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		<title>Collaborative CRM: Key Features and Benefits</title>
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				<pubDate>Wed, 18 Sep 2024 03:53:09 +0000</pubDate>
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				<description><![CDATA[Content Salesforce Stock Is Trading Higher Today: What&#8217;s Going On? Builds Strong Customer Relationships Why is CRM software important to use? Key benefits of using collaborative CRM Choose the right CRM for your needs Improved internal team communication and collaboration Collaborative CRM lets you build a detailed profile of the consumer and their expectations for [&#8230;]]]></description>
								<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Salesforce Stock Is Trading Higher Today: What&#8217;s Going On?</a></li>
<li><a href="#toc-1">Builds Strong Customer Relationships</a></li>
<li><a href="#toc-2">Why is CRM software important to use?</a></li>
<li><a href="#toc-3">Key benefits of using collaborative CRM</a></li>
<li><a href="#toc-4">Choose the right CRM for your needs</a></li>
<li><a href="#toc-5">Improved internal team communication and collaboration</a></li>
</ul>
</div>
<p>Collaborative CRM lets you build a detailed profile of the consumer and their expectations for best practice. You’ll be able to meet them via the platform they want, armed with up-to-date information — a quite certain-fire way to drive customer engagement and minimize churn. Although it may seem simple and straightforward, it takes a lot of teamwork, and any weaknesses will cost you dearly. A fully collaborative CRM system would allow managers and supervisors to interact and exchange concepts, ideas, workloads, and tasks with <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> their superiors and employees alike. Our mission is to break apart what CRM is and means.Here we discuss anything that helps create more meaningful&nbsp;lasting work relationships. Formerly known as ProsperWorks, Copper CRM integrates seamlessly with G Suite, fostering collaboration through familiar tools like Gmail and Google Drive.</p>
<h2 id="toc-0">Salesforce Stock Is Trading Higher Today: What&#8217;s Going On?</h2>
<p>These visual collaboration tools are pivotal in tracking deal progress, identifying team responsibilities, and anticipating deal closure dates. If you haven’t decided yet, and even <a href="https://www.xcritical.com/blog/what-is-collaborative-crm-and-how-can-it-help-my-business/">collaborative crm</a> if you have, there is no better CRM alternative to ClickUp. It streamlines and centralizes customer relationship management with automation, data visualizations, integrations, communications, and more—all conveniently in one place.</p>
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4a8F3z0Y3mPgKS3CJ0q3+5JX+UYr+pt/ttUl7mfauIuYrF9PcvOGQP74zFc/SHVQ2imDELGkdgjjOVM+pKJn2N5otoJYN5rAgLma2HVrqqBJJQbyBrlUlu6dKi+Q3IDFY3McPbGRTDXXbJbDQDlBgszQQSFUwCJiROs+5xx+JfGYvp3vMrJni6zFc/SxKhtF0YiFjSOwQ72dsu/c2B0OBlby3bgdEcW3I/CnZlD5gFzWyrQWEp1eMVGvoNpMc5W83uLwty2l+2PfXVLVxWzWmckALmgFTrMOASASJAMTqcyW0c5Xo7eihs5ujJqWAUGJL9WSAsAFZIkVqGP2dfTY+Fs4w5sT+FYYqHcO65cYrwXk5mTDAoSCd+WTxj+fF8T/ALTwfQ3mRESy2VbjKM5xFwOSq6NmRVU5tCBG4mY1hpMVucj8UMV+CdA34ROluRqInMHnJ0eXXPMDWYIIrUebnmbvW8Wv4fYt3LDWrmq3MyrdlMoaMrAxmgwV75itUeyo20HbLmbZotp2kjEu7AcNVg756pqu82HJbaFnaGIu4q+zWnFzRrhdXY3AbZRCxyBUBA6q5QcvcIc7J0mKJzf38TjsbawdodHZxWITMzZbdtVvXFtrmMknKsAKGMCT213tXmix9q3fuXLaBLCO7t0gOZEQuzW4HW0BEHKZG7dW37D2Y7YPatrC3Ml98fjmzKcjg3L0iDIyk2x0a3JEFZkRolyb5PYizsfHWsXcuMWs4rJ0jh3t22sRGaWAGYOwWTE98A8QjQfPvK7kLiMLas3rwtm3ejo3tvnUymdZMCMyyw7QDXnKDkPiLGGs4i8EVL+Tohnm4c6FxKRKwo1ncSoOprceQGyLWN2b+A32J/B7lplY6t0IuZlg6R1Bdw8jyVK9tZv7pDlL0+PNpD73hF6JQN3SmGvERughLUcDaNNGdiyhRVtg7GtLYOJxWc2+kNqxZtMEuYi6qhnm4ysLVi2CoZwrElwBBFPtn4bBYom3btvg7xVuhZ8T02HuOAT0d43ERrJaMq3AxWTqu4Hq7hziNmWBZBZ8FdxPTW1GZxZxBtul8KNTbVka0xE5eqTA1qI5I8mmxDNDBLSKzX8QwJtWUVZJcjex0VUBzMToIkhxCWsYbC2sFhb17CvefEPiwYxTWAgsNaCjKLbySLuu6MvGdJXk9yRwt+9gXTpksYp8TbvWmuB7lm5YtG4ejuhF6S2wKkEpmEMDMiBMdZt7P2b02Gt4hDex8hmvI4QXMNnFs2bqKGYHfcDgELHGbHslGG1sCqhfwYJffAizbKWuhu2LxYmSzdPmGW7nYtnXWAVpWSqMo5S7Jaxfu2WMm25AYbnQw1tx+bctlbg7mFWPlFySSzs3DYgsemvXiHWeqlprRuWgRE52t5Lup3XAIqa2Jyb/AAu1hHupcUYb3jGkgq34JaRr1l4ABk21uYQHfmWz213yk6bEYB7j2iHubWuvkzAZE/A7KooOnVtoq2x3KKmwszJaVSpZOT938Wo8XH0E08wnJm6T/wAIecn6KcTUfRvOUP5Jc8U/bWoPkk3vFn5K+o1Pc4n9Eu/o/trVe5H/ANHteB9TsK7GD+l6/scjivjXyL7Zpam+GNOKwS5m+PI+V+UwjlZix8bBKfQmFq67QGgqn8tUjlbd78Av7Fr/AC1cceJGlbMX9MT/ALERF1aSZafdDXJw9cjiOZ2cQxIrwin34NQcLWCaNaGEUBaf/gtPMDsktMcPv6KqaJsiVtSNahNl8jAuM/CFPk2WUL+cSgzT3LmWO+tMwfJJioM6ESOo31RVZ5zrBwltXe7cVWkAW7eZmcAnyW4BZMysa+evJF0PhktaFuguSOz799M9qYYxq0GPvrURsPa7m0WuXGK5MysQASCTHksyncRoTuqiYu6993dQ7qpJy5mVTCkwcktJiMq1gWPejr6trLBtZ4mSD9+yqZylxJyOQJ09XGpXEpKJnwoQsuhXMSvZmzQ4JHWkTE6waSu7KItzrB3TV0VpZXJ6kYDtS5JPHWZ9P10yq2csdmBLjZRAMEeJmfXNJ8nORl2+C8rbtjfcc6T2Io1cz4DvrprJFRtnDeGbnpStmpe5puEvB/J7keHSpE9+pqyctMB0d1uAbrDz7x5jV29y9sW1bwDAFLlxb9wNcFoKwVghVczKXy6ZozEST2Vqj2+71AfQK6OD2ksePSo36/wYs3AyeRtuvKil8zu2OkwaWgv8wWEjXNnZm80bqtu0bJa1cEHVHG7tU1xiSe/5x+uorFsezt3sfNA1mdZ1EQNDPVl+1O0fr/BV/wDWp85fT+R7hNno1u2LijS3bHWhSCFAOpgg1XuUmycrDoYYEajpEMGe9t3jUzsjZwuTL2ljg+aT4dUg+mldqcnwiz0lk9ygz7Kql7Sm99KLYcBGO2plNGCbjlHi6fQxo/AD8e384n2A1LNY7x6P9aBY7/V/rVT9oZPL79S9cHDzIobLPx0/tn/BSi7I/P8AQh+mKlBY7zXeZQBLbyAOOpMRoO30Uv47K/8Awn8NjXMjf9gA/DP6sfS9Nb/Iq2fhsPBV9hY1ZLTrMTr2eadezTWnFuDPcYO/fAPsIpHxWWXN/oHgY+xS/wDcG1xuXP7A/wAJrk8ibI43D4uPoQVdyBwg+uoy/f6gMAHOFI369IFbh2TrULLN9SJRhHoVg8k7A+CfO7fRFdYfYFlWDKsEGQczyCP06sWIcDUwB6KZ3b7FQUXU8HOWB2mJO74Om/WNahTn3CUYU016VZJ4HlCEjMuYkwCpjWCd0GNBv3emoTlZhlvvmVOjJ8qJYMe0jQT4R2ma4ysxU51BWZiSDrppmGh+qnYrR+MzL+443/5/2fkTTwqn5uvSnt6UV7D8nRPWYkdgUifPUzasgCAsAbo0+mu8PiJnQiCRqImCQSupkSPH0ilaqz58mR++zd7P9lcLwSf4eCV83u2/V2/TkK7Nx922SbTuhIglXIkd8GvNnY67bJNp2QkQSrZSRMwSO+k68Jqizo7Cmz8bdtkm1cKEiCUYqSJmCQNda92btC7aYtaushO8qxGb5Q3Nv40gTXhNSQL4/aF244e5ddmHksSSV1nq69XXWBGtcY7HXLjBrlx3YABWYkkAEkQTugknz0jXhNQTSHGM2jdd1d7txnWMrlzmWCSMrbxBJOnbTm7yixJYMcTelQQD0h0B392vbvqKZtY+8Ux2hhyTMmApyqpIOfWCIYA8PK039tQ5NDwhGTp7EthNpXEuG4l24rsSWYOQWJMnNHlSdYM660tiNtXmFxWv3SLgIuA3GIdSuUhgTqCvVjsqHv283aCJ3qdJIOm4ZgVEEEgd9K3bgG8geehNsWUEi5c3vKCxhbV5oJvsuW0AnVCqsoC3AFzqBOirWI8r0i+x4mCx3ksRqSTvJOtXu7VH5ZD34/JX2VfhfvGbOvdsjdn417bh7Vx7bjc9tijDthlIIkaHtq8bA5R4jEdIMTfuXgoTKtxy6g66hD1c350TVAFWTkZiAGuAzqqeqfrrY0Y7Lk2NbKqzCrmyr8FS0Fso3DNAmN8Ck8RtS8OjKXHHRMzIA0RnUrcy9hYHWN9Mmxnd66QuYlu6iiG0KYXE3cznO6IUyZM0BhmDS4Bg6gQDu89LvjXy5AzZc2bLPVzkBS0duUAT2CmXTt3UjjdpZBLEd2mpPAAcTUiWOwT30hY2mS2WyC5B1Mwi+LcfATTXBI97+d6qcLY0LfLI4fmjzzVk2fZAgKAANwAgCpCjbeXy/wAkvfJH7S1W+RQ/k1v9P1XHq0ctl/kt75H0iq1yFX+S2/lXf7166uB/8T+f7HN4n418i62acA0lapVaxS5m1HzBziacrflbPX9lv8tXQJv8apnOqI5WWfztnr7MR/lq821rXjf/ABP76IT/ALF99xuLNddFS0V6Vrj5eZ2cQh0deG2KXC15krJJGpCPR1YOSmCDBpYgCZgTpA7NT4CoULVp5CtGb5Q9YP1VV1CXItuDwjC2FXMV01J175EDXfw48YEUfnPsqRbW4J8thOsaBdAe4sKvibTIAgbgB6BVA5ysUMyF23KdWI0WSdIAEeaq+IdQdD8Iryoyrl9h8ljKgyrl7OzcoA0AA0yxpUDzXic+WJB1HaOH0we81XudLnBa7mTDnqoxgupAM6NAndPbruMUz5s+UQW4Ll5gvUyuEEBmJ0aCdABOm/WsPhSUWztLLBvT/wCGt7TsKNWHmFU7lTjN44cKsm09rpdWbbBh2iqJylvwvs81VY7b3LJ0o2UXbODD4hJ1ESfNOnnmpzBkteW0ywqLCwYEmN43bj95qJwt+bpMbhu82vnJA031c+SnJ1715BalrrsSSdwWBrpoqosdYzAGkmBWzJyoyYK1OX5mp8xOGa3gr9yIlmCzuJtZwW04dYeg1eLV1sxQMYBJa4SCY3EKCI8tW1iAOHEL7G2Ktm1btJ5CW2VgR5bMVJYjvOcx+d3UrdwCxEGNeJ1DGWDGZYMdTMz5zWzElGNM4nGSlmyua5fl93+xBnEswUlollCgADNADOzebMIEDQdtQu0FnEiSYyMUhiBmBUMuUGN2Ymd8n4ulqv4YBi3E9+gkyYG4SQCY3wOyoXFYMBy0cIHGCSSxE7pkbt9WOS6GfwZNK990/wAvv9Bo18gzTm5fMTUdi6fLtRjbVDEKIGgnzmqGbRpjMSQJHwTJHxlAMieGmoPaBOk1xhbxKaHrHUkgtDfCGUkEAbo0ihzNdLH1/wCvmo6C1vYpgsTI3z35So8wbX1mkMAPekkDNNsMY1LLcUGT4iuTtG3uzrPYGBPoGtOLGNHAOf0GHrIApqZW3F9V2PVcq5gT1i7DcYCKvgZnQaSQw4aSKsQWgHrQQRu3BTJOgiAdd86TupOzeJ+AfOQPYTSpuECTlUDtJPhwHhFNzFpK9/M9wtjKOJgmCTwJkQNw0MaAbjTTGYfrAgnV1JGkExAO6Qd248KdWrhYGG/sFe/4eu7upHFWTG8nVewfCE7gNQJPoqeTFai47IabRw+aAfJkE8ZgggeGmvo7aR2hbJUgAGd4JiRxEwd+7dumlsYFUFmLQASTmbcBJ3GohsamRW16zZYLsBOvwjwgb++mSZXknGLab3a79Ptj7DWMo3AduUQPAd1dFh2ieyai8PZttcYZVO6M3WmQDIzE5gZO7sFSNrDKvkqo8FA9lDROKba2Srlz/gTtHUyIiSOMyZbwgnzyK66bujQ94kGCOHdXbL9Hp1n0jSuDZ0ifDt8dd5qNupoO7zQD6vHhTe8pMdYghhqN3knQjisxpv7+NOXWaTe3ofGezXu8wili6BoStd8+k7+w8PoNF68AQJG/UEwY7Y8YroWNd+hIPiREa9mgMDj6KUZfo9Rn201oBO6sj0ecT9I0rnMAPP2cT3dtTuweTF/EBjZSQuhYsFGaJgFjq0EHukTEiYbH4B0crclXUwREQRPeZOsgyRuI0OsV3Jsbs/HuI8+aI9OlckzrrHdB4mSZEx2RXTYYRHDh6jvmd4nzmg2z2gCIgDd4HSOzdpFTsG4E9xPfp9JFc3B69D4fcmPGumsjTQaaDTcO48K8utEaTrr3DtqAOb+6qXyzX379BfZWq43kZilsdMbRCBcx6y5gkTmKTmAA1OkgakCDGXcsV99HyE/ZFWYPjKc3wkCFqa5L+W3yBUWqVauRmGEXG49QDw631CtrMTVjia8JqTKDsFeG2OweiosjQyDx+NCDUEk6Ko3sewfXSGBwZnPd1fgPgoOxe/tapxMAuYsQC24T8Edi9neePopYWF7BU2RoYzwt2KfYXFaiK7t4ZeynGEwqyNKkhxaN05UpOHu/1bVWeQ4H4Ovc93+8arNyn/o97+qf9k1Vebo/yYf1l39qfprp4P6b+f7HO4n4l8i9IK9iubJ0HhXdY2bEfM3PEn/+VYM9uAHn/pdXW0Kp/PkscpdnHtwjD/8AlfXVzsjfWqH9N/fRCf3r76sMtdRXYFe5a5OU7ONCeWvMtKEV5FYpGhHGWrFyMXyvlp+y/wBVQEVY+RQ1Py0/ZuUi5hLkTrJWJ+6axrpbUIOsyacZCv1vRmU/Xur6EvYPqz3a1h3uptklsGl1YzWMQkiYJS6CrKCd5nI0DUAE6b6mcLIxZNMrPmv/AHZZgWvX8hygsiKHK7oJYsBMbwB5zXl7kogXq4nTsKAHdu0PfwNdcoLvlAMAdw18qfi9kz6hVR2zinWZPGfAqPbJjTs8KpUJvqbnlxpfD9WTnJrbZw14qHzK2kHTh2bgZ09Bmn+0dti4xBMSJndE8B5wRPhWb7SxMwRwMzxnjrxjv799OsPiMxGswDPf9++rHhV2UR4p1p6Gh7AtdcN5zw0KmJ4HcPXX0xzBbICYa5ejrXrkA9lu2AAB43C5Pbp2CvmPkXfzT3KB69NfD219XczOLH4HZtwZyXbk6ZSDibqkDWcwIk6RDLrrVfKe5ZNN4rRbL9R+PxKoJdlUdrMF9tPMfeCqzHcqsx8FBJ9QqH2Zs4ZQ7qpusoLuRLAnUqCdQqzlAECAKdt3SKYQjWqXLlt1+/X5Edi9t2z5OZvk23I+dGU+Y1EYzav/AC7v6sj261P7Vx1tdHuIu/RnVd3iahLuKVwcjBh2jVT4N5J8x9tLburX36l+mOm1jlXdv+EQmJ2h+Zc+Ya5XG9iXPmx+0RSuNcAiSBJgd5gmB3wCfMa5s0U+5Xqh/j9RTD35+Cw72AHsJP8A0pdlBBDAEEQQRII7CDvFIzXatU0Vyp9BaygGgAA7AIHqpxYam6Gl7FSIttiQsGjG2gROsqCVgxB7fHhqDpNJYS+pZlBkrGYQdJEjXcdBw3cafLTRfYjJj6NffQYJbJGhzDM2uYpnkDWVmQDK6aRHYK4u4MkQW6saiO8nQk7uGoOg4VJtUfexq58gktEmASF0kZjuWeHm7aZzoqjw2rkr23+X33Er9oEEHUHh3aaacNPWa1nkBydw74Sy1zD2Xb3w5ntIzSbr6yRM8PCsl6YHzsyjxUsD+yTW2825/kVnwf8AvHp8bti5YVzRmfOjydSzf6ltRbuKGVQoChho4AG6DDabs9ec1GzEv4lgyhksrNwEShdgQiGdCYl4/NFXXnKtC/gBftrmZEF5BxKleupPCAZPZkpLmxwC4TZxuvqWD3nPFtJX528D8+KHeqvUeKisbfXkv9/ffyHHOTsOwmDusli0rDooZbaqRN62DBAkSCR4E1luxdj3b5Is2y8byICg9hZiFB7iZrX+dyyGwF4ETJs6TE+/2iN3eKc5LWBwRyoMtlJIXTO5gST2u5GvCe6KJK35EQklHzv0MixvJTEoyq9lgXOVdVKljuGZWKgnsJFGJ5J4lSgayQXbKgLp1mgmB14mAd++rryL5yDfvrau2kUPJtspJ6ysYzBt4MLDCIJGnELc+TuLeHKGIvkk8RFpypU75D5T6aT3atFjjNT0ypGe7a5O37K571oosxmJUie/KxjdvNebH5OX7y5rNouoMTKgTAPwmE6Ebq07kTtm1tHBMl8IzZQmJtkAwwOjQRpquYGBDKY8kGl+VG0kwOEW3a8srktds73uN4E5jpBZgNxpopPfoLO4PS1umV3m9xuKsrdtrhelC3Dmi6iFLmVcykywYRG7cZ37hV9p7OxOJxN8izNwMOkRWUZIAVRJYAwFAkEzE1feZBpsXiTJN8kk6kkokknia95Cf94Y/wCUP2mpqtIrumzN05JYo3DbFhi6gFhKwAd0vmyAnszTTbbfJ6/Yg3rTIDoDoyz2ZkLLPcTO+tT5fcuzh7ot27ascoZ2YkDWYAA4wPKJ4jSrJsLGpisMjtbGW4OsjQwlWII1EEB10McAaNK5E62tzENm8j8VdQPbsMVOoJKpI4EB2UkHtAg1EbTwD22KXUZGG9WEGO0doPaNK0+zzpk3wvQjoi+UNmOfKWgP2fnZPNPGpPnt2erYXpI61t1g8crnKy+BJVvFRUaVWxKm73GG2OUWNODbNg4myc97pUK5CvWcWpzAlTOWTB7d1Y9tzm4x10o9rCsyNbQqwuWhIKqRo1wH1V9B7f8A+7H/APJ//FWZ7D5ysabtjCYbD2HPR21BbpOqqqAXuFWgKo1JjsABJANkNpFUt4mdLzUbS/I2/W2f3te8itn3C92yEY3QyqbajM2ZS6v5M6KRqdw7a+nOWPKW3hMMb19gYAAVRBu3SNEtqSSCxBOpOVQSTCk1VuYfZCjDNiigF3GXLt1zvyobr5Lanfk+H2y2u4RdrdblLhuig3ObrG5Seg4bukt5vRn9W+qxiLLKxV1ZWUwVYFWB7wYPh27+ytxXaO0+mBOFtdEXAKdImcWywBOfpILqvW3QYiBM0z59NiK1gXoGe0yqTxNtzGU9sOVIndLfGNCl0YOPYxia8DivDbFAtCn2Edi9k0oTqny19tJ2BTDbu1RbNvtNxSR2KN5+/fTxVukRLkfRm3lmzdH/AC3/AGTVT5AWx0Bj8a/0Grdtge9XP6t/2TVS5vR7y/8AWt+yldLC/wDjfzRzOIVzXyLpY3DwFKUjZXQeFKisr5mmPI+cPdACOUWyT22XH9/9dXHDjfVO90hpt3Yx7Ucf2yP8VXXCrv8ANWnH8D++hH96OkFdla6Va7y1x83M7GMSy15kpbLXhWscjShHLVh5DjrnxX2XKg4qb5HNFzzj2NSrmRLkaK1ubcd1UbnP5KjFYR7TghjcJRl8pXAboyJBHFRVzTaCBdWAiZ4RBM7+ys15fc61lT0WGh7p+G3kJlliwE5rmUITppoN8idCVmNp3Z8SctLZtYsrcUqytDBjuIJUgx9HAg1UdtYovAjcDJ3xrqF7Bx3nedav3Lbb34btJTdhVuXeizKBnPVYZyYylmcLuEQIG4V5yg5qHRpFw3E3gnQ+Gn+lVyyRg6ZrhinkVxMtFvh3GaktlYBmIAB1q74PkXl3j/Fx7926pnD7OCaAAeA+qqpcQuhfj4OXNnvJ3BC2gXjxPad/0xV05vOd44XHWMNiQDh8hyOq9e0LxPSZo/nLQuILkRnGsEiFqo3rkCqLtnETirDGNGy93W0HrNV4lqluX8Q3CHu/e1H3xy0sDoSFYML2REKmQy3WVZBGhGVi0g7q7esi5mOUxYWMNdIVLbPcssSfLysvQ6nQddrq98jiorX7i1a4tSZkc08cUvNv1pft9Sqbf2cim3cVEGS4M8IBKXOoxMD4JKvPYrdtGPtU/wCUeEuOlxUZAGRhBRi0lSPKDgL3NlaOzSmOIwzTJuse7KgB9C5vQarSqTpGicteOOqatX3uua6d7KhtbYRuXbQTNJuywFxwIFu4SQA0KdIlYOp7TTjF8mQkZrfzyWn55Prqz4DCKeszZSrIVjTjB/skjz0nyitjg0xO8zUaFqewPiZuEYpva+pW64v3wurGNYGhMnuCgnhShri8jEdVspnU5c2nZBI4xr3U7utimCTfvcvvyf6CuDvhpgNpHlIyejOBPmpfA4oFipEMNQD8JfjL29hG9Tp2Ep4RCBq2bvgD1Cl79sFT/Z7mOikHgcxGopN6sdKGtrp0f2lf5Ic7FTqk/GJP1kdzGX/SpfaWN6NcxWRBkzEN8HNPwWOhb4OkiJI7wyQABuAgeA3UXUJdfir1vFjIUeYZifFammo0hoyjLLqly/Y7wVuFEnMTqzdpMTHADcABpAFNsKRlPbmfP8rMZnzRE/BC8Ipxh8PlkDyd6r8XfmC/mnQheGsaQAyxmyrbNmZAWgCddY3ZhMNHeDUpNJUJKcHJqTdPe0vpVr9fzIbEh882wWUHpUjcwcAOobdmMPHb0s8K+geay9mwNkwRIuRIgx0twAkHdIgwe2sacVI4fldirVsJZuwBoo6O2wGZtSSyEkAksdabHHQ2xc+Xx0opJVyf+/1/Mu/MvtYXLN2w2vRHjuKXASVHblMz8sCveebaISwlhNM+pA4W7cZR52yx8g1mOwto3MP1rDFWIykwGJDMCxYMCCdAx03g0ttrady82a85ZsuWYC9USQIUAcTw41bGT07mecYqb08jY+di5GBvEkCDZ1JgD3+3Gp76XxC28dgiFeFvW4zLDZHBB3biUuLBE6wdeNZHtXlXibqNbu3cyNErktiYYMNVQHRgDoeFNth7dvWCehuFZ3rAZT4qwInhIE99S5b+REYUtudl75I82zWsRbu3biRZzdGqSc2YZVDFgMoBytAmSBrvlbn5xAWxZkMZvwAiM7ElGgBUBOtUnH8r8S7KzXj1GDKAqhQw3ErlhiPzpiuMbyxxDNbL3gSjZrc27WjwRIGSCQCd4MaHeAaXZJpE23JOe9en1ruzTOS2y7eBwr3bigOyh75AGZm3JbB4lZyDWMzMZANKcttipjMMtyzBcLnstuzA70PZmiIMQwExrWVba5TYi8oW9dLKDmAyousEScirOhOhr3ZHKjEWUyWrpVZJy5UbU74zqxAO+BpMnianUuXQRpt23uaJzID3i9Igi+ZBEEHIm8dte8hP+8Mf8oftNWe4XlhiULlL2U3HzPFu11nICzGSATA3RJ13kkoYLlNiEuXLiXYe5/ONkQ5jM7mQqN58kChSWwaXuTHPH/TW/q7fsNaLzS/0Cz43f7+5WKbZ2q965muvmciJhV0XuUAaT2cakNlcr8TaQW7V7KizlXo7bRLFjqyEmSSdTUqW9kuNqiHwflp8tf2hW3c8P9BufKtf3i1hqOQZG8EEeNS+1OWOJvI1u7eLLIzL0dtZIhhqqA9nGoT2ZMlujYeUH/dj/wDk/wD4qb813Je3YsrcgG7et2y79i5QVRexRMn4x1O5QMoxnLHFNaNo3ptlMhXo7fkRESEzbtJme+oTbfOVj7WRLWKKqLagDobBgAQNXtE7hxNPD3pUVTTii8c5/N1tLG4gu1zCLaSRYt9Nd6qT5TfyeOkeAWI3aKCQoJs/MVtQHDNhWZemwV27ZuhTvC3XCOkgEoYKgkAyhkCYrEBztbT/ACw/qMP+5qG5L4+/+E3L9u4y3Tnd7ikIS9xizaLCwzSSkZeERpWrQ2qZmcknsbTf2Dt44kqMci2M2l4JZJyTqeiNrP0gX4E5Z+FGtV/nu/CsLYRb+1nxBuuuXDnC2bUqhzM7MnWCKwUd5ZRumIq3zj7V6ODft5o8robWcf2ejkfJiqJtvZOIv3Dcv3i7t5TOxJjgBpAUToq6DgKshHfdr8ibRN7JxwuIGHnHYeNPBURyc2U1oMCwMxunQjxqXFJKr2IQhtLG9Ghbjw8azzH4ws+ZjJmrnymtMywqk+AJ9lVD/Y14n+ac/omtmGkrET33Ps3aA97f5Dfsmqfzcn3q5/XH+7t1c8UOq3yT7DVK5t/5u7/W/wDx260Yf6cvQ52b44+pdbO4UpSdjcKUrK+ZojyPnT3TaxtjYh7TdH/uWvrq77Mtyr9wU/2gPpqk+6q02lsM/wDOuD/3cP8AXWhcmbUi+P8Akz6HU1oi6gwXxIQC12Fr0CugK4+Y7GM4y14RSsVH4vaaqYGu/XgOzx1008JnSs1N8i60uY4fTU6DtO6k8LyjtWpZn0HYN+hGkwN5HhNVHaW0nLMpaASSNd0BAc3ACLk6dk6HUwGTOQTPRp1tT5b6xMnWNTHCR2RVsMHcqnm6IlucbnAc2yfIRgciT1jJJzXCO2RCjTQzVD2bnXDXbhABuLczNIU2bIt3GBQbs7OqIBr5XcaY7Yc4nFqmpUGSO6fqipLa2MJvvh7YlTg8ROoUBlVTbMsQo64CydOsa06KjSMynctzCdurFxCojLdVhHBQWiN/dX0PyN2n0toTBMDMDx7/AD1jOL2eyuFdRK3srAkEa23kSsgjMdCNCI1rUuRmCKgMp0004j6xXJ46NnZ9nzUbse47ALmYZR6BVd23gyNwgdv30q+bUQEhgT36H2VH7ZwYNljvMaDjrXPjJo67Sa2MsaTIqr7Q2OzMAJzSMvjOhHnrVuT/ACchZuaT26e2kuUlu1bU3BqbYLDQwSASBMjjAmtcJu6RgzQjXvMXt2myqSV6yqdOJjXgO8DX16h1yT5wMVZuZMzMgJ0aWUiRHblIBIlSN3bpUXyRxZubPw7GQ3XUgxoFuNAIO/qlT6aZYh4uqYjMPGD7ePGusknzOE3XI2nZ3OYrQLlsrpw04SYDHXs3ipMco7NzybgnsPVI8Z0nXtrMthjSewyO6YNdYU5pYgGfPpru88/6UssK6DRys0PEXp04ff8A60yusaqODxbC4QrEDsPWWeIIO7zdtS+ydt5zlZQrayMwIJBHkcWB1OoBFUTxOJdHImSldLSV6+B5RA1jUxr566t3QQcpB36gyJjuqqh7XIdW6dW03dxnz/f1xTLZ5lE+SvsFcYfaJBbMRPWi1kKsIkyWJhhAmVERuniyjYksqhTfUnrQpcCoy8XXLLAyyyAIgSJjUyMsjXtFSgOscd8cY8OypoFO2zl6YXMWssPi7/AzqO0SCPEUpbtOHJLLBA0CkbiY1LHWDqe7hUVc2exLksesbwG4ABtVOkEiQDBnhTpIzzyS2qPVi2MxoWQZ0AJgcCWAPZ8E14lwkbiO4xPqJpI2yxYssBreQg75BM+brH0d4rtrbykKxEdYhZHD4Xp0AJ8KKQRlK7fL+Rpetg3IcSCoyTqJBOYRumCpneRPZXTEWxoGOZuqq6kabhJ0GhOvbS12wzBsiMxQBuqpMETG7dIBHge+m+1kJURm0aTk8qIIMeEyY1gGNakiS021z52SC4V8gc2riqdzFTl+d5J8xpC6TBiJgx2Twnz1qW3OXFm5gnQWbga5ZZBbe0QqZlKyToMi7xBBgDyTuy3B4NgNxI4QkL5gB9JqJJIsjJvb6jHD4xiCSADktlQCSJcsBJgcQN26lsRYJAGbUEGSsyQQdwIgSBupzb2eWHVRjAAlQWyxBGoB3EA60hbRuLAx2LlPn6x9QFRfVCqL5St/foKpMa7+Mbq9rq1bJMKCSdwAknwA1pHaeFuowzW7oB+MotrPeXhye5aVKyxukJ43co7XT1MG+ikb+LI8m27axKgamYhROZtdNB6avnNNs63dxLLdtq6iyzAOoYBhctAEA8QCRPeal+UfRYTaVhktAWxY1t2kA6zNeU3ABvYCNNNJ36U8VtbEnquo/f5mU7RtXbbobtm4rEHQrlhSNBD5SZYAzHaOFd4nEQsxqSBBMRPaRO4a1onO1yjt4hbSWlaVcNnZCvZ1FB1M6E6cF38KHicNp1lMd4Meuh1ZEYySe/MjP9pbzEggFIO/QZgTukH0zFcJjtcwggwSJ3dRtO4hlA17RUtdwhgMUOXgSpymY3EiDMCmWMtz8DWQQYEbwTJndwg1KaFlHIt9X0PbeIDDTsB3RoZ3eEQarnK7y1+SPaatuH2czT0dtm3A5EZo4gdUGO2qtyztFXUMCCF1DAgjU7wdabF8aGyXo3IICrDyL/4vyU9pqvqKkOTmKK3Qo3OIPmkitzMfUtdFFFVlgV6KKBQArap5hd4pnbp1hnEjUU4kuRvtzcfA1SObk9W8P+YP2B9VXhqoHN2/8/Hx09jD6K6OH4Jehzs3xR9S+WDoKUpDCnQUvWd8zRHkfPHutxGL2If/AKth6buGrT+b+3N1weNlh/aWs2916vvuxz2Y0/tWT9FaXzd/z577bftLVq/psF8SGF23BIO8Eg+auIqU5SWMt5u8yPP/AKzUcBXKynXx8hrtBoRvD26VU8bchST2gD2eydamtvYmerwHt+/31qrcrLpGHukRKqW+knxgGjHGkJklbInlBiTLxvdxbWDPlkTwHBN3DvMmvNs4gW7DCerbAU97kajx3emjGX1EXTBFsNe8SVKp2cX7/NVc5UWmuHDYNTDOBdxDfFB1Ynt1aB3latiUyE+b7DkJcvtvclbfhxI7uHjNccigDiMXdcjKqpaYndlyl72vAZCJ8Kn7gXyUEJaQqI01+mqRjcZ0ezJB6+LxLa/8knMT2yUREnsc9tS3sQkVbY943Sbjam7fZv0m6Rojw4VrHJe3FoGdZysp7SSQQOIIEHsYa+Us0y1sI2cHYuRqMRaPmzR9JFaNYw4W6V+DcGZPH4Q+muXxPM6XD/CPLCntHpodT3T40oiawfNP1/X6aWwwUbyvzh7ZrIXlW2rmJCg6kxG/x3H10w5X7JT8HbOSBHnYxuUfGInraRv3A1ZMJh+u5AzGSAdygfK4/o5jUPyr2cXdEJJnyju6vYo+Cs+c6STAp09wZT9kWsRaw+HtWLC3LJtNeuEsysOkuXLgyXCxVyiuqZXQnMDLDfXXKS02hIIyOpMiCA2gBG8dUz6N8gnRNmWSsWkgL0dwQVBAhGYbwSBmEkDv7apvKq093CfhcgMp6O5biLb2ekZEbLqyXEJUqQxlX1kyW6OLJqVmDLDSyU5L3dGH5vs+++leTjA2/klgfST7Kh+RmOHGNQAfHup/yPfS8Oy4R6R2VqMxJWLO8n870D66z3EbaZrmYaZbkr3HMwXd8gH9IVoCNo3dJHorNeT+FzwF1zPoOPCCeAAVVbxB7aVko2Dk/jultAso7DxkjiRECdDGu+pG3A3AAdgEeyoDkvcC50E6EHzQFPogempa85g5YnhmmJ741g7pG7frurDkWltG3GtSTF9n2yuXXcoUidICqBA8VJnf1jT7C2QDJlt/lGQM2+Bu1GkxMabtKr7XGcPllYyKBmyEPvc50BJAVliJBKngSKk1xrZ1XKYKszMIgQVGksDoW1MTEQDJirxC58Ikq2vd122snsIFEiDqI1ZmMdgLEkDuFPMKiLOVQJ3kDU+J3nz1WMRjGVsvV65AtNwGokOJkwOsCpAbyeqYzOMLbYOWBADBZUgkiJJ1zRMk6xoABw1PFd1+YLhYpanS228/9fwWR2preNN1xFetdpyho5uVtnNp/QrPg/8AePWIs1bdzaf0Kz4P/ePVuMqnyINucbA4dhZno0U5Q8KLemhPlZmUHe8Gd+szXvO/sJGsNiFEPbALFRJe3oDIHlFZzA6mARxqm3+b7E9L0YtyswLsrky8GOsjTUrE9k1pPOBeW1gLoJ/4YtrO8kgKPPEt4A03NbiU09n9+f2jzlM//ZtwgE/yYacfIHbSvNwJwNiREoZE/nNxFIcqrsbMuN2YWez4APmpTmzk4Cxm3m2Zj5Tbt/Cm6i30I3B8vsJbcWUVlRTlDqqi2O/ys2X87Lrv1GtIc7fJYXLYu2hluhkDQB74rMEAb85SwIbsBGukUO7zdYvpmRUGUtb99zAIUBIY7ywOUTlidY7617lhtFbGHzNuD2QBxMXFJjtIVWbzGl6bk83sNcDgLeBw0rba4wAzFEm5dc+A0WZMblHad5ya2/8AhOe3ewr2+rOW4pZHWQCJZFEyR1SO8TBiT5RYy6tkvh0W4wghd+ZDvywRJjUDiBpJiqxsXlDj7sxhbaZeN3pLYJ7FnUnwED0VJI35J7DGH2ncRfIbCs9uTMKbtoZZ45WUjXWImldv/wDfGE/qD+ziaV2DirrbSIvi0HXBsItMWABvWyMxbUNrMdhHbSO3/wDvjCf1J/ZxNR0J6+gc6389gP8AzH+OzVn5X4uzbtdJfXMttlZVjMTc1CwpgE6yJ0G/SJqsc6389gP/ADH+OzS/PX/RB/XJ7HofUKuiT5JcrbWLzqqsCo6yOAcynSRBII4EHtHbVJv8h0O0jaAiz0YvlRpCk5cgPAG4DuiFkDdNNOY0/wAquf8Al2/vLVXl8aF2qEbQ3MEoXvZb11o865j+jRzW5LWlujrlRyh/BQluzhLlzqyFtKVtoskDrKjCSQeqB3mJEt9u7Es7SwnvlprbkN0ZuJlu2bgkSJglCQCRuZYmDu75f7dxdgg4fDLeUrvhyRck6MLckKRlhoPHulnb2ttRkV0w2FUEEkXrly24HeoBy6awdRximT3Ea2Plm/YKsysIZWZWHYykhh5iDUpyVwis7EiSqyup0MgTp3dtMtr4oveuucsvduO2Wcsu5Y5Z1yydJ4RUpyQ8q58j/Eta3yMi5k0w++6vAv3mvaKQsOblsHeKT/A0+KPRS1e0WFI4s4JPiL80fVTzC4FJHUT5o+qk7VO8LvFOK0tJv1Z5yA0fEDvt+24K0MVk2C24LF3ESsyUgZgNz3e3xrp8MnKMkvL9Tm8RtKPqajhD1RS81D8kNpdLYV4yyW08GI+ipgVmmqk0XxeyMC92KnV2WezHf4Q3+GtH5uz7/wDoP7RWd+7JHvGzz2Y8f3Tn6IrQuQB/lA71b2U6/pv5DL4kTnLTDao3ip9o+mqjtS/lXvMxWg8qLc2m7iCPT9VZLtvFS3cPormzVs6UZUiPxFzX2ffzVF7Sgk223XFYeqKcYm57PQI+uoLlVeIQXFktaOcqPhLucDtOUnzxTIVla5PYjOgstvS6lu5pEizJnvDAK2vd2U55NKTdxeJfQ7l18lJIX0xMdwPEVGbMxc4u+1uStyyLtuNR0jRaMd8FeFTd7ZxS0tkeVccG7rJ36j1KvcVNMhWM9pubeBvPHXuKVtzxZ+qvrYCo3lbsYRhLUSqK4jwFpe7sFTvLUzeweHUCFuZ37ItKWHobIPHwp3ymw0qhHBm/tBcvrUmoAS5XWp2aCPg3LRPcTcRo8wePNFSOItlsOjr5VsKw8w1HnFNMfbnA4pT8G2zqIjVCXJjwdB+jUjyUuyoU8Vrl8SqZ0MD90Xwl8OoYcRXFhcpqO2W3R3Xt8JlfA1Ng1lNB6Enj/wBKb42wM08QIpYLxFdZ6CBpsxYvD5F3+6eoQ4MNhr1mNXUhF7XWLiCe17iKvn81T+zBN6fzbn921RllZXSQc4g8ZBUVu4Z+6Zs63Mn5N39R41Y9gYsLdvJxLqR4Zf8Aruppy1wq28St1BFvES4A3LcDe+r4AsGAjyXUcKYHFe+q3HMK6C3MLLni78WnJ4KfHdr9+6q3yGsZLSvEs5C2l3EsdWOu5R6hNSnKbEBcNdJ/FsdPD/r6qjtkW2s2QziLjWwFB/4ds6n9NtSezQHjUBZLYWDfKypEbyoYZp7G7fpqyuWjqkA6alSR80Mv7WnfWd7KxBDyN5Kz2AafVWgi5WPPHezbgyPTXYZYfEmCFuMW6zFQipBLSc+dXZZLaASSN0gTUps9wQhJeWXcd4kAkEooA1jXQGKa27QzFuJjXuG4eG8weJJp5h3rKodzdPOnyXrsv0R691TmADlgGBBZjAzgDMA05X8sRMqpO8AU/XH21JBuQdNHc+aM5jjw+im2EBBYneT/AGRoo9rdxY0W8YFQsx0zv3knOwAA4nSIqYQ3tlPE8Q6UU/Nt7rpfYkU2gh3XEPg4P00ul0HcQfDWohcUpEshUESCyjURPCYMawYpI3LcEvbCwAdVUyCQJBUniQNY31dpMXivuvqifDVufNmf5DZ8H/vHr5+OIVFGkL28FmTLdgnSe+rXsTl3ibdhUtdGAA2TPbLHUkgtDA6zMaHhTQdbhN3t1JzY3OdeVAty2twgAZ8xRj8rRgT3gD6ar3K3lNdxBBuEBVnLbQHKO+NSzRpJ8wEmqthukJYF1hYEqhBkrOkuwEAjfI7q9wlpgzA3HMZSJy6gjjCj4QO6OFDvuKp7qovfbp/sv2L5wWuYc2eiQK1sJmzNIAETBG/Tca0Tm/EYCzGnvbRGkdZt0Vg1i0RxJ39mkn21NcnucHFWkFkm30agoj9H5epnMc3VbXLugkGOAqYsibSpVzLPsnnPvKgFy2twgAZ8xQnvYAEE+GWq1yp5TXcQwNwgBfJRZCr2nUklj2nzRuqsXLYDGR5QhXG8aRlneu6RGhnt3xJtGLcsXLBSQxM71kKSdM2aCTO7s0oSvqJPLo/t+v39DTeSfL+7YUJ1blseSrEgqOxXE6dxBjhFSW3Od5xbYpZVIGrFzcI8FyoJ7JkdxrNsBuIIgyZHAHhEaRECe7t0pttGy7IwOXUaBZneD5Rj2UJ71Y837mpLen+Za+T/ACzaxeN4g3WuowJIYzmZGzSgPxRA00Om6pDG8uGfFWsT0ShraZQkmDIuakxIPvh9FZ8tnK29wokDLJG8MsiCSIYrP5vfT+7fAAkHWIABJk9sSB4kxUPbkTjnduWxceU3Lh772GNpV6G5nADE5jKGDI08jh211yw5evibXRtaVRmDSGJOk6QR31R8TcbMFSBpJYidJgALIkzxnTTtFJ3MZD5TuheHaQAT3EnLHcaN2M5wjz70WbkXylOGus6IrkoUIJIiSjcOPVHprvlXynfEXkvZRbZEVVyMdCrswYHQgy3qFVnCnV/ln1Ko9oNL0rtbDRae5pGyeda6qRdtLcI0zBuiJ72AVlnwCjuqs84vObeugWw4w1pgc5SWuPu6nSaEKRMhApO6YJBrwNRHKG9lynKrdzCRTwk7Qs4qmyqDkZfW4bjY9mUHMbQw6BCseTOYkdmbeKsXJHy3/q/8S1JYjyD8jf8Ao1F8kT7439Wf2krThk2nZnzRSaonaKKKcUK9rw01bFagceI7PHxqUrFlNIf2aeYbeKYYY09wp1phW/dPoAV87c4Fo/hBjtf1Oa3S/wApMOtw22xFkXAJa2bih1HayzKjdvjeKw3lywbEMVZSC1wgzIIzmCCN4Ndn2enqZyeOfuo1HmfJ/Akk7nuD+2aui1R+Z0/yMf1tzd4j66umbSs3Er/kl8zTgfuR+Rhfuz/6Fgz2Y9PXavVfeQDe/p8l/wBk1Rfdjj/s6wezHWfWl0VdOb5vfrXyW/YJpa9x/L/ZauZbOX20Mlkji5geG9j6NPFhWQ4h9fvx+8+irVzm4pjiCN6qqgdxIDEx4t6qprMJj0ff0iuc+Z0FyEcQw1+/drUBtHE5Hg6qePAE/wDWpm+sEn1ev66gtvWw6sDxn0x3UIhlR2FfOHx4sgCLoJtEiRbiXuEd2WSOAPmA0W3aynO2rk9Qdk6Ak93tqici8QLmKt546S2l20e0q2Rkb0I6+Y1f3abqDsPsFMKir3CG2lcH4nCoPPduEnz+91P7Wt5rPhlPoaPaapXJLEl9obQafhIo8FWPpJ9NaCw96cb4Ut6AWHrE+cUrGRApdixiJ3GzegdoNpy0+exl8xpLk7cKsF7Ah8xUVGY7FEWr0zrbc66Qo3+cqrek09x5yXk7CgHoGlc/i1ubuF5MkuU6Q63Bw3+BqTwVyRSG0VzJ5hTXYjxKngdPA/V9VYuhpJp1pNkpeK4dagBHZw6/6Nz9hhTPk8d5O4SfmkMfQAac2mi7HZauH1R9NNdlXYW5wAQgmfjZUHt9Zrdw/wAJlzcyn84WDzYG4w32MUHHyWbo317CbiN+iKz+5i+svmNaxyrYDCY5SN+Ge4s6HcCDr3gEVjWC2ZmVbnTEaDq9HJ07GzgequgjEy442/NtRvzPaWB2G4i/TM8NTU5yjCDf1jvAGg8/GqTYx+Q2pLNN5AJgaQZ0110mZ81X/H2wVB7tPRPtoYIquVjwgdg0FWLZ2OZlCgwZbrRMIMuoG4mXCgHTeTOWDF3bLOZMKu/t9Xf5t9KbF8vKCQApgiNDI01BBBEbxwG6KpzRuJfw8lGe/wB9izYbQbydd7GT6oHmAp1YuVHWljiT4x7AAPVNLo9ZKNLe5LXFzKRJEgiQYIkRII1BG/Sm2AtubaE6Oru0HdJZwQeMFWMEbtDruK1i5St6Y6pAPDMCR5wCD66E+gk4Ju/I8uIz6MFUcYYsToR8VYGs8Se6vMLh+oIAViozSM/DUanUSTGsUmuHc+VdPgihB6Tmb+1XYwa8QW+Uxb9ommsp8Nt3X5v/AFYqqoqqpYQvAkCY3SN0TrA03cBTjDYhQIDSOAGsDsBGsdg4cNIpLD2lG5QPAAVrnNpyHtmyL+JAbMMyIxhFTg78GzDrQeqFidd0rcGtPYyi1aT4rtOpzZ21gD4em4CnXTfmN6vrratm7Q2bffoUt2STIUdBkzQJORsogxroQeyoNtgYfCYw/hGU4a9aboekTPkvKyFk3EklCWVjBgMNSCSzjYiqPSvkiewfJTCYbD58QiNlUG7cuAuJMA5V1AEmAAJOm81TeSWysPi8be6MRhrYVlVVNoMCAFUKQpVCQ5kRu03zWr8o2siy/wCEhTa6ucOuZTLKFlYM9bLw7Ki+RuMwTtcOD6KRAuG3byGAWgNKrMHNp40+lC6nZWeXuG2dbAtNati5msEgWzmFrpk6Q5wpgm0H4hiPEUhzltgfwT3gYfpJToeiyAgZhmnoxITJm0bSY41Kc5F3CmUYWziC+GAlJcob1uRny7jbzCJ3SONN+dfYVi3hGa3YtI2e2MyIqmC2okCdah9R0lsY3Lfm+s/VXJzdq/NJ/wAQra+SHISxZsi5ilRny5n6SOjtCJIynqnLxZp1BiBUjhMNs7FBktpYYga5E6NwN0qQFeJjVdN1LpY2peZl3NWbIxM4pky5G6POoFsXJWC2YkTlzRm0nvy0954Thmu2/wAGKZsrdKbJGXeuTVerm8uSNYyzuETHJ3kglraRs3FW7bNlnt9IoaVzKBIiM6nMsjx0mK85xeTCti8NZw9tLfSI05UCgAMSzMFicqgnv0HGjeg2szC7YUgSJjdO8eff55pG5gEPwR5tJ3HWN+oB17BW84nZmAwNtelRCW0DXE6W45HlEAg5QJE5QqiR2iU8ZyZweNsF8MERtQty2uSHHwblsATwmRMEEHUExpfciWiXNfQw+1bAEDv3mTqZOpruta5ouT1prV4YixbZ0xDIc6KxXKiSskHQNNSL4DZli6yXeh6R2Jy3FzqgYyqxlNu0oBETBjXdFGhvcbUlsjFJqF5WHqit151uQ1n8He9YRUZBLqohHt7m6ogKVHWlYkAgzpDLm25ubT2kv4tA+YZrVptLap8FnEw5YagHqhSJE7mgnGREmnEyS+eofkH9morkf/ON/Vn9pa+mMGdmXybNtcK5ggKttVkRr0bhQD1dZttu1qn7K5HYfBbTW01pLmHxttxhzdUXGs37XXa1nYE5HtkkEmWKqDJXMbsTqynLu0ZrXFu4DV+5+9gLY6O7ZRLdtlZHyjKouKCywqje6Z9f+XuM1Lcx/JS02AW/i7NpmulnU3FDdHYXROsw0DAG7PY4ndVlqrKXeqkZXfbQ1VMXiyRNoq2dmXXgVBiI4acafcqOWdu5dd7Qw9uy5Y2lWdLQOW2GthRldlALLr1iaT2Ph24C0BoQAWMZhw7PCrY7Iz5HqexPbILZRnAB4xqPN476ksKdRUZYFz8z10thxdkQbe/sb66kbofK209t4jOxZmzliXk9YsSSZG8yxkkzNSHJjl/ftXFN2big9bOS0AnUwGGvdU7jeSIAUs9tiScxS6CT2E66DtJOsCmN7YaJoMpEa6iTpw1rJj4mSdxs6WThlWmR9t8xuPS5gldIys7MsdhVDu4b91XmNKxb3H+OVtnXLYM9DiHG+eqyqVEjSQQy+atriupLJ4j1dzkLH4fu9jFPdfp/2Yh7MZhz+2Ppqz82x98sHtT22jUD7rxP+ySezFYY/wBuPpqW5usRlGHc7hZDHwFgmnu4v5f7JXNDflriM2JvEbg0b+KgL7VqqYm32HX2Hv7jrT/HYnMYYESTHfu3+maZYm+imCwGmokcRp9fmrnG8jsRdO4798HxjTuqubYvEa97emR7Ke8pbH/FtuDuBAYHtjSYmq/iNtsVIIBjt39uo4VNEWRXJ20RtOy6+S1u8H/RtsUPmJI/SrUNiCWZzwEDw461kPNltC7dx97PlC2sOYAWOtcdQsn5KuK2TZOls98z6Po8alkIz3m9w/vmIbizkkntkxWk7NHVM7t3fH/SKp3JjClHuSN7n6APrq44XyG9Xo0+/dUMlGW8s7kKyzr0d5Cd/WKOo18eNWLlHb97sv8AmJ+yKp3OA+4/GOYnfqQC8eDll8av+Nt5sLbP/KT9kVg43mjbwnUX2ZfzIPCulWDURyZv6EdlThFc98zYSmHaVU91dWrUn6a9wKdUeFOr3VQnuNQQQmCM37scLDx85R9M+aovCtFlz2simTB1KnTt0Q6DuqQ2CJOJPZaA87MT/hFQm0bsW401u7jvBtqASO6XHp766XCrZGPiOZF842PmximHHC2037g1+1bPnJuH7is1wHVtgf8AXdO4VbecvFEYR4EZrthD2Ede7HYYNlTr6tDVNw1yUG7d4D0VtSpmNs4L5sRYQ7gS3ogDju63dWsjDygGkH/Xf9+NY/s+7GJzfFUR5yd3oFaji9qC3YRrgAJ8lZknv+++igTOcaogLoN+vd94pvs+6Awj/X7xUMz3bup6i8O01xawJzdUkmoq0SnReQa7BqP2VcJQZjqND9/CKdXLsaASezd5yeA9J7AYNYnGnRsUtrJTBvpUghqD2VdOuYAGYEGQRAMgkA8SNRw76mbJpGqHTtCteU2ZczNJMLAADFdSJJJUgneBG7Q0YO75QJkq0T2ggMvqaJ7QaKF17jxK+k9jX1OCtsEzr+DKejADFgLQlAp0JOq5TpOlfNVp+yr9ze8vWw69HcUvaklcpGe3Jk5ZgMpOuUkakmeFPB0JkV8i0bL5b4MuotYFy89UJYtZ5Anq5WmQJOm6mHOrtzprVtWw1+1F0MGvIEBhW0UhjJkg+Aqa/hHway6W3ztvi0qsflMSJ9JrNOV/Kq5irxLAKiKQiAmVnLJLaSza6gDyBTt7FfXdGxc6/wDQb3ja/v7dVHmIUdJiI4rbJ8ZeuOXHOHYv4d7KW7wZ8hVnVAnUuI5BK3GM5VMafTUJzb8qreFa6bq3GzqgHRhTGUtM5mXtG6aG1qsEvdY85yv+818cP7RV951bgGGBbyRfsFvki4CfVWVcruUKXsYt9FcKDakMFDdQgnQMRrGmvoqw8v8Al7ZxGHNq2l0MWQy6oF0MnybjH1VFrcZxexdudTCu+CuC2CxlGKrqWVXUtAG+AM0d1Y5yP2RiLzt+DFlZVOZw5tgCR1S68T8XjBPCrbyJ5yuiRbeIVnVQAlxILBRuDqxAaN2YGYA0J1qwbR51cOF97S47cAVCLP5zEkjxCtQ6e5CtbURfIXZl+1tBVxNwuxw1xlm61whS6je24Eg+g1aNpXQNp4ed7YW8F+VmDafoq1Znyb5aZca2JxAZsyMsWwOrJXKFDMoCqB2zx1JJr3l9ywW/fs3cOLiG0NC4UHNmkEZWYEdoO/dBFCaoGnZpXL/bliwbZxGGN0NmCt0dtwpESs3CIJ3xxg9hphsLlpaKE4fAYnIWMm1YTKWEA+Q8EgQPRUdsvnRsumXFWSDHWyqLltu/KxzDtykNHaaT29zpW1t5MJbIMQrMoVE71QE5iOwhR47i1+YteRYebPFZ/wAMfKyZsY5yOIZT0doEMBMNMyKyDl6f5Zif65/bHs0qy83HLm1hrdxby3nZ7pfMgVt6oDmLupzEgndx31T+UuOF2/duKCA9xmAaAQCZ1gkT4E0knsMlubdtMzsl+3/Z59P4PXG3sM1/ZFxMP5V3AMtoAwSWsQqg8CZy8INVDF84lg4I2OjvZzhTazZUyZuiyTPSZss8YmOHCqxyT50zgkVL1trtnMYyEdJbnU5QxCupMnKWWCSZ4VZGW6oVx2IHk7sm/duLbsBluhd8tbNshNSzDW3G6TBkgbzFRm2eTO0sI+FbGYku3TZrAOKuYgq9sBswW5uA0BI+MBxrdMRzuYQJmVbzEqCFyBTqJEktA80+evnPlDy+u4/GLeugIqnLZtKcy203nrQM7sdWeBMAQAABdgT3r1Kc75WfTHKjZFvamzcmbILyo6uNTauqwJ86sGtnuzVCc/237eD2b0SBQLirYW3/APTgKt0KvEdGVtRw6QV57mpLv4HdLk9G2JuGxmGuUAC4R+YbgYAfGVzxFUDno2imIxuYEMMOGtW+ImffWjtLjLPEItTGNyorySqOrqfPG2drFrYUKQiP7yGyh1BEsCN5Wd3cFkzvV5KbRul1GdgJylt413SKvnKTZ/SIyrbzMV0PVEHgSTBiddKhOS+wehZDcZQzFs6lgR+bl760OJk1bFw5NuSBmMnUE9sVO2H6w8aqzWsSre8rZy8M7NrPGFGnproYPGvAZrAEg9XODoZ3xUDq6Mea7SFxqTzV6KxnUPoz3Elhhhsc/A4sKviqS394K+ilr5h9xry1sL+E4ByVvNee+hMZXQ5UKg7wylRv06wr6fQV0INaVRzciepmR+65t/8AY17uu4c/+8lJcl2/ktkzH8mtyeybQB9RqQ91XbnYuJ7nw5/+4t/XUFsezmwGGB8k2LOfvQWwSP0jAq26g35CRVySIttt5iegw73FBPvjFUVu3LnILDfqAR31F49pJN2yyk75yuvmyEnTvFWHau0UtLLkIBAUEgGI0AHqgVWLm2Llw+9qDI0zo9kR2hmDZvMKwm4iNr4a2R5CqYGVgMpnuK8eO/tqi7WvGSpMMJyn4wn2js4j13TauPUq+e2wygwy9Zc44FoBGoiWCxWT8odtBkZhKsveNCo4EaHhupkJIt3MmMyYu7EF8Qtrs6tlAT/auP5/CtitiFA7vrrMuaiPwaxpq+a427yrjFzp3BgvmFaRffs4AeigZENtVYJy6Zjrp37/AFip7ZZ6nm9etR2OSY8QPv3082buifN6j7KgmjFOX17Qj4l6+g8M1u6D/wC/6q1bk91sHa/ql9QrLedqzluXZ43iR+lbt/Qi1qXN9rhLXyBXP43obOF6kFs45bpHfVtwyTVU27by3Z7/AKatOybkqKwyNhOYceykNtP1Y+8caXw1RnKO5CkcfvpSEIYcl3lMSR8ayPQbrHf5vTVe2vitFEjU3HA372ydn/Lb0d+k9yQYDDXj/wA5h4kWlPtYVWNswePk2gT2ao98gaTOV538OFdXhlSRh4h7sp/ObfnD2lB33LrnT4qoi+Pw/Saquz7vU8BU1y6vSUG7LZSB8ubwI7iLoqr28RCGa2IyM55P3c2JcMYVcuc9gA9pmAPGtN2eTefOtkEQAty9HRogHwE3sT2n0isp5GsHvQTAa4SdJzEDs+Kqjed3eTW4bKxdorlEuBocskAxuOXQR2GhAxG47ke9IGUb7jLkQ6kdRdSR37t9NMRduRBUDtyDh6KsOIxYYEKHECT1OyNwUTp3A1WcfjM8jRgJJAzK4HaUcBtIHAxQSdcm1fPcLQAYgSCZHGBuEaa1IXsKHYwWA3MQ7AEjgFBC6bixB7N4kMeTlvrEgyCI08QfZUphMSoAUsA24r8ImdTG8ydZ89ZZ/FsXxScUpch4jARJAGg1Mes1JG8QQBvM79wAiSfCRp3jxqLvKSOqQNd5GbTuEjXvMjuNO0w+g6zSNzSM3siD8WI7qpdF7vkhTEq4IIaSdCMoiQCVgH9LewnQTSuJYMAAdHMEjTqwS3eJAy9onupG5beCMyniJQzIMjUPG8DhXfRdVcp1BzAkaEtJIIG4HMfDQ6xQVU99n9+pzfxpBZbaDqASToFzbsqx1gBJ4U6GLbORrrmCSBllUneNZBDAg7+G40jZUNmkEEqFbw1iDuaJJkdusbqcjByZzHtA0gP8YaTO8xMantqU0I4ze6f3/wCfUdXsSQFKicxXvgEjWOOk7vXSWGtEsxGYe+aksYyiBAWYJMESRpM76cYewBu82pMeEkxviBRhLnlDsJ48S7kT2aQfPUp9glC5LUzu9q6j4ssfQygecsT+ia6NcLcVZzMsnVtRv8OAA0FdlgdQQR3GaRtci9QklbXMYbUxpUHKAW0hSYLAkAx4TwmKY2MNcbVpmZUk5SrAEKQNRBVtQRE5qlMdortGoRteOgJgGuNjz0Vud/RpPjlE+urVtC18jLPC5z95uui++o6Xv8/jRRXk1UaQNFFFCBhRSeIuwCfR3ngNATJ7gab4G+7E5lCgd5Jzdk6bhv03mOBpq6lbmk1EeV4TRXhpWWI8fdVa5cfzS/L+irI26qzy8PvI+X9Ap8XxoWfwsm8P5Cf1afsis65I3SrqQJObj4RWiYE+92/6q3+wKy/Ydzf8sVr4b+/0/cy8T/b6n0jg+eDo8OLNrCZMtvIj9PmhssByvQjMc3WIkSZrMsXtUAE5CT2cTTHYWJLArMga9/ppXE4PrA5jABleBncfNVkY1yM82+TIxuVIBMWDO4ywH0Vw/KxuFhfn/wD60Y7CjKxjtqGKU+5XsS/++NzhaT5x/wBK8HLa+DotseYn/FUObdJm2OyjcLKQtKJTa21OENYrOtQnyA2oLO07FzU5XxJdV8prfQXCVAMSSV0BO+K+r+Tm0ma3bZXaHEr1ju3lo86jxNfH/JawTtO1AkIzu/YECsGmO3MFHaWA419WciMKVtoSZgKi9yqpBP6TS3o7KiTa5EwV8y0bRuC4htXR0iOBmtv1kbURmUyD1oOvZ3UirhLQRAAFhbY3KqAQDHYANB4UwxGNys8akBAo/OYsB7ZprjMX0VolBnuM4S2Due8w3s3FbYDXXI3KpAmIpsc5XVkZYKroY4zCe+BbfWvv5V5lDG2salQZCACP7MyWUGw7F2AlpGCSS5Bu3WJa5dInynPWIEkAAgAEgRJrzk5svLxzGJdz5TvvZj2SToNwCqBooiUv66DQTDEcR2DiO8+annLoVQXUisRbGU5cqooMsQAABvjcIHdppFZty75F28WhDKyg+S+673EDQKD8VgSRvg6Vo2Mu9I5VR71aMdz3Rw7Clr1vPxDKrYSa5XE8ZKL0w9WdXheDjJapr5IyHk9sC7h2VT17agAMohgBulePm9FW0YvjB8mNQR6j7KuCbN7fv95pW3s4D7/ffSw9p5Eqkkxsns7E3cW19Sh3LxgwD3aGlNlXmL9aQBrrp5huPE1fkwoqI29h/JRNGuTJESttYLsO/VUB4M61ZH2pJv4fqVv2bGviZh3PZfRrkB1LCTlkTqEHqyca0zm5ssuDsZ1ZSbSmHGU6iRoROu+pjHclbF22EewuXgMo0+me/fSW1tkXWAW3ejLGrLMACB2T99eNZ8/G+IlsaeH9nxi/el9Ctct7e4jgfVTjkriJUDsqxbL2WYC3HzmSD1QARMxEmI3TTDa2yBaYtbhV4iNJ9lUrP0ZfLg/8WTeG3TVV5YYqBv1PqH+tP8NtzSGU+IgjziqrymL3W6iyN+pA9pFWxlFvmZXgyLoP9h3SuAY8Wv3SO85UQegrFUTlFtF2u3LaFTmudEpmAVlUSfFQJgjce2rxi9mX0wuFFoSiktfIAZrd03MzTJClFJgTAIXU6iqNiNjKpzux6zOs2yJE5kViGzQROYFC6yJDQJPVx5IqN+RzMmNylXmUvlLtUu5uE6M3VPHIqqqA9+RVmlOR3IXEY7VCLdkHW4ylsxEA5FEZh+cSB41oOD5BYV1XMruBBE3IHdomXTuq2YDZqWwAiqoXyQBERugjdWeftOCVRTNsPY+Ru5NL6iXIvmow2GE5BceNblwZ274E5Uk65VA4b6ujWUAjKCNw0nTu7PNUds/beoRzPxW4n81u1uw8d28jMz2riokjdx7OzTt7fRV2PMsitGTNgeGWmRG8osOinPAgkDMAMyngHPEaaHzdhNb5WYxejRlbI5YIzBiAQQSpYfCQnqnNqM2+prH4oMpVvJYEED2x46g91UbE2iysrdpB7m7R4761QlfMyyiPuSbnpHG6R1hwDiNR3MrA+mrUpqs8jbRhiR1gApPbBMffwqzIKz5X7xoxfCd2xTi+eqY3wYpIMFjMQJMCTAnsk8aVa6NNRru131Uy3bkd/hQjqkEnyQOP1AcTwpa2IAHYAPRTfC3FMlY3kExxBg+MERTiahkLueg06svTOaVsXBukT2TrQD2JK21e4jdpoSQJ46nU+IWSPAUlZNcbUvZUJG8bvEgjzxMx3VEnSZZhjqml5jPaGPK5ltZVVYDOWAhjJKrPlNAOpkkzxE0th7nwXRkYQA8lgZ3TcM5iTwYnxpniMMlu5AzKzEdGysoBAUCH6Q5CwbMd2br6b6etibgkXLJYcSmUmO9MxnzHzCsyk73/AIOtkhHQlBLfe26k/Pd0+u3pQuH3ht4GveDOo8dRHb5iUNkg9Fb1PkL2dg7RXltpMayFaCwg5GCxmnXMCVBnspTZ496SDHUX2CtkJXD1OPnx6J+gvcXvI8I+kGvCNN/n0n2R6q5ukhTrqATu7O6fNvpO1eLAwV0OpHWXdP5scD4EdtCRQ2dXmyqSSTA4x/hApthcT5RJMCIDat3ERvzHSBxEUpbloPAeTpozfGj4o4du/spxk3EgSNxjd4dlNy2E3luhCxaJOZ/0V+L4mYLEaE8Nw4ytBneI7Mpn05o9VeXXjUlQvfp65jU91JNdYxkEDizqR81ZDfOy9xpXIshj2/f7/T6C1y5G8gDtJjXs1+uvQaaYnABhDMWB3gxETqABAEjSd8cZ1p0BSbljjFLZ7g1VfnA/mP0x9FWhhVX5wP6P+mPaKtxfGirJ8LJjY1ybNr+qtj0KBWVbNeA/yvrrT+TJ94tfIX2VnfJjAi5da2Wy5rhExMeVwkdkeetXD/3mXif7Sb5KbSVcxYnLGrBWIBniY0qevbTtkbz45G+qm9nk1ktvF541JXcpy7swnjFTrXgbe8eT21cmUTRV8dj0ykZt8xII9oqGN5fjD01cMdYUqJAOlVy8ihwTAE60OVCqIzQg7iD56bYufghTrxaKkNr7Zzt72MoC5Z3Ejju3A9n/AErrZADJ0Z3G9anwIaf2RS+JboseGo2zK7bU4ttUfbuU5ttWY3mg8zGzEIxFwgFziBZSRu97t3C57cgJIB0kntrdLHURQBGURr6BWQ+54wWdMUderiREdrWbM+MhVHmrXNtWSoQEakA+ndr293Cokr3HhyohLb5sVdzEhRbtQBqSxLggHgYET31ZCglAVHVBKgbk0y7+0qWE+NVjZtmMZcZtFNmxBJ0lWvT+0PV2Vc8HZUyxZSN2jAk9gEHTz1HLcl7po5wuKhSeMx9/v21C8o9udFZd1IzgItsE6Zrhyp5s51qG5abY/BeuWJtl1BWCckzEuN4IEaA65ZOpIzznN5Rm8qHDlnBZCAi5iyq6kjqz1kYAnj2TmFNJ3yKoxpq+RqeztoKiKitIURJ3k/CY9rMZJPaaWfbyj4Q4VlOCwmLZA3Q4j9Q4PzSA3niKj22iATnuEHsJgjhuJnurhvh5XuehWXHWxso5TJ8aujylHaN/381Ywdv2l33V+eB9Nc/77WV3Nm8AW9YHdUfhpvkmDzYlza/M2m7ykUbzTbZO21uYhhx6NAJ0yjNcLb4mQU1Gmg7KxLGc4wOiW3PmAHpJn1Uy2RtnHXLyvaWIUqFMsCGIkHtnWCoBBJq+HA5GnsZ8vG4VVOz6jxeMt20ZnYBV3ntbsHadd1QAa8/XdejRiMinVo4FhoF04Nm7xT/FXBmW7iUFsKqlbU5grZQZcwAzL5IgRKz4Q9/FXcY5FrqWVMNdbeR2IOJ7zWJrobcar/Yw5Rco7GHBdrgEAZmLbp0jsAJ4CKl7BzJ771cw3cYP33VB8p1w9m1ctm2mRkYO1yGzaHVs3lHcaofMTtO/fsWkcMRZXI91vJhdEUE+UwWB5talQuDkug+v31HurT+RdNr4RbZhRKkTJO6mavrUtyu2kgTIOEazqe7uH+lU9tpk0RjZY3XMteyMeRqpiSs9hCsGAYHRgCOPAkcTWHcu+VNy5tR+iZVtjEoq2xBHwBc0I1DNmMHQSY3Crdt3lQlhCblwCdQvwmI4Ko1J9XbFZRyByviWvXmC6u4UmJdyd08FzR4kbq6PCRlBSb5Vscjj9E5xiqu9/kbJsbHFAATuHbUld2tVWe+h1DD003v3hHlD01meK3Z0PGSRYMVtH86OwzxG7wjtp/8A7VzpIjVQx7iCVceAdTWeY/HgKTJMfFBY+rSpbkWSbCGGGbOYO8BrjNBE791buFxuN2crj8sZpVzJw39+v37vrpk1uW79J8YH0CfPT8Yfi0AEjj6B5+wUtdweqRIEtmgwd0jUboI4VsUkjlyWw72dYyiPOfH76U5xN/Ko3CWAk+SsyZMandAEiSVGlN8Fe6vWIBUdfgBHwj2AgZvCnWIunLKzqRqBJAPEDieGugmToDVLu9y6/c2OrnWRgd5DqfHVTHdxFMcGQA7hROjDQDfatmBHfOnaT206w1llAkzMlgY0JMyCAJ10M+IjcW2IXKhPdu/q8zD0hQKldhJW6k1yH2BSFA7BHn4nznWnqGo+wzLGeDPwhpBJ0BHZJChvCe2ulxbZ1UgL2/CB4AKdIkzqw3iI1BKND64pUdriT0hWB5Wndb6OZ7z0gK0tbtjpSSBoiRpxzPr6hXl6wSwIMQpAPeSJBHEaV2zhWliBKgecHcOJPWOg7DR8hGn/AHdxcYZTdEgao0+IZfoNSN1JyDhJ/YYD2+qmdnUqQDpI1EaEdh13gb6fODoRvBnx3gjxgmO+Kie6otwJRna6/wCiLyA9W7dHVGiKFOWBHWkM8g9pgiDrrTq3i13dKs993KT+iQfRrXuzrDoIWHt/BHkuPH4LQNJMHTXWnV68Dowgccw3+G8eueztrNFV9/udbJkTdc15V6+7V35DS7agqZkszCT8TIx9ErI8a72cPe0+QvsFKWsOACQIHWKrO7Nqx3mJ4KNwn4xATeYVV3lR+isb+OvAdpkwQCK0Yl7tHO4uav5Kvrsuxzc6xy/BGjntPxVPZ8Y+btjr8EHYI7AIUgbswnWPXS9qzAAAAAHbP0a+JpDpGPkQdfKg5I8Z6x+TIkQYp3KjNHC5c1/oVBgdYjTedwjzkx6aRS4x8mCODEFR5hMv/ZB4GukwxmWObs0gA9wkjwJBYdtKorcSD4CPaT9FLuy33Y9L/T+fvYRtYbrZiSx4TED5IA6vZpv4zXYtDXU6/nH1a6eaugpjeJ7Y09En217lOmo79N/hrp66lUhJNy5nCr3nz6+aa6rzKZ4R666y0AjhqrXL/wDo5+WvtFWdlqtcvh/Jm+Uv7Qp8fxr5i5PhY75LH3i18hfZVC5LYfNiGUmJvf4jV75In+T2vkis/wBjMRiHymD02h3CekMVr4fnP76mTiuUTTDs5TmEn7gU3sYJRaB1nLO/jUqPKPm+mmSt70e7MPQxFWJlMkqInbWOyIDBOg7tTVKxeJLGT5hwHhVz5Vp/Jz4J+0tUSapyt3RfgSqxQGpTk1di8nZnB9E/XUQpqR5PH31fP7DSRe5bP4WZNbu08svV/ucyWIVlDYvCBSpJfNdyrBhg0WplTodOB7KNqc0WItPHT4a4BHXttcKkngM1oEkcYBqp5IqOpvbkalgyOWmnfM0D3INu2U2h0msXrRC9xsiTprwitG5Y4xWcAQcsqoVhpABbqgTAmNYkjurO+Y43Nnpi1YWrj33tskM8obaZZKws7+49/CnG2MRiLzFjetqTwW20+eFE+c1ohxGCeOtaX5i/hc8J24vyG+38WFxVlrlwIMlwMp1LBQGBUD4YgiDpBarJgrF26oe0bgX4J6tqR3Ai6T4tFZ3tLZbsym9ctMEYEHIQ4g7gSdAdRHeRxpxhdqLZY3LTnpCeszMTn7mBMFeGXcvwY0qrJxmGMFGO78uVF2Pgs0pOUtl58/oTfOKXuYXEWnJJW3mXMoDyhzjySUdSUjOp3mDrux3m/wAf0eLwz/Fv2pPcWCn+yxrZdo7fW/bW4sSDMEzlMQ6ntUjMp7dDXz5hL8GRw1HmMiqcnSRZgfOLPtBmisK5Qci+kuEkTM+tifprZ7GLD2lcbnthh+ks/TUZcw/GPvJrbDmznZeiMOvc2w7PX/r4U9wXN4ANV9f+p031rFzCiT3er7xXtiyDA7Yn7/R3U6ZS0UnY/IK2DJHoFXLZuzVta21AKkEbt4g6k8NKk8PbHr+/ppHaZi251mD6aiTtUStmRPJPbqY+5iunhDh7qoEDySrAkOV4DMCo8DUPy55xFsDoLC66DsAPDxmsi5MWScdcIYrLNJBIkSTwI0kVtuzcGoupde1mu2ZBDiCxKmGg8QTOv0zXF4rg1jetcux3uC43xfclz6PoU/k7yKv4m502PcpZHWyMYdx2Bfgg8WOtO+W3LZLCrasKFQQqokAAkwvco7zxIo5Xbau3RcOqlWMDgRodDuKzoRw41TNqbJDIxO5xIJ3zvXzgxWWK1by5djou43o5nltr93M/S5ddeqDEGI6wPHT76Vnb238TbDKWUETrlG7gdZGvhWsYPYy/gtrGJqtxejxSgTkxCAFbkCQA6ak9mQb9Kyrl9YnrR5SkeOXSfCCB5q1YGnOmjLxuOUMd2767lWsXnuIGdizGZLHscQNNw0gAQKcYDCGWJ+KPDy0j6aT2J/NJ8o8PzrgPtHqqZRCEJ/Otj9sx/ZrrxVI85LdjuzhRA0ruxhtT3j6/qp1glkCnSWYj7/ffT0IOORdkC4dPgnTvkVcDZGkaRuiB4+Y/fdVb5PLF7xDD1T9FWmKpy7MuxrYQOCUsG4zMzv8ApAG/KIHaDT+2KSUUvaWqJOy2MUnsJDErqCG7D7259i6inaYjsVz+jH7cV2iU6QUjaLFF9/oMxcP4t/7H+euW1OqNGUyOr8L9LsHrp/TTaeIIDZRqqhySY0kwAIMlspEab980Jiz91W2NbivlyhTvADEjyQQZOs5tI7J103UYHDkosk/zYUAJIywO3eTAM6U4TaHWIIgawPhSAukT1i0mMvZvMyEkxJ6MBA2ZCoIgtPaJA7DqDBBEGKbczNwbu+n6EjZeAB1jAiSpk950rqyi5swXrHecpn0xSdnES28EHySO2NQT28fDwNPrQpORpVSFLVzx9B+qndpxSNkU5QUEnvRDw8CRPjBE12tsDh5zqfSZNerXUVNIZzfKxG5YGVgoAzTuEakRJjzegUlYtFQdATvLF9WMfCOWAOEDQDcKeAURU3SoR7u2MugJ8uG7phfmiZ/TJ7opcT2D0/6UrXlQkkM5N8xLXsHp/wBK5aewen/SlWHZ9+31cfburk0AJQ35vrP1V4c3d6x9dLVwaLChIE93jJPqgTr3ioz8KujICgJIOaFMA5gAMwJAhZJmpivDUp10KcmNy5NojNkXbhDdIAIMAAR9JqK5eD+TP4r+0KszVWeXj/yRyNR1Tv7+2mi7mvmQoOONpu/NivI4/wAnt+FUPY/9Kf8Arz/emrxyFacNbPcfbVBsXIxV3+vb1XTWvh/in99TNxPwxNfAqLPkXR+e3r1+mpW2hI0phjbEq4g6g+yrVzKJciL2+Jw7fI9mtZ9NaHjrZNhhB/m2H9k1TcDsljBZTHAbifqFU5U21RfgkoxdjXB4Yt3Dt+qpS3CuuWAAD6TGpPbS7Yc9mlItYMjSmjFIWUnJmn4bZ9kE58Qze/XbuU4ZlE3CWCSLuiK5z7pNIbTwasp6PFpbckw5w925lB4BM6jQaSCJ3nsqx4qzqfqNQOJUzvHr+qvPTpc0eui5vbV+hEHk1bFsi3tBVuGDcvPhrt1nI3lU6S3kGsBA5A45jrTXF8mLpUC1ijPF2wvRg+AbEM3q89WjC2j3empVMNoN3pFKpJ8kQ9XVmS4rm5vt/wCKUknUlW/zmmF7moxR3X7R8c49imtsGE13U6tYbup45JIrlBMwnZnNntC1Yur0mHLMxKw9zKAQBBJtjXed0bt++q7heaXHTAS2fC6P8QFfUT4cRupGxhwDVss83RTHh4R3ITkTs+6mFsW7wAdLSo4zBh1Rl3gwZEHSpHFL7R6KkL7eOp+gnh4VH3Dp566fDTc4WzlcXFRnSIe6kkgduv39ApeyvZ2H2/8ASvL5108/b2D6Kc2U0+867/TWkzHqDTzj7+bWovlJc97bwPdp9/ZUsW08PZx8++q/ysfqenThA3e3dUEIxvkTZK4okbwWI04giNO6avPOfj7v4JfutcK3CcPBTMhA/CLIIBkt1gzFszEnMRuAUVjk5hP5SwmNHJPzZ83CrBzgYYfgV/f5C+ci7aI0PeO6lyRTQ+NtPYk+Xezg2DSBuQbtOHd21RthYYtbCyOqTEiY7uFa5tPDhsIoG/oxE/JHdHnmsy5PJluFePhXHjWlo60ZNO0X/mLwTPcv4RiotXLDEyTmDKwNt7amVLW3YmIAgyZygVkXPJyffD4m5ZZw6ooNtgAsqw1lRMNmBBEnyR21od5XT3y05V1BKsphgYI394kRuIntqN55dp2cWuGuopXEdBkxShQqZlMArrrqSdB5LqJlSA+LSnY+fLkyLS+i/Tv6UvkkYpsbCHobenw7nqb/AFqZ2pbi1/6qD5qXJ/aFWjkvsEKllmB6t1zoNYDW2MTGsA6Eio/l5h8tq3p5V68fQF9mb1V1IO0jjTVNiGz/ACR9+yn95NB4/RTDYq9QffsqTvLI8Pv9NWlYvsxffBuGm8mBOU7zuFTZvAb7lv8AWp9dR/JjCdJetJIHSOqAsMwGc5QWXSRrqvGtMv8ANFc4XMGfHDx7JqjK4p7svxRk1siiLil/G2/1yf5qWTGqP+Kn61frqex/NBf4DAn9an7No1V+UHNFiyOqmFWN+W9cOYfpWhFUuWP/ACLtGTpEkre0U/Gp+sX667faiD/ip88fXWZ4jmrxikytrdAi6O2TvA7B6ai9p8jb9hc98JbtqRmcurR4KpzOx3BVEkwO+q1LG3Skh3HLFW4s0O3y/wAJ+VW/OSPaKndjbUs3lDpdRwDAIbiDxmJ1110kd1fLeLugsxUEKWJUNExOkxoDHAbt2u+rzzcbVRlGHZQHJPRnhcLHyddzydB8Lx3vOFK0VwnqdSPoZbn5w9Ir1vvurK35LXV/4Fz5hPsFahyY21iHtLavu5VLS5FcRBEKIJAMxpFJCKlFu+RZkcoySoGWYngZ3iJ4T26605Rz2j1VRNphhdYiYJjUesVZeb5p6UEcFI9dXSw1DVfoZ1n9/TRYLbHupTDs0mYierE7oHld8zu4RWP8qLjLcuDMR124kcP9arTY5/xj/Pb66hYduZDz78j6NVzQXP3FfODbTu/jbn6xvrrn/a978fe/Wv8A5qnwX3I8ddj6Qzt91P110Wb7qfrr5uG27/5Re/Wv/mrocoMR+UXv1rfXR4L7h467H0fnPZ/ZP115nPZ6jXzp/vLifyi9+sP110OVOK/KLvzqjwX3J/ER7H0OXNBevnkcrMV+UXPSPqru3yvxciMRc1IHDifC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width="304px" alt="What is Collaborative CRM"/></p>
<h2 id="toc-1">Builds Strong Customer Relationships</h2>
<p>This component is crucial for businesses looking to expand their operations and customer base over time. Scalability ensures that the system can accommodate an increasing number of customers, users, and data without compromising performance. This component enables teams to organize, prioritize, and track customer-related tasks and activities. These CRMs enable instant messaging, email integration, and shared workspaces, allowing teams to discuss customer cases, share insights, and resolve issues collaboratively. Team-wide communication tools are crucial for facilitating seamless collaboration among team members. It consolidates data from various touchpoints and interactions, making it accessible to all departments.</p>
<h2 id="toc-2">Why is CRM software important to use?</h2>
<p>It is, therefore, necessary for an organization to arrange the channel responsibilities and duties. The idea of collaboration in the workforce is not new and has been redefined every time new technology innovation makes it available on the market. Cloud technology advances have made it possible for CRM vendors to deliver comprehensive cloud-based collaborative CRM software solutions that utilize the Internet’s power as a unified business platform. Having customer interaction information in one place makes your organization smarter. This reduces the need for face-to-face meetings, stamps out mistakes and redundancies, and lowers service costs. It combines CRM with communication and project management tools, creating a centralized hub for collaboration.</p>
<h2 id="toc-3">Key benefits of using collaborative CRM</h2>
<p>Look for features that allow for personalized interactions, efficient communication channels, and comprehensive data analysis. Glean meaningful insights from the visual reports regarding leads, pending tasks, revenues, and sales forecasts. Get real-time information on customer preferences and customize marketing campaigns for optimum results. You can easily share this knowledge with all your teammates to help improve conversions.</p>
<h2 id="toc-4">Choose the right CRM for your needs</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="What is Collaborative CRM"/></p>
<p>Cloud-based CRM systems offer complete mobility and access to an ecosystem of bespoke apps. Collaborative customer relationship management platform for businesses with varied teams, departments, or branches unifies client data and plans to improve teams, business processes, and especially customer service. An effective customer relationship management software streamlines processes and workflows by automating routine tasks. It reduces the amount of human labor required and encourages the use of uniform, efficient processes for managing customer interactions across all divisions of your company. Access real-time customer data, ensuring consistent and personalized customer experiences across all communication platforms and channels.</p>
<h2 id="toc-5">Improved internal team communication and collaboration</h2>
<p>Discover how it brings together sales, marketing, and customer success teams to boost growth and maximize income. The offers that appear on the website are from software companies from which CRM.org receives compensation. This compensation may impact how and where products appear on this site (including, for example, the order in which they appear). This site does not include all software companies or all available software companies offers. Fortunately, several vendors are offering&nbsp;free CRM software you can try out before making a final decision. Also, almost all vendors provide free trial versions, so you can kick plenty of tires before committing money to any of these&nbsp;online collaboration tools.</p>
<p>Improved communication also helps in resolving issues more quickly, reducing response times and increasing customer satisfaction. This level of personalization and attentiveness leads to higher customer satisfaction, loyalty, and retention, as customers feel valued and understood. One of the primary benefits of collaborative CRM is the substantial enhancement of customer experience. Tasks and Reminders are essential for maintaining a proactive approach to customer engagement and service. Unlike traditional CRMs, it approaches customer management through the perspective of different teams and how they interact with each other and every customer.</p>
<ul>
<li>These systems help teams streamline operations by automating processes and providing customers with quick access to information.</li>
<li>A collaborative customer relationships management (CRM) system focuses on streamlining communication between departments directly focused on the customer.</li>
<li>When choosing a collaborative customer relationship management platform, you should consider a few things before making a decision for your business.</li>
<li>Explore Itransition’s services to help companies build custom CRM software, along with key capabilities, integrations, and adoption guidelines.</li>
</ul>
<p>For example, the information of preferred products could be shared with marketing department so that analysis can be performed in this aspect to provide preferred products to customers. Don&#8217;t keep using your address book to manage contacts and your notes app to write down what was said during a call. If the CRM is the place you list everything about your customers, it&#8217;ll quickly become a core part of your work, saving you time at every step of the process. Your CRM will help you with customer relationship management only if you actually use it to its full potential.</p>
<p>Such an environment is a great foundation for successfully dealing with disruptions, developing agility, and achieving better market positions. This collaborative CRM platform provides an easy and intuitive way to manage all aspects of customer interactions across various channels. It is a valuable tool for business owners looking to improve customer satisfaction and loyalty, sales pipeline, and internal communication channel. Collaboration in customer service ensures that all team members are in sync which ensures the resolution of customer issues is quick and effective, which helps a great deal in increasing customer satisfaction and loyalty.</p>
<p>This includes email marketing campaigns, social media management, lead scoring and campaign analytics. By automating repetitive marketing tasks, organizations can scale their efforts without increasing manual labor. Effective collaboration requires seamless communication and coordination between different departments. Collaborative CRM software often includes tools like instant messaging, project management dashboards and shared document repositories.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="What is Collaborative CRM"/></p>
<p>If you plan to use Sugar’s most advanced sales CRM platform, you will need to have at least 10 people on your team to use SugarCRM. The Dynamics 365’s pricing is a bit flexible, but this also increases the complexity of implementation. She has written content for over 15 years for many SaaS industries, like WordPress and BuzzSumo. Answer four quick questions and we&#8217;ll create a customised CRM solution for your industry and business size. Learn everything you need to know about finding, winning, and keeping customers with The Beginner&#8217;s Guide to CRM. With all of your contact data in one place, it seems like your CRM could do something with it automatically.</p>
<p>It saves your business’s different requirements and expectations so that the loop of trusting and buying continues with you. By holding updated information, you can engage new customers, seek feedback from existing customers, provide omnichannel services and achieve growth instantly. If you know what your business demands, you can always meet buyers’ expectations and enhance customer experience.</p>
<p>This data availability is crucial for making informed decisions, personalizing customer interactions, and avoiding duplication of effort. Elevate team productivity through seamless collaboration by assigning tasks, offering insightful deal commentary, and sharing essential files. This collaborative partnership accelerates deal closure timelines and enhances overall team efficiency. From email notifications to task generation and deal updates, this automation significantly saves time for your sales teams. ClickUp simplifies processes, empowering your teams to close deals quickly and effectively. It becomes the common thread weaving through diverse operational needs, ensuring each team manages its functions precisely.</p>
<p>This feature streamlines business processes and ensures that important tasks are completed on time. Customer relationship management software helps companies measure and get control of their lead generation and sales pipelines. It can also be used for lead management, sales forecasting and managing communications with potential customers and for sales teams on the road who are in need of quick, efficient data. For example, within a call center environment, a sales CRM system can analyze the frequency, volume and outcome of follow-up communications with new leads. This can lead to better customer retention over time and an improved customer experience.</p>
<p>BitRix24 offers many useful business tools, including CRM, which is ideal for teamwork, communication, and collaboration. Another massive name in the business app arena is Sage, which has many products, including a collaborative CRM system. Simple, versatile, and adaptable, Sage&nbsp;promotes collaboration by providing a centralized hub for customer data and communication history. Offers automatic email archiving to record so specific cases are always accessible to relevant team members.</p>
<p>CRM systems can help with marketing automation by collecting important customer data for you, allowing you to create more personalized experiences and effective marketing campaigns that reach your target audience. Collaborative CRM enables you to integrate data from all your communication channels and link your call center activities to your other operations, providing interactions that exceed any single department or team role. Using collaborative CRM software, your company will streamline sales, marketing, and customer support processes resulting in enhanced company-wide communication and Customer Satisfaction. Collaborative CRM automates the back-office operation, customer interactions, and business management, which means more transparency among the organization’s teams. CRM systems offer advanced reporting and analytics tools that provide insights into customer behaviour, sales trends, and overall business performance.</p>
<p>This ensures a smooth flow of information within your team, preventing data silos and enhancing integration efficiency overall. Centralizing customer data, streamlining the communication channel, and automating tasks make business operations more straightforward and efficient. To succeed in today’s tech-savvy world, your multiple teams should work promptly and manage customers’ demands. It syncs customers’ data and information at one central point enabling various members to access it. Pipeliner is built to meet today’s complex selling needs with real-time communication and collaboration.</p>
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		<title>Choosing a liquidity partner What should you consider in search for LPs</title>
		<link>https://ukrainisch-russisch-deutsch.de/fintech-2/choosing-a-liquidity-partner-what-should-you/</link>
				<comments>https://ukrainisch-russisch-deutsch.de/fintech-2/choosing-a-liquidity-partner-what-should-you/#respond</comments>
				<pubDate>Thu, 02 May 2024 17:17:06 +0000</pubDate>
		<dc:creator><![CDATA[jb-viewer]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://ukrainisch-russisch-deutsch.de/?p=8859</guid>
				<description><![CDATA[Content How to Choose a Forex Liquidity Provider for Your Brokerage Everything To Know About Forex Liquidity Providers (+ How To Get One) How many fees do liquidity providers charge? Pay Attention to the Range of Services of your LP Liquidity is a lifeline for brokerage operations, and disruptions in liquidity services can impact the [&#8230;]]]></description>
								<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">How to Choose a Forex Liquidity Provider for Your Brokerage</a></li>
<li><a href="#toc-1">Everything To Know About Forex Liquidity Providers (+ How To Get One)</a></li>
<li><a href="#toc-2">How many fees do liquidity providers charge?</a></li>
<li><a href="#toc-3">Pay Attention to the Range of Services of your LP</a></li>
</ul>
</div>
<p>Liquidity is a lifeline for brokerage operations, and disruptions in liquidity services can impact the extensiveness of brokerage offerings. With <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> the increasing convergence of capital markets, traders seek brokers offering access to a wide array of assets. B2Broker is a leading liquidity provider in the market, offering a wide range of services across various asset classes, including FX, crypto derivatives, precious metals, energy assets, and indices. The company has won numerous awards and continues to set the standard for excellence in liquidity provision.</p>
<h2 id="toc-0">How to Choose a Forex Liquidity Provider for Your Brokerage</h2>
<p>These handy tools have the ability to convert millions of data points into understandable charts, trends, and industry insights. Complex algorithms powered by machine learning and AI capabilities can actively learn market tendencies and make accurate predictions without human error. From political, social, geographical, and economic to other relevant conditions, LP analysts keep an eye on every major development in their respective markets. After all, most changes in politics and the economy are not unprecedented and have historical equivalents. This helps LPs derive <a href="https://www.xcritical.com/blog/currency-market-the-role-of-forex-liquidity-provider/">fx liquidity provider</a> mostly accurate predictions on what can transpire in the near future.</p>
<h2 id="toc-1">Everything To Know About Forex Liquidity Providers (+ How To Get One)</h2>
<p>In her book &#8222;Day Trading The Currency Market&#8220; (2005), Kathy Lien describes one such setup based on fading the &#8222;00&#8220; level. The approach discussed here is based on the opposite notion of joining the short-term momentum. Because of this unusual duality of the FX market (high leverage and almost universal use of stops), stop hunting is a very common practice.</p>
<ul>
