.5846 130 10.1913 129.761 9.77871 129.522 9.36998 129.229 8.98438 128.882 8.62578 128.535 8.26718 128.188 7.924 127.84 7.59624 127.493 7.26848 127.2 6.94458 126.961 6.62068 126.722 6.30064 126.603 6.01915 126.603 5.78008 126.603 4.95876 127.038 4.55003 127.906 4.55003 128.739 4.55003 129.437 5.12457 130.008 6.26979L130.196 6.26979C130.74 6.00373 131.01 5.67597 131.01 5.28652 131.006 4.77753 130.794 4.3688 130.366 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/>\n          <path d=\"M99.1059 0C98.5506 0 98.0994 0.451147 98.0994 1.00641 98.0994 1.56166 98.5506 2.01281 99.1059 2.01281 99.6611 2.01281 100.112 1.56166 100.112 1.00641 100.112 0.451147 99.6611 0 99.1059 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/>\n        <\/g>\n      <\/g>\n    <\/g>\n    \n    \n    \n    \n    <path d=\"M4.49998 729.554 1131.17 729.554\" stroke=\"#000000\" stroke-width=\"0.666765\" stroke-miterlimit=\"8\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"11\" transform=\"matrix(1 0 0 1.00007 13.802 745)\">Source: World Bank; Aventis Advisors analysis<\/text>\n    <g transform=\"matrix(0.000105002 0 0 0.00010501 3.99996 79.0058)\">\n      <g clip-path=\"url(#c202608main02f83829-clip2)\" transform=\"matrix(1 0 0 1.06819 -0.00118868 0.0471023)\">\n        <use width=\"100%\" height=\"100%\" xlink:href=\"#c202608main02f83829-img1\" transform=\"scale(5695.85 5695.85)\"\/>\n      <\/g>\n    <\/g>\n    <path d=\"M626.225 79.3509 709.438 79.3509 709.438 141.765 626.225 141.765Z\" fill=\"#120C2C\" fill-rule=\"evenodd\"\/>\n    <path d=\"M709.438 79.3509 806.518 79.3509 806.518 141.765 709.438 141.765Z\" fill=\"#120C2C\" fill-rule=\"evenodd\"\/>\n    <path d=\"M806.518 79.3509 870.528 79.3509 870.528 141.765 806.518 141.765Z\" fill=\"#120C2C\" fill-rule=\"evenodd\"\/>\n    <path d=\"M870.528 79.3509 962.808 79.3509 962.808 141.765 870.528 141.765Z\" fill=\"#120C2C\" fill-rule=\"evenodd\"\/>\n    <path d=\"M962.808 79.3509 1039.09 79.3509 1039.09 141.765 962.808 141.765Z\" fill=\"#120C2C\" fill-rule=\"evenodd\"\/>\n    <path d=\"M1039.09 79.3509 1130.33 79.3509 1130.33 141.765 1039.09 141.765Z\" fill=\"#120C2C\" fill-rule=\"evenodd\"\/>\n    <path d=\"M626.225 333.701 709.438 333.701 709.438 361.121 626.225 361.121Z\" fill=\"#FFFFFF\" fill-rule=\"evenodd\"\/>\n    <path d=\"M709.438 333.701 806.518 333.701 806.518 361.121 709.438 361.121Z\" fill=\"#FFFFFF\" fill-rule=\"evenodd\"\/>\n    <path d=\"M709.438 78.6841 709.438 443.879\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M806.518 78.6841 806.518 443.879\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M870.528 78.6841 870.528 443.879\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M962.808 78.6841 962.808 443.879\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M1039.09 78.6841 1039.09 443.879\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M625.559 141.765 1131 141.765\" stroke=\"#FFFFFF\" stroke-width=\"4.00059\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M625.559 169.184 1131 169.184\" stroke=\"#BFBFBF\" stroke-width=\"0.333382\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"0.333382 0.333382\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M625.559 196.604 1131 196.604\" stroke=\"#BFBFBF\" stroke-width=\"0.333382\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"0.333382 0.333382\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M625.559 224.023 1131 224.023\" stroke=\"#BFBFBF\" stroke-width=\"0.333382\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"0.333382 0.333382\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M625.559 251.443 1131 251.443\" stroke=\"#BFBFBF\" stroke-width=\"0.333382\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"0.333382 0.333382\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M625.559 278.862 1131 278.862\" stroke=\"#BFBFBF\" stroke-width=\"0.333382\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"0.333382 0.333382\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M625.559 306.282 1131 306.282\" stroke=\"#BFBFBF\" stroke-width=\"0.333382\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"0.333382 0.333382\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M625.559 333.701 1131 333.701\" stroke=\"#BFBFBF\" stroke-width=\"0.333382\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"0.333382 0.333382\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M625.559 361.121 1131 361.121\" stroke=\"#BFBFBF\" stroke-width=\"0.333382\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"0.333382 0.333382\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M625.559 388.54 1131 388.54\" stroke=\"#BFBFBF\" stroke-width=\"0.333382\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"0.333382 0.333382\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M625.559 415.96 1131 415.96\" stroke=\"#BFBFBF\" stroke-width=\"0.333382\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"0.333382 0.333382\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M626.225 78.6841 626.225 443.879\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M1130.33 78.6841 1130.33 443.879\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M625.559 79.3509 1131 79.3509\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <path d=\"M625.559 443.379 1131 443.379\" stroke=\"#D9D9D9\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/>\n    <text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1049.69 98)\">Unemploy<\/text>\n    <g>\n      <text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1054.86 116)\">ment rate<\/text>\n    <\/g>\n    <text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1098.03 133)\">(%)<\/text>\n    <g>\n      <text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 972.576 107)\">Inflation<\/text>\n    <\/g>\n    <text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 975.91 125)\">rate (%)<\/text>\n    <g>\n      <text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 894.465 107)\">GDP per<\/text>\n    <\/g>\n    <text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 883.463 125)\">capita<\/text>\n    <text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"10\" transform=\"matrix(1 0 0 1.00007 925.803 121)\">2<\/text>\n    <text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 935.304 125)\">(<\/text>\n    <text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 940.138 125)\">k<\/text>\n    <text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 948.306 125)\">)<\/text>\n    <text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 823.454 107)\">GDP<\/text>\n    <text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"10\" transform=\"matrix(1 0 0 1.00007 855.292 103)\">2<\/text>\n    <text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 816.12 125)\">in (bn)<\/text>\n    <text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 721.039 107)\">Population<\/text>\n    <text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 774.214 125)\">(m)<\/text>\n    <text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 635.827 116)\">Country<\/text>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1096.26 161)\">2.7%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 996.813 161)\">11.5%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 933.537 161)\">17.3<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 833.189 161)\">633.6<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 777.281 161)\">36.7<\/text>\n    <\/g>\n    <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 637.566 161)\">Poland<\/text>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1096.26 188)\">5.6%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 996.813 188)\">10.4%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 933.537 188)\">12.4<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 833.189 188)\">236.0<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 777.281 188)\">19.1<\/text>\n    <\/g>\n    <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 637.566 188)\">Romania<\/text>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1096.26 216)\">2.6%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 996.813 216)\">10.7%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 933.537 216)\">19.8<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 833.189 216)\">215.3<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 777.281 216)\">10.9<\/text>\n    <\/g>\n    <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 637.566 216)\">Czechia<\/text>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1096.26 243)\">4.1%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 996.813 243)\">17.1%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 933.537 243)\">16.3<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 833.189 243)\">156.2<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 785.449 243)\">9.6<\/text>\n    <\/g>\n    <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 637.566 243)\">Hungary<\/text>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1096.26 271)\">5.8%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 996.813 271)\">10.5%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 933.537 271)\">19.2<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 833.189 271)\">104.3<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 785.449 271)\">5.4<\/text>\n    <\/g>\n    <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 637.566 271)\">Slovakia<\/text>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1096.26 298)\">4.3%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1004.98 298)\">9.4%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 941.705 298)\">9.8<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 841.357 298)\">62.9<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 785.449 298)\">6.4<\/text>\n    <\/g>\n    <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 637.566 298)\">Bulgaria<\/text>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1096.26 326)\">6.1%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1004.98 326)\">7.9%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 933.537 326)\">17.2<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 841.357 326)\">66.4<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 785.449 326)\">3.9<\/text>\n    <\/g>\n    <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 637.566 326)\">Croatia<\/text>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1096.26 353)\">7.0%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1004.98 353)\">9.1%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 933.537 353)\">18.2<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 841.357 353)\">52.3<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 785.449 353)\">2.9<\/text>\n    <\/g>\n    <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 637.566 353)\">Lithuania<\/text>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1096.26 380)\">3.6%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1004.98 380)\">7.4%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 933.537 380)\">25.6<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 841.357 380)\">54.4<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 785.449 380)\">2.1<\/text>\n    <\/g>\n    <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 637.566 380)\">Slovenia<\/text>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1096.26 408)\">6.5%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1004.98 408)\">8.9%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 933.537 408)\">17.0<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 841.357 408)\">31.9<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 785.449 408)\">1.9<\/text>\n    <\/g>\n    <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 637.566 408)\">Latvia<\/text>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1096.26 435)\">6.3%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 1004.98 435)\">9.2%<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 933.537 435)\">20.3<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 841.357 435)\">27.7<\/text>\n    <\/g>\n    <g>\n      <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 785.449 435)\">1.4<\/text>\n    <\/g>\n    <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"15\" transform=\"matrix(1 0 0 1.00007 637.566 435)\">Estonia<\/text>\n    <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"11\" transform=\"matrix(1 0 0 1.00007 634.65 488)\">Note: 2) Real<\/text>\n    <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"11\" transform=\"matrix(1 0 0 1.00007 700.827 488)\">GDP<\/text>\n    <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"11\" transform=\"matrix(1 0 0 1.00007 723.997 488)\">, in USD<\/text>\n    <text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"11\" transform=\"matrix(1 0 0 1.00007 634.65 463)\">Note: 1) Including only EU countries<\/text>\n  <\/g>\n<\/svg><\/figure>\n\n\n\n<figure class=\"wp-block-table aventis-center wide-firstcol\"><table><caption>Economy of Central Eastern Europe: Analyzed Region<\/caption><thead><tr><th>Country<\/th><th>Population (m)<\/th><th>GDP (bn)<\/th><th>GDP per Capita (k)<\/th><th>Inflation Rate (%)<\/th><th>Unemployment Rate (%)<\/th><\/tr><\/thead><tbody><tr><td>Poland<\/td><td>36.7<\/td><td>633.6<\/td><td>17.3<\/td><td>11.5%<\/td><td>2.7%<\/td><\/tr><tr><td>Romania<\/td><td>19.1<\/td><td>236.0<\/td><td>12.4<\/td><td>10.4%<\/td><td>5.6%<\/td><\/tr><tr><td>Czechia<\/td><td>10.9<\/td><td>215.3<\/td><td>19.8<\/td><td>10.7%<\/td><td>2.6%<\/td><\/tr><tr><td>Hungary<\/td><td>9.6<\/td><td>156.2<\/td><td>16.3<\/td><td>17.1%<\/td><td>4.1%<\/td><\/tr><tr><td>Slovakia<\/td><td>5.4<\/td><td>104.3<\/td><td>19.2<\/td><td>10.5%<\/td><td>5.8%<\/td><\/tr><tr><td>Bulgaria<\/td><td>6.4<\/td><td>62.9<\/td><td>9.8<\/td><td>9.4%<\/td><td>4.3%<\/td><\/tr><tr><td>Croatia<\/td><td>3.9<\/td><td>66.4<\/td><td>17.2<\/td><td>7.9%<\/td><td>6.1%<\/td><\/tr><tr><td>Lithuania<\/td><td>2.9<\/td><td>52.3<\/td><td>18.2<\/td><td>9.1%<\/td><td>7.0%<\/td><\/tr><tr><td>Slovenia<\/td><td>2.1<\/td><td>54.4<\/td><td>25.6<\/td><td>7.4%<\/td><td>3.6%<\/td><\/tr><tr><td>Latvia<\/td><td>1.9<\/td><td>31.9<\/td><td>17.0<\/td><td>8.9%<\/td><td>6.5%<\/td><\/tr><tr><td>Estonia<\/td><td>1.4<\/td><td>27.7<\/td><td>20.3<\/td><td>9.2%<\/td><td>6.3%<\/td><\/tr><\/tbody><\/table><figcaption class=\"wp-element-caption\">Notes: (1) Including only EU countries. (2) Real GDP, in USD. Source: World Bank; Aventis Advisors analysis<\/figcaption><\/figure>\n\n\n\n<h2 class=\"wp-block-heading\" id=\"M&amp;A-Overview\">Mergers and Acquisitions in CEE: Trends and Insights<\/h2>\n\n\n\n<h3 class=\"wp-block-heading\">Total annual deal volumes are up 6x from what they were 21 years ago<\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Over two decades, from 2003 to 2024, the CEE region experienced a remarkable six-fold increase in M&amp;A deals, skyrocketing from a modest 169 transactions to an impressive 1,074. While the 9.2% CAGR over the 21 years is outstanding, it&#8217;s worth noting that this growth wasn&#8217;t uniform throughout the entire period.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Following a solid start in the early years, deal flows declined by 43% between 2007 to 2009 as a result of the Global Financial Crises. We saw a strong bounce back in 2010 as global financial conditions improved. However, further growth in the early years of the new decade was muted by the European sovereign debt crises that weighed on consumer and business confidence across the continent.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">In 2013, the total deal volumes reached a new record high at 737 and hovered around this level until 2021. In 2021, the risk-on environment pushed deal volumes to unprecedented levels. Despite the growing headwinds in 2022, notably Russia&#8217;s invasion of Ukraine and double-digit inflation, the M&amp;A activity in CEE remained resilient, recording a record 1,245 deals over the year. In 2023 and 2024, deal volumes remained stable at around 1,100, significantly exceeding the median of 700 deals per year over the observed period.<\/p>\n\n\n\n<figure class=\"wp-block-image av-chart\"><p class=\"av-chart-title\">M&amp;A in CEE: Total Deal Volumes, 2003 &#8211; 2024<\/p><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" overflow=\"hidden\" viewBox=\"0 54.50 1134.00 701.50\" style=\"width:100%;height:auto;display:block\"><defs><clipPath id=\"c202405main82f085ba-clip0\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756\"\/><\/clipPath><clipPath id=\"c202405main82f085ba-clip1\"><rect x=\"3\" y=\"100\" width=\"1127\" height=\"606\"\/><\/clipPath><\/defs><g clip-path=\"url(#c202405main82f085ba-clip0)\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756.056\" fill=\"#FFFFFF\"\/><g><g><g><path d=\"M7.31861 0.0115679 5.54487 0.0115679 0 13.8159 1.71205 13.8159 3.04235 10.388 9.76329 10.388 9.77486 10.4149 11.163 13.8159 12.8635 13.8159 7.31861 0.0115679ZM3.53591 9.01909 3.55519 8.96896 6.42017 1.54624 9.30443 9.01909 3.53591 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M16.222 11.9496 13.1758 3.78655 11.4136 3.78655 15.4161 13.8159 17.0241 13.8159 21.0535 3.78655 19.2836 3.78655Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M30.4544 8.71061C30.4544 7.19908 30.0418 5.96131 29.2243 5.03203 28.4107 4.10274 27.3002 3.63617 25.9275 3.63617 24.4892 3.63617 23.3363 4.12202 22.4995 5.08601 21.6628 6.05 21.2386 7.29547 21.2386 8.78387 21.2386 10.2376 21.6782 11.4638 22.5381 12.4316 23.3941 13.3956 24.5432 13.893 25.9467 13.9046 26.6138 13.9046 27.2231 13.8082 27.7629 13.6154 28.2989 13.4226 28.7308 13.1565 29.0469 12.8288 29.3593 12.4972 29.6099 12.1617 29.7911 11.8262 29.9608 11.5023 30.0726 11.1784 30.1228 10.8545L28.7308 10.8545C28.5534 11.3905 28.2141 11.8262 27.7282 12.1463 27.2539 12.4586 26.6524 12.6167 25.9429 12.6167L25.8658 12.6167C25.0792 12.6051 24.3774 12.3044 23.7681 11.726 23.1627 11.1476 22.835 10.3378 22.8003 9.31985L22.7964 9.27744 30.4197 9.27744C30.4428 9.00366 30.4544 8.81472 30.4544 8.71061ZM22.8311 8.08209 22.835 8.03967C22.943 7.10653 23.2669 6.35462 23.799 5.80322 24.3311 5.24796 25.0483 4.96648 25.9275 4.96648 26.7951 4.96648 27.5007 5.24796 28.0174 5.80322 28.5341 6.35462 28.8426 7.10653 28.939 8.03967L28.9428 8.08209 22.8311 8.08209Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M37.0095 3.59761C36.3386 3.59761 35.683 3.74799 35.0699 4.04104 34.453 4.3341 33.9633 4.73126 33.6162 5.21711L33.5468 5.31351 33.5468 3.78655 31.9775 3.78655 31.9775 13.8159 33.6008 13.8159 33.6008 7.52683C33.6008 6.81348 33.8977 6.21195 34.4877 5.74538 35.0699 5.27495 35.7717 5.03974 36.5661 5.03974 37.3025 5.03974 37.9002 5.25953 38.3437 5.69525 38.7832 6.13483 39.0069 6.72094 39.0069 7.44586L39.0069 13.8159 40.638 13.8159 40.638 7.28391C40.638 6.16568 40.3063 5.26338 39.647 4.60016 38.9915 3.93693 38.1007 3.59761 37.0095 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M46.2098 12.447 47.2818 12.447 47.2818 13.8313 46.2098 13.8313C45.2458 13.8313 44.4939 13.6347 43.9734 13.2491 43.4567 12.8635 43.1945 12.1386 43.1945 11.0975L43.1945 5.05902 41.6019 5.05902 41.6019 3.78655 43.1945 3.78655 43.1945 0.0115679 44.76 0.0115679 44.76 3.78655 46.7689 3.78655 46.7689 5.06287 44.7638 5.05902 44.7253 5.05516 44.7253 10.9085C44.7253 11.4214 44.8255 11.8069 45.0222 12.0614 45.2227 12.3159 45.6199 12.447 46.2098 12.447Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M48.8704 3.78655 50.5015 3.78655 50.5015 13.8159 48.8704 13.8159Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M56.2276 7.90857C55.4294 7.7659 54.8125 7.57696 54.396 7.35331 53.9719 7.12581 53.7559 6.75178 53.7559 6.2428 53.7559 5.7608 53.968 5.39449 54.3883 5.15927 54.797 4.92406 55.2983 4.81609 55.869 4.83923 56.3163 4.86622 56.7597 5.00118 57.1877 5.2441 57.608 5.48317 57.8741 5.86491 57.9743 6.37776L59.3548 6.37776C59.2545 5.47161 58.8805 4.77368 58.2404 4.29554 57.5926 3.80969 56.7327 3.56291 55.6839 3.56291 54.6852 3.56291 53.8253 3.82897 53.1235 4.35338 52.4256 4.87779 52.0709 5.58343 52.0709 6.45102 52.0709 7.26077 52.3678 7.86616 52.9462 8.2479 53.5323 8.6412 54.3266 8.93811 55.3022 9.13477 56.1312 9.27744 56.7751 9.48952 57.2186 9.75943 57.6736 10.0332 57.9011 10.4419 57.9011 10.9702 57.9011 11.4792 57.6967 11.9072 57.2957 12.235 56.8947 12.5589 56.3703 12.7324 55.734 12.7439 55.0978 12.7555 54.5233 12.5666 54.0258 12.181 53.5361 11.8031 53.2469 11.3674 53.166 10.8931L51.7431 10.8931C51.8164 11.6643 52.1943 12.3738 52.8613 13.0061 53.54 13.6501 54.5155 13.9779 55.7572 13.9779 56.8523 13.9779 57.77 13.6809 58.491 13.091 59.2044 12.5049 59.5669 11.753 59.5669 10.8545 59.5669 9.32757 58.4448 8.33658 56.2276 7.90857Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M49.6725 0C49.1172 0 48.6661 0.451147 48.6661 1.00641 48.6661 1.56166 49.1172 2.01281 49.6725 2.01281 50.2277 2.01281 50.6789 1.56166 50.6789 1.00641 50.6789 0.451147 50.2277 0 49.6725 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M74.4778 12.902C74.3159 12.8095 74.2118 12.6437 74.1617 12.4085L71.5165 0.0115679 69.5538 0.0115679 69.9972 1.87785 63.4459 12.4085C63.2994 12.6437 63.1298 12.8056 62.937 12.8905 62.748 12.9792 62.4897 13.0447 62.1696 13.0948L62.0231 13.8159 66.1875 13.8159 66.3148 13.0948C65.748 13.0717 65.3392 13.0139 65.0847 12.929 64.8302 12.8442 64.7068 12.6822 64.7068 12.447 64.7068 12.2234 64.8302 11.9226 65.077 11.5409L66.068 9.92524 71.7671 9.92524 72.1103 11.5602C72.1334 11.8069 72.145 11.9728 72.145 12.0576 72.145 12.3545 72.0486 12.5781 71.8481 12.7324 71.6514 12.8866 71.4394 12.983 71.2118 13.0216 70.9843 13.0563 70.6527 13.0833 70.2209 13.0948L70.0898 13.8159 75.0331 13.8159 75.1642 13.0948C74.8673 13.0563 74.6398 12.9946 74.4778 12.902ZM66.6233 9.01909 70.352 2.98837 71.582 9.01909 66.6233 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M83.5471 12.7632C83.3735 12.7632 83.2887 12.6707 83.2887 12.4856 83.2887 12.4085 83.3388 12.1386 83.4352 11.6681L86.2115 0.0115679 85.7874 0.0115679 82.8646 0.790472 82.7682 1.16064 84.1409 1.73518 83.4931 4.44978C83.0342 4.03333 82.4635 3.82126 81.7695 3.82126 80.8209 3.82126 79.8916 4.15672 78.9855 4.81995 78.0793 5.48703 77.3351 6.39704 76.7567 7.54997 76.1745 8.70675 75.8853 9.92909 75.8853 11.2247 75.8853 12.1039 76.0704 12.7825 76.4405 13.2722 76.8107 13.7581 77.3274 14.001 77.9945 14.001 78.7348 14.001 79.4829 13.5884 80.2425 12.7632 81.0021 11.9342 81.6769 10.8854 82.2707 9.61676L82.398 9.61676C81.9545 11.082 81.7348 12.1578 81.7348 12.8365 81.7348 13.1797 81.8234 13.4612 82.0008 13.6771 82.1821 13.893 82.4365 14.001 82.7682 14.001 83.2502 14.001 83.7129 13.8313 84.1602 13.492 84.6036 13.1527 85.0972 12.5781 85.6408 11.7607L85.2514 11.3751C84.5226 12.3005 83.9558 12.7632 83.5471 12.7632ZM81.1795 10.6424C80.2541 12.0807 79.4212 12.7979 78.6808 12.7979 78.3222 12.7979 78.0523 12.6398 77.8672 12.3275 77.6822 12.0113 77.5896 11.5949 77.5896 11.0782 77.6012 10.0525 77.7863 9.04608 78.141 8.05895 78.4996 7.07183 79.0086 6.24665 79.6718 5.57957 80.3312 4.91249 81.0561 4.58088 81.8466 4.58088 82.4867 4.58088 82.9532 4.84694 83.2502 5.37521 82.7952 7.44971 82.1049 9.20417 81.1795 10.6424Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M93.6458 3.59761C93.0134 3.59761 92.4736 3.88295 92.0186 4.44978L92.0186 4.73512C93.1677 4.73512 93.7384 5.18241 93.7384 6.07699 93.7384 7.08725 93.2448 8.1515 92.2615 9.27358L89.8207 12.0923 89.1189 3.60147 88.8721 3.60147 86.3388 4.26469 86.227 4.66185 87.6074 5.13614 88.4596 14.0087 89.196 14.0087 92.9016 9.75172C93.7229 8.80701 94.3129 7.98955 94.6792 7.30319 95.0455 6.61683 95.2268 5.94974 95.2268 5.3058 95.2268 4.82766 95.0957 4.42278 94.8373 4.09503 94.5867 3.76342 94.1895 3.59761 93.6458 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M97.6676 12.7594C97.4941 12.7594 97.4092 12.6668 97.4092 12.4817 97.4092 12.3583 97.4632 12.0884 97.575 11.6681L99.4992 3.82126 99.0364 3.82126 96.1291 4.44978 96.0172 4.83923 97.4247 5.41377 95.998 11.1514C95.8244 11.8802 95.7396 12.4085 95.7396 12.7439 95.7396 13.1257 95.8437 13.4303 96.0558 13.6617 96.264 13.8892 96.5416 14.0048 96.8887 14.0048 97.3707 14.0048 97.8295 13.839 98.2691 13.5036 98.7087 13.172 99.2022 12.5897 99.7575 11.7645L99.3873 11.3751C98.6393 12.2967 98.0648 12.7594 97.6676 12.7594Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M106.71 4.06032C106.282 3.75185 105.707 3.59761 104.99 3.59761 104.068 3.59761 103.297 3.87524 102.673 4.4305 102.048 4.98575 101.736 5.66055 101.736 6.45487 101.736 6.93301 101.917 7.442 102.275 7.97798 102.634 8.51396 103.027 8.97282 103.448 9.3507 103.872 9.72858 104.261 10.1373 104.62 10.5808 104.978 11.0203 105.16 11.4059 105.16 11.7337 105.16 12.6668 104.666 13.1334 103.683 13.1334 102.622 13.1334 101.797 12.3468 101.203 10.7697L101.053 10.7697C100.498 11.0203 100.22 11.4329 100.22 11.9997 100.22 12.5666 100.486 13.0447 101.015 13.4264 101.543 13.812 102.237 14.0048 103.097 14.0048 104.003 14.0048 104.793 13.7234 105.46 13.1642 106.128 12.6013 106.463 11.8686 106.463 10.9625 106.463 10.5846 106.343 10.1913 106.104 9.77871 105.865 9.36998 105.572 8.98438 105.225 8.62578 104.878 8.26718 104.531 7.924 104.184 7.59624 103.837 7.26848 103.544 6.94458 103.305 6.62068 103.066 6.30064 102.946 6.01915 102.946 5.78008 102.946 4.95876 103.382 4.55003 104.25 4.55003 105.083 4.55003 105.781 5.12457 106.351 6.26979L106.54 6.26979C107.084 6.00373 107.354 5.67597 107.354 5.28652 107.354 4.77753 107.138 4.3688 106.71 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M115.239 4.60016C114.653 3.93308 113.863 3.59761 112.864 3.59761 111.881 3.59761 110.982 3.93308 110.161 4.60016 109.34 5.2711 108.719 6.10398 108.287 7.10653 107.859 8.10908 107.647 9.14248 107.647 10.199 107.647 11.3982 107.94 12.3314 108.526 12.9984 109.112 13.6694 109.903 14.001 110.897 14.001 111.881 14.001 112.783 13.6694 113.604 12.9984 114.422 12.3314 115.046 11.4946 115.474 10.4921 115.906 9.48952 116.118 8.45997 116.118 7.39959 116.118 6.20424 115.825 5.2711 115.239 4.60016ZM113.936 9.75558C113.662 10.708 113.261 11.5293 112.733 12.2157 112.205 12.902 111.611 13.2452 110.955 13.2452 110.477 13.2452 110.099 13.0177 109.829 12.5627 109.559 12.1116 109.424 11.4753 109.424 10.654 109.424 9.73244 109.559 8.7993 109.829 7.84688 110.099 6.89445 110.5 6.07314 111.032 5.38677 111.561 4.70041 112.154 4.35723 112.81 4.35723 113.288 4.35723 113.662 4.58088 113.936 5.03588 114.206 5.49089 114.341 6.12712 114.341 6.94844 114.341 7.86616 114.206 8.80315 113.936 9.75558Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M125.095 4.75054C125.095 4.43435 125.01 4.16444 124.841 3.93693 124.671 3.70943 124.401 3.59761 124.035 3.59761 123.418 3.59761 122.731 4.12973 121.983 5.19783 121.231 6.26208 120.333 7.87001 119.288 10.0139L119.157 10.0139 120.159 6.74022 120.954 3.59761 120.479 3.59761 117.622 4.24155 117.51 4.63872 118.949 5.22482 116.809 13.8159 118.532 13.8159C118.898 12.3545 119.388 10.9663 120.009 9.65147 120.626 8.34044 121.22 7.33789 121.787 6.64382 122.353 5.94974 122.801 5.60271 123.128 5.60271 123.483 5.60271 123.657 5.83792 123.657 6.30449L123.942 6.30449C124.709 5.93818 125.095 5.42148 125.095 4.75054Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M130.366 4.06032C129.938 3.75185 129.364 3.59761 128.646 3.59761 127.725 3.59761 126.954 3.87524 126.329 4.4305 125.704 4.98575 125.392 5.66055 125.392 6.45487 125.392 6.93301 125.573 7.442 125.932 7.97798 126.29 8.51396 126.684 8.97282 127.104 9.3507 127.528 9.72858 127.918 10.1373 128.276 10.5808 128.635 11.0203 128.816 11.4059 128.816 11.7337 128.816 12.6668 128.322 13.1334 127.339 13.1334 126.279 13.1334 125.454 12.3468 124.86 10.7697L124.709 10.7697C124.154 11.0203 123.877 11.4329 123.877 11.9997 123.877 12.5666 124.143 13.0447 124.671 13.4264 125.199 13.812 125.893 14.0048 126.753 14.0048 127.659 14.0048 128.45 13.7234 129.117 13.1642 129.784 12.6013 130.119 11.8686 130.119 10.9625 130.119 10.5846 130 10.1913 129.761 9.77871 129.522 9.36998 129.229 8.98438 128.882 8.62578 128.535 8.26718 128.188 7.924 127.84 7.59624 127.493 7.26848 127.2 6.94458 126.961 6.62068 126.722 6.30064 126.603 6.01915 126.603 5.78008 126.603 4.95876 127.038 4.55003 127.906 4.55003 128.739 4.55003 129.437 5.12457 130.008 6.26979L130.196 6.26979C130.74 6.00373 131.01 5.67597 131.01 5.28652 131.006 4.77753 130.794 4.3688 130.366 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M99.1059 0C98.5506 0 98.0994 0.451147 98.0994 1.00641 98.0994 1.56166 98.5506 2.01281 99.1059 2.01281 99.6611 2.01281 100.112 1.56166 100.112 1.00641 100.112 0.451147 99.6611 0 99.1059 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><\/g><\/g><\/g><g><path d=\"M11.0005 609.07 47.002 609.07 47.002 678.05 11.0005 678.05ZM63.0026 551.064 98.0041 551.064 98.0041 678.05 63.0026 678.05ZM114.005 522.06 149.006 522.06 149.006 678.05 114.005 678.05ZM165.007 510.059 201.008 510.059 201.008 678.05 165.007 678.05ZM216.009 480.055 252.011 480.055 252.011 678.05 216.009 678.05ZM268.011 505.058 303.013 505.058 303.013 678.05 268.011 678.05ZM319.013 566.065 354.015 566.065 354.015 678.05 319.013 678.05ZM370.016 467.054 406.017 467.054 406.017 678.05 370.016 678.05ZM421.018 432.05 457.019 432.05 457.019 678.05 421.018 678.05ZM472.02 424.049 508.021 424.049 508.021 678.05 472.02 678.05ZM524.022 374.043 559.023 374.043 559.023 678.05 524.022 678.05ZM575.024 375.043 610.026 375.043 610.026 678.05 575.024 678.05ZM626.026 373.043 662.028 373.043 662.028 678.05 626.026 678.05ZM677.028 371.043 713.03 371.043 713.03 678.05 677.028 678.05ZM728.031 371.043 764.032 371.043 764.032 678.05 728.031 678.05ZM780.033 388.045 815.034 388.045 815.034 678.05 780.033 678.05ZM831.035 362.042 866.036 362.042 866.036 678.05 831.035 678.05ZM882.037 387.045 918.039 387.045 918.039 678.05 882.037 678.05ZM933.039 276.032 969.041 276.032 969.041 678.05 933.039 678.05ZM984.041 164.019 1020.04 164.019 1020.04 678.05 984.041 678.05ZM1036.04 238.027 1071.04 238.027 1071.04 678.05 1036.04 678.05ZM1087.05 235.027 1122.05 235.027 1122.05 678.05 1087.05 678.05Z\" fill=\"#CEC9ED\"\/><\/g><g clip-path=\"url(#c202405main82f085ba-clip1)\"><path d=\"M3.50004 678.55 1130.5 678.55\" stroke=\"#000000\" stroke-width=\"0.666765\" stroke-miterlimit=\"8\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 15.9213 599)\">169<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 67.1333 542)\">308<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 118.345 512)\">380<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 169.558 501)\">407<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 220.77 471)\">480<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 271.982 496)\">420<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 323.194 556)\">273<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 374.406 458)\">512<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 425.618 423)\">597<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 476.83 415)\">616<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 528.042 365)\">737<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 579.254 366)\">735<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 630.466 364)\">740<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 681.678 362)\">745<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 732.89 362)\">744<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 784.102 378)\">704<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 835.315 353)\">766<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 886.527 378)\">706<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 937.739 267)\">975<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 982.276 155)\">1,245<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1033.49 228)\">1,068<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1084.7 226)\">1,074<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 14.4444 699)\">2003<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 65.6565 699)\">2004<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 116.869 699)\">2005<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 168.081 699)\">2006<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 219.293 699)\">2007<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 270.505 699)\">2008<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 321.717 699)\">2009<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 372.929 699)\">2010<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 424.141 699)\">2011<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 475.353 699)\">2012<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 526.565 699)\">2013<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 577.777 699)\">2014<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 628.989 699)\">2015<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 680.201 699)\">2016<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 731.413 699)\">2017<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 782.625 699)\">2018<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 833.838 699)\">2019<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 885.05 699)\">2020<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 936.262 699)\">2021<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 987.474 699)\">2022<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 1038.69 699)\">2023<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 1089.9 699)\">2024<\/text><\/g><path d=\"M0.214806-0.631216 1058.54 359.523 1058.11 360.785-0.214806 0.631216ZM1058.35 355.938 1064.64 362.303 1055.78 363.513Z\" fill=\"#120C2C\" transform=\"matrix(1 0 0 -1.00007 27.5 451.836)\"\/><path d=\"M484.5 271.02C484.5 259.697 518.526 250.518 560.5 250.518 602.474 250.518 636.5 259.697 636.5 271.02 636.5 282.343 602.474 291.521 560.5 291.521 518.526 291.521 484.5 282.343 484.5 271.02Z\" stroke=\"#000000\" stroke-width=\"1.33353\" stroke-miterlimit=\"8\" fill=\"#FFFFFF\" fill-rule=\"evenodd\"\/><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 515.772 277)\">9.<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 529.107 277)\">2<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 537.942 277)\">%<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 556.611 277)\">CAGR<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"11\" transform=\"matrix(1 0 0 1.00007 17.8281 747)\">Source: Aventis Advisors deal database (Mergermarket, press releases, news, annual reports)<\/text><\/g><\/svg><\/figure>\n\n\n\n<h3 class=\"wp-block-heading\">Poland emerges as an M&amp;A powerhouse, accounting for 1\/3 of total deal volumes<\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Out of the 11 countries included in this analysis, <a href=\"https:\/\/aventis-advisors.com\/ma-in-poland-2026\/\">Poland<\/a> was a clear winner regarding deal flows. It has the largest economy by far, with its Real GDP reaching $633.6 billion in 2023. Despite the massive size, Poland&#8217;s economy achieved remarkable growth over the years, far outpacing most countries in Western Europe. Among others, <a href=\"https:\/\/aventis-advisors.com\/ma-poland\/\">deal volume in Poland<\/a> was buoyed by its diverse economy, large population (approx. 37 million), low-cost labor, and competitive talent pool.