This project tracks the speed and distance when someone is driving. The green dot stands for your position. The speedometer comes in 5 different colors: - Black: Parking - Blue: Congestion/traffic - Green: Normal driving - Yellow: Fast driving - Red: Driving too fast. For safety, it is recommended to reduce the speed until it is no longer red. - For safety, if you're a driver, use a mobile phone instead of desktop, and place it to the instrument panel. - For safety, if you're on a gas station, pause the project and turn off the device for a few minutes. Then resume the project. If you see an alert saying "Geolocation failed," or if it locates to the wrong location, please check your location settings and permission. Using a mobile phone might also fix this problem. Laptops may have a weaker GPS feature than mobile phones, though it takes a minute for laptops to geolocate accurately. Some browsers don't allow websites to use location in insecure websites (HTTP). If the browser says that the website is not secure, replace http:// with https:// and try again. This is a bit inaccurate sometimes, but it may be fixed soon. Dec 6, 2022 - Changed some features to make it a little like... smart. Aug 28, 2022 - It's a good day to re-share the project now. Aug 24, 2022 - Unshared for review Aug 20, 2022 (part 2) - Time will now also be saved when continued driving. Aug 20, 2022 (part 1) - Added menu and a prompt to ask you to continue driving or not. Reduced delay to 15 seconds. New thumbnail. New start 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This project tracks the speed and distance when someone is driving. The green dot stands for your position. The speedometer comes in 5 different colors: - Black: Parking - Blue: Congestion/traffic - Green: Normal driving - Yellow: Fast driving - Red: Driving too fast. For safety, it is recommended to reduce the speed until it is no longer red. - For safety, if you're a driver, use a mobile phone instead of desktop, and place it to the instrument panel. - For safety, if you're on a gas station, pause the project and turn off the device for a few minutes. Then resume the project. If you see an alert saying "Geolocation failed," or if it locates to the wrong location, please check your location settings and permission. Using a mobile phone might also fix this problem. Laptops may have a weaker GPS feature than mobile phones, though it takes a minute for laptops to geolocate accurately. Some browsers don't allow websites to use location in insecure websites (HTTP). If the browser says that the website is not secure, replace http:// with https:// and try again. This is a bit inaccurate sometimes, but it may be fixed soon. Dec 6, 2022 - Changed some features to make it a little like... smart. Aug 28, 2022 - It's a good day to re-share the project now. Aug 24, 2022 - Unshared for review Aug 20, 2022 (part 2) - Time will now also be saved when continued driving. Aug 20, 2022 (part 1) - Added menu and a prompt to ask you to continue driving or not. Reduced delay to 15 seconds. New thumbnail. New start screen.

de:$globe zeige aktuellen Standort pt:mostra a localização corrente do dispositivo no $globe ca:$globe centra a la meva ubicació

de:$globe Zoom pt:o zoom do $globe ca:$globe zoom

de:setze $globe Zoom auf _ pt:altera o zoom do $globe para _ ca:$globe fixa el zoom a _ 10

de:$globe Längengrad von x _ pt:a longitude no $globe da coordenada x _ ca:$globe longitud per a x _ 0

de:$globe Breitengrad von y _ pt:a latitude no $globe da coordenada y _ ca:$globe latitud per a y _ 0

de:setze $globe auf Länge: _ Breite: _ pt:altera a posição no $globe para (longitude: _ , latitude: _ ) ca:$globe centra a longitud: _ latitud: _ -122.25785237.872099

de:y von $globe Breitengrad _ pt:a coordenada y da latitude _ no $globe ca:$globe y per a latitud _

de:x von $globe Längengrad _ pt:a coordenada x da longidude _ no $globe ca:$globe x per a longitud _

de:ändere $globe um x: _ y: _ Pixel pt:desloca a posição do mapa de (x: _ , y: _ ) ca:$globe canvia la ubicació en x: _ y: _ píxels 1010

de:$globe Entfernung in km zu _ pt:a tua distância em km a _ no $globo ca:$globe distància en km fins a _ §_objectsMenumap_dist(lat1, lon1, lat2, lon2)

de:$globe aktuelle Position pt:a localização corrente do dispositivo no $globe ca:$globe ubicació actual

