Combining Overload

Dress some text up in a whole lot of combining characters. There are two classes here. First, in the maner of the Zalgo, a random assortment of over/under/superimposed combining chacters. The Zalgo decoration is configured with the from prefixing, postfixing, or both, and a number of extras to add settings. Secondly, the text is overlaid with a single combined character on top of every input character.




Zalgo M̶̸̶̲̱̘̥̖̠᷇߫҆̾ͭ̓͘͘i̖߬҉̶̲҇᷆߭͏̶̛̮̅͆̔c̶̶̠͇̱̲߮ͤ̅͋̾҉҃ͯh̶̶̭̣̲̱͔͍᷈߯̀́᷆̚͠ȩ̶̶̢̪̲̜̟̻᷇̔ͤ̃ͨ̉a̡ͮ̈́͏̶̶̻̲̻̅͒ͯ̊͝l̶̶͈̩̖̲̱̼߫҆ͮ̋̃᷄͢ ̶̶゙̬̙̣̼̲̭̥̯͇̪͊ͪ̍H̶̶͔͓̲͚͉̒ͨͦ͋̆᷄ͨa̲҉̶̶͈̲̭̬᷄ͣ́߯ͮ͐͝l̶̢͇̃ͦ̾҉̶͓̲̣̰ͬ̀́ͭ͟l̶̶̫̲̬͙͖͍̒҄߰̋͊͘ ̷̶̶߲̲͖̹̱̓᷈̊̏͌̏߫e̶̶̢̞̞̩̲̼̘ͮ҄҄͠ͅa̶̶̛̲̘̪͖̾̓ͫ̏᷅͗͗̕t̶̶̨̝͎̲ͥ͗̋᷆ͮͣ̉ͭ߮͝ş̶̶゙̛͓͔̲̙̀̐߮҆҇͠ ̶̶̲̺͛҅ͭ͑͑̈́҆ͩ͗ͬͯ҅r̶̶̨̧͎̲̲͇̄͑᷆͒҄u̶̶߲͍̲᷅߮᷄᷅᷈͑ͦ̀҅̐̕͟b̶̶͎̠̱̲͍́̇҄҅̅ͣͤb̶̶̧̙̜̲͗̄ͦ͊͐̋ͨ᷀͜͞e̶̶̟̲̫͓᷆ͮ͂͐҇̀҆͢͢r̶͉߲̰̲̠͗̄ͮ͏̶̗ͩ᷆ ̶̀̇̅߭߬͏̶̧̥̲̉߯̍f̶̶̩̪̲᷇ͮ͆̓̋ͮ߫͆̋ͩ͂͟ò̶̷̶̡̮̫̣̲̦͒̒ͥͦͣṟ̶̶͖̣̲̲͎̹͂́҅ͥ͗ ̶̶̹̥̯̲͗̓ͫ᷁߯̅҅̅ͨ͢ş̶̷̶̢̩̲͖ͥ̎͛̎ͩ̍̔u̶̶̫̲̤͛᷉̓߯ͮ᷉͘̚ͅp̶̶゚̧͍̲͈͎̂ͩ̀ͦ͋͢ͅp̶̶゙̗̞̲̲̻̔᷉̉̃͛̑ͥ͡ẹ̶̶̲̮͗͂᷄҄̎᷅ͬ͊r̶̶゙̡̢̺͙̗͚̲̜̈͆߳͗͊̕ ̶̧͊߫͏̷̶̲҄ͫ̄͌͞a̷̶̶̶͇͖̰̤̲͉̅́ͣͨ͘n̶̶̖̳̲͈᷆̅ͭ̐᷅᷄̇̕͢͠d̶̶̨͕̤͍̲̥̰͂̏ͩͯ͠ͅ ̶̶̬̫̜̲̯̙᷇͋᷀̃̌᷈߱͡ḧ̶̷̶̹̱̻̲̬̖́ͤ᷈̈̀a̶̶̡̺̖̲͕߲͋ͤ᷉̈́᷆ͣ᷅̈́s̙͏̶゚҈̶̛̛̰̲͕̮߱͟ ̶̣̣͍̲᷇́̑҉̷̶̜̰҆ͫ͞c̶̶߲̲̟̖͒̅̆͐ͪ̍̕ͅḫ̶̶߲͇̲͚߮̎͒߳́̎̕͢iͭ҈̶̶゙̛̳̹̲͇̙̝҇͑̐҆c̶̶゚̫͉̲̼͕̑̓͗߬᷀͠҉k̶̶̰̲̲̣͗ͭ͑͑ͪ̈́ͣ᷆e̶̶̳̲ͯ҇̉͂ͨ߬̅̕̕͜ͅn̶゚̡߲̾͟͏̲̀͏̶゚ͯͦ ̶̶̷͈̪̭̲̦̟́᷁̈̎̌ͦ͜͝f̶̶̷͖̲᷀̇̇ͧ͗᷉͢͡o̶̶̼͉̫̲͚͇͉͎߱߫᷄̓̎͑͢r̶̶̙̫̲̰߲߲̻̥͙҇ͫͭ̕ ̶̶゚͓̪̫̲̱߲҅̄᷆̅͠ţ̶̶̛߲̗͖̲̬̼ͨ͂҃̚i̶̸̾߯͊߬߭̏҈̶̨̲͚̇̾̊͠r̶̶̡̧̲͗҆ͮ̅҄͊ͩͦ͟e̶̶̬̲͎͕̹ͬ̋᷈̋̇᷉͐s̶̶̭̖̳̣̳̲͓҃̍߯ͮ͒͟.̶̷̶̹̲̻߯͊҅́᷆̐҆̇̋
Overline M̶̶̲̅̅̅̅i̶̶̲̅̅̅̅c̶̶̲̅̅̅̅h̶̶̲̅̅̅̅e̶̶̲̅̅̅̅a̶̶̲̅̅̅̅l̶̶̲̅̅̅̅ ̶̶̲̅̅̅̅H̶̶̲̅̅̅̅a̶̶̲̅̅̅̅l̶̶̲̅̅̅̅l̶̶̲̅̅̅̅ ̶̶̲̅̅̅̅e̶̶̲̅̅̅̅a̶̶̲̅̅̅̅t̶̶̲̅̅̅̅s̶̶̲̅̅̅̅ ̶̶̲̅̅̅̅r̶̶̲̅̅̅̅u̶̶̲̅̅̅̅b̶̶̲̅̅̅̅b̶̶̲̅̅̅̅e̶̶̲̅̅̅̅r̶̶̲̅̅̅̅ ̶̶̲̅̅̅̅f̶̶̲̅̅̅̅o̶̶̲̅̅̅̅r̶̶̲̅̅̅̅ ̶̶̲̅̅̅̅s̶̶̲̅̅̅̅u̶̶̲̅̅̅̅p̶̶̲̅̅̅̅p̶̶̲̅̅̅̅e̶̶̲̅̅̅̅r̶̶̲̅̅̅̅ ̶̶̲̅̅̅̅a̶̶̲̅̅̅̅n̶̶̲̅̅̅̅d̶̶̲̅̅̅̅ ̶̶̲̅̅̅̅h̶̶̲̅̅̅̅a̶̶̲̅̅̅̅s̶̶̲̅̅̅̅ ̶̶̲̅̅̅̅c̶̶̲̅̅̅̅h̶̶̲̅̅̅̅i̶̶̲̅̅̅̅c̶̶̲̅̅̅̅k̶̶̲̅̅̅̅e̶̶̲̅̅̅̅n̶̶̲̅̅̅̅ ̶̶̲̅̅̅̅f̶̶̲̅̅̅̅o̶̶̲̅̅̅̅r̶̶̲̅̅̅̅ ̶̶̲̅̅̅̅t̶̶̲̅̅̅̅i̶̶̲̅̅̅̅r̶̶̲̅̅̅̅e̶̶̲̅̅̅̅s̶̶̲̅̅̅̅.̶̶̲̅̅̅̅
Double overline M̶̶̲̿̿̿̿i̶̶̲̿̿̿̿c̶̶̲̿̿̿̿h̶̶̲̿̿̿̿e̶̶̲̿̿̿̿a̶̶̲̿̿̿̿l̶̶̲̿̿̿̿ ̶̶̲̿̿̿̿H̶̶̲̿̿̿̿a̶̶̲̿̿̿̿l̶̶̲̿̿̿̿l̶̶̲̿̿̿̿ ̶̶̲̿̿̿̿e̶̶̲̿̿̿̿a̶̶̲̿̿̿̿t̶̶̲̿̿̿̿s̶̶̲̿̿̿̿ ̶̶̲̿̿̿̿r̶̶̲̿̿̿̿u̶̶̲̿̿̿̿b̶̶̲̿̿̿̿b̶̶̲̿̿̿̿e̶̶̲̿̿̿̿r̶̶̲̿̿̿̿ ̶̶̲̿̿̿̿f̶̶̲̿̿̿̿o̶̶̲̿̿̿̿r̶̶̲̿̿̿̿ ̶̶̲̿̿̿̿s̶̶̲̿̿̿̿u̶̶̲̿̿̿̿p̶̶̲̿̿̿̿p̶̶̲̿̿̿̿e̶̶̲̿̿̿̿r̶̶̲̿̿̿̿ ̶̶̲̿̿̿̿a̶̶̲̿̿̿̿n̶̶̲̿̿̿̿d̶̶̲̿̿̿̿ ̶̶̲̿̿̿̿h̶̶̲̿̿̿̿a̶̶̲̿̿̿̿s̶̶̲̿̿̿̿ ̶̶̲̿̿̿̿c̶̶̲̿̿̿̿h̶̶̲̿̿̿̿i̶̶̲̿̿̿̿c̶̶̲̿̿̿̿k̶̶̲̿̿̿̿e̶̶̲̿̿̿̿n̶̶̲̿̿̿̿ ̶̶̲̿̿̿̿f̶̶̲̿̿̿̿o̶̶̲̿̿̿̿r̶̶̲̿̿̿̿ ̶̶̲̿̿̿̿t̶̶̲̿̿̿̿i̶̶̲̿̿̿̿r̶̶̲̿̿̿̿e̶̶̲̿̿̿̿s̶̶̲̿̿̿̿.̶̶̲̿̿̿̿
