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We use a (countable support) creature construction to show that consistently  \[  \mathfrak d=\aleph_1=  \text{cov}(\text{NULL})  <  \text{non}(\text{MEAGER})  <  \text{non}(\text{NULL})  <  \text{cof}(\text{NULL})  <  2^{\aleph_0}. \]  The same method shows the consistency of  \[  \mathfrak d=\aleph_1=  \text{cov}(\text{NULL})  <  \text{non}(\text{NULL})  <  \text{non}(\text{MEAGER})  <  \text{cof}(\text{NULL})  <  2^{\aleph_0}.  \]

Creature forcing and five cardinal characteristics in Cicho\'{n}'s diagram