data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnQd4VMUWx08KAQKhBEJIgISiCApKkSJFqmLhKaAPe9dnBRE7dkV5Kor6FAs2BMUGCAqKCgpI77333juh532/CWcz2zdhEXa98335FnbvnXvmnP8pc+bM3Jjs7OxscZrDgVPEgRgHgKeI885jDQccADpAOKUc8AnA6dOnS2ZmpsTFxYWNuMOHD8uqVavk/PPPD1ufTkeRzwEvAI4cOdKAL1iLiYmRZSM+l33zRooECSMrt7hGitRua7pcsWKFXHTRRcG6d37/h3DADYCTJk2SpKSkkIYeHx8vS55tIs0yC5nr489qLtlZuyQ2o7YcWz9fJDZOji4dZ37LTkqVNR36uvV79tlnh/Qc56Lo5oAbANeuXStbtmwxI+7bt69s2LBBqlSpIsnJybJ8+XLJysqSvXv3ygsvvCDZx47JqpdbyoUZhSQus64UvPp1OTi4myS07iLHNi2R7P3b5dBvvXIAWDRVlrb9yMXJHTt2SMuWLaObs87oQuKAGwCXLVsmW7duNTd+/PHHUr58eTlw4IBMnjxZzjrrLElNTTW/dezYUQ5kZcmG1y8xAKQV/s8AObpglMSd3VqOrpgisWnV5EDfO48DsIzMv/g9F0G7d+923HBI4on+i9wAyOQDC0d8RytevLj5LFasmAAau+3ds0d2v99RmpQLYaJSpqrMqP+cuR2AX3DBBVK2bNno564zwqAc8JqEDBo0yA18gXqokJAlxxaMCPqQ+JptZdX+eNm8ebOZBZ955plB73Eu+GdwwGcaZufOncKEhNQJCyVYxEALJmoxA7GscOHC0rx587Cmdv4ZIoruURoAjhs3Tvbs2RPdI3VGd9px4IwzzshZCaldu7YkJiaGnII57UbiEBRxHGDCe+ONN+YC8LPPPpNatWpF3EAcgiOTA6TyaC4L6AAwMgUZqVQ7AIxUyUUJ3XkGILPgo0ePypEjR3JMZ0yMFChQQGJjY/PEEu5nJWTjxo0mt0i/RYsWlbS0NClVqpSwxOe0k8+BY8eOuTIbyDKvcrQpBBfa6CeUrEjIAIRQluSmTJkis2bNEpbrFDTnnHOOSSqT1ytYsGBArnHP6tWrhTzjb7/9JgShJL35vkiRIlKpUiW55JJL5IorrjDLf6EMItxgZqwHDx40qz/QBTNJHyUkJIREjzIg3HTRL/RAn7b8VCrRx7Zt22TBggXmT1e9SpYsKdWrVxfkWbp06ZDGyhjBwvz582XRokWyf/9+wy9Wz2rUqCFVq1Y1cvXXQgIga78//vijfPTRRwZ8AEYtIA8DdBUrVpQrr7xS7rzzTr9VNNzzxx9/SPfu3WXatGlmTVmZqtaUT4QNE5588klp27atX2sYbjCjwStXrpRRo0bJ1KlTjaLwHeNDuZo2bSpNmjQJKpxw0wVPEOySJUuMoClng65ChQoZuhB0hQoVjCcK1lAqKp0++eQTM0a8EHleGveXKFFC6tWrJ9dff71cdtllJivir7Gg8M0338iAAQNk6dKlsm/fPkMXDdrwZlQ83XTTTVKnTh2fud+gACQv+MYbb0jv3r1l+/btRvt8JaMBIhYCIb399ttGk+zGPVi8Bx54wBQ02Oaa61ST9Xv6y8jIkJ49e0r79u29XEO4wYyAYWafPn1k7ty5xvopLVhh6EM4DRs2lE6dOplkuq8wIdx0wTfo+fTTT+WXX34xIYttmbEugLBDhw5y