de:$globe aktueller Breitengrad pt:a latitude corrente do dispositivo no $globe ca:$globe latitud actual

de:$globe aktueller Längengrad pt:a longitude corrente do dispositivo no $globe ca:$globe longitud actual

de:aktualisiere $globe pt:actualiza o $globe ca:$globe força refresc

de:$globe als Kostüm pt:a parte visível do $globe na forma de traje ca:$globe vestit del mapa actual

de:setze $globe Stil auf _ pt:altera o estilo do $globe para _ ca:$globe fixa l'estil de mapa a _ OpenStreetMapOpenStreetMap Wikimedia Watercolor Toner Terrain Topographic Satellite Streets Shading Mapbox (experimental)

Converts time specified in seconds into the time format.

Makes a 2 digit number. If it is other than a number, it returns the same.

Converts the time input in seconds to time words.

180

Like "numbers from to" block, but it allows some step. Returns an empty list if step is 0 or less.

1101

Fix minor inaccuracies for some calculations (such as 0.1 + 0.2 being 0.30000000000000004, where it should be 0.3)

0.30000000000000004

Returns true when the specified value is one of the items in the either list, otherwise, false.

Writes text in center alignment.

Hello, world!12

Like the write () size () block, but it allows multi-line text to be put in the text input. The pen will be temporarily up during this process, to avoid underline glitches with the text that will form similar to a ladder.

Hello!12

Creates a new line.

Makes a list with a specified amount of empty items.

Groups digits into thousands and millions, like 2000 being 2,000.

2000digits21

Shortens numbers, like: 2,000 -> 2k 250,000,000 -> 250M

2000

Make groups of blocks, useful for large scripts.

de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _ pt:fala _ na língua _ _ com tom _ e velocidade _ ca:digues _ amb accent _ _ to _ i velocitat _ Hello, World!en-USالعربية=ar Български=bg বাংলা=bn Català=ca Català - Valencià=ca-VA Česky=cs Deutsch=de Dansk=dk Ελληνικά=el English-American=en-US English-British=en-GB Esperanto=eo Español=es Eesti=et Euskara=eu suomi=fi Français=fr Galego=gl Hrvatski=hr Magyar=hu Interlingua=ia Bahasa Indonesia=id Italiano=it 日本語=ja にほんご=ja-HIRA ಕನ್ನಡ=kn 한국어=ko Malayalam=ml Nederlands=nl Norsk=no Polski=pl Português=pt Português do Brasil=pt-BR Român=ro Русский=ru Slovenščina=si svenska=sv Tamil=ta Telagu=te Türkçe=tr Українська=ua 简体中文=zh-CN 繁體中文=zh-TW11

de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _ und warte pt:fala _ na língua _ _ com tom _ e velocidade _ , e espera ca:digues _ amb accent _ _ to _ velocitat _ i espera Hello, World!en-USالعربية=ar Български=bg বাংলা=bn Català=ca Català - Valencià=ca-VA Česky=cs Deutsch=de Dansk=dk Ελληνικά=el English-American=en-US English-British=en-GB Esperanto=eo Español=es Eesti=et Euskara=eu suomi=fi Français=fr Galego=gl Hrvatski=hr Magyar=hu Interlingua=ia Bahasa Indonesia=id Italiano=it 日本語=ja にほんご=ja-HIRA ಕನ್ನಡ=kn 한국어=ko Malayalam=ml Nederlands=nl Norsk=no Polski=pl Português=pt Português do Brasil=pt-BR Român=ro Русский=ru Slovenščina=si svenska=sv Tamil=ta Telagu=te Türkçe=tr Українська=ua 简体中文=zh-CN 繁體中文=zh-TW11

Adds speeds, and remove the oldest when there are too many of them.

Shows numbers with a specified amount of decimal places. Minimum number of decimal places: 0. Maximum number of decimal places: 20. Doesn't work correctly if number is too big or negative.