Long center M̶̶̶̶̶̶̲i̶̶̶̶̶̶̲c̶̶̶̶̶̶̲h̶̶̶̶̶̶̲e̶̶̶̶̶̶̲a̶̶̶̶̶̶̲l̶̶̶̶̶̶̲ ̶̶̶̶̶̶̲H̶̶̶̶̶̶̲a̶̶̶̶̶̶̲l̶̶̶̶̶̶̲l̶̶̶̶̶̶̲ ̶̶̶̶̶̶̲e̶̶̶̶̶̶̲a̶̶̶̶̶̶̲t̶̶̶̶̶̶̲s̶̶̶̶̶̶̲ ̶̶̶̶̶̶̲r̶̶̶̶̶̶̲u̶̶̶̶̶̶̲b̶̶̶̶̶̶̲b̶̶̶̶̶̶̲e̶̶̶̶̶̶̲r̶̶̶̶̶̶̲ ̶̶̶̶̶̶̲f̶̶̶̶̶̶̲o̶̶̶̶̶̶̲r̶̶̶̶̶̶̲ ̶̶̶̶̶̶̲s̶̶̶̶̶̶̲u̶̶̶̶̶̶̲p̶̶̶̶̶̶̲p̶̶̶̶̶̶̲e̶̶̶̶̶̶̲r̶̶̶̶̶̶̲ ̶̶̶̶̶̶̲a̶̶̶̶̶̶̲n̶̶̶̶̶̶̲d̶̶̶̶̶̶̲ ̶̶̶̶̶̶̲h̶̶̶̶̶̶̲a̶̶̶̶̶̶̲s̶̶̶̶̶̶̲ ̶̶̶̶̶̶̲c̶̶̶̶̶̶̲h̶̶̶̶̶̶̲i̶̶̶̶̶̶̲c̶̶̶̶̶̶̲k̶̶̶̶̶̶̲e̶̶̶̶̶̶̲n̶̶̶̶̶̶̲ ̶̶̶̶̶̶̲f̶̶̶̶̶̶̲o̶̶̶̶̶̶̲r̶̶̶̶̶̶̲ ̶̶̶̶̶̶̲t̶̶̶̶̶̶̲i̶̶̶̶̶̶̲r̶̶̶̶̶̶̲e̶̶̶̶̶̶̲s̶̶̶̶̶̶̲.̶̶̶̶̶̶̲
Short center M̵̶̵̵̶̵̲i̵̶̵̵̶̵̲c̵̶̵̵̶̵̲h̵̶̵̵̶̵̲e̵̶̵̵̶̵̲a̵̶̵̵̶̵̲l̵̶̵̵̶̵̲ ̵̶̵̵̶̵̲H̵̶̵̵̶̵̲a̵̶̵̵̶̵̲l̵̶̵̵̶̵̲l̵̶̵̵̶̵̲ ̵̶̵̵̶̵̲e̵̶̵̵̶̵̲a̵̶̵̵̶̵̲t̵̶̵̵̶̵̲s̵̶̵̵̶̵̲ ̵̶̵̵̶̵̲r̵̶̵̵̶̵̲u̵̶̵̵̶̵̲b̵̶̵̵̶̵̲b̵̶̵̵̶̵̲e̵̶̵̵̶̵̲r̵̶̵̵̶̵̲ ̵̶̵̵̶̵̲f̵̶̵̵̶̵̲o̵̶̵̵̶̵̲r̵̶̵̵̶̵̲ ̵̶̵̵̶̵̲s̵̶̵̵̶̵̲u̵̶̵̵̶̵̲p̵̶̵̵̶̵̲p̵̶̵̵̶̵̲e̵̶̵̵̶̵̲r̵̶̵̵̶̵̲ ̵̶̵̵̶̵̲a̵̶̵̵̶̵̲n̵̶̵̵̶̵̲d̵̶̵̵̶̵̲ ̵̶̵̵̶̵̲h̵̶̵̵̶̵̲a̵̶̵̵̶̵̲s̵̶̵̵̶̵̲ ̵̶̵̵̶̵̲c̵̶̵̵̶̵̲h̵̶̵̵̶̵̲i̵̶̵̵̶̵̲c̵̶̵̵̶̵̲k̵̶̵̵̶̵̲e̵̶̵̵̶̵̲n̵̶̵̵̶̵̲ ̵̶̵̵̶̵̲f̵̶̵̵̶̵̲o̵̶̵̵̶̵̲r̵̶̵̵̶̵̲ ̵̶̵̵̶̵̲t̵̶̵̵̶̵̲i̵̶̵̵̶̵̲r̵̶̵̵̶̵̲e̵̶̵̵̶̵̲s̵̶̵̵̶̵̲.̵̶̵̵̶̵̲
Short underline M̶̶̠̠̲̠̠i̶̶̠̠̲̠̠c̶̶̠̠̲̠̠h̶̶̠̠̲̠̠e̶̶̠̠̲̠̠a̶̶̠̠̲̠̠l̶̶̠̠̲̠̠ ̶̶̠̠̲̠̠H̶̶̠̠̲̠̠a̶̶̠̠̲̠̠l̶̶̠̠̲̠̠l̶̶̠̠̲̠̠ ̶̶̠̠̲̠̠e̶̶̠̠̲̠̠a̶̶̠̠̲̠̠t̶̶̠̠̲̠̠s̶̶̠̠̲̠̠ ̶̶̠̠̲̠̠r̶̶̠̠̲̠̠u̶̶̠̠̲̠̠b̶̶̠̠̲̠̠b̶̶̠̠̲̠̠e̶̶̠̠̲̠̠r̶̶̠̠̲̠̠ ̶̶̠̠̲̠̠f̶̶̠̠̲̠̠o̶̶̠̠̲̠̠r̶̶̠̠̲̠̠ ̶̶̠̠̲̠̠s̶̶̠̠̲̠̠u̶̶̠̠̲̠̠p̶̶̠̠̲̠̠p̶̶̠̠̲̠̠e̶̶̠̠̲̠̠r̶̶̠̠̲̠̠ ̶̶̠̠̲̠̠a̶̶̠̠̲̠̠n̶̶̠̠̲̠̠d̶̶̠̠̲̠̠ ̶̶̠̠̲̠̠h̶̶̠̠̲̠̠a̶̶̠̠̲̠̠s̶̶̠̠̲̠̠ ̶̶̠̠̲̠̠c̶̶̠̠̲̠̠h̶̶̠̠̲̠̠i̶̶̠̠̲̠̠c̶̶̠̠̲̠̠k̶̶̠̠̲̠̠e̶̶̠̠̲̠̠n̶̶̠̠̲̠̠ ̶̶̠̠̲̠̠f̶̶̠̠̲̠̠o̶̶̠̠̲̠̠r̶̶̠̠̲̠̠ ̶̶̠̠̲̠̠t̶̶̠̠̲̠̠i̶̶̠̠̲̠̠r̶̶̠̠̲̠̠e̶̶̠̠̲̠̠s̶̶̠̠̲̠̠.̶̶̠̠̲̠̠
Underline M̶̶̲̲̲̲̲i̶̶̲̲̲̲̲c̶̶̲̲̲̲̲h̶̶̲̲̲̲̲e̶̶̲̲̲̲̲a̶̶̲̲̲̲̲l̶̶̲̲̲̲̲ ̶̶̲̲̲̲̲H̶̶̲̲̲̲̲a̶̶̲̲̲̲̲l̶̶̲̲̲̲̲l̶̶̲̲̲̲̲ ̶̶̲̲̲̲̲e̶̶̲̲̲̲̲a̶̶̲̲̲̲̲t̶̶̲̲̲̲̲s̶̶̲̲̲̲̲ ̶̶̲̲̲̲̲r̶̶̲̲̲̲̲u̶̶̲̲̲̲̲b̶̶̲̲̲̲̲b̶̶̲̲̲̲̲e̶̶̲̲̲̲̲r̶̶̲̲̲̲̲ ̶̶̲̲̲̲̲f̶̶̲̲̲̲̲o̶̶̲̲̲̲̲r̶̶̲̲̲̲̲ ̶̶̲̲̲̲̲s̶̶̲̲̲̲̲u̶̶̲̲̲̲̲p̶̶̲̲̲̲̲p̶̶̲̲̲̲̲e̶̶̲̲̲̲̲r̶̶̲̲̲̲̲ ̶̶̲̲̲̲̲a̶̶̲̲̲̲̲n̶̶̲̲̲̲̲d̶̶̲̲̲̲̲ ̶̶̲̲̲̲̲h̶̶̲̲̲̲̲a̶̶̲̲̲̲̲s̶̶̲̲̲̲̲ ̶̶̲̲̲̲̲c̶̶̲̲̲̲̲h̶̶̲̲̲̲̲i̶̶̲̲̲̲̲c̶̶̲̲̲̲̲k̶̶̲̲̲̲̲e̶̶̲̲̲̲̲n̶̶̲̲̲̲̲ ̶̶̲̲̲̲̲f̶̶̲̲̲̲̲o̶̶̲̲̲̲̲r̶̶̲̲̲̲̲ ̶̶̲̲̲̲̲t̶̶̲̲̲̲̲i̶̶̲̲̲̲̲r̶̶̲̲̲̲̲e̶̶̲̲̲̲̲s̶̶̲̲̲̲̲.̶̶̲̲̲̲̲