3XXXSbly5fwChlDnnXfekffee88Um6glVXmqt4H3WEOMyRNPPOFairU7Xrx4sTz99NPy888/G+XQPjz7gkd4shdffNHQ6GmxAwLw0KFD8sEHH8jzzz8vrIpo56AbAonVsA6YXqyiahEVLggSrdSGqb/11luN5UOwDJbqmvr16wv5x8qVK5tYkOqbOXPmGObAiGrVqskXX3whdevWdfUVbjCjua+99pq8++67Zpy2i7OZrjESivHqq696MTTcdMEnBPzMM88Yy6eWylPI0IVMUIrXX39dfJW4IUvA9/LLL8uuXbtcsgQQeBzW+xk3Vk3lQ0zeuXNn6datm5slJBRDCfGKukoGnzBA9AU24CN/NORIbSmGCY9mh1V+AcggWRm5+eabjcmHOLStQYMGxqTyyYP4/rvvvjNWUuNCiOjatas89dRThiBcLUxEwMRWfNeiRQu57bbbpFmzZibxrYOeMWOGvPTSS8ZVwzQGBXDpH4bQwglmLBYVP2gzFl6XHCm8AGhYFBQNXsAHjQmJVVEyhK4MDSddPGfMmDFyzz33CNZGlULBhizgh1pEVX7o+fDDD00srY2+fv31V2PR1q9fb/oCsOeee65cffXVxuXiLgEm1nHgwIHGnfKslJQU8x3WCyAhP0CMPDSEwjPw3Hbt2pmYr0yZMjJz5kyjDMwZkC33YmwwJnYNgF8AQgAgIi8IyrFWzz77rFx11VUmBuLhCIRgEyuIe6Wz2bNnm4dByFdffWWsG9p77bXXyrx588zgIQR3h3DRkokTJxpCiSFx3evWrTOMJxajL0z4l19+aRgVbjBjkVEorDiCAngwE8VDyVAOaGBNHMUYP3684QeWgxiJuJiKnnDTtWbNGrn99tuNIiJAnodHYXJGXAXfASFgASAoPw1ZwDvibFVY4jy+41r6opzuwQcfNOCjT8aDHJAxnwD4/fffN5MTntumTRsTAnAf/CI+JB6FX8gSnGBQsKKEbBgOjBPy7tGjh/z000/mO+JJjNKjjz7qilf9AhCtg0AFDahFiyB44cKFhvH8/1//+pcZHBqEW0JIOqP973//a34bMmSI3HXXXSbg5bfLL79cvv76azM4+nnzzTdl06ZNJn7EEjGoxx9/XP73v/8ZLQQEXINAsDLhAjPaDAPom38jUAQHg2EmFoFJF2PGhTBjZ3zff/+9GQcCIzb+97//HVa6AAmhD/EXhoDJAWO+++67jdWCb4BDlWP48OFG0IQuNCw3oQzehYaCEx8yqcIAXHjhhTJ48GCjbMgSWUyYMMF4JGRD41l4NviPbD///HNTPIwbxZuhcPz23HPPGRcNwMaOHWsMBTEhoMT4AFSUBmMF3dDUr18/SU9PN8/xC0AsGpaBmABmE3zj8xFSr169jBnmQQyCeOCxxx4zGgbhaBSu84477jCTCJgJsDR4ZqBoGDEfwASgNFwz13Xp0sXEZASuPButfvjhh00sCg3hAjPuC7DBOISOu0FbiTdhHG4G4Z533nlmfFhEaIV+xsIYoQVXQ6wWLrpQVJQNWqCLEADANG7c2Ewehg4dKt9++62hB7eKBQZwxGsAAfcKvfCSSQBuj9+wTvATw8L19A2AsHgACrcNIPByfI/saFgu5I08kXX//v1NFgTFQAHhBxNLaAbIABOQo9jQBqixnBoL4v3wZgEBCPphqCaJcUswAaIx37hXBgMR999/vwELDCNegwmg/dJLLzWaQ4wFeBAajX4JiHG1MHD06NGmL6zOW2+9ZUCBRpuS/+PP4B4YAnDDAWb6ZnaJ9YJ5WAZcPTNNLAhCe+ihh8zkCiES32CRcdVoNHxhjK1atTLXovnhoouUBiDB2kMX1heAUzUC+AATEwEsIELHrRE7E6dBL3ThmeA9bhhFAlBYefjJPQAHMCMv0jJqAOALmQoMgPIfRbvvvvuMReZeeARdGAasGVmKP//80xgslJpGWo7fSKdBCzG0Tjxx5/AwIABxMwhdZ0xoH8jF4tExppicGcQBFq4FoLfccosBIEID+TCB6yEeLdO4AddLvEd8iABHjBhhfiOewRXjzjH1fIdGkxPELQPQcIAZ7UQrr7nmGqMIPIftBtCBxYH5WHoNoAEEtBGaoFgAEI3GOqKs8CtcdFGRznYHpYt4mnAHC40SEgZggRAogsTDEB4QkypdFPxCE66Oe6BNAQjomBAiW3iM5+I+xs0YAdQrr7ziZgAIpQA61g4e6USGfCK8IYYntoN2nkMYhdyZkDDzVQAyYeEenhEQgMzAsERoGg/DDOMaeQiuEp8+bNgw82C0AgsJYVgUgIZ2YK4x3WgYhKs7R0O5Di2DQbhsGAgYWVEh2IWpWCCeTUCLxjJQPsMBZuIWAAgdCFotDfEQsQuTDiwHkw6sis7qiQkBIMJjHDqh+uGHH8JGFzy1AYhiEHowacN1ovDMZgEglom4lfjPVgwqmjAITFYwAshOV5z4DgUEvIRRf/31l7kWWQNUwIvyofAoJvLmGbhgvB08UgVA7ngGaGQiROhGX3gRvCL3Ypl///13lwvmfvgWEIAErASuBLCaAiAYJd6hQwAGcFjS0Ww5sQEARQNwpxAGiCGMmi+0QPvCkhLXMSCuhZkMinsx54AT4fM9gKBvcoK4onCAGQHjevkEVGrpECLWHRdCzAQQmY03atTICJig/eKLLzaTJqw8FpSwACGGiy4UEWXT9AseAGVG8eA1YCMWhZ/ICK/DZBG6kAeKgdUBeFgcroP/OgmBpwAA+cBbLDkWEEXEIDAuAAiAkBcGgWxI69atzfeAVL0ZHhADhIvH2gFYgAzY4SF8ArgYIZ6Dd0OWKEFAAOJGmcWibRq7QTiahfWoWbOmMdl0yoyMQJa4kBgABjBpwQQT2AIsLBcmnFmdJlIZGExjlgm4uI+4h/tIQ6jl5XkAm8HCxHCBGYARTxG/aZIXASNslIPxQSs00+AJbg0gIDCuxR3SB8ILF13wEzCjbLoag3CRB4AHkCgqPOLf/KZgJK7DOGCxCSOI0clvMjnUGJ6xwEsMCVYOy0o8yViRHy4SS4vh0DQMcTwGCOt8ww03mKU3lSN8euSRR1zZA/pGduQCifWZG2Bp4Zcty4AA5Ec0EKbiqtRyATgsFhaMgfMwBIRlAKiAlN+JO4g1dOkF93vvvfe6sudGoserabgHrePTrrThOwAKuFVjwglmGIjrRDgIXRnKzI2YlpkcYySQx+UiGGafCBlaif/QZgLtcNIFD1BYhKUKq88DVMx+ESb8wRIhYGI65MQYcH9YLHJzNL7jGsYJwHScuoZPOomVKPoD1Hg9AKOTBiwlwEf2PA8LCLDUMPEMLC3GhjgVnnEta81M2tS7kF0g3sfYaAu4FAehaCEazoTDc/3W1YsFJnw+wiP286yCILVBLIJL04DYsw8FJZqLFSVWsZfh+D1cYKYvgIW1AEhYOG26rMQYsDIoIHEX12hukriI4FyLAMJJF/zGtWLZ7PVxrBDKiPdA0QEEaSSNr6GbzAKTOE1EMybAQlhDXKvpGF+8tw0DsiREAnB2UQJeiNiTiZF6jkB9AUaUGqViRmyXfAUtRmDwTLvx8cQZCEA1yCYWS4cpxt+TpkETfDWIR3soxyJWwHLQH38QRj+aOwIYaKavkqxwgRkamQChZATK9tqmP+VAGIDDU8hcHy66dPlMizf8rU/bNGLByFaQ5oBvng3godBM8IIVI2DRiO1wrVg0z8Y4cd9MOrQYwcYFMtMiDtJbhF/E2yiI3YICkIsZPKaU2AzUE+8QZOpUXEt4iA0IVNGcQA2CMc9MNgioMfs0AmBmU7hdEpW2Bp9MMNM3MQ0WjZm9FiR4MhQBY4FQMiwACncy6UL5oYdUCSGOray28tvFCEwcPD2GTSOWEIMCSEmZ4AHU8mPJiQUpnSL0Ymk0UDkWEww8B2EJEzrCBWjUyiiASxiARWZm7at2MSQA6gAgHvBhMTjdiv8zgeAPlAPEvFTUYm1wIXraAnEl7s5TS/4OMPMMViBIJRGsMxnCShAqoAisfxN7ocXMiIMV3oZLyVByZunEn1gbhA7f+R6FgF9YO/JqWGWNlQPxjHsZG7Nt/gAPjYQ3S67EtnihUGSpx+2R1EdJCFMIDeiL2JhaxUAHXeUJgPag7OqMUKqWA5rEMPwYDjCrtccqEKwzC8RtEW+hzVg/YsK8jDdcdOFx8EKEQbg/aMRjkOogMwEI86K4ynLkqDEmFioU0PkTF/3ohIO+QuFTvgEYBsw4XeSDA4QFCBngKGBCEXQ+HvW33OIA8G9hs/MQfxzwAiBux9mR5gDm7+IAoQUzbbMxnWSsbjb6uwhwnuNwgEmec0q+g4NTygEHgKeU/c7DHQA6GDilHHAAeErZ7zzcAaCDgVPKAQeAp5T9zsNdACQPSHEAy0/5OfgmHKxkrZOUEIUJrME6LXwcQLas1+qpBeHrObSe2F7B1lLWsO3mAiCl5bqgTe0YBQZUf9iNhXrPs19Y0CaBzeI24GFRm+ICvY6FatZVqdRgvZE1UjZd61ZD1jQpf+f/movUhW0qbJx2Yhyg1IzCU4pJKJWj6JQ/NrkjF2ovAzU2g3ENy34UZdDYgkmfGApt9Ml1+sn3yN4uQsXIIWcvAAIeLb9hzZGSHTLVAIMGMNnjQeUtL60BcJTmU47DAyhRYqAUMLKvgns5KYHSKhbQuZ+SLsqe2BtAhQclP+xdoPCVvikT103LuiOP0iD6dVr+OIACUzZFBY+WygEorJEWMFD4ShmcgoqiC8UCle2U5FO/SdEDJf7sPWGbKCX6GCmegUyRJdez8YhSO8qwMEgUKWvTvd4qZ753nZJPxYc2Kmgpq2HxW08GoPSKDlgMx5Jhpfid8h527+trHQAdO+ewllhCwIemQTxlOpT8sMGJXVVa60ZGnIHom5h4DvewP4J9r07LHwfYeESJPjJU14uBADhYNPhMWRz1gGzE5xMjwb/ZNQgm2PPL9lD2j1BUTLUQMgZkWFRK2diGQRErQCR8o6yNsx7BCtsx7AaYKWvTZgCI+7UBaN8A2BR0ntW5Oghf7KH6llo1QGVXbXhWVWv/dl9cgxV1AJg/4OldCkD2igAUbVhAgAdY1Kjg1ZAFRarsvMMjUWjKtXyHsaGandicPTM0LCv30DexnR5IZSzb8cpo6iPtBoBtN+wCoFofTPCiob2l8P5NcjgmQXYmpEj28Vd3nRg7cu8ueninJB7NOdataInSktj8Lrd9JzAFwh0AnhjHbQDigWjxcXEy+YdPJPvIwRPrPMS7q154