
Joker King
Pragmatic Play
Apuesta mínima
0,25 €
Apuesta máxima
100,00 €
Retorno al jugador
94.50%
<h1>REGLAS DEL JUEGO</h1> <p><strong>Todos los símbolos generan ganancias de izquierda a derecha en rodillos</strong></p> <p><strong>adyacentes, a partir del rodillo de más a la izquierda.</strong></p><p><br></p><table class="table table-bordered"><tbody><tr><td><p><img src="data:image/png;base64,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" data-filename="image.png" alt="image"><br></p></td><td><p><b>6 - 125<br>5 - 40</b></p><p><b>4 - 15</b></p><p><b>3 - 10</b></p></td><td><p><img src="data:image/png;base64,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" data-filename="image.png" alt="image"><br></p></td><td><p><b>6 - 125<br>5 - 40</b></p><p><b>4 - 15</b></p><p><b>3 - 8</b></p></td><td><p><img src="data:image/png;base64,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" data-filename="image.png" alt="image"><br></p></td><td><p><b>6 - 50<br>5 - 25</b></p><p><b>4 - 12</b></p><p><b>3 - 6</b></p></td></tr><tr><td><p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAA1CAYAAAAHz2g0AAAUwklEQVRoBb2aB1gUV9uGz8xsZ5eFpYkCimCLwZLYazR2jRUVe4looogFFY0NW+waG6Ii0qsiYMDeYwtERY1iiy222I0a+/1fu4n5PmOMxnz557oOM3Pa+9ynvGf3XQT/wpU4tRurJ9Tn2IFv/oXeX+5SvPz6v3lbNns8iztZmNXGnpzo6f+bTl/Ty78CcOLECQKbVWNJRwvTA4wczt/8GvP/PPtfAdifl8f0L7+kfV0PFo1Xs3SWC1eu5P1ztX/Sw78CcLKggKSkJMaND2JsiJr4r7TMmurO7TsFfyLhn2X9KwBWScePH2f6l11p7l+KWWM9CBthInx+KR7cv/rPFP+h9f8M4Pnjx1y6e4JLd05y5fY5rty4wLDJNQkd059xIZ2JW+pGcL8qJMVW5dmzJ3+Q8e6v/wzgOZy8vYmIgraMPeFDx2wNTZeqqDNZT7u5TnQK9SUtLY1lS5cSvdTIlg3xDOrnzdrM7u+u+A8t3xkg/6cMFl74iP4FMr33S3TdJNM6WqHJfJlOEWraL1HhP64it27dIjs7m9nTHMnJHEF+fj7D+irk50b/Qcq7vb4TQPoPk+j1vUSXPEGLaEHLSJmWSxTaR6oYmqZlyFYNrTIEwyJb21QdO3aMSaONzJzUkcuXL7NkwSRCA1X8fOfKu6n+r1Z/G2DFdyF03y3RYoVE/VmCj6YLGs2R8Q9X8cXXOqac0NHjmIT/BsH8rKE2U+fOHGZCqIrD+3ewa9cuDh06xOBPK5C8NOC/pLzb498CWJO3jOYxEo0WStSfIVF7rEzl4TLt56tYcMSOLy/oGHhXRecjguaxgl15vx5gOZnjGNBL4eLFizx8+JB12dlkpqfzeQcdl87vfzflv7V6a4CHj+/TalpRKo8SVBohqBAsqBoq0TNVzchcDePuaxh6R0XXMxIBewQBYRV5/PgxT548YWhvZ4J61eH27ds2s1cuXWLz5s3MCuvOkpnN/n8AthxcxQdDBWUDBeU+E3w8W9BxtcSYi2pCf1bR86JM5+8EbbYJ6k8xEh+7wiZs05rFdGkssSwiwgbzQu2xo0dZmZLE+OCiXP7xxIvsv31/6xnoMb0mFQcJak0QNI+WaJcl0WmvoPsBiXa5grYbBQ2iBa3H+zF7xjTOnz/Po4cPGdzZkVGDOrBnz55XxOXm5jJlZC3WpYe9Uva2GW8FsDM/hw8HC+rPFzSNETROEzTOEjTJFjRIE9ReJGg6uhhBY7qyIiqKHVu32uwnhH/G4K5FWbVqFefOnHlF04MHD5g/PYjwGdVfKXvbjDcCPH/+nMB5dam9QFBriaDWUkG1eYK6s+xoPrU43Sc0ZMKUkcRER5OSmMimtWtta/9o/laGdZVJjFnCls2befbs2Z9q2pCTxYQRTlz/6eyflr8p840AVsMZaxMInfg5078ay+T5w5g9byLLwsNJjI8nJSmJlUlJrE5J4diRIzZ7Vk8zaagTcyZ1YOvWrVz68cfX6rh58yaTRnuSvz/qtXX+quCNAD9duUJ6aiork5NJSUggNTGRlPh4kmNjWZWUxOb16zl5/DgPf/nldztp0YGMCTLbTuDcfft+z3/dw4Jl3cjKaI11tv/u9UaAp0+fcvvWLa5cvmwb4X27dtnu1lG9f+/eK/bO/bCN6Eg10ZEz2LBhw0tgf6z84ORZ7kXE8m37FsSOs+Nks/ZcCAji8vCZ3AzP5Pb2Ezx5w+e+NwL80ehfvT97/oyd35Zk2dJ65OTkcOrEn7vHewWnuBc6kcfOPuBbBWp3IHFoIQ59Up6n3pV55F6KBx5+3KjYjGt9v+Kn1MO8ZgvxtwCuX7/O4U2b2LVkGScy1nBx916uFhzn+k8/2bguXp9JaoYdacnJ7Ni27RVW6zK7FpMCB47xrHYz7lt8+KVOG55UaM66Rl5Mqi9z0dWHi8XKcLFERU4VK8v5omV41G0kp/rFcffonVf6fCPApQsX2Dt3PltadeSbyvU4WK0Rl+q15Ubtlpyr0ojcCnXJ8avHhu7t+OY7EzFRgTaf//PPP79k7P7du3zXewDMiYSrN3l69gI/x6RyZ/pCbn3ckSOVvFlaU8f+8mW4XaM+91p141nvYVzzLMuV8jW41rYnO4t14sbuiy/1+1oAq3fYMGI0m0p/yM1an0BgKMyJgu5DuFu8HGfNHhwxFSHX7MkevTcFCzxIiNQy370YK0NCefrs6UuGstt35WSd5lwKHML9iFh+ydnC7Yy1/Nh3CA+1Ju77VOJ+rxB+mTKPR0vieBy3kifJGZC1gccJq7k5eAzHvN5njUtj7p689XvffwpQsHU7K3ze4wefStB5IITHw/7vYXE0D9R2HBASO4SOzbKRI4o7BTXciV+vIq2OE9mSCwuEnvAqtfjhQL7N0Nbps8lw92WzXzX2Vm/A/sZtyWvegZ0NW7PFUozTQscpv9ocD/6CsxNmcmlWONeXxHIrJoW7iek8ydoI2/fxeM5S9ruWYmWVXjz/bXxeAchPSiVSpWef2sKTVn1gQQzkHYInz3jcJ5ibQlAgNOwUWrYIAwdlJ7ZFWJgZrudU1ZpcKlKRHU6+zJPsmGPvyoZFS5jt5k2Suw8rvd8jq0R51pSsSGbJ8qws9h4ZKke2Cz3fyWaOOPuSX6k+h1p14Vj3zzkVFMqF0VO4Nm0+P89fDrHp3A7oS7bswYGlG2yD8xLAyZz1xEl6koTEcff3oN9onsev5nluPly7xYPIOC54+3G1W39yDRY2Ci0ba9ozL1XDnH46rnpX4KcGHbhTuTHrjB6sEDKLJDu+UJsJd/FiubsPsYV/TTHuxYlyKEKM0JMpdOwWeo4JHUeFie9MhfnW632+9avJwY8+oaB1N37o+hmX+4Zwo2V38jTOrCjTlufP+I8Xun3xEhmWIsQKLUkqM/fr+vOk7yiezYjgeWImz9PXwY5vuTcsjGtte3GjWhvW+1hIDNcyaLIgbKCKc3ojv1RowP26bbhbuxXr/KqyTaiZKZsYbXJjtosn85w9WejswUKHwizUWlhstSd07BAG8oQd+cJAvtByUOjIFUb2apzZ7ejFPtfi5Dl6kquyZ4fQEKMuy+X8q/8B2BHQnY1Cz5dCyzc+FXne6lMedx/C4+Awno6dzdMJX/FsajhEpfFgxGSOVm3MRidPImoZGdtVz+BeKuKKWDjp8QEPOg2AzE0cbNGRoyoHdmtcGSnbM9rkzGSzG1PtXZlmdGa22p5FQkuc0LJOGPhGGNj7W/pWGGxLK0sorBFmtghftovybFeXZ53iRKJclIPLdv0KcDn/ENmSgSWSnomSHRmuxblarSkP2wXyqFcID/uP4ZdBYTwYMoEHweO4PziMe4PHc7Jxe2KFmSidOzllarDmw3rkVP2Y3GYdbWmt0ZN8ozcnTEWJk90YrinJaDsT441OhBksTFeMNoBooWWl0LFWGGz7arMwkCMMpAo1CbIbK7U1yDG3ZEORHmz0GUhWkU+IsvNm6/BVvwLsGxhim8Jpkh0TZXumCw1xsoFvnIpSUKoKl6o35UbDjtz6pAd32vbhln8gN/z7cDfgM05X+phlsp44ozN7S1fihyqNOVyqKrvti7JN684mjTvf6D3YrnZmqlKbYTp3RhrsGatzYKpsZIHQEfnbLKQIHauEnlVCR6JQEyNbSLCrTrJzCzI9u5Lj25+1pQaTWqwzC82lye6SjLB+2lzn+z6ZQs8U2Y4pQsN0oTBXKCwRMtFCIkmoyBRaNskmdutdyHMqyhHP9zhRugpnytchXWsh1lZHtq3Pb4WeQ8LAUZUzhxx82W3vzTathQi5PMNUlQnRaRmpMxOmMjNTsmOh0LJMaFkhNMQLjW0fLlXsWW7nR6ylPqnubcgs2ots3wFklxhEtFcr5tj7sWngFsT1M2fIlAy2DuYKDVvt3cl18WG9zkKi0BAp1IQLDQuFhnChZpFQCBcyy4VEgpBJEWpWCz0HhJGbkolHsplHkj13hIHzkpGDeg9yHUqwRe9GlOzFCLkBwSodw7X2fKE1M1FlZrpsZK5kYKFiYLHKxCKdA4vsfVhuqUq8axPSPAJY7d2XLN8BrPYZyLzC1Ziha8jBiOOI89t38rUwMEeoyHMrAfU7Q6PuPKjSgjNF3mer2oEYoSbCBqBlgdAS/tuIWb1HttCTK+y4Lpl4Itvzi2TPfcnAFdmZQ0pZ9shV2KP7iO2GD4iSHRghNSFIdmCI2sQInZnROgfCtA5M0TgwzeDETHtX5lqKEu5SkUi3OsQVbkVq0Z6k+/QnvXgQsUW7M8niw2SlLxfzriEKVmeQIuxs/vrKe3W5XzeAB3UDuF21JVfLfsS5Qn7s1xUi3bZWNSwVWqKElsTfNp3V9Z2VTNwVRu4Kk23krymunFRVZJ9ci21KPbaqG7NJ25LFsjvDpEYMkF0JVuwYrjEzSmtmrN6B8UYLE00uTHX0YI5LWRa6VWeZeyNiPNqTWKw3qcU/I96rH7MKVWGCriqTCk/m0aPHiH3JqURKJhYpjpz2qs7l8s346YPmXPZrwDmfmpxy8+O42Zd8bSGyhJ5Em8fQk/2b2zsmjFyWTNwURq4JOy5JDvyglOOQXIVdSm02qz5mnaoJa1StmSOXYLDUgL6SC0GygaEqe0aozYzSODBWbyHM5M4Ux5LMci7PfLdaLHZvSmQRf5Z7diGycA9mOddnpNGdmXII4Z9F/noSb0xIYo7swEzZwj5HPwo8a3DauxanvWtyovCHHLOU4YjJm+/1RTioWNgkDGwQBnYJO9vBc1IyckUycVUycUGy45RcjO/lD8iVq7FdVY/1SiOyVM1IU1ozSfYlSNSjk7DnU8mOAbKRIYo9w1UOhKpdGW3wIsxUkin2FZhpqckcp4bMdWrGLIfmjDdUYbDWkRmqjgQ7j7DFlawEIi0+gTGyI+NkMxnaYuw2v88Bp/Lku1Qg31KWg/a+7Dd4sV9bmMNWryKb2f2b+Hxhxwlh5Lxk4qywo0Bx4pC6NLmqCuxUarFJacjXqqasVLVkhdKMkUpxhojGBAgV7YWWrsKOPsLEAMnMINmZEFVhQjXF+UL7HmN1FRmvrcpoTWUGyUXpL+uZqmrMIM0Qxo8M48aNG7/OQEZGBl0VJ0bIjiyQXfla481WfQl2GUqwx+DDXr0X+3RF2Kd2IU9x5IDiyH7ZbDvmrZ7ne2GkQBg5LBnZr/Fgr6Y029QfsFGpQ47ShJVKC5KVdsxX1WCYUp4g0Zsg4UdPYaadkPEXWjoJIz2EA32EC59LhekvefK55EmgcKOPZGCIYuFL9Sf00vRgYOBg2+i/iHKIffv20bhIaUJkd4ZLDkTL7qxSPMhRe7JB7cFmtTtb1a5sUzmx3ZoUCzsVB3bJZvZIJr6VTOyVjHyjcmKb1puN6jLkKJXJUj5ilaoZCbJ19P0Zq/JhjNSZmpYGVLKrQF/RlMGiCp8KNzoLPR2E2pYChIYuQktPYSRI8mSsUocQpTOt3NsybNgwUpOTsQYaXlzih9Onad+yNT0kL/oKBybKTiyVCxGvuJOmFCJdcWW14kqG4kym4sQa2UK27MA6yZ71kj0bJRPrFUcbcKbKl3SlPOmqmqSoGhKrtCBK9meGUp9BcmlCpZEE9w5m9JjRVC1fg+q66rQVH9NL1OEzUYMgUYNgUZtBohEDRGs6S61pbGmGf7MA5s+fb4uGHD18+IX2X5eQlWbatGlUMXrTX3jTSzIRJjsxV3YhQnYhUnYhSnYmWnYiVrYQJzuSKDmQIplJlsykyBZSlCIkKcVJUMoQq1QmTlWXFXITIuTWzJP9GSB5MVYE0sHcg7AJYeRkZBC7YgWjRo2iTZs21KhUm8o+1ajqUZ2aXnWoW7o+Teo0p3fv3syZM8cWMEuJi+PwwYMvibe+iAf375O5ciWtW7fhE/E+gcKLHpKR4bKF8bKFKbITM2xAFubJFhZIFhZJTkTYZsqVZbInS+XiLJZLEyFXYLFcg3D5Y+bJLZilBDBIep9BohbDxQQG9hnI3r17WJ2aSkJUFKuTk20BsfiYGJZERLBgwQIWLVpEZGQkyQkJtrhTckyMTd+Fc+deEW8DsP7ZsXkzEeHh+PmWo7uoSW/hRYAwECiZCZYdGCY7MFp2YLzsyCTZwlTZhZlyIWYqHsxWvJktl2K2XI7ZSlVmqj5ihtKMLxV/guRyBIoyTBbTaFqyJZlZmTYR1kE7kJfHmvR0kmJiSFixgqToaKxirfdE63NsLGuzsmwxKGuY/nWX7RvZ+bNnWZmQwJQpU/BxKkEv0Yh+ojRthZ6OwkQPYaav5MhA2YmhsgvDFTdGqoowWlWM8ZpSjFf7MV5TiQnaukxUN2eU0og+kjd9RWkminHUc2zKpMmTfg89vhBj9SQ3rl+3xY+syyN//36O5Odz5vRpbt28+aLaX95//0ppDcquSkzkiy++wNvFh/aikW3qOwlnWgsD/sKeLsKJXsKNQFGEzyVvgqVShFg/YSpVCFFqMESuTl+pNF2FKyGiPqNEKJWNtRkROsI22vf+EGr5S2VvWfg7gJXYOm3WIO2ECRMoVboMlURFPhMtbSA9hAf+wkg7YUd7YcYK1kW4010UoZsoTFfhRg/hSbCoxVgRRDfRF7/CH9g8Tmp8PN8fOvSWkv5etd8BrM2sUxcbGUlGaioRixbRslVLijoXp4aoQU/hzyDRmmDxEf3Fh/QT5egnrAdTVUJEE0aJHgwTwQSInpTTV6Ju3brMnTuXtPh4tmzY8E6B27dBeQnA2sD6fw5xy5eTlpBAenIyUyZPpmXLlvj6lKC4XUk+kCpRX9SjuWjKJ6IFzUQL6ogGlFNXpmShMjbhI0eNJDUhwbYp161Zw6NHj95GyzvVeQXA2ovVZVlj/i9mwwqyeMECQkND6dqtK02bNrUJrVOnDg0bNqR9h/YEDwpm9qxZNuEZKSm2tts2beLxvyjeqvVPAawFVle3e8cOm0uzglhnJDMtzba8Vlp/I4iLsyVrvnXfWMusz9a6VvjjR4++04j+3UavBXjRkdXN5e7ZYztMrP7aurysKT4qypasz1bRVn+ek5lpc4P//WPHi37+rfsbAV4Ytvpsq6e6cP4cJ48XcOjgAZvfto70xQsX+Pnu3RdV/1/v/wdAT1YOg/Jz+AAAAABJRU5ErkJggg==" data-filename="image.png" alt="image"><br></p></td><td><p><b>6 - 40<br>5 - 15</b></p><p><b>4 - 10</b></p><p><b>3 - 5</b></p></td><td><p><img src="data:image/png;base64,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" data-filename="image.png" alt="image"><br></p></td><td><p><b>6 - 30<br>5 - 12</b></p><p><b>4 - 8</b></p><p><b>3 - 4</b></p></td><td><p><img src="data:image/png;base64,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" data-filename="image.png" alt="image"><br></p></td><td><p><b>6 - 25<br>5 - 10</b></p><p><b>4 - 5</b></p><p><b>3 - 3</b></p></td></tr></tbody></table><p><br></p><table class="table table-bordered"><tbody><tr><td><p><b> 6 - 125 <br> 5 - 40 </b></p><p><b> 4 - 15 </b></p><p><b> 3 - 10 </b></p></td><td><p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABKCAYAAAAL8lK4AAAgAElEQVR4AcWcB1gUWdawi+6moYkCIijmPGbMOY9ZwYgJjJhzVlDMgCIZRJScVERFREyIoIhiwIQJDCQRVEQQCYb3f6pn3dnZ3Rmd3fm/vc9TVLpVfc97zz3n3FAI/A/T169f+bb9r4oh/FU/LArye0m89/nzZyorKykrK6OkpIR3797x9u1bioqKlMfi+fv375X3xXxfvnz5vdf9pdf/awCicGJhP336RFVVlXIvnn8DIu4rKiqUgj579owrV65w/PhxAgIC8XX3xHe3E/scd3HA1Y3A4BBOnz7D7du3ycnJobi4WAnt/yeM/xqAKHhpaSmvXr0iOzub/Px8ZQ2L18WCl5eXK6+dOBGDrfUs1g/sikO/pvgPMyJqlIy4iVJOj9HgZA9jjrbQI3RAQ3ZPHMmWxSvx9/fn/v37Sg0R4X6D+leqwH8FQCyQqM5PHj/m1KlTBAYGERUVxZ07d3jz5o0SzMuXLzl8+AheizuQME2Tx/Z6FEcb8elGa8idzNfXC6nKHEzp9bHkBM4ja1YPPsw35NWWnzhoOZD1U6Zz5swZXr9+rdSwvxrCfwVAbNdizcfExLBm1XI2LuyL09p+uDo7kpaWxtOnTzl69Biu1u25Ol3GCUsjji9vxxVbffKOGvH55TyougmfsuDzI+AxH0vjyD2/gEKvluDXkSwnS9aNm0xsbKwSgqhZf2X6rwCIhcnKysLPzxe7Bf3JOdmaD5dasXtJV8LDIwgNDcPRsgPnx6ji30MTh0F18Zo9HN+RDYj8WYU7OwQ+v5gJny7ztSKFL+X3oNQbCkeRe7I1t/uqgk9bsp3HsHbidJKSkpTNQQT/V6X/CoBorXNysjkRHYrf9pE8DutExsGWOM9vzfJli3Ga+BNnh6uyq5Mma8b3x9pqKnPGDGDHwFoEd9cmzlrGu+RWfM5cwuecLXwpPc2Xjw+g1JfyjGbc3qTLfVNV8KvF/dld2LB4BQ8ePODDhw9/mT34rwCIGvD27RseP0jhzLHdnPCZQMiOIXhNb0DYVE38BqrhOnMkexx2EHMijPgT7mzevJmZFiPxHVKf8L4S0uw1qXjUnqrHk/ic78XXsji+frhJ+aOxPPFT43w3BZm9FLBEi6D+nfDY64NoV0Sj+FekPw1ANEKiCn5zTSKEkveFZGVe5da1aBIvHufYoWAOezlyNjZGaQgvXEggLXAGnBjCPIu+TJo0CafRrYgwN+D8PDVenTLiXXI9SpLN+ZS5kS9ZrpQmm/F0nzrxcxWcq6XOy05y7nSuy4apVkpXKhrfvyL9KQCi8KLAogqKBRCDmqqqSj5/qqLswzuKi/J5X/yaktKS36jojRs38F/RhMylEs5sMGTOuE7sm96TUAsTTk2Xk75Tk5wIPQpOmFB8sTflD8ZQGNOMZ37aXNuiycku6tyvrcmNOhp4dO+N+15vpRb8FbbghwF8q3nRr4tRW25uLi9ePKUg/yllJflUVpZQWVmh1I5/rBlRUw4eDOWGT03eHTLkkIWCJUObErl8KAdG6BE9TUryShmP9+uTe9SQnGBtXsXWICuoGo+dtLltr0WsmRpXa2lyx0SNqBZt2bxijdLVfvz48R9/6j86/lMAxBoXBU9NTSUq6gjRkXtJPr+P5/cO8u5VKh/L3vwLADHcPeCxhlwHbcpCjDmzqRrbx5oStGwiPj9rEG/bnqeRk7ixQZv7e3TIcNEkw0OLR7u1ubdWg+vL1DhprkpCLQ1S9dWJ0q/BzskzOXL8uLIi/iOp/+GhHwYgqn5hYSEpKSm4ubpwcFcPHp/oSEK4OZei55Fx3ZXiwjtUVn5UQvimMWIscMB+Mq+3afLOSY+n/jVw6F0bl7GmuHZS4ZbTcHhmx4Pt1ThnrcFNW03SNmlxe7MW1+apkjhdlSND5MQZK7ikoc5BVXU8RozDx99fGYN8s0X/INOfOvxhAKLLE2tfjPhWLLAiwbEmr8634V54d84EjuLa6TXkZV6govy90kKL7VN8RowK3TcOpdxTh3e79Xjiq4/HgGqcc1vC1QNzeOhei0eL5RwaoM4pa23iF2iQsEiTpBVaxI5T5cgoVQL6qhFdQ0GCujoBEjUCho3BZ5+vMsT+PwMgup28vDxOxp5k3tzZbBtQi4TdjTm80RSvTf05fcSGjPSLlH0oVgIQtUUEFhYezuFt7Sg/VYPPx6rzItKArLC65AQPJdt3MAU+1ckMqYFzM1XCBmgRNVaV45PkHJuoTuIyTZLmq+PVVc6hGgpOqWuwT6ogZOh4Av2DlRr5p6r732T+YQ0Qm4DY0blw4QKbLMYz29CAnl0bYTG4PZvXTiU6ai/37qZSUFig7NaKnRhvb29slw7jVWhTwkdKODVfgyw/PXJXqpG7WsJLWzkv12lQFmPEsWmauDfWIKiHguCBAv59JRR4GkCkDmHD1fHT0yBMTQdnVR2ChlsREnBY2d/4NzL9qUs/DEBUZ1EDQkOD2NG6Ob7VdDBr2pixY8awdv16PL29CQsLJ8g/gL3OztgsW0ZXU1NWm+nByzGcX9qE5QYCGV7V+OCkzcuNmuSsUZCzUp13TtrkhBvi+pMqPm0UXNxhxv0IKx7bVCNukCoebeR4V1fgqKJBpMUEcq4cINrficePH5OensHNmzdJuZpC0ZscPn/+NUAS7dD30g8DEF3OkydP2LlqJoHtWnBWR5vzTWsQ0MoA/24mBPevS8QAI4731+TsCBMSLNuQMKsHZ0b/REV6V3hqxdm59fHqJyVpsx6PnKrx2l6L3OXq5C5TUHK0Bmnb9XjgbUze8TE887Pi7hwtIkZUx95YHRcdA9YImkRbdYXbVpwMWIm/hyPp/n0IcxpArPdATh524H3R878HaX8pALHPf/XqVTZbDiaiZ3fitdTJN69PxYH+fIkaBGfMIGUW3FkEWbbwZj6UWFG0rjNJE/UgrwvkjeVJYHMSlghkrFQhO1CP1576fNynz+ezhrzYrEmquYzUgQLXBwjcHyYhZWE9dhrrsl0wJnhwfS6v0SRlcTtsl2/EZWpHLtlW43VYbbjYm+N+1rzKusSXz+W/CcT+SAu+qwEiRXETI7/Lly/jvGgK4ZMnEVqrPjcayHm9xJiy4DaUxfWg7MJQyq9OpfxyX6ou1uNLsAnPB1fHS5ATbakLWS2hchzcm0nF0SEkb6xP6DhNLttV44m7Lhlz1bnaW8LtwVJuDZJys5+E9Fm6+Pc04vyM2lzbXotD/SScX1QPD4tBeA/UYb+lHmeXNcF/ywiunN5EzuOTvMp7QPnH0h+C8C8ARGFF1yJa/W8dDvGaqAGiSwvx2cPxhWa4dRlIlIEBKTXVeNJRnTxzdQpmq/Jmgwbv7Q14v8eQl/OrkVhHi31SdVYKqgQN16E00xIoAEr4kO7IwdE1Wa8r4NZWRtpCBXdnKrg5SpU7g1W53k1K5ixdnrkaEW+lTnAbFcLbSogdpcG5pc1JnK3Gtdn1cF0xhX1us4mPWkG0nxWu9ktISrzw96bwXQ0QBRStvBjmijUtjr6IY3Lp6elcu3iCvKwnyvuiWwsOCCJt73B8elZnt14TQmRanFWoc7WaBjdqaHCjvoKbrbVJaaXJxToanNHSIFSuwEldk3WCFsHDu/D+xR1ANFDn4O0Uik6bcnZxTc6tqcPjXTVIGSbl9jwtni7XJ8+hOimL5ISZSjjcVcahzjLC26qQvKQmZ4YIRM8ejM26+QR6zeW4czfeXzbl0M4u7PX25UdCZaUGiDUtjs4+evSIEydO4Oe7F2d3L/ZN7I+zZW/SUhOVLxOHufwDwojeMpD721U4b6GDv6E2QYI6RwUFcRIFZ+UKLigUnP/bFq+p4JiagmCFJp6GRnjWqsbZfj1I3bqAvMuzoWwEfB4AL7pScbkFj+2q8XiZBkfHq+PRUQ2XFmoEdtYidryCiN6qnByuRpyFgrhJEi6YGTF9SD+GDe7F+sWjOWbThKzD9Qla2wyn3c5/d5NiBf9eUgIQR22Tki7hGxDGibgknE49ZI/HUXJ76LBlQk+Cg4O5d++eMg5ITExk9+pZxK+qziNPTV75VSNtmSYXR2oS85OCKB0F0aoKogQFhwQF4YICL0GBt7wazlrVie6jye2WWgTJ1Qjv1YT7rj3Ijm1GWXJDiqPr8Tq8Lnn+Nclwq8GZuTqED9ch2rwGcZMUHOopw7+NHo4memwxEkiz+5mOXbswdtxYttqtZ9OcvuybWZcN4zsqB1TFcQMx/RCAiIMHmWMXinPcSxw3+pA40ITAegLHuuoQsrIjIXsmcDjyIA8fPsTb2weHie05NlPO1S0aPPDUIi9Em7wgLTL3aPHIRpPr1hokjtAgeagm8X01iB2oxnkrBXlbdcgdrMmV8U0oz9nL+2s+PHS0JC/IkizPtjx2qs6jHZqkb1TnweZfBlHTt+uRukqXG+v0uLLCiPhZJlxe2ZDS+/64DuzD6JEj8fM/gLOrG6MHDmbjyDacPH1K2ZT/SHgRjlIDxLZ/9+5dps5eRnurfQQN6E5qI4EtjTUJNtXio78B3DUkZn1LDh06xK1bt9i1Ywv2Y00IGC/jgIUqEbPVObNKQepWTR66anFjuybXbBQ83KrO7aVy4ifIeLxSk/erFTwdKZB9dAYQQ9ElG1JW9+HczAHEd/iJZPMWHDSvwaUFJtxYrkfyXAmpS2TcXqPOfVsFD7frkOvXgLIbZjzzXUi2aU1sOjRi5cqVeHh6YNW1E+5T23Dl2lWlPfshAKIBFLutZ8+eZdS0lWydbMWpViq46stIXmhA9jodMmZrkLVYG481fTl8+DDXrl3Dzc2d9eO64NhPDa9BMnb1U8VzhCq+o+S49pWxt48Ev16ihZfiV1+N+101eTVGQdY8CYXXXYAHvI3bQcAQU6aaT2bU+LnsHdWHC8NakTS2G/luc3i1dxrJlg05NFSDUwubkGrfjeSV9Tg3oSMJNfVJraFJQouazGlgwqRGTdnZUIMQ+xnKsUOxYn8IgJhJDHXFWD80NBQfUxPiO2ng/7MJmQ61ILEab1Zq83iONuXBRlxxbk2o6yw8PT04cOAA1rOsWW5qwP72cvZ3kLOzocCuFhIce+iwvmNNzLXUWKUi50pNTZ73VCNvlTbvHvoC7+BjIa+POnN622b2uhzk/H5fEq37kr5yKB8O23Jt9wJW9OvHzDbt8ZphycmF3ThqLnCkiQpHBVWlrQkRtPAX9NgikxG/vhf++92VXuxHRoz+HgeIEMQBD9ET+E3tw+Y55rh4u+Oxcw7JvqYEWtfBqm89JrSoScBAGa+2VSfTuSYR27qzeW43dptrs6q9FqNUBNzGjCRy5xbWWVqybNZ8Znc2xVoicEZDwd26cu6a1eDdbWf4mqE0Ul8+5vLadxuPenbmTWwAORG7yNq7gsqzbhy0W8GcbYEc2LGHODsrIocIHBwp48oqBekbtEkw0+LkcG3OzDDg5sbGpISuJSj0kDJuUb78O3/+DkDMJ7pDMQ64cjmey6dD/x4LuLu7M2z0JLY7uLFszSbamnajW6tW2HQz5qa1Lq/s9Xm0uzp2vdSZVN2AazEXOHrwGFP79mdonTpMNtJmqUJGuFx0iVJi+zWk+PgqKh5G8Ln4Pl8q8ylPS6bkbDSVbx9SkhzGuxhXPlw/wtuTB7g+cSR3Fszgrt9KIscJhAyTETNDnXQnbbL8tXkZpsOd3RrkRUwlJOAAL168+K7qf+PyGwDfIkBRdcRNDCTEHmBcXByu9nt+iV3EOK6wkE3b7RnapTPT6qqwpI4MlzZqRI1T4+iEBqTtPcm1K7cIt99BD0HATBDYpC4nQE2Bv1ydmMHtKHabQZHXfIrD1vH+lDMlFwMpf3SeiowEyu9GUxJ/gJJLIby/GERR4G5Kw9y44bMaj2ECuwfK8bWQc3ieOkfnq3FinoyEjW2J3rWYiLDwb7L90P43AP75CdE4ihDE2R+nnbs4FXGcvPQbUFUMn6uId5vBhq5yOguCUtBRgsAifQn3Fu4hNiCarMxsTgUFsax5U7YIAi6CwB4VVeLMOvDWZizZs8dSuHU5H1PCKU09yMe0oxSf86Hq4SmKL/hTlBhKbogdZSlufLrqS+quJRzqK+A3WA2XUXI8xsjwGS8n2Ko2HpN6MbetHpvMWvPuzS/+/5/l+XfnfwhAfEDUBHGaOiI8jHXLN7DXeT+Jx6N5cSuVrIeZXD0ZR8CqlWzs25MZRgb0EgTODF7Ag3WBBO8NIjsjmxd37nBhlwMBPbuzWRA4PbY1bzeM5o3vMuKtRvPCzY6Pt+KoeH6Jt+d9uO64kOfBG3kd581znzWUeJqT77ccZ9NWeNWWcLC9nMBuquztrIpbWzVs62owRhAYX0OGwxAdHCzaUVIk9je+n34IgBgmi25v6bLlzBg/he2b9+Cx24swn2BuJ6XA11/m6orz8zjpu5djs9fC0ij8u/XFa/c+0lIfUvSmiFfZ2dwIi+CO2wZyXefyJmQRmV4bSLUy5+WutWRumE/mpvmkWI/m8oKRpG2dxp0tc3m6cR7eHVuyTS7gUUOGt7EUT2MZuwxV2WKgysbqUpZXlzJOLmX+Two8zLXwX9iJ0nevvkvguwBE7yD6U3H1xuYlsxlcQ4JF+1Ysmr4Y++1uRAeFkZ6cTFHuC2WzqPoCmU/zKPY5R5KOMUur67F93griTyWRk5lNRXkFJe+KeZt5l8LTPlTciSLfawevM29R8uIxebHHeey4haT5lgRNGkvy2jm8zS8gduF0DugJHG8p5VgzKaH1pfiYSHExkWFvosqmWjIWGkgZIZGwqqMGsav1ObWzO2XFfwzhuwC+IUyI3Mf0tmqY1ZYp1W2+oRbr5yzGYZsLYd4HuJWQQM7jZ1yLv8epI1e4efUet/v1wE8QmCMILG5riscmRy5duEZh7is+f/7Kp8oKKose8+F8KK983fhY8Y5vC2MepCSSuGQqUctnEOXlS1lJCQmjWhL/k8C5tqocbywjtK4Un9pS3GpLcagtw7aWjDn6UkaoSLDpockN11rcDunLx/e/bxN+CED6BV88J+qyoouC6TpS1hlL2VBdYHlLY2zW7SDYw58zh84THXKSaL/tJEW6EBVxluP27jgKAnaCwDJxU5di028gQZ5B5D7LVbKtKiuhqvA2b9w28y46itLMDEpys0l13cX1jXOZbGzANCNDnj/MoODqOa51knC5vZRzLVWJbiwjooGUgAYSvOpLcagnY62JlNn6EkYIKtgP0yHvRH2enupPeWnet7r8zf67AHJu+pK2tw4HLHVZoC9jVzMpbu0FNjUQ2N2lOTvXbcdrVxgRe/aQe7EFn4oM+JKjS2Z0F7Zt9MR//kb2t2qnNH7r5VJ2qgtsblyPQNd9ZD/J4k1OLmXPr1Lx5BxZdsu4PXoEiYP6c22uFW6j+jNMEJgqCByYMomS8s/keiwlrYPAtY5yLpmqcr6VlBPNVYhoJsG3iRT7hlLW1pUwz1iFUTKB3aOr8T65AS8v9aHyw79C+EMARU/38yahEee2GbOytgSHlgL7+glEmpnycJEDnzbG4b3elUBnZ7IPN4cMObw25OtzfT4lqnM1ogklL9dSXvyII2Mns10Q2KCmiqtCYFOHtkSFn+Rm0g1eXj7Ml4IbVBXc5d0Ff7J91/I8cAfzWzZnpoqAvSCwuXlzcl+9pzQrm6yBWmT0kZPeV86tbgKXO0uIbSpwqKmAT0MBx8YCNo0lLKgjYKYm4DpBl4q0BrxO7UvFh18075sa/C6A8pe+kNeUtKCaLDAR2NleStyUPrxYZM/HufspGLqMpBa9CLWx41VgU3imAZW1oKwmVakGfIyuBq/1oEDK2wc9OH3sMi5NWrFNqsIOdRmO2gLuq+yIiUriys6llF9w5fObdL6Uv4Q3aeQnRTDNsLqy+TjXNOZC6CGKH96m/PYKynx0eTNDTtYgDd7E+FPy+AaPtk8neVpHYse1wLe9KjvqC6xrKLCggQqj1ATcJ+ny5UFDim71paI055v8v3SH/372t4Oq1/ugqjn3jxlh3UDBgT7dyZ69nvdjN3G3ZT+CtXVZJQh4DNIn93Izbi+WUXVWly/39KHAkIrbBuR7a/M124iKnJqUP1CQdGw03pNnsk0QcFCo4awqsGvYSPwPnMSybm0i+jfk9SFbPmechqdnSfO1w1JFYHf9hngvWsnTLeMomyzh3XSBD16GVB6rxqeTzSl4eZfiMsjPf0f201wK8wpIPxdLyMwh7Olbh1UNBebUFRihLuA+WZcv6Q0pvdeXyrJspbT/ogFVRQeA5tw/aczmRiYkdjDnaa8JJDc05bCuLp5yCTtUJSwQ1ImcXhswIveIAZn2Wry/YkhFhjEF5wx54q1H2e0aVJXU4WtlHSjT5+2FWlxboIWbtsAuQcCxe0+CD5zAe9VaDqxYRty8cSTO/Zmzs4dg26w2KzS12DF4OGM0tPEc1IXPa2vxYZrAewsJhRO1SV9enwdrdEgI2EVkwBEiffy4deU+GenZpKdlcCk2gaM717Otdy1m1xYYpCLgPF4XMpvw