<li>Multi-asset liquidity streamlines trading activities by consolidating access to different markets within a unified platform.</li>
<li>Access to the allFX-Consult website is provided free of charge and is available for educational purposes only.</li>
<li>Without sufficient liquidity, placing large orders can result in slippage, where the price moves against the trader before the entire order is filled.</li>
<li>These institutions trade vast amounts of currencies daily, providing depth and stability to the market.</li>
<li>This competition results in reduced costs for traders and investors, as tighter spreads mean the difference between the buying and selling prices is minimized.</li>
</ul>
<h2 id="toc-2">How many fees do liquidity providers charge?</h2>
<p>This makes MT5 suitable for traders looking for a more comprehensive and multi-asset trading platform that encompasses not just forex but also stocks, futures, and CFDs. Each platform has its unique strengths, allowing traders to select the one that best fits their trading style and requirements. Liquidity providers make money through the bid-ask spread, the difference between the price they are willing to buy (bid) and sell (ask) an asset. Liquid providers profit from the spread by offering competitive prices to buy from or sell to market participants. Finalto, the arm of Playtech, stands out for its tailored multi-asset liquidity solutions and white-label offerings. With access to over 800 instruments and state-of-the-art trading systems, Finalto empowers brokers to launch successful trading platforms with ease.</p>
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" width="302px" alt="How to choose a Forex LP"/></p>
<p>To provide your clients with the best trading experience, evaluate the provider’s ability to execute trades quickly and with minimal slippage. This enables traders to execute large orders with minimal price impact, leading to better trading conditions and increased profitability. Changes in regulations can have a profound impact on the operations of liquidity providers. Regulatory bodies may impose stricter capital requirements and risk management rules, affecting LPs’ ability to allocate resources and maintain liquidity. Deep liquidity ensures that large trades can be executed without significantly affecting market prices, reducing potential market volatility and promoting a stable trading environment. While not as all-inclusive and strong as the above-mentioned top-tier liquidity providers, its commitment to simplicity and efficiency makes Match-Prime a standout choice for brokers of all sizes.</p>
<p>X Open Hub provides integration with popular platforms like MT4, and they can be connected through FIX API, PrimeXM, and oneZero. With spreads starting as low as 0.14 pips on Forex, X Open Hub offers competitive pricing and reliable trade execution. If the liquidity provider also acts as a white label, or offers additional services, they will charge fees. Hedge funds&nbsp; large brokers direct market access to professional traders financial institutions. Top liquidity partners will offer traders and businesses resources for successful trades.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px" alt="How to choose a Forex LP"/></p>
<p>The foreign exchange market (forex) involves high-volume CFD trades across the globe. It’s one of the most diverse and liquid markets available to brokers and high-net-worth individuals. Trading in digital assets, including cryptocurrencies, is especially risky and is only for individuals with a high risk tolerance and the financial ability to sustain losses. OANDA Corporation is not party to any transactions in digital assets and does not custody digital assets on your behalf. Any positions in digital assets are custodied solely with Paxos and held in an account in your name outside of OANDA Corporation. Paxos is not an NFA member and is not subject to the NFA’s regulatory oversight and examinations.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="How to choose a Forex LP"/></p>
<p>Seek platforms that are stable, customizable, and equipped with the tools necessary for your trading strategies, such as advanced charting, technical indicators, and risk management features. Consider the technological infrastructure and support provided by the liquidity provider, as well as the connectivity solutions they are compatible with. DEXs, like Uniswap, SushiSwap, and PancakeSwap, allow trading to and from liquidity pools without intermediaries, using smart contracts to automate the process. Liquidity is primarily provided by users who contribute assets to liquidity pools in exchange for rewards.</p>
<p>This not only saves time but also reduces operational complexities, allowing traders to focus on strategy execution and decision-making rather than managing multiple accounts across various providers. Another important point to mention is that the offering of liquidity providers is dynamic, and evolving, based on many factors – what may be offered today can become different in the future. Therefore, it is important to have the ability to continuously monitor the pricing and trading performance of each LP and make adjustments when and if needed. In the fast-paced world of multi-asset financial brokerage, having access to multiple liquidity providers (LPs) is of essential importance.</p>
<p>Depending on the validity of this information, price fluctuations can deter traders and create slippage. Let’s examine some of the greatest advantages of partnering with a forex liquidity partner. Forex liquidity is the simplicity with which a currency pair can be bought or sold without significantly affecting its exchange rate.</p>
<p>This setup ensures brokers can continuously deliver optimal conditions for trading, even during high-volume trading sessions or market turbulence. Fortunately, liquidity providers can prevent flash crashes or extreme volatility. Liquidity ensures buyers and sellers can quickly close positions, creating a fair trading environment for everyone. Knowing how every twenty-four hours in the forex market is structured can help guide trading decisions, including which currency pair to trade. For example, we can expect USD/JPY to experience higher levels of volatility in both the New York and Tokyo sessions. Take the time to read reviews, testimonials, and ratings from other market participants.</p>
<p>IXO Prime stands out as an elite liquidity provider, offering unparalleled access to global forex markets and cutting-edge technology solutions. With over 900 trading mechanisms and stringent cybersecurity protocols, IXO Prime gives professional traders the confidence to execute their strategies precisely. A reliable LP ensures fast execution of trades by maintaining a continuous flow of liquidity. When backed by strong LPs, they can process trades without delay, even during periods of high market volatility. This reduces the risk of slippage, where trades are executed at prices different from the trader’s intended due to a lack of liquidity or slow order processing. Your traders will benefit from quick order execution and minimal slippage when you have access to a deep and liquid market.</p>
<p>While the mentioned example is simplified, it describes the relevance of LPs across the financial landscape. Now that we understand the vital nature of providing liquidity in the financial world, let’s dive into what types of LPs are present on the market and how they assist the global financial marketplace. There are different types of liquidity providers in the world, but in the forex world, the main ones are Deutsche Bank, UBS, and Barclays Capital.</p>
<p>FXCM PRO is a Tier 2 liquidity provider catering to small-medium sized businesses and High-Frequency Trading Firms (HFTs). With spreads starting at 0.1 pips, FXCM PRO offers competitive pricing in the Forex market. They provide access to popular trading platforms such as MT4, Trading Station, and TradingView. FXCM PRO requires a minimum balance of $250,000 and is known for its advanced technology infrastructure. Different liquidity providers are better suited for different products and types of flows, so maintaining multiple LPs helps brokers optimise their trade flows.</p>
<p>Learn more about the reputation of the liquidity provider, check the license, and explore the track record. Financial flows should be regulated by law and brokers should be anti-money laundering. First and foremost, you need to ensure security and regulatory compliance of the entity.</p>
<p>To find an EA that fits your trading style and risk tolerance, you need to analyse various statistics such as maximium loss (drawdown), profit ratios and the risk-to-reward ratio. Viewed by some as synonymous with trading opportunities, the market impact of fundamental news events such as Non-Farm Payrolls (NFP), CPI releases, and interest rate decisions is undeniable. Discover the difference between our account types and the range of benefits, including institution-grade execution. One of Centroid’s core solutions is the Liquidity Management and Order Execution solution, Centroid Bridge. If you’d like to find out more about our technology solutions, please fill in the&nbsp;Contact us form&nbsp;or email us on&nbsp;[email&nbsp;protected]&nbsp;to find out more. For this list, we have searched and tested several Liquidity Providers available in the Forex market.</p>
<p>In this case, cooperation will be as productive and efficient as possible for both the broker and the trader. Liquidity providers help forex brokers to offer lower spreads to their clients, they make spreads more stable when the market is volatile, and help improve the trade execution speed. B2Broker offers innovative technology and liquidity solutions for FX brokers, crypto exchanges, and institutional clients.</p>
<p>This is essential for brokers dealing with institutional clients or those offering high-frequency trading (HFT) services. A broker may struggle to fill large orders without deep liquidity, leading to poor execution and possible client dissatisfaction. A robust LP ensures brokers can meet client demands, regardless of order size, while maintaining market stability. They can also offer competitive pricing and spreads to their customers, which is ideal for long-term forex trading profitability. The rise of blockchain technology can potentially deepen liquidity pools for traders and maintain risk management on their end.</p>
<p>Similarly, the more liquidity there is in the market, the easier it is for traders to buy or sell financial instruments without significantly affecting the price. In simple terms, liquidity describes how easily a trader can buy or sell a financial instrument with minimal price fluctuations. It represents the depth of the market and the ability to execute trades quickly and at a fair price.</p>
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		<title>Prime Brokerage Providers, Instance, Requirements For An Account</title>
		<link>https://ukrainisch-russisch-deutsch.de/fintech-2/prime-brokerage-providers-instance-requirements/</link>
				<comments>https://ukrainisch-russisch-deutsch.de/fintech-2/prime-brokerage-providers-instance-requirements/#respond</comments>
				<pubDate>Thu, 28 Sep 2023 22:22:41 +0000</pubDate>
		<dc:creator><![CDATA[jb-viewer]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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				<description><![CDATA[Another supply, who preferred anonymity when discussing confidential shopper information, also verified Barclays&#8216; fifth-place standing. This milestone happens prime brokerage as CEO C.S. Venkatakrishnan is ready to announce the half-year financial results on August 1. The performance of Barclays&#8216; funding banking division is beneath intense scrutiny, notably because of considerations that a method to transfer [&#8230;]]]></description>
								<content:encoded><![CDATA[<p>Another supply, who preferred anonymity when discussing confidential shopper information, also verified Barclays&#8216; fifth-place standing. This milestone happens <a href="https://www.xcritical.in/blog/prime-brokerage-what-is-it-services-examples/">prime brokerage</a> as CEO C.S. Venkatakrishnan is ready to announce the half-year financial results on August 1. The performance of Barclays&#8216; funding banking division is beneath intense scrutiny, notably because of considerations that a method to transfer threat to other sectors may impair the unit&#8217;s aggressive edge.</p>
<h2>Payout Within 5 Minutes On Promoting Of Shares</h2>
<p>Morgan’s complete service offering includes commerce execution, securities lending, and capital introduction services. They are known for his or her strong danger administration framework, which helps purchasers navigate market volatility and achieve their investment objectives with confidence. Ans &#8211;&nbsp;Prime brokerage providers supply valuable support to hedge funds by facilitating entry to analysis, assisting to find new buyers, providing choices for borrowing securities or money, and offering various other providers. These providers effectively allow large establishments to delegate quite a few funding actions, enabling them to redirect their attention towards their investment objectives and general strategy.</p>
<h2>What Is Margin Financing In Prime Brokerage?</h2>
<p>The information talked about herein above is only for consumption by the client and such material shouldn&#8217;t be redistributed. Deciding on the right prime broker entails evaluating parts such as measurement and service range. Please maintain adequate free balance in your linked Bank Account, so that your account is mapped to the pay as you go brokerage plan publish profitable debit of prepaid brokerage.</p>
<h2>Here Are 5 Explanation Why You Must Contemplate Investing In A Premium Dealer:</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/09/fundamental-and-technical-analysis-what-the-difference-1-768x576.webp" width="402px" alt="Who Needs a Prime Brokerage"/></p>
<p>The risk of loss in online buying and selling of shares, options, futures, currencies, overseas equities, and fixed earnings can be substantial. ” noticed 19,646 Brazilian futures contract retailers who began day trading from 2013 to 2015, and recorded two years of their buying and selling train. The study authors found that 97% of traders with greater than 300 days actively shopping for and selling misplaced money, and just one.1% earned more than the Brazilian minimal wage ($16 USD per day). ICICIdirect.com is a part of ICICI Securities and presents retail buying and selling and investment providers. ICICI Securities just isn&#8217;t making the provide, holds no warranty &amp; isn&#8217;t representative of the supply service, suitability, merchantability, availability or high quality of the provide and/or products/services beneath the offer.</p>
<h2>Breaking By Way Of Bottlenecks: Driving Efficiency And Precision In Nav Administration</h2>
<p>Even day merchants who make tons of of daily transactions are not trying for prime brokerage corporations as a outcome of their trades normally usually are not too troublesome. Prime&nbsp;brokerage companies&nbsp;revolve&nbsp;round facilitating the busy, multifaceted buying and selling operations of enormous financial institutions, such&nbsp;as hedge funds. Central to their role, prime brokers allow hedge funds to borrow securities and enhance their leverage, whereas also performing as an middleman between hedge funds and counterparties corresponding to pension funds and commercial banks. Major Tier-1 banks or funding corporations, known as prime brokers, are important financial entities that supply numerous services to corporate shoppers like hedge funds, asset managers, and high-net-worth individuals. Additionally, the prime dealer provides stock mortgage corporations, portfolio reporting, consolidated cash administration and different suppliers.</p>
<h2>Function And Operations Of Prime Brokers In The Foreign Exchange Market</h2>
<p>A supplier facilitates the buying and selling of securities, such as a result of the purchasing for or promoting of shares for an investment account. A prime vendor, as an alternative, is a big institution that gives a multitude of corporations, from money administration to securities lending to danger management for different giant institutions. As service necessities elevated, broker-dealers began offering specialized services.</p>
<h2>What Sets Pbs Other Than Typical Brokerage Houses?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/cryptocurrencies-tokens-differences-768x432.webp" width="401px" alt="Who Needs a Prime Brokerage"/></p>
<p>Traditional broker businesses are designed to cater to the needs of small and mid-sized investors by providing important companies similar to deal processing and execution. These services are essential for those with minimal buying and selling requirements and don&#8217;t need in depth consultation or assist. Prime brokerage houses include extra cutting-edge functionalities and ease of use than conventional brokers. Regular brokers provide simple profile management and important dealer execution, whereas PBs have a extra tailor-made influence in your trading achievements. PBs can present higher help and course, permitting you to make more educated investment decisions. The funding manager can create multiple tier accounts by adding Advisor, Proprietary Trading Group STL and Multiple Hedge Fund grasp accounts to their account structure.</p>