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><div class=\"panel-wrap\"><a rel=\"\" target=\"_blank\" class=\"panel-link\" href=\"https:\/\/aventis-advisors.com\/ma-poland\/\">\n<div class=\"file-icon\">\n  <svg width=\"30\" height=\"30\" viewBox=\"0 0 58 58\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\">\n<path d=\"M26.4237 2.51598L26.2916 -1.39179e-06C24.574 0.132419 22.7244 0.529679 21.0068 1.05936L21.6674 3.44292C23.2528 3.04566 24.8383 2.6484 26.4237 2.51598ZM36.2004 3.44292L36.861 0.92694C35.1435 0.397259 33.426 0.132419 31.5763 -1.16079e-06L31.3121 2.51598C33.0296 2.6484 34.615 2.91324 36.2004 3.44292ZM51.5262 14.9635L53.6401 13.6393C52.7153 12.0502 51.5262 10.5936 50.3371 9.26941L48.4875 10.9909C49.5444 12.1826 50.6014 13.5068 51.5262 14.9635ZM15.9863 2.91324C14.4009 3.70776 12.8155 4.6347 11.4943 5.69406L13.0797 7.68036C14.4009 6.75342 15.7221 5.82648 17.1754 5.03196L15.9863 2.91324ZM55.0934 33.8995L57.6036 34.2968C57.8679 32.5753 58.1321 30.7215 58.1321 29L58.1321 28.8676L55.6219 29C55.4897 30.589 55.3576 32.1781 55.0934 33.8995ZM7.53075 9.40182C6.34168 10.726 5.28474 12.1826 4.35991 13.6393L6.4738 14.9635C7.26651 13.6393 8.32346 12.3151 9.38041 10.9909L7.53075 9.40182ZM44.9203 7.68037L46.3736 5.69406C44.9203 4.6347 43.467 3.70776 41.8815 2.91324L40.8246 5.16438C42.1458 5.82648 43.5991 6.75342 44.9203 7.68037ZM53.6401 44.2283C54.5649 42.7717 55.3576 41.0502 56.0182 39.4612L53.6401 38.5342C53.1116 39.9909 52.3189 41.5799 51.5262 42.9041L53.6401 44.2283ZM54.9613 23.968L57.4715 23.4384C57.0752 21.7169 56.6788 19.9954 56.0182 18.274L53.6401 19.2009C54.3007 20.79 54.697 22.379 54.9613 23.968ZM36.9932 56.9406C38.7107 56.411 40.4282 55.7489 42.0137 54.9543L40.8246 52.7032C39.3713 53.3653 37.7859 54.0274 36.3326 54.4247L36.9932 56.9406ZM17.1754 52.7032L16.1184 54.9543C17.7039 55.7489 19.4214 56.411 21.1389 56.9406L21.7995 54.5571C20.2141 54.0274 18.6287 53.4977 17.1754 52.7032ZM1.84966 18.5388C1.18906 20.2603 0.660594 21.9817 0.396354 23.7032L2.9066 24.1005C3.17084 22.5114 3.69931 20.9224 4.22779 19.3333L1.84966 18.5388ZM44.9203 50.1872L46.5057 52.1735C47.959 51.1142 49.2802 49.9224 50.4692 48.5982L48.6196 46.8767C47.4305 48.0685 46.2414 49.1279 44.9203 50.1872ZM31.7084 57.8676L31.4442 55.3516C30.6515 55.484 29.8588 55.484 28.9339 55.484C28.1412 55.484 27.3485 55.484 26.5558 55.3516L26.2916 57.8676C27.2164 58 28.0091 58 28.9339 58C29.8588 58 30.7836 58 31.7084 57.8676ZM9.38041 46.8767L7.53075 48.5982C8.71981 49.9224 10.041 51.1142 11.4943 52.1735L13.0797 50.1872C11.7585 49.1279 10.5695 48.0685 9.38041 46.8767ZM14.4009 30.3242L40.2961 30.3242L31.9727 38.6667C31.7084 38.9315 31.5763 39.1963 31.5763 39.5936C31.5763 40.3881 32.1048 40.9178 32.8975 40.9178C33.2938 40.9178 33.5581 40.7854 33.8223 40.5205L44.3918 29.9269C44.656 29.6621 44.7881 29.3973 44.7881 29C44.7881 28.6027 44.656 28.3379 44.3918 28.0731L33.8223 17.4795C33.5581 17.2146 33.2938 17.0822 32.8975 17.0822C32.1048 17.0822 31.5763 17.6119 31.5763 18.4064C31.5763 18.8037 31.7084 19.0685 31.9727 19.3333L40.2961 27.6758L14.4009 27.6758C13.6082 27.6758 13.0797 28.2055 13.0797 29C13.0797 29.7945 13.7403 30.3242 14.4009 30.3242ZM4.35991 38.5342L1.98177 39.4612C2.64236 41.1826 3.43508 42.7717 4.35991 44.2283L6.4738 42.9041C5.68109 41.5799 4.88838 40.1233 4.35991 38.5342ZM2.51025 29L-5.08233e-06 29C-5.16336e-06 30.8539 0.132117 32.5753 0.528471 34.2968L3.03873 33.7671C2.64237 32.3105 2.51025 30.589 2.51025 29Z\" fill=\"#5E4AC3\"\/>\n<\/svg>\n\n<\/div>\n<div class=\"report-content\">\n <span>Learn more<\/span>\n <div class=\"report-breakline\">\n <\/div><p class=\"h3\"> Poland&#8217;s M&amp;A Boom: Why Poland Is a Hotspot for Mergers and Acquisitions<\/p><\/div><\/a><\/div> <\/p>\n\n\n\n<p class=\"wp-block-paragraph\">In addition to Poland&#8217;s remarkable performance, M&amp;A in the Czech Republic also exhibited a significant uptick in deal volume, fueled by a booming tech industry, a surging consumer sector, and a robust industrial landscape. Meanwhile, <a href=\"https:\/\/aventis-advisors.com\/ma-in-romania-surging-deal-volumes\/\">M&amp;A in Romania<\/a> contributed 11% to the total M&amp;A in Central and Eastern Europe between 2003 and 2024, a promising sign for the nation&#8217;s fast-growing economy.<\/p>\n\n\n\n<figure class=\"wp-block-image av-chart\"><p class=\"av-chart-title\">M&amp;A in CEE: Share of Total Deals by Country, 2003 &#8211; 2024<\/p><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" overflow=\"hidden\" viewBox=\"0 54.50 1134.00 701.50\" style=\"width:100%;height:auto;display:block\"><defs><clipPath id=\"c202405main8a7243f1-clip0\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756\"\/><\/clipPath><\/defs><g clip-path=\"url(#c202405main8a7243f1-clip0)\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756.056\" fill=\"#FFFFFF\"\/><g><g><g><path d=\"M7.31861 0.0115679 5.54487 0.0115679 0 13.8159 1.71205 13.8159 3.04235 10.388 9.76329 10.388 9.77486 10.4149 11.163 13.8159 12.8635 13.8159 7.31861 0.0115679ZM3.53591 9.01909 3.55519 8.96896 6.42017 1.54624 9.30443 9.01909 3.53591 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M16.222 11.9496 13.1758 3.78655 11.4136 3.78655 15.4161 13.8159 17.0241 13.8159 21.0535 3.78655 19.2836 3.78655Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M30.4544 8.71061C30.4544 7.19908 30.0418 5.96131 29.2243 5.03203 28.4107 4.10274 27.3002 3.63617 25.9275 3.63617 24.4892 3.63617 23.3363 4.12202 22.4995 5.08601 21.6628 6.05 21.2386 7.29547 21.2386 8.78387 21.2386 10.2376 21.6782 11.4638 22.5381 12.4316 23.3941 13.3956 24.5432 13.893 25.9467 13.9046 26.6138 13.9046 27.2231 13.8082 27.7629 13.6154 28.2989 13.4226 28.7308 13.1565 29.0469 12.8288 29.3593 12.4972 29.6099 12.1617 29.7911 11.8262 29.9608 11.5023 30.0726 11.1784 30.1228 10.8545L28.7308 10.8545C28.5534 11.3905 28.2141 11.8262 27.7282 12.1463 27.2539 12.4586 26.6524 12.6167 25.9429 12.6167L25.8658 12.6167C25.0792 12.6051 24.3774 12.3044 23.7681 11.726 23.1627 11.1476 22.835 10.3378 22.8003 9.31985L22.7964 9.27744 30.4197 9.27744C30.4428 9.00366 30.4544 8.81472 30.4544 8.71061ZM22.8311 8.08209 22.835 8.03967C22.943 7.10653 23.2669 6.35462 23.799 5.80322 24.3311 5.24796 25.0483 4.96648 25.9275 4.96648 26.7951 4.96648 27.5007 5.24796 28.0174 5.80322 28.5341 6.35462 28.8426 7.10653 28.939 8.03967L28.9428 8.08209 22.8311 8.08209Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M37.0095 3.59761C36.3386 3.59761 35.683 3.74799 35.0699 4.04104 34.453 4.3341 33.9633 4.73126 33.6162 5.21711L33.5468 5.31351 33.5468 3.78655 31.9775 3.78655 31.9775 13.8159 33.6008 13.8159 33.6008 7.52683C33.6008 6.81348 33.8977 6.21195 34.4877 5.74538 35.0699 5.27495 35.7717 5.03974 36.5661 5.03974 37.3025 5.03974 37.9002 5.25953 38.3437 5.69525 38.7832 6.13483 39.0069 6.72094 39.0069 7.44586L39.0069 13.8159 40.638 13.8159 40.638 7.28391C40.638 6.16568 40.3063 5.26338 39.647 4.60016 38.9915 3.93693 38.1007 3.59761 37.0095 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M46.2098 12.447 47.2818 12.447 47.2818 13.8313 46.2098 13.8313C45.2458 13.8313 44.4939 13.6347 43.9734 13.2491 43.4567 12.8635 43.1945 12.1386 43.1945 11.0975L43.1945 5.05902 41.6019 5.05902 41.6019 3.78655 43.1945 3.78655 43.1945 0.0115679 44.76 0.0115679 44.76 3.78655 46.7689 3.78655 46.7689 5.06287 44.7638 5.05902 44.7253 5.05516 44.7253 10.9085C44.7253 11.4214 44.8255 11.8069 45.0222 12.0614 45.2227 12.3159 45.6199 12.447 46.2098 12.447Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M48.8704 3.78655 50.5015 3.78655 50.5015 13.8159 48.8704 13.8159Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M56.2276 7.90857C55.4294 7.7659 54.8125 7.57696 54.396 7.35331 53.9719 7.12581 53.7559 6.75178 53.7559 6.2428 53.7559 5.7608 53.968 5.39449 54.3883 5.15927 54.797 4.92406 55.2983 4.81609 55.869 4.83923 56.3163 4.86622 56.7597 5.00118 57.1877 5.2441 57.608 5.48317 57.8741 5.86491 57.9743 6.37776L59.3548 6.37776C59.2545 5.47161 58.8805 4.77368 58.2404 4.29554 57.5926 3.80969 56.7327 3.56291 55.6839 3.56291 54.6852 3.56291 53.8253 3.82897 53.1235 4.35338 52.4256 4.87779 52.0709 5.58343 52.0709 6.45102 52.0709 7.26077 52.3678 7.86616 52.9462 8.2479 53.5323 8.6412 54.3266 8.93811 55.3022 9.13477 56.1312 9.27744 56.7751 9.48952 57.2186 9.75943 57.6736 10.0332 57.9011 10.4419 57.9011 10.9702 57.9011 11.4792 57.6967 11.9072 57.2957 12.235 56.8947 12.5589 56.3703 12.7324 55.734 12.7439 55.0978 12.7555 54.5233 12.5666 54.0258 12.181 53.5361 11.8031 53.2469 11.3674 53.166 10.8931L51.7431 10.8931C51.8164 11.6643 52.1943 12.3738 52.8613 13.0061 53.54 13.6501 54.5155 13.9779 55.7572 13.9779 56.8523 13.9779 57.77 13.6809 58.491 13.091 59.2044 12.5049 59.5669 11.753 59.5669 10.8545 59.5669 9.32757 58.4448 8.33658 56.2276 7.90857Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M49.6725 0C49.1172 0 48.6661 0.451147 48.6661 1.00641 48.6661 1.56166 49.1172 2.01281 49.6725 2.01281 50.2277 2.01281 50.6789 1.56166 50.6789 1.00641 50.6789 0.451147 50.2277 0 49.6725 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M74.4778 12.902C74.3159 12.8095 74.2118 12.6437 74.1617 12.4085L71.5165 0.0115679 69.5538 0.0115679 69.9972 1.87785 63.4459 12.4085C63.2994 12.6437 63.1298 12.8056 62.937 12.8905 62.748 12.9792 62.4897 13.0447 62.1696 13.0948L62.0231 13.8159 66.1875 13.8159 66.3148 13.0948C65.748 13.0717 65.3392 13.0139 65.0847 12.929 64.8302 12.8442 64.7068 12.6822 64.7068 12.447 64.7068 12.2234 64.8302 11.9226 65.077 11.5409L66.068 9.92524 71.7671 9.92524 72.1103 11.5602C72.1334 11.8069 72.145 11.9728 72.145 12.0576 72.145 12.3545 72.0486 12.5781 71.8481 12.7324 71.6514 12.8866 71.4394 12.983 71.2118 13.0216 70.9843 13.0563 70.6527 13.0833 70.2209 13.0948L70.0898 13.8159 75.0331 13.8159 75.1642 13.0948C74.8673 13.0563 74.6398 12.9946 74.4778 12.902ZM66.6233 9.01909 70.352 2.98837 71.582 9.01909 66.6233 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M83.5471 12.7632C83.3735 12.7632 83.2887 12.6707 83.2887 12.4856 83.2887 12.4085 83.3388 12.1386 83.4352 11.6681L86.2115 0.0115679 85.7874 0.0115679 82.8646 0.790472 82.7682 1.16064 84.1409 1.73518 83.4931 4.44978C83.0342 4.03333 82.4635 3.82126 81.7695 3.82126 80.8209 3.82126 79.8916 4.15672 78.9855 4.81995 78.0793 5.48703 77.3351 6.39704 76.7567 7.54997 76.1745 8.70675 75.8853 9.92909 75.8853 11.2247 75.8853 12.1039 76.0704 12.7825 76.4405 13.2722 76.8107 13.7581 77.3274 14.001 77.9945 14.001 78.7348 14.001 79.4829 13.5884 80.2425 12.7632 81.0021 11.9342 81.6769 10.8854 82.2707 9.61676L82.398 9.61676C81.9545 11.082 81.7348 12.1578 81.7348 12.8365 81.7348 13.1797 81.8234 13.4612 82.0008 13.6771 82.1821 13.893 82.4365 14.001 82.7682 14.001 83.2502 14.001 83.7129 13.8313 84.1602 13.492 84.6036 13.1527 85.0972 12.5781 85.6408 11.7607L85.2514 11.3751C84.5226 12.3005 83.9558 12.7632 83.5471 12.7632ZM81.1795 10.6424C80.2541 12.0807 79.4212 12.7979 78.6808 12.7979 78.3222 12.7979 78.0523 12.6398 77.8672 12.3275 77.6822 12.0113 77.5896 11.5949 77.5896 11.0782 77.6012 10.0525 77.7863 9.04608 78.141 8.05895 78.4996 7.07183 79.0086 6.24665 79.6718 5.57957 80.3312 4.91249 81.0561 4.58088 81.8466 4.58088 82.4867 4.58088 82.9532 4.84694 83.2502 5.37521 82.7952 7.44971 82.1049 9.20417 81.1795 10.6424Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M93.6458 3.59761C93.0134 3.59761 92.4736 3.88295 92.0186 4.44978L92.0186 4.73512C93.1677 4.73512 93.7384 5.18241 93.7384 6.07699 93.7384 7.08725 93.2448 8.1515 92.2615 9.27358L89.8207 12.0923 89.1189 3.60147 88.8721 3.60147 86.3388 4.26469 86.227 4.66185 87.6074 5.13614 88.4596 14.0087 89.196 14.0087 92.9016 9.75172C93.7229 8.80701 94.3129 7.98955 94.6792 7.30319 95.0455 6.61683 95.2268 5.94974 95.2268 5.3058 95.2268 4.82766 95.0957 4.42278 94.8373 4.09503 94.5867 3.76342 94.1895 3.59761 93.6458 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M97.6676 12.7594C97.4941 12.7594 97.4092 12.6668 97.4092 12.4817 97.4092 12.3583 97.4632 12.0884 97.575 11.6681L99.4992 3.82126 99.0364 3.82126 96.1291 4.44978 96.0172 4.83923 97.4247 5.41377 95.998 11.1514C95.8244 11.8802 95.7396 12.4085 95.7396 12.7439 95.7396 13.1257 95.8437 13.4303 96.0558 13.6617 96.264 13.8892 96.5416 14.0048 96.8887 14.0048 97.3707 14.0048 97.8295 13.839 98.2691 13.5036 98.7087 13.172 99.2022 12.5897 99.7575 11.7645L99.3873 11.3751C98.6393 12.2967 98.0648 12.7594 97.6676 12.7594Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M106.71 4.06032C106.282 3.75185 105.707 3.59761 104.99 3.59761 104.068 3.59761 103.297 3.87524 102.673 4.4305 102.048 4.98575 101.736 5.66055 101.736 6.45487 101.736 6.93301 101.917 7.442 102.275 7.97798 102.634 8.51396 103.027 8.97282 103.448 9.3507 103.872 9.72858 104.261 10.1373 104.62 10.5808 104.978 11.0203 105.16 11.4059 105.16 11.7337 105.16 12.6668 104.666 13.1334 103.683 13.1334 102.622 13.1334 101.797 12.3468 101.203 10.7697L101.053 10.7697C100.498 11.0203 100.22 11.4329 100.22 11.9997 100.22 12.5666 100.486 13.0447 101.015 13.4264 101.543 13.812 102.237 14.0048 103.097 14.0048 104.003 14.0048 104.793 13.7234 105.46 13.1642 106.128 12.6013 106.463 11.8686 106.463 10.9625 106.463 10.5846 106.343 10.1913 106.104 9.77871 105.865 9.36998 105.572 8.98438 105.225 8.62578 104.878 8.26718 104.531 7.924 104.184 7.59624 103.837 7.26848 103.544 6.94458 103.305 6.62068 103.066 6.30064 102.946 6.01915 102.946 5.78008 102.946 4.95876 103.382 4.55003 104.25 4.55003 105.083 4.55003 105.781 5.12457 106.351 6.26979L106.54 6.26979C107.084 6.00373 107.354 5.67597 107.354 5.28652 107.354 4.77753 107.138 4.3688 106.71 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M115.239 4.60016C114.653 3.93308 113.863 3.59761 112.864 3.59761 111.881 3.59761 110.982 3.93308 110.161 4.60016 109.34 5.2711 108.719 6.10398 108.287 7.10653 107.859 8.10908 107.647 9.14248 107.647 10.199 107.647 11.3982 107.94 12.3314 108.526 12.9984 109.112 13.6694 109.903 14.001 110.897 14.001 111.881 14.001 112.783 13.6694 113.604 12.9984 114.422 12.3314 115.046 11.4946 115.474 10.4921 115.906 9.48952 116.118 8.45997 116.118 7.39959 116.118 6.20424 115.825 5.2711 115.239 4.60016ZM113.936 9.75558C113.662 10.708 113.261 11.5293 112.733 12.2157 112.205 12.902 111.611 13.2452 110.955 13.2452 110.477 13.2452 110.099 13.0177 109.829 12.5627 109.559 12.1116 109.424 11.4753 109.424 10.654 109.424 9.73244 109.559 8.7993 109.829 7.84688 110.099 6.89445 110.5 6.07314 111.032 5.38677 111.561 4.70041 112.154 4.35723 112.81 4.35723 113.288 4.35723 113.662 4.58088 113.936 5.03588 114.206 5.49089 114.341 6.12712 114.341 6.94844 114.341 7.86616 114.206 8.80315 113.936 9.75558Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M125.095 4.75054C125.095 4.43435 125.01 4.16444 124.841 3.93693 124.671 3.70943 124.401 3.59761 124.035 3.59761 123.418 3.59761 122.731 4.12973 121.983 5.19783 121.231 6.26208 120.333 7.87001 119.288 10.0139L119.157 10.0139 120.159 6.74022 120.954 3.59761 120.479 3.59761 117.622 4.24155 117.51 4.63872 118.949 5.22482 116.809 13.8159 118.532 13.8159C118.898 12.3545 119.388 10.9663 120.009 9.65147 120.626 8.34044 121.22 7.33789 121.787 6.64382 122.353 5.94974 122.801 5.60271 123.128 5.60271 123.483 5.60271 123.657 5.83792 123.657 6.30449L123.942 6.30449C124.709 5.93818 125.095 5.42148 125.095 4.75054Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M130.366 4.06032C129.938 3.75185 129.364 3.59761 128.646 3.59761 127.725 3.59761 126.954 3.87524 126.329 4.4305 125.704 4.98575 125.392 5.66055 125.392 6.45487 125.392 6.93301 125.573 7.442 125.932 7.97798 126.29 8.51396 126.684 8.97282 127.104 9.3507 127.528 9.72858 127.918 10.1373 128.276 10.5808 128.635 11.0203 128.816 11.4059 128.816 11.7337 128.816 12.6668 128.322 13.1334 127.339 13.1334 126.279 13.1334 125.454 12.3468 124.86 10.7697L124.709 10.7697C124.154 11.0203 123.877 11.4329 123.877 11.9997 123.877 12.5666 124.143 13.0447 124.671 13.4264 125.199 13.812 125.893 14.0048 126.753 14.0048 127.659 14.0048 128.45 13.7234 129.117 13.1642 129.784 12.6013 130.119 11.8686 130.119 10.9625 130.119 10.5846 130 10.1913 129.761 9.77871 129.522 9.36998 129.229 8.98438 128.882 8.62578 128.535 8.26718 128.188 7.924 127.84 7.59624 127.493 7.26848 127.2 6.94458 126.961 6.62068 126.722 6.30064 126.603 6.01915 126.603 5.78008 126.603 4.95876 127.038 4.55003 127.906 4.55003 128.739 4.55003 129.437 5.12457 130.008 6.26979L130.196 6.26979C130.74 6.00373 131.01 5.67597 131.01 5.28652 131.006 4.77753 130.794 4.3688 130.366 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M99.1059 0C98.5506 0 98.0994 0.451147 98.0994 1.00641 98.0994 1.56166 98.5506 2.01281 99.1059 2.01281 99.6611 2.01281 100.112 1.56166 100.112 1.00641 100.112 0.451147 99.6611 0 99.1059 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><\/g><\/g><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"11\" transform=\"matrix(1 0 0 1.00007 17.8281 747)\">Source: Aventis Advisors deal database (Mergermarket, press releases, news, annual reports). *The analysis only includes CEE countries that are part of the European Union<\/text><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"24\" transform=\"matrix(1 0 0 1.00007 527.964 -15)\">Updated<\/text><g><path d=\"M544.038 120.464C699.362 120.464 825.277 246.388 825.277 401.724 825.277 456.794 809.111 510.653 778.785 556.619L720.098 517.896C784.253 420.653 757.436 289.81 660.201 225.65 625.728 202.904 585.337 190.779 544.038 190.779Z\" stroke=\"#FFFFFF\" stroke-width=\"2.00029\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#120C2C\" fill-rule=\"evenodd\"\/><\/g><g><path d=\"M778.785 556.619C722.246 642.319 623.504 690.398 521.178 682.053L526.893 611.971C603.637 618.229 677.694 582.17 720.099 517.895Z\" stroke=\"#FFFFFF\" stroke-width=\"2.00029\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#767171\" fill-rule=\"evenodd\"\/><\/g><g><path d=\"M521.179 682.053C454.946 676.651 392.765 647.969 345.66 601.092L395.255 551.25C430.583 586.408 477.219 607.919 526.893 611.971Z\" stroke=\"#FFFFFF\" stroke-width=\"2.00029\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#C9C9C9\" fill-rule=\"evenodd\"\/><\/g><g><path d=\"M345.66 601.092C315.407 570.985 292.402 534.387 278.389 494.07L344.801 470.983C355.311 501.221 372.565 528.669 395.254 551.25Z\" stroke=\"#FFFFFF\" stroke-width=\"2.00029\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#5E4AC3\" fill-rule=\"evenodd\"\/><\/g><g><path d=\"M278.39 494.07C266.807 460.744 261.596 425.536 263.031 390.284L333.283 393.144C332.207 419.583 336.114 445.989 344.802 470.983Z\" stroke=\"#FFFFFF\" stroke-width=\"2.00029\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#B4AFE3\" fill-rule=\"evenodd\"\/><\/g><g><path d=\"M263.031 390.284C264.449 355.444 272.333 321.171 286.28 289.214L350.72 317.341C340.259 341.309 334.346 367.014 333.283 393.144Z\" stroke=\"#FFFFFF\" stroke-width=\"2.00029\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#CEC9ED\" fill-rule=\"evenodd\"\/><\/g><g><path d=\"M286.281 289.214C295.471 268.156 307.207 248.304 321.226 230.101L376.929 273.006C366.414 286.658 357.612 301.548 350.72 317.341Z\" stroke=\"#FFFFFF\" stroke-width=\"2.00029\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#264478\" fill-rule=\"evenodd\"\/><\/g><g><path d=\"M321.226 230.101C335.57 211.475 352.194 194.721 370.707 180.231L414.039 235.605C400.154 246.472 387.687 259.037 376.928 273.006Z\" stroke=\"#FFFFFF\" stroke-width=\"2.00029\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#3B68D2\" fill-rule=\"evenodd\"\/><\/g><g><path d=\"M370.707 180.231C388.573 166.248 408.065 154.478 428.759 145.177L457.578 209.314C442.058 216.289 427.439 225.117 414.039 235.604Z\" stroke=\"#FFFFFF\" stroke-width=\"2.00029\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#FFA51F\" fill-rule=\"evenodd\"\/><\/g><g><path d=\"M428.759 145.178C448.292 136.399 468.764 129.88 489.776 125.748L503.342 194.743C487.582 197.842 472.228 202.73 457.579 209.314Z\" stroke=\"#FFFFFF\" stroke-width=\"2.00029\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#75C541\" fill-rule=\"evenodd\"\/><\/g><g><path d=\"M489.776 125.748C507.65 122.234 525.822 120.464 544.038 120.464L544.038 190.779C530.376 190.779 516.747 192.106 503.342 194.742Z\" stroke=\"#FFFFFF\" stroke-width=\"2.00029\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#FF0000\" fill-rule=\"evenodd\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 742.043 292)\">34%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 633.079 630)\">17%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 422.981 633)\">11%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 322.206 540)\">7%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 287.113 445)\">6%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 290.726 354)\">6%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 318.712 284)\">4%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 355.866 236)\">4%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 403.351 198)\">4%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 455.887 175)\">4%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 506.694 164)\">3%<\/text><\/g><g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 822.032 281)\">Poland<\/text><\/g><\/g><g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 680.071 681)\">Czech Republic<\/text><\/g><\/g><g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 348.182 686)\">Romania<\/text><\/g><\/g><g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 214.109 569)\">Hungary<\/text><\/g><\/g><g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 159.487 333)\">Lithuania<\/text><\/g><\/g><g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 200.248 248)\">Slovakia<\/text><\/g><\/g><g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 265.241 186)\">Croatia<\/text><\/g><\/g><g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 332.435 134)\">Bulgaria<\/text><\/g><\/g><g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 416.952 109)\">Latvia<\/text><\/g><\/g><g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 491.02 102)\">Slovenia<\/text><\/g><\/g><g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 165.883 443)\">Estonia<\/text><\/g><\/g><\/g><\/svg><\/figure>\n\n\n\n<h3 class=\"wp-block-heading\">Foreign buyers flock to CEE for cross-border M&amp;A opportunities<\/h3>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>51% of deals are cross-border<\/strong><\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Cross-border M&amp;A activity in CEE has consistently outstripped domestic deals, barring a few exceptions. This trend can be attributed to foreign investors&#8217; keen interest in the region, drawn by its growing economy, skilled and cost-effective labor pool, and reputation for pioneering technological innovations.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">When looking at the individual countries, those with fewer total deal volumes generally have a higher percentage of cross-border deals (e.g., M&amp;A deals in Bulgaria, Latvia, and Slovenia). Most of these countries have a smaller economy implying that fewer local players can undertake acquisitions.<\/p>\n\n\n\n<figure class=\"wp-block-image av-chart\"><p class=\"av-chart-title\">M&amp;A in CEE: Domestic vs. Cross-Border, 2003 &#8211; 2024<\/p><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" overflow=\"hidden\" viewBox=\"0 54.50 1134.00 701.50\" style=\"width:100%;height:auto;display:block\"><defs><clipPath id=\"c202405main3209119c-clip0\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756\"\/><\/clipPath><\/defs><g clip-path=\"url(#c202405main3209119c-clip0)\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756.056\" fill=\"#FFFFFF\"\/><g><g><g><path d=\"M7.31861 0.0115679 5.54487 0.0115679 0 13.8159 1.71205 13.8159 3.04235 10.388 9.76329 10.388 9.77486 10.4149 11.163 13.8159 12.8635 13.8159 7.31861 0.0115679ZM3.53591 9.01909 3.55519 8.96896 6.42017 1.54624 9.30443 9.01909 3.53591 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M16.222 11.9496 13.1758 3.78655 11.4136 3.78655 15.4161 13.8159 17.0241 13.8159 21.0535 3.78655 19.2836 3.78655Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M30.4544 8.71061C30.4544 7.19908 30.0418 5.96131 29.2243 5.03203 28.4107 4.10274 27.3002 3.63617 25.9275 3.63617 24.4892 3.63617 23.3363 4.12202 22.4995 5.08601 21.6628 6.05 21.2386 7.29547 21.2386 8.78387 21.2386 10.2376 21.6782 11.4638 22.5381 12.4316 23.3941 13.3956 24.5432 13.893 25.9467 13.9046 26.6138 13.9046 27.2231 13.8082 27.7629 13.6154 28.2989 13.4226 28.7308 13.1565 29.0469 12.8288 29.3593 12.4972 29.6099 12.1617 29.7911 11.8262 29.9608 11.5023 30.0726 11.1784 30.1228 10.8545L28.7308 10.8545C28.5534 11.3905 28.2141 11.8262 27.7282 12.1463 27.2539 12.4586 26.6524 12.6167 25.9429 12.6167L25.8658 12.6167C25.0792 12.6051 24.3774 12.3044 23.7681 11.726 23.1627 11.1476 22.835 10.3378 22.8003 9.31985L22.7964 9.27744 30.4197 9.27744C30.4428 9.00366 30.4544 8.81472 30.4544 8.71061ZM22.8311 8.08209 22.835 8.03967C22.943 7.10653 23.2669 6.35462 23.799 5.80322 24.3311 5.24796 25.0483 4.96648 25.9275 4.96648 26.7951 4.96648 27.5007 5.24796 28.0174 5.80322 28.5341 6.35462 28.8426 7.10653 28.939 8.03967L28.9428 8.08209 22.8311 8.08209Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M37.0095 3.59761C36.3386 3.59761 35.683 3.74799 35.0699 4.04104 34.453 4.3341 33.9633 4.73126 33.6162 5.21711L33.5468 5.31351 33.5468 3.78655 31.9775 3.78655 31.9775 13.8159 33.6008 13.8159 33.6008 7.52683C33.6008 6.81348 33.8977 6.21195 34.4877 5.74538 35.0699 5.27495 35.7717 5.03974 36.5661 5.03974 37.3025 5.03974 37.9002 5.25953 38.3437 5.69525 38.7832 6.13483 39.0069 6.72094 39.0069 7.44586L39.0069 13.8159 40.638 13.8159 40.638 7.28391C40.638 6.16568 40.3063 5.26338 39.647 4.60016 38.9915 3.93693 38.1007 3.59761 37.0095 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M46.2098 12.447 47.2818 12.447 47.2818 13.8313 46.2098 13.8313C45.2458 13.8313 44.4939 13.6347 43.9734 13.2491 43.4567 12.8635 43.1945 12.1386 43.1945 11.0975L43.1945 5.05902 41.6019 5.05902 41.6019 3.78655 43.1945 3.78655 43.1945 0.0115679 44.76 0.0115679 44.76 3.78655 46.7689 3.78655 46.7689 5.06287 44.7638 5.05902 44.7253 5.05516 44.7253 10.9085C44.7253 11.4214 44.8255 11.8069 45.0222 12.0614 45.2227 12.3159 45.6199 12.447 46.2098 12.447Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M48.8704 3.78655 50.5015 3.78655 50.5015 13.8159 48.8704 13.8159Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M56.2276 7.90857C55.4294 7.7659 54.8125 7.57696 54.396 7.35331 53.9719 7.12581 53.7559 6.75178 53.7559 6.2428 53.7559 5.7608 53.968 5.39449 54.3883 5.15927 54.797 4.92406 55.2983 4.81609 55.869 4.83923 56.3163 4.86622 56.7597 5.00118 57.1877 5.2441 57.608 5.48317 57.8741 5.86491 57.9743 6.37776L59.3548 6.37776C59.2545 5.47161 58.8805 4.77368 58.2404 4.29554 57.5926 3.80969 56.7327 3.56291 55.6839 3.56291 54.6852 3.56291 53.8253 3.82897 53.1235 4.35338 52.4256 4.87779 52.0709 5.58343 52.0709 6.45102 52.0709 7.26077 52.3678 7.86616 52.9462 8.2479 53.5323 8.6412 54.3266 8.93811 55.3022 9.13477 56.1312 9.27744 56.7751 9.48952 57.2186 9.75943 57.6736 10.0332 57.9011 10.4419 57.9011 10.9702 57.9011 11.4792 57.6967 11.9072 57.2957 12.235 56.8947 12.5589 56.3703 12.7324 55.734 12.7439 55.0978 12.7555 54.5233 12.5666 54.0258 12.181 53.5361 11.8031 53.2469 11.3674 53.166 10.8931L51.7431 10.8931C51.8164 11.6643 52.1943 12.3738 52.8613 13.0061 53.54 13.6501 54.5155 13.9779 55.7572 13.9779 56.8523 13.9779 57.77 13.6809 58.491 13.091 59.2044 12.5049 59.5669 11.753 59.5669 10.8545 59.5669 9.32757 58.4448 8.33658 56.2276 7.90857Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M49.6725 0C49.1172 0 48.6661 0.451147 48.6661 1.00641 48.6661 1.56166 49.1172 2.01281 49.6725 2.01281 50.2277 2.01281 50.6789 1.56166 50.6789 1.00641 50.6789 0.451147 50.2277 0 49.6725 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M74.4778 12.902C74.3159 12.8095 74.2118 12.6437 74.1617 12.4085L71.5165 0.0115679 69.5538 0.0115679 69.9972 1.87785 63.4459 12.4085C63.2994 12.6437 63.1298 12.8056 62.937 12.8905 62.748 12.9792 62.4897 13.0447 62.1696 13.0948L62.0231 13.8159 66.1875 13.8159 66.3148 13.0948C65.748 13.0717 65.3392 13.0139 65.0847 12.929 64.8302 12.8442 64.7068 12.6822 64.7068 12.447 64.7068 12.2234 64.8302 11.9226 65.077 11.5409L66.068 9.92524 71.7671 9.92524 72.1103 11.5602C72.1334 11.8069 72.145 11.9728 72.145 12.0576 72.145 12.3545 72.0486 12.5781 71.8481 12.7324 71.6514 12.8866 71.4394 12.983 71.2118 13.0216 70.9843 13.0563 70.6527 13.0833 70.2209 13.0948L70.0898 13.8159 75.0331 13.8159 75.1642 13.0948C74.8673 13.0563 74.6398 12.9946 74.4778 12.902ZM66.6233 9.01909 70.352 2.98837 71.582 9.01909 66.6233 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M83.5471 12.7632C83.3735 12.7632 83.2887 12.6707 83.2887 12.4856 83.2887 12.4085 83.3388 12.1386 83.4352 11.6681L86.2115 0.0115679 85.7874 0.0115679 82.8646 0.790472 82.7682 1.16064 84.1409 1.73518 83.4931 4.44978C83.0342 4.03333 82.4635 3.82126 81.7695 3.82126 80.8209 3.82126 79.8916 4.15672 78.9855 4.81995 78.0793 5.48703 77.3351 6.39704 76.7567 7.54997 76.1745 8.70675 75.8853 9.92909 75.8853 11.2247 75.8853 12.1039 76.0704 12.7825 76.4405 13.2722 76.8107 13.7581 77.3274 14.001 77.9945 14.001 78.7348 14.001 79.4829 13.5884 80.2425 12.7632 81.0021 11.9342 81.6769 10.8854 82.2707 9.61676L82.398 9.61676C81.9545 11.082 81.7348 12.1578 81.7348 12.8365 81.7348 13.1797 81.8234 13.4612 82.0008 13.6771 82.1821 13.893 82.4365 14.001 82.7682 14.001 83.2502 14.001 83.7129 13.8313 84.1602 13.492 84.6036 13.1527 85.0972 12.5781 85.6408 11.7607L85.2514 11.3751C84.5226 12.3005 83.9558 12.7632 83.5471 12.7632ZM81.1795 10.6424C80.2541 12.0807 79.4212 12.7979 78.6808 12.7979 78.3222 12.7979 78.0523 12.6398 77.8672 12.3275 77.6822 12.0113 77.5896 11.5949 77.5896 11.0782 77.6012 10.0525 77.7863 9.04608 78.141 8.05895 78.4996 7.07183 79.0086 6.24665 79.6718 5.57957 80.3312 4.91249 81.0561 4.58088 81.8466 4.58088 82.4867 4.58088 82.9532 4.84694 83.2502 5.37521 82.7952 7.44971 82.1049 9.20417 81.1795 10.6424Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M93.6458 3.59761C93.0134 3.59761 92.4736 3.88295 92.0186 4.44978L92.0186 4.73512C93.1677 4.73512 93.7384 5.18241 93.7384 6.07699 93.7384 7.08725 93.2448 8.1515 92.2615 9.27358L89.8207 12.0923 89.1189 3.60147 88.8721 3.60147 86.3388 4.26469 86.227 4.66185 87.6074 5.13614 88.4596 14.0087 89.196 14.0087 92.9016 9.75172C93.7229 8.80701 94.3129 7.98955 94.6792 7.30319 95.0455 6.61683 95.2268 5.94974 95.2268 5.3058 95.2268 4.82766 95.0957 4.42278 94.8373 4.09503 94.5867 3.76342 94.1895 3.59761 93.6458 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M97.6676 12.7594C97.4941 12.7594 97.4092 12.6668 97.4092 12.4817 97.4092 12.3583 97.4632 12.0884 97.575 11.6681L99.4992 3.82126 99.0364 3.82126 96.1291 4.44978 96.0172 4.83923 97.4247 5.41377 95.998 11.1514C95.8244 11.8802 95.7396 12.4085 95.7396 12.7439 95.7396 13.1257 95.8437 13.4303 96.0558 13.6617 96.264 13.8892 96.5416 14.0048 96.8887 14.0048 97.3707 14.0048 97.8295 13.839 98.2691 13.5036 98.7087 13.172 99.2022 12.5897 99.7575 11.7645L99.3873 11.3751C98.6393 12.2967 98.0648 12.7594 97.6676 12.7594Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M106.71 4.06032C106.282 3.75185 105.707 3.59761 104.99 3.59761 104.068 3.59761 103.297 3.87524 102.673 4.4305 102.048 4.98575 101.736 5.66055 101.736 6.45487 101.736 6.93301 101.917 7.442 102.275 7.97798 102.634 8.51396 103.027 8.97282 103.448 9.3507 103.872 9.72858 104.261 10.1373 104.62 10.5808 104.978 11.0203 105.16 11.4059 105.16 11.7337 105.16 12.6668 104.666 13.1334 103.683 13.1334 102.622 13.1334 101.797 12.3468 101.203 10.7697L101.053 10.7697C100.498 11.0203 100.22 11.4329 100.22 11.9997 100.22 12.5666 100.486 13.0447 101.015 13.4264 101.543 13.812 102.237 14.0048 103.097 14.0048 104.003 14.0048 104.793 13.7234 105.46 13.1642 106.128 12.6013 106.463 11.8686 106.463 10.9625 106.463 10.5846 106.343 10.1913 106.104 9.77871 105.865 9.36998 105.572 8.98438 105.225 8.62578 104.878 8.26718 104.531 7.924 104.184 7.59624 103.837 7.26848 103.544 6.94458 103.305 6.62068 103.066 6.30064 102.946 6.01915 102.946 5.78008 102.946 4.95876 103.382 4.55003 104.25 4.55003 105.083 4.55003 105.781 5.12457 106.351 6.26979L106.54 6.26979C107.084 6.00373 107.354 5.67597 107.354 5.28652 107.354 4.77753 107.138 4.3688 106.71 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M115.239 4.60016C114.653 3.93308 113.863 3.59761 112.864 3.59761 111.881 3.59761 110.982 3.93308 110.161 4.60016 109.34 5.2711 108.719 6.10398 108.287 7.10653 107.859 8.10908 107.647 9.14248 107.647 10.199 107.647 11.3982 107.94 12.3314 108.526 12.9984 109.112 13.6694 109.903 14.001 110.897 14.001 111.881 14.001 112.783 13.6694 113.604 12.9984 114.422 12.3314 115.046 11.4946 115.474 10.4921 115.906 9.48952 116.118 8.45997 116.118 7.39959 116.118 6.20424 115.825 5.2711 115.239 4.60016ZM113.936 9.75558C113.662 10.708 113.261 11.5293 112.733 12.2157 112.205 12.902 111.611 13.2452 110.955 13.2452 110.477 13.2452 110.099 13.0177 109.829 12.5627 109.559 12.1116 109.424 11.4753 109.424 10.654 109.424 9.73244 109.559 8.7993 109.829 7.84688 110.099 6.89445 110.5 6.07314 111.032 5.38677 111.561 4.70041 112.154 4.35723 112.81 4.35723 113.288 4.35723 113.662 4.58088 113.936 5.03588 114.206 5.49089 114.341 6.12712 114.341 6.94844 114.341 7.86616 114.206 8.80315 113.936 9.75558Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M125.095 4.75054C125.095 4.43435 125.01 4.16444 124.841 3.93693 124.671 3.70943 124.401 3.59761 124.035 3.59761 123.418 3.59761 122.731 4.12973 121.983 5.19783 121.231 6.26208 120.333 7.87001 119.288 10.0139L119.157 10.0139 120.159 6.74022 120.954 3.59761 120.479 3.59761 117.622 4.24155 117.51 4.63872 118.949 5.22482 116.809 13.8159 118.532 13.8159C118.898 12.3545 119.388 10.9663 120.009 9.65147 120.626 8.34044 121.22 7.33789 121.787 6.64382 122.353 5.94974 122.801 5.60271 123.128 5.60271 123.483 5.60271 123.657 5.83792 123.657 6.30449L123.942 6.30449C124.709 5.93818 125.095 5.42148 125.095 4.75054Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M130.366 4.06032C129.938 3.75185 129.364 3.59761 128.646 3.59761 127.725 3.59761 126.954 3.87524 126.329 4.4305 125.704 4.98575 125.392 5.66055 125.392 6.45487 125.392 6.93301 125.573 7.442 125.932 7.97798 126.29 8.51396 126.684 8.97282 127.104 9.3507 127.528 9.72858 127.918 10.1373 128.276 10.5808 128.635 11.0203 128.816 11.4059 128.816 11.7337 128.816 12.6668 128.322 13.1334 127.339 13.1334 126.279 13.1334 125.454 12.3468 124.86 10.7697L124.709 10.7697C124.154 11.0203 123.877 11.4329 123.877 11.9997 123.877 12.5666 124.143 13.0447 124.671 13.4264 125.199 13.812 125.893 14.0048 126.753 14.0048 127.659 14.0048 128.45 13.7234 129.117 13.1642 129.784 12.6013 130.119 11.8686 130.119 10.9625 130.119 10.5846 130 10.1913 129.761 9.77871 129.522 9.36998 129.229 8.98438 128.882 8.62578 128.535 8.26718 128.188 7.924 127.84 7.59624 127.493 7.26848 127.2 6.94458 126.961 6.62068 126.722 6.30064 126.603 6.01915 126.603 5.78008 126.603 4.95876 127.038 4.55003 127.906 4.55003 128.739 4.55003 129.437 5.12457 130.008 6.26979L130.196 6.26979C130.74 6.00373 131.01 5.67597 131.01 5.28652 131.006 4.77753 130.794 4.3688 130.366 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M99.1059 0C98.5506 0 98.0994 0.451147 98.0994 1.00641 98.0994 1.56166 98.5506 2.01281 99.1059 2.01281 99.6611 2.01281 100.112 1.56166 100.112 1.00641 100.112 0.451147 99.6611 0 99.1059 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><\/g><\/g><\/g><g><path d=\"M31.5013 380.544 91.5038 380.544 91.5038 660.549 31.5013 660.549ZM132.506 526.561 192.508 526.561 192.508 660.549 132.506 660.549ZM233.51 596.569 293.512 596.569 293.512 660.549 233.51 660.549ZM334.514 610.57 394.517 610.57 394.517 660.549 334.514 660.549ZM436.518 618.571 496.521 618.571 496.521 660.549 436.518 660.549ZM537.523 617.571 597.525 617.571 597.525 660.549 537.523 660.549ZM638.527 642.574 698.529 642.574 698.529 660.549 638.527 660.549ZM739.531 639.574 799.534 639.574 799.534 660.549 739.531 660.549ZM840.535 642.574 900.538 642.574 900.538 660.549 840.535 660.549ZM942.54 642.574 1001.54 642.574 1001.54 660.549 942.54 660.549ZM1043.54 645.575 1103.55 645.575 1103.55 660.549 1043.54 660.549Z\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#120C2C\"\/><\/g><g><path d=\"M31.5013 167.519 91.5038 167.519 91.5038 380.544 31.5013 380.544ZM132.506 415.548 192.508 415.548 192.508 526.561 132.506 526.561ZM233.51 499.558 293.512 499.558 293.512 596.569 233.51 596.569ZM334.514 556.564 394.517 556.564 394.517 610.57 334.514 610.57ZM436.518 574.566 496.521 574.566 496.521 618.571 436.518 618.571ZM537.523 575.566 597.525 575.566 597.525 617.571 537.523 617.571ZM638.527 604.57 698.529 604.57 698.529 642.574 638.527 642.574ZM739.531 603.57 799.534 603.57 799.534 639.574 739.531 639.574ZM840.535 605.57 900.538 605.57 900.538 642.574 840.535 642.574ZM942.54 608.57 1001.54 608.57 1001.54 642.574 942.54 642.574ZM1043.54 615.571 1103.55 615.571 1103.55 645.575 1043.54 645.575Z\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#CEC9ED\"\/><\/g><g><path d=\"M10.5 660.549 1123.5 660.549\" stroke=\"#000000\" stroke-width=\"0.666765\" stroke-miterlimit=\"8\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><path d=\"M61.5 336.525 162.507 320.537 263.511 210.524 364.515 274.532 466.52 274.532 567.524 286.533 668.528 157.512 769.532 190.522 870.536 158.518 971.541 172.52 1073.5 157.518\" stroke=\"#FFC000\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><rect x=\"37\" y=\"509.037\" width=\"48\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 41.3651 526)\">2,805<\/text><\/g><g><rect x=\"139\" y=\"582.043\" width=\"48\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 142.546 599)\">1,338<\/text><\/g><g><rect x=\"246\" y=\"617.045\" width=\"35\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 250.402 634)\">642<\/text><\/g><g><rect x=\"348\" y=\"624.046\" width=\"34\" height=\"22.