3.1412

2000

ca:desa clau: _ amb valor: _ al navegador

ca:dades desades al navegador

ca:esborra clau: _ del navegador

ca:esborra dades del navegador

Reports the value previously stored under the input key in the browser's local storage. Reports False if the key is not found.

ca:obté valor de clau: _ al navegador

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1pa+vvmKGeDCG1c893ntELMfP3d2X7FsCHqRMG37bjx5Vxr4y3nDOWs93j9uSXBp7umixnmW6vjME+0vI8Z7oWUz60qrLUXX4EGQNNaORY5q45d6YpuUtPiO8b98wzieliy1VxTliHLijaY1TrK+2cbDPulHGgQ2UbwLlYePfVCTIL8KeL689WG8kJIPXebfXf8khNfvA9Y9t3eRJWI8vM/ZwEW8nxTfvZNYFw2wbTHjJ8kZN8yt9UVbpyM7a8voh5sqrKybW1y9T91M0d6Ckns21bOSeAc+wTRJn53cqnVNU7dX6QXKQkrFvv099W1dPv6H3p3Fxl7DhDLa2MCuAM47Q5Djmm6VnIuWpd8u/5fWfctpVcmOe4HprHkn/PxVcrmQuSME7PyK6S89TXV1XGilPSRjJXIPtSDggI4OPNIyGTwF2Pp+Wv8lhHxkOzsHob0zy+tf9fY3vyazUS8DnhpeQ45TPkx7sumWCSO+N2pZmx1pzEUtLNlMkSo2Zs50o+J6YnXn2APPKSLr9DZXtSbXXzI80YdLqhd50MMuaUccy2mEn+LieG7+pAFsBVOV7pus/FWyu5gFqHcvvv+9pg/j0XmVmbet9dbcbL003dSsZgc/d4zqsERwRwPkeGX/LbaOXYJLR1k0rXc7qgW8kF8Vt2tLl9VS4rgNv+0muUsMuEq10lPRIZqmoXFLmYygXFX+ypn3NNutSz1n0rGVpo55V93zPnoUywbCW/06x5PXLC6gUOw/X8UwHcd1zS1fvFVfXIO6qnuydXmemGOmem4a6TX7q9M+6WK89WcoX5Kqv/P1fmuThYv65t13jryBcQ5M47dyWtZHbluptql+a+AM4dfCbHHBovzN3UegWyLAWabrdjRQDfc8GY0EyXfys5UeeOdVv2BXAu3jIccKiXI13GmTmeLumU7US7Y8dq/e+jAjhj15m81+7Iso9cKOy7g2ufIRd9GYrJhWsrmfmbO+pzy2UGcI5PLsp/+8CHy9BULpwzjNVKXlKSRYR2lW27yfHMnJME/aES6wxzNPNjQX+u5636OwHcfzhzVZ/VrA7N2M0YWWYl56p53yMf2z3uOvnlsYaMNa/LdqJHrtTXXbSpe9kBnBN4VgFrpWfC0q4AzqzNjFcfG5PdjmP2TuYQwFW72lXuanIh19MG09WfO5hcDB4qsU6X9XrMNI8p5U741DIqgLPf/A7XM2/zSFu+/6ELvgzfZPJaK+mBSfdqz6Slfd/1sgI4Q0uZZPfDHciZ/Z4V/VrJu5fXv+P1JtLDlWGvdsecUM2F/vpmYNcud/3mMlEsF2fKHgEBfFrTyKSedG/lTmz9jOB2K5nqn7u33K3lTvVQ2Z4o8/rCjF9tG/w6gBPuuaLdjkFfdgDnmd713cA5AZyxpfQoHPtBxyz1MsuzlRhkfeNjRQDfM2kur8HMmGYrvQGcC6M33TwDf8h8GzJpJ+n2PLWMDODMWl4/7pPAyoXBvnkbORcmqNbtK3MTMgnyIuWyAjhzJDIRs6dsJ/XtawfZVgJ4/ZTHryxt6