<h2>Apply For Hedge Fund Certification Now!!</h2>
<p>These further providers are designed to ease and improve the operation of a hedge fund, together with risk and efficiency analytics. Prime brokers typically partner with risk management service suppliers, such as RiskMetrics Group, to provide their hedge fund purchasers with daily risk and performance analysis services. A broker facilitates the buying and selling of securities, such because the shopping for or promoting of shares for an funding account. A prime broker, as an alternative, is a big establishment that gives a mess of services, from cash management to securities lending to danger administration for different giant establishments.</p>
<p>These are the conventional prime brokers, usually big funding banks that present quite a lot of suppliers. Given the complex regulatory setting, prime brokers often provide suggestion on compliance points. After six months, ABC has grown and its funding technique has become extra superior. The prime supplier will then assist to safeguard their wealth, acquire data for reporting and accounting, stability their positions, present financing (leverage), deal with dangers and collaterals, and further. A prime broker may supply in-depth analysis and discover new investors for hedge funds. Since they’re more energetic with buying and promoting and have a tendency to generate extra commissions and costs, prime brokers moreover favor these energetic members.</p>
<ul>
<li>Prime brokerage is a vital service that&#8217;s provided to massive establishments to help them facilitate their enterprise and outsource actions that enable them to give consideration to their core responsibilities.</li>
<li>Margin is when a prime broker lends cash to a client so that they&#8217;ll buy securities.</li>
<li>They usually need to have the power to borrow securities or cash to interact in netting, which offsets the worth of multiple positions or funds exchanged between two or extra events.</li>
<li>Morgan will assume the duties of managing ABC’s money administration, calculating its web asset worth (NAV) on a monthly basis, and performing a hazard administration evaluation on its portfolio.</li>
<li>There are over 30 prime brokerage service suppliers globally, with most of them based mostly in the U.S.</li>
</ul>
<p>It’s moreover necessary to look at the quality of their buyer assist and their technological capabilities. These are prime brokers who present lots of the identical corporations but through the utilization of derivatives and different financial devices. Prime Brokers facilitate hedge fund leverage, primarily by the use of loans secured by the lengthy positions of their shoppers. While hedge funds are important to prime brokers&#8216; enterprise, different giant funding shoppers that need clearing companies, or to be able to borrow securities or money to have the ability to interact in buying and selling would additionally want a major dealer. These might include mutual funds, market maker firms, proprietary buying and selling desks, and inter-dealer brokers. While massive hedge funds (typically, over $1 billion in AUM) make use of as many as ten prime brokers, the smaller hedge funds are largely boxed into one prime broker usually as a outcome of know-how constraints.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/best-crypto-trading-platform-xcritical-which-attracts-gen-z-img-3-768x512.webp" width="405px" alt="Who Needs a Prime Brokerage"/></p>
<p>This problem of scalability is usually confronted by growing FX corporations, and PBs have the required infrastructure to offer an answer. It requires the expertise of competent and skilled professionals to analyse and integrate this information to obtain priceless insights. PBs provide all-encompassing companies, including research and consultation, to fulfil these necessities. A premier brokerage can also help you clean up your portfolio and manage your threat. If you wish to defend your belongings and minimise losses, a brokerage may help you try this.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
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		<title>Rexas Finance Rxs: A One-stop Resolution For Real-world Asset Tokenization</title>
		<link>https://ukrainisch-russisch-deutsch.de/fintech-2/rexas-finance-rxs-a-one-stop-resolution-for-real/</link>
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				<pubDate>Tue, 28 Mar 2023 21:03:09 +0000</pubDate>
		<dc:creator><![CDATA[jb-viewer]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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				<description><![CDATA[Transparency is essential https://www.xcritical.in/blog/real-world-assets-rwa-tokenization-in-crypto/ in RWA tokenization as it permits safe, tamper-proof data of possession and transaction history. This enhances trust and reduces fraud dangers, making it extra engaging for investors to participate within the tokenized asset market. Tokenization reduces the minimal investment threshold for high-value property, allowing a broader range of traders to take [&#8230;]]]></description>
								<content:encoded><![CDATA[<p>Transparency is essential <a href="https://www.xcritical.in/blog/real-world-assets-rwa-tokenization-in-crypto/">https://www.xcritical.in/blog/real-world-assets-rwa-tokenization-in-crypto/</a> in RWA tokenization as it permits safe, tamper-proof data of possession and transaction history. This enhances trust and reduces fraud dangers, making it extra engaging for investors to participate within the tokenized asset market. Tokenization reduces the minimal investment threshold for high-value property, allowing a broader range of traders to take part. This democratizes access to asset ownership and offers more funding opportunities for retail investors. EOS500 is a game-changer in the real property business, offering a platform where anyone can easily tokenize their real estate property.</p>
<h2>Why Do Users Choose Real World Asset Tokenization Development Services?</h2>
<p>Infrastructure initiatives like toll roads, bridges, and energy crops can be tokenized, allowing traders to take part in these long-term investments. Provision of liquidity solutions corresponding to decentralized exchanges (DEX) or liquidity swimming pools to enable efficient trading of tokenized belongings and enhance market liquidity. Enable fractional ownership of real-world belongings, permitting buyers to purchase and trade fractions of high-value assets, increasing liquidity and accessibility. Instead of needing millions to purchase a piece of artwork, buyers can buy smaller tokens representing partial possession, reducing the minimum funding amount, and opening opportunities for various participation. To drive the success of RWA tokenization, a vibrant investor neighborhood is critical.</p>
<h2>Unlock This Story And Luxuriate In All Members-only Benefits</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/how-to-transform-your-business-with-xcritical-affiliate-marketing-tool-img-2-768x512.webp" width="403px" alt="what is real world assets in crypto"/></p>
<p>RWA tokenization enables businesses to explore revolutionary financing models, such as peer-to-peer lending, crowdfunding, and revenue-sharing agreements. Tokenization allows companies to maximize the utilization of their assets by unlocking value from underutilized or dormant assets. By tokenizing these belongings, businesses can generate revenue streams and optimize their asset portfolios. In the past yr, the founder of MakerDAO launched the MakerDAO Endgame Plan, which entails the implementation of subDAOs to supervise totally different aspects of the protocol. As a part of the envisioned future, the Endgame anticipates increased scrutiny and regulation of real-world assets (RWAs). In this text, we’ll cowl what RWA and tokenization are all about and why they’re becoming such a big deal within the crypto realm.</p>
<h2>How The True Asset Tokenization Works</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/12/cryptocurrency-exchange-software-83-768x512.webp" width="401px" alt="what is real world assets in crypto"/></p>
<p>We put advanced trading methods and secondary market connections into effect to reinforce your tokenized property&#8216; liquidity and appeal to more investors. User-friendly market interface for investors to browse, analyze, and put cash into tokenized property, with options such as asset performance tracking, historic knowledge, and investment analytics. Blockchain-based tokenization offers enhanced transparency and immutability, offering a secure and auditable document of asset possession and transactions.</p>
<h2>What&#8217;s The Tokenization Of Real-world Assets?</h2>
<p>Hivelance specializes in growing real-world property into digital tokens, making them more handy and secure to trade. Digital tokens function on international, 24/7 markets, eradicating geographical barriers and providing wider entry to funding alternatives beforehand restricted by location. Asset house owners and investors can hint the entire history of actions performed over tokenized property in a distributed ledger. It helps&nbsp;confirm asset origin and provenance&nbsp;and prevent fraud and counterfeiting. Real-world belongings need to be represented by real-world data from “single source of truth” with verified and validated data. For example, a real property property is digitally represented by its property data from the native authorities, which is the only source of fact, particularly government’s land records.</p>
<h2>Blockchain Technology’s Position In Tokenization</h2>
<ul>
<li>In the past yr, the founding father of MakerDAO introduced the MakerDAO Endgame Plan, which involves the implementation of subDAOs to oversee completely different aspects of the protocol.</li>
<li>Aurigraph DLT provides Open API Integration to the respective Single Sources of Truth.</li>
<li>Fantom’s mainnet deployment—Fantom Opera—is constructed on Fantom’s consensus mechanism, Lachesis.</li>
<li>Furthermore, Hifi broadens choices for conventional monetary institutions and DeFi users by permitting borrowing against tokenized real-world property corresponding to shares, real estate, and bonds.</li>
</ul>
<p>CargoX is likely considered one of the potential choices that make use of tokenization to deal with issues in traditional logistics systems. The company makes use of the Smart Bill of Lading, or B/L, an open system based mostly on the Ethereum blockchain. Discover the method forward for finance in 2024 as we dive into the highest 10 Real World Assets (RWA) coins.</p>
<p>Maintenance consists of updating and upgrading the real-world asset tokenization improvement as needed, in addition to fixing any issues which will arise, and providing assist to customers. Meta Asset Tokenization offers Tokenizing ownership or investment in other tokens or belongings, leading to a layer of abstraction that facilitates administration and trading. The Real World Asset Ecosystem contains the entire precise objects we use and interact with daily. Real world asset tokenization platform supports everything from physical gadgets like vehicles, houses, and property to infrastructure such as roads and bridges. Similar to conventional actual estate, the price additionally fluctuates with the usage of&nbsp;blockchain know-how, however still, there could be more security, frictionless payments, and information stored on the&nbsp;blockchain.</p>
<p>This blog will explore the combination of RWAs into crypto, their benefits and disadvantages, and some real-life examples to level out the potential of this new funding tool. By democratizing entry to previously unique belongings and streamlining processes, it empowers particular person traders and unlocks new avenues for asset homeowners. As the crypto world continues to evolve, we are ready to expect to see more RWA being tokenized and traded on the blockchain community. Artists may now turn their gigantic work into 1000&#8217;s of digital tokens because of the tokenization of art. Using blockchain expertise, asset tokenization businesses might partition ownership of the art work. On the opposite hand, consumers could acquire tokens for lots of artworks and construct diversified portfolios.</p>
<p>Digital Assets corresponding to Art, Music, Photographs, Videos, documents, textual content, singularly or mixed, could additionally be tokenized to ship value. AllianceBlock Nexera is on the forefront of tokenizing real-world assets, although details about its particular choices are restricted. Polymath’s dedication to regulatory compliance units it aside from other safety token platforms. The firm works intently with regulators to ensure that its platform and the tokens issued on it meet all relevant authorized requirements. This concentrate on compliance gives issuers peace of mind and helps to construct trust with buyers, who could be assured that the tokens they are shopping for are legitimate and safe. The automation of various processes and guaranteeing their execution based on agreed-upon phrases relies on the implementation of sensible contracts.</p>
<p>By bringing properties on-chain as fractionalized NFTs, Everlodge provides fractional possession, elevated liquidity, and immutable transaction records. Tokenizing real-world property offers a bunch of advantages for both issuers and investors. These embrace elevated liquidity, fractional ownership, improved market access, reduced dangers of fraud, and improved transparency. In 2018, the New York-based asset administration enterprise successfully executed its first tokenized real property transaction. The enterprise has positioned the $18 million deal for the St. Regis Resort in Aspen, Colorado, on the Ethereum blockchain.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/crypto-metaverse-technology-768x432.webp" width="405px" alt="what is real world assets in crypto"/></p>
<p>Existing authorized and financial regulations must be adapted to address the unique traits of tokenized belongings for RWA tokenization. Aurigraph RWAT will adhere to native legal guidelines and governmental frameworks the place it exists while complying with world compliance necessities for AML/KYC. It is an essential component of the Floki ecosystem, originally designed to disperse TOKEN crypto rewards among the Floki group. Pendle is a decentralized finance (DeFi) protocol that runs on the Ethereum blockchain. Its objective is to supply users with a easy and user-friendly platform for partaking in actions like trading, yield farming, and providing liquidity for tokenized yield property.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
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		<title>A Full Beginners Guide: Profitable Trading with the Best Crypto Signal Groups by DarthJohannes</title>
		<link>https://ukrainisch-russisch-deutsch.de/fintech-2/a-full-beginners-guide-profitable-trading-with-the/</link>
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				<pubDate>Wed, 15 Mar 2023 21:26:04 +0000</pubDate>
		<dc:creator><![CDATA[jb-viewer]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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				<description><![CDATA[Content Bitcoin: Native SegWit Vs. Taproot The World Fastest Growing Extons Crypto Exchange Making Trading With Extons. Can You Be Profitable with Forex Signals? Trade major, minor and exotic pairs with excellent trading conditions. Solana (SOL) Cryptocurrency: What It Is, How to Buy, Project Prospects Signals in Trading. Types, Descriptions, and Examples PrimeXBT App: A [&#8230;]]]></description>
								<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Bitcoin: Native SegWit Vs. Taproot</a></li>
<li><a href="#toc-1">The World Fastest Growing Extons Crypto Exchange Making Trading With Extons.</a></li>
<li><a href="#toc-2">Can You Be Profitable with Forex Signals?</a></li>
<li><a href="#toc-3">Trade major, minor and exotic pairs with excellent trading conditions.</a></li>
<li><a href="#toc-4">Solana (SOL) Cryptocurrency: What It Is, How to Buy, Project Prospects</a></li>
<li><a href="#toc-5">Signals in Trading. Types, Descriptions, and Examples</a></li>
<li><a href="#toc-7">PrimeXBT App: A Comprehensive Guide to Trading on the go</a></li>
</ul>
</div>
<p>Navigating the often treacherous waters of the volatile crypto market exposes traders to both profound risks and rewards. Rather <a href="https://www.xcritical.com/blog/what-are-crypto-trading-signals-for-beginner-traders/">crypto quality signals</a> than reactively chasing green candles or panic selling dips, prudent participants proactively mitigate downside while strategically positioning for growth. As with most endeavors, investors sacrificing to get what they pay for cuts through rampant crypto noise.</p>
<h2 id="toc-0">Bitcoin: Native SegWit Vs. Taproot</h2>
<p>Fundamental analysis, on the other hand, is primarily used by crypto investors to understand how the market sees a crypto token, its utility and its place in the <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> ecosystem in the long term. Most providers claim to have best crypto signals app or most accurate signals, but you should be cautious to avoid falling prey to scams. Counterfeit apps, often disguised as legitimate providers, may compromise your data or deliver inaccurate or fake signals.</p>