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 351.583 641)\">504<\/text><\/g><g><rect x=\"449\" y=\"628.046\" width=\"34.0001\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 452.764 645)\">417<\/text><\/g><g><rect x=\"550\" y=\"628.046\" width=\"35\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 553.945 645)\">426<\/text><\/g><g><rect x=\"651\" y=\"640.047\" width=\"35\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 655.126 657)\">184<\/text><\/g><g><rect x=\"752\" y=\"639.047\" width=\"35\" height=\"22.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 756.307 656)\">214<\/text><\/g><g><rect x=\"853\" y=\"640.047\" width=\"35\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 857.488 657)\">183<\/text><\/g><g><rect x=\"955\" y=\"640.047\" width=\"33.9999\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 958.669 657)\">182<\/text><\/g><g><rect x=\"1056\" y=\"642.047\" width=\"35\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1059.85 659)\">146<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 41.3651 280)\">2,132<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 143.14 477)\">1,112<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 250.402 554)\">966<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 351.583 589)\">535<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 452.764 603)\">443<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 553.945 603)\">424<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 655.126 629)\">377<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 756.307 627)\">360<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 857.488 629)\">371<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 958.669 631)\">341<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1059.85 637)\">299<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 48.061 319)\">43%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 135.906 303)\">45%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 249.09 204)\">60%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 348.919 262)\">51%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 450.1 262)\">52%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 556.625 306)\">50%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 653.815 137)\">67%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 753.643 178)\">63%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 854.824 146)\">67%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 966.688 158)\">65%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1058.54 175)\">67%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 661)\">0%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 586)\">10%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 511)\">20%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 436)\">30%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 361)\">40%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 286)\">50%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 211)\">60%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 136)\">70%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 61)\">80%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 8.8917 661)\">0<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 6.87125 561)\">1000<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 6.87125 461)\">2000<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 6.87125 361)\">3000<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 6.87125 261)\">4000<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 6.87125 161)\">5000<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 6.87125 61)\">6000<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 40.6351 681)\">Poland<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 115.886 681)\">Czech Republic<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 237.076 681)\">Romania<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 339.738 681)\">Hungary<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 443.879 681)\">Estonia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 540.239 681)\">Lithuania<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 643.281 681)\">Slovakia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 748.169 681)\">Croatia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 846.383 681)\">Bulgaria<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 954.232 681)\">Latvia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 1047.63 681)\">Slovenia<\/text><\/g><g><rect x=\"330.5\" y=\"77.5057\" width=\"25\" height=\"10.0007\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#120C2C\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 358.685 89)\">Domestic<\/text><\/g><g><rect x=\"462.5\" y=\"77.5057\" width=\"25\" height=\"10.0007\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#CEC9ED\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 490.405 89)\">Cross-Border<\/text><\/g><g><path d=\"M627.5 82.5061 652.5 82.5062\" stroke=\"#FFC000\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 655.316 89)\">% of Cross-Border<\/text><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"11\" transform=\"matrix(1 0 0 1.00007 17.8281 747)\">Source: Aventis Advisors deal database (Mergermarket, press releases, news, annual reports). *The analysis only includes CEE countries that are part of the European Union<\/text><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"24\" transform=\"matrix(1 0 0 1.00007 527.964 -17)\">Updated<\/text><\/g><\/svg><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>Software and industrials are prime targets for foreign investment in CEE<\/strong><\/p>\n\n\n\n<p class=\"wp-block-paragraph\">The cross-border M&amp;A transactions across industries were marked by remarkable diversity, with no single industry accounting for more than 10% of the overall transactions. Nevertheless, with 635 deals, software emerged as the frontrunner, closely trailed by industrials, which registered 543 deals. Given the fast-evolving technology hub in the region, we anticipate M&amp;A in software to grow as a percentage of total in the future.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>Buyers from the USA and Germany emerge as top players in CEE&#8217;s M&amp;A market<\/strong><\/p>\n\n\n\n<p class=\"wp-block-paragraph\">The USA and Germany combined accounted for over 1\/5 of all the cross border M&amp;A deals taking place between 2003 to 2024 in Central and Eastern Europe. Buyers from these two countries were particularly interested in the software, industrials, financials, automotive, and retail industries. The appeal of cost-cutting opportunities is a driving force behind the USA and Western European-based buyers&#8217; strategic decision to expand in CEE. As shown in more detail later in this report, the average hourly labor cost in most Western European countries in 2023 was at least two times higher than the CEE average.<\/p>\n\n\n\n<figure class=\"wp-block-image av-chart\"><p class=\"av-chart-title\">M&amp;A in CEE: Cross-Borders Acquisitions by Buyers, 2003 \u2013 2024<\/p><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" overflow=\"hidden\" viewBox=\"0 73.35 1134.00 682.65\" style=\"width:100%;height:auto;display:block\"><defs><clipPath id=\"c202405main044f08bb-clip0\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756\"\/><\/clipPath><image width=\"80\" height=\"43\" xlink:href=\"data:image\/jpeg;base64,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\" preserveAspectRatio=\"none\" id=\"c202405main044f08bb-img1\"\/><clipPath id=\"c202405main044f08bb-clip2\"><rect x=\"0\" y=\"0\" width=\"438086\" height=\"235471\"\/><\/clipPath><image width=\"73\" height=\"44\" xlink:href=\"data:image\/jpeg;base64,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\" preserveAspectRatio=\"none\" id=\"c202405main044f08bb-img3\"\/><clipPath id=\"c202405main044f08bb-clip4\"><rect x=\"0\" y=\"0\" width=\"438086\" height=\"264052\"\/><\/clipPath><image width=\"75\" height=\"38\" xlink:href=\"data:image\/jpeg;base64,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\" preserveAspectRatio=\"none\" id=\"c202405main044f08bb-img5\"\/><clipPath id=\"c202405main044f08bb-clip6\"><rect x=\"0\" y=\"0\" width=\"438086\" height=\"221964\"\/><\/clipPath><image width=\"77\" height=\"51\" xlink:href=\"data:image\/jpeg;base64,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\" preserveAspectRatio=\"none\" id=\"c202405main044f08bb-img7\"\/><clipPath id=\"c202405main044f08bb-clip8\"><rect x=\"0\" y=\"0\" width=\"438086\" height=\"290161\"\/><\/clipPath><image width=\"64\" height=\"43\" xlink:href=\"data:image\/jpeg;base64,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\" preserveAspectRatio=\"none\" id=\"c202405main044f08bb-img9\"\/><clipPath id=\"c202405main044f08bb-clip10\"><rect x=\"0\" y=\"0\" width=\"438086\" height=\"294339\"\/><\/clipPath><image width=\"71\" height=\"45\" xlink:href=\"data:image\/jpeg;base64,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\" preserveAspectRatio=\"none\" id=\"c202405main044f08bb-img11\"\/><clipPath id=\"c202405main044f08bb-clip12\"><rect x=\"0\" y=\"0\" width=\"438086\" height=\"277660\"\/><\/clipPath><image width=\"64\" height=\"43\" xlink:href=\"data:image\/jpeg;base64,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\" preserveAspectRatio=\"none\" id=\"c202405main044f08bb-img13\"\/><clipPath id=\"c202405main044f08bb-clip14\"><rect x=\"0\" y=\"0\" width=\"425240\" height=\"285708\"\/><\/clipPath><image width=\"71\" height=\"45\" xlink:href=\"data:image\/jpeg;base64,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\" preserveAspectRatio=\"none\" id=\"c202405main044f08bb-img15\"\/><clipPath id=\"c202405main044f08bb-clip16\"><rect x=\"0\" y=\"0\" width=\"438086\" height=\"277660\"\/><\/clipPath><image width=\"74\" height=\"43\" xlink:href=\"data:image\/jpeg;base64,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\" preserveAspectRatio=\"none\" id=\"c202405main044f08bb-img17\"\/><clipPath id=\"c202405main044f08bb-clip18\"><rect x=\"0\" y=\"0\" width=\"438086\" height=\"254564\"\/><\/clipPath><image width=\"50\" height=\"34\" xlink:href=\"data:image\/jpeg;base64,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\" preserveAspectRatio=\"none\" id=\"c202405main044f08bb-img19\"\/><clipPath id=\"c202405main044f08bb-clip20\"><rect x=\"0\" y=\"0\" width=\"434165\" height=\"295232\"\/><\/clipPath><\/defs><g clip-path=\"url(#c202405main044f08bb-clip0)\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756.056\" fill=\"#FFFFFF\"\/><path d=\"M3.66721 79.3508 61.5091 79.3508 61.5091 140.164 3.66721 140.164Z\" fill=\"#120C2C\" fill-rule=\"evenodd\"\/><path d=\"M61.5091 79.3508 343.551 79.3508 343.551 140.164 61.5091 140.164Z\" fill=\"#120C2C\" fill-rule=\"evenodd\"\/><path d=\"M343.551 79.3508 482.321 79.3508 482.321 140.164 343.551 140.164Z\" fill=\"#120C2C\" fill-rule=\"evenodd\"\/><path d=\"M482.321 79.3508 648.845 79.3508 648.845 140.164 482.321 140.164Z\" fill=\"#120C2C\" fill-rule=\"evenodd\"\/><path d=\"M648.845 79.3508 1130.33 79.3508 1130.33 140.164 648.845 140.164Z\" fill=\"#120C2C\" fill-rule=\"evenodd\"\/><path d=\"M61.5091 78.684 61.5091 708.209\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><path d=\"M343.551 78.684 343.551 708.209\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><path d=\"M482.321 78.684 482.321 708.209\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><path d=\"M648.845 78.684 648.845 708.209\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><path d=\"M3.00044 140.164 1131 140.164\" stroke=\"#FFFFFF\" stroke-width=\"4.00059\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><path d=\"M3.00044 196.548 1131 196.548\" stroke=\"#D9D9D9\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"4.00059 3.00044\" fill=\"none\" fill-rule=\"evenodd\"\/><path d=\"M3.00044 252.931 1131 252.931\" stroke=\"#D9D9D9\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"4.00059 3.00044\" fill=\"none\" fill-rule=\"evenodd\"\/><path d=\"M3.00044 309.314 1131 309.314\" stroke=\"#D9D9D9\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"4.00059 3.00044\" fill=\"none\" fill-rule=\"evenodd\"\/><path d=\"M3.00044 365.698 1131 365.698\" stroke=\"#D9D9D9\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"4.00059 3.00044\" fill=\"none\" fill-rule=\"evenodd\"\/><path d=\"M3.00044 422.081 1131 422.081\" stroke=\"#D9D9D9\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"4.00059 3.00044\" fill=\"none\" fill-rule=\"evenodd\"\/><path d=\"M3.00044 478.464 1131 478.464\" stroke=\"#D9D9D9\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"4.00059 3.00044\" fill=\"none\" fill-rule=\"evenodd\"\/><path d=\"M3.00044 538.559 1131 538.559\" stroke=\"#D9D9D9\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"4.00059 3.00044\" fill=\"none\" fill-rule=\"evenodd\"\/><path d=\"M3.00044 594.942 1131 594.942\" stroke=\"#D9D9D9\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"4.00059 3.00044\" fill=\"none\" fill-rule=\"evenodd\"\/><path d=\"M3.00044 651.325 1131 651.325\" stroke=\"#D9D9D9\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"4.00059 3.00044\" fill=\"none\" fill-rule=\"evenodd\"\/><path d=\"M3.66721 78.684 3.66721 708.209\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><path d=\"M1130.33 78.684 1130.33 708.209\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><path d=\"M3.00044 707.709 1131 707.709\" stroke=\"#D9D9D9\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"4.00059 3.00044\" fill=\"none\" fill-rule=\"evenodd\"\/><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 773.159 118)\">Top 3 Target Industries<\/text><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 515.289 105)\">% of Total<\/text><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 496.906 130)\">Cross<\/text><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 557.249 130)\">&#8211;<\/text><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 564.416 130)\">Border<\/text><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 362.512 118)\"># of Deals<\/text><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 119.601 118)\">Buyer\u2019s Country<\/text><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 15.419 118)\">No.<\/text><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 715.23 177)\">Software<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 811.411 177)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 835.248 177)\">Industrials<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 944.431 177)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 968.268 177)\">Financials<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 536.122 177)\">11.3%<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 395.183 177)\">835<\/text><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 71.1105 177)\">United States<\/text><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 23.6701 177)\">1.<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 725.238 233)\">Industrials<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 834.421 233)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 857.078 233)\">Automotive<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 975.762 233)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 999.599 233)\">Retail<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 541.246 233)\">9.6%<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 395.183 233)\">706<\/text><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 68.1767 233)\">Germany<\/text><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 23.6701 233)\">2.<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 750.735 289)\">Software<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 846.916 289)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 870.753 289)\">Retail<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 937.096 289)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 960.933 289)\">Energy<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 541.246 290)\">8.4%<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 395.183 290)\">621<\/text><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 68.1767 290)\">United<\/text><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 135.687 290)\">Kingdom<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 23.6701 289)\">3.<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 697.478 346)\">Financials<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 805.16 346)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 828.997 346)\">Construction<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 960.683 346)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 984.52 346)\">Industrials<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 541.246 346)\">5.9%<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 395.183 346)\">436<\/text><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 68.1767 346)\">France<\/text><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 23.6701 346)\">4.<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 697.478 402)\">Construction<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 829.164 402)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 853.001 402)\">Financials<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 960.683 402)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 984.52 402)\">Industrials<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 541.246 402)\">5.7%<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 395.183 402)\">421<\/text><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 66.9966 402)\">Austria<\/text><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 23.6701 402)\">5.<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 724.358 459)\">Financials<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 832.041 459)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 855.878 459)\">Software<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 952.058 459)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 975.509 459)\">Telecom<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 541.246 459)\">5.0%<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 395.183 459)\">371<\/text><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 68.1767 459)\">Netherlands<\/text><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 23.6701 459)\">6.<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 726.399 517)\">Industrials<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 835.581 517)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 859.418 517)\">Software<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 955.599 517)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 979.436 517)\">Medical<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 541.246 517)\">4.5%<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 395.183 517)\">329<\/text><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 68.1767 517)\">Sweden<\/text><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 23.6701 517)\">7.<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 742.568 575)\">Financials<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 850.25 575)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 874.087 575)\">Energy<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 953.599 575)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 977.436 575)\">Foods<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 541.246 575)\">4.3%<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 395.183 575)\">313<\/text><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 68.1767 575)\">Czech<\/text><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 134.52 575)\">Republic<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 23.6701 575)\">8.<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 736.65 631)\">Software<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 832.831 631)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 856.668 631)\">Retail<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 923.011 631)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 946.848 631)\">Financials<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 541.246 632)\">3.3%<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 395.183 632)\">244<\/text><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 68.1767 632)\">Poland<\/text><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 23.6701 631)\">9.<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 742.401 688)\">Industrials<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 851.584 688)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 875.42 688)\">Energy<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 954.932 688)\">\u2013<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 978.769 688)\">Media<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 541.246 688)\">3.0%<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 395.183 688)\">224<\/text><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 68.1767 688)\">Switzerland<\/text><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"700\" font-size=\"21\" transform=\"matrix(1 0 0 1.00007 17.7526 688)\">10.<\/text><g transform=\"matrix(0.000105002 0 0 0.00010501 287 151.011)\"><g clip-path=\"url(#c202405main044f08bb-clip2)\" transform=\"matrix(1 0 0 1.25379 0.0775268 0.0337721)\"><use width=\"100%\" height=\"100%\" xlink:href=\"#c202405main044f08bb-img1\" transform=\"scale(5476.08 5476.08)\"\/><\/g><\/g><path d=\"M286.5 150.511 333.5 150.511 333.5 182.513 286.5 182.513Z\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><g transform=\"matrix(0.000105002 0 0 0.00010501 287 208.015)\"><g clip-path=\"url(#c202405main044f08bb-clip4)\" transform=\"matrix(1 0 0 1.11808 0.0775268 0.0251021)\"><use width=\"100%\" height=\"100%\" xlink:href=\"#c202405main044f08bb-img3\" transform=\"scale(6001.18 6001.18)\"\/><\/g><\/g><path d=\"M286.5 207.515 333.5 207.515 333.5 239.518 286.5 239.518Z\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><g transform=\"matrix(0.000105002 0 0 0.00010501 287 265.019)\"><g clip-path=\"url(#c202405main044f08bb-clip6)\" transform=\"matrix(1 0 0 1.33009 0.0775268 0.0164322)\"><use width=\"100%\" height=\"100%\" xlink:href=\"#c202405main044f08bb-img5\" transform=\"scale(5841.15 5841.15)\"\/><\/g><\/g><path d=\"M286.5 264.519 333.5 264.519 333.5 296.522 286.5 296.522Z\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><g transform=\"matrix(0.000105002 0 0 0.00010501 287 379.028)\"><g clip-path=\"url(#c202405main044f08bb-clip8)\" transform=\"matrix(1 0 0 1.01748 0.0775268 -0.000907719)\"><use width=\"100%\" height=\"100%\" xlink:href=\"#c202405main044f08bb-img7\" transform=\"scale(5689.43 5689.43)\"\/><\/g><\/g><path d=\"M286.5 378.528 333.5 378.528 333.5 410.53 286.5 410.53Z\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><g transform=\"matrix(0.000105002 0 0 0.00010501 287 436.032)\"><g clip-path=\"url(#c202405main044f08bb-clip10)\" transform=\"matrix(1 0 0 1.00303 0.0775268 0.00757784)\"><use width=\"100%\" height=\"100%\" xlink:href=\"#c202405main044f08bb-img9\" transform=\"scale(6845.09 6845.09)\"\/><\/g><\/g><path d=\"M286.5 435.532 333.5 435.532 333.5 467.534 286.5 467.534Z\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><g transform=\"matrix(0.000105002 0 0 0.00010501 287 493.036)\"><g clip-path=\"url(#c202405main044f08bb-clip12)\" transform=\"matrix(1 0 0 1.06328 0.0775268 0.144216)\"><use width=\"100%\" height=\"100%\" xlink:href=\"#c202405main044f08bb-img11\" transform=\"scale(6170.23 6170.23)\"\/><\/g><\/g><path d=\"M286.5 492.536 333.5 492.536 333.5 524.539 286.5 524.539Z\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><g transform=\"matrix(0.000105002 0 0 0.00010501 287 551.041)\"><g clip-path=\"url(#c202405main044f08bb-clip14)\" transform=\"matrix(1.03021 0 0 1 0.0775268 0.053092)\"><use width=\"100%\" height=\"100%\" xlink:href=\"#c202405main044f08bb-img13\" transform=\"scale(6644.37 6644.37)\"\/><\/g><\/g><path d=\"M286.5 550.54 333.5 550.54 333.5 581.543 286.5 581.543Z\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><g transform=\"matrix(0.000105002 0 0 0.00010501 287 608.045)\"><g clip-path=\"url(#c202405main044f08bb-clip16)\" transform=\"matrix(1 0 0 1.06328 0.0775268 -0.600886)\"><use width=\"100%\" height=\"100%\" xlink:href=\"#c202405main044f08bb-img15\" transform=\"scale(6170.23 6170.23)\"\/><\/g><\/g><path d=\"M286.5 607.545 333.5 607.545 333.5 639.547 286.5 639.547Z\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><g transform=\"matrix(0.000105002 0 0 0.00010501 287 665.049)\"><g clip-path=\"url(#c202405main044f08bb-clip18)\" transform=\"matrix(1 0 0 1.15976 0.0775268 -0.173632)\"><use width=\"100%\" height=\"100%\" xlink:href=\"#c202405main044f08bb-img17\" transform=\"scale(5920.08 5920.08)\"\/><\/g><\/g><path d=\"M286.5 664.549 333.5 664.549 333.5 696.551 286.5 696.551Z\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><g transform=\"matrix(0.000105002 0 0 0.00010501 287 322.024)\"><g clip-path=\"url(#c202405main044f08bb-clip20)\" transform=\"matrix(1.00903 0 0 1 0.0775268 -0.0969298)\"><use width=\"100%\" height=\"100%\" xlink:href=\"#c202405main044f08bb-img19\" transform=\"scale(8683.29 8683.29)\"\/><\/g><\/g><path d=\"M286.5 321.524 333.5 321.524 333.5 353.526 286.5 353.526Z\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"24\" transform=\"matrix(1 0 0 1.00007 527.964 -14)\">Updated<\/text><g><g><g><path d=\"M7.31861 0.0115679 5.54487 0.0115679 0 13.8159 1.71205 13.8159 3.04235 10.388 9.76329 10.388 9.77486 10.4149 11.163 13.8159 12.8635 13.8159 7.31861 0.0115679ZM3.53591 9.01909 3.55519 8.96896 6.42017 1.54624 9.30443 9.01909 3.53591 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M16.222 11.9496 13.1758 3.78655 11.4136 3.78655 15.4161 13.8159 17.0241 13.8159 21.0535 3.78655 19.2836 3.78655Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M30.4544 8.71061C30.4544 7.19908 30.0418 5.96131 29.2243 5.03203 28.4107 4.10274 27.3002 3.63617 25.9275 3.63617 24.4892 3.63617 23.3363 4.12202 22.4995 5.08601 21.6628 6.05 21.2386 7.29547 21.2386 8.78387 21.2386 10.2376 21.6782 11.4638 22.5381 12.4316 23.3941 13.3956 24.5432 13.893 25.9467 13.9046 26.6138 13.9046 27.2231 13.8082 27.7629 13.6154 28.2989 13.4226 28.7308 13.1565 29.0469 12.8288 29.3593 12.4972 29.6099 12.1617 29.7911 11.8262 29.9608 11.5023 30.0726 11.1784 30.1228 10.8545L28.7308 10.8545C28.5534 11.3905 28.2141 11.8262 27.7282 12.1463 27.2539 12.4586 26.6524 12.6167 25.9429 12.6167L25.8658 12.6167C25.0792 12.6051 24.3774 12.3044 23.7681 11.726 23.1627 11.1476 22.835 10.3378 22.8003 9.31985L22.7964 9.27744 30.4197 9.27744C30.4428 9.00366 30.4544 8.81472 30.4544 8.71061ZM22.8311 8.08209 22.835 8.03967C22.943 7.10653 23.2669 6.35462 23.799 5.80322 24.3311 5.24796 25.0483 4.96648 25.9275 4.96648 26.7951 4.96648 27.5007 5.24796 28.0174 5.80322 28.5341 6.35462 28.8426 7.10653 28.939 8.03967L28.9428 8.08209 22.8311 8.08209Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M37.0095 3.59761C36.3386 3.59761 35.683 3.74799 35.0699 4.04104 34.453 4.3341 33.9633 4.73126 33.6162 5.21711L33.5468 5.31351 33.5468 3.78655 31.9775 3.78655 31.9775 13.8159 33.6008 13.8159 33.6008 7.52683C33.6008 6.81348 33.8977 6.21195 34.4877 5.74538 35.0699 5.27495 35.7717 5.03974 36.5661 5.03974 37.3025 5.03974 37.9002 5.25953 38.3437 5.69525 38.7832 6.13483 39.0069 6.72094 39.0069 7.44586L39.0069 13.8159 40.638 13.8159 40.638 7.28391C40.638 6.16568 40.3063 5.26338 39.647 4.60016 38.9915 3.93693 38.1007 3.59761 37.0095 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M46.2098 12.447 47.2818 12.447 47.2818 13.8313 46.2098 13.8313C45.2458 13.8313 44.4939 13.6347 43.9734 13.2491 43.4567 12.8635 43.1945 12.1386 43.1945 11.0975L43.1945 5.05902 41.6019 5.05902 41.6019 3.78655 43.1945 3.78655 43.1945 0.0115679 44.76 0.0115679 44.76 3.78655 46.7689 3.78655 46.7689 5.06287 44.7638 5.05902 44.7253 5.05516 44.7253 10.9085C44.7253 11.4214 44.8255 11.8069 45.0222 12.0614 45.2227 12.3159 45.6199 12.447 46.2098 12.447Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M48.8704 3.78655 50.5015 3.78655 50.5015 13.8159 48.8704 13.8159Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M56.2276 7.90857C55.4294 7.7659 54.8125 7.57696 54.396 7.35331 53.9719 7.12581 53.7559 6.75178 53.7559 6.2428 53.7559 5.7608 53.968 5.39449 54.3883 5.15927 54.797 4.92406 55.2983 4.81609 55.869 4.83923 56.3163 4.86622 56.7597 5.00118 57.1877 5.2441 57.608 5.48317 57.8741 5.86491 57.9743 6.37776L59.3548 6.37776C59.2545 5.47161 58.8805 4.77368 58.2404 4.29554 57.5926 3.80969 56.7327 3.56291 55.6839 3.56291 54.6852 3.56291 53.8253 3.82897 53.1235 4.35338 52.4256 4.87779 52.0709 5.58343 52.0709 6.45102 52.0709 7.26077 52.3678 7.86616 52.9462 8.2479 53.5323 8.6412 54.3266 8.93811 55.3022 9.13477 56.1312 9.27744 56.7751 9.48952 57.2186 9.75943 57.6736 10.0332 57.9011 10.4419 57.9011 10.9702 57.9011 11.4792 57.6967 11.9072 57.2957 12.235 56.8947 12.5589 56.3703 12.7324 55.734 12.7439 55.0978 12.7555 54.5233 12.5666 54.0258 12.181 53.5361 11.8031 53.2469 11.3674 53.166 10.8931L51.7431 10.8931C51.8164 11.6643 52.1943 12.3738 52.8613 13.0061 53.54 13.6501 54.5155 13.9779 55.7572 13.9779 56.8523 13.9779 57.77 13.6809 58.491 13.091 59.2044 12.5049 59.5669 11.753 59.5669 10.8545 59.5669 9.32757 58.4448 8.33658 56.2276 7.90857Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M49.6725 0C49.1172 0 48.6661 0.451147 48.6661 1.00641 48.6661 1.56166 49.1172 2.01281 49.6725 2.01281 50.2277 2.01281 50.6789 1.56166 50.6789 1.00641 50.6789 0.451147 50.2277 0 49.6725 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M74.4778 12.902C74.3159 12.8095 74.2118 12.6437 74.1617 12.4085L71.5165 0.0115679 69.5538 0.0115679 69.9972 1.87785 63.4459 12.4085C63.2994 12.6437 63.1298 12.8056 62.937 12.8905 62.748 12.9792 62.4897 13.0447 62.1696 13.0948L62.0231 13.8159 66.1875 13.8159 66.3148 13.0948C65.748 13.0717 65.3392 13.0139 65.0847 12.929 64.8302 12.8442 64.7068 12.6822 64.7068 12.447 64.7068 12.2234 64.8302 11.9226 65.077 11.5409L66.068 9.92524 71.7671 9.92524 72.1103 11.5602C72.1334 11.8069 72.145 11.9728 72.145 12.0576 72.145 12.3545 72.0486 12.5781 71.8481 12.7324 71.6514 12.8866 71.4394 12.983 71.2118 13.0216 70.9843 13.0563 70.6527 13.0833 70.2209 13.0948L70.0898 13.8159 75.0331 13.8159 75.1642 13.0948C74.8673 13.0563 74.6398 12.9946 74.4778 12.902ZM66.6233 9.01909 70.352 2.98837 71.582 9.01909 66.6233 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M83.5471 12.7632C83.3735 12.7632 83.2887 12.6707 83.2887 12.4856 83.2887 12.4085 83.3388 12.1386 83.4352 11.6681L86.2115 0.0115679 85.7874 0.0115679 82.8646 0.790472 82.7682 1.16064 84.1409 1.73518 83.4931 4.44978C83.0342 4.03333 82.4635 3.82126 81.7695 3.82126 80.8209 3.82126 79.8916 4.15672 78.9855 4.81995 78.0793 5.48703 77.3351 6.39704 76.7567 7.54997 76.1745 8.70675 75.8853 9.92909 75.8853 11.2247 75.8853 12.1039 76.0704 12.7825 76.4405 13.2722 76.8107 13.7581 77.3274 14.001 77.9945 14.001 78.7348 14.001 79.4829 13.5884 80.2425 12.7632 81.0021 11.9342 81.6769 10.8854 82.2707 9.61676L82.398 9.61676C81.9545 11.082 81.7348 12.1578 81.7348 12.8365 81.7348 13.1797 81.8234 13.4612 82.0008 13.6771 82.1821 13.893 82.4365 14.001 82.7682 14.001 83.2502 14.001 83.7129 13.8313 84.1602 13.492 84.6036 13.1527 85.0972 12.5781 85.6408 11.7607L85.2514 11.3751C84.5226 12.3005 83.9558 12.7632 83.5471 12.7632ZM81.1795 10.6424C80.2541 12.0807 79.4212 12.7979 78.6808 12.7979 78.3222 12.7979 78.0523 12.6398 77.8672 12.3275 77.6822 12.0113 77.5896 11.5949 77.5896 11.0782 77.6012 10.0525 77.7863 9.04608 78.141 8.05895 78.4996 7.07183 79.0086 6.24665 79.6718 5.57957 80.3312 4.91249 81.0561 4.58088 81.8466 4.58088 82.4867 4.58088 82.9532 4.84694 83.2502 5.37521 82.7952 7.44971 82.1049 9.20417 81.1795 10.6424Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M93.6458 3.59761C93.0134 3.59761 92.4736 3.88295 92.0186 4.44978L92.0186 4.73512C93.1677 4.73512 93.7384 5.18241 93.7384 6.07699 93.7384 7.08725 93.2448 8.1515 92.2615 9.27358L89.8207 12.0923 89.1189 3.60147 88.8721 3.60147 86.3388 4.26469 86.227 4.66185 87.6074 5.13614 88.4596 14.0087 89.196 14.0087 92.9016 9.75172C93.7229 8.80701 94.3129 7.98955 94.6792 7.30319 95.0455 6.61683 95.2268 5.94974 95.2268 5.3058 95.2268 4.82766 95.0957 4.42278 94.8373 4.09503 94.5867 3.76342 94.1895 3.59761 93.6458 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M97.6676 12.7594C97.4941 12.7594 97.4092 12.6668 97.4092 12.4817 97.4092 12.3583 97.4632 12.0884 97.575 11.6681L99.4992 3.82126 99.0364 3.82126 96.1291 4.44978 96.0172 