4V5/PlcU/lYDKktfQGYzHkTXZpG+OgHadQmoZsBOmQQ7VSnrVGUslasyS0WFWbXq4DlvDgUhmlBqxMdMYz6/rcnXDybw3oT3hw0oOasHFca/NA3qUJlVA1I1uLNvAil+UeTcS6ekMB++fKTgZT7Xk29gYzGFXhpypgsC21u2Zn11bZw0BbbUqssdt41ULa/Gx+kC712HkJKYTuTmrbx9kUlKwk0C100hfO0oQvaHERZ4Aj+vwxyPTODckRj2r13EonaG9BcEdo7QofJKIwpu2vwzgCyeHqrP8RXVsZbJWCRImS+TMl9Vxhy5jOlyGZPUpIwQBOb27M3hg7HEuu3k7q7acFqHqlR9Kh8Z8M5Ti4y1Wny4asTH83p8uaUPudV5d9mAz/EqXPSaTfyZm1yPP8/F6GhCvP2wWWfPssWbWL94HWZNm7BQS4MN+np46kgINJbhoi7g1n0Qj10XUz5PStGWdhS+fMvD+895lVtA5r0MToREsde8KZGjjDk5tym+izphu3Qpa5fvxM7ODxcbOybWVGVucxnnV2vz6PSG3wIQG8XLO4Fc32XI3okajNGWMlRFynA1GYPUZPRTk9FHTUp3QWCt5Uye3UyhuLCEEPcAbPo15m2MNmWZJrxLNiJzsxafb9WgKrMGn67qUxKlywdfDfKcq2M3ZzFrbFxZv84e+427cd7mzKKR5qxv3phZtY0ZUceYxVrqbFaV4aEnx1NfFVcdOVvV1fAdPoGHDmMpXCAlMz6G3KxCks9forKsjMRTiTjYuTG7b3/2DW7Otcla3JqrzRmb1gTb/cy20aZs6KHGsflqnNzYlsqyon8FIELIvOzLmZUK9k9SMEZXlV6ClF5qMrqoSWkvl9BGKrBrrS2fivP4WvmR6LCjWPQZyz3HmlCqD9Tny7NaVEZqQaERUI+SVGPCLYwZ37IZw9p2waJDB8a3ask4IwMW9OmHzZAehHTRxqZhQybUM2GZUXW2ymQ4aqnhpivHVVfOdrmUjXIFB8zGkrS2Cw8PrORZRgEp8ZfJTH/MnSs3ifANZ4uNIwsXbsRqzCwc+zQmfpDAs+WapGzQ4tg8OWe3tft7dPgvRvBvjoAnifs4v1qd0JnajNBTpYuKlG5yKR1VVWgnU8Fn+y6oLFJmvxITw541G4h2dibRsz/PH7bixZkaREysToxDA7hVDfIUpEROY+uM1YyooUMfmaDsOY5QSBijpYuHeUuSF2rj3aku1rVrM7VeLbYpFNjJ5dhrquGopc52hRq2MhkbpRrs7lCd48ubcfPcRdJvpJN05iL5z3I4GX6CfXt8cLDdyQ5bR5YvsWVZ71Y49VTh3FI14h3aU176a//gdwEoNSF5PxfXaxA6U4uhNdXoKJdiqiLQXiLgbLuN3DvJ8PU9qbEx7Fi6mssnYkiJTeJ23BkCnXYzf+4mFszfivMiM45Yd+NSiB83E6+T9egRdy9fYs+82QyUSOkrCPgN0CXBUo8rE+rh0qoBo02MsDE0wFYqxVb+i/pvUVNTHq8XZGzWlXFkoS6pIbu4dO4mV85e4sWDTFLPX+FIQCTeu7zw2ePDtk1e7F4wjPMrJCQ6daayrPBbHSv3fwhAzPHsih+J6zQImq7FoPpy2qrLiHSYybUTe3DevJukQ2E4T5/GhllLuBYdTfblOPLvXIVPZcrpr7LSSgL3n2TZ0i24O+4n6dhRyguzlD9eVFiCj+0yjuwyI7CvMR5NVInrrUNAq9rMrWvCwromynhjpSAoBd8olyv3tjI5GwSBpK2tid8whKj9UUQGneF8dDKxhxKI8I3E382PnXZeeK6awIUVMi47daGi7PVvhBdPvgvgFwj+XFytwM1MguO8AXzJ9uauxygcF8/Dw2E7EbZmHPOex9GgnQS5uJIWd4yq3DRe3r3OvaQ43j/Zzsdn07h+ej0bVm7F22U/AZ7hJB3zhKIFULmc8BWjsR/RBZcOtXCvV40VdWoy2tCY7T3asaFxfeYLKmySq7JeEJgv9i41q3Fix1guelpw9cgqrp/dyc0z9iSdcOKQnxsOdl5snT6Es4sFrjh1oerj238R/ocBKCEk+3F6sQwXcwNid03m+YX5fEyfBTlWUGAJryzg7TgeJtuwfpUDm1buINRlM+XPZkDWcCiyoOTWbMzqmdCncScC3VbC6yl8em5F3JbxFFxfCCXWZF1dhGO3VlhKNHCeNZQvRUv5mLeQkMWDmSYIrDCqxZFNo8m7Pp8v2bPgrSUUjIHcMZBnpiwDBVPIv7eck3bdibPrSNXHN/9W+D8FQMx8NngbD2NnUJU3TzmrS954eDEBXlhAjgUULeHM9oHMbG7CtvmT+ZgzH3LM4Y0VRTcX4TbQhGYqKvisGQ7vp0GhNcdWDOLhkalQaAH54+HdKpaZ1mdFh5Z8LVgMOaOgfCY3wqawbkBHCu/Mh1IrKJoARZXrOmAAAAqmSURBVDMpuzeLsnvz4cVoKh4v5eW56XzNtIbiKfBqITdS4n9X+D8F4Mmj+7wpPAbsVW4VhS58eucC5Q5Q4Qj4kmBvzmSZgM3YbpS/dYFPdlC1i/fP7XHpWxdx0NR902TAFdjDsRX9uOA2BdgJFZsoydqKz7AmTKqrT37GDqhaBV93kLrfgsiVg6kq3QGfV0HlForSlhO9pg+BM3pR/Gw7FM+HKnsuu00hsL8hd4MmwddNpMR7/uEQ+Q/ZgMLCAl5knhcjBOART2JtSfRcxaeKu8A15YcOV/0XYy0XsBvUkdJS8Vqy8t6nj0kETWnDSLHztHYmkAbc4cLuiXhN7MlXUoCLVHw4x/6xrZmtLnD7nDuQAFzhwSlbnPo3pfJ9LHCGqg8nSNs7Bp/+WixrICMrTZxhOq68V/oyAO/xrVmsJuDQpz5wibNHnJRDer+nBj8E4Ob1K397/it3DizmwLCalCgt+S8DWE8T9rOmlsDqbq0pfScOP4mDpB+AT1zePpx5MgHnZfPEqRflex5H2bLmJ00KcsSvRCqUeWNWD2GWIBBis/Bv+cp5/egsq+qocmTbYuVzlR9ecGByR7bUFtikJ5AUJGqS6G2KKcm9SPDY2ljoCRgJAhG7bZX3PFZbKtc+/FcAwtztKcl9rHxH5OoppMWL2vBL+pR3hYNdZezu0ZY3b3+7hD07egM2+gIha5Z/y07hZR9WNRBIjBKb0y/pfsQaVukLzOnSltKKX0aYP30oxH9kXboJArN6t4bK98rxQufRPZRzEHZWFt8eh4p8omc0YouJQCNVVQYOG4H4YU3etRgW9G6vnCb/NfNvj76rAeJ02daZkwgbU5e8Sz6Uvkyi7MVRPjw/SlnOeSJGm7CvgwkFt0L58i6FioKLfCq+QeH1INbVEwhZPJ6vZelQ9YxnFwJYXU/Aw9ocyIdPuby/F4JfZ4EBGuqkpMQAorvKJ3nzz9g3krHXfhWDGhoSMaEFr1Oj2L3ECn1jE96UidHcZ/jyhksbenKgjkBbDXXmLFnwy/VPxXgMb8a84UOUI9q/FfvXs+8CEIfD182awr