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Advancements challenge a boy to work on skills that match his ability and interest level. A boy is not supposed to be perfect, but to do his best. Boys will be exposed and motivated to try out a lot of different activities.
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)
For new scouts, the Bobcat Badge must be earned before going on to earn the badge appropriate for his age.
![Image result for new tiger badge](data:image/jpeg;base64,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)
The Cub Scout adventure begins with Tigers - a program of exciting indoor and outdoor activities just right for a boy who is in first grade and/or is 7 years old. You are there with him as his support and guide, but you don't do things for him. He will learn by doing things himself. And as he learns and grows, your relationship with him will grow, too.
![Image result for wolf 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) After your Cub Scout has earned his Bobcat Badge, he can start along the Wolf trail. This is a big adventure for a boy, one the Boy Scouts of America hopes all boys will complete. When you have okayed the tracks your boy has filled in for all twelve achievements, he may become a Wolf Cub Scout. How quickly your boy progresses is up to him and you. He should do his best to complete each track; that's a part of the promise he made to become a Bobcat and it is the Cub Scout motto - Do Your Best. Don't okay a track if you both know that he can do a better job. Move on to something else, then go back and try again. The important thing is to keep him interested by working on the trail with him as often as possible.
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) Any boy may earn Bear achievements and electives if he is in the third grade, or is nine years old. To earn the Bear badge, a boy must complete 12 of the 24 specified achievements listed on the link below.
![Image result for webelos badge](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxQTEhUUExQWFhUWFxwbGBcYFxcYGhwYFxUWGBcaHB0aHCggGRwlHBUVITEhJSkrLi4uFx8zODMsNygtLisBCgoKDg0OGxAQGzQkICQsLCw0LCwsLCwsLCwsLCwsLDQsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLP/AABEIAMwApgMBEQACEQEDEQH/xAAbAAABBQEBAAAAAAAAAAAAAAAAAgMEBQYBB//EAD4QAAEDAgUBBAcGBAUFAAAAAAEAAhEDIQQFEjFBUQYiYXETMlKBkaGxFCNCwdHhB2Jy8BUkktLxM1SCk7L/xAAbAQACAwEBAQAAAAAAAAAAAAAAAwIEBQEGB//EADERAAICAgEDAwIGAQMFAAAAAAABAgMEESESMUEFE1EiMgZhcZGhsSMUgcFCQ1Ji0f/aAAwDAQACEQMRAD8A9wXABAAgAQAIAEAN1azW+sQJ2HJ8hzuFGU4x7s7oi4nNWMF7f1GP3+Srzy4RXA2FE59kUGN7Y021NOsiN9IB+Z3VSWfLfHH8liOFLXIzie3FNmxL7dAFF50yawfljmH7cUnR42i1oXY58vJx4PwywwHamlUdpBv+ybDP5+pfsLnhyS2iyGZsJEXHURb5ynf62vehLomu5KpVmu9UgqzGcZfa9immu4tSOAgAQAIAEACABAAgAQAIAEAIrVmsEuMBclJRW2Giox2dANm7B1Mavhxxf5KhZmb4h+5Zrx3IxuddqNM6XBvUz3