4.83923 97.4247 5.41377 95.998 11.1514C95.8244 11.8802 95.7396 12.4085 95.7396 12.7439 95.7396 13.1257 95.8437 13.4303 96.0558 13.6617 96.264 13.8892 96.5416 14.0048 96.8887 14.0048 97.3707 14.0048 97.8295 13.839 98.2691 13.5036 98.7087 13.172 99.2022 12.5897 99.7575 11.7645L99.3873 11.3751C98.6393 12.2967 98.0648 12.7594 97.6676 12.7594Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M106.71 4.06032C106.282 3.75185 105.707 3.59761 104.99 3.59761 104.068 3.59761 103.297 3.87524 102.673 4.4305 102.048 4.98575 101.736 5.66055 101.736 6.45487 101.736 6.93301 101.917 7.442 102.275 7.97798 102.634 8.51396 103.027 8.97282 103.448 9.3507 103.872 9.72858 104.261 10.1373 104.62 10.5808 104.978 11.0203 105.16 11.4059 105.16 11.7337 105.16 12.6668 104.666 13.1334 103.683 13.1334 102.622 13.1334 101.797 12.3468 101.203 10.7697L101.053 10.7697C100.498 11.0203 100.22 11.4329 100.22 11.9997 100.22 12.5666 100.486 13.0447 101.015 13.4264 101.543 13.812 102.237 14.0048 103.097 14.0048 104.003 14.0048 104.793 13.7234 105.46 13.1642 106.128 12.6013 106.463 11.8686 106.463 10.9625 106.463 10.5846 106.343 10.1913 106.104 9.77871 105.865 9.36998 105.572 8.98438 105.225 8.62578 104.878 8.26718 104.531 7.924 104.184 7.59624 103.837 7.26848 103.544 6.94458 103.305 6.62068 103.066 6.30064 102.946 6.01915 102.946 5.78008 102.946 4.95876 103.382 4.55003 104.25 4.55003 105.083 4.55003 105.781 5.12457 106.351 6.26979L106.54 6.26979C107.084 6.00373 107.354 5.67597 107.354 5.28652 107.354 4.77753 107.138 4.3688 106.71 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M115.239 4.60016C114.653 3.93308 113.863 3.59761 112.864 3.59761 111.881 3.59761 110.982 3.93308 110.161 4.60016 109.34 5.2711 108.719 6.10398 108.287 7.10653 107.859 8.10908 107.647 9.14248 107.647 10.199 107.647 11.3982 107.94 12.3314 108.526 12.9984 109.112 13.6694 109.903 14.001 110.897 14.001 111.881 14.001 112.783 13.6694 113.604 12.9984 114.422 12.3314 115.046 11.4946 115.474 10.4921 115.906 9.48952 116.118 8.45997 116.118 7.39959 116.118 6.20424 115.825 5.2711 115.239 4.60016ZM113.936 9.75558C113.662 10.708 113.261 11.5293 112.733 12.2157 112.205 12.902 111.611 13.2452 110.955 13.2452 110.477 13.2452 110.099 13.0177 109.829 12.5627 109.559 12.1116 109.424 11.4753 109.424 10.654 109.424 9.73244 109.559 8.7993 109.829 7.84688 110.099 6.89445 110.5 6.07314 111.032 5.38677 111.561 4.70041 112.154 4.35723 112.81 4.35723 113.288 4.35723 113.662 4.58088 113.936 5.03588 114.206 5.49089 114.341 6.12712 114.341 6.94844 114.341 7.86616 114.206 8.80315 113.936 9.75558Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M125.095 4.75054C125.095 4.43435 125.01 4.16444 124.841 3.93693 124.671 3.70943 124.401 3.59761 124.035 3.59761 123.418 3.59761 122.731 4.12973 121.983 5.19783 121.231 6.26208 120.333 7.87001 119.288 10.0139L119.157 10.0139 120.159 6.74022 120.954 3.59761 120.479 3.59761 117.622 4.24155 117.51 4.63872 118.949 5.22482 116.809 13.8159 118.532 13.8159C118.898 12.3545 119.388 10.9663 120.009 9.65147 120.626 8.34044 121.22 7.33789 121.787 6.64382 122.353 5.94974 122.801 5.60271 123.128 5.60271 123.483 5.60271 123.657 5.83792 123.657 6.30449L123.942 6.30449C124.709 5.93818 125.095 5.42148 125.095 4.75054Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M130.366 4.06032C129.938 3.75185 129.364 3.59761 128.646 3.59761 127.725 3.59761 126.954 3.87524 126.329 4.4305 125.704 4.98575 125.392 5.66055 125.392 6.45487 125.392 6.93301 125.573 7.442 125.932 7.97798 126.29 8.51396 126.684 8.97282 127.104 9.3507 127.528 9.72858 127.918 10.1373 128.276 10.5808 128.635 11.0203 128.816 11.4059 128.816 11.7337 128.816 12.6668 128.322 13.1334 127.339 13.1334 126.279 13.1334 125.454 12.3468 124.86 10.7697L124.709 10.7697C124.154 11.0203 123.877 11.4329 123.877 11.9997 123.877 12.5666 124.143 13.0447 124.671 13.4264 125.199 13.812 125.893 14.0048 126.753 14.0048 127.659 14.0048 128.45 13.7234 129.117 13.1642 129.784 12.6013 130.119 11.8686 130.119 10.9625 130.119 10.5846 130 10.1913 129.761 9.77871 129.522 9.36998 129.229 8.98438 128.882 8.62578 128.535 8.26718 128.188 7.924 127.84 7.59624 127.493 7.26848 127.2 6.94458 126.961 6.62068 126.722 6.30064 126.603 6.01915 126.603 5.78008 126.603 4.95876 127.038 4.55003 127.906 4.55003 128.739 4.55003 129.437 5.12457 130.008 6.26979L130.196 6.26979C130.74 6.00373 131.01 5.67597 131.01 5.28652 131.006 4.77753 130.794 4.3688 130.366 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M99.1059 0C98.5506 0 98.0994 0.451147 98.0994 1.00641 98.0994 1.56166 98.5506 2.01281 99.1059 2.01281 99.6611 2.01281 100.112 1.56166 100.112 1.00641 100.112 0.451147 99.6611 0 99.1059 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><\/g><\/g><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"11\" transform=\"matrix(1 0 0 1.00007 17.8281 747)\">Source: Aventis Advisors deal database (Mergermarket, press releases, news, annual reports)<\/text><\/g><\/svg><\/figure>\n\n\n\n<h3 class=\"wp-block-heading\">Substantial strategic investments and vibrant private equity scene<\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Strategic investment emerges as the cornerstone of mergers and acquisitions in CEE. The dynamic economies in the region present a unique opportunity for local and foreign businesses seeking to expand through M&amp;A.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">In particular, countries like Poland, the Czech Republic, Estonia, and Lithuania are renowned for their robust tech capabilities, attracting buyers seeking top-notch technologies. Furthermore, several industries in this region are fragmented, offering <a href=\"https:\/\/aventis-advisors.com\/strategic-vs-financial-buyers\/\">strategic buyers<\/a> a vast pool of potential targets.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Throughout most of the analyzed period, the percentage of financial acquisitions hovered in the 20% range for the region. Among financial investors, private equity firms are the most active. The market hype in late 2020 and 2021 catalyzed a surge in private equity and venture capital firms&#8217; activities, attracting unprecedented inflows and resulting in a spike in financial acquisitions. In 2022, the percentage of financial acquirers fell to 22% of deal volumes, driven by higher uncertainty and rising interest rates, which dampened private equity activity. In 2023, the percentage of financial buyers increased to 27%, likely due to a stabilizing environment and improved visibility into future interest rates<\/p>\n\n\n\n<figure class=\"wp-block-image av-chart\"><p class=\"av-chart-title\">M&amp;A in CEE: Strategic vs. Financial Acquisitions, 2003 \u2013 2024<\/p><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" overflow=\"hidden\" viewBox=\"0 54.50 1134.00 701.50\" style=\"width:100%;height:auto;display:block\"><defs><clipPath id=\"c202405main605b5e6b-clip0\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756\"\/><\/clipPath><\/defs><g clip-path=\"url(#c202405main605b5e6b-clip0)\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756.056\" fill=\"#FFFFFF\"\/><g><g><g><path d=\"M7.31861 0.0115679 5.54487 0.0115679 0 13.8159 1.71205 13.8159 3.04235 10.388 9.76329 10.388 9.77486 10.4149 11.163 13.8159 12.8635 13.8159 7.31861 0.0115679ZM3.53591 9.01909 3.55519 8.96896 6.42017 1.54624 9.30443 9.01909 3.53591 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M16.222 11.9496 13.1758 3.78655 11.4136 3.78655 15.4161 13.8159 17.0241 13.8159 21.0535 3.78655 19.2836 3.78655Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M30.4544 8.71061C30.4544 7.19908 30.0418 5.96131 29.2243 5.03203 28.4107 4.10274 27.3002 3.63617 25.9275 3.63617 24.4892 3.63617 23.3363 4.12202 22.4995 5.08601 21.6628 6.05 21.2386 7.29547 21.2386 8.78387 21.2386 10.2376 21.6782 11.4638 22.5381 12.4316 23.3941 13.3956 24.5432 13.893 25.9467 13.9046 26.6138 13.9046 27.2231 13.8082 27.7629 13.6154 28.2989 13.4226 28.7308 13.1565 29.0469 12.8288 29.3593 12.4972 29.6099 12.1617 29.7911 11.8262 29.9608 11.5023 30.0726 11.1784 30.1228 10.8545L28.7308 10.8545C28.5534 11.3905 28.2141 11.8262 27.7282 12.1463 27.2539 12.4586 26.6524 12.6167 25.9429 12.6167L25.8658 12.6167C25.0792 12.6051 24.3774 12.3044 23.7681 11.726 23.1627 11.1476 22.835 10.3378 22.8003 9.31985L22.7964 9.27744 30.4197 9.27744C30.4428 9.00366 30.4544 8.81472 30.4544 8.71061ZM22.8311 8.08209 22.835 8.03967C22.943 7.10653 23.2669 6.35462 23.799 5.80322 24.3311 5.24796 25.0483 4.96648 25.9275 4.96648 26.7951 4.96648 27.5007 5.24796 28.0174 5.80322 28.5341 6.35462 28.8426 7.10653 28.939 8.03967L28.9428 8.08209 22.8311 8.08209Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M37.0095 3.59761C36.3386 3.59761 35.683 3.74799 35.0699 4.04104 34.453 4.3341 33.9633 4.73126 33.6162 5.21711L33.5468 5.31351 33.5468 3.78655 31.9775 3.78655 31.9775 13.8159 33.6008 13.8159 33.6008 7.52683C33.6008 6.81348 33.8977 6.21195 34.4877 5.74538 35.0699 5.27495 35.7717 5.03974 36.5661 5.03974 37.3025 5.03974 37.9002 5.25953 38.3437 5.69525 38.7832 6.13483 39.0069 6.72094 39.0069 7.44586L39.0069 13.8159 40.638 13.8159 40.638 7.28391C40.638 6.16568 40.3063 5.26338 39.647 4.60016 38.9915 3.93693 38.1007 3.59761 37.0095 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M46.2098 12.447 47.2818 12.447 47.2818 13.8313 46.2098 13.8313C45.2458 13.8313 44.4939 13.6347 43.9734 13.2491 43.4567 12.8635 43.1945 12.1386 43.1945 11.0975L43.1945 5.05902 41.6019 5.05902 41.6019 3.78655 43.1945 3.78655 43.1945 0.0115679 44.76 0.0115679 44.76 3.78655 46.7689 3.78655 46.7689 5.06287 44.7638 5.05902 44.7253 5.05516 44.7253 10.9085C44.7253 11.4214 44.8255 11.8069 45.0222 12.0614 45.2227 12.3159 45.6199 12.447 46.2098 12.447Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M48.8704 3.78655 50.5015 3.78655 50.5015 13.8159 48.8704 13.8159Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M56.2276 7.90857C55.4294 7.7659 54.8125 7.57696 54.396 7.35331 53.9719 7.12581 53.7559 6.75178 53.7559 6.2428 53.7559 5.7608 53.968 5.39449 54.3883 5.15927 54.797 4.92406 55.2983 4.81609 55.869 4.83923 56.3163 4.86622 56.7597 5.00118 57.1877 5.2441 57.608 5.48317 57.8741 5.86491 57.9743 6.37776L59.3548 6.37776C59.2545 5.47161 58.8805 4.77368 58.2404 4.29554 57.5926 3.80969 56.7327 3.56291 55.6839 3.56291 54.6852 3.56291 53.8253 3.82897 53.1235 4.35338 52.4256 4.87779 52.0709 5.58343 52.0709 6.45102 52.0709 7.26077 52.3678 7.86616 52.9462 8.2479 53.5323 8.6412 54.3266 8.93811 55.3022 9.13477 56.1312 9.27744 56.7751 9.48952 57.2186 9.75943 57.6736 10.0332 57.9011 10.4419 57.9011 10.9702 57.9011 11.4792 57.6967 11.9072 57.2957 12.235 56.8947 12.5589 56.3703 12.7324 55.734 12.7439 55.0978 12.7555 54.5233 12.5666 54.0258 12.181 53.5361 11.8031 53.2469 11.3674 53.166 10.8931L51.7431 10.8931C51.8164 11.6643 52.1943 12.3738 52.8613 13.0061 53.54 13.6501 54.5155 13.9779 55.7572 13.9779 56.8523 13.9779 57.77 13.6809 58.491 13.091 59.2044 12.5049 59.5669 11.753 59.5669 10.8545 59.5669 9.32757 58.4448 8.33658 56.2276 7.90857Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M49.6725 0C49.1172 0 48.6661 0.451147 48.6661 1.00641 48.6661 1.56166 49.1172 2.01281 49.6725 2.01281 50.2277 2.01281 50.6789 1.56166 50.6789 1.00641 50.6789 0.451147 50.2277 0 49.6725 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M74.4778 12.902C74.3159 12.8095 74.2118 12.6437 74.1617 12.4085L71.5165 0.0115679 69.5538 0.0115679 69.9972 1.87785 63.4459 12.4085C63.2994 12.6437 63.1298 12.8056 62.937 12.8905 62.748 12.9792 62.4897 13.0447 62.1696 13.0948L62.0231 13.8159 66.1875 13.8159 66.3148 13.0948C65.748 13.0717 65.3392 13.0139 65.0847 12.929 64.8302 12.8442 64.7068 12.6822 64.7068 12.447 64.7068 12.2234 64.8302 11.9226 65.077 11.5409L66.068 9.92524 71.7671 9.92524 72.1103 11.5602C72.1334 11.8069 72.145 11.9728 72.145 12.0576 72.145 12.3545 72.0486 12.5781 71.8481 12.7324 71.6514 12.8866 71.4394 12.983 71.2118 13.0216 70.9843 13.0563 70.6527 13.0833 70.2209 13.0948L70.0898 13.8159 75.0331 13.8159 75.1642 13.0948C74.8673 13.0563 74.6398 12.9946 74.4778 12.902ZM66.6233 9.01909 70.352 2.98837 71.582 9.01909 66.6233 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M83.5471 12.7632C83.3735 12.7632 83.2887 12.6707 83.2887 12.4856 83.2887 12.4085 83.3388 12.1386 83.4352 11.6681L86.2115 0.0115679 85.7874 0.0115679 82.8646 0.790472 82.7682 1.16064 84.1409 1.73518 83.4931 4.44978C83.0342 4.03333 82.4635 3.82126 81.7695 3.82126 80.8209 3.82126 79.8916 4.15672 78.9855 4.81995 78.0793 5.48703 77.3351 6.39704 76.7567 7.54997 76.1745 8.70675 75.8853 9.92909 75.8853 11.2247 75.8853 12.1039 76.0704 12.7825 76.4405 13.2722 76.8107 13.7581 77.3274 14.001 77.9945 14.001 78.7348 14.001 79.4829 13.5884 80.2425 12.7632 81.0021 11.9342 81.6769 10.8854 82.2707 9.61676L82.398 9.61676C81.9545 11.082 81.7348 12.1578 81.7348 12.8365 81.7348 13.1797 81.8234 13.4612 82.0008 13.6771 82.1821 13.893 82.4365 14.001 82.7682 14.001 83.2502 14.001 83.7129 13.8313 84.1602 13.492 84.6036 13.1527 85.0972 12.5781 85.6408 11.7607L85.2514 11.3751C84.5226 12.3005 83.9558 12.7632 83.5471 12.7632ZM81.1795 10.6424C80.2541 12.0807 79.4212 12.7979 78.6808 12.7979 78.3222 12.7979 78.0523 12.6398 77.8672 12.3275 77.6822 12.0113 77.5896 11.5949 77.5896 11.0782 77.6012 10.0525 77.7863 9.04608 78.141 8.05895 78.4996 7.07183 79.0086 6.24665 79.6718 5.57957 80.3312 4.91249 81.0561 4.58088 81.8466 4.58088 82.4867 4.58088 82.9532 4.84694 83.2502 5.37521 82.7952 7.44971 82.1049 9.20417 81.1795 10.6424Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M93.6458 3.59761C93.0134 3.59761 92.4736 3.88295 92.0186 4.44978L92.0186 4.73512C93.1677 4.73512 93.7384 5.18241 93.7384 6.07699 93.7384 7.08725 93.2448 8.1515 92.2615 9.27358L89.8207 12.0923 89.1189 3.60147 88.8721 3.60147 86.3388 4.26469 86.227 4.66185 87.6074 5.13614 88.4596 14.0087 89.196 14.0087 92.9016 9.75172C93.7229 8.80701 94.3129 7.98955 94.6792 7.30319 95.0455 6.61683 95.2268 5.94974 95.2268 5.3058 95.2268 4.82766 95.0957 4.42278 94.8373 4.09503 94.5867 3.76342 94.1895 3.59761 93.6458 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M97.6676 12.7594C97.4941 12.7594 97.4092 12.6668 97.4092 12.4817 97.4092 12.3583 97.4632 12.0884 97.575 11.6681L99.4992 3.82126 99.0364 3.82126 96.1291 4.44978 96.0172 4.83923 97.4247 5.41377 95.998 11.1514C95.8244 11.8802 95.7396 12.4085 95.7396 12.7439 95.7396 13.1257 95.8437 13.4303 96.0558 13.6617 96.264 13.8892 96.5416 14.0048 96.8887 14.0048 97.3707 14.0048 97.8295 13.839 98.2691 13.5036 98.7087 13.172 99.2022 12.5897 99.7575 11.7645L99.3873 11.3751C98.6393 12.2967 98.0648 12.7594 97.6676 12.7594Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M106.71 4.06032C106.282 3.75185 105.707 3.59761 104.99 3.59761 104.068 3.59761 103.297 3.87524 102.673 4.4305 102.048 4.98575 101.736 5.66055 101.736 6.45487 101.736 6.93301 101.917 7.442 102.275 7.97798 102.634 8.51396 103.027 8.97282 103.448 9.3507 103.872 9.72858 104.261 10.1373 104.62 10.5808 104.978 11.0203 105.16 11.4059 105.16 11.7337 105.16 12.6668 104.666 13.1334 103.683 13.1334 102.622 13.1334 101.797 12.3468 101.203 10.7697L101.053 10.7697C100.498 11.0203 100.22 11.4329 100.22 11.9997 100.22 12.5666 100.486 13.0447 101.015 13.4264 101.543 13.812 102.237 14.0048 103.097 14.0048 104.003 14.0048 104.793 13.7234 105.46 13.1642 106.128 12.6013 106.463 11.8686 106.463 10.9625 106.463 10.5846 106.343 10.1913 106.104 9.77871 105.865 9.36998 105.572 8.98438 105.225 8.62578 104.878 8.26718 104.531 7.924 104.184 7.59624 103.837 7.26848 103.544 6.94458 103.305 6.62068 103.066 6.30064 102.946 6.01915 102.946 5.78008 102.946 4.95876 103.382 4.55003 104.25 4.55003 105.083 4.55003 105.781 5.12457 106.351 6.26979L106.54 6.26979C107.084 6.00373 107.354 5.67597 107.354 5.28652 107.354 4.77753 107.138 4.3688 106.71 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M115.239 4.60016C114.653 3.93308 113.863 3.59761 112.864 3.59761 111.881 3.59761 110.982 3.93308 110.161 4.60016 109.34 5.2711 108.719 6.10398 108.287 7.10653 107.859 8.10908 107.647 9.14248 107.647 10.199 107.647 11.3982 107.94 12.3314 108.526 12.9984 109.112 13.6694 109.903 14.001 110.897 14.001 111.881 14.001 112.783 13.6694 113.604 12.9984 114.422 12.3314 115.046 11.4946 115.474 10.4921 115.906 9.48952 116.118 8.45997 116.118 7.39959 116.118 6.20424 115.825 5.2711 115.239 4.60016ZM113.936 9.75558C113.662 10.708 113.261 11.5293 112.733 12.2157 112.205 12.902 111.611 13.2452 110.955 13.2452 110.477 13.2452 110.099 13.0177 109.829 12.5627 109.559 12.1116 109.424 11.4753 109.424 10.654 109.424 9.73244 109.559 8.7993 109.829 7.84688 110.099 6.89445 110.5 6.07314 111.032 5.38677 111.561 4.70041 112.154 4.35723 112.81 4.35723 113.288 4.35723 113.662 4.58088 113.936 5.03588 114.206 5.49089 114.341 6.12712 114.341 6.94844 114.341 7.86616 114.206 8.80315 113.936 9.75558Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M125.095 4.75054C125.095 4.43435 125.01 4.16444 124.841 3.93693 124.671 3.70943 124.401 3.59761 124.035 3.59761 123.418 3.59761 122.731 4.12973 121.983 5.19783 121.231 6.26208 120.333 7.87001 119.288 10.0139L119.157 10.0139 120.159 6.74022 120.954 3.59761 120.479 3.59761 117.622 4.24155 117.51 4.63872 118.949 5.22482 116.809 13.8159 118.532 13.8159C118.898 12.3545 119.388 10.9663 120.009 9.65147 120.626 8.34044 121.22 7.33789 121.787 6.64382 122.353 5.94974 122.801 5.60271 123.128 5.60271 123.483 5.60271 123.657 5.83792 123.657 6.30449L123.942 6.30449C124.709 5.93818 125.095 5.42148 125.095 4.75054Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M130.366 4.06032C129.938 3.75185 129.364 3.59761 128.646 3.59761 127.725 3.59761 126.954 3.87524 126.329 4.4305 125.704 4.98575 125.392 5.66055 125.392 6.45487 125.392 6.93301 125.573 7.442 125.932 7.97798 126.29 8.51396 126.684 8.97282 127.104 9.3507 127.528 9.72858 127.918 10.1373 128.276 10.5808 128.635 11.0203 128.816 11.4059 128.816 11.7337 128.816 12.6668 128.322 13.1334 127.339 13.1334 126.279 13.1334 125.454 12.3468 124.86 10.7697L124.709 10.7697C124.154 11.0203 123.877 11.4329 123.877 11.9997 123.877 12.5666 124.143 13.0447 124.671 13.4264 125.199 13.812 125.893 14.0048 126.753 14.0048 127.659 14.0048 128.45 13.7234 129.117 13.1642 129.784 12.6013 130.119 11.8686 130.119 10.9625 130.119 10.5846 130 10.1913 129.761 9.77871 129.522 9.36998 129.229 8.98438 128.882 8.62578 128.535 8.26718 128.188 7.924 127.84 7.59624 127.493 7.26848 127.2 6.94458 126.961 6.62068 126.722 6.30064 126.603 6.01915 126.603 5.78008 126.603 4.95876 127.038 4.55003 127.906 4.55003 128.739 4.55003 129.437 5.12457 130.008 6.26979L130.196 6.26979C130.74 6.00373 131.01 5.67597 131.01 5.28652 131.006 4.77753 130.794 4.3688 130.366 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M99.1059 0C98.5506 0 98.0994 0.451147 98.0994 1.00641 98.0994 1.56166 98.5506 2.01281 99.1059 2.01281 99.6611 2.01281 100.112 1.56166 100.112 1.00641 100.112 0.451147 99.6611 0 99.1059 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><\/g><\/g><\/g><g><path d=\"M21.5009 641.574 51.5022 641.574 51.5022 660.549 21.5009 660.549ZM71.503 627.572 101.504 627.572 101.504 660.549 71.503 660.549ZM122.505 632.573 152.506 632.573 152.506 660.549 122.505 660.549ZM172.507 617.571 202.508 617.571 202.508 660.549 172.507 660.549ZM223.509 610.57 253.511 610.57 253.511 660.549 223.509 660.549ZM274.512 622.572 304.513 622.572 304.513 660.549 274.512 660.549ZM324.514 635.573 354.515 635.573 354.515 660.549 324.514 660.549ZM375.516 611.571 405.517 611.571 405.517 660.549 375.516 660.549ZM425.518 600.569 455.519 600.569 455.519 660.549 425.518 660.549ZM476.52 598.569 506.521 598.569 506.521 660.549 476.52 660.549ZM527.522 591.568 556.523 591.568 556.523 660.549 527.522 660.549ZM577.524 597.569 607.525 597.569 607.525 660.549 577.524 660.549ZM628.526 582.567 658.528 582.567 658.528 660.549 628.526 660.549ZM678.528 585.568 708.53 585.568 708.53 660.549 678.528 660.549ZM729.531 587.568 759.532 587.568 759.532 660.549 729.531 660.549ZM779.533 592.568 809.534 592.568 809.534 660.549 779.533 660.549ZM830.535 567.566 860.536 567.566 860.536 660.549 830.535 660.549ZM881.537 562.565 911.538 562.565 911.538 660.549 881.537 660.549ZM931.539 531.561 961.54 531.561 961.54 660.549 931.539 660.549ZM982.541 503.558 1012.54 503.558 1012.54 660.549 982.541 660.549ZM1032.54 516.56 1062.54 516.56 1062.54 660.549 1032.54 660.549ZM1083.55 508.559 1113.55 508.559 1113.55 660.549 1083.55 660.549Z\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#120C2C\"\/><\/g><g><path d=\"M21.5009 588.568 51.5022 588.568 51.5022 641.574 21.5009 641.574ZM71.503 528.561 101.504 528.561 101.504 627.572 71.503 627.572ZM122.505 497.557 152.506 497.557 152.506 632.573 122.505 632.573ZM172.507 486.556 202.508 486.556 202.508 617.571 172.507 617.571ZM223.509 454.552 253.511 454.552 253.511 610.57 223.509 610.57ZM274.512 480.556 304.513 480.556 304.513 622.572 274.512 622.572ZM324.514 543.563 354.515 543.563 354.515 635.573 324.514 635.573ZM375.516 441.551 405.517 441.551 405.517 611.571 375.516 611.571ZM425.518 404.547 455.519 404.547 455.519 600.569 425.518 600.569ZM476.52 396.546 506.521 396.546 506.521 598.569 476.52 598.569ZM527.522 344.54 556.523 344.54 556.523 591.568 527.522 591.568ZM577.524 345.54 607.525 345.54 607.525 597.569 577.524 597.569ZM628.526 343.54 658.528 343.54 658.528 582.567 628.526 582.567ZM678.528 341.539 708.53 341.539 708.53 585.568 678.528 585.568ZM729.531 341.539 759.532 341.539 759.532 587.568 729.531 587.568ZM779.533 359.542 809.534 359.542 809.534 592.568 779.533 592.568ZM830.535 332.538 860.536 332.538 860.536 567.566 830.535 567.566ZM881.537 358.541 911.538 358.541 911.538 562.565 881.537 562.565ZM931.539 243.528 961.54 243.528 961.54 531.561 931.539 531.561ZM982.541 127.515 1012.54 127.515 1012.54 503.558 982.541 503.558ZM1032.54 203.523 1062.54 203.523 1062.54 516.56 1032.54 516.56ZM1083.55 200.523 1113.55 200.523 1113.55 508.559 1083.55 508.559Z\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#CEC9ED\"\/><\/g><g><path d=\"M10.5 660.549 1123.5 660.549\" stroke=\"#000000\" stroke-width=\"0.666765\" stroke-miterlimit=\"8\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><path d=\"M36.5 224.526 86.5036 237.527 137.506 367.527 187.508 235.527 238.51 246.528 289.512 297.534 339.514 302.535 390.516 275.532 440.518 256.53 491.521 257.53 541.523 284.533 592.525 320.537 643.527 239.528 693.529 258.53 744.531 269.531 794.533 273.532 845.535 175.52 896.538 107.512 946.54 131.515 997.542 155.518 1047.54 121.514 1098.5 94.5069\" stroke=\"#FFC000\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><rect x=\"23\" y=\"640.047\" width=\"25.9999\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 27.1918 657)\">43<\/text><\/g><g><rect x=\"74\" y=\"633.047\" width=\"26\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 77.7823 650)\">76<\/text><\/g><g><rect x=\"124\" y=\"635.047\" width=\"26\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 128.373 652)\">65<\/text><\/g><g><rect x=\"171\" y=\"628.046\" width=\"34\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 174.513 645)\">101<\/text><\/g><g><rect x=\"222\" y=\"624.046\" width=\"33\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 225.697 641)\">116<\/text><\/g><g><rect x=\"276\" y=\"630.046\" width=\"25.9999\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 280.144 647)\">89<\/text><\/g><g><rect x=\"327\" y=\"637.047\" width=\"26\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 330.735 654)\">57<\/text><\/g><g><rect x=\"373\" y=\"625.046\" width=\"34\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 377.468 642)\">115<\/text><\/g><g><rect x=\"423\" y=\"619.045\" width=\"35\" height=\"22.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 427.465 636)\">141<\/text><\/g><g><rect x=\"474\" y=\"618.045\" width=\"35\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 478.056 635)\">145<\/text><\/g><g><rect x=\"525\" y=\"615.045\" width=\"33.9999\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 528.646 632)\">162<\/text><\/g><g><rect x=\"575\" y=\"618.045\" width=\"35\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 579.237 635)\">146<\/text><\/g><g><rect x=\"626\" y=\"610.045\" width=\"35\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 629.828 627)\">182<\/text><\/g><g><rect x=\"676\" y=\"612.045\" width=\"35\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 680.418 629)\">175<\/text><\/g><g><rect x=\"727\" y=\"613.045\" width=\"35\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 731.009 630)\">170<\/text><\/g><g><rect x=\"778\" y=\"615.045\" width=\"33.9999\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 781.599 632)\">159<\/text><\/g><g><rect x=\"828\" y=\"603.044\" width=\"35\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 832.19 620)\">217<\/text><\/g><g><rect x=\"879\" y=\"600.044\" width=\"34.0001\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 882.78 618)\">228<\/text><\/g><g><rect x=\"929\" y=\"585.043\" width=\"35\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 933.371 602)\">301<\/text><\/g><g><rect x=\"980\" y=\"571.042\" width=\"35\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 983.961 588)\">367<\/text><\/g><g><rect x=\"1031\" y=\"577.042\" width=\"34\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1034.55 594)\">336<\/text><\/g><g><rect x=\"1081\" y=\"573.042\" width=\"35\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1085.14 590)\">355<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 22.7411 621)\">126<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 73.3316 584)\">232<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 123.922 571)\">315<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 174.513 558)\">306<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 225.103 539)\">364<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 275.694 557)\">331<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 326.284 596)\">216<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 376.875 532)\">397<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 427.465 508)\">456<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 478.056 503)\">471<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 528.646 474)\">575<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 579.237 478)\">589<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 629.828 469)\">558<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 680.418 469)\">570<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 731.009 471)\">574<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 781.599 482)\">545<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 832.19 456)\">549<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 882.78 466)\">478<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 933.371 393)\">674<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 983.961 321)\">878<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1034.55 366)\">732<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1085.14 360)\">719<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 22.7627 207)\">25%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 60.0176 221)\">25%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 122.611 384)\">17%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 171.849 223)\">25%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 222.439 234)\">24%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 281.042 289)\">21%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 332.974 283)\">21%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 374.211 263)\">22%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 424.802 243)\">24%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 486.075 243)\">24%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 540.67 283)\">22%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 573.906 304)\">20%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 627.164 227)\">25%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 677.754 246)\">23%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 728.345 257)\">23%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 769.601 261)\">23%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 829.526 163)\">28%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 880.116 95)\">32%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 930.707 119)\">31%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 981.297 143)\">29%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1031.89 109)\">31%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1082.48 82)\">33%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 661)\">0.0%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 575)\">5.0%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 489)\">10.0%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 404)\">15.0%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 318)\">20.0%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 233)\">25.0%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 147)\">30.0%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 61)\">35.0%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 8.88866 661)\">0<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 7.54169 575)\">200<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 7.54169 489)\">400<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 7.54169 404)\">600<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 7.54169 318)\">800<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 6.8682 233)\">1000<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 6.8682 147)\">1200<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 6.8682 61)\">1400<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 18.2904 684)\">2003<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 68.8809 684)\">2004<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 119.471 684)\">2005<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 170.062 684)\">2006<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 220.652 684)\">2007<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 271.243 684)\">2008<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 321.834 684)\">2009<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 372.424 684)\">2010<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 423.015 684)\">2011<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 473.605 684)\">2012<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 524.196 684)\">2013<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 574.786 684)\">2014<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 625.377 684)\">2015<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 675.967 684)\">2016<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 726.558 684)\">2017<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 777.148 684)\">2018<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 827.739 684)\">2019<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 878.329 684)\">2020<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 928.92 684)\">2021<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 979.51 684)\">2022<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1030.1 684)\">2023<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1080.69 684)\">2024<\/text><\/g><g><rect x=\"328.5\" y=\"77.5057\" width=\"25\" height=\"10.0007\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#120C2C\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 356.349 89)\">Financial<\/text><\/g><g><rect x=\"456.5\" y=\"77.5057\" width=\"26\" height=\"10.0007\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#CEC9ED\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 485.188 89)\">Strategic<\/text><\/g><g><path d=\"M584.5 82.5061 610.5 82.5062\" stroke=\"#FFC000\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 612.993 89)\">Financial as a % of total<\/text><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"11\" transform=\"matrix(1 0 0 1.00007 17.8281 747)\">Source: Aventis Advisors deal database (Mergermarket, press releases, news, annual reports). *The analysis only includes CEE countries that are part of the European Union<\/text><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"24\" transform=\"matrix(1 0 0 1.00007 527.964 -17)\">Updated<\/text><\/g><\/svg><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">M&amp;A in Estonia and M&amp;A in Lithuania stand out on a country level, with the highest proportion of financial acquisitions among all CEE countries. Their dynamic tech ecosystems, which have been a magnet for private equity and venture capital firms, have significantly driven these results. M&amp;A in the Czech Republic and M&amp;A in Latvia involving a financial investor was also relatively high at ~23%. On the other hand, M&amp;A in Croatia recorded the lowest activity on this front.