NiQwq72lq7u3JQoewQE8HlNI7ODX3+ZBZzunH0lE4vySESCY1/Z9wjItv46gDPek5PJduLUTQjgY49Hrb93ehuyAEArvYtkCOB7ZoCnOzUT6FrpDeC023Q79r5NKU8F5NnZVs5dbGJkAO9aRjYTsTIha1fJrPl0W2cmdkouomOQZ/IvUi4rgE+ZoHZKAOf7xyEeKXlCIZMfjz16mW7/hHWbxa4LuqPVCOAOpANV4peJLQmVTO9fT3hpf5a7icw4zgSpXd1f1yWA89hCuhFz1ZoFDbIa0Lbkrj8XHq2ccwd8SgCfe3QE8D1tMWPAPeOZ2zZ4agCfe5y2fzcygLPtU57n3U7cynPTaeuHuqx7vvdNC+D87tM9vX7+tyfs77vpLcik0Ty+aBLWkQDpaUTqHBfIlWNmS2ZcNmG2LgnhPCaQO4NtmRnAuUvKZ85Y2XqSxvFve08NAdwrdVq9Ec8Bpw1mFvR64mDu6HKXcqwN3pYAzgVj7uYebfnC+R3mgjmLc6xLLtgSGOsFRxJAmVR50XLTAjjfdzsWnu773GDsGzfOUrMZKupdee2iprfm790Bjz+U+95Kk+dY8zze9rGgWQGcZ4Rzld+7hu0uKQE8vv1kiyMCOEGzXnwi8wbSpb9dTSz7u613wDm/Zab+ehhj1+TF/BYy4Srd1imZQJahpRGL7dzEAM4ErEx4zKIpreRpjyzOkZuIXMTlzjbDGxl+2C7EccqKW5fzC7ohWxXAl3Og4po74e0atO+8vExhvdcZAZwfTq7486zourTF9fOM4K6uozzSksk5rQjgy2k/IwJ4+1xmZjNnRahdyyne1gDO0Uk36PrZ8cyfyKze9esZ85xr1jxuJaur5ZG7EeUmBnDOX5l8lvPVqSWT7/LIV244lCMCAvjymkiuIrNsX1tNKHvKleH27T1XHcDpbsvnyCNFrWTVrXRFp4vp0JjNiFnQxoCPt7mLBnDaXkJnvQLTAw6cUG9zAOe7pScgd7mtvPxq1agsoZi738x9SEl3a4Zj8ijOiHITAzhvJ8uM8PYoUnoC4nioZGW8LBebl2es33Y2wvDWbkMAX+6hzRVkGmUruetsr+Zr/+2qA3i71F4eB8pnyiMrx4oAPiY05t8vGsC5w8vxbF2q+VSHFpS4zQGc7573Ia/XHl9PsMpCI+ux3iznmtnioyYP3bQAznh5ekuecmnKuZDLYjsJ5bShnD8ysS/hnMU5MtM+zyJnoaKeZWLH/EJuyVYE8OUeyG034HUI4KwslWeUW/n+ZbWjnhOOAL7c9tK2fpEATuhmQkzu8lo5tqDEbQ/gBMYvrCakJSgyIS3j4XmpyHqpyfRQpYdoVLlpAZzJVrlAaSUXKPkOyiUICOBLQF1tMms5r18QnpW0ti8Mv+o74CwOsl5BK58x6073lFwFr59pvq5jwHmUImNR6wX5962D3PO9r7rOuQGc3/MH7XhD1LFlGG97AKc95KIka1q3kqDJojBZ+KY9w5w5ELnDO/Qe7VPbwk0L4O3yr7FZL3d76vdX/4CAAL685pE3xKQbcP16tczGfOBml1cdwDlB5yUIrWRpwvXC6/tEchLPK9nWrze7rgGc75ATblbSaiXfed0NeXlH/uJbPieA80hZxt+yetO65PhmGcJ977JN3dsewPmO20drstRrlqtcv/UnLwbJEqkjy00L4C/dPOufNduzdKxyCQICeD9qrppzxZwQ3fXoxqHDkQUt8u7M9Zt8smB6rq6zws66XHUA5/2dGa9pJd1xeXXdviX6sijHRy3PCrdJGe1vr3MAb7va8z3TnXboXbWX8BM7a5OnBHCOTwI2r3hcvxYwO85zwBk2WL/qcdcHugsBnOehM7bZfpOZpZsXEmQ95ZTe12ueekBvWgBvfzf5vumSz1hwVrfKymB5JCn/096