Vertical line M⃒̶⃒⃒̶⃒̲i⃒̶⃒⃒̶⃒̲c⃒̶⃒⃒̶⃒̲h⃒̶⃒⃒̶⃒̲e⃒̶⃒⃒̶⃒̲a⃒̶⃒⃒̶⃒̲l⃒̶⃒⃒̶⃒̲ ⃒̶⃒⃒̶⃒̲H⃒̶⃒⃒̶⃒̲a⃒̶⃒⃒̶⃒̲l⃒̶⃒⃒̶⃒̲l⃒̶⃒⃒̶⃒̲ ⃒̶⃒⃒̶⃒̲e⃒̶⃒⃒̶⃒̲a⃒̶⃒⃒̶⃒̲t⃒̶⃒⃒̶⃒̲s⃒̶⃒⃒̶⃒̲ ⃒̶⃒⃒̶⃒̲r⃒̶⃒⃒̶⃒̲u⃒̶⃒⃒̶⃒̲b⃒̶⃒⃒̶⃒̲b⃒̶⃒⃒̶⃒̲e⃒̶⃒⃒̶⃒̲r⃒̶⃒⃒̶⃒̲ ⃒̶⃒⃒̶⃒̲f⃒̶⃒⃒̶⃒̲o⃒̶⃒⃒̶⃒̲r⃒̶⃒⃒̶⃒̲ ⃒̶⃒⃒̶⃒̲s⃒̶⃒⃒̶⃒̲u⃒̶⃒⃒̶⃒̲p⃒̶⃒⃒̶⃒̲p⃒̶⃒⃒̶⃒̲e⃒̶⃒⃒̶⃒̲r⃒̶⃒⃒̶⃒̲ ⃒̶⃒⃒̶⃒̲a⃒̶⃒⃒̶⃒̲n⃒̶⃒⃒̶⃒̲d⃒̶⃒⃒̶⃒̲ ⃒̶⃒⃒̶⃒̲h⃒̶⃒⃒̶⃒̲a⃒̶⃒⃒̶⃒̲s⃒̶⃒⃒̶⃒̲ ⃒̶⃒⃒̶⃒̲c⃒̶⃒⃒̶⃒̲h⃒̶⃒⃒̶⃒̲i⃒̶⃒⃒̶⃒̲c⃒̶⃒⃒̶⃒̲k⃒̶⃒⃒̶⃒̲e⃒̶⃒⃒̶⃒̲n⃒̶⃒⃒̶⃒̲ ⃒̶⃒⃒̶⃒̲f⃒̶⃒⃒̶⃒̲o⃒̶⃒⃒̶⃒̲r⃒̶⃒⃒̶⃒̲ ⃒̶⃒⃒̶⃒̲t⃒̶⃒⃒̶⃒̲i⃒̶⃒⃒̶⃒̲r⃒̶⃒⃒̶⃒̲e⃒̶⃒⃒̶⃒̲s⃒̶⃒⃒̶⃒̲.⃒̶⃒⃒̶⃒̲
Double vertical M⃦̶⃦⃦̶⃦̲i⃦̶⃦⃦̶⃦̲c⃦̶⃦⃦̶⃦̲h⃦̶⃦⃦̶⃦̲e⃦̶⃦⃦̶⃦̲a⃦̶⃦⃦̶⃦̲l⃦̶⃦⃦̶⃦̲ ⃦̶⃦⃦̶⃦̲H⃦̶⃦⃦̶⃦̲a⃦̶⃦⃦̶⃦̲l⃦̶⃦⃦̶⃦̲l⃦̶⃦⃦̶⃦̲ ⃦̶⃦⃦̶⃦̲e⃦̶⃦⃦̶⃦̲a⃦̶⃦⃦̶⃦̲t⃦̶⃦⃦̶⃦̲s⃦̶⃦⃦̶⃦̲ ⃦̶⃦⃦̶⃦̲r⃦̶⃦⃦̶⃦̲u⃦̶⃦⃦̶⃦̲b⃦̶⃦⃦̶⃦̲b⃦̶⃦⃦̶⃦̲e⃦̶⃦⃦̶⃦̲r⃦̶⃦⃦̶⃦̲ ⃦̶⃦⃦̶⃦̲f⃦̶⃦⃦̶⃦̲o⃦̶⃦⃦̶⃦̲r⃦̶⃦⃦̶⃦̲ ⃦̶⃦⃦̶⃦̲s⃦̶⃦⃦̶⃦̲u⃦̶⃦⃦̶⃦̲p⃦̶⃦⃦̶⃦̲p⃦̶⃦⃦̶⃦̲e⃦̶⃦⃦̶⃦̲r⃦̶⃦⃦̶⃦̲ ⃦̶⃦⃦̶⃦̲a⃦̶⃦⃦̶⃦̲n⃦̶⃦⃦̶⃦̲d⃦̶⃦⃦̶⃦̲ ⃦̶⃦⃦̶⃦̲h⃦̶⃦⃦̶⃦̲a⃦̶⃦⃦̶⃦̲s⃦̶⃦⃦̶⃦̲ ⃦̶⃦⃦̶⃦̲c⃦̶⃦⃦̶⃦̲h⃦̶⃦⃦̶⃦̲i⃦̶⃦⃦̶⃦̲c⃦̶⃦⃦̶⃦̲k⃦̶⃦⃦̶⃦̲e⃦̶⃦⃦̶⃦̲n⃦̶⃦⃦̶⃦̲ ⃦̶⃦⃦̶⃦̲f⃦̶⃦⃦̶⃦̲o⃦̶⃦⃦̶⃦̲r⃦̶⃦⃦̶⃦̲ ⃦̶⃦⃦̶⃦̲t⃦̶⃦⃦̶⃦̲i⃦̶⃦⃦̶⃦̲r⃦̶⃦⃦̶⃦̲e⃦̶⃦⃦̶⃦̲s⃦̶⃦⃦̶⃦̲.⃦̶⃦⃦̶⃦̲
Slash M̸̶̸̸̶̸̲i̸̶̸̸̶̸̲c̸̶̸̸̶̸̲h̸̶̸̸̶̸̲e̸̶̸̸̶̸̲a̸̶̸̸̶̸̲l̸̶̸̸̶̸̲ ̸̶̸̸̶̸̲H̸̶̸̸̶̸̲a̸̶̸̸̶̸̲l̸̶̸̸̶̸̲l̸̶̸̸̶̸̲ ̸̶̸̸̶̸̲e̸̶̸̸̶̸̲a̸̶̸̸̶̸̲t̸̶̸̸̶̸̲s̸̶̸̸̶̸̲ ̸̶̸̸̶̸̲r̸̶̸̸̶̸̲u̸̶̸̸̶̸̲b̸̶̸̸̶̸̲b̸̶̸̸̶̸̲e̸̶̸̸̶̸̲r̸̶̸̸̶̸̲ ̸̶̸̸̶̸̲f̸̶̸̸̶̸̲o̸̶̸̸̶̸̲r̸̶̸̸̶̸̲ ̸̶̸̸̶̸̲s̸̶̸̸̶̸̲u̸̶̸̸̶̸̲p̸̶̸̸̶̸̲p̸̶̸̸̶̸̲e̸̶̸̸̶̸̲r̸̶̸̸̶̸̲ ̸̶̸̸̶̸̲a̸̶̸̸̶̸̲n̸̶̸̸̶̸̲d̸̶̸̸̶̸̲ ̸̶̸̸̶̸̲h̸̶̸̸̶̸̲a̸̶̸̸̶̸̲s̸̶̸̸̶̸̲ ̸̶̸̸̶̸̲c̸̶̸̸̶̸̲h̸̶̸̸̶̸̲i̸̶̸̸̶̸̲c̸̶̸̸̶̸̲k̸̶̸̸̶̸̲e̸̶̸̸̶̸̲n̸̶̸̸̶̸̲ ̸̶̸̸̶̸̲f̸̶̸̸̶̸̲o̸̶̸̸̶̸̲r̸̶̸̸̶̸̲ ̸̶̸̸̶̸̲t̸̶̸̸̶̸̲i̸̶̸̸̶̸̲r̸̶̸̸̶̸̲e̸̶̸̸̶̸̲s̸̶̸̸̶̸̲.̸̶̸̸̶̸̲
Backslash M⃥̶⃥⃥̶⃥̲i⃥̶⃥⃥̶⃥̲c⃥̶⃥⃥̶⃥̲h⃥̶⃥⃥̶⃥̲e⃥̶⃥⃥̶⃥̲a⃥̶⃥⃥̶⃥̲l⃥̶⃥⃥̶⃥̲ ⃥̶⃥⃥̶⃥̲H⃥̶⃥⃥̶⃥̲a⃥̶⃥⃥̶⃥̲l⃥̶⃥⃥̶⃥̲l⃥̶⃥⃥̶⃥̲ ⃥̶⃥⃥̶⃥̲e⃥̶⃥⃥̶⃥̲a⃥̶⃥⃥̶⃥̲t⃥̶⃥⃥̶⃥̲s⃥̶⃥⃥̶⃥̲ ⃥̶⃥⃥̶⃥̲r⃥̶⃥⃥̶⃥̲u⃥̶⃥⃥̶⃥̲b⃥̶⃥⃥̶⃥̲b⃥̶⃥⃥̶⃥̲e⃥̶⃥⃥̶⃥̲r⃥̶⃥⃥̶⃥̲ ⃥̶⃥⃥̶⃥̲f⃥̶⃥⃥̶⃥̲o⃥̶⃥⃥̶⃥̲r⃥̶⃥⃥̶⃥̲ ⃥̶⃥⃥̶⃥̲s⃥̶⃥⃥̶⃥̲u⃥̶⃥⃥̶⃥̲p⃥̶⃥⃥̶⃥̲p⃥̶⃥⃥̶⃥̲e⃥̶⃥⃥̶⃥̲r⃥̶⃥⃥̶⃥̲ ⃥̶⃥⃥̶⃥̲a⃥̶⃥⃥̶⃥̲n⃥̶⃥⃥̶⃥̲d⃥̶⃥⃥̶⃥̲ ⃥̶⃥⃥̶⃥̲h⃥̶⃥⃥̶⃥̲a⃥̶⃥⃥̶⃥̲s⃥̶⃥⃥̶⃥̲ ⃥̶⃥⃥̶⃥̲c⃥̶⃥⃥̶⃥̲h⃥̶⃥⃥̶⃥̲i⃥̶⃥⃥̶⃥̲c⃥̶⃥⃥̶⃥̲k⃥̶⃥⃥̶⃥̲e⃥̶⃥⃥̶⃥̲n⃥̶⃥⃥̶⃥̲ ⃥̶⃥⃥̶⃥̲f⃥̶⃥⃥̶⃥̲o⃥̶⃥⃥̶⃥̲r⃥̶⃥⃥̶⃥̲ ⃥̶⃥⃥̶⃥̲t⃥̶⃥⃥̶⃥̲i⃥̶⃥⃥̶⃥̲r⃥̶⃥⃥̶⃥̲e⃥̶⃥⃥̶⃥̲s⃥̶⃥⃥̶⃥̲.⃥̶⃥⃥̶⃥̲