<\/p>\n\n\n\n<figure class=\"wp-block-image av-chart\"><p class=\"av-chart-title\">M&amp;A in CEE: Strategic vs. Financial Acquisitions, 2003 \u2013 2024<\/p><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" overflow=\"hidden\" viewBox=\"0 54.50 1134.00 701.50\" style=\"width:100%;height:auto;display:block\"><defs><clipPath id=\"c202405maincc3121cf-clip0\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756\"\/><\/clipPath><\/defs><g clip-path=\"url(#c202405maincc3121cf-clip0)\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756.056\" fill=\"#FFFFFF\"\/><g><g><g><path d=\"M7.31861 0.0115679 5.54487 0.0115679 0 13.8159 1.71205 13.8159 3.04235 10.388 9.76329 10.388 9.77486 10.4149 11.163 13.8159 12.8635 13.8159 7.31861 0.0115679ZM3.53591 9.01909 3.55519 8.96896 6.42017 1.54624 9.30443 9.01909 3.53591 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M16.222 11.9496 13.1758 3.78655 11.4136 3.78655 15.4161 13.8159 17.0241 13.8159 21.0535 3.78655 19.2836 3.78655Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M30.4544 8.71061C30.4544 7.19908 30.0418 5.96131 29.2243 5.03203 28.4107 4.10274 27.3002 3.63617 25.9275 3.63617 24.4892 3.63617 23.3363 4.12202 22.4995 5.08601 21.6628 6.05 21.2386 7.29547 21.2386 8.78387 21.2386 10.2376 21.6782 11.4638 22.5381 12.4316 23.3941 13.3956 24.5432 13.893 25.9467 13.9046 26.6138 13.9046 27.2231 13.8082 27.7629 13.6154 28.2989 13.4226 28.7308 13.1565 29.0469 12.8288 29.3593 12.4972 29.6099 12.1617 29.7911 11.8262 29.9608 11.5023 30.0726 11.1784 30.1228 10.8545L28.7308 10.8545C28.5534 11.3905 28.2141 11.8262 27.7282 12.1463 27.2539 12.4586 26.6524 12.6167 25.9429 12.6167L25.8658 12.6167C25.0792 12.6051 24.3774 12.3044 23.7681 11.726 23.1627 11.1476 22.835 10.3378 22.8003 9.31985L22.7964 9.27744 30.4197 9.27744C30.4428 9.00366 30.4544 8.81472 30.4544 8.71061ZM22.8311 8.08209 22.835 8.03967C22.943 7.10653 23.2669 6.35462 23.799 5.80322 24.3311 5.24796 25.0483 4.96648 25.9275 4.96648 26.7951 4.96648 27.5007 5.24796 28.0174 5.80322 28.5341 6.35462 28.8426 7.10653 28.939 8.03967L28.9428 8.08209 22.8311 8.08209Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M37.0095 3.59761C36.3386 3.59761 35.683 3.74799 35.0699 4.04104 34.453 4.3341 33.9633 4.73126 33.6162 5.21711L33.5468 5.31351 33.5468 3.78655 31.9775 3.78655 31.9775 13.8159 33.6008 13.8159 33.6008 7.52683C33.6008 6.81348 33.8977 6.21195 34.4877 5.74538 35.0699 5.27495 35.7717 5.03974 36.5661 5.03974 37.3025 5.03974 37.9002 5.25953 38.3437 5.69525 38.7832 6.13483 39.0069 6.72094 39.0069 7.44586L39.0069 13.8159 40.638 13.8159 40.638 7.28391C40.638 6.16568 40.3063 5.26338 39.647 4.60016 38.9915 3.93693 38.1007 3.59761 37.0095 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M46.2098 12.447 47.2818 12.447 47.2818 13.8313 46.2098 13.8313C45.2458 13.8313 44.4939 13.6347 43.9734 13.2491 43.4567 12.8635 43.1945 12.1386 43.1945 11.0975L43.1945 5.05902 41.6019 5.05902 41.6019 3.78655 43.1945 3.78655 43.1945 0.0115679 44.76 0.0115679 44.76 3.78655 46.7689 3.78655 46.7689 5.06287 44.7638 5.05902 44.7253 5.05516 44.7253 10.9085C44.7253 11.4214 44.8255 11.8069 45.0222 12.0614 45.2227 12.3159 45.6199 12.447 46.2098 12.447Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M48.8704 3.78655 50.5015 3.78655 50.5015 13.8159 48.8704 13.8159Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M56.2276 7.90857C55.4294 7.7659 54.8125 7.57696 54.396 7.35331 53.9719 7.12581 53.7559 6.75178 53.7559 6.2428 53.7559 5.7608 53.968 5.39449 54.3883 5.15927 54.797 4.92406 55.2983 4.81609 55.869 4.83923 56.3163 4.86622 56.7597 5.00118 57.1877 5.2441 57.608 5.48317 57.8741 5.86491 57.9743 6.37776L59.3548 6.37776C59.2545 5.47161 58.8805 4.77368 58.2404 4.29554 57.5926 3.80969 56.7327 3.56291 55.6839 3.56291 54.6852 3.56291 53.8253 3.82897 53.1235 4.35338 52.4256 4.87779 52.0709 5.58343 52.0709 6.45102 52.0709 7.26077 52.3678 7.86616 52.9462 8.2479 53.5323 8.6412 54.3266 8.93811 55.3022 9.13477 56.1312 9.27744 56.7751 9.48952 57.2186 9.75943 57.6736 10.0332 57.9011 10.4419 57.9011 10.9702 57.9011 11.4792 57.6967 11.9072 57.2957 12.235 56.8947 12.5589 56.3703 12.7324 55.734 12.7439 55.0978 12.7555 54.5233 12.5666 54.0258 12.181 53.5361 11.8031 53.2469 11.3674 53.166 10.8931L51.7431 10.8931C51.8164 11.6643 52.1943 12.3738 52.8613 13.0061 53.54 13.6501 54.5155 13.9779 55.7572 13.9779 56.8523 13.9779 57.77 13.6809 58.491 13.091 59.2044 12.5049 59.5669 11.753 59.5669 10.8545 59.5669 9.32757 58.4448 8.33658 56.2276 7.90857Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M49.6725 0C49.1172 0 48.6661 0.451147 48.6661 1.00641 48.6661 1.56166 49.1172 2.01281 49.6725 2.01281 50.2277 2.01281 50.6789 1.56166 50.6789 1.00641 50.6789 0.451147 50.2277 0 49.6725 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M74.4778 12.902C74.3159 12.8095 74.2118 12.6437 74.1617 12.4085L71.5165 0.0115679 69.5538 0.0115679 69.9972 1.87785 63.4459 12.4085C63.2994 12.6437 63.1298 12.8056 62.937 12.8905 62.748 12.9792 62.4897 13.0447 62.1696 13.0948L62.0231 13.8159 66.1875 13.8159 66.3148 13.0948C65.748 13.0717 65.3392 13.0139 65.0847 12.929 64.8302 12.8442 64.7068 12.6822 64.7068 12.447 64.7068 12.2234 64.8302 11.9226 65.077 11.5409L66.068 9.92524 71.7671 9.92524 72.1103 11.5602C72.1334 11.8069 72.145 11.9728 72.145 12.0576 72.145 12.3545 72.0486 12.5781 71.8481 12.7324 71.6514 12.8866 71.4394 12.983 71.2118 13.0216 70.9843 13.0563 70.6527 13.0833 70.2209 13.0948L70.0898 13.8159 75.0331 13.8159 75.1642 13.0948C74.8673 13.0563 74.6398 12.9946 74.4778 12.902ZM66.6233 9.01909 70.352 2.98837 71.582 9.01909 66.6233 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M83.5471 12.7632C83.3735 12.7632 83.2887 12.6707 83.2887 12.4856 83.2887 12.4085 83.3388 12.1386 83.4352 11.6681L86.2115 0.0115679 85.7874 0.0115679 82.8646 0.790472 82.7682 1.16064 84.1409 1.73518 83.4931 4.44978C83.0342 4.03333 82.4635 3.82126 81.7695 3.82126 80.8209 3.82126 79.8916 4.15672 78.9855 4.81995 78.0793 5.48703 77.3351 6.39704 76.7567 7.54997 76.1745 8.70675 75.8853 9.92909 75.8853 11.2247 75.8853 12.1039 76.0704 12.7825 76.4405 13.2722 76.8107 13.7581 77.3274 14.001 77.9945 14.001 78.7348 14.001 79.4829 13.5884 80.2425 12.7632 81.0021 11.9342 81.6769 10.8854 82.2707 9.61676L82.398 9.61676C81.9545 11.082 81.7348 12.1578 81.7348 12.8365 81.7348 13.1797 81.8234 13.4612 82.0008 13.6771 82.1821 13.893 82.4365 14.001 82.7682 14.001 83.2502 14.001 83.7129 13.8313 84.1602 13.492 84.6036 13.1527 85.0972 12.5781 85.6408 11.7607L85.2514 11.3751C84.5226 12.3005 83.9558 12.7632 83.5471 12.7632ZM81.1795 10.6424C80.2541 12.0807 79.4212 12.7979 78.6808 12.7979 78.3222 12.7979 78.0523 12.6398 77.8672 12.3275 77.6822 12.0113 77.5896 11.5949 77.5896 11.0782 77.6012 10.0525 77.7863 9.04608 78.141 8.05895 78.4996 7.07183 79.0086 6.24665 79.6718 5.57957 80.3312 4.91249 81.0561 4.58088 81.8466 4.58088 82.4867 4.58088 82.9532 4.84694 83.2502 5.37521 82.7952 7.44971 82.1049 9.20417 81.1795 10.6424Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M93.6458 3.59761C93.0134 3.59761 92.4736 3.88295 92.0186 4.44978L92.0186 4.73512C93.1677 4.73512 93.7384 5.18241 93.7384 6.07699 93.7384 7.08725 93.2448 8.1515 92.2615 9.27358L89.8207 12.0923 89.1189 3.60147 88.8721 3.60147 86.3388 4.26469 86.227 4.66185 87.6074 5.13614 88.4596 14.0087 89.196 14.0087 92.9016 9.75172C93.7229 8.80701 94.3129 7.98955 94.6792 7.30319 95.0455 6.61683 95.2268 5.94974 95.2268 5.3058 95.2268 4.82766 95.0957 4.42278 94.8373 4.09503 94.5867 3.76342 94.1895 3.59761 93.6458 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M97.6676 12.7594C97.4941 12.7594 97.4092 12.6668 97.4092 12.4817 97.4092 12.3583 97.4632 12.0884 97.575 11.6681L99.4992 3.82126 99.0364 3.82126 96.1291 4.44978 96.0172 4.83923 97.4247 5.41377 95.998 11.1514C95.8244 11.8802 95.7396 12.4085 95.7396 12.7439 95.7396 13.1257 95.8437 13.4303 96.0558 13.6617 96.264 13.8892 96.5416 14.0048 96.8887 14.0048 97.3707 14.0048 97.8295 13.839 98.2691 13.5036 98.7087 13.172 99.2022 12.5897 99.7575 11.7645L99.3873 11.3751C98.6393 12.2967 98.0648 12.7594 97.6676 12.7594Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M106.71 4.06032C106.282 3.75185 105.707 3.59761 104.99 3.59761 104.068 3.59761 103.297 3.87524 102.673 4.4305 102.048 4.98575 101.736 5.66055 101.736 6.45487 101.736 6.93301 101.917 7.442 102.275 7.97798 102.634 8.51396 103.027 8.97282 103.448 9.3507 103.872 9.72858 104.261 10.1373 104.62 10.5808 104.978 11.0203 105.16 11.4059 105.16 11.7337 105.16 12.6668 104.666 13.1334 103.683 13.1334 102.622 13.1334 101.797 12.3468 101.203 10.7697L101.053 10.7697C100.498 11.0203 100.22 11.4329 100.22 11.9997 100.22 12.5666 100.486 13.0447 101.015 13.4264 101.543 13.812 102.237 14.0048 103.097 14.0048 104.003 14.0048 104.793 13.7234 105.46 13.1642 106.128 12.6013 106.463 11.8686 106.463 10.9625 106.463 10.5846 106.343 10.1913 106.104 9.77871 105.865 9.36998 105.572 8.98438 105.225 8.62578 104.878 8.26718 104.531 7.924 104.184 7.59624 103.837 7.26848 103.544 6.94458 103.305 6.62068 103.066 6.30064 102.946 6.01915 102.946 5.78008 102.946 4.95876 103.382 4.55003 104.25 4.55003 105.083 4.55003 105.781 5.12457 106.351 6.26979L106.54 6.26979C107.084 6.00373 107.354 5.67597 107.354 5.28652 107.354 4.77753 107.138 4.3688 106.71 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M115.239 4.60016C114.653 3.93308 113.863 3.59761 112.864 3.59761 111.881 3.59761 110.982 3.93308 110.161 4.60016 109.34 5.2711 108.719 6.10398 108.287 7.10653 107.859 8.10908 107.647 9.14248 107.647 10.199 107.647 11.3982 107.94 12.3314 108.526 12.9984 109.112 13.6694 109.903 14.001 110.897 14.001 111.881 14.001 112.783 13.6694 113.604 12.9984 114.422 12.3314 115.046 11.4946 115.474 10.4921 115.906 9.48952 116.118 8.45997 116.118 7.39959 116.118 6.20424 115.825 5.2711 115.239 4.60016ZM113.936 9.75558C113.662 10.708 113.261 11.5293 112.733 12.2157 112.205 12.902 111.611 13.2452 110.955 13.2452 110.477 13.2452 110.099 13.0177 109.829 12.5627 109.559 12.1116 109.424 11.4753 109.424 10.654 109.424 9.73244 109.559 8.7993 109.829 7.84688 110.099 6.89445 110.5 6.07314 111.032 5.38677 111.561 4.70041 112.154 4.35723 112.81 4.35723 113.288 4.35723 113.662 4.58088 113.936 5.03588 114.206 5.49089 114.341 6.12712 114.341 6.94844 114.341 7.86616 114.206 8.80315 113.936 9.75558Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M125.095 4.75054C125.095 4.43435 125.01 4.16444 124.841 3.93693 124.671 3.70943 124.401 3.59761 124.035 3.59761 123.418 3.59761 122.731 4.12973 121.983 5.19783 121.231 6.26208 120.333 7.87001 119.288 10.0139L119.157 10.0139 120.159 6.74022 120.954 3.59761 120.479 3.59761 117.622 4.24155 117.51 4.63872 118.949 5.22482 116.809 13.8159 118.532 13.8159C118.898 12.3545 119.388 10.9663 120.009 9.65147 120.626 8.34044 121.22 7.33789 121.787 6.64382 122.353 5.94974 122.801 5.60271 123.128 5.60271 123.483 5.60271 123.657 5.83792 123.657 6.30449L123.942 6.30449C124.709 5.93818 125.095 5.42148 125.095 4.75054Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M130.366 4.06032C129.938 3.75185 129.364 3.59761 128.646 3.59761 127.725 3.59761 126.954 3.87524 126.329 4.4305 125.704 4.98575 125.392 5.66055 125.392 6.45487 125.392 6.93301 125.573 7.442 125.932 7.97798 126.29 8.51396 126.684 8.97282 127.104 9.3507 127.528 9.72858 127.918 10.1373 128.276 10.5808 128.635 11.0203 128.816 11.4059 128.816 11.7337 128.816 12.6668 128.322 13.1334 127.339 13.1334 126.279 13.1334 125.454 12.3468 124.86 10.7697L124.709 10.7697C124.154 11.0203 123.877 11.4329 123.877 11.9997 123.877 12.5666 124.143 13.0447 124.671 13.4264 125.199 13.812 125.893 14.0048 126.753 14.0048 127.659 14.0048 128.45 13.7234 129.117 13.1642 129.784 12.6013 130.119 11.8686 130.119 10.9625 130.119 10.5846 130 10.1913 129.761 9.77871 129.522 9.36998 129.229 8.98438 128.882 8.62578 128.535 8.26718 128.188 7.924 127.84 7.59624 127.493 7.26848 127.2 6.94458 126.961 6.62068 126.722 6.30064 126.603 6.01915 126.603 5.78008 126.603 4.95876 127.038 4.55003 127.906 4.55003 128.739 4.55003 129.437 5.12457 130.008 6.26979L130.196 6.26979C130.74 6.00373 131.01 5.67597 131.01 5.28652 131.006 4.77753 130.794 4.3688 130.366 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M99.1059 0C98.5506 0 98.0994 0.451147 98.0994 1.00641 98.0994 1.56166 98.5506 2.01281 99.1059 2.01281 99.6611 2.01281 100.112 1.56166 100.112 1.00641 100.112 0.451147 99.6611 0 99.1059 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><\/g><\/g><\/g><g><path d=\"M31.5013 535.562 91.5038 535.562 91.5038 660.549 31.5013 660.549ZM132.506 599.569 192.508 599.569 192.508 660.549 132.506 660.549ZM233.51 622.572 293.512 622.572 293.512 660.549 233.51 660.549ZM334.514 635.573 394.517 635.573 394.517 660.549 334.514 660.549ZM436.518 632.573 496.521 632.573 496.521 660.549 436.518 660.549ZM537.523 630.573 597.525 630.573 597.525 660.549 537.523 660.549ZM638.527 647.575 698.529 647.575 698.529 660.549 638.527 660.549ZM739.531 646.575 799.534 646.575 799.534 660.549 739.531 660.549ZM840.535 646.575 900.538 646.575 900.538 660.549 840.535 660.549ZM942.54 646.575 1001.54 646.575 1001.54 660.549 942.54 660.549ZM1043.54 648.575 1103.55 648.575 1103.55 660.549 1043.54 660.549Z\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#120C2C\"\/><\/g><g><path d=\"M31.5013 167.519 91.5038 167.519 91.5038 535.562 31.5013 535.562ZM132.506 415.548 192.508 415.548 192.508 599.569 132.506 599.569ZM233.51 499.558 293.512 499.558 293.512 622.572 233.51 622.572ZM334.514 556.564 394.517 556.564 394.517 635.573 334.514 635.573ZM436.518 575.566 496.521 575.566 496.521 632.573 436.518 632.573ZM537.523 574.566 597.525 574.566 597.525 630.573 537.523 630.573ZM638.527 603.57 698.529 603.57 698.529 647.575 638.527 647.575ZM739.531 604.57 799.534 604.57 799.534 646.575 739.531 646.575ZM840.535 605.57 900.538 605.57 900.538 646.575 840.535 646.575ZM942.54 608.57 1001.54 608.57 1001.54 646.575 942.54 646.575ZM1043.54 615.571 1103.55 615.571 1103.55 648.575 1043.54 648.575Z\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#CEC9ED\"\/><\/g><g><path d=\"M10.5 660.549 1123.5 660.549\" stroke=\"#000000\" stroke-width=\"0.666765\" stroke-miterlimit=\"8\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><path d=\"M61.5 279.532 162.507 288.533 263.511 309.536 364.515 294.534 466.52 161.519 567.524 130.51 668.528 328.524 769.532 291.534 870.536 276.532 971.541 253.529 1073.5 266.531\" stroke=\"#FFC000\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><rect x=\"37\" y=\"587.043\" width=\"48\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 41.3651 604)\">1,254<\/text><\/g><g><rect x=\"145\" y=\"619.045\" width=\"35\" height=\"22.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 149.22 636)\">608<\/text><\/g><g><rect x=\"246\" y=\"630.046\" width=\"35\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 250.402 647)\">377<\/text><\/g><g><rect x=\"348\" y=\"637.047\" width=\"34\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 351.583 654)\">254<\/text><\/g><g><rect x=\"449\" y=\"635.047\" width=\"34.0001\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 452.764 652)\">283<\/text><\/g><g><rect x=\"550\" y=\"634.047\" width=\"35\" height=\"22.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 553.945 651)\">304<\/text><\/g><g><rect x=\"651\" y=\"643.047\" width=\"35\" height=\"22.0016\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 655.126 660)\">127<\/text><\/g><g><rect x=\"752\" y=\"642.047\" width=\"35\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 756.307 659)\">138<\/text><\/g><g><rect x=\"853\" y=\"642.047\" width=\"35\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 857.488 659)\">142<\/text><\/g><g><rect x=\"955\" y=\"642.047\" width=\"33.9999\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 958.669 659)\">142<\/text><\/g><g><rect x=\"1056\" y=\"643.047\" width=\"34\" height=\"23.0017\" fill=\"#120C2C\"\/><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1060.44 660)\">117<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 41.3651 357)\">3,683<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 142.546 514)\">1,842<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 243.727 567)\">1,231<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 351.583 602)\">785<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 452.764 610)\">567<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 553.945 608)\">556<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 655.126 631)\">447<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 756.307 631)\">423<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 857.488 632)\">412<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 958.669 633)\">381<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1059.85 638)\">328<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 48.061 262)\">25%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 135.906 272)\">25%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 249.09 302)\">23%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 348.919 282)\">24%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 450.1 149)\">33%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 559.293 122)\">35%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 661.816 309)\">22%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 753.643 279)\">25%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 854.824 264)\">26%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 966.688 240)\">27%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1058.54 284)\">26%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 661)\">0%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 586)\">5%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 511)\">10%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 436)\">15%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 361)\">20%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 286)\">25%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 211)\">30%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 136)\">35%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 1125.03 61)\">40%<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 8.8917 661)\">0<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 6.87125 561)\">1000<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 6.87125 461)\">2000<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 6.87125 361)\">3000<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 6.87125 261)\">4000<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 6.87125 161)\">5000<\/text><\/g><g><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"1\" transform=\"matrix(1 0 0 1.00007 6.87125 61)\">6000<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 40.6351 681)\">Poland<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 115.886 681)\">Czech Republic<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 237.076 681)\">Romania<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 339.738 681)\">Hungary<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 439.058 681)\">Lithuania<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 545.06 681)\">Estonia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 646.988 681)\">Croatia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 744.462 681)\">Slovakia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 846.383 681)\">Bulgaria<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 954.232 681)\">Latvia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"13\" transform=\"matrix(1 0 0 1.00007 1047.63 681)\">Slovenia<\/text><\/g><g><rect x=\"328.5\" y=\"77.5057\" width=\"25\" height=\"10.0007\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#120C2C\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 356.349 89)\">Financial<\/text><\/g><g><rect x=\"456.5\" y=\"77.5057\" width=\"26\" height=\"10.0007\" stroke=\"#FFFFFF\" stroke-width=\"1.33353\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#CEC9ED\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 485.188 89)\">Strategic<\/text><\/g><g><path d=\"M584.5 82.5061 610.5 82.5062\" stroke=\"#FFC000\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 612.993 89)\">Financial as a % of total<\/text><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"11\" transform=\"matrix(1 0 0 1.00007 17.8281 747)\">Source: Aventis Advisors deal database (Mergermarket, press releases, news, annual reports). *The analysis only includes CEE countries that are part of the European Union<\/text><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"24\" transform=\"matrix(1 0 0 1.00007 527.964 -17)\">Updated<\/text><\/g><\/svg><\/figure>\n\n\n\n<h3 class=\"wp-block-heading\">A wide range of sectors seeing strong M&amp;A interest<\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">The thriving technology landscape in Central and Eastern Europe has been a significant driver for local and international buyers seeking regional investment opportunities. Tech-focused mergers and acquisitions deals made up a substantial portion of the total transactions in CEE, accounting for 17.7% overall. M&amp;A in Estonia, Lithuania, and Bulgaria saw an even higher proportion of tech-related deals, at around 25%.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">While tech-related deals received significant attention, other sectors have also performed strongly in the CEE&#8217;s M&amp;A landscape. The consumer sector, encompassing retail, food, and other consumer-related activities, accounted for 14.6% of total transactions. M&amp;A in Slovenia, Croatia, and Latvia were particularly active in these markets. We also observed robust momentum in the region&#8217;s financials, industrials, and energy sectors.<\/p>\n\n\n\n<figure class=\"wp-block-image av-chart\"><p class=\"av-chart-title\">M&amp;A in CEE: Sector Breakdown, 2003 \u2013 2024<\/p><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" overflow=\"hidden\" viewBox=\"0 54.50 1134.00 701.50\" style=\"width:100%;height:auto;display:block\"><defs><clipPath id=\"c202405main5a774130-clip0\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756\"\/><\/clipPath><clipPath id=\"c202405main5a774130-clip1\"><rect x=\"32\" y=\"131\" width=\"1098\" height=\"465\"\/><\/clipPath><clipPath id=\"c202405main5a774130-clip2\"><rect x=\"3\" y=\"60\" width=\"1127\" height=\"646\"\/><\/clipPath><\/defs><g clip-path=\"url(#c202405main5a774130-clip0)\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756.056\" fill=\"#FFFFFF\"\/><g><g><g><path d=\"M7.31861 0.0115679 5.54487 0.0115679 0 13.8159 1.71205 13.8159 3.04235 10.388 9.76329 10.388 9.77486 10.4149 11.163 13.8159 12.8635 13.8159 7.31861 0.0115679ZM3.53591 9.01909 3.55519 8.96896 6.42017 1.54624 9.30443 9.01909 3.53591 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M16.222 11.9496 13.1758 3.78655 11.4136 3.78655 15.4161 13.8159 17.0241 13.8159 21.0535 3.78655 19.2836 3.78655Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M30.4544 8.71061C30.4544 7.19908 30.0418 5.96131 29.2243 5.03203 28.4107 4.10274 27.3002 3.63617 25.9275 3.63617 24.4892 3.63617 23.3363 4.12202 22.4995 5.08601 21.6628 6.05 21.2386 7.29547 21.2386 8.78387 21.2386 10.2376 21.6782 11.4638 22.5381 12.4316 23.3941 13.3956 24.5432 13.893 25.9467 13.9046 26.6138 13.9046 27.2231 13.8082 27.7629 13.6154 28.2989 13.4226 28.7308 13.1565 29.0469 12.8288 29.3593 12.4972 29.6099 12.1617 29.7911 11.8262 29.9608 11.5023 30.0726 11.1784 30.1228 10.8545L28.7308 10.8545C28.5534 11.3905 28.2141 11.8262 27.7282 12.1463 27.2539 12.4586 26.6524 12.6167 25.9429 12.6167L25.8658 12.6167C25.0792 12.6051 24.3774 12.3044 23.7681 11.726 23.1627 11.1476 22.835 10.3378 22.8003 9.31985L22.7964 9.27744 30.4197 9.27744C30.4428 9.00366 30.4544 8.81472 30.4544 8.71061ZM22.8311 8.08209 22.835 8.03967C22.943 7.10653 23.2669 6.35462 23.799 5.80322 24.3311 5.24796 25.0483 4.96648 25.9275 4.96648 26.7951 4.96648 27.5007 5.24796 28.0174 5.80322 28.5341 6.35462 28.8426 7.10653 28.939 8.03967L28.9428 8.08209 22.8311 8.08209Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M37.0095 3.59761C36.3386 3.59761 35.683 3.74799 35.0699 4.04104 34.453 4.3341 33.9633 4.73126 33.6162 5.21711L33.5468 5.31351 33.5468 3.78655 31.9775 3.78655 31.9775 13.8159 33.6008 13.8159 33.6008 7.52683C33.6008 6.81348 33.8977 6.21195 34.4877 5.74538 35.0699 5.27495 35.7717 5.03974 36.5661 5.03974 37.3025 5.03974 37.9002 5.25953 38.3437 5.69525 38.7832 6.13483 39.0069 6.72094 39.0069 7.44586L39.0069 13.8159 40.638 13.8159 40.638 7.28391C40.638 6.16568 40.3063 5.26338 39.647 4.60016 38.9915 3.93693 38.1007 3.59761 37.0095 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M46.2098 12.447 47.2818 12.447 47.2818 13.8313 46.2098 13.8313C45.2458 13.8313 44.4939 13.6347 43.9734 13.2491 43.4567 12.8635 43.1945 12.1386 43.1945 11.0975L43.1945 5.05902 41.6019 5.05902 41.6019 3.78655 43.1945 3.78655 43.1945 0.0115679 44.76 0.0115679 44.76 3.78655 46.7689 3.78655 46.7689 5.06287 44.7638 5.05902 44.7253 5.05516 44.7253 10.9085C44.7253 11.4214 44.8255 11.8069 45.0222 12.0614 45.2227 12.3159 45.6199 12.447 46.2098 12.447Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M48.8704 3.78655 50.5015 3.78655 50.5015 13.8159 48.8704 13.8159Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M56.2276 7.90857C55.4294 7.7659 54.8125 7.57696 54.396 7.35331 53.9719 7.12581 53.7559 6.75178 53.7559 6.2428 53.7559 5.7608 53.968 5.39449 54.3883 5.15927 54.797 4.92406 55.2983 4.81609 55.869 4.83923 56.3163 4.86622 56.7597 5.00118 57.1877 5.2441 57.608 5.48317 57.8741 5.86491 57.9743 6.37776L59.3548 6.37776C59.2545 5.47161 58.8805 4.77368 58.2404 4.29554 57.5926 3.80969 56.7327 3.56291 55.6839 3.56291 54.6852 3.56291 53.8253 3.82897 53.1235 4.35338 52.4256 4.87779 52.0709 5.58343 52.0709 6.45102 52.0709 7.26077 52.3678 7.86616 52.9462 8.2479 53.5323 8.6412 54.3266 8.93811 55.3022 9.13477 56.1312 9.27744 56.7751 9.48952 57.2186 9.75943 57.6736 10.0332 57.9011 10.4419 57.9011 10.9702 57.9011 11.4792 57.6967 11.9072 57.2957 12.235 56.8947 12.5589 56.3703 12.7324 55.734 12.7439 55.0978 12.7555 54.5233 12.5666 54.0258 12.181 53.5361 11.8031 53.2469 11.3674 53.166 10.8931L51.7431 10.8931C51.8164 11.6643 52.1943 12.3738 52.8613 13.0061 53.54 13.6501 54.5155 13.9779 55.7572 13.9779 56.8523 13.9779 57.77 13.6809 58.491 13.091 59.2044 12.5049 59.5669 11.753 59.5669 10.8545 59.5669 9.32757 58.4448 8.33658 56.2276 7.90857Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M49.6725 0C49.1172 0 48.6661 0.451147 48.6661 1.00641 48.6661 1.56166 49.1172 2.01281 49.6725 2.01281 50.2277 2.01281 50.6789 1.56166 50.6789 1.00641 50.6789 0.451147 50.2277 0 49.6725 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M74.4778 12.902C74.3159 12.8095 74.2118 12.6437 74.1617 12.4085L71.5165 0.0115679 69.5538 0.0115679 69.9972 1.87785 63.4459 12.4085C63.2994 12.6437 63.1298 12.8056 62.937 12.8905 62.748 12.9792 62.4897 13.0447 62.1696 13.0948L62.0231 13.8159 66.1875 13.8159 66.3148 13.0948C65.748 13.0717 65.3392 13.0139 65.0847 12.929 64.8302 12.8442 64.7068 12.6822 64.7068 12.447 64.7068 12.2234 64.8302 11.9226 65.077 11.5409L66.068 9.92524 71.7671 9.92524 72.1103 11.5602C72.1334 11.8069 72.145 11.9728 72.145 12.0576 72.145 12.3545 72.0486 12.5781 71.8481 12.7324 71.6514 12.8866 71.4394 12.983 71.2118 13.0216 70.9843 13.0563 70.6527 13.0833 70.2209 13.0948L70.0898 13.8159 75.0331 13.8159 75.1642 13.0948C74.8673 13.0563 74.6398 12.9946 74.4778 12.902ZM66.6233 9.01909 70.352 2.98837 71.582 9.01909 66.6233 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M83.5471 12.7632C83.3735 12.7632 83.2887 12.6707 83.2887 12.4856 83.2887 12.4085 83.3388 12.1386 83.4352 11.6681L86.2115 0.0115679 85.7874 0.0115679 82.8646 0.790472 82.7682 1.16064 84.1409 1.73518 83.4931 4.44978C83.0342 4.03333 82.4635 3.82126 81.7695 3.82126 80.8209 3.82126 79.8916 4.15672 78.9855 4.81995 78.0793 5.48703 77.3351 6.39704 76.7567 7.54997 76.1745 8.70675 75.8853 9.92909 75.8853 11.2247 75.8853 12.1039 76.0704 12.7825 76.4405 13.2722 76.8107 13.7581 77.3274 14.001 77.9945 14.001 78.7348 14.001 79.4829 13.5884 80.2425 12.7632 81.0021 11.9342 81.6769 10.8854 82.2707 9.61676L82.398 9.61676C81.9545 11.082 81.7348 12.1578 81.7348 12.8365 81.7348 13.1797 81.8234 13.4612 82.0008 13.6771 82.1821 13.893 82.4365 14.001 82.7682 14.001 83.2502 14.001 83.7129 13.8313 84.1602 13.492 84.6036 13.1527 85.0972 12.5781 85.6408 11.7607L85.2514 11.3751C84.5226 12.3005 83.9558 12.7632 83.5471 12.7632ZM81.1795 10.6424C80.2541 12.0807 79.4212 12.7979 78.6808 12.7979 78.3222 12.7979 78.0523 12.6398 77.8672 12.3275 77.6822 12.0113 77.5896 11.5949 77.5896 11.0782 77.6012 10.0525 77.7863 9.04608 78.141 8.05895 78.4996 7.07183 79.0086 6.24665 79.6718 5.57957 80.3312 4.91249 81.0561 4.58088 81.8466 4.58088 82.4867 4.58088 82.9532 4.84694 83.2502 5.37521 82.7952 7.44971 82.1049 9.20417 81.1795 10.6424Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M93.6458 3.59761C93.0134 3.59761 92.4736 3.88295 92.0186 4.44978L92.0186 4.73512C93.1677 4.73512 93.7384 5.18241 93.7384 6.07699 93.7384 7.08725 93.2448 8.1515 92.2615 9.27358L89.8207 12.0923 89.1189 3.60147 88.8721 3.60147 86.3388 4.26469 86.227 4.66185 87.6074 5.13614 88.4596 14.0087 89.196 14.0087 92.9016 9.75172C93.7229 8.80701 94.3129 7.98955 94.6792 7.30319 95.0455 6.61683 95.2268 5.94974 95.2268 5.3058 95.2268 4.82766 95.0957 4.42278 94.8373 4.09503 94.5867 3.76342 94.1895 3.59761 93.6458 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M97.6676 12.7594C97.4941 12.7594 97.4092 12.6668 97.4092 12.4817 97.4092 12.3583 97.4632 12.0884 97.575 11.6681L99.4992 3.82126 99.0364 3.82126 96.1291 4.44978 96.0172 4.83923 97.4247 5.41377 95.998 11.1514C95.8244 11.8802 95.7396 12.4085 95.7396 12.7439 95.7396 13.1257 95.8437 13.4303 96.0558 13.6617 96.264 13.8892 96.5416 14.0048 96.8887 14.0048 97.3707 14.0048 97.8295 13.839 98.2691 13.5036 98.7087 13.172 99.2022 12.5897 99.7575 11.7645L99.3873 11.3751C98.6393 12.2967 98.0648 12.7594 97.6676 12.7594Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M106.71 4.06032C106.282 3.75185 105.707 3.59761 104.99 3.59761 104.068 3.59761 103.297 3.87524 102.673 4.4305 102.048 4.98575 101.736 5.66055 101.736 6.45487 101.736 6.93301 101.917 7.442 102.275 7.97798 102.634 8.51396 103.027 8.97282 103.448 9.3507 103.872 9.72858 104.261 10.1373 104.62 10.5808 104.978 11.0203 105.16 11.4059 105.16 11.7337 105.16 12.6668 104.666 13.1334 103.683 13.1334 102.622 13.1334 101.797 12.3468 101.203 10.7697L101.053 10.7697C100.498 11.0203 100.22 11.4329 100.22 11.9997 100.22 12.5666 100.486 13.0447 101.015 13.4264 101.543 13.812 102.237 14.0048 103.097 14.0048 104.003 14.0048 104.793 13.7234 105.46 13.1642 106.128 12.6013 106.463 11.8686 106.463 10.9625 106.463 10.5846 106.343 10.1913 106.104 9.77871 105.865 9.36998 105.572 8.98438 105.225 8.62578 104.878 8.26718 104.531 7.924 104.184 7.59624 103.837 7.26848 103.544 6.94458 103.305 6.62068 103.066 6.30064 102.946 6.01915 102.946 5.78008 102.946 4.95876 103.382 4.55003 104.25 4.55003 105.083 4.55003 105.781 5.12457 106.351 6.26979L106.54 6.26979C107.084 6.00373 107.354 5.67597 107.354 5.28652 107.354 4.77753 107.138 4.3688 106.71 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M115.239 4.60016C114.653 3.93308 113.863 3.59761 112.864 3.59761 111.881 3.59761 110.982 3.93308 110.161 4.60016 109.34 5.2711 108.719 6.10398 108.287 7.10653 107.859 8.10908 107.647 9.14248 107.647 10.199 107.647 11.3982 107.94 12.3314 108.526 12.9984 109.112 13.6694 109.903 14.001 110.897 14.001 111.881 14.001 112.783 13.6694 113.604 12.9984 114.422 12.3314 115.046 11.4946 115.474 10.4921 115.906 9.48952 116.118 8.45997 116.118 7.39959 116.118 6.20424 115.825 5.2711 115.239 4.60016ZM113.936 9.75558C113.662 10.708 113.261 11.5293 112.733 12.2157 112.205 12.902 111.611 13.2452 110.955 13.2452 110.477 13.2452 110.099 13.0177 109.829 12.5627 109.559 12.1116 109.424 11.4753 109.424 10.654 109.424 9.73244 109.559 8.7993 109.829 7.84688 110.099 6.89445 110.5 6.07314 111.032 5.38677 111.561 4.70041 112.154 4.35723 112.81 4.35723 113.288 4.35723 113.662 4.58088 113.936 5.03588 114.206 5.49089 114.341 6.12712 114.341 6.94844 114.341 7.86616 114.206 8.80315 113.936 9.75558Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M125.095 4.75054C125.095 4.43435 125.01 4.16444 124.841 3.93693 124.671 3.70943 124.401 3.59761 124.035 3.59761 123.418 3.59761 122.731 4.12973 121.983 5.19783 121.231 6.26208 120.333 7.87001 119.288 10.0139L119.157 10.0139 120.159 6.74022 120.954 3.59761 120.479 3.59761 117.622 4.24155 117.51 4.63872 118.949 5.22482 116.809 13.8159 118.532 13.8159C118.898 12.3545 119.388 10.9663 120.009 9.65147 120.626 8.34044 121.22 7.33789 121.787 6.64382 122.353 5.94974 122.801 5.60271 123.128 5.60271 123.483 5.60271 123.657 5.83792 123.657 6.30449L123.942 6.30449C124.709 5.93818 125.095 5.42148 125.095 4.75054Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M130.366 4.06032C129.938 3.75185 129.364 3.59761 128.646 3.59761 127.725 3.59761 126.954 3.87524 126.329 4.4305 125.704 4.98575 125.392 5.66055 125.392 6.45487 125.392 6.93301 125.573 7.442 125.932 7.97798 126.29 8.51396 126.684 8.97282 127.104 9.3507 127.528 9.72858 127.918 10.1373 128.276 10.5808 128.635 11.0203 128.816 11.4059 128.816 11.7337 128.816 12.6668 128.322 13.1334 127.339 13.1334 126.279 13.1334 125.454 12.3468 124.86 10.7697L124.709 10.7697C124.154 11.0203 123.877 11.4329 123.877 11.9997 123.877 12.5666 124.143 13.0447 124.671 13.4264 125.199 13.812 125.893 14.0048 126.753 14.0048 127.659 14.0048 128.45 13.7234 129.117 13.1642 129.784 12.6013 130.119 11.8686 130.119 10.9625 130.119 10.5846 130 10.1913 129.761 9.77871 129.522 9.36998 129.229 8.98438 128.882 8.62578 128.535 8.26718 128.188 7.924 127.84 7.59624 127.493 7.26848 127.2 6.94458 126.961 6.62068 126.722 6.30064 126.603 6.01915 126.603 5.78008 126.603 4.95876 127.038 4.55003 127.906 4.55003 128.739 4.55003 129.437 5.12457 130.008 6.26979L130.196 6.26979C130.74 6.00373 131.01 5.67597 131.01 5.28652 131.006 4.77753 130.794 4.3688 130.366 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M99.1059 0C98.5506 0 98.0994 0.451147 98.0994 1.00641 98.0994 1.56166 98.5506 2.01281 99.1059 2.01281 99.6611 2.01281 100.112 1.56166 100.112 1.00641 100.112 0.451147 99.6611 0 99.1059 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><\/g><\/g><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"11\" transform=\"matrix(1 0 0 1.00007 17.8281 747)\">Source: Aventis Advisors deal database (Mergermarket, press releases, news, annual reports)<\/text><g clip-path=\"url(#c202405main5a774130-clip1)\"><path d=\"M49.0021 160.018 90.0038 160.018 90.0038 596.044 49.0021 596.044ZM122.005 225.026 163.007 225.026 163.007 596.044 122.005 596.044ZM195.008 337.039 236.01 337.039 236.01 596.044 195.008 596.044ZM268.011 378.044 309.013 378.044 309.013 596.044 268.011 596.044ZM342.014 406.047 382.016 406.047 382.016 596.044 342.014 596.044ZM415.017 407.047 455.019 407.047 455.019 596.044 415.017 596.044ZM488.02 460.053 529.022 460.053 529.022 596.044 488.02 596.044ZM561.023 479.055 602.025 479.055 602.025 596.044 561.023 596.044ZM634.027 497.057 675.028 497.057 675.028 596.044 634.027 596.044ZM707.03 498.057 748.031 498.057 748.031 596.044 707.03 596.044ZM781.033 509.059 821.034 509.059 821.034 596.044 781.033 596.044ZM854.036 511.059 894.037 511.059 894.037 596.044 854.036 596.044ZM927.039 535.062 968.041 535.062 968.041 596.044 927.039 596.044ZM1000.04 541.062 1041.04 541.062 1041.04 596.044 1000.04 596.044ZM1073.05 545.063 1114.05 545.063 1114.05 596.044 1073.05 596.044Z\" fill=\"#CEC9ED\"\/><\/g><g clip-path=\"url(#c202405main5a774130-clip2)\"><path d=\"M32.5 595.544 1130.5 595.544\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 46.5188 150)\">16.9%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 119.7 215)\">14.4%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 192.881 327)\">10.1%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 270.512 369)\">8.4%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 343.693 397)\">7.3%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 416.874 398)\">7.3%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 490.055 451)\">5.3%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 563.236 469)\">4.5%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 636.417 488)\">3.8%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 709.598 489)\">3.8%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 782.779 500)\">3.4%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 855.96 502)\">3.3%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 929.141 525)\">2.4%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1002.32 532)\">2.1%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1075.5 536)\">2.0%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.707107 -0.707211 0.707055 0.707159 14.2796 674)\">Technology<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.707107 -0.707211 0.707055 0.707159 93.7689 668)\">Consumer<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.707107 -0.707211 0.707055 0.707159 167.572 667)\">Industrials<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.707107 -0.707211 0.707055 0.707159 248.938 659)\">Services<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.707107 -0.707211 0.707055 0.707159 329.653 651)\">Energy<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.707107 -0.707211 0.707055 0.707159 387.747 666)\">Financials<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.707107 -0.707211 0.707055 0.707159 448.344 679)\">Construction<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.707107 -0.707211 0.707055 0.707159 546.061 654)\">Medical<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.707107 -0.707211 0.707055 0.707159 627.412 646)\">Media<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.707107 -0.707211 0.707055 0.707159 694.299 652)\">Leisure<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.707107 -0.707211 0.707055 0.707159 731.629 688)\">Transportation<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.707107 -0.707211 0.707055 0.707159 806.064 687)\">Manufacturing<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.707107 -0.707211 0.707055 0.707159 892.456 674)\">Real Estate<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.707107 -0.707211 0.707055 0.707159 971.318 668)\">Chemicals<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.707107 -0.707211 0.707055 0.707159 1040.71 672)\">Automotive<\/text><\/g><g><rect x=\"495\" y=\"78.0058\" width=\"8.99997\" height=\"9.00062\" fill=\"#CEC9ED\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 508.405 89)\">% of Total Deals<\/text><\/g><rect x=\"28.5\" y=\"87.5064\" width=\"368\" height=\"519.038\" stroke=\"#FFC000\" stroke-width=\"1.33353\" stroke-miterlimit=\"8\" stroke-dasharray=\"5.33412 4.00059\" fill=\"none\"\/><rect x=\"155\" y=\"74.0054\" width=\"115\" height=\"25.0018\" fill=\"#FFC000\"\/><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 166.877 92)\">Top 5 = 57%<\/text><\/g><\/svg><\/figure>\n\n\n\n<h3 class=\"wp-block-heading\">CEE&#8217;s booming tech M&amp;A scene<\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">The tech industry has been at the forefront of M&amp;A activity in Central and Eastern Europe, accounting for around 17% of all the regional deals between 2003 to 2024. For most analyzed countries, it was the leading sector in deal volumes, particularly for Estonia, Bulgaria, and Lithuania when looking at percentages. In absolute terms, Poland emerged as a dominant force with a whopping 803 tech deals, followed closely by the M&amp;A in the Czech Republic (411 deals) and <a href=\"https:\/\/aventis-advisors.com\/ma-in-romania-surging-deal-volumes\/\">M&amp;A in Romania<\/a> (266 deals).