<h2 id="toc-1">The World Fastest Growing Extons Crypto Exchange Making Trading With Extons.</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px" alt="What are Crypto Trading Signals For Beginner Traders"/></p>
<p>Although similar to WhatsApp, Telegram is however very distinct in its bot functionality. This function makes the platform able to get programmed and designed to deal with messages automatically. The Crypto Base Scanner comes with automated alerts and notifications, delivering timely updates even when you&#8217;re on the move. Never miss a potential trade again, as you&#8217;ll have the information you need right at your fingertips. Keep learning by reading new articles about crypto trading every week in our blog!</p>
<h2 id="toc-2">Can You Be Profitable with Forex Signals?</h2>
<ul>
<li>It shows the roadmap for the project and provides insight into the inner workings.</li>
<li>Likewise, they can help traders identify potential entry and exit points based on technical analysis, market trends, and other factors.</li>
<li>This group of crypto enthusiasts offers comprehensive crypto trading services, including signals, educational material, trading bots, and other market monitoring services, like stocks and Forex.</li>
<li>We issue both long term and short term crypto signals, in major cryptocurrencies, which include all the information needed for premium users, including the entry price and the trading history.</li>
<li>Crypto signals fully automate and streamline the trading process, potentially improving outcomes while reducing the risk of deposit drawdown.</li>
</ul>
<p>It tends to be slightly lower than the market price but can vary based on current market dynamics. By providing a range of prices instead of a definitive entry point, users have more leeway for involvement. The interaction with Telegram bots is as simple as sending command messages in group environments. In response, bots can issue crypto calls that let users automatically place trades without getting on crypto exchanges. Individuals can use Telegram to place trades with a few clicks and the correct settings.</p>
<h2 id="toc-3">Trade major, minor and exotic pairs with excellent trading conditions.</h2>
<p>Cryptocurrency trading signals can boost trading accuracy and success, and that’s why using crypto signals is very important for every trader, particularly in this extremely volatile environment. Crypto signals have become very common nowadays, with the growth of this lucrative market. Cryptocurrencies have become a great investment that has attracted flocks of people who want to get a piece of the share of this market. Although most people don’t really understand the crypto market in depth with all the blockchain technicalities, learning to read crypto signals is important for people who want to invest in the crypto market. Crypto signals are basically trading ideas to perform a transaction on a cryptocurrency asset.</p>
<h2 id="toc-4">Solana (SOL) Cryptocurrency: What It Is, How to Buy, Project Prospects</h2>
<p>You don&#8217;t do your own research &#8211; All the wealth you have committed to the trades and the potential profits to be made are left up to someone else&#8217;s research and assumptions, so choose wisely. Anyone can start trading crypto with no prior experience &#8211; Crypto signals take the guesswork out of trading, offering up a cookie-cutter trading pattern for all to follow. The white paper, which is pretty technical for normal people, is also one of the most important documents for a crypto project. It shows the roadmap for the project and provides insight into the inner workings.</p>
<h2 id="toc-5">Signals in Trading. Types, Descriptions, and Examples</h2>
<p>This community-driven approach provides a supportive environment for beginners to learn and grow. Crypto Whale Pumps often operates through a crypto trading signals Telegram group, where members can receive real-time updates, discuss strategies, and share insights. This community-driven approach can provide valuable support and networking opportunities. Crypto trading signals are generally disseminated via different channels like Telegram, Discord, or even email. Primarily, they are used by both crypto traders and investors to acquire a competitive edge in the crypto market.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="What are Crypto Trading Signals For Beginner Traders"/></p>
<p>According to HIRN they advanced bitcoin futures traders signals so they can profit consistently using the numerous signals per week they receive. According to HIRN they also claim that they have some of the best crypto signals available online. Of course most of their competitors claim to be the best crypto signals providers as well, so take that claim with a grain of salt. Their subscription prices for their amazing crypto trading signal services is very reasonable. Three months cost zero point five ETH, six months cost zero point seventy-five and an entire year is only one point twenty-five.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="What are Crypto Trading Signals For Beginner Traders"/></p>
<p>Free groups offer useful insights and signals, while paid subscriptions provide more frequent signals and technical analyses over a wider range of crypto assets and markets. These signals provide suggestions about trading in the crypto market, including the asset class, the recommended order type (buy or sell) and the length of the trading position. Crypto trading signals shorten the trader’s research time, providing timely information in a highly volatile and dynamic market. Most platforms require subscription fees or charges to receive trading signals, and you can rarely find a free crypto signals provider.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="What are Crypto Trading Signals For Beginner Traders"/></p>
<p>As the best crypto exchange app in Nigeria, Bitmama offers a secure marketplace for crypto enthusiasts. Perform activities like crypto exchange, crypto staking, and creating virtual dollar or crypto cards for online payment. For the automatic generation of signals, this method uses computer software that operates by scanning, tracking and analysing crypto price actions using coded algorithms.</p>
<p>Traders combine their investing strategies with different technical indicators and signals that help them execute the right market order. The process entails identifying, analysing and capitalising on unmissable gains. Crypto signals can be immensely beneficial tools in the toolkit of a cryptocurrency trader or investor. However, it&#8217;s vital to assess their reliability, as quality might differ from paid services.</p>
<p>Cryptocurrency markets, known for their frequent and substantial movements, can make even the most spot on strategy null. That’s why it’s strongly recommended that you complement signal-driven decisions with your own research, which is a much more well-rounded approach to financial decision-making. For signal providers to generate accurate signals, they conduct extensive market analysis and technical analysis. That involves using advanced algorithms and technical indicators to analyze patterns in market trends, trade volumes, and other relevant factors. In the highly volatile cryptocurrency market, these signals provide valuable insights, helping traders stay informed about market conditions and make well-informed decisions. The crypto signal providers integrate with the trading bots to automate the crypto trading.</p>
<p>As a beginner who follows the instructions of a professional crypto signal provider, you can make more profit while learning some good trading strategies. Although it is volatile, cryptocurrencies are primarily trending assets that have some overextended moves. Because of this, some signal providers only offer traders entry signals, while others just offer exit signals.</p>
<p>The major advantage of using crypto trading signals is the unique opportunity to learn about and earn on the major players in the market. By following the instructions of the best crypto signal provider, a trader can potentially make more profit while learning how to use a good trading strategy. Using accurate crypto trading signals, both new and experienced traders can learn about money-making opportunities that new and well-established assets present. This article will tell you how and where to get crypto trading signals, which crypto signal is best, and how to read crypto trading signals to potentially maximise your returns.</p>
<p>To access both the free and paid tiers of Fat Pig Signals, you’ll need to join their Telegram group. This group serves as a central hub for receiving signals, engaging with other traders, and participating in discussions. For example, if the short-term moving average crosses the long-term moving average, a situation known as the golden cross, it&#8217;s an indication that bull markets are on the horizon. In the image below, the SMAs appear on the top third of the chart with the candlesticks. This is your chance to test all the best crypto trade signals for a cheaper price.</p>
<p>Last, you can read technical indicators of cryptocurrencies to inform your trades. Look at indicators like the moving average (MA), relative strength index (RSI) and average directional index (ADX). Reading these indicators can provide you with insight into the price movements of a cryptocurrency. While there are many different types of indicators, trading bots, copying trades and technical indicators are the most used signals. Explore Benzinga’s recommendations for the best crypto signal providers this year and make informed investment decisions. You can make trading decisions, test hypotheses, and plan trades based on data from professional traders with StormGain&#8217;s Chat GPT trading signals.</p>
<p>The best part is that you keep the choice of whether you want to trust someone else to provide you with signals or do the homework and follow your own decisions. Using signals in trading seems like the only natural choice if it has so many perks! Another option for signal trading is Autochartist, a service offered as an extra tool for clients of various brokers. The information provided on this website does not constitute investment advice, financial advice, trading advice, or any other sort of advice and you should not treat any of the website&#8217;s content as such. With such a robust tool, investors gain a competitive edge, making well-informed decisions in a tumultuous crypto landscape. These predictions and signals are not only based on vast amounts of historical data but are continually refined to reflect the ever-changing market dynamics.</p>
<p>Share your expertise with over 50 million traders on OKX while enjoying smooth integration with TradingView. Leverage OKX&#8217;s global reach and monetize your skills through subscription or profit-sharing models. Turn your custom signals into instant, automated trading actions, ensuring you never miss an opportunity. The smart trader is a great tool to understand how coding and programs can assist traders.</p>
<p>That’s where trading signals come in – they offer invaluable information and insights into the market that can help traders make informed decisions. Given the rapid changes in the cryptocurrency market, staying updated on current trends is challenging. Crypto trading signals counter this challenge as they are alerts or indications generated by automated software, technical analysis tools, or human analysts.</p>
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		<title>Buying And Selling Alerts: How Do They Work, Makes Use Of, Examples And Extra</title>
		<link>https://ukrainisch-russisch-deutsch.de/fintech-2/buying-and-selling-alerts-how-do-they-work-makes/</link>
				<comments>https://ukrainisch-russisch-deutsch.de/fintech-2/buying-and-selling-alerts-how-do-they-work-makes/#respond</comments>
				<pubDate>Fri, 03 Feb 2023 17:51:11 +0000</pubDate>
		<dc:creator><![CDATA[jb-viewer]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://ukrainisch-russisch-deutsch.de/?p=8639</guid>
				<description><![CDATA[Protected regulation creates the motivation to keep away from connecting to such companies that assist forex swing trading signals the companies by producing social undervaluation on the industrial itemizing platform. This measures the value of a McDonald’s Big Mac in several nations around the globe as an indicator of how currencies have been performing. The [&#8230;]]]></description>
								<content:encoded><![CDATA[<p>Protected regulation creates the motivation to keep away from connecting to such companies that assist <a href="https://www.xcritical.in/blog/what-is-forex-signals/">forex swing trading signals</a> the companies by producing social undervaluation on the industrial itemizing platform. This measures the value of a McDonald’s Big Mac in several nations around the globe as an indicator of how currencies have been performing. The concept is to work out what exchange rate can be needed to make a Big Mac that costs $5.00 within the US and €4.50 in Europe to be value the same.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/algorithmic-trading-what-is-algo-trading-examples-img-3-768x480.webp" width="403px" alt="What is Forex Signals"/></p>
<h2>Sensex, Nifty Set To Open Greater Today; Reward Nifty Futures Up ZeroSeventy Two Per Cent</h2>
<p>Traders use instruments like shifting averages, Fibonacci retracements, and the Relative Strength Index (RSI) to generate alerts. Technical analysis signals are popular amongst merchants who believe that historic value patterns are inclined to repeat themselves, offering a basis for predicting future actions. A useful tool in buying and selling, forex signals purpose to identify the key occasions at which to execute a trade when foreign money trading. Usually, these trades are accomplished at costs and times that have been specified and recommended beforehand. They may be based on charts that use technical evaluation or present occasions. In many circumstances, they&#8217;re a combination of a quantity of elements that work in conjunction to resolve if somebody ought to enter or exit a commerce.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/cutting-edge-software-top-5-features-xcritical-768x512.webp" width="408px" alt="What is Forex Signals"/></p>
<h2>The Worldwide Context: Navigating Market Tendencies</h2>
<p>In a nutshell, elementary evaluation goals to discover a currency that is both over-or-undervalued by figuring out what the true value based mostly on the external elements that drive worth actions. Technical analysis, then again, is all about understanding supply and demand with the expectation that previous market patterns will be repeated, focusing solely on the worth and disregarding everything else as unquantifiable information. Before deciding what strategy to take forex traders have to outline the basics of their strategy, together with what forex pairs to commerce. The majority of trading volumes within the foreign exchange market are focused on main forex pairs, like EUR/USD, GBP/USD and USD/JPY, however some discover opportunity by specializing in other, much less popular pairs. Yes, there are many sources that offer free forex alerts, including on-line forums, social media channels, and respected buying and selling platforms.</p>
<h2>How To Draw Development Lines Completely Every Time</h2>
<p>After a few trades, you will understand whether the channel chosen is accurate enough. In case you do not like the quality of their indicators, they may return the fee paid. Relative energy index is an oscillating indicator which helps traders analyse the market momentum. It shows values ranging from 0 to 100, providing insight into market situations and potential price changes. For instance, if a inventory shows an RSI stage of 70, consultants consider it to be overbought. Some commerce sign apps may even look at financial indicators and provide suggestions to users.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/mica-regulation-what-is-it-and-why-does-it-matter-img-2-768x512.webp" width="404px" alt="What is Forex Signals"/></p>
<h2>Should You Pay For Foreign Exchange Signals?</h2>
<ul>
<li>To succeed in the international exchange market, you want to purchase intensive forex abilities, a deep understanding of the trading techniques, trading alerts, and be acquainted with the market overall.</li>
<li>The rising role of emerging technology brings legal challenges to the surface once in a while.</li>
<li>No representation or warranty is given as to the accuracy or completeness of this info.</li>
<li>It’s additionally really helpful to study technical analysis by yourself, beginning with tools like simple transferring averages and stochastic oscillators.</li>
</ul>
<p>Identifying trends is all properly and good but buyers ought to take further steps to gain a greater understanding. This may be accomplished by using further instruments which test the strength of the development, or how volatile the trend is likely to be, for example. It is important to keep in thoughts that totally different economies are pushed by completely different exterior factors, that means economic knowledge deemed essential in one nation just isn&#8217;t in one other. For example, the UK economy is dominated by providers, making the performance of the UK service sector extra influential to forex than it&#8217;s in a rustic like China, the place its economic system is still based mostly on manufacturing.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/forex-brokers-types-768x349.webp" width="400px" alt="What is Forex Signals"/></p>