Double slash M⃫̶⃫⃫̶⃫̲i⃫̶⃫⃫̶⃫̲c⃫̶⃫⃫̶⃫̲h⃫̶⃫⃫̶⃫̲e⃫̶⃫⃫̶⃫̲a⃫̶⃫⃫̶⃫̲l⃫̶⃫⃫̶⃫̲ ⃫̶⃫⃫̶⃫̲H⃫̶⃫⃫̶⃫̲a⃫̶⃫⃫̶⃫̲l⃫̶⃫⃫̶⃫̲l⃫̶⃫⃫̶⃫̲ ⃫̶⃫⃫̶⃫̲e⃫̶⃫⃫̶⃫̲a⃫̶⃫⃫̶⃫̲t⃫̶⃫⃫̶⃫̲s⃫̶⃫⃫̶⃫̲ ⃫̶⃫⃫̶⃫̲r⃫̶⃫⃫̶⃫̲u⃫̶⃫⃫̶⃫̲b⃫̶⃫⃫̶⃫̲b⃫̶⃫⃫̶⃫̲e⃫̶⃫⃫̶⃫̲r⃫̶⃫⃫̶⃫̲ ⃫̶⃫⃫̶⃫̲f⃫̶⃫⃫̶⃫̲o⃫̶⃫⃫̶⃫̲r⃫̶⃫⃫̶⃫̲ ⃫̶⃫⃫̶⃫̲s⃫̶⃫⃫̶⃫̲u⃫̶⃫⃫̶⃫̲p⃫̶⃫⃫̶⃫̲p⃫̶⃫⃫̶⃫̲e⃫̶⃫⃫̶⃫̲r⃫̶⃫⃫̶⃫̲ ⃫̶⃫⃫̶⃫̲a⃫̶⃫⃫̶⃫̲n⃫̶⃫⃫̶⃫̲d⃫̶⃫⃫̶⃫̲ ⃫̶⃫⃫̶⃫̲h⃫̶⃫⃫̶⃫̲a⃫̶⃫⃫̶⃫̲s⃫̶⃫⃫̶⃫̲ ⃫̶⃫⃫̶⃫̲c⃫̶⃫⃫̶⃫̲h⃫̶⃫⃫̶⃫̲i⃫̶⃫⃫̶⃫̲c⃫̶⃫⃫̶⃫̲k⃫̶⃫⃫̶⃫̲e⃫̶⃫⃫̶⃫̲n⃫̶⃫⃫̶⃫̲ ⃫̶⃫⃫̶⃫̲f⃫̶⃫⃫̶⃫̲o⃫̶⃫⃫̶⃫̲r⃫̶⃫⃫̶⃫̲ ⃫̶⃫⃫̶⃫̲t⃫̶⃫⃫̶⃫̲i⃫̶⃫⃫̶⃫̲r⃫̶⃫⃫̶⃫̲e⃫̶⃫⃫̶⃫̲s⃫̶⃫⃫̶⃫̲.⃫̶⃫⃫̶⃫̲
Dot Ṁ̶̶̲̇̇̇i̶̶̲̇̇̇̇ċ̶̶̲̇̇̇ḣ̶̶̲̇̇̇ė̶̶̲̇̇̇ȧ̶̶̲̇̇̇l̶̶̲̇̇̇̇ ̶̶̲̇̇̇̇Ḣ̶̶̲̇̇̇ȧ̶̶̲̇̇̇l̶̶̲̇̇̇̇l̶̶̲̇̇̇̇ ̶̶̲̇̇̇̇ė̶̶̲̇̇̇ȧ̶̶̲̇̇̇ṫ̶̶̲̇̇̇ṡ̶̶̲̇̇̇ ̶̶̲̇̇̇̇ṙ̶̶̲̇̇̇u̶̶̲̇̇̇̇ḃ̶̶̲̇̇̇ḃ̶̶̲̇̇̇ė̶̶̲̇̇̇ṙ̶̶̲̇̇̇ ̶̶̲̇̇̇̇ḟ̶̶̲̇̇̇ȯ̶̶̲̇̇̇ṙ̶̶̲̇̇̇ ̶̶̲̇̇̇̇ṡ̶̶̲̇̇̇u̶̶̲̇̇̇̇ṗ̶̶̲̇̇̇ṗ̶̶̲̇̇̇ė̶̶̲̇̇̇ṙ̶̶̲̇̇̇ ̶̶̲̇̇̇̇ȧ̶̶̲̇̇̇ṅ̶̶̲̇̇̇ḋ̶̶̲̇̇̇ ̶̶̲̇̇̇̇ḣ̶̶̲̇̇̇ȧ̶̶̲̇̇̇ṡ̶̶̲̇̇̇ ̶̶̲̇̇̇̇ċ̶̶̲̇̇̇ḣ̶̶̲̇̇̇i̶̶̲̇̇̇̇ċ̶̶̲̇̇̇k̶̶̲̇̇̇̇ė̶̶̲̇̇̇ṅ̶̶̲̇̇̇ ̶̶̲̇̇̇̇ḟ̶̶̲̇̇̇ȯ̶̶̲̇̇̇ṙ̶̶̲̇̇̇ ̶̶̲̇̇̇̇ṫ̶̶̲̇̇̇i̶̶̲̇̇̇̇ṙ̶̶̲̇̇̇ė̶̶̲̇̇̇ṡ̶̶̲̇̇̇.̶̶̲̇̇̇̇
Many dots M̶̶̲⃜⃜⃜⃜i̶̶̲⃜⃜⃜⃜c̶̶̲⃜⃜⃜⃜h̶̶̲⃜⃜⃜⃜e̶̶̲⃜⃜⃜⃜a̶̶̲⃜⃜⃜⃜l̶̶̲⃜⃜⃜⃜ ̶̶̲⃜⃜⃜⃜H̶̶̲⃜⃜⃜⃜a̶̶̲⃜⃜⃜⃜l̶̶̲⃜⃜⃜⃜l̶̶̲⃜⃜⃜⃜ ̶̶̲⃜⃜⃜⃜e̶̶̲⃜⃜⃜⃜a̶̶̲⃜⃜⃜⃜t̶̶̲⃜⃜⃜⃜s̶̶̲⃜⃜⃜⃜ ̶̶̲⃜⃜⃜⃜r̶̶̲⃜⃜⃜⃜u̶̶̲⃜⃜⃜⃜b̶̶̲⃜⃜⃜⃜b̶̶̲⃜⃜⃜⃜e̶̶̲⃜⃜⃜⃜r̶̶̲⃜⃜⃜⃜ ̶̶̲⃜⃜⃜⃜f̶̶̲⃜⃜⃜⃜o̶̶̲⃜⃜⃜⃜r̶̶̲⃜⃜⃜⃜ ̶̶̲⃜⃜⃜⃜s̶̶̲⃜⃜⃜⃜u̶̶̲⃜⃜⃜⃜p̶̶̲⃜⃜⃜⃜p̶̶̲⃜⃜⃜⃜e̶̶̲⃜⃜⃜⃜r̶̶̲⃜⃜⃜⃜ ̶̶̲⃜⃜⃜⃜a̶̶̲⃜⃜⃜⃜n̶̶̲⃜⃜⃜⃜d̶̶̲⃜⃜⃜⃜ ̶̶̲⃜⃜⃜⃜h̶̶̲⃜⃜⃜⃜a̶̶̲⃜⃜⃜⃜s̶̶̲⃜⃜⃜⃜ ̶̶̲⃜⃜⃜⃜c̶̶̲⃜⃜⃜⃜h̶̶̲⃜⃜⃜⃜i̶̶̲⃜⃜⃜⃜c̶̶̲⃜⃜⃜⃜k̶̶̲⃜⃜⃜⃜e̶̶̲⃜⃜⃜⃜n̶̶̲⃜⃜⃜⃜ ̶̶̲⃜⃜⃜⃜f̶̶̲⃜⃜⃜⃜o̶̶̲⃜⃜⃜⃜r̶̶̲⃜⃜⃜⃜ ̶̶̲⃜⃜⃜⃜t̶̶̲⃜⃜⃜⃜i̶̶̲⃜⃜⃜⃜r̶̶̲⃜⃜⃜⃜e̶̶̲⃜⃜⃜⃜s̶̶̲⃜⃜⃜⃜.̶̶̲⃜⃜⃜⃜
Under dots M̶̶⃨⃨̲⃨⃨i̶̶⃨⃨̲⃨⃨c̶̶⃨⃨̲⃨⃨h̶̶⃨⃨̲⃨⃨e̶̶⃨⃨̲⃨⃨a̶̶⃨⃨̲⃨⃨l̶̶⃨⃨̲⃨⃨ ̶̶⃨⃨̲⃨⃨H̶̶⃨⃨̲⃨⃨a̶̶⃨⃨̲⃨⃨l̶̶⃨⃨̲⃨⃨l̶̶⃨⃨̲⃨⃨ ̶̶⃨⃨̲⃨⃨e̶̶⃨⃨̲⃨⃨a̶̶⃨⃨̲⃨⃨t̶̶⃨⃨̲⃨⃨s̶̶⃨⃨̲⃨⃨ ̶̶⃨⃨̲⃨⃨r̶̶⃨⃨̲⃨⃨u̶̶⃨⃨̲⃨⃨b̶̶⃨⃨̲⃨⃨b̶̶⃨⃨̲⃨⃨e̶̶⃨⃨̲⃨⃨r̶̶⃨⃨̲⃨⃨ ̶̶⃨⃨̲⃨⃨f̶̶⃨⃨̲⃨⃨o̶̶⃨⃨̲⃨⃨r̶̶⃨⃨̲⃨⃨ ̶̶⃨⃨̲⃨⃨s̶̶⃨⃨̲⃨⃨u̶̶⃨⃨̲⃨⃨p̶̶⃨⃨̲⃨⃨p̶̶⃨⃨̲⃨⃨e̶̶⃨⃨̲⃨⃨r̶̶⃨⃨̲⃨⃨ ̶̶⃨⃨̲⃨⃨a̶̶⃨⃨̲⃨⃨n̶̶⃨⃨̲⃨⃨d̶̶⃨⃨̲⃨⃨ ̶̶⃨⃨̲⃨⃨h̶̶⃨⃨̲⃨⃨a̶̶⃨⃨̲⃨⃨s̶̶⃨⃨̲⃨⃨ ̶̶⃨⃨̲⃨⃨c̶̶⃨⃨̲⃨⃨h̶̶⃨⃨̲⃨⃨i̶̶⃨⃨̲⃨⃨c̶̶⃨⃨̲⃨⃨k̶̶⃨⃨̲⃨⃨e̶̶⃨⃨̲⃨⃨n̶̶⃨⃨̲⃨⃨ ̶̶⃨⃨̲⃨⃨f̶̶⃨⃨̲⃨⃨o̶̶⃨⃨̲⃨⃨r̶̶⃨⃨̲⃨⃨ ̶̶⃨⃨̲⃨⃨t̶̶⃨⃨̲⃨⃨i̶̶⃨⃨̲⃨⃨r̶̶⃨⃨̲⃨⃨e̶̶⃨⃨̲⃨⃨s̶̶⃨⃨̲⃨⃨.̶̶⃨⃨̲⃨⃨
Smileys M̶̶̲̆̈̆̈̆̈̆̈ĭ̶̶̲̈̆̈̆̈̆̈c̶̶̲̆̈̆̈̆̈̆̈h̶̶̲̆̈̆̈̆̈̆̈ĕ̶̶̲̈̆̈̆̈̆̈ă̶̶̲̈̆̈̆̈̆̈l̶̶̲̆̈̆̈̆̈̆̈ ̶̶̲̆̈̆̈̆̈̆̈H̶̶̲̆̈̆̈̆̈̆̈ă̶̶̲̈̆̈̆̈̆̈l̶̶̲̆̈̆̈̆̈̆̈l̶̶̲̆̈̆̈̆̈̆̈ ̶̶̲̆̈̆̈̆̈̆̈ĕ̶̶̲̈̆̈̆̈̆̈ă̶̶̲̈̆̈̆̈̆̈t̶̶̲̆̈̆̈̆̈̆̈s̶̶̲̆̈̆̈̆̈̆̈ ̶̶̲̆̈̆̈̆̈̆̈r̶̶̲̆̈̆̈̆̈̆̈ŭ̶̶̲̈̆̈̆̈̆̈b̶̶̲̆̈̆̈̆̈̆̈b̶̶̲̆̈̆̈̆̈̆̈ĕ̶̶̲̈̆̈̆̈̆̈r̶̶̲̆̈̆̈̆̈̆̈ ̶̶̲̆̈̆̈̆̈̆̈f̶̶̲̆̈̆̈̆̈̆̈ŏ̶̶̲̈̆̈̆̈̆̈r̶̶̲̆̈̆̈̆̈̆̈ ̶̶̲̆̈̆̈̆̈̆̈s̶̶̲̆̈̆̈̆̈̆̈ŭ̶̶̲̈̆̈̆̈̆̈p̶̶̲̆̈̆̈̆̈̆̈p̶̶̲̆̈̆̈̆̈̆̈ĕ̶̶̲̈̆̈̆̈̆̈r̶̶̲̆̈̆̈̆̈̆̈ ̶̶̲̆̈̆̈̆̈̆̈ă̶̶̲̈̆̈̆̈̆̈n̶̶̲̆̈̆̈̆̈̆̈d̶̶̲̆̈̆̈̆̈̆̈ ̶̶̲̆̈̆̈̆̈̆̈h̶̶̲̆̈̆̈̆̈̆̈ă̶̶̲̈̆̈̆̈̆̈s̶̶̲̆̈̆̈̆̈̆̈ ̶̶̲̆̈̆̈̆̈̆̈c̶̶̲̆̈̆̈̆̈̆̈h̶̶̲̆̈̆̈̆̈̆̈ĭ̶̶̲̈̆̈̆̈̆̈c̶̶̲̆̈̆̈̆̈̆̈k̶̶̲̆̈̆̈̆̈̆̈ĕ̶̶̲̈̆̈̆̈̆̈n̶̶̲̆̈̆̈̆̈̆̈ ̶̶̲̆̈̆̈̆̈̆̈f̶̶̲̆̈̆̈̆̈̆̈ŏ̶̶̲̈̆̈̆̈̆̈r̶̶̲̆̈̆̈̆̈̆̈ ̶̶̲̆̈̆̈̆̈̆̈t̶̶̲̆̈̆̈̆̈̆̈ĭ̶̶̲̈̆̈̆̈̆̈r̶̶̲̆̈̆̈̆̈̆̈ĕ̶̶̲̈̆̈̆̈̆̈s̶̶̲̆̈̆̈̆̈̆̈.̶̶̲̆̈̆̈̆̈̆̈
