Daily Leaders
Daily Leaders
G cluster_dg_1 cluster_dg_2 g176063637714397984321131925654215625607 g176063642468087735176585168450529037191 g176063637714397984321131925654215625607->g176063642468087735176585168450529037191 g176063629395440920322750477983896341383 g176063637714397984321131925654215625607->g176063629395440920322750477983896341383 g176063646429495860892791030905417010055 g176063637714397984321131925654215625607->g176063646429495860892791030905417010055 g176063666157308326944167768609541360519 g176063637714397984321131925654215625607->g176063666157308326944167768609541360519 g176063658551404725576112603170001947527 g176063637714397984321131925654215625607->g176063658551404725576112603170001947527 g176063642468087735176585168450529037191->g176063666157308326944167768609541360519 g176063654352312112319339632050309991303 g176063629395440920322750477983896341383->g176063654352312112319339632050309991303 g176063654352312112319339632050309991303->g176063637714397984321131925654215625607 g176063654352312112319339632050309991303->g176063642468087735176585168450529037191 g176063654352312112319339632050309991303->g176063658551404725576112603170001947527 g176063650232447661574563154636804230023 g176063654352312112319339632050309991303->g176063650232447661574563154636804230023 g176063662354356526256757419619662990215 A g176063654352312112319339632050309991303->g176063662354356526256757419619662990215 g176063646429495860892791030905417010055->g176063658551404725576112603170001947527 g176063646429495860892791030905417010055->g176063650232447661574563154636804230023 g176063666157308326944167768609541360519->g176063637714397984321131925654215625607 g176063666157308326944167768609541360519->g176063662354356526256757419619662990215 g176063658551404725576112603170001947527->g176063637714397984321131925654215625607 g176063658551404725576112603170001947527->g176063650232447661574563154636804230023 g176063650232447661574563154636804230023->g176063629395440920322750477983896341383 g176063650232447661574563154636804230023->g176063654352312112319339632050309991303 g176063650232447661574563154636804230023->g176063658551404725576112603170001947527 g176063662354356526256757419619662990215->g176063642468087735176585168450529037191
Subwords: (Click here to translate.)
Puzzle ID: 3667

Instructions


Puzzle Owner: wwadmin

Puzzle Lang:

German

Complexity: 42.0
Points: 0
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Using Difficulty: Easy
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