pSSVyn0tGwDksE83C8jmFgVgqVLJsqHbuXKw+uVyuN7NUrZczgmcoVbK6OE1/uhDk3bu2C575v0htea/L3HZR+TAo9ONi9amriGvALTPpqMv3H+odIfIT1PCj8fgWBFt8I5JF5XJp1NTABI+EbvRZvzUVy5e/4WsLNdKNp993UkhN+nIDik98R1JP7TWvD11ZWbOu6JpbKLyAiCnIeQCsJRM695OKt7TRwoWytnjsW7yKNnUu6vESXZQgus+/q5sTKnu2s6JWdbSbMCHueaTGVH69ulSc2k/A0BlEA/A1VMSHwoAAR2Bsu5ntdMMAJBgmD3O9mws6CB8XADwoAfw+WsE52QO2D8cjsazeK42gvy8NAUgfHABcEgfOSt+q5Ts8Lyrq8XDB8jmsUODvni8SNEickH3L10uF2Nj7x0hbtdtFsiv4qgnpHyza2VFRs7JWwpAYkVtxgUDQN3NllK6tMzt+4zsrdbWBJwczbXr9/5S5Ke3XDcVOrOOJDVpJ1v7dZfsI7lbGrmg1HWPy/IzWpppOg2C9AQE9pOwh4R+2a/KtL3ZmHsl65FprgOzuQcLSNwRDID0QZCrZ+T5Ew5WkIkSAXl+LCKb0gnKQ22cbsC5MflpgI4sAbNKXw3rgULZVsTfcxSATCCYkRKXzRjSR4rVaGn2EBO/AaCxtzeUhkk550VrK1yziWTN8Va2Up8ukpWrVpuJDKC2d0FiaJhkMEExpzyUXi9nn1NDlpW/1HTL87GAGkOa7wAg7sQG4Mqhb0lyizvM4TUc2bVn5JeSaAGwQEoFSbmrh2z+6HE5snWdG+EAcFmVFmYPMHtB0QRmwzycnCEzKgDImSfklVr8db8BoL4oWwFIvjAQAJnuM0Oz6xhhCn/aPF0yICQdlBcQAghbY+kbS6Rn8OmzAI1tHfMDQiwnWz5DaaH0bwNQ+Ttz6MeSdE4Lk5FANqRjxt3ZyA2AgC+xRmPZNsCbluSPF8qqNWsMD7nf3iGIoQFL/EZap0udBEkuWUKWlrvENSQUwQuAbJN0ATAlRVYN6SUlmt9u0ilM4ff9McANgElN2kti7eay/btecnjjSi8ALq3c3JXUBmwAkIYFJHmpAGQ632p8J9n/8FQ3AOqGGX8AxOKRh1R3i4thFz+pHU8AknYg96XXklsEhKE2EuvqBrE6WFFcra+m58To9ViqUN0xFhZLazeeZz/L0yUHA6ECkLybAnDWj59IkerNzHnSKK8By3+aeFlADIkvAJbss0BWr11rzu/hQCl9pzR0829272EB2S3X6bw4KZVcUpakt3EDoK28xgICQEUyu8AAYPFmt7lu2jtmoCT9mHNoYbBW7IanZWVmI1fiE0umMSAAJFgHgJx3R3x20cQHZV/XKcY0a9PUgD8Akt7haA0aVo1DgmzgedIIYGGWbjuAQaHEhJzJwvFwtGDC1mcCPg4z4hPwkIgP1jxdPM8CvL6ADk1YWwU5m8T5zldTAJJiU/7O/ulTSax2oduB5lM7XyT1CuZkJYK1kljA1atNegYXbANQz6yhD+LDc7aNltKlkmVR2Ytc3XIPhkKbASBLYwrA1DJlZOWQXlLswtyAt1DBBFk2aYwcPeIeJ3gRGxMjVRo0k6wDB12ukVyR5gE5dgJNRLNhIhuh20x+yAAQzdGm+UZfAAREevARIAJMobhU22pyAJGeAhqI4bherA5A0IMigwmI3223TYYhWLxmW1liRwAYqNkg5zpA7gusNgCVvwCw8FlN3QCYUfCoHJg0LOjQDhRPk/1nXmBSZBgW5GpPQpAvfzSWWM/d+ZeklC4lC1Nzl1TJdvgEoFqQtLJlDQCTmuYcOEmMsHX0QCk9vJfExQSlUZKveVRwwTqrxufrSQcQx5IOxOt5fJdOfVj2PjTZBK/a9LgOXwAEOJyYBehCtWTaL8tSxI0wB2scrKni5MWVap/QzkQi2L1cw7W0QNbMk1ZAqKfO+3uGApDN5grAOcM+k0JVm7it6U/u/h+ptHVeMHZIfIxI1f6LzT5lDAtWzi4a8QRgrV3jJCWltCwo08rVNwDUw5P40lhAJgwuAKalycof3pQ/dyabGBCm7Pqtn0cM2E4SazWXTe928SKa2GFRZlMXALF4elgR/RG74YJxoTDosmmPyJ4uk7wASJbeFwDZzseaMzvv9XDuoJw7fgFxINaTVRYAGOg0AVvA/ixMoOcqsJiwEDf6awrUUN213Y+GCP6eoQDEGOgRunOHfy4Fz2xseIcicl7gjM6tpGFSzjsAaUxCEtKryK4Rfb3ITnp/jqzbsMHlgu3jWJCvbQEBYJkyKTKvdM5pXTTScGRWtBkAcoig+nICVgA4P6Gaid2oYtk76is3ABZrdb0Uqdtatn3VQw6tdY9xAODCjCbmjDhiITRPzTQEshYMM1gvZGd/2xmPye4HJ5q1ZaMRx9cosXC+AAiACXABIQcn5bXp/QAQAfhrtmXyXD4M5ZkK4FABmBfrp8+3lcQXjTYAlb/zfu4rCWc0MnzGejH5nPlgazcA0r+/SUjR3rNl/caNZiLHhM4+qgTwIWMak9fau8dLamoZmZOcc2o/DSPA+dpuAKTiRAFYLj1dVvzwpuyu3NqgFcAcHjfQPQ2TminFWl7rc5YE4fPLN3JVtgBA1RKIgykKQOrDrpj1hAEg5ULaYCau3xcAsWAMlIIG9pXmtakFDRWAxG/EcflpCDkYANXNYyXzmmiGJo0fAwGQiaUCcP4vX0h85YYmT4cBIC87p2sbLwD6ywMWeW+WbNi0yQBMX8GgvOH/NgDr7JkgZcumyuySOWvHCkC7zM5YQACoqRKSlisGvyGFL7ghl+er50nq9MGSfTTXTPsSSExsnMS2uVNWxiW7Cg+J93SSoBaQuJA8IJOIdnO6ya7OE7wAiGYFAiAWlBPs89ryCkD6z48F5L68ADCUyYqvsaoLDwRArBwKDj0AMK5SA7dJyM6Pn5Dya6eGxMqiH8w1h1RpDGgfQOQLgGlpZWVWiaaGhzyfUjsvAHL6knZEXAQACzW83kVQ3L6dsm3k1xKTnfteWH/Ulm3SVvYUL+cCnb7th+thAss1MIQpO4PoMO9p2dlpvNdqBtUVvgCoKZj8umDuZwUlWAyoAMovANWFB5uEqAU82QDU1aIFI/pJbMX6bgA8smOzbFs4PSgAE4qVkjK1GpkYWl+x5hkD2haw7t6Jkp6eJjOK5RahsjJGMaybC+bsPwVghfLlZfngN2RdSgNTr8crAGJnjJDiw3OX4mITkySxdkvZOy7nRTN2wwXPTW/oCvAx/fbpTdT3UeZDbopZ9tULnjUA1LMCVeDEjYEmIVg/rGBeGolXXDgWOZRZsLq3/LhHXdUIBixN9eTnGYxdZ8K+8o0aAxLrKQAXjugvMRXrmfvUM83vdpU0Ssw5DztYK/zuTNm4aZNZarXX77mP0ErpoP+aO8YIId30pNz6PwyQTwBqqoTKieWDesr6Mg3Neibvjcga/a0UGZYLwJJX3iusB2/omVvtqoQDwDlpDQzAGCAD93d8GEWrHRc9LzseGOcFQGbOvgDIBISJBLN2QBQoAe3JTL031DyggiivcaDm6Xh+sES0utATmYQEmwWT41UFX/TblyIZ55vUGHSSEln85BVuMWDBKrWkaP02PmP8hLenyZatW10A9KwRBWA0DFqZhd9J+XLlZGqR3LJ/rCcV2G4WkMMZNVXCIjUAnJCVZk4z5WjX7b/0dQNg4RqNJLl9J9nyydNyaP0yLws4u2x9c9A5SKeK1t8Llc3735a8KNvv/8tcZzcY5AuAWDEAiHXOy9qufR8pCNI4wZo9y8wLQHRZLZR71FWfSBrGn/VUC4i1sgGYXaGuiclYl8dILH2qXciz4IS3psqWbdtMGMNav32+tic/Uxd9L3jUKYk5e0loAJCXIHoBUFMlmRkZsmxQTylQ7xqzOoKZjZ82TJJHfujWf2xiMTm2f7eXDJOvfUy7GnGbAAAGn0lEQVQAILMkmg1AHs6rENRCEI9dt/QlA0CNHbRDNMjfUhyD515ABfNJBwRaDeE6EtAkv3mPBq47lNUTaLGX40IBlIIvL4BSVx/qch90BUvBcI0NQOXv4t+/kmPl65g1eSacLAAsf6ZDyLPgAr2myNbt210W0AYgLpgVIxopuFq7x0lGhQoyqVDO++FohF+U67sBkLODNZisyNshB/WU+PM7miUX3GdSgViJmzhIso8EmwXHSkyTq2XX4ZyaPprniZmAENfOqwM4gvaG5S/LtvvGuhKYShhpoUDVMACKlQ1aoPVgQgBKtgAt7hrrF8pxtrZm2YUCuGNq/jxTJlgy3hCga7TBYj+7f3stONikRcGn682BrlcAsm6rAFwycoAcSa/lPgmZM0aK73avavKyLMe/iL/sHlNih1fzZf3Y0EZjj0ja4kGSkVFBJhY839UdmPICIKh1AbBiReOCFyfWMILC1TEQ3Susi+y+CEQDWPbRRtIRwHkKnNkve4Dp+6aVPWTrvWO8AAhYAgEQq8bv+voofXkyuS1tJMMptIAOfqdoAbDmp9mWMND9WD6scrD1X88+bJAHKkYArBRIIIdgsakCkLHbADycdp6rEgY6fL1pPT880nsIn3DxxWf2l8zMDJmQkPvWewCI8rhZQE8ALhv4uskDkvClioQ0jc62qDzGh6MBzGgBHGAgaQ1IKTCAAPKKDBoAcMC3vlcC8FFHRrBKXHLL6le9AAjxaG2wglQGgWVjbRgw+2q4Wtwu5Vp5tXye/SF0qq+pk7QrlbkOMPAc3HR+m2c9YKByrGClYdBgA1CXyLCAAJD0Dy6Y1JhdGcRZ1Gy/ZeMQWzbJNpCzZd2X6iUWFpgnUNWkL+3WN2DyTEInwjYMT83tY6RixUwZX6COmwUks+IGQLbh6Y510hSTeneVQo1vMRYDhsJsMuY03ngDuIgZARPBPMf+Az5AhrtjdgqIKEAlyQ1jWYTmesw24INQsvG3rnlNttwz2istQuAcCgChCQUAgADDbigCb/o5UeDlF1D5uY9KGiycv9L/vJT9KwAJZ5AJoFs66ms5mFrTTDAxEBgTfYcv9DJr5zo+eYcKe74JN8gg0B/yJPxBhhgjZtEAkgYuAB/3Y0AKjust1WucK+Pia7sS0QDZC4DEgDpTrVypkizscYXMOeNGYWUDC0L1rL21EsFi1iGCsm6qX5mwcJ39Bh1iBRbCCXRtywf4uDdx1tfSOGuCbL77TzcAkuRk+ShUAOZH0Kf7Pbr5yaYT8OXFtSsAAYbmPZf98