olIlr8etZXvZUv1tdXwDvP7zr1ZSyBGKCOJMO0k2VWcMJ5XZXkWd/n2R5vCEn+e1rA7MAQNaY7VkIf1+ojVqK8qmW8bD1C7Tz/fLS8Syqn7HgtIs8qpTnAPPfty/1vgkBnK6zdC+2RRjymRPC6QFIL8R2wkiWF837U9NjkTHTmWUbwJmdvr5wyMVhFtrIOGZm924vjPLZMzkmPQA976y+qgDO8obrmdlb47zta70Wc15zmJco7Cp5ScCxF0Vs/y4Xkrmj21XOfX1eLqrbDOpd283jTetn7bMi3r63S2WOyL7Xh2Yhn/RAtdKzOlWre8pSlPkNxHW7mFDP7yG/qay/ncDOOPKI56h79ntj6wjgvgC+yAHOlWKWaVu/K3O9vau+A84xz7tS84Pelox95cLiXjvef5w790wqSxddTvwp1/kOOJ8v3c4J3F0ld0C5co9HFqDPYvK93+ki7aHnb7cnzJ6/aXXS3tK1mhP/trdl33auKoC3k/hO+V7buqcEUPvbLESSVbB2PVJzbJx832fd97rNc75bLtzXL5BYb+OqAjj7zDuE0xW9Xt/71O+Tx7jymb/n1D+8S/UF8P6jvWs94VPbRlaMyQLwubLtPfld9h1wPkeWzcx+Dt2NrD9vlvN7o2VZv/QEpMu6N6y2J6ireA64ffbMCM7KR+9wwoHruag4YXNnVT0ngLNofu7s89jbqa8CvCsBnJ6CjPmml2pd8qKBZz3hFaLrv72NAZwL8ATwej3ocxpyuqVzYbNvCctztnmr/kYA7z+c6eZ722XBiqwg1F44fqwB5K4qC3DkZPgty1jJob+56jvg9lnS5XqfZXGG9uaT7edMt+dnLMvPZXxne1HSE1YzAzjfJ208E3CyMH/PBUfPdzrWBi7678cCOG8pyjBIhkPSnZm7pjxOdu4Y3F0J4ByXvGt7OxFy1/KUvcfwtgVwwjcXKVk2t5V0J6c3Ke9Fzks+2huj8r8zByHnxgxt5dG3rJa3LhkqyBMII2eW9x6ba19PAPcfokziSFdlFnjPOEn+7wRSSiYm5H8ylpr/3fNMbf+eL7dmvkPGEXMH8GTLBUNO7Fk96NgryC73k43fesayc/eeyUo50aRkHP8Pl/c25/tmnD8XUQqBuyaQm46s9bxeAzrhm0cnE77HSoZxsoxnhgfWJasBrpcDPbadO/PvAvjOHGpflAABAgcFti+lyKSqvHc8vS29JZM7f2oz8ewqh516P+e1qCeAr8Vh8CEIECAwXWD7CNK3bVZU6/2A20evBPAeOQHc26TUI0CAwO0WuP9mIZcv3yzK0fPtcwecx5gy47yVlzMRazedAO5pUuoQIEDg9gvkGek8K91KniXPI0mnTO7LutpZX7uV9brbt1/wxG8ogE8EU50AAQK3VCBPCWxfvJDFP+7X8Ux5nqpIF3YWGlkv8pNlLPctfnJLGfu/lgDut1KTAAECt1kgIZrZyvfefMk8FZDVrfJY4oNWS5smaLO0ZxbmybK9eTpkXX5kWeqzd0GY22y787sJ4Dt3yH1hAgQI7BXIo4iZfLUewz2HK0uIvvmyfvQ5f38n/kYA34nD7EsSIECgWyDrp6fbOSvIrddS79lA1l9Pt3PeNpU18JUDAgJY8yBAgACBXQJZIe0llxXk8nKWrHaVbuYsSpSSFdmy8NCvL93T6abOMqgPxtknIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAhdbC01AAAFUklEQVQQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQICuM9JLQIECBAgMFRAAA/ltDECBAgQINAnIID7nNQiQIAAAQJDBQTwUE4bI0CAAAECfQL/C7JTN7Ro2rbDAAAAAElFTkSuQmCC0