Over Xed M̶̶̲̽̽̽̽i̶̶̲̽̽̽̽c̶̶̲̽̽̽̽h̶̶̲̽̽̽̽e̶̶̲̽̽̽̽a̶̶̲̽̽̽̽l̶̶̲̽̽̽̽ ̶̶̲̽̽̽̽H̶̶̲̽̽̽̽a̶̶̲̽̽̽̽l̶̶̲̽̽̽̽l̶̶̲̽̽̽̽ ̶̶̲̽̽̽̽e̶̶̲̽̽̽̽a̶̶̲̽̽̽̽t̶̶̲̽̽̽̽s̶̶̲̽̽̽̽ ̶̶̲̽̽̽̽r̶̶̲̽̽̽̽u̶̶̲̽̽̽̽b̶̶̲̽̽̽̽b̶̶̲̽̽̽̽e̶̶̲̽̽̽̽r̶̶̲̽̽̽̽ ̶̶̲̽̽̽̽f̶̶̲̽̽̽̽o̶̶̲̽̽̽̽r̶̶̲̽̽̽̽ ̶̶̲̽̽̽̽s̶̶̲̽̽̽̽u̶̶̲̽̽̽̽p̶̶̲̽̽̽̽p̶̶̲̽̽̽̽e̶̶̲̽̽̽̽r̶̶̲̽̽̽̽ ̶̶̲̽̽̽̽a̶̶̲̽̽̽̽n̶̶̲̽̽̽̽d̶̶̲̽̽̽̽ ̶̶̲̽̽̽̽h̶̶̲̽̽̽̽a̶̶̲̽̽̽̽s̶̶̲̽̽̽̽ ̶̶̲̽̽̽̽c̶̶̲̽̽̽̽h̶̶̲̽̽̽̽i̶̶̲̽̽̽̽c̶̶̲̽̽̽̽k̶̶̲̽̽̽̽e̶̶̲̽̽̽̽n̶̶̲̽̽̽̽ ̶̶̲̽̽̽̽f̶̶̲̽̽̽̽o̶̶̲̽̽̽̽r̶̶̲̽̽̽̽ ̶̶̲̽̽̽̽t̶̶̲̽̽̽̽i̶̶̲̽̽̽̽r̶̶̲̽̽̽̽e̶̶̲̽̽̽̽s̶̶̲̽̽̽̽.̶̶̲̽̽̽̽
Under Xed M̶̶͓͓̲͓͓i̶̶͓͓̲͓͓c̶̶͓͓̲͓͓h̶̶͓͓̲͓͓e̶̶͓͓̲͓͓a̶̶͓͓̲͓͓l̶̶͓͓̲͓͓ ̶̶͓͓̲͓͓H̶̶͓͓̲͓͓a̶̶͓͓̲͓͓l̶̶͓͓̲͓͓l̶̶͓͓̲͓͓ ̶̶͓͓̲͓͓e̶̶͓͓̲͓͓a̶̶͓͓̲͓͓t̶̶͓͓̲͓͓s̶̶͓͓̲͓͓ ̶̶͓͓̲͓͓r̶̶͓͓̲͓͓u̶̶͓͓̲͓͓b̶̶͓͓̲͓͓b̶̶͓͓̲͓͓e̶̶͓͓̲͓͓r̶̶͓͓̲͓͓ ̶̶͓͓̲͓͓f̶̶͓͓̲͓͓o̶̶͓͓̲͓͓r̶̶͓͓̲͓͓ ̶̶͓͓̲͓͓s̶̶͓͓̲͓͓u̶̶͓͓̲͓͓p̶̶͓͓̲͓͓p̶̶͓͓̲͓͓e̶̶͓͓̲͓͓r̶̶͓͓̲͓͓ ̶̶͓͓̲͓͓a̶̶͓͓̲͓͓n̶̶͓͓̲͓͓d̶̶͓͓̲͓͓ ̶̶͓͓̲͓͓h̶̶͓͓̲͓͓a̶̶͓͓̲͓͓s̶̶͓͓̲͓͓ ̶̶͓͓̲͓͓c̶̶͓͓̲͓͓h̶̶͓͓̲͓͓i̶̶͓͓̲͓͓c̶̶͓͓̲͓͓k̶̶͓͓̲͓͓e̶̶͓͓̲͓͓n̶̶͓͓̲͓͓ ̶̶͓͓̲͓͓f̶̶͓͓̲͓͓o̶̶͓͓̲͓͓r̶̶͓͓̲͓͓ ̶̶͓͓̲͓͓t̶̶͓͓̲͓͓i̶̶͓͓̲͓͓r̶̶͓͓̲͓͓e̶̶͓͓̲͓͓s̶̶͓͓̲͓͓.̶̶͓͓̲͓͓
Multi Xed M̶̶͓͓̲͓͓̽̽̽̽i̶̶͓͓̲͓͓̽̽̽̽c̶̶͓͓̲͓͓̽̽̽̽h̶̶͓͓̲͓͓̽̽̽̽e̶̶͓͓̲͓͓̽̽̽̽a̶̶͓͓̲͓͓̽̽̽̽l̶̶͓͓̲͓͓̽̽̽̽ ̶̶͓͓̲͓͓̽̽̽̽H̶̶͓͓̲͓͓̽̽̽̽a̶̶͓͓̲͓͓̽̽̽̽l̶̶͓͓̲͓͓̽̽̽̽l̶̶͓͓̲͓͓̽̽̽̽ ̶̶͓͓̲͓͓̽̽̽̽e̶̶͓͓̲͓͓̽̽̽̽a̶̶͓͓̲͓͓̽̽̽̽t̶̶͓͓̲͓͓̽̽̽̽s̶̶͓͓̲͓͓̽̽̽̽ ̶̶͓͓̲͓͓̽̽̽̽r̶̶͓͓̲͓͓̽̽̽̽u̶̶͓͓̲͓͓̽̽̽̽b̶̶͓͓̲͓͓̽̽̽̽b̶̶͓͓̲͓͓̽̽̽̽e̶̶͓͓̲͓͓̽̽̽̽r̶̶͓͓̲͓͓̽̽̽̽ ̶̶͓͓̲͓͓̽̽̽̽f̶̶͓͓̲͓͓̽̽̽̽o̶̶͓͓̲͓͓̽̽̽̽r̶̶͓͓̲͓͓̽̽̽̽ ̶̶͓͓̲͓͓̽̽̽̽s̶̶͓͓̲͓͓̽̽̽̽u̶̶͓͓̲͓͓̽̽̽̽p̶̶͓͓̲͓͓̽̽̽̽p̶̶͓͓̲͓͓̽̽̽̽e̶̶͓͓̲͓͓̽̽̽̽r̶̶͓͓̲͓͓̽̽̽̽ ̶̶͓͓̲͓͓̽̽̽̽a̶̶͓͓̲͓͓̽̽̽̽n̶̶͓͓̲͓͓̽̽̽̽d̶̶͓͓̲͓͓̽̽̽̽ ̶̶͓͓̲͓͓̽̽̽̽h̶̶͓͓̲͓͓̽̽̽̽a̶̶͓͓̲͓͓̽̽̽̽s̶̶͓͓̲͓͓̽̽̽̽ ̶̶͓͓̲͓͓̽̽̽̽c̶̶͓͓̲͓͓̽̽̽̽h̶̶͓͓̲͓͓̽̽̽̽i̶̶͓͓̲͓͓̽̽̽̽c̶̶͓͓̲͓͓̽̽̽̽k̶̶͓͓̲͓͓̽̽̽̽e̶̶͓͓̲͓͓̽̽̽̽n̶̶͓͓̲͓͓̽̽̽̽ ̶̶͓͓̲͓͓̽̽̽̽f̶̶͓͓̲͓͓̽̽̽̽o̶̶͓͓̲͓͓̽̽̽̽r̶̶͓͓̲͓͓̽̽̽̽ ̶̶͓͓̲͓͓̽̽̽̽t̶̶͓͓̲͓͓̽̽̽̽i̶̶͓͓̲͓͓̽̽̽̽r̶̶͓͓̲͓͓̽̽̽̽e̶̶͓͓̲͓͓̽̽̽̽s̶̶͓͓̲͓͓̽̽̽̽.̶̶͓͓̲͓͓̽̽̽̽