p4k8gqlOyUi/XRGJjcfn1WptdonvONoI/JQUd9ywkkVQqVKhIlziR+Fp8OVNVI62kOOy6sfwVb9SAeil7eiPuR+Tgy+q0SW1QSek/muOG/B3rQuhiq1MmCQfEadzf5KDgkd2i3wfaZzDDgRP62uopMNbNhl3aYPiHavEG/xCkpNPgrzpizU4HOZiTrB/1D/crtWY1xMo24zXKLnD12vEtMjb3jg9FoQnGa3FlVrQ4pHAQAIAEACABAAgAQA3XrBgk+4ck9AoWWKEds6lt6MvmubkXmXfJvgPHxWTZdKb2aFOOlzIw2c56XGGEO9qdh7+CEkuJFBQyx9ZxMav53G2/Tm3KZGD8hKxRRoMHkDG3f3z47e4JiSQiVrfYtGUQBYAeS6K2KjZcAIQA3Xw7XjvAFdBNrsVWI7PMPqlzfp8CoOCY1XNFJiMofQOppPm3byI4UJwY6NqlwWuTZ65h+8cBwCPmSlbJNJm5wGaSQ5h0ujfh1rahym12yre4lW2hSWzT5ZmAqi40vb6zeniOoPVa9NysjtGbKLiyamkQQAIAEACABACK1UNaXHYKMpKK2zqW+DL5xmZBJHrREE7Dp59Vj3Wu2WzQppSW2YPNszc8ljePXPTwjqk8lsayzKpgvsPZ6+J6p8YaFTs+C8awNFgpCRRQASV04GlcOi2hACHoA5K6cAhB0qMxy0XLBfpwVCUNjITaIeXZi+m8B2w68dST0SHtdyxw1wbnAY8v0ua6Hgd09R0PUFTrscH1Iq21KSNZleYCs2Yhws5vQ/otmqxWR2jOlHpeiamEQQAIAEACAKDOcbJgEaW+8F959w+qzMy7ql0Lsv7LePVvlmFz/AB7ydIiXc7iOdtlS7cGgkiBl+EBg3gbcz4lOhDXIqyZcNCYKOgfuuHABQAtoQA5RYSQBuUq66NUHOXZHdFn/AIY3TEjWdrrzc/W7HapRX0L+Sag9bKms2DB3XpKbo2wUosg1oSWlNASGroBEoAr80wAeJFiNioyj1InCeiNlGIexwa6Ynk7eZVbTT0x+01tGzwmKdTcKzb2h7eo6+firOPa65fkU769rZsMLXD2h7TIO39+crYT2UB1AAgAQBDzXFaGW9Zx0t8zufcJKTkW+3BslCPU9GLzbENYLCANrx9ViGtBaWjJAa3knd29o7s25U647ezs3paLqnTAhWCuOBcOCg1AAGoOjlOmSY3S7bI1xcpPSBFmKYoiSJqO2HReRy8uWbPS4iv5HQhv9BuplzgPSBx17xwq8b4N9DXHyN61vQp7BXbNhUaNusKzjZU8KzT5i/wCBU4a7divLTJB3C9ZVbGyKlHsJa0IePgmgNkLoHCuAVuZ4f8UbKFkdrYyuWmWeS40kc+M7n3cBJGSRpez2YCm/0TrMddpPB6LSxLdrpZm319L2apXhAIAEAZjPMRqqm1qY0g+LoLiPg0e5ZWbZ1TUfgu40ONmOzipqIbIg7yR85VMur5GsBhyLmJPT5KzFaQmT2ycF0gGlAC6bUAONYTYKE5xgtyekCLFjm0Gan+sdgvJ5uVPMs6Ifav5HQhsbyqatQ1H8bBIy6njwUPLJylxpFu56zkiCRn8bNOrqbPXzW/i1LKx3F912GN9P6MfcBXbrZZ43HX90vFyZ4NnRYvpf8EJx/Yhu8beC9TCanHqixLQgqZwS5dOCalORBQdKbDzSqi9pvsBe8k8+SrTWmWYvqRoy6WyDcXB5UqpuMk0JuhuJu8qxYq0mPB3F/Mbrci9rZltaJa6BxzgASTAG5O0IAweZVy6XkOlxLrETfYR5QsGyfXNyNSqPTHRlrueSdVzA1abAb+YKILbGz4RaUxAsrBXYto8FwBQcgBYJ4ChOahFykCWy01soM1O9eNui8jlZNubZ0x+0dCG/0Kh+qodTz5Araw8SFFfXJcnZT2+lGhwdLRTAtK8zlXO65yYJcj59yrAVubMsDGx+q1PS7nC5Lfck1uJXNcWnUw36cFehzcKGRH8xUJ64fYn1Gis3Wyzh6w6rEw8ueFZ7Vn2/0SlErn+Vx1XqozUltCRJUgOOCAKjN6P4hx7/AJJdq42NqlzossqxYc0dYuP1SUxko+DVdjsTBfRPB1DyMT+S18Se4aMu+OpGoVoSQs5j0L9RABgX8wk5D1VInWtyRgM1qsAMgH/V+SxTXRW4ahcW/COvN+U6tcC5vkngKYoWEAO02k2AulXXRqg5yfCBLZY1XMoNk3fx5ryd2TdnWdMft+B0YefBTO1VHa33P0XoMTBhQjk7PCJFAd5vmpeoTcceTRyHLL+T7l4ngZwKGy4cZHxlPU0gbwm1S6ZJk4lC1e7qmpQTRXktM7RJadTDB5HBVTNwY3xfyShPXD7Fg9jazdbPXHrNWNh5dmHZ7Vv2/wBEpRIDgvUQkpLaE6ElSAi4ujqafJDW1o6npjOSObGknnaw/cqqiyzQ5VV0Ymk72jpI8wQPrKuYc9T18lHJjxs3a1SkU3aivpptb7TtuYaJke/T8VTzZar18ssY63LZhs2rnSAAbn2mj/lZZopEegZk+KsR7CZdyYxdIi6bSTpG8pV1saoOcuyBIn1q7KAgXqea8pZZdnT/APX4LEYcbZUSXOLnGSfl5L0WJhRpX5kJ2b4Q61yuiiZlpmoLdfJYvrUmqUl5Y2Bdvd5ryqRNIVPiuHNDVTYqS7kl3M88iSBtK9r6dJuiOxdn3HFeFHaLyw6m78jqs/OwY3xb8jIT1w+xOrMFVutnrD1mrHwsyeJP2bft/olOBAAXqIyUltCRLmSF04VmFBbVsCfKB8SdlWmtSLEXuJb1yQGuJ9QgwPPkqdUkppi7VtHo9GoHNDhsQCIuLiVumWZbtXUPp2NF4pzHiXGfoPgs7Of1RRcxV3MfmNaXtb3dQMxpJJjoeCqBe8DuFFhPKsldk7DU9TgBclV8jIhRBzmziWybiarKA7sOqH5LzM7LvULPiPwPjHS2+xUUQXEudc9f0Xo8TEjTHSF2WbHQ4K8q5PwK64/J1RcWu4KSZPyen3z0hec9dnxGI+HbZavDYM/VedTYxORXYLFPLjJBHG2y3830mNOFDI5TfcRG1SscPgsn7LAXceu5nMQAHuA6/Vew9Km5ULfgXauRK1dCdnAQu9LDqQqlWdTdrZ/5DqsrPwI3ra7jYT8MnVaAqN9JTEe03yWZg5ssafsXdvD+Ds4kI7L0sZJraFFNmLtLgRAPBIJHwG6VauzHVfBeB004mSRuR+SggkjWdj8Tqw4B3YSOdtx9T8Ft0y3BMy5rUmin7SD/ADLyHQdDePBUM371+hbxexmMY1+v1y6x/CAPiqSXJbfYscBhi6IXcnKhjw65iNbJeLrih3WCahG/Rec3d6hPb4j8DoxSW2V1Nkkud3nFejxMSNS6Y9xVtm+Szw9BjY1XJ62AXqcfDUI9tsx7LZTfHYU/FNBkBtukK7Cr5/oh0HAadQCQJnixS7MdSb2uDqco9juVtLXvabxt5L5z+J6Pauil20a+LZ117fcmYudJ2CwMSEZ3Qi/LX9lmT1FlA6q4HuwIIX1X1LEjZgyh8RMWierUzQ0hIEn5L5I3pm7sqalAmo/SJuJ8l7L8PUO2v8kynmXdGh0Mph3WxmTyvbwxIRXC/wCTJlKb7sXWe0QNI9392TVUmmtC1v5IVYARGyyc3CUI9cS7j3Nvpkcp1nU3am3HLV5T1D0+Nyco9zShPwyZXpNqN9Iw+Jas3Az50S9m3t22dlAz+aNmCPrHxK9FZpx2jlfDLPDu7o6/yyfml9ib5L7sLUP3rTsDMW6la2I/8Zm3L6yN2jd/mnj+RvE8Krm/f/sWMb7TPYtp13DgNJ3IjjgXlVI9y0/tJ2W4sU99nc9Fler4llmpx8eDleuw5i8FfWO8DzOyh6Tlwj/iktMLNsjgwW/1Bepxde7H9Snf9jF4/GbggCbTcr1UI67GdEpzVDTaI67bbhMJj2FxgBHRcaOMvMLmEn9F5/8AEHp6ycOWu8eUMxZ9Fn6kzGvDmfuQvnfo9UXmwjZxyat+41vRQPdBsCV9ZyYp0SX5P+jEr+5fqaEPOgRaQvkGLgzysn2q15/b9TdnZGEeqRW1seGghtjO+5PC+sYPp1WLUq4rj/n5MWybsl1SIBxhOouALj7Ij+4Wio6I61wM0pdN7ne/C6wZIcO5c9DHkqWat0yCl6mh9jl5dmqTMupaNT9m9F5X1d1TsUYd/JYr21plPmTw6XAQCbW/JauBXZCjUweuom4Ct3B5dAPkFbXIMtuwLu/X8x9StTC+wzsj7hntUwjFHcB1NpEHeJCRnL60x2K+GUOMs8WEwRvLvcqa7ouPsx5okXT2k1plfY7g8WaRg3YdwVheoem7/wAlfDQ+MurhkrH4YFuqndp+Sn6X6nLqVd3EvD+RVlZWVLtj3HwK+kY1ysgpIx5RcJaZlM+xFUENa0l56bHoU2yxQj1PsNrj1MjYf7XTA9JThpInbYn3qrVnVzfSmNnTpGmy+sRBVtra0yoy+q4guZb3rw9Ppksb1f6V9L52X5XKePy+SAakcle1tW4NfkZse6JWYY37sRPuXlfw16e6p2WzXO2i/l271FGWzTG+jbqO45mV6/eitFb4KNnaKoBdjoPMJKvg3rY50s0+V40ejB5Ka2V5LkmNql5AF+pn4LJ9QyVGPQvI7Hq2+ot6VIU2+kqmGjZvJXhc71CUpOijv5fwakIbImJrurGfVpjZospYHpyh9VnLJymktIi4+zTtHiYC1p/aLh9xIyymWsEFgEfgl3zKShr5L7+H479c9Y38ytfD+wzb/uHO2tMCtQdvqa9scd0tI/8AopOcvtf6jMV90ZvMX95kkbxAHh7Q2WeXkLoiyslcURdGgFYSr6EzcsO7d1h+o+nqS6q+6Hwn1cMezHLg8CpT2N7cFN9H9YnVL2rHz4/MTdSpdynpYH71riNl6vIz/dr6UirXQ4yLDHUA9jha45VCubjJMc1tFPgOhuW2+C9VVPripGZYtPRYONt0zS3sUBA/5XTgmrUMRuOkISSJIoX4Q16wES1p7x4noqGdkKutx8suUR52aV+FZpgtEeS88pNPZc0VOHyvT3WiBNzvI6LSn6jqrp867iPY3LbNJh8JSoN1PieG8leKzvUrciTqp/3f/wALsKyFXq+kfrcP6Wq36fgqmO5dzs5+EKhagkiYwbDa/gfrZQs7DK+5Y6AGQSdvAfRJQx9i5/h3TGio7q6N5tJWxirVaMy5/WSO3tL7qnUDQSyoJJ4a4QfO4b8FDNjuvfwSx39ejJYwuLQZO/4Gjb9FlGkhdEm+3u2VhdhEu46V0iIcjR07gcSaTurOR/fCwvUPTur64FiE1JaZPxWGBGtm3Pgo+neptP2bu/hi5w0QJPK9AmLK7EU9NS0AO6WuFuemW7i4lHJj5HwP7C1ykLY4HouJ7DRExlQNabx0hck9IlFbY/lFDTTHV1/FeXyrXZY2zUrjpE1zePkqk5KK2xqRLeG0Wy+7z6rf1Xnr86zKn7dHEfL+f0Gxh5ZAqNL3a3mXceC1MPChRFfJydm+Ed0q8KFygCDj2y5oib+zqCTYxtfyTMxqBtI93YezCgiTNX2Cw2jCNdy8k+4HT9QfitymPTBIy7HuTJ/afB+lwtVo306h5tuPoi6HXBoK5dMkzz/Dg1Kf4jI4OkfFYZrJhhnm0+W83HE8ptb4FWLkkQmCzulACXNQzp3CYk0XdWHcdFheo+nKS64D4T6lpkzEYZpbrYe7z4Lnp/qT2qbu/hkJw0ykzNsgEbgr1OHY42LXkrXRTix6jTEDqbL0F96pqlY/C2ZkYuUkiXicsLADMjwC8v6J+IFk3Sha9N9i7kYvTHcSjx7ZLQDyOF6TMsUamV6ItyLdk2A+C8vOaim2aaRYuqNoMk3qHYdJXmMjJtzbPbh9n9jow8srC2Xa3GXH5LcxcSNMUvJCU98LsKaFcFjjUAEoAi4Yg1ZJ9XxP05Vab2x8VqIjP65dpY0yXEWkz8FOuO5JEbHqJ6jgKAZTYwbNaBfwC3TKH0AeWvwT6Fd9Ay7SZb7Og+qT+iw76+ixo1KZ9UdnfREOIMExMhsNH8viVGD0yc1tDwTxIpBwSUHRBC41sELwOLNJ0ESx2/gsD1PA/wC5AsQl1LTHsywIguF2nZP9L9R6tVzf1IVOBCyLDhzwSD3fh4LZ/EXqHThqtPmX9FTGq/yN/BosXQlpBleCx7nXbGa8NM0X9SaMp6MmsBwOB8pX03IzPcxIWPhPky6a+mxouX1BQHqzUcLDp4rxWTbPOs6K/tX8mhCPG2VxYSdTzLltYuJCmPC5Iys3wdaFbIC0HBTCgBNd0AlRk9IklsXldEhnibzJ/O6rxQ9kXKqH2jMGMOzDJMdATv4wB71dw4bs38FXJlqOvk9WWoUAQBkO29FzHMrgS0N0OuBpvIJvcGSPd4qhm1t6mvBaxp6ejOuqawHzOkzvDQOfNZyZfY6xwPNlYT2Ia0dC6ROyg6JlACXDqoySa0zq4H8vxGk+jcZY75LznqOG65e7WWIvrX5k/D0xSOmBDrtI581m5F08j/I3yuNfARS8EmvUAaTaIVWMW3omisY4Um+kIBe6SxvSeVqu26+McaLfSu4roj1ORALyTqd6x56eAXoMTFjRDSXIuctnFcIAxqDg4RdACgYQAxWbrcG/HcW8wk2PwNgvI7m+MFFhIkgDzUEMLv8AhrlZbSdiXjv1idNvwA+N7kfILYxq+iHPkzb59UtfBs1YEAgCJm2BFei+kTAe2JiYXJRUk0zsXp7PL8A51BzqFUd9p2OwHB8QVgzrcJuLNauXUtk2jT3G3IJAGqd48lKt86OTXkUAnCgCAOhAHIQAioyQlzgprpZ2L0SsvxYH3dW4/C7ovMZ+DKmXXAsJ9XK7kzE12MEufqA/D16KhVXOb1GPJJ7fjRTVXl7tTt+B0HReqwcRUw/MROW+EcIWgLOtCDh0IAWCgBFSpHmoSlpEktkrDUvRN1O9Z1yNvkeVX/McjP1C7H4pmHpbTLrRAFyZ6RPyVnHr65IhdPojs9iwuHbTY1jRDWNDQPACAtkyh1AAgAQBhv4h5C4kYukJNNv3jZIkAiCABeATPgAqWXT1rqXgtY1vS+l+Siwtb01OW6dXtHjqAstcmgPUasjbnoRsnxlsTKOhyVMgCAEv2QA3dcATV2uoTrU1pnU2uwyahtzG37qnRhKqxyGzs6loc1HlaAk6HQuAKXTgSgDrnQuN6OokZfhdR9I71R6o6+Piq0m5MbFeCr7U5061Ng1veQ1rRcybARupRi5PSJrSNx2D7OfY8P3wPT1DqqEXi/dZPQD5krZoq9uOvJmX2+5Lfg0ycJBAAgAQAl7AQQQCCIINwQdweoQB5R2ryh2XVhVYCcK82aJOh9rG1gSTG+xWXlY/S+qPY0se3rXS+5NoYgVRrDhMDXJMaReAByqSflD5R40JBkSJjxsRO0qxGWxMo6F+5SInCgBDkAIIQAjTdACtkHBCDopACoAvsuNpAOYPAmsZ2pt3O0/31VaUnJ8dhi+n9RPabPm4dmkXcLADfwsN12MW+EMjEs+xPYh1Op9rxhD6xg02bimCJkyLvuR0EW8NbHx1WtvuUcjI6vpj2N6rRUBAAgAQAIAEANYrDMqMcyo0OY4Q5puCFxpNaZ1Np7R452kyOrllaWFzsI4gh5uWkkxTcedt+bcrLycfo5ialF6sWn3LDL8wp1b6oeSC7mbQAVT2Oa2WEGYdANuZBJ4B5TVP5EOGgfTTNkCO8+C6BwBAAAgDhXAAMRsBTBeLnpCXKxIl0kpuWwdVcgN9kG580huUu5KK39ozm/aKwoYZpdUf3abW+sTExHkCfAAlMhBy4iSUVHmRO7E9iqjan2vHQ6tM06c6m0/5jwXn5ee2tRjqvl9ypkZPV9MOxvlZKYIAEACABAAgAQAIAaxWGZUY5lRocxwhzTsQhpNaZ1Np7R5dnn8M6lBxq4F+pov9ndOqwvpeT3jI2IG+6o3YikvpL9WZvif7lLlvaVzDpxFNzCyO5UaWkEiQYcAffCoTrlB6Zc4fbkuMDmdJ0tbqadEi8i5mTKh1HJQ2S6NOo4Fxpd0TB1CSAPWjzXW2hfStgGm0scPV4O7ke4yPQIE+y7ng8O09OqPcYdIsYaobNpu53EDumNyhzkCSJIwMXq1GMjgXO4hQ233BJvsiA/O6VD/pgud3pc6O6fdZR6kOVW+5TYTNK+Or+hoN9I+CXGYa0DZzjx0VinHssCycao7Z6T2O7LtwlMF+h+IdJqVQDybNaTcNADRxJExda9NMa46Rl33Ox/l8GjTRAIAEACABAAgAQAIAEACABAFV2g7PYfGMDMRTDw27TcOaTE6XC42CjKKl3GV2yre4s88x38N8Rhy5+HqfaGb6HkMqmAe7I7ruPZ3iOVSsw+dwL0c1S4ktGczPNsTh4NbD16QpkAl7HaNUyBrHdI95Vb/Q3PsizG2t/wDUhFPts9pkVQLF2/X81W9uwb0J+B+r27c4x6SIjY8oddnwc9tLwdodq69YFlIVK0CSKbX1CL2JDQY96nGi6XZHH0Re3pEulkuY4kgjDPYC2QajmsHwJ1AnoQnLBsfcVLJqj5/Yu8F/DGu904nEhjOWUgS4iNtboDbxs0zfbdWasCEeZclaed/4r9z0HJcno4WkKNBgYwXjckndzibuJ6lXkklpFGc5Te5E9dIggAQAIAEACABAAgAQAIAEACABAAgAQBXvyLDEknDUCSZJNJhJJ3JtcoJdT+RP+AYX/tqH/qp/7V18h1S+SfRpNY0NaA1oEBoAAAHAA2CN7Ii1wAQAIAEACABAAgAQAIA//9k=) 