6mAnsH6BO/wpTjIwSSFtXioGVz1rUx5uzKrpydrknsZFViLVRIsTVl18B67DHrxKUVP5G4wJBLO4awqaUq85rVItG2LxfmGnDHcwSxFjWZpCEwZ2Q37mxux/Vt7Un3NmNvY4F5nRuRHT4Zp8ndsdIU8DUVmFxfDZdFw3ng2p+MIAvid4xgnq6AeT0TVkzuT+aBCeSeXEGc7WjmGArYrF2tnPT9VeTfHn0XgDgpYmNrS19dNfaN78DNxVqkzFYldlFn7Po0J3FNB67OFEiaISV+ksDlOdoEz+hNwLRuXFtUncvi9wC2PXDurs9YXSl+1j24PEUgZVl9js1oxXwdge7NG5O4rAnxYwWS1nfDp6s2wzUF6tQy5sqiukRaN8PUUJ8p6gIhU7qTaK3HqVECh6xasegnQzYO7cThRR1JtpJzYaqCwzNNcW8pYXg9Pfz8/JUfbv5W7F/PvgtA1AB3D3fq1GlMjE03PuxWI2NPF0Ksh/FkdyeKHOQ89+jOi/3DeblJQubekdxyHsMrez0KHPR56D6Q4JHGTFQIWP/cngKnOuQ7GnPZbgALDQX0BW0i1/fm9SYJjxzb4zywLiM1BARBvCeQsKYbRU412GrVmR5tTcmwb8OjJQIPXfpzaoMZVzd25NmWmjxeKpC5tQ6nVvfFyVQTa2OBnwcMUH5e80eLJL4LQJwgFT93HTfBisyIIXC6Cfmx1nyI7g+nGlAVN4L949qSsLk/JLTj64kOcKwRnOnIfc+RuPcyZL6BQIuaRjwJ/Rli6vEiwJzVjbWY3bEBMR7mENkCjpoSv20sM5sYU0/fgMbVDelqUgsfs+Z8OTYAIptRcrAflX51KN9fm/LQNnwKbkbVPgM+Bdbk4+HenFzem00t1ZlhJNCwpjH2Dg7fXVH+XQCisohTY857XEjyHgmvRsLj7pDRm4pblhye2YYJ2gKrTQ3JiZkEj4bz5d5YLjkOZXMrTaxrCGgIAmOGdoTCcVSlTcJ9aFNaCQJOa4fCu6Fwox1c70rVtcG8Tx5Jfvxw3iYMpzJ1EK8vjOfM0r4UxohLcVtDake41QWumUJqZ0gbyqsT4wifZcqKhipMMBQw1tZkqqWlchH1974n+CEAIoQD+/ezqp0ed/zH8iZlHEUXLYiY1IAFRgL11VQYrCvg3kOfZLv2nFnVkvVNpYwzEDCWS1BRkdDdSIungUNI3NaFMQa/qPi4ljV4EDyW4ptTIXMCZI+C3BGQNxJyR8LTsbxPnoRtexOyz06FoiG8uTSFp1FjyL8wjjfxo0m274V7Lz02NBAYqq9CNXU1Bg8ZQmzsyR9fKPmrSfj9o6DgYMyMZGxrqUqoWQ1C+itYYSLwk0JAQ0ODBlqqrK0nsL+lCh4tVBihL1BNTU47EzUsO2rRRU+GcyuB7W0kmKgKSFVU6K0jsKOZBJ/BNYmZ3YRHu9uQ4dKee04dSN5iSsiMVuztp0dvDYEja3vy5ool+0c3YGMTOb69dIgarIl3GxW211ehXzUBTYU6/QcM4NChg8op/d+X5tc7P6QBohodj46mS/NGWNcS8Gsuwaa2Cg3VBRo1aoS5uRlt2rTBRE2FoXoqdNMW0FBXZ+jQoXhtX0KQlQ4WrdSZbKDCAB0BDamEhupSmmpIsDQW2FhPYF8TAd+mAi6NBRybCNg1FlhWX5yCU0FfIjC9tsDhQVosrCcwuYbAlvoCextJmGyoQl01FXR1dRk5aiSRkYeVK95+FfGPj34IgGhFk5IS6de/PwqJQEOFCjqqEpo3/4mtWzdz/vw5Nm60oX79BsjlcgwNDTEzN1MWRlxg8eRKGNbdtNCTy5AKEhrKVOiqkGIkl6AuEWigEOivp4J5dRXMDVQYpS8wsJoY2Ag015RirKfNiJrquDSS0FpTBW2pCsZyAV2ZoPy9Ro0aM2/uXM6ePfOHQc+/Q/FDAMQHxWUy27ZtoVXr1tSqVYtevXvj4rKHp08zlX42Le0W9vY7mDVzBps22ZKQcOE3hfHZs5EhzdWZ0kGHQcZadFKR0EwhRUOmonR5otv7500hldChaW2WLllA2zZtMJBL0dPTw8TEhNq1a9OiRUvGjRuLp4e7cimvuOT3z6YfBiCGxI8ePSQ0NAR3dzelkRHX4n7zsaK7LCgoUALJz3+pXHf4rTBiExJXn8WFuxE+Q0HEbAOGG+nQTlChlUJKA7VftKGGqgQ9FQnN9VUZ2FCNcT0bExocoPz/ATNnzqB79x4sW7YUVxdnPDzciYgIR/wqVQzWvpXj22/+6P6HAYgvFH9EXDQlfjsgLqz8T1JOWhQnF6kSPENfCaGbVEZPDVU6q8voKpczt52cfePUCFndm2eZ6UrtElepX7yYwIkT0WRkPFHCFD/f/U9q/J/L/KcA/PPD/+n585vHOLZADT9LfUYZadNJRUYvuRq2PdSIWyTlonM/PlUU/+b1oob9p9B/86J/OvmfABDL8OLWcQ5Zq+FjocswIy1WdFLl1EIp8U79+VQpjiX836T/GQBRvBe3ogmdoU6IpYLD02Wcdhj4fyq8WIb/KQCxAK8yr3JuzxhSwtfz5ctf+/9BfkSH/h+pSPm0nmJ02AAAAABJRU5ErkJggg==" data-filename="image.png" alt="image"></p><p><img 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" data-filename="image.png" alt="image"><br></p></td><td><p><br></p><p><strong>Este es el símbolo WILD y sustituye a todos los símbolos excepto a .</strong><strong><br></strong></p><p><strong>El símbolo WILD aparece en todos los rodillos.</strong></p><p><strong>Cuando aparezca un símbolo WILD, al final de la tirada, se selecciona </strong><strong>aleatoriamente un símbolo de pago presente en la pantalla y se transforma </strong><strong>en WILD. Los premios se pagan tras la transformación</strong></p><p><strong>E</strong><strong>ste es el símbolo SCATTER. Aparece en todos los rodillos.</strong></p><p><strong>Cuando aparezca un símbolo SCATTER tiene un multiplicador aleatorio de 2x, 3x, 5x, 10x o 25x, que se aplica al premio total de la tirada actual.