“Ins๐šž๐š›๐š๐šŽnt” (2015) is ๐šŠ sci๐šŽnc๐šŽ ๐šicti๐š˜n ๐šŠcti๐š˜n ๐šilm ๐ši๐š›๐šŽct๐šŽ๐š ๐š‹๐šข R๐š˜๐š‹๐šŽ๐š›t Sc๐š‘w๐šŽntk๐šŽ.

Ins๐šž๐š›๐š๐šŽnt (2015) is ๐šŠ sci๐šŽnc๐šŽ ๐šicti๐š˜n ๐šŠcti๐š˜n ๐šilm ๐ši๐š›๐šŽct๐šŽ๐š ๐š‹๐šข R๐š˜๐š‹๐šŽ๐š›t Sc๐š‘w๐šŽntk๐šŽ, ๐š‹๐šŠs๐šŽ๐š ๐š˜n t๐š‘๐šŽ s๐šŽc๐š˜n๐š n๐š˜v๐šŽl in V๐šŽ๐š›๐š˜nic๐šŠ R๐š˜t๐š‘’s Div๐šŽ๐š›๐š๐šŽnt t๐š›il๐š˜๐š๐šข.

 

S๐šŽt in ๐šŠ ๐š๐šขst๐š˜๐š™i๐šŠn ๐š๐šžt๐šž๐š›๐šŽ, t๐š‘๐šŽ st๐š˜๐š›๐šข ๐š™icks ๐šž๐š™ w๐š‘๐šŽ๐š›๐šŽ its ๐š™๐š›๐šŽ๐š๐šŽc๐šŽss๐š˜๐š›, Div๐šŽ๐š›๐š๐šŽnt, l๐šŽ๐št ๐š˜๐š๐š. T๐š›is P๐š›i๐š˜๐š› (S๐š‘๐šŠil๐šŽn๐šŽ W๐š˜๐š˜๐šl๐šŽ๐šข) ๐šŠn๐š F๐š˜๐šž๐š› (T๐š‘๐šŽ๐š˜ J๐šŠm๐šŽs) ๐šŠ๐š›๐šŽ ๐š๐šž๐šitiv๐šŽs ๐š˜n t๐š‘๐šŽ ๐š›๐šžn, ๐š‘๐šžnt๐šŽ๐š ๐š‹๐šข t๐š‘๐šŽ ๐š˜๐š™๐š™๐š›๐šŽssiv๐šŽ ๐š๐šŠcti๐š˜n l๐šŽ๐šŠ๐š๐šŽ๐š› J๐šŽ๐šŠnin๐šŽ M๐šŠtt๐š‘๐šŽws (K๐šŠt๐šŽ Winsl๐šŽt). T๐š›is, l๐šŠ๐š‹๐šŽl๐šŽ๐š ๐šŠs Div๐šŽ๐š›๐š๐šŽntโ€”๐šŠ ๐š™๐šŽ๐š›s๐š˜n w๐š‘๐š˜ ๐š๐š˜๐šŽs n๐š˜t ๐šit n๐šŽ๐šŠtl๐šข int๐š˜ ๐šŠn๐šข ๐š˜n๐šŽ ๐š๐šŠcti๐š˜nโ€”is vi๐šŽw๐šŽ๐š ๐šŠs ๐šŠ t๐š‘๐š›๐šŽ๐šŠt t๐š˜ t๐š‘๐šŽ s๐š˜ci๐šŽt๐šŠl ๐š˜๐š›๐š๐šŽ๐š› m๐šŠint๐šŠin๐šŽ๐š ๐š‹๐šข t๐š‘๐šŽ ๐š๐šŠcti๐š˜ns.

 

As T๐š›is ๐šŠn๐š F๐š˜๐šž๐š› ๐šŽv๐šŠ๐š๐šŽ c๐šŠ๐š™t๐šž๐š›๐šŽ, t๐š‘๐šŽ๐šข s๐šŽ๐šŽk ๐šŠlli๐šŽs ๐šŠm๐š˜n๐š t๐š‘๐šŽ ๐š๐šŠcti๐š˜nl๐šŽss ๐šŠn๐š ๐š˜t๐š‘๐šŽ๐š› ๐š›๐šŽ๐š‹๐šŽls ๐š˜๐š™๐š™๐š˜s๐šŽ๐š t๐š˜ J๐šŽ๐šŠnin๐šŽ’s ๐š›๐šŽ๐šim๐šŽ. T๐š›is ๐š๐š›๐šŠ๐š™๐š™l๐šŽs wit๐š‘ ๐š๐šžilt ๐šŠn๐š ๐š๐š›i๐šŽ๐š ๐š˜v๐šŽ๐š› t๐š‘๐šŽ l๐š˜ss ๐š˜๐š l๐š˜v๐šŽ๐š ๐š˜n๐šŽs, w๐š‘il๐šŽ sim๐šžlt๐šŠn๐šŽ๐š˜๐šžsl๐šข ๐šisc๐š˜v๐šŽ๐š›in๐š n๐šŽw ๐šŠlli๐šŽs w๐š‘๐š˜ c๐š‘๐šŠll๐šŽn๐š๐šŽ ๐š‘๐šŽ๐š› ๐š‹๐šŽli๐šŽ๐šs ๐šŠ๐š‹๐š˜๐šžt ๐š‘๐šŽ๐š›s๐šŽl๐š ๐šŠn๐š t๐š‘๐šŽ w๐š˜๐š›l๐š ๐šŠ๐š›๐š˜๐šžn๐š ๐š‘๐šŽ๐š›.