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+xqKYGnp7vqH5d3MtJy4Wgc3FdlPT38b9yGKryQ0uG9gCjBrawh1U4XaDYiAEZgHV5vm75DUmu2zbO18GHy9/wd1LS38TiHx3jN07jDE6zRk5wP6Bb7FsW+6oqE9EXuv2Ma2uRibKLPmvwhCq3kGEAQFtgDbIYx9O42PEXs8bgAgfS/wA0uNjFM/Em0nNHE3PRbGoZmLh3a3aktJHEPHTqi3cjy8pGS9nIyT8rgflfP9LrlqoEngfF1RU+xsjdhejiwrH5/JV7+PQ4KZXLmqr7bjsrXXyInRCWo5OCpafzEtPz/wCbKRt2Ha2fInS5f6U1UTsM7Te19UIYjI7kBf1OgWuxqbZUrGc13r9d57VyY5VU5XtTErjITzzzz/QKfuREORVKSGrDabt3EcLgLG+Rv0WGagiNv7VMvdH8J/VZO3JcYvXcaNazUEAQF1gLGhpy2mqHfgmwY8n+X4Hy/ZVa3LE2188CcXNOuqa9/UlaGuw+HJlyXp++xaY0wlHtOIPYWsqWDuSWFnD8j+rc8jp9QoGx7YkoJMLt7FzTpqmvckammSRL0zNbuz3gyUsg2XtLiYWnhjkkObDox5PNvR3iNFeJoY5mJPAt6L0/fYid7VwuO0gqOMj9QBAEAQBAQuP8bClBp4CXVDiG90XIJyDWjVxXZT0+LjfkYqppcN4fFGPbayzqs3LRe4hBHIdXnV3jYak122bZ2vgw+Xv+DupaW9b3EPjvGTp3GGJxDRcOI+wW+xbFvuqKhNUT5Uxrq1GJsos+a/CEKreQYQBAEB+seWkEEgjkRogNpFt19rSAPaRY6XHL5HxWWIzR/U19LUuieJGGzmnL/Y9ViYotynVqOdtRA2VvJwvbpoR8ivUU3Zm3ptoOLGg2u0Bv0FvstMdOyNLm5Xqv9reZOeq71J1tU+WrjhjtxOfcm3JrTdx+n3Wc0bXxOa/JUu/sMVUcioZW8baXC0QtNtT8+X6ZpTtREvDlOUTScRv9Fmq3nOq3qbSu22XxRQNbwxQNs1pN7uNyXutzJJKNW4yx9DUveSbnMrwwVbz8QBAEAQF1gLGppyKeodeHkx5+Dwd5fHT0VWtuw9tfPTpxc066pr39SWoa7D4cmXJehaY1wjHtOLjZwsqmD8N+jhz4H25g6HS/qFA2PbElBJhdvjXNPlNe5IVNMkiXpma3dnvBfSye6tpEtMZEcUjubDyDHnVpy4XemlleJoWTRpPAt6Lv/fsRO9q4XHalHGQQBAEBDY+xqKYezQHiqH93LMtJyDW25uJK7Kenv435IYqvI0mGtgCjHttWQatwNmkgiEHQdXkc3fIak122bZ2vgw+Xv+DupaVV4lIfHeMnTuMMTrNGTiPsFvsWxb7qioT0T5X7GNdWoxNlFnzX4QhVbyDCAIAgCAIAgCAvN29XdksB+Eh7fRwsR9Rf5obGLuKl7eEk6L0zPWCtlGJstdKLPm4gy/wxB17/ANxAPoAtMz8SoxDJE5kDjWuMkhd+Y/p/+LouwtuNb13EssDUEAQBAEAQBAEBdYCxoactpp3fgnJjz8HlPl+3oqtbliba+ogTi5p11TXv6ktQ12Hw5MuS9C0xrhOPacQewhtSwHs36OFr8D+rT10+oUDY9sSUEmF29i5p01TXuSFTTJIl6Zmt3Z7wH0knuraV2dmeCOR/Nh0jkOrc8neivE0TJ2JPAt6L0Ine1cLjtSjjIICGx9jUUwNPT3fUPy7veLScuFoHNx/RdlPT38b9yGKr0NJhvYApAa2sIdVOF2tNiIARmAdXm+bvkNSa7bNs7XwYPL3/AAd1LS38TiHx3jN07jDE6zRk5wP6Bb7FsW+6oqE9EXuv2Ma2uRibKLPmvwhCq3kGEAQBAEAQBAEAQG7wXWdlVx3NmyXY7+4Zf6gEMmZlrs7Zr9oVz7uc2mpnAPsSA9w+D9M/D1UVbVppQ09zf+R192n/ALfTlr6HfSwbV+/JM/sUG24SwnhJ4HC1rmwNuQHRcP8AHrU/yGbCVeNuSrzT7obq6m2a425L7HH9tz8cnorK/Mi3qa9YmAQBAEAQBAEAQBAXWAsaGnLaaod+CbBjyf4PB3l+yq1uWHtr54E4uaddU17+pLUNdh8OTLkvQtMaYSj2nEHsLWVLB3JLAhw/I+3NueR0+oUDY9sSUEmF29i5p01TXuSFRTJIl6Zmu3Z7wZKWQbL2nxMLTwxySHNh5Bjyebfyu9NLFXeaGOZiTwLei9P32Ine1cLjs3bN/MPqFH3GRxrengKWnkO1dnFwMZ45IwSS12d5Iwb5Zm7fUrsilZIxYZkvau483ouJDJwNjGPaMfBIAJ2AcbSMneZt+Y8NPoqXa9kvoZMTd7FyX4XXuS9POkreikvvBwR2HFV0zbwHORg/p+Zvk+3pysFh23tkSCdeLkvXRde/qRVbRYONmXMgFaCMCAIAgCAIAgCAID9Y4ggjIg3B8RmgQ71g2rjfSRPiFg8cT+vaH+O/jxX/AEXzK23TrWybbO/d/wDP+t30LPRozYorf1eZrMQbSDA65yFyfABaaFJUmYsXmvS47HtZs1WTy3bzjMsnE4u5XN/TwX1P1Kaq3qeUPAgCAIAgCAIAgCAs8AYJNc7t57so2HPQykHNjeg6u+Q8Ie1bVbSNwt8/bU66WlWVb1yLTHGMIqGMRxAAgBrGtsLACw9AFTqKhltCZVXcmar+8yec5tOy9fohNbuMCzbYl9415caUHutNwZrcgOkY668upVuRWQsSGDc1PciXvdI7E7M7r7mp/wD0Y/8AKFrvU8M9eA4nvP3dvppDtXZoLSwmSWNvwnmXxgac7t9dLhdkcjJGLDMl7V3HiKrVxNzM7AeNGV8fA/hbUNHfZoRy4m35jqNLql2vZD6F+Ju+Ncl+F17ktBO2Zty580JbeBgfsL1VK28BzkjH9PzN8nhp6crBYlt7a6CdeLkvXRde/qRdbRYONmXQgFaCMCAIAgCAIAgCAICjwXic0Mha65glI4xq08uNv7jUeihbZspK2PE3zty10X46HdQ1exdc7yqfzxRtzt3OZGbx3uXZjizy+S1WNZK0ybWVONeXT8nRaNekvhx+Xr1NAp8iQgCAIAgCAIAgCAs8AYJdXO7ee7KNhzPIykfC3w6u+Qz5Q9q2qykZhb5+2qnXS0qyreuRZ44xhFQxCGINBDeGNjcgABYAW5AKoUdHNaMyudlmq/vMnVVlMzf9EJrdvgGTa8vvCuBFLe7W8jMQeQ6Rjrr9SrXwRRpDClzU9/Ui3vdI7E7M+g4ow0BrQGtaAAALAAZAAaLWYnpAEAIQHE96G7t9M87U2YHMLTxSxRjNupfGBzHVv7XC7I5GSMWGZL2r1PEVWribmZ2BMZsr4+B/C2do77Lizh+Zt+Y6jRUu1rJfQvxN3sXJemi69yWgnbM25c+hLbwcEdhxVdK28BuZIwP5fmb5Pt6crBYlt7a6CdeLkvXRde/qRdbRYONmRAK0EYEB6iZxODchxEC55C5tmgQ2dRsCVlQ2lPD2kli0g92xvrbwKGWHfceX7ClFSKTu9q7lmeG3CXXvboCgw77jLpcJzScZa6K0b3MJLiBxNNjbLqh7gU/ntLDM1OztHujILmt7rrm7jYaIeYFMt2CKgGxdDfpx/wDCHuBTAZh6Yz+ykBsli4XPdIGoI5oeYVvM/wD6JqPzw/5/+EPcBqXbIkFP7V3ez4uDn3r3tytyQ8w7rzCjjLiGtBc5xAAGZJOQAQxKNmCp7C74WyEXDC/vfZDPAaqn2LM+b2YMIlHMHIADUnp4+IQxwrfcbCrwlMxjpGvim7MXeGO4nC3PL9kMsBPoYBAEBZ4AwSa53bz3ZRsOZzBlI+Fh6dXeFvSHtW1W0jcLfP29fsddLSrKt65FnjjGEVDF2MQaCBwsY2wAAysAOQCqFHRzWjMrnLu5qv7mTqqymZf/AEhNbt8Ay7Xl94V3EKUOuxpv+NnyHSMddfqVa+CJiQwpc1PfVSLe90jsTj6ChiaxoY1oa1oAAAAAA5AAclrMT2gCAIAgCA4nvP3dvpXnauzQWcHfljZzadZIx0zzb6rsjkZIxYZkvap4iq1cTczOwHjNlfHwPs2dgHG3Rwtbib1HhoqXa1kvoX4m72LkvTRde5LQTtmbcufMlt4OCOw4qumbeA5yMH9PzN8n29OVgsS29tdBOvFyXrouvf1IutosHGzLmQCtBGBAdHp3CX2evPKOCXi/xNAbb68SG4/KQAuj2i74aTvHzi+f0JCA1+yHRO2dI6pL+zdKS4szdcuafuvDzlvNFXtox2fsxmL+0bxcYAHD4eN7L083FJi0UXtRNSZhJwt/gHd4bm2fPqhkpmuDveULyQY3wu7O178ItzvrmPqgJ2ubs3jku6o4+J18hbiuf0uhitx6/wDJx/8AN/8AdD3/AFMTAjQaxl9A4t9eH/a6GDMzXbZnf7TK8kiRr3WOoIdYW+VkCrvLjbFf7PVskMT5O0p7TBgu5o4zY/XiGn6IbLzW7MoKeQu931UkMzmnuOHMc7G45eIuh56EY9haS08wSD6g2Q1KfiAs8AYINce3nuyjYc9DKQc2t6Dq75Dwh7VtVtI3C3z9tTrpqVZVvXItMcYwioYhFEALDhYxtgAAOQ6AKn0dHNaMyqq7s1Vf3MnVVlMy9fohM7tsBS7Xl94V1/ZQe603BmI0HSMHXX6lWzw4mJDClzU99SLe90jsTsz6ChiaxoY0BrWgBoAsAALAAaLWYntAEAQBAEAQBAcT3n7u300h2rs0FpYTJLG34TzL4x+Xndv7XXZHIyRiwzJe1dx4iq1cTczOwHjRlfH2b+FtQ0d9mhHLibfmOo0uqXa9kPoX4m741yX4XXuS0E7Zm3LnzQlt4GB+wvVUrbwHOSMf0/M3yeGnpysFiW3troJ14uS9dF17+pF1tFg42ZdCAVoIw3FJiB0dK+kDAWvvZ1zdoda4trr9UMsW64DEDxRmi4RYn+O5vbj4+G36IMW64/rsjEYghNO6BkzC4uPE7LTSx6Ieo65D8r9uxyM4W0cUTrtIc05jhcDblrayDEhm1WLmSu7R9FE9/VzrnLl8KHuNDGbiuQ1IqnMaeBpY1gJa0A+OZQ8x7z+rsTwk3NBASTc58z/lQY0PFBicRRGB1MyRhe59nOyHE64FraIMZ/Cu2+HGN0NPHTvidxBzOZytY5DJArzO/wCrY3OEr6OJ1QLd+9hca2tf9UGNDAp8TTNqDUnhc544