Y2ULBQjS+MqGkBhBFgS1YahYNM5JVPIjveVkCXhnSXIEK+H/DFIWEiWavk/MuVeXctH9umTekmDSzvK2NjzXP0Teunb2fnSLMVRsUKFK6kYAHioZ1PZV7S8zMroKAVKuO/rDYfg9u7ZI2kbxkqrgzl7DgCgvrOC/6OZFEH8kwEYDj4rAJl5YnloALD94VHya3J72RCXagAUrFFCp17N37V4PMIwsh+zZ86Q8lnLpNmm78yuuDExOQDnGpQIL+vmgvkPb7w0tV3Hjkrtbb9L0b05bzE62S0mOVOmpbdzvZlS9xn4Wwk52fREU/92DIi1Ygk0a+NyaTXvFTPMVUdKyMLDnodAsfORwk9fn8G5UyDmmNRNWC/FY3P2Hce37OwCIO6Z18zaze14Nn1J86k6sBwTT+zARIYZrGMBgws80BUKQDIDLAxwrg/eDivlb3HgxJ7ofTdLscx8eSbxpueLLE/b8wEdAJ44FGwAnnhvJ6eH0xqAVOv6ezHgyWFHdPWKy8Pq2bnR022Epy0ACQOoG3TaiXGAuD7UZccTe1L+7j5tAZi/4Th3RRoHHABGmsSijF4HgFEm0EgbjgPASJNYlNHrADDKBBppw3EAGGkSizJ6HQBGmUAjbTgOACNNYlFGrwPAKBNopA3HAWCkSSzK6HUAGGUCjbThOACMNIlFGb0OAKNMoJE2HAeAkSaxKKPXAWCUCTTShuMAMNIkFmX0OgCMMoFG2nAcAEaaxKKMXgeAUSbQSBuOA8BIk1iU0esAMMoEGmnDcQAYaRKLMnodAEaZQCNtOA4AI01iUUavA8AoE2ikDccBYKRJLMrodQAYZQKNtOE4AIw0iUUZvQ4Ao0ygkTYcB4CRJrEoo9cBYJQJNNKG4wAw0iQWZfQ6AIwygUbacBwARprEooxeB4BRJtBIG44DwEiTWJTR6wAwygQaacNxABhpEosyeh0ARplAI204DgAjTWJRRu//ARrdgn5z8jqOAAAAAElFTkSuQmCC

Why decrementing 7 to 0?The method Descending Powers of Two and Subtraction is easier to understand and is in tandem with the video you should watch again. Video: https://scratch.mit.edu/discuss/youtube/rVIq_bol1Es/ (copy and paste URL in browser) Left to right, is number >= (column)? true, put how many of that column in number set number subtract [number - 2*(column)] false, put how many of that column in number

3pad front with zerosThis is the general Algorithm for digit extraction for any base b. Replace 10 with b.

LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.

Hello!12

1datamapmany

data lists

110i

121

cont

catchtag

cont

catchtag

Sprite

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==1,1,1,1,1,1,1,12,5,5130