<\/p>\n\n\n\n<h2 class=\"wp-block-heading\" id=\"Transaction-Analysis\">M&amp;A Transaction Analysis<\/h2>\n\n\n\n<p class=\"wp-block-paragraph\">In this section, we will analyze the deal value and <a href=\"https:\/\/aventis-advisors.com\/valuation-multiples\/\">valuation multiples<\/a> used in M&amp;A transactions of CEE versus the rest of Europe. Not all deals have disclosed financials, and in smaller countries in particular, it&#8217;s likely that only deals with the highest total transaction value report deal value. Therefore, our analysis refrains from examining the total deal value. Instead, we concentrated on the median figures, as this allows for a better comparison between the two regions.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\">Median deal value: CEE vs. the rest of Europe<\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">From 2003 to 2024, the CEE region consistently saw lower median deal values than the rest of Europe, except for a brief period in 2010 and 2011. From 2006 to 2013, both areas experienced a decrease in their median deal values. The primary catalyst for this trend was the 2008 Great Financial Crisis, followed by the subsequent European sovereign debt crises. Another major factor contributing to the decreasing deal value is the growing number of deals involving smaller firms being acquired and consolidated by private equity, which is putting downward pressure on the median value<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Starting in 2014, there was a short-lived period where the median deal size for the CEE and the rest of Europe experienced a growth trajectory. However, this growth was not sustained, and the median deal sizes declined after that. In 2020, both groups hit their lowest median deal sizes; EUR 7.8m for CEE and EUR 10.0m for the rest of Europe, respectively.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">In 2021, deal sizes rebounded as economic conditions improved, with median values in the CEE and Europe nearly doubling over the next year. Despite increasing headwinds, this upward trend continued in 2022. During this time, financial investors held record levels of dry powder, and PE-backed strategics were well-positioned to compete for high-value targets, pushing deal values higher to record levels.<\/p>\n\n\n\n<figure class=\"wp-block-image av-chart\"><p class=\"av-chart-title\">M&amp;A in CEE: Median Deal Value (EUR m), 2003 \u2013 2024<\/p><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" overflow=\"hidden\" viewBox=\"0 54.50 1134.00 701.50\" style=\"width:100%;height:auto;display:block\"><defs><clipPath id=\"c202405maind46c0f31-clip0\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756\"\/><\/clipPath><\/defs><g clip-path=\"url(#c202405maind46c0f31-clip0)\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756.056\" fill=\"#FFFFFF\"\/><g><g><g><path d=\"M7.31861 0.0115679 5.54487 0.0115679 0 13.8159 1.71205 13.8159 3.04235 10.388 9.76329 10.388 9.77486 10.4149 11.163 13.8159 12.8635 13.8159 7.31861 0.0115679ZM3.53591 9.01909 3.55519 8.96896 6.42017 1.54624 9.30443 9.01909 3.53591 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M16.222 11.9496 13.1758 3.78655 11.4136 3.78655 15.4161 13.8159 17.0241 13.8159 21.0535 3.78655 19.2836 3.78655Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M30.4544 8.71061C30.4544 7.19908 30.0418 5.96131 29.2243 5.03203 28.4107 4.10274 27.3002 3.63617 25.9275 3.63617 24.4892 3.63617 23.3363 4.12202 22.4995 5.08601 21.6628 6.05 21.2386 7.29547 21.2386 8.78387 21.2386 10.2376 21.6782 11.4638 22.5381 12.4316 23.3941 13.3956 24.5432 13.893 25.9467 13.9046 26.6138 13.9046 27.2231 13.8082 27.7629 13.6154 28.2989 13.4226 28.7308 13.1565 29.0469 12.8288 29.3593 12.4972 29.6099 12.1617 29.7911 11.8262 29.9608 11.5023 30.0726 11.1784 30.1228 10.8545L28.7308 10.8545C28.5534 11.3905 28.2141 11.8262 27.7282 12.1463 27.2539 12.4586 26.6524 12.6167 25.9429 12.6167L25.8658 12.6167C25.0792 12.6051 24.3774 12.3044 23.7681 11.726 23.1627 11.1476 22.835 10.3378 22.8003 9.31985L22.7964 9.27744 30.4197 9.27744C30.4428 9.00366 30.4544 8.81472 30.4544 8.71061ZM22.8311 8.08209 22.835 8.03967C22.943 7.10653 23.2669 6.35462 23.799 5.80322 24.3311 5.24796 25.0483 4.96648 25.9275 4.96648 26.7951 4.96648 27.5007 5.24796 28.0174 5.80322 28.5341 6.35462 28.8426 7.10653 28.939 8.03967L28.9428 8.08209 22.8311 8.08209Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M37.0095 3.59761C36.3386 3.59761 35.683 3.74799 35.0699 4.04104 34.453 4.3341 33.9633 4.73126 33.6162 5.21711L33.5468 5.31351 33.5468 3.78655 31.9775 3.78655 31.9775 13.8159 33.6008 13.8159 33.6008 7.52683C33.6008 6.81348 33.8977 6.21195 34.4877 5.74538 35.0699 5.27495 35.7717 5.03974 36.5661 5.03974 37.3025 5.03974 37.9002 5.25953 38.3437 5.69525 38.7832 6.13483 39.0069 6.72094 39.0069 7.44586L39.0069 13.8159 40.638 13.8159 40.638 7.28391C40.638 6.16568 40.3063 5.26338 39.647 4.60016 38.9915 3.93693 38.1007 3.59761 37.0095 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M46.2098 12.447 47.2818 12.447 47.2818 13.8313 46.2098 13.8313C45.2458 13.8313 44.4939 13.6347 43.9734 13.2491 43.4567 12.8635 43.1945 12.1386 43.1945 11.0975L43.1945 5.05902 41.6019 5.05902 41.6019 3.78655 43.1945 3.78655 43.1945 0.0115679 44.76 0.0115679 44.76 3.78655 46.7689 3.78655 46.7689 5.06287 44.7638 5.05902 44.7253 5.05516 44.7253 10.9085C44.7253 11.4214 44.8255 11.8069 45.0222 12.0614 45.2227 12.3159 45.6199 12.447 46.2098 12.447Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M48.8704 3.78655 50.5015 3.78655 50.5015 13.8159 48.8704 13.8159Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M56.2276 7.90857C55.4294 7.7659 54.8125 7.57696 54.396 7.35331 53.9719 7.12581 53.7559 6.75178 53.7559 6.2428 53.7559 5.7608 53.968 5.39449 54.3883 5.15927 54.797 4.92406 55.2983 4.81609 55.869 4.83923 56.3163 4.86622 56.7597 5.00118 57.1877 5.2441 57.608 5.48317 57.8741 5.86491 57.9743 6.37776L59.3548 6.37776C59.2545 5.47161 58.8805 4.77368 58.2404 4.29554 57.5926 3.80969 56.7327 3.56291 55.6839 3.56291 54.6852 3.56291 53.8253 3.82897 53.1235 4.35338 52.4256 4.87779 52.0709 5.58343 52.0709 6.45102 52.0709 7.26077 52.3678 7.86616 52.9462 8.2479 53.5323 8.6412 54.3266 8.93811 55.3022 9.13477 56.1312 9.27744 56.7751 9.48952 57.2186 9.75943 57.6736 10.0332 57.9011 10.4419 57.9011 10.9702 57.9011 11.4792 57.6967 11.9072 57.2957 12.235 56.8947 12.5589 56.3703 12.7324 55.734 12.7439 55.0978 12.7555 54.5233 12.5666 54.0258 12.181 53.5361 11.8031 53.2469 11.3674 53.166 10.8931L51.7431 10.8931C51.8164 11.6643 52.1943 12.3738 52.8613 13.0061 53.54 13.6501 54.5155 13.9779 55.7572 13.9779 56.8523 13.9779 57.77 13.6809 58.491 13.091 59.2044 12.5049 59.5669 11.753 59.5669 10.8545 59.5669 9.32757 58.4448 8.33658 56.2276 7.90857Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M49.6725 0C49.1172 0 48.6661 0.451147 48.6661 1.00641 48.6661 1.56166 49.1172 2.01281 49.6725 2.01281 50.2277 2.01281 50.6789 1.56166 50.6789 1.00641 50.6789 0.451147 50.2277 0 49.6725 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M74.4778 12.902C74.3159 12.8095 74.2118 12.6437 74.1617 12.4085L71.5165 0.0115679 69.5538 0.0115679 69.9972 1.87785 63.4459 12.4085C63.2994 12.6437 63.1298 12.8056 62.937 12.8905 62.748 12.9792 62.4897 13.0447 62.1696 13.0948L62.0231 13.8159 66.1875 13.8159 66.3148 13.0948C65.748 13.0717 65.3392 13.0139 65.0847 12.929 64.8302 12.8442 64.7068 12.6822 64.7068 12.447 64.7068 12.2234 64.8302 11.9226 65.077 11.5409L66.068 9.92524 71.7671 9.92524 72.1103 11.5602C72.1334 11.8069 72.145 11.9728 72.145 12.0576 72.145 12.3545 72.0486 12.5781 71.8481 12.7324 71.6514 12.8866 71.4394 12.983 71.2118 13.0216 70.9843 13.0563 70.6527 13.0833 70.2209 13.0948L70.0898 13.8159 75.0331 13.8159 75.1642 13.0948C74.8673 13.0563 74.6398 12.9946 74.4778 12.902ZM66.6233 9.01909 70.352 2.98837 71.582 9.01909 66.6233 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M83.5471 12.7632C83.3735 12.7632 83.2887 12.6707 83.2887 12.4856 83.2887 12.4085 83.3388 12.1386 83.4352 11.6681L86.2115 0.0115679 85.7874 0.0115679 82.8646 0.790472 82.7682 1.16064 84.1409 1.73518 83.4931 4.44978C83.0342 4.03333 82.4635 3.82126 81.7695 3.82126 80.8209 3.82126 79.8916 4.15672 78.9855 4.81995 78.0793 5.48703 77.3351 6.39704 76.7567 7.54997 76.1745 8.70675 75.8853 9.92909 75.8853 11.2247 75.8853 12.1039 76.0704 12.7825 76.4405 13.2722 76.8107 13.7581 77.3274 14.001 77.9945 14.001 78.7348 14.001 79.4829 13.5884 80.2425 12.7632 81.0021 11.9342 81.6769 10.8854 82.2707 9.61676L82.398 9.61676C81.9545 11.082 81.7348 12.1578 81.7348 12.8365 81.7348 13.1797 81.8234 13.4612 82.0008 13.6771 82.1821 13.893 82.4365 14.001 82.7682 14.001 83.2502 14.001 83.7129 13.8313 84.1602 13.492 84.6036 13.1527 85.0972 12.5781 85.6408 11.7607L85.2514 11.3751C84.5226 12.3005 83.9558 12.7632 83.5471 12.7632ZM81.1795 10.6424C80.2541 12.0807 79.4212 12.7979 78.6808 12.7979 78.3222 12.7979 78.0523 12.6398 77.8672 12.3275 77.6822 12.0113 77.5896 11.5949 77.5896 11.0782 77.6012 10.0525 77.7863 9.04608 78.141 8.05895 78.4996 7.07183 79.0086 6.24665 79.6718 5.57957 80.3312 4.91249 81.0561 4.58088 81.8466 4.58088 82.4867 4.58088 82.9532 4.84694 83.2502 5.37521 82.7952 7.44971 82.1049 9.20417 81.1795 10.6424Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M93.6458 3.59761C93.0134 3.59761 92.4736 3.88295 92.0186 4.44978L92.0186 4.73512C93.1677 4.73512 93.7384 5.18241 93.7384 6.07699 93.7384 7.08725 93.2448 8.1515 92.2615 9.27358L89.8207 12.0923 89.1189 3.60147 88.8721 3.60147 86.3388 4.26469 86.227 4.66185 87.6074 5.13614 88.4596 14.0087 89.196 14.0087 92.9016 9.75172C93.7229 8.80701 94.3129 7.98955 94.6792 7.30319 95.0455 6.61683 95.2268 5.94974 95.2268 5.3058 95.2268 4.82766 95.0957 4.42278 94.8373 4.09503 94.5867 3.76342 94.1895 3.59761 93.6458 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M97.6676 12.7594C97.4941 12.7594 97.4092 12.6668 97.4092 12.4817 97.4092 12.3583 97.4632 12.0884 97.575 11.6681L99.4992 3.82126 99.0364 3.82126 96.1291 4.44978 96.0172 4.83923 97.4247 5.41377 95.998 11.1514C95.8244 11.8802 95.7396 12.4085 95.7396 12.7439 95.7396 13.1257 95.8437 13.4303 96.0558 13.6617 96.264 13.8892 96.5416 14.0048 96.8887 14.0048 97.3707 14.0048 97.8295 13.839 98.2691 13.5036 98.7087 13.172 99.2022 12.5897 99.7575 11.7645L99.3873 11.3751C98.6393 12.2967 98.0648 12.7594 97.6676 12.7594Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M106.71 4.06032C106.282 3.75185 105.707 3.59761 104.99 3.59761 104.068 3.59761 103.297 3.87524 102.673 4.4305 102.048 4.98575 101.736 5.66055 101.736 6.45487 101.736 6.93301 101.917 7.442 102.275 7.97798 102.634 8.51396 103.027 8.97282 103.448 9.3507 103.872 9.72858 104.261 10.1373 104.62 10.5808 104.978 11.0203 105.16 11.4059 105.16 11.7337 105.16 12.6668 104.666 13.1334 103.683 13.1334 102.622 13.1334 101.797 12.3468 101.203 10.7697L101.053 10.7697C100.498 11.0203 100.22 11.4329 100.22 11.9997 100.22 12.5666 100.486 13.0447 101.015 13.4264 101.543 13.812 102.237 14.0048 103.097 14.0048 104.003 14.0048 104.793 13.7234 105.46 13.1642 106.128 12.6013 106.463 11.8686 106.463 10.9625 106.463 10.5846 106.343 10.1913 106.104 9.77871 105.865 9.36998 105.572 8.98438 105.225 8.62578 104.878 8.26718 104.531 7.924 104.184 7.59624 103.837 7.26848 103.544 6.94458 103.305 6.62068 103.066 6.30064 102.946 6.01915 102.946 5.78008 102.946 4.95876 103.382 4.55003 104.25 4.55003 105.083 4.55003 105.781 5.12457 106.351 6.26979L106.54 6.26979C107.084 6.00373 107.354 5.67597 107.354 5.28652 107.354 4.77753 107.138 4.3688 106.71 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M115.239 4.60016C114.653 3.93308 113.863 3.59761 112.864 3.59761 111.881 3.59761 110.982 3.93308 110.161 4.60016 109.34 5.2711 108.719 6.10398 108.287 7.10653 107.859 8.10908 107.647 9.14248 107.647 10.199 107.647 11.3982 107.94 12.3314 108.526 12.9984 109.112 13.6694 109.903 14.001 110.897 14.001 111.881 14.001 112.783 13.6694 113.604 12.9984 114.422 12.3314 115.046 11.4946 115.474 10.4921 115.906 9.48952 116.118 8.45997 116.118 7.39959 116.118 6.20424 115.825 5.2711 115.239 4.60016ZM113.936 9.75558C113.662 10.708 113.261 11.5293 112.733 12.2157 112.205 12.902 111.611 13.2452 110.955 13.2452 110.477 13.2452 110.099 13.0177 109.829 12.5627 109.559 12.1116 109.424 11.4753 109.424 10.654 109.424 9.73244 109.559 8.7993 109.829 7.84688 110.099 6.89445 110.5 6.07314 111.032 5.38677 111.561 4.70041 112.154 4.35723 112.81 4.35723 113.288 4.35723 113.662 4.58088 113.936 5.03588 114.206 5.49089 114.341 6.12712 114.341 6.94844 114.341 7.86616 114.206 8.80315 113.936 9.75558Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M125.095 4.75054C125.095 4.43435 125.01 4.16444 124.841 3.93693 124.671 3.70943 124.401 3.59761 124.035 3.59761 123.418 3.59761 122.731 4.12973 121.983 5.19783 121.231 6.26208 120.333 7.87001 119.288 10.0139L119.157 10.0139 120.159 6.74022 120.954 3.59761 120.479 3.59761 117.622 4.24155 117.51 4.63872 118.949 5.22482 116.809 13.8159 118.532 13.8159C118.898 12.3545 119.388 10.9663 120.009 9.65147 120.626 8.34044 121.22 7.33789 121.787 6.64382 122.353 5.94974 122.801 5.60271 123.128 5.60271 123.483 5.60271 123.657 5.83792 123.657 6.30449L123.942 6.30449C124.709 5.93818 125.095 5.42148 125.095 4.75054Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M130.366 4.06032C129.938 3.75185 129.364 3.59761 128.646 3.59761 127.725 3.59761 126.954 3.87524 126.329 4.4305 125.704 4.98575 125.392 5.66055 125.392 6.45487 125.392 6.93301 125.573 7.442 125.932 7.97798 126.29 8.51396 126.684 8.97282 127.104 9.3507 127.528 9.72858 127.918 10.1373 128.276 10.5808 128.635 11.0203 128.816 11.4059 128.816 11.7337 128.816 12.6668 128.322 13.1334 127.339 13.1334 126.279 13.1334 125.454 12.3468 124.86 10.7697L124.709 10.7697C124.154 11.0203 123.877 11.4329 123.877 11.9997 123.877 12.5666 124.143 13.0447 124.671 13.4264 125.199 13.812 125.893 14.0048 126.753 14.0048 127.659 14.0048 128.45 13.7234 129.117 13.1642 129.784 12.6013 130.119 11.8686 130.119 10.9625 130.119 10.5846 130 10.1913 129.761 9.77871 129.522 9.36998 129.229 8.98438 128.882 8.62578 128.535 8.26718 128.188 7.924 127.84 7.59624 127.493 7.26848 127.2 6.94458 126.961 6.62068 126.722 6.30064 126.603 6.01915 126.603 5.78008 126.603 4.95876 127.038 4.55003 127.906 4.55003 128.739 4.55003 129.437 5.12457 130.008 6.26979L130.196 6.26979C130.74 6.00373 131.01 5.67597 131.01 5.28652 131.006 4.77753 130.794 4.3688 130.366 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M99.1059 0C98.5506 0 98.0994 0.451147 98.0994 1.00641 98.0994 1.56166 98.5506 2.01281 99.1059 2.01281 99.6611 2.01281 100.112 1.56166 100.112 1.00641 100.112 0.451147 99.6611 0 99.1059 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><\/g><\/g><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"12\" transform=\"matrix(1 0 0 1.00007 13.802 747)\">Source:<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"12\" transform=\"matrix(1 0 0 1.00007 58.4753 747)\">Merger<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"12\" transform=\"matrix(1 0 0 1.00007 96.4809 747)\">m<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"12\" transform=\"matrix(1 0 0 1.00007 106.482 747)\">arket<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"12\" transform=\"matrix(1 0 0 1.00007 133.153 747)\">; Aventis Advisors analysis<\/text><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"24\" transform=\"matrix(1 0 0 1.00007 527.964 -17)\">Updated<\/text><g><path d=\"M113.005 447.052 130.005 447.052 130.005 648.048 113.005 648.048ZM156.007 399.046 173.007 399.046 173.007 648.048 156.007 648.048ZM198.008 349.04 215.009 349.04 215.009 648.048 198.008 648.048ZM241.01 324.037 258.011 324.037 258.011 648.048 241.01 648.048ZM284.012 311.036 301.013 311.036 301.013 648.048 284.012 648.048ZM326.014 397.046 343.014 397.046 343.014 648.048 326.014 648.048ZM369.015 499.058 386.016 499.058 386.016 648.048 369.015 648.048ZM411.017 382.044 428.018 382.044 428.018 648.048 411.017 648.048ZM454.019 357.041 471.02 357.041 471.02 648.048 454.019 648.048ZM497.021 369.043 514.022 369.043 514.022 648.048 497.021 648.048ZM539.023 355.041 556.023 355.041 556.023 648.048 539.023 648.048ZM582.024 323.037 599.025 323.037 599.025 648.048 582.024 648.048ZM625.026 309.036 642.027 309.036 642.027 648.048 625.026 648.048ZM667.028 290.034 684.029 290.034 684.029 648.048 667.028 648.048ZM710.03 277.032 727.031 277.032 727.031 648.048 710.03 648.048ZM752.032 228.026 769.032 228.026 769.032 648.048 752.032 648.048ZM795.033 202.023 812.034 202.023 812.034 648.048 795.033 648.048ZM838.035 218.025 855.036 218.025 855.036 648.048 838.035 648.048ZM880.037 151.017 897.038 151.017 897.038 648.048 880.037 648.048ZM923.039 190.022 940.039 190.022 940.039 648.048 923.039 648.048ZM966.041 233.027 983.041 233.027 983.041 648.048 966.041 648.048ZM1008.04 229.026 1025.04 229.026 1025.04 648.048 1008.04 648.048Z\" fill=\"#F2F2F2\" fill-opacity=\"0.698039\"\/><\/g><g><path d=\"M0 0 0.000105002 532\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\" transform=\"matrix(1 0 0 -1.00007 100.5 648.548)\"\/><\/g><g><path d=\"M100.5 648.548 105.5 648.548M100.5 594.569 105.5 594.569M100.5 541.563 105.5 541.563M100.5 488.556 105.5 488.556M100.5 435.55 105.5 435.55M100.5 382.544 105.5 382.544M100.5 329.538 105.5 329.538M100.5 276.532 105.5 276.532M100.5 223.526 105.5 223.526M100.5 170.52 105.5 170.52M100.5 116.509 105.5 116.509\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M100.5 648.548 1038.5 648.548\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><path d=\"M100.5 643.547 100.5 648.548M142.506 643.547 142.506 648.548M185.508 643.547 185.508 648.548M228.51 643.547 228.51 648.548M270.511 643.547 270.511 648.548M313.513 643.547 313.513 648.548M356.515 643.547 356.515 648.548M398.517 643.547 398.517 648.548M441.519 643.547 441.519 648.548M483.52 643.547 483.52 648.548M526.522 643.547 526.522 648.548M569.524 643.547 569.524 648.548M611.526 643.547 611.526 648.548M654.527 643.547 654.527 648.548M697.529 643.547 697.529 648.548M739.531 643.547 739.531 648.548M782.533 643.547 782.533 648.548M824.535 643.547 824.535 648.548M867.536 643.547 867.536 648.548M910.538 643.547 910.538 648.548M952.54 643.547 952.54 648.548M995.542 643.547 995.542 648.548M1038.5 643.547 1038.5 648.548\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M121.5 342.54 164.507 317.523 206.509 426.549 249.51 333.539 292.512 386.545 334.514 382.544 377.516 442.551 419.518 445.551 462.519 487.556 505.521 525.561 547.523 509.559 590.525 515.56 633.527 489.557 675.528 483.556 718.53 440.551 760.532 515.56 803.534 515.56 846.536 544.54 888.537 500.558 931.539 448.552 974.541 493.557 1016.5 515.56\" stroke=\"#FFC000\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M121.5 218.525 164.507 166.512 206.509 190.522 249.51 206.524 292.512 193.522 334.514 247.529 377.516 289.533 419.518 395.546 462.519 393.545 505.521 423.549 547.523 451.552 590.525 395.546 633.527 382.544 675.528 410.547 718.53 434.55 760.532 469.554 803.534 493.557 846.536 515.538 888.537 351.541 931.539 249.529 974.541 411.548 1016.5 356.541\" stroke=\"#120C2C\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M164.5 317.523 152.5 329.524\" stroke=\"#A6A6A6\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M249.5 333.525 245.5 347.526\" stroke=\"#A6A6A6\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M718.5 440.532 710.5 452.533\" stroke=\"#A6A6A6\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M931.5 448.533 929.5 460.534\" stroke=\"#A6A6A6\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 106.012 367)\">23.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 137.165 347)\">24.9<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 191.266 451)\">16.7<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 229.651 364)\">23.7<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 276.52 411)\">19.7<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 319.147 407)\">20.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 361.773 467)\">15.5<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 404.4 470)\">15.2<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 447.027 512)\">12.1<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 494.104 550)\">9.2<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 532.281 534)\">10.4<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 574.907 540)\">10.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 617.534 514)\">12.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 660.161 508)\">12.4<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 694.93 470)\">15.6<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 745.415 540)\">10.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 788.042 540)\">10.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 835.119 569)\">7.8<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 873.889 525)\">11.1<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 913.872 478)\">15.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 959.142 518)\">11.7<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1001.18 540)\">10.0<\/text><\/g><g><path d=\"M121.5 218.516 120.5 211.516\" stroke=\"#A6A6A6\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M206.5 190.514 204.5 182.513\" stroke=\"#A6A6A6\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M334.5 247.518 341.5 240.518\" stroke=\"#A6A6A6\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M419.5 395.529 408.517 371.527 402.5 371.527\" stroke=\"#A6A6A6\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M547.5 451.533 538.5 438.532\" stroke=\"#A6A6A6\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M846.5 515.538 831.5 503.537\" stroke=\"#A6A6A6\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M888.5 351.526 888.537 334.525 882.5 334.525\" stroke=\"#A6A6A6\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M974.5 411.53 981.5 387.528\" stroke=\"#A6A6A6\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 104.679 206)\">32.3<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 148.639 153)\">36.3<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 188.832 177)\">34.5<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 233.893 194)\">33.2<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 276.52 181)\">34.2<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 325.814 235)\">30.1<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 361.773 277)\">27.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 367.613 378)\">19.1<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 447.027 381)\">19.1<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 489.654 411)\">16.9<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 522.614 434)\">14.8<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 574.907 383)\">19.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 617.534 370)\">20.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 660.161 397)\">17.9<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 702.788 422)\">16.1<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 745.415 457)\">13.5<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 788.635 481)\">11.6<\/text><\/g><g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 815.872 498)\">10.0<\/text><\/g><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 847.356 340)\">22.3<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 915.922 237)\">30.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 965.539 382)\">17.8<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1001.18 344)\">21.9<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1051.84 653)\">0.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1051.84 586)\">5.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1051.84 520)\">10.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1051.84 454)\">15.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1051.84 387)\">20.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1051.84 321)\">25.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1051.84 254)\">30.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1051.84 188)\">35.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1051.84 122)\">40.0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 77.6024 653)\">0<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 59.7997 600)\">500<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 46.4509 547)\">1,000<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 46.4509 493)\">1,500<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 46.4509 440)\">2,000<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 46.4509 387)\">2,500<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 46.4509 334)\">3,000<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 46.4509 281)\">3,500<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 46.4509 228)\">4,000<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 46.4509 175)\">4,500<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 46.4509 122)\">5,000<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 99.489 693)\">2003<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 142.116 693)\">2004<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 184.743 693)\">2005<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 227.369 693)\">2006<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 269.996 693)\">2007<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 312.623 693)\">2008<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 355.25 693)\">2009<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 397.877 693)\">2010<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 440.504 693)\">2011<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 483.13 693)\">2012<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 525.757 693)\">2013<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 568.384 693)\">2014<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 611.011 693)\">2015<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 653.638 693)\">2016<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 696.264 693)\">2017<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 738.891 693)\">2018<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 781.518 693)\">2019<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 824.145 693)\">2020<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 866.772 693)\">2021<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 909.399 693)\">2022<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 952.025 693)\">2023<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.71934 -0.694761 0.694607 0.719393 994.652 693)\">2024<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 1108.66 454)\">Deal Value (EURm)<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 20.6698 437)\">Number of transactions<\/text><\/g><g><rect x=\"403\" y=\"94.0069\" width=\"25.9999\" height=\"8.00061\" fill=\"#F2F2F2\" fill-opacity=\"0.698039\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 431.711 103)\"># of deals<\/text><\/g><g><path d=\"M520.5 98.5073 545.5 98.5074\" stroke=\"#FFC000\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 548.374 103)\">CEE<\/text><\/g><g><path d=\"M600.5 98.5073 625.5 98.5074\" stroke=\"#120C2C\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 628.537 103)\">Rest of Europe<\/text><\/g><\/g><\/svg><\/figure>\n\n\n\n<h3 class=\"wp-block-heading\">Median EBITDA multiple: CEE vs. the rest of Europe<\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">The median EBITDA multiple used in M&amp;A transactions in the CEE region was lower than that of the rest of Europe for most of 2003 to 2023. We saw considerable volatility during recessionary periods in 2008 and early 2020. In 2021, the median EBITDA multiple almost doubled to 11.7x, but it fell to 5.8x in 2022. In 2023, the median EBITDA multiple in CEE recovered to 8.7x and subsequently rose to 10.5x in 2024, surpassing the European average.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">To gain a deeper understanding of long-term trends and mitigate the effect of short-term volatility, we have incorporated the 3-year moving average for CEE&#8217;s median EBITDA multiple. By comparing it to the median EBITDA multiple for the rest of Europe, we observe a discernible trend of an expanding CEE discount developing until 2022. The discount reached its widest spread in 2022, with the EBITDA multiple in the rest of Europe at 13.0x, while the multiple in Central and Eastern Europe (CEE) dropped to a historically low 5.8x, resulting in a spread of 7.2x. By 2023, this spread was nearly eliminated as the median EBITDA multiples in the rest of Europe fell from 13.0x to 9.2x. This decline in the rest of Europe, down to historical averages of 10.1x, was primarily driven by shifting investor sentiment and ongoing macroeconomic uncertainty.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">The CEE discount has historically resulted from several factors, including smaller deal sizes, less intense buyer competition, and more significant market fragmentation. Moreover, elevated political and economic risks in certain countries have also contributed to this discount. Finally, it&#8217;s worth noting that several CEE nations have higher equity risk premiums, which are utilized for discounting future cash flows, ultimately leading to lower valuations.