Clicking on the bottom right corner cell is also OK to find that there is white.
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If you know the rules really well, now I give you enough time to solve this pattern: (it takes 76 moves!)
Red, Red, Red, Purple, Yellow, Yellow, Purple, Purple, Green
This is the Guinness Record of the pattern whose solution with the longest move sequence possible!
However, it is possible to make:
through this↓
Now I want you to solve another pattern:
Yellow, Red, Green, Purple, Red, Yellow, Purple, Yellow, Red
(Simplified version of my deduced rules)
Arj Fvzcyvsvrq Ehyrf(!):
1. Lryybj sybjre jvyy tebj vs abar be zber guna bar pbaqvgvba vf erdhverq.
2. Vs gurer vf nal fcnpr (tnc) gung fheebhaqrq ol sybjref, terra sybjre jvyy tebj obgu urer naq orgjrra gur tncf, hayrff gurer vf gur bayl tnc urer.
3. Vs gur fryrpgrq fcnpr vf orgjrra bar fcnpr naq bar sybjre, checyr sybjre jvyy tebj. Gur sybjre arkg gb vg jvguref naq ba gur bgure fvqr vg tebjf gur fnzr nf gur bar gung jvguref.
4. Vs gurer vf ng yrnfg gjb fnzr sybjref arkg gb vg va n ebj, erq sybjre jvyy tebj. Gur sybjre ebj arkg gb vg jvguref.
There are actually mathematical proofs why the last puzzle has no solution.
In the last puzzle, the character must not touch the starting red square (called R) after starting, and must end on a square which is an even number far from R. Since the square under R (called B) and the square above R (called A) must be touched twice, and the character must not finally end on A or B, the squares next to either square must be touched 3 times (in->out->in->out).
Thus, the connected parts (including the start) next to square A and B must be touched at least altogether (2+1)*2=6 times! That's impossible! The three squares next to A and B can only suffice 2+2+1=5 passes! (R is only touched once in the very beginning!)
(Already Modified)
Ehyrf:
1. Lryybj sybjre jvyy tebj vs bgure pbaqvgvbaf ner abg erdhverq.
2. Vs gurer vf nal fcnpr (tnc) gung fheebhaqrq ol sybjref, gur fvghngvba vf pnyyrq Tnc Fprar, bgurejvfr Abezny Fprar.
3. Va Tnc Fprar, terra sybjre jvyy tebj obgu urer naq orgjrra gur tncf, hayrff gurer vf rknpgyl bar fcnpr be gjb fnzr sybjref arkg gb vg.
4. Va Abezny Fprar, checyr sybjre jvyy tebj vs gurer vf n sybjre arkg gb vg. Gur sybjre arkg gb vg jvguref naq ba gur bgure fvqr vg tebjf gur fnzr nf gur bar gung jvguref.
5. Va Abezny Fprar, erq sybjre jvyy tebj vs gurer vf ng yrnfg gjb fnzr sybjre arkg gb vg va n ebj, hayrff gurer vf bar fcnpr ba gur bgure fvqr arkg gb vg. Gur sybjre ebj arkg gb vg jvguref.
(There are very few exceptions on rule 3)



The longest purple flower row: 



got the optimal solution