</strong></p><p><strong>Si hay presentes más de un símbolo SCATTER en la misma tirada, los multiplicadores se suman entre sí.</strong></p><p><strong>3 o más símbolos SCATTER pagan 1x la apuesta total.</strong></p></td></tr></tbody></table><p><span> </span><br></p> <h1>REGLAS DE LOS JUEGOS GRATIS</h1> <p><strong>Consiga 3 o más símbolos SCATTER para originar la ronda de TIRADAS GRATIS.</strong></p> <p><strong>3</strong> <strong>símbolos SCATTER otorgan 8 tiradas gratis.</strong></p> <p><strong>4</strong> <strong>símbolos SCATTER otorgan 10 tiradas gratis.</strong></p> <p><strong>5</strong> <strong>símbolos SCATTER otorgan 15 tiradas gratis.</strong></p> <p><strong>6</strong> <strong>símbolos SCATTER otorgan 20 tiradas gratis.</strong></p> <p><strong>Durante la ronda de TIRADAS GRATIS está activa la función de reemplazo de símbolo WILD y los multiplicadores de SCATTER.</strong></p> <p><strong>Consiga 3 o más símbolos SCATTER durante la ronda para relanzar la función.</strong></p> <p><strong>¡Sin límites!</strong></p> <p><strong>3</strong> <strong>símbolos SCATTER añaden 8 tiradas gratis más.</strong></p> <p><strong>4</strong> <strong>símbolos SCATTER añaden 10 tiradas gratis más.</strong></p> <p><strong>5</strong> <strong>símbolos SCATTER añaden 15 tiradas gratis más.</strong></p> <p><strong>6</strong> <strong>símbolos SCATTER añaden 20 tiradas gratis más.</strong></p> <h1>PREMIO MÁX</h1> <p><strong>El importe máximo de premio está limitado a 5.000x la apuesta. Si el premio total de una RONDA DE TIRADAS GRATIS alcanza 5.000x, la ronda finaliza inmediatamente, se otorga el premio y las restantes tiradas gratis se anulan</strong></p> <h1>REGLAS DEL JUEGO</h1> <p><img src="data:image/png;base64,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" data-filename="image.png" alt="image"><br></p> <p><strong>Los juegos de alta volatilidad pagan con una frecuencia menor a la media pero la posibilidad de</strong></p> <p><strong>ganar grandes premios en cortos periodos de tiempo es mayor.</strong></p> <p><strong>Todos los símbolos generan ganancias de izquierda a derecha en las líneas de pago seleccionadas.</strong></p> <p><strong>Las ganancias por tiradas gratis se suman a las de las líneas de pago.</strong></p> <p><strong>Todas las ganancias se multiplican por la apuesta por línea. Todos los valores se expresan como ganancias reales en créditos. Sólo se paga la ganancia más alta por línea.</strong></p> <p><strong>Cuando ganes en múltiples líneas de premio, todas las ganancias se añaden a la ganancia total.</strong></p> <p><strong>Se emplean rodillos especiales durante la ronda de TIRADAS GRATIS.</strong></p> <p><strong>El premio de las tiradas gratis se otorga al jugador cuando la ronda se complete.</strong></p> <p><img src="data:image/png;base64,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" data-filename="image.png" alt="image"><strong><br></strong></p><p><strong>El premio total de las tiradas gratis en el historial contiene </strong><strong>todas las ganancias del ciclo.</strong></p><p><strong><br></strong></p> <p><strong>El RTP teórico de este juego es del 94.5 %</strong></p><p><strong><br></strong></p> <p><strong>APUESTA MÍNIMA: 0,25 €</strong></p> <p><strong>APUESTA MÁXIMA: 100,00 €</strong></p><p><strong><br></strong></p> <p><strong>Los botones ESPACIO e INTRO del teclado pueden usar se</strong><strong>para iniciar o detener el juego.</strong></p> <p><strong>En caso de funcionamiento erróneo, se anularán todos los </strong><strong>pagos y las jugadas.<br><br>1.0 - 25-10-2019</strong></p>