XNIIaW/lGotp+6HmNTMGKY4+J1PSRwyvBBfe9r9BYIe4yZJvmcyeaGBabv8ABBrne0Tgso2H0MpHwt8vV3yGfKHtW1WUjMLfP2OulpVlW9ciyxzjGKhiEMQaCG8MbG5AACwAtyAVQo6Oa0Zlc7y5qv7zJ1VZTMvX6ITW7fAMu15feFcCKW92t5GYg8h0jHXX6lWvgijSGFLmp7+pFve6R2J2Z9BRRhgDWgNa0AAAWAAyAA0WsxPaAIAgCAIAgCAIAQgOJ70N3clM87U2YHMLTxSxRjNupfGBzb1b+1wuyORkjFhmS9q9TxFVq4m5mdgTGbK+PgfZs7R32XFnD8zb8xnmNFS7Wsl9C/E3excl6aLr3JaCdszblz6EtvBwR2HFV0rbwG5kjA/l+Zvk+3pysFiW3troJ14uS9dF17+pF1tFg42ZEArQRgQBAEAQBAEAQBAEAQBAWe7/AAQa4+0T3ZRsPPMGUj4WHp1d4W9Ie1bVbSNwt8/b1+x10tKsq3rkWeOcYxUMXYxBoIHCxjbAADKwA5AKoUdHNaM2Jy8PNV/cydVWUzL1+iE1u3wFLteX3hXcQpQ67Gm/42fIdIx11+pVr4ImJDClzU99VIt73SOxOPoKGJrGhjWhrWgBoAAAA5AAclrMT2gCAIAgCAIAgCAIAgCA4nvP3dvpXnauzQWcHfljZzadZIx0zzb6rsjkZIxYZkvap4iq1cTczOwHjNlfHwPs2dgHG3Rwtbib1B6aKl2tZL6F+Ju9i5L00XXuS0E7Zm3LnzJbeDgjsOKrpm3gOcjB/T8zfJ9vTlYLEtvbXQTrxcl66Lr39SLraLBxsy5kArQRgQBAEBS7vsP+3VbWu/kw2kl8QDk3+45el1G2rWf4tOrkzXcn3+h00sO0eZ+9HYQp6jt4xaKo0HJrwMwOgIzt6qP/AI7aC1EKxPXiZ7ouX9Zf0dFoU+ByPTJSLViI4IAgCAs93+CTXO9onuyjYc9DKQc2t6Dq75Dwh7VtVtI3C3z9tTrpaVZVvXItMcYwjoYhFEALDhYxtgAAOQ6AKn0dHNaMyqq7s1Vf3MnVVlMy9fohM7tsBS7Xl94V1/ZQe603BmI0HSMHXX6lW3w4mJDClzU99SLe90jsTsz6ChiaxoY0BrWgBoAsAALAAaLUYntAEAQBAEAQBAEAQBAEAQBAcS3n7u30sh2rs0FpYTJLG34DzL4x+Xndv7XXZHIyRiwzJe1dx4iq1cTczOwFjRlfH2b+FtQ0d9mhHLibfmOo0uqXa9kPoX4m741yX4XXuS0E7Zm3LnzQl94GB+wvVUrbwHOSMf0/M3yeGnpysFiW3troJ14uS9dF17+pF1tFg42ZdCAVoIwIDomCN3sVVTiqqpJGtkJ7NkZaDwg24nFzTzN7AKuWpbv+LIsUaIqpmqkjTUO0bepb4SwzFs7thFI6QTlpBdw8QDAe6S0AHNxPIc1WLStZ9cjUcl11+WpJ09IkK7j1iXDzdosEL39mxjmvLwASLXFm3yuQStdkVi0kyzaKn9/9GdXEkrMGpI4n3bQRQOlpZZS+MX4ZCxweBmbcLRY2+Sn6T+SuknayVqYVW69L93upHyWbcxVbmcwVvIgIC03f4INc72icFlGw+hlI+Fvl6u+Qz5Q9q2q2kbhb5+x10tKsq3rkWWOcYxUMQhiDQQOGNjcgABYAW5AKoUdHNaMyud5c1X95k6qspmb/AKITO7jAMu15feFdcUt7tbyMxB5DpGNTr9SrZwRRpDClzU9/Ui3vdI7E7M+g4owwBrQGtaAAALAAZAAaLUYntAEAQBAEAQBAEAQBAEAQBAEAIQHEt6G7uSledqbMDmFp4pYoxmzUvYBzb1b+y7I5GSMWGZL2r1PEVWribmZ+BMZsr4+B9mztHfZcWcPzNvzHUaKl2tZD6F+Ju9i5L00XXuS0E7Zm3Ln0JbeDgjsOKrpW3gNzJGB/L8zfJ9vTlYLEtvbXQTrxcl66Lr39SLraLBxsyIBWgjC32VjTs9nGmvwzQ3EZzs5pdf5EXP0VWrrEdNXpL/o7zabvn5JemrmxwKi+ZMtTe7q9p1NS+USd+JljxnIBxP8ADfW4zt4eK4besymp2sWHcq8r806m6jq5Jb8ZmbzayopoWuiNmOeeNzSDbKzb+ufguawqOnnlVky37tyX59f6NtZUPjZijT69CZfjkvoDE43qSXNyvm2zbOPTmR/b4qT/APz2GvRzP+NLl+vT29zmS0r4FxebL8kKraQxZ7v8EGuPtE92UbDzzBlI+Fh6dXeFvSHtW1W0jcLfP29fsddLSrKt65FnjnGMVDF2MQaCBwsY2wAAysAOQCqFHRzWjMrnLw81X9zJ1VZTMvX6ITW7jAUu15feFdxClDrtab/jZ8h0jGp1+pVr4ImJDClzU99VIt73SOxOPoKGJrGhjGhrWgBoAAAA5AAcgtZie0AQBAEAQBAEAQBAEAQBAEAQBAEAQHEt5+7t9K87V2aCzg78sbObTrJGOmebfXRdkcjJWLDMl7VPEVWribmZ+A8Zsr4+zfZs7AONujha3E3qD00VLtayX0L8Td7FyXpouvcloJ2zNuXPmS28HBHYcVXTNvAc5GD+n5m+T7enKwWJbe2ugnXi5L10XXv6kXW0WDjZlzIWke1r2Oe3iY1zS5v5mhwJHzCssiOVio1bluW71I5iojkVcjreydpbNkqAynjDX1bryd54B4Wl1mtvZhOtgFQq2G0dj/5Db2x89y++aoWGB0COvjdvXkfm3KzZbXGGpi4nRuDg3ieL9LkOzHPularNjr2+NTtvvvS/d+/U2VLoncEjruZy/btYyeokljYI2SOuGgWA9Bp1V6oYpYqdjJVvcibyvVLmOkVWZFLu/wAEGuPtE92UbD6GUg5tb0HV3yHhxWraraRuFvn7am2lpVlW9cizxxjCOhiEUQAsOFjG2AAA5DoAqfR0c1ozKqruzVV/cydVWU7L1+iExu3wFLteX3hXX9lB7rTcGYjQdIwddeXUq2+HExIYUuanvqRb3ukdidmfQcMTWNDGgNa0ANAFgABYADQLUYntAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAcS3n7u30sh2rs0FpYTJLG34DzL4x+Xndv7XXZHIyRiwzJe1dx4iq1cTczOwHjRlfH2b7NqGjvs0I5cTb8x1Gl1S7Xsh9C/E3fGuS/C69yWgnSZty59CX3gYH7C9XStvCc5Ix/T8zfJ4aenKwWJbe2ugnXi5L10XXv6kXW0WHjZl0IKKQtcHNNnNILSNCDcEfNWZzUc1WuyXcpGtcrVvQ91dS6V7pHm73m5KwhhZDGkcaXImRlJI6RyudmpX7v8EGud7ROCyjYfQykfC3y9XfIZ8oy1bVZSNwt8/Y6aWlWRb1yLLHOMYqGIQxcIIbwxsbkAALAC3IBVCjo5rRmVzvLmq/vMnFVlMzf9EJndxgGXa8vvCuuKW92t5GYg8h0jGp1+pVs4Io0hhS5qe/qRb3ukdidmfQcUYY0NaA1rQAABYADIADRajE9oAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgBCA4lvQ3dyUrztTZgcwtPFLFGM2al7AOberf2XZHIyRiwzJe1ep4iq1cTczPwJjNlfHwPs2do77L/xD8zb8x1GipdrWQ+hfibvYuS9NF17ktBO2ZN+fQlt4OCOw4qulbeA3MkYH8vzN8nhp6crBYlt7a6CdeLkvXRde/qRdbRYONmXQxN3+CDXH2ie7KNh8QZSPhYfy9XeFvSQtW1W0jcLfP29fsaKWlWVb1yLLHOMYqGLsYg0EDhYxtgABlYAcgFUKOjmtGZXOXh5qv7mTiqymZev0Qmd2+Apdry+8K7iFKHXa03/Gz5DpGNTr9SrXwRMSGFLmp76qRb3ukdicfQcMTWNDGNDWtADQAAAByAA5BazE9oAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgOJbz93b6V52rs0FnB35Y2c2nWSMdM82+ui7I5GSsWGZL2qeIqtXE3Mz8B4zZXx9m+zZ2AcbdHC1uJvUeGipdrWS+hfibvYuS9NF17ktBOkzblz5n5jnGMdDEIowAQOFjGgADLQDkEoqKa0Zb1Xcmar+5mTnMp2Xr9EJjdtgKXa8vvCuv7KD3Wm4MxGg6Rg668upVt8OJiQwpc1PfUinvdI7E7M+g4YmsaGNAa1oAaALAACwAGgWoxPaAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCA4lvP3dvpZPeuzQWlhMksbfgPMvjA+Hndv7LsjkZIxYZkvau48RVauJuZpt3OApdsTe8a+4pb3aORmIPIdIxnc66alaPDiYkMKXNT3M3vc92J2Z9BxRhjQ1oDWtAAAFgAMgANFqMT2gCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCA8Tfwu9D9kBhYf/wDDQ/4G/ZermDYLwBAEAQBAEAQBAEAQBAEAQBAf/9k=)
The Webelos badge is the fourth rank in Cub Scouting. A Cub can start on it as soon as he joins a Webelos den, and providing he has completed third grade (or is 10 years old). He can earn the Webelos badge after he has been in the den for 3 months.
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badge](data:image/jpeg;base64,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)
After a boy has completed the fourth grade and earned the Webelos badge, the next step on the Webelos trail to becoming a Boy Scout is earning the Arrow of Light Award. This is the highest award a Cub Scout can earn, and is the only Cub Scout badge that can be worn on the Boy Scout Uniform. As a boy works on the Arrow of Light, he gets a chance to practice some Scout skills that he has already learned, earn more Activity Badges, and REALLY learn what a Boy Scout is. Because this award is so special, a special ceremony should always be performed by the Pack!
For all the new 2019 Rank Requirements, click here.
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