<\/p>\n\n\n\n<figure class=\"wp-block-image av-chart\"><p class=\"av-chart-title\">M&amp;A in CEE: Median EBITDA Multiple, 2003 \u2013 2024<\/p><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" overflow=\"hidden\" viewBox=\"0 54.50 1134.00 701.50\" style=\"width:100%;height:auto;display:block\"><defs><clipPath id=\"c202405maina7924f91-clip0\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756\"\/><\/clipPath><\/defs><g clip-path=\"url(#c202405maina7924f91-clip0)\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756.056\" fill=\"#FFFFFF\"\/><g><g><g><path d=\"M7.31861 0.0115679 5.54487 0.0115679 0 13.8159 1.71205 13.8159 3.04235 10.388 9.76329 10.388 9.77486 10.4149 11.163 13.8159 12.8635 13.8159 7.31861 0.0115679ZM3.53591 9.01909 3.55519 8.96896 6.42017 1.54624 9.30443 9.01909 3.53591 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M16.222 11.9496 13.1758 3.78655 11.4136 3.78655 15.4161 13.8159 17.0241 13.8159 21.0535 3.78655 19.2836 3.78655Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M30.4544 8.71061C30.4544 7.19908 30.0418 5.96131 29.2243 5.03203 28.4107 4.10274 27.3002 3.63617 25.9275 3.63617 24.4892 3.63617 23.3363 4.12202 22.4995 5.08601 21.6628 6.05 21.2386 7.29547 21.2386 8.78387 21.2386 10.2376 21.6782 11.4638 22.5381 12.4316 23.3941 13.3956 24.5432 13.893 25.9467 13.9046 26.6138 13.9046 27.2231 13.8082 27.7629 13.6154 28.2989 13.4226 28.7308 13.1565 29.0469 12.8288 29.3593 12.4972 29.6099 12.1617 29.7911 11.8262 29.9608 11.5023 30.0726 11.1784 30.1228 10.8545L28.7308 10.8545C28.5534 11.3905 28.2141 11.8262 27.7282 12.1463 27.2539 12.4586 26.6524 12.6167 25.9429 12.6167L25.8658 12.6167C25.0792 12.6051 24.3774 12.3044 23.7681 11.726 23.1627 11.1476 22.835 10.3378 22.8003 9.31985L22.7964 9.27744 30.4197 9.27744C30.4428 9.00366 30.4544 8.81472 30.4544 8.71061ZM22.8311 8.08209 22.835 8.03967C22.943 7.10653 23.2669 6.35462 23.799 5.80322 24.3311 5.24796 25.0483 4.96648 25.9275 4.96648 26.7951 4.96648 27.5007 5.24796 28.0174 5.80322 28.5341 6.35462 28.8426 7.10653 28.939 8.03967L28.9428 8.08209 22.8311 8.08209Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M37.0095 3.59761C36.3386 3.59761 35.683 3.74799 35.0699 4.04104 34.453 4.3341 33.9633 4.73126 33.6162 5.21711L33.5468 5.31351 33.5468 3.78655 31.9775 3.78655 31.9775 13.8159 33.6008 13.8159 33.6008 7.52683C33.6008 6.81348 33.8977 6.21195 34.4877 5.74538 35.0699 5.27495 35.7717 5.03974 36.5661 5.03974 37.3025 5.03974 37.9002 5.25953 38.3437 5.69525 38.7832 6.13483 39.0069 6.72094 39.0069 7.44586L39.0069 13.8159 40.638 13.8159 40.638 7.28391C40.638 6.16568 40.3063 5.26338 39.647 4.60016 38.9915 3.93693 38.1007 3.59761 37.0095 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M46.2098 12.447 47.2818 12.447 47.2818 13.8313 46.2098 13.8313C45.2458 13.8313 44.4939 13.6347 43.9734 13.2491 43.4567 12.8635 43.1945 12.1386 43.1945 11.0975L43.1945 5.05902 41.6019 5.05902 41.6019 3.78655 43.1945 3.78655 43.1945 0.0115679 44.76 0.0115679 44.76 3.78655 46.7689 3.78655 46.7689 5.06287 44.7638 5.05902 44.7253 5.05516 44.7253 10.9085C44.7253 11.4214 44.8255 11.8069 45.0222 12.0614 45.2227 12.3159 45.6199 12.447 46.2098 12.447Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M48.8704 3.78655 50.5015 3.78655 50.5015 13.8159 48.8704 13.8159Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M56.2276 7.90857C55.4294 7.7659 54.8125 7.57696 54.396 7.35331 53.9719 7.12581 53.7559 6.75178 53.7559 6.2428 53.7559 5.7608 53.968 5.39449 54.3883 5.15927 54.797 4.92406 55.2983 4.81609 55.869 4.83923 56.3163 4.86622 56.7597 5.00118 57.1877 5.2441 57.608 5.48317 57.8741 5.86491 57.9743 6.37776L59.3548 6.37776C59.2545 5.47161 58.8805 4.77368 58.2404 4.29554 57.5926 3.80969 56.7327 3.56291 55.6839 3.56291 54.6852 3.56291 53.8253 3.82897 53.1235 4.35338 52.4256 4.87779 52.0709 5.58343 52.0709 6.45102 52.0709 7.26077 52.3678 7.86616 52.9462 8.2479 53.5323 8.6412 54.3266 8.93811 55.3022 9.13477 56.1312 9.27744 56.7751 9.48952 57.2186 9.75943 57.6736 10.0332 57.9011 10.4419 57.9011 10.9702 57.9011 11.4792 57.6967 11.9072 57.2957 12.235 56.8947 12.5589 56.3703 12.7324 55.734 12.7439 55.0978 12.7555 54.5233 12.5666 54.0258 12.181 53.5361 11.8031 53.2469 11.3674 53.166 10.8931L51.7431 10.8931C51.8164 11.6643 52.1943 12.3738 52.8613 13.0061 53.54 13.6501 54.5155 13.9779 55.7572 13.9779 56.8523 13.9779 57.77 13.6809 58.491 13.091 59.2044 12.5049 59.5669 11.753 59.5669 10.8545 59.5669 9.32757 58.4448 8.33658 56.2276 7.90857Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M49.6725 0C49.1172 0 48.6661 0.451147 48.6661 1.00641 48.6661 1.56166 49.1172 2.01281 49.6725 2.01281 50.2277 2.01281 50.6789 1.56166 50.6789 1.00641 50.6789 0.451147 50.2277 0 49.6725 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M74.4778 12.902C74.3159 12.8095 74.2118 12.6437 74.1617 12.4085L71.5165 0.0115679 69.5538 0.0115679 69.9972 1.87785 63.4459 12.4085C63.2994 12.6437 63.1298 12.8056 62.937 12.8905 62.748 12.9792 62.4897 13.0447 62.1696 13.0948L62.0231 13.8159 66.1875 13.8159 66.3148 13.0948C65.748 13.0717 65.3392 13.0139 65.0847 12.929 64.8302 12.8442 64.7068 12.6822 64.7068 12.447 64.7068 12.2234 64.8302 11.9226 65.077 11.5409L66.068 9.92524 71.7671 9.92524 72.1103 11.5602C72.1334 11.8069 72.145 11.9728 72.145 12.0576 72.145 12.3545 72.0486 12.5781 71.8481 12.7324 71.6514 12.8866 71.4394 12.983 71.2118 13.0216 70.9843 13.0563 70.6527 13.0833 70.2209 13.0948L70.0898 13.8159 75.0331 13.8159 75.1642 13.0948C74.8673 13.0563 74.6398 12.9946 74.4778 12.902ZM66.6233 9.01909 70.352 2.98837 71.582 9.01909 66.6233 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M83.5471 12.7632C83.3735 12.7632 83.2887 12.6707 83.2887 12.4856 83.2887 12.4085 83.3388 12.1386 83.4352 11.6681L86.2115 0.0115679 85.7874 0.0115679 82.8646 0.790472 82.7682 1.16064 84.1409 1.73518 83.4931 4.44978C83.0342 4.03333 82.4635 3.82126 81.7695 3.82126 80.8209 3.82126 79.8916 4.15672 78.9855 4.81995 78.0793 5.48703 77.3351 6.39704 76.7567 7.54997 76.1745 8.70675 75.8853 9.92909 75.8853 11.2247 75.8853 12.1039 76.0704 12.7825 76.4405 13.2722 76.8107 13.7581 77.3274 14.001 77.9945 14.001 78.7348 14.001 79.4829 13.5884 80.2425 12.7632 81.0021 11.9342 81.6769 10.8854 82.2707 9.61676L82.398 9.61676C81.9545 11.082 81.7348 12.1578 81.7348 12.8365 81.7348 13.1797 81.8234 13.4612 82.0008 13.6771 82.1821 13.893 82.4365 14.001 82.7682 14.001 83.2502 14.001 83.7129 13.8313 84.1602 13.492 84.6036 13.1527 85.0972 12.5781 85.6408 11.7607L85.2514 11.3751C84.5226 12.3005 83.9558 12.7632 83.5471 12.7632ZM81.1795 10.6424C80.2541 12.0807 79.4212 12.7979 78.6808 12.7979 78.3222 12.7979 78.0523 12.6398 77.8672 12.3275 77.6822 12.0113 77.5896 11.5949 77.5896 11.0782 77.6012 10.0525 77.7863 9.04608 78.141 8.05895 78.4996 7.07183 79.0086 6.24665 79.6718 5.57957 80.3312 4.91249 81.0561 4.58088 81.8466 4.58088 82.4867 4.58088 82.9532 4.84694 83.2502 5.37521 82.7952 7.44971 82.1049 9.20417 81.1795 10.6424Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M93.6458 3.59761C93.0134 3.59761 92.4736 3.88295 92.0186 4.44978L92.0186 4.73512C93.1677 4.73512 93.7384 5.18241 93.7384 6.07699 93.7384 7.08725 93.2448 8.1515 92.2615 9.27358L89.8207 12.0923 89.1189 3.60147 88.8721 3.60147 86.3388 4.26469 86.227 4.66185 87.6074 5.13614 88.4596 14.0087 89.196 14.0087 92.9016 9.75172C93.7229 8.80701 94.3129 7.98955 94.6792 7.30319 95.0455 6.61683 95.2268 5.94974 95.2268 5.3058 95.2268 4.82766 95.0957 4.42278 94.8373 4.09503 94.5867 3.76342 94.1895 3.59761 93.6458 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M97.6676 12.7594C97.4941 12.7594 97.4092 12.6668 97.4092 12.4817 97.4092 12.3583 97.4632 12.0884 97.575 11.6681L99.4992 3.82126 99.0364 3.82126 96.1291 4.44978 96.0172 4.83923 97.4247 5.41377 95.998 11.1514C95.8244 11.8802 95.7396 12.4085 95.7396 12.7439 95.7396 13.1257 95.8437 13.4303 96.0558 13.6617 96.264 13.8892 96.5416 14.0048 96.8887 14.0048 97.3707 14.0048 97.8295 13.839 98.2691 13.5036 98.7087 13.172 99.2022 12.5897 99.7575 11.7645L99.3873 11.3751C98.6393 12.2967 98.0648 12.7594 97.6676 12.7594Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M106.71 4.06032C106.282 3.75185 105.707 3.59761 104.99 3.59761 104.068 3.59761 103.297 3.87524 102.673 4.4305 102.048 4.98575 101.736 5.66055 101.736 6.45487 101.736 6.93301 101.917 7.442 102.275 7.97798 102.634 8.51396 103.027 8.97282 103.448 9.3507 103.872 9.72858 104.261 10.1373 104.62 10.5808 104.978 11.0203 105.16 11.4059 105.16 11.7337 105.16 12.6668 104.666 13.1334 103.683 13.1334 102.622 13.1334 101.797 12.3468 101.203 10.7697L101.053 10.7697C100.498 11.0203 100.22 11.4329 100.22 11.9997 100.22 12.5666 100.486 13.0447 101.015 13.4264 101.543 13.812 102.237 14.0048 103.097 14.0048 104.003 14.0048 104.793 13.7234 105.46 13.1642 106.128 12.6013 106.463 11.8686 106.463 10.9625 106.463 10.5846 106.343 10.1913 106.104 9.77871 105.865 9.36998 105.572 8.98438 105.225 8.62578 104.878 8.26718 104.531 7.924 104.184 7.59624 103.837 7.26848 103.544 6.94458 103.305 6.62068 103.066 6.30064 102.946 6.01915 102.946 5.78008 102.946 4.95876 103.382 4.55003 104.25 4.55003 105.083 4.55003 105.781 5.12457 106.351 6.26979L106.54 6.26979C107.084 6.00373 107.354 5.67597 107.354 5.28652 107.354 4.77753 107.138 4.3688 106.71 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M115.239 4.60016C114.653 3.93308 113.863 3.59761 112.864 3.59761 111.881 3.59761 110.982 3.93308 110.161 4.60016 109.34 5.2711 108.719 6.10398 108.287 7.10653 107.859 8.10908 107.647 9.14248 107.647 10.199 107.647 11.3982 107.94 12.3314 108.526 12.9984 109.112 13.6694 109.903 14.001 110.897 14.001 111.881 14.001 112.783 13.6694 113.604 12.9984 114.422 12.3314 115.046 11.4946 115.474 10.4921 115.906 9.48952 116.118 8.45997 116.118 7.39959 116.118 6.20424 115.825 5.2711 115.239 4.60016ZM113.936 9.75558C113.662 10.708 113.261 11.5293 112.733 12.2157 112.205 12.902 111.611 13.2452 110.955 13.2452 110.477 13.2452 110.099 13.0177 109.829 12.5627 109.559 12.1116 109.424 11.4753 109.424 10.654 109.424 9.73244 109.559 8.7993 109.829 7.84688 110.099 6.89445 110.5 6.07314 111.032 5.38677 111.561 4.70041 112.154 4.35723 112.81 4.35723 113.288 4.35723 113.662 4.58088 113.936 5.03588 114.206 5.49089 114.341 6.12712 114.341 6.94844 114.341 7.86616 114.206 8.80315 113.936 9.75558Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M125.095 4.75054C125.095 4.43435 125.01 4.16444 124.841 3.93693 124.671 3.70943 124.401 3.59761 124.035 3.59761 123.418 3.59761 122.731 4.12973 121.983 5.19783 121.231 6.26208 120.333 7.87001 119.288 10.0139L119.157 10.0139 120.159 6.74022 120.954 3.59761 120.479 3.59761 117.622 4.24155 117.51 4.63872 118.949 5.22482 116.809 13.8159 118.532 13.8159C118.898 12.3545 119.388 10.9663 120.009 9.65147 120.626 8.34044 121.22 7.33789 121.787 6.64382 122.353 5.94974 122.801 5.60271 123.128 5.60271 123.483 5.60271 123.657 5.83792 123.657 6.30449L123.942 6.30449C124.709 5.93818 125.095 5.42148 125.095 4.75054Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M130.366 4.06032C129.938 3.75185 129.364 3.59761 128.646 3.59761 127.725 3.59761 126.954 3.87524 126.329 4.4305 125.704 4.98575 125.392 5.66055 125.392 6.45487 125.392 6.93301 125.573 7.442 125.932 7.97798 126.29 8.51396 126.684 8.97282 127.104 9.3507 127.528 9.72858 127.918 10.1373 128.276 10.5808 128.635 11.0203 128.816 11.4059 128.816 11.7337 128.816 12.6668 128.322 13.1334 127.339 13.1334 126.279 13.1334 125.454 12.3468 124.86 10.7697L124.709 10.7697C124.154 11.0203 123.877 11.4329 123.877 11.9997 123.877 12.5666 124.143 13.0447 124.671 13.4264 125.199 13.812 125.893 14.0048 126.753 14.0048 127.659 14.0048 128.45 13.7234 129.117 13.1642 129.784 12.6013 130.119 11.8686 130.119 10.9625 130.119 10.5846 130 10.1913 129.761 9.77871 129.522 9.36998 129.229 8.98438 128.882 8.62578 128.535 8.26718 128.188 7.924 127.84 7.59624 127.493 7.26848 127.2 6.94458 126.961 6.62068 126.722 6.30064 126.603 6.01915 126.603 5.78008 126.603 4.95876 127.038 4.55003 127.906 4.55003 128.739 4.55003 129.437 5.12457 130.008 6.26979L130.196 6.26979C130.74 6.00373 131.01 5.67597 131.01 5.28652 131.006 4.77753 130.794 4.3688 130.366 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M99.1059 0C98.5506 0 98.0994 0.451147 98.0994 1.00641 98.0994 1.56166 98.5506 2.01281 99.1059 2.01281 99.6611 2.01281 100.112 1.56166 100.112 1.00641 100.112 0.451147 99.6611 0 99.1059 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><\/g><\/g><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"12\" transform=\"matrix(1 0 0 1.00007 13.802 747)\">Source: Aventis Advisors deal database (Mergermarket, press releases, news, annual reports)<\/text><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"24\" transform=\"matrix(1 0 0 1.00007 527.964 -17)\">Updated<\/text><g><path d=\"M96.5 589.568 1103.5 589.568M96.5 513.559 1103.5 513.559M96.5 437.551 1103.5 437.551M96.5 361.542 1103.5 361.542M96.5 285.533 1103.5 285.533M96.5 209.524 1103.5 209.524M96.5 133.51 1103.5 133.51\" stroke=\"#F2F2F2\" stroke-width=\"0.333382\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M0 0 0.000105002 532\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\" transform=\"matrix(1 0 0 -1.00007 96.5 665.549)\"\/><\/g><g><path d=\"M96.5 665.549 100.5 665.549M96.5 589.568 100.5 589.568M96.5 513.559 100.5 513.559M96.5 437.551 100.5 437.551M96.5 361.542 100.5 361.542M96.5 285.533 100.5 285.533M96.5 209.524 100.5 209.524M96.5 133.51 100.5 133.51\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M96.5 665.549 1103.5 665.549\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><path d=\"M96.5 660.549 96.5 665.549M141.506 660.549 141.506 665.549M187.508 660.549 187.508 665.549M233.51 660.549 233.51 665.549M279.512 660.549 279.512 665.549M325.514 660.549 325.514 665.549M370.516 660.549 370.516 665.549M416.517 660.549 416.517 665.549M462.519 660.549 462.519 665.549M508.521 660.549 508.521 665.549M553.523 660.549 553.523 665.549M599.525 660.549 599.525 665.549M645.527 660.549 645.527 665.549M691.529 660.549 691.529 665.549M737.531 660.549 737.531 665.549M782.533 660.549 782.533 665.549M828.535 660.549 828.535 665.549M874.537 660.549 874.537 665.549M920.539 660.549 920.539 665.549M966.541 660.549 966.541 665.549M1011.54 660.549 1011.54 665.549M1057.54 660.549 1057.54 665.549M1103.5 660.549 1103.5 665.549\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M118.5 509.537 164.507 361.542 210.509 383.544 256.511 273.532 302.513 287.533 347.515 265.531 393.517 418.548 439.518 338.539 485.52 351.541 531.522 372.543 576.524 329.538 622.526 371.543 668.528 350.54 714.53 344.54 760.532 282.533 805.534 319.537 851.536 359.542 897.538 416.548 943.54 222.516 989.542 444.551 1034.54 335.539 1080.5 267.531\" stroke=\"#F2F2F2\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"21.0031 12.0018\" fill=\"none\"\/><\/g><g><path d=\"M118.5 358.526 164.507 323.537 210.509 296.534 256.511 278.532 302.513 239.528 347.515 292.534 393.517 338.539 439.518 308.536 485.52 302.535 531.522 323.537 576.524 307.536 622.526 298.534 668.528 266.531 714.53 270.531 760.532 260.53 805.534 231.527 851.536 261.53 897.538 258.53 943.54 240.528 989.542 171.513 1034.54 315.536 1080.5 279.532\" stroke=\"#18142F\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M210.5 418.531 256.511 339.539 302.513 314.536 347.515 275.52 393.517 323.537 439.518 340.539 485.52 369.543 531.522 353.541 576.524 350.54 622.526 357.541 668.528 350.54 714.53 355.541 760.532 325.538 805.534 315.536 851.536 320.537 897.538 365.542 943.54 332.538 989.542 361.542 1034.54 334.539 1080.5 349.54\" stroke=\"#FFC000\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M347.5 292.521 336.5 299.522\" stroke=\"#A6A6A6\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M943.5 240.518 927.5 226.517\" stroke=\"#A6A6A6\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M1034.5 315.523 1042.5 296.522\" stroke=\"#A6A6A6\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M1080.5 279.521 1096.5 267.52\" stroke=\"#A6A6A6\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 103.868 346)\">8.1x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 149.661 311)\">9.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 195.453 284)\">9.7x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 236.795 266)\">10.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 283.181 227)\">11.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 321.443 316)\">9.8x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 369.042 362)\">8.6x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 424.416 296)\">9.4x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 470.209 290)\">9.6x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 516.001 310)\">9.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 561.794 295)\">9.4x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 607.586 286)\">9.7x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 648.928 254)\">10.5x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 694.721 258)\">10.4x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 740.513 248)\">10.7x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 786.899 219)\">11.4x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 832.098 248)\">10.6x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 877.891 246)\">10.7x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 908.111 221)\">11.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 969.476 159)\">13.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1027.52 291)\">9.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1076.81 262)\">10.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 195.453 443)\">6.5x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 241.246 364)\">8.6x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 287.038 339)\">9.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 330.873 270)\">10.3x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 381.688 315)\">9.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 424.416 365)\">8.5x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 470.209 394)\">7.8x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 516.001 378)\">8.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 561.794 375)\">8.3x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 607.586 382)\">8.1x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 653.379 375)\">8.3x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 699.171 380)\">8.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 744.964 350)\">8.9x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 790.757 340)\">9.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 836.549 345)\">9.1x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 882.342 390)\">7.9x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 928.134 357)\">8.8x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 973.927 386)\">8.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1019.72 359)\">8.7x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1065.51 374)\">8.3x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 52.0752 670)\">0.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 52.0752 594)\">2.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 52.0752 518)\">4.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 52.0752 442)\">6.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 52.0752 366)\">8.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 43.1738 290)\">10.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 43.1738 214)\">12.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 43.1738 138)\">14.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 101.191 689)\">2003<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 146.984 689)\">2004<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 192.776 689)\">2005<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 238.569 689)\">2006<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 284.361 689)\">2007<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 330.154 689)\">2008<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 375.946 689)\">2009<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 421.739 689)\">2010<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 467.531 689)\">2011<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 513.324 689)\">2012<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 559.117 689)\">2013<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 604.909 689)\">2014<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 650.702 689)\">2015<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 696.494 689)\">2016<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 742.287 689)\">2017<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 788.079 689)\">2018<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 833.872 689)\">2019<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 879.665 689)\">2020<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 925.457 689)\">2021<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 971.25 689)\">2022<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1017.04 689)\">2023<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1062.83 689)\">2024<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 23.1087 425)\">EBITDA multiple<\/text><\/g><g><path d=\"M303.5 101.507 337.5 101.508\" stroke=\"#F2F2F2\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"21.0031 12.0018\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 341.033 108)\">CEE<\/text><\/g><g><path d=\"M408.5 101.507 442.5 101.508\" stroke=\"#18142F\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 445.838 108)\">Rest of Europe<\/text><\/g><g><path d=\"M599.5 101.507 633.5 101.508\" stroke=\"#FFC000\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 636.776 108)\">3 Year Mov. Avg. (CEE)<\/text><\/g><\/g><\/svg><\/figure>\n\n\n\n<h3 class=\"wp-block-heading\">Revenue EBITDA multiple: CEE vs. the rest of Europe<\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">The median revenue multiple in M&amp;A deals within Central and Eastern Europe demonstrated a notably higher degree of fluctuation than in other regions of Europe. This was particularly evident between 2020 to 2021, when it doubled to 1.6x. However, while the median revenue multiple continued to rise gradually in other parts of Europe in 2022, within the CEE region, it experienced a decline, dropping to 1.0x. In 2023. the multiple stabilized around 1.0x, and expanded in 2024 to 1.4x revenue.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Applying the 3-year moving average to smooth out short-term fluctuations, we see a growing discount between targets based in CEE vs. the rest of Europe. This trend, akin to the EBITDA multiple, results from smaller deal sizes and competition among buyers, market fragmentation, higher political and economic risks, and higher discount rates. In 2023, this discount abruptly compressed, mainly due to a steep drop in multiples paid in other European transactions.<\/p>\n\n\n\n<figure class=\"wp-block-image av-chart\"><p class=\"av-chart-title\">M&amp;A in CEE: Median Revenue Multiple, 2003 \u2013 2024<\/p><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" overflow=\"hidden\" viewBox=\"0 54.50 1134.00 701.50\" style=\"width:100%;height:auto;display:block\"><defs><clipPath id=\"c202405main5be1f79f-clip0\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756\"\/><\/clipPath><\/defs><g clip-path=\"url(#c202405main5be1f79f-clip0)\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756.056\" fill=\"#FFFFFF\"\/><g><g><g><path d=\"M7.31861 0.0115679 5.54487 0.0115679 0 13.8159 1.71205 13.8159 3.04235 10.388 9.76329 10.388 9.77486 10.4149 11.163 13.8159 12.8635 13.8159 7.31861 0.0115679ZM3.53591 9.01909 3.55519 8.96896 6.42017 1.54624 9.30443 9.01909 3.53591 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M16.222 11.9496 13.1758 3.78655 11.4136 3.78655 15.4161 13.8159 17.0241 13.8159 21.0535 3.78655 19.2836 3.78655Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M30.4544 8.71061C30.4544 7.19908 30.0418 5.96131 29.2243 5.03203 28.4107 4.10274 27.3002 3.63617 25.9275 3.63617 24.4892 3.63617 23.3363 4.12202 22.4995 5.08601 21.6628 6.05 21.2386 7.29547 21.2386 8.78387 21.2386 10.2376 21.6782 11.4638 22.5381 12.4316 23.3941 13.3956 24.5432 13.893 25.9467 13.9046 26.6138 13.9046 27.2231 13.8082 27.7629 13.6154 28.2989 13.4226 28.7308 13.1565 29.0469 12.8288 29.3593 12.4972 29.6099 12.1617 29.7911 11.8262 29.9608 11.5023 30.0726 11.1784 30.1228 10.8545L28.7308 10.8545C28.5534 11.3905 28.2141 11.8262 27.7282 12.1463 27.2539 12.4586 26.6524 12.6167 25.9429 12.6167L25.8658 12.6167C25.0792 12.6051 24.3774 12.3044 23.7681 11.726 23.1627 11.1476 22.835 10.3378 22.8003 9.31985L22.7964 9.27744 30.4197 9.27744C30.4428 9.00366 30.4544 8.81472 30.4544 8.71061ZM22.8311 8.08209 22.835 8.03967C22.943 7.10653 23.2669 6.35462 23.799 5.80322 24.3311 5.24796 25.0483 4.96648 25.9275 4.96648 26.7951 4.96648 27.5007 5.24796 28.0174 5.80322 28.5341 6.35462 28.8426 7.10653 28.939 8.03967L28.9428 8.08209 22.8311 8.08209Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M37.0095 3.59761C36.3386 3.59761 35.683 3.74799 35.0699 4.04104 34.453 4.3341 33.9633 4.73126 33.6162 5.21711L33.5468 5.31351 33.5468 3.78655 31.9775 3.78655 31.9775 13.8159 33.6008 13.8159 33.6008 7.52683C33.6008 6.81348 33.8977 6.21195 34.4877 5.74538 35.0699 5.27495 35.7717 5.03974 36.5661 5.03974 37.3025 5.03974 37.9002 5.25953 38.3437 5.69525 38.7832 6.13483 39.0069 6.72094 39.0069 7.44586L39.0069 13.8159 40.638 13.8159 40.638 7.28391C40.638 6.16568 40.3063 5.26338 39.647 4.60016 38.9915 3.93693 38.1007 3.59761 37.0095 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M46.2098 12.447 47.2818 12.447 47.2818 13.8313 46.2098 13.8313C45.2458 13.8313 44.4939 13.6347 43.9734 13.2491 43.4567 12.8635 43.1945 12.1386 43.1945 11.0975L43.1945 5.05902 41.6019 5.05902 41.6019 3.78655 43.1945 3.78655 43.1945 0.0115679 44.76 0.0115679 44.76 3.78655 46.7689 3.78655 46.7689 5.06287 44.7638 5.05902 44.7253 5.05516 44.7253 10.9085C44.7253 11.4214 44.8255 11.8069 45.0222 12.0614 45.2227 12.3159 45.6199 12.447 46.2098 12.447Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M48.8704 3.78655 50.5015 3.78655 50.5015 13.8159 48.8704 13.8159Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M56.2276 7.90857C55.4294 7.7659 54.8125 7.57696 54.396 7.35331 53.9719 7.12581 53.7559 6.75178 53.7559 6.2428 53.7559 5.7608 53.968 5.39449 54.3883 5.15927 54.797 4.92406 55.2983 4.81609 55.869 4.83923 56.3163 4.86622 56.7597 5.00118 57.1877 5.2441 57.608 5.48317 57.8741 5.86491 57.9743 6.37776L59.3548 6.37776C59.2545 5.47161 58.8805 4.77368 58.2404 4.29554 57.5926 3.80969 56.7327 3.56291 55.6839 3.56291 54.6852 3.56291 53.8253 3.82897 53.1235 4.35338 52.4256 4.87779 52.0709 5.58343 52.0709 6.45102 52.0709 7.26077 52.3678 7.86616 52.9462 8.2479 53.5323 8.6412 54.3266 8.93811 55.3022 9.13477 56.1312 9.27744 56.7751 9.48952 57.2186 9.75943 57.6736 10.0332 57.9011 10.4419 57.9011 10.9702 57.9011 11.4792 57.6967 11.9072 57.2957 12.235 56.8947 12.5589 56.3703 12.7324 55.734 12.7439 55.0978 12.7555 54.5233 12.5666 54.0258 12.181 53.5361 11.8031 53.2469 11.3674 53.166 10.8931L51.7431 10.8931C51.8164 11.6643 52.1943 12.3738 52.8613 13.0061 53.54 13.6501 54.5155 13.9779 55.7572 13.9779 56.8523 13.9779 57.77 13.6809 58.491 13.091 59.2044 12.5049 59.5669 11.753 59.5669 10.8545 59.5669 9.32757 58.4448 8.33658 56.2276 7.90857Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M49.6725 0C49.1172 0 48.6661 0.451147 48.6661 1.00641 48.6661 1.56166 49.1172 2.01281 49.6725 2.01281 50.2277 2.01281 50.6789 1.56166 50.6789 1.00641 50.6789 0.451147 50.2277 0 49.6725 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M74.4778 12.902C74.3159 12.8095 74.2118 12.6437 74.1617 12.4085L71.5165 0.0115679 69.5538 0.0115679 69.9972 1.87785 63.4459 12.4085C63.2994 12.6437 63.1298 12.8056 62.937 12.8905 62.748 12.9792 62.4897 13.0447 62.1696 13.0948L62.0231 13.8159 66.1875 13.8159 66.3148 13.0948C65.748 13.0717 65.3392 13.0139 65.0847 12.929 64.8302 12.8442 64.7068 12.6822 64.7068 12.447 64.7068 12.2234 64.8302 11.9226 65.077 11.5409L66.068 9.92524 71.7671 9.92524 72.1103 11.5602C72.1334 11.8069 72.145 11.9728 72.145 12.0576 72.145 12.3545 72.0486 12.5781 71.8481 12.7324 71.6514 12.8866 71.4394 12.983 71.2118 13.0216 70.9843 13.0563 70.6527 13.0833 70.2209 13.0948L70.0898 13.8159 75.0331 13.8159 75.1642 13.0948C74.8673 13.0563 74.6398 12.9946 74.4778 12.902ZM66.6233 9.01909 70.352 2.98837 71.582 9.01909 66.6233 9.01909Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M83.5471 12.7632C83.3735 12.7632 83.2887 12.6707 83.2887 12.4856 83.2887 12.4085 83.3388 12.1386 83.4352 11.6681L86.2115 0.0115679 85.7874 0.0115679 82.8646 0.790472 82.7682 1.16064 84.1409 1.73518 83.4931 4.44978C83.0342 4.03333 82.4635 3.82126 81.7695 3.82126 80.8209 3.82126 79.8916 4.15672 78.9855 4.81995 78.0793 5.48703 77.3351 6.39704 76.7567 7.54997 76.1745 8.70675 75.8853 9.92909 75.8853 11.2247 75.8853 12.1039 76.0704 12.7825 76.4405 13.2722 76.8107 13.7581 77.3274 14.001 77.9945 14.001 78.7348 14.001 79.4829 13.5884 80.2425 12.7632 81.0021 11.9342 81.6769 10.8854 82.2707 9.61676L82.398 9.61676C81.9545 11.082 81.7348 12.1578 81.7348 12.8365 81.7348 13.1797 81.8234 13.4612 82.0008 13.6771 82.1821 13.893 82.4365 14.001 82.7682 14.001 83.2502 14.001 83.7129 13.8313 84.1602 13.492 84.6036 13.1527 85.0972 12.5781 85.6408 11.7607L85.2514 11.3751C84.5226 12.3005 83.9558 12.7632 83.5471 12.7632ZM81.1795 10.6424C80.2541 12.0807 79.4212 12.7979 78.6808 12.7979 78.3222 12.7979 78.0523 12.6398 77.8672 12.3275 77.6822 12.0113 77.5896 11.5949 77.5896 11.0782 77.6012 10.0525 77.7863 9.04608 78.141 8.05895 78.4996 7.07183 79.0086 6.24665 79.6718 5.57957 80.3312 4.91249 81.0561 4.58088 81.8466 4.58088 82.4867 4.58088 82.9532 4.84694 83.2502 5.37521 82.7952 7.44971 82.1049 9.20417 81.1795 10.6424Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M93.6458 3.59761C93.0134 3.59761 92.4736 3.88295 92.0186 4.44978L92.0186 4.73512C93.1677 4.73512 93.7384 5.18241 93.7384 6.07699 93.7384 7.08725 93.2448 8.1515 92.2615 9.27358L89.8207 12.0923 89.1189 3.60147 88.8721 3.60147 86.3388 4.26469 86.227 4.66185 87.6074 5.13614 88.4596 14.0087 89.196 14.0087 92.9016 9.75172C93.7229 8.80701 94.3129 7.98955 94.6792 7.30319 95.0455 6.61683 95.2268 5.94974 95.2268 5.3058 95.2268 4.82766 95.0957 4.42278 94.8373 4.09503 94.5867 3.76342 94.1895 3.59761 93.6458 3.59761Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M97.6676 12.7594C97.4941 12.7594 97.4092 12.6668 97.4092 12.4817 97.4092 12.3583 97.4632 12.0884 97.575 11.6681L99.4992 3.82126 99.0364 3.82126 96.1291 4.44978 96.0172 4.83923 97.4247 5.41377 95.998 11.1514C95.8244 11.8802 95.7396 12.4085 95.7396 12.7439 95.7396 13.1257 95.8437 13.4303 96.0558 13.6617 96.264 13.8892 96.5416 14.0048 96.8887 14.0048 97.3707 14.0048 97.8295 13.839 98.2691 13.5036 98.7087 13.172 99.2022 12.5897 99.7575 11.7645L99.3873 11.3751C98.6393 12.2967 98.0648 12.7594 97.6676 12.7594Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M106.71 4.06032C106.282 3.75185 105.707 3.59761 104.99 3.59761 104.068 3.59761 103.297 3.87524 102.673 4.4305 102.048 4.98575 101.736 5.66055 101.736 6.45487 101.736 6.93301 101.917 7.442 102.275 7.97798 102.634 8.51396 103.027 8.97282 103.448 9.3507 103.872 9.72858 104.261 10.1373 104.62 10.5808 104.978 11.0203 105.16 11.4059 105.16 11.7337 105.16 12.6668 104.666 13.1334 103.683 13.1334 102.622 13.1334 101.797 12.3468 101.203 10.7697L101.053 10.7697C100.498 11.0203 100.22 11.4329 100.22 11.9997 100.22 12.5666 100.486 13.0447 101.015 13.4264 101.543 13.812 102.237 14.0048 103.097 14.0048 104.003 14.0048 104.793 13.7234 105.46 13.1642 106.128 12.6013 106.463 11.8686 106.463 10.9625 106.463 10.5846 106.343 10.1913 106.104 9.77871 105.865 9.36998 105.572 8.98438 105.225 8.62578 104.878 8.26718 104.531 7.924 104.184 7.59624 103.837 7.26848 103.544 6.94458 103.305 6.62068 103.066 6.30064 102.946 6.01915 102.946 5.78008 102.946 4.95876 103.382 4.55003 104.25 4.55003 105.083 4.55003 105.781 5.12457 106.351 6.26979L106.54 6.26979C107.084 6.00373 107.354 5.67597 107.354 5.28652 107.354 4.77753 107.138 4.3688 106.71 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M115.239 4.60016C114.653 3.93308 113.863 3.59761 112.864 3.59761 111.881 3.59761 110.982 3.93308 110.161 4.60016 109.34 5.2711 108.719 6.10398 108.287 7.10653 107.859 8.10908 107.647 9.14248 107.647 10.199 107.647 11.3982 107.94 12.3314 108.526 12.9984 109.112 13.6694 109.903 14.001 110.897 14.001 111.881 14.001 112.783 13.6694 113.604 12.9984 114.422 12.3314 115.046 11.4946 115.474 10.4921 115.906 9.48952 116.118 8.45997 116.118 7.39959 116.118 6.20424 115.825 5.2711 115.239 4.60016ZM113.936 9.75558C113.662 10.708 113.261 11.5293 112.733 12.2157 112.205 12.902 111.611 13.2452 110.955 13.2452 110.477 13.2452 110.099 13.0177 109.829 12.5627 109.559 12.1116 109.424 11.4753 109.424 10.654 109.424 9.73244 109.559 8.7993 109.829 7.84688 110.099 6.89445 110.5 6.07314 111.032 5.38677 111.561 4.70041 112.154 4.35723 112.81 4.35723 113.288 4.35723 113.662 4.58088 113.936 5.03588 114.206 5.49089 114.341 6.12712 114.341 6.94844 114.341 7.86616 114.206 8.80315 113.936 9.75558Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M125.095 4.75054C125.095 4.43435 125.01 4.16444 124.841 3.93693 124.671 3.70943 124.401 3.59761 124.035 3.59761 123.418 3.59761 122.731 4.12973 121.983 5.19783 121.231 6.26208 120.333 7.87001 119.288 10.0139L119.157 10.0139 120.159 6.74022 120.954 3.59761 120.479 3.59761 117.622 4.24155 117.51 4.63872 118.949 5.22482 116.809 13.8159 118.532 13.8159C118.898 12.3545 119.388 10.9663 120.009 9.65147 120.626 8.34044 121.22 7.33789 121.787 6.64382 122.353 5.94974 122.801 5.60271 123.128 5.60271 123.483 5.60271 123.657 5.83792 123.657 6.30449L123.942 6.30449C124.709 5.93818 125.095 5.42148 125.095 4.75054Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M130.366 4.06032C129.938 3.75185 129.364 3.59761 128.646 3.59761 127.725 3.59761 126.954 3.87524 126.329 4.4305 125.704 4.98575 125.392 5.66055 125.392 6.45487 125.392 6.93301 125.573 7.442 125.932 7.97798 126.29 8.51396 126.684 8.97282 127.104 9.3507 127.528 9.72858 127.918 10.1373 128.276 10.5808 128.635 11.0203 128.816 11.4059 128.816 11.7337 128.816 12.6668 128.322 13.1334 127.339 13.1334 126.279 13.1334 125.454 12.3468 124.86 10.7697L124.709 10.7697C124.154 11.0203 123.877 11.4329 123.877 11.9997 123.877 12.5666 124.143 13.0447 124.671 13.4264 125.199 13.812 125.893 14.0048 126.753 14.0048 127.659 14.0048 128.45 13.7234 129.117 13.1642 129.784 12.6013 130.119 11.8686 130.119 10.9625 130.119 10.5846 130 10.1913 129.761 9.77871 129.522 9.36998 129.229 8.98438 128.882 8.62578 128.535 8.26718 128.188 7.924 127.84 7.59624 127.493 7.26848 127.2 6.94458 126.961 6.62068 126.722 6.30064 126.603 6.01915 126.603 5.78008 126.603 4.95876 127.038 4.55003 127.906 4.55003 128.739 4.55003 129.437 5.12457 130.008 6.26979L130.196 6.26979C130.74 6.00373 131.01 5.67597 131.01 5.28652 131.006 4.77753 130.794 4.3688 130.366 4.06032Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><path d=\"M99.1059 0C98.5506 0 98.0994 0.451147 98.0994 1.00641 98.0994 1.56166 98.5506 2.01281 99.1059 2.01281 99.6611 2.01281 100.112 1.56166 100.112 1.00641 100.112 0.451147 99.6611 0 99.1059 0Z\" transform=\"matrix(1.00581 0 0 1 987.616 735.054)\"\/><\/g><\/g><\/g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"12\" transform=\"matrix(1 0 0 1.00007 13.802 747)\">Source: Aventis Advisors deal database (Mergermarket, press releases, news, annual reports)<\/text><text fill=\"#FFFFFF\" font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"24\" transform=\"matrix(1 0 0 1.00007 527.964 -17)\">Updated<\/text><g><path d=\"M95.5 587.568 1115.5 587.568M95.5 536.562 1115.5 536.562M95.5 485.556 1115.5 485.556M95.5 435.55 1115.5 435.55M95.5 384.544 1115.5 384.544M95.5 334.539 1115.5 334.539M95.5 283.533 1115.5 283.533M95.5 232.527 1115.5 232.527M95.5 182.521 1115.5 182.521M95.5 131.51 1115.5 131.51\" stroke=\"#F2F2F2\" stroke-width=\"0.333382\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M0 0 0.000105002 506\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\" transform=\"matrix(1 0 0 -1.00007 95.5 637.547)\"\/><\/g><g><path d=\"M95.5 637.547 99.5 637.547M95.5 587.568 99.5 587.568M95.5 536.562 99.5 536.562M95.5 485.556 99.5 485.556M95.5 435.55 99.5 435.55M95.5 384.544 99.5 384.544M95.5 334.539 99.5 334.539M95.5 283.533 99.5 283.533M95.5 232.527 99.5 232.527M95.5 182.521 99.5 182.521M95.5 131.51 99.5 131.51\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M95.5 637.547 1115.5 637.547\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><path d=\"M95.5 632.547 95.5 637.547M141.506 632.547 141.506 637.547M187.508 632.547 187.508 637.547M234.51 632.547 234.51 637.547M280.512 632.547 280.512 637.547M326.514 632.547 326.514 637.547M373.516 632.547 373.516 637.547M419.518 632.547 419.518 637.547M465.52 632.547 465.52 637.547M512.521 632.547 512.521 637.547M558.523 632.547 558.523 637.547M605.525 632.547 605.525 637.547M651.527 632.547 651.527 637.547M697.529 632.547 697.529 637.547M744.531 632.547 744.531 637.547M790.533 632.547 790.533 637.547M836.535 632.547 836.535 637.547M883.537 632.547 883.537 637.547M929.539 632.547 929.539 637.547M976.541 632.547 976.541 637.547M1022.54 632.547 1022.54 637.547M1068.54 632.547 1068.54 637.547M1115.5 632.547 1115.5 637.547\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M118.5 470.535 164.507 374.543 210.509 375.543 257.511 326.538 303.513 405.547 350.515 321.537 396.517 358.541 442.519 415.548 489.521 430.55 535.522 437.551 581.524 417.548 628.526 384.544 674.528 291.534 721.53 230.527 767.532 341.539 813.534 384.544 860.536 304.535 906.538 416.548 952.54 217.516 999.542 386.545 1045.54 396.546 1092.5 283.533\" stroke=\"#F2F2F2\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"21.0031 12.0018\" fill=\"none\"\/><\/g><g><path d=\"M118.5 412.53 164.507 391.545 210.509 379.544 257.511 344.54 303.513 333.539 350.515 338.539 396.517 371.543 442.519 343.54 489.521 367.542 535.522 340.539 581.524 317.537 628.526 309.536 674.528 296.534 721.53 299.535 767.532 273.532 813.534 227.526 860.536 258.53 906.538 256.53 952.54 217.525 999.542 182.513 1045.54 272.531 1092.5 193.522\" stroke=\"#18142F\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M210.5 407.547 257.511 359.542 303.513 369.543 350.515 351.541 396.517 362.542 442.519 365.542 489.521 401.546 535.522 427.549 581.524 428.532 628.526 413.548 674.528 364.542 721.53 302.535 767.532 287.521 813.534 318.537 860.536 343.54 906.538 368.543 952.54 312.536 999.542 340.539 1045.54 333.539 1092.5 355.541\" stroke=\"#FFC000\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><path d=\"M767.5 274.52 762.5 266.52\" stroke=\"#A6A6A6\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 103.075 400)\">0.9x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 149.448 379)\">1.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 195.821 367)\">1.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 242.194 332)\">1.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 288.567 320)\">1.