Starburst M҉̶҉̲҉̶҉i҉̶҉̲҉̶҉c҉̶҉̲҉̶҉h҉̶҉̲҉̶҉e҉̶҉̲҉̶҉a҉̶҉̲҉̶҉l҉̶҉̲҉̶҉ ҉̶҉̲҉̶҉H҉̶҉̲҉̶҉a҉̶҉̲҉̶҉l҉̶҉̲҉̶҉l҉̶҉̲҉̶҉ ҉̶҉̲҉̶҉e҉̶҉̲҉̶҉a҉̶҉̲҉̶҉t҉̶҉̲҉̶҉s҉̶҉̲҉̶҉ ҉̶҉̲҉̶҉r҉̶҉̲҉̶҉u҉̶҉̲҉̶҉b҉̶҉̲҉̶҉b҉̶҉̲҉̶҉e҉̶҉̲҉̶҉r҉̶҉̲҉̶҉ ҉̶҉̲҉̶҉f҉̶҉̲҉̶҉o҉̶҉̲҉̶҉r҉̶҉̲҉̶҉ ҉̶҉̲҉̶҉s҉̶҉̲҉̶҉u҉̶҉̲҉̶҉p҉̶҉̲҉̶҉p҉̶҉̲҉̶҉e҉̶҉̲҉̶҉r҉̶҉̲҉̶҉ ҉̶҉̲҉̶҉a҉̶҉̲҉̶҉n҉̶҉̲҉̶҉d҉̶҉̲҉̶҉ ҉̶҉̲҉̶҉h҉̶҉̲҉̶҉a҉̶҉̲҉̶҉s҉̶҉̲҉̶҉ ҉̶҉̲҉̶҉c҉̶҉̲҉̶҉h҉̶҉̲҉̶҉i҉̶҉̲҉̶҉c҉̶҉̲҉̶҉k҉̶҉̲҉̶҉e҉̶҉̲҉̶҉n҉̶҉̲҉̶҉ ҉̶҉̲҉̶҉f҉̶҉̲҉̶҉o҉̶҉̲҉̶҉r҉̶҉̲҉̶҉ ҉̶҉̲҉̶҉t҉̶҉̲҉̶҉i҉̶҉̲҉̶҉r҉̶҉̲҉̶҉e҉̶҉̲҉̶҉s҉̶҉̲҉̶҉.҉̶҉̲҉̶҉
Understar M̶̶͙͙̲͙͙i̶̶͙͙̲͙͙c̶̶͙͙̲͙͙h̶̶͙͙̲͙͙e̶̶͙͙̲͙͙a̶̶͙͙̲͙͙l̶̶͙͙̲͙͙ ̶̶͙͙̲͙͙H̶̶͙͙̲͙͙a̶̶͙͙̲͙͙l̶̶͙͙̲͙͙l̶̶͙͙̲͙͙ ̶̶͙͙̲͙͙e̶̶͙͙̲͙͙a̶̶͙͙̲͙͙t̶̶͙͙̲͙͙s̶̶͙͙̲͙͙ ̶̶͙͙̲͙͙r̶̶͙͙̲͙͙u̶̶͙͙̲͙͙b̶̶͙͙̲͙͙b̶̶͙͙̲͙͙e̶̶͙͙̲͙͙r̶̶͙͙̲͙͙ ̶̶͙͙̲͙͙f̶̶͙͙̲͙͙o̶̶͙͙̲͙͙r̶̶͙͙̲͙͙ ̶̶͙͙̲͙͙s̶̶͙͙̲͙͙u̶̶͙͙̲͙͙p̶̶͙͙̲͙͙p̶̶͙͙̲͙͙e̶̶͙͙̲͙͙r̶̶͙͙̲͙͙ ̶̶͙͙̲͙͙a̶̶͙͙̲͙͙n̶̶͙͙̲͙͙d̶̶͙͙̲͙͙ ̶̶͙͙̲͙͙h̶̶͙͙̲͙͙a̶̶͙͙̲͙͙s̶̶͙͙̲͙͙ ̶̶͙͙̲͙͙c̶̶͙͙̲͙͙h̶̶͙͙̲͙͙i̶̶͙͙̲͙͙c̶̶͙͙̲͙͙k̶̶͙͙̲͙͙e̶̶͙͙̲͙͙n̶̶͙͙̲͙͙ ̶̶͙͙̲͙͙f̶̶͙͙̲͙͙o̶̶͙͙̲͙͙r̶̶͙͙̲͙͙ ̶̶͙͙̲͙͙t̶̶͙͙̲͙͙i̶̶͙͙̲͙͙r̶̶͙͙̲͙͙e̶̶͙͙̲͙͙s̶̶͙͙̲͙͙.̶̶͙͙̲͙͙
Overstar M̶̶̲⃰⃰⃰⃰i̶̶̲⃰⃰⃰⃰c̶̶̲⃰⃰⃰⃰h̶̶̲⃰⃰⃰⃰e̶̶̲⃰⃰⃰⃰a̶̶̲⃰⃰⃰⃰l̶̶̲⃰⃰⃰⃰ ̶̶̲⃰⃰⃰⃰H̶̶̲⃰⃰⃰⃰a̶̶̲⃰⃰⃰⃰l̶̶̲⃰⃰⃰⃰l̶̶̲⃰⃰⃰⃰ ̶̶̲⃰⃰⃰⃰e̶̶̲⃰⃰⃰⃰a̶̶̲⃰⃰⃰⃰t̶̶̲⃰⃰⃰⃰s̶̶̲⃰⃰⃰⃰ ̶̶̲⃰⃰⃰⃰r̶̶̲⃰⃰⃰⃰u̶̶̲⃰⃰⃰⃰b̶̶̲⃰⃰⃰⃰b̶̶̲⃰⃰⃰⃰e̶̶̲⃰⃰⃰⃰r̶̶̲⃰⃰⃰⃰ ̶̶̲⃰⃰⃰⃰f̶̶̲⃰⃰⃰⃰o̶̶̲⃰⃰⃰⃰r̶̶̲⃰⃰⃰⃰ ̶̶̲⃰⃰⃰⃰s̶̶̲⃰⃰⃰⃰u̶̶̲⃰⃰⃰⃰p̶̶̲⃰⃰⃰⃰p̶̶̲⃰⃰⃰⃰e̶̶̲⃰⃰⃰⃰r̶̶̲⃰⃰⃰⃰ ̶̶̲⃰⃰⃰⃰a̶̶̲⃰⃰⃰⃰n̶̶̲⃰⃰⃰⃰d̶̶̲⃰⃰⃰⃰ ̶̶̲⃰⃰⃰⃰h̶̶̲⃰⃰⃰⃰a̶̶̲⃰⃰⃰⃰s̶̶̲⃰⃰⃰⃰ ̶̶̲⃰⃰⃰⃰c̶̶̲⃰⃰⃰⃰h̶̶̲⃰⃰⃰⃰i̶̶̲⃰⃰⃰⃰c̶̶̲⃰⃰⃰⃰k̶̶̲⃰⃰⃰⃰e̶̶̲⃰⃰⃰⃰n̶̶̲⃰⃰⃰⃰ ̶̶̲⃰⃰⃰⃰f̶̶̲⃰⃰⃰⃰o̶̶̲⃰⃰⃰⃰r̶̶̲⃰⃰⃰⃰ ̶̶̲⃰⃰⃰⃰t̶̶̲⃰⃰⃰⃰i̶̶̲⃰⃰⃰⃰r̶̶̲⃰⃰⃰⃰e̶̶̲⃰⃰⃰⃰s̶̶̲⃰⃰⃰⃰.̶̶̲⃰⃰⃰⃰
Multistar M̶̶͙͙̲͙͙⃰⃰⃰⃰i̶̶͙͙̲͙͙⃰⃰⃰⃰c̶̶͙͙̲͙͙⃰⃰⃰⃰h̶̶͙͙̲͙͙⃰⃰⃰⃰e̶̶͙͙̲͙͙⃰⃰⃰⃰a̶̶͙͙̲͙͙⃰⃰⃰⃰l̶̶͙͙̲͙͙⃰⃰⃰⃰ ̶̶͙͙̲͙͙⃰⃰⃰⃰H̶̶͙͙̲͙͙⃰⃰⃰⃰a̶̶͙͙̲͙͙⃰⃰⃰⃰l̶̶͙͙̲͙͙⃰⃰⃰⃰l̶̶͙͙̲͙͙⃰⃰⃰⃰ ̶̶͙͙̲͙͙⃰⃰⃰⃰e̶̶͙͙̲͙͙⃰⃰⃰⃰a̶̶͙͙̲͙͙⃰⃰⃰⃰t̶̶͙͙̲͙͙⃰⃰⃰⃰s̶̶͙͙̲͙͙⃰⃰⃰⃰ ̶̶͙͙̲͙͙⃰⃰⃰⃰r̶̶͙͙̲͙͙⃰⃰⃰⃰u̶̶͙͙̲͙͙⃰⃰⃰⃰b̶̶͙͙̲͙͙⃰⃰⃰⃰b̶̶͙͙̲͙͙⃰⃰⃰⃰e̶̶͙͙̲͙͙⃰⃰⃰⃰r̶̶͙͙̲͙͙⃰⃰⃰⃰ ̶̶͙͙̲͙͙⃰⃰⃰⃰f̶̶͙͙̲͙͙⃰⃰⃰⃰o̶̶͙͙̲͙͙⃰⃰⃰⃰r̶̶͙͙̲͙͙⃰⃰⃰⃰ ̶̶͙͙̲͙͙⃰⃰⃰⃰s̶̶͙͙̲͙͙⃰⃰⃰⃰u̶̶͙͙̲͙͙⃰⃰⃰⃰p̶̶͙͙̲͙͙⃰⃰⃰⃰p̶̶͙͙̲͙͙⃰⃰⃰⃰e̶̶͙͙̲͙͙⃰⃰⃰⃰r̶̶͙͙̲͙͙⃰⃰⃰⃰ ̶̶͙͙̲͙͙⃰⃰⃰⃰a̶̶͙͙̲͙͙⃰⃰⃰⃰n̶̶͙͙̲͙͙⃰⃰⃰⃰d̶̶͙͙̲͙͙⃰⃰⃰⃰ ̶̶͙͙̲͙͙⃰⃰⃰⃰h̶̶͙͙̲͙͙⃰⃰⃰⃰a̶̶͙͙̲͙͙⃰⃰⃰⃰s̶̶͙͙̲͙͙⃰⃰⃰⃰ ̶̶͙͙̲͙͙⃰⃰⃰⃰c̶̶͙͙̲͙͙⃰⃰⃰⃰h̶̶͙͙̲͙͙⃰⃰⃰⃰i̶̶͙͙̲͙͙⃰⃰⃰⃰c̶̶͙͙̲͙͙⃰⃰⃰⃰k̶̶͙͙̲͙͙⃰⃰⃰⃰e̶̶͙͙̲͙͙⃰⃰⃰⃰n̶̶͙͙̲͙͙⃰⃰⃰⃰ ̶̶͙͙̲͙͙⃰⃰⃰⃰f̶̶͙͙̲͙͙⃰⃰⃰⃰o̶̶͙͙̲͙͙⃰⃰⃰⃰r̶̶͙͙̲͙͙⃰⃰⃰⃰ ̶̶͙͙̲͙͙⃰⃰⃰⃰t̶̶͙͙̲͙͙⃰⃰⃰⃰i̶̶͙͙̲͙͙⃰⃰⃰⃰r̶̶͙͙̲͙͙⃰⃰⃰⃰e̶̶͙͙̲͙͙⃰⃰⃰⃰s̶̶͙͙̲͙͙⃰⃰⃰⃰.̶̶͙͙̲͙͙⃰⃰⃰⃰