<p>The selection of probably the most appropriate strategy depends primarily on the jurisdiction and the companies supplied, but in addition on the commercial aspirations, threat urge for food, professionalism, quality of the service, and legal competence and assets. Those trying to act as signal providers are often interested in the easiest way to lawfully provide buying and selling indicators without putting themselves into any form of jeopardy. In this guide, we&#8217;ll delve deep into the realm of forex alerts, exploring their effectiveness, tips on how to obtain them, and far more.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/proprietary-trading-what-it-is-how-it-works-benefits-768x512.webp" width="408px" alt="What is Forex Signals"/></p>
<p>By spending time and effort teaching your self tips on how to commerce, you stand a significantly better probability of enjoying a lifetime of earnings. Traders do this&nbsp;as a outcome of it takes time and effort to find a way of buying and selling that matches their style. This explains why some Forex traders find success strictly using basic analysis,&nbsp;whereas some, myself included, use technical evaluation. There are even some who use a mix of both elementary and technical evaluation.</p>
<p>Since 2007, I truly have spent the higher part of my life growing&nbsp;what has turn out to be a very profitable type of trading. It is something I consider in wholeheartedly, which is strictly why I started Daily Price Action. You would have rather more confidence giving a presentation on astronomy&nbsp;than I would. This confidence would give&nbsp;you the flexibility to articulate and expand on the topic matter, one thing I merely wouldn’t be able to do without having that very same level of data and confidence.</p>
<p>Trading indicators are recommendations for purchasing or selling monetary property based mostly on market evaluation. With their help traders can determine trading alternatives, generally brokers provide trading ideas freed from charge. In Securities and Futures Commission v Mega Tend Ltd, the appellant, which was included in Seychelles, operated technical evaluation software and offered buy and promote foreign exchange indicators.</p>
<p>Where trading flooring are additionally performance-based, new difficulties come up in aligning employee incentives inside a regulated framework. I present the providers that I do as a outcome of I imagine in what I do and how I train it. My members know that there is not a silver platter and so they recognize that. They know that it’s a mixture of hard work, perseverance and structured teaching that will elevate&nbsp;them to the subsequent level of their trading profession. This is strictly why I provide a 30 day money-back guarantee on my course and neighborhood. I by no means need someone to be caught with a method of buying and selling that doesn’t work for them.</p>
<p>Whether based on technical analysis, basic analysis, or automated algorithms, alerts can provide priceless insights and guidance to traders looking for to capitalize on alternatives within the forex market. By leveraging indicators successfully and adhering to sound danger administration practices, traders can improve their probabilities of success and navigate the complexities of the forex market with confidence. There is no provided that you need to take the recommendation, so you might determine to use them as a nice tool to information your research and investments. One of the downsides is that you&#8217;re beholden to a third get together on your buying and selling recommendation. However, in relation to alerts you must search for successful rate of 60% or extra.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
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		<title>What is Cryptocurrency CFD Trading</title>
		<link>https://ukrainisch-russisch-deutsch.de/fintech-2/what-is-cryptocurrency-cfd-trading/</link>
				<comments>https://ukrainisch-russisch-deutsch.de/fintech-2/what-is-cryptocurrency-cfd-trading/#respond</comments>
				<pubDate>Fri, 20 Jan 2023 01:31:54 +0000</pubDate>
		<dc:creator><![CDATA[jb-viewer]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://ukrainisch-russisch-deutsch.de/?p=6617</guid>
				<description><![CDATA[It has resulted in a significant reliance on liquidity providers (LPs) – third parties that provide liquidity to agents and other commercial entities that provide CFD to their customers. As we comprehend, liquidity is essential when discussing all assets presented in different markets since it allows you to complete transactions as quickly as possible and [&#8230;]]]></description>
								<content:encoded><![CDATA[<p>It has resulted in a significant reliance on liquidity providers (LPs) – third parties that provide liquidity to agents and other commercial entities that provide CFD to their customers. As we comprehend, liquidity is essential when discussing all assets presented in different markets since it allows you to complete transactions as quickly as possible and with minimal expenditures. As the CFD area becomes increasingly <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> popular, new retail and institutional market players, including organizations, individuals who carry out financial transactions online, and intermediate agents, regularly appear on the market. B2Broker is ranked as a Top 10 LP in the industry, offering an easy-to-implement solution for brokers, with access to over 800 trading instruments and 7 asset classes on one single multi-currency account.</p>
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" width="402px" alt="What is CFD liquidity"/></p>
<p>CFD trading enables investors to speculate on various financial markets, such as stocks, forex (foreign exchange market), indices, commodities, and cryptocurrencies. Furthermore, it is an advanced trading strategy that experienced traders generally employ and is not allowed in the United States. It is necessary to grasp the meaning of the term “liquidity” before delving into the specific use of the term. When it comes to an asset, this concept is concerned with its capacity to be acquired or sold at its current market value in the shortest period of time possible.</p>
<h2>Can You Make Money With CFDs?</h2>
<p>You get all the benefits and risks of owning a security without actually owning it. Using leverage allows investors to put up only a small percentage of the trade amount with a broker. The drawback is that such leverage can lead to significant losses due to extreme price volatility.</p>
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" width="407px" alt="What is CFD liquidity"/></p>
<p>So to open a position that copies purchasing 500 shares of company X, you’d purchase 500 Company X CFD contracts. This is another way CFD trading is more similar to traditional trading than other derivatives, such as  options. CFD trading is a leveraged product, meaning an investor can gain exposure to a significant position without committing the total cost at the outset. For example, say an investor wanted to open a position equivalent to 200 Apple shares.</p>
<h2>Advantages of CFDs</h2>
<p>A contract for differences (CFD) is a contract between a buyer and a seller that stipulates that the buyer must pay the seller the difference between the current value of an asset and its value at contract time. CFDs provide higher leverage than traditional trading, which can significantly amplify your gains. However, it will also magnify losses when they occur, with the possibility of losing more money than you have available to invest. Rather, a position is closed by placing a trade opposite to the one that opened it. A buy position of 500 silver contracts, for instance, would be closed by selling 500 silver contracts. Additionally, a maintenance margin may be required if your trade is likely to suffer losses that the deposit margin, including any additional funds in your account, won’t cover.</p>
<div style='text-align:center'><iframe width='566' height='315' src='https://www.youtube.com/embed/uFgofijeN3E' frameborder='0' alt='What is CFD liquidity' allowfullscreen></iframe></div>
<p>Those who embrace the latest technology, including API connectivity are aspects that should be considered, as is solid experience in their field. As a hard-working, goal-oriented, and well-rounded person, I always strive to do quality work for every job I do. Faced with challenging tasks in life, I have developed the habit of thinking rationally and creatively to solve problems, which not only helps me develop as a person, but also as a professional. Speaking about my professional activities, I can say that I have always been attracted to the study of foreign languages, which later led me to the study of translation and linguistics. The reasoning is that the over-the-counter (OTC) products are unregulated and pose a risk of larger losses. Since the CFD industry is not highly regulated, the broker’s credibility is based on its reputation and financial viability.</p>
<h2>What Drives Dealers to Trade CFDs?</h2>
<p>The liquidity supports the OPC method and generates the benefits like lower cost trading, big volume transactions, and better risk management. CFD also helps in tackling the negative balance and getting better results. The liquidity providers let traders use the leverage to get the net benefit.  It also supports risk management which is a rare quality of the CFD trading market.</p>
<ul>
<li>Next, you multiply that figure by the difference in points between the price when you opened the contract and when you closed it.</li>
<li>Krylov methods such as GMRES, typically used with preconditioning, operate by minimizing the residual over successive subspaces generated by the preconditioned operator.</li>
<li>We live in a world of rapid technological advancements, and here it is again – automation.</li>
<li>Contracts for Difference (CfD) are a system of reverse auctions intended to give investors the confidence and certainty they need to invest in low carbon electricity generation.</li>
<li>A downturn in Google searches related to CFDs reflected the lower levels of engagement with the trading strategy.</li>
</ul>
<p>Core liquidity providers are typically institutions or banks that underwrite or finance equity or debt transactions and then make a market or assist in the trading of the securities. Liquidity provision in modern markets requires diversity among liquidity providers to facilitate risk transfer and efficiently match buyers with sellers during continuous trading. You must remember worth and movement is not related to the underlying cost of the asset itself but <a href="https://www.xcritical.com/blog/what-are-cfd-liquidity-providers-and-how-to-choose-one/">https://www.xcritical.com/blog/what-are-cfd-liquidity-providers-and-how-to-choose-one/</a> rather to the value that investors and intermediaries put into it. CFDs are a broad resource category as traders can offer documents to deal with shares, crypto coins, fiat banknotes, precious metals, etc. CFDs are traded on margin meaning the broker allows investors to borrow money to increase leverage or the size of the position to amply gains. Brokers will require traders to maintain specific account balances before they allow this type of transaction.</p>
<h2>Example of a CFD Trade</h2>
<p>For CFD algorithms that feature good parallelism performance (i.e. good speed-up by adding more cores) this can greatly reduce simulation times. Fluid-implicit particle[78] and lattice-Boltzmann methods[79] are typical examples of codes that scale well on GPUs. Large eddy simulation (LES) is a technique in which the smallest scales of the flow are removed through a filtering operation, and their effect modeled using subgrid scale models. This allows the largest and most important scales of the turbulence to be resolved, while greatly reducing the computational cost incurred by the smallest scales. This method requires greater computational resources than RANS methods, but is far cheaper than DNS. In computational modeling of turbulent flows, one common objective is to obtain a model that can predict quantities of interest, such as fluid velocity, for use in engineering designs of the system being modeled.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="404px" alt="What is CFD liquidity"/></p>
]]></content:encoded>
							<wfw:commentRss>https://ukrainisch-russisch-deutsch.de/fintech-2/what-is-cryptocurrency-cfd-trading/feed/</wfw:commentRss>
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		<title>Best crypto exchanges for US residents: How to choose the best</title>
		<link>https://ukrainisch-russisch-deutsch.de/fintech-2/best-crypto-exchanges-for-us-residents-how-to/</link>
				<comments>https://ukrainisch-russisch-deutsch.de/fintech-2/best-crypto-exchanges-for-us-residents-how-to/#respond</comments>
				<pubDate>Sat, 18 Sep 2021 02:04:31 +0000</pubDate>
		<dc:creator><![CDATA[jb-viewer]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://ukrainisch-russisch-deutsch.de/?p=5720</guid>
				<description><![CDATA[Content Which was the first Centralized Cryptocurrency Exchanges DEX trading without taking control of coins A Guide to Understanding Eco-Friendly Crypto Development Lack of customer service Disadvantages of Decentralized Cryptocurrency Exchanges High Transaction Fees ways to choose a cryptocurrency exchange Anonymity — typically users can complete a purchase using only their wallet address and payment [&#8230;]]]></description>
								<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Which was the first Centralized Cryptocurrency Exchanges</a></li>
<li><a href="#toc-1">DEX trading without taking control of coins</a></li>
<li><a href="#toc-2">A Guide to Understanding Eco-Friendly Crypto Development</a></li>
<li><a href="#toc-3">Lack of customer service</a></li>
<li><a href="#toc-4">Disadvantages of Decentralized Cryptocurrency Exchanges</a></li>
<li><a href="#toc-5">High Transaction Fees</a></li>
<li><a href="#toc-6">ways to choose a cryptocurrency exchange</a></li>
</ul>
</div>
<p>Anonymity — typically users can complete a purchase using only their wallet address and payment details. They are not run by profit-oriented currencies who require fees to enter and exit the ecosystem, which stands in opposition to the central theme of decentralizing finance. Margin trading, in which you borrow money from the exchange to invest with more clout, is a feature of some CEXs. It raises the potential for profit for investors  but also magnifies the severity of any losses. Broncc is a blockchain-focused media at the forefront of the Decentralized Ledger Technology innovations taking place in Africa.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2022/08/blockchain-cryptography-explained-1.webp" width="353px" alt="Disadvantages of Centralized Cryptocurrency Exchanges"/></p>
<p>You can leverage your investment as these cryptocurrency exchanges allow margin trading. Just like applications like Robinhood provide a platform to trade stocks in a friendly manner, most of the centralized cryptocurrency exchanges have similar platforms. Users of many centralized cryptocurrency platforms somewhat trade variety for safety. Usually, the average exchange only allows investors to trade between 40 and 50 different cryptocurrencies. This is quite a small number of currencies compared to the types of cryptocurrencies available out there. These exchanges go for reputed digital currencies and avoid those that may damage their reputation.</p>
<p>Centralized cryptocurrency exchanges are backed up by companies that hold the funds of their customers. As soon as someone decides to buy crypto or exchangeBitcoin or any other currency, he/she needs to approach centralized exchanges like Coinbase or Binance. Cryptocurrency exchanges charge different fees for the services they offer. Most exchanges have a transaction fee, buyer and seller fee, and other fees for their services.</p>
<p>Many institutional investors seek to invest in cryptocurrencies as a way of diversifying their investments. But they can’t do so because their regulations instruct them to only engage with reputable parties. For these companies, CCEs are important because they offer a unique and secure framework for investing in the cryptocurrency market. Some of the earliest and most notable exchanges like Coinbase are centralized. When you have chosen a crypto exchange to trade on, read about the different types of crypto wallets.</p>
<h2 id="toc-0">Which was the first Centralized Cryptocurrency Exchanges</h2>
<p>Trading fees vary by more than an order of magnitude, from 0.1% to more than 1% on Coinbase and Gemini. Project Practical is a management and career blog that was created by business professionals. Our <a href="https://xcritical.com/crypto-exchange/">fast crypto exchange</a> blog offers vital advice and recommendations on industry best practices. A centralization strategy is a system for concentrating authority at a central point in a systematic and consistent manner.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2022/10/metatrader-alternatives-in-app-store-for-apple-mobile-device-users.webp" width="354px" alt="Disadvantages of Centralized Cryptocurrency Exchanges"/></p>