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 334.94 325)\">1.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 381.313 359)\">1.1x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 427.686 331)\">1.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 474.059 355)\">1.1x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 520.432 328)\">1.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 566.805 305)\">1.3x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 613.178 297)\">1.3x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 659.551 283)\">1.3x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 705.924 287)\">1.3x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 746.963 261)\">1.4x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 798.67 215)\">1.6x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 845.044 245)\">1.5x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 891.417 244)\">1.5x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 937.79 205)\">1.7x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 984.163 169)\">1.8x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1032.95 293)\">1.4x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1076.91 181)\">1.8x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 195.821 432)\">0.9x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 242.194 383)\">1.1x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 288.567 394)\">1.1x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 334.94 376)\">1.1x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 381.313 387)\">1.1x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 427.686 390)\">1.1x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 474.059 426)\">0.9x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 520.432 452)\">0.8x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 566.805 453)\">0.8x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 613.178 438)\">0.9x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 659.551 389)\">1.1x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 705.924 327)\">1.3x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 752.297 312)\">1.4x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 798.67 343)\">1.3x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 845.044 368)\">1.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 891.417 393)\">1.1x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 937.79 337)\">1.3x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 984.163 365)\">1.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1030.54 358)\">1.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1076.91 380)\">1.1x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 50.9916 642)\">0.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 50.9916 592)\">0.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 50.9916 541)\">0.4x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 50.9916 491)\">0.6x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 50.9916 440)\">0.8x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 50.9916 389)\">1.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 50.9916 339)\">1.2x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 50.9916 288)\">1.4x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 50.9916 237)\">1.6x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 50.9916 187)\">1.8x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 50.9916 136)\">2.0x<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 104.778 685)\">2003<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 151.151 685)\">2004<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 197.524 685)\">2005<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 243.897 685)\">2006<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 290.27 685)\">2007<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 336.643 685)\">2008<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 383.016 685)\">2009<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 429.389 685)\">2010<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 475.762 685)\">2011<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 522.135 685)\">2012<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 568.508 685)\">2013<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 614.881 685)\">2014<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 661.254 685)\">2015<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 707.627 685)\">2016<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 754 685)\">2017<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 800.373 685)\">2018<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 846.747 685)\">2019<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 893.12 685)\">2020<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 939.493 685)\">2021<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 985.866 685)\">2022<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 1032.24 685)\">2023<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(0.5 -0.866153 0.865962 0.500037 1078.61 685)\">2024<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 21.3039 427)\">Revenue multiple<\/text><\/g><g><path d=\"M305.5 101.507 338.5 101.508\" stroke=\"#F2F2F2\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"21.0031 12.0018\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 342.672 108)\">CEE<\/text><\/g><g><path d=\"M410.5 101.507 443.5 101.508\" stroke=\"#18142F\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 447.477 108)\">Rest of Europe<\/text><\/g><g><path d=\"M601.5 101.507 634.5 101.508\" stroke=\"#FFC000\" stroke-width=\"3.00044\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"19\" transform=\"matrix(1 0 0 1.00007 638.415 108)\">3 Year Mov. Avg. (CEE)<\/text><\/g><\/g><\/svg><\/figure>\n\n\n\n<h2 class=\"wp-block-heading\" id=\"CEE-Economy\">Attractive Features of Central and Eastern Europe&#8217;s Economy<\/h2>\n\n\n\n<p class=\"wp-block-paragraph\"><em>(2023 data show, 2024 data currently unavailable)<\/em><\/p>\n\n\n\n<p class=\"wp-block-paragraph\">The CEE region has become a compelling economic destination for businesses seeking to tap into domestic and international markets. With its diversified economy and strong growth potential, CEE offers a highly skilled workforce at a low cost, favorable demographic trends, and substantial foreign direct investment. Moreover, the region&#8217;s growing integration with global markets and its emphasis on innovation and digitalization positions CEE as a critical player in the global economy.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">In the following sections, we take a deeper look into two vital macroeconomic variables; GDP and labor cost.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\">Real GDP grew at a 3% CAGR between 2003 to 2023<\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Over the last two decades, the Central and Eastern European region has experienced remarkable economic growth, with its average Real GDP growth significantly outpacing the European Union&#8217;s average. This impressive performance can be attributed to several factors, including a robust demand underpinned by the growing number of middle-income consumers, a highly skilled workforce, and attractive investment incentives. As a result, the region has become a hotbed of mergers and acquisitions activity, with foreign buyers keen to tap into the high growth rates and favorable business environment.<\/p>\n\n\n\n<figure class=\"wp-block-image av-chart\"><p class=\"av-chart-title\">Economy of CEE: GDP Growth, 2003 &#8211; 2023<\/p><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" overflow=\"hidden\" viewBox=\"0 54.50 1134.00 701.50\" style=\"width:100%;height:auto;display:block\"><defs><clipPath id=\"c202405main3a5cba3c-clip0\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756\"\/><\/clipPath><\/defs><g clip-path=\"url(#c202405main3a5cba3c-clip0)\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756.056\" fill=\"#FFFFFF\"\/><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"11\" transform=\"matrix(1 0 0 1.00007 339.606 745)\">Source:<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"11\" transform=\"matrix(1 0 0 1.00007 379.611 745)\">Eurostat, CEE only includes countries that are part of the European Union<\/text><g><rect x=\"427\" y=\"318.023\" width=\"44.0001\" height=\"307.022\" fill=\"#FF0000\"\/><\/g><g><rect x=\"982\" y=\"427.031\" width=\"44\" height=\"198.015\" fill=\"#92D050\"\/><\/g><g><rect x=\"1062\" y=\"473.035\" width=\"44\" height=\"152.011\" fill=\"#00B0F0\"\/><\/g><g><path d=\"M30.0013 202.023 74.0031 202.023 74.0031 625.046 30.0013 625.046ZM110.005 225.026 154.006 225.026 154.006 625.046 110.005 625.046ZM189.008 228.026 233.01 228.026 233.01 625.046 189.008 625.046ZM268.011 277.032 312.013 277.032 312.013 625.046 268.011 625.046ZM348.015 297.034 392.016 297.034 392.016 625.046 348.015 625.046ZM506.021 348.04 550.023 348.04 550.023 625.046 506.021 625.046ZM586.025 353.041 630.026 353.041 630.026 625.046 586.025 625.046ZM665.028 370.043 709.03 370.043 709.03 625.046 665.028 625.046ZM744.031 385.044 788.033 385.044 788.033 625.046 744.031 625.046ZM824.035 396.046 868.036 396.046 868.036 625.046 824.035 625.046ZM903.038 415.048 947.04 415.048 947.04 625.046 903.038 625.046Z\" fill=\"#CEC9ED\"\/><\/g><g><path d=\"M12.5 625.546 1123.5 625.546\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 33.9834 193)\">4.0%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 113.328 216)\">3.8%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 192.672 219)\">3.8%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 272.016 268)\">3.3%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 351.36 287)\">3.1%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 430.704 309)\">2.9%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 510.049 339)\">2.6%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 589.393 344)\">2.6%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 668.737 361)\">2.4%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 748.081 375)\">2.3%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 827.425 386)\">2.2%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 906.77 406)\">2.0%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 986.114 418)\">1.9%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1065.46 463)\">1.4%<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 57.2802 685)\">Poland<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 136.625 699)\">Romania<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 215.969 696)\">Slovakia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 295.313 700)\">Lithuania<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 374.657 694)\">Bulgaria<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 454.001 703)\">CEE avg.<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 533.346 689)\">Estonia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 612.69 678)\">Latvia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 692.034 693)\">Czechia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 771.378 697)\">Slovenia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 850.722 696)\">Hungary<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 930.067 687)\">Croatia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 1009.41 681)\">OECD<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 1088.75 657)\">EU<\/text><\/g><\/g><\/svg><\/figure>\n\n\n\n<h3 class=\"wp-block-heading\">Growing workforce available for \u2153 wages in Western Europe<\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Another key factor why the M&amp;A activity in the CEE region rose over the years is the relatively low labor cost, which is half the EU average. The region&#8217;s highly skilled workforce and lower wage costs provide an attractive proposition for foreign investors looking to enter the market. This combination of skilled labor and lower costs has made the region a preferred destination for companies looking to establish their foothold in Europe or expand their existing operations.<\/p>\n\n\n\n<figure class=\"wp-block-image av-chart\"><p class=\"av-chart-title\">Economy of CEE: Hourly Labor Cost in EUR, 2023<\/p><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" overflow=\"hidden\" viewBox=\"0 54.50 1134.00 701.50\" style=\"width:100%;height:auto;display:block\"><defs><clipPath id=\"c202405main00dca78a-clip0\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756\"\/><\/clipPath><\/defs><g clip-path=\"url(#c202405main00dca78a-clip0)\"><rect x=\"0\" y=\"0\" width=\"1134\" height=\"756.056\" fill=\"#FFFFFF\"\/><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"11\" transform=\"matrix(1 0 0 1.00007 339.606 745)\">Source:<\/text><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"11\" transform=\"matrix(1 0 0 1.00007 379.611 745)\">Eurostat, CEE only includes countries that are part of the European Union<\/text><g><rect x=\"408\" y=\"324.024\" width=\"20\" height=\"274.02\" fill=\"#1C2B12\"\/><\/g><g><rect x=\"479\" y=\"378.028\" width=\"19.0001\" height=\"220.016\" fill=\"#FF4F32\" fill-opacity=\"0.301961\"\/><\/g><g><rect x=\"584\" y=\"440.032\" width=\"20\" height=\"158.012\" fill=\"#FF4F32\" fill-opacity=\"0.301961\"\/><\/g><g><rect x=\"655\" y=\"443.033\" width=\"18.9999\" height=\"155.011\" fill=\"#FF4F32\" fill-opacity=\"0.301961\"\/><\/g><g><rect x=\"690\" y=\"450.033\" width=\"20\" height=\"148.011\" fill=\"#FF4F32\" fill-opacity=\"0.301961\"\/><\/g><g><rect x=\"795.5\" y=\"464.534\" width=\"20\" height=\"134.01\" stroke=\"#FF0000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"#FF0000\"\/><\/g><g><rect x=\"831\" y=\"471.035\" width=\"20\" height=\"127.009\" fill=\"#FF4F32\" fill-opacity=\"0.301961\"\/><\/g><g><rect x=\"866\" y=\"473.035\" width=\"20\" height=\"125.009\" fill=\"#FF4F32\" fill-opacity=\"0.301961\"\/><\/g><g><rect x=\"902\" y=\"474.035\" width=\"19.0001\" height=\"124.009\" fill=\"#FF4F32\" fill-opacity=\"0.301961\"\/><\/g><g><rect x=\"937\" y=\"482.035\" width=\"19.0001\" height=\"116.009\" fill=\"#FF4F32\" fill-opacity=\"0.301961\"\/><\/g><g><rect x=\"972\" y=\"488.036\" width=\"20\" height=\"110.008\" fill=\"#FF4F32\" fill-opacity=\"0.301961\"\/><\/g><g><rect x=\"1007\" y=\"503.037\" width=\"20\" height=\"95.007\" fill=\"#FF4F32\" fill-opacity=\"0.501961\"\/><\/g><g><rect x=\"1043\" y=\"512.038\" width=\"19\" height=\"86.0063\" fill=\"#FF4F32\" fill-opacity=\"0.301961\"\/><\/g><g><rect x=\"1078\" y=\"518.038\" width=\"19\" height=\"80.0059\" fill=\"#FF4F32\" fill-opacity=\"0.301961\"\/><\/g><g><path d=\"M20.0008 150.017 40.0017 150.017 40.0017 598.044 20.0008 598.044ZM56.0023 169.02 75.0032 169.02 75.0032 598.044 56.0023 598.044ZM91.0038 183.021 110.005 183.021 110.005 598.044 91.0038 598.044ZM126.005 191.022 146.006 191.022 146.006 598.044 126.005 598.044ZM161.007 224.026 181.008 224.026 181.008 598.044 161.007 598.044ZM197.008 234.027 216.009 234.027 216.009 598.044 197.008 598.044ZM232.01 241.028 251.011 241.028 251.011 598.044 232.01 598.044ZM267.011 245.028 287.012 245.028 287.012 598.044 267.011 598.044ZM302.013 251.029 322.014 251.029 322.014 598.044 302.013 598.044ZM338.014 262.03 357.015 262.03 357.015 598.044 338.014 598.044ZM373.016 278.032 392.016 278.032 392.016 598.044 373.016 598.044ZM443.019 341.039 463.019 341.039 463.019 598.044 443.019 598.044ZM514.022 386.045 533.022 386.045 533.022 598.044 514.022 598.044ZM549.023 425.049 569.024 425.049 569.024 598.044 549.023 598.044ZM620.026 441.051 639.027 441.051 639.027 598.044 620.026 598.044ZM725.03 451.052 745.031 451.052 745.031 598.044 725.03 598.044ZM761.032 463.053 780.033 463.053 780.033 598.044 761.032 598.044Z\" fill=\"#CEC9ED\"\/><\/g><g><path d=\"M12.5 598.544 1105.5 598.544\" stroke=\"#000000\" stroke-width=\"1.00015\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" fill=\"none\" fill-rule=\"evenodd\"\/><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 21.2742 140)\">52<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 56.5238 159)\">50<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 91.7733 173)\">48<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 127.023 182)\">47<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 162.273 215)\">43<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 197.522 224)\">42<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 232.772 232)\">41<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 268.022 235)\">41<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 303.271 242)\">40<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 338.521 253)\">39<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 373.77 268)\">37<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 409.02 314)\">32<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 444.27 331)\">30<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 479.519 369)\">26<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 514.769 376)\">25<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 550.018 415)\">20<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 585.268 431)\">18<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 620.518 432)\">18<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 655.767 434)\">18<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 691.017 440)\">17<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 726.267 442)\">17<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 761.516 453)\">16<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 796.766 455)\">16<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 832.015 462)\">15<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 867.265 464)\">15<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 902.515 465)\">14<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 937.764 472)\">14<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 973.014 478)\">13<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1008.86 494)\">11<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1043.51 503)\">10<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(1 0 0 1.00007 1083.21 509)\">9<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 35.2331 662)\">Norway<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 70.4827 660)\">Iceland<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 105.732 673)\">Denmark<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 140.982 666)\">Belgium<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 176.232 695)\">Netherlands<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 211.481 658)\">France<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 246.731 674)\">Germany<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 281.98 658)\">Austria<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 317.23 657)\">Ireland<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 352.48 666)\">Sweden<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 387.729 661)\">Finland<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 422.979 665)\">EU avg.<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 458.229 638)\">Italy<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 493.478 670)\">Slovenia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 528.728 649)\">Spain<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 563.977 659)\">Cyprus<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 599.227 662)\">Estonia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 634.477 647)\">Malta<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 669.726 666)\">Czechia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 704.976 669)\">Slovakia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 740.225 668)\">Portugal<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 775.475 661)\">Greece<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 810.725 676)\">CEE avg.<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 845.974 673)\">Lithuania<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 881.224 658)\">Poland<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 916.474 660)\">Croatia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 951.723 651)\">Latvia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 986.973 669)\">Hungary<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 1022.22 672)\">Romania<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 1057.47 655)\">Serbia<\/text><\/g><g><text font-family=\"Arial,Helvetica,sans-serif\" font-weight=\"400\" font-size=\"16\" transform=\"matrix(6.12323e-17 -1.00015 0.999927 6.12368e-17 1092.72 667)\">Bulgaria<\/text><\/g><\/g><\/svg><\/figure>\n\n\n\n<h2 class=\"wp-block-heading\" id=\"Aventis-Advisors\"><strong>Aventis Advisors Will Help You Navigate the CEE M&amp;A Landscape<\/strong><\/h2>\n\n\n\n<p class=\"wp-block-paragraph\">The growing number of deals in Central and Eastern Europe has raised the demand for <a href=\"https:\/\/aventis-advisors.com\/\">M&amp;A advisors<\/a> based in this region. By partnering with an M&amp;A advisor in CEE, you can gain valuable insights into the rising countries, industries, and companies that could be ideal matches for your business. The expertise of local M&amp;A advisors is particularly beneficial in cross-border transactions. They can help foreign parties understand the market dynamics and legal and regulatory framework and overcome language and cultural barriers.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">At Aventis Advisors, we have accumulated extensive expertise in assisting international buyers with the unique complexities of investing in CEE. With our access to local databases and networks, we can provide valuable insights and support in selecting and closing the right deal for you. Our experience connecting foreign investors with CEE-based targets enables us to handle all your investment needs, from navigating complex financial requirements to bridging cultural gaps.<\/p>\n\n\n\n<h2 class=\"wp-block-heading\">About Aventis Advisors<\/h2>\n\n\n\n<p class=\"wp-block-paragraph\">Aventis Advisors is an <a href=\"https:\/\/aventis-advisors.com\/\">M&amp;A advisor<\/a> for technology and growth companies, based in CEE. We believe the world would be better off with fewer (but better quality) M&amp;A deals done at the right moment for the company and its owners. Our goal is to provide honest, insight-driven advice, clearly laying out all the options for our clients \u2013 including the one to keep the status quo.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><a href=\"https:\/\/aventis-advisors.com\/contact\/\">Get in touch with us<\/a>&nbsp;to discuss how much your business could be worth and how the process looks.<\/p>\n\n\n<style>.av-chart{margin:28px 0}.av-chart-title{font-family:\"Tiempos Headline\",Georgia,serif;font-size:1.05rem;line-height:1.35;margin:0 0 2px;color:#18142F}.av-chart svg{display:block}<\/style>\n<script>\n(function(){\"use strict\";var SEL=\"figure.av-chart svg\",MIN=4,TOL=0.5,MR=0.75;function fit(svg){var n=svg.querySelectorAll(\"text\"),i;for(i=0;i<n.length;i++){n[i].removeAttribute(\"textLength\");n[i].removeAttribute(\"lengthAdjust\");n[i].style.fontSize=\"\";}var R=svg.getBoundingClientRect();if(!R.width)return 0;var it=[],rc,bx,sc;for(i=0;i<n.length;i++){rc=n[i].getBoundingClientRect();if(!rc.width)continue;if(!rc.height)continue;try{bx=n[i].getBBox();}catch(e){continue;}if(!bx)continue;if(!bx.width)continue;sc=rc.width\/bx.width;if(!isFinite(sc))continue;if(sc<=0)continue;it.push({n:n[i],l:rc.left,w:rc.width,y:Math.round(rc.top*2)\/2,s:sc});}var rows={},k;for(i=0;i<it.length;i++){k=it[i].y;(rows[k]=rows[k]||[]).push(it[i]);}var f=0;for(k in rows){if(!Object.prototype.hasOwnProperty.call(rows,k))continue;var row=rows[k].sort(function(a,c){return a.l-c.l;});for(i=0;i<row.length;i++){var c=row[i],x=row[i+1];var lim=x?x.l-1:R.right-1;var av=lim-c.l;if(av>MIN){if(c.w>av+TOL){var r=av\/c.w;if(r<MR){var fs=parseFloat(getComputedStyle(c.n).fontSize);if(fs>0)c.n.style.fontSize=Math.max(5,fs*(r\/MR)).toFixed(2)+\"px\";}c.n.setAttribute(\"textLength\",(av\/c.s).toFixed(1));c.n.setAttribute(\"lengthAdjust\",\"spacingAndGlyphs\");f++;}}}}return f;}function all(){var s=document.querySelectorAll(SEL),t=0;for(var i=0;i<s.length;i++)t+=fit(s[i]);return t;}window.avFitCharts=all;function boot(){all();if(document.fonts){if(document.fonts.ready)document.fonts.ready.then(all);}var t;addEventListener(\"resize\",function(){clearTimeout(t);t=setTimeout(all,200);});}if(document.readyState===\"loading\")document.addEventListener(\"DOMContentLoaded\",boot);else boot();})();\n<\/script>\n","protected":false},"excerpt":{"rendered":"<p>Europa Central y del Este se est\u00e1 convirtiendo en un destino cada vez m\u00e1s atractivo para el M&#038;A gracias a su econom\u00eda en r\u00e1pida expansi\u00f3n. <\/p>","protected":false},"author":2,"featured_media":2501,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"inline_featured_image":false,"_jetpack_hide_featured_image":false,"_jetpack_featured_image_duplicate_dismissed":0,"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[30],"tags":[],"insight-sectors":[],"class_list":["post-2483","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-our-thinking"],"acf":{"faq_header":{"headline":""},"faq_repeater":null},"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v28.8 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>M&amp;A in Central and Eastern Europe (CEE): Choosing your next investment destination &#8211; Aventis Advisors<\/title>\n<meta name=\"description\" content=\"We analyze the median deal value and valuation multiples in M&amp;A transactions in CEE and the rest of Europe\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/aventis-advisors.com\/es\/ma-europa-central-oriental\/\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"M&amp;A in Central and Eastern Europe (CEE): Choosing your next investment destination &#8211; Aventis Advisors\" \/>\n<meta property=\"og:description\" content=\"We analyze the median deal value and valuation multiples in M&amp;A transactions in CEE and the rest of Europe\" \/>\n<meta property=\"og:url\" content=\"https:\/\/aventis-advisors.com\/es\/ma-europa-central-oriental\/\" \/>\n<meta property=\"og:site_name\" content=\"Aventis Advisors\" \/>\n<meta property=\"article:published_time\" content=\"2025-01-30T15:00:00+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2026-11-09T22:51:15+00:00\" \/>\n<meta property=\"og:image\" content=\"https:\/\/aventis-advisors.com\/wp-content\/uploads\/2023\/03\/Screenshot-2023-03-27-183555.jpg\" \/>\n\t<meta property=\"og:image:width\" content=\"1198\" \/>\n\t<meta property=\"og:image:height\" content=\"706\" \/>\n\t<meta property=\"og:image:type\" content=\"image\/jpeg\" \/>\n<meta name=\"author\" content=\"Filip Drazdou\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Written by\" \/>\n\t<meta name=\"twitter:data1\" content=\"Filip Drazdou\" \/>\n\t<meta name=\"twitter:label2\" content=\"Est. reading time\" \/>\n\t<meta name=\"twitter:data2\" content=\"15 minutos\" \/>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"M&amp;A en Europa Central y del Este (CEE): c\u00f3mo elegir tu pr\u00f3ximo destino de inversi\u00f3n &#8211; Aventis Advisors","description":"Analizamos el valor mediano de las operaciones y los m\u00faltiplos de valoraci\u00f3n en las transacciones de M&amp;A en Europa Central y del Este y en el resto de Europa.","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/aventis-advisors.com\/es\/ma-europa-central-oriental\/","og_locale":"es_ES","og_type":"article","og_title":"M&A in Central and Eastern Europe (CEE): Choosing your next investment destination &#8211; Aventis Advisors","og_description":"We analyze the median deal value and valuation multiples in M&A transactions in CEE and the rest of Europe","og_url":"https:\/\/aventis-advisors.com\/es\/ma-europa-central-oriental\/","og_site_name":"Aventis Advisors","article_published_time":"2025-01-30T15:00:00+00:00","article_modified_time":"2026-11-09T22:51:15+00:00","og_image":[{"width":1198,"height":706,"url":"https:\/\/aventis-advisors.com\/wp-content\/uploads\/2023\/03\/Screenshot-2023-03-27-183555.jpg","type":"image\/jpeg"}],"author":"Filip Drazdou","twitter_card":"summary_large_image","twitter_misc":{"Written by":"Filip Drazdou","Est. reading time":"15 minutos"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"Article","@id":"https:\/\/aventis-advisors.com\/ma-in-central-and-eastern-europe\/#article","isPartOf":{"@id":"https:\/\/aventis-advisors.com\/ma-in-central-and-eastern-europe\/"},"author":{"name":"Filip Drazdou","@id":"https:\/\/aventis-advisors.com\/#\/schema\/person\/539d9bd6ea9f5e5e603909af3c9f68d0"},"headline":"M&#038;A in Central and Eastern Europe (CEE): Choosing your next investment destination","datePublished":"2025-01-30T15:00:00+00:00","dateModified":"2026-11-09T22:51:15+00:00","mainEntityOfPage":{"@id":"https:\/\/aventis-advisors.com\/ma-in-central-and-eastern-europe\/"},"wordCount":3375,"publisher":{"@id":"https:\/\/aventis-advisors.com\/#organization"},"image":{"@id":"https:\/\/aventis-advisors.com\/ma-in-central-and-eastern-europe\/#primaryimage"},"thumbnailUrl":"https:\/\/aventis-advisors.com\/wp-content\/uploads\/2023\/03\/Screenshot-2023-03-27-183555.jpg","articleSection":["Our Thinking"],"inLanguage":"es"},{"@type":"WebPage","@id":"https:\/\/aventis-advisors.com\/ma-in-central-and-eastern-europe\/","url":"https:\/\/aventis-advisors.com\/ma-in-central-and-eastern-europe\/","name":"M&amp;A en Europa Central y del Este (CEE): c\u00f3mo elegir tu pr\u00f3ximo destino de inversi\u00f3n &#8211; Aventis Advisors","isPartOf":{"@id":"https:\/\/aventis-advisors.com\/#website"},"primaryImageOfPage":{"@id":"https:\/\/aventis-advisors.com\/ma-in-central-and-eastern-europe\/#primaryimage"},"image":{"@id":"https:\/\/aventis-advisors.com\/ma-in-central-and-eastern-europe\/#primaryimage"},"thumbnailUrl":"https:\/\/aventis-advisors.com\/wp-content\/uploads\/2023\/03\/Screenshot-2023-03-27-183555.jpg","datePublished":"2025-01-30T15:00:00+00:00","dateModified":"2026-11-09T22:51:15+00:00","description":"Analizamos el valor mediano de las operaciones y los m\u00faltiplos de valoraci\u00f3n en las transacciones de M&amp;A en Europa Central y del Este y en el resto de Europa.","breadcrumb":{"@id":"https:\/\/aventis-advisors.com\/ma-in-central-and-eastern-europe\/#breadcrumb"},"inLanguage":"es","potentialAction":[{"@type":"ReadAction","target":["https:\/\/aventis-advisors.com\/ma-in-central-and-eastern-europe\/"]}]},{"@type":"ImageObject","inLanguage":"es","@id":"https:\/\/aventis-advisors.com\/ma-in-central-and-eastern-europe\/#primaryimage","url":"https:\/\/aventis-advisors.com\/wp-content\/uploads\/2023\/03\/Screenshot-2023-03-27-183555.jpg","contentUrl":"https:\/\/aventis-advisors.com\/wp-content\/uploads\/2023\/03\/Screenshot-2023-03-27-183555.jpg","width":1198,"height":706,"caption":"The image features a cityscape with a bridge over a river at sunset. Overlay text reads Aventis Advisors and M&A in Central and Eastern Europe: Choosing your next investment destination, with circular patterns at the bottom."},{"@type":"BreadcrumbList","@id":"https:\/\/aventis-advisors.com\/ma-in-central-and-eastern-europe\/#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"Home","item":"https:\/\/aventis-advisors.com\/"},{"@type":"ListItem","position":2,"name":"M&#038;A in Central and Eastern Europe (CEE): Choosing your next investment destination"}]},{"@type":"WebSite","@id":"https:\/\/aventis-advisors.com\/#website","url":"https:\/\/aventis-advisors.com\/","name":"Aventis Advisors","description":"Nuestra misi\u00f3n es ayudarte a prosperar, tanto si vendes como si compras una empresa.","publisher":{"@id":"https:\/\/aventis-advisors.com\/#organization"},"potentialAction":[{"@type":"SearchAction","target":{"@type":"EntryPoint","urlTemplate":"https:\/\/aventis-advisors.com\/?s={search_term_string}"},"query-input":{"@type":"PropertyValueSpecification","valueRequired":true,"valueName":"search_term_string"}}],"inLanguage":"es"},{"@type":"Organization","@id":"https:\/\/aventis-advisors.com\/#organization","name":"Aventis","url":"https:\/\/aventis-advisors.com\/","logo":{"@type":"ImageObject","inLanguage":"es","@id":"https:\/\/aventis-advisors.com\/#\/schema\/logo\/image\/","url":"https:\/\/aventis-advisors.com\/wp-content\/uploads\/2025\/08\/cropped-android-chrome-512x512-1.png","contentUrl":"https:\/\/aventis-advisors.com\/wp-content\/uploads\/2025\/08\/cropped-android-chrome-512x512-1.png","width":512,"height":512,"caption":"Aventis"},"image":{"@id":"https:\/\/aventis-advisors.com\/#\/schema\/logo\/image\/"}},{"@type":"Person","@id":"https:\/\/aventis-advisors.com\/#\/schema\/person\/539d9bd6ea9f5e5e603909af3c9f68d0","name":"Filip Drazdou","image":{"@type":"ImageObject","inLanguage":"es","@id":"https:\/\/aventis-advisors.com\/wp-content\/uploads\/2026\/06\/Filip-Drazdou-author2-150x150.jpg","url":"https:\/\/aventis-advisors.com\/wp-content\/uploads\/2026\/06\/Filip-Drazdou-author2-150x150.jpg","contentUrl":"https:\/\/aventis-advisors.com\/wp-content\/uploads\/2026\/06\/Filip-Drazdou-author2-150x150.jpg","caption":"Filip Drazdou"},"description":"Como Director en Aventis Advisors, me apasiona guiar a fundadores e inversores en transacciones de M&amp;A, con un foco particular en el sector tecnol\u00f3gico. Trabajo con l\u00edderes tecnol\u00f3gicos de todo el mundo. Contribuyo a la comunidad tech compartiendo contenido sobre valoraciones en SaaS, software y servicios de TI.","sameAs":["https:\/\/www.linkedin.com\/in\/filipdrazdou\/"]}]}},"jetpack_sharing_enabled":true,"jetpack_featured_media_url":"https:\/\/aventis-advisors.com\/wp-content\/uploads\/2023\/03\/Screenshot-2023-03-27-183555.jpg","_links":{"self":[{"href":"https:\/\/aventis-advisors.com\/es\/wp-json\/wp\/v2\/posts\/2483","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/aventis-advisors.com\/es\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/aventis-advisors.com\/es\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/aventis-advisors.com\/es\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/aventis-advisors.com\/es\/wp-json\/wp\/v2\/comments?post=2483"}],"version-history":[{"count":1,"href":"https:\/\/aventis-advisors.com\/es\/wp-json\/wp\/v2\/posts\/2483\/revisions"}],"predecessor-version":[{"id":90172,"href":"https:\/\/aventis-advisors.com\/es\/wp-json\/wp\/v2\/posts\/2483\/revisions\/90172"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/aventis-advisors.com\/es\/wp-json\/wp\/v2\/media\/2501"}],"wp:attachment":[{"href":"https:\/\/aventis-advisors.com\/es\/wp-json\/wp\/v2\/media?parent=2483"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/aventis-advisors.com\/es\/wp-json\/wp\/v2\/categories?post=2483"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/aventis-advisors.com\/es\/wp-json\/wp\/v2\/tags?post=2483"},{"taxonomy":"insight_sector","embeddable":true,"href":"https:\/\/aventis-advisors.com\/es\/wp-json\/wp\/v2\/insight-sectors?post=2483"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}