Capped M̶̶̲᷍᷍᷍᷍i̶̶̲᷍᷍᷍᷍c̶̶̲᷍᷍᷍᷍h̶̶̲᷍᷍᷍᷍e̶̶̲᷍᷍᷍᷍a̶̶̲᷍᷍᷍᷍l̶̶̲᷍᷍᷍᷍ ̶̶̲᷍᷍᷍᷍H̶̶̲᷍᷍᷍᷍a̶̶̲᷍᷍᷍᷍l̶̶̲᷍᷍᷍᷍l̶̶̲᷍᷍᷍᷍ ̶̶̲᷍᷍᷍᷍e̶̶̲᷍᷍᷍᷍a̶̶̲᷍᷍᷍᷍t̶̶̲᷍᷍᷍᷍s̶̶̲᷍᷍᷍᷍ ̶̶̲᷍᷍᷍᷍r̶̶̲᷍᷍᷍᷍u̶̶̲᷍᷍᷍᷍b̶̶̲᷍᷍᷍᷍b̶̶̲᷍᷍᷍᷍e̶̶̲᷍᷍᷍᷍r̶̶̲᷍᷍᷍᷍ ̶̶̲᷍᷍᷍᷍f̶̶̲᷍᷍᷍᷍o̶̶̲᷍᷍᷍᷍r̶̶̲᷍᷍᷍᷍ ̶̶̲᷍᷍᷍᷍s̶̶̲᷍᷍᷍᷍u̶̶̲᷍᷍᷍᷍p̶̶̲᷍᷍᷍᷍p̶̶̲᷍᷍᷍᷍e̶̶̲᷍᷍᷍᷍r̶̶̲᷍᷍᷍᷍ ̶̶̲᷍᷍᷍᷍a̶̶̲᷍᷍᷍᷍n̶̶̲᷍᷍᷍᷍d̶̶̲᷍᷍᷍᷍ ̶̶̲᷍᷍᷍᷍h̶̶̲᷍᷍᷍᷍a̶̶̲᷍᷍᷍᷍s̶̶̲᷍᷍᷍᷍ ̶̶̲᷍᷍᷍᷍c̶̶̲᷍᷍᷍᷍h̶̶̲᷍᷍᷍᷍i̶̶̲᷍᷍᷍᷍c̶̶̲᷍᷍᷍᷍k̶̶̲᷍᷍᷍᷍e̶̶̲᷍᷍᷍᷍n̶̶̲᷍᷍᷍᷍ ̶̶̲᷍᷍᷍᷍f̶̶̲᷍᷍᷍᷍o̶̶̲᷍᷍᷍᷍r̶̶̲᷍᷍᷍᷍ ̶̶̲᷍᷍᷍᷍t̶̶̲᷍᷍᷍᷍i̶̶̲᷍᷍᷍᷍r̶̶̲᷍᷍᷍᷍e̶̶̲᷍᷍᷍᷍s̶̶̲᷍᷍᷍᷍.̶̶̲᷍᷍᷍᷍
Parens M᪾̶᪾̲᪾̶᪾i᪾̶᪾̲᪾̶᪾c᪾̶᪾̲᪾̶᪾h᪾̶᪾̲᪾̶᪾e᪾̶᪾̲᪾̶᪾a᪾̶᪾̲᪾̶᪾l᪾̶᪾̲᪾̶᪾ ᪾̶᪾̲᪾̶᪾H᪾̶᪾̲᪾̶᪾a᪾̶᪾̲᪾̶᪾l᪾̶᪾̲᪾̶᪾l᪾̶᪾̲᪾̶᪾ ᪾̶᪾̲᪾̶᪾e᪾̶᪾̲᪾̶᪾a᪾̶᪾̲᪾̶᪾t᪾̶᪾̲᪾̶᪾s᪾̶᪾̲᪾̶᪾ ᪾̶᪾̲᪾̶᪾r᪾̶᪾̲᪾̶᪾u᪾̶᪾̲᪾̶᪾b᪾̶᪾̲᪾̶᪾b᪾̶᪾̲᪾̶᪾e᪾̶᪾̲᪾̶᪾r᪾̶᪾̲᪾̶᪾ ᪾̶᪾̲᪾̶᪾f᪾̶᪾̲᪾̶᪾o᪾̶᪾̲᪾̶᪾r᪾̶᪾̲᪾̶᪾ ᪾̶᪾̲᪾̶᪾s᪾̶᪾̲᪾̶᪾u᪾̶᪾̲᪾̶᪾p᪾̶᪾̲᪾̶᪾p᪾̶᪾̲᪾̶᪾e᪾̶᪾̲᪾̶᪾r᪾̶᪾̲᪾̶᪾ ᪾̶᪾̲᪾̶᪾a᪾̶᪾̲᪾̶᪾n᪾̶᪾̲᪾̶᪾d᪾̶᪾̲᪾̶᪾ ᪾̶᪾̲᪾̶᪾h᪾̶᪾̲᪾̶᪾a᪾̶᪾̲᪾̶᪾s᪾̶᪾̲᪾̶᪾ ᪾̶᪾̲᪾̶᪾c᪾̶᪾̲᪾̶᪾h᪾̶᪾̲᪾̶᪾i᪾̶᪾̲᪾̶᪾c᪾̶᪾̲᪾̶᪾k᪾̶᪾̲᪾̶᪾e᪾̶᪾̲᪾̶᪾n᪾̶᪾̲᪾̶᪾ ᪾̶᪾̲᪾̶᪾f᪾̶᪾̲᪾̶᪾o᪾̶᪾̲᪾̶᪾r᪾̶᪾̲᪾̶᪾ ᪾̶᪾̲᪾̶᪾t᪾̶᪾̲᪾̶᪾i᪾̶᪾̲᪾̶᪾r᪾̶᪾̲᪾̶᪾e᪾̶᪾̲᪾̶᪾s᪾̶᪾̲᪾̶᪾.᪾̶᪾̲᪾̶᪾
Boxed M⃞̶⃞̲⃞̶⃞i⃞̶⃞̲⃞̶⃞c⃞̶⃞̲⃞̶⃞h⃞̶⃞̲⃞̶⃞e⃞̶⃞̲⃞̶⃞a⃞̶⃞̲⃞̶⃞l⃞̶⃞̲⃞̶⃞ ⃞̶⃞̲⃞̶⃞H⃞̶⃞̲⃞̶⃞a⃞̶⃞̲⃞̶⃞l⃞̶⃞̲⃞̶⃞l⃞̶⃞̲⃞̶⃞ ⃞̶⃞̲⃞̶⃞e⃞̶⃞̲⃞̶⃞a⃞̶⃞̲⃞̶⃞t⃞̶⃞̲⃞̶⃞s⃞̶⃞̲⃞̶⃞ ⃞̶⃞̲⃞̶⃞r⃞̶⃞̲⃞̶⃞u⃞̶⃞̲⃞̶⃞b⃞̶⃞̲⃞̶⃞b⃞̶⃞̲⃞̶⃞e⃞̶⃞̲⃞̶⃞r⃞̶⃞̲⃞̶⃞ ⃞̶⃞̲⃞̶⃞f⃞̶⃞̲⃞̶⃞o⃞̶⃞̲⃞̶⃞r⃞̶⃞̲⃞̶⃞ ⃞̶⃞̲⃞̶⃞s⃞̶⃞̲⃞̶⃞u⃞̶⃞̲⃞̶⃞p⃞̶⃞̲⃞̶⃞p⃞̶⃞̲⃞̶⃞e⃞̶⃞̲⃞̶⃞r⃞̶⃞̲⃞̶⃞ ⃞̶⃞̲⃞̶⃞a⃞̶⃞̲⃞̶⃞n⃞̶⃞̲⃞̶⃞d⃞̶⃞̲⃞̶⃞ ⃞̶⃞̲⃞̶⃞h⃞̶⃞̲⃞̶⃞a⃞̶⃞̲⃞̶⃞s⃞̶⃞̲⃞̶⃞ ⃞̶⃞̲⃞̶⃞c⃞̶⃞̲⃞̶⃞h⃞̶⃞̲⃞̶⃞i⃞̶⃞̲⃞̶⃞c⃞̶⃞̲⃞̶⃞k⃞̶⃞̲⃞̶⃞e⃞̶⃞̲⃞̶⃞n⃞̶⃞̲⃞̶⃞ ⃞̶⃞̲⃞̶⃞f⃞̶⃞̲⃞̶⃞o⃞̶⃞̲⃞̶⃞r⃞̶⃞̲⃞̶⃞ ⃞̶⃞̲⃞̶⃞t⃞̶⃞̲⃞̶⃞i⃞̶⃞̲⃞̶⃞r⃞̶⃞̲⃞̶⃞e⃞̶⃞̲⃞̶⃞s⃞̶⃞̲⃞̶⃞.⃞̶⃞̲⃞̶⃞
Rounded box M⃢̶⃢̲⃢̶⃢i⃢̶⃢̲⃢̶⃢c⃢̶⃢̲⃢̶⃢h⃢̶⃢̲⃢̶⃢e⃢̶⃢̲⃢̶⃢a⃢̶⃢̲⃢̶⃢l⃢̶⃢̲⃢̶⃢ ⃢̶⃢̲⃢̶⃢H⃢̶⃢̲⃢̶⃢a⃢̶⃢̲⃢̶⃢l⃢̶⃢̲⃢̶⃢l⃢̶⃢̲⃢̶⃢ ⃢̶⃢̲⃢̶⃢e⃢̶⃢̲⃢̶⃢a⃢̶⃢̲⃢̶⃢t⃢̶⃢̲⃢̶⃢s⃢̶⃢̲⃢̶⃢ ⃢̶⃢̲⃢̶⃢r⃢̶⃢̲⃢̶⃢u⃢̶⃢̲⃢̶⃢b⃢̶⃢̲⃢̶⃢b⃢̶⃢̲⃢̶⃢e⃢̶⃢̲⃢̶⃢r⃢̶⃢̲⃢̶⃢ ⃢̶⃢̲⃢̶⃢f⃢̶⃢̲⃢̶⃢o⃢̶⃢̲⃢̶⃢r⃢̶⃢̲⃢̶⃢ ⃢̶⃢̲⃢̶⃢s⃢̶⃢̲⃢̶⃢u⃢̶⃢̲⃢̶⃢p⃢̶⃢̲⃢̶⃢p⃢̶⃢̲⃢̶⃢e⃢̶⃢̲⃢̶⃢r⃢̶⃢̲⃢̶⃢ ⃢̶⃢̲⃢̶⃢a⃢̶⃢̲⃢̶⃢n⃢̶⃢̲⃢̶⃢d⃢̶⃢̲⃢̶⃢ ⃢̶⃢̲⃢̶⃢h⃢̶⃢̲⃢̶⃢a⃢̶⃢̲⃢̶⃢s⃢̶⃢̲⃢̶⃢ ⃢̶⃢̲⃢̶⃢c⃢̶⃢̲⃢̶⃢h⃢̶⃢̲⃢̶⃢i⃢̶⃢̲⃢̶⃢c⃢̶⃢̲⃢̶⃢k⃢̶⃢̲⃢̶⃢e⃢̶⃢̲⃢̶⃢n⃢̶⃢̲⃢̶⃢ ⃢̶⃢̲⃢̶⃢f⃢̶⃢̲⃢̶⃢o⃢̶⃢̲⃢̶⃢r⃢̶⃢̲⃢̶⃢ ⃢̶⃢̲⃢̶⃢t⃢̶⃢̲⃢̶⃢i⃢̶⃢̲⃢̶⃢r⃢̶⃢̲⃢̶⃢e⃢̶⃢̲⃢̶⃢s⃢̶⃢̲⃢̶⃢.⃢̶⃢̲⃢̶⃢
Circled M⃝̶⃝̲⃝̶⃝i⃝̶⃝̲⃝̶⃝c⃝̶⃝̲⃝̶⃝h⃝̶⃝̲⃝̶⃝e⃝̶⃝̲⃝̶⃝a⃝̶⃝̲⃝̶⃝l⃝̶⃝̲⃝̶⃝ ⃝̶⃝̲⃝̶⃝H⃝̶⃝̲⃝̶⃝a⃝̶⃝̲⃝̶⃝l⃝̶⃝̲⃝̶⃝l⃝̶⃝̲⃝̶⃝ ⃝̶⃝̲⃝̶⃝e⃝̶⃝̲⃝̶⃝a⃝̶⃝̲⃝̶⃝t⃝̶⃝̲⃝̶⃝s⃝̶⃝̲⃝̶⃝ ⃝̶⃝̲⃝̶⃝r⃝̶⃝̲⃝̶⃝u⃝̶⃝̲⃝̶⃝b⃝̶⃝̲⃝̶⃝b⃝̶⃝̲⃝̶⃝e⃝̶⃝̲⃝̶⃝r⃝̶⃝̲⃝̶⃝ ⃝̶⃝̲⃝̶⃝f⃝̶⃝̲⃝̶⃝o⃝̶⃝̲⃝̶⃝r⃝̶⃝̲⃝̶⃝ ⃝̶⃝̲⃝̶⃝s⃝̶⃝̲⃝̶⃝u⃝̶⃝̲⃝̶⃝p⃝̶⃝̲⃝̶⃝p⃝̶⃝̲⃝̶⃝e⃝̶⃝̲⃝̶⃝r⃝̶⃝̲⃝̶⃝ ⃝̶⃝̲⃝̶⃝a⃝̶⃝̲⃝̶⃝n⃝̶⃝̲⃝̶⃝d⃝̶⃝̲⃝̶⃝ ⃝̶⃝̲⃝̶⃝h⃝̶⃝̲⃝̶⃝a⃝̶⃝̲⃝̶⃝s⃝̶⃝̲⃝̶⃝ ⃝̶⃝̲⃝̶⃝c⃝̶⃝̲⃝̶⃝h⃝̶⃝̲⃝̶⃝i⃝̶⃝̲⃝̶⃝c⃝̶⃝̲⃝̶⃝k⃝̶⃝̲⃝̶⃝e⃝̶⃝̲⃝̶⃝n⃝̶⃝̲⃝̶⃝ ⃝̶⃝̲⃝̶⃝f⃝̶⃝̲⃝̶⃝o⃝̶⃝̲⃝̶⃝r⃝̶⃝̲⃝̶⃝ ⃝̶⃝̲⃝̶⃝t⃝̶⃝̲⃝̶⃝i⃝̶⃝̲⃝̶⃝r⃝̶⃝̲⃝̶⃝e⃝̶⃝̲⃝̶⃝s⃝̶⃝̲⃝̶⃝.⃝̶⃝̲⃝̶⃝