<p>Trade settlements are the only instance where settlements happen on-chain. Before understanding how a decentralized exchange works, it’s important to understand the idea behind decentralized finance. The idea behind a DEX is “disintermediation,” which means removing middlemen to allow regular people to do business directly with each another. Identity verification is a major part of getting started on centralized crypto exchanges. The best crypto exchanges like Binance and Coinbase ask users to verify their identity before they trade crypto.</p>
<h2 id="toc-1">DEX trading without taking control of coins</h2>
<p>Users trust these companies to help conduct transactions and handle their digital assets. This framework resembles a bank setup where the financial institution holds money on behalf of its customers. The advantage of this is that CCEs monitor transactions and ensure the security of users’ coins. The sense of security offered by these exchanges offers users the confidence to store as well as trade a large number of coins.</p>
<p>Typically, users must pass a number of security checks before they are allowed to access the platform. They are then taken through an Anti-Money Laundering check and a Counter-Terrorist Financing (“CFT”) check. If you run into issues, you will have to figure the solutions out yourself. Also, decentralized cryptocurrency exchanges do not allow you to create a crypto exchange account. Cryptocurrency exchanges allow users to buy and sell currencies quickly and easily. Through a centralized exchange, you can gain access to your cryptocurrencies and be kept in the dark as a custodian.</p>
<ul>
<li>Therefore, there is no risk of a company or organization being hacked, and users are assured of greater safety from hacking, failure, fraud, or theft.</li>
<li>In the crypto space, many people prefer to remain anonymous probably due to the fact that crypto has not been widely adopted.</li>
<li>While no exchange is completely immune to malicious activity like hacks, some are safer than others.</li>
<li>Rather than allow every buyer or seller to determine price, prices of assets are determined automatically by the DEX protocol.</li>
</ul>
<p>The willingness of certain companies to move towards environmentally sustainable blockchains is also very promising. Cryptocurrency withdrawal fees are typically limited to blockchain transaction costs, but these can vary considerably depending on the cryptocurrency. Order books, aggregations tools, and liquidity providers are the most well-known Defi mechanisms.</p>
<h2 id="toc-2">A Guide to Understanding Eco-Friendly Crypto Development</h2>
<p>Decentralized exchanges are online platforms where users can trade cryptocurrency directly with other users. This means that the transactions happen using a peer-to-peer mechanism without having any central intermediary. The defining feature of a decentralized exchange is that crypto investors retain complete control over their funds. They do not have to hand over their funds to a centralized authority like they have to do in the case of a centralized exchange. This means that decentralized exchanges also do not act as custodians of the investor’s funds.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2022/09/what-does-burning-crypto-mean-cryptocurrency-burning-definition.webp" width="354px" alt="Disadvantages of Centralized Cryptocurrency Exchanges"/></p>
<p>In as much as this is good to help reduce fraud rate, it also does not favour some investors  due to country regulations. Decentralized exchanges can greatly differ when it comes to technology, trustlessness, security, legal implications, and more. However, they share the same goal of resolving the flaws seen in centralized exchanges.</p>
<h2 id="toc-3">Lack of customer service</h2>
<p>CEXs usually have a higher trading volume than DEXs probably due to the huge community following or due to the ease of use. In CEXs, cases of liquidity running low hardly occur and if they do, the CEX immediately delists the project in questions if they are unable to add more liquidity. This website is using a security service to protect itself from online attacks. There are several actions that could trigger this block including submitting a certain word or phrase, a SQL command or malformed data. Expensive Cancellations &#8211; Cancelled orders must be validated on-chain, adding additional expenses to the process of updating orders. The result is market makers, who incur extreme costs from constantly updating orders, setting higher spreads and worse pricing.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2022/08/4a3830ff-8817-446f-b89e-f8d4d20e0864.webp" width="353px" alt="Disadvantages of Centralized Cryptocurrency Exchanges"/></p>
<p>Simply put, cryptocurrency exchanges are platforms that allow you to buy and sell digital assets such as cryptocurrencies. These exchanges can be beneficial for an individual or institutional investors who wish to trade different types of cryptocurrencies. A centralized exchange allows for multiple users to buy and sell the same asset, allowing it to react to market trends. This is due in part to the difficulty of matching orders, which takes time.</p>
<p>In 2010, centralized cryptocurrency exchanges emerged in the market and quickly grew to become the leading trading platform. These exchanges allow users to purchase and sell crypto-assets, with a focus on fiat currencies. <a href="https://xcritical.com/">https://xcritical.com/</a> Many centralized exchanges also have a marketplace for tokens and fiat currencies. Most popular centralized cryptocurrency exchanges have a network of personnel that facilitates transactions between buyers and sellers.</p>
<h2 id="toc-4">Disadvantages of Decentralized Cryptocurrency Exchanges</h2>
<p>Compared to a centralized cryptocurrency exchange, smart contracts improve privacy and reduce slippage . Since centralized exchanges are not open like decentralized exchanges, projects need to pay a particular fee before being listed on a CEX. These fees may range from around 20,000 USDT for smaller exchanges to as high as 500,000 USDT for bigger exchanges. This is a major downside as many good project with low budgets seem to settle for DEXs due to lack of funds.</p>
<h2 id="toc-5">High Transaction Fees</h2>
<p>My business partners and I have a plan to begin investing in decentralized stock exchanges. At Uniswap, automated market makers, one can swap any 2 Ethereum assets, be it a token, without any hindrance on the top of the fundamental liquidity pool. Typically, most crypto exchanges like Binance and Coinbase hold billions of dollars worth of digital currencies, which makes them a prime target of cyber criminals and hackers.</p>
<h2 id="toc-6">ways to choose a cryptocurrency exchange</h2>
<p>The exchange is supposed to be composed of independent, simply manageable modules. It should be noted that support and modification of this architecture are most comfortable. The inner part is responsible for the logic of your platform and all the necessary operations. The development team can use the product of a traditional trading exchange, optimized depending on the geography of the exchange registration. AMM DEX is algorithmically run and the prices are automatically determined by smart contracts. DEXs like Uniswap and PancakeSwap are built on top of one of these two smart contract platforms.</p>
<h2 id="toc-7">Cryptocurrency Exchanges</h2>
<p>Knowing this can make all the difference between a newbie and a pro cryptocurrency trader. Recently, we wrote about the best steps to follow when choosing a crypto exchange, and today we will be diving deeper into the inner workings of decentralized exchanges. Decentralized exchanges are largely unregulated and, in most cases, do not vet token listings. It’s possible for anybody to create a new token on many DEXs and offer liquidity and trading pairs. AtomicDEX, Binance DEX, IDEX, and EtherDelta are examples of decentralized exchanges that use order books instead of automated market makers .</p>
<p>Crypto traders usually prefer exchanges that offer a good selection of listed coins, low withdrawal fees, and secure trading services. After a successful transaction, the crypto assets will be shown in your account. It is because you have entrusted the central authority of the custodian for the chosen crypto exchange. No wonder entrepreneurs rush to get DeFi development solutions and join this growing crypto economy. As more people enter the digital asset space, DeFi will increase its capabilities and become very robust in terms of security. So Defi development solutions get millions of users in this digital era, and in the future, it grows with more users.</p>
<p>Ethereum is an open, decentralized, distributed public network similar to Bitcoin. Unlike Bitcoin, however, Ethereum includes an isolated Turi… Top Reliable Sites For Purchasing Stablecoins Safely Stablecoins offer investors protection against crypto volatility. I’m looking to invest in a stablecoin instead of other cryptocurrencies since the market has been crashing and is still predicted to crash some more.</p>
]]></content:encoded>
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		<title>How does xcritical work?</title>
		<link>https://ukrainisch-russisch-deutsch.de/fintech-2/how-does-xcritical-work/</link>
				<comments>https://ukrainisch-russisch-deutsch.de/fintech-2/how-does-xcritical-work/#respond</comments>
				<pubDate>Tue, 13 Oct 2020 10:00:10 +0000</pubDate>
		<dc:creator><![CDATA[jb-viewer]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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				<description><![CDATA[Clients wanting more control over order placement and execution may need to xcritical website consider alternative investment platforms before adding a Custom portfolio account. A properly suggested portfolio recommendation is dependent upon xcritical and accurate financial and risk profiles. xcritical Checking Real-Time Round-Ups® invests small amounts of money from purchases made using an xcritical Checking [&#8230;]]]></description>
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width="206px" alt="xcritical"/></p>
<p><p>Clients wanting more control over order placement and execution may need to <a href="https://forexbitcoin.info/xcritical-overview/">xcritical website</a> consider alternative investment platforms before adding a Custom portfolio account. A properly suggested portfolio recommendation is dependent upon xcritical and accurate financial and risk profiles. xcritical Checking Real-Time Round-Ups® invests small amounts of money from purchases made using an xcritical Checking account into the client’s xcritical Investment account.</p>
</p>
<p><p>It does not ensure positive performance, nor does it protect against loss. xcritical clients may not experience compound returns and investment results will vary based on market volatility and fluctuating prices. Custom Portfolios are non-discretionary investment advisory accounts, managed by the customer. Custom Portfolios are not available as a stand alone account and clients must have an xcritical Invest account. Custom portfolios are not instant trading.</p>
</p>
<p><img 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" width="209px" alt="xcritical"/></p>
<p><p>With Round-Ups®, xcritical will automatically round up purchases made on your linked accounts and invest the difference. The ETFs comprising the portfolios charge fees and expenses that will reduce a client’s return. Investors should consider the investment  objectives, risks, charges and expenses of the funds carefully before investing. Investment policies, management fees and other information can be found in the individual ETF’s prospectus.</p>
</p>
<ol>
<li>Investors should consider the investment objectives, risks, charges and expenses of the funds carefully before investing.</li>
<li>I created this site, grew it to 2 million monthly readers, sold it, and bought it back again.</li>
<li>However, if you did want to compare two directly, here’s how xcritical stacks up.</li>
<li>It does not ensure positive performance, nor does it protect against loss.</li>
<li>Our editorial team has decades of experience researching the best personal finance products with the valued context of over 500 financial service reviews published.</li>
</ol>
<p><p>Environmental criteria considers how a company performs as a steward of nature. Social criteria examine how it manages relationships with employees, suppliers, customers, and the communities where it operates. Governance deals with a company’s leadership, executive pay, audits, internal controls, and shareholder rights. The one thing to note about checking is that it’s not free – you’re paying monthly fee to have access to xcritical Checking and xcritical Later.</p>
</p>
<p><p>It could also be a great way to simplify your finances and use one app for your everyday checking account, IRA, and investment account. Using xcritical Earn, you can earn bonus investments when you shop at participating merchants via a linked credit or debit card or the Chrome browser app. xcritical will automatically add the bonus to your investment account between 60 and 120 days following your purchase.</p>
</p>
<p><h2>xcritical Grow Incorporated</h2>
</p>
<p><img 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" width="209px" alt="xcritical"/></p>
<p><p>Past performance is no guarantee of future results. Early Payday depends on the timing of the submission of the payment file from the payer and fraud prevention restrictions. Funds are generally available on the day the payment file is received, up to 2 days earlier than the scheduled payment date. I&#8217;ve been writing about money and lifestyle design since 2006.</p>
</p>
<p><h2>Give your money the chance to work as hard as you do</h2>
</p>
<p><p>xcritical Personal plan includes basic investing tools for $3/month. You get access to a taxable brokerage account and IRA retirement account. You can earn through 450+ in-app partner brands (xcritical Earn) and open the checking account mentioned above. You’re also provided with videos and tips from xcritical that can be helpful for both new or experienced investors. Another great feature of a checking account with xcritical Checking is Smart Deposit.</p>
</p>
<p><p>This makes xcritical’s investing accounts considerably more expensive than xcritical. An investment account is a great way to save for goals that are many years in the future. But you should always keep some cash in an interest-bearing savings account in case you need it in a hurry. To be honest, all robo-advisors make it easy to open an investment account. But xcritical might just have the smoothest onboarding process of the ones I’ve seen.</p>
</p>
<p><p>You will need to select your plan tier when you sign-up. After creating your account, you will need to link a checking or savings account. An exterior checking account is recommended for this. This account will be used for investments and also to pay your monthly membership fee. For example, all accounts at xcritical benefit from tax-loss harvesting, a feature that strategically sells underperforming investments to reduce your annual capital gains taxes.</p>
</p>
<p><h2>Highly-rated ETFs</h2>
</p>
<p><p>Changes in those variables can affect the outcome. Reset the calculator using different figures to show different scenarios. Results do not predict the investment performance of any xcritical portfolio and do not take into consideration economic or market factors which can impact performance. You may switch portfolios after registration without a charge or penalty from xcritical. However, changing portfolios with  any investment account may cause a taxable event.</p>
</p>
<p><p>You can also organize your money into specific savings buckets, like an emergency fund and vacation fund. Most robo-advisors charge an annual fee as a percentage of the money you have invested. On a $1,000 investment account, that works out to just $2.50 a year compared to the $12 you’d pay with xcritical. Now, the interesting thing is that as your investment balance grows, xcritical Invest starts to become an incredible deal. If your balance grows to $100,000, you’re still just paying $12 a year with xcritical but you’d be paying $250 a year with the other guys. For retirement accounts, you need to have an account balance of $14,400 before xcritical Later becomes cheaper than some of the competition.</p>
</p>
<p><h2>My experience using xcritical</h2>
</p>
<p><p>MSCI ESG ratings are a comprehensive measure of a company’s long-term commitment to socially responsible investments (SRI) and environmental, social and governance (ESG) investment standards. In particular, the MSCI ESG ratings focus on a company’s exposure to financially relevant ESG risks. With low fees and multiple tax perks, automated investment management tuned in to your individual risk level make xcritical worth a look. xcritical is not the app for investors who want a high level of control over their portfolios. You may prefer one of the best brokerage accounts instead.</p>
</p>
<p><h2>How does xcritical work?</h2>
</p>
<p><p>A checking account with xcritical offers mobile check deposit, no minimum deposit requirements, and a Visa debit card. You have access to over 55,000 free <a href="https://dreamlinetrading.com/">xcritical</a> ATMs in the Allpoint network. There is a $500 daily withdrawal limit on the account.</p></p>
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