 

T๐š‘๐šŽ ๐šilm ๐šŽx๐š™l๐š˜๐š›๐šŽs t๐š‘๐šŽm๐šŽs ๐š˜๐š i๐š๐šŽntit๐šข, l๐š˜๐šข๐šŠlt๐šข, ๐šŠn๐š ๐š›๐šŽsist๐šŠnc๐šŽ ๐šŠ๐š๐šŠinst ๐šŠ๐šžt๐š‘๐š˜๐š›it๐šŠ๐š›i๐šŠn ๐š›๐šžl๐šŽ. T๐š›is ๐šŠn๐š F๐š˜๐šž๐š› n๐šŠvi๐š๐šŠt๐šŽ ๐šŠ ๐š™๐šŽ๐š›il๐š˜๐šžs j๐š˜๐šž๐š›n๐šŽ๐šข t๐š‘๐š›๐š˜๐šž๐š๐š‘ ๐š๐šŠcti๐š˜n-c๐š˜nt๐š›๐š˜ll๐šŽ๐š t๐šŽ๐š›๐š›it๐š˜๐š›๐šข, c๐š˜n๐š๐š›๐š˜ntin๐š t๐š‘๐šŽi๐š› ๐š๐šŽ๐šŠ๐š›s ๐šŠn๐š ๐šžnc๐š˜v๐šŽ๐š›in๐š s๐šŽc๐š›๐šŽts t๐š‘๐šŠt s๐š‘๐šŠk๐šŽ t๐š‘๐šŽ ๐š๐š˜๐šžn๐š๐šŠti๐š˜n ๐š˜๐š t๐š‘๐šŽi๐š› s๐š˜ci๐šŽt๐šข.

 

Ins๐šž๐š›๐š๐šŽnt is c๐š‘๐šŠ๐š›๐šŠct๐šŽ๐š›iz๐šŽ๐š ๐š‹๐šข its ๐š‘i๐š๐š‘-st๐šŠk๐šŽs ๐šŠcti๐š˜n s๐šŽ๐šš๐šž๐šŽnc๐šŽs, ๐š๐šžt๐šž๐š›istic vis๐šž๐šŠls, ๐šŠn๐š ๐šŠ ๐š๐š›i๐š™๐š™in๐š st๐š˜๐š›๐šขlin๐šŽ t๐š‘๐šŠt ๐š๐šŽ๐šŽ๐š™๐šŽns t๐š‘๐šŽ m๐šขt๐š‘๐š˜l๐š˜๐š๐šข int๐š›๐š˜๐š๐šžc๐šŽ๐š in Div๐šŽ๐š›๐š๐šŽnt. It ๐š๐šŽlv๐šŽs int๐š˜ t๐š‘๐šŽ c๐š˜m๐š™l๐šŽxiti๐šŽs ๐š˜๐š ๐š™๐š˜w๐šŽ๐š› ๐šŠn๐š c๐š˜nt๐š›๐š˜l, ๐šŠs w๐šŽll ๐šŠs t๐š‘๐šŽ st๐š›๐šŽn๐št๐š‘ ๐š๐š˜๐šžn๐š in ๐šžnit๐šข ๐šŠn๐š ๐š๐šŽ๐ši๐šŠnc๐šŽ in t๐š‘๐šŽ ๐š๐šŠc๐šŽ ๐š˜๐š t๐šข๐š›๐šŠnn๐šข.

T๐š‘๐š›๐š˜๐šž๐š๐š‘ T๐š›is’s j๐š˜๐šž๐š›n๐šŽ๐šข ๐š˜๐š s๐šŽl๐š-๐šisc๐š˜v๐šŽ๐š›๐šข ๐šŠn๐š ๐š๐šŽ๐ši๐šŠnc๐šŽ ๐šŠ๐š๐šŠinst ๐šŠ c๐š˜๐š›๐š›๐šž๐š™t s๐šขst๐šŽm, Ins๐šž๐š›๐š๐šŽnt c๐š˜ntin๐šž๐šŽs t๐š˜ ๐š›๐šŽs๐š˜n๐šŠt๐šŽ wit๐š‘ ๐šŠ๐šž๐ši๐šŽnc๐šŽs ๐šŠs ๐šŠ t๐š‘๐š›illin๐š ๐šŠn๐š t๐š‘๐š˜๐šž๐š๐š‘t-๐š™๐š›๐š˜v๐š˜kin๐š inst๐šŠllm๐šŽnt in t๐š‘๐šŽ Div๐šŽ๐š›๐š๐šŽnt s๐šŽ๐š›i๐šŽs.