Diamonded M⃟̶⃟̲⃟̶⃟i⃟̶⃟̲⃟̶⃟c⃟̶⃟̲⃟̶⃟h⃟̶⃟̲⃟̶⃟e⃟̶⃟̲⃟̶⃟a⃟̶⃟̲⃟̶⃟l⃟̶⃟̲⃟̶⃟ ⃟̶⃟̲⃟̶⃟H⃟̶⃟̲⃟̶⃟a⃟̶⃟̲⃟̶⃟l⃟̶⃟̲⃟̶⃟l⃟̶⃟̲⃟̶⃟ ⃟̶⃟̲⃟̶⃟e⃟̶⃟̲⃟̶⃟a⃟̶⃟̲⃟̶⃟t⃟̶⃟̲⃟̶⃟s⃟̶⃟̲⃟̶⃟ ⃟̶⃟̲⃟̶⃟r⃟̶⃟̲⃟̶⃟u⃟̶⃟̲⃟̶⃟b⃟̶⃟̲⃟̶⃟b⃟̶⃟̲⃟̶⃟e⃟̶⃟̲⃟̶⃟r⃟̶⃟̲⃟̶⃟ ⃟̶⃟̲⃟̶⃟f⃟̶⃟̲⃟̶⃟o⃟̶⃟̲⃟̶⃟r⃟̶⃟̲⃟̶⃟ ⃟̶⃟̲⃟̶⃟s⃟̶⃟̲⃟̶⃟u⃟̶⃟̲⃟̶⃟p⃟̶⃟̲⃟̶⃟p⃟̶⃟̲⃟̶⃟e⃟̶⃟̲⃟̶⃟r⃟̶⃟̲⃟̶⃟ ⃟̶⃟̲⃟̶⃟a⃟̶⃟̲⃟̶⃟n⃟̶⃟̲⃟̶⃟d⃟̶⃟̲⃟̶⃟ ⃟̶⃟̲⃟̶⃟h⃟̶⃟̲⃟̶⃟a⃟̶⃟̲⃟̶⃟s⃟̶⃟̲⃟̶⃟ ⃟̶⃟̲⃟̶⃟c⃟̶⃟̲⃟̶⃟h⃟̶⃟̲⃟̶⃟i⃟̶⃟̲⃟̶⃟c⃟̶⃟̲⃟̶⃟k⃟̶⃟̲⃟̶⃟e⃟̶⃟̲⃟̶⃟n⃟̶⃟̲⃟̶⃟ ⃟̶⃟̲⃟̶⃟f⃟̶⃟̲⃟̶⃟o⃟̶⃟̲⃟̶⃟r⃟̶⃟̲⃟̶⃟ ⃟̶⃟̲⃟̶⃟t⃟̶⃟̲⃟̶⃟i⃟̶⃟̲⃟̶⃟r⃟̶⃟̲⃟̶⃟e⃟̶⃟̲⃟̶⃟s⃟̶⃟̲⃟̶⃟.⃟̶⃟̲⃟̶⃟
Disallowed M⃠̶⃠̲⃠̶⃠i⃠̶⃠̲⃠̶⃠c⃠̶⃠̲⃠̶⃠h⃠̶⃠̲⃠̶⃠e⃠̶⃠̲⃠̶⃠a⃠̶⃠̲⃠̶⃠l⃠̶⃠̲⃠̶⃠ ⃠̶⃠̲⃠̶⃠H⃠̶⃠̲⃠̶⃠a⃠̶⃠̲⃠̶⃠l⃠̶⃠̲⃠̶⃠l⃠̶⃠̲⃠̶⃠ ⃠̶⃠̲⃠̶⃠e⃠̶⃠̲⃠̶⃠a⃠̶⃠̲⃠̶⃠t⃠̶⃠̲⃠̶⃠s⃠̶⃠̲⃠̶⃠ ⃠̶⃠̲⃠̶⃠r⃠̶⃠̲⃠̶⃠u⃠̶⃠̲⃠̶⃠b⃠̶⃠̲⃠̶⃠b⃠̶⃠̲⃠̶⃠e⃠̶⃠̲⃠̶⃠r⃠̶⃠̲⃠̶⃠ ⃠̶⃠̲⃠̶⃠f⃠̶⃠̲⃠̶⃠o⃠̶⃠̲⃠̶⃠r⃠̶⃠̲⃠̶⃠ ⃠̶⃠̲⃠̶⃠s⃠̶⃠̲⃠̶⃠u⃠̶⃠̲⃠̶⃠p⃠̶⃠̲⃠̶⃠p⃠̶⃠̲⃠̶⃠e⃠̶⃠̲⃠̶⃠r⃠̶⃠̲⃠̶⃠ ⃠̶⃠̲⃠̶⃠a⃠̶⃠̲⃠̶⃠n⃠̶⃠̲⃠̶⃠d⃠̶⃠̲⃠̶⃠ ⃠̶⃠̲⃠̶⃠h⃠̶⃠̲⃠̶⃠a⃠̶⃠̲⃠̶⃠s⃠̶⃠̲⃠̶⃠ ⃠̶⃠̲⃠̶⃠c⃠̶⃠̲⃠̶⃠h⃠̶⃠̲⃠̶⃠i⃠̶⃠̲⃠̶⃠c⃠̶⃠̲⃠̶⃠k⃠̶⃠̲⃠̶⃠e⃠̶⃠̲⃠̶⃠n⃠̶⃠̲⃠̶⃠ ⃠̶⃠̲⃠̶⃠f⃠̶⃠̲⃠̶⃠o⃠̶⃠̲⃠̶⃠r⃠̶⃠̲⃠̶⃠ ⃠̶⃠̲⃠̶⃠t⃠̶⃠̲⃠̶⃠i⃠̶⃠̲⃠̶⃠r⃠̶⃠̲⃠̶⃠e⃠̶⃠̲⃠̶⃠s⃠̶⃠̲⃠̶⃠.⃠̶⃠̲⃠̶⃠
Triangled M⃤̶⃤̲⃤̶⃤i⃤̶⃤̲⃤̶⃤c⃤̶⃤̲⃤̶⃤h⃤̶⃤̲⃤̶⃤e⃤̶⃤̲⃤̶⃤a⃤̶⃤̲⃤̶⃤l⃤̶⃤̲⃤̶⃤ ⃤̶⃤̲⃤̶⃤H⃤̶⃤̲⃤̶⃤a⃤̶⃤̲⃤̶⃤l⃤̶⃤̲⃤̶⃤l⃤̶⃤̲⃤̶⃤ ⃤̶⃤̲⃤̶⃤e⃤̶⃤̲⃤̶⃤a⃤̶⃤̲⃤̶⃤t⃤̶⃤̲⃤̶⃤s⃤̶⃤̲⃤̶⃤ ⃤̶⃤̲⃤̶⃤r⃤̶⃤̲⃤̶⃤u⃤̶⃤̲⃤̶⃤b⃤̶⃤̲⃤̶⃤b⃤̶⃤̲⃤̶⃤e⃤̶⃤̲⃤̶⃤r⃤̶⃤̲⃤̶⃤ ⃤̶⃤̲⃤̶⃤f⃤̶⃤̲⃤̶⃤o⃤̶⃤̲⃤̶⃤r⃤̶⃤̲⃤̶⃤ ⃤̶⃤̲⃤̶⃤s⃤̶⃤̲⃤̶⃤u⃤̶⃤̲⃤̶⃤p⃤̶⃤̲⃤̶⃤p⃤̶⃤̲⃤̶⃤e⃤̶⃤̲⃤̶⃤r⃤̶⃤̲⃤̶⃤ ⃤̶⃤̲⃤̶⃤a⃤̶⃤̲⃤̶⃤n⃤̶⃤̲⃤̶⃤d⃤̶⃤̲⃤̶⃤ ⃤̶⃤̲⃤̶⃤h⃤̶⃤̲⃤̶⃤a⃤̶⃤̲⃤̶⃤s⃤̶⃤̲⃤̶⃤ ⃤̶⃤̲⃤̶⃤c⃤̶⃤̲⃤̶⃤h⃤̶⃤̲⃤̶⃤i⃤̶⃤̲⃤̶⃤c⃤̶⃤̲⃤̶⃤k⃤̶⃤̲⃤̶⃤e⃤̶⃤̲⃤̶⃤n⃤̶⃤̲⃤̶⃤ ⃤̶⃤̲⃤̶⃤f⃤̶⃤̲⃤̶⃤o⃤̶⃤̲⃤̶⃤r⃤̶⃤̲⃤̶⃤ ⃤̶⃤̲⃤̶⃤t⃤̶⃤̲⃤̶⃤i⃤̶⃤̲⃤̶⃤r⃤̶⃤̲⃤̶⃤e⃤̶⃤̲⃤̶⃤s⃤̶⃤̲⃤̶⃤.⃤̶⃤̲⃤̶⃤
Keycap M⃣̶⃣̲⃣̶⃣i⃣̶⃣̲⃣̶⃣c⃣̶⃣̲⃣̶⃣h⃣̶⃣̲⃣̶⃣e⃣̶⃣̲⃣̶⃣a⃣̶⃣̲⃣̶⃣l⃣̶⃣̲⃣̶⃣ ⃣̶⃣̲⃣̶⃣H⃣̶⃣̲⃣̶⃣a⃣̶⃣̲⃣̶⃣l⃣̶⃣̲⃣̶⃣l⃣̶⃣̲⃣̶⃣ ⃣̶⃣̲⃣̶⃣e⃣̶⃣̲⃣̶⃣a⃣̶⃣̲⃣̶⃣t⃣̶⃣̲⃣̶⃣s⃣̶⃣̲⃣̶⃣ ⃣̶⃣̲⃣̶⃣r⃣̶⃣̲⃣̶⃣u⃣̶⃣̲⃣̶⃣b⃣̶⃣̲⃣̶⃣b⃣̶⃣̲⃣̶⃣e⃣̶⃣̲⃣̶⃣r⃣̶⃣̲⃣̶⃣ ⃣̶⃣̲⃣̶⃣f⃣̶⃣̲⃣̶⃣o⃣̶⃣̲⃣̶⃣r⃣̶⃣̲⃣̶⃣ ⃣̶⃣̲⃣̶⃣s⃣̶⃣̲⃣̶⃣u⃣̶⃣̲⃣̶⃣p⃣̶⃣̲⃣̶⃣p⃣̶⃣̲⃣̶⃣e⃣̶⃣̲⃣̶⃣r⃣̶⃣̲⃣̶⃣ ⃣̶⃣̲⃣̶⃣a⃣̶⃣̲⃣̶⃣n⃣̶⃣̲⃣̶⃣d⃣̶⃣̲⃣̶⃣ ⃣̶⃣̲⃣̶⃣h⃣̶⃣̲⃣̶⃣a⃣̶⃣̲⃣̶⃣s⃣̶⃣̲⃣̶⃣ ⃣̶⃣̲⃣̶⃣c⃣̶⃣̲⃣̶⃣h⃣̶⃣̲⃣̶⃣i⃣̶⃣̲⃣̶⃣c⃣̶⃣̲⃣̶⃣k⃣̶⃣̲⃣̶⃣e⃣̶⃣̲⃣̶⃣n⃣̶⃣̲⃣̶⃣ ⃣̶⃣̲⃣̶⃣f⃣̶⃣̲⃣̶⃣o⃣̶⃣̲⃣̶⃣r⃣̶⃣̲⃣̶⃣ ⃣̶⃣̲⃣̶⃣t⃣̶⃣̲⃣̶⃣i⃣̶⃣̲⃣̶⃣r⃣̶⃣̲⃣̶⃣e⃣̶⃣̲⃣̶⃣s⃣̶⃣̲⃣̶⃣